From 5ef524f85266be0cfcc6070163c41ba10ed3ec4a Mon Sep 17 00:00:00 2001 From: Aleksandra Apolinarska Date: Tue, 10 Sep 2024 21:34:11 +0200 Subject: [PATCH 1/5] #46 update grasshopper files --- examples/bridge_shell/bridge_shell.ghx | 13228 ++++++++--------- examples/urban_massing/urban_massing.ghx | 16276 ++++++++++----------- 2 files changed, 14282 insertions(+), 15222 deletions(-) diff --git a/examples/bridge_shell/bridge_shell.ghx b/examples/bridge_shell/bridge_shell.ghx index 6fe7601..dc43345 100644 --- a/examples/bridge_shell/bridge_shell.ghx +++ b/examples/bridge_shell/bridge_shell.ghx @@ -19,7 +19,7 @@ 7 - + abdfa279-888c-4648-a3fb-4db1a415ccf9 @@ -48,10 +48,10 @@ - 376 - 772 + 561 + 587 - 2.25 + 0.9983377 @@ -66,25 +66,21 @@ 0 + + + auto + SI + + - 2 + 1 - + - BitmapPlus, Version=1.6.2.0, Culture=neutral, PublicKeyToken=null - 1.6.2.0 - David Mans - 6843af1e-15ed-49e1-baec-fd0fee4bcd4f - BitmapPlus - 1.6.2.0 - - - - - GhPython, Version=7.36.23346.16351, Culture=neutral, PublicKeyToken=null - 7.36.23346.16351 + GhPython, Version=7.37.24107.15001, Culture=neutral, PublicKeyToken=null + 7.37.24107.15001 00000000-0000-0000-0000-000000000000 @@ -95,66 +91,10 @@ - 144 + 140 - + - - c552a431-af5b-46a9-a8a4-0fcbc27ef596 - Group - - - - - 1 - - 64;255;255;255 - - A group of Grasshopper objects - 039aafff-a057-4591-b123-c84ef45f4fec - c97f6ac0-a5ca-43f4-920b-6fd04f84f8b2 - 90d13b56-9eee-4d2f-ab46-accad3311837 - 267ec3ce-4a7c-42c2-b83a-d640aa3a823a - fa0195df-45f5-47af-a98c-48e2ff3ac4f3 - ae48696c-a9a4-49cf-88e4-65fc59a5d6b2 - 6acaa0e3-a8cb-4e54-98f6-c1c97f413aa3 - 42e1bfcc-2185-4f8c-aef5-9afa6f5ee1e8 - a31e169a-d6c3-4535-8d9c-ddcccddd6df6 - 9c539503-0799-4e09-97c1-29fa1932f3f5 - a314e73f-7758-4b30-adcc-5a5ed608ac1d - 7122074c-a3ab-4b9d-8dc4-8ce420f1b1a9 - 7a0d1d53-1998-4508-9605-772033692038 - bf7ea87a-f224-4292-9391-387666c652a9 - cbe5cd8c-6c8c-4bd2-9745-f8436e64a82f - a5671c42-180b-4327-8db0-3ad179eae907 - 2ee2a800-2fdc-4655-aee6-45e9701f5dfe - 0e2b64c5-a9bf-4f18-a43b-f0b2d92011cd - cb6b915a-b04c-4b14-aae9-cd7493a3d22b - 53a4f931-dd73-4f15-b10b-639833aed4e4 - 8477658c-21e1-4f0c-947a-ff5a4a0d2578 - 2a446188-0ee6-461f-96fa-e8b1b545a585 - caad7b19-c14a-4ae7-8bba-5f9819350ea3 - b893f2d2-2204-4f0b-8743-a32e99abd798 - d3ae2058-ab42-46e3-a6ce-e173b09d3dcb - 3127e750-0947-4200-b13a-81627ce057ea - 1d8da6d5-7cd2-4fd8-89d3-a2fce53cb3bf - f954da56-fe12-445e-a1d0-0b2443915e7a - d141e9ff-c95f-4565-a457-958423a59a25 - 562f5951-f2ad-4ac0-8f66-589580f35a98 - ceed4162-af77-4192-afff-cd9c9e8d798b - 722fc9c2-b41e-4fe1-a00d-ce160aeef8b9 - 32 - 30750b92-2822-4639-ae20-759fcb8499d2 - Group - - - - - - - - - a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -175,8 +115,8 @@ - 296 - 753 + 283 + 754 66 22 @@ -186,7 +126,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -207,8 +147,8 @@ - 296 - 957 + 283 + 958 66 22 @@ -218,7 +158,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -239,8 +179,8 @@ - 204 - 986 + 189 + 988 160 20 @@ -248,8 +188,8 @@ 0 0 - 204.2439 - 986.8833 + 189.8883 + 988.7288 @@ -270,7 +210,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -291,8 +231,8 @@ - 203 - 1013 + 190 + 1014 160 20 @@ -300,8 +240,8 @@ 0 0 - 203.4429 - 1013.045 + 190.0873 + 1014.89 @@ -323,7 +263,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -345,7 +285,7 @@ 465 - 1096 + 1097 66 22 @@ -355,7 +295,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -376,7 +316,7 @@ - 205 + 199 1417 136 20 @@ -385,7 +325,7 @@ 0 0 - 205.2651 + 199.5218 1417.862 @@ -407,7 +347,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -429,7 +369,7 @@ 758 - 1811 + 1814 66 22 @@ -439,7 +379,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -460,7 +400,7 @@ - 203 + 199 1442 73 41 @@ -469,7 +409,7 @@ 0 0 - 203.061 + 199.3177 1442.756 @@ -491,7 +431,7 @@ - + 15b7afe5-d0d0-43e1-b894-34fcfe3be384 Domain @@ -526,7 +466,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -547,7 +487,7 @@ - 206 + 199 1923 135 20 @@ -556,7 +496,7 @@ 0 0 - 206.1769 + 199.4336 1923.16 @@ -578,7 +518,7 @@ - + 3cadddef-1e2b-4c09-9390-0e8f78f7609f Merge @@ -627,7 +567,7 @@ Data 1 D1 true - 41399f6c-082d-4b2a-b67f-e376db4add0e + 8533bf9f-1d6c-473d-ae10-6f96bd6713b9 1 @@ -657,7 +597,7 @@ Data 2 D2 true - 421f2ffe-d086-4420-9cd8-cbebb0453750 + dd8ed576-383e-4c9b-b7a5-365d0fa29837 1 @@ -687,7 +627,7 @@ Data 3 D3 true - 91cb0508-2f31-4970-9769-c4f99a50732b + 6c4e3d24-0dd0-495d-9bfc-63182f51e385 1 @@ -708,15 +648,16 @@ - + 2 Data stream 4 6be63ea6-260a-4c5c-a0f7-13a71902ed7d + 1 false Data 4 D4 true - b3e8ee7e-0f32-4358-ac21-ace675c0fff3 + 006fcf02-1c27-48b4-bcb4-33e7acb6bab2 1 @@ -769,7 +710,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -779,19 +720,19 @@ false - 207.3217 + 204.2567 1385.56 - 411.0815 + 408.0165 1385.56 - 411.0815 + 408.0165 1407.679 - 207.3217 + 204.2567 1407.679 A quick note @@ -807,13 +748,13 @@ - 202.3217 + 199.2567 1380.56 213.7598 32.11914 - 207.3217 + 204.2567 1385.56 @@ -822,7 +763,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -875,7 +816,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -907,7 +848,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -939,7 +880,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -992,7 +933,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -1024,7 +965,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -1038,7 +979,7 @@ false 0 - 22784c56-eb46-402c-9c96-20d2cf383ea5 + 2e6e0458-1da8-4ef0-a8f5-2339725b2d1e 1 Double click to edit panel content… @@ -1077,205 +1018,7 @@ - - - 87be230e-03e8-44b4-9d5c-f77338700b6e - 6843af1e-15ed-49e1-baec-fd0fee4bcd4f - Prev Image - - - - - Previews a bitmap image in canvas - 0839d974-cc4b-4861-9904-e4feb1a790df - Prev Image - Img - - - - - - 879 - 3391 - 200 - 228 - - - 909 - 3405 - - - - - - Smart Bitmap or Bitmap image to preview (right-click to save) - 6ca2fc19-b85a-485d-a64e-0ca50722d5f9 - Smart Bitmap - S - true - 1c8c6696-f7d3-469a-95d0-4713c81a72ae - 1 - - - - - - 881 - 3393 - 13 - 24 - - - 889 - 3405 - - - - - - - - - - - - 00027467-0d24-4fa7-b178-8dc0ac5f42ec - Value List - - - - - Provides a list of preset values to choose from - 10653472-2576-40c3-bac4-3132bbe70071 - 2 - 1 - Value List - List - false - 0 - - - - - "interactive" - interactive - true - - - - - "static" - static - false - - - - - - 435 - 3584 - 153 - 22 - - - - - - - - - - 00027467-0d24-4fa7-b178-8dc0ac5f42ec - Value List - - - - - Provides a list of preset values to choose from - dde72d9b-591e-441a-8c2d-3ffeb9a79aed - 2 - 1 - Value List - List - false - 0 - - - - - "interactive" - interactive - true - - - - - "static" - static - false - - - - - - 435 - 3484 - 153 - 22 - - - - - - - - - - 00027467-0d24-4fa7-b178-8dc0ac5f42ec - Value List - - - - - Provides a list of preset values to choose from - 35935ec7-06c8-463c-bf21-edac86fd0c90 - 2 - 1 - Value List - List - false - 0 - - - - - "interactive" - interactive - false - - - - - "static" - static - true - - - - - - 435 - 3385 - 153 - 22 - - - - - - - - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -1296,8 +1039,8 @@ - 522 - 3508 + 507 + 3258 66 22 @@ -1307,7 +1050,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -1328,8 +1071,8 @@ - 522 - 3608 + 507 + 3306 66 22 @@ -1339,7 +1082,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -1360,8 +1103,8 @@ - 522 - 3409 + 507 + 3210 66 22 @@ -1371,7 +1114,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -1424,52 +1167,7 @@ - - - 57da07bd-ecab-415d-9d86-af36d7073abc - Number Slider - - - - - Numeric slider for single values - ffe69633-9c40-4512-aa31-f93395996698 - Number Slider - - false - 0 - - - - - - 211 - 3536 - 160 - 20 - - - 211.7277 - 3536.072 - - - - - - 2 - 1 - 0 - 1 - 0.01 - 0 - 0.5 - - - - - - - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -1490,8 +1188,8 @@ - 261 - 4879 + 236 + 4301 125 22 @@ -1501,7 +1199,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -1511,20 +1209,20 @@ false - 235.4168 - 4074.628 + 204.6098 + 3462.766 - 664.2498 - 4074.628 + 633.441 + 3462.766 - 664.2498 - 4109.955 + 633.441 + 3498.093 - 235.4168 - 4109.955 + 204.6098 + 3498.093 A quick note Cambria @@ -1539,14 +1237,14 @@ - 230.4168 - 4069.628 - 438.833 + 199.6098 + 3457.766 + 438.8312 45.32715 - 235.4168 - 4074.628 + 204.6098 + 3462.766 @@ -1554,7 +1252,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -1575,8 +1273,8 @@ - 337 - 4576 + 312 + 4000 50 20 @@ -1584,8 +1282,8 @@ 0 0 - 337.705 - 4576.823 + 312.2148 + 4000.7 @@ -1606,7 +1304,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -1631,8 +1329,8 @@ - 337 - 4337 + 311 + 3759 50 84 @@ -1640,8 +1338,8 @@ 0 0 - 337.6742 - 4337.557 + 311.684 + 3759.034 @@ -1662,7 +1360,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -1683,8 +1381,8 @@ - 294 - 4619 + 269 + 4046 92 22 @@ -1694,7 +1392,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -1709,14 +1407,14 @@ false 0 0 - 1024 + 64 - 337 - 4426 + 312 + 3846 50 20 @@ -1724,8 +1422,8 @@ 0 0 - 337.1336 - 4426.774 + 312.1434 + 3846.45 @@ -1746,7 +1444,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -1756,20 +1454,20 @@ false - 458.2371 - 4216.323 + 434.5599 + 3637.843 - 667.8684 - 4216.323 + 644.1912 + 3637.843 - 667.8684 - 4239.041 + 644.1912 + 3660.561 - 458.2371 - 4239.041 + 434.5599 + 3660.561 A quick note Cambria @@ -1784,14 +1482,14 @@ - 453.2371 - 4211.323 + 429.5599 + 3632.843 219.6313 32.71729 - 458.2371 - 4216.323 + 434.5599 + 3637.843 @@ -1799,7 +1497,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -1809,20 +1507,20 @@ false - 458.2371 - 4793.387 + 434.5599 + 4208.685 - 682.1995 - 4793.387 + 658.5223 + 4208.685 - 682.1995 - 4811.051 + 658.5223 + 4226.348 - 458.2371 - 4811.051 + 434.5599 + 4226.348 A quick note Cambria @@ -1837,14 +1535,14 @@ - 453.2371 - 4788.387 - 233.9624 + 429.5599 + 4203.685 + 233.9623 27.66357 - 458.2371 - 4793.387 + 434.5599 + 4208.685 @@ -1852,7 +1550,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -1873,8 +1571,8 @@ - 320 - 5077 + 295 + 4499 66 22 @@ -1884,7 +1582,7 @@ - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -1903,14 +1601,14 @@ - 201 - 5058 + 211 + 4475 186 20 - 201.5489 - 5058.88 + 211.5871 + 4475.022 @@ -1929,7 +1627,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -1939,20 +1637,20 @@ false - 458.2371 - 4978.552 + 434.5599 + 4400.072 - 635.8005 - 4978.552 + 612.1234 + 4400.072 - 635.8005 - 5001.367 + 612.1234 + 4422.887 - 458.2371 - 5001.367 + 434.5599 + 4422.887 A quick note Cambria @@ -1967,14 +1665,14 @@ - 453.2371 - 4973.552 + 429.5599 + 4395.072 187.5634 32.81494 - 458.2371 - 4978.552 + 434.5599 + 4400.072 @@ -1982,7 +1680,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -2003,8 +1701,8 @@ - 453 - 4690 + 567 + 4099 103 22 @@ -2014,7 +1712,7 @@ - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -2039,7 +1737,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -2060,8 +1758,8 @@ - 320 - 5005 + 295 + 4427 66 22 @@ -2071,7 +1769,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -2092,8 +1790,8 @@ - 296 - 876 + 283 + 877 66 22 @@ -2103,7 +1801,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -2124,16 +1822,16 @@ - 205 + 199 1851 - 135 + 137 20 0 0 0 - 205.3103 + 199.5722 1851.271 @@ -2155,7 +1853,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -2176,7 +1874,7 @@ - 205 + 200 1995 135 20 @@ -2185,7 +1883,7 @@ 0 0 - 205.8119 + 200.0686 1995.794 @@ -2207,7 +1905,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -2228,8 +1926,8 @@ - 1056 - 2031 + 1471 + 1796 66 22 @@ -2239,7 +1937,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -2260,8 +1958,8 @@ - 320 - 4446 + 295 + 3867 66 22 @@ -2271,7 +1969,7 @@ - + 3ede854e-c753-40eb-84cb-b48008f14fd4 Text @@ -2291,14 +1989,14 @@ - 337 - 3366 + 335 + 3238 50 24 - 362.779 - 3378.36 + 360.484 + 3250.123 @@ -2306,7 +2004,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -2327,8 +2025,8 @@ - 278 - 4600 + 251 + 4024 110 20 @@ -2336,8 +2034,8 @@ 0 0 - 278.0958 - 4600.879 + 251.6056 + 4024.256 @@ -2358,7 +2056,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -2381,8 +2079,8 @@ displacement - 206 - 3340 + 203 + 3211 102 76 @@ -2390,8 +2088,8 @@ displacement 0 0 - 206.1801 - 3340.055 + 203.8851 + 3211.818 @@ -2412,7 +2110,7 @@ displacement - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -2435,8 +2133,8 @@ displacement:[3,4] - 206 - 5341 + 185 + 4770 150 66 @@ -2444,8 +2142,8 @@ displacement:[3,4] 0 0 - 206.3045 - 5341.052 + 185.0574 + 4770.037 @@ -2466,7 +2164,7 @@ displacement:[3,4] - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -2476,20 +2174,20 @@ displacement:[3,4] false - 207.9331 - 5285.514 + 186.686 + 4714.499 - 600.3892 - 5285.514 + 579.1421 + 4714.499 - 600.3892 - 5330.143 + 579.1421 + 4759.128 - 207.9331 - 5330.143 + 186.686 + 4759.128 A quick note Cambria @@ -2504,14 +2202,14 @@ displacement:[3,4] - 202.9331 - 5280.514 + 181.686 + 4709.499 402.4561 54.62891 - 207.9331 - 5285.514 + 186.686 + 4714.499 @@ -2519,7 +2217,7 @@ displacement:[3,4] - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -2540,8 +2238,8 @@ displacement:[3,4] - 253 - 5434 + 231 + 4862 103 22 @@ -2551,7 +2249,7 @@ displacement:[3,4] - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -2572,8 +2270,8 @@ displacement:[3,4] - 294 - 5410 + 273 + 4839 62 20 @@ -2581,8 +2279,8 @@ displacement:[3,4] 0 0 - 294.4759 - 5410.95 + 273.2288 + 4839.936 @@ -2603,7 +2301,7 @@ displacement:[3,4] - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -2624,8 +2322,8 @@ displacement:[3,4] - 253 - 5487 + 231 + 4915 103 22 @@ -2635,7 +2333,7 @@ displacement:[3,4] - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -2656,8 +2354,8 @@ displacement:[3,4] - 253 - 5514 + 231 + 4942 103 22 @@ -2667,7 +2365,7 @@ displacement:[3,4] - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -2688,8 +2386,8 @@ displacement:[3,4] - 253 - 5460 + 231 + 4888 103 22 @@ -2699,7 +2397,7 @@ displacement:[3,4] - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -2720,8 +2418,8 @@ displacement:[3,4] - 338 - 4313 + 312 + 3735 50 20 @@ -2729,8 +2427,8 @@ displacement:[3,4] 0 0 - 338.0775 - 4313.593 + 312.0873 + 3735.869 @@ -2751,318 +2449,116 @@ displacement:[3,4] - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 - Server + ShowFolder - - from __future__ import absolute_import -from __future__ import division -from __future__ import print_function - -import compas -import compas._os -from ghpythonlib.componentbase import executingcomponent as component -from scriptcontext import sticky as st - -from aixd_ara.constants import DEFAULT_PORT - -try: - from subprocess import PIPE - from subprocess import Popen -except ImportError: - from System.Diagnostics import Process + + """Reveals the folder in the file explorer.""" +# flake8: noqa import os -import aixd_ara as ag - - -class ApiRunner(object): - def __init__( - self, - package=None, - python=None, - url="http://127.0.0.1", - port=DEFAULT_PORT, - service=None, - max_conn_attempts=100, - autoreload=True, - capture_output=True, - path=None, - working_directory=None, - ): - self.python = compas._os.select_python(python) - self.service = "aixd_ara.api" - self.working_directory = working_directory - self.capture_output = capture_output - self.port = port - - self.start_server() - - def start_server(self): - env = compas._os.prepare_environment() - - try: - Popen - - except NameError: - self._process = Process() - for name in env: - if self._process.StartInfo.EnvironmentVariables.ContainsKey(name): - self._process.StartInfo.EnvironmentVariables[name] = env[name] - else: - self._process.StartInfo.EnvironmentVariables.Add(name, env[name]) - self._process.StartInfo.UseShellExecute = True - self._process.StartInfo.RedirectStandardOutput = self.capture_output - self._process.StartInfo.RedirectStandardError = self.capture_output - self._process.StartInfo.FileName = self.python - self._process.StartInfo.Arguments = "-m {0} {1}".format(self.service, self.port) - self._process.Start() - else: - args = [self.python, "-m", self.service, str(self.port)] - - kwargs = dict(env=env) - print(args) - if self.capture_output: - kwargs["stdout"] = PIPE - kwargs["stderr"] = PIPE - if self.working_directory: - kwargs["cwd"] = self.working_directory - - self._process = Popen(args, **kwargs) - - def stop_server(self): - print("Stopping the server proxy.") - self._terminate_process() - - def _terminate_process(self): - """Attempts to terminate the python process hosting the proxy server. - - The process reference might not be present, e.g. in the case - of reusing an existing connection. In that case, this is a no-op. - """ - if not self._process: - return - try: - self._process.terminate() - except Exception: - pass - try: - self._process.kill() - except Exception: - pass - - -api_path = os.path.dirname(ag.__file__) - -print(api_path) - - -def create_api_runner_id(component): - name = "api-runner" - return "{}_{}".format(name, component.InstanceGuid) - - -class ApiRunnerComponent(component): - - def RunScript(self, start, stop, show_window): - key = create_api_runner_id(self) - if not show_window: - show_window = True # default - - port = DEFAULT_PORT - - if not start: - return None - if show_window: - python = "python" - capture_output = False - else: - python = "pythonw" - capture_output = True - - if stop: - self.stop_previous(key) - - if start: - self.stop_previous(key) - runner = ApiRunner(python=python, port=port, capture_output=capture_output, working_directory=api_path) - st[key] = runner - - runner = st[key] - - return runner - - def stop_previous(self, key): - # stop previous API runner if any - previous_api_runner = st.get(key) - if previous_api_runner: - previous_api_runner.stop_server() - st.pop(key) +if open: + os.startfile(path) - GhPython provides a Python script component - - 147 - 147 - - - 1125 - 1125 - + Reveals the folder in the file explorer. true true - 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 + 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 false - fedb9fc7-a452-4947-8867-fe0b33f670cd - true + 9a0b7b3e-e887-45df-9eb1-5db604a84d46 + false true - Server - Server + ShowFolder + ShowFolder - 392 - 752 - 140 - 64 + 596 + 1076 + 63 + 44 - 484 - 784 + 645 + 1098 - - 3 + + 2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + 0 - + true - Starts the server. - cd1739e6-fbf6-4ff6-9f57-aae54026434e - start - start + Path to the (local) folder. + 1298c84b-4d8f-49d5-9cda-3ae6d83a2a56 + path + path true 0 true - 74272879-c489-41d3-801b-ad4cf0f8ed6e + 3c259203-f4d6-4618-93fd-1f2bd0466ce3 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b - 394 - 754 - 75 + 598 + 1078 + 32 20 - 433 - 764 + 615.5 + 1088 - + true - Script input stop. - 0406e68b-0ab4-4eab-9ec4-b02e31a01175 - stop - stop + Set to True to open the folder in the file explorer. + 728451ad-0dc1-422b-b2fc-78594a7fb519 + open + open true 0 true - 0 + 88081621-0961-45f6-ad4c-b13a25212c60 + 1 d60527f5-b5af-4ef6-8970-5f96fe412559 - 394 - 774 - 75 + 598 + 1098 + 32 20 - 433 - 784 - - - - - - - - true - Script input show_window. - db53b764-b9d6-4397-932a-d019d57cbfa5 - show_window - show_window - true - 0 - true - 0 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 394 - 794 - 75 - 20 - - - 433 - 804 - - - - - - - - Script output msg. - 684ef117-04db-4283-8d90-7101bd51f380 - msg - msg - false - 0 - - - - - - 499 - 754 - 31 - 60 - - - 514.5 - 784 + 615.5 + 1108 @@ -3074,7 +2570,60 @@ class ApiRunnerComponent(component): - + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + 564bce19-dbd3-4fe5-9085-cddf91e4e30a + Panel + + false + 0 + a87daaa2-a8f5-4082-a2be-1ecd07544011 + 1 + Double click to edit panel content… + + + + + + 598 + 947 + 311 + 46 + + 0 + 0 + 0 + + 598.1017 + 947.1198 + + + + + + + 0;255;255;255 + + false + false + true + false + false + true + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 @@ -3098,7 +2647,7 @@ if open: 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 false - 9a0b7b3e-e887-45df-9eb1-5db604a84d46 + 8477658c-21e1-4f0c-947a-ff5a4a0d2578 false true ShowFolder @@ -3108,14 +2657,14 @@ if open: - 596 - 1075 + 693 + 4078 63 44 - 645 - 1097 + 742 + 4100 @@ -3131,13 +2680,13 @@ if open: true Path to the (local) folder. - 1298c84b-4d8f-49d5-9cda-3ae6d83a2a56 + 88d543cd-9de4-44a7-8a07-e0717a556be0 path path true 0 true - a0bd76b8-97f4-4ff3-9fed-615661f1e6ed + 9ac5f7fc-5dca-4ea0-ac09-191b352e499a 1 37261734-eec7-4f50-b6a8-b8d1f3c4396b @@ -3145,14 +2694,14 @@ if open: - 598 - 1077 + 695 + 4080 32 20 - 615.5 - 1087 + 712.5 + 4090 @@ -3162,13 +2711,13 @@ if open: true Set to True to open the folder in the file explorer. - 728451ad-0dc1-422b-b2fc-78594a7fb519 + 8292cc9a-f737-4999-9b98-6eafd2319e47 open open true 0 true - 88081621-0961-45f6-ad4c-b13a25212c60 + 7122074c-a3ab-4b9d-8dc4-8ce420f1b1a9 1 d60527f5-b5af-4ef6-8970-5f96fe412559 @@ -3176,14 +2725,14 @@ if open: - 598 - 1097 + 695 + 4100 32 20 - 615.5 - 1107 + 712.5 + 4110 @@ -3195,247 +2744,113 @@ if open: - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - ProjectSetup + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble - """Sets up the project in the folder given by `project_root/project_name`.""" -# flake8: noqa -import os - -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import project_setup -from aixd_ara.gh_ui_helper import clear_sticky -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id - -if not project_root: - ghdoc = ghenv.Component.OnPingDocument().FilePath - project_root = os.path.dirname(ghdoc) - -if project_name: - - cid = component_id(session_id(), ghenv.Component, "ProjectSetup") - - if set: - complete_path = os.path.join(project_root, project_name) - if not os.path.exists(complete_path): - print("The path {} does not exist and will be now created.".format(complete_path)) - os.mkdir(complete_path) - - clear_sticky(ghenv, st) - - st[cid] = project_setup(session_id(), project_root, project_name) - - if cid in st.keys(): - msg = st[cid]["msg"] - path = st[cid]["path"] - - Sets up the project in the folder given by `project_root/project_name`. - - 220 - 220 + false + + 206.8193 + 190.446 - - 1940 - 1761 + + 612.0439 + 190.446 - true - true - - 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 + + 612.0439 + 228.9714 - false - 76dfaef6-d022-44a7-840e-afbdc4afb16c - false - true - ProjectSetup - ProjectSetup + + 206.8193 + 228.9714 + + A quick note + Georgia + 6b6537b0-2bb6-4855-bc5c-09a0831f3c23 + false + Scribble + Scribble + 50 + Parametric Model - + - 392 - 956 - 139 - 64 + 201.8193 + 185.446 + 415.2246 + 48.52539 - 482 - 988 + 206.8193 + 190.446 - - - 3 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 2 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble + + + + + false + + 206.0155 + 624.4565 + + + 505.5272 + 624.4565 + + + 505.5272 + 672.308 + + + 206.0155 + 672.308 + + A quick note + Georgia + c890e5a7-eb2a-4bb4-8e69-3bd67bafe808 + false + Scribble + Scribble + 50 + Project Setup + + + + + + 201.0155 + 619.4565 + 309.5117 + 57.85156 + + + 206.0155 + 624.4565 + - - - - true - Script variable set - 24954a0e-99ea-4663-8e00-4690eb05f72a - set - set - true - 0 - true - f2ee6b19-8993-44cc-b196-5b3d1a8e10e5 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 394 - 958 - 73 - 20 - - - 432 - 968 - - - - - - - - true - Path to the project root folder. - ad89ffa6-c648-4056-b8c3-fcad714bcbac - project_root - project_root - true - 0 - true - 5ea1b0f1-9424-4f5e-adc4-f774d3a34b1c - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 394 - 978 - 73 - 20 - - - 432 - 988 - - - - - - - - true - Any name for the project. It will be used to create a folder with the same name in the project root folder. All files will be later saved here. - 6da7d808-d11f-44bd-bc70-55d045fb8dcf - project_name - project_name - true - 0 - true - 793429ae-8a52-45db-86e1-0c97c59abf4f - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 394 - 998 - 73 - 20 - - - 432 - 1008 - - - - - - - - Messages and errors. - f10afe31-e502-49f6-a7e1-39cc4b1a67d9 - msg - msg - false - 0 - - - - - - 497 - 958 - 32 - 30 - - - 513 - 973 - - - - - - - - Effective path to the project. - a0bd76b8-97f4-4ff3-9fed-615661f1e6ed - path - path - false - 0 - - - - - - 497 - 988 - 32 - 30 - - - 513 - 1003 - - - - - - - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -3444,12 +2859,12 @@ if project_name: A panel for custom notes and text values - 564bce19-dbd3-4fe5-9085-cddf91e4e30a + 83c62632-88ab-4417-a8ec-3a728c67c786 Panel false 0 - f10afe31-e502-49f6-a7e1-39cc4b1a67d9 + 3c259203-f4d6-4618-93fd-1f2bd0466ce3 1 Double click to edit panel content… @@ -3457,8 +2872,8 @@ if project_name: - 598 - 945 + 597 + 1012 311 46 @@ -3466,8 +2881,8 @@ if project_name: 0 0 - 598.1017 - 945.2743 + 597.3674 + 1012.698 @@ -3488,3519 +2903,1452 @@ if project_name: - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DataReal + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Defines a real-valued variable.""" -# flake8: noqa -from aixd_ara.wrappers import WrapperShallowDataObject - -if not dim or dim < 1: - dim = 1 - -if domain: - domain = (float(domain.Min), float(domain.Max)) -else: - domain = None - - -dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} - - -dataobject = WrapperShallowDataObject(dobj) - - Defines a real-valued variable. - true - true - - 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 - - false - 194b1b7d-6be5-451c-94b2-b14ac6954e5f - false - true - DataReal - DataReal + + A panel for custom notes and text values + b0b93b9f-f053-4753-bb45-b0a72e18ef0b + Panel + + false + 0 + 255b6373-fd85-4984-b503-79ec198a21a0 + 1 + Double click to edit panel content… - + - 386 - 1415 - 140 - 64 + 1072 + 1795 + 229 + 20 + 0 + 0 + 0 - 447 - 1447 + 1072.518 + 1795.412 - - - 3 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + 0;255;255;255 + + false + false + true + false + false + true - - - - true - Name of the variable. - e5992038-209f-4239-a494-02fdafb07226 - name - name - true - 0 - true - 9fccdccf-b149-4224-a714-bf7b898d8bdd - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 388 - 1417 - 44 - 20 - - - 411.5 - 1427 - - - - - - - - true - Dimension of the variable. - ea7c9edf-14fb-4dac-8a2a-00a161e41d3f - dim - dim - true - 0 - true - 0 - 48d01794-d3d8-4aef-990e-127168822244 - - - - - - 388 - 1437 - 44 - 20 - - - 411.5 - 1447 - - - - - - - - true - Domain of the variable as an interval. - c2cd2bb0-0cfb-42c0-9397-3c66b44f7e18 - domain - domain - true - 0 - true - 0060781a-9082-4c0b-8fa0-b9ba5577586c - 1 - 589748aa-e558-4dd9-976f-78e3ab91fc77 - - - - - - 388 - 1457 - 44 - 20 - - - 411.5 - 1467 - - - - - - - - Data object. - 4c9ba9eb-0243-428b-8ba8-d5e677405724 - dataobject - dataobject - false - 0 - - - - - - 462 - 1417 - 62 - 60 - - - 493 - 1447 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DatasetCreate + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Creates a dataset object. This defines the structure of the dataset. It does not cointain any data.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import create_dataset_object -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "DatasetCreate") - - -design_parameters = [x.data for x in design_parameters] -performance_attributes = [x.data for x in performance_attributes] - - -if create: - st[cid] = create_dataset_object(session_id(), design_parameters, performance_attributes) - -if cid in st.keys(): - msg = st[cid]["msg"] - - Creates a dataset object. This defines the structure of the dataset. It does not cointain any data. - true - true - - 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 - - false - a3222fd4-30be-4f72-ad01-6936a97c8abd - false - true - DatasetCreate - DatasetCreate + + A panel for custom notes and text values + 86b96f10-ee3c-48e8-88de-9ce584257686 + Panel + + false + 0 + 5be99b92-23e8-4bd3-90de-86f6ac904388 + 1 + Double click to edit panel content… - + - 847 - 1770 - 201 - 64 + 458 + 2216 + 629 + 250 + 0 + 0 + 0 - 1000 - 1802 + 458.2987 + 2216.375 - - - 3 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + 0;255;255;255 + + false + false + true + false + false + true - - - - 1 - true - Design parameters: list of data objects. - ed368682-1dba-46f9-9235-4815300295db - 1 - design_parameters - design_parameters - true - 1 - true - f5bceea6-9113-42d2-b4f5-98fcfcfcf297 - 1 - 35915213-5534-4277-81b8-1bdc9e7383d2 - - - - - - 849 - 1772 - 136 - 20 - - - 926.5 - 1782 - - - - - - - - 1 - true - Performance attributes: list of data objects. - 0ab9fce4-abd7-4eaf-8dbb-c1d170c71270 - performance_attributes - performance_attributes - true - 1 - true - 53fd93b8-de87-44a5-82fa-a039970fb6be - 1 - 35915213-5534-4277-81b8-1bdc9e7383d2 - - - - - - 849 - 1792 - 136 - 20 - - - 926.5 - 1802 - - - - - - - - true - Set to True to create a dataset object. If a dataset already exists in the project path, nothing will happen. To create a new dataset, change the project path or dataset name or delete the existing dataset. - 26ff5d6e-7250-4633-a458-28d650ece622 - create - create - true - 0 - true - 7872d51e-8080-4e80-82ee-1993968cf142 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 849 - 1812 - 136 - 20 - - - 926.5 - 1822 - - - - - - - - Message or error. - 2872bf65-e800-485c-b759-c0ba71751a90 - msg - msg - false - 0 - - - - - - 1015 - 1772 - 31 - 60 - - - 1030.5 - 1802 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DataReal + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Defines a real-valued variable.""" -# flake8: noqa -from aixd_ara.wrappers import WrapperShallowDataObject - -if not dim or dim < 1: - dim = 1 - -if domain: - domain = (float(domain.Min), float(domain.Max)) -else: - domain = None - - -dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} - - -dataobject = WrapperShallowDataObject(dobj) - - Defines a real-valued variable. - true - true - - 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 - - false - 8a905dbf-690f-46ca-8874-d063c1333731 - false - true - DataReal - DataReal + + A panel for custom notes and text values + 52cb7145-7832-4952-a922-eb6cc3c2682a + Panel + + false + 0 + 30a53ce2-2bde-4dfd-bc4c-8c1255b75d50 + 1 + Double click to edit panel content… - + - 386 - 1849 - 140 - 64 + 625 + 2673 + 463 + 143 + 0 + 0 + 0 - 447 - 1881 + 625.2383 + 2673.906 - - - 3 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + 0;255;255;255 + + false + false + true + false + false + true - - - - true - Name of the variable. - 37fe7611-b588-412d-b9c8-f831b98281bb - name - name - true - 0 - true - 7e52a280-3dce-4dce-a4c9-abc0bd442baa - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 388 - 1851 - 44 - 20 - - - 411.5 - 1861 - - - - - - - - true - Dimension of the variable. - edfd8279-3010-4d32-a190-263537ec13e4 - dim - dim - true - 0 - true - 0 - 48d01794-d3d8-4aef-990e-127168822244 - - - - - - 388 - 1871 - 44 - 20 - - - 411.5 - 1881 - - - - - - - - true - Domain of the variable as an interval. - 1b65944d-c8fc-44cb-ac71-b1418fb7be36 - domain - domain - true - 0 - true - 0 - 589748aa-e558-4dd9-976f-78e3ab91fc77 - - - - - - 388 - 1891 - 44 - 20 - - - 411.5 - 1901 - - - - - - - - Data object. - 41399f6c-082d-4b2a-b67f-e376db4add0e - dataobject - dataobject - false - 0 - - - - - - 462 - 1851 - 62 - 60 - - - 493 - 1881 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DataReal + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Defines a real-valued variable.""" -# flake8: noqa -from aixd_ara.wrappers import WrapperShallowDataObject - -if not dim or dim < 1: - dim = 1 - -if domain: - domain = (float(domain.Min), float(domain.Max)) -else: - domain = None - - -dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} - - -dataobject = WrapperShallowDataObject(dobj) - - Defines a real-valued variable. - true - true - - 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 - - false - a2f9c1bf-effb-4416-8031-616625f3c80a - false - true - DataReal - DataReal + + A panel for custom notes and text values + 24123790-8509-4b95-b5d7-a2a3b2b312c2 + Panel + + false + 0 + f50df597-afe2-4705-a3ce-c68ca5d61469 + 1 + Double click to edit panel content… - + - 386 - 1921 - 140 - 64 + 626 + 2639 + 463 + 20 + 0 + 0 + 0 - 447 - 1953 + 626.5585 + 2639.795 - - - 3 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + 0;255;255;255 + + false + false + true + false + false + true - - - - true - Name of the variable. - 9dc74155-d9ed-4d8d-9d48-eeb4740b1228 - name - name - true - 0 - true - d2c165b6-83de-4874-9071-bde080a2e2f1 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 388 - 1923 - 44 - 20 - - - 411.5 - 1933 - - - - - - - - true - Dimension of the variable. - b2f295b5-874e-4dac-9f11-9f086669a5b0 - dim - dim - true - 0 - true - 0 - 48d01794-d3d8-4aef-990e-127168822244 - - - - - - 388 - 1943 - 44 - 20 - - - 411.5 - 1953 - - - - - - - - true - Domain of the variable as an interval. - 206afb20-f261-4edf-94b9-3293d241bb54 - domain - domain - true - 0 - true - 0 - 589748aa-e558-4dd9-976f-78e3ab91fc77 - - - - - - 388 - 1963 - 44 - 20 - - - 411.5 - 1973 - - - - - - - - Data object. - 421f2ffe-d086-4420-9cd8-cbebb0453750 - dataobject - dataobject - false - 0 - - - - - - 462 - 1923 - 62 - 60 - - - 493 - 1953 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DataReal + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble - - """Defines a real-valued variable.""" -# flake8: noqa -from aixd_ara.wrappers import WrapperShallowDataObject - -if not dim or dim < 1: - dim = 1 - -if domain: - domain = (float(domain.Min), float(domain.Max)) -else: - domain = None - - -dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} - - -dataobject = WrapperShallowDataObject(dobj) - - Defines a real-valued variable. - true - true - - 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 + + false + + 434.5599 + 3964.438 - false - 70953d3a-e63f-4977-a21c-52e375213999 - false - true - DataReal - DataReal + + 565.1258 + 3964.438 + + + 565.1258 + 3986.35 + + + 434.5599 + 3986.35 + + A quick note + Cambria + d3ae2058-ab42-46e3-a6ce-e173b09d3dcb + false + Scribble + Scribble + 25 + run training - + - 386 - 1993 - 140 - 64 + 429.5599 + 3959.438 + 140.5659 + 31.91162 - 447 - 2025 + 434.5599 + 3964.438 - - - 3 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + f954da56-fe12-445e-a1d0-0b2443915e7a + Panel + + false + 0 + dd8df7db-26d9-465f-bf94-23c5cf566620 + 1 + Double click to edit panel content… + + + + + + 690 + 4242 + 261 + 84 + + 0 + 0 + 0 + + 690.5175 + 4242.522 + + + + + + + 0;255;255;255 + + false + false + true + false + false + true - - - - true - Name of the variable. - f5e1944b-00af-4f49-bfe5-8b85b2edc52d - name - name - true - 0 - true - a1d6b51f-edb4-4a9a-afa7-2f1ada08ab2c - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 388 - 1995 - 44 - 20 - - - 411.5 - 2005 - - - - - - - - true - Dimension of the variable. - 979229a1-ad9a-444e-ab30-491de004a522 - dim - dim - true - 0 - true - 0 - 48d01794-d3d8-4aef-990e-127168822244 - - - - - - 388 - 2015 - 44 - 20 - - - 411.5 - 2025 - - - - - - - - true - Domain of the variable as an interval. - 27b46622-e78c-4288-a1ff-fc838f11aae3 - domain - domain - true - 0 - true - 0 - 589748aa-e558-4dd9-976f-78e3ab91fc77 - - - - - - 388 - 2035 - 44 - 20 - - - 411.5 - 2045 - - - - - - - - Data object. - 91cb0508-2f31-4970-9769-c4f99a50732b - dataobject - dataobject - false - 0 - - - - - - 462 - 1995 - 62 - 60 - - - 493 - 2025 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - Reset + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Resets the current project running in this Grasshopper file.""" -# flake8: noqa - -from scriptcontext import sticky as st -from aixd_ara.gh_ui import reset_session -from aixd_ara.gh_ui_helper import session_id, clear_sticky - -if reset: - reset_session(session_id()) - clear_sticky(ghenv, st) - - Resets the current project running in this Grasshopper file. - true - true - - 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 - - false - be398e12-e04d-4746-9c80-fa82b37a8458 - false - true - Reset - Reset + + A panel for custom notes and text values + d141e9ff-c95f-4565-a457-958423a59a25 + Panel + + false + 0 + 8476af08-300a-40f8-8e9d-320ff90180f7 + 1 + Double click to edit panel content… - + - 392 - 872 - 62 - 28 + 699 + 4469 + 261 + 54 + 0 + 0 + 0 - 440 - 886 + 699.1913 + 4469.132 - - - 1 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 0 + + + + 0;255;255;255 + + false + false + true + false + false + true - - - - true - Set to True to reset. - a1825329-5374-4ac9-bced-f71442b10e43 - reset - reset - true - 0 - true - 15dd2fc5-c108-477a-abab-0b9a56aa372d - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 394 - 874 - 31 - 24 - - - 411 - 886 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DatasetLoad + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble - """Loads an existing dataset from the file system, from the location specified in the project setup. It loads the dataset object and the data into the app.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import load_dataset -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "DatasetLoad") - -if load: - st[cid] = load_dataset(session_id()) - -if cid in st.keys(): - msg = st[cid]["msg"] - - Loads an existing dataset from the file system, from the location specified in the project setup. It loads the dataset object and the data into the app. - - 385 - 385 + false + + 854.8245 + 1738.232 - - 1293 - 1266 + + 1004.861 + 1738.232 - true - true - - 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 + + 1004.861 + 1760.339 - false - 8e7439fe-6af7-4c09-897c-c12c7a49a656 - false - true - DatasetLoad - DatasetLoad + + 854.8245 + 1760.339 + + A quick note + Cambria + 027493c8-86d0-4d16-aa08-dcf21187b4ce + false + Scribble + Scribble + 25 + Setup Dataset - + - 386 - 2635 - 93 - 28 + 849.8245 + 1733.232 + 160.0366 + 32.10693 - 431 - 2649 + 854.8245 + 1738.232 - - - 1 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble + + + + + false + + 202.795 + 2266.954 + + + 396.2032 + 2266.954 + + + 396.2032 + 2289.671 + + + 202.795 + 2289.671 + + A quick note + Cambria + 77dd7101-66be-4c4c-afda-56875754ee35 + false + Scribble + Scribble + 25 + Generate Samples + + + + + + 197.795 + 2261.954 + 203.4082 + 32.71729 + + + 202.795 + 2266.954 + - - - - true - Set to True to load the dataset. - c668bfc0-2f4e-45b5-9fdc-150737a1b420 - load - load - true - 0 - true - 6eff6204-f441-497f-a828-84d8209761ad - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 388 - 2637 - 28 - 24 - - - 403.5 - 2649 - - - - - - - - msg - fe2a192b-aac6-4f11-9d1b-ab856a2c7643 - msg - msg - false - 0 - - - - - - 446 - 2637 - 31 - 24 - - - 461.5 - 2649 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DatasetSummary + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble - - """Provides a summary of the dataset.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import dataset_summary -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "DatasetSummary") - -if get: - st[cid] = dataset_summary(session_id()) - -if cid in st.keys(): - if st[cid]["msg"]: - summary = st[cid]["msg"] # error - else: - summary = st[cid]["summary"] - - Provides a summary of the dataset. - true - true - - iVBORw0KGgoAAAANSUhEUgAAABgAAAAYCAYAAADgdz34AAAABGdBTUEAALGPC/xhBQAAAAlwSFlzAAALDAAACwwBP0AiyAAABmhJREFUSEuNlQlQU0cYxx+DCgEth4iO1ILllECAlmItDKJ4oVQrOo5WcISEgHIrRyCQtwQERFBQRI4ECJBEAiHhyMFVWgaGMvUCaUcYW2wZrUfVgFWCTmf79mkQtaP9z/wnyb5vv99+u9++YBDCd0xXKS3DlKr9YeqORGZHZ2ZsV/eJ1B/68vOGhordN268/rG9/d1PHBzu2Tg63bdxetPWjo730TMrW9s/aX5+I+8kZygVu0NV6vRQpZpDV3eAI51d3MTe3tycwR+LKodHeNZEUhMTE7h+/fr3GsUg0Fzio2qpEV3ZHhGmVKaFKlUIkEFXdeDR3d1ZacTqi366dL7hxg2hHZX6ECX4kFCMrbPzX2TyOJWYEq5qZdCVihQCkEpsD5uAvAR09WRz+gcKyq5eK2+7ebNpDY2mmQ+YmJggV4thGGk3NzdyHMU4uLg8IgHRqoZtdGVbIl3RnkJACICSTTidoVLhMV3dWaB/oBBtT8dvE3Kqu/vU2xWcOXMG4jhOWiaTkWMoBi0GY6tKzRkK+fFwRUsSQ9mWTEBYdIUiLUypYDPVajyuuzs7c2CggD88wu+6davVxcNjWgdAq+/t7X3DaAxpDpDYXrkjvE2ayGiXJTHa5ckMRQuLAKUSoLQIlYpDALK4AwOFVSMjvJ5bv7fNB1hbW89tjc5oDAnFOCNATKsgIrylMTm8tSmZAKUQIMJyFgEiAIqM+K5ObsiJEw2xeXl9+eXlY2uo1Nn/WwHVjTaFMaQXWQxpAytc1sBiyCUsRksTK7xVytqZn5u/kup8xdjYGK5atQr6+PjAiIgIaG9vT05GQvut23t0DvM1BwiViNOQ6U0X0+jSi6kMWUPqpuRjxYsMDGb19fUhk8mEEokEjo+Pz03UAVDH6LYGdZJu9UgkgOaiwYJF4vQQkSj9cIOIHSoRsemNojQjM7PbFAoFXrt27VX4a80HvE8oxoVG1WD7BSLOgVpRxsE6YcYhYX16qLiOvWDRoqeGhobw8ePHr8Jfaz4gLi5u7rfOaAwJfXelOWuwPTwhvpcv5OyrEnIOCOozgmtrMyimJndQ2ebm5rCkpAROTk6Sk5B0iZA+BHCjrdFgX18Q4rvKhPjuCgJUWcfZXyXgLLG0nKBSqXD16tXQyMgIWllZwXXr1sG8vDzo7OxMTv6QUAzN1fExtu2sEAScE+I7ztfjuy7U4UEVAs5CQ8oUSoo0PDwMKyoqYHl5OeRyudDJyemNvn+fXamfPsT8C+vA5tN1YGtRPR5wtg7fWSLAFxgYPkEBcrmchMxXdXX1XGsiR0ZGwuDgYBgSEvxPQmz4g/jo0Hsxkd/ePhK2eyIzcd8lzDevFvidFAD/gloCVAsCigU4xWzpJDpkPT096OnpCXNzc+Hg4CC8fPkyHB0dJVu2p6cH8vl8mJ+fT94BXkXJ1Mzd77/T3uns1v4hU87crJJqfikuw77KqgE+JwTAN7cGbDwlAFsKBbiRheWEt7c3BABAW1tb8hyWLVtGXjIvLy+4ZcsWGBQUBGNiYqBUKoWZmZkwOYF599l4iVB743S9djRboL2SWHnvak4S9gWnCqzNrAbe2TXAN4eA5NcAo6WWE+idomtT9NnX1wf7+/vJSoaGhuD09DT5bGxsjDzQoEDf2zNDoUXawYPFs/17z8z2BhQ++FXmhnmwKsHnbD74ElQB76xq4JdXA+y3BYnRGSAI2vP/ug8ajQaKxWKyquXLl8NT0Y5ibZcnd1btkf1cQc2+r94aTIQtwVyOlwO3lAoCwiMhvjlVYNNJPu60/Rsxel3oOsLGxgZu2LAB+vv7Qzs7O2hgYADROZmaLNZyQsyrta0rUmZbLNNeSC0ynjZZxRLJFxFegDnGlgLq8TLgTlTilcEHPtlVwD+XhwcWluEHios4Xjv96x097LtWWJlet7CgjFtaGI7ZWBlcXe9BaYnfY3zhidw0eka2OOF5EyXphcQg9dlF4yOT8rXGRHI9ZMzuaAlwiisFrknlwJOowpvLfwkouEAATnOiSrlsDu9YyjnB4QSJKDCqt3Ed87rUkT7ZvJL+qNmU+bSZEqVtWhj/olE/6W/J4u1E0rn/eWRsdeQ54BBznqziM3YF8M7kgY25lXjgqVL8YHEhJ7oUsAEvPuW84FBCk3h7VF+jF/NnqT39dvNyuqZ5CQIcJLx5WvqR2dvJIYTYv0xQNJ5IHWqXAAAAAElFTkSuQmCC + + false + + 203.2586 + 2603.197 - false - beff0716-4fa2-4a2a-a37e-287a07e16d28 - false - true - DatasetSummary - DatasetSummary + + 344.9456 + 2603.197 + + + 344.9456 + 2620.861 + + + 203.2586 + 2620.861 + + A quick note + Cambria + e84f4201-41df-453d-9a6a-12f9623de752 + false + Scribble + Scribble + 25 + Load Dataset - + - 386 - 2730 - 112 - 28 + 198.2586 + 2598.197 + 151.687 + 27.66357 - 426 - 2744 + 203.2586 + 2603.197 - - - 1 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - - - - - true - Set to True to get the summary of the dataset. - 466cf500-a0d4-4d88-a983-446bd5ad3d6d - get - get - true - 0 - true - 13000484-6920-4683-8816-84eb0696089f - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 388 - 2732 - 23 - 24 - - - 401 - 2744 - - - - - - - - Summary of the dataset. - dcaf4197-736b-4e6f-b828-0d542718eb04 - summary - summary - false - 0 - - - - - - 441 - 2732 - 55 - 24 - - - 468.5 - 2744 - - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DatasetOneSample + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Retrieves one sample from the dataset (at a given or random index) and instantiates it in the parametric model.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import get_one_sample -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import instantiate_sample, sample_summary -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "GetOneSample") - - -if not item: - item = -1 - -if get: - st[cid] = get_one_sample(session_id(), item) - -ghdoc = ghenv.Component.OnPingDocument() - - -if cid in st.keys(): - sample = st[cid] - instantiate_sample(ghdoc, sample) - - sample_summary = sample_summary(sample) - - Retrieves one sample from the dataset (at a given or random index) and instantiates it in the parametric model. - true - true - - 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 - - false - e4bec93e-4166-4dd2-964f-75611ad71171 - false - true - DatasetOneSample - DatasetOneSample + + A panel for custom notes and text values + 75bdf141-4c3f-4ef6-a311-46e0e5eacc7a + Panel + + false + 0 + 4ffec147-5c53-4bd7-ae96-1db190fff608 + 1 + Double click to edit panel content… - + - 386 - 2879 - 157 - 44 + 675 + 4828 + 261 + 217 - - 432 - 2901 + 0 + 0 + 0 + + 675.4623 + 4828.209 - - - 2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + 0;255;255;255 + + false + false + true + false + false + true - - - - true - Index of the sample in the dataset, optional. If not provided, a random index will be selected. - 94f83446-6277-4ec6-9a1e-cde88b9e1c6c - item - item - true - 0 - true - 0 - 48d01794-d3d8-4aef-990e-127168822244 - - - - - - 388 - 2881 - 29 - 20 - - - 404 - 2891 - - - - - - - - true - Set to True to retrieve a sample. - 3c594628-6727-4bb0-b3a4-1d263c99597c - get - get - true - 0 - true - 8b7e34b1-8181-45e4-a6c6-25358de4477a - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 388 - 2901 - 29 - 20 - - - 404 - 2911 - - - - - - - - Summary of the retrieved sample. - 22784c56-eb46-402c-9c96-20d2cf383ea5 - sample_summary - sample_summary - false - 0 - - - - - - 447 - 2881 - 94 - 40 - - - 494 - 2901 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - PlotContours + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble - - """Plots the distribution contours for each pair of variables from the data in the dataset.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import plot_contours -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import convert_str_to_bitmap -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "PlotContours") - + + false + + 13.8035 + -231.5593 + + + 969.5774 + -231.5593 + + + 969.5774 + -66.17841 + + + 13.8035 + -66.17841 + + A quick note + Georgia + 1e46686e-fdb0-4d1c-b1a3-eb69c13626c1 + false + Scribble + Scribble + 25 + Author: Aleksandra Anna Apolinarska (ETH Zurich, 2024) -if plot: - st[cid] = plot_contours(session_id(), variables, output_type) # if output_type interactive: will launch the plotly fig in browser +Adapted from: https://karamba3d.com/examples/shell-cross-section-optimization/ -if cid in st.keys(): - print st[cid] - #TODO: add error msg here - if output_type == "static" and 'imgstr' in st[cid].keys(): - imgstr = st[cid]['imgstr'] - img = convert_str_to_bitmap(imgstr, scale) - - Plots the distribution contours for each pair of variables from the data in the dataset. - true - true - - 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 - - false - 9ca1690e-ab1e-4929-a429-e6387b81f2cd - false - true - PlotContours - PlotContours +Additional dependencies: +* Karamba3D - + - 622 - 3563 - 129 - 84 + 8.8035 + -236.5593 + 965.7739 + 175.3809 - 705 - 3605 + 13.8035 + -231.5593 - + + + + + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + dc90082c-708f-4e18-8ede-cf0fbab173e8 + Panel + + false + 0 + 0 + displacement + + + + + + 199 + 2065 + 135 + 20 + + 0 + 0 + 0 + + 199.5913 + 2065.417 + + + + - 4 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + 255;255;255;255 + + true + true + true + false + false + true + + + + + + + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + bd99b210-2ab8-42bc-acaf-aba13fc6ff82 + Panel + + false + 0 + 0 + ws_ratio1 + + + + + + 199 + 1488 + 136 + 20 + + 0 + 0 + 0 + + 199.494 + 1488.367 + + + + + + + 255;255;255;255 + + true + true + true + false + false + true - - - - 1 - true - List of names of the variables to be plotted. - 32e55cfe-e2a6-4ffc-9dd7-d1b2cce692b5 - variables - variables - true - 1 - true - 832f54ee-0da5-4589-bd0c-c4381766bc37 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 624 - 3565 - 66 - 20 - - - 658.5 - 3575 - - - - - - - - true - Plot type: 'static' creates a bitmap image, 'interactive' launches an interactive plot in a browser. - e6b65de0-42d6-4bf0-a63d-3f86798254e4 - output_type - output_type - true - 0 - true - 10653472-2576-40c3-bac4-3132bbe70071 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 624 - 3585 - 66 - 20 - - - 658.5 - 3595 - - - - - - - - true - Set to True to (re-)create the plot. - 3082cc9c-966a-4803-a0eb-c54d5f846415 - plot - plot - true - 0 - true - 628481a1-846e-451c-81aa-5795b5255c01 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 624 - 3605 - 66 - 20 - - - 658.5 - 3615 - - - - - - - - true - Resize factor for the static plot. - 537fb17c-1d75-477e-89f3-7755e1efd163 - scale - scale - true - 0 - true - ffe69633-9c40-4512-aa31-f93395996698 - 1 - 39fbc626-7a01-46ab-a18e-ec1c0c41685b - - - - - - 624 - 3625 - 66 - 20 - - - 658.5 - 3635 - - - - - - - - Bitmap image if output_type is 'static', otherwise None. - 1c7f243b-fab5-4f83-969b-694e1afd3a95 - img - img - false - 0 - - - - - - 720 - 3565 - 29 - 80 - - - 734.5 - 3605 - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - PlotCorrelations + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Plots correlation matrix for the given variables from the data in the dataset.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import plot_correlations -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import convert_str_to_bitmap -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "PlotCorrelations") - - -if plot: - st[cid] = plot_correlations( - session_id(), variables, output_type - ) # if output_type interactive: will launch the plotly fig in browser - -if cid in st.keys(): - print(st[cid]) - # TODO: add error msg here - if output_type == "static" and "imgstr" in st[cid].keys(): - imgstr = st[cid]["imgstr"] - img = convert_str_to_bitmap(imgstr, scale) - - Plots correlation matrix for the given variables from the data in the dataset. - true - true - - 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 - - false - 2bfa5004-04f5-4dec-b306-a3c760fa0de9 - false - true - PlotCorrelations - PlotCorrelations + + A panel for custom notes and text values + 602cd12b-6f8c-4567-8371-d1146d342813 + Panel + / + false + 0 + 0 + 0.05 to 0.25 - + - 622 - 3363 - 129 - 84 + 199 + 1513 + 73 + 41 + 0 + 0 + 0 - 705 - 3405 + 199.2899 + 1513.974 - + - 4 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + 255;255;255;255 + + true + false + true + false + false + true - - - - 1 - true - List of names of the variables to be plotted. - 25e7a93f-c6b0-4dc1-913b-3aa1b5208acc - variables - variables - true - 1 - true - 832f54ee-0da5-4589-bd0c-c4381766bc37 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 624 - 3365 - 66 - 20 - - - 658.5 - 3375 - - - - - - - - true - Plot type: 'static' creates a bitmap image, 'interactive' launches an interactive plot in a browser. - 9e8083bc-9420-4e6a-8143-49a03e8b1ace - output_type - output_type - true - 0 - true - 35935ec7-06c8-463c-bf21-edac86fd0c90 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 624 - 3385 - 66 - 20 - - - 658.5 - 3395 - - - - - - - - true - Set to True to (re-)create the plot. - da7ce645-77d9-4a16-9db8-5118a4b69ec8 - plot - plot - true - 0 - true - c471569e-44b4-4f88-af33-c86669001799 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 624 - 3405 - 66 - 20 - - - 658.5 - 3415 - - - - - - - - true - Resize factor for the static plot. - 8c284582-1bfe-412e-a83d-37f465368b65 - scale - scale - true - 0 - true - ffe69633-9c40-4512-aa31-f93395996698 - 1 - 39fbc626-7a01-46ab-a18e-ec1c0c41685b - - - - - - 624 - 3425 - 66 - 20 - - - 658.5 - 3435 - - - - - - - - Bitmap image if output_type is 'static', otherwise None. - 1c8c6696-f7d3-469a-95d0-4713c81a72ae - img - img - false - 0 - - - - - - 720 - 3365 - 29 - 80 - - - 734.5 - 3405 - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - PlotDistribution + + 15b7afe5-d0d0-43e1-b894-34fcfe3be384 + Domain - - """Plots the distribution of the given variables from the data in the dataset.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import plot_distrib_attributes -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import convert_str_to_bitmap -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "PlotDistributions") - - -if plot: - # if output_type interactive: will launch the plotly fig in browser - st[cid] = plot_distrib_attributes(session_id(), variables, output_type) - -if cid in st.keys(): - print(st[cid]) - # TODO: add error msg here - if output_type == "static" and "imgstr" in st[cid].keys(): - imgstr = st[cid]["imgstr"] - img = convert_str_to_bitmap(imgstr, scale) - - Plots the distribution of the given variables from the data in the dataset. - true - true - - 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 - - false - 4e03f43b-1705-4081-82e2-91aecdfe8a13 - false - true - PlotDistribution - PlotDistribution + + Contains a collection of numeric domains + 056cfcae-fef4-4f17-b921-71ad6b30a2d5 + Domain + Domain + false + 602cd12b-6f8c-4567-8371-d1146d342813 + 1 - + - 622 - 3463 - 129 - 84 + 290 + 1522 + 50 + 24 - 705 - 3505 + 315.4684 + 1534.525 - - - 4 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - - - - - 1 - true - List of names of the variables to be plotted. - 8c4d5a51-bbbf-42c7-a778-c8c706e41dc5 - variables - variables - true - 1 - true - 832f54ee-0da5-4589-bd0c-c4381766bc37 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 624 - 3465 - 66 - 20 - - - 658.5 - 3475 - - - - - - - - true - Plot type: 'static' creates a bitmap image, 'interactive' launches an interactive plot in a browser. - 3c3d9233-79b5-467b-a348-0ca04e622357 - output_type - output_type - true - 0 - true - dde72d9b-591e-441a-8c2d-3ffeb9a79aed - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 624 - 3485 - 66 - 20 - - - 658.5 - 3495 - - - - - - - - true - Set to True to (re-)create the plot. - fc2cfe8c-33a1-4841-9e9b-34546a737f90 - plot - plot - true - 0 - true - 58f86ada-88c3-4d66-9dab-ac7a20539843 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 624 - 3505 - 66 - 20 - - - 658.5 - 3515 - - - - - - - - true - Resize factor for the static plot. - ba9c9b74-9e3e-4b26-bb9e-190f9f89514c - scale - scale - true - 0 - true - ffe69633-9c40-4512-aa31-f93395996698 - 1 - 39fbc626-7a01-46ab-a18e-ec1c0c41685b - - - - - - 624 - 3525 - 66 - 20 - - - 658.5 - 3535 - - - - - - - - Bitmap image if output_type is 'static', otherwise None. - 7e50ce08-fc06-46e1-86cd-45b24e65c8f0 - img - img - false - 0 - - - - - - 720 - 3465 - 29 - 80 - - - 734.5 - 3505 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DataObjectsNames + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Generates panels with list of names of data objects for all or selected data blocks. Data block names are: 'design_parameters','performance_attributes','inputML','outputML'. """ -# flake8: noqa - -# this code has been inspired by a forum post by "chanley" (2018.11.02) -# https://discourse.mcneel.com/t/can-i-instantiate-specific-component-on-the-canvas-with-a-script-python/74204/8 - -import Grasshopper -import System.Drawing as sd - -from aixd_ara.gh_ui import get_dataobject_names_from_block -from aixd_ara.gh_ui_helper import session_id - -comp = ghenv.Component -ghdoc = comp.OnPingDocument() - - -def make_Panel(NickName, UserText, Pivot, Bounds): - try: - Panel = Grasshopper.Kernel.Special.GH_Panel() - Panel.NickName = NickName - Panel.UserText = UserText - Panel.Properties.Colour = sd.Color.White - # Panel.Properties.Font = sd.Font("Trebuchet MS", 10) - Panel.Properties.Multiline = False - Panel.Properties.DrawIndices = False - Panel.Properties.DrawPaths = False - ghdoc.AddObject(Panel, False, ghdoc.ObjectCount + 1) - Panel.Attributes.Pivot = Pivot - Panel.Attributes.Bounds = Bounds - except Exception(ex): - ghenv.Component.AddRuntimeMessage(Grasshopper.Kernel.GH_RuntimeMessageLevel.Warning, str(ex)) - - -x = ghenv.Component.Attributes.DocObject.Attributes.Bounds.Right -y = ghenv.Component.Attributes.DocObject.Attributes.Bounds.Top - -w = 150 -h = 150 -gap = 50 - -errors = "" - -if not datablock: - datablock = ["design_parameters", "performance_attributes", "inputML", "outputML"] # all datablock names - -if get_names: - - for i, datablock_nickname in enumerate(datablock): - panel_title = datablock_nickname - response = get_dataobject_names_from_block(session_id(), datablock_nickname) - text_items = response["names"] - if text_items: - text_str = "\n".join(text_items) - pt = sd.PointF(x + gap + i * gap, y + i * gap) - rect = sd.RectangleF(0, 0, w, h) - make_Panel(panel_title, text_str, pt, rect) - else: - errors += response["msg"] + "\n" - -if errors: - ghenv.Component.AddRuntimeMessage(Grasshopper.Kernel.GH_RuntimeMessageLevel.Warning, str(errors)) - - Generates panels with list of names of data objects for all or selected data blocks. Data block names are: 'design_parameters','performance_attributes','inputML','outputML'. - true - true - - 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 - - false - f9c2db30-ede5-45e4-9990-6da86e3f780b - false - true - DataObjectsNames - DataObjectsNames + + A panel for custom notes and text values + 7865c3e6-7a63-4dd3-b7e3-3e35f7409da2 + Panel + + false + 0 + 0 + ws_ratio2 - + - 1177 - 2010 - 90 - 44 + 199 + 1559 + 136 + 20 + 0 + 0 + 0 - 1253 - 2032 + 199.5763 + 1559.553 - - - 2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 0 + + + + 255;255;255;255 + + true + true + true + false + false + true - - - - 1 - true - Name(s) of the datablock(s). - 12a704ab-3526-4429-ab30-4fe862995eaf - datablock - datablock - true - 1 - true - 0 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 1179 - 2012 - 59 - 20 - - - 1210 - 2022 - - - - - - - - true - Set to True to run. - 216b2abb-35e3-40ad-932a-8bd1f2c150f3 - get_names - get_names - true - 0 - true - 889ac686-c034-44c8-ab03-0f408479de33 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 1179 - 2032 - 59 - 20 - - - 1210 - 2042 - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - ModelTrain + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Runs a training campaign.""" -# flake8: noqa - -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import model_train -from aixd_ara.gh_ui import project_setup_info -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "ModelTrain") - - -if not epochs or epochs < 1: - epochs = 1 - -if wb: - import webbrowser - - if run: - projectname = project_setup_info(session_id())["project_name"] - url = "https://wandb.ai/{}/{}".format(wb, projectname) - webbrowser.open(url) - # TODO: check login and add interface to login if needed - - -if run: - st[cid] = model_train(session_id(), epochs, wb) - - -if cid in st.keys(): - best_ckpt = st[cid]["best_ckpt"] - path = st[cid]["path"] - ghenv.Component.Message = st[cid]["msg"] -else: - ghenv.Component.Message = "" - -# TODO: -# * return path or name of best checkpoint -# * make non-GUI-blocking -# * display progress - - Runs a training campaign. - - 330 - 330 - - - 1293 - 1266 - - true - true - - 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 - - false - 53a4f931-dd73-4f15-b10b-639833aed4e4 - false - true - ModelTrain - ModelTrain + + A panel for custom notes and text values + 3b4aaacd-f7ee-43b6-a9b5-416b4f8de946 + Panel + * + false + 0 + 0 + 1 to 5 - + - 453 - 4574 - 132 - 64 + 199 + 1584 + 73 + 41 + 0 + 0 + 0 - 512 - 4606 + 199.3721 + 1584.875 - + - 3 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 2 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + 255;255;255;255 + + true + false + true + false + false + true - - - - true - Number of training epochs. - c503927b-7dfa-49a2-8ece-fc052a1a4f49 - epochs - epochs - true - 0 - true - 90d13b56-9eee-4d2f-ab46-accad3311837 - 1 - 48d01794-d3d8-4aef-990e-127168822244 - - - - - - 455 - 4576 - 42 - 20 - - - 477.5 - 4586 - - - - - - - - true - Weights&Biases: username or team name. If not set, W&B will not be used. - 82beaf1e-2f3d-4910-a2db-951f2c63b71d - wb - wb - true - 0 - true - cbe5cd8c-6c8c-4bd2-9745-f8436e64a82f - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 455 - 4596 - 42 - 20 - - - 477.5 - 4606 - - - - - - - - true - Set to True to start training. - 2ec4269b-be59-4cf8-b836-0ad6804cd9cc - run - run - true - 0 - true - fa0195df-45f5-47af-a98c-48e2ff3ac4f3 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 455 - 4616 - 42 - 20 - - - 477.5 - 4626 - - - - - - - - Filename of the best performing checkpoint. - ac217de0-71e8-415e-b0a0-7b759a8c16ff - best_ckpt - best_ckpt - false - 0 - - - - - - 527 - 4576 - 56 - 30 - - - 555 - 4591 - - - - - - - - Path to all checkpoints. - 4a8554cf-3a68-485e-9d4a-b1fc749251c3 - path - path - false - 0 - - - - - - 527 - 4606 - 56 - 30 - - - 555 - 4621 - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - ShowFolder + + 15b7afe5-d0d0-43e1-b894-34fcfe3be384 + Domain - - """Reveals the folder in the file explorer.""" -# flake8: noqa - -import os - -if open: - os.startfile(path) - - Reveals the folder in the file explorer. - true - true - - 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 - - false - 8477658c-21e1-4f0c-947a-ff5a4a0d2578 - false - true - ShowFolder - ShowFolder + + Contains a collection of numeric domains + 89cac623-9658-4015-b2fd-44634a03ff05 + Domain + Domain + false + 3b4aaacd-f7ee-43b6-a9b5-416b4f8de946 + 1 - + - 599 - 4669 - 63 - 44 + 290 + 1592 + 50 + 24 - 648 - 4691 + 315.5507 + 1604.711 - - - 2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 0 - - - - - true - Path to the (local) folder. - 88d543cd-9de4-44a7-8a07-e0717a556be0 - path - path - true - 0 - true - 4a8554cf-3a68-485e-9d4a-b1fc749251c3 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 601 - 4671 - 32 - 20 - - - 618.5 - 4681 - - - - - - - - true - Set to True to open the folder in the file explorer. - 8292cc9a-f737-4999-9b98-6eafd2319e47 - open - open - true - 0 - true - 7122074c-a3ab-4b9d-8dc4-8ce420f1b1a9 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 601 - 4691 - 32 - 20 - - - 618.5 - 4701 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - ModelLoad + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Loads an existing, pre-traind neural network model from a checkpoint.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import model_load -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "ModelLoad") - -if not model_type: - model_type = "CAE" -if not checkpoint_path: - checkpoint_path = "" -if not checkpoint_name: - checkpoint_name = "last" - -if load: - st[cid] = model_load(session_id(), model_type, checkpoint_name, checkpoint_path) - -if cid in st.keys(): - msg = st[cid]["msg"] - - Loads an existing, pre-traind neural network model from a checkpoint. - true - true - - 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 - - false - 2a446188-0ee6-461f-96fa-e8b1b545a585 - false - true - ModelLoad - ModelLoad + + A panel for custom notes and text values + 533cf870-b0bf-4768-a82e-525326954817 + Panel + + false + 0 + 0 + hs_ratio1 - + - 453 - 4818 - 157 - 84 + 199 + 1630 + 136 + 20 + 0 + 0 + 0 - 562 - 4860 + 199.6585 + 1630.418 - + - 4 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + 255;255;255;255 + + true + true + true + false + false + true - - - - true - Type of the autoencoder model. Options are: 'CAE' (conditional Autoencoder) and 'CVAE' (conditional Variational Autoencoder). Default: 'CAE'. - 9d817e8c-61c7-4309-a766-1fbc554f1e6c - model_type - model_type - true - 0 - true - 0 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 455 - 4820 - 92 - 20 - - - 502.5 - 4830 - - - - - - - - true - Name of the checkpoint file to load the model from, without the file extension. The file's extension must be .ckpt - f447d42a-b94d-4c86-a52c-f00cbc5526a3 - checkpoint_name - checkpoint_name - true - 0 - true - 0 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 455 - 4840 - 92 - 20 - - - 502.5 - 4850 - - - - - - - - true - Path to the directory containing the checkpoint file. - 20f971f1-d0e2-4d70-8a69-087db832d00d - checkpoint_path - checkpoint_path - true - 0 - true - 0 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 455 - 4860 - 92 - 20 - - - 502.5 - 4870 - - - - - - - - true - Set to True to load the model. - 2fdee42f-8fe8-44c9-b9dd-b7b8ae0b7702 - load - load - true - 0 - true - 039aafff-a057-4591-b123-c84ef45f4fec - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 455 - 4880 - 92 - 20 - - - 502.5 - 4890 - - - - - - - - Confirmation of the model loading, or an error message. - e654b2c8-231a-442c-ba83-26ee517a79cb - msg - msg - false - 0 - - - - - - 577 - 4820 - 31 - 80 - - - 592.5 - 4860 - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - ModelSummary + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Provides a summary of the autoencoder model's architecture.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import nn_summary -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "ModelSummary") - - -if not max_depth: - max_depth = 1 - -if get: - st[cid] = nn_summary(session_id(), max_depth) - -if cid in st.keys(): - summary = st[cid]["summary"] - - Provides a summary of the autoencoder model's architecture. - true - true - - 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 - - false - caad7b19-c14a-4ae7-8bba-5f9819350ea3 - false - true - ModelSummary - ModelSummary + + A panel for custom notes and text values + eee313ff-7006-4f8d-baff-4e261b113719 + Panel + / + false + 0 + 0 + 0.05 to 0.25 - + - 453 - 5051 - 149 - 44 + 199 + 1655 + 73 + 41 + 0 + 0 + 0 - 530 - 5073 + 199.4543 + 1655.455 - - - 2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + 255;255;255;255 + + true + false + true + false + false + true - - - - true - Sets the depth of the summary. The larger the depth, the more detailed the summary. - 67617da1-48af-4f06-8604-417ce3fc501c - max_depth - max_depth - true - 0 - true - 9c539503-0799-4e09-97c1-29fa1932f3f5 - 1 - 48d01794-d3d8-4aef-990e-127168822244 - - - - - - 455 - 5053 - 60 - 20 - - - 486.5 - 5063 - - - - - - - - true - Retrieves the model information. - 22553130-23ee-4e44-a1be-8ac2cd5f499c - get - get - true - 0 - true - a31e169a-d6c3-4535-8d9c-ddcccddd6df6 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 455 - 5073 - 60 - 20 - - - 486.5 - 5083 - - - - - - - - Model summary. - 16057649-69ba-4f21-9cd0-31c536945d12 - summary - summary - false - 0 - - - - - - 545 - 5053 - 55 - 40 - - - 572.5 - 5073 - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - ModelDimensions + + 15b7afe5-d0d0-43e1-b894-34fcfe3be384 + Domain - - """Retrieves dimensions of the model's input and output layers.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import model_input_output_dimensions -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "ModelDims") - -if get: - st[cid] = model_input_output_dimensions(session_id()) - -if cid in st.keys(): - summary = st[cid]["summary"] - - Retrieves dimensions of the model's input and output layers. - true - true - - 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 - - false - b893f2d2-2204-4f0b-8743-a32e99abd798 - false - true - ModelDimensions - ModelDims + + Contains a collection of numeric domains + ab335661-5ec3-49fd-ae16-5fe2a884c083 + Domain + Domain + false + eee313ff-7006-4f8d-baff-4e261b113719 + 1 - + - 453 - 5002 - 112 - 28 + 290 + 1663 + 50 + 24 - 493 - 5016 + 315.633 + 1675.576 - - - 1 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - - - - - true - Set to True to retrieve input and output dimensions of the model. - 26fccde0-7295-4fb1-8f53-134c1f393189 - get - get - true - 0 - true - 7a0d1d53-1998-4508-9605-772033692038 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 455 - 5004 - 23 - 24 - - - 468 - 5016 - - - - - - - - Summary of the model's input and output dimensions. - 4e302315-2a25-43ef-88e6-4decf8b05cea - summary - summary - false - 0 - - - - - - 508 - 5004 - 55 - 24 - - - 535.5 - 5016 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - Generator + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - # flake8: noqa - -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import get_dataobject_types -from aixd_ara.gh_ui import request_designs -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import instantiate_sample -from aixd_ara.gh_ui_helper import sample_summary as sample_summary_f -from aixd_ara.gh_ui_helper import session_id -from aixd_ara.gh_ui_helper import reformat_request - -cid = component_id(session_id(), ghenv.Component, "run_generation") -item = component_id(session_id(), ghenv.Component, "pick_sample") - -""" -requested_values: a multiline string with variable_name:values tuples. -""" - -if not n_designs or n_designs < 1: - n_designs = 1 - -# ------------------------------------------------------------------------------- - - -if clear and cid in st.keys(): - del st[cid] - st[item] = None - ghenv.Component.Message = "no samples" - -if generate and requested_values: - - variable_types = get_dataobject_types(session_id())["dataobject_types"] - - request_dict = reformat_request(requested_values, variable_types) - st[item] = 0 - ghenv.Component.Message = "Running" - st[cid] = request_designs(session_id(), request_dict, n_designs) - ghenv.Component.Message = "Finished" - -if pick_previous: - st[item] -= 1 -if pick_next: - st[item] += 1 - -if cid in st.keys(): - samples = st[cid]["generated"] - n = len(samples) - i = st[item] % n - - ghenv.Component.Message = "sample {}/{}".format(i + 1, n) - - sample_dict = samples[i] - ghdoc = ghenv.Component.OnPingDocument() - instantiate_sample(ghdoc, sample_dict) # sends design parameter values to the parametric model - - # --- output --- - sample_summary = "Predicted/Generated:\n--------------------\n\n" + sample_summary_f(sample_dict) - - GhPython provides a Python script component - - 1474 - 411 - - - 2116 - 1592 - - true - true - - 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 - - false - f4418ff4-7828-4ee2-9902-ef196fdaa9aa - false - true - Generator - Generator + + A panel for custom notes and text values + 6236dfc7-49cc-4348-a353-17e6eb7b919f + Panel + + false + 0 + 0 + hs_ratio2 - + - 412 - 5410 - 218 - 124 + 199 + 1701 + 136 + 20 + 0 + 0 + 0 - 519 - 5472 + 199.3462 + 1701.949 + + + + + + + 255;255;255;255 + + true + true + true + false + false + true + + + + + + + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + d671fbf8-2b95-44e2-a99c-35324cb2d7d4 + Panel + * + false + 0 + 0 + 1 to 5 + + + + + + 200 + 1726 + 73 + 41 + + 0 + 0 + 0 + + 200.1421 + 1726.589 + + + + + + + 255;255;255;255 + + true + false + true + false + false + true + + + + + + + + + 15b7afe5-d0d0-43e1-b894-34fcfe3be384 + Domain + + + + + Contains a collection of numeric domains + 0930c490-71ac-43a2-8946-ec0461eaf3b8 + Domain + Domain + false + d671fbf8-2b95-44e2-a99c-35324cb2d7d4 + 1 + + + + + + 290 + 1734 + 50 + 24 + + + 315.3208 + 1746.996 + + + + + + + + + + 3cadddef-1e2b-4c09-9390-0e8f78f7609f + Merge + + + + + Merge a bunch of data streams + 3b75381b-bbe1-4544-a347-8dae0e6e51c5 + Merge + Merge + + + + + + 638 + 1539 + 88 + 104 + + + 692 + 1591 - - 6 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + + 5 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 8ec86459-bf01-4409-baee-174d0d2b13d0 1 8ec86459-bf01-4409-baee-174d0d2b13d0 - + - - 1 - true - List of requested values, each formatted as a string with the following format: 'variable_name:value'. - e85579ba-70c7-47bd-bff0-becfd3f6476e - requested_values - requested_values + + 2 + Data stream 1 + ba0526a2-e3c6-41a0-b710-20e7c96f19fe + 1 + false + Data 1 + D1 true - 1 - true - 3985c052-3584-4875-ac98-5195b0b47b7e + caadbf0e-3126-498b-886b-4cc316bb76a9 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - 414 - 5412 - 90 + 640 + 1541 + 37 20 - 460.5 - 5422 + 668 + 1551 - - true - Script input n_designs. - 8fa55da6-cd76-4747-a89b-646e237cfdf9 - n_designs - n_designs + + 2 + Data stream 2 + a4d4f6b9-61df-4350-bb36-050a4b0842ca + 1 + false + Data 2 + D2 true - 0 - true - e0ee4943-e0d2-4616-b1ab-79668458abd4 + 1612bf90-2206-494d-a9ff-e46ea5afe3b6 1 - 48d01794-d3d8-4aef-990e-127168822244 - 414 - 5432 - 90 + 640 + 1561 + 37 20 - 460.5 - 5442 + 668 + 1571 - - true - Script input generate. - 52b93394-ad76-4a02-adcf-f2443bf321fe - generate - generate + + 2 + Data stream 3 + d93991c3-af21-42d3-aaee-a30de056e36e + 1 + false + Data 3 + D3 true - 0 - true - d2aca8c7-14b5-4a07-a60b-bb1ef4472ce5 + 0db24d61-0072-4646-8dd3-8d5a36c19c29 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - 414 - 5452 - 90 + 640 + 1581 + 37 20 - 460.5 - 5462 + 668 + 1591 - - true - Script input clear. - 7e42fd6a-d818-4b4b-98ce-15db394b6974 - clear - clear + + 2 + Data stream 4 + 801c28be-1265-494a-8bdd-76deb8918107 + 1 + false + Data 4 + D4 true - 0 - true - 1291ffe0-80e3-42fb-af5e-8cfdc571b717 + c96c621b-c513-4d66-b143-f9eef08b17a0 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - 414 - 5472 - 90 + 640 + 1601 + 37 20 - 460.5 - 5482 + 668 + 1611 - - true - Script input pick_previous. - 097bcbea-d614-4d27-a11c-973108e9a243 - pick_previous - pick_previous - true - 0 - true - 29602d10-4765-417e-aff5-117119c0c4ab - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 414 - 5492 - 90 - 20 - - - 460.5 - 5502 - - - - - - - - true - Script input pick_next. - 2106fe7f-3345-4d78-8756-86a06d1865b3 - pick_next - pick_next + + 2 + Data stream 5 + 710b8c0f-d23a-4438-be24-0f4858b8b4b4 + 1 + false + Data 5 + D5 true - 0 - true - 90c78dfa-04ac-4e88-b73b-b6828351ef06 + 6561285c-7981-437d-b539-e75e8c87268a 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - 414 - 5512 - 90 + 640 + 1621 + 37 20 - 460.5 - 5522 + 668 + 1631 - - Script output sample_summary. - 1c256cb1-6ebc-46d1-b2ab-5c5420cd0ad0 - sample_summary - sample_summary + + 2 + Result of merge + f5bceea6-9113-42d2-b4f5-98fcfcfcf297 + Result + R false 0 @@ -7008,14 +4356,14 @@ if cid in st.keys(): - 534 - 5412 - 94 - 120 + 707 + 1541 + 17 + 100 - 581 - 5472 + 715.5 + 1591 @@ -7027,52 +4375,35 @@ if cid in st.keys(): - + - 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe - Scribble + 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 + Number - - false - - 206.8193 - 190.446 - - - 612.0439 - 190.446 - - - 612.0439 - 228.9714 - - - 206.8193 - 228.9714 - - A quick note - Georgia - 6b6537b0-2bb6-4855-bc5c-09a0831f3c23 - false - Scribble - Scribble - 50 - Parametric Model + + Contains a collection of floating point numbers + 1 + 635704d6-2bb7-46c3-9801-49a90d74760e + Number + PA_mass + false + c78683be-da26-487d-ab21-fc7f621b7896 + 1 - 201.8193 - 185.446 - 415.2246 - 48.52539 + 630 + 389 + 55 + 20 - 206.8193 - 190.446 + 657.9084 + 399.4615 @@ -7080,52 +4411,35 @@ if cid in st.keys(): - + - 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe - Scribble + 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 + Number - - false - - 206.0155 - 622.611 - - - 505.5272 - 622.611 - - - 505.5272 - 670.4626 - - - 206.0155 - 670.4626 - - A quick note - Georgia - c890e5a7-eb2a-4bb4-8e69-3bd67bafe808 - false - Scribble - Scribble - 50 - Project Setup + + Contains a collection of floating point numbers + 1 + af7dbd3b-8348-4be0-a3f2-ca804ff629d8 + Number + PA_displacement + false + 4351891b-1bd4-424e-bf2a-662210896642 + 1 - 201.0155 - 617.611 - 309.5117 - 57.85156 + 630 + 411 + 95 + 20 - 206.0155 - 622.611 + 677.7164 + 421.6646 @@ -7133,166 +4447,282 @@ if cid in st.keys(): - + - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel + 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 + Number - - A panel for custom notes and text values - 83c62632-88ab-4417-a8ec-3a728c67c786 - Panel - + + Contains a collection of floating point numbers + 1 + da620bc2-f7e3-424a-ba1e-50ad29e4df00 + Number + DP_span false - 0 - a0bd76b8-97f4-4ff3-9fed-615661f1e6ed - 1 - Double click to edit panel content… + 0 - + - 597 - 1010 - 311 - 46 + 209 + 319 + 54 + 20 - 0 - 0 - 0 - 597.3674 - 1010.853 + 236.2407 + 329.3809 - - - - 0;255;255;255 - - false - false - true - false - false - true + + + 1 + + + + 1 + {0} + + + + + 61.473386264573392 + + + + + - + - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel + 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 + Number - - A panel for custom notes and text values - b0b93b9f-f053-4753-bb45-b0a72e18ef0b - Panel - + + Contains a collection of floating point numbers + 1 + ed937cfe-0d22-4793-8b72-e0af0e4d7d6e + Number + DP_ws_ratio1 false - 0 - 2872bf65-e800-485c-b759-c0ba71751a90 - 1 - Double click to edit panel content… + 0 - + - 1072 - 1795 - 229 + 209 + 342 + 77 20 - 0 - 0 - 0 - 1072.518 - 1795.412 + 247.6373 + 352.7276 - - - - 0;255;255;255 + + + 1 + + + + + 1 + {0} + + + + + 0.21778736081193184 + + + + + + + + + + + + + 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 + Number + + + + + Contains a collection of floating point numbers + 1 + 98fccd17-2484-4734-9f43-070efeca9aaf + Number + DP_ws_ratio2 + false + 0 + + + + + + 209 + 366 + 77 + 20 - false - false - true - false - false - true + + 248.4513 + 376.9006 + + + + + + 1 + + + + 1 + {0} + + + + + 4.0515611359515464 + + + + + - + - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel + 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 + Number - - A panel for custom notes and text values - 86b96f10-ee3c-48e8-88de-9ce584257686 - Panel - + + Contains a collection of floating point numbers + 1 + 82b06003-613f-453e-a0b0-cd1a3c20aaea + Number + DP_hs_ratio1 false - 0 - b17ef12c-dbbb-45ba-b54a-c7a8f7698bdb - 1 - Double click to edit panel content… + 0 - + - 458 - 2216 - 629 - 250 + 209 + 389 + 75 + 20 - 0 - 0 - 0 - 458.2987 - 2216.375 + 246.9093 + 399.6626 - - - - 0;255;255;255 + + + 1 + + + + + 1 + {0} + + + + + 0.15927134595116141 + + + + + + + + + + + + + 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 + Number + + + + + Contains a collection of floating point numbers + 1 + e13306db-85ba-4360-9ece-ee65ccafc665 + Number + DP_hs_ratio2 + false + 0 + + + + + + 209 + 413 + 75 + 20 - false - false - true - false - false - true + + 247.3068 + 423.1566 + + + + + + 1 + + + + 1 + {0} + + + + + 1.3330656448033877 + + + + + - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -7301,12 +4731,12 @@ if cid in st.keys(): A panel for custom notes and text values - 52cb7145-7832-4952-a922-eb6cc3c2682a + cd5697e8-8d25-4932-a56b-141d0ba05adc Panel - + kg false 0 - dcaf4197-736b-4e6f-b828-0d542718eb04 + 635704d6-2bb7-46c3-9801-49a90d74760e 1 Double click to edit panel content… @@ -7314,17 +4744,17 @@ if cid in st.keys(): - 625 - 2673 - 463 - 143 + 771 + 371 + 160 + 38 0 0 0 - 625.2383 - 2673.906 + 771.522 + 371.5471 @@ -7345,7 +4775,7 @@ if cid in st.keys(): - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -7354,12 +4784,12 @@ if cid in st.keys(): A panel for custom notes and text values - 24123790-8509-4b95-b5d7-a2a3b2b312c2 + 35614ba7-e680-4346-b4de-39ce9f54663a Panel - + cm false 0 - fe2a192b-aac6-4f11-9d1b-ab856a2c7643 + af7dbd3b-8348-4be0-a3f2-ca804ff629d8 1 Double click to edit panel content… @@ -7367,17 +4797,17 @@ if cid in st.keys(): - 626 - 2639 - 463 - 20 + 772 + 412 + 160 + 38 0 0 0 - 626.5585 - 2639.795 + 772.1665 + 412.1514 @@ -7391,41 +4821,652 @@ if cid in st.keys(): true false false - true + false - + - c552a431-af5b-46a9-a8a4-0fcbc27ef596 - Group + f31d8d7a-7536-4ac8-9c96-fde6ecda4d0a + Cluster - - 1 - - 64;255;255;255 + + + 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 + + Contains a cluster of Grasshopper components + true + 2 + cfb51f2c-7892-4d22-8843-b37942bb4f00 + Cluster + Parametric Model + false + + + + + 11 + 0d067d1d-4ce7-4b82-a368-1b62014af679 + 17535362-3343-4daa-ad15-8846d08f4028 + 422f3308-092e-4ee4-aa29-98eeb6cf919b + 4351891b-1bd4-424e-bf2a-662210896642 + 5d7ed605-856e-45b9-9c53-e546d2478d1a + 6b7d0a96-1374-4cbb-a1a8-d6eea22ee529 + 859df74e-bded-4dce-9f40-4e77eee2c17f + 86f83ef3-a763-435e-85b7-8c1f60be9aea + c002033d-d44e-4930-a1df-b4124d9ff7f3 + c78683be-da26-487d-ab21-fc7f621b7896 + feec7153-8852-4b1b-85cb-2d55467c608e + a406a5bf-20aa-4e6b-866a-9e0d93e625ba + 97bf2289-dc3f-4cac-bf6c-75554c179dfa + e082fa16-ac9a-4f30-8da1-ede768486ea2 + 96032856-ea91-41f9-be7f-173aa8413ccd + b80f6120-dd9e-48fd-a0b2-e51035ca9224 + 0d25d468-68fa-4e27-b66d-d0d314f7967d + 7eb460c7-3078-4b87-81cf-58752e68577c + 4d57c276-7a4a-4ff9-b38d-53150f96cf46 + ed1775a1-2b99-4b31-acca-3880c4df0473 + e099223e-305d-496f-8c0d-8ae75c03c3ba + 447de316-c41e-4254-93fe-a9b79ca898c5 + + + + + + 391 + 312 + 169 + 124 + + + 460 + 374 + + + + + + 5 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 6 + 919e146f-30ae-4aae-be34-4d72f555e7da + 1e936df3-0eea-4246-8549-514cb8862b7a + 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 + 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 + 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 + 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 + + + + + true + Script variable Python + 6b7d0a96-1374-4cbb-a1a8-d6eea22ee529 + span + span + true + 0 + true + da620bc2-f7e3-424a-ba1e-50ad29e4df00 + 1 + 87f87f55-5b71-41f4-8aea-21d494016f81 + + + + + + 393 + 314 + 52 + 24 + + + 420.5 + 326 + + + + + + + + true + Script input ws_ratio1. + 86f83ef3-a763-435e-85b7-8c1f60be9aea + ws_ratio1 + ws_ratio1 + true + 0 + true + ed937cfe-0d22-4793-8b72-e0af0e4d7d6e + 1 + 87f87f55-5b71-41f4-8aea-21d494016f81 + + + + + + 393 + 338 + 52 + 24 + + + 420.5 + 350 + + + + + + + + true + Script input ws_ratio2. + 859df74e-bded-4dce-9f40-4e77eee2c17f + ws_ratio2 + ws_ratio2 + true + 0 + true + 98fccd17-2484-4734-9f43-070efeca9aaf + 1 + 87f87f55-5b71-41f4-8aea-21d494016f81 + + + + + + 393 + 362 + 52 + 24 + + + 420.5 + 374 + + + + + + + + true + Script input hs_ratio1. + 0d067d1d-4ce7-4b82-a368-1b62014af679 + hs_ratio1 + hs_ratio1 + true + 0 + true + 82b06003-613f-453e-a0b0-cd1a3c20aaea + 1 + 87f87f55-5b71-41f4-8aea-21d494016f81 + + + + + + 393 + 386 + 52 + 24 + + + 420.5 + 398 + + + + + + + + true + Script input hs_ratio2. + feec7153-8852-4b1b-85cb-2d55467c608e + hs_ratio2 + hs_ratio2 + true + 0 + true + e13306db-85ba-4360-9ece-ee65ccafc665 + 1 + 87f87f55-5b71-41f4-8aea-21d494016f81 + + + + + + 393 + 410 + 52 + 24 + + + 420.5 + 422 + + + + + + + + Contains a collection of Breps (Boundary REPresentations) + c002033d-d44e-4930-a1df-b4124d9ff7f3 + Brep + srf_brep + false + 0 + + + + + + 475 + 314 + 83 + 20 + + + 516.5 + 324 + + + + + + + + Contains a collection of polygon meshes + 5d7ed605-856e-45b9-9c53-e546d2478d1a + Mesh + karamba_mesh + false + 0 + + + + + + 475 + 334 + 83 + 20 + + + 516.5 + 344 + + + + + + + + Contains a collection of floating point numbers + 422f3308-092e-4ee4-aa29-98eeb6cf919b + Number + length + false + 0 + + + + + + 475 + 354 + 83 + 20 + + + 516.5 + 364 + + + + + + + + Contains a collection of floating point numbers + 17535362-3343-4daa-ad15-8846d08f4028 + Number + area + false + 0 + + + + + + 475 + 374 + 83 + 20 + + + 516.5 + 384 + + + + + + + + Mass of structure in [kg] + c78683be-da26-487d-ab21-fc7f621b7896 + Mass [kg] + mass + false + 0 + + + + + + 475 + 394 + 83 + 20 + + + 516.5 + 404 + + + + + + + + Maximum displacement [cm] of each load-case of the model at end-points and mid-points of elements + 4351891b-1bd4-424e-bf2a-662210896642 + Maximum displacement [cm] + displacement + false + 0 + + + + + + 475 + 414 + 83 + 20 + + + 516.5 + 424 + + + + + + + + + + + + + + ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278 + Geometry + + + + + Contains a collection of generic geometry + 301f1930-0d37-499b-b9f9-9955aefd8eab + Geometry + Geo + false + 5d7ed605-856e-45b9-9c53-e546d2478d1a + 1 + + + + + + 630 + 319 + 50 + 24 + + + 655.8616 + 331.5771 + + + + + + + + + + 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 + Number + + + + + Contains a collection of floating point numbers + 1 + 3e738102-ebb1-433a-b3f7-b1c48e844fc0 + Number + PA_area + false + 17535362-3343-4daa-ad15-8846d08f4028 + 1 + + + + + + 631 + 367 + 52 + 20 + + + 657.0426 + 377.0096 + + + + + + + + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + c71f9b69-69ac-419f-b19d-2fcd4bcce1f1 + Panel + m2 + false + 0 + 3e738102-ebb1-433a-b3f7-b1c48e844fc0 + 1 + Double click to edit panel content… + + + + + + 772 + 330 + 160 + 38 + + 0 + 0 + 0 + + 772.1458 + 330.8124 + + + + + + + 0;255;255;255 + + false + false + true + false + false + false + + + + + + + + + 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 + Number + + + + + Contains a collection of floating point numbers + 1 + 89e12bd4-b504-40a3-8e78-5a9354ed782a + Number + PA_length + false + 422f3308-092e-4ee4-aa29-98eeb6cf919b + 1 + + + + + + 630 + 345 + 62 + 20 + + + 661.3204 + 355.4956 + + + + + + + + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + f69da148-d1ac-4ee1-b17a-32d64bc72a14 + Panel + m + false + 0 + 89e12bd4-b504-40a3-8e78-5a9354ed782a + 1 + Double click to edit panel content… + + + + + + 771 + 290 + 160 + 38 + + 0 + 0 + 0 + + 771.6355 + 290.5287 + + + + + + + 0;255;255;255 + + false + false + true + false + false + false + + + + + + + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + + 1 + + 64;255;255;255 A group of Grasshopper objects - 74272879-c489-41d3-801b-ad4cf0f8ed6e - f2ee6b19-8993-44cc-b196-5b3d1a8e10e5 - 5ea1b0f1-9424-4f5e-adc4-f774d3a34b1c - 793429ae-8a52-45db-86e1-0c97c59abf4f - 88081621-0961-45f6-ad4c-b13a25212c60 - 15dd2fc5-c108-477a-abab-0b9a56aa372d - fedb9fc7-a452-4947-8867-fe0b33f670cd - 9a0b7b3e-e887-45df-9eb1-5db604a84d46 - 76dfaef6-d022-44a7-840e-afbdc4afb16c - 564bce19-dbd3-4fe5-9085-cddf91e4e30a - be398e12-e04d-4746-9c80-fa82b37a8458 - c890e5a7-eb2a-4bb4-8e69-3bd67bafe808 - 83c62632-88ab-4417-a8ec-3a728c67c786 - 13 - 4fb9bfa9-b5db-491f-acb8-e4a8ae1a3895 + 6b6537b0-2bb6-4855-bc5c-09a0831f3c23 + 635704d6-2bb7-46c3-9801-49a90d74760e + af7dbd3b-8348-4be0-a3f2-ca804ff629d8 + da620bc2-f7e3-424a-ba1e-50ad29e4df00 + ed937cfe-0d22-4793-8b72-e0af0e4d7d6e + 98fccd17-2484-4734-9f43-070efeca9aaf + 82b06003-613f-453e-a0b0-cd1a3c20aaea + e13306db-85ba-4360-9ece-ee65ccafc665 + cd5697e8-8d25-4932-a56b-141d0ba05adc + 35614ba7-e680-4346-b4de-39ce9f54663a + cfb51f2c-7892-4d22-8843-b37942bb4f00 + 301f1930-0d37-499b-b9f9-9955aefd8eab + 3e738102-ebb1-433a-b3f7-b1c48e844fc0 + c71f9b69-69ac-419f-b19d-2fcd4bcce1f1 + 89e12bd4-b504-40a3-8e78-5a9354ed782a + f69da148-d1ac-4ee1-b17a-32d64bc72a14 + 16 + 2f52e6fc-13aa-41b7-965a-b0c6bc60a62b Group @@ -7435,39 +5476,90 @@ if cid in st.keys(): - + + + a8b97322-2d53-47cd-905e-b932c3ccd74e + Button + + + + + Button object with two values + False + True + 09d0c42c-490b-4b4e-add0-f160c08a055b + Button + + false + 0 + + + + + + 507 + 3354 + 66 + 22 + + + + + + + + + + 3ede854e-c753-40eb-84cb-b48008f14fd4 + Text + + + + + Contains a collection of text fragments + c6b0c962-cdf8-49b0-ac20-bbdb0c163879 + Text + Txt + false + 3985c052-3584-4875-ac98-5195b0b47b7e + 1 + 2 + + + + + + 338 + 3333 + 50 + 24 + + + 363.048 + 3345.272 + + + + + + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group - + 1 - 64;255;255;255 + 64;135;233;255 A group of Grasshopper objects - 0839d974-cc4b-4861-9904-e4feb1a790df - 10653472-2576-40c3-bac4-3132bbe70071 - dde72d9b-591e-441a-8c2d-3ffeb9a79aed - 35935ec7-06c8-463c-bf21-edac86fd0c90 - 58f86ada-88c3-4d66-9dab-ac7a20539843 - 628481a1-846e-451c-81aa-5795b5255c01 - c471569e-44b4-4f88-af33-c86669001799 - d4b10d12-fbe3-4fc3-98d4-923a0da112fb - ffe69633-9c40-4512-aa31-f93395996698 - 832f54ee-0da5-4589-bd0c-c4381766bc37 - 6a181d6d-acc5-4e1a-bd65-468bdecd280d - 9ca1690e-ab1e-4929-a429-e6387b81f2cd - 2bfa5004-04f5-4dec-b306-a3c760fa0de9 - 4e03f43b-1705-4081-82e2-91aecdfe8a13 - b3dfe26a-1688-4430-b7a0-73994467501a - ab272392-b575-4a86-a1a2-3502383911e6 - 09d0c42c-490b-4b4e-add0-f160c08a055b - c6b0c962-cdf8-49b0-ac20-bbdb0c163879 - 18 - b7d5dd9b-878a-47f9-813a-451abb250be3 + 1e46686e-fdb0-4d1c-b1a3-eb69c13626c1 + 1 + cb6488fb-378b-48e1-96de-0238192ecc92 Group @@ -7477,541 +5569,1645 @@ if cid in st.keys(): - + - 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe - Scribble + 2e78987b-9dfb-42a2-8b76-3923ac8bd91a + Boolean Toggle - - false - - 458.2371 - 4546.785 - - - 588.8035 - 4546.785 - - - 588.8035 - 4568.697 - - - 458.2371 - 4568.697 + + Boolean (true/false) toggle + b9e9a7ab-c277-489b-a38e-4ae3765028a5 + Boolean Toggle + + false + 0 + true + + + + + + 283 + 794 + 66 + 22 + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + Server + + + + + from __future__ import absolute_import +from __future__ import division +from __future__ import print_function + +import urllib2 + +import compas +import compas._os +from ghpythonlib.componentbase import executingcomponent as component +from scriptcontext import sticky as st + +from aixd_ara.constants import DEFAULT_PORT + +try: + from subprocess import PIPE + from subprocess import Popen +except ImportError: + from System.Diagnostics import Process + +import os + +import aixd_ara as ag + + +class ApiRunner(object): + def __init__( + self, + package=None, + python=None, + url="http://127.0.0.1", + port=DEFAULT_PORT, + service=None, + max_conn_attempts=100, + autoreload=True, + show_window=False, + path=None, + working_directory=None, + ): + self.python = compas._os.select_python(python) + self.service = "aixd_ara.api" + self.working_directory = working_directory + self.show_window = show_window + self.port = port + + self.start_process() + + def start_process(self): + env = compas._os.prepare_environment() + + try: + Popen + except NameError: + self._process = Process() + for name in env: + if self._process.StartInfo.EnvironmentVariables.ContainsKey(name): + self._process.StartInfo.EnvironmentVariables[name] = env[name] + else: + self._process.StartInfo.EnvironmentVariables.Add(name, env[name]) + self._process.StartInfo.UseShellExecute = True + self._process.StartInfo.RedirectStandardOutput = not self.show_window + self._process.StartInfo.RedirectStandardError = not self.show_window + self._process.StartInfo.FileName = self.python + self._process.StartInfo.Arguments = "-m {0} {1}".format(self.service, self.port) + self._process.Start() + else: + args = [self.python, "-m", self.service, str(self.port)] + kwargs = dict(env=env) + + if self.show_window: + if compas.is_mono(): + python_command = " ".join(args) + apple_script = """ + tell application "Terminal" + do script "{}" + activate + end tell + """.format( + python_command + ) + args = ["osascript", "-e", apple_script] + else: + kwargs["stdout"] = PIPE + kwargs["stderr"] = PIPE + + if self.working_directory: + kwargs["cwd"] = self.working_directory + self._process = Popen(args, **kwargs) + + def stop_process(self): + """Attempts to terminate the python process hosting the proxy server. + + The process reference might not be present, e.g. in the case + of reusing an existing connection. In that case, this is a no-op. + """ + print("Stopping the server process.") + + if not self._process: + return + + try: + self._process.terminate() + except Exception: + pass + try: + self._process.kill() + except Exception: + pass + + +api_path = os.path.dirname(ag.__file__) + +print(api_path) + + +def create_api_runner_id(component): + name = "api-runner" + return "{}_{}".format(name, component.InstanceGuid) + + +class ApiRunnerComponent(component): + + def RunScript(self, start, stop, show_window=True): + key = create_api_runner_id(self) + port = DEFAULT_PORT + + if show_window: + python = "python" + else: + python = "pythonw" + + if start: + self.stop(key) + runner = ApiRunner(python=python, port=port, show_window=show_window, working_directory=api_path) + st[key] = runner + + if stop: + self.stop(key) + + def stop(self, key): + # Attempt gracefully stopping the server + try: + urllib2.urlopen("http://127.0.0.1:8765/shutdown", timeout=1) + except Exception: + pass + + # stop previous API runner if any + previous_api_runner = st.get(key) + if previous_api_runner: + try: + previous_api_runner.stop_process() + except Exception as e: + print("Unable to stop previous process") + print(e) + st.pop(key) + else: + print("No previous process runner found") + + GhPython provides a Python script component + true + true + + iVBORw0KGgoAAAANSUhEUgAAABgAAAAYCAYAAADgdz34AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAACxEAAAsRAX9kX5EAAAaTSURBVEhLhZMLUFTXGcfvjMLCvnhEIGIsWeSRxPAIBGPZoEnQKAlIDE4CNY0su0sQ8AHL7r3sZfceJQREjKJxUVggK+6y7N4HILuLndpmMjHjtE1h2qZjRzvQxkSnpkUQo9SZ3t7v6jrU2OSb+c89Z853/r/vO+dcjOf570kb8MdW+AOlmsC4oSIwTgljJHx/UEIu0kCeIPhq/H6kGfOj75nr/L6tQnKTxj9uFTZSovwB+D7SGJRvsZ5Q5eV9Ep2YeFEZHz8dk5BwZUVW9oX/AVSPM1Ktf+y9Cr/fLFQAAMsDCAAe6uItx6k2MFVERd3EMIwHJSQk8OvXr+cjIiJ45fL4ac2Y7x5gT2AwXB8Y1Wn9PlwANApmpAC5B/Av6uI+JLtc4w4aZ2Rk8P39/fzMzIxgdS8AAoDyM/cBtYGhzVr/mQatbwwXIALATwpqEmQVQAJEPCIRsCI7+0KwWo7j7jk+FNBBtEp1sXx0FGFkwBat8w0b9L4Ro85/xiRACK3PZ67w+wBiWQx5Ij39D2BeXFwsVgyA4PHs2LFDNJ+amhLnKrX6Ew3HIaxhrOd1/RmmQTfGGXVjwyadb4QQQI3JGzaMKZcvn1LcV6hUOr/YCAKOIggAQRw+fFgcb8CNXTrWQ2G7Rh3v6Ue8Jv0obRJAuADCC9tbD0BSqEw2A5BQuXwG5mq1WjQJBnQSNAdBwNHJIiLmqlgXtZM+TWE6xk3omCFCzw0RumEPoRuhidjUlC9gQ1F7a7u6uqoHxlDtwzExMSFCYA2OCy4bcrOKC7g9TC9V5z1JYRrPoBmkpd1mLeNuLGrd3w5JACmz21CoRLIAl7b4lTwqYB3y5BHKOZy1WUnmiNVCd1ixd1yDTT93uZrKh1ykxuMiY1OSxOq3tKADKzLSPoPx/3stiyN4XEVV2/pamA8s7QyydNCkBSt1uKxlp1yW7QNOSwFFdYjVJyd9saXZInYCG38s4OIhN23tM+c6OTNpYw2knakl+5idJFZid1Lbep3Wt/qc1mXJyROQKI2MvBoaHib+SPDsfijg4iEvZXXCZC+3q/E0p2/0sO82cmypeZTZZsaKupxU8QkntbXbSaleXB+Qx8ZOKQQtWbp0ATbCxT0qAAx/MeRIwkLmPMPlxhHubXycK8bPcQXEp2w+cZ59icA2H3WigmNO6vXjp6nirgHqzW6HtbSn31LS8cH78ujIa4+CUBTFK5XK/8CaTB56PS5WevlXwwWG89zLxt+wuaZJNgf/E5OJ/5lJJ7D8QwNo44cDaNOR01TB0QEqT7+rPz03b6Kg3nC87CBqViyCgOCdwzz6McU3prqslriY8EuPx0guTXA59V9y6Q2X2KeNU8wq099oFf53OoHA1rWdQi8dcKD8jlMop0znXpXwJJ/5bBrfPTJ6VtNztElzEN+njFJeBVNQRIR89tWNT/adG9msP7Y/zSyTLvlnfEzIpb9yyXVfsT8xXGVWGP9Bx+HfemOIaTqxFstt/hi92OJAarKzLTUpZWFdrpqfnZ0Vj6JvdDiwzaA/Wnuo1hoSunReJpdcY5gSfRvKxlNUsvNB6NZ1MvYau7zuW+axhht0lGnOq8RvehTEX7yrS7Acax96YV8/Si/62TBUT3u9ojlAoJPstWsukv1mU3SM4rJSGXYlUaX8PGj8TKLkc2/zMst1Lmb3DBNZf5NWGG95pfh3nnDitjvM/Hvv2hjsOaIHZZO96KmcvEkAQPzi7Fm+cHMBD/PCynfs5j7CFL1McTlonKKSnu9FK/Erw09UXmeXVc8yyt23GFn9bTrMdMcjIRbcIeav3SvfEKww7FnDSZSBd6PMnNxvoGIQGKcmpyyoS0q4nSdaSNKO48/nJnEqVdSFNmtm4++YTO1lLlF7jY2rvMFGVs8z0j13aIlhwRtiuute2jjvkleDuQhI3W1Dqw0nUHrept+mZb1w5ek1eZPPbSnlNqH21rLOI9adXc1kU48R73RU1A+63qj5pSevcpJZrZ1mV2qvs9GVN1lZzW1Gsvff3pCGu0NLiO8Gw6um3aukDwBJ1R+hp/bYUJrxJHqetCP1/l6U32qnCju6qLLOD601tv2k1V6PH3OU13lchTW/9v608o9MqvYrNl77Lzay8hYbXnOHDtl717vEOO+RvxY0fgBQVR1DKbuOi11kkd1Ivc+OXmntoQoP2qjtnYestTZEIvte/Ljj3Tp68LWaT71rKr9kkrVfs3HaG6wCANsFbZxjlFEPm/M8j/0X4xTSi3Rs2qwAAAAASUVORK5CYII= - A quick note - Cambria - d3ae2058-ab42-46e3-a6ce-e173b09d3dcb - false - Scribble - Scribble - 25 - run training + false + 496c1263-1f98-45f6-8a3a-b43394bed34a + true + true + Server + Server - + - 453.2371 - 4541.785 - 140.5664 - 31.91162 + 386 + 753 + 140 + 64 - 458.2371 - 4546.785 + 478 + 785 + + + 3 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + Starts the server. + ccf9e92b-60ad-4f4c-8778-35ee650bdc54 + start + start + true + 0 + true + 74272879-c489-41d3-801b-ad4cf0f8ed6e + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 388 + 755 + 75 + 20 + + + 427 + 765 + + + + + + + + true + Script input stop. + 456ef50a-6fc3-40ba-9042-c700824c2623 + stop + stop + true + 0 + true + 0 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 388 + 775 + 75 + 20 + + + 427 + 785 + + + + + + + + true + Script input show_window. + 9364e38e-e5c4-4d3e-b2ae-0c4bb6680267 + show_window + show_window + true + 0 + true + b9e9a7ab-c277-489b-a38e-4ae3765028a5 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 388 + 795 + 75 + 20 + + + 427 + 805 + + + + + + + + Script output msg. + a36b3830-4289-48e2-8920-831a7d7bf8b9 + msg + msg + false + 0 + + + + + + 493 + 755 + 31 + 60 + + + 508.5 + 785 + + + + + + + - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + Reset - - A panel for custom notes and text values - f954da56-fe12-445e-a1d0-0b2443915e7a - Panel - - false - 0 - e654b2c8-231a-442c-ba83-26ee517a79cb - 1 - Double click to edit panel content… + + """Resets the current project running in this Grasshopper file.""" +# flake8: noqa + +from scriptcontext import sticky as st +from aixd_ara.gh_ui import reset_session +from aixd_ara.gh_ui_helper import session_id, clear_sticky + +if reset: + reset_session(session_id()) + clear_sticky(ghenv, st) + + Resets the current project running in this Grasshopper file. + true + true + + 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 + + false + c0a83f02-e22b-47f3-a156-4df4cc51c324 + false + true + Reset + Reset - + - 696 - 4818 - 261 - 84 + 386 + 874 + 62 + 28 - 0 - 0 - 0 - 696.439 - 4818.646 + 434 + 888 - - - - 0;255;255;255 - - false - false - true - false - false - true + + + 1 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 0 + + + + true + Set to True to reset. + a491a8c6-09ae-44c1-95ec-f2e4e6ebea28 + reset + reset + true + 0 + true + 15dd2fc5-c108-477a-abab-0b9a56aa372d + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 388 + 876 + 31 + 24 + + + 405 + 888 + + + + + + - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + ProjectSetup - - A panel for custom notes and text values - d141e9ff-c95f-4565-a457-958423a59a25 - Panel - - false - 0 - 4e302315-2a25-43ef-88e6-4decf8b05cea - 16057649-69ba-4f21-9cd0-31c536945d12 - 2 - Double click to edit panel content… + + """Sets up the project in the folder given by `project_root/project_name`.""" +# flake8: noqa +import os + +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import project_setup +from aixd_ara.gh_ui_helper import clear_sticky +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id + +if not project_root: + ghdoc = ghenv.Component.OnPingDocument().FilePath + project_root = os.path.dirname(ghdoc) + +if project_name: + cid = component_id(session_id(), ghenv.Component, "ProjectSetup") + + if set: + complete_path = os.path.join(project_root, project_name) + if not os.path.exists(complete_path): + print("The path {} does not exist and will be now created.".format(complete_path)) + os.mkdir(complete_path) + + clear_sticky(ghenv, st) + + st[cid] = project_setup(session_id(), project_root, project_name) + + if cid in st.keys(): + msg = st[cid]["msg"] + path = st[cid]["path"] + + Sets up the project in the folder given by `project_root/project_name`. + true + true + + 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 + + false + 55b61a86-254c-41ae-b25d-3cbae841fa29 + false + true + ProjectSetup + ProjectSetup - + - 700 - 5007 - 261 - 84 + 386 + 957 + 139 + 64 - 0 - 0 - 0 - 700.2409 - 5007.851 + 476 + 989 - + - - 0;255;255;255 - - false - false - true - false - false - true + 3 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 2 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + true + Script variable set + 259d998b-fe28-46aa-b21b-a2bb73775a1d + set + set + true + 0 + true + f2ee6b19-8993-44cc-b196-5b3d1a8e10e5 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 388 + 959 + 73 + 20 + + + 426 + 969 + + + + + + + + true + Path to the project root folder. If none is given, the default is the parent folder of this Grasshopper file. + bbe92aeb-bf11-48cf-b3bc-f5d9d5ed3943 + project_root + project_root + true + 0 + true + 5ea1b0f1-9424-4f5e-adc4-f774d3a34b1c + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 388 + 979 + 73 + 20 + + + 426 + 989 + + + + + + + + true + Any name for the project. It will be used to create a folder with the same name in the project root folder. All files will be later saved here. + 207a0065-3c48-4658-9c42-0b60e23ec257 + project_name + project_name + true + 0 + true + 793429ae-8a52-45db-86e1-0c97c59abf4f + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 388 + 999 + 73 + 20 + + + 426 + 1009 + + + + + + + + Messages and errors. + a87daaa2-a8f5-4082-a2be-1ecd07544011 + msg + msg + false + 0 + + + + + + 491 + 959 + 32 + 30 + + + 507 + 974 + + + + + + + + Effective path to the project. + 3c259203-f4d6-4618-93fd-1f2bd0466ce3 + path + path + false + 0 + + + + + + 491 + 989 + 32 + 30 + + + 507 + 1004 + + + + + + - + - 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe - Scribble + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group - - false - - 848.0811 - 1738.874 - - - 998.1177 - 1738.874 - - - 998.1177 - 1760.981 - - - 848.0811 - 1760.981 + + 1 + + 64;255;255;255 - A quick note - Cambria - 027493c8-86d0-4d16-aa08-dcf21187b4ce - false - Scribble - Scribble - 25 - Setup Dataset + A group of Grasshopper objects + 74272879-c489-41d3-801b-ad4cf0f8ed6e + f2ee6b19-8993-44cc-b196-5b3d1a8e10e5 + 5ea1b0f1-9424-4f5e-adc4-f774d3a34b1c + 793429ae-8a52-45db-86e1-0c97c59abf4f + 88081621-0961-45f6-ad4c-b13a25212c60 + 15dd2fc5-c108-477a-abab-0b9a56aa372d + 9a0b7b3e-e887-45df-9eb1-5db604a84d46 + 564bce19-dbd3-4fe5-9085-cddf91e4e30a + c890e5a7-eb2a-4bb4-8e69-3bd67bafe808 + 83c62632-88ab-4417-a8ec-3a728c67c786 + b9e9a7ab-c277-489b-a38e-4ae3765028a5 + 496c1263-1f98-45f6-8a3a-b43394bed34a + c0a83f02-e22b-47f3-a156-4df4cc51c324 + 55b61a86-254c-41ae-b25d-3cbae841fa29 + 14 + b52b3d91-6886-4928-8846-b9adcae13dfc + Group + - - - - 843.0811 - 1733.874 - 160.0366 - 32.10693 - - - 848.0811 - 1738.874 - - - + - - - 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe - Scribble + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + DataReal - - false - - 202.795 - 2266.954 - - - 396.2032 - 2266.954 - - - 396.2032 - 2289.671 - - - 202.795 - 2289.671 + + """Defines a real-valued variable.""" +# flake8: noqa +from aixd_ara.wrappers import WrapperShallowDataObject + +if not dim or dim < 1: + dim = 1 + +if domain: + domain = (float(domain.Min), float(domain.Max)) +else: + domain = None + + +dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} + + +dataobject = WrapperShallowDataObject(dobj) + + Defines a real-valued variable. + true + true + + 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 - A quick note - Cambria - 77dd7101-66be-4c4c-afda-56875754ee35 - false - Scribble - Scribble - 25 - Generate Samples + false + 46a54627-5f18-4514-9344-9b550817bfd9 + false + true + DataReal + DataReal - + - 197.795 - 2261.954 - 203.4082 - 32.71729 + 413 + 1414 + 140 + 64 - 202.795 - 2266.954 + 474 + 1446 + + + 3 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + Name of the variable. + 2f00d85d-309c-4e80-850f-fe3a01a5bb35 + name + name + true + 0 + true + 9fccdccf-b149-4224-a714-bf7b898d8bdd + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 415 + 1416 + 44 + 20 + + + 438.5 + 1426 + + + + + + + + true + Dimension of the variable. + 1f256df6-c07f-45f1-8301-207deca8646b + dim + dim + true + 0 + true + 0 + 48d01794-d3d8-4aef-990e-127168822244 + + + + + + 415 + 1436 + 44 + 20 + + + 438.5 + 1446 + + + + + + + + true + Domain of the variable as an interval. + 09266ad6-edcd-4594-bfcf-79ad95af1cea + domain + domain + true + 0 + true + 0060781a-9082-4c0b-8fa0-b9ba5577586c + 1 + 589748aa-e558-4dd9-976f-78e3ab91fc77 + + + + + + 415 + 1456 + 44 + 20 + + + 438.5 + 1466 + + + + + + + + Data object. + caadbf0e-3126-498b-886b-4cc316bb76a9 + dataobject + dataobject + false + 0 + + + + + + 489 + 1416 + 62 + 60 + + + 520 + 1446 + + + + + + + - - - 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe - Scribble + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + DataReal - - false - - 203.2586 - 2603.197 - - - 344.9456 - 2603.197 - - - 344.9456 - 2620.861 - - - 203.2586 - 2620.861 + + """Defines a real-valued variable.""" +# flake8: noqa +from aixd_ara.wrappers import WrapperShallowDataObject + +if not dim or dim < 1: + dim = 1 + +if domain: + domain = (float(domain.Min), float(domain.Max)) +else: + domain = None + + +dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} + + +dataobject = WrapperShallowDataObject(dobj) + + Defines a real-valued variable. + true + true + + 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 - A quick note - Cambria - e84f4201-41df-453d-9a6a-12f9623de752 - false - Scribble - Scribble - 25 - Load Dataset + false + d91a98d0-1fc8-4ca0-b955-e747df6b16ed + false + true + DataReal + DataReal - + - 198.2586 - 2598.197 - 151.687 - 27.66357 + 413 + 1485 + 140 + 64 - 203.2586 - 2603.197 + 474 + 1517 + + + 3 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + Name of the variable. + cfa09705-9351-4d73-83ad-ca37931c200f + name + name + true + 0 + true + bd99b210-2ab8-42bc-acaf-aba13fc6ff82 + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 415 + 1487 + 44 + 20 + + + 438.5 + 1497 + + + + + + + + true + Dimension of the variable. + 7e9cf9d4-c708-43b9-a278-32cd069a8ab7 + dim + dim + true + 0 + true + 0 + 48d01794-d3d8-4aef-990e-127168822244 + + + + + + 415 + 1507 + 44 + 20 + + + 438.5 + 1517 + + + + + + + + true + Domain of the variable as an interval. + 6196065d-0a22-4168-a392-433d333eebc1 + domain + domain + true + 0 + true + 056cfcae-fef4-4f17-b921-71ad6b30a2d5 + 1 + 589748aa-e558-4dd9-976f-78e3ab91fc77 + + + + + + 415 + 1527 + 44 + 20 + + + 438.5 + 1537 + + + + + + + + Data object. + 1612bf90-2206-494d-a9ff-e46ea5afe3b6 + dataobject + dataobject + false + 0 + + + + + + 489 + 1487 + 62 + 60 + + + 520 + 1517 + + + + + + + - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + DataReal - - A panel for custom notes and text values - 75bdf141-4c3f-4ef6-a311-46e0e5eacc7a - Panel - - false - 0 - 1c256cb1-6ebc-46d1-b2ab-5c5420cd0ad0 - 1 - Double click to edit panel content… + + """Defines a real-valued variable.""" +# flake8: noqa +from aixd_ara.wrappers import WrapperShallowDataObject + +if not dim or dim < 1: + dim = 1 + +if domain: + domain = (float(domain.Min), float(domain.Max)) +else: + domain = None + + +dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} + + +dataobject = WrapperShallowDataObject(dobj) + + Defines a real-valued variable. + true + true + + 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 + + false + 1ccb48d9-b0f6-464f-88dc-375337539a84 + false + true + DataReal + DataReal - + - 696 - 5435 - 261 - 84 + 413 + 1557 + 140 + 64 - 0 - 0 - 0 - 696.7094 - 5435.862 + 474 + 1589 - - - - 0;255;255;255 - - false - false - true - false - false - true + + + 3 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + true + Name of the variable. + a59b3ba4-7782-4def-a76c-64c920124fcb + name + name + true + 0 + true + 7865c3e6-7a63-4dd3-b7e3-3e35f7409da2 + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 415 + 1559 + 44 + 20 + + + 438.5 + 1569 + + + + + + + + true + Dimension of the variable. + 4e4c9822-9a46-4603-9c26-516e58953181 + dim + dim + true + 0 + true + 0 + 48d01794-d3d8-4aef-990e-127168822244 + + + + + + 415 + 1579 + 44 + 20 + + + 438.5 + 1589 + + + + + + + + true + Domain of the variable as an interval. + 84804130-0d17-497f-a8d6-f490403e21eb + domain + domain + true + 0 + true + 89cac623-9658-4015-b2fd-44634a03ff05 + 1 + 589748aa-e558-4dd9-976f-78e3ab91fc77 + + + + + + 415 + 1599 + 44 + 20 + + + 438.5 + 1609 + + + + + + + + Data object. + 0db24d61-0072-4646-8dd3-8d5a36c19c29 + dataobject + dataobject + false + 0 + + + + + + 489 + 1559 + 62 + 60 + + + 520 + 1589 + + + + + + - - - c552a431-af5b-46a9-a8a4-0fcbc27ef596 - Group - - - - - 1 - - 64;255;255;255 - - A group of Grasshopper objects - 3985c052-3584-4875-ac98-5195b0b47b7e - cc84fa3a-f767-4dce-af9f-57ff40704393 - d2aca8c7-14b5-4a07-a60b-bb1ef4472ce5 - e0ee4943-e0d2-4616-b1ab-79668458abd4 - 29602d10-4765-417e-aff5-117119c0c4ab - 90c78dfa-04ac-4e88-b73b-b6828351ef06 - 1291ffe0-80e3-42fb-af5e-8cfdc571b717 - f4418ff4-7828-4ee2-9902-ef196fdaa9aa - 75bdf141-4c3f-4ef6-a311-46e0e5eacc7a - 9 - 66785aa7-83b8-4f74-a880-7eb1ce683d4b - Group - - - - - - - - - - - 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe - Scribble + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + DataReal - - false - - 5.842761 - -259.7837 - - - 961.6164 - -259.7837 - - - 961.6164 - -65.03255 - - - 5.842761 - -65.03255 - - A quick note - Georgia - 1e46686e-fdb0-4d1c-b1a3-eb69c13626c1 - false - Scribble - Scribble - 25 - Author: Aleksandra Anna Apolinarska (ETH Zurich, 2024) + + """Defines a real-valued variable.""" +# flake8: noqa +from aixd_ara.wrappers import WrapperShallowDataObject -Adapted from: https://karamba3d.com/examples/shell-cross-section-optimization/ +if not dim or dim < 1: + dim = 1 + +if domain: + domain = (float(domain.Min), float(domain.Max)) +else: + domain = None + + +dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} -Dependencies: -* Karamba3D -* Bitmap+ + +dataobject = WrapperShallowDataObject(dobj) + Defines a real-valued variable. + true + true + + 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 + + false + 6adaa9bd-a390-4743-a56a-c380277e1a54 + false + true + DataReal + DataReal - + - 0.842761 - -264.7837 - 965.7736 - 204.7511 + 413 + 1628 + 140 + 64 - 5.842761 - -259.7837 + 474 + 1660 + + + 3 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + Name of the variable. + 2b16269f-fce5-4fa5-bc32-bd8d4b8af7d3 + name + name + true + 0 + true + 533cf870-b0bf-4768-a82e-525326954817 + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 415 + 1630 + 44 + 20 + + + 438.5 + 1640 + + + + + + + + true + Dimension of the variable. + 9d48a0bb-3771-4d30-84a4-8730245792d6 + dim + dim + true + 0 + true + 0 + 48d01794-d3d8-4aef-990e-127168822244 + + + + + + 415 + 1650 + 44 + 20 + + + 438.5 + 1660 + + + + + + + + true + Domain of the variable as an interval. + 7e3ded82-196d-4931-b9ae-047dbdcc9f52 + domain + domain + true + 0 + true + ab335661-5ec3-49fd-ae16-5fe2a884c083 + 1 + 589748aa-e558-4dd9-976f-78e3ab91fc77 + + + + + + 415 + 1670 + 44 + 20 + + + 438.5 + 1680 + + + + + + + + Data object. + c96c621b-c513-4d66-b143-f9eef08b17a0 + dataobject + dataobject + false + 0 + + + + + + 489 + 1630 + 62 + 60 + + + 520 + 1660 + + + + + + + - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 - DatasetGenerator + DataReal - """Provides instructions on how to generate random samples for the dataset.""" -from aixd_ara.scripts import dataset_generator + """Defines a real-valued variable.""" +# flake8: noqa +from aixd_ara.wrappers import WrapperShallowDataObject -path = dataset_generator.__file__ +if not dim or dim < 1: + dim = 1 -txt = "INSTRUCTIONS\n------------\n" -txt += "How to generate random samples for the dataset.\n\n" -txt += "Locate the 'dataset_generator.py' file in:\n\n" -txt += "{}\n\n".format(path) -txt += "In Rhino, open the Rhino Pythin Editor, open the file and run it.\n" -txt += "(Follow the prompts in the Rhino command line)\n\n" -txt += "Optionally, add a button to a Rhino toolbar to access the dataset generator more easily:\n" +if domain: + domain = (float(domain.Min), float(domain.Max)) +else: + domain = None -txt += "> right-click on a toolbar > New Button... \n" -txt += "> in the pop-up window, in Command section, paste:\n\n" -txt += "'! _-RunPythonScript {}'".format(path) +dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} -instructions = txt + +dataobject = WrapperShallowDataObject(dobj) - Provides instructions on how to generate random samples for the dataset. + Defines a real-valued variable. true true - 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false - 5cb3cc77-211d-4572-be02-e9e92a5e0ff6 + 2034408f-a9ef-4545-b471-f33ac473fbd7 false true - DatasetGenerator - DatasetGen + DataReal + DataReal - 212 - 2326 - 97 - 28 + 413 + 1700 + 140 + 64 - 226 - 2340 + 474 + 1732 - - 0 + + 3 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 1 8ec86459-bf01-4409-baee-174d0d2b13d0 - + + + + true + Name of the variable. + 296b3747-2615-48e1-9c7d-80a827feb95e + name + name + true + 0 + true + 6236dfc7-49cc-4348-a353-17e6eb7b919f + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 415 + 1702 + 44 + 20 + + + 438.5 + 1712 + + + + + + + + true + Dimension of the variable. + e3f3ef31-fdc1-49e2-a035-738b94c8c1fa + dim + dim + true + 0 + true + 0 + 48d01794-d3d8-4aef-990e-127168822244 + + + + + + 415 + 1722 + 44 + 20 + + + 438.5 + 1732 + + + + + + + + true + Domain of the variable as an interval. + 526de46b-d6c4-4427-a6cb-0d9a22a4ea57 + domain + domain + true + 0 + true + 0930c490-71ac-43a2-8946-ec0461eaf3b8 + 1 + 589748aa-e558-4dd9-976f-78e3ab91fc77 + + + + + + 415 + 1742 + 44 + 20 + + + 438.5 + 1752 + + + + + - Information on how to run the `dataset_generator` script. - b17ef12c-dbbb-45ba-b54a-c7a8f7698bdb - instructions - instructions + Data object. + 6561285c-7981-437d-b539-e75e8c87268a + dataobject + dataobject false 0 @@ -8019,14 +7215,14 @@ instructions = txt - 241 - 2328 - 66 - 24 + 489 + 1702 + 62 + 60 - 274 - 2340 + 520 + 1732 @@ -8038,59 +7234,7 @@ instructions = txt - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel - - - - - A panel for custom notes and text values - dc90082c-708f-4e18-8ede-cf0fbab173e8 - Panel - - false - 0 - 0 - displacement - - - - - - 205 - 2065 - 135 - 20 - - 0 - 0 - 0 - - 205.3346 - 2065.417 - - - - - - - 255;255;255;255 - - true - true - true - false - false - true - - - - - - - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 @@ -8121,10 +7265,10 @@ dataobject = WrapperShallowDataObject(dobj) true true - 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false - 68950c91-ad14-4bf4-b485-3dfeb26e3625 + e673c45e-492e-4802-9e56-de3e800c2399 false true DataReal @@ -8134,14 +7278,14 @@ dataobject = WrapperShallowDataObject(dobj) - 386 - 2063 + 413 + 1851 140 64 - 447 - 2095 + 474 + 1883 @@ -8159,13 +7303,13 @@ dataobject = WrapperShallowDataObject(dobj) true Name of the variable. - 26dc2809-8a07-4ead-9d47-0033b2abd480 + 9ae7faac-5c97-4939-9d56-58fd6ff4e963 name name true 0 true - dc90082c-708f-4e18-8ede-cf0fbab173e8 + 7e52a280-3dce-4dce-a4c9-abc0bd442baa 1 37261734-eec7-4f50-b6a8-b8d1f3c4396b @@ -8173,14 +7317,14 @@ dataobject = WrapperShallowDataObject(dobj) - 388 - 2065 + 415 + 1853 44 20 - 411.5 - 2075 + 438.5 + 1863 @@ -8190,7 +7334,7 @@ dataobject = WrapperShallowDataObject(dobj) true Dimension of the variable. - dc9c206a-03d8-4db7-baad-cf669018b479 + a74180f6-868c-404a-8644-b29739fcbd81 dim dim true @@ -8203,14 +7347,14 @@ dataobject = WrapperShallowDataObject(dobj) - 388 - 2085 + 415 + 1873 44 20 - 411.5 - 2095 + 438.5 + 1883 @@ -8220,7 +7364,7 @@ dataobject = WrapperShallowDataObject(dobj) true Domain of the variable as an interval. - 7af4d3fe-82fb-4ba8-b5b1-dcd29eec7953 + 5b66e54e-d4df-4f5a-bce5-d1695579f2a0 domain domain true @@ -8233,14 +7377,14 @@ dataobject = WrapperShallowDataObject(dobj) - 388 - 2105 + 415 + 1893 44 20 - 411.5 - 2115 + 438.5 + 1903 @@ -8249,7 +7393,7 @@ dataobject = WrapperShallowDataObject(dobj) Data object. - b3e8ee7e-0f32-4358-ac21-ace675c0fff3 + 8533bf9f-1d6c-473d-ae10-6f96bd6713b9 dataobject dataobject false @@ -8259,14 +7403,14 @@ dataobject = WrapperShallowDataObject(dobj) - 462 - 2065 + 489 + 1853 62 60 - 493 - 2095 + 520 + 1883 @@ -8278,7 +7422,7 @@ dataobject = WrapperShallowDataObject(dobj) - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 @@ -8309,10 +7453,10 @@ dataobject = WrapperShallowDataObject(dobj) true true - 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false - 4ac77312-90f6-450c-bab9-e10a4aec1028 + cc8e9efe-8600-419c-a73f-016d99e1bd6c false true DataReal @@ -8322,14 +7466,14 @@ dataobject = WrapperShallowDataObject(dobj) - 386 - 1487 + 413 + 1922 140 64 - 447 - 1519 + 474 + 1954 @@ -8347,13 +7491,13 @@ dataobject = WrapperShallowDataObject(dobj) true Name of the variable. - eb043f30-f46c-44f4-a55e-684c629d00e2 + 46116b25-df14-45cb-9d15-04142737736a name name true 0 true - bd99b210-2ab8-42bc-acaf-aba13fc6ff82 + d2c165b6-83de-4874-9071-bde080a2e2f1 1 37261734-eec7-4f50-b6a8-b8d1f3c4396b @@ -8361,14 +7505,14 @@ dataobject = WrapperShallowDataObject(dobj) - 388 - 1489 + 415 + 1924 44 20 - 411.5 - 1499 + 438.5 + 1934 @@ -8378,7 +7522,7 @@ dataobject = WrapperShallowDataObject(dobj) true Dimension of the variable. - 6c095a41-58d6-4035-973d-8e5ba117ac3d + b2c5eaa4-1114-4eba-bc78-87ff3deaa7cc dim dim true @@ -8391,45 +7535,44 @@ dataobject = WrapperShallowDataObject(dobj) - 388 - 1509 + 415 + 1944 44 20 - 411.5 - 1519 + 438.5 + 1954 - + true Domain of the variable as an interval. - 8626d24e-3071-410c-99a7-b2dd946d677b + 43e59e4a-eb19-4322-8b4d-8cba1d2d7474 domain domain true 0 true - 056cfcae-fef4-4f17-b921-71ad6b30a2d5 - 1 + 0 589748aa-e558-4dd9-976f-78e3ab91fc77 - 388 - 1529 + 415 + 1964 44 20 - 411.5 - 1539 + 438.5 + 1974 @@ -8438,7 +7581,7 @@ dataobject = WrapperShallowDataObject(dobj) Data object. - a0ecf73c-034d-4f6d-9e3e-25bfa9514af2 + dd8ed576-383e-4c9b-b7a5-365d0fa29837 dataobject dataobject false @@ -8448,14 +7591,14 @@ dataobject = WrapperShallowDataObject(dobj) - 462 - 1489 + 489 + 1924 62 60 - 493 - 1519 + 520 + 1954 @@ -8467,7 +7610,7 @@ dataobject = WrapperShallowDataObject(dobj) - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 @@ -8498,10 +7641,10 @@ dataobject = WrapperShallowDataObject(dobj) true true - 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false - e2807d8d-ea52-4f2d-aa0e-656c2a80e0f8 + ef5207de-2619-4243-bb15-321d8b285b39 false true DataReal @@ -8511,14 +7654,14 @@ dataobject = WrapperShallowDataObject(dobj) - 386 - 1559 + 413 + 1993 140 64 - 447 - 1591 + 474 + 2025 @@ -8536,13 +7679,13 @@ dataobject = WrapperShallowDataObject(dobj) true Name of the variable. - 78851843-78a0-4c30-b6b7-08b26f75ada7 + 5e5baee4-3f57-486f-b456-071510dfbb05 name name true 0 true - 7865c3e6-7a63-4dd3-b7e3-3e35f7409da2 + a1d6b51f-edb4-4a9a-afa7-2f1ada08ab2c 1 37261734-eec7-4f50-b6a8-b8d1f3c4396b @@ -8550,14 +7693,14 @@ dataobject = WrapperShallowDataObject(dobj) - 388 - 1561 + 415 + 1995 44 20 - 411.5 - 1571 + 438.5 + 2005 @@ -8567,7 +7710,7 @@ dataobject = WrapperShallowDataObject(dobj) true Dimension of the variable. - b630472c-e425-467a-be1c-7d2b53516f21 + ebfacd6e-c64a-43f4-9f82-dd3be7ab3867 dim dim true @@ -8580,45 +7723,44 @@ dataobject = WrapperShallowDataObject(dobj) - 388 - 1581 + 415 + 2015 44 20 - 411.5 - 1591 + 438.5 + 2025 - + true Domain of the variable as an interval. - 91d7f798-1203-4a3c-9699-cfbe12221d88 + e000a53d-de56-42ab-985e-9f5abedf0f15 domain domain true 0 true - 89cac623-9658-4015-b2fd-44634a03ff05 - 1 + 0 589748aa-e558-4dd9-976f-78e3ab91fc77 - 388 - 1601 + 415 + 2035 44 20 - 411.5 - 1611 + 438.5 + 2045 @@ -8627,7 +7769,7 @@ dataobject = WrapperShallowDataObject(dobj) Data object. - 532be387-0ec5-4516-960e-b3a93fe5c0cf + 6c4e3d24-0dd0-495d-9bfc-63182f51e385 dataobject dataobject false @@ -8637,14 +7779,14 @@ dataobject = WrapperShallowDataObject(dobj) - 462 - 1561 + 489 + 1995 62 60 - 493 - 1591 + 520 + 2025 @@ -8656,7 +7798,7 @@ dataobject = WrapperShallowDataObject(dobj) - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 @@ -8687,10 +7829,10 @@ dataobject = WrapperShallowDataObject(dobj) true true - 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false - a6dfaec3-20cb-402b-ad32-ef83973f3d3b + b887db08-18cd-4972-b137-29c279f929bc false true DataReal @@ -8700,14 +7842,14 @@ dataobject = WrapperShallowDataObject(dobj) - 386 - 1631 + 413 + 2064 140 64 - 447 - 1663 + 474 + 2096 @@ -8725,13 +7867,13 @@ dataobject = WrapperShallowDataObject(dobj) true Name of the variable. - 7eeaafac-16f6-421d-8094-759a6c164f4f + 094e41f7-bb2b-4758-b5de-6a25e49dbc85 name name true 0 true - 533cf870-b0bf-4768-a82e-525326954817 + dc90082c-708f-4e18-8ede-cf0fbab173e8 1 37261734-eec7-4f50-b6a8-b8d1f3c4396b @@ -8739,14 +7881,14 @@ dataobject = WrapperShallowDataObject(dobj) - 388 - 1633 + 415 + 2066 44 20 - 411.5 - 1643 + 438.5 + 2076 @@ -8756,7 +7898,7 @@ dataobject = WrapperShallowDataObject(dobj) true Dimension of the variable. - c6c3ccb9-172b-45f0-b9ac-b08e7d26f0cf + acc1b3bf-24e3-45d2-87da-b2823732a1fa dim dim true @@ -8769,45 +7911,44 @@ dataobject = WrapperShallowDataObject(dobj) - 388 - 1653 + 415 + 2086 44 20 - 411.5 - 1663 + 438.5 + 2096 - + true Domain of the variable as an interval. - 739f61f5-cfa7-48fd-8893-7c3a3b7504c7 + 8ec8c19f-96e9-4531-98ae-ebd99047b9aa domain domain true 0 true - ab335661-5ec3-49fd-ae16-5fe2a884c083 - 1 + 0 589748aa-e558-4dd9-976f-78e3ab91fc77 - 388 - 1673 + 415 + 2106 44 20 - 411.5 - 1683 + 438.5 + 2116 @@ -8816,7 +7957,7 @@ dataobject = WrapperShallowDataObject(dobj) Data object. - a1a7e301-e73d-4df3-a7bc-0fae0a1fd65d + 006fcf02-1c27-48b4-bcb4-33e7acb6bab2 dataobject dataobject false @@ -8826,14 +7967,14 @@ dataobject = WrapperShallowDataObject(dobj) - 462 - 1633 + 489 + 2066 62 60 - 493 - 1663 + 520 + 2096 @@ -8845,58 +7986,61 @@ dataobject = WrapperShallowDataObject(dobj) - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 - DataReal + DatasetCreate - """Defines a real-valued variable.""" + """Creates a dataset object. This defines the structure of the dataset. It does not cointain any data.""" # flake8: noqa -from aixd_ara.wrappers import WrapperShallowDataObject +from scriptcontext import sticky as st -if not dim or dim < 1: - dim = 1 +from aixd_ara.gh_ui import create_dataset_object +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id -if domain: - domain = (float(domain.Min), float(domain.Max)) -else: - domain = None +cid = component_id(session_id(), ghenv.Component, "DatasetCreate") -dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} +design_parameters = [x.data for x in design_parameters] +performance_attributes = [x.data for x in performance_attributes] -dataobject = WrapperShallowDataObject(dobj) +if create: + st[cid] = create_dataset_object(session_id(), design_parameters, performance_attributes) + +if cid in st.keys(): + msg = st[cid]["msg"] - Defines a real-valued variable. + Creates a dataset object. This defines the structure of the dataset. It does not cointain any data. true true - 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false - 5b8d47ed-4958-46bb-a9d4-0c37c0be60d3 + 796a1b96-1953-4ce7-8d8c-83222c8df15a false true - DataReal - DataReal + DatasetCreate + DatasetCreate - 386 - 1704 - 140 + 856 + 1773 + 185 64 - 447 - 1736 + 993 + 1805 @@ -8911,61 +8055,64 @@ dataobject = WrapperShallowDataObject(dobj) - + + 1 true - Name of the variable. - 953d76fd-3b99-4584-8b97-2a755da696fe - name - name + Design parameters: list of data objects. + 99cfb7a7-01f4-4ae0-9a23-a8bbe5c26fbe + design_parameters + design_parameters true - 0 + 1 true - 6236dfc7-49cc-4348-a353-17e6eb7b919f + f5bceea6-9113-42d2-b4f5-98fcfcfcf297 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b + 35915213-5534-4277-81b8-1bdc9e7383d2 - 388 - 1706 - 44 + 858 + 1775 + 120 20 - 411.5 - 1716 + 919.5 + 1785 - + + 1 true - Dimension of the variable. - 7390d06b-5b17-402c-b990-ecb173bcc16f - dim - dim + Performance attributes: list of data objects. + 5979dcf0-14ef-43b0-8c0d-7be7fc635fd9 + performance_attributes + performance_attributes true - 0 + 1 true - 0 - 48d01794-d3d8-4aef-990e-127168822244 + 53fd93b8-de87-44a5-82fa-a039970fb6be + 1 + 35915213-5534-4277-81b8-1bdc9e7383d2 - 388 - 1726 - 44 + 858 + 1795 + 120 20 - 411.5 - 1736 + 919.5 + 1805 @@ -8974,29 +8121,29 @@ dataobject = WrapperShallowDataObject(dobj) true - Domain of the variable as an interval. - c621cec0-a0f4-4e8a-a982-c60e6e62a7cb - domain - domain + Set to True to create a dataset object. If a dataset already exists in the project path, nothing will happen. To create a new dataset, change the project path or dataset name or delete the existing dataset. + 133ff66d-a59b-4704-98aa-46fbccf7d5bc + create + create true 0 true - 0930c490-71ac-43a2-8946-ec0461eaf3b8 + 7872d51e-8080-4e80-82ee-1993968cf142 1 - 589748aa-e558-4dd9-976f-78e3ab91fc77 + d60527f5-b5af-4ef6-8970-5f96fe412559 - 388 - 1746 - 44 + 858 + 1815 + 120 20 - 411.5 - 1756 + 919.5 + 1825 @@ -9004,10 +8151,10 @@ dataobject = WrapperShallowDataObject(dobj) - Data object. - 98b2a52d-2d35-4f9d-ad7c-4092d9cc384a - dataobject - dataobject + Message or error. + 255b6373-fd85-4984-b503-79ec198a21a0 + msg + msg false 0 @@ -9015,14 +8162,14 @@ dataobject = WrapperShallowDataObject(dobj) - 462 - 1706 - 62 + 1008 + 1775 + 31 60 - 493 - 1736 + 1023.5 + 1805 @@ -9034,962 +8181,1294 @@ dataobject = WrapperShallowDataObject(dobj) - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel - - - - - A panel for custom notes and text values - bd99b210-2ab8-42bc-acaf-aba13fc6ff82 - Panel - - false - 0 - 0 - ws_ratio1 - - - - - - 205 - 1488 - 136 - 20 - - 0 - 0 - 0 - - 205.2373 - 1488.367 - - - - - - - 255;255;255;255 - - true - true - true - false - false - true - - - - - - - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel - - - - - A panel for custom notes and text values - 602cd12b-6f8c-4567-8371-d1146d342813 - Panel - / - false - 0 - 0 - 0.05 to 0.25 - - - - - - 205 - 1513 - 73 - 41 - - 0 - 0 - 0 - - 205.0332 - 1513.974 - - - - - - - 255;255;255;255 - - true - false - true - false - false - true - - - - - - - - - 15b7afe5-d0d0-43e1-b894-34fcfe3be384 - Domain - - - - - Contains a collection of numeric domains - 056cfcae-fef4-4f17-b921-71ad6b30a2d5 - Domain - Domain - false - 602cd12b-6f8c-4567-8371-d1146d342813 - 1 - - - - - - 290 - 1522 - 50 - 24 - - - 315.4684 - 1534.525 - - - - - - - - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + DataObjectsNames - - A panel for custom notes and text values - 7865c3e6-7a63-4dd3-b7e3-3e35f7409da2 - Panel - - false - 0 - 0 - ws_ratio2 + + """Generates panels with list of names of data objects for all existing data blocks.""" +# flake8: noqa + +# this code has been inspired by a forum post by "chanley" (2018.11.02) +# https://discourse.mcneel.com/t/can-i-instantiate-specific-component-on-the-canvas-with-a-script-python/74204/8 + +import Grasshopper +import System.Drawing as sd + +from aixd_ara.gh_ui import get_dataobject_names_from_block +from aixd_ara.gh_ui_helper import session_id + +comp = ghenv.Component +ghdoc = comp.OnPingDocument() + + +def make_Panel(NickName, UserText, Pivot, Bounds): + try: + Panel = Grasshopper.Kernel.Special.GH_Panel() + Panel.NickName = NickName + Panel.UserText = UserText + Panel.Properties.Colour = sd.Color.White + # Panel.Properties.Font = sd.Font("Trebuchet MS", 10) + Panel.Properties.Multiline = False + Panel.Properties.DrawIndices = False + Panel.Properties.DrawPaths = False + ghdoc.AddObject(Panel, False, ghdoc.ObjectCount + 1) + Panel.Attributes.Pivot = Pivot + Panel.Attributes.Bounds = Bounds + except Exception(ex): + ghenv.Component.AddRuntimeMessage(Grasshopper.Kernel.GH_RuntimeMessageLevel.Warning, str(ex)) + + +x = ghenv.Component.Attributes.DocObject.Attributes.Bounds.Right +y = ghenv.Component.Attributes.DocObject.Attributes.Bounds.Top + +w = 150 +h = 150 +gap = 50 + +errors = "" + +datablocks = ["design_parameters", "performance_attributes", "inputML", "outputML"] # all datablock names + +if get_names: + + for i, datablock_nickname in enumerate(datablocks): + panel_title = datablock_nickname + response = get_dataobject_names_from_block(session_id(), datablock_nickname) + text_items = response["names"] + if text_items: + text_str = "\n".join(text_items) + pt = sd.PointF(x + gap + i * gap, y + i * gap) + rect = sd.RectangleF(0, 0, w, h) + make_Panel(panel_title, text_str, pt, rect) + else: + errors += response["msg"] + "\n" + +if errors: + ghenv.Component.AddRuntimeMessage(Grasshopper.Kernel.GH_RuntimeMessageLevel.Warning, str(errors)) + + Generates panels with list of names of data objects for all existing data blocks. + true + true + + 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 + + false + caf8f4dd-eb87-4279-810b-0f5a20eb2363 + false + true + DataObjectsNames + DataObjectsNames - + - 204 - 1559 - 136 - 20 + 1567 + 1793 + 90 + 28 - 0 - 0 - 0 - 204.3196 - 1559.553 + 1643 + 1807 - - - - 255;255;255;255 - - true - true - true - false - false - true + + + 1 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 0 + + + + true + Set to True to run. + 76ddc26e-3652-4f6c-a9ee-54ff5bbc421f + get_names + get_names + true + 0 + true + 889ac686-c034-44c8-ab03-0f408479de33 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 1569 + 1795 + 59 + 24 + + + 1600 + 1807 + + + + + + - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + DatasetGenerator - - A panel for custom notes and text values - 3b4aaacd-f7ee-43b6-a9b5-416b4f8de946 - Panel - * - false - 0 - 0 - 1 to 5 + + """Provides instructions on how to generate random samples for the dataset.""" +from aixd_ara.scripts import dataset_generator + +path = dataset_generator.__file__ + +txt = "INSTRUCTIONS\n------------\n" +txt += "How to generate random samples for a dataset, by harnessing the parametric model defined in this Grasshopper file?\n\n" +txt += "Prepare the inputs and outputs to/from your parametric model as shown in the online documentation>tutorial at https://gramaziokohler.github.io/aixd_ara/latest/tutorial.html\n\n" +txt += "Close all other Grasshopper files in this Rhino app.\n\n" +txt += "Locate the 'dataset_generator.py' file in:\n\n" +txt += "{}\n\n".format(path) +txt += "In Rhino, open the Rhino Python Editor, open 'dataset_generator.py' and run it.\n" +txt += "(Follow the prompts in the Rhino command line)\n\n" + +txt += "\n------------\n\n" +txt += "Optionally, add a button to a Rhino toolbar to access the dataset generator more easily:\n" +txt += "> right-click on a toolbar > New Button... \n" +txt += "> in the pop-up window, in Command section, paste:\n\n" +txt += "'! _-RunPythonScript {}'".format(path) + +instructions = txt + + Provides instructions on how to generate random samples for the dataset. + true + true + + 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+ + false + 5457791e-5a6d-417f-94f2-4eecc45dd16a + false + true + DatasetGenerator + DatasetGenerator - + - 204 - 1584 - 73 - 41 + 210 + 2327 + 97 + 28 - 0 - 0 - 0 - 204.1154 - 1584.875 - - - - - - - 255;255;255;255 + 224 + 2341 - true - false - true - false - false - true - - - - - - - 15b7afe5-d0d0-43e1-b894-34fcfe3be384 - Domain - - - - - Contains a collection of numeric domains - 89cac623-9658-4015-b2fd-44634a03ff05 - Domain - Domain - false - 3b4aaacd-f7ee-43b6-a9b5-416b4f8de946 - 1 - - - - - - 290 - 1592 - 50 - 24 - - - 315.5507 - 1604.711 - + + + 0 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + Information on how to run the `dataset_generator` script. + 5be99b92-23e8-4bd3-90de-86f6ac904388 + instructions + instructions + false + 0 + + + + + + 239 + 2329 + 66 + 24 + + + 272 + 2341 + + + + + + - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + DatasetLoad - - A panel for custom notes and text values - 533cf870-b0bf-4768-a82e-525326954817 - Panel - - false - 0 - 0 - hs_ratio1 + + """Loads an existing dataset from the file system, from the location specified in the project setup. It loads the dataset object and the data into the app.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import load_dataset +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "DatasetLoad") + +if load: + st[cid] = load_dataset(session_id()) + +if cid in st.keys(): + msg = st[cid]["msg"] + + Loads an existing dataset from the file system, from the location specified in the project setup. It loads the dataset object and the data into the app. + true + true + + 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 + + false + e53d6b03-4e26-4ef8-a01b-11614cc89ab3 + false + true + DatasetLoad + DatasetLoad - + - 204 - 1630 - 136 - 20 + 392 + 2635 + 93 + 28 - 0 - 0 - 0 - 204.4018 - 1630.418 + 437 + 2649 - - - - 255;255;255;255 - - true - true - true - false - false - true + + + 1 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + true + Set to True to load the dataset. + e9bebea7-6f43-4de5-adac-7009a4d3dd7d + load + load + true + 0 + true + 6eff6204-f441-497f-a828-84d8209761ad + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 394 + 2637 + 28 + 24 + + + 409.5 + 2649 + + + + + + + + msg + f50df597-afe2-4705-a3ce-c68ca5d61469 + msg + msg + false + 0 + + + + + + 452 + 2637 + 31 + 24 + + + 467.5 + 2649 + + + + + + - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + DatasetSummary - - A panel for custom notes and text values - eee313ff-7006-4f8d-baff-4e261b113719 - Panel - / - false - 0 - 0 - 0.05 to 0.25 + + """Provides a summary of the dataset.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import dataset_summary +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "DatasetSummary") + +if get: + st[cid] = dataset_summary(session_id()) + +if cid in st.keys(): + if st[cid]["msg"]: + summary = st[cid]["msg"] # error + else: + summary = st[cid]["summary"] + + Provides a summary of the dataset. + true + true + + 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 + + false + 0b90d4a8-75bf-47a0-9fe2-f6af9a5d6a9c + false + true + DatasetSummary + DatasetSummary - + - 203 - 1655 - 73 - 41 + 393 + 2730 + 112 + 28 - 0 - 0 - 0 - 203.1976 - 1655.455 + 433 + 2744 - - - - 255;255;255;255 - - true - false - true - false - false - true + + + 1 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + true + Set to True to get the summary of the dataset. + c62870be-2378-4451-9aae-2d619c8f9c8c + get + get + true + 0 + true + 13000484-6920-4683-8816-84eb0696089f + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 395 + 2732 + 23 + 24 + + + 408 + 2744 + + + + + + + + Summary of the dataset. + 30a53ce2-2bde-4dfd-bc4c-8c1255b75d50 + summary + summary + false + 0 + + + + + + 448 + 2732 + 55 + 24 + + + 475.5 + 2744 + + + + + + - - - 15b7afe5-d0d0-43e1-b894-34fcfe3be384 - Domain + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + DatasetOneSample - - Contains a collection of numeric domains - ab335661-5ec3-49fd-ae16-5fe2a884c083 - Domain - Domain - false - eee313ff-7006-4f8d-baff-4e261b113719 - 1 + + """Retrieves one sample from the dataset (at a given or random index) and instantiates it in the parametric model.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import get_one_sample +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import instantiate_sample, sample_summary +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "GetOneSample") + + +if not item: + item = -1 + +if get: + st[cid] = get_one_sample(session_id(), item) + +ghdoc = ghenv.Component.OnPingDocument() + + +if cid in st.keys(): + sample = st[cid] + instantiate_sample(ghdoc, sample) + + sample_summary = sample_summary(sample) + + Retrieves one sample from the dataset (at a given or random index) and instantiates it in the parametric model. + true + true + + 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 + + false + 39f8de6b-1819-4500-aa75-3de155fce177 + false + true + DatasetOneSample + DatasetOneSample - + - 290 - 1663 - 50 - 24 + 383 + 2879 + 157 + 44 - 315.633 - 1675.576 + 429 + 2901 - - - - - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel - - - - - A panel for custom notes and text values - 6236dfc7-49cc-4348-a353-17e6eb7b919f - Panel - - false - 0 - 0 - hs_ratio2 - - - + - - 205 - 1701 - 136 - 20 - - 0 - 0 - 0 - - 205.0895 - 1701.949 - - - - - - - 255;255;255;255 - - true - true - true - false - false - true + 2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + true + Index of the sample in the dataset, optional. If not provided, a random index will be selected. + f8d103e2-ed9a-4c21-b389-d8b51c65dca3 + item + item + true + 0 + true + 0 + 48d01794-d3d8-4aef-990e-127168822244 + + + + + + 385 + 2881 + 29 + 20 + + + 401 + 2891 + + + + + + + + true + Set to True to retrieve a sample. + 8f59b1c1-82a0-49a6-932a-26a01fcd11fa + get + get + true + 0 + true + 8b7e34b1-8181-45e4-a6c6-25358de4477a + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 385 + 2901 + 29 + 20 + + + 401 + 2911 + + + + + + + + Summary of the retrieved sample. + 2e6e0458-1da8-4ef0-a8f5-2339725b2d1e + sample_summary + sample_summary + false + 0 + + + + + + 444 + 2881 + 94 + 40 + + + 491 + 2901 + + + + + + - + - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group - - A panel for custom notes and text values - d671fbf8-2b95-44e2-a99c-35324cb2d7d4 - Panel - * - false - 0 - 0 - 1 to 5 + + 1 + + 64;255;255;255 + + A group of Grasshopper objects + 9fccdccf-b149-4224-a714-bf7b898d8bdd + 7872d51e-8080-4e80-82ee-1993968cf142 + d629f664-0361-4931-b248-b284d9768f82 + 0060781a-9082-4c0b-8fa0-b9ba5577586c + d2c165b6-83de-4874-9071-bde080a2e2f1 + afd136fb-098f-4990-a762-c1ec00d051da + 84334e10-4598-4209-ad4f-0cd9a06b956c + 48937ff2-9190-4163-8702-92e267d16733 + 6eff6204-f441-497f-a828-84d8209761ad + 13000484-6920-4683-8816-84eb0696089f + e307a2fe-3496-4f1d-8a4c-ef5f7325ff81 + 8b7e34b1-8181-45e4-a6c6-25358de4477a + 525da07c-012e-4e0e-9e58-ff2ec60df485 + 7e52a280-3dce-4dce-a4c9-abc0bd442baa + a1d6b51f-edb4-4a9a-afa7-2f1ada08ab2c + b0b93b9f-f053-4753-bb45-b0a72e18ef0b + 86b96f10-ee3c-48e8-88de-9ce584257686 + 52cb7145-7832-4952-a922-eb6cc3c2682a + 24123790-8509-4b95-b5d7-a2a3b2b312c2 + 027493c8-86d0-4d16-aa08-dcf21187b4ce + 77dd7101-66be-4c4c-afda-56875754ee35 + e84f4201-41df-453d-9a6a-12f9623de752 + dc90082c-708f-4e18-8ede-cf0fbab173e8 + bd99b210-2ab8-42bc-acaf-aba13fc6ff82 + 602cd12b-6f8c-4567-8371-d1146d342813 + 056cfcae-fef4-4f17-b921-71ad6b30a2d5 + 7865c3e6-7a63-4dd3-b7e3-3e35f7409da2 + 3b4aaacd-f7ee-43b6-a9b5-416b4f8de946 + 89cac623-9658-4015-b2fd-44634a03ff05 + 533cf870-b0bf-4768-a82e-525326954817 + eee313ff-7006-4f8d-baff-4e261b113719 + ab335661-5ec3-49fd-ae16-5fe2a884c083 + 6236dfc7-49cc-4348-a353-17e6eb7b919f + d671fbf8-2b95-44e2-a99c-35324cb2d7d4 + 0930c490-71ac-43a2-8946-ec0461eaf3b8 + 3b75381b-bbe1-4544-a347-8dae0e6e51c5 + 46a54627-5f18-4514-9344-9b550817bfd9 + d91a98d0-1fc8-4ca0-b955-e747df6b16ed + 1ccb48d9-b0f6-464f-88dc-375337539a84 + 6adaa9bd-a390-4743-a56a-c380277e1a54 + 2034408f-a9ef-4545-b471-f33ac473fbd7 + e673c45e-492e-4802-9e56-de3e800c2399 + cc8e9efe-8600-419c-a73f-016d99e1bd6c + ef5207de-2619-4243-bb15-321d8b285b39 + b887db08-18cd-4972-b137-29c279f929bc + 796a1b96-1953-4ce7-8d8c-83222c8df15a + 5457791e-5a6d-417f-94f2-4eecc45dd16a + e53d6b03-4e26-4ef8-a01b-11614cc89ab3 + 0b90d4a8-75bf-47a0-9fe2-f6af9a5d6a9c + 39f8de6b-1819-4500-aa75-3de155fce177 + 50 + 1b007e3e-3926-4b86-bd85-6d3086c88dcd + Group + - - - - - 203 - 1726 - 73 - 41 - - 0 - 0 - 0 - - 203.8854 - 1726.589 - - - - - - - 255;255;255;255 - - true - false - true - false - false - true - - + + - - - 15b7afe5-d0d0-43e1-b894-34fcfe3be384 - Domain + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + PlotContours - - Contains a collection of numeric domains - 0930c490-71ac-43a2-8946-ec0461eaf3b8 - Domain - Domain - false - d671fbf8-2b95-44e2-a99c-35324cb2d7d4 - 1 + + """Plots the distribution contours for each pair of variables from the data in the dataset.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import plot_contours +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import convert_str_to_bitmap +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "PlotContours") + + +if plot: + st[cid] = plot_contours(session_id(), variables, "interactive") # will launch the plotly fig in browser + +if cid in st.keys(): + print st[cid] + Plots the distribution contours for each pair of variables from the data in the dataset. + true + true + + 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 + + false + 3a9f4ec8-b5ec-4a49-8253-b2d08b38cc06 + false + true + PlotContours + PlotContours - + - 290 - 1734 - 50 - 24 + 603 + 3284 + 80 + 44 - 315.3208 - 1746.996 + 669 + 3306 + + + 2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 0 + + + + + 1 + true + List of names of the variables to be plotted. + b32369d9-586b-4a20-9c57-91f3b5a4d0e0 + variables + variables + true + 1 + true + 832f54ee-0da5-4589-bd0c-c4381766bc37 + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 605 + 3286 + 49 + 20 + + + 631 + 3296 + + + + + + + + true + Set to True to (re-)create the plot. + 969f2ab8-a04e-42da-8ff2-939aa9ab97aa + plot + plot + true + 0 + true + 628481a1-846e-451c-81aa-5795b5255c01 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 605 + 3306 + 49 + 20 + + + 631 + 3316 + + + + + + + - - - 3cadddef-1e2b-4c09-9390-0e8f78f7609f - Merge + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + PlotContoursRequest - - Merge a bunch of data streams - 3b75381b-bbe1-4544-a347-8dae0e6e51c5 - Merge - Merge + + """Plots the requested and predicted values against the distribution contours for each pair of the corresponding variables.""" +# flake8: noqa +from scriptcontext import sticky as st +from aixd_ara.gh_ui import plot_contours_request +from aixd_ara.gh_ui import get_dataobject_types +from aixd_ara.gh_ui_helper import session_id +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import convert_str_to_bitmap +from aixd_ara.gh_ui_helper import reformat_request + + +cid = component_id(session_id, ghenv.Component, "create_dataset_object") + +n_samples = 3 + +if plot: + variable_types = get_dataobject_types(session_id())["dataobject_types"] + request_dict = reformat_request(request, variable_types) + print request_dict + st[cid] = plot_contours_request(session_id(), request_dict, n_samples, "interactive") # will launch the plotly fig in browser + +if cid in st.keys(): + print st[cid] + Plots the requested and predicted values against the distribution contours for each pair of the corresponding variables. + true + true + + 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 + + false + 6d9595da-f8ab-40b7-98b6-753efd003ade + false + true + PlotContoursRequest + PlotContoursRequest - 638 - 1539 - 88 - 104 + 603 + 3332 + 74 + 44 - 692 - 1591 + 663 + 3354 - - 5 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + 2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 0 - + - - 2 - Data stream 1 - ba0526a2-e3c6-41a0-b710-20e7c96f19fe - 1 - false - Data 1 - D1 + + 1 + true + List of requested values, each formatted as a string with the following format: 'variable_name:value'. + 4a9ece8f-cc49-4ea5-8f01-c2430ec475c1 + request + request true - 4c9ba9eb-0243-428b-8ba8-d5e677405724 + 1 + true + c6b0c962-cdf8-49b0-ac20-bbdb0c163879 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b - 640 - 1541 - 37 + 605 + 3334 + 43 20 - 668 - 1551 + 628 + 3344 - - 2 - Data stream 2 - a4d4f6b9-61df-4350-bb36-050a4b0842ca - 1 - false - Data 2 - D2 + + true + Set to True to (re-)create the plot. + 7b4b08bd-a3ec-42c8-a8d1-fce89c684548 + plot + plot true - a0ecf73c-034d-4f6d-9e3e-25bfa9514af2 + 0 + true + 09d0c42c-490b-4b4e-add0-f160c08a055b 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 - 640 - 1561 - 37 + 605 + 3354 + 43 20 - 668 - 1571 + 628 + 3364 - - - 2 - Data stream 3 - d93991c3-af21-42d3-aaee-a30de056e36e - 1 - false - Data 3 - D3 + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + PlotCorrelations + + + + + """Plots correlation matrix for the given variables from the data in the dataset.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import plot_correlations +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import convert_str_to_bitmap +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "PlotCorrelations") + + +if plot: + st[cid] = plot_correlations(session_id(), variables, "interactive") # will launch the plotly fig in browser + +if cid in st.keys(): + print(st[cid]) + Plots correlation matrix for the given variables from the data in the dataset. + true + true + + 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 + + false + a3f1029a-dd80-421f-9d1e-566818d71656 + false + true + PlotCorrelations + PlotCorrelations + + + + + + 603 + 3188 + 80 + 44 + + + 669 + 3210 + + + + + + 2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 0 + + + + + 1 + true + List of names of the variables to be plotted. + 2f7ea42e-146f-495f-bb86-5145183d1f08 + variables + variables true - 532be387-0ec5-4516-960e-b3a93fe5c0cf + 1 + true + 832f54ee-0da5-4589-bd0c-c4381766bc37 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b - 640 - 1581 - 37 + 605 + 3190 + 49 20 - 668 - 1591 + 631 + 3200 - - - 2 - Data stream 4 - 801c28be-1265-494a-8bdd-76deb8918107 - 1 - false - Data 4 - D4 + + + true + Set to True to (re-)create the plot. + 9c52057e-e5c4-49f1-aff3-44ac615b6b48 + plot + plot true - a1a7e301-e73d-4df3-a7bc-0fae0a1fd65d + 0 + true + c471569e-44b4-4f88-af33-c86669001799 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 - 640 - 1601 - 37 + 605 + 3210 + 49 20 - 668 - 1611 + 631 + 3220 - - - 2 - Data stream 5 - 710b8c0f-d23a-4438-be24-0f4858b8b4b4 - 1 - false - Data 5 - D5 + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + PlotDistribution + + + + + """Plots the distribution of the given variables from the data in the dataset.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import plot_distrib_attributes +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import convert_str_to_bitmap +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "PlotDistributions") + + +if plot: + st[cid] = plot_distrib_attributes(session_id(), variables, "interactive") # will launch the plotly fig in browser + +if cid in st.keys(): + print(st[cid]) + Plots the distribution of the given variables from the data in the dataset. + true + true + + 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 + + false + 3f161f0f-6f0a-4327-851a-5e7d49b195d1 + false + true + PlotDistribution + PlotDistribution + + + + + + 603 + 3236 + 80 + 44 + + + 669 + 3258 + + + + + + 2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 0 + + + + + 1 + true + List of names of the variables to be plotted. + 26fd6314-09d5-4122-ad85-f34d33ab0a77 + variables + variables true - 98b2a52d-2d35-4f9d-ad7c-4092d9cc384a + 1 + true + 832f54ee-0da5-4589-bd0c-c4381766bc37 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b - 640 - 1621 - 37 + 605 + 3238 + 49 20 - 668 - 1631 + 631 + 3248 - - - 2 - Result of merge - f5bceea6-9113-42d2-b4f5-98fcfcfcf297 - Result - R - false - 0 + + + true + Set to True to (re-)create the plot. + fe9e8c8f-32c8-4527-b38a-326ca3f7939d + plot + plot + true + 0 + true + 58f86ada-88c3-4d66-9dab-ac7a20539843 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 - 707 - 1541 - 17 - 100 + 605 + 3258 + 49 + 20 - 715.5 - 1591 - - - - - - - - - - - - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel - - - - - A panel for custom notes and text values - 3e8f4b3b-7c23-4bb7-b1c1-af01c87b6839 - Panel - features - false - 0 - 0 - ws_ratio1 -ws_ratio2 -hs_ratio1 -hs_ratio2 - - - - - - 293 - 4130 - 94 - 90 - - 0 - 0 - 0 - - 293.4618 - 4130.494 - - - - - - - 255;255;255;255 - - false - false - false - false - false - true - - - - - - - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel - - - - - A panel for custom notes and text values - 969771ad-0acf-40e3-8db3-bcbbc557da88 - Panel - targets - false - 0 - 0 - span -area -displacement -mass - - - - - - 294 - 4225 - 94 - 85 - - 0 - 0 - 0 - - 294.7591 - 4225.463 - - - - - - - 255;255;255;255 - - false - false - false - false - false - true - + 631 + 3268 + + + + + + - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group - + 1 64;255;255;255 A group of Grasshopper objects - 9fccdccf-b149-4224-a714-bf7b898d8bdd - 7872d51e-8080-4e80-82ee-1993968cf142 - d629f664-0361-4931-b248-b284d9768f82 - 0060781a-9082-4c0b-8fa0-b9ba5577586c - d2c165b6-83de-4874-9071-bde080a2e2f1 - afd136fb-098f-4990-a762-c1ec00d051da - 84334e10-4598-4209-ad4f-0cd9a06b956c - 48937ff2-9190-4163-8702-92e267d16733 - 6eff6204-f441-497f-a828-84d8209761ad - 13000484-6920-4683-8816-84eb0696089f - e307a2fe-3496-4f1d-8a4c-ef5f7325ff81 - 8b7e34b1-8181-45e4-a6c6-25358de4477a - 525da07c-012e-4e0e-9e58-ff2ec60df485 - 7e52a280-3dce-4dce-a4c9-abc0bd442baa - a1d6b51f-edb4-4a9a-afa7-2f1ada08ab2c - 889ac686-c034-44c8-ab03-0f408479de33 - 194b1b7d-6be5-451c-94b2-b14ac6954e5f - a3222fd4-30be-4f72-ad01-6936a97c8abd - 8a905dbf-690f-46ca-8874-d063c1333731 - a2f9c1bf-effb-4416-8031-616625f3c80a - 70953d3a-e63f-4977-a21c-52e375213999 - 8e7439fe-6af7-4c09-897c-c12c7a49a656 - beff0716-4fa2-4a2a-a37e-287a07e16d28 - e4bec93e-4166-4dd2-964f-75611ad71171 - f9c2db30-ede5-45e4-9990-6da86e3f780b - b0b93b9f-f053-4753-bb45-b0a72e18ef0b - 86b96f10-ee3c-48e8-88de-9ce584257686 - 52cb7145-7832-4952-a922-eb6cc3c2682a - 24123790-8509-4b95-b5d7-a2a3b2b312c2 - 027493c8-86d0-4d16-aa08-dcf21187b4ce - 77dd7101-66be-4c4c-afda-56875754ee35 - e84f4201-41df-453d-9a6a-12f9623de752 - 5cb3cc77-211d-4572-be02-e9e92a5e0ff6 - dc90082c-708f-4e18-8ede-cf0fbab173e8 - 68950c91-ad14-4bf4-b485-3dfeb26e3625 - 4ac77312-90f6-450c-bab9-e10a4aec1028 - e2807d8d-ea52-4f2d-aa0e-656c2a80e0f8 - a6dfaec3-20cb-402b-ad32-ef83973f3d3b - 5b8d47ed-4958-46bb-a9d4-0c37c0be60d3 - bd99b210-2ab8-42bc-acaf-aba13fc6ff82 - 602cd12b-6f8c-4567-8371-d1146d342813 - 056cfcae-fef4-4f17-b921-71ad6b30a2d5 - 7865c3e6-7a63-4dd3-b7e3-3e35f7409da2 - 3b4aaacd-f7ee-43b6-a9b5-416b4f8de946 - 89cac623-9658-4015-b2fd-44634a03ff05 - 533cf870-b0bf-4768-a82e-525326954817 - eee313ff-7006-4f8d-baff-4e261b113719 - ab335661-5ec3-49fd-ae16-5fe2a884c083 - 6236dfc7-49cc-4348-a353-17e6eb7b919f - d671fbf8-2b95-44e2-a99c-35324cb2d7d4 - 0930c490-71ac-43a2-8946-ec0461eaf3b8 - 3b75381b-bbe1-4544-a347-8dae0e6e51c5 - 52 - 6104eb07-b089-4b99-8f7b-5d1b76cd43f5 + 58f86ada-88c3-4d66-9dab-ac7a20539843 + 628481a1-846e-451c-81aa-5795b5255c01 + c471569e-44b4-4f88-af33-c86669001799 + d4b10d12-fbe3-4fc3-98d4-923a0da112fb + 832f54ee-0da5-4589-bd0c-c4381766bc37 + 6a181d6d-acc5-4e1a-bd65-468bdecd280d + 09d0c42c-490b-4b4e-add0-f160c08a055b + c6b0c962-cdf8-49b0-ac20-bbdb0c163879 + 3a9f4ec8-b5ec-4a49-8253-b2d08b38cc06 + 6d9595da-f8ab-40b7-98b6-753efd003ade + a3f1029a-dd80-421f-9d1e-566818d71656 + 3f161f0f-6f0a-4327-851a-5e7d49b195d1 + 12 + b63e62e0-9e8f-4549-90d9-46976f91fd1c Group @@ -9999,343 +9478,370 @@ mass - - - 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 - Number - - - - - Contains a collection of floating point numbers - 1 - 635704d6-2bb7-46c3-9801-49a90d74760e - Number - PA_mass - false - c78683be-da26-487d-ab21-fc7f621b7896 - 1 - - - - - - 630 - 389 - 55 - 20 - - - 657.9084 - 399.4615 - - - - - - - - - - 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 - Number - - - - - Contains a collection of floating point numbers - 1 - af7dbd3b-8348-4be0-a3f2-ca804ff629d8 - Number - PA_displacement - false - 4351891b-1bd4-424e-bf2a-662210896642 - 1 - - - - - - 630 - 411 - 95 - 20 - - - 677.7164 - 421.6646 - - - - - - - - - - 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 - Number + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + ModelSetup - - Contains a collection of floating point numbers - 1 - da620bc2-f7e3-424a-ba1e-50ad29e4df00 - Number - DP_span - false - 0 + + """Sets up an autoencoder model of the specified type with the given parameters.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import model_setup +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "ModelSetup") + +settings = { + "model_type": model_type, + "inputML": features, + "outputML": targets, + "latent_dim": latent_dim, + "hidden_layers": hidden_layers, + "batch_size": batch_size, +} + + +# TODO: make default settings a bit more smart +default_settings = { + "model_type": "CAE", + "inputML": "design_parameters", + "outputML": "performance_attributes", + "latent_dim": 8, + "hidden_layers": [512, 256, 128, 64], + "batch_size": 16, +} + +for k in default_settings.keys(): + if (k not in settings) or (k in settings and settings[k] == None) or (k in settings and settings[k] == []): + settings[k] = default_settings[k] + print(k, default_settings[k]) + + +if set: + st[cid] = model_setup(session_id(), settings) + + +if cid in st.keys(): + quick_summary = st[cid]["quick_summary"]["summary"] + model_dims = st[cid]["model_dims"]["summary"] + ghenv.Component.Message = st[cid]["msg"] + + Sets up an autoencoder model of the specified type with the given parameters. + true + true + + 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+ + false + 764e6ca2-d611-4f16-8f65-ac0adeb9f9c4 + false + true + ModelSetup + ModelSetup - 209 - 319 - 54 - 20 + 429 + 3669 + 192 + 144 - 236.2407 - 329.3809 + 519 + 3741 - - - 1 + + + 7 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 2 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 8ec86459-bf01-4409-baee-174d0d2b13d0 - - - - 1 - {0} + + + + true + Type of the autoencoder model. Options are: 'CAE' (conditional Autoencoder) and 'CVAE' (conditional Variational Autoencoder). Default: 'CAE'. + 0ed0c61e-ef03-45e4-b2e6-0714fa3ebebe + model_type + model_type + true + 0 + true + 0 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 431 + 3671 + 73 + 20 + + + 469 + 3681 + + + + + + + + 1 + true + List of variable names to be used as input to the model. + 7f7ae66e-7646-411c-8384-45b8fda84bae + features + features + true + 1 + true + 15179148-4762-485b-9fea-dd3ac12567c5 + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 431 + 3691 + 73 + 20 + + + 469 + 3701 + + + + + + + + 1 + true + List of variable names to be used as output from the model. + ddd496ba-7f41-4b27-b2de-cc887c8b0067 + targets + targets + true + 1 + true + 0d8e4e02-3826-404e-9572-b8e6eb096bbe + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - 67.9573974609375 + + + + 431 + 3711 + 73 + 20 + + + 469 + 3721 + - - - - - - - - - 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 - Number - - - - - Contains a collection of floating point numbers - 1 - ed937cfe-0d22-4793-8b72-e0af0e4d7d6e - Number - DP_ws_ratio1 - false - 0 - - - - - - 209 - 342 - 77 - 20 - - - 247.6373 - 352.7276 - - - - - - 1 - - - - - 1 - {0} + + + true + Dimension of the latent space. + 64c30277-d488-4e52-a68b-554f689c3d97 + latent_dim + latent_dim + true + 0 + true + 0e2b64c5-a9bf-4f18-a43b-f0b2d92011cd + 1 + 48d01794-d3d8-4aef-990e-127168822244 - - - 0.087988361716270447 + + + + 431 + 3731 + 73 + 20 + + + 469 + 3741 + - - - - - - - - - 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 - Number - - - - - Contains a collection of floating point numbers - 1 - 98fccd17-2484-4734-9f43-070efeca9aaf - Number - DP_ws_ratio2 - false - 0 - - - - - - 209 - 366 - 77 - 20 - - - 248.4513 - 376.9006 - - - - - - 1 - - - - - 1 - {0} + + + 1 + true + Width of each hidden layer (list of int). + c3aa5050-479c-4788-8cfa-fe6a3377cef9 + hidden_layers + hidden_layers + true + 1 + true + 267ec3ce-4a7c-42c2-b83a-d640aa3a823a + 1 + 48d01794-d3d8-4aef-990e-127168822244 - - - 1.469019889831543 + + + + 431 + 3751 + 73 + 20 + + + 469 + 3761 + - - - - - - - - - 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 - Number - - - - - Contains a collection of floating point numbers - 1 - 82b06003-613f-453e-a0b0-cd1a3c20aaea - Number - DP_hs_ratio1 - false - 0 - - - - - - 209 - 389 - 75 - 20 - - - 246.9093 - 399.6626 - - - - - - 1 - - - - - 1 - {0} + + + true + Size of the training batches + 66a4750b-1d41-4e00-94ff-6fcda2a696e2 + batch_size + batch_size + true + 0 + true + ae48696c-a9a4-49cf-88e4-65fc59a5d6b2 + 1 + 48d01794-d3d8-4aef-990e-127168822244 + + + + + + 431 + 3771 + 73 + 20 + + + 469 + 3781 + + + + + + + + true + Set to True to set up the model. + 15933ceb-ac7a-4049-a653-9518f6619ee7 + set + set + true + 0 + true + bf7ea87a-f224-4292-9391-387666c652a9 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 431 + 3791 + 73 + 20 + + + 469 + 3801 + + + + + + + + Quick summary of the model. + b007db92-a4e1-48b4-b72c-5e7838c56f48 + quick_summary + quick_summary + false + 0 - - - 0.15524685382843018 + + + + 534 + 3671 + 85 + 70 + + + 576.5 + 3706 + - - - - - 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 - - Contains a cluster of Grasshopper components - true - 2 - cfb51f2c-7892-4d22-8843-b37942bb4f00 - Cluster - Parametric Model - false - - - - - 11 - 0d067d1d-4ce7-4b82-a368-1b62014af679 - 17535362-3343-4daa-ad15-8846d08f4028 - 422f3308-092e-4ee4-aa29-98eeb6cf919b - 4351891b-1bd4-424e-bf2a-662210896642 - 5d7ed605-856e-45b9-9c53-e546d2478d1a - 6b7d0a96-1374-4cbb-a1a8-d6eea22ee529 - 859df74e-bded-4dce-9f40-4e77eee2c17f - 86f83ef3-a763-435e-85b7-8c1f60be9aea - c002033d-d44e-4930-a1df-b4124d9ff7f3 - c78683be-da26-487d-ab21-fc7f621b7896 - feec7153-8852-4b1b-85cb-2d55467c608e - a406a5bf-20aa-4e6b-866a-9e0d93e625ba - 97bf2289-dc3f-4cac-bf6c-75554c179dfa - e082fa16-ac9a-4f30-8da1-ede768486ea2 - 96032856-ea91-41f9-be7f-173aa8413ccd - b80f6120-dd9e-48fd-a0b2-e51035ca9224 - 0d25d468-68fa-4e27-b66d-d0d314f7967d - 7eb460c7-3078-4b87-81cf-58752e68577c - 4d57c276-7a4a-4ff9-b38d-53150f96cf46 - ed1775a1-2b99-4b31-acca-3880c4df0473 - e099223e-305d-496f-8c0d-8ae75c03c3ba - 447de316-c41e-4254-93fe-a9b79ca898c5 - - + + """Runs a training campaign.""" +# flake8: noqa + +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import model_train +from aixd_ara.gh_ui import project_setup_info +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "ModelTrain") + + +if not epochs or epochs < 1: + epochs = 1 + +if wb: + import webbrowser + + if run: + projectname = project_setup_info(session_id())["project_name"] + url = "https://wandb.ai/{}/{}".format(wb, projectname) + webbrowser.open(url) + # TODO: check login and add interface to login if needed + + +if run: + st[cid] = model_train(session_id(), epochs, wb) + + +if cid in st.keys(): + best_ckpt = st[cid]["best_ckpt"] + path = st[cid]["path"] + ghenv.Component.Message = st[cid]["msg"] +else: + ghenv.Component.Message = "" + +# TODO: +# * return path or name of best checkpoint +# * make non-GUI-blocking +# * display progress + + Runs a training campaign. + true + true + + 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 + + false + 39c42327-a5b9-4cf5-b48b-20ca58f3923d + false + true + ModelTrain + ModelTrain + + - 391 - 312 - 169 - 124 + 429 + 3993 + 132 + 64 - 460 - 374 + 488 + 4025 - - 5 + + 3 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 6 - 919e146f-30ae-4aae-be34-4d72f555e7da - 1e936df3-0eea-4246-8549-514cb8862b7a - 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 - 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 - 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 - 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 + 2 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 8ec86459-bf01-4409-baee-174d0d2b13d0 - + true - Script variable Python - 6b7d0a96-1374-4cbb-a1a8-d6eea22ee529 - span - span + Number of training epochs. + c4ac72b5-3431-427f-876b-513a6b3b33a7 + epochs + epochs true 0 true - da620bc2-f7e3-424a-ba1e-50ad29e4df00 + 90d13b56-9eee-4d2f-ab46-accad3311837 1 - 87f87f55-5b71-41f4-8aea-21d494016f81 + 48d01794-d3d8-4aef-990e-127168822244 - 393 - 314 - 52 - 24 + 431 + 3995 + 42 + 20 - 420.5 - 326 + 453.5 + 4005 @@ -10564,29 +9976,29 @@ mass true - Script input ws_ratio1. - 86f83ef3-a763-435e-85b7-8c1f60be9aea - ws_ratio1 - ws_ratio1 + Weights&Biases: username or team name. If not set, W&B will not be used. + 069a8758-e28a-4b4e-8ced-4b1c8c811ea5 + wb + wb true 0 true - ed937cfe-0d22-4793-8b72-e0af0e4d7d6e + cbe5cd8c-6c8c-4bd2-9745-f8436e64a82f 1 - 87f87f55-5b71-41f4-8aea-21d494016f81 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b - 393 - 338 - 52 - 24 + 431 + 4015 + 42 + 20 - 420.5 - 350 + 453.5 + 4025 @@ -10595,102 +10007,66 @@ mass true - Script input ws_ratio2. - 859df74e-bded-4dce-9f40-4e77eee2c17f - ws_ratio2 - ws_ratio2 - true - 0 - true - 98fccd17-2484-4734-9f43-070efeca9aaf - 1 - 87f87f55-5b71-41f4-8aea-21d494016f81 - - - - - - 393 - 362 - 52 - 24 - - - 420.5 - 374 - - - - - - - - true - Script input hs_ratio1. - 0d067d1d-4ce7-4b82-a368-1b62014af679 - hs_ratio1 - hs_ratio1 + Set to True to start training. + 80ffec8f-a48d-4422-8a5d-bb0277a91d43 + run + run true 0 true - 82b06003-613f-453e-a0b0-cd1a3c20aaea + fa0195df-45f5-47af-a98c-48e2ff3ac4f3 1 - 87f87f55-5b71-41f4-8aea-21d494016f81 + d60527f5-b5af-4ef6-8970-5f96fe412559 - 393 - 386 - 52 - 24 + 431 + 4035 + 42 + 20 - 420.5 - 398 + 453.5 + 4045 - - - true - Script input hs_ratio2. - feec7153-8852-4b1b-85cb-2d55467c608e - hs_ratio2 - hs_ratio2 - true - 0 - true - e13306db-85ba-4360-9ece-ee65ccafc665 - 1 - 87f87f55-5b71-41f4-8aea-21d494016f81 + + + Filename of the best performing checkpoint. + 120c2fbe-1cd0-4dd7-8b15-28fac43aaf5e + best_ckpt + best_ckpt + false + 0 - 393 - 410 - 52 - 24 + 503 + 3995 + 56 + 30 - 420.5 - 422 + 531 + 4010 - + - Contains a collection of Breps (Boundary REPresentations) - c002033d-d44e-4930-a1df-b4124d9ff7f3 - Brep - srf_brep + Path to all checkpoints. + 9ac5f7fc-5dca-4ea0-ac09-191b352e499a + path + path false 0 @@ -10698,129 +10074,223 @@ mass - 475 - 314 - 83 - 20 + 503 + 4025 + 56 + 30 - 516.5 - 324 + 531 + 4040 - - - Contains a collection of polygon meshes - 5d7ed605-856e-45b9-9c53-e546d2478d1a - Mesh - karamba_mesh - false + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + ModelLoad + + + + + """Loads an existing, pre-traind neural network model from a checkpoint.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import model_load +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "ModelLoad") + +if not model_type: + model_type = "CAE" +if not checkpoint_path: + checkpoint_path = "" +if not checkpoint_name: + checkpoint_name = "last" + +if load: + st[cid] = model_load(session_id(), model_type, checkpoint_name, checkpoint_path) + +if cid in st.keys(): + msg = st[cid]["msg"] + + Loads an existing, pre-traind neural network model from a checkpoint. + true + true + + 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 + + false + 5880821c-5138-4407-91fa-1dc780f3f10c + false + true + ModelLoad + ModelLoad + + + + + + 429 + 4237 + 157 + 84 + + + 538 + 4279 + + + + + + 4 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + Type of the autoencoder model. Options are: 'CAE' (conditional Autoencoder) and 'CVAE' (conditional Variational Autoencoder). Default: 'CAE'. + 2b1aced9-e3a3-4d12-ae6d-b498f0a843a9 + model_type + model_type + true + 0 + true 0 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b - 475 - 334 - 83 + 431 + 4239 + 92 20 - 516.5 - 344 + 478.5 + 4249 - - - Contains a collection of floating point numbers - 422f3308-092e-4ee4-aa29-98eeb6cf919b - Number - length - false + + + true + Name of the checkpoint file to load the model from, without the file extension. The file's extension must be .ckpt + 95a3c751-afa2-4210-9c75-a4061d12c394 + checkpoint_name + checkpoint_name + true + 0 + true 0 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b - 475 - 354 - 83 + 431 + 4259 + 92 20 - 516.5 - 364 + 478.5 + 4269 - - - Contains a collection of floating point numbers - 17535362-3343-4daa-ad15-8846d08f4028 - Number - area - false + + + true + Path to the directory containing the checkpoint file. + ffcee9f0-a5fb-4cb6-9ecd-4cbee8cca802 + checkpoint_path + checkpoint_path + true + 0 + true 0 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b - 475 - 374 - 83 + 431 + 4279 + 92 20 - 516.5 - 384 + 478.5 + 4289 - - - Mass of structure in [kg] - c78683be-da26-487d-ab21-fc7f621b7896 - Mass [kg] - mass - false - 0 + + + true + Set to True to load the model. + 007f81eb-57c1-41e1-bf6f-fe8b26c8b87e + load + load + true + 0 + true + 039aafff-a057-4591-b123-c84ef45f4fec + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 - 475 - 394 - 83 + 431 + 4299 + 92 20 - 516.5 - 404 + 478.5 + 4309 - + - Maximum displacement [cm] of each load-case of the model at end-points and mid-points of elements - 4351891b-1bd4-424e-bf2a-662210896642 - Maximum displacement [cm] - displacement + Confirmation of the model loading, or an error message. + dd8df7db-26d9-465f-bf94-23c5cf566620 + msg + msg false 0 @@ -10828,14 +10298,14 @@ mass - 475 - 414 - 83 - 20 + 553 + 4239 + 31 + 80 - 516.5 - 424 + 568.5 + 4279 @@ -10848,166 +10318,130 @@ mass - - ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278 - Geometry - - - - - Contains a collection of generic geometry - 301f1930-0d37-499b-b9f9-9955aefd8eab - Geometry - Geo - false - 5d7ed605-856e-45b9-9c53-e546d2478d1a - 1 - - - - - - 630 - 319 - 50 - 24 - - - 655.8616 - 331.5771 - - - - - - - - - - 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 - Number - - - - - Contains a collection of floating point numbers - 1 - 3e738102-ebb1-433a-b3f7-b1c48e844fc0 - Number - PA_area - false - 17535362-3343-4daa-ad15-8846d08f4028 - 1 - - - - - - 631 - 367 - 52 - 20 - - - 657.0426 - 377.0096 - - - - - - - - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel - - - - - A panel for custom notes and text values - c71f9b69-69ac-419f-b19d-2fcd4bcce1f1 - Panel - m2 - false - 0 - 3e738102-ebb1-433a-b3f7-b1c48e844fc0 - 1 - Double click to edit panel content… - - - - - - 772 - 330 - 160 - 38 - - 0 - 0 - 0 - - 772.1458 - 330.8124 - - - - - - - 0;255;255;255 - - false - false - true - false - false - false - - - - - - - - - 3e8ca6be-fda8-4aaf-b5c0-3c54c8bb7312 - Number - - - - - Contains a collection of floating point numbers - 1 - 89e12bd4-b504-40a3-8e78-5a9354ed782a - Number - PA_length - false - 422f3308-092e-4ee4-aa29-98eeb6cf919b - 1 + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + ModelDimensions + + + + + """Retrieves dimensions of the model's input and output layers.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import model_input_output_dimensions +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "ModelDims") + +if get: + st[cid] = model_input_output_dimensions(session_id()) + +if cid in st.keys(): + summary = st[cid]["summary"] + + Retrieves dimensions of the model's input and output layers. + true + true + + 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 + + false + eff9d8c4-aff7-4a05-a54b-83e99d46b85a + false + true + ModelDimensions + ModelDimensions - + - 630 - 345 - 62 - 20 + 429 + 4424 + 112 + 28 - 661.3204 - 355.4956 + 469 + 4438 + + + 1 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + Set to True to retrieve input and output dimensions of the model. + 21b23abe-01fc-4fc0-ac0b-10c9c7e61b35 + get + get + true + 0 + true + 7a0d1d53-1998-4508-9605-772033692038 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 431 + 4426 + 23 + 24 + + + 444 + 4438 + + + + + + + + Summary of the model's input and output dimensions. + ef9a9ea8-6dba-4ab2-8037-6fbb1849fea4 + summary + summary + false + 0 + + + + + + 484 + 4426 + 55 + 24 + + + 511.5 + 4438 + + + + + + + - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -11016,12 +10450,12 @@ mass A panel for custom notes and text values - f69da148-d1ac-4ee1-b17a-32d64bc72a14 + afac1e15-c439-4035-8a77-d20c67dddc0e Panel - m + false 0 - 89e12bd4-b504-40a3-8e78-5a9354ed782a + ef9a9ea8-6dba-4ab2-8037-6fbb1849fea4 1 Double click to edit panel content… @@ -11029,17 +10463,17 @@ mass - 771 - 290 - 160 - 38 + 697 + 4410 + 261 + 54 0 0 0 - 771.6355 - 290.5287 + 697.8233 + 4410.353 @@ -11053,249 +10487,136 @@ mass true false false - false + true - - - c552a431-af5b-46a9-a8a4-0fcbc27ef596 - Group - - - - - 1 - - 64;255;255;255 - - A group of Grasshopper objects - 6b6537b0-2bb6-4855-bc5c-09a0831f3c23 - 635704d6-2bb7-46c3-9801-49a90d74760e - af7dbd3b-8348-4be0-a3f2-ca804ff629d8 - da620bc2-f7e3-424a-ba1e-50ad29e4df00 - ed937cfe-0d22-4793-8b72-e0af0e4d7d6e - 98fccd17-2484-4734-9f43-070efeca9aaf - 82b06003-613f-453e-a0b0-cd1a3c20aaea - e13306db-85ba-4360-9ece-ee65ccafc665 - cd5697e8-8d25-4932-a56b-141d0ba05adc - 35614ba7-e680-4346-b4de-39ce9f54663a - cfb51f2c-7892-4d22-8843-b37942bb4f00 - 301f1930-0d37-499b-b9f9-9955aefd8eab - 3e738102-ebb1-433a-b3f7-b1c48e844fc0 - c71f9b69-69ac-419f-b19d-2fcd4bcce1f1 - 89e12bd4-b504-40a3-8e78-5a9354ed782a - f69da148-d1ac-4ee1-b17a-32d64bc72a14 - 16 - 2f52e6fc-13aa-41b7-965a-b0c6bc60a62b - Group - - - - - - - - - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 - PlotContoursRequest + ModelSummary - """Plots the requested and predicted values against the distribution contours for each pair of the corresponding variables.""" + """Provides a summary of the autoencoder model's architecture.""" # flake8: noqa from scriptcontext import sticky as st -from aixd_ara.gh_ui import plot_contours_request -from aixd_ara.gh_ui import get_dataobject_types -from aixd_ara.gh_ui_helper import session_id + +from aixd_ara.gh_ui import nn_summary from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import convert_str_to_bitmap -from aixd_ara.gh_ui_helper import reformat_request +from aixd_ara.gh_ui_helper import session_id +cid = component_id(session_id(), ghenv.Component, "ModelSummary") -cid = component_id(session_id, ghenv.Component, "create_dataset_object") -n_samples = 3 +if not max_depth: + max_depth = 1 -if plot: - variable_types = get_dataobject_types(session_id())["dataobject_types"] - request_dict = reformat_request(request, variable_types) - print request_dict - st[cid] = plot_contours_request(session_id(), request_dict, n_samples, output_type) # if output_type interactive: will launch the plotly fig in browser +if get: + st[cid] = nn_summary(session_id(), max_depth) if cid in st.keys(): - print st[cid] - #TODO: add error msg here - if output_type == "static" and 'imgstr' in st[cid].keys(): - imgstr = st[cid]['imgstr'] - img = convert_str_to_bitmap(imgstr, scale) + summary = st[cid]["summary"] - Plots the requested and predicted values against the distribution contours for each pair of the corresponding variables. + Provides a summary of the autoencoder model's architecture. true true - 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false - b3dfe26a-1688-4430-b7a0-73994467501a + f94879f5-4cea-4722-9c46-35dff7d8603c false true - PlotContoursRequest - PlotContReq + ModelSummary + ModelSummary - 622 - 3662 - 129 - 84 + 429 + 4473 + 149 + 44 - 705 - 3704 + 506 + 4495 - - 4 + + 2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 1 8ec86459-bf01-4409-baee-174d0d2b13d0 - + - - 1 - true - List of requested values, each formatted as a string with the following format: 'variable_name:value'. - a51e04a9-a109-4dcd-b46e-0f0ad5eb82dd - request - request - true - 1 - true - c6b0c962-cdf8-49b0-ac20-bbdb0c163879 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 624 - 3664 - 66 - 20 - - - 658.5 - 3674 - - - - - - - - true - Plot type: 'static' creates a bitmap image, 'interactive' launches an interactive plot in a browser. - a00f675f-076d-47a1-a9a8-afe7a310ae5d - output_type - output_type - true - 0 - true - ab272392-b575-4a86-a1a2-3502383911e6 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 624 - 3684 - 66 - 20 - - - 658.5 - 3694 - - - - - - true - Set to True to (re-)create the plot. - de2de7ab-fafe-4b37-a054-e4498fff9771 - plot - plot + Sets the depth of the summary. The larger the depth, the more detailed the summary. + 80fe3028-884e-4866-97a8-184cc1fd4f45 + max_depth + max_depth true 0 true - 09d0c42c-490b-4b4e-add0-f160c08a055b + 9c539503-0799-4e09-97c1-29fa1932f3f5 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 + 48d01794-d3d8-4aef-990e-127168822244 - 624 - 3704 - 66 + 431 + 4475 + 60 20 - 658.5 - 3714 + 462.5 + 4485 - + true - Resize factor for the static plot. - 7283d861-52e1-409c-b1f3-dc8b02db7f96 - scale - scale + Retrieves the model information. + 851261ef-a3c4-4fcd-ae85-1134f5d7dd37 + get + get true 0 true - ffe69633-9c40-4512-aa31-f93395996698 + a31e169a-d6c3-4535-8d9c-ddcccddd6df6 1 - 39fbc626-7a01-46ab-a18e-ec1c0c41685b + d60527f5-b5af-4ef6-8970-5f96fe412559 - 624 - 3724 - 66 + 431 + 4495 + 60 20 - 658.5 - 3734 + 462.5 + 4505 @@ -11303,10 +10624,10 @@ if cid in st.keys(): - Bitmap image if output_type is 'static', otherwise None. - 7f75ff20-34f6-413f-8781-401edcb85fe6 - img - img + Model summary. + 8476af08-300a-40f8-8e9d-320ff90180f7 + summary + summary false 0 @@ -11314,14 +10635,14 @@ if cid in st.keys(): - 720 - 3664 - 29 - 80 + 521 + 4475 + 55 + 40 - 734.5 - 3704 + 548.5 + 4495 @@ -11333,291 +10654,127 @@ if cid in st.keys(): - - - 00027467-0d24-4fa7-b178-8dc0ac5f42ec - Value List - - - - - Provides a list of preset values to choose from - ab272392-b575-4a86-a1a2-3502383911e6 - 2 - 1 - Value List - List - false - 0 - - - - - "interactive" - interactive - true - - - - - "static" - static - false - - - - - - 435 - 3680 - 153 - 22 - - - - - - - - - - a8b97322-2d53-47cd-905e-b932c3ccd74e - Button - - - - - Button object with two values - False - True - 09d0c42c-490b-4b4e-add0-f160c08a055b - Button - - false - 0 - - - - - - 522 - 3704 - 66 - 22 - - - - - - - - - - 3ede854e-c753-40eb-84cb-b48008f14fd4 - Text - - - - - Contains a collection of text fragments - c6b0c962-cdf8-49b0-ac20-bbdb0c163879 - Text - Txt - false - 3985c052-3584-4875-ac98-5195b0b47b7e - 1 - 2 - - - - - - 365 - 3664 - 50 - 24 - - - 390.6541 - 3676.976 - - - - - - - - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 - ModelSetup + Generator - """Sets up an autoencoder model of the specified type with the given parameters.""" -# flake8: noqa + # flake8: noqa + from scriptcontext import sticky as st -from aixd_ara.gh_ui import model_setup +from aixd_ara.gh_ui import get_dataobject_types +from aixd_ara.gh_ui import request_designs from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import instantiate_sample +from aixd_ara.gh_ui_helper import sample_summary as sample_summary_f from aixd_ara.gh_ui_helper import session_id +from aixd_ara.gh_ui_helper import reformat_request -cid = component_id(session_id(), ghenv.Component, "ModelSetup") +cid = component_id(session_id(), ghenv.Component, "run_generation") +item = component_id(session_id(), ghenv.Component, "pick_sample") -settings = { - "model_type": model_type, - "inputML": features, - "outputML": targets, - "latent_dim": latent_dim, - "hidden_layers": hidden_layers, - "batch_size": batch_size, -} +""" +requested_values: a multiline string with variable_name:values tuples. +""" +if not n_designs or n_designs < 1: + n_designs = 1 -# TODO: make default settings a bit more smart -default_settings = { - "model_type": "CAE", - "inputML": "design_parameters", - "outputML": "performance_attributes", - "latent_dim": 8, - "hidden_layers": [512, 256, 128, 64], - "batch_size": 16, -} +# ------------------------------------------------------------------------------- -for k in default_settings.keys(): - if (k not in settings) or (k in settings and settings[k] == None) or (k in settings and settings[k] == []): - settings[k] = default_settings[k] - print(k, default_settings[k]) +if clear and cid in st.keys(): + del st[cid] + st[item] = None + ghenv.Component.Message = "no samples" -if set: - st[cid] = model_setup(session_id(), settings) +if generate and requested_values: + + variable_types = get_dataobject_types(session_id())["dataobject_types"] + + request_dict = reformat_request(requested_values, variable_types) + st[item] = 0 + ghenv.Component.Message = "Running" + st[cid] = request_designs(session_id(), request_dict, n_designs) + ghenv.Component.Message = "Finished" +if pick_previous: + st[item] -= 1 +if pick_next: + st[item] += 1 if cid in st.keys(): - quick_summary = st[cid]["quick_summary"]["summary"] - model_dims = st[cid]["model_dims"]["summary"] - ghenv.Component.Message = st[cid]["msg"] + samples = st[cid]["generated"] + n = len(samples) + i = st[item] % n + + ghenv.Component.Message = "sample {}/{}".format(i + 1, n) + + sample_dict = samples[i] + ghdoc = ghenv.Component.OnPingDocument() + instantiate_sample(ghdoc, sample_dict) # sends design parameter values to the parametric model + + # --- output --- + sample_summary = "Predicted/Generated:\n--------------------\n\n" + sample_summary_f(sample_dict) - Sets up an autoencoder model of the specified type with the given parameters. + GhPython provides a Python script component true true - 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false - 722fc9c2-b41e-4fe1-a00d-ce160aeef8b9 + 6c2bb060-de5d-4392-a539-19ec0c3b2374 false true - ModelSetup - ModelSetup + Generator + Generator - 453 - 4248 - 192 - 144 + 392 + 4827 + 218 + 124 - 543 - 4320 + 499 + 4889 - - 7 + + 6 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 2 + 1 8ec86459-bf01-4409-baee-174d0d2b13d0 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - + - - true - Type of the autoencoder model. Options are: 'CAE' (conditional Autoencoder) and 'CVAE' (conditional Variational Autoencoder). Default: 'CAE'. - d21732c1-0c1b-46df-bb57-895d979107fc - model_type - model_type - true - 0 - true - 0 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 455 - 4250 - 73 - 20 - - - 493 - 4260 - - - - - - - - 1 - true - List of variable names to be used as input to the model. - 955d2301-b985-4e64-ac74-84c14b24f159 - features - features - true - 1 - true - 3e8f4b3b-7c23-4bb7-b1c1-af01c87b6839 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 455 - 4270 - 73 - 20 - - - 493 - 4280 - - - - - - 1 true - List of variable names to be used as output from the model. - 17b4d66b-855a-4db8-993c-e3b7be7cc1f6 - targets - targets + List of requested values, each formatted as a string with the following format: 'variable_name:value'. + 0b8c419a-dc35-4e5f-961c-8338cd890615 + requested_values + requested_values true 1 true - 969771ad-0acf-40e3-8db3-bcbbc557da88 + 3985c052-3584-4875-ac98-5195b0b47b7e 1 37261734-eec7-4f50-b6a8-b8d1f3c4396b @@ -11625,30 +10782,30 @@ if cid in st.keys(): - 455 - 4290 - 73 + 394 + 4829 + 90 20 - 493 - 4300 + 440.5 + 4839 - + true - Dimension of the latent space. - 6fed28bd-0732-400a-8bdb-52c6514ba588 - latent_dim - latent_dim + Script input n_designs. + 643bc035-2881-4b1a-bbe8-258d6dbae81d + n_designs + n_designs true 0 true - 0e2b64c5-a9bf-4f18-a43b-f0b2d92011cd + e0ee4943-e0d2-4616-b1ab-79668458abd4 1 48d01794-d3d8-4aef-990e-127168822244 @@ -11656,93 +10813,92 @@ if cid in st.keys(): - 455 - 4310 - 73 + 394 + 4849 + 90 20 - 493 - 4320 + 440.5 + 4859 - - - 1 + + true - Width of each hidden layer (list of int). - b8ee1c62-413e-4f58-986c-b7d597fccc98 - hidden_layers - hidden_layers + Script input generate. + 9756edb8-d1b2-44bd-a566-2fee4ebe9f71 + generate + generate true - 1 + 0 true - 267ec3ce-4a7c-42c2-b83a-d640aa3a823a + d2aca8c7-14b5-4a07-a60b-bb1ef4472ce5 1 - 48d01794-d3d8-4aef-990e-127168822244 + d60527f5-b5af-4ef6-8970-5f96fe412559 - 455 - 4330 - 73 + 394 + 4869 + 90 20 - 493 - 4340 + 440.5 + 4879 - + true - Size of the training batches - 4765ec49-4eba-44c7-8e63-97d888e5d750 - batch_size - batch_size + Script input clear. + d7ded02b-32ec-4448-8e75-d3c0d56f341a + clear + clear true 0 true - ae48696c-a9a4-49cf-88e4-65fc59a5d6b2 + 1291ffe0-80e3-42fb-af5e-8cfdc571b717 1 - 48d01794-d3d8-4aef-990e-127168822244 + d60527f5-b5af-4ef6-8970-5f96fe412559 - 455 - 4350 - 73 + 394 + 4889 + 90 20 - 493 - 4360 + 440.5 + 4899 - + true - Set to True to set up the model. - 65f83afc-e785-4053-8710-2f62b10657af - set - set + Script input pick_previous. + ae5fc893-99ab-4485-b409-4dcdcd9e94a7 + pick_previous + pick_previous true 0 true - bf7ea87a-f224-4292-9391-387666c652a9 + 29602d10-4765-417e-aff5-117119c0c4ab 1 d60527f5-b5af-4ef6-8970-5f96fe412559 @@ -11750,51 +10906,56 @@ if cid in st.keys(): - 455 - 4370 - 73 + 394 + 4909 + 90 20 - 493 - 4380 + 440.5 + 4919 - - - Quick summary of the model. - 93e9a091-dba6-4fd8-86eb-90801cfb6024 - quick_summary - quick_summary - false - 0 + + + true + Script input pick_next. + 282c2782-6744-4420-9fbc-1e74751a4f04 + pick_next + pick_next + true + 0 + true + 90c78dfa-04ac-4e88-b73b-b6828351ef06 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 - 558 - 4250 - 85 - 70 + 394 + 4929 + 90 + 20 - 600.5 - 4285 + 440.5 + 4939 - + - Input and output dimensions of the model. - ca39081d-f311-4f42-8dc3-11d2bb101c1c - model_dims - model_dims + Script output sample_summary. + 4ffec147-5c53-4bd7-ae96-1db190fff608 + sample_summary + sample_summary false 0 @@ -11802,14 +10963,14 @@ if cid in st.keys(): - 558 - 4320 - 85 - 70 + 514 + 4829 + 94 + 120 - 600.5 - 4355 + 561 + 4889 @@ -11821,22 +10982,193 @@ if cid in st.keys(): - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group + + + + 1 + + 64;255;255;255 + + A group of Grasshopper objects + 3985c052-3584-4875-ac98-5195b0b47b7e + cc84fa3a-f767-4dce-af9f-57ff40704393 + d2aca8c7-14b5-4a07-a60b-bb1ef4472ce5 + e0ee4943-e0d2-4616-b1ab-79668458abd4 + 29602d10-4765-417e-aff5-117119c0c4ab + 90c78dfa-04ac-4e88-b73b-b6828351ef06 + 1291ffe0-80e3-42fb-af5e-8cfdc571b717 + 75bdf141-4c3f-4ef6-a311-46e0e5eacc7a + 6c2bb060-de5d-4392-a539-19ec0c3b2374 + 9 + cc7348ad-9949-4f49-a11d-072b144eee00 + Group + + + + + + + + + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + 15179148-4762-485b-9fea-dd3ac12567c5 + Panel + design_parameters + false + 0 + 0 + span +ws_ratio1 +ws_ratio2 +hs_ratio1 +hs_ratio2 + + + + + + 211 + 3532 + 150 + 103 + + 0 + 0 + 0 + + 211.9914 + 3532.524 + + + + + + + 255;255;255;255 + + false + false + false + false + false + true + + + + + + + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + A panel for custom notes and text values + 0d8e4e02-3826-404e-9572-b8e6eb096bbe + Panel + performance_attributes + false + 0 + 0 + length +area +mass +displacement + + + + + + 212 + 3640 + 150 + 95 + + 0 + 0 + 0 + + 212.3247 + 3640.706 + + + + + + + 255;255;255;255 + + false + false + false + false + false + true + + + + + + + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + 1 - 64;135;233;255 + 64;255;255;255 A group of Grasshopper objects - 1e46686e-fdb0-4d1c-b1a3-eb69c13626c1 - 1 - cb6488fb-378b-48e1-96de-0238192ecc92 + 039aafff-a057-4591-b123-c84ef45f4fec + c97f6ac0-a5ca-43f4-920b-6fd04f84f8b2 + 90d13b56-9eee-4d2f-ab46-accad3311837 + 267ec3ce-4a7c-42c2-b83a-d640aa3a823a + fa0195df-45f5-47af-a98c-48e2ff3ac4f3 + ae48696c-a9a4-49cf-88e4-65fc59a5d6b2 + 6acaa0e3-a8cb-4e54-98f6-c1c97f413aa3 + 42e1bfcc-2185-4f8c-aef5-9afa6f5ee1e8 + a31e169a-d6c3-4535-8d9c-ddcccddd6df6 + 9c539503-0799-4e09-97c1-29fa1932f3f5 + a314e73f-7758-4b30-adcc-5a5ed608ac1d + 7122074c-a3ab-4b9d-8dc4-8ce420f1b1a9 + 7a0d1d53-1998-4508-9605-772033692038 + bf7ea87a-f224-4292-9391-387666c652a9 + cbe5cd8c-6c8c-4bd2-9745-f8436e64a82f + 0e2b64c5-a9bf-4f18-a43b-f0b2d92011cd + 8477658c-21e1-4f0c-947a-ff5a4a0d2578 + d3ae2058-ab42-46e3-a6ce-e173b09d3dcb + f954da56-fe12-445e-a1d0-0b2443915e7a + d141e9ff-c95f-4565-a457-958423a59a25 + 764e6ca2-d611-4f16-8f65-ac0adeb9f9c4 + 39c42327-a5b9-4cf5-b48b-20ca58f3923d + 5880821c-5138-4407-91fa-1dc780f3f10c + eff9d8c4-aff7-4a05-a54b-83e99d46b85a + afac1e15-c439-4035-8a77-d20c67dddc0e + f94879f5-4cea-4722-9c46-35dff7d8603c + 15179148-4762-485b-9fea-dd3ac12567c5 + 0d8e4e02-3826-404e-9572-b8e6eb096bbe + 28 + b9330553-b78b-41a5-8ea6-c987223ba8c3 Group @@ -11853,7 +11185,7 @@ if cid in st.keys(): - 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diff --git a/examples/urban_massing/urban_massing.ghx b/examples/urban_massing/urban_massing.ghx index ecd9296..a7a234c 100644 --- a/examples/urban_massing/urban_massing.ghx +++ b/examples/urban_massing/urban_massing.ghx @@ -19,7 +19,7 @@ 7 - + abdfa279-888c-4648-a3fb-4db1a415ccf9 @@ -48,10 +48,10 @@ - 288 - 817 + 917 + 390 - 1.17451441 + 0.521138549 @@ -66,25 +66,21 @@ 0 + + + auto + SI + + - 2 + 1 - + - BitmapPlus, Version=1.6.2.0, Culture=neutral, PublicKeyToken=null - 1.6.2.0 - David Mans - 6843af1e-15ed-49e1-baec-fd0fee4bcd4f - BitmapPlus - 1.6.2.0 - - - - - GhPython, Version=7.36.23346.16351, Culture=neutral, PublicKeyToken=null - 7.36.23346.16351 + GhPython, Version=7.37.24107.15001, Culture=neutral, PublicKeyToken=null + 7.37.24107.15001 00000000-0000-0000-0000-000000000000 @@ -99,123 +95,6 @@ - - c552a431-af5b-46a9-a8a4-0fcbc27ef596 - Group - - - - - 1 - - 64;255;255;255 - - A group of Grasshopper objects - 9fccdccf-b149-4224-a714-bf7b898d8bdd - 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7L0JPJTdGz9s36VNlhaDsmQniTD2LVtRSlmGGUzGjGaxZI+kUNqUPSGVSimkaColoYRsSZR9CaWFkPe+ZzO2ep6nfv/38/+8r8/P7+k+17muc873Ws51zn3ug8MA40rwQqDx08APIwMDAyvwu8QbRXBHop18EFgcEoMGSdZAMUgGf9jBKlQ+EwQMjsCCVVgpZC4qydQALOYEisSfVmRERjCYHSkJ3FZSpavAbo1F+CARviCdC6BzGCBxMBcUAs5HIVggcB62/t4IsAIzpWleCs0Sg/WCoUDKelJ78TQuGwQK4YpHwGm0eAb4SgOEGxKNxAPjsMZivBFYPBKBo4oFf1kMYHhSOxzAQ2HqZUljg7cc3AYInCsW6Y2nDB/sJAOLJcwLQX3itMVi8HiEvLsH5w6gcRAnHBVD8IeXWqqPIZDRZabiA/RjP9BPimgmSjGbLQzrjiDVXAc8agO/apPT0yz2GIwXFV4kUlqHdRcw0llNcYIl85rh3OHqbQ7zxxDw9HW5jLEYgve8yjzGJrrmSBcsDEtBh5ECOuusqmAJO7meP6nPFPalujgcwssF5W9EQKHoUTIx9rD2x3tg0LKQXWRj0lKTV1GTV96kpKgmr6SqqKgkC9EnoPAELEILjSDgsTCULMSa4IJCum5D+NtiPBFoLTQglI/awq4ZmwQbWDpXHJsuAWgPS1MakymcaoVzf2bpk4F9jmSGZTOWY+UCKowGjB7wy00umwUPWM5GLic1TUGMxXjnjCsoZe54ujf3itHlTL7Kx8Ff42d1gpWkHU59DBoPQ6LJbrWaIoVND4OleBpVFWz6GBSGgKWaO/Cf0IUMd50uxB2UC8G4QYyxMBzOA+MNOAIEQx4Vk6kByV6AX5tRG1xUr6X5PVcFo1UNFpkAiZFCUnZyeS857WFVgvaTkltKeAWQmCikHQ/tO7HVnrolxRLb2gTWYQESM4VUfeEV1JLRX+eoh78h97UqBEBioZDyy+VKO7LkLFLT1wz3JW1sBUisFJK0na3pzzMlBslBPgT2dM8KgMRGIYkN8O1dE9O17TR+T7NuEeohQGKnkA56GweovcZY5Uh9DX1beQMGkDgopJaTFy46KPYZXyCezt5qEvgRIHFSSIpdwuYbPnjonuFQUg7MP+0HkLgopNtcpnoDglO6SYq42JKv71QBEjeFFPoD8RbR7Kab4zlQ57I9tRog8VBIwpflPcV9Ri1ibiuGbbUf3giQeCkkZwj/Xo/Vo0b5er4yfEH66QBpCYV0b1fn11K+JL0LcY1fdeOkeQESH4VUtvOC7tXuEqt7L3dt/77SZTVAWkoh7RGwid3zg8soQyMUgs9u0AdIyyiksWpptuBDUWZHcrdMJVu4/gBIyymk6bSaH/KZ7lbh8aIst865gFpeQSGNEEUbbYp+WOUdrg2t5lBM4DA1cJpl4ivBYGGKxuFhaFeEMQFJc64glfjY8XtZ+vcl0m4Uy+0rWsCuOSyRrp6zfI5LF4/HIl0IeHLQoTomxYcY/5oPcSzsQ6zzfQhAJ/7PfGiuN8yDkHExCOd63z+BkH0HAQ2xQIj+GkkQReaFkLy1k13XTGydeSY7UXnCsD+YGQju/yhcrjDXgxggsYBsiA3QAxMAQtxszJdQtAeUwhGmaG/yPATyjmiLQ8xhcH8XgrsGRBdiTUo2IG4YLMQQ7YPEYtBg8gBDQXTRMJQ/DomDSBlbm0vzcolDbD2AJzckCgEB/usNw+JBdVBEyQMVwDr6GG9/LNLdAw+RcpWGKCsqq8hSq0BsMRgUDqwI2YMhQAAdElBwiAfMBwEBRoJA+iDgEBjEFRAAysV7ICDGljshum5uCCwGYowABgb0ijw5QcyRrgg0DgHKgqEwaHeILxLvQW1oK8TUDYLG4GUhOAQCoumBx3trKCj4+vrKu6MJ8hisuwKKzI5T0CZ1B/zVoZRBdIHhyqnIK8phsHIoIDnBkiXgABE4b7jfbP55lbV5uXi5xMTEeLn0YShXAlhGGgqa4OUCGqwbxANUFvgPOFmBOAIaRQKMBoKLP8QdgfFC4LH+EAIOCYwOqMPL5QPUxoCsLiQ1wyFuWIwXSbgYYA6AHVjD8B5iAIBe3hg0oENgaE68XDYEVw+6piCulG6BGRPwgIa4IIBGQGmABeA8YHCMLwSHJ8CBTATsJJDAwDEABUGyDdA0cLxcwDM9Jx4DQeDwSC9wrO4oGBYB8cbggZpIQF+kPtI1j0GTeoxEg1Jx5C5aYkggwfDA/wGWRRsAKB1Hqq6va0DpAck6JXEQLMwfEAIAjiPnchAALg8MHCfLy+XrgQSGTOmgGwyHJw2Ngig4LJKtoIBxgi2hEH5IvD8E8F0IHAMQAbuB4ACQEBBfBArFywXyUurRywBKvWBofwjg8XhguEBXcPIQIxBCEG8qAwVIoFNAEobwd0Eg5LAwOBIMPVT7p4AIICEHmg4E+NHFuuM0yP8Ef5woitcg+TrVCn6jfFkIGQZfJApFbWNGJPgDaA2OAAD0Amzpv5gowDJHIAiFE9Vy5ekGANgGQEN4O4EBxxuDA7I6HwRJfe5AgyDCs9un1geiDFAA9gYCw89ujDy6xccP6AoMGMByhGR2FNTkyTEM+N+CeLhisOB4URTT8sYi8KQmwP5A4AQsyWsAEAACDmiDjAMCBnQE4zZHGMnGgag7u3UpIKmFAfm2BkSJNGwlCok2Tml62KhQakB2eCDRGIgeFoQEhoYrABzkInClBlgjKIuMCJ2rwSgBfA5wFINwxaDhBHC5Jg9GS4poLKXXsuAA/Gl1cQQXONIHCQcGTIpH88fq5I5Fwp1wyIMIEEd/BBKwbMDHQSYCEAXIDgIokdJLatdILcyWhnF1JWBJfYKRRgcqi9KnBcY2WxLQ19nCAFgBaLwo0Y2kKTcY4Huk+QVg8iI1ACQDwDIaLKQOFIy5SDydLgC08Ag/vNPvVUGzDlAGhY0WzucCBwBCilMojKvnjJcBCJKsblF/ooE9y58o/gNM5uQOeQEzPwpCANZQOJqPkTQEDBSUMLszrkC0o9PQjAHTerCQOYByZ9QyWyJVNaDTAUxeMBQKQe4F2DqpKyQ7g3gAo6ZQAOgwKALJzRZyKTq1w0kF4NxPYaWb2Mg9xcM8EfIQiA0GUCVkrhsAXcZ4AXMJOAiSHoCoAYRrMKkhTQ8wCArcEID4wFAEoIcILILUJhzhikXAcHMjnwe1IgyYQBAIOOhVJhhfhA8CKzt7xNSwT8ABfgEEmrkWOwMTjDxTwoHYgybtb1CzInIVcNpBIqi2jJhR01wlwGnGC5oGKQMn+SgSAXTDCwFDA4bqRkCB0AORCUdvZxg3NxwC7wRH4vCk0E2xMKoxgeWkqQwPGpsPgurmtKkJR8CC7jYHekqH51gXoClbf2+kK4iKLNk7Z2ZIGHnQNFufLZDSLTANQQNN0voBhjNwOie5F23SIjn9rFCsCHH1mi0RScYecYCABPQKTicUH59xKfpIjQLmMTTcCUiJAZisSCsXIOiRS8FEGcjcwUxl9pxtTiZb08hiC0QH+umbNEMRcHiMFynMkhXgjYLR0uUFNOjqTXByBZc/oP7QtCkXkISjzG0zs66+9U7yvEgbvh/CleqL86f7WdkXnfORYjcBjfNGuCLdkAi4LOh+pHHACEDfgTokHQOuRMJ/3iQMOiJg3rgZF5jTRWB+wAIqAUTAfGBIFLhzSUkrZ8vyAsI9mNuQ5lkkkMqiARZQujcWAxglDigHIwlVBj1sWAIayLYQpFAsZoslIMTAfwGl5EhDSzJA76LMMQvNTvLUjG4HAk/AoumTOmCawGAB45OXp2uXbLcapHhJihjAkCm2TMmbZ88JZBsBzZzORCj9mR+hFu7gTIdIxgO6OQrwa7BpMu44SivA3ISm5M6gNGrOawhOqrSpBw4oFz/X4f9DcklJquYrldosZGbRQE7oFmyEgKf6Bh4DrGkXDBtABSBAoklb17Rcmw4YMFyAqLhiUBgsAk7OGahSZ6tj1txPmtlmj3VOqF84q6bmOwtFdHJIIemIHD2AEOlLbWzu6MnpBZjS4gBzhVPTCtI4Fg7JpMg4Q8Ej8ShSikHKYch7LTOZBLC08SdXoWMBlOPkhfcDmSxgwErJj8o2k+sg6OCmdAkMhwbAhAwkYlggJ6WwzomHM14HBgnSGhhcwADeCwgiq03OxV+OklBTzJk2Z4K9lZ8tkGS5QC4jR7V3EgTkXkvBPGHyEBcsML3RlG0Aw8MgtlgEQnpG0XNxRNPmY4rf0pbWs7MhYE5xx5MkI+h7MTeA4V09EHNNm2qiM6LpMyOKQ5KykQXnNNqAATtDAM4MCIVBxJTEZKneSzYnGJ5SGw1WBN+lACFytkBy00BFcodkwUALiFL8tShwQv4n4uQp2yi8XEByiPaR16dta4AbYRAtstHM2QMTW6A2ZcsO4JAkVwdqkypLzq8M5PA4mDuprpK8mrziAlX0gfjmjgGcHahD2W9aoJYNwYW+ogpEQ4O8oQbM3MYUt16ATRcOR5KzBxMEytsISBcMMK42gEWi3XGkTkmCgIBLQjJ2pIQCRdmBIzk2BOkFTiwQfZKXI/AL1HPHwryBHJ9a05j8SNs95OVC+LkivPEQUxLdEIsF9QoYC6VNLAyJQ9ATpST3oY3Ibgh4JkUqpTGNfeh9+IAgSXlwSoLhpRDS0ouPwAkLJlnAONBuSHeqIOCJ8iLUCY9xImdKi7LiMbRYTGEHePZjwN0y0qIJSMydwCCnAmQlAIVsaSrwReWBRXMlgmU0IaQHkqvTnv6RUMrGNQ0tcgJJKV18eGAcpg4MzOh/x0DL0ahcIBa0eYUMKM5DdiaXIz07YWH+i8t0p9t/p0gF8jknLJgsA/OjE2nywskCqzo4wgmYgUlL930zvg5OWbRy8gCQbv60ErqFmRMtUSPnsH/VMsmjWcQ+ebmAfHGBUUnNcVhpUgZIShfJXRCn5dWU9BZCXkPNrJVIDDNpOZlt1koLcPTZz0Bf5hSQw6glON3QIYtAAcNXlFeCKCzoNVLS5Kq+GKwnmNZp0feD1Aj9I10TJLm/0IuUNDXPFYeAy2PKljfF4cgJE23pMzupIc3LJKMDurOYr0rRLFaWbu+DMhrKPKsF2Uvvi1LeeHlwSSoFeCNk42z4pKVJc403YGwgFTln2wICOYj0lprpmDy4hHVyBbSNxSDhgGHPJaFJJyJw0g5kOXR2P9dcZCFKdFCRRk0PCf1inQKPBwwQRoFnQd+dwQYiQ1vo0zXiTjFHcrpGXRgD7WDBzQkcgjY1U7MKKRAbF5irpy8MCwe32eXwWJgrOJVTAAcYwRhHQ5wa76ToAioIu7Q8pQkpCuBksGn5CwUuCnrzxYEi6PkWgd1hZqwz0Y60GgaC2MxyBeQj1yOlqKQsTxYAwh1YagJtLxAApehDFlUNshQIZakwyFIHIAuheY8WxcPo3QIwAQLFLyipKV1v8H5AF+aGQilJMK0xpV9lk/NiSVm6MVCUAnovbZedHGNmHkW1IEoaYC/Iu3bUfRBqBSAlB2BGQMjNzlsRgprBEbykwDbBxFEaCC90wkENUUmgmma6RlEwGD1IraMxpA7gyHvo5Lj6D1r7ZQMLhB2St4AIUJZI5GFR4KbmPlrz0h4pSgdm+bcXEj37GQYYDd1uj/QsqfIzFMqWjjxpfQRmbh6UjJOiLDoZYKglhVlgnHTF8sCy3om8VnOizCV02weLt0hmAZqkZoDyQODGAwZEDf/ULtEnEFKSczNpwMhobWB8EVgnEpsTCuNK2uSRnRsz6X5+gQbYpAeCtOjdCFGSV/1vYtwAnc2fcsD9QcraCzAy8K3DLM3TaZEGEbUJ0mrJiX5hTAm5dLke3YxAAZJiX1pzsjep2R0HKi90oiGP5f9/P/z/vx/+d++HlxgCq0MM1pzig9SzirFsDAyK4HEeMtkGyI1AEgQoCmNnYMjnYGBgMwHzKTTtaCEn8DxzKoRUxAUWWZE8hnZikccUyCisgEkcyLlIMjcAhTLMDAxHrS2NebmEQUPmNTUx2AH8VxD85QAPirX7ao2BB1bcdS10GRhuneCehJGOlnmb7MExMCwpBn8ZzxZjTRkYmF6YGujammx7cXabie12wWfQj6IdMRK6fGYBsgedE4ViunLYt2+PZhLleHMmetD0/B0Tzj7GLP76ixcuR10wtKrdJHUdoi8V7t0hxuF7NKJLRjbGcnp6fGhtz0vzl4P97NCh6X1DWm0lbSk4o5/8xu1useuwzgVlUm6PkcIdpUxbN0XuZuBdc1jFT+yQ0d1dri4oX3wz357QoU7OI33eWsnuxkpbWFY7d7IOOEOTXYzNJFF1gh94i28obca95x17eLx4MKzo5hbPAlu3zHK7zkeZ69WjxSe0uN9FnDQPXaF68EpEtmqkx2UNSJmgkqHM0zOrxKZX4m69LOhflozK/YzlHqrtRSybZGvGPK840833UUP9hYPYpUw4avLi81UH9pZlow+tfh9YjlmxIjhadnfr56oE1O4T6s0uxz6t+vbWV0v7ASYadUhSlDvz0d1M1nBluKRwmL7GnpcudzzOdntHc2Wxf2f50vBEaovdsLkiQwpTTk1qqJN5h0N+CX9PSNQVqULMI4Je07S68FnekSX7lvjXeB1fLaLByvaMa03urRX+5parOqx4Y9mTXQV4tjN4vtc7z8lXWqlqnMIUyLyq7wixHaOUEeRyEHq0r3/paNZe8+ZVW/t037En5D46wNnZU3lBLnRVE5Psk+FHYpoibo6pU2xP2KM3/VyrzVkY9fml78v1qJMTEmilnnP1tai089zKot/0boTzrzE3iy9c66WxbG+H9q2BnGyfzz3Fq96GT8Zv9865HD7Rblvu1biBsyB1i4TbZbsqjjVDy+qm95h75adMHisxgwU4ll72esD0IMJzsJwbGqzOk5m9raRa8nowsfh7VlNJFPdGjqIf4jBR9HhHHv+3R7Zbd4yJPOJ9mcUV/Lo3rOWpf+yt91c711WnobdYOV8pW2oHSy970r75Le+5NyfP2cR5HYWv3ndJSVugfUPsdvjDkfii16WtgBVx3v1a9oFHtm7MCfKZ3dRq51qL5tVToO+YGloa3NBzPsRNcjNTHBh86RxrgQNoc894LjHF6cJ9wFpw8L0TjZnPAoYFAjEKcFaQfebA8G+PiM07v7Zk9o7YnGNstLPRekBWS25HHHy+kG7AoONjwMAgqs/AsEWf1RrpgyEFDRFS9RsGDBciDXhpL7bAfVOQCh6ABI9OcpEQmXUoDxw+OxkoOPUkX+DJHxFN625bRL8PeGsGP3uRSmf8DZ3pN3Tm39BZfkNn/Q2d7Td09t/QORahc5OD8yzcQFkc5PIZ4CwPv9O2eTagE1F5J5Tjk9VrWgUqcnvg5ccZiZwG94YELHhlVryiVWD6XQXm31Vg+V0F1t9VYFukAtlqSEYFDpSXeqZU1xXciqA/3cmniwImb3CjfoZG8o+F8rCzjH98qOqvHKSac9hjwQARm1xXbbHZSefqri935B6u385uAfP2BtI/+sHPigEc1LX2PMefoVBfV9NQWmZDwoiE9HxweW08AGz9vREmYEpDY2KzAUbqiqCa4Nxz4txk8ryDuFxUSTNnYjewZ/HXdRB00gJXymR9YTf+hzGpHYhJD8GYlKkHBCjdOTFJ8TIQsfwN6GyI1Pp/MZgpxj85wvZ3jq398VG1/348bUHD/Cp5W7v6lb/Vzay3SR9DzjfOMkKumc2CeWZIT/sXhsiwuCEuZGkMC1vaGYFXJk11w2YJS5Yf8DgkZvBvLC3gl5YWTG9pTH8xWj1j+sOTgH/n9N+fn/j741N+f3iyb0EzHrgI3XOsN9wibOVq4SUCg5W/ja+ctIA9z7LpSP+TCDv3U5F/EWG/7PIvTa57Zpp7YN2RMebVEv/C7p1Df2X3F8Lo7Z75L9q91x+euvx3Jy0XNI79siNBYe+X6h7J3ZWEFDil/vvJl7obP3/ypVH+J6Yx98Op/zOm0X7oV6YBiaA3DTBL5P4vdvCT+Y/Ou/6dM65/4Vzrn59l/ePzq394ZvVvnFP992dTF/RMB2Uj7yA5K5N4wRhuvkHZwDnZB22eWiD7mKH9nexjjifO/f7yX3iiRNmEOuPBHKP044NreHQ99v6bIH34l0E6kt4TWf+rJw4y/slx4L9yBPjvHPv9R0d9F7S7WsMTvR1X+k0O7SA+tbuXgZ5ld7yzXjnPM7055P+J9c39xPf/jPW1H/nlPHCU3vrAtf5/WoT5/Mkh6/9+sHpBM1DTtsuuF0zbduq7Dt+h+x5Js8yAm+6N3jwjmEX8P778WbHjpOqmnb56YXdXv03Fhdf+mwhz7JcRJppex+wUHTP9Wx1PMv6FA+t/7ZD6nx5M/7eH0Rc0NelXOlZc/AlmyWgrw6TDh/Nmmxrd8Z35pkZP/L9ppd0e88twctxgiTV4zgkHvk+kbjQvfnsGmx7pRC8Dw8yn7fMrsVC36kHgmAMUg1hM8QgvKg/4wwEOkR5ecbqP0uW3IbBoBEoerIOTNzZxMiXbMBvZWqgtgdu8dG7C8V8nYv2/8JnCgsa2MUZiamidk0lSXOXyQ5OuE7OMjQU88zbPysil/5PJbO53/f9iMvsqydqQm//N8qi3U/xP3Q17/k2gO/HLQBdnQNmUp21Ls1G6sZCmmOXlF0aafWWnLf/1h5aRUjevZ3FkxM1CmhlDwM8Dmo38+cg8qBkWdcp/OOZcyi7qJmDM5XPHfDPPoOWb/6wxk66k+cWYHf/OpyyLfb4y9732gvD6b9GONMzO142t4alXVPR5PwteNnKn5iNMKf9fIMwQREH41QIImyqHzkKY6TdW9YHx73yw86cf6fzhhzm//BhnQbUmjTKky8WVWhybhBw4archepZa2Skp2/wbO6iE/4nrhP1CsRuQ4bMUy/wbxXr/pU+O/vFnRguifAVjxqLgqG5WaFUXfuT2bf/ZswDYsfmzAKn0f+I4h38RmsCVLT2+LL/B1/pvfERF/+HUgvi12XNbjMfEGZ5aO8l1xG1yenbwIXdgfvChlP8vMIRE/cJG3zYcnYUh628wFPv9t2ELokLU2hOYEgXTS6zZf1lv+s652XftkBjngUIp/l9g4hz9C0wKeWNnYcL2G0yGmP/Ot29/5Xu3v/SN259/1/bn37L9le/X/sI3a3O/U1vQwPUSRAaTXXbopntcvDUg41Awe3KiHPqePzlRCf8LI79w/BfB85RBnAHltipQ9IL3fgWc95OfSLmoF+2jLn4tull41piW6GEwKARg47YYd3cUYvZlVL/KEFdTGaUA+0couMFQOMD48CQpC0I7dyXwq27Mj6yU8n8MMDeZYRdog7Q0cw7qjIugfgEIKxdiAdRfAajf1KXgy7IYvol32/cc6RwzvXc3/94tz/fms4OiNQxYVM6/V41pEVildCHeIAfJqcibW6AZIyivG8CgTfIr3IIYz924XqAr86+TWwhUVywGhdoBbrmAhdQLK38FOMdOHAJrC/SPKpdRaQ7c1JtO58EdasAQ6gLAHQneBKnHZQHDuiPR5gi32QolF+8AUyL6ck5yuS3Gm750tqdU3w41GAaa4CMhMPtCU6qNz78VcprbAAvzNQXDC93tnpxgIbjTQFdkAYRwJApQL62IxwbcoYKhwFvcZmyNzQaPRcC8aM8sdliYN42HxQhDhpQWDYxgXkiUPxVQbgBzLBKIm5YIXxbqaWEKqFQjZf2/wEjn7m//v2mkzIryqv/CTBm8gN9EwEw5/hdmKkMMNRBb7/X/ATNlW8xMlbWvTTB8OqUXecp3PZfelPAc2wBzmIXvqFzITJUoNXGk6wlRKMp2MikhAlIlOdqrT9q5l3+0LzH3ntUF+jjPfpmsF9j0mbNVNne/Y9Gtsn+WOzhXGDDogDsWJoC9PpyTOywPf2HwQz6UmjuwL6YPgvbwKv6OBJN8pbpVnnpvns9eBu0iZVKzFUJV7UIKUf4XCqFkmAtqYO4xxYV6NU8FzED530/QgKDwcO8iIMNXRBiEVDr+0Va35rxKYMmsrW7WAMWtdJvdtKyGjCBYSwV4LP4mwjV5to9YPh4r3Mr2AbpNLp6dNbuCSOJjXJzPiM/KXDKphfjU3e6DRWs/9Kz1MIfAhnoyH9PifOd/HBvR+JIMvXA4df2F9CHo1X777de9asl8zIvz6b4wRC9RaYVmC4WYB2wfhO5YIRJ3tquQzMeyOJ9wmd0LmFk/sdboS3NzSDs0wXknQ7NoNZmPdXE+WaQKU7poK1EL7uC5p6IPuqQgeHKLehOZj21xvqdy3Ms6IEehBsRtSvdYhqBWAqos26QayHzsi/O5J3r1Bku1QkfW/hQ24xmEjnevH7ToKSXzcSzON/AybhO6fZjo3Hiu8TrDbahx1q6WAwPZZD7OxfkeoK2/rI7uJwo9I57u0mqFliftPGF34jWZj2txPmv7a01lMq3EJcrlVofNeqEeJ9oNxx60kvm4F+eLZZJ12xSRAJW7euGWRcUgdEmOH7teZwuZj2dxvqPO1WePjr2DHjZ+5X2ktx/aLp/S5spK0R/v4nwRLO8k7l4eJjKuDQpCJe+CsotvKLS7+JjMt2RxPo/eb8fX8vUTWW8vDU+FNEOHc2pWTdhT+sm3OJ9O+fjDC5gWYqNTjne4azd0dH2WWYjZBzLf0sX5FNaGein43YRKnjzxI+19P/RMy+q0cc33ZL5li/MNPbjMjOV+D+0tQo+L1vdCxdynRgZSKP63fHG+qwlrcvrUB6BO72JP3a9ohzrlqh4bHksi861YnK8ixOB678shYqEH6hsSe4t45/vRNVkPXpH5Vi7OJ8N7beW6ml5iFWpwo/OT19AkvAujpS1lfPyL8607uupC6LYmItv+mAM5Ap3QMAGE8pIHXWS+VYvztfZOTz4/8ADKdeHJwfZdvdBtip9CnVGdZD6BxflEL63NPfnkA3T/uUfvNSe6oOfYl6WJ+FL0Lrg4n1zqXuzZe4PQSQJSSdCiBapZxZQkvKKYzCe0OB9zhdvo1cgB4pFVH4pkTNqJX0LGA25mppP5hBfn+8BExAW4fiRyE/V2BjE/Ip4Idrjb3txI5lu9OB/rsakI/lU9xJX+Yvu1NF5BDe9lo0tTKbisWZyv7b7IDY2U18TTKtcqcGHvoR+aRMeii3rJfGsX54sS2KxgLlQGvW8Oy29z64K6Ihs4isR7yHzrFucbub/LmbixE1piJGsk+egDVNE8dHXFtnYyn8jifL2mT5R48j5CZbSCGj1jXkM1JJRZUZvKyXyQxfkYZJNkjTf2E9eHB+8dHn1PFFGrN+s78pDMJ7o4382gqG8/CgeIlfZ9uLjkcqKO0OHM/RGUOCi2OJ96ZfYmtE0XUeIAAmro/wxq9nr0JhOEgov44nw/OrRUvdxriH6fTj/2e9YKXTYpmhX8pZ/Mt/4X+pM4rcDOXwlVZxdvuRr0AZqUXFBto95H5tuwON/SNNmfyp87ocXx+1w+e7RBm+XN/cvdKPFMYnG+892ora1sQ9BJ/XDH+nUvoNni98WZrlDihOTifDpfc7w2PuslTjdjpSWNOogVoQ91PjZQ9Ce1ON8VvSnjJN1+ok0chL9SrpqYvKYqBBFDsRfpxflcd06ueMrcSVze+6FVQpAIXX/M9ejwFYpdb1ycLyXXNKCl9yWxoDcoQc+kGXq1FwPncxgk88kszseeZ1vjrPsCatxdkyYs0g71f/gkQvMyRX+yi/PdztteZLOyC3pQ7RnD++dvoAaKDDrJjBS/lVuc72Ok546u9x+h54rlqw2fPIGeETFUT3GnzO/yi/MJpWgsk6zoIWqfc7vlp9JJtF9X3BFjVEXmU1ic70NFTMIPVB9RwQci4v29hqjOa+x8XoMS5xUX59tQZ6Xy3r+D2HOXeMCI/w40Vt3MYL0BxT6VfqGHm62VTOtfEg8Py/Fscm+A7r+7450Z80cyn/LifCzSg4nrK6ugTzq/bPhwuBUqceOmYL3PAJlPZXE+1CP1aP5nnVAFtNulb35N0O/qK26Hc1Lmo02/8Pe3O0a64j5Cy50yysQ3P4Iuv+tacWGAkg+qLs5noqFfwRbbQ1RfvvKZ7tlOImP/gCYjVyWZb/PifPh2hFUhoY/YwMNpgHtfS/zRf6PWf4jiD2qL88l+Sa7c8LSDuMFmvFSq5CY02bVNB7qCoocti/O9SY17Hcz0ihj9IEBV5k09tM5Q7MiPKYo/qC/O9xMy8PF0cQU0z8Es8bprK1T6tNDjDekUPWgszueTcsntwr5OKO/1FCXJZ03QJqVWqIg9RQ9bf4FnU4OjjsNHaGd1bQJT2GOoQbm3J+pWI5Gy0qVua81b6T64FKN9eSrXLP+hpm35fdzy2WtKS9Krj3++O66w6ErXDYUhv6wg7ThQX/0vuMyd+6dZFurS/GUuUP7brYa57+D/cKsBUmHAADm02FaD/guDHzfCqVsNYPN/949q8FH/WhKEfF5ptpZ4GRb7gxoTnJSbxUgHh8F7ScQhRgQ0WVPg0dJZF33AsAgYqD8YBECEdP8QxB3pg0BDwM8WfMCNOtIJaTjCjVbBCeSRgslCXGQhrtKUW2BgLhAtiAtEDgKjPIOX2rjOPLtiMTgceFMX+J0XQCJ1Tp5696D8Lso1S/L6YD1rcjUpGNACzJV20RN4aS1EUV4VsnG2OHlz0mu+fz7UAwQYfNFhgkTyEKnl0rTb1Gy8UUjyqziSCMDSMRC8L4YGDeW6FuqjEkkOeLnNLOiocvcqOsjSGt+rRP+g7CA9W5TyvxGlTP+gQhUFdJ/gRUOC9m52Tt8pMM8ZgsycjpBvpROHGFNOwZIvVSOfpiddWUX6N9Bd0lEEIzKBl4t0Uxa5dS3IXgdQAhD3sGQNYTEEdw+6b+dI32PQNIgkH6WHkd94IsEztligQwipmebkSY5O1RZJBrkDZPJepAMViB2ka1F8yHZBRYoKCFiZXJFGATpLGsguKqj7HUgvCfaD3QDr0yTreyBcPcETtUjw2heKqZHe6lIBpLt0CT1jYhAtLcgmuhuVaEgBbS9gkdS7rBYSo7KImP9uhKQ7s2aEintjAcuXchMD9QoJQMooBZFeS9Pef9NCCZo0crD/8mLSs/98ARJNvRGWJk6X4qAzYjUgAbQRBFElzBiRPMzbG4GGS9FKpBeatGRogRSIF+A3VKBeKCXkyjNnUxe50yaFjYGByLTgnTbguykb1v98p80/v49j7p8t+7P7OObOLvNfTZPJ/3SqLDFg0EkCpsqfwFSpqDfnjb5zKUBJXeAODlbKrLnAHRyko5y/uYNjoTsowB7++R0Uc653+E9HoVeRkYX4wAB3AA/fkxFdULl2n5DODMbCRtH3lXtEQ1j4//O5tr9yunnuKbt/cbo5RcTMv17UX7/oSGo0UV99+T99qwPYTyhoPyyA/UDm2s8FIsl+/s3p5s22sz7AQKLJN6qCd8WBXxiS72IjTTEI0r2tONK7wYUT1oTNZppij1XN7zUVbS1Ayj3+/YFoUuHffimj85SCkfdCJ8AZnhswPEyedxr6VxgJUQyUAgZdXF0QhvqJ6wMDYzuN760V8GpK3Z8/+8PGGe75HzbS0f4XoACm8QtQdNKoOTr1u595Obotu9jWlbreugWleZF30fXrZ384Db5Yh9jC3Ocvk1gWAVZ5B+2wGvjlK/WsGygHD3MHT7oCxeTv+sC/VAtm6//oFe3cP0/JZk76pHDhCE/r93zrBAcD/Jog6F/n8/xz0Nsb6U6Nh8711octgJ0eMuAmfQRHvqmYGlgWs8SV1AmXHqd/BIkDJ3f59Zi3xndlb8peOC1m82tIqM3Mg4TR/LeLy7nvx/90cdkEoARi6Ky70PcczQAldBaGoOxfHQtYYUs6ju1HOqBJ+WJwQch+pjYsFc0i6N9/YNJ9kAd74peQsYBWNB8u29/CNXeV/xfg0gn7FVxzTA4U9KutDAHaN5uupKMn5OOeMPcFISt/Vx9wM6PKJHVPRcEbuyuav4SMcpZlPmj682frP4x+ICoPw39pRIep0Y97seiHWZl68obiDbMHmyywX3f2vJmtf/CSi39+FEJ90Q0i8mUZUqQBwLD+kB2G1uQQSb7bU3pB3OVGlSIK1ZMso5JXLmWKV/s5v2vzUF5pRVqE6BGQKDjp7xSQav3taYchTo8hVHyRrSF5rsd6m45L/NEBiWXzKoElv/8WkN3K0onaGPhaM5OXgeGjPbetbb2wtgqP1Xa2x6x2ldGhJ5KOaeqZJ6kb60hnLTffHri+f+nGY5r8po9edfbXe263TzDjat5xrmEnd/HDpabR5tt4+Ss/H77SFf7YwPx96nTVO5WAl8lCazIaelvb7N2/DbS5T0+/m/75LeTlGqMyRfPVfCaMN7A/JeU3I7vfnok6o47b0f3tu1C26ba0BGU7/lVLl69aOmlg7bxbx9rD2dk6JC2qqjOmalPs/hsSKuJyokXE6t4q5HOV7BO1cGKc8l4VO35h4TWaW0xG4U1fbr569SpOJ0Cwa9n7bsbtiWfUE2PuDIaObHqhyeo0fD5r9bMNol4Ha6tkLcpj1F9Kj27C9bhdsthmV2VSbsIgKikpqX758mCp4qNA4bNX8YSCDhX0yO2jCMHxj/vUbcr7q8ZLLF76idWJXbURFmn7sMlFf6ohY4J4MNC6rWGt/tDIxxUnUYqnn3n3OeBZs9inmfsft24UrLs/9SKo8cx5S8LQm11GCQqjXmua5Vq4hwp48mW6pMSNzykJ7zm90aFk1z79b9c9f6Q4yUBffgkO3aq3Wp7f4UZCa7xMdSkiSaUsG/ElYmv9unJB166TLE7aOMWB+FN7B89czEO6yqcedsK4IHgqMri0vZZW3D9xP7LpjpLIy4Cw3UKuXU+n5C3XPmy+o1Tz7SHPO7dvMXoepVkClQ2bW+4odRm6Hj2rtMuRXfKBpnaeU4nMd5P2rcxebwRt1FSkFIbUDgTAcixW44Zfv72MjcUPu9aVad6XbeBRVbuKl77ZsiFsaVnQra/iSZuNEhMVRDfb6LEeaf745dF9O9QbQVcmxV2Ob3Pbp4amgS7K2qiUxg2uUvcoV03aXLYlGWyT+X7Rj4MNb+4olbE4Xyu+m/a5O5F1s1eVPr/q6mGhK5eb0xS2cioHsBXXuNSVnb8Ro+tvm16GmDgW+XSzVwxL0hXDst5PvWpO7ifL7kg4ur//VNe4TrrXfPddg8ePh/stNQUI46t9P7KmHFZrcPrGzJ32aJWy/9PbbdJRPcbBBasF1j3v4r+0rrngYbgC5qdU9znTwKvmH/03JF9uZFTgbNpBlPa+/vpMW5peN9vLgJB37O+tp21qc86WWgfxleidt9NN34Pjevdxy+Eq3mS1QfMa2PkiPji7XWSSVEQHp3WUVqCfL/tGuNvzz5GY/UOcX8flwmwiE2SFfDTHYv2zUDYgrd3HjYNd+sKrgQG7nT4X9NzYNg8MarRL8lqbFBR47GXfuDIY1sM1kr4sQyv5bsA7ROepLr6f78vScuOE3I3Zg/j709i5VDG28pPcgeVvq/p0PsdVfgoxX89/LDX4suTNLpOq+G8R8b4b7mjK1SpPGQSpeOwJf9MqdMmgNkzivmbeRPctz0HOwuHWwPsiNcFCN9cfcN2+a3ztuaTx47r5b55aPnv7cs29C1M/+gwDp05c+1CloDd1cplxxA/mQ5Mn7HFfMam7852rJt3v3uZu85v4WFh5R21iCQ8n56ces4CmtqJ99hd3FiVvvNfZ8w498TFGV8FEbs8RSyPHnxtgy/fXtcJ23CnJ5ZPu33XWPnW0rRHneT8FcXqzr/DmXp/8AqfgQNe0i2lN97WyPSZCvPdsdcXA9Komw1FOuj+vNf+omUjeb7f+CfbKVX7oszNDr7v9ggsRqRVJ95ernJ8Qxd3+1ne7Q6bzQUqLV8inaEwj/i38/CenQaGv5SovWXpGZX7027xp33uzdtBO7hksqznopPohd4MzjgKa7WdvOXGv87aPU3OadnxxvFHCzyjxWuDVCsPd42uqVU6liqKr0UHB+9ktI79cMkx9JFb96ohVza3KRyp36uzt1d+pNL0zrWOpNsl9Fcp+M7WkjZXv1dBnYSm/0KIftadbCh2uC+7d+cY14ebnjedWnJJpcwwgCmWrhiS4O798GJ6uHN0i5NopJPBV6bKplnB2xd11TO48V87X3dGamFoqpC7UdvyoPcs1DZ4pgUz8qxyJoHtv0t1MwsLcz7qvPChzZr9DSB/z0u+MQuxBIkZyLC/cXkptXc+nfHxyp8a3111vNxvneyuoLAtbe8oO0no35eropzT1y/x6In2Hb+sXSL1aCePIjhGqLtT32XJR+/gKqJO6q/7pivGDxHTFhNz0bEbRC+eYtHtGMtuz2bMc9a6sqqyIk+VcI9ERUH4yRiYk6Hv1h7HJUeX83bv6+44E7nUzfsv9xTfxzratV55ul4t/usKYyXhLnJ1i5FPvI6b37snUeN16JC+bo6O83lv2CuRLGOuB97n89eHc3BvXvHbZE7Be/xAPoxBehB1fvUfkrCxHQPT2aMTauJgzDls6QyfwHxTUwqOOOrSvOX7Zco13s0qk+lBVbzJH9e3dDUeVfMwZvnEO9nqnyXsUnyk/NHYFo3rlSZ5lzzG+cFwZJHvlz8GV4XjzSKUtyV/Eb3c96Pb+cisulr9Q/s5728GmTJvTSfqawe35bbYXNwY5eRKWthijOYqlby75+IJ5yPP6kg+8h9fWOtq2vRuDg1SM0eeTh0XfmOQpsZ/iuVajW3zSVPlhRCjB+U0N4/f8XexKnHcKV8Xj77blQzhZLrSVx7yPKNWImvps/bW1QOY9MSEuNF8j6jk7UcwHzvOk1CRTsKTw3Y6jE/Y5zCP8/nEFhWq3luQn2UfcmhIovPwk6Ho945J1AhcdAnV0Nz7duZvd6GJuvsbDsLqjHs8muCdXipj7obCOmd7EgBVM3HYXS7RulGmMndnkI2hXGtac4CEZtJydK1M+vvt9cNDyJS3yBvezSqT52+PutpVwPmJfFrr7C3uAHntXgdPh/MvTz5euf5sL1Xl4df2bp2FylgfaDxN2r2iSjVl7d/wEbiXLuSGAW4V7uP7MuaE7hJre7vQbzN2iohIEFRa74XSfDT4MmltSWSZ3hw/c1IMMh/bfvDYStiZD3BmiI1AT1M6kF8rbvAcPvftQ95HuGY9D8Ca/riwFnWZxEz7fa7L+x06anRJg0556Ksm32XrNC+dI26XjUOaBZ5KSFfYNbpp1WqkyyQ7LX9eWYfc/zSkiWo60X+Q2StvvmfrEYc1OAnyw3ORG09ZHmB8afqervJmL8VOIkf3OfPabP9frhPfWPwzNGzrdXh/KnKe8EjpS1Va8/X1RVhhBux6nf7Ft55Q4sS1etienRLjpm+MAL8HKxNz8S0+i/XHEE+jwy6AVewTWYTNwY3cT9dBfj0W/V+ZrG7mbKHE8ZLPz0W3b9hkR7ilo+a9oMziGRwjWfX0iuPRTb3UPG0FlXMVcWnSbi3/n05PvDohwT7GEbMEvffVQ+XGTw0nBvpZDTc93WmkopCz9lpVe8/L4yUp4WODPT4Y9iYKKTu55LwMbWRRERZq/JivKKfIfrzx+xCrlg3RnesePh4frq2xYS1+bmzG0ZHIghjcMl/raFtp2K23r2XCLtZSP5/CXCd+fL8sCG7irltd+37jyh6TWlb4Ou8NHf2CPRxuc7jqxlneqxnftZCb/CmZT3vjzro1XK02n/NWzAoePXd7YobEDfXb441WP7ffPJG/YlHfhnJk2fEOaFFbbEXuuTet23I0HcpPfxlaauml/z7FDVCefTLItqgx0zXgZXan8IfW7ho9x5XUZddvVvnmNUR9aDQPO+jINfBFZfU5uzVkG7jy2ys/jmmeeHnN1Yc5eu9x3sO3eOctdP0U8u4inSyLtwo7F1AxYQG6ul+EYlLo4bP0ZxfQ6ecmNkCxPrb323QfyG1NXoIwkkgLbb42iAnI/DMdPSfYP6mHQh3yqLmDcfbsrWo9HKEw/NYQoSgZnaw+ySJweH+27y+yUtfqkHSuUl3Vyk07qetml7+5X46RPbxnc87EiqK7+2Xn5a0XFagqa/hNvrM6LeNoccXzjdMVx194rka892bNToc9bLuYyqxqhXtyTrYGP59Syx8XkFbg7MSgfC/J47sEY3zVqKhXN/6xGYAsMbxp4Z+h60Vkn4fOiKR3PU3vafSQyR49clAhDsb2+rfflzg1dK41Dr2MHJLafHlNQWKNaQhjIXKrK2Ff8UompT1awZWlqqE9LqamGj3LRPrfslvfaleIDgriaZaZ6o+NI6c5sjs+vlJR9f+6KStw4HmUSfTHDZ1Q78NnnzoLNEhN1+78+ybLZbXJ7oOV149aJ2yr7cyI21RBuBe+vMrS4XfpNxMBwNK0/0Yc/KHuyfdnOSrhaiLBqWN3GU05ctYYWu4IzEF2NEhOO8m8ZSyeLtts4mBocH63nvlZpQ1TbxeqIaJlIStQqsYlKfNloufTiJY5gdlcmFc3vmtdYJDo8RZcKbz+d41yl1X0ygvVxx1Rxavjlo10ZGWYrpU27Rfdj1xGmEGwXsx4Usuctlft6/+QTvZWsiG0STKrofbbLQo+turheaZ2mcr9GkZlphoT34ylXs3X1T6UatK+anj7eUVB9v7TV3KRHX8bE2NLIInOrw2S681jY1dEfyOUXs32toi69+IKLaz5w7+ALDYeEmESe4cQxre/ep46n7GtqbTyW5uFWXh4ViBI3PbJeovdugU8xX7pd6jfHz6868D+PWcWYC/sV7Fs78EpfkXOH1N5EpuPEHzH9Au66EZOQqH3++4w+8q0zva5d/GNz7PmHyOxvjiU1tc8sukXGr00c8i8tSNZS5DF1DDrx4wv7VMyDAwevNX/HWd9pGZN0O/W4czp+5Z/9TKuNibDuQLjNLMnn/tBOsy+2zLsqDCzzHDhtVxqPprUiznUtXyp2rKIr+8Ll9jBIZCtrjDDGeonqxmN+YpBj25WW8b0W7HAXexIl8OkBpuPoNcn9rwWf+pV5bLq4/STLiSj26SvNfVmFCYwNCg+m+wfaAiyqX3/ZXu/g4NBat1VxeSTMbI8Oz834vJCLj48s2WbCY7FGXVkp/dZe+L7PvbCjnLo/LfaOqXm9y0vIDalzC37w4IXw/cOXnpwwNT3ObRa1Tei0JuTBrb3fz4R9KnXZ+jR2OGGLmLxoeXWu/2io24HrU65TU5OT9mMV6avYb4xc+tix3Lgs1nRd26b16vLPY7KSTtTXu6pD1H16b946IMcWe8fE/Ng2ExPTdVveoF6FKjFDTu64coYp2ieVpy45tuVE3u2CuFsCBSOSByRKTbZJmCY0JWgccDxjJmTseOeV/lHD2HiZFrkHd368PakSa+9f8m7p2KmgoRfZXi8zlRJfvbm3eivfN76b3Fldil3bchDEIqfzOx8EDXmWoa8+ybicMeonKSWXEoKW7FLIDFQ0OHlvjalx9QZpv3eTHwRQTvV1ZxT4Rk4FRA7lDa9du13DNDFyyMJSsLCnNaBE0zZFoCzOX5s1IKTjdVPI4KY0mRXh5vbnDyWNFEo0qCCqRlk2P3jRipl+eu+wKfftDVckG1Qiq06Pc7kkegDVXmJv8qgalsUIfedp/do2+lHl9Cq3EB8WsM7ABfhwRstBp7yGLWNu4+fvKHbVX4vxV3ZK+zrqmHRHcafaC0PdBq+PWhb25+X73otdKpIyEQgn3K8UiihfkVOYeEfx8aVxecyLwdALug0fC21y1wEiItkexvkrt1XtzHcHRPAnuUU+ur63ZVfYYQm5mPStruXFSxANL96Ufrpryu3qwcCTIDnarJWy9WXm4WYsfLJ3JOMraz2Plv73zzdPvZCQ47mNNI9uwxR+iBBNaGwbRV7UeOO7GQkbSRVNkGS9sTeR37X2cbuWfm15YCv6ROL+U48vOG55OZiTvZON+6rQwcgh5rU/LiVlKh501tJXziX21FW1BPgdNeUSf62yfrRTkCs58MY5U66MI3Gq4offK1Xn4KJMucIPvv90mdX+GedHFlJH1kremXi+/nAN84DQKf8prbTugQfc3YmZinqASKvj6c1Zj4Ytq+OqTu8XICCPIr/x9LOuLYUd2h+Zmj7RksFHVDaFfZFqBJQ0MDy+KU8wP5zW+puGLRBQsH554snHI1HWIkoWfAzvS3ZX2z6tMfh+3eF70z5Uf25RSF488lvMK0195RO1GRN3d2qvkpCOiWOEAMAVDR8YYxYo+/nmlvuIhtyrSPdX605754VG2I0q+HiFDBcHDYlocIooFNvxrZ8UNC1/u/v2qyuw5XtxR+6rV3hYxARUv88vnmqaeP+ssc30taI98dmB0+KqzXbsu1W3tNpXi76JD0uRMM05Hh2ROPlCcHnOlhe5hEfPOGW14PX3LkZhedI/mjiXp1vdaa/oA8m7W/LHShHie8oKhrb5Hntsb8l+h5ePB+HAY7HMpfcOg76LWcJRwVOfBDAW0k9t9Qycr082Y6ZdPH21hAJSrkcgC+QCd1fnVcj0Bd8J445VufhpWN8iL38Zj5uwkupyZJR/UCrHg20Btxsa/BICCo/c0A4O2jUcZWYMJYZc6RrN1u3AH7h5XOV5w6pELsP6bZmiDzxeI2+ackluUj327VJ56INz9QUnTLmOQLZYCrZugVluJCaU9BrKN2dEBRu+K3+ReVilqXHlMj1zB4d+oneIb8SKAfVllYUHimLPmnLZ8YdfFFgSa/iCEy0rdrD9LX+zhHTyOr/qoxyibh77TgTmP1t/OOeV/anHop4J35Tc5ZaVPErrK7HYsUVrJHXFMj3UxpGhzKWarz9Py+87vGSjdHJUuvrqvnFx+eTurx9OwPjzn4a5NzGdbtpp7+iS3aH0EQNbnvs9Ecew/oG0xCei6PgLTiHuVbJNpydeV2YbRq+afr++7aNYiD/me8VbSKVns+9As2d75vLTDUOo/MMQQs252/uNkHl8u++yFx3ahpNwnl4Xf2PqnlWZ4y6iJ3pQuqTqYFWzpxqvB89BYre3W35v3hc0H/sQmvlqzYF3tXInf3xZnbI6eOqY1/nlqWoneq51so8nRTaWvFwTVHyjxayyNOeSXIyXybv7t5EFAV/evXvT9eDNI9WHhlpfjzk2XY5PuHHYmInvzbBZ8YeDHcfs36HbX94V4PsSuwn3AjpwiY0t42qFandBQ8DaI4GnrvIHO8YPVYR/tAxI0e6/By/Paz3HF9HSy3fXbbdvCt/B9sjavEafySwWBdddtbxREWxRzy9XXr6w53upD6bCglB8T1PaxHesQ3d3aPfBiry3S9QycJnrNmsQata1CJx6cfXwpfGUrYSMTYnigd+zx3cjVN0EdidObSfcM0S+lb9WdyX62+PBp8RDB2MtFIRe3ZYt2dz7pgOG+rHpuUqav9bXPhy3/RlrQlh5Zr1h+b0YrrzOa9uudvBW3cPv+VRneFMMOq0sWpDdXRb8esq4xS+UUDOWeEKj/MazUb+Bx6hr/pfFm7oVrloM82+Pf+fVdGGZs8Mm350rfA376xS+3lNOvsptIHFd/r5DrfrAcrj/reUDnx+W5jDjQybW8gbkteZ23YduhXzNYumd0FsXYOCxiXG138DyQl+mnhPng6xL5e/Jlrg5T214tnzPj7tdajeM++rSoJufx5OFchzKtfVT25ktf1aWN+GY2tONeyW3WiTr13exgdRD3J4s+xxiBn+aNeZqrs367t/gxbhTIMrc3oHFbpTj7j3B5qmz8on+GmZOtR1JYbYOEGUk4Urv05wwkFJm6ViqNbBlBwkVVt1yX93hPpkvDk9el5enfAgmXLtUfOuen6LENfkg9o+niVfu4Y9rfVzS1zqOvnXbwMrgnYSOna69Nb/66mtNcUtXqOY8bHZ4ulMiT3x/mQD3+BnUTYT+89KJgH2dxzc6tD7ONTlpptfMtfn8U4fxgKHdkvzGAv5H5Trq9IushyevpXzynMbv4hzX3BLiVmzejQr1GdnzrXji5k5VW50VLRlqHePKPV2HTq8PiH8hXXDPM3dH+0eTy6ojHo8KRfplIxWMzfO3r2t/IVyZ8WRc/LVjWTbrg6swf9mRB2KR8TFWnttGvu15YLNEqrI60B37DBERann7gmXc57VMMXC53Q8dNa5G1JpFYUfanjy/mRc6fluI0+IzWj0novbUZm7o1seKCC6eta9v3Pz5Rkj17U495PaD2IrTzl0M/c5dcciTLu91smWqFIt0nsuyduohuwKFmYtunvbwcNbjSSmYygjQj4c3Wp9E8he/Zfg8GbbG0zWzqsV9DVRL7bmp4SVWQ1XJCqPU9cImO7R5zXU811U7jfXJBfAn7HreyArR2i7F3LeU50zibnW4/StO7pPfdJlXVjA+9YGVDtTuGM0TORafld858YiheK/r8XwVnuN85fjd9jKp7unul6fS1wjq58tIsZfxCA/CW0QzmLts3cNzQgel5L5kxZqstWbrV/A7ahMt7emuLHdHRHk9XERHfVWgumpTe+ROw0v5XS3WUSJfmDgrDrjoO2xORqsgR06hDNWDdRpPnhR7tu5MRnvlAbfwrbv4ExqwuG/SiminUaPYiTtsnF9GkYG7HsfuM9TxlzEtS85pcTF9CQ05c/H8pphy54s/tpfApx4ctjrEcUrX0dUP0qVftqre6ZOMmf6F4rLPoavhDD/vByY77pnyc3T1h8Sq/0AqKlf1Cmn3HWXsUo1nx4o9lFyxKR2y7ryZn45/bBdjmgHD2a+GhprFSKf2FUsZYhXgmdtXc8rBLUUO7vwByUQFFvc1PZFUYPihm3dIWuVyjE7MK+evUF04KF3yQUWZxIf3Y7U9+1qnxyf9lyY07l5Xbnoa7w1Zlbczit0IkntLM26FvLCTB7Y0ZfMOK1OSME8dRIHwp/aCvF6n2/WdBicG1mM3HXDcuP+IWr3pW1MGiDuLRbnHW7EjZ/FxB+KghZc3VqgLFpc6P2880bLff4Nm1JTOPeX2l5wMzw81Hvmht52TD/NmybfAV8w4a6EHjm93Fcf6XH7JXit9+Nah5N2R0nXs2PRSjk5g7OzavY8qXUobT1QL6EXLMRfDtm75rFt+0lgjbKC0xeMIn6DL+0Ox3EPcvjHp2qCQR+zY7QybmeXEBC+Zi6xkQsQBeD06yndwJK/p89eO0cP7ItiVgQG+7gx/pWf2WPDN/toevTGnlvRVIl8elrG+PuH3SM3C4FPkx/YqQBBbwYoXQjw2l/i6yYLSN+vLPlHaerQy5otuFFnOe2bp6FcHV6QZH5jM/Wh9ju+gcwdTf5lAj/KydeWAbtsfs0dUTLJvED9+9WVSJh9zkvQN8/puWXXxqvBbBYmdj2JrvC7aPrXcaOCn2KAdp/nwEmfE1RiLO/etHu9OWe/vgQ86xv898ZBahY+Jd+1Rvb3TUZFrhOEPPzFG8HDuN9l2cQ2H4ljNN3XHdSyB0WumvFfWsypt0Wz3fhgxzWjj9upkBvsKiLmOIuNrlwrHA5CelTxigusVOQjjPVFOfkuYWVa+jq0hxEWExMcreLLFqh7DcAS83j22cQ1mvSbkQis3titG+PzbWN1U7r4XGUIxXy5bu8fdFv6sXV6vlXj4TFO+9MWD3xOPVB6PG3g51u9kcbE0ebJPc0rUquB2cRBhfMPIZx/eNrGxypaWJyf4kgavTHEWF39t39vCZ7vS9taRF92fHJnRl13T1rxblV50/Ybr891BtwYuasDSWxLPFPnWd27f+XlpYPbz9KNO1740mmx6xJimei1H+qaIkPDJB+qdz3rzH6mvlTiyKiiTF7l50Fwxx2O/bKfLo9BLE2gVGbEfusw9gVwlQ4ybOK/jpr/vetnlqNTCmflUKcNL91nidqj3+JYgrSAu770vvAniRwREJvblVTrlF5xvqJw2/vLKvMyk0235lSI9t0ub1E6rKHt6cnsmmD/evXev6fXrGxp2XHltJq9WaC0F5+LmzjpcVJS1Q77Q2t7efk9FV3ST8qklltwqcX5vz37cU1MI9V9VmPvs8mM2f09uN7nPg/xpOz7LujXKjT4OYz0QzC3AGlnFiTqI86o9dUqwureuP02WW9sD/7Xd+0TOu+hU3mPnrhHHvS3MiNVsE8a+0uNFvo9kkEnhpTmq91/dC8mvPFb+UeDc9KRmzwP4V/+A4XuFGm1OqNsBdjrXdbcZDY+1SBa9KX9QEI77aJk1iSXcR4UfMg1pUoIMvY3LeYi0OatxvOPO8dS60a3Qlolr37+3YI9VadmE8GpfcuYyPvxu3G94qZvUxFvtURRPXcb122+6iYZXe/rqi/xMUzcIME+9WxWg+kqUTeOJznDn4Isa8F+GW9/W47IPX92wXZlwDhN0d7c6UYf1i3QA7uveKb2D2Hje7/Z20PIDUIPqEn2n6TNbs1clXy04cPtgUE/w9JrBHj+sSdXdzp18VdkVbpI/x4zfXfJCLnHM5d6dpXnmyxO7enWPAq8TtfLpAgoOx24UPO9qislX+cm1dW3WFt994uraR/v6SrdUjdWZ1olbVSpueP8xe0O92YGIjXbOxZyf1Lbs/GY/+ESncVxgkxMetUbWx+UhoXn43RXjxGOpgooxT60z2R6k8kFVE2N3Xbk0GFbHJ1osp7ZlKq72KyabeejK2nNsFmbfOTAh0cXnnBG79vW0bFML6err2H5uoHDvLa2A7NZtbYFTfUe0Vmjwhi4ROnYXnpsx7mmgt9dFUbEUlZTZX/CswfcTj9UrxapbddNBa68Unfz0vdzC4eFOrds/9imMvS+Lb+/PEVdVEr8xREjprRbuMz5Vzc4wdT9FqFVM9U27eLdTLrfzMPdp5fXedw72PO4XMTp7NiN/YrvXo1rVaC8VjGuXR2IjEcPOvrY2WyOI/3nD43MZXvGizVxdsqvj1dfJHOnbcxemdma0K9dy3XZEl4eNhoFnenLnzWunBaFlwWGPy4eVtnwUcWK57u7dyyFxPX3SwPas6cCa3Mjg8hQ/70bM57qJc6/9pafgJ1Do3voPxdfuTl0t9d//uWdLJ8w/+6dcbopHs87t17XNhT8Z3dG1FYN3k5PuvMFvW/K1mTihlXpH8KjtD5HNXHutfTVWlB/jHs1XkBlyKBBKzLuor3J3pWREcKUa5/rj9wZG1FdsaoWqBW/FtYera++/5TliVSe/7zkMbuh/tZvAx3LYX7m/f5SLWbSgIXB3egpbYXddzjOn0cIPbe5y31NGfKvL2ay0bgnGoLZUD0y4w5+l33H2Ht/2ZIv9stDlQxivkoyLK+zLgrNcizsfs0jdSK5phkXUbB8Z4IduOh5X816zO2r12YMVnXz3HIPq4kfPyDG1eKdiHXwiRDPqcr6esXbKWTt8q+bkLSNjsbrYEaP3hW/PBwef3nLy0Ui7EYeaZg3qtkFXbscN0Y4YTMlogoRuCMuU8lXHG/rbo+5tbESjjNyJ0ROCaQL+G73XiLI9O2AkIt2zRY/n+Ibw53p6pZHLfhpbfipEC986cf1ctVkg8meriq2oUrP+I2veEAxv/b4z8SWWHQrLOjyimc5szniHV0vhVKrdqvy5VC2+zkZBV66L5/yptpVXjjFy67LxeF3q3IuvCOb3M57yz3QYdOoZOjuaWJ4mdMrRJsU8pTEzarSz+NKDQY7jncaSgje/B1xROJ2YoOSmIe5WVg7fkWDwWXTbcJzyyDY2H411tz7o27RH8qo517XW6fHxtCxTvt1T0x4fdlpfJXGIR0gLu1dx5ef+3uNMIzdeXxPI+qC1MeNGSZNef2FaynOe/oazo3lrWhNzHk0cChh5IH++sHvIjgdZ/ZRHQu3o0NJLKYZ7b39ImxRAH8hyQ9SKigxoFrG1SrIbRlqhKoWv+FaP+QcfeCcc03bme8PYdV1k88DwGKBP5bUXOlX09dxw3c+aNmQ0Hbn1Nrjtgyeb+yvJn53V8l6ueUtGt9UG1b3xZ9LCdxedHTxVmIZGTgTBq10uP0jevsb5yc+enfCVNT97Gk4xnlutOmbDW3b5ztjJdzlbhbUL7ZCl93+4yX93jAqx45+oZAnnC8zIgr/96Fl045oM87bnNoO9IdDYi3oSZ5OSnq9cxVVUW7sPJoroxMqo+33bcSXBQMK1Vfto0ZOqKj0kYkPhjo3X5a5du/ZCTk7umpzchu6Ghps5TdNPTkrvux4+bv/MwZQwPfQz0kHf7csYzjFJYEr1nF1jNE+V8IRxe20CUctvsrFpTfOgU+7rwgMbz/dMISfbT2fcXzLovk46OiUxt6Szu+fOz2HDrNgJky8RnVlPo3edwFxsklS/1CQOK9NCqt3b9biU3ZqQv+v+vrtXU77uDPjeFDheczlD6YbyfZ6k7uvn095sstqpIV/EPHCu90ON3fnLbv8PM/cUJUkXLgi7y7Zt20Z3ubps27Zt27ZtG122bdue6u87Z+afuTjrrPlvJq5yK97MiMjYT7w7V+qewr7ZK8B3H6NWJGV8Cm7ciuVC6n0/g13yerYnu31M52Lj6OUIQN+L1jP8+8qB1B1RmXZAxkpoA2wt9bHwyI99s/++Y3jIhKTbYFFBGt3FeGwC1jZ/MkgojepN3btRVXZ7q+73F15f9Wqmw2tJ8FSF4gc2G04J3+XJ5Lp/kpj0osQ9lE0nPUPfezsqG1mVWGLL5HHW3azhXK3ztJoI7E2ZAButrmCnlPLSLitt5PsnVn5pU9OG0vO+6PKdt7Cg2WzWZtXbC9SanYOlcPhVe3SZclSW59fOpn9zWt0900ebee57ntLNKngFtoBbUxc2IQ9lcOre8hvZ8/zIkr6XfcQ0/dSzHXhbFp5f1dHwH+1qPp7dkUbT1hWjcAR3cDkPOAA83nWtvpffbZ3+Qsn37uB5ZD+eV4S+SvXuv/SfeYBTLHtAoo08J56cm2JrYCDXfoxhPrr8yfEEhNc0mfpxvP/ZO6B3hZfS9NJVVpuFxMGkmGjOxspd6WoKNLw3pC7SAjMeKb9W5kzNU+TnTmt0RWUGCINlVf2qa1r4tVlS531wC4t5sNd+tpTzBpbTYJ7FSYfwqnry9U4B09fodX/Ctp5DadwhF2GTiBdbxegsmHNnyXLEyPWlOqmIysNJvEt5ZYw2EfsuKvQGdlV988qmcXDfySQOofwyRnMzsmDXnGnxvD+wq/y4kb2Znsph/FqwGp7NMUyWGLHmrGlHvbPDNtdNzRu7QrrC4iVhsFOd5DbVom59NGj5iia+JL2Jyc1N6mWlFDWmbIz70Cj5lhia6Rapi4jpcD/Ch7yFV5bF6H3jf1t1u2jcDja0z2BkK2+8Rs+XtCiN0zA6CaFxwDKHK0KfDupmQ0szsD0r3G3V19oF738GxdDSNVux+B+XHowXnq1DiC8sw3S+12WVfe9KC2WVXaZc4WWAUEbWEytY873r5LgKbTwHrfjbWd6kqdPb9UrHi8ASh8GzBB8qS2OL0yJlNq+5yGYjVh0rIdGBRaUkbWoFmSe7991nhc9MK1YHH4TZ/NbheERj4Q7AoCkOo7n2mJjcwRH9kWY7X8f1Sh/aVU6hVFbDMaRjtm5C4ehi08G6MRENXfxi7g0lS4H1c2c8oH02RNumJsmx4eXpNP3Tj6SqTIx2PSqlqKTi4pNjt6fUnLMN44vx2nCP3Hf3h/SHSEr7bATN8vyzF4JjN6+I94LK90Z3KJOu5jPefPdJzywnMRo3G4UBz6CJNNI3Z3smeM6Kx89J/j+el04t05rd+pGCIu1Lx9A/pm/ufsTYvnyCHvWy8Pa0DWGzKbY66fd3wvIoYYY01GZNWgaZT3pWOQsOKvyAwTp1KcdVfNVeo3yDU7zKkfXqHMrHccz+aVp/WVB5OB4cO/RnmSfGdixIRIDlq+rm1xGYw40my9NqJbv0kTBdJ3nbXEQEql32DE/XXMT60c/zB3ezDgO5y3P+O6dCKvR10Z0g6C2knicA/L3m4fwN+q5Zu3I7GA6nq9O50JWZ7s62F71GM5Ev7kRaq+rLazs+ZziGUUInJ51Y5QmOPMsAt4Y6b5RHWMxqVoGmhtwhqITH9S3V3IwXlzFtWvWPhaYdGRirjjytj0a0Z6ovITSRcK6e8ymSO6kdjFHPsCC//ze2PLv3/85iF+B/sdi1jPPPYpcG0vDTFjExMTZgnh8gYul8fliOn0sMtcsiZTKY2oFMrhqcIGyhzO95tehFcSHvJkizTv41SrPOMsBNpVLCXV81oUF15HA1joSvrgmpOlVWPQvvL+17pq0p49SN5JXUJ6PNjicjJycCYOCf83I+yDoEBZ8BwNFvzG52UyPxpJJRVmR4mChYTyf7Jtm0VpltLY7n5zubgxP9cxsb+Zkdxn0DzwHL5NnHJQHPy7JIayNASMLS7w7jIrLZMFncBJSrw3P1+iLW0SVVmkMON/f35/u0QWoWJ30br8KSWcgoeG+p6doWChEQQmyZZVXDFgrnKbbZUpGnyBxirByklJycBE4OGWL7Jc+yMWKUiZC+QmdKwDOx4m9StU0xoSVIVM/1zrg/wcvlAgQfuRvZFxp/5SEQqU0BxY+tVcU+jrTEqLocG6hXL9J5XyoJfGT92b8QLQGvK/Z/7VsNfAU6/2X6FtJWyNK4go1qoGUQ/xZXk0ViQ3G1dc7ERW7JetfeGMOBwBhMO5roKGrmRpvc19Vckpd2Wv70p+0AwOx4a3qhrD2YbL4IXPF49TggVhkUtppjOgZBONmVFMxRM47voZXlJdChLloWyv4N873R+CEiyTWIv7Dw/qHJHjUzQi3lPKW3ImvGMMt96yLksUAWiokfOqlXayqFIddbQHmn/euuWRaq3nkBXmnqmLE6KKENd/HMHwq1oPKtDlaYRkKTZY5xqtN6QNqULlItZYlt4oAXtdNCDaORHsgY7Izhu3iKXLGGs4oP/cFjHy4L1W+ddkW/OI4JTlxnpXynzU1vpusA40N7t/52WOX8PFQS6NpoSgre5Hh2sHCRKwuVjzX5N+pim2oLM6fRfN8x5g/Nw9YnVb7fksxmunVwnqhoHsuJyhPT1sdq2AqNKyWBBKyDzm1ap0JQ/YZa9hP7ECfWTD0lgbpP0MmuVT1SjWOEEWroTlM2putvgOLF44ziujJ02ESPHclkDweKTPdYbZdGWJxr5IEzPgtMGocsSxJZDVuwVfTius9uQWPcztCO6bLs63+bp9JsA3VjFt18smX/LnqNJODdYpI87Py7j+z5owRZyHyAcuOWcfOqVO6twM8Ys4S+64fvd3GJ/lq0+HRxgkF7p9EI1VrTx+4O+uCXtoOvxSLQnXs22+JPFyGHDnN6/32iJljiRZBzG1j+Z3hLyyMc/YQ+kx7jiZY+evQ8boMMhB99XAzZrpn8SJrOjpuWrpuVUK5fLvJ75xi8fP2GuAciS7JnXH++d8kL1PN9lrXDN5rYVvqWNXhv2bilsLZ8dKeDSHbwQEVbgMXIX9FIBKdV62RxbptfrdDFSuy8HWvRhRAlyycVm/OJFSXFwtE8JRDLhV0ssbF+xtWtd2wUwK2Mmokyaj9NbCNcys24fnU5Ty3vbypAPRm8bDzxt8DF2rxSEihkIVGCwZFB7P4y24rub3AANTFFwiSz4NPtG46ZaWiatOvW6m1KfxMKlvG7UnGuZVWYgxJRW2NlFt9xAQvnVZwl0lj0kVISpsD2m8yrp9TfAxumUCSxQIVrhDCMRPrEjQwz91oqCZx7KHrnKZA+1sZRv+bV/8qGGq7YOmQgTmzryB7L4kP/iZEKxpdIHVWy1Ify8Tw7SR64B4VzX1aIm4tl7eHdKAs5jCZ+fMXhJZBf5sBjkdBHcB3F4Ydh74qnjUVGobB4Ihuk1aZz4SxMkzHJWYNLcF96du20xLSJu3P/kIFLhXlt6hYlC/mkBipEtC59WiuaUDpMKDCFrUHAJr7DPH3C4UVwj5F2nUqWESHH7mVeKt3ib2ZOMSWv/jvIytPD+vtyKfaVmrqByp1CSZggxzVN6LuZYnwALx6eDlnD3ZpEjfJIvSEY5+xu1kNPqiW2oiyhqt2oDeliU0H8mn9dw455TuMN/VqwMmRdPJ6dV+eQOLYXPuW2ojezUpqOCGsYuYPYmoIhUUYxYIoXKnoI4Z5sEGjQDYQzHPnTbsgESSjaKo2RufWyRwbgUaYbAFO4eTxU9NDOapE9PSi3IUO5EUTZLAJD0tJMjPQ+fcNQPhUQW/rbafABKiBIrZT1omC1wfxuKzOdMA9aRGts+5BNQOwluv3kHQvuq+uIxpScN7Itf4F8ARKntxFTDsERkzksZvWL31ThNCk4Qvgjr6nglnGjJd6Ekx6IuWxfgdNEQezGiPOr71YVaSsuCLDjVz6717Qa0/36FaqBvMPCw3taU8J2nadZJKFDcBar99ZnM5j8fceFMUo5kejCuPbJu3IZK/O2OblxbiwL8pUc016Ug0VCF3xMiTGhpjR3x935YAKaQr8Cg2K7glzclTHtqoap5+11fCTA2Ths1ZfdSwrrujlHCJuohf3oLf+l0MpnLIMyJXMf61tZubqtX/TV6ekVq9FFR77H4hzyrSnmSfgYntdLfjldWZmUvpu2h8JitYgd7tfVqgcankX920RV81dYbbkzyhGwupmWmij2bwkwbRIR11J780OFHlp9LwkIYuFK2g4AZkB1Tehzr49c7ODJfW8DrQ3ocqi/Le+yXEA4Z3oqT2fReBwOzGtWF06Y/7ZUu+EXltMGOXbnTp7N3nke1bbx682f+vWgteccJVdHad5L1sKoI6zaWPfnsSklowYglIczPhmHsykmA+h/mgC8qNNv6FkWjUx0m4Frgrj+VByY15XC+WnUn522hUB+PHpf4ZFCX9jnKXfqw+I7Y/WhqO7GRTUP5fEezRMj/msF8dQmhYva4sWQiURy6S7m98B+sF3upgfYymbiPE8HA1w4H5Iwqfypj1PIhay8ZEMC1QAz2Lu5LSm0dlGERtJ8LcEVW+IShHFgwEYUdiMorqHEW+4kYYrdfSlrG5hLvc4GUeHXbXlnyAiUB8t3If/rFo4GIX4prH/N5KYDN4e6OHWyoBnhGoBnRCQT34ATGJ1jX/xy3X1RYiRZuYci+KMqJkQRlb77TC33wkuJ47xDIz0wy7H+AitDAIxjg+ZW8+a2wY+ObnTK0RVQieOHyCk63pV188Kwau9EOHI4zD3wUgAJGnkqRrQGeXXKSD4RmnkwLGZKzK9iz3RuAdVdamWbO3H0VoD1ozg9JSwiQ95VXaHBHLJilPWOnJKijDpZ4lDQuJgRINgS7qOPbkwcB6Xv/hAFPY5E/64zIbsrcdnf+Un9uW+Aw8yRgSV3ss+jldFiKsJz6AlgKapwCuqdSSnGTljK2Em9Ypv/lIGNIACzhAVho4vAYF5utQyOgE2Yi+HMcN3/6ZpLR/NwDWSY81lXGFWUBh15eg10EQwN0QyXg40hL4V0GlNftnsY+Fg/2w+nRh5kd17SHzr9yMVGd8zJKLdeC3YgmmKXJisCpaS43rHrE5uks96lH4H5MQJAO21eaFE98MgMvgfL+yhmMe1U6Z6dzLvu7hq28DNXvhjlLWurQohiiZ7QP/RURFh06ZhGK571DGJBBYTt6pVb5nrDHBxOIz8sgqYs21KFJE3jnTvHHebA1zIG4BxGwqLNiqvi1fI9MlNhY5+h/fDsDN1VwHUb0/5+lJhx/JitAK5kq6noDzIw2LHWdz0nYBPTT1iQG/4al+V2iQkBvcBQP/fqXO6aTPCcri5+7vu0qqr2hgN9vMvOoNseJ/4fzF0xscKWAa+AN4y1PXKyxzb3ky1jLF8uFnWZaD86SygIGkATS9JRnbtBOUvNkNhI1Hs7l2RwW6Kqu2pLD3NzngAX4jm5O06W9zklrXz8h/ysuPBxCZce3a+G+BbFqvqF9qA42Jymh3DJUNslvxprR5wWfV4tHspdXOTVJxzvLTIFfUnT0RBy8azL4s/xAXz8EPZjZlqEPHthYla2rQS8Nech6FN8eiNKsy3LBx+uc64GZ157YKV+iKI6eZbQET9cXxdd6PRjY9YAKviVJltSfWJdTMdwtPykiEBBHkAMUMJrQcLxO/o+MjWGsDDoqtSpryuffhf6RKhqSxjp1quwkSn+dDEinL2LYAMCI5HFat4vcGu5DL2pLTVDIB8HdL+U8Z5f/zmAzLqwlwU/LEDTBOG/90rMbWhzxZIAxnU47RM7GFaafUE3QI17i8r+bv6qM4XtgUQBkGtevsKgnJOdGRTsvQorCfEYED2NgSbDtxvYaZKHZr0MO5Hiz0UBtBbqAfrT5KE3oRj67ynZ5j+WGHA8J1Y3KoALAUsUfK8+8SeytzHcSbeu+yDH+mrAyUgRAFps8WlbibdHCA9u1YL5anQykTqmnZ1H4xOF+HDR7B6J1NVhGEx14ckmMdJ8+u32OdSUNuafIUOX1xGVmXBsCiZwAZQMpsLsu+c4RKq2cdQnk7l/e21qYwj6keLHMLooamMFH5j0iQADwvzHxx7NQkYkz9DRicOmZ1tk7Oj8dluHLjYf7VRGM+ZXDxAAGPv7UMBiTj4/HDY+O77ND0mICyJY5Ay/n8D+wKC9oS84N1Dd/T8AQBKRTmER6btLwwRxp1XkU4JqfkYOagnpsSG+8fP/flxPxJvvWV9AR261yXfd720pRy1haqGCIH/dnryMRYurm4xEgAG6gDPLfrF5WsiB8Tg9okn7MFMwFnJQ2qLzCW5eSkXV5eugOehoXPZq7hd1ceGKM7WUlpGVEToBj0aIpt1SEGfz5hwo3s+aPR3PFckrREvkgNoKz473Cn+4TnqLlX4wWkrwUWITCgBLdduGa16c0xA9W+bxEqLDe9HEaF9zzhTw1Y6Xnc0qHnjyoBCSr4vSWMwVkPeeSkJEsNQo8pfuGubxeeTBudJ+MlM6QqhnkdZiPbxv29jiNQDzxKus9t4HEk8E1mSDdFnRz55U6sgpPx/b0ZTKwRskBcwVpEYWk5QcYCxVIaQH6NfRIyzwaoDvlSSM/fOLMDYtNS0tJS11ZLxAzj5VUI+Uia2ZPll0tpQRMtgpnX+pLaOU5SbP8izc8Ea6mtRYaeviEhnfMQIuS+muZiabQiiar8Mw3nX5yey1SMz9Evu3RxfVxd0eQWp5XDFHIY7F9IdQOmZ5rnGdthcfedmv1E6LZn0jtyjvwpfpsJEpP8a77kk+iqdzdNztztxqkSdVoX5KpiJinvQ397nGM7bNlHTWcUOpYn3lRZTVwqmMZ4GhUhqOWp7HBWopKnW0bbonQrMj0PtStatjiPfLKjG6ohec6h3n1rtDbXM0mvRk262tBk4JrQ3ehRFCu7Sclh2es9IN+bEA2SOQwTmFPawy3IhkOjhHzprQ5bbtYbDssXIuMFiLrDSCMInU+sa5iNAqiNlLyWge5kzvLGpYIrw3w0Bc0mLE0iRB3wLzkt9KoTbYimt3WXBIIW9+8IV3VYRC/A8/Co0lC/XWkPg4G92PJYv5vb0TExGPYwBx5HLcn1unHUR9YSkSlvIb6hlfmtLr5COpMt3GP34j5V6faAE4cjegawo2D/JLqkeE4kvKay0uZrnFJCtrcea45C7UV0yRFJGOvg/8rFMK5/Ko5x332uZ9ElLcMZBqFxKLhZzJw1Wnimb7E4ZbsWpSnOZcE4fuRqpz3BN2lCVzrYYK5qHhEUftVso71zzjF+7Nh3e90E9iBZB4HqniAPIo+cygxW+8Jej3pe3EQRP3Vn0vlnqBuP4E+qTWQ3nnTTI26+iNDUXhdFHvtFZ2schyKZTmidQez4sJgsMIayuWCac/iQBBU9QbA5uGgluupTL3pGb2qe+erEv8ExWlsQNJuEqNnuD4E9U6bFNPKhqkhiSP1eX6hp7x1/NRaLjWhmjZCzZRVr/TflOx8Qe2sJr03ZW9h7RzGC49tTf39BWtAi80maI/WfkYgXD46FRfk5H12wjIjsFLn5wjR9mzZFNXf+l9uSJVU1A8AlkQ00HGpNiK8IF24u4qL4UfMc4uupdScYWp1EH08kPNUgC43MG9zw5ZFjcnXJM89yaHnQFw6hF2Ie1wj/PNg+WYyiE3PriatHE7Yku7bQSUO46z8p+SXDJIwZh2KBJei5Pmuyphmk/iIRFsUZ4ROaSNq7s8mMNwUp5TS7c9oLr3kyFdyQwcU+ens3euhnYoKM6jI/nn5K32s8uAAP5pxNPyhy0xn2NjCmnvRESeBERPrgVoGy/CO/YNaLJSI5/x5LKpTmmNkpBJVz5uYjaucrncK2zCNcRs1E7w9C3Q2YpfZm+KHXqtxmCUnnmpZDcskVyO9+MZbslHxcrepi80zHUAklRdAERY49evlxgrgglo0LT2Yegi9hAyfbCVV8SlRyhBnW/VU8fk0UOzOJrDx+us+EO4imRDQcuvvTyOd9yuBaG1T7hvJCaPVPoWD2d8o1b4+WAve3BnFmTjtgS6AQT59hbninxiRSPt2PpQIKSIsTLUKOkpo8R6pT5h1RMS80N//MKqAxX2QohRUeUou1hzdy1S58fHNQjjU1PHDFAR7e1DVP3RnLMmQ2u7m9bdz5YunoyzXW+I99biJX8xZgVLRGd/ybhe/bIbPGUKT68q0D8fYHmanXNTjC7UPxcR0p2L07tqxmzabk4bSt0qODiMZKvHxIhvOBJK1gUKr6Z5ymbtMA26egY1FxmiWcVGoVuxobGb8h+cMs62antU0lu4VzqyauKikNZa5eMesjCfVxicKduLzn5n+eM9LCe0hIEW8nzpS2vbeZgE2E20b1w08y41f52elM5C67zVO5CYnlSxcpSFaYbB8UuBOy0sGq05WehTEPUoXj69IAmCsBkiLBvErVHcki5CfKXTLKOe3S4q5/k0IpS3svxC7qsmRA6y2avADT71wWNkHmvO8g8OD+Rs4j4sA4phu9VxUctWzb40ug3py1g3UYmMT1RdvDxSwkVpyWupGWDmkASGUDG/c16eWY4A5PeNZDMurOz7bjJNEHjLm5N3/pb/K6FKIQHGdG0ppG6j8y7RwRzYTE2AbLRrMqwuukMqQXIQxM63mYmhl2P7rZxqjdobypO/nigJGLZBV8P5zXPTlXN68Q131ti/MPV6dz/xd1eWroETPKQF2ufuTGbe0UWYJTt5BHRGNODaQxxC8TbKBvNKZAp93fsPpGVEber1u5DR6lfDwz+XO8QYoYAX9oGF9TkZouWP/aU+bkyQDRtpzDXBbjhz2hKFgHeUyCZTnLgXPH55R9SbRNH49cV5PVs3L7Me5NpuVpLB4Ix5x4z9U7BLHwgyXjUbbGHgcpsIIJ9BnojC2VPtGMfC7g2cvNKjFT2dUVN3+kpP3DOjms0fi9k8lO3F7yRczh0TV3AsZrbEHHFIJkCnoKu9sU/H/O6Vb4khyTQ4IwWtwe9+HoI8sVPuzUuJggnR/o3EuaL49AghggGi5Oc/Z8CMNKuIo+R2wymS4XpZmaGYBxWNWmlSzAjBO3hQUZ8vYtLu15c/wq5OEua8POsGeZDYcB4Df1l5vTRT1Vp6N+yGioTYGegk9k3fLSoQZBtYY0h5bFhT0lAWwJd8ddAFwM7fafSfNFzlHbsBOdeczNGtL1cVC2kjtDAtTdUFwBihhrMsmcFQyncFCneOBId69pRMeRgDvVEnJHN+ZXEIRRDNAYjjvnSMxCh3iupeUwLZlq7QYOWwPXeORIDXdax0AECI6Db2bZaWAaEvNWjO4iAYbOey0klbPZHyKUnsanuiW/YIbjMyhpkQ0u/v1lnGLQSKu6HkbRfZXRXm90E5DY4Oe5N9bC/XKcyNO+L+YoQTXspokcISmrAyMnrIlS5WAKngzdAv2rsqkg0Q8ykNFQWM/8EkHyohGjJ4qEef9Ct3VRQSuAgQCSl1fl3DgjZRrYeQi7pNPSUVQoKGGr+GNmXZCUfzTKVI6ULPvdyUzUA+0HdKhxd+eqXMfChmyjq5SvoPEjbEmlNOanr60eFv+TK41dcnmM48znTnn5cnlwvW2y/vkF/7TDtMzAGhJFmp3QFOf8KVLG8iSUNMowHz1p26pZdwmMxkoTWdmSw32sOaJboUGh8CQSic+Zx8nztC+87iNWvX8IGzT14U0WO5hyVTk+0ldgw7BQFO0jgiE5kyrak+9RVLfe6TFmQ5Qdp+Z8lA/DNrT3dTN+ee/J3JyZ+KOgIRRwMTdBwB0eD91uZRX6c7wExd8JBiydibB7RSmV+VHhu9ZOUh/YLSxPtpUC2S1i9nXXWeo7Z/Lw5fuMGd0nt7quRLclSFTjUdXbKFu6Y9tBY3361MBad4bZ2sHqmOAB5x+L6ZpVlz3qKmnSXOFqLZQsMKnJ4aU+E4oLZr35XrBZjZaURv1rjwbA9XBZO/Dt89PSH5TxkfUwZ9GorL7QUoOd6Wj2K/4UXc5dw2t+4fgDO8RTo8V0ht2hRhK5rjuI1QK0TRaqpPwvBFQ+aQeX49/UDlowySoneA4WtzkOQA9aLK5S7YUDXp5Lw0SgO4PLT1vAxyYrosHF2Ud1dmJ0ugeLhk010fq6bKreZhvjQiPtCLaf95JrW80TG6sa7aeM8D4I4g336Z0HRUO5KlW1neXXLLd+pBusqVe24IsbSBbBRxnSz5+WvPCtWCEnqCOsvKNq6r7n2Ikb1qOBx77a1WcqiIU1BCwhF/scXz3lbY/kqvRIPDIyRmz5r24s8IHNXLfskvwu5toZd01cz282PVzA7kZXW8Wh2wC2urMvRu/sJtvst0x6IPsIJtPnyQV+3wt3/tNU2VDlf871lMXqb3pUWT81uA0vDpdk2jeo075BEfcx9frdx0rmMNE4wkLcPNVnbPUjxb6jxGzCRQWd8pJyKop8ROqryi1+sv4Do407OC6DJfM1We3c4wOlHylxtqFOedIR34ac9jPz/ZDQzzeile5Clz59p7AINjVrf5C6+g7eoswBM+op6Wx6zPdcn39ENqouSUCmZH00T2isJJlxpvYFosKMqCN7iq8YUGjBoTYCvZ7fXevNhGiQO7bcj5eLbxYF3qqjMpL3kAhlMfqff2Z5tDaxG2ZttiMsZj5p/HfqW59JvT5xxgII9poiq4toX8vRCR5ClK5eyNdS7zGcdItWn57FUo8c43GIzsO60hlkwKOGqXnl2w258mN0Bv+J68Jm/h8gLHany6ZpIdy56DaMpHJA4fbljPOVinFNLPreUMT7PRW+45Z/5+uHgXG5TFocpOTO7BjXFEcTDRex1jnNYpZ/dMGuPLu1xe+s3WnUetQ2XfWhpvk4CJqhqVjC8Sog0uM791mqjg2sNotJ+9x/MQXJQLj9JCHuwvHzUfAr/mz+dMacKPs7bOwwPnT3u6Lekju4ET9Zw31X5dbUu6JawDY9bMfCys9vWy9FGBcHBcTe4CbduKE3Zw5oc86Cp76wHiWBT3Z8ctefs8R0gcyPh+jhZfcsF3je6eS4paMxm74V/UZ4NWzZCZdpC/I5kPONaZOewc69iz8/7UKZBesxmLt2edB3VXLnmlsW3poBOWbYhm38NWcXJ6vT1tngZq/e28S8N3T35mZ6CF9UD9h37sN3y0cbcF9FaVxU6TIdXabvLZLAuuKFv3or0LC5tsH1JA7sq1qcgFtWhyVSbIyWxjlv4r7Ap7CojnBsMzQTgerWZ/9PdXMUp3qx2FxlSQbmz+hn8F1OIFgRBuwCsfk38q6BDNDHVj/kSzcHPjMGK4tBT46yi3/hiUS6MXiKQ+aWtLEo44BxP5cfG+/aEBxzeL9b5Q0JjPlV/d12dyExWYreqTgTN6udbVrMrxRmP1uGuyNYMzAUYar8g1wJHOcVX6BKUlRQtMvvhDi2NI7NTmnf+mZNPbV3mr+80NKtKuXKl42EcW92uSV0xUyLXUHuWvJ6tRfGaj6CB5KljxgjCIBJLrdq9cBgRovnD2FqxtSib15Rsa/KtapaGnm2eD3l39YbNjEfT5GPh37PlO33FYtAgJOhlsLuJt0PwsC5aDoC80A+zvTVAmd4a+sLFIjW9ALGW+ONZnOuzrczkJe/vAuAkD7UVPAmOUfQqi7hcft04nfNxaur7aH1Exq/0yYPNrbwALHVlucAtY8b42pnAglbCh/dWWh6j2B/e2fLrbsn3NiNtBxh9P6kvDPAUyr5R1df4f2d67d79+/DeWhoH+i6VhEPC/f3fjbiGviM5nvlTp3qPGGsQe64sOnjrWJMeKAXWQS4RP5889gD5UQr+yWgsGKmNK7APkTzCAIdYEXAQgJPuLeQcOF9BvQATQbxxYgT7GZ+Ba9MdPNvfVu40sL56nuvYVF/qj5PXGo4+PriWOpwpiX/hZDOCPAtFm4K9xLyfbxCm+TW35vaeDg8nbxQXlF0/DwZeq3fc8hECQwZfASz+/vo71m8gFmEjHTcbs5trcqjxOOme3Pb/TstGRzQOmj98dXYzN7SUlBdNvBraGtWsXTijLx5SpuSN3Y52fmNYCG7fvto6bqwM6nrd115ylKI6J4eVJrppQ5nLvjVrZ1bVWPz13+8KCIFdHrJrVS0KicgOQQfjGkjln5St66TDup7IQf1E7K6v+eYyjz3TPRI0bLInk2+9m7Zj4dPj99hgv0oXHa6cyPJz/Cdn0prpFiIifVZu647eXu41HSZtpiReaWdl9N4dmXJBph3uMH7UA4V8t6ebiyse5hrl4WVNDh/oouLeaklJm8wGg0R/dmDGR9ulUP4bEpV0AM1qNo7kx0zqK6FPnYCDqrn7xQiNEwKjiUjn+unyk0EXNgrH5XZJoKfBukzdj7DC0wcFlM9xYYJGLA6CqSJmpe9lPZMxN/4mV0K1RWykkzojJPqaz08h4Vs9mY56eYCCY1Nu3h962k7FETIIBk2cRNEJf8cWzB0Ux4oPyaPzl8FHvjxRoBWopk+Vi2uePxPRPYA2PS39buTgEVVCoaP0Sjhq78gQD5pA6DNJ+mdPV27YEgx5IXd9i8A3o1ZzzVKWu399R9aiRELSo6nm3mDWfNcQZCb/fhC205kRl0h17/s+ECXqMIKHkqGZxyUPvG965RH/ShGpt2wr1dv2Q4S6HbWKKkZBHDGru++Db6eG02QJiIvEfKi7ck6t15CLijKvOKExxsbIM/npG00zJ0jNjzNaUSPSZ+s+ZEEFXPwTOuv/IvE2CyW3nP3mgGbmGFBsKmwpf25/OFDtZQU9iPRsc1NHccRPbGL/W+DM1viJc4VWhpUpj2skqs3MS23xU54/sbTW1cgcfSa3js3AQjQFA8Ngd2XmIFJKiWXLwNCPH03Lb5quK2+V5VF8lrRAFS3kRqPBNZyqzqpdbt914lCbsMwuqSkkALvkfgLakMRYSL6GMCelJSVh9JqxhFRKTrbY+0CRz2G8f6qzYD/AcVnKoeb6tXCwVEhcTjNIMEtvwqFxurrrt4Nx6S1VRJYW3FKZo6BqeAlOMQEzptCUhWSNUV2w5XPqSoNVmuGSbO0ZrjcdjLdyUJeOyR5Mw+MazD30g6WE8vbl5vVhj72X2s14WR0ydMUS9YWFDzQ7EsI5fvBpNObOFeyNvQv3OJ9/JIlJI4Ng1YjvgaG+CjVWT7aMm/6eiGWKrAkGpFMXwXgmrktx+YCLoFAtL/CgM+YEtVHGernhSgqb73f+uZ7Am73SqYaso7DWskesBtdu9fipLvfgLncnyqTWil4OMObCmbjHqHjmE1gwyqhKuOn8inM7qmsVX6y09/bEDmc3QZ2ivErppsjeLcu/IFOW3i2GBxdob8MYsrwHBfo15XmglrK4AnzwHgsCeI2Jh4ln8n0gGzn11Ve9VslAsfZQ/Q9G1Nbym6+j56waGF03b8eORtRBD12fLKRoU6ykxGZy5loZ3a7GbcSD6z47nFjBZU+eTtahmDZRFy9ODyeAdaD6MAkDQr6Q1XbI6rVCHNTW8Iy14S8oJ0row9Mjcqi6w80thWK3aEDfCV4b4cCyM7HibL70MNOdzFDFAr3L9a9CLNbWux8aYl8MPhZOAUTScoT3cDdLaQK4lMD2wLvlSBnsn3POxrzZ3211OiyLSiwascI5D0EBaFMSIyC4wWGxwMH4WQK5yYsQy111lJzTPMltT+4e9nqUwsw6rJdTbfJ3+0nz+rqALTtDgIDhQTdPSbAw2q4H8gMOMgLhrigPA1GgVHtP+8hi/jo6cn4BgH0u2KOJq4oRWNNiV2R7g48nR0bpwDULEyNE35oGIMbALQondnoC8Q8Qa/GqNDEPEZCLCIwWdOGN6i4iAcM2VQEWtUn4jhhKzbuLt5oLxMgT5sDLw8vbwOc5I8vDLDY5EjoKMpMaE8IV8roUNpyX6Sv8h6InOXHnNIfKamxFie/gxgm0vpnvmj+fHNyAA9y4MD4iGBo/V8bdwct6bDrUAk43WiyfoChnNQiVA5wcrrpFFvJ62DRfUWpfudjyBO2MEQ2b4N3YwtB8so4YGcbyoFqB3SDAuNvErvVf3nf8MRl752+EIQNWipzOtUx8Zzzmn2NIjNRbCmA6rsj7GcW8Cr+ZIvBgnY8oEnAqoW0iBtLIe0iYmw/grcZJvF/gNncA7R9iU2Dac8FHr5SuQ58rx7wF3Nu+ggCtCDLdTuPtBH968Dz9veTBv+JFpee8cOqB7hANyF9sfGNvCP/KLP+FNHp+Pfw/bLl7+EAE+QsLRwTfp/akTfwTH3QBThVriX5zbasK1UXIs/BPJEdS82c5+bkAICQxmXcJKUxRxPraUyJBJiLSmiapSVUr8VJq0Gkk0VEoH4hjgmkzUqxhUaDtiwpjpcx+GDI5HOgot6oJ9o2hDP/etLsPxfJPiEDPFRS7fyHTNzaS5JcnO7WlGBPDdMPua89fP/8tt57/zEzPg/8IRAP+HI/jVWdFzBsR+EddEVtZb8Q9RMlGPulAS/kxgoKS2oEqw1PXRDfKpFvzkBxVW9RPUygOdhmdmZxRCBuLE7eMbIt81IKUnBgTUf3Q4auf5cLss3LCwY/7LiCfu7q0n7icn4ij42Quwb0awvHyNZ7W21A2p71ZWPS4aGPJe3NBU3y8io+zvo+2z402O0fwZsT84PDQ0TJpXXFh84RZiyWpT03ZVVDq8bwNRTESJ54GRdk12MQvToC2up59iasrJ6zmwOzhSO6Y19R20F+fZNJOurCYwzpuqZ97cylLZqpe2a63WszXsJPPWdYxzLi0uKpps1nF977tdteP8Y9aYVhLyGAxu+8r3O3lFPn78k4719YifgKBI3VzCwFgXLnNtgzRusiSxwY1LxLJZatXN66iUTjrKzWB/o3Pv8vmt06IinhnxKd+Uh+2x95NPQaNtVRexaxV+WGRqQpRjz6T197n5XpAzL0MDgX9VU9TDmuR5eKhm7jE1rPmpqXUvzft6UXTwZGU2dx9Ol1YN3KX85+jybOfQPPjTbCyBoTIWZlEkRExvn/mTRcRdeJVzAWm/+vdsDrH16fQBUzpyndRr6aJlrrzA8hcCUYve3fY3YYTfjsBbtx7XUqL+tkKGYc31Kg/W3VpOE+z3/EztHzjMwGylXyn2PdsLrkDH66Y0nY1z/B2u9fLRDxt8wfDPcO3y8VWC/zW8XndyQPF/UsJTfM6MYsQE3pBJImjnAs3aKj4OWiVXZJviF5s/b8vWetcJyXczeL2EjMtFVqTrnW++5n+OPT69uTGUi5vBHzVKge7PniRplYt/0eaeErSbDnhLfEqueN9OmOvUW7T8ix5HUCi4vR2v11WMbDEx4YQfNdcum4lIJKnfaCpJiY2MCMNAZoJL0uQU0C5yjUv1KcXuR5KlXweGnvgiFOAXxWex4mGufsVgM/Votbx7PbGq8z4vPgm/bIgZOkcbwsu4MPYobPiIHlF7qx58WwoZJ4NpjfkHE2+xvu5epmY4F06qxodikpN/7Ph/RWvcdQFJysVDNWZkqYeJkRkmKIqKSSVcPWzc2gz/eKr/fLyK0ta6b1n87K+57ZWLm4PX42CAWIdNospg7qMgaRWlRovgYGjtxDrSTozLKLE7U6d19zvjtOxmzNteKFV70184ePtriQZkcLFtp5p1sgnjgwr7WJUoKpBfdki049lUJBw7GBJLdruIMxx0L+Vf1K05BwOOl41zFPoudnuXVY/TQEe1wKQ2gMMuohrsexHVR8la2+jdfLeRUxR72Q/ow+8QUSCmHvxYM4ofJlPO1hMn2KR2MKbIJBUcv4SERLhX8855W/QL58MQjX7m5uUR4VqmhthXbZE15kVkmcWKCAlxr8ps1Ovcg8bmtYm25Hlx2luZnRTORSWF84SpeV2+w5SV5Fds5Ta30nyJrF2/raopqc7CavC5q8qDt9MFedUCXpVu6zVFL0Zrr28vAbt9WGZe5OsVQU+7VCT2PnLMKhs6cLdasFVHFDjDGc7FNaUHxmxA8nAqBdfkZo9khPi+cIbOjkeGHh2i49xOWHDjxPdMMEAZ7B2lLKcgW0XJWjHWe4V/ie8fqgDbP3tSS1QRW0n9gsPTNUlfeVUqaBbsxfbCo1rzP6offHpnMGsQL1ruCadDcKH7YQhKih4Rqa8v0GOHVqGrp494w25VQZ7dh6tD3jJ7g2lSgeFs90UygNWZ7cs9/2fbo+XWXz9tuVgAHyyiMKgZ/VxX92x6Cpk7Cut3Jgi2ugOir+Nxii/orQyWD45NbpTx3QnnfCyozdl2rRKrsPSiYBOso3A6QDUxIjRkR3CgejBoLz6Qa5wYvYyNJkjnjGPJVbHtd995UApOTwXU6+zPT6p+ncwnrWw1dHBOVAtf742BHlM0QAjsMXAXqwJwKBValZccsGLGgMnurQ0o9uUXYzhwKVlWtNxmN/DfyBFQW7CMASTIEVqnAHHQsLMuiGofPXh9iJU6Vg3f9eRDg7/8EmENao7/+BwJUwERs42T+AIjYV3B1U4DZaMD8QtFRMNdS2vey8HFKNja5dv9tCMlPobL01a/WTcx3Eay+xERnngBx7kbHkXrVgomevhtkDW8d/h3AlS3baifPzQ0+C2uP+GheArqoNDQyrB46fz4Qm6Rs7AqoT/AOcltXeNs3P340A9HtU5z+doFBzGlRr/J8QuO9V9DxOn8NUQg7jnxPb1X9V9DEM62uZqpeN3tpKO178TjOuEQ16UZEuhh5E0sfKOBvlCZ2JXxp0iQyR1Qki8u4QmKmEWfPJFwA2+oYQ7cr/d+eO+oXXvEZ/8Z16rmT348VlBE24vDqZhrTWIB7Q9fXvTp3wp0z2SO12Cx0J4PYK/0/HSyUX5gYDEAm+A69wt4SQZbaUJ4nF26H042gja8MwCgfqjYwGHc3tu5ntdmvpwukGrhj3O/hKBAJOdZF60PF4tCw0lhMVtM17tiiEuI5EUwB5Axhl850+ZwEua3JLTAYhAze3anQbalYzwK/w9DoERdcLbjbHpWtjvKvWPZLNPRD2Ri140+Wla+DVQmyE82QRy9JHv2LSFA/t9u/61cBMh/YQiUfwwBI5FgiO19GeW/J9AChWxD9XPNwMQjKCYcQE5Oz+iUeCIRvLhuX+rFRsaKUWOyKU/XMF09rYVxTu9ktgLZPu9AiSZf0DLVfrGmycS+fjbH/TLry33q48pVm+O4afjixZLO+eru5euDL/vpICQUnvEc4KMghMn9U4FGRfPILrn97Gyj6sQ0PBMm0tFK2VZXyUtXafOjlSNQtRWEg6N1bm40fYmZhY09XHPysCjolGVu7pCtWkVeWf7EQnPfa/GEkpb8zxjVqCOvjIq8ioxMTLZ+YTuxG9pUmU3bWaYkTKVqPWaGORH3heyZ59uAAtt8RZX61Xh1ZbRTtWObxgQMFSaRWXl62Ql++oRREeFqMWLc0UuFinF0eJNLF/E0H1g4OMNX/YzEI/LL8To2azyxcOV7gDu9fbPlY/qH+2TWO6e98ND0Z2oz94cVK2t0Q+xsneBWJM/gXXDYb2UucT/l344OfB+CFtn5xiHLbKmkcJOpy2kSyu6+D2sT5+Gpmr7o1BBmt41P26hel7H3UU84VGQJoNVHV/5vW6veolibJlb+7id/YoToDmANJe/j/jXEoOMIwX+kIp5T5WmWCv96onnHNZhp6UFcDLRC5rdS09d8PI0D07H/m3lgLVkBcb5vPTSqVruxflRm6ioJCUbstwjYgyjlOY2+52R/8nRdRuj4KifJpG8C7FTSrD2yNaGCb0C/bvPmjRskxkWATn4H+1YAR3abcet/JjJWU9zOJkuZVFzOnTQNf3MVEgMpXUNoEP4Ttayr7+IbCPAGGN1/5RFv2J1C859RedW599D+Ux65zmeBgXLxDG5ZpRXu7UUu/cSR47NLvJgxcRHH7P6BwW9/Jk3xxlkMky/dma8ovu1zCo2KO9TvafsV6PyfuYmryFCMuQJiIBkGIiwMFCZyo9kj2PuZZNNJdFId7OHrcnj0Llhomi8iAX5+/MYLM4xluQPdR8mLuGBcOpLHSXPj5AfXw/Q1Pi+v0OINW9eZ5s9HAZrA6NC/luhRZtdD/HlxoDzeCkRRmI1cyUPEwiEwxoDotg8733SVmKbhc3C/LhfsMFT4hBsXl0G+ddZu+FRE5S/ttlpcwOWGanZBZ7XZrSpuhwmoJyVBWJKpSmt/1FlcQMxGOGbKQEb6dPs4jyIXh6RopTnWOOFOa2piS0HBstSxumu95dZ1HpOwzwxMjMwQmuNk1JrJ5M2LT9KKoAr7HXG9afMMqoCYjNv/RE1KgxD2m9qbrfvMY6Fn6zsUfE53+0awljazQEcnoqQ2xMPsC8jj7C/hByjK7ENvjJxRskPJD+jBH381EaCMlav4ITPlbAt1tCZURRCZN8AiklMCHxqslhD/VryeoCa7S00up2AyIECDNLNwwlaglDAjb6lzHCjMPS/jWbM3p08o9PHbD8Wx9Gq9I8z3CptH2TPMjHvJ25+yLPmB657V2WmyVG3hQ2SEiJiX133bXlL2XOsMjSqm4YR8eetyTeRsmM7q2hyw87M/kYwuSBpDYk9XOcg6e09fUdh+hopUC2NGU+Qyn8SSDoqgXXJNzcIRHOsVo1/sNJ1OKgHVSgKYbfg4xlp37yRF1CpKiBiLbXh8aMDOPsIuPvBBnUcZmW2YMq3/Qt/QTsjevsPuNKApsNJawC0ccWLnsbaWx4V3GMpLUypSaRj5zPOGBPAr/IdMkbNfrwoSgL6dTivUIn09g6wLNptSgrQuHD2yhpgLDPOiH9c/aQk843/TElXv2ylGjyfwfwD0S3cqQd1VVjjvmVCj94bkjAGGUTMFdXA4jTq+6QGqA6ZRQrTs0QbrWNDe4nitgoWVT2aOrB7Mqe8HUG2yC/fticS/ngAGctUL4fufniCz+8cTtf96wmUq0aJmMrvb2msZy4F6uYPv2xN8vb7/5CWyuOSAQf6/eYlmIFinzxUgP/mECSH0Slw/RJD3knhzMAw/RMgh8ocfYqBgpsAQFV7bcD9DlejZFL7rkff0SD7FwRhVHA167AUSAeKwDhHF3kMjn4Jtjn2lI7RyCIeGwZ6LaYW/tVDG3irbis+BtPsENuP9LQqZb1HUoUWER/6HKIT/FQXzv6LA/haFL9p/iAKWZ6D2fxdFGfTe/yYK2VOCLM08vX+yEn25wcD/iEIQwftbFODB36K4pvdq/ysKvQLHu/ONF66oT0dHdN4T3aWfwkr1FYLUAiWtmGP8cEX3mGJZEfOxBPPvPoY5waJukcSsO6UIRArZA4zTYASfuiF8IjccEO+9x9xsat45cFh7oS1Od8aiz7RxuhXfxIA+JilDe4/nfPYXDap9BfJEz0kmF+n1B/rzwxqYfugUrj76vmEmOIpOtRsHGyFD2sHHNwcEzJdwCs/FBK9DLQcWN3wx76NBZubXTyRHwLNmG/P/SEsIWmn/m5aQ1Aljru0y54rD/l+kkDgGvCYT7ZLzJ7QZOqzH8L4Nig/OIguGKt768HpiZHO/8t+szWwdfpKqoATppiMrZAAoP9903BWwpTpw8DilRPuqk37+/5Gb4PtvuAL0v3CFOcq3KzQgVFAW0Lo7hvWjSdDg2dbD7ilCqAn7sEjspgp/UHx9X4Fh+IBVKFM0kvJvo5XrohQ0MNQszCBZ+34mtK3GEKBherQYnxMffMZGl+kHE/jSF298H5dXb4cbrcaXme6TnUdZ9peZrv4V8L/gTPkhbeRm+Gb8EePl5PrlhyPEJGfchEgifkuLS0LAnE5TlPhne4ts5cDiAHl4cpl19jHFMzEOkwQUERsYRWAlVTxgxnBwc1B0SfcVsMmLkBUEgAI/vzhepsBjI+Mhw8NPjygDVc7rW23mivw6TQmIsI3ndMBLpl9MK1qLMl6zRWel5WUw9fhV7Dy0XBwlKSo2gs3GvfGaqYvRnxOTmZkJqeLgiUHAx3kRe3hqUF0krbFNZsL8q4xLlXLeiplqciOYUiEbiaaD/cFtjcWpupK98TFZE2wN1I1vefoA1/PjSvbcka9AJCEcLN3WUvjrR7tNM6CBW7OwlasAGCeuPZWbj0axemPH5pp9HNe6JanzhuJgZkmLQMQZJxLib7o4uZyqO6OvxDNQaOYaUz7/mKCxHXN2b2aX98RgVUqeSfUIej0TCi30LFdbrd8Xy5Z3gUKQ+dyM3He7sbNytb4T+dRy6AwBRP1MdIpcW7MK0uHIwtyQPIbCoPnFDFtclzza3xXQTgYF4+F3amWjxjJdQpBEbIxyh4X2xxmOJkXfpaAMlnhIf5ktXrrNGh3da3KZ8T/H6R0MZHvOXGmgWm1dvTVHf5paQGgomiQ8BTSGVgygUEH9cTAo7krGdGmtwVxHrbdhG0GgBGwjngxgfAJcPb/Qd0Rls8dTj816+0xg1kOzZJkg7uQa716LdP7p1/eMKWGK3jX03jV2lpXJQWSolbEk1/204tbrFxiLhfH9STFoFshcM5tBoPwJsP+WcXOXgdRpXCfRFcMYfszrDDHPNXgfP5jw+H8OpOv8IM/YQkF7afru3RsVkeDaQJ42Vr9oeRwsX58FoOuhyhJPn915Sc8mZ+E1CvpFgkodsTwlmppctvG6oE1XI6q7r5QGrumggiJZvlQ1hhU17x1yhjLkarRm7OaGMVSR8RkLAkXUDLydKlKCHZBfY8NwQ3T3fcypgdPlMuj1Dm15q3q7qtUUm4pueagsqFXQS+eQmaIXYI8EjlhfN/wCEd6+j9Qsx/3GS3AsKkUEBuiPHQ5mDyMsMihU4cUf+CRA0+bKk82oFNCofpKhADXMulnjPzzWTi8xXZhtpkL1p4Xwd6aMRFvAf5d4hSGOqoF4hp/wBiOZjvSVo76ByR3PgbwIGHPIhayioCbFCM4x2ZWGfyo8gqEVeW2VoCzkXflit+68dUORgTYfy8IDnmjbubtyTZcviYxDMM0qNzvKqRbY1BGJSEbfu0AELCu1ngdE4XGA7HR5D27rxPaF9kZm5KmNQuGct1VkCkGSnXUgL9jtZ3Y5+2TFq3ZWxMu2UEdj9FPLsTNc/xmB8r1/gwWGRheaSy/QhoJhmWVrzSyrE90xEJHStaKAWNLRXzIJR4aFGizSQM9jt9NrW1qa49QosdD9c9+cuDFeD79Dv7+ACEWAwyGR7ZGr6wsCRYbD4fogj3gpbtTR+V2CIEcRkTonpO98SE0WUa+xQb/1miTPGJjSfX0o+8MMhSrFaXd7WkysITzcGk6jwj4yy2+6j0yYHDJYWM3D1UcRESP3fMBdsFsm06Le2l+pg9OwkKS/rIRvS0QlH7rxe9dNAZxY64qnG56Yt5j4prv5N2FAUp3R675sr0kXOyCb/UrsBpXkoyIi1Bn5Cw66rEgqRUtrrZ5Jyu8UDZENkSIcRafz/TMeWhxHKs4pJ4XXEfnmnHwn+6WNGC9Tj2bWaVGNieyRTAqHWmZTna+9oajSNPQjnFYDe4DLFCPTshE8Z/a8s/3pHM3nmfK2pSmtck4PD3mASfulcAtNyK0p6zp2hVDebSvVaskvMebt4uV3d9DzOfMTIrfCswkway2zGbX+X5eplKBZWtGQE5jhG2B9c7XtflPjaBiVjGcoH9lZizL+nxaOaJjdydeppAMlLBVN55TbDaTIzilPTmjC5mrPi/oNBA35dz2nL9rINi+EHp7zZCRkIl5NIrFd+FNkpMvuxF/Qo885ke5m5J7ChTY8tO0fW9K2kDsvvFGpVyYuxbtjzdYn4lMdf8Cxjm4I819v1fxtO0OojCuCq8lnMkGJT+2W4BjRm/eus4iasSzqNIttNNXXVRbJ+IyMQyKxLyM+HlQPh61squWNbQ4iHq5RSNzWykfa1p1ipdcxuES0MijOI/K9JoW2+zdaXM9OfarJWwQsBPA9fXmbKrO+mveEyumHcClcQDXARlWg2nKbBpvSqOAMLYAdU9wpgMnNqrgLJgE398+ja2A1lqaDK3NwYORFNgVKW896knk8I1Zjb0qDWSDrY03B1shYnL3pz2D9nCwMVxEWa/dWbRAb9MmYePs4bbxFrDxYX6tnHzIOMY3o5qz7OKM0sDy6WwOFLCE4gUZnIrGYjfLVwU0tAsEwuABSlM7MkqjTZXRRSGnMBxNZApP6nmRsDS0Mx2oNA6UkVkGVwD2Yd6nSroEMF0Rhz92Zfx3YIf0hoYHyDEzUwJTbgcjZnQU9B0GZgtNGRZbI74FTUkFJ5qR0hNNETUCUxm+Fh9sCG3W5RZF89mWAjwbq5tGdWAh+87FjZd7xpzMfTpTdXUhqhyOvUNgKMLxoZbSz3B6BfvIdmVbBT26oAEKUFtWl1++/gfyu2oF96oxj6zvwXKI3VUUHerGdlnNB7PfUkVsUUPFel7gfDjX/HYWn3uupk8eqS/c/eDuroDi/Lt1DsAANTYAEb0II7u4QIEBwd3d3a9zd3d3d3d3d3SG4u53k/80358zN1NS5mH311qq193rWqr7Y71Nv/boQ3PRQTWNlfrmp6NH4npVN4Qb+WsR9rZ/WVL97BtW66XT5zY2RKSqEJuW3ZiJUvx45S+EovgntLgAeAucjp/ZuplxDeSTLz9JPqNgMnMogpJdt9TUvpNhVnc84eGyWgdxyWJ9/Cz/zrkOYkBHgXX81JKXgacMiLzOlBi6CRcIimFCFgEr4u7iBteVNnIM4GlR5vK65nk6TpBdf/8kxEtWv4m3t+nIEtc/7Tmj6kfrLG9pT7quWyQVkq+2XcWBpRl3PizsKB+K6EZTm4uHX3mOfw6OZv4clsmNDmM5W9XRzblYV4e3f+ywKS6u9poei1Qq0gnTcpPa9Kv4U0IEb6PgZdICYHqGEH+u0eZw84rPIdjWO/ATLYeoLdut0IG9R9qF1A1sfR7qDiMOn1UBieBQ/RNm+casMcBp959x9FnxpPOeRIJbYUAP1SiQl9AWZ4p/36rhFAs367Mf2umCGYIxOWisFWtW7nzJHoTQX1EBqTT4w+GadDx99xEqB05jZ9peaWdPN+1eb/Xg6RgIU+qNQ6SR/uwJHcfRe5KU23fGS+D5dGIFcx/azQI6VmweNhAvteKjHPrEBfkBTvrw/ZbK4HWeJ0qG1NN3tB811T65yreWgzgpFAYS7BLuY0b02EectON+2vpU6dBS1TqIvMCXAOZ6hLCQ0zLGWQ4JpnoRQhbjbw642kYXdlJ89He13ncCuz5OBHLs6LlkZvWSglLC4hvRkCWebADVOMrWFX05KGO6a3T07x3q639UCr531I3pbLBPxp9iFfAcWhogHG40EZTqCMBYS4bb6g8hAmiQpNgG53DWT/Ygmoz7NCqA/kZ0DWIUenRca6vNgDnwckqZOEA5N68furgorAogFKxTfBoI8QXx2HOKvH0M10+QRz5CQ8XDJWWudvR2qsj5AAWG/AHAxMYHlgH14mUSrzItMK9pN8SZ6K64njICPKO0wJIk4XzQsYHSJ2Gh9KWi1c0M4xLAvP5Z1TF5vDar79JYI43LNlfu9cyfjp7yxuX9x1JkyMZB8XvDEGm23riA6ab8NXcRPetV7C6LJ/lKrfazalRPvlwrdLUQVFy1EddrABPoQoZLatA4P8RlSPrHD4CosrCXiMNWCvbFRnZqFGzXo182j0Zt/T/OyeU58M2pKvfxCPZt9Fma76UxwMv1tnZX4fd2ahQMWH0zGGYZG+yNvgwCPi11OQZSEFTo88qewV3Zkqm/u0j5LffLL4xb467tX+F7pxBNy6vrDCHTHc8XroCke2lvM16dHiEyZgMT6pjTdqVbd4LR0DDMeQmIjnnajHAVjs7I55jtmbA44VRyXz9NGuEyZKeRxdXEqYbMKCvUK8/N3DuHh2EIcHCQuQkIkqnBwLiRwcBSqJAV7N1zzP53DDVReY03ttyuOY+inJ7601+R/M2obKM0wUwC1xnlIthnPSGaNEM6Od2k7cuAtNz3cTCXeixK6JeR9KV2z0053WX2IMp3PP388f32UJcEFON1O72rdP/vNE1K/KzBQ37dQpnzittRk68gREtEQ6NJKabPtz1fou7dh+X6PP9U6bO1Rc1ig+IhRGqhcxbp7u+lwgEqCx4WFZjdlfYhopOMOjJPfaLDxmuiWt8zQezAz263RcVi2HJNsKpBbO3Sy0n8Z2FAWiLN/m78rIHpGOxy5m5pxzlk67dDppv7FsJ6ExXxkD5WbZVasfeWE5OJ/K/4al1VT5D8EtXawg+0/no9NDLxZ8jFP6vJBP1Nd0cLPB56jWVaZfO5j8DBo1DSBlrfQ31EHuZ/ZHCRHIya9+jP/PHgff6PYuuDZYK1wv+c96nFZMCw7t3b3uNOMEi9LYTlmZzvs2efnW+lfHh0pETQuceXOuFpvKsGWS17em2NLarvnRWT7sBc1s/RJdha4yJDnCJkLftrzrCinmjmYGkpMuYQ7m1HI5TA0VF3PH+uVKNfbP2ZZRVQVO2wjZzQ1GOHlIs91oujietespny8Ooj+PWOuMbIU29Z3m35OtxNQXC9+xgCA/T7V6BFQ2LXKRrx1CpvoSwIrKaFTDxp1tQZhKUQ0bkPc0InKt3HIOk+4tSQkzOWMBFDiHMLcuJEUeGz4ZdOuWd1MNkFkduyWG+OSk/I08AppZjo6NF5tfA3GVj9iOLAgbHYtWT8m9GwvVBQxw0DQZq/beWW2hHrtPzF1abmyi62iIET9newoWQ6fPbl0DVfP4TwV3nN4Nyf9I2KDe7EIcc/vcDbhNObmB8sqW9pUHI3lfskv5TLmXv77IA04sA6cH3eIDfdbH37zo6nqQevkXbS3jwxCap2csRn7Tibqvqd3Q/6bc57kA47+CBZcHIu9FDiAl6mXd+4o81vHhtRYbXPk3x+0oy21OptU22ND7TTmM+g54TPopUq1dGtCGbih+masPOyLd/Y80iCxHJ2Q7kI95OiSsoFsviI9Y3b4upgTQCxOFrRs+rHIZFl7cOymcvzzvCjiPB5Zi3rNttgq0M0Qw569qXrjhR+InCvZKq/whWEndWDau1TsNX/v+fnRX85VJlbDhgfsvuS/JS4BvQidsRqlz8MX1gw8RMNUXnWloz3CiJ/vn+U3d3icqRr9ndU8DSJ3/D0lupmlEvG8R6pysOp5qP+rKwbMbAlvTJpiksgJTm3i5gakiTOJgX7f26ljsf8NTg4AfvetYkw3gwv1WOYk/B9/pTv18x9WaAOZHEIiJp5aPtNgcs1mQMFxGU1ZCDnddq64B50LLjO/uBntN5S/Nki410wOMdw1yt+T+W8cxKeL5SiiDmgoXwhf6mUYTvKqGzuSJrCSJvo6rXH5YMLpn3Fk+wfG3ytAuumf+D97oeszXhjm9FtCPqXFnQpBXyN30bqf3cpkDqSOcWF+I93YCrRgmYwJp3wjltrMvDNyf/n820Wd6wjm2o68PuTdPrMB62IpFsVrx2ZBsgLWWeth9vePdUjsK+YNj483fjNysFmEp07GfFBgn4P+8cN1As61UUdNPEFzMf8zBmspHLYCWQy4vO35NEjwWJCi1AZuCKVJ+ylQPWu94vT0ftjei1t3AZesYp7riGjWbKJ3A+EOLJshCeFsarJL84oFt3dfPSJhJXWu3jJ7+uW0NF0STl/AsZAmTSNxexGFaDq7QzjkTVNlVU3lxtF4agt3hmNa3fvQCvmzocPKIjTTk2urhWB/gN9NVtlIE4b65Wh34eFvXmGotXZTE7xSya9+L5wpRsRAMtRBAhiub4UHuRM2efgz9BdODr55hBMHS8cTmdKgFZNFoFaskHUrt4fgo65aPPeCbUGidesYtMjzPAXPSfHp5197PPFJ95bNsCzMcnwMkgtg7RMq8/epF/WAsLWGVxEpYVeUcQrzAZMiKmF55JJsVWk8xR/tTDWvhIwala9QDLePzBoduzSaIbGhsy12CbsHrgOp77srFK2hx6iFjY16lQmeNG7S6uNZgkQ2DyD92rcf6Ap87Ut3RQCkgkR5MtIncE4jmnst+dpJgvue2KOL3UTmJbaMA7kvJo3UsrFfjcXs6TthdAd+8mPGCORn9Q4fgze8nb6fWhugGbZ1yrdOa74kasPun88ZKRqzXEcRuE+TUWK79r9ZV/2YNGhlXxuTEPqPHyNax3OJj6Oio7rtArtp8cazdJS2eiS/XpFnExZXIm8wjv1rwiNXt5q0nMhLzgl0MkGKZGsndJr+vCCZwYV5mJvATBjCeVzmx2CCDEOhRb1doo15F9iwhJGz+bdesNc08triDbtp6yiD4P7ZubMlgB16LBGzwsUAs+KHWeuFaOiojfU9fnMd4aH+dpXJTnUUmbyt+P3gO7aTHH2U4iPqe5dbzcvPKEVUvGCzPMPT65aKoNJSeZO4OnvFp9pZyxNwFCSaoA4flMNOHPdozZCfXcPHhGSrmNToLqeP8QFapT8KRrnu8z1kWntoMuHWkexJOURZzktIif1eSt1U1tKjvEZl0H5HVpSlwEII1Rtq48s+3VI+SvqQuUVP77YYTaR3cXAeyMFjthpPlHWpBoxMH4g2yY6yuttCxrpagnmhnyfY8s6JZ08Z8CPeYtq6hWIlxt4Qkj2a/VHOM9hwrX9rKjgJD3AuZiVkh/KKUXjkEgCUqJh9++wS6f00XOATMieqCHwHWOfJPy9WjvAq+ETSOqNR8/tN4bQmTrlLIel+9Hs2s4rxf+91RfKnBdyNZELaTnShjM9MgLq5rwsSckfXlz8s6roIwz1y0NwuKFeso8E6ZRJ6lcp4EqymrqFrsDpT8hc+2I8YTqIUP5tFfPNHiXU1PFDaj/g0/EljrT35uvD8lex0jWpNgx0rGQO7u0FFEPxhI9qDrF0zvvXDz18coBoFJbVHyTzo/71Vt+nxP3Br4f4btzbxH7cWTg1dCGOD48iatI/v02fVXvCHbLm2FhjGK2WpoYJ+VBgkBGlemNIgHbFso1lXsmhMxCnXqZ9oumJm0qym6C78odI3aH5K3+ID+7sbLB3361epbfpfbJ5S3s9ZWDgsDR3WU5yu12Pb8uTQBeTpPDE3iw3cn4hyc/PzBvIjQGnp+dfnKZzUhExc4vigRWpO2ly3lc2Lzvqsri5z+7cq5Rz6mn6i45noGvoBorDpx/th7D/vqUoNu8LvEvhJqflAJCT4IKMUXCxuSk5Gxlr1SqhZmQA3sFbC7s3UUNIOMUx/qChId2Iyrd/2tvF7GE58NDt305ppDtOhbvTMdHU/0lilBxUZAzw9GwdHiZfAfTz65+5e9f7mFpOTRESWh6mIXNLbjJlZuZWoVNb7klk59e8qJ3c3wRgJHB21jeC+qTQ4TQAiuJb9CNL2ff149RWFPCV7rbXJ14VwH27Rr8A8jzJjf6fKwMry1DrCWyj2GSA/E1zeHtO6aXye+XxmYpclyBuKkAMTlIPxi0yq/g54mlB6MrfS28clxoc9HnC+dVM1eLlQnF9UY71s4PuJX+i6+2I0ZIbdeYR6YMJcBnMvfSsJ4z42HIQ631ghjkDoX2kI3s8zwVBLPDON6Q50IZDIN6TdHj0sD7KEXcml1bHi+uuJzk/p88LjmMlgNqVH0dPg8R+c3iozk4Vi2syLkQME7M/3nWb8/braftRwxZzeX52MMowDkFrt1GOM76PEg65TptXSm/N7R2tyzJQwAeWGuaPPQniCxgqsza97v7WZKQFhmBG6flH0krcnEc7Bn8M15nNiapAQc/hDZZYoxbtb5U5ltiXn67S1jXrBlUPR/p/MJM7bqq+WsBhk9vuM8dzyV/pFmSlD1Sb+dHr9+7dFjgLsYiUtZvffVgvITAbfwkb+FK4RqYL9SndDqsTg7xCnHDFPJ83v4gOp5VusNVNe4X6Rh4To4+Us2O1ab/BVpEVGa03l3MPqHguFOPGz4LDrXTt/YcHq0s3+SIrmHyG97oLDf2S1uqJWLObS2lCIB5M7Ki9HYFFwVJRyyzQgJIxI3ozN6D0+pQjSJF2mI/3LtS0otP2KG+Z3zGPWi52CDovY1ceIKjjKKUEyv/KsXzO9fwO7gRj+p5FZ4+CkAZOAmSc2bsM/wqsy/pm5KY3CbZWw9i7SD79UyMwLTBEV6ckhf78oJgh0S4hgAV2jjej5LOa/5m1IFSRpPKanzhQmwiUSoEFbOxc2U0kHgvynLunlvKP4nyOLIAsjMSEuMck7WGkkSEdZxs5oAnK84MoDeVm8fOFKIy90KbPWZGOl5skno3YYCwIYoh/lbsDoArL44xu04Px44fflfpfRj8RnzVk25t/T7s/yDjeeGXMWAkz0Tu95qFMxwVOENNACOKRzFpkkyOAb+dqkctHgycVcq6u7lxoJFh8sgmoP0EaxImDDFqF7rU2xcYLYDw3q9h+LN02IxdQkpnuIg4aoLvVuBRGZDOB2NTsRQzjabT7ynBEgjkACe8bmRED69CJpAeXlLukxSr0shk93e0zETJZqNkEWSkW0JWPbVr6Sa6VESi04g9KXjjbz2uFMcSFjjCbrrL0NgfMFmV+DqgplOr3nxtJWY8W4p1vYRULjNdbXltOOednfL0aM9LPLX4f31V1sy/hv+vpEkl/MA5uY5JqVeTYSIsnpvwxhweUie2bKVD3jzFlbBIYEcZLZ6hS/erJUPiCZeEe4aQ7+R7+SF4dChHlenDSUHokPQW5y8agup8InNrxfL4s9nR6/XjoRBb23K9ehsGNLoOPzYK1RpXupNp0otZ5Ul5osKvEPnXcGYg+LdJWlURA7racQLUgByUb8ydnc6dtHLAc4EahtkOKsqxtRsU0wms95pzaIGD/6i3SDqIEzM3JO2ibn6SSjSLLMdHSZkmdAVeseRuyS9Bf3zU+6HAnOZboRrxahPC5tJxdB9qrW2Gs0VjYjGc1dll4aQW9uxnM9PW0BKRdkzO/pkI7OVFzZis08Gw9FXfl1/j6rSeSwII2IpGT9jc8tQFlo7PB1BG7bhkGjNFym5pWZGWzZo8MA5MxhoRlnPPrkOv+Z+DTnXCbnVS2MFXClCsOWF0kJ0unaU9lk3L6lwOEHVx4zvbWWqPSVG5EbjnUu09trUeYM3ks489WirJtQkUP36zFdPRbBDKuPW5eggXBHE6OWU8UzeWxESdtuYmeX6mKaCibMzzCkGU247Tk/HUfK2tzvy6FjnHhA+OyZa1ohr85+z13uWG0ZOrqBYbgWoW72bPsDpXfF0rqZrvs2D+Gobr+iDp7W0p4TR11iwFDz2XTFHRvsBvb82rq4iEXqENyrUGGqjhiuQl14OjgfrKmIKU8Lm8uo7mmt7n6tM2zSRw5oTALmqOpPpdwHd0hJe7hE3b11Aq741VLgETlGz5Oe8nJ4x98+jnS6wRGzwh9Za40MupBy2OE/TNNqz1Q7NdTukfvkiHEtci9lHXAwdAlIRcSIcXXTjxciK/JyjdO/ElJCTSxkv01FUM3hiV/QGektiysJhhyh1KsOPm61/WDLli6owlnj+3Wg0BhTheapXXflcGaIRl0ImG4lj11AZcfm4Q+7Yh3a37lCSEusRS5FYX2g3foRYNyTsMumcgHldIp+lDnJVaoGEqMNt1dm3PIO4E3GWEagaLIT8YPzxO67TdzksXouCjJmuZluzdRCRnjR8pPPwWQ/l5b/PCP22dlYQ0qE03M3H/zAFjmQEH2HkYHx9GMV+HLny0UOnIDcK7XsYshYwNqLihn5NAc5AelnXyJIjTRMqAgHGr3AxQQgQdsIXzdLbUOSpY6yftPYYqNlbd1sWpgHOKYcWUTu+3FPkg/6wdFxwsHq4xHv3pqtbcWdcX952gk+it4ZEP5zQqE7esXEdGudlDrnwxy+hQcYeRSzleph63pe0H6ICw7ctdMdA4/0N/DkoL79oV+Pnf7byf91grV2M+Xq8yNZfqb+4wQrgYAv2+pj/9cJJu3VNIdzgirM8bMb9WnNqqU0pfqXA8xFlM6l5RZp+3W6ev7qqyXYvhaqbwKdFoiMwPlrRGUEinlZRhmXbF0L8Xbr3AhO1Ae4mVZj5ar1Wgqab/BZVL4QxHnolgjIBrtVqrmpxNfFw4kKQW2GsjsoJcKtssz1PDmgcJBhx0XopmWi9R0TzMPpgx7+FnKwehGNBbduXgbe8ibBtZfWcQamEZ6fZJpX1uSTauBXpjUzTG9o3VDzZMi3tPvl1P45dwBhckolOKNMF4RbvOdF86cBnYLRke3gowGOKiX82NPbmAYfHAQdq53uoO1T1Hk4MiDHyFtl4qzyiA8HAu7DEOxNhFV00C2vMTLB3+5BpIFZaGWxdEBw6scpeZdrmgYfEgQd6Jk66ddMND43KYt/VM3yekHx9NcVuhuKlAKHOTmb3ApD+MT3YyBORlL85ZOeNyvGc46ypGLYQiPhHGf44wMW1ktqlQAqI/xuIo0fS9YtyWkY+/TL9roQYaydnFTDDpg8PSPORfp7YlZILdG/7+mfQq3PRR1sDZ36ABFsbP/6vXRnKTDscUuSL/JpNwK8Ftz/OL6ks+tRoSEkC0OwpIEjM8RIROtuPS+kZbZvwRJPWV+pJx7FWxv7OT+ySPi6EVD96Q5JOjLWEGMZzBvmVFkSH/B3owUklDadO1TemvWO7s53lqqBfkQa74tdxUYUTxcw6r8cX2wc2H8c3zo0ThxcdlY5KyN76FsdfhhYEIASk5WWdp0UuA+vg/mP4zu5hSQNatw4LxQ1RGmHRx2FQqRp8JYW/uBvBUOcergNGzMO9p3X/P14MbrmhVpBfHkiXOj3Do2Nn1F1EZK0qqw2NYC2xGWewH5e+dy/MWD7PN8xsdxzRpIi6ZrU/9oIo6gBI0SV8RXeV4gqLzonnjkFG+Cd80Vylj0r89vZBwnOhfpHA6Fnwt+/dlOn7E2PHxrLEkLnVgTx3MwHF8P6MXBmEup7HM2Tp9aCe3QaxnlQXoVmv6qgmQWecq8x7O9ArU+N0tIj8Hl9DTRaXbD+8VNOgEtBQkTDY7n3Sf1RM7GiL6m4RUyDwMCB/PhozZJLNXyuAuoZMk8wuKwFNEyM62hWL2tLyGR5D9wIsGRfLsJLPTnFZQpHHqeWCMdm2tvMtIdYkys5lXdwiE0T2cutblhgNa1DVjE0VAxTOD7a3c62treWZmtqpvYuLzSzDixjwphjv0xQTYmmRip+ML/2u5BfZ3i3N+/i7VlNBL/fevw0HpnXBwTRrlo6GjmPdOfcv61KR4OFNhrsk1YC+kIOS2qwKVlZXW4JeFqOQ4hx3d1OG7M5gIw9JcHMoZp/XqOJnrOazJ8dB6lOWd1DFtpt9x7hPJZi6wk5wVq/ts5kMdr2Z5Nu9x1X3JMYc4vfJ8oEay9C7NqaB8HvCrM3OsPjWTOlFdvHEzAa1wnInENXy52jx37Kuh7maidxCneGq11EPeuaJUeqqJdhM+GrbmSj5ufNNKO52O5JUPmfHaOlWcjWLzKG6kKROmYzWYWAdJMpL1sj003/PHZIArUO1VJzhKoI9m1In9Vwd8KjtmnRPgTDWhXPJRi+3UxG3ozfsMXpdjYtXit+szhvip3TtXI72i5rxRkKOHdXd1nCiZguAcmNqs3tbbe34rhhL7NYzFrbmEjs8D5hBLCOq9smYbcwGm3Fsky8n/34nC9kn5w2Z08ze+Hn+ZnNwV+yyqVXnawN+LVvZgLO1d4smS4h6MT2QwKXHqUwoLpO/JwuXwdnOOmzxwxFx1BsuejtzLpx8uSeN2MZKud1RjTRfQfc3Q3H3HYezfze6++3rw+Nj7ryKcSOot7Iwl1q9AsVmaZi3arItCj8FQkbBg34pa5O6cPrqwcHzlaT2NeP+ezO7CuO5+UCRPaJNyM1OapQXOdqsziCyf12TyJvkoyT+E1I7cKIVzQNCw4Qzqfsmons0zeD3ZlL926JL3jfNg5hbqLgqVSwjBFminZySqK9NLAdzYBjM+K2830kH15vVq4FHXOLajDu33NvDdNnWl0lv0wSOjR/xjLyEGMxvwxJg7pxm9mJn3Z1p9AUOsqwzkdPlrwRgWAtglFgJbsfYCsCPW4SD4dSJ3QJv1qUul+V5iAG6FVKkDsxk4JtnVUdApTMU/BKY5IVcNFcSgyptnOL7WUaJioeUsvsIYvtt2nwgtEqzJVl6566hY45Dx7Zwnkab7a+98OPiat4XBhJ523cqhN80jaXFCgnTzbooK7/Lbeb1bjQX7QAQqAKp0Rcdh1z0VmKxzvylx1GEFJjUV9b3xzvchpZD7nvsM2bSPNhIJzO6RwgyvOg34mXFAZvg3cCRixfE2XrzOUEgQWfwsZPEhWrnQs39moDB/nx1TBzNEqw45eFOwqNW3EqsXUwV7qnhV43HeRVde6k8bDwb083dTu8Io5ksA4CXNHDngIFuYvhrqS5IiOOvFxnIXZzYL/iM0E8FqLv5shERojwcpMjPhaWDjwVSoOOzCmv3cD7yvhxbnjPhXQ8sDBlzR5Z8UtC6qdpF4XCx1QH1PftGNFXgvgFT4awhm4767Y7ux4HLU/IbFnBSTrsDAUXu0oGXNatcy/AeklkZ1j1WPL70uRGUkx/cwYcfSuOXYV2suTXYqGphR8TYlh3tnDJzC2+HGkuSZ7uegLGkZ1EehMpauAPaupnZZFnjBkbs0u7tphXOB6HUUtejtJLhpYe4E+/Q1yRX4sPDmd9FerOoV7F14bzP2AIwOR1PMFNqrcIMR52tnSeZCRk2Hnd22tk1JAJ/RZBC3F5hnKT1J4VJ5RsuEJSWgszPSEhpVKbdRw8ne0VKJo6YpBzlmDfSbbCE5A+P9YQwUpz6H5oVJSucZN1X2vm6DzJ7ladKg1BMD6sR1Kb7RYcp4sLbXHmVo8NNp7UIka+bmtK+DCljjV1TrstIZDdw5TfoJ8MPbOFjUAcS1Igy404gLMxPjrkwSE7498xPkU29ZrkfVPO0HOJ0Af4FTGq1DdtFaoc5334abhmfijNW9IkK/1zgbHxhOj0DYNR7D0LEvZHwUf73uNrw9iNAaekYzO7IKyBFPHM2oNyZBb5+2+5Vxsjpc+S6h0MYwn8TJILYDeZm7Xzzw4HYUKSbbUUW8cbo2MsHkpKVjkZyDvKUUEheSnV7E8Ds/QJea/JU+YY/M1sLfDfGTUq4aEJ/1q7OPvQraJkWEVnYjGhTU7ReR60DNOr36WsutIVX2Bc9TFmd7FFRi84VwNUIid9Pmsb6Boy+9+MbTsCIv0xMaTpNWgsLQOASnmqb9OWaWQecWdYjBrCXksBgZcf8saOah/WsF9Dfj6R/KR4d2pS8di1THTS3mHqeL7Up1pQo4vHW78sd+ALqppZHZYciR4Oi3jmCCiKTnGCd6ycSYpC6D/mZ5TJeE9SHPGdpoj9a+4m+mmzq/F3ObEdOmrvy3eOFgJIROfruxYcOUCWOT/vDRGeWpk40plUfJjXDcPi1qnmCzNuyFP8MafnmCBnCOUmWN710V1HIo+VucduK2sPHhkd3/8IvjUV0EPdgRFxedOuYU69rB7HVG7p4SA5f3It7O8Gc1V2g/20d/w09fUSQtYiMJUJFZwkVl33iPoHXl9NUhzJOK7ZE1be4s5m+H4yVHw0IP+Qc/e4tpQrd2fCUdfmJrRPP8llGjnoCW+owwcFm9LxeA386dHLGGJVBA981JmgMCVVAnlX6UwvzWvA0fK48DzXppqwutZ7ZZcAGBBTQ1H4m8+7IXq8U56XsLAmCdTVGW4/hKeOd3Pn3xA6X2l+lHuizes7+JTB5bNwsvVs37XZdruK3RrHSmP7Ct/cG7pzj/Fj6PzOxC72+T11egHN5K4qYuB9TsOdrIXyKIdM6nWGyfdkKtyP4Ofl6fGfjm7p7ZIWUd4CkvJdh0vbfEUnDxZRunnD21SQmM3Oen+bx1rdEav5IxhajnfB3u0iArKsMpBAMu8W7xWdKNhaHQDyyjtsgPZwWa98KsFoioEeEgEav3MXIg12FIHeYWR5eVInisQ8dFkmJQ8x6XvezzygnYor8dUSgy8FiVweGv9HEfejqaWJJkWKOAMw07PD+E77U0Gto+N2Xv9KlkMWAe5kbQ3NBdVjxfZstHQIr2+88kiP79Le+/SvH/9rS4rwf/Q/FB//G2v3+5d/PsQFA4SfK9hsJHZRdrslvlV1fUVle9DLJwyhZB7/GhL3NXCM96M1cP6+TP+T3lDztlJ1uPp8Wws9oSmPYXycknWv+DxWKYdCe/lZsZikpKPexfv5xey5k0lxS3Pxk1vJ+tOc6hwX0ncITwRsWn+ryGmethagqJhwmJi4hIS4NJkLUW6YiJg4PND8C/oyZaV+iOekAZU31AeVwtioQ+GcmRnUblnUaaGCPpKiWPUZOGIi5KNY2nLDowJ4sq2uLi8vbSpUFT9kBCRkZGSESm9Ha31yy3kCAiY2bbvlRgPzGVTBwUO7FLoTt5OdGVgkUdwYFEbWJWr7n3wiIs7LndJXXZc5O9rEqqqqZOhTj24QHw4be34ZwnFguW1Ce+igQUZyp3yDwSeqPopV/MVLlaui53601l9ivkJDoeHoumEZxv+iaWb2mtqugbOHBK3yg62phmT89hCflLrUHEhbNtaz9yzZTBasZkfjeW0XNLEWnr6zqmXOMGlvSMYema0V2oId851ZfUDSSx+voU4tfaUuJT2MZ9p2xorbFSkDox7btkUnWC5kgkoQS7eQ1IceditsQn52okOlovaXfq9L/9dWa8miQkiC89vqX/qhXadYPheuNYissUfGUcOY93yxPya0fsqnO4amoGv9CficYrVf9B+QF9c63ad9KQqVmrjwO4jICrm6sAuR68fkM+tXhPUcTzNZb9DSt6KRMpuQKuFo4DmVKBgbSWuvzgLhmibZV2TSwXSa7beCxYpLYCh8vPoBkuBMIO8B4hbb5+tGaXVEBf/sRdZgeX8SzkFlL+dgLsdZ4FiNlr6cs12m/jS4+3qMOkfduAmGgp9A/8NNvjEmZNwBnOU+sXIlPeaq05+GLpuCyQ9rj5NhKAhnGf70e11YKCHc9PalFADbYAjoxsmAot0cLJf/UiqWJ1wFnYnkZyZY4DYuw6CEDO/ZDX0htXRnfjUW6gdnbTrJloNbJ3Eo9fCFFK2TvAcNJEUlLVklp35uxJsLQ9GTYvhXzZkG8H3pzywmRWIcIMe55adjcuePpV6JHWpRl20xHPBnIE/rLhqVWNzczy6H/ojwgNei5DwtLUtDWCXNNIxrqXsaAIfIwVJ09Q+a7sMDOz8v1RmnoyutjmuwkXsGJ6Owj3rHbUkm93fPjC/Hlu7V3Ty8qAxt6/0ZE8vEhe+f6fcG+GX9qU8LabbzybPdF4sfncOfcx8foUpL/wH6Ty2IvhPMD6U27YhoKSq59ErwzP3/RIGLdLE9yXhxp23LfwqgeVZdQFDqD0hRu2hMD8zQDwAUPuB9/UD7JZ3H/06/TrNL3kDW52ruYqrTFu57JppQzwcGxtFu7OH1TH/v0kwe3Bxz2sR5s17HtpNDixEFcqHeh8nwlfpOb0kt5xFnjfE3uXGa9+lecXAGORuN9Ef7DZ7yVLpIU6ps6Mm75rIlXMmCgzzDF4rA4GvznlyaK4qXqW9xaCds5sHXmjlZqFju0bnEse1RLCu234aFKZqPKGXYdDPT0RhEP+W1MCuuVf3agyahoauBNp/Pp/I6vM9wayuCgdFxRBrh3BHXb4JFtIB83RnGgqIx9IuDWI5uLGnQmphr1rOnC53G15sJObOv26UbOGaLqiLKX73eImcJkUOm6OtfRPp0zOZ0vYib+NYX9TPjBzmJlV2L8OvLjTZFeauAAdkf7RVt7g+gk6Yw1RAdFWmMu3CdaQ+xO8kqrT0wF4mOu85w3no6y7p33A5brA5XgTrYIpBHjMY9UnlbYG9VcVTZfUgR/+sIxqpONcoebaUyAgVk4eSJ7E5iOkclp6CAeqDhzE7FnYZW1/Cls0TvS29sS+vYSnTczjlvyE1q4MG0pXwtUYsm595P51+jryY2JyuM5TYRHTikXseZ6sy/tHDC+0GosmFryL32jaNTYJ/3VM7CSwG6sPdzB+FGKekLewbbNGnbBLz0pj7viQeq0izf9e5Nptik4JRjimXwOfrq/CtOIvPsY3bMFF45RvPv8mokpiO9S91FqY7sY2oITszGlrWvT8Qt68fJ6GLGHUHj7zYRn+092aupTpfQx15JBDq+vLX/kuXc7a2eeKeeUUe4scg9tBdqEJs6LOl/DWE05LkauYDXwF+/vwMGfLmnmv7dA0v1VDOAN/bWNeGwIGtg2jt97MpFbdo7sHYTJ1lGgT+Wc8DzUrD8bQGOcWzZfEqhh+93EjlsNTaDOkPmGN9oiWHSPXjOdn9I5mg2pQb71JDpHgPgyzIxlLwvavx6Vl752u+PzeF267BsYqe6MO+rkKN6j99vwtilINJvQppwFjpXC64Fj4a+4twDOBpwVALKtUO8JtntYjhuPeez0ESBz/IaFXuX4/6GUnHAZbDCdfTxHl47wNk2LEtTdpkZ+c6XPwFf54XstW8SC3LJQq6Un6HOsOOb+NNT8Kyly/oUo9gI5ePZs1/z2AwGOusdbgXOZe5+2JQoxm9YjvilO1fp/Gv4ij7G6VeHkCTB6M7ytlv5RiVnxRKn15UMLXavtfAeIN7Fztc397bBWyh9/ufWrn6jDpPnL0bupng8D98Ds71V6MI+fZqONQZEbCz2g4vVOhn9Xy6g8umya3AT+wsjsHcGIEunn6pCMPO2IJKOE3Co49dvp3N5TEW3C4fbhFshQxr6H10Svi2ssDOV9ZiHdv8QwkvtUZ9stK8fUPyZzz9KQFvOCydw34+GZmY2B8APGgU0Akahmjb1fN2kw18swPIh5ljDwGulmaxHSQocgzcyaQb7ILEh+lj8/nC7yuSFNeLuZfWxi4hByu/89MpTkE80Cilf5iSrPphQ7HN3M8QC9gJslqa0hxc8UoPT90vrDYY/XqcC5ixF4Rb7H/U3et/q5lXGHiS+4ZLyP25xbWrYRsess8VbQKn+2Z1eBJir+PEa42yjlEFLoVmHN8PTvUrG/4gn1ULkpPCyS+2oMHIczg4ZRsgXHtoDj+lzrrol0R8DgavQwUI6V9v4Tfr6WkRKQ7aQVC0Afa/q0+jA/p6EzouLlk9nlw/yQH784yzMGfFVZyt9lAuEHRIOxqkCREHHCIcsqioTD40ZRVMUJ2wCAhCCLNh0JqtrkbBsxQLSxF3DSEvh25WWT1w2psP66bQPLx2q1jcgo4jpJ6fcVGctkCR7qCNCWSHX0tJP0CJc/6vWYnpkzlUlyCjV/nclLdkR4Xvc/J9TVGOFftGY2gGVgIxK/eurPHXGcGK31fxOvrtdPljzUHA+GEI07housQMQPgy6YXp+t51dW4IBD5NJS6BOxbEJxOcfBNkYoN5KECupuvgR3a79j3vU6AF/WSBuof2hlBRdXwYomfhq9sc9fWflU88p8Ng6H+olIsReM+ybxHb5/oH9z3vUYrhh7wEBcfbZHP6FsDxxV09jLrwIECbikB75t0/7QCZMvp8fvOA/ADEJAuPKqH2DAokIqJO2uq5sNjHOi4FiUnwh8mLsq0tSHytWkLuhC7MbD5VgtbMZqUzLAYmcj7uEcLDnkBA+XB/Fv75U7w9/FWslH0bA5ISh9IkLBPyNeAqnVIQw0aIwL4AqAePk8VYM4dwAjzUHWiLXjz27o3j4i9wl/o+nWpzKmL9whv1I8CAAd1rNT66gcZo/JfLRkKBFj8Dd3fSb7VvdDi4CrB2lTfSYkjLo5Ph9Yt7MnVoBiyCxla7af6JW/gmkl+CunU8rPo0A/z/FtTjZsIk5FpnB1bCdWsDEgnAuMDp388pQRmq6S5JY7J8E9iq+QlIYWvCxEixFOECdIzbAEYFN5Yk/PGUo17Ic0B9TzYsBZ+fRihZyyptaodmGlypFC8tBbebplVDJ1eo6TtuBlyqtpW3FrPVulSZmBnTF52va/5fKxkwtQNyUCNaI5wA8RtMRScUYkEmaVhBiL/AMaO5tCnTF2qZeQzxIYFKEVURXwuxv/LC28QVzxSeR5579RQrR7+ghBoXvbfX4SbpOujAcKFsHqOB2XODtamy9aCUjhvqnRJaWmkZiSZUmYajiAakjOngP5hFSjqyn5NoHDoGvncsxvZfuCOfI9XBnmO6xmfkwyDuSZ0h9oVXNX7FBmAY9dETWmUNr0Q0tkheiwiLGXpqWemI8BWwdpr9pkbrK3nMwoNgw5Ex6McyAaN6a2U8PEQ7gee/PINFYI14b4erv6nvgsjsLxcGPiYnUjRhCpPGuvB5R/9hpugjfvRLpOh0QhgT3VQ6zg51iZxaJxI41qxt+LM5W88SIzzsAGhEeGTWUY9hH35sO12pyM6urC7ki4KrzuC1ipcFn2IWwT63yio8CE55Gy0pRS00SgwVzY2ermsdxvye95TOthrjOeZCp3zv0OkXy2+18mXQWi1CvrC5sG42065YEEQtuz4lkRtsi/fl4ctfsb3eiHi53Y4HTZHbb9GuJh++YUqrYlXtEF9IjBrl099Ijn9dz4vNb2p66hKhkZk26Xm5fGVaa3IOBkorcabF29+6oTU4R+SYWctKavnpNt2MXmQ5jg6Np7fS+Kq0Sn5ranulEWrIMei+EuKOex/WEBsdfKLxBgtgSk9be0tjP9rgqAi/ZguYQvQ5REEbYyvf7eSiSMYbF4x+cmh4m4PLw1lzOtYbp7uStoLeDYWnvy8NwIC++dBS0m+nfK5v91vYRk1GGwNMUb23FGDxyZiiWzJOfyE/poi637JWbBRTUyvnGWvgHFzElEnsNVGpF5Boce+kUUFqaLLa3UiMFmBbbluYiIqedTqH0CuKxqJx02u7VrgCitjBDhuEE4Nys91GjaFYueHi/vVVhLmqZsrKgNi9Fwldj0FGN1K+7SuU7YXIdrnrvHVM8j1KskRgN5qw4x5b3PF7c5kqamg2ZEAWhFH4J5JFkGYPbUznJ+piV8xwSUfyWLzRu9b1kQtbZ6ESAbSbnvGXPSfJ34zfXYUDGGR719QRRKnuJyzlLmuUUCwycc8aVaYeB6bjDwQGkQBy+4TJXuyznSaQTK41bqUCAkpVY9KQRcBdwdPl+6S6xHwK/0b2CyUXuv8uEP2VpPzgC+UmdNnWjkR83ZmGwiuq0TOFsBpDcXCH7uNFhWuxQLDc78F72KsSLL2nSg4+IdeWdU5MIKqoZZxd0te9noe90eOcQ05inL4oLUzMwNzTXN7XUNSeBUVBAoGCtEsmzCRKD1UMNCvtJ3VAjT1qKXl+P7IDg5xPW1pbm09bW29+lTaYuJGig9tF24fF3OVYBkEfVRX97vs2FoeJ80b0p+5UkD8kBOc3B5NhQMT4cyZIx39bhyo+7OfFFVptnMPynxyHnvkqKJ7YQcYaFyjLN22hYKDN+RmOD1WNy2cEBfqjLzbnyYwcTN4doxvdjpvIbLa6F5i5406P6Y7w5Z6N1hBSCzxEm4atZv0swp/Un8kXRcEo5mvJWrfuO6MrsVeeehWDBXpQL89RBbHe3mYk+T89m2r03xegMRlN1eDXMJbL4lsYKNhbbrVTRLgs9atzqtgVWmG5NS9+HnPzFX81fMf39rHfD9U0ENHLZmYs5giMCejDzE8KwB3NrLi+tMHtujhHrxNhx8IFCVU92S2r5Grg73Fs7mHjRarkuWFu65H4drgZaWiYc5km9y+98u30p2oT1LJbtWS82YSUee6uirHd6bTtlFmuaYJbHx+4wC0moAPHQqiLZK+En4gPqlv77UdsLXCu+aQfvdr35rBhCY/yawqnVx8edlA4/Rne+qFIfxvUvTYHnoDBgj8z0gNsknUQ3R57VR+rR+FU9B/ExNxepCoX7wQCaCy6jDiMdhuBo6qSkXQRNL/K2Wze8xPV6D34BRPJxxLzjA2rrB7uvaRbnxGTIubVU0ux5avSXjoke4yHn8zBS1m8TCAzMD9OPQFfwMDD/fpnJ1u5r3MyXPFnCDOiIgFvSGVih2tybVyv3wxhL6s4XUx3TZmgZjGzd44lAsx8FFZoUSP6HZOUNot6ktLh5pi69gET4Y3iyxQ7uxGyDTDuGjWBcOt47TOaMoZsblfZbmjwOA+B4a3cyFBd6NHfqQUEgT9lQBtuA5Cdb/uvqBTQS2LPj977qryYnt4+jN7PgQtndoVwaQgsNi9b7yFkam1PHgG8GM7JzLWxc2htPWabTUpECE/19tUdWBhZ8LPy2zgb+A3CHBoEOY6GNvCxDnmwSYjGdukpW0hV9+J6vhopFK2W/ZlYh4VbkDpSEMVxbd/alNjlGFNFMVQsNtlfPsCMZ/NgMdcAaML/ToTMkk+lwE13HSq5w20wGz53eWPLXuWUk2pXe6S7LsqbeVip6gos1wtFeR6KSaK6p11haKFpHUoho+gvyh0Smlwzn9AYoYGO8vis0SX+tly7IlinHXW4xXH+Wm7+l9G8Nf8kPTHU5xu0jqoCrW994tohJkHwSUvXEFPYTdBYaz0mBZuaHXOOMYEbWS4b+Imf+aMqGGWP7UmCfkPCWausRXM4+INK8iVTBuwHlX2jUidmcAhQiw4rTGt1g3PTJ5o94+foyGdaBFDpxqct4SRPX5rf7+XMavuAgIvbpYR/3keKzoZfTe79t2pI2Q+vYH9WAVrrNswX9jdurb+K+r4OJTg3lJhp3wR4DPEoTpqfjMIItycDDKSzBiOWBm19p9Vn7HGdO5oCnGhYUQrKqNQklq9PJXYLJ6+GcNnK8U/lXtTRdInUr3uMc8SR7x5tHe4BwF2a6JP5qqjTigJIc95/xLuXEhnhu8esWGlJMRBn2nT8OXzfMX7O/1K01+LZmTlFHDYwZDI1w0tM7YsxuNcrCt4bBO20Jtc8RVMwntl4ci7HVpLu9C/UyiZdBLnSstR856F+P3VGnMLwskY2NvEXP3Ck3tOivYUsvmduBsPD9pWQYZaoO5vwcBNbX1MWLflLD0RfJIedOM988etS5YxMCQ0XVVoUYVomIE260iKIXrw43D+MZxUdv5Z3Er3JTLqzPJtNwSmxPJBWzOy62yCqLHKrzDbekbx0Gfoh30UhvwYHsDeTSX3Qwbd3naHybNORleS15cmQhXbtH3mXU5vBJGV/FQOc7Zpb4h1wVl7mY0eu1jvE3NtYaT2A69l7vnYPlyUHbu0Z1vXdFov2qpPsk8kv9EtoiEDjVFbT+NhZNoOFP72LMUC53ltVnvpD6VnWI9LdNx8JaOH7/oEBAFomhaAt5JGBnUuVkjYg/Se1b1MwYaZzw98iBVMEHc4hVItIF2x3ulP2zKus2biXhmA97zL/82ZNXZ2W5XpK3d4KKA03w+OlHTzaMmS/Mt0vYklbDlhQp5NZlJLN3Ry9lJPNg04GWdoJIFYpzcpGAgPx58Adyqh+7/LY0z+tZQwFH69x/NoPPKQn4jXaR0sPIDIyE7JJM1hM2ft4f/eQUbrC2ON46bdJ7qJLkkCRlOfcwi5kgofIhP3Fmv4dgabnYWPv4v7XWP77B/Q9sZvj/xmYG/MORQvzLouQ2XShb8zfFMqMl9iJi/4nrouTvy6vtVZSJBU1gxBgqrV1dRss8GjrkHxjUm0lnix0amNma/43g6/fu/p6vgoFdZIlG0Pak3Fa/5EDVyzNp73c3500J62P+OWyaNgvp9++vFbbj6sK4BL34EK+5v6qg30aTmgqr+xW3S8rv5kKxmVdUW0qnFWXVYlWVYlWtDN01pC3aOWhoPGYro5+Km59ULK3DGtrL61tNZiurnx7l4z7PtCLVuIa0MfVZOPJ2Lbqeqwt8FrBoaKGdEFQURpRIVz26lXc5NsGxIVlwTuiFO0JLuC+NkdNQrSq0aWqw4q3raehVlZXV5PBQfvG+arb5D6j1OC4fwoeMPNE0MmTTTVHy1xpbSoJ4irAv1U5mwLQSd0SszsI43Bv7sFWjjKflojESZHx8NoOf9ys7b8i1z0obH6Z/csZMOyOM83rxyKmxr3Cjsq1oLdwJGXx3bFxuDrLVV3NYaEtCwrKrly9dM9bWpDyBF1roDSxOf2JW64loYyqxP/hO34/GplmINPzauuLwiEMlLhUfDsBin52/sLaIBHz5y4e2tBBtEBb3bwB8AaG503p4FMzqgUc22TnPdBr2IP/CJEEe5YftFePOvn+h1O6NDHu1sXqMVvFd3ab684YCd7obosKCeliUnOEE97Ix6wnRobDSzD16mOPiQ0tkRFiV3UejS2wL4xJozVi1vGxuL2ifZaKnOpVhESvilDN4RIBu5P9GQgmev92F/ptrfTFUFWDwl2M1SWiVNDmWiTTsg9xR8xd1+Y0SDfWv8HJRqrh/syiNhK6nyv6TRZlO1cFDzpT03udGnOxDHKvZuOr8slDHlk5DI2YaFx1qlNHVze9BqihW+UpMhCX9obN7x1o2WfVJVBg2U0eQmZ7cQGoUkOFe7tMudk1MBynL6j8gRusKj6nyLuDvWfnDxKTtYNl8HaLmHjcvAI1TXN7UxrFOrzbmrrvxMuAL7BEPOD9reA75tqLUmIOcPoNxt1tj63dk5+0pj6s012zGKZtSPYeGiY1gPNRfftTo2lXz7G43ZcFBPHtuRr1B/D8sSvu1aLPEy1tfAa+n8tK5nACj3IDS0S+gMUtWNiTtCvF/QarPTAIunF16hgR02aj27QbF0/fuRIUlam2PVcqNL5btLacSrxkLHi0XjhCZ606iolP9K32/EXsdd9mQub/zkf3dNkZlP0il0bzdGrvra0irPhLUEMhT8H515RGvNmiz7WbxXKIIvNjtt+c5zIMbJ4QX24QOv9xs/NWPhT9G8Rquu8quM+Y+/BAK2knc2FSK7Ier07ZYYHFpLxl7pJPdxZ4mFWk8CETXj25cEn+cXRIfk6EQSYWBCaYXXj1htq4CN14I5DAG0zfP+Qeks20b8N8e9LvZ/gxuFvz2+VZ8YOhZdMJt3+T4RHq2OqbgLTv4KbKu5ebLeWW5iLPjy2OQCwvL+EjzYhaZbxwJH8e0rCxYWtbqJ5fqABTTQx+Su3jmQru7pYjyaCwkdkQd/SL7qZt8/6AqpSlYn5X5pM3HwlhV+SPbabKRTgn/4uTEd4neTXDaT+O9p15b3VDkR4X5jDvhzX4lmOpLXcpSSXqWflIWZeUWqovvNrpm3nQv7MzECT44aLGyJLVlZu4c06rZWoCO8LSyrmuypOS6dOyyaDLmh21R6HXEH0ldkLBuO0obtJWrMLZKShk/VyOOKYYLKmExEdIh/1+8teF/wVsT/Re8Nf1/wVtP/Pg33jrc8F94a9t/461//sVby0FpIKMiILT6h6UEwPI2e3EKf0cnBWvCtE05/eVS/smdhR1iN//LkUr5IOnfxaloQ63kwzvgTfUwIw5IdSCI7KwK9RwQDAn03POOAzpbkfP/fnk5c+7sGt/g+soqsKTmu35E8E2altqVaxAlSor2LzSSnvXXjvDDGdwbSpQRjO7YMEpUJiYGDvyp3VcfcSFYzvlSQOQqbQI0qojZP2xIVx3AB3MdV1dPj6PsBGfP3OAYnDjEaAYCAg+U14bPEUwUUBmRPlpqJ2Zuk586Dn//zdELb2JdfNoM2PyLtez4BN3VB9ML+5dxyY/gcrHPZ99zIHABJ53e/af4ZESmD2oCCXwD8YOPdvlJHshCJ8Koxj+G/p90cl44LGpqVGFSGq+/UiRQ3TE7/oz9N+DTabvT9n63/TO1/dNfLqX692auEcFe+sT/4FJKMv7lUsLWPEKO/ABG3QQRM2/NB2rPk1QBbr71avo/2KJnxHTih47btt3COS9h/vpPtPXTEfBG5wf+lHvXxmwX/k/6mzn83/qe3Nm4MBj/iaUs/yKRyEeDJ6Tcgvb/MKTE03kuJpnBdT/wOLHGBFYOBQVYEJILZZVb4lJSiKmTWY02862P+aIzw8XwyNLI6MPrXmstPEOim0d37SHJpuApkbkg3qCHzmczP6ZWPZr1Z7Ru7WYdDFV1R1FlWALaBlDfGbWv1F6wE8HR3QZLD/1deNsqw4dLMxMdgx0naO3hUv+/6+F/cp1A+G+uE/XYf64T6nByckL3GWv6ZCOovFLoApUYcsmFmao/CO+8pSlJybOVeNERv0jdMGDnENdrERE79KUXfupCwL6U7fQkgoUiL6zqRWX69u640b7kxtEKM0/D9j7H0GHr72S7EetieLbaxHB+ChWEwpcH+Ao72DeasZkZSIdGyPFTIhGFrarJ9P3i95DuNxLy5dobi5npkrgCoZT4dG4QKH1MnaM3NAMVDa88ERPEQOT88LBf3qYrGIqPNk/l2m8YtdNNQu7q2tq67Oz/XA9vuvNnnRL4KZwsDavC+gtJfMxA5crR/2EHjsXib0gsNhZi5mSn1BmdtTqPQiv9ltNNIhEaBKJbMtu9IOshiMnLy8NUqjUPjcRAg5OojlMVTgwhvzA8OvgYtNEbNLU4wbT9ok4uiJxqhCchwG18l6ZfgOS0Uj2uZjLfPNSy5m6Z9KyhpkGDHjGLZ2KMWn+byNNJPRvvPTyvMGNxPsk9z+ZQdB5p7l24HlMuwYCbVQ+z6qZK50iw782dXjgcyXgjF91Nk3J9YmlQelQyMg8HHlnvKcrdrtkR2em9ZDW36W5sP+O6OC0qTqV9GrVlS7R76yuqMJuzpST8TEw12rZy0QBrqWc3agtNTK03A+cR5ZJSS/uczb0TFsp9rdfk0qNSKK6SeCZTCWACjGIx3IEk/EDqrwnCiLacRfiWejdJC53RwsDfv+NJFFdcSu1ZjLWHi5PCnapXN9Up1pNqaeNY/g9zbxkVR9B1CycQgnuCa7Dg7hoIFjTB3d3dGZwQ3N2Cu7u7MwT3wd0dhpm5yfPc9/686/761tc/enWdqtqn6nR3raqu1XtPKX24iXGP/otChhqElnZAh6KAtlj1kxsJAnRYc5jtR8o8+DSdsQL3JbpqzQFfjiyjke3lvVjuX4hDHRtm9r+AvFNI11U6I4v+sfLaBH4eUrle6K6LCvpAyoHC0D+8b14mE/dtDVhy7Wf7zwQ5TZxnVsKCrMMutxsbgZldtMxo33J2ID5GNuoECV52GRO46wvVHbKoA+SECV4/DA9nmwb+gkJH47jqdWv6ZZFp6dHIQtHuVCBccoAv3AOPjqtA/1G4xA9SqJujcZM2c7o5H0cUHbhkjUKkwkxzsiT8XRreZxSyaSNpcf4gwGDMcMVkkzW6+iyUm5R2gLUmqzx1JZx1QbR23ENLH4XXGU+ZvlTcJmSALqtrn9CPFI02JsQfnpL0AuCjkuBQKtdz3JSaIyEUQiEKAyOVE3aHz4UmKqWm/YVPIiQkvV3lSpXmkDdz+D81MbgciM0S+i0pTadkjPjuVLLZFTDf7BYsA1WH/wxaGaQW8LQxr5WS65ZaZVBRNU7HTe6+8pF2L2yMU4dic7yh/nt/26XPL69C6zq8Llg9sw4sBtgtRxIdqwNCeJ2dfd7jWawVbf6RefLVc/KLq0VNwcrPlICOk/Q3dq7PHdd9E7aVVj7/aH+fdge5aKENZ7uek9ucfTjxPYyQ8JBut+IfHOFwnL07X/HADGl/FSbkmHd84Q8fgE9fFu0Dh5SjSTzxJfjpEzr1XZKbjioPCB/Y3sK/XD2Lrrpt3We9fyIgIzhJ4O9uw5JIh0Mj/DGulkaJ7HF9SV9EmYyF5wnRP3wL03UYOSSB+sy8KY6vqhZ2Xr0mYgU8Xb9lcZ0GirJCNql9iCUARex5Uu8FdiYq7hFi+TYbWqQrTx6QaNcKWWp4nlX5wG23E1zVvkKuiimVcyqJZ3b5RTN53oRHP7VmrZYUfvDlF/25skRROuoSBhz9DbQREjAR+0xIVqC2veJQqoXL+Su78PXpDDEtc9ZmW/FbSrSyUzNMQN9IczF9Vn48p+Gz/euj4BePHZhe6zjBh2xHo3XdKKPDT8Xk2o9nQbIoJaGbo8ioRqMznesrpTWyKHSWzOgo4VX7KIvaxt6wRYC/zHtJTSQJucD73t/2tPRZecHWynxGEn9XKdTprFkvG2EstZGrFkB226HEZUlddeORKKNABKEID24tbzjqbjuZHYD4zVodIy4ubmxxt+3Oxfn5RkDyqwzp8doOlc6Pj/WZspL35/Pmtg66lhpDwfECImxjoKZggR4Ksz9uYG95ge3BtQ/DHEOPVTgEJep0VTw+As6UnpO7vqz64Zty1kIP+b9SezavC7DFRCmiV45Lpi4J9xZaQo7TeEkc7vU5E3L3cBQcuNtcH56n9XVMS1qmDfAXk+QlMNUhJsX70SeYqtFksPvJRUhpMy6eruut/AMmHyGlw8yu2frevJP5+Go9f2zT41SWII9wUz8qr1oxpwUoW+2+9baSaxvc7rtETuYqdPBkBYwu4CVvc/80KgUOssl9jj4JJGvd6ZxsYvag31mq42Mg/5SPbMxxwiFb9/Qll2qsjJPU3he/aKbz9bpWSee+Km2qLNsBUwZ7qeFPKar132WEfIJnbPN1VHuryPAAaHsqqzh4HulcVMhHMUAAhGc1T+O/X/oHYhQILve6T3Jvfz0yPO5V+rtctrflHVDKhOkvQODL2sVMZ08+merR0ptWuqUfx9U0sJTO3UsJGz3hZia/9nvmPWvqdaM9KMCf7oAsh3GaBGChSSqpgm0INYZqG9YafEDpVPKmo0dnpo4rTwPB3ZIpgKOkOpEa/k95bb2Yea1ebfxQpha40/q93s+LZeNtwihhPUgVE08ZKt8QOe8YPUaybarcpz66RH4/FzYwZbfGBjyf0uI0sYh62+Rq9s7jghoy1vCaeACZhz7uKm6Bo4ULCBJX8SiHxdbzRb+rtn86Yw4xrNLBtM+thMtZsNIb25HsK9mfToz3rojXd7Bds0R7XF+8/3fO5QH/kRb+bhhoqzshb/eVRZES9b/d/7EZrOF3arx+Rdzhqfd9z7bgBC5etgI1LO4yKHcu9bLD0E1LNktRr2qr0LM8J5nIJFnttmuhiIjDyK2MrL71Elwu91g72R7Xw8LL1MxhZ79dgsymGoevKjn+zoZWngSv8ylHRa+omH0b9ztntfpni7EQBnnP25HgArdCjG8Ka/2xMnXfxDcOZjK3l2C6Igvfy/JRRQdTHJ/z9S09plYHdj3WPX6gPAv5Qif50pnS3kC2up/dLtl1KhiLbPm3Ob05Y1hRFVk8E/eODoqAlZFnSQfekNKaxd6Cj0sAz1osjVjKHrTUt5t7nRwpZwbbQ1r9+wjdItvJdcZr2M0zOCwOH4Na3k6l9sCZtfWj04Lbo7Cu1pg8sQbXA95Q2eDipsshFinrY3/HhPE64ejr9b7uJ+PqFOLz0YfeJPBEwi6QxAUQwt6e3JVux4QunDKE3uy87iXQ7SzAl05VhE9GfozEfHUPJVRiUeZID9Dlq0maKKDDv1TgEmKnDPsi+GR1fRQtu5Bsqu+iaP/mGRqYtDSimY7JMjmqS7ZfSn0b9Fsby81ECUeJmj0VES/vHLhUmaluWEJ9q/2pstdM+Hsp/CmWfBJRp/doZx6u+vsXRCXlUsQPHRi4m8kp2kf+n8snGHeHv2Bm6Zj0nVqkkSyM/p1GLZIAxR8dYRLCbOHWySqYk4RCK2PdA1KIJ2Xj7/DfrjjpE8gRw9uJkXp2blEqKhSeWnCw3pHzUO8RiAmr6wovpG+N2/ya1Ak9laD0v4KnLh2JR56WH7XF57U2SfAi9Bdbqov/dEg2bzK9sDsY0t5ZPNpZ3yWL39fqN0TI/TBHRH0FLHmuwAGNJiPqNgfZfp5Y8TEZrxAs4qNFp+JJa/VbZ1npHinARwkq1FgkIJN5rq0bOk+F/fxB3lpZJ3SFzhEA6/AV6fr98GwWvR/IdfBU0rfMtuvzKgnEctQy8aLAh4MaB+F/mIQvD0DUXdQke4pEyvtd9zk2/JEUFQr3rvcWldhqXVqcOH1ShaYIE971dtfvkBZwDbdFTp1Jlf1FEo5dqsCu5oPpf7C6fx3QHlCazNk0n7930WccrR++EWPJKAyGr4ur6heiCPxPutXTf3so+rIx3vvbzj+suveqphXsmNU6Oa8mzRm6R88CEaQKIqz79wPgE2qQ7BtDi3eso56bxuHJrnHPFAD771pJTmx84V+Gm4AtC7Monmx38Me/ej0U32ji+ft4Mk0ybm37gftiULWvSFQHmyZaPsKkRFX34Y6T+nX7FJnEBfwoeAVk8v4GZ9nlC6oiHnG1H9SbsnFldsDnIRgeP4TEqxLX1++J9yWf6BMPS6dXn/82xvHpQM8fzIU2MXuUXvMthXd/QdjwS4OZbJgwY3RnghKLUJZEAF1xRFuB/0zcrRSN8TiUfjoKL7oEMBvR+b0gvE6vt+cm+k/htO+vcyBbgwjOKu+bcWsIkY7v+sTzMOr/tmZefFAqy4LumcPED2vnPzhNbWLjnxpBezUFvq81kK1JBGbPW7jVA4dpmveeFBNEExKkLIaqe6KanwZKz9plX9gc03aCGFrMZePZMIdXrRMQNQr5v5ZFZXPx9gbXPQTuvcVQoFA1t9+Z88MZPqEek2jQua1cGfmQ9b15KChR8YPIywjX2Ywh/HSu2HLcVkwS9r1YwFhsLPD5/ssWefwuecxOM8X7cEQSDM2rCsrsLyMxZEwBtW/64JRxj8mcDA8/oH0ioGZDml73m2RdD0eGQzn5xQVPvXMxdCgjlN9A60RqFC4Y2YN66IEjarg1h+p8GCWYJhTdl4N6PLX7Mequ9MowroLoQWR0Q1g/lMlrqfhneZdN1mLXXpmXjdKjZYKPWpaPhuZjAt0PHy/L8cit7XOWauknTAfUCHLyZj5txndkmzx73muIqh9U62qmNgkVwg4r+vWzRGaU9ErLmSUWI/0n1RR0D9uFzb3if/mqJfsid6+tY8RHNjd+j5yH2lnwuqm3dHiLGJrM+cIcxM9eY6VFUGSe66V6R1eCIYSSKtfiDKxHf7hAduZfB0UtDbOV8keEA/BIrUWfuppU0qUnm+G8njWXr/WXiPpEa/c1/aY6kT6rUjbbnV3dHIpknq+mdqvfIjY/E4K4Eini5+Wpm9lS07S002Tjv7K0JMhRf6JO1Yncd47XZcLTkSvCUz84wHFhZJRjREVNL1K1NqNP1JoonL2XJ00o7iO0rYjQrZiraWH0a+fvcH2dsbN50NVst2nvABWyJ66mvJ7xe70u7D6jb04KgorO088YV2hETX2UMtqBVmrbWzksPl0Hen4djyU7hxLfmhcus7zWWpZe5Nyk8vUiRPHOgDFdYM+yCmD5lkD3tM8ONQSzmXEjrsvM6fjHJRunhdrBZHiVt3AmMZ7wtnJfoHUB73r2/aL3fDSW5HW+XV9JZTev9IiDG1SNS+CMx3GN/mYFNWVNW9t+Q30CYw2xiv/siRZgagmOEnIt15mziZDrgSi9c1mzX9g3KnWQpkueqqcbX0Itr78ediUkhu/yzM1GOcKCJzXO83BxNjn+e7VDF35SngK8zMNBkFMVVu9oqNvP8PmWBxRMKRc+x/+RPCH/+aHKO8HMvzHFC0xpZ3yhL9/5NJbTVa63Ed4twD+/3X9kNFfQItIoE8cU8fqs6H0T6Ammvbxg9/ZiOAkNr+8wlk3uLhIW2DvYR3+ibptuCxXEEzlPJLTNSc7HMxvMB67HQ/rBMSfdx1ZIXcgoWeRqnMNvM15zRjKxAAXm3zYJva22ek67swUcs7N78lPfK59U7AnSAVRQGcG4C7WD/tI83DZJtL4GqZhP7Y+yVJrG7aEgIThWsXeOB7qXCD/TcgACOaWCDae0kutB3l8CEUy1BysaXnlgXb42zabm7wxslo/BwbLhdiDvPUuDAD6iNTs+NJl3BwltZL16JjgiH4Pbjn/UluUfhDDBwmpw/Auu2VjtY3u8l2/M7lV+E7E9eGqBB9wCu2uSe5LyGcNKbMdtBws/EgsVisXqs5D9Vu/YfETJWaqkT7z4UcEHtznc7fp0fmmtJ3xUk07VAQ9h7MD1t9YX1rGHHmDc2S2BuJXLsKvp/EF5Duq9nK9+BsDSvhq6OzqwlViPDyetQVkFnb6+zwpFXqzOs3V60EhsHXk+20UimoF3jP37rpLHTexKHex1bdV0N8ZIFQnys+9CTDfp4JsvOQzC5qV7dQrd6sz1NEC4lhxFjfieUUpQqgeandutb4XUiQIHXWwYXdZ8z0EOys9l30i9lmY74OvoEjM1TiQxW/zaUd+1JSPVxUsJDdQoqvU8fR/MR+X9aQ69JY2FcMAVWVfiIP/Bvkk5MNOgfCJJazyZ5l4trLrPf9CgKyeIWmk2WX+a7oMfEZXawsfYV4qUirVUm5K+hnR3ql3SVK7XiEWOXBTYVZStuLrmO4IVipilWOCo4ohX35ZzappTJ/0bGhKyWxVFL1YrQnB+DENzXe1WKrdAeBSbwMF6yhAikMrWVbOkzcA/dJrjObM6oUawfro+2UBwUet9gUu5K6+Na5gUCHW5d7I/dulIhqCAKsHS3BO4kumQJ8qLV+uDwCbkSzXIKySRZh/IEmTzWXO5+0Wea6UMFFEena1SIYKsrHawmkx/tJcIxnWGCeohx1ANbvGxkDCZk0r/7Kv7KqQlU5rOVj2VHqk7q2Z35HNqFolDngm7QlugGzjQDs4nAv8hKt/nY3UhBeoZD1/TI3w+v9e5dbCU/xm/GR8P6vbqoDJEavwxHKDlfPgpmd3w7XLA9m0SSYW9LI2/h5rLy1qY8BQDyy53fA8XdVfxagWXfqKXp8miTRBhFDrB2UNDSar/5Ht5W/OwSS6pSTRZauMImfmc/PAXs0sxUfYdC/ad4PwdYp7uty5EPnRbG3UGkHPR0x2D5Vq+Lei0EGwH4R6Sn6Dj4asY5FFk3FmKmyVtNu+GW5wQFiinnh/f5V2vnxJckYrSySoT/Oi20J+qABAViIvGVrLH6aKc7IlSskAH3Bu0jjAv6PxWbJuYK7LOilG/w8xYuM4/gefyByfeXgZfZz7+Ieo5//dXEbpHBOFIMXxSp+U9bwf3wcgoc0Gfg0ly42Ut4tHcrATANGpHQMlert30z/V7ZdhpjER5k0rB+4yq85jlB+m8ew4pp0Js6byW2u+D0nlgEFrPYuUfv48EBbMWsU36Gyt5+/BymXhWHW2TBZQXTmrLrHXeoKdhnTHWnLAsVTZw2Qd70XsnIkmXCE1rI1r2Fo5U7XGmyapBGYamlCALVrzMCGqc4XNcrZ+Tk5VMVVVFiykpzow2Nm2h8uY0qWNf8Zz5SRgEumw90+zc0JZO7k4RY4fNo4+bPPxB63cOONqP/l51YQDv3anopdj2h/ml20qL7Gew3jCzewTo8nWF/nB5Ts4PTEpu121z4Q+rGxhm9RhnwdCFRYIqy8wF+cZX09vUfAd0yDosCJm1jHGZv6C2+2uz2k1emuS7aTw/iS4vZjdWdbRxd+iv2s5+sog4/0Zcs2j5oGGXYtcej/NWJ+0tkNZAui/HTzU7tuQzJbQjtedbEuFv6/udeJwdhphmW+++PtpyPWxspr/jvwTaHdRcRVNgUCyc4OgzfUwVvnFpSyd2CHqMnlVK0H5XbMpjrZHVbwP1BeWhmNaOS/fDK9lU8F1LLVoyoG3pVT9TXVgcgNRu5NN3Pdd9EdmC4SYj8sfxZWKgjM7sO2sz8Mbq1NlNXTTSodMBuCqisldf6zG+JjB2KCIWTFpbqsEk3BEie6/lKZ51cDbbWtNLude910pwJAHfMAdZsAp28C5sayuOv3sqzw1v7KFikZDWC5sQYU1it+po0mAJWBKUefBsztCIFSFd2fW+O77OdhIG2HeAuWc8qqrw8lXprE777oSZ9EZi/f2ZRaWgYZDnUdByCYcZXpafFAnVz+cRpNfjATI600OrGMzFQ6tYbLRuxF5mtlVMvFs8Ekd2o75Ak5C69c3nXV3Hr/Lh/bK9wWbS/VgiDJqTP1lcbd+43iDly6Uedx9Bry6V5KNjzAEh2uk2GrSdlfEtmftOSn2ED2guSuLSC/kKh0lx5ia0evr4penKrffhCh+hiQW/oPkTiJZJpFJnYExh8TdFUwr8AP2jkaJLyBd0+M2mkWkr3Lx0jmGbcuzNG9xZHXODD0f6pcZd5iVgs06zYFYswqsUidYV5GFUckrfzuHT3KsUTPrf/T9Llg0af/pxFZXO0wt7pZdILrdg4gofMpMyYd6v5a5Ufx6g9Gs/b+PvyJz+clj80JyRAntZCL0VBbkRGTYM0srgpMTNUTh7f5luRFxoDAlP3blQWLnuYAAOF7iFob8slK8dj36Jvc0/3/ARaEu6T8YcrBLgmA29TR4gMPByPHs2vUpuAQI2MWliS0deGrGClQS39FAXH0MJfA1+9j1+rLk3O/7PxOPy4TmpSALN9WcgmW9RyzCixc7403iTHDO4tjPcxsvBwxm0tWS57YETMfDyVNJGVLPSBDFgXPx61mhwDM116UMGWldtnIh4joR8Wvsj+FIV1abL2TbNMJwskt3w+LTanKji0RH6OSN0VVe7tYCr9LzhabrCekM+4sdBYZ5t6iZAN7vr4hJzRtUDtN709j7XKOM570SQG9rgVIw/BNRbbscmMZwUyT7YUD98xHGt6vk24wY9GSZ0C4cT/lL3eSP27yOndyqK65oN8zXO8uWe6XmqAxoiAAGLJaevFn7tMeS73bYd0NA11hkfWDUsaq4SJiSqZHYF+Q4P5exscA/Vcr/CuXMiXzaEPR/cYsesqthcJT7TLT8Jv8m7BSEHBFVMmYj38qpzdLNPKJhV66Urr7dd4gnH/x1NnqYcp16A98DP3/mVOfObM2+cQmGdVb8BqvdvifbrLGzI86Ccn+3MX6lsomG2WewcD1h7V78GL2YmRW06rwTfZbTKDIl4+6RUXxfw7hMJ2Q1LoYKBfFOgV5Pdpp9tUJno1K+T3aJsN0761DvE9N2Uu+QoV5hwmrvJ7L3JIxq+1mbV+YPx5IgeEuHi8Gr6xKrjEvnH3xRISk9eH/gywwjw2e+gvS+03ClEZ1RCvz9CRmoxZzzR0dLLiodRk3jy82+Zop/Z7sjV0PwQga0ANyPSzTVc7W3imq2EkpGAnnpyd6fadtRJnghk0kFW5YNIrg//PzmSh2Fv/x82vlD/Lxtfrf/VTVH9IH17KdyKSUn05Z1kNLbbd6E3X1JJqbGTPYe/KtzgY7HjYH9FQODayvY8uP1aUIqdTLBL2Ek1SLUjGWWZlGb5Fbsmz/huIO8qNyN9k98dTwsX1PLy8qjvAJx/+L6gp6e20SAoE4hVXvyWv1dfFoB2JvqJlkWE2n++9Ikv+hD8x2R4eHDECrLmeuUw120iSA7jOff18121EpLAMRmhiYlYHJakiyHGJay4Psvk4+KhZWAS8BJ7HT3iq6pxAD9kr0oiPkk/g19e3K/qAvRPOKJbkKNjyD8K28s7Z1ab/JausGpXw1mLtdtLK8Vml/1DGhZdH0FOSoqfymd+pHlfO+oUrzy6uqqNzCTQJFYqnB1Oy7eyVnoUKXDFbvlBfLxnLuko+3slX/LCN9VYXOY9w9cudZuqjqrO2u3J7SB1f321TLjc3kfdlYfPpN/ddFeIS6TuEGtRq/xi0XRstjrNZEQ7Gqbb1Eatyn8fd+XYj7HMrLpe+NDReOTvJRA8ur6nTslhLBLTG7kUMDd/PE8dOei6CeHSxQCEX6LCJ0ArFVWKd30asKXQ0IdQBzhZu5eUwbGa1exyRlFANGCnZzGXaqvB7uPUP80Uzv9opuTuXtub00d54rVPTKJJeUD8gD9lRf4aCM4mZdLxQTals80Qj/QiNmdOKjP99rDq0qYI8/8h4RO/DOlStx/u39LKMzV/HzwLogs1f5dWx0bQz/1f3zrt9u0Ow/2jU399t0aFMYwSFbCbGLHtVaarEoToLrp2mP+rfBWfTohGDoHUra3UmTOhhTmaex4MPRKdPNZuLE1pErSlb6fjp/5RNqpb0f+X/V+5lqexDYP0OrbOb4QanIUW3Q0CDimEqMGUWYQ5XtddYQINHraBhKhUvJxCtzscRCeO1iYu7hn/u9Wb0jz7aX97JKgQ0o3UcXQWHz5dQ1rVVBUcijTuc3T/5zV46sZ4A3eTy8Ror/mN0C2SHcJ2qati69oAcVFGEZsmEs9IXXqal++lFeo71hP766UV8//hz5N2erSyMX78G4OXoWwWXc6krwSdYYoPz2d1WihUDm/q99He9NuU3sP2h/4WqX//5vo9hURj2CIr/+Y4U2ifeC0/zxtCHPg4Sm2Jk53e53+wb0xl0MSaLdHVKs/UjIb7ZdDFmgff/FxSjhVxOEQNfW7W2tf25LoazDGpjRHrV6GVaSWQK33Bp0lqQSEHo3sxZ6VU3g+XRL7S7wXkoGl+T+12wNo7Jvhy+FGUNea+QOj2Gw+T9nKStyYhPguvH8xle7D3bVYn1me/8UxB8Bu/vstu6Sbvl2TKWzOlNdhh/xhQN2ChcojNJdxFfRN9x2L6p+MUnZ/vAFMoLjwwi70pCb+945442Zw+q/OW43eKqlvIrXgeudcZJKVGv5XZR5Gy4YMimv1BFFJgKbYwTxaCd4jkF3N84Y2qiQu/v5XOJgm1dIZDVL7auGcUOWp+5jnsxyrgpCtWwSWeurXZYGMddJ9+w/k/NHrpA3c9Pn5pZsP9shaK+pAo5CWjUil3XHPaflm4byacdE7Y3k3ym2bTnOGUl4ee24P+GHMNibHjIqtsuNuFnHQ1/sMhPtrc1umEqHQbRASZ/M+jZtqtv19ocBT9w6JCDURQPX6Ib0M7vErhHr7oL5IMqMNFEH9Go3Efi0XqYoh7Iq7xQhTbYRym9nf63oRF9G1qD4gihRlB5YjbQro04B06XhaWjp70ihzlmSePuz6v+Yf/IX6xEhEFEytTZRjxJD0oXI7kueF3qmN86EZPm0RmqmHeXk7LopAyEIekCPMwxZqRCnoXN5onWePuDkB+/8062+z9+Ne+ov1cs7mLc9UmrtvAnemDNkQssYGSgacnRdtJrb77ZhnxQ250my0jKXh0uyWjeHMeWxFISDrmB4+wMdJ5ItJS10pkaQKFrei2NHtbWaKL6CE57sPU+f3+QAbbyzRU9mBOurzEqhw7r8dIRERnRIHzZ+tN+A7iXxTuefvC2NXwZmKjSg+xOkflUl+47S7UdL0+m9ATyDczPwfIDCWHr3+fUVIYNhi6Nv1C9zO1+ZDO77i8u6TJ8GTU5+tHDbKn+vy5r3o7xkcjP4rJha4Yqv1+TtkiQDTH7qgqTabujViPRrTN/UPc8vwEx16XR6Mya2NIl8Id1+0twj4GOr+r4N8vDR6MG3b2TLi2LhvBR09IUXM0Q8/PdyT+Vh2VbMvfXOno9g3cixKoAi+w4eqwe5tfMRtA/rmCYxZxp3tgfF++5KwnxZ8fWv5JRhtv+BvzTjjm9hWcsvPz6fvdgVQEhAa2fkx1TZrUtQU2kbwkz7djoUmtpJ93h/3zk3YRD8SEMH0Hiw5OJCSVp19cy8uriyNBc98mtF3Moq6th5rgURgXeI20iKujSEQ92SUEawmIUPYSUpr2x6+24KnlYjRKkSIHEGQPs1lRXShEMYlQWI0tEfHM9ILdn+ofdA2cXzWRVwNDT+wp8A0WA08jEcmBW9fhvxRdnbm3wllPR+9pljCugpaGbFxvtlAJG1Xwbol3rWhdEsdfAxElpuPe1Ab2or4f4ERjTLlubwrtpDSOjptJ2x66sd0iZ14gWxYbs4up+xN/Gyb+OucUxxtA9E1mRGiU+NtAe/FNQHTJ/FMpNrnwPyWQLPj4Re5kRK+BinwmLHJ6QzKmqH+yIgz/lRX5+k9WZCCSAFHiv5xyfoaQSsLi2P/DKYdIqU+ONuD6D9XwyPJN5fcRDNTbgMNi8zQRDGO6oQnjgfvYe6zTfwheiCPVqJ08IS9Xn4a/nJF4WSCaBGdzi3eKIJ3PB1CPuPislaOTFJUJEQioB4TVS/g2xnjVYl3NHKclHHcsoKHClzgw/IdLzhh4H6vkXydC0LIEFMVwi9MNGK5GZRxco6nEBD78axtuquYVR+/rf5RD+gmMpb6FZevZ6FjlGXNktVGHSTWqDAttuQX9Yd5kteinv4u93+Zmqdsyc9p7QczGOgkmIhy4jZXQY4noq0Y9AhFF3H8ZHahMITfD1yJ+P1B8oxwr1xRB9/aHKIj3sPshd/h7jUsZD3sUCaZMcXWZ0PxhQmt3J4ir+8+Hpb9BxWeJOJ1YsyZZGt19tktiTKW+n9s/gxdZiEc0WFIlI3KUZWnGf5HN2m0bA0e3oMJU6TZaqfGVUB65f5CFPJUIrGAd8+7IEA1soQsevM2tHtt9dpslPeadkjnhvT4guqUQ4mMfvD0tRMSxTxoituvMHxYqtd7b/lvI2EHpo+3wpcujoudVnVMC6lnddX8mBckrCi/cFSlG0BV74fzRgOEA3LvAayU3taDmvvxgCYRwdY0ZVh5Vw62+3qBAePjd8eQ+oS8YqBgfyD5g0K4HM8KDMIVMwDxIoBDcSUJU1pbg7zI4YY6ItFGu1wGyVGT59/jeIiRtOhTX9jjSStw225HSuw0qqbexVRjEXmSf/TQDP5cj6Bi8jTVKccZBIh/QFfTp9jiaEj9cx3lgj3rMCSPvMyGwsHf1/SIp9lH3twqHXCLr8a/6FH4uMi892LLZeYBsepEwiiv3mhR6U6EveN5dUqGM1UFVTUODt+CCtfSo3Ws5Zgt9iLH0PDGJ0oMOyusJ+eXdd8cxi/yjmiLC8mzN0xL7GlMiTUXXZGRlk/KiJRKyjkaGxz+W9NH4QKdIWA/xwvSE/cXthHorA4PdbzfRZLvd5NfHKfTadJ5l2Dvo7I+ixtofFUx2TMyVdlVMdkmj/f3TcK4qZaqMqgyFPz5XfrBuim7Kzg7Nbmrqis7O7kquqoruqqrqH9/0R9gYfknbMI6ge9VeuT6Y7I+kKbuA72DqOWm8f3nt95u4lHrSg947X4awMAupWnkMe/Q87VlOFpHbSwu1N3LYma0YV1lL68T+WrPwUDPXPXc5Lt1FlK6AV2/etBNcB+zPdYTzCv3InXxtpG656i02v9VlSvHKIlgzlLyvc5wgZbHCLvA4gJ67OntWGBWEV67qJznObTwfrWd5oNj7GOTohkw/XgoKLYPc0Ry9K0yubcNUPIRLwLQYihXV4OKJbkH678l0xdNOYlomIEXoosiy8TsIZD5yIyHuoQQxqiRUd81CfmYAy4Y022alM2ts9+H5fWhVNXDmXyIQupDISyCQmcrJP8P43s3wANPZsqX4WUSBrsZAxHDk2U/4UYMVw+7vlP4+vH/2NDaOsUUQkgwQrluKeynd6zsB/ylh5BHw565j6H4Z60oHhaRkafrBhDHddqX0fhiLOLzGN6u17q8ztyj3lzdPqNDp0TeIjezCgzKSl28J7uJoZsj5m0hzystRehZ9bsZGK9pPm1PL10sqlyocnyez0upp7IKoMrLNjvAxP/i3jR+EQcGvyR1dXfiaCHJrWdfq2VTSv7+5wdv+qM59PocvL94OOKzoXXqasRo5ZmJecR5SWY1z3Ze3mxtpLHoKZExf7ljfF0ucz6lotJrLfMDsYujSQFqtbAPia9gft6s8w0dmeEys1gmMHEcAtSAddQ+FIZL9IVG9urNLwa028v10GLUYTeh/JB7u+hpBJ3PXQ1DuCLGWZe4O2TfJHg3rY82rocUeG0Qd745aHlxLkQpn2UkVRm9ACHdzYFY81+2JgrGudXd4yHf9/mdF1ZdYmikXqo1jd+cgOZY3kNn895nwXgLt+x337APAWFH5U/HvLzeYLMxPxEceMZhZaxHjp/in2HzzieLzvzMzSXtLskTUSD+Ozt3ySC/YvLvbKOF95759TAt9GTNvUIGLyjlagtsqwEvfKiApErE2AqxKmqWczH9JnlrKZuLcKYgamiayjgd6RMX+ykFAgb4vkhGjvFbg4RApvxWYiKt6azYovXBUwDGHv8/ZxbLnnX1lk1TZo6zeUc10rMLj36MBzcYOfV5aHxgRzGH6+VN+PCr3yLn+xLEvW3B7bRrk4MQ7bq20fjWrBLjEqpsruj5DjJXw2N94Nv9V3Lu9KDLcI2lKwprzJP0FMxdToiRLB89ruM/CoHz/rC4xUofUzw96rxjcWTDSXJbXlUGj3Z7krHcrPaS/5fK082oqgenWNm6+HQHvjckd+aCck7GDc6WMXkXPeDcXzDL5WQIjZ2+q2yhqxOjWmRYxltNpzjBs+mBfHuNO/BQbLXtqIp3kiLkgMc2dsiY6/JebOrTXEZaT47MoUQQaIrN2VVxrBqnqu834lApCXjS4rbpgsToQshZy9mvhipceTNnXxTLgRdJbxLONfiB9e/EBRAT85OWtpp1txw/o60tqZs0PXvUugvLv5Bli03pm05uTJkWIyk11BGOcBPgf/GgYgcKFGyav/madedTlv1Z506R9iZUhlIX79m7SxmTJAy/JAFTwK5+8zahhKNfjq5dX+G+cgO7rh+bjt3CIbt99bDlmYCo8TwXTncHi2KhwJWyQFBDpAVBQjGHI/x4ur8a7tbFhJp4lw6gO74iTwbXGDS+J9/yweWEBPD1wRMhXWpU1VxYd/MNZR8mg89yU9zuCAG1sZ6HNDP9tiw1NzxGZg5LcmJbOeFlEXfBHiA5fqTsjJSA4IzvfnER1euu3kKMycmw1gsXc9MmCqzKKt5jfkS8E8LvmE5YfF7PAT2KZSJEMXNK5noLwf8RzDAcx3jUY1rVCsrx264eIeQuruj6zVmITSiWf7LIRvzCvXqDMQrlSpo7BCmTapOsSMe+cZd5yepy4pMasV123YDsP0YBQN/XubgjNcg33zdnGcx07u72lnlF1U7oVD1nYd58KkZPcV6oVXawfcT2PASvyYHiDSxf49BEMWPV1v2EUPqmCye7CgtH4qs/cdURcHa4Wutmaq9+ypIVD13UQLkX+v5NmWU3z9e+EsHXp4ShVfmFqgP0yUPdx467QhpCXWtlJFkqh9NbguK2pLYwo5RyoL46lHvQHjsOk8wh8bCfIYbxN0sCAIFnigeneq6Rhw6aIFtUDd0nDpd+Swo1MO4ya5N5TvqV7Dk35BBkpsALcTqbxUaC3s7PpS8jzEbUGROOLEPV+tv54LEB1E+T/VO1Dw45N6GNx9h2D3MtO8FEV4IvO+DFKQ9S7KOja242qBrBrubUVhLyRpm/Sqo8wstSx2T4vCfDtarjbK9/0abG7enIfSBgOFlBj9fO4tXLIHZ/lTPUB5aRGun/15yip1F+ZrPm49kk035hzXWR6ym9v9/T4MWbAQsnOfipAD7DpYFmK0gSwmBkFstRcB27yJqdEmXsDVEDg/o+X55N6qWp8SkaQ4eaq5HIDe099pHXwRkAZQsoReCXb+87JcpGkGXp6arBNngdPsWVjAZCRO9TmAfTuOeFDLL1lsOTCX98mwnd5xSL8fQvJ2fh1oFgmiZTh7jYZCssvHk0b/mnx8Kf9IQYFn+KMy8c3USGeIpSQRh1QnoC944Gtzqz3/RJ8mUdLYQ15kLdfbErJZwGRRo9Rlkx/0T+kzzGOk5s7i6Z/5CwTLBhYz6gyfTUVdyGVfnuK+blmxtgv9WoTGGIeL+4bo29Q/A6FHSXaqBREN45qPAL164o0lqaFhPX0eD1IXMo7IfkV6mKpjS4UbeCoabO2zxC66mxpW0Hv9kJS+dSbhutvrtClBYFg9ztXWcE0+x2r14VowTTS9MAKL2PxrLNwPXToAr3/j3FlWHsF4x1kxa+/2Vgv0dgMVrgBOCmELSZC31ZBgQbsThxrlbmfFXMkEGPMGte83JTy48WrVOkXTljuzFRTzKlxhgf7Wwnn+k4ZcJVHU4wEg5b+DHwSIgiQqr9BtPtSm17Ce49FXJLpfS4JuCPZ0x4USns1ejgVGPUgISpitLrOx7j4c8K1sYneNyk8Ey+mTv8yW6Z/VoVm+uQvqU4c1eUQX+Fw15TLmk8JRLs1gAvzHWck1rHYrb9ze/9vF02U+y3NZY6OXw7kOhVbQn/isVfolhlNCoPshYVwDAlijE55SxAT00QY3FqtSQfhrZ7HmoYaVo1iPeTvnnl6lzAJsXmGolN+XbQuwrHVTNx7WybjSUEhxNXryua5Rksv0fwuiT1M2ZMBJXq+huCVm6Cfgm8jBEO+671EWtGmSxwk9D1pJcf7uvvTqG2TII1VLP8/T/JYJgRWAjijDAgE/XduIxifBh7lzWXQjKYu7bk9g48mLJDA+jqgAAJx5Zu8rMBDTQlLaueqfZvknHtxGRO6KqdArUnyT6FhV8HFDh1vQQmADV9vfnean452F/tt/TvDMAT5/+94+sTErjqf/l9EWND+L59+/5y8eTPficynZgOD9cgkUCak10/E/RKXwfEQ/8UBnOOxlYD//aVADZnwGyFDyI90GgXxVdn4H+I/ygoDf8gOJ72K5sbcCgEJc2D3YFg1CPaSXXMqYJF776zjU+UGerTpEn3UByuTfJCM7sPs3sEUpXud2BwHilI4em2FoQe+HUcTVHf8CTDsnZW8xWfJqKnOL2637M4oLi/P4DB5PrjP5EFsSHlfy+OA8qBZM1m7fNa2CZpIapqidSRlNCwrLm5vbyayuf5UI5mRkYGqRrfTIQ9uun1m1Awk1swMapniRTJHcHqb27jf8rh9j/Rwcwvq1z7qMnI2xGKkMHSptUBKbRmhxbQdHBgYiAj/zJX5e37bbUiKEjqGuyX67trAnZbkw6EMAV3T+F4L7ovIsGxEVO7qTXkvq0uDZ5RSozmvOii3ouiuQewQ8VXfs7NKQFJl72YeRIS6zei8rrP+tPAM7JJVFD40H1sSun9R+mZJPlLJWlHYHLG7aTuyhuIUwzvoslsEfb2VhLEe8fpDgCGwS2Loy5+Jg+XZW4mfr8/JpOkVbrx2Bwb6kJ2Qi6vMCdj+x9iaHzYeQ5sqTPXcuXTPwyqs/TXua8pYzbGIwDTd8VOFjGeRoeIcU+yYgeGyUIFN6s9NtE48tnL0IenZ2qcKd5tJaRYW9aOBaqE3oYSbXxU/0zqw2Now7axgr54pmHpHJQAtamUm4sO4dRO19lLEU/VJbDn1wxdB8YbxflbCUP9av2fN0y12GrxrA2KmdpLmfTmBEx7rhp8EPTyXmgR0EHAbbFdwpFpDfeSskO/59vQwVmfBr2caOnEqjjGgEt/PAPAa2gXfDj3N4867L0VLPgB0qzskUiWnm++jcnL6PnUo2c/Uag1/wmswg9Mz8EzUCVJT7WGPnGzHrcHPOlBIUSHul5vSLJw9HCvjVNzcO0eBBKKnONbRsfrg024rzEd2y042m2FvP7S8xQd4Ylch+tJrnGl+5V7ZfU10Z52lLfMsnibbPAzrWddswi+z1V4ZcjWMX29cPocVCFikNF+stdNk7QFrwg1OLkWsWCGpS7PhJh8RU/8T+EsgvoTm/Gza+s2nAaEoOW45LeqL32nWBLY6l21dI9oxkjn0vhBVjLUe4Lu6slxTLgcf7BIiQKhMGn1UPryDnKHgTNO+P/8k9cPxYyaXTSeUey4DolgyPOC+1PRULSG1Ofi0HX+7Udslqc9hyDuQKaRHCFhpXYz8aS0jBLraiBTaOHreI1/ht3jAG32RVzGCPatR5f+qU/9+zFpDLgjJVVdIeJo4fWI5Fu3ZuYY8GydZE1ncdj98CmWtX4OX6vy5FEgAbv9+lLWGQPMJ9Nc7Ll+NHoYTORw0TsKMdTJpS+tQ+yO48+e6dJuDjxFthF70pS505dSAswr2ceJePBXfS/kgJYkR1Xui885UpBOz5uL2UZeMCSeebYxnBwEtQdSKZ91o6wTkNs19AuhyeVABnJBMXwOgHoKIMPdxyeg7ElS5B4eaihXYmL/DI/jSH2Sv3bk/J3pjCn0qkIf6ccBEnkTtGRN/6azTweLpbkE+ByBE2EjOD9oL7Xp32Gji8y4Q8DDZgwkFDig2sSifkHtxAM4QEnuO00EAeWhT1682uft/ttfnKguo7xVgXZ02G7Wy+pVK6eDS+wCICDvkv/tlc3wA2Bt7vT68tH04TMz/zKmyXQMbxboC+UOVhi1+CZi/2J643uzfzSn5HYbKDk5BeGnLIxPA/eRZ5+KhY5OhCsGHDZ5j24RDWXTMIbLxrzwYpxlv/Zb8vHbkUpFxwxcG0BRDW5bAwjlL70qRE1e5JdErmuVNbRQa2mmqmeQX+TipVMhRGnSGkxJe8ZBwBYe5JSz02N21JH++wKsZ/V6s15Sh1UnouoXMmYUbZf52vvJcFodzC288QE38eoH3IOpcmP6KxZf9GNJHJn3nAAbv9sG6FYSnUbTHGUebOfV6b2OF0ns6HKDPWwAHIJmyM78qzUjO4fgDDDF3EoR8/jeg4NqSEaULW+eN9X9x8Mch5znaU+pp9301hXpeAXIGlgYnYY4ce4cRya1BDRqOr28QoLtouTBA7Xo6iJnXqHMblvSR5FeS3Y7xC+6v9ksWPBulI6X8TyrA0X73gdVNt96V1K+3BiuJk2b4D1ychL2HvoCOj2uIAnZae2LLTdNhdCA4C/wjjzOJzVVCIsRO2G9FYRdaW2K/LjLMLJ4fFYBLsVX0EwMlX9Ss7rg0L7g1VJJ5Dndq6gAJH0YbvPzRhhs/r+UcMmHAeHxtNpnI7tEbRXTFFpb+h3qnREZS5K69tURae35L0Blfw7s1Vr+Lq3eeJoq18757HIwiev0P44TSYFLZgxyV3xEPzqbVwQrXIPRDgK0FLFfXNW8Z7OCK9iRuITzb+Hz29eil82Rr17PuzCzIOyCxf5jelq6/1eslMojRuSwqV280NVlU6Ozr5/CLBd363pVtIIb7lv8dXc4dnP7HHK8TBPfZttuh2IC5+k1GOv74hz8tG+R6gXOSZOhNrbm87qReM2V4Cd8TztmQRr2AwP3esg6iQJuAFnWGnrvhL4l7OepB4LY0/AnEbLrCcpXx8GBayH657rqSmp9RFTyl6dDvsFu2J8u2HAfCZRHXWifRKx90mvoHtN91bj5AWOk0mUEWBcCf1GDy34CwM2KgDzOw4BHe67LGmz77fLkh+RBS32rW0PSuzUv8lVjUErD4pBcsbNTA+tQ0/8Yit9bPF++5PGXBb0ZEZpDnkuamgdxKdK8rKYBg0hP0mDseNkNSVu1yCEcXvZfD4zp8McVJEzqDVUyo1F7XIIj2O4tUxlznvJh03PLD/XCr1Nm8lpLSiyAWg08NUzjPTdrtew2nOEJ5ZtCJGEEmnn2WzStIsEOwNeAWoGoBI0evgEl6fOB+5TQlvtnB42SnE48RINVsQ7a4amTC1yN593ggYBWMjNGSyhIrLmIK9UUTvCfQWUZeJacv8MHY9r8rOyJeLsOxRhfMlik+249KKRh1oeJ6NAJPfkTkzELy4XzM6qJvJe8eIw3rXcEnz1AP/G7bDfJ0RovuXyAH2zgKsUMXt76mfb+g/DW6svCIh0yp0er3QHMmamOY/YcV+jhsndqRcOORracEqfFwx7kvmYbCmFmhIsZjDlTNG2v7O31DJ2xBohXRoduyE/uPt6/TTRHPHb0Kf4cv8C7Q0w1moBhkrOPoJnwzQPwcPkWcDR2i0/gKsQt8BUD2oN2HUL5X6IILbH+vXGPjZW0P9s/6dOsDhLQYPT/STREaTjzGCrX1MNtA12oLhy9/nb0YeAyBlKYNrDqWRG/+lQX/WgXlvpOMBiEs3/pvIPgfZstDT/+5X8sBs7qc9mRn9e6qLPwzQApfYMp5UIjsawvY4wIC//rXyPnUIZkDU9d/xc9Hs5rbhHk5W9m8FNYSia4I+vfqwpyGXURg91FDNumM+rARwkNG0spBzgvIXQlnDhs09uVJFNZh0X3loM2t6imby5pK0dPFEN/4cnRwonl/bWfXr5Z36rUTvMnHS6EtJSEhUBI9DHAQX7TmOpqy5yB1aAkT4lvX5U4fcO7sWngKj+TZBVjI0Z7RZwm19vq/XpKORhjJJt8zZg0/7srjIUhqura2xVwCo11DfXUqO0P4uw0wnZ/X+eem18h2wY/UPh1a1SWVUAjlwSW5IvTBn+nT7oKMXOU9IcDA4IZS+EQG9+7A4fJSmkV0QdDPMRb25FRJs20Mn6qOUkksmuM22M/QE3b69HK9uypmTnLn6awnYvj6BDcaLrizsRYJPxLL+bPR6QWa9A2TSHQzuvCXERb/WZPTaytvgm7XsTizS9BILAxUA1jivdBQVY/3mRt1qHE2/RZkRNHw1czXh1Kr0HFhaKf9gc/gm3gpyw/rJtvXx4kIK7GfblXx156CuJ+WHhIXyu0ENv25CZN5Z8/xmwhggnI3UK3GP9MS6rsABwUyyEvjpruvqPve8Df28OWuh12wC0VoUmT4KObINUQgcVdDsVph7YyjG6BRL5rH+bV7JPr19V5E/oc3tRbw4lOi7cu9P5mpf+/O/o8usr2Bmsd76hKN5irP/B3JtJ5NGCgXCoPOiwlxT8zSZUpO+pPGYm7bVzRng4ctXlt9x6YZuxVzCf13Rw6lu8m23Vid7slFFQE7+MpHTTRm50/X1VSs6tpPx0L6vP7rpxHR4qCX3DkerD6DEdjl0skYIF1naRnstfCLpKTeCcXv5DiA37LvfjDi013DLm9R1lMg5z78hFTgBEhUhUK2FAgntDGQGDAnOG5wg/XUgQIiRQmxXl52kT2nm1x4oo0oLevVMZjiTlcqPSmWc/Yq6KXh6UD8+RaAY7rfHafMGsqrarq1rn7u5aZL9ISeojLxSVzY29UHNIO5RZ6asWIEeVY09IxnyZ9F32Gadoc3yD3P4kZtFRv5iCz+mayHu/Iw2tHXPJiBwZGkcaxbiREdiaaFzo6rgtyzKdqhz9bSofzJpIAyf1zuwkJ/K8juUp29qm0G6rbSyGQiXlWeyekUR9w6OdPhM371cnaWk0obshMJerT+Q7282cg64PG2016eK5WbRvWuD1mDVTHADkgXjF7uqb9R5VuB3HXTXZgyy7WsKPTjUzR7tfHm3ceDkPN0+pRbojadkmL8LNHvZVcVjRTzzgtz9Pq/ewvS+r2IZro7iwsXEmY0mh+j9AdPadS82pVwPaNCpgI+5ueODn9gSn1Dtv7ohK3LKrDTlRqAnu87qbig1Hf6ZBb/Fv3Rqn2hSmksZQYXcGbl/xnB18Jsqmqo1yb1J9EytnFJjTufs4Cj2zVaII2jRtqfjtGFnBmf+zBOnLgaAe8JvGrBscNJJDeKu8YzejDgU498Zjtr6JKre2wFlZF5Kg00KTncbnbbUQnzIbdR7pZvXU+oYvNe5jNcKuwmHvUlQr6jkweUzhZksxdVnxwgbW59SOmBAVU9FecgpWknoaUEuCwP+RJeVY56XerKdgx1mUI6lgHItOmQXiuwXjruOrJZ4aN5NFez6PwgAO0lE9LV7YCSiIWrpd9gMaqgcOqWgsuQCB7eVN06VFnTLT94g6kR4/s2yz7Ou2bviwxg9uOKLgFiUupiYBebCEfqZkzH2ZdVF5bOZwJ+zFjAigcClTg7iSQr6yN1ug95Oog/cDe4Q6AIzRMs3lC2kBOyWWKv5oI0MjI/pUfGlnPEiYxo1/lz5hv0aHaXT8T+NMypKuD2pR6mI9hKGaJDcUl1c4Me9NxbZnKj8GUzJGVLKL/lC3ozbxy8ORuUgze2+mlbgUPPx+ZrNwVQh3UFNatrAMSbITmKPdVGekwgAEQyc9CKgKzo8o9/sr24YIxm5XLsWHA8YPA02NeMGBAp9JN94oTdj/LeA8veT8vH1aRfyKXhNCPTbIwOEJn5GfnOuWVse3WHiKRncgxJ4R66RJ+ZcloCwBvezKI3Q22v7lYfbzJQvUN7xx79XCogMk6XOyo5O9q9qaZ81VroQgsWTW2iyCjpEPoOxLbxPzvA3hVrFeucJ9yMqXwKntafr7PYWvBLLra28u7MY+uOcx4aSAcKxVt3RFmpqk9vLzCX6A3UejgFSwIBvxibz3bg9Tu9V+tE/LwPvaYPia8a3uPexqm/WlYAdgcI2MXBpu8r5vNHQqRSu3ARoUEulKlC+T20rQeKaT/9OWc8GeCznNi5kF+4q6otc9hffp2+7JrfKe1WxmC1dj92FX+T7nor0mnk/5mljelWqxdh5NyPEpo4xbuFfvjJy7GTHF8WNfB5/od36xFSM6ixdw1/ZPfDNpXTiyOE+k6O6E/DvNgj1svhTfLvXLbq3KEHz81jeEWhCsuPlqzsjxNwBLH9HUm2JDOcFe7ZmT93h6aPg+iiajZmU3JYr9vvLJp1+lrzagjGTftaNY0mdyUKUvUYiJR2W2VSPp/qSx6ltkchHDqKElGCt3LkvnszL26Yh2Tn3HamM79bG9/H+d3zMnfTnsWfj8AnryhQUIMGZ88n1vPn/ATThRnJZzc9JpxVMiCcQcfCuOfak34DzmCIX4CnLg7A/QMQDGUn5/Kylyx9rC75KP3HoUJ39vCk15ONiY/bVGH0AvEsiNtRNN9cTX8dbSkypylWbjJF2SF1iXM2jjzrQwI8NF/qZMq0TyOh4xMCgqPe7VnUi9EV5tpVTE6gsBHrig5Vq/H7K6pBC35dg18use9xfWlmtTkP0W8SmQYQjgiX9tqaY0IK6zvXSGph0y1XbpSH5sLfXD9F7X2eRn4+qvuzibB9lC4Z01WShezyOGW2nnxEPnUcirJFOP5aKJuOanR2tM3j1u+v9jp9++b5UawgtTqE0KPt/kLANvfZ75b2Tt5MfbSU+MlxLLydck/rPpU6zyAdF+7imrMPNj54hnxxqL4zjrLV2Plc/uEqeTrT/VngTs3PABdXKHGl7fnd0y/3eu2bE4EXa+DpagQbBgeCfqbeNYVqzyV9DNNd8iNquO7WJKtqdD6d1aNaKQGBmAFzjFATmlBim7aNQRUdZQl6zQgsBMzp5m25KrgVxR7/TfDqR3PrzSYSiUVQbjKVkdB3/OCvAp0yHSPnAwhod7HLUmCELcKw8bEjLIejGsFTeUyq2E2/E8obelyRmMCaFEVvJqqw3Uv/DJj6nVJYyD7l/wINQPK/8NV21pWfF5E7hkn/AM7YWSLJ6UOoSOnWZU/QP+HqDdngH6YuZ0ayD8l0EhkTcETe1FRlCp7JtFcOlPclxdsPnAy9iVxyc2+PGfp1Xgh+WOG4riCFwnG849TOI6tx/l7j0/cjmZrXn04PRr4m7qcaeIbZPI/jjh8Jeppu9VQF+fVHNreAM74lrzWBErDX5FzhHBzfS/T5rc3hdfnV/ip/8mUwZDHLFvlpT9FMcyz+wxInriVMO7vym0boK29nZYIfnvB4v6+ZwCZiXlc/SImDZz6qvffD3MIe8T3z/Dq7J/Wrpocw8NLB4REcd+3vNn0VJPTlSz+KLZD/6J4ai+Nl2GGkAzwUIC5cPzoFeMO7hI84LiTEzzLgtVLqvpMcBfw0J22I/azbYZcJ/fflY5nY+0bwT3vRrkHs57OXAszgPBsuOPUrDWBNZedzG/tZojyiFnIB4/zJk5ubgL85spgL++fAxRNicD+vFDd+yt8DXqrK17JEb2w/dtQM5sdKyW9xVb3Ahye0pWE/zOw6FAPjvczby301Bdu8pnkdeF2rlniyjQht+vxjjdpE2NY6u1sdc4tqWSI3jC9/SZGIXPTVpprTUXj9TM2L7GFcFEZ3HV+KvtJ+dYe9GP158/Um6Oe8ibrk7GTY9mSkcoM3qM9lV3PXwH0kuTHoM+bOz7YlhuiNOW1H/CzAY7caj8eix6pzd8eBN+iEoMT94KsBRpRCJHqPcaLuDpwnW0Co8qgVIc0tE19MxfuH1rmcyeAH+tJH5iVrQmtG7R0aQI/17nhb/Msn+0wfQ+5a+67rkCLeV/LKh3TRG1M/SdfZEsLfkEsM8P5RX1DwAfPMGpGlQ3aE7XD18fsm9FKSTmc8eIO0R/mLO5DMo/sTmbzY3kNPRxmuI3nVVi4Pvuqs5o74ieNppYxqF3C268bktU6EuEV0S9jheEo2WLUHvEHmL5+wyZlQXhbM56MK6Jkt6tPBG0S02XCvC6Frj22TDEDP5Oy0vAucFh2VKXYl5OD5w/F38L6VULFwI3iD4tIqeeBG2KUqm+yO4/gLcz0jBn6gV0/f99mdMM5JHa84ifsZ8QwpR97sLBPBJAx32+2L0nBc5h9Y6oH5JPHkQ1EPwsyNuXHyFPrqc8/+SeCHdoOw/jOQu6j6SzFx6KtLlF4+cLJT+sVCT8K2m5g/shTvf1ZuAithHFClB/IqPAlzxyI50VfIj1gFvAdOH/9UsMKLxDsyOb1NcRz3RfpFgTcYHf1bH3qRIIZirKw1emlOmLU6ekPO84a3NxFyjS59X478vvDDR8DplsWhXyF3SdtvDTfGcW94QG4XeiNCbc8+FmkI4q9Y3oj8a7smJ/ghk+Pk80Hw2Pc2xsTrOO75ynjPYW6J3FgQ60MsjmdYXVqE/FR3ug34gSm5fKGMLxHKVq5P2oF8V3z0CPokO2digS/JlP4uMrYLc39x/4s1UA9k9r/dsRi8tHs4Yuk35IdKN6YCpx/I61SCx2znv77eBfOQXixZ/swC76uRuSr+xMLnSql2CHpp4pFXopbw+9kHNx3xJ5nyc42vBWLu2n58+2LgzFef5jT4E3ZroZrfT2x/jCXWid4oDbQ4LcSmlvjoNChKgk9MJiTwozeG33m7c7DpwQU1ngIiwM8mPLfG6+2wiuceJyFKL3iVBUWBSzENM/C67hwIcJUm9O1H5cZimNM+h/rcwet39mHyTQVCF32yuNExAXja2+996BPq6PFn0K8f1dbNqMC8VLr65Qr0RveKqQfg93Vp2e8y+4FbTFkch+fxPP5dLx73a5XYrrPgnzQR3ke4rdFj4QXzvqZ10ZQ36CWTpybyWO+seUC2wnBjqrXHXPkI3NjafxPkEDr+DrMS5h/PufCtYcPAfWZXl6FP3Mzj+mE+uUUvkZXjgO2C2fP50Bundyrrwng/uHBSvCV67F1VuhPWOxWi4nth/Ga6MRSM0Fd1plvTIYfQQtzvL8B4DO6YwMXAevN+QtVG9MnTA82dUCe2+knybxLEeaetLAh+YEvaUhMhXz1/E/qsAz02a/30i8Cpo7aKcuArV+lwlXjMu3G3giwNMFfsFtOAfDV9W0+k5BTghyILB5G/Ur1uZU3YO1/tu5+JHnPXmXYCvEEFua8NsSG0zgYj2g09Vs5NKaI3/DOGmZC7nlxTUN2K+Wq7W3cj5hBznr5YO0IdPlc9fAd9lTw6Eoo+2VwyudCeUGftjJOWo68ynF/IoDf045zugMd0nT4E4pMoFKun4YkxPrQgqzDVCXKCzszaa8j7ki+GoDdeJ8vKOBN2wBvnfUp4/+tpuMUH3qBDDvTIuRBmVyvXxCz0T6LCjFLk4arda8BXVq7tPn7oq5TnQ25Y73zrYga5EWqmxCF+EWzfcraBC/zAbvKRiHcndJ55/gkJ9JXPXs085Pwb9tmDr7ZH85GJ6CuFsxEWpphHEmo6mYSpv3Rg/RjySvVdQ+iT0yQ1FHJXRKT+0Ub0WPc3r1TwBuPJnBpuyFHqIqnH0nH+5B0T10VvuGoqHwFf6b7iG8V6ggq5ov0UeWqwnbQXoVcnt5ncwDpxhfD8LeAN0rAq/ZQXsciONyo2xfmzNiaFYY79sj5YC/KVuE5tSgXyzGNm1eiNHX5B1d6kOCxb96kdzitLrhea4AGytabAlkUose+xdh3I8wtStlvgR8tfP95jEYuB+kNvYtAnvgrZDcDbW8I0PH0IO+flGu6ZyI9+eQvjDOoPnYyv4DGhbMtOffTVhfh5W9Eb7Oui+3xJQ3eQ4OSF2F6l+VIt8vzpMULgpTvlkvblyPW7mSJW6MOIhwl+xMJF+3TILpznc1vVrIBnLtCbOuZH4ttTS/mDMQeEqPEfsMLxv2ipmz9p2Jhz8+kknOelVe35yI+dzUvxJ8zUe7IhN3Ce/6ye9cuvXx5v9BFnk8d2Yf6P8YskAaHpdcglOKyaICcNn1gdp4O+at4xPBP31/7g9Mb3+pRPb5AbUwz4XmnhDbg/ocETMqKEbXB1h3cbtk/ZkXsMc4hSm3w+3F/NXKQNxXiBf1jyrg5ziEHF5wEYB9usZ743x/UusxrCg97gbJCqgX6SuDa6T3YY+FoLpSWYQ7akcPaAz2Q40+1bX4JnVl0sjMT1Ez3TnYHgIYnOyxvn4Np38CurFvAJJT/sMQSvFdOSK3e/As7a+mUaeIN6EVxQDT7YKSHSe+4D8GefT1xB/qzix3eY322NIYUSuN6lyJHphjlkyfpnejD/1qs3Xln5HbhaDOM7+mTtDZarCaEDB71370cvzQkPzjTAcdTpmgLz4wTD3SkEvTe5p2Y5eqNw+Y4GM0LXNWRfbsOcNuHG7Xbk20XPfoHxy+7lOHgDPdbA0ogAb7CDqycchdzFX9UZ+wPbHzgQoQjeoFSrWgvAY3JvNwU58+I4e82uQ5+E7Nxyx4rQCVNzeLegx2L7Dq/H9ZOdkh9eQe56L5l8/g3WlfnezhSun+hGj72yIeTT/f1HFHG9S3x/YBaunzykcn5A7vKu8/npg75yvJ9ugvXLLbnPUvZwoTS6uwXRP09Hyj4j5317R8eBMG8Hu7pIIz8TeyMXfEJLRn7Y7Ujo1yrDe6cif7YmCXMIHbHhVQLkLr8JA5azZuH9J8v8JeYTblWPo86E7qlOWl+Juetgw+Q9uH7SMvf8OchdU664H/NFX5nl5s7BOoVd9qHJlVDXrBP0XJEzPz2+j5x5Z/5XN8LQ1ak/NRs99tGKcxN4g45+rMkD9aAbM2DoNfIl6a2Sa9Afvu+PMkl70cJry3LQbzc/1LIxn2wRPAx1YuaijVbFc9FjA9rfvdEnfataL3sQ9lyxh9bncd0hJzaTE70RzHd1GeSurRqinYPIp2w4YIl5Y8ap7XWehF7x6LOwF+QA+rZrcxpwhu22YTPIXWN2LEEe9JLIsVu96JPUMyrtXoQddc3k4AFcj+jgHDPAHDLnUe968FXUi8cPl6OXLm99lIRce/beH96k3VhRrPUdrpMefhjzEjhDzkV3J4tkioQJ5Wj/WqfK+7YQPMC86XFoig9hxKycfUby1zpphFYk+kFwVUM61IkOo1KiItg+TlH4KXBSPOo335fEv87OnK2KvDBi4jxruD5Nry+U+RKLqR5iE2pxP8ceXg9F7l7osww8VqDBzzEX2/fdFroGnN144vYVP0Lx7suk+NFXn1Z0/ADeziXjqOhPVA1TqnIWo1+eqLNnQj3AFmlc4uNPhM5k0IKR6JeLGUpd6I3MqDCJGWx63u3XZ2zRVzZiqtth/lPa0+IWirHpgfmR8ivQP++GQlrQJ1TZPc7u6+ysdR907qKv5N3jGOiNqOywHn5Cy9Yn3q7D3KVOU9bojdoDmTyyhJ08t06ZE9fzjzU+OojrIcrp6QJKhLYJauu8xAdc68cmR/QGedL6Fe5DJQqpd8rQY4lNsu+RG99Ofwa+Pq0ZZt/XCd5wePXzEHqjbdFiN/Bi6Q7fZXzvgF8v4tVCb4RFzn4GnmNGlXiG3wPO42/wAvlr1bgLuL+7LYZd1cCbrvPuxfUQzQMLPsDvg2o7UqY2ABccOjcbvEHRhUazwQciOV/vHWwHvl56RSnyn9sTpFcQeppv3nw2+uq7s4kb+sSloN0R5uv7opfX9mO9KZUwYwJ645WXQiLMv40THHtnc+J9+WZHJuYT9spvl2A+jazecZdgjirIyDVGb9z23NMH8+P1HN73VbjOX20S2I38leJtMfBV9Xz7Ny+Qz9VfcxDrmjvHwlVhfO01XvzCH/329L3jPPSGSY4asSZk4bbgg9+w3pR0nVWPXGcpt4MNYcvyS0hVYu6aUmfIwvUQHhVtd1tCuyXMGOzC9cf0zrOT4LjJRCXZUDtCpphGtshiHlN9v7rAFO+Dt78kQu76OctvvhjyQM9t3uiNh2cimxwIveaSimgd8pF1B/nQG9VLovsdCcNF1OuWI3osSG3PSVx3Pbi2Zwjy2PaI501BuA4WVLhZC7xBWyRlfHMmmawjJxSC0UuyGhXt6Pc4nXkM8NXdF28+pqDfiqT6wtEnW1fp6roRIicjWC2K7ZukbolgPeIY1ufgTjIvtHh1ZSD/mGTni7xs/ZolTLhuex9pzEWPbTq2uwz9s9pt9l3gxRvctAKR+8/M5QcPkMsnVjqCx7Zedm/EzwtoI7reGfNJwQPVDqgrt5627IwCv9HTVm3OR5/sqP6+DjzmOrhzMYV14rbOWQO4n8mTA7shp+28L7gpFuoWuieoxwT6j7HstPdOL0IVHVek9NBXZ8e2HgdOZ628OAly1wMf5QwR9NLYsundmFtK7n5J9CaEd+yb3BP0WM/zZTrgAcahfY+mQz0oX2Z1vQ3rsnkrqmKt8X6xOa4A6sf5pUW7RNEnxxLrXqJPMqMX6ILHGhRsrHqxPTN1SA28wfANsavzIQ1dCtEeptj+4U2NvcAzzZrkbKF+lH3rPWcI+c8Fgk3If1qOtUP9yG8ff8kI6yV/au5MyPF0UIOYnx8h5zZ3DcTguu08fusA4IxjO6I/AX/zJnF2JfqqP2xJMnBqEt8RdX9SLHB0scQ69NVX7yOn0BtTFjt4z2LTN3uilXZLgTeuvZIWxflMP4jYMp3N3nyg4N4Q+ofpEVuBvMFi7m1uNmXJUvIfQF+Z37HxRG+wJ3yZPKJPcX+XsJyH62DcuXso9EPs6MMkceiXc08UDuJ+SiWTM5DrZYt5yBMSt6IpNBXXwa4K/sD1EOor1yVOyNPN3/oulmL9uO790avIP3Vcvgf992UbMb/7BLxx8GgSE71xTyZ0DZxnu4hbouod4Os+PudCb0i93XYNvBsqkhjxtAq4ikloPvJrJvt14bxDN1bfv1gHPjwRILIGvdEY9eMBnIf6a1nmrA7g32p7+tAzwlqf+OF9dN+s3KX8CriADvcerGs+B5F+I0LvP/Zg7U/00ojiEXnMG+KiOnMgd/lMDZzPidyrTe4ucs9DZ/zAB26H6m5dwJzW9+D1WqxrbBbujofcdfhI3TkXXOdvuV0rhHlDqvJwPcxL/7FZk1qwDr28I64UfdIvdzgKctfU3vuxGshnXlV2xromnAo5CfPgwQluz1noz31RL7GuoVN5JIqtCJkp9PTTbFwHm3byVhr6pJHquQfj9KjAZL03WIdGFs1YiPXLLb7jDVA/tkTYjcrj+vyhy7fvo2ekbwU9h3EkkR6W1IyfD+69c3wjeuPS54JBqB+DBhzPL8Q85ie4Wwm9ofQqXt2BUB7Bh3Nc0Vc8z+2bkLscLnSE3LVG2NH03Aych8PNWli/cHZpe4OvxCVOzTyE62D8F6V2ozdqpP2dwFdmL4efiIFnaL4brCb0TPFngT0u0C9HX9R/w7ryuaarAvpBt3FhGnjMmxLjWoSfE4sZ7tr6a51k5rsrboTdbEKvL0XO84ZRh3xvp9sjd8JWyfV6qYEeK7A8L4PecDy6ahv4Si5Er7YUuaNDXgDWO9p0O7cHod7MlDARRF95E7lryGsD1x70IO2C+5ecGsKcVjUlYApcX5IZ1CQFvrLn0LA2xjrRVrbBCTg1fawqHXjxep69+VgnMpij+eiTXtnhuZCvTIpEXUdw/WVE7zTmkMyMm0aXgVsJlHE9QI8dG4xdDX5ov5XOZeBNmGP1Ok+K0GND94oygFMx+a8fQO7SCVbZkIj+8T02sxc4USyLd4Hc1ep+s4wLc5FEloQhemMied4Nfvuw1HDlfWy/O70zCfmgwdxtPrCfNOH6Neil7ekNb9En2ucXTIB8tf7IY01x/Ny6oXinNowDusDkx2FfuO+8uSY7hnxWZzKuL2S6rzKU8yNCvlZOdhboJVXOE6+AMyRWK1z2I0yjrglv9dFLB3+Y89njus155Z9+pL1w1qnLicirtjwqRW8caQmvVGDTfOHR+8/Igh9mNB/uR65k/Xj/LDY768c6ice4rrXgZwWuU1OnZ7eVi7DpbXJKulbopdHkzoXojUznVyVvrrNNNujXrMb2RhNXPEbO85RDFOqT/oGB9T+QB5S4hqA3aL3vr2AcM3mmr+VGj8Xde4+fy1BMv0etcD+7GSug3M0DXCHr+1HkUec5yqBfo3Zd412F612Btdv0MG/csX7kBNdRlyuFe+Ap8MPZU14hzzgWfw1yl4zx13RLfM7h8vas/eiNC4+l50MeVDpT/rj1PrTvMRBQxLwhl97NBh/fXDnB+S0+XzGq3/4rh1y86sUF5733M3+LKK6nrWrt80CfOF87PgHO4/WOqrCDuG4mXeJHoR+qn1xThPdXjWynT+LzH5GxX/FzGbp72NAf9pdw8YVN2Dd8XmRdzir0BqNHOBV+/3h7s+t+rB9DJnt9wfVV72bzx+AJNcvlEWcwj4WYJBxDnzyNnzQFfDVcvYtvAfIfee66WNd8SHigBPPv5m4D8Sbcz8tD554jz1cx04f59MF8QWUurrOlCq0NBW/QprMCVkHu2l77KP+oEN5PlZ7zoR84jTe7wrg249z98irkMTrbStsW65ov9pecYJw2l3yVcYDcRSu8WH0W+cnYwmA7Quedq7WwBI/RAwLqnHAc7JETA+dg3F2lw4uwrqR3GIjaY65wPTvtkQMhRyw6YxyRx8RPy8F84lFY/hECtuLXG44s/J5EQpnIF9xPwnSnt06EcXeRyhRTzFECJo8NsU4pjJ3A6wJ1mY/B20j01f1WmaPAKdOFooquhNFinlxahLzvkPl7bD+r+u0y8FVDo/71NeirQjcfXfRDB3cd052QS7eZ/r24/y0jtgcxn/R0tC5lEgZ3u2TKDBiP9L7I1l85ZKb84TomobemheVyY45S53WeD9eL2c0tY+UBnhd6E2CMPMyibg/6pKdVEXNX4MvSc/LKmLv8azCHsBWflQdCncg7QXf7FKwTQxdvwRzC3h/cMuBJgk72c/Tcx9y1Mok3BLkcV9FeL5L56SmtFo6+qvT5dhO9kUV8pniTzPJP0lQA+iqZr1sUPfC2pj0V6seAbTI8fugfV9N9vsBJbdw1JRZRvcOnF/ka+U/FvDLg7D4701IWKRZZ4sGRjfylYBw/9B/F159r5EOoVInEAmX025fW8y7AmTZNExsgj/l90/MSRi/5lE3H/qZOZlm5+RJ22vu8EV7MUUm3BSc4YL0sbtjjS5gCgx8HNqKvqFhbe+DswLU1tB+xaK318TqMXnLa8pZGvp11oBZy1zUzuTnDyAc3rTiL3shrSpecw243uTKnZ/Us8MO5BcdfIneYdoBDkU1ebl9aUjkD+PcAdxZ6I+f19MPT2XTSu62nZbB+3HpwvRD6IUpeRg1y16GPcnvUpYGHBORdQU4LCD/9rk9vbCNOQzLovaWVluiN9o1Jx8UJfTOS9ZAbvWdxOeoD8iN70vjlgbuenS+Ez1FYxd4Mxxwin2LIhP5+eG0gahl+zqicPE8JvTFBNvA49JP354+n8nrBJ+9nPbyDvE0yZhCui8Ns2eV7H4AfHkw234A5xHbIhwl1LZkzs6z+LrSfL+XGj96ImJCWD7mr+tObjCr0kod4zyXksrlXZcHfMltYcs4jwLUnt1ijN15lWC/DdaaUV8MK5cAP7o75iNxzEmUJ16nKemPWTFzPnzFMH8G6hqc8FOu2UOPwMzGQQ6lsslsb11FfpnDfg+M1LBY3t8fcFVNf+xx9kiqhPAn2N39JSdXSMX2K5giPNcBc8S57zUr4vcrnwV0WkN9ozzbZJPSM9dD3G/DKc/aqXxjy0PSfnZhbLl6wbYd577BHxTd3APZzoC9QFf2Q9fo0rk+4i850SkFfNUZVhGPeeCrSM2pN6NTo+6zzuJ62fpT7HnrDuntZvw0hshnLn4Tjc1zu/BOnox/OKc7ghzoxK2+2x3SsHyW2rN+G3KXPz9SesFObXr5ehB67u5OnHnmRjcV6GI/DvplCuzGPed5eORNzyNEzwYccCfXsok48Pl9BVzS/9sccsjXFOtqJkLFpKgVH0D/Buksr0Rs5T2oLnQlbS4RFzQFOe0U3C2GuuK8z764LISmN7ze7Ib/6Xd8Lc8Xn0YFOV8KmepxvcaKXCq2tLttgXeXKMQnqxDci70ofoMfMbebxgAeYOY1dQkxC8pRkei3QV8+mL3AE3l59uz0NfJXw5nV0EXqpcf/zbPSJ97yH8uClbPXEydHIky6O/MB8kvnt+RUPwpj8de3aMPyc0UorwBz8QCk8sTWGfLUycU79CHpsgZZMKnpm8gbRO+ArIU21nsuYr+Z8XfgJfeIf/8HOi1i4mQQJ2ON6V+vh43rgB8ZPn5jXkLsO8F2L00BfrbbZcMge7xd6qoFQJ9bVmkUZ4rr3U63wV8gzIyaMQu4qPFqYWIn83qXPGg44XyJnxrEg7/n5uuxGPqL8LAK599l8KfCVP6/0KQH01bWKyMfok6Nt/Gd9CNPvaHjkr3qwT4N/DvQfc4bla3WoE62tTqs0oscMAou3A6f1Er9c9yXxPFnvSB76iowcvAucFCnmmPoResmesPIruK5VxBXeD7z9W8/aI34k3sqwJ43gOni+55JE9EPZ2+FgZTZz28U5MYb4BfWH10NakVdeSryhxGY87L20pHEm8I3t263RG+EZupKz2MT8+4BOMuYlwaAKCv2gm/42ZCqbplm++SPoqwyKMxc5XTR9fq0+lW/WObJ8OnBziwRj9MawVd79qYReu/bJWYJ16DyDKS+RX1RfM3smofvF5AIl8HNGt2nDu9Eb1I7V92Ec2OheC32D610cHwWk0Q/+kbz4/MqW+luCefh8qeyiudeQGwZd3AvXq9Tfs/BJM66DRZd4YN6Yqyg/uBjmr0j1rtetwEfEP3GgN86wWk31CJUcZl9Zgs9RrLqmn4/emO+iE4Tr87uc7lp/B67RuG825oqvJcxsyF3BqU/StL5ep+iebyc2ok9sjyTkgO91vae/O9UNfsiSKkOP0PLZlk3g76Kx0Wt8P8BL00xUxdAbNk76MnCd1qVEP3EbAt6yeJcf8mXPtOwwZ6393PsNPEZ7OqeUI09afj8JzqPV5oP2G/TSjgPeUzA/fHNP9If3ke64t2r/T2iftErKA9dRA2S/RcLfKT38dMIHfdjQczsP10Oe3pkeCXWiSOxg5TOsE5m0wRjyqQ+zsC5hXvXU9EQevXbKKvSG7IziIhvCTsxfYUvwOdV7zn0pyE8n1t+Geblz9hCnGXpssEVgCH1iZ1Q+EebHj6HQ10KYxw7LTF+F3tjvZa/gQGgH+yWruTFfGbTx/KpfLrC9TGGcrn2VnLwA/bbreeQb9EmkAaeuE6GLPFpdPdE/b7eZL8ZcoZWT6OFMqDxLnfZqXO9qK3oWg974ErouDHw1yXj2BWX0m3V0/AvgRPru/ROQu6r1f/TTuJ8P+YGq6IH4aourboRoF0ibWaKvhPz192EOmRYq3OpOGOwJ9qGzsR6sre5vQr5b8PZW8FWSn0SqG9Z9O+5tnIW5IsI/Z4xJmJcTpzT0Yp2YUPJ6K/ohOfRYAtSPX7S4+l1x3Z75IrwSedDxRwKQryL9vm6TwnWtyhMNfOCBzI6FBQmepNjLSCTjHOarV0afXJD720kxvEixxXDAHD/0lb1ufxF6Y3eJbBH46v3oWocZuH6V9OzyGOaZbJG+xd6EIc8ZVieJeUkwo9PSEZ8rCyW1wBWly0Yzkbuc33vGEffzlnJkEUY/vfSuHfrqVuSEIeAMd6fp71iEvhDQq4zr8HSl3AoTqNvZA18fBPuQ4oGVkf6Nvz5nzAo5Djzz3VPHMR9CN2SHlxWir25ZiHwATrNP9UZD7ro3Wu9Ujrkry4VbB/qPTVs5i/oRVbq7kPci+mpz8lwv4IzhtGQX8NW971JrZ6KveNUbaPSDp235gwVsevmbwvnK6Kv5co3NyLmiPJfNY5O2YfGucuSPx+rM0Rslse+T5Nm0nV5hyxLMS1v5zw8hT/tgNizGpgfDhzd8QF+F5u7JQG+Q6CVifddp5+KD8+2x/ULptwboDWYF59vJ4J+Ihawa9FjotE2tyNut4udOJ+wJUd+N3+D6mNqhru3ok/U79L3hPrdocAWRAY/R2c6TeNAPsQtitkOd6M2/ZUkYF3De7xMckZ8474yf11KvnRMpzEt7DLbnIzcs7ToO579l74Hlu9+CZzY+6viBfOXmvglQJ15b/rglFn31Y95jC8wb9iOnaqFOvDU722/3N2ifsn40C73RrFExGXx1Ytcnpjh+LpBmr/8J2zOeqXHjc9Dpr2oFisAby1c2LUYPmG86JQm+mu3Esv+B/jnJ+ngQ80baiLYf3AeufpVs74L8Qz3cNtKO7U/euHwS+kG1V0JvPeQxer70hYVYv5zsa3y5mtCJuZtninPC39t5uEdgPslKuQd1ItUUpdR5G71kOrfuMbZX7LCeY0nos0khjzfgelcWo1oB65H13D2LwFe5Dk3CZ9FLWqG9W9Enr5PFbSFfaUUUG57F5yI2pMfVYvtHUU/W20Dd13RO8DOuz1+97i2J3khy8NhvS9gBD50pTfAYff/H8Cb0g3i2yk07wraozYq9Dh6jVZmTa9Enk5evf21PyLODjldfYx5TjVOTwbzxcenmSY5Q5+pNfbQCP69cFSvlij5hJhd3OZL2PYl5HF7omSCt+BLkZ3brT4VxnbW8ebELfmsrZk03F3qAw3/yAvCVYITPo2H02B2VK/bAiaCZ4xrIV7lXM650YHvfj19ysH3R86V+bqS9Ornz6jH02zCr/AfyVgmOGPAVl0ff3gh83+ovMavBA+1DNVctwUv7hGJnaaPHDFt7UtAnejN+PgaPmWTvS9VBj30bDfyC3tDc4rjegxBXwWMqipjTbnxbpYT5oeKyfj14LCp8RVAn+IrOsd8Wijkk3s/dATz2WXW10U30leUOzVr0SalwaYcnsdBpnMedhfWgg+gtKfAAU3758EYvQk8+0iGkjL4qtTVY74R1SpXLGNSPwZOu3B/E3CWyw74S+cWw2jhv0iBRPGPrPvSSnTSnMFzHTPMNfTNYpH3LsSnfNZCX5gmgN8gGnyP5LPIlLDt7Jq7P0+EqaRex/eHmaYshX6kbOC8/i/zchnMTXeC8Tstev+VDhLxnmEufwvV2zceRdsCJt8FEK1/SHpme7/srXxWUr812wfyb6/oCPDYif14tCX1VkKH8EDj7VdZDRchdtmJbSuqwHuQ0cV+Lfmjr6ktVY7fLnfgs24X14E4xldvILcrtl85nM1z2St3cJQ9c+42ZBXqDuf3edUU25bddTIGF3wCsZ0q9Qq461/XOdDZbSP003xb0Vfj8OEP0QMOEl7KT2KR5btw9B/AVfeH85aO/+JB39zd9tjadZzIiC/ziVoPXyLm8zr4QI3R0nKZTGuYuvQ0GGuiHe0/KteUJm+NHW9JF9Nj9C127katmVFtCno49MiWbxQ/7cRwbqf/VPuFJsDqhzzUd473DAe2rTijNQD8kjKjeg+sVoWQ+qPMRPJO7vSAIeRR/lxHUiXm6SleMBsFLnhb81chPxCTfhTrxvFaKYcMQcCOZEXHMFRP7tyobwP0xz/ntEO6//li1J/rB5vh5XM+LvdXSOfYO9i+kPb8Q2/uP2GhDnZikpH9CEepE+qa1Kgfmit4ziWGQZ934hPUmo6+UPvlZY65onelXBrmrc3nE81Rsf61W6ixyQZ2IYbg/1M8/u16JA7aVLNKHcT+rH3lqQj941tdGR2IdGhtUsxJ9Mrpyw0W4rgvE5efK4+eJMuq5x9Eb8psu34HrxHMh/8JufP6B49K5D9ieT/d7B5z3iYzbL1ngK/r7Xj89zBWKj5Ingq+s90TFyeFzEakSHofQG6kVuTNsCX3PeCSAhd8bCmSu6Mb2jPJ88A09sGBEsQs99kzIFusXQqV822UP89rTqGKRNB6/7Joj6Aetk6EnYX4v9R/NPiqJ62NvXjTguutXwzysJw74yMpzoTfK9pkoYp0y6bBSlhNhGp9JKR6YBdsed4tC0Q8KHGo3oE48+Uj/Thr6Ku/AQB2230zVvwCPTRxaL+KG/Gcopyx6YO6lGE43QhvxEUYn8obEBcHojdSEFXJQJw7/3OzUjvzLyMOb6Jlju61loU5szKjwEMO6kut5yBT0QMeeF5lMwtgTZ6B+HH11Sn0vC3NIRtrgIqgHtTIPjQyh384casYcQs1yqj0Cvto2L/1mHD7vOFc1AnMI89j6lhmehFqV1aU5Ab2U/F0Dcwh1OVEu15Nk8sgFrn//6znSsa5YZ8yhRUXaXiTo41GXchf01cqYOS+BM51kN9aAr9yfyRkPoK/YC5zU0AP+8yTsoB7Mnqr+wwHz1aG0d+HAmeuEpTu9yZduLt4Fssi/cMxsQZ+sKBDbBB5TtS/Ychc9luSrPdsVuBhfC+VDVP37PmwMQV+57rm41RXHz+SoWB9Cbi4VijiJvoqxlL/jis/r+LVL+oKHz60KikVfzU9okXKD/rowrSDbl1DVOYtcA9BXOsdfGgJvX+B68osvUeVSivgUh76qLpc7jX54tFPOfCGbve4RczaFOUprbvcD5NMY7l9U2ezOQ07PxNFXItKSs9AD7KWvvyuxmXPUG5JNf7X3DndA/mU5hxhs538WdbEBX9EnM7QLkXvfd2+exib9ls73VGcA5/ocM/ZrP88qJrRfZ4s8f5StDd6jKfHuNeiHBhfiNoWQzqYNJ15D7qJf/ryUjtxkzH0Jg9CN7SK9iRLA9Ti9PyGvZo5eVyL0ebmJa6vxc0a1SIXF6IcFHgLbVQldqVY+uIcH2ve//hGOPEXQJgmur/qgqfTFL+Afdf2fmEOo4qPnpkGdOPNmSv0F/B6QyY/V89ADmW3WyZC78nULJwlivto0/VIYcmoqtwjUifJqNQ94OGH/RXOe1yMX4I1Tg9xVHCPStRVz3UdzIwn8PDc8UVkTcpdEvGfODFyf33Gy2h/9IJA+5A+5K/qihjy7D7xUF3a4Atu/7yrLhtz1JOdLzlNcd5qmcFIQc8guhzWdkLukQp0/8mCOusCU9ES+W6duFtxnMtK9WJLY3mjzuYv4eU3LnsgF0J+3oy9sWjsG7R/FhHBi/RKY/0MX+uHutD2tLpNxfcH1mg16o++UuJMVocOnN0xVFIB205XVspFnGN3eCtfpTXvq2wfoMUvXTcPoH/X1NofBYzELo3c+B4/RaYH2tg6YIzhnN9kS8i72oFChGOZ/N5UcrF92jsz5Csf1PFfyjTV6qeqC+Chyb353CQfC5lM7XbgB/WY8MKyL3ggRuTDgQMj8PaWaczAXBSzdcRjXPTSy9kG+oCdpnatPRF8tX6L+BrnIiORiZ9L+KnHKqAi2F7tapol+uF2Uag2+KnTSvTQG7enLmwwOIg8+vzLClRBO0U+n4rC9+eKtL5Hn8xRkgMc4W45GZGPuSvjAUsf6pbuCuu5OmMWD97NzsX78vMFiG/qhxJ7pxCTsmdvPi87D50unp3M3YT4JFq0ZgDwWe8BpTBnXtaLvywhjDjmVOskLfLXY7c7pUlxv/5gix0SfRB/U+uBB2E6vvm33Qi/pxu4+j+21whW2gq8UerpYkuilYyWfJ4AHGMLJgxPBS0req7SS0UuO6jF2wNvpa9OSvAgVxOHgOhX949kpnwuc+XqKsrw3EfrpLVcyC/mZNZt/IGde2XPRmwQVzGzqmoa8dGP8GvRGzcJKAxZhd4Zc2Lr4V125LjYdOOOOokU9eCy6wdiXoK/MbHo+Ia8UfmIHHuuIEr+Wgb4aiuvSd4f9yAc/e+NDGD59vDl+WA9emBR7GHim6ceVwZCvVIgwnyH6ao6UWTnyNpJe5kuEMkM+39qDvjpzdGAazvfGio2jGmy60vE0dyT6Z4b0TF3kZr3fHqqzGUJz9EMj5NAPp1yP/fLDgHzhPHZ72sTO1B0K0N70zW85JPrw+35FNhlNixwow7pPeJe2JHrgTX3vXmk23TnXVIPGPNbwTHwtclWJqGlQv4nKSlitRl+1Kdnhc2XgPeG6MX2mS/zZQwux/ecoY370QLVKFQXje7HKpB09ktDeK33QDbkBa3agAqHnJa+VK4DcRa/S3JqLXGLqsR2Qs5eHtek64PeDkrsW9yG/0ld1Ffo1ZTD/tRA+j7rgrZsxekNlYih+b9ipY9vkp7iez58jmoJ8ynmBa5C7jHKcHT6N4eeGvn6fkMtqn5hBCP3F/JbdO2hPdz54sxS9sX+jqKkBoTZXrn/AjXmshOV5AL1hw5xoi99v89j5NQyfHytdAB2L+apleAfkLqV+mVuWX8Ezy7b6KKNPUvdIVUDuuqI1yrkEv//44HtPGOaNLsuCUchdYgcn2kWi3ypztjQi35VFtKH+NovmXnMW9kPdenviVw4RLhDZDblrcOGAuvEn4Ee6VYPRJwcqzarBY7aHQtoXceE4aZp4G/OJtozUO/DYhrwHgglQP9JhkWJi6IHHqR0jVoTtqByTfvfX+vzGGF/kK022i8B1dRHoHT6HHlu0lasaPXNon6INXKdD9zd5tWEei3IpFwMPkG438WA7QvJs6vSaxKFd9wVZrF/oB9tXHofcFXLYe3AB+iovTPwccvs5d2nwmN68rNnO6JnGI4OcmDck+StOORKicPSagyb6aqrFHVv0yTRegRvwd9ySB3YcwvZnNlA5yEWSDJ87E8aXAuk7Cdg+dsGOUeRp3FVc4Ksvl5Wbf6KvJv1cvwa9wdZMkgFfTbHTlnyKXsppFz2Fdc1bh7ql7oQcmZq1rRfzUlSaTifmkPJBPzHw0rSMM+tCcF09fP5P4or+1I4/D3ViaMrGy7uQZ/ecicG8EXX/uLoHyUzo6RZ5iPnKjyx+jPkkbu+SSx6Ejjr76V4h5iv+0o1zwQP0zfvTjCB3maV1Rk1GL3UIZu1En5T4KjR5EqFVh6/qoK8o/545D4CzK27VeXgRIuSzP04Kc5HNLYlZ4AGytlWu14uoNvOmK/zKXf1PzDYDZ2jm99PgK1073xIubB9HZGqB08dtxIVYhLn3WHjrr++rFFzI52Pi91V38B5nkcxQS+OjUugrk11CC4FnttsunulDqFnnmozi0FfNBtYuTMyzwW3nfEhDzH15S3XwFbvhjcJ+bL9s8Lsu5Ki+9j5/jkX4PYr2F8eBt3+RzQj3JV9GO4RCvdFjW1fk/8ob2sY5qVpsOuPD85lp8livlZbheiu1P3wWrcGmMpw+RpxHX6kUHOPG+b7p5VK1Bez296ejTbPAV/RItqAucjP9svVz2CR+SLUpCD3TnH0uHvln46JVDDbtts9/4SSoN2mJ2sH2Xz7J0tk3hc2o4U5534a+apZ200QPtG8qvtipT/vUOA+9xP28Wi21H3n1C1dlGPejW34E3cd6MyBbohW5yRVLPjlC+0Qv0s/E3HUsrFwRPVAl34Dfqy+OP8uTis+p3nep24ScWag4oga5NHufSin4kuIqfl+DfK3e+i1ahK7RmJIkg3lMfNNuGfTGnAMt3EsIXaK7aX7WJOAOx8fWId90UtwS6kTHdw7pguirkn6ucuRJ0sw6yF27bRZ8v9uDz0s8vTsJvTHNsagNcpfLMi2Bde/BM7YL/RzQG1wCQZPx88RivivdX4CH0jX5yEc8zVaCr+IV15RfxjwWuPk0rqPSEWGxseCrzwY7yxPweX4PfRsr8AOl359XA3Xip6rYNmf0VXL2g7PIvzI1BMFXItXH55u+BS5zKasPfaJxsDsefNVV9bXJCOvKPqsNK7B+KXq2sgSfj97d3XEGPRY5/1Ey5g1vyb1wX6LPuC315uMFHvVKvgv9c+u+5XMYL933LJZPmoLrSGUNBH0ybBEjCP2TEl25zwBzl6VkTQLmDQu1KfOhTjSbaM5ti76q56roRG+wqigL8JVl0Y6vqzF39Uh8V0EPKAifMHCA+T5/haIk+sepd/9e9IYXX6KPI2kvShlc8wif16r4dK8Z29cFXd3rRNg5kaXB2uilj9FX56IH7GaH5juTzNHtV8s/4v9c9JvCtfXIBcQDDsHfvd8fsrAEvcQgfFVY7xzi57nsSjI3LTnSkYjPfZlOfSyC3tjg+K3JjbDV0s7PEMG6z2ES5Yp+eOc5tx48tkhr+r4pMO7oo065xdh++Qc+XJ8Xuf8g4yH6qrDH9zu2P2QtPwx57HiPvvECfP6q8kTrCvADZcQzc6cHCTqqZKH8y1c8OuWp6BONh9/5PYlqTLy1w0HksvISn5GbqWqkehJGiYfjbPz/gJAyE4oB852xOTZLyYvE91y36/31PZ1mh3UrgbMXnSy8Ah4Tfn523RvkdzrlQ9A/19fdXuENf6ccvgg5W7TWLw3bhyeubPEmDSYz7/L+2o+2xupq9M+HcwJMFlENPnN+khCuEzMrZD/ifrZPS3zPIvTNmIUuTuiria4FopAj270MhLf5kMynpt+MXuA6fLT3Zz3gTJeQg5N8CXNf+O6SBMxdT0+VWyO/zc8y9yUMv7Oi2t+xfry5P/lX3uBty1LVZtM9bKM9zeifweoEafRA0cbFPFrszDZRjhss9Jhp8RV8HpXa4xcXo8Zul5rmWHEG+bVX7FLkqsPnJeexmT11s/p50G/ZpcH86AE6RW/qLDbbdUtrns8vPjTiglxJxoctzCY7qpJ2Vc0EvuXS1WLklMmiw7eu0xJGR7g08HPJqfM0ftUvbMkX7+G+vlt1itJLrBNdF1VbI//xIs5gJqGP5RkrNGLukmyZg/UL1S9222AuIRf3e1foiQC/vkNy5Nd+aEYq+ErXwfpbNeauWSdFcR2VWrH0kChcl2ulCTnJgtBe5GjmKeSvH1ld0CHUqpHbD54if+608DPyM7lWNXqEHrk0P90SfSV+6Nti9EOhuXAg+Co+waqD6wmuXznaR6IfLNZs2w++ip14aOkS9E9DdcpTbF8fcrwanx/pWO21qwd8NcuwXgVzhYzyigngq+iibdW80J5W2v9hD3rjedsqE/DVtFW2hsgpmaSuZuQ76uP2g6+OK8z7rod5zKq6Vwm9UXpnUh3UiX4D94288PvgmsME6xeaI4qJ3zMzk21ZfQifl6iymHYPfcJzat0xS0JzJGfImU6CdlNCPWVgPlPvz9QUQo7mfZD/agn6zdDZLwD94BUidAd8dVVnbcwSzGMHq2Qqkbtn2LTZEDaH1VDjecxXomxtYfRD3/uHP20JnSS+8asBfv+6sVHEG/OGUfoBSeifw705DQH4OWOl5OsCbD95x08RyFdy1aFtU9BXEkVpnDjfmeWCSyFf8evWtG1HX00U07VBP9j2D9jB9RgwXnnnB3ppT25vEXBKayqJd4Z6TWffLHnktXcutCKfGBDIgDqxKV+EsxjXwzc5LlqI3hA14Xd0JYwzHLskPqCv4jnywoGzHVwcgt0Is8B+B7sJPwdULytsxPYqE2rD3Al9na1x5DLUfeznw1sEcf5a3Tm0HHz1IOBiTfZc/P8HvVyohj4pHxIvBV85G9XwnABfkfIrFx3QDyGSEQTqwRyxxps7sB404Di+F3OIi6bmQw8SXxJ5cHQQn3OYuoi7AL2x38WE6UnaV8u2bt0G7dlPey40435KJG5/9CTFqZv9raLRPydOc//E3JLbvGuHF2H7lD6e/ALz1Y8L32d74PM9yj783oShZymeVIpeantGWQKn49YJp3gT4nCoS3Xh/0PSmYdT1bVxeMsUSlKplCFThSIzhYWSUMmQmWMsEtKgkrcTTUpIMlRKKhUqpWgQG000GKIQpUgalCmZyrd+vr/e67qv510qZ93n96y99lroB4fyknZRzkjl6Cj5kbxOdeVTAtRXZN0xq0zKM4SHXt+ivrrlfvbq+HkOOYq9zylnT566ZupPuk8WM1sPUE7kzU/9hsfuBMTW+pM8780rnFXp/CMJXw4Je2Of3sBryQ0k76jtv4Tx94dLz8VvhB9Mrnyv12cZr73nvc4p0XnXZProOLjq+fAzuixXr6NWVQ5934JjPR/AdT7P89VkWxeYvfOchnWtmp8f9eAB2QahxYtY5mz8XoOP8FhHnWMseO0HUxUFVjYgi2+iL+o/SCS0gDdr1byQYNnQAvn9F5G7OCFv1eEBtjtmRV8JGQ6xtEiCx+aZlESDq7uOKNPv9VatwZ+hWJ9//OJPPfjg661vpAl3u8umk35Yzy8QE58PD2jwvVVdQLh+nOJgU+Suxzv4doCf3RjqrE64V7OOrXbCepdQxQM8f2HevD9crUXYAL9NEZE0j3Er9Jqk4QGtSVd26BOWj/s+MxO8fK1zIPjo0rEYQ8LEDB46sAXrVyfXFdwGX59f94TQ/u6xUfzcOtoPLjzcwsAPFhsn1pvSPPNeW9up3xj7oq+vh0/m1Y/hXKX+p8kSA+jXNONHr4Lzl53zW0mYjoL+1gTkLsnrO/9hHJPvvtewryTg6cspyFG70xlb+CRA88RPK8KMtklFX0efuM+p6RK8oc87gHM+xEdjDU7g566StxlCPin5z06f+so9T2IG3yjlHd/zrJArIkp/OtB85aklctUPvrr8JiIdfc2j8v14LtHYf/yCANbHip1E+uCTxfulU6mvwlaEKy3DvrJVSreWwCftbidD7Qm3MVxWrGQGHefDkpuH4ZOHgorp1FecYo59PNa15k740ghvSD0svEM/X3OPbLgejX31ZSsfy6N/udnw/Tb9vNQ5ON0+Cy+5D7/cBT9ceb3gPf39TzjfMmUR+L6U2OfwybMZSYPOJOOyuNebfPATp05Mx7zWXv9nqSshzZaP+XBzACvxslWecm6RYOElmruiK3PrEqh/yIYq+XWY7xZLd7x3I60NET3HlsFj87IbsN+dTGeK/tDc1T9ngE8R+xO0c7MvYHyDofxZNF/Z+F2VfgmPdSwxr6Cc0+lsIUp9Nel6yQYD1KukanXi54acVaDjcYXE7hcWUl9x13uvFsN8X3M0l9eLtHqeb5iA96BJcN5yA+SNPP2rSbR//L3HRv8+nhuGuf/D+hf3m3GNgjepbpuwSEcbfkvVeB8Ln4TkTbxF89hg+s0bOM+BK/VjfQH8ELfSxsSHZLx53CZRBo9JmOxvpVz2UJvgax8SqnPDsDcWvOhrqxD1BrfB6aeXL6ExODNVg/qKNTolrUk56ygc2E3zWKZjZWgtznFzm/3ADfXXDBZxqa9OqSkEYB2e+fZn9ADqnVcWivoT9dnpnyUstbHfxUjnBupDb8inUz5vuEBrOvJVnP9wOeUZjRGf2mlfWREUuyABnH+4rhneaDn24chSlnHPrs6+CV+NLowXgAdqkmUsqcfefXgvexK5K//jl/XgJ3Uu9mmx5GLlm5Fs+Mfo3e288X1l+Vsk1dnWPVM0J6yH3x758PLDA8W7OJLzWe6duhar9/CYiSm/Izgj9+a/uSy7YfhMH9btuRkVv7PBO40Ci/hYkphp/1AVHpOUIv/G67337P5nzNRvt1w8E/1j+I0t9vBD95o3SyWJ7Md0qXfe4Cu9t54CXzZocE2BsJsd1d56IY/FTTzXBH4qVO+0CuEOjjmvmUB9xU1YwL8IftA32Uno76lfrpe7Voz++VclSkeD36yI7KD/XnwLxB/0I18NiO7HOirjv73AkPaJ+fn9HvoClG+rkpeBN5ZfH7ClfeJtSbHG5C6ar0x4zm0E39C45hLNXQeK71btRf75bXKtBD655fLzH85fSS7IN4CvRgRipsEb0d+2m9I+8Uz1m9BXyEWGpcc2wg//rWWw73TWsnW1tchd2o2PisB/io29prnrwDO/6FKsgy1aLDcVHnBQ58c+teaAVH0P+KrpRJcfvBF2iM+P9omVzRJbMwYoD7/Nfw+eudB9voZ6rL3+xWqvCfT/v+ExaxK8sWj5Dew3P78qrmwm+tCdVWkb4Ift7c2q1Fce99eK8YBLR1glYN2Db3j/PcoPJzReG8FzQ7F5ft9Rr3XAup/mroWqs7/IYl+E0OAcGczfttI94usJKXvpaWCG+lO+jWbwwEZvXzH6Oe10lTicJovnf4dtg8GvPvim7URkzSoyFnbBP0v3P03BOKc1N9nTPtFs1oYFVriEwi561RPwSOmak7RPFBh+V3Ua+1FT2uOaMM413Z551GOt5fH3cZ4jd03vaj7kga4jW0zdCFuU0bwzA7w+cmwRcoiPQZI39VWkclH4L/iNZ2SKM7yxOVwtlvaJ28hEv/foE0snHowC38lXkO1JZOsVxC1XUc56qWWdh39uxHwhHEIyizxlHdWwXnZcoAL1Bk1/nlGPVXSW5WrCP79PefXBJ2cibV29COdV9uANPDdkAx+4SMED1bquP6jfhHeoROwDlwsaNYcHIpu099B8VTWlPUMTfWLI82+hlMtKcGZPpn0iT7yr4QHwRZlGtJ9kWivOuZ7zId1dG+cy/uCWFiceU87JP3JuiS9Rr0p4PCkfnH+hzC/83JOPF5f6kgzpjtKD25C7fkbbzPahnvG/MGTrRzhbP8ZU4b0eYuV6h/qR/tykY+/9iOxxhW+JBP3gimlxAZS37ooy3OhPQk1Mnw16wkvWui8jKWf1z2lepx6rODLPYB7W25O/CqyFB7Sn55kYsuzvz4LLfKmvmLwLndgHwjzm/fTPgGXiIv65V8A/njwuL8HHHNpDdFhmQH5JQQw4T8wpOXjA2bKgfglLTqksvagF7hP/Ihy83zpzpzIru9IuJGMyvKeWG1wJvu3QlVian1SW3+98hXX+oNczZOABvpcPa8TY1n88hY/K4KsuXukwcO53gUc1xsyWghCZVfBSBlvyHLz7BH847Tek5u23m4T9GBlJehPhh6SzQuX0c/yO33DQAetgLSsWLQPv/LXIk+b7j4axZD+8dPvr9rhxz4RvM1Ej3GKuZdpNnEP4brZbO7jUygYz+j0Rc/DfzxDsU5W++Vwffph7O75Vj3Bt/v7N5QhRfl86fD/4jXPczmWE2eIYUXkezwenn1n2Ev6JfD9nE81dkSO5uhPRx+XW2SjAG9wfNY9o7noUm3c0G94bh7tU0VIUVau0aO09E76toiiKElqjKKo2RQhJa9Zu7Z3aNVOrdqyasfcIYsaMGJFIjF9//97znnvOPff9vPd5/rg2R7NmR9SEbvgCyDdIx2KIKadBeDNIbL8ZXnPhjAsCYVxnMyz+1XXAiBWMnqDpNe2yPE83722Lnw07w+Tb5YzuulFod3c7pKaFjC+/aj2G/xuge6/P76orq2Cxvtf0mP9hedKFX2+vsLzkgNVSCPTRdmlYCbNT480Ydp/YrMir9a+2OPS3S5sIhU+9NhWcu8MDr2JidhEi6U0yZ0ry+qGI2Gqu5V5B3evPOnxCmkz3Up+x7VFe2lPJR0kjl1T+ppMjL8EaH2c/l62eTRvHoKsIrw5ZqZ8b3nmQGFK02lxOYGlt95IFhRrGeSO++dcH+YcFNHha3jzlfSa8pkCY2c6QdAVhSrk86kBfQdOizXsven22WnasOt3OFlyU2xYUVVQ3sSmw0LDFsYMjmrjhl0E82Q79rPXfb3s6Wh194+PqKXtBUQmwE44//u4/sAEtERuqWz6M04ZpnL9GD9DLdyjys3kZP1DULlopeXL287PRj6Xg3gebuN8BN+IGk5fNblra3rVf03orWxJeULHcsjVvGFyBDx79U5pQjKj6E25RbhpNINpS5z4R7A/PYFZ8fOyJ2nb0+oE4eSmOvHlxEPqDiTC5dw2lyG3aOvfY9ZB19Zdp5tPj3GzJoaZzdoLboT6e1MbMsAPyY+bg6dT9imdp8v+tFuqpNxNWPLj4Qg6wT6s65PdeXJ5SXpTpGDjNuqv24Ry4YEfAFOT/1qJgYnhONZgDaCAdOIF9UsPdKLKcfadOPyGyxxFOIhKccpLwk6DsZKX+hoY6p/XzW1tWfZei15DpXlK291art+emz15uPkrwvA4iacsEJAAGHcqDPVAy5zTYnzERqy7HwTlLMd6VsayGICacvhSgdWd3oMuf8pnjQgrc6Qz6jGBE3dMM+J75JaB2txuxj0k26XEVsX33ruVGUWKH9NYKlQC+k16v8hc36rzFPKbojnmaID8NGrfWq6WbzOHuNac9eOBNOqFYtVPRe8eMqEjOlJQHNCNkAv2d0RyXd2ojnlQ5YzPKC7p7HWkEw5nbECIGFxIJdvCZe25p4WjCANSWQwGl8ptDZPkCCVylXCUJQf7zZT+7K1RcJPRKIaxp3pY7DxYAXd5zxTs8YHeMD3k8SG42YjpfjXxqX9cmHMxs0s+sQQg3d6BdJP6I3F9Ro+/zORl5U9CwKUfxeNA80XgYQwc2Llb7cXM53kw4+/MqgJP+XYK85eUGXPDcd0AV4rZvTNpOSvfjqR+rlm+9c2s8sOSzwxpkjoF+q+busbj0cNeTMXTt7nHppOrH2BVXoZbs224fB2ndOsnN+loMUd7gDMXrS69hq4tfQ1GOiwmMZ25ShPtO6SvfvN9sTO+uNn3EzbGTJxDwKeloElRnLbzopNosvWlljLxPGTnogzPszb8WL2q0+EbeNnDz2pIYdCwLKiMrTswHDr7V9JpmtATyOJJcEL9UyWz2sX3lb9KbhrZhJf+O+QZRuhvq0K23Ccvjnoe83CsXPEG43utlJ3ZvzApVTYDCa4yb+ns2SV3wVqevgg21C1X8ZTO2C1OO4EV5R/0iNjD09TYovSlb9fClVQzhJNO4bqT19zAaq+f9cEBjFMGUzrTJ80r90KB1otXhxL/DuxXJe9EoMwUM0ckw2K9N7mn78ZsljdsiGR+/bW75bGDnlEUXpxeSkSwmTYNVdZdmcB35j/vjQuDj7rS71QXKcL0b0+8yG7jRhsvWNXS8vlzi8/PWS881WlgG+Y+PZo83vgsvhxlvZLTkL7mFEC2X7CYYOH0b1VTjHllKPu/BB4zEtZA5CQ/UryvK+CbJpihAOnTk6nRutod2o+cAtxwg87q1k/hsh7QRkYElO793PGCmKenD6vzrAeuXhALGDUpWSp8KZ0d6f2rxauaHXFM7xWw1mdAp+pElNdvjcgG2tYojt1r9nyoW3v28c4L+VN8eHH9pwnarvMiOeCKRsafrZb/+1UoIH/2nM0Oc1GBLFPVqjkiFDW+EK2C/mvGCNTihM9L4lIuAjHlc8z719/GTTJSptmJRGnGFLr1HrACaynEjriUm/iTUIftkz/2QvxyQl6NcjeG//JvlkciMaAxyQz6Oo5mSpkRio7VcNOmeONyOt3cjPvJ7nl5bx4wp1ZgliiY6zMxBOQsyiX7OU0CAfCbivJCaUCG/o3sWYfomXeOlQEBt0VGRAJnxILlsMsTu+f7Ce6/lhFaO7KZOBgiyzF3ORkuvZ332KT7ONmFP1L1JNjeJLKK5la/1gWabQPfnH2jL3pxzqjHDjXKk+Wa2dxbAFYOJnxOTS6ozueQWWIQw1xeEe6YNqGUTx9l+V7WGTCdmhSD82YCc1/Ut4isEOz2lqUirgxjhNNninX9+XvBobOLRxR7vVUKvzt4ppbrtiDswc8Jh4DBb2vk1NYPCNonOfEH9/fTnjpZDQel88/hYL1+bMlbAiK6ejYUtBf0T5PURuaJRBAPegmo4g6qkrAfsmogXX1OmOP1mbkPBA5fU5+dpC3r+/rEbYlNfi9w26uX5PCvjPpz/SCjoALuCP2fEs4Kn6FfLyTWX/Wxv0VpANZOSAsiXHWdupr+KMA49bAgGXT48zsQQfDRTbqUVaDwLsRJFBg8Rl7qUXb+6uQSyqFH+hslBebm3+fm4BCavDQdwQY7DNiqG3sUNwGuM3G5951EQ/zJ7V8mOlZDUPaY3neo2E1ei8jMWgC/a/sWxxywKf7sLUfd6MD9+MktlrqRwnilrbaj/aTc+7zQyhpV9Ls7jXuj4nCPOnyztsgb0fNO1P+D0a3pBMCCRrL0zGoEauEFuiPZ3R3KbL1NyvWR81Yeb2defBBE+damp3S8S9JdI8x/YmUrGtPSCRqdQa5KwLrczoZ9IIZTz4oZc+CFxb7Z0+SuqR3lxltkep375s2BG85NkWev1C78B6I7Xw7LQdlyOYy9oOTiSvVdUfDzTQYGpKsFFpDn8Qg/T4M/f3UpUspiOkOj4s/BWZFsatUT4yiFa5fNZYNe74Z6r3OHMUmqOYi/vvE8q1aiK5IuNLgNec0dWD2gru2do8MXhS1DHkKcCwJvak23YrvouKcdnNJ1TieGMwhmDKl4yTVubrPzlhvP/PZlVs6iM47Ar+RagULtFfyZRzgv8QdaupHjU8gWoP69ovbkE8glZ1WqlBu00r3VCw6ha66Ixw9LqfBpwtQ/XOcRcev82+hMkQeqkZb0sS37CDPHLyXhHr0HGBrEiJzMwoDHoJM/Z0Gdp2xwv1CWovHwVmRXV6sdok898qsO5A0IwVdjlIv/uDLq6dSgKO2QTORQHO/b7dUhfe0whkQyDED7/wunlloyUdHIbD1G/wNJ5L2auUe/uBSPbY6+zTQV54N8NElMsZDpRJPzg6LzZ24SUc/mH/GNV568MA2E+Gp7nm+drKbGNdWfbGb88sbQKKKLfAXkKWCW0E3GbkF1NJpM0h7L2o2djpCnxcE/Xs+JMrYuQ9QsWXgVsitam0ZAGfOxE1HAxhH8KK160/0X/z+3JZU4ZsSKRHyn+A422G1/L8cYtLyqZAK+zbAKcn+o8B+jR4tRasle2FzDQHJWORhFmibIjwSvmLtZ9Ou4LKdU2MqazQcF7YqtI7aYVoesMM/tWtiX9UsyEDaTfN+/yhlrCu7aMuDMs37DnNYCOyB1Mqa6DdH+PX1Vs7+3kpBmFk+vDd2bj899bDziJwe8MxzHZEwYMs5zACIdXeiyU/1LDagQIWiHe2YWzfQM27FVv9WdZzF919gZDY42nku59s4F3xusPgi86Xj65lz7CuS+LBn+mPhyL5UM4YSTLxiy8O7LWlYZJdwn8oBd4TyDYfHau+HjpvKsng61ccOTAQfts7+a+yiB+ZzSg48P+So/ibZqe4IJuClvWgmyN/htQWUA8KY0smKzaxRlgZzfmNyfIPXX/E0sorAqxE9pxveIA9laXxrb8ZDSWGqAX2P90QtNdZr0YoSDFCJXMWqU8t0W1swwMe3yEb/4xqZi7furyPE2bjeQ/GIf9CCc5XbiF9m1S7okvJt0naiA7IOlNFZ95IJ9pFLcPy7NuNE8YqoeR++2tnLYlhkQHHsf903VLEz5tuZAMZinKEwae80wgfIY9yn+hK0lqApRkoabhUDTWSLPNr46Pawnz/SnKi/tBGd5N/m8ormEkzCOx/F7n3q0D/d+4dP2jf9quCZMCvP6sLMS+f51FsEIxlCKtP6mw03F9vRy7P4qulXg2pnDD0t8Stxx6WqEGTnfEkWublLHXF9XevMoA3yPECQbw5ASuzDNRspLAcH/1D54qAMxIISBro/T3tT/XidS/gbZ8oqQGl9DZBzJWWi5avfIJed4CZmHXUotAmlxTY1CJRQ/88luqgUeVojoSSzGCgTPrGh/kj7N221jiPkDXbZ0met4mb9Uzy3WQyvAW5oOkle1CibWYY9jSnU2AwhNR7iBviKGYFNN+FKH6g+6zOcGTi5NPfrJQsakDZV8DxCU69mR911zy6xaqsgLZcryq6Z71a62as6P4d4DSjpzn9Oy7oxebzRvR3S9Fc88xIkbAVm/8MGJp8S20d9ITxANmzAh17Xd1wc8E7Pv7kpatOyA6brlirtBtvBPeqICNwWjxwXfDg8WM3ww3OY3qrDMbc/Ya8PoT23liKiGPVFvzz/g8JwqDWRFPh7/rNI1qU3pWh8SJU6un76s6dNMT7s+CEvrVfvVE5sMWFsKxXwSB/IlnW6TJyaTLgAjnTugwXTzeEOmz9RYG0GcUisu7tKp11d13BFDvKidhdRp2lS5m3Rwv72cAXXzppmpzh4YMv1CLHBtr6JrGzkzvw+U6dBoP34GCUVSAjzn+TkD3IVdpMKpn1wvjBN2tlPjQV2FnxRnYTYyKtCcEEZ2OQduVu7GhgUbTP1WwZGbFAStYFNCpZia6PaWy76i9VVH397U6Mxgm6kFGpdWOG4wxgD9+IiLw4cDQkbDAsEPfu6b9qKIOEIT7oCC45yT7nXQKP+oaKrIBP5lXNnQQ+JCjhbOQ5veAZYw6Qz6mtKUPCw1KkMZJa8Q0+FI0PNfsx8n187VMqa3BwSnyg3xlMetUosoe/bNjNQWYy/p3xpvYKtXmPgJAlauo3juUh7RZurB9fDRxsVIzptjfMF4LiP3qFF56kbv07g7DdlJwuPZ9k+2DW563vOQmxTIvKEgFY9Z6qtP+L9MljIDugI2zgppFdeehYyJY5eMT4NWj8+dfLPn2mKtDIn2MYbl+G+cbb1gGdnoqT4MmQOWAbXvN9CetiXLj3ARfKcTOqIpHl1p7bhKYvr5FDsAUwLofvlejH/AJ+MiJft15U0aObjUR8LRFywsE3elBcm7z+EAkjWL8kbEF/4ybC9fydFf5v4ZV5mHeidY+H5PCwFztI7ohX/zTpZtYa8soMdiGBuUvfhc2ivWwHNy2QAq3FVyDW/7mzQd78roJEFg86MnM9GJDZxuV/GiFBszTnd8VyFNzI6Vmg/Fq61yuZZ99KaTw1eF70BnSDYJ9pRN2lpnJ76DI5B5ZOa1UfQE/nNtxy4u6w8XL4pMEs5+j5vvExxtumZp3hjRHDVBWgnf2zRYrJIOpo88p9ApMFfqfwz8xL2YkS5vQB+n378kVKDMeytX26dMhqyBCPkwXW7t9rTuvUocfZJjEWMPV+OK8Jbejck1aPHjNS/fiu0/BPA6O+Aq9M/T2SJs1qIPUdYRYDDkv2OP/8xzfFtXsuL+wuRT1l/pGG2j4TdQbyaUjff+RfdisRkHa6DzWlqvYFP3gdJlc8c18u7IOVTVpyNr+KPZwXjL2816KQ3ZIyJOi3abwQLMiEa+x5YJLspOaYojwiX3BJjfYWQtLEPylely0zkPg6GlZTGcINA8c37LC669lGdUM04sOKc1AbgJk8DiR7as+QQO/Hg+CsIleKqvAFz6UMp5CfCdzLGCqr7+aNrYdsjtXN3z2ZLieXGfMiFXs6WI9Z2/Vt7PRFwF0brsjRpcY9mOolFaJ+7sSsM/Uq0RvqNRPJC2QnS2bwSqUaqqFWrXpswkVYXJxVOKOMknwpCc6oh6u+N/nkdG4D81DovsdfkJvRGgNE71ysTUOI60915JEg7IwP6KkQHmtr7OVXzv0Vxnd1OMJSzHtE7njho/yoQmV8W2JvyV+Oy9TZMbZ5x73Zn39p7/f7JDfAmrxIQg9Vir0TZghv3fbl3V6XOvG+y/+7S5UoqsNBatpv+mFd/yVzjeeR1uxnKXzHE2vRB4N8oukgcV33FkCWH7YVN03JyQdmdklNz2m1B55KSoNxWbNxWKSAoIYsJXoq1yU6934JPxSAaTdTNnD0SMZXfzur3Muki9X1c38qsOGZYmq1fPuQvMEcjAx2Dkk3ioG0cPK9i6C8Y/kmBQ/974uhDXWJ1j89ZvxgiNe60vrA+VenQz1SHtby+nCHpecBqfR/0LCOluZlJDxDU/Bl7URDlvYDfLx2LEbMJHhSdqNLyCSrtvP1taT0p7Os1Kdzf1HKAHGM/cxoHAmHWPVh5fVsf7v1/6Qr+NVDZKJd2geKQUeiu3HJTrcLPrTybG7I+j1Ed4LRLal1EV6Bk/SJkggbO2z+Wv0a45fjg32QIJU5fanNRZTq5cHYTK+ZqKfU3xysq0TsdmEK/uTEs3hkLc3P5N0L1+3stOhVUM8PhelEEfRsrVOQyiGxIQrfYWACYRw5NtXlL98RfuVQIyivIp8rmWtmsejQQvtYZPbcjGvuefOsTzgXSrBzEeu/j9d/XEf1miku9Txbck98n/G0ZOj3dKjVDvbN20puxhm7GJsy58Q45bvDZo0+8o8jOgHV1XRSH6f+JOIqemwuiRr4FkcqkQHH7wuOvwc0lHrq3cqz2EZ2fqWRGt+5oriSG8SEWOnvaGTw3BYcR7ssQZwICAEd+uyaL0eP3GQfnyR0NUsN2QhqE15EdxKjKK3zlxCKbD28toEja8VIyq6/ARZV/1yX2StsZJe9K0l59D9WH8H/lDyIKCgyxsQ6qFBu9g4pjKqvzN1eB0/eQgKLsCPPc6x39Wslv+uDKZv0LE23ZOu10/7wTBo4Vv4SvbWf0ipJ+UsbWcWb7y65oJ7aV3HUwWqbhHEAyaeYPV8jPBFgSuHP3lSCjENOd7k65r9is+z+Lo543/6me8mRChNEeuLGn6lcP5cEglhLmIPqL9/buvss2m8xq7+4/4csXpLVq6ofHRpEIyx0FEcRwqVj0e5Az/vEeRj4AytkMMnzY9dCpqjoLgOxNt3TztBgt6UguWYFNArSAvND3B+hhSuNEjdZaO+9RwTvg1UyZ9XUTEnAs6bqxl80sJeZxtAKl34CIYK0maYGwHeJqsGtN2nR2Dpc+hLvLtFHvctq8DUDx1Bw/bIgaNHfg2CfbWyM0tI3r+/uKcfLCW38ry8PE+XTgcU5vC8MfgYJF9/EUXnOWhqFn4yOnSXlG8PTX0M9tuqARslj2f/CQ2Gfo9QSbeTW2y9LTA3qjLqrq2t9oQ0MYkIbsO6cr+26va8eLqHXA/1KMt6Ed/jpXMyCqnRRxsknXNy28LJvYlfpqW9BmTNzIizczZKmI0/DVwYpWJEOGtluWeZz4D9tvBJ0IYPAGbdaCxf/6QK3TC2jlJBvYaf+TXpsZkPm793ZkW1nBnyOnAcJk26ciEOyH66Yo/40Wlhw6SEg0WbIK+NiwN/LR8+hmXovvN5o4sSV/hflA1XEo1oE7NKgjtHq0jl+RcvXcSnnTdfo4Y+zrzwmt7AEQV8gmU0B0sPuK00FyxUx2kaUB827V7wrItNJqxJLFG7FRWPLjnVtxavKIGdt87/GmOYDx128y9xes8vceeQGKJH7FToV685ep/VxfJVCquKc6FKsaW9+01uBacq9fCTCHSWdnO4h+s2Rj9NE6Pqb+k/hmYx9p+t5NnX3P+ogg71iD5myyxoQBXqnawIHXtsCR7xY8JpIOsel53FGkM9DyZ8GwLkupuR1cnKWeR+peH29SsEjlnyJ58r2+EtghjusPMC3SEhhSUB72DrlXrqDn2unAadXe+PJrea6wImoygYWKMfzxiaoJ1e91FlSDZwFkTgXuWsXph6rzbjm1FfeD6+iY3LONW5Av2d3HzhxbW8vTeErrxLmXET+2N43WoP/OrLRkW/k/5JQMfp7VfvMpk3KBOhDPd+IdKL7JPDl83TbUqLKJiE1wKDiRsVBIqPiWpBpoXiuq/cdoJrifsvRDJ+cDYllBxrs66ET2Im83HRGMSIYQKutfLISl3DPRbOfgk0aTSTioNxT9VWWLxpa5bbTM3UAQpwFbXQEym/g5SZQMFxaBz4H6iSjxFs3ssFfj5by70cXolygb786L3LG8xu7baNYW+3fsGV+eZ0gfY+eVufxKaw6xEqUWR0xh4cTUOs4nMyLHres3TyqY8NLPLUpDx8o8LtwveNdiX90lSD6e2jRlubnCuDIHG9gvqWLz0qxYfbRmLCTk5pf3knuw/0Shg3mbto4uS3u+ypUH6Mkhrzl3NW+Jvsi3n4AbUjLz/LfMJXpzlb4+PAToPQOg+Og/BAHd1mrew8lGCfD0misavkakCUz4O9/dJSl0+fDUcYuBWACQ6PCMvJewkijriq5WqZ2jaKAmraTCw/M4bMZLivJiXF9djZY5hF8dnK1PLGAUe6UXNAxODXa1+7TExB+r3F/xqH84/gOZ5/YW8nKNx56+z9UX7VivsSgS9BvAahex/MduB5QfKHDAbxkZYnY4CjKLMOjh9+Vy+slZcCf90kfv9FkLWNeHOIv0OKZIG9l7wdR3UbmO7WUYWKC4PrfkFoN0atScKM7Lcn2Kt2R4xOXVZ3TsJ31H/H9t9459O4Vc05iKv1wPVa2AmnuuPDlg+n34o0PPAotVfdfrf+aKwdbtE3aOLQN4AY9yxxjOXj7ppcx0xDWCNFPsy2bvGooAYLAn7tObPVZ9ZIxYmgLAKXnl3cO4min9tjh10cOtu4xUmguKeHThafnXffXFpyvTLUkgLdrZWk0T3DbtNZhToR47B3M9KG04pD3j1Y9rJlx30tp5wdPiQ9mlJLh8Y2EW9W6BQh+UQfGawqrsH/NZSUdWRUYLBtWDGi2YrzOb01eoHbcwv7sFuzQRZyBUvqeiyVOm1JF4BzXOWsZxd/xVHpdlRTLkWCuamKSz+MJv/4Cg1WAsSNiz+jt54LvkYX83tRtg+4zE+IeOfVyY2PCn6X8BF3mKXi7tnnm940ZmzyoZ0BuuQ6NYIuSDQGWN/aAcnrORh/1X+3+lg7cH1pe+bhl/Pb8RBBhq9LjNU1uYE2FlHilw/Jmgg1SU98Wxx75v05wYvzAIdJr126BS/5flr01h8eHa/pz+t/y31/LIktVdwOdwCHdd0rRtxT7zCaLxbs232VtfpLvFLB6ZNa/WSsr/LJa6tKyp1p4H8qjGyXOE0vkOMZ+pf+jKbQQsZILHny4s/on5DHFncZjNvJAERoz4c16pho1NY/gCPUvLHll4RzrHhLLInfW1uoEyzrO7bg98Qbm3enCm4fqcvJrGRX+X+llD4VFF3vk1xdNS2mLxdEz1ip6at2hgcITrhaZ+5ErqzohczjiHaHVmVxZoMgCLXb/b7KqEwtJ1CEeiuXZ8p/8Sw8G27PMmML6KzX866D8g3iPAarkSVBS1pyBzlIpbuyCsmRUHduTX/gGaZxIVmH8ledAdbSpXiEVl3e9+FVJUUVhjUxx76MXtVET6P+6DdBWc9HVxBflQG3nirWvVgRWAymNxqEhfkDV08ds/OT5IFbu6QW3xY5QX9MaR35MlPx8SNUT506c/byMvJ7/hHQdipZOoszN1u+8+NKywFAoL014BGOR2SErohbmjYZcsjFndCsIH4fWv/g2DtX3nrnBVv2N7VWP+kcIUaVPnsr7kMBOWCRQGpgVyOwZ2rl6jZHxfSrI165T53etGr4GepwQZdfda1jfkPhvUi3T657XY0mH7DNWlePsdpJ3CY5DTu5OV2HvAAe8xZCJus6u1vSMCuZqfLYW8Muz7T1k4RVK+3Z+8yu+4SZNzGiz1eJRs6+2PkwZN6iTwSK1sTk4dtxR/kAJnDRiQTgLpOx7e9MO8QrAwWmUG/B80eWda8v/xbaJ55EBIQaVSw+axkzL2QnTHG38kWb2dtpJuMgJBebv8zQgaU6zcbw26Y+gxPvxx/jfVHRbMH7p6OQt+H8CP6NI1j7UTv/DnT2ayvGTTW3vf9wEI7zUWeFQuSs5cHlhYsQ42TJvqVJ+Ts7BjtuZ00SF+Yz2DFhv+TMpgnSuGH8lHKAmSGVmM9uH3xLRB6W/cqEg3CfcnJWkH0A8Foc9v0dIpy23cHzWG/HLtzCof16tYbz8SnNkfCb1h5WrAQsFvC8bRISSxgfJqZOFyEhEzp/N53/e1i/ibttmb4//O54IUNCw6/g5xqYPm1m7ceL1ku5Df6CrctC7qg/M34MAbzDsrxkCod52mhreYQ/BmXmygE+QWEj6sVtk0qmZ5gzYQVTqjTcr0s+/Q20AQW8YYkzfrCKNuC2GHAarNUXroSp1PAHXuMKnxXebmcf5phLuIEpHfiDOrTaJHkPI7vfZ+pTVNNHVQ56bAmZlJnhh50cyQxIud2HQzniUr/iFeit/OL9RDHK1wZ1HHH+tdov1Bl3QA3ygnkwazGVmAc/G0oV6ra/iw/V9W3xjN8gziCCvNDA5puxycvIuFiGqWS8muPqmo4TjfKZC+tlS/Fn5Mc0BrfroH4rlReUnqMib/k+zEUUujVj2Cbz6s4jaRcao4o53pW4c9C+nTL8p2WPoflg7PdSq/lpvFYscbh74dd0hnfHXLYED0C12LnTqxuPXXKwRXKsgW8o3vWJ2Y057QMPbe7YW9+Ep/5u1pxitjEgjuw82iZoRgVhvrr77LFodrBYjBY6BBFOmZsus18E4sRjevRCUnc+c+n3+INsonVput1YtC/WXklBaVnnh0MR2ZG3YRrApdeGbHs8Dp+GlbO+oQtmh/S6mi8y5mR7Yu5O37m+GGhaR6Rk5gQ3HziASvKVrTNPM0W5bXgcf9lUSB9qEbCJWtwhynLqa55kGwCixvIPD6HZR1PmIxz8yI0CYcO37LyqaNd5lxJovHLX0C4AmNoFATrEaTazY3VM0MvfAVvqrAz0naoCk6o9EkjJuEtP8ec+NDCdvmeXv1irDdPIXy1+H6L/+cnbVn1x82By7fCe8xNsxfJh/WurLrpIMXjI+dsm9d06I7GmVySDPHnHcyULe1u6gNqm6gMRgJdbns2VQQuW57K2Pd+bSMZBcBvOZ8XrrYEvO4bXAV7EDpDPiXDTU0HFGDkD5GMZiZ0AeuqdN2wXSCxdPrRadOHNss7h2yTtzopO27OYZ6uLGCCu2HXIEwkUByR8yzxKs2Ib9krzS3AprHg/28fDzy/eKU1rBb+Rw6OYyng2l8gvfjty5wGm9FcPKt4AMboAf2Wq9/z4T+z0fc2XDWlUiNS57zXRdsefcheWbDKfstHOt6+HRNEem1acdxzJSlda1Qgaqt0/kr801oplRbFY7N5XDLkQ2/o35FAS+tP8kNLqaNtxIm+l2efMmNB/BDdodbMRW/3BTwNmf3uoS9tfCXtFwUzCXSvSDjURcAI20CsEmqbcudjFf5JlTKYhU85e8A6h/D3fe4sqVGuNRG7EH7EaTiE8cEuid4YZ3XcGlixlqGUWAj3qnUL8tXBGGdc2vH+nfGA9N1d5NXaWF+mlSzECvedK8qv9z5iRSNusJcV1YdDhvmrJM3Mzu/WlwPcLpEv/YJjdJ0f6NA9JkgiJtxJYD29KSvU7xvLCncmke2eFG7sxm8z77jz73Q2wcYGT42hV4kHfnqTAbatjTuE1SVwHDa2XBILZ+yhlRMVjcILZ6P6uA9hDyFcR3C9Ye3dO0KSuPOpVu4pxnpFne+q+la2X50dcoy0rUyeFWtElX4SKwI9Q8xAj6CSpIhTVEqe1LjUuO9YCZZKKkA/iW4/en2WOyaq9tcBk+E1x5gfyIRp2T212o1KZBOVpjpTQur40gxY/AuypYhM2sa8/VcfLgR2PxwPSmzreCXx07T56wV4AxOG7v+R6rCs9r2q1kDLOv1wsO4nAUmO+VuXfz7QC2/VX9KyebietFnJgahusuj/ixlQJ3jgXfN7zkpheaa9ctv5/XryUP919D6Ahe++cbl7CCznk3wGYPUb95Gko7V+ypDrzrBUcOoIoFrxwYJtquveiY285jaUU8Efpx9Qd2ztBTb+tdiJNDR5vj6eb8CuMH9QdLzD+RPItlQla5GfOHtbxTYa6i59TVA4WSUftsb7GmDQOUfgYWjYtCyvHQ+F7K4bm+gJTaVU+ekAJbtTQk7Hlumhd1a6WhJWCQcmNzIfPYVqZsofGk0129pjq2xzzgJdhsNkBu8hN5qibvjfbOXh4UiU5O4ZkmCUfqOPSVVC4x2er6x88otWeE9MlV9rxw08vh2zcm9QQWP8fr1unqtUwIZWceyEO2dmpPgtR7tQq/ZX+v/QZY5no/kKmmnK9P+K0PW7XdCgi17aiHKOeOuiHCGYeCFQ55qQph1ZC14mPRxTv+s1+/hHGMNgSIOg52aZ/WfeYlgAwgrKMo70fb/6c118Tu+7Vydmftjo/bDbOabx8gZBhOc87Bv55fNevSol0Y4/nXRxxLcqmJSqPm8xyYUbwbMRoJ29F/JhG0lzeuiUUh8jTQ78d0wpMOtjS95IFrBr7OKqQb+190VH8Z89n9TYrEtudetDf7c1QGX2p6I2KCJ6/pft8cYzqowcX69qITcNHyQcRaSer+yRohGeRNAY2XcfC8Zsz1PaBW4X1ObqoBXEPfWZBuMOVfIBoMqc8wErkL84ecWWKv1LTCbY7jZpSQAcjDB+8KLS+ePthtgVknRZ8KFTb5AGtMsAjCjBZl/2hxdRRQw5DjO0qpSziE4HtVs50zbqU/7CL20KCUKXY9IEjU3fc+6TLaSYcVqJrKyT8ouVtPh1tGwF5S+aVwABSfa58FlYMe7WBPr9ieU/YQU21BzpkNYY7z1HcJvN7PRtYKtsbT98krrdhk6Jq3xUvCTTXgaj1s5iOY6H0E2q5Oncii1Noa8Oz2nnw2qtAn4q9p0T5pzUXxnEgmfq4yY63gWQI98oOwC/lwtwxom+6rYhztpqeKDTkSgOZ/K9l2cNtgwO8oYpT058T1INnuAA4FLdn8oNtMezCBcMjaFnHlUJRG7DK5kEh9GozI6COkVLvY5cRbm9zWeQVFCq6AfFajnWcAO0kwgoBXZDQaVS25k/k5TgPx5ygCnpkBnMZF5tn4hxIQzi1qPCo0ZfR/vym7FTn0lLa+0FpW17Bm4ypu7gVIMdK/GklVKbW4Yql0qQw81fIyXM9C9m/DYU887CX1pb6vxfBqScRvPtT62wrLR36wvyDyzHhDtACI6utb6m6g5pi5NPfqjfO0r+8jOBaPrQXVKV8I96RbxV9GUwNFbogft2oCO4kuMGHcy+h8WsP6S5Kjv/+cxGx+sIhLy5Y9hMImYN0bG1koNmRvXoKqOfeOemEEV91NiOlCdvX5gQLm7J0gF+xSXkg5pSvS5mVgQ3S1pzh2XhUO4j5VFGll8FIbrcyJzAXu7mCWDdtjWQ79bvdjO1I5qqQGc6HIgY6TqH7ibK0ErFdPYmm8h19AWCBc96pZfhtV6eQFFeqIayhFT/VA3HtbpXwhiZx/bYAkFM9LGxDzKsnkNofD/jReau0gyFSfxwHYdowTHaokQT4lDjXAQHVvgcjGvSOg7NVx7FU5GfUPtuw++EIYOD3w6AJfy5RvEgcGtUrbSWIAO6qS5HgOiIGN+HLP4xjPASmJofxApMNFfIQ0R89Qa8cvF9nWw8TZ8czvlmInQyYf8UGd7iZ6M6/uFTtqhpldOv4sXOB7btuNXjH/He0pw13yd1VtZdDHcryHW2zA8bQDDz282Tqlk49G5suvRPVZeXJhVi/YjjUuHFc5SA6oUUC1+RA0Wuy4LQC9aXhPfhRC5mBn/Z1wN145F0yW4V7rn+DIirGex99zpx9+pDjmOZsN00xPLnanG/g0vkP09lqeljgwwGKNxyUUVXlKenZQjRAeFu3DIGhCs0kuKSOeWd+/luJi9lLRJ6UFghc7oirSsr63EGzP3ocQjqnVvF7W/SHGyXyuUHQKQQbuCV4iviSwqArPvGhwZ4SewO7jDZQ7YkFYZ5d5RAoqXwVzFK0eB3ZT/wLRN+ujvH6C784JYnDCLVdFFnZC+6q1H3a66w8j83ElmYzd+UslS5WuD6wgDsg8J80IkaN0eK9oRcp5Wve87RDfqaTw2qp9es2dNzSNRez1w+kMcGOcOZNovzS76NF4QnQAHd1rqd7HarnwRbWkPe0YCRgWxi3BXeDfXHQKVjoIa6vY8JgbJvN2e7Dute4e+PNJ14e1Tif30CKUk1A3kG8otsFEeaVyScR4d75uD3RgtXhP99pryw1m9XbsJ83gEz49fw1Az0FrfX4SCi2B0WOcPCLA5DGib4SciryOzW+ey0Dsvgv4r4ZetLiUynIUPNPmucu8C6bCVCEqomrom6g+ht/mG4YtdRkmIgjnNRXsfA4mRye5K76UzmbJ7HE5iP8iXOhN/Qsuwq3xAZs59FHQzM2Kq7bCiJxGV8IJp07B/c1iX/FnOYEtd0GEO3n02XINz5Xz9qIcvoJ5E9k/KMjMTKwTQ9QshiENhSW/1Af6w5vLPxl2gEyH/c7S93vLmB2caEp3WCXVWZFVklwmL5SZC7Nq0raKD2tpQDD3bOb+6rC9VL3F+qgmT+Rb1dkPS+UptpdT3Yuw8m9hRFP6WvEKYJ8q1/OLfQ23lX8hIoXd51L8MJePIrjtQK6m78J9ldmHlbarlQe7g82/IW4z2YXYe2+s3cEHUV7v79Z944aSR6WAHN7Pk+tIaVK8xJlZy/ubFK3KgF+h+jfsKVfVtm59HTiy6iEEjbzje/Xz57kqLs+ziP2lM6tghFYXJx68X0HUkBWofJyvwlUrLIbeK/7TN5sAvUBWXv4cGCobaFy5wBgUBi6zwGuhn34IricCnJwWGxr6E/f4F7Bh40KeHfwRv/VLPjLA4bPVVyuG/Y3yPucvvG4NW3UOnifGMAkKcgLDl7tuuz793774KFVJGrLFhQvlBkp76fe5Ijrh9k+2YvyCGBIzQ52mJjDDhUF5sb62JUAAV656xM6E8S5crA25QVzcXmTzAjDg4Vjzv8CkYlVLQw0LDsZrg2fzywpVNQfgjaJUz+u1enL8MwOmeigv3rYm8p/MhyKcNO1+o/yl1jEf9LP68ueGgmxsbwESr390G7/TUGh+eIa3LyusZUFXTK1hdZO5qqOx+DH/Ib3ypj/qtx1dc1N3qdNbhgbWJz6mYlOqmxXuSugsuCYw44CDwFgV/2iP/868A5eikftPRZJ47RU8b+/epS9AGQ+Aq1ZUCTVkjkuCAdb3rSmDMQUmRsMdYS4CYcGNnEW7soeiHz2TkIlQ0iEqZlQwWDVKDOOPbDbv2neWX73ujV5KNynuHo3snQo94/0E7dX2Z6Qs4ZXZMGjUJHVP6QpomVz0a5bwfw1vYrdHsgob/ijDSdbi4X1rMgrGwjLOWUqg+Qf1fSM4iw/m9cNih4ozLMa4rtS++wPC+vabB1gWZ+vYQ8zVaWyJHJ8eVgB7f4U4FULMVI3i9POFnamjk8vryThsG5FF9S2x/9izOPix2KlzhbjxHUftgCnHkohk6rwnODbiQvikSM7If6Nx3ZvfU8NdPmiF3fe4Cj/HXGioW8QwnNbzfM4ZaW5u9SuxW1LAaSOLbu6lHFJpt1jtsvbYAnczG8QJiMgCgqXfYwG28IGypWpT3bZXD4pJV8daoG0BZ1EKMWHm+8dNLstRIzRgu1b0JFP5gQFODmyTV5RVKaePmtiIBQ1ERNH0JP77r+b3KJjEzjvK1Afyfs9PmviXy5JymwlZpAjt0hzH2lcbbbYnlFeNJAD05Bg15nZ4loWdIEHynhO8NPZxGUe/3NV+B9xFr12HWnEZ1hNDk/ivhPqhfvFwEZvoyHe+yb9uYxv4C9GLXP1Vp5vLuabvmsJpzpUhfOMU6cb67PSB8g4o/Ll28eMg6XqNZX6yAt3DE/ztNGJV9BVwM9m9HNm4uS9t8113SpiXHecrCaGX/d5muvXuy31Hhd0ghjibnGq0Vd+lJlbefkt4mtH/pXj4C4Op/2fyIn+jV/Mg45Bf+i1j4kDSUmrf74IKlnq/UuGLTsCxLvuvHZkDR1YcrJiWMxp0NkcSgjJmCFCcw+aacEeWuPA9KYAQ7lUc/NvZ2wes9wBnRNAwj8S9TywGJHONGqU3Z3nJvV8mmraxz22HfyUlcA9Ybumzg5jPTOSVPLOFRx0C1WdS24H2bLFW7arXpvrrl8qsg1v87ME6Mv8AZOpCRfdig5PLxfXa6mI3O7T9tP9N3PExaJABZa08aC6O/+dhwDpyp4Of9M7eXLE57y2f5+nrMhjuA/V+BO6dOHUYvlioKnCAPoAcCS+OWJN6pkzWblBmNyXmEaKblKEcENNWg27jypdpFReOEPeDLmyr1VW7QmnB+GB2fGQmJOI0Z5g2eQc6JrmxPDDMrp0q+0jXhojG0Qgzw0rj25vOXJojhbK0KTyVZj1DhUUvLXFi+xKnU6O08NVvU8TnK2GvTQaWtz73aZyF7d6p7l7Q4SSSDzvLOgFMVtZ/FsslNCD+yrqcFMlpk/9hJn75tym/Jca7Tst5Aj/iCyyfM5wdnd4fhqTEtofGm2ml276bJDkpRXHkQdrW6opRYnasVMdYUz4mxnuj4zySeNi0q4ivE1XDM3IebQNTtVZqidfJXIuykGypvYOSVF7gTRKscsHMe2Y6JqZO8ZzDLEW2ve6kCNCYjz/6ug0sLAkh4a9eUuREuZCc/nLBZJSyXmFnDH5UtPK7OCk8e46j1UvjKrOzHh5zKgjYLHiwPgBhRPM1GrDldQQv8Mk+CpV8dQL2sKRY9ko62/O06xYLfPlhMPTas1/6rMBMqNonu7MqBHGNnhejqoL52cZRSKe4UcM8E4gbrc8xXfOyzcXVMWLUyxx9X4c5k4lE2xkCC0QMD0WQ46s9VNfDA4vqSf/s9Fc8OkJ5gE6o3rs3V1uzDDSyu3l/WAv3DIf/Jc+X4zYr2CEjkBkjf7uZZ3vtPeuVcy3T55h1J/2X/qNqUiuMe4/Vd11U014fC+GLK1pY+iIK1mAOA5BmvcDNIaU2Qh6AeneMr5ZEekjayEU35Mamok44jNG7WsTIAuOorPzv8HoRQ/6czrfif0J7jlB3Cs36bH/VD+uFMdchCoGLM9cnxMUI03ZAw1utcYxTPr8QgB/cNqo9aKLDSv0K1UQJQ2PrhHOGWcpU4w2SuQ122sEJrNkIplvm3p3CF6tTj+a1cyu+MnFYlt4Qt8m0OzfZjVzPsBryMbDXWOes6M6oeqJbHcQQeWg+UtgfkLcHe0cfcUj/e3q68tz29BGMuMw+ySk/58DrOqvd08lmGzNsm4l/EC4PuG+/axlHT1kphdSZrjQ09zj1TkXSXiK7zOdCTB26IilOo49a0caIY9/MuFBU8KvzL+V2cIKQkXJ7YNfw/buYxfnHborQphfV0485sE+ppyaM3WdlTfPr+oErtct7egvdhw0175mOyJOii6/9O3wjCL7TWEg4r9D4cwh2OjWPKN/yrwM2mukjpulCQiSnxEs0nTzZzpR+3lXk3bnbfC7ueWY6C/ZNrBtYcq01T2MpNRhM/Piw6pGaooj7jC1AezAvb1ej7ghZzRsPm/zQIfyN55rMIWqPXTe5bHcaotjdbKheEcvg7g48S9lqFLS0j6xegrAhm6h0YpZsH1KFVd+kn43xOOBSRQsz68M+WH5r9SEE0oInt/sjalb0OOxOdp6/VYRl2OvjQyx6iLBfV+wUF6roprPfe757U639B+c2/JtpWeImrmS9faJdN9TZn7+/5+X+e/ZRh+W+cbKIti2Nth5a0pq9/qy0gJZJuskbkldVpit3XZcV/22BGKHHV64Xua8n1JaJMZrVQ5I3JDOlo/fyJK0i4guLou9S37R3qoc957zKL/ySUe/0Obg4Xx4AGHnrJ1zAvQG4iKd77cVP4tSrW+tLZwqpge8eAGLV0EN6Gfmc0UdJftSft0Ohr3e4x6xmWW/yRR4Zgpaip/gD/cDJlYpP8tat4RzHwzcRgoF+MzSNkN2KzuvJTNKGHzGseWcVaaPyuG1ciNopUTqvDufFj3MFBeKr5XjMn8FqUn33wuBbW88z0SBlLV2+kgKvkL300HQ7aeX5t8C6Z2GaM9uXFYqyDrftM6sIo0HKD3xLYc8ucqAt6iIKgy8toTTdXKQeY3cQope5RmSOI+DDh3GFuebNRcEmLRVXsE/6TGq+4ijtdg3JCCCyNutl2/0v2h+gBpN80cP9k9RWRdMCF7j5VbHZHm/ExtB17rU1QwwoGEtcxJE6XqIydrjf7GIfeu8c0m1/wy2w9jVrKKaN5W5IfYsJ7SawdsI2fXSmIF75h5zZ0HDznSdPP3tE9EZ8RjiNVX+5tpvGxWPfGD06ny+faAyxWsqNrA1tkELoShdO/P7ZcqKINYgaoHI/w+Z1f3hE3fLNb/Jb3GkBnHOJPExdBLF+8fWo2f9qj5FtO0MFjiKVTm/s1P61oFpZh2g6oknzQbhbeWJdXoTKXutVm41M42jya3poeA9uw/D+YE2+JNHDn+LEaY9Qtjz+z02Pj/F9pg56Fm7e38iMsd2E4PJ8686PbdLge92NWUr6RGCOa9VcfCzz6rpTZzpHVPnVJeQL5c8gDxJviEL/Rmq8Q8ic5UMSxal2jSLm2Nn0V4ZHK98+1JtWqeadjSn26RdrP5sjKEJ/eCncfykcPSOMubO1mScdpZW97zsQXcSGJ7+ikfhekVD2JvGu0NFonSGoaMMnyJVwdEHtUGUuY+XHxl5FYd5GoSratj8gjkThOzRWjshLSkDC5WXvEczBWmfLb20IERnhg7Rp28eMIUiCoWWHuHDluhM5hN6/8kLAHJ9qsk+fZ3qdfboxbTbVYLxXCGSKvwg86BF15gPvDa0R1UDG8jiGh6P8K7miAVFSg4tDWVPWuZ7jw/E/FGwyiwrOzXRUWR+N+8R5L9rl94qM+T13mXg80WQcCvbm1xkelqVjyvbiWp0y+Qb2sJL4yxPXvhGRWVgSWg9IvwjjNZUR7FJGxZUzLAMkNYG195HfnJ5QMgBrJLP2SUTUbLvyFZdDe+OylS7OzgE4WvpbyvR9jGDQqWYglB6Guzy14a69HsiZlUrv+IfTn1NXWV+K9wOybyEWvxDqVag1L2gpTMo7Ukwha2sviFoUCHTTWCfwUp23+RH91lSAs8tGdtZh4VQ6sUOHSx/0y1yrJdUl+armdv2Rk6x9YB1m+lYyM+LVSeCfreI9F2gDF9U4K0jVhD3TVX59lH6fdFulDhdNzL0i3j8dPtlgZbpTpXzRhpj1+VveIm04okoSShpp/aBCKg+PSMp2uukRBMhldo6OQ1XMbRrMMINBcjcshocOK2+Yr7VPPKGjK2mFy7n6obIn/8Yd2lP+NZBOuo6vuK30FpjRaeHm78zJGlAXnzXsRsHC8C48BCiPdXVNhSsKp2d+azRKpYZZUsv/Qbj2cXbAn1LETlwSm59ja3O3NNWz+U1NzycLJ2/iZW1NbaPmKHeLkhus3cccPIarh2V8bXjbDne7ufoZ5H2ffelyYN4hEFr6G5FCCwnvvuEdb7KQHDuhEw968J1X9QPkwe7YUVtWFEOirbXtPzQdn+BS2JRgBzsxiJni07MRkWXluqwXve/25Kh926XDqPLvfYRdyjsceZ7bZ/CieL53hZg9RHATNxJ106qUNDyYpNc8uy+b/5sZ/ZdepOhIHA3IJpwEpcpnLEcE6wlvStK4+WzPOFskN70zei89cME9e2yiDoBtBzce2HyGsny6ZEGvbVccQjQXI2CRERUT+nleG+lZVthmOM76ybDJOjsEI2uXV6d00UNNni1kmZ/wB7zKhduSCg4xT+M+lgSMb3lsMo5IcQe9Xf6V9ymM+HmtJcXVIOieY7lOqUCwyvtDsdMoztvRHi/jgOmfu5WpNs5mhPT9sXE8CixDPg/r3BTkgJyNzgtn7iJ4qPTpuS0NDsyfZrel39DTyY9+BvnNyfBVLby4q2wc4pqx/lEiNNM/TdPT9jSdSMHvncy7tZedNkcF9Nj+1eG6zlavD7zrpkM7z+K+9F0MS/rxNC95bexvKUtJeSMcgF+bwqjV229gWySYCIKISN0+BRaExV//dlh6U5rUJCbzHLXurTmj6UlL//8pfpr6a3i3h9qaziLPgGsAexevAXg0wG2DdwFGKh7TXfHbTjAOnQA5fom7RyBTtE+7i935kedeOwwdQLz7PPLd9hCfflq9MsASo/nowg1rnYx4GjmOs941T3q6gvLJtnrlOVLvbk3/ynOmvuUoaLuHsK/QhRJqCy46k9o8fNObrcOSXmr5YrbVjQp2nShI5eRwumRI1AJBF5tyDqTzcMSbCp04zK7aWru9PuneemDdv3lFlvGlVJMzGEbs1fZbHSyFBWDPknbwylHGbzXQ25NdnYqH52YhfYaDLudA28xvEB1J5mNcEql348j+G14EtcAeDujFE5JBy30XKggazBPOnDiFlTRK0hxjzlFZWmmmYNSdm9B4LyLtMD9ldPIRE66bsMNeFKJuqE0/Bw26uJTFvx7AKYiLn9zoJDQomYPzkY5v0ow/djrKQx9G1K70jyCfnhxwOl53ElxJIvI70HfOh7LbLMMr3RGYGK8cPxOlWhGHLw/bQKUv4kvol7dEeR+PrYt4lUa+AkpfyIdQAGO3axIkuRUha+7ngQ8SaC1EvWhy4j2C6ws0s06gcul1M0M/HNsOp/XHOYmfdN63+2QPJcbLVHkyINEXR9qtib58r06SdsfhzlLyGTyi+Otv2qYav9k8jjnz7rH5NZHMr6V0sfoozZ+lIvYyL5FncSorytPcY+PHI8j576TiQ5Pl/8LdBzi6f4WqaQ4tzl1evwRT4ZNoMpmnbsbTbk8XbwhFQ/n54GiBiebk/FKKhaZy0RWJYUv1KhTcVON1JnoktSC8gnB4fKGy69R9bEVhQ2l1jlnv5SHoupHoQQp8EJ+U/hHnOFl/V/j29gLxSyHTxj2Z60nnulNSpc03QGdUPBSVZYaBgi78Y8OG70vO98qoq/Pt4g7qQDcHcPIU8YhEQ3WymTuHYtsa7gz5qtBHM/0R1zVfBnG/dtJRJlD6aLYBIRb3lkDN1arM5j9wi/V3/Xm9mls2lleg85pdN17gcUdv9PcX9cuRmdclcPJn9T+qvN4kzRFVt3Eu80G3uU56Hwr+c15aU3azvu0Yb4WYgEADNXoH4/vqggGBZakUMQRV+peU6oGs0/2t/XSHCRi25DA9tT9BCXf7nGVH1jQX0W2Mix1S1rmtcuAitGWquyNvq0jgiFeZXTyvfTaXdeZYNJzzY5GYUqJ93sukc+4l9Tb56z1UyPodRPXUVu+cGzAab+RBAJW6Hb+nKIZRUzLHXcf6owoq0tPnR7aFlZt+m7SGi6q8bwXdJRVWJ+H1He6vCHfUYGiZ44N7znZu/C+kp3mvCe+rqcgqTssILvSvP6k5fdOr7SceH9NMeLE2ezcgKoB9ULqSLT7IJCMnkpwB7MVDHQBy1+QPkirnbed78iox22Uuu84XL+KN0wJ/kG7Xs465CtU3CNGHLqHvrJP4/5X9KmDRdGp0zgUb2GymPASIN/88SEbUxDkfqA4Bhkts+iDfbML31+zHWvbq9NMgzBPIQQGOfbNqjX2qlF4L2D6/rQB9O15WBqV55yG6nLdfVVhNd3+8G/ef2BZsUfXzVC2w93w1prf6q3ljrD/AVZAqb8nJdmzHl6yWe8sCX5QIaDBiuWoeI7uNUSOEuL5H3VvAk7V27YPLzOZlSnTRoYyVDIUYUnmecrMFg1UkrkUqxQNGhSphF0oVCopqWQhRSUNIiKb/EpCMivDd1/7x/v09vQ87/d87/c/vuNbx7Gj07Xvtfba6zrXeV73ve57D4M33jBdyrAgMdms28QRxnM0X2K2MnyHfHsA8ondVdOBQ/A8oMu2wzAOBKN0rFUxIQmtWGXaFNJRuMrDJ+BfiAOqRfOMSYLZO+L1ddBXkv3iTYDfDtiXYUQSQ1+2rouH9e4Xa7QyQf76uCadMSCJjxvcn2kDfr7pnjLg4ZVf/HRJfGXxEqfVwFcmBZUOgMsFB3/TIgmJxT+3v4DxDCW6Sox6SLHwu9DlJHaBJXw+Dy9qxylDOxvw6cYQ7SUktkJZi2oNdXh++YHngOOXJpbIkkTmd23FfBbUjt/Ql2EG/3zgYkI8OMy8IPb1COKNro9ikpDvGHb06PZyjHNoiNQGfVU+GGzCwL9wdwui721/pZoD0leYd8KJYMBP512GOshpgadEJ/BVNfshqIdg+/x9SHT9NfhyG5cC3rO6kwS86lLCe/R9025sva4MPlGtpPwL4J86Iyy0Ef+cXixxpgLm8bteIwT5y7Fe4oEu4kMZ9oHlbYg3TnRV6gGuaaGkZojOd3r20kmoz9udJwMAH7OwrEe6q/datcIhGE+173XXUeCNtb0i8xBfXamgd2XBONJx+xV3IL5awW4VjJ+fl/6mEXzix3rmLoj339NRbI4T5vSIN9bgE1lcI3iBBzI9B4aQ7mqQGW3CYD0LcuUpLcAfxCRQEF/Z21C2OENdKy2DzwvwiNEN2nY4dr9fY9IG1q24OCh5APhhAmO5i3QX07yiTz6If3DmFtVCiE+IaW1wwHFD0453avCc9ZGBiCbALfrxIcRjqViwKBPwVXymIwb8IP+4hM8ZJ3P7u6UVIb4oiGMxw7+4L1zsgpN+kmuFT8G41jIpHQfAx3g+GCK+uha+KS8P6mnBZlg04CzeX6yR7ipoeDPGJYHyKzya6wLgEvS0QDecKsPDHBgLdfupzz1PgDfENa2j3HFcff6DJSrQnzg5eLcXjoeLzIn0wGnPtuheXAE+8eOl9wtAhxzYx3cU+UTeBWseRAFf+T4f1Ye81irSKkA8FldVPGMCfFUqzrIReKB8KQ/pjWOWOnYTblDvEutZfRzwXlH2Dz44dZ+N9gle4LHPUl53ARcft/jpixMO9285PwKd5vKotgNwMY51R5F/PJafx1sFzw3ptpQwhQBf1fAxI75qqy7Q94DxWvjU7fkhUF8f+RCL/OOIxqFsDdBLu59XKiOcmOb/JLAeJ2K7aj93oeuXuuvpCn2EY2+dbmUi3bWl7o6sH4qn3eOlmQH+TojpM/KP4dbPT8SAHvv0NIjR/7L2nmedDYnHthVuFQC+uuDwkVFHlU/lu2lN0g+el9UaAF56cYqcBny9UuJO5BPzm/E1VNBRj5uzlMBHGHB0GZmT+K6vwfHHEF/h3+Ixe8Bz9aUETUnKA4vOzYz1wpqUVBi8ERCQV2pM4mRVs2I48Nuh48dSAR/4rmK1hiQ49TatEUL6CtePvAfjx7DmDbuZcBLn4LixXwX0lWU98RnwSNsVRXokdkTiYRkfPL98yrOHH/L37aYbdjokfsNhPSGK+Irc0+G6CnA5k58vkU8MmTIxruQBX1mS4Qf4sEZJF/KJkm82JONcCK9eU3cYcObu8mF5kvBNPr2jkBXhXf1ORYCLXeutQD6xxf71A45RxCe+37Y2A04xbVYaK8eWBYglHOiEdVdXpDJDXr8cylVAPrFy0tnpIcLxBdvTVQCXdG2ko/vx6pm4TVs+Ivz95QBnwL3Glj5VwrHXO5MPvoB2Evem7QE8QibEG10f0QmNDj9rEP51idslwA8eDKjVRPfDIUve/STMo6VvWA/446H4Vcgniikvq/dCfIU99F84Dvi4oFse8olYivqEOsyvZdLyjQI88ETZjBvxVWGca3gb8NUN/kELwK8+rF+LfKL8vPybajC+VDxDPRTwH/OzwpBP1E+/JmOC9BUusrMwC/Cg6oSvZjihZbqxyAbq8KLubrUM//JMUd0SJ7KWbil6yAz3/f3rvwP+MEPXwxrHeF8fy98EPpHjqIAo5Hs4/+ENtjhhZrQnlQJ8lTxiiENeO3yptLfHSdGSUZ2d0J84nbksEHhgnz3vNgecqNG4/OoWxH+wGk8GfO81vYOIrw75PD2gCnx1RrPhHuA720ayke56vlDIBdbxIaucUj6CbqFLfnuIeKyA+uDsUwGoz7gZcAM/9Fzyfu2CY7u+PYlthnr+s/f2y4FPlh562IJ4LP1g7YUzUAdzeNfpAfm+8/Tmn644Pp0/f8IQxlHY3BsgID4vuIAF8dXIpJnRXTnoN+z9egnaP/B6EzfSVy5rbePfwToXS4uDXkA7T54USHni+AupgAWM8Q+PFYPGwDfdOOWp64VTncinURqwzsXENkkB4IfVNaUuiK8KNZ89GkQ4bbAibhHwgOAxeogPjvtvl3nQBHWwr1dYV0H8vpzmo744PTcq9QEF+K3+MmED+Cip4oJ0V6XREvMPKJ6y0azOB/gqxcOqjoqT31onDq8CfcXVczoE2v/g+NLcDz8RzSXElw0+7q+Q4gPQTm9YyHs/3P6AT08tG2O9nufc5wDvLruxeT0+ILTZb/QQwinpEkE5CKcNR9y4gfiqcEGH03XgK6fYe7sg3xs+fM2yJbEHLl9idkLd6ftHyeOANwrZHLAhyeXhJyz3MMZlbT0JdVTsQLqrsxVJFzv3lAXmaSdY5VfTAfcUTqZYkFRHvaGJXpgHJsvwEifk7xNpgwFTEotL79yoATqqHn+qCbhblXPSWpLUGckr94a6lulhHnvwF5UHgoWMSdJk2f7P16BOpaFzCMaPYZNCa97gJHF3KJ5zB+irSKnQC4B7KLY76ZM465v6mGswH7vo56BawO/pRs6sJLGxzcs/bkA6ihygjw8y9MkPnTjkE4+Gu2r1z0Ptd3jck2DwhsRiYeQTtb86c2rDfH2adwyMAeebijunRGLcqfbsB5AfJAvW5gQBrnpqtbw0iTmSPJ8C4LlmI3uLk4CHaEX0Ir5zNJooa/uM9E/rPZ/7gON7PDyGDLFFYXm5Hn+h+ClaOOgQrFshORtd9ylRJfGxKB47YKLK0CFJS+jyyCf0xxyrrgF+S7hvpQ3486QIHqTjKal3S648QO337lnoC7hd3qPvoJtXrhVZ9ATxxtZUloOAH+ReQkU+UZt3+F0O+EGW8M83AG/cOV2nh2PDYdU/ZL4iPYYpXGsG3LPBVBL5xJy+61I/wA++t7jLzNAViQ4uyCd+VuiRMoN5IfrPs6oAfmSAbT/SXVuTri8wgPrVrq5UN+CT7/q1P01x4vGG3c/3MMP9vttsH+DjUa36Fjgx2b6PxZQZ9H/YmQJo59Hnmq1WOEE0903WI92F65wSewl4QX5pONJdon8lFbyF5xC1s1ImAD8o8+EW8onMktIXM0H/cBURcpC/Q6szRhCPXcUkgwSAfxY9NLQCHuDbPV/AESekreh3MwHnZTYIB97QzzdQdcLxt08PJ4ygdohP1Y4Z0M7gLVYLxFerC1OPZMM8Odz1Wx4BPiMi6OaC4wfr7S0PQL3r2dSuL9C+/5ZpN8RXe+en9dWg+w9lFdM3LtAb7/pexCKf6Hkp8oc+0leUEXFfKcjTZ+ctkpBPHNOr+BiF+Ioq62C8HHjggjQHDfnE0I9OB35CfT47SdcEeGAx/rYY8Vjmey5OT5jvdP7CEHfAb23hrPPEiYnXwrgHur9Rdt4aCIb97mQVH0M8Fvzi/fEOmCcwb+ObfbBfJs/X85BPDKWk9pyAOtjlRNc0wPtyjJV8cZISENMdArwkQZ2+Au2XPnkqh/xg0NR6nXzwpyGiQw9CoL9P1uUMFSfaDrLQ4PkzSv/tmy8AP3zSdT7iq+csciUW6Hqk3ml69RHh9GiX2lw/HI8qH78I8wTi/q+lxmG/agJ7NNbjtBVmWz4DX9GjX+1k3oF+Cq602YX02OPdwWvLgK9aDomugPyV1hTZYUfir6pO0EnQOSusQ8yAN7Kly10Rj7ktLL3cB3zCKU+D/lyCnVtQ1ZqkWlza26QA+sqLSfkMgzf2XfxpQdI33EnfbAG+j+9LL8O/6AR9eWJGUjUj9Dz6YH4Y97v+vYArRPQHm5CUTvqj1HrQXfuJZ5zgI8YPqXwyJjEFjj0bnkiA3jvwdjnk9QRWUYh8oqbzUKMYzL93wKjAHfB9IT/5DUkiYGSv+zlY7ybhbtRewDdX41W6SP+EMFnFcoMuWix+BfDVV34aa5OEvEbQDw3EK8R1X5MGwC1kA14hn2i0MK3bB8Y5TIa5/gA8x4QtUIXElvDI8uXDOPY8tnZZyOs1u658QJ+HkjX9fuoL4pN5S5QtAT8RLeKygMSKx7u2LOpFuEoBHgY4Lcf6LPKBV2Wf7g7uQbxkoxh1HvC8qs1RfDjG15Be2oTisVX+K6oBN9XrCELXd0PAMate4KvFNrb9DP7R9LaG62axRtRIBjqeCE9t0CHYFr5tgug62D8SWX34JeITvRMrGDrkVO9wrBaOzRu0v77vI+IT6klV0CFYqCBXL9Jd+1MKki1hfOm9FewnAVcWKXExwDHd7SxnbsP40kP7le8DHl5C80e6q63OUo4Txpdqme0BHUJoU62Ske7a6mme0AF1qiM2SwQhr5Xd2zgRX51POaLuBr7vimGTLuDc82RgXcUjbHJ9TtBvGNqX4g/6gZMzbDfSXfyN6lySMP5hqOrIIcDjfTYcssYJPqX17+xhngf1KLtb0M62x/SnSHfpVGhRG2Cd1uP7TVqBfwSnaIQ9TjQJ+5ymoniq3bWzzJAX9w6cSUc+UTL67YEqhNPlli4RBX64c+17CeKxvdqlrDDuizY0+ZcK5DvOe6HRCcdeFKxS+gztDMisMwT8UcHmj844Udkv6VG/EPIx7bAD5LWZ/aJ2F5yIPHfBMAR46b37/E0Q77D0L05XnBIt/FCFBfl+zJ1TIwbirzWKyLjhWICOcQ+3HOhA9aHjEO9rxWvgjlPOBZVOYjCPjdhmA9AbGMfw5XUeOLkK22TxCeG0kDjvu4An8HduRbprUm7vrrUK6Hi05z+vA1xlSCfVCydUDdW+rQWddnb7oQ74vMuPq1zyxumDRURFIqyLcaNqegTi91B5K3xwrNO3/GQmur7oq3g+zEO8gW4QeR3IJ34Syy/bC7pOrTdPAuFkxNmvAUh3CVbIEkrqaL8SjiZqCKcdHLv6AemuwKUJhfGM9TKWrF2DcIp9fMN2P/zGGYF3pTehrnVzMm0dtFNR5j2JfCXv6UVfLIGXTP4apQJf5ZcJrF2PY1mi24cTQY9hh1u/Av/s6PSTs4d5FYbqxKEevvOcMQa8oagup2JHUtWaZh5bAF99XJ6uzNAVd9dOW5PYhQUfF8UCHnbT2AHwTT5cdZYkccHXIr4LxqtT9hjuAtztmk2aOYkd33/n/EWoq59N7sxh8IYMaWlK0h9Ph8muBD1WKC9XCbgEPn1nLYl/lx+9cAL01d4VkV8BF07fuhv5RNlboqQAjLNypmbMh/z1HVd1RLorT9tEeBvUr3rPZOkBzl35ymk1idFK2NLYkb7C/e9IbgB87eOgFh10PNF2ctuArx6orzkGeFNbSNAKEqsbCP45DeOvcq1oxYBfNU05pk5il2hCL2pgveYHHbtaAac/5xlFfH1ixqJFAdbBOVz0kRXyevXM8T3ouCXtV4/W9iM+wbP51AGnFNVHMpHYPL29alPfUDvcz9xcAV92apcy0hlUfKQcQzoNU+dUIgB/ORFYiPLhHVuU3wXoTzzObpYP+K53X7Xg/iofaFSTjfBLKktfA24qf44T3edS5B/X1MFzhU/79H8CvqSj7vsKHFOUCswwg/mWC6RWLoJ8l0kX9l4J60qXD8nAONKJNHcbwD8QtOercWz+FtrPMRjPUJwYFwm8EaBin4l0V9wLsauXoK5uXpabCfGTjQdqkO5SbM+uew7+ziVy/nNG/VYnXc8EJ4b4qlRiOUCXizWOQHyBCP9uMxy7mr3m/TPk+yjjFVH8kC+hyzfessCx0LdbE/tQPHmFYJEHvFqHtR7prtojZ5aEI16i0dy+6gD/yO1XE0B8lcz66gMF4ZQc/y3WEN+1W1Ae8ZWFQF5MDcKxVONvVMjTY1eNDBBfqXJ7V4gD/8wsiI0A/Ow8Lg90AfkZ4yvNQXf1X3c4DO2XsCTuRHxVUttryw91rRFLrkxo3zb/5iGku1p3JB2NgvGrTjrRNwDf+0D2IPKJYoFJG/KQ76OJxMx7DHjP98831+FkWrJjSjDiMbrp4O4W2O81mspzV5x+xVh93TzGuIjWG99gvx3P6AOIxwrdVI85AL+Z9/Wx7IA6khrO6YFjjmbzT68HfmN5dEUMcPN5yYqeOHUBn9oaGC9DWu3KXwI8kLWILo34ivp0R8UGdL1QNki4GQL/xLT5rPbGcfYHTMtFEf9QjBJTnKCdLJtbTj4wnmSeA6xrRj837rAZ4mu/Tu7wxWmLz6/QfKsEOjDQdhfCcVqAohYVp9AtKrpXqqJ4MWzzEWinj0/lChWnhb50XgHrjtHxDA4atPPs7d5Vfjhdc482VRvxFb0rencx8BtFr+gx4rG9QskHixBOEb/3/iHj8yaa863HyYc+2FuYj5x4knkml8E/0QVH7Uli1zQt6zz4NXExmXvQ/3JNgx1DPGZTdjG3EPRSYvpAJ8SzuNx4bkPSO8LS1pwCvGF5Lzfk7yZ5/jTkE6vfVl2pAh3lajmgCXid9BjVgsRuWb618Qd8unUx+BeiJ3D5QjMSM30RuesT4G+sG6A/l2g7TxImJG4gsZfPAp4TPLM6hdGfK9dNsTUm8eDrp/IWw3M3j5blQH8uFvdpm6gRSQpYipfcQboGo0VzM/pzWW1S3uiT2CMPwzX+UL9atN6c0Z/Lomnutwrx6tvwD+IwnuEHyQP9uZiX5fBPTRKrZzUSVIb5kEXKF+4A/LqgZwHyiQK8LQI1MA+DZbT/WcC7FlTlKJPYCnanLEmYh4FYvqeCwT+8jVMyJHb4aH1O9ADiJeMPlT2A0xxz/XhIzFd5uCdjEOF+vAugjorRH1hy9RliTc88D/lBPyNl1/hqRn/uN/21KE+E2MZz8sBXSpkoQB0V21dsBNdlXoOg/FsSxRtc/XEMcOr8ow7ouqG0n9r9oRHxzxJOUaijYq+4T6Wh+5OcQ/Xx/M+Ir4yO8UAdFfsWrMqMfOIp9sn4bTBP+019bTbIr1hLu2jkE+NbOQYPwnjRs3xPxAEffl7w2RDHHryskvk0bYhRppxvq0F+rar5KY74Smu+3vkO6O+TztFYC7iRSGUC8om3f9hm0ObB/ZhDieFfjL2W1primJ7l/KfCMN/76y812wAXsLvHjHxiuqhxCA8P+hwLZXjAv2A77/BoWOHkuaBuK1fkyyiSCp2nof2XWit2IJ848N1iegc8N12QFQj+hbAfab8MPjH7iLs84it6R9nXcsDv6031Ix6z3bTAIh34bZX6pgZo33l5IRfiK+0t2R4JwFdbulZ8AT45pVSpjHzilZ3xtnxQ79rdFjUF7eBZ4bgzjqk/G6aPwzjV21NHBCB/xY48MkP6qiTLUJJRb6cuG1CAvFs9wLQd+cRXuVxlvsgnUlmYrXUhf6uOMR10xbGJ4KFed8RvdP2VMXaARwQEXXXDaYf8lcwMYV4IYtNGf2g/aKFTuTuOF92xUugGflP9LL8TeCmee+NXD5wSm+3X7o94jBbwSioB2plc7pOJeIzkbTx+Fta/EM1wOg/x81i+vUQ+8YzaqMYI4Nxn1t6A9h+ZKXZ541hY4Ru6P/jKgBsVj6CdoNNfphGPxTQWuAaAr6wr9HkHekn6ZQvMx7Xwja2q6RLgq+Vl3dAO5c4LWM+6tSDlBgWepzZd/GkS2pEp6mX2Q+q+al9UIfCYKNcBwVB0PAk/VyX74fY2yoq90win9rD/JREKujT/9TsU/+zqlxg14CurvYQf5PUqCaUfiJcUM2XtnICvtkgpRkI/rJFb3BbEY8FRP6ZNgZeOfNnCqKOeSi04b0sS15vwjq+w3tZDkbs1gNt6TvtZk3TP81vXPQX+oWytgzoqZsBjvsSSpL7s5KnyBHxXvYAk5K9CoHGnGUnfdjqvTB70laBi4yrwF0pMHaamJFF/c6pAFXzfPuHP0J+L7SmMdl5LEuEXVkath/EJqsLhBwH3o+3mXENiYVVl1X7wPE6gv+BNwIvX7C00JPHyW/YRMP6KpO/WawF8gVfjaj0Si3T31TaAevul5xeZIX+9ajXo2iSW8vB2QimsH1FQZ60KeI1hKVWDJF5Ptxg7wPOGrBFcLoBjPeUjyCc2fLGXTP2J+Mdq+efdDP2wR90DfZ6W11fjdgAv9S+2gDoqdpA3+S3i08+Hj7ZyQ39iJ5ZXz+Cr/GkS8VGBFTbTBHi4ZcY44LhWzHaYr9OCL6oa+Uf6mg/foI6K2ftErkXXMafTIds7L2C+02A3BcB9BE4vQDrea7/cx4y3iGdsBb9DHRWrlH4wia6D/iI5hymYN/6v9XtsAdedv38r8ok9iRz9lkhf0U6L8voDXhfN2YZ8otL1Jy62Y4YYXa32ahTgLIEz9sgnLtlb3xYD49v5nx47Avkb04HZIp9YtpepNRbpJapB8/gFiM8NjS5FPnGhjM15CeCl7wlDdwDPum46hXRXSOISjh8wbuHxxYRnDF3h/0kL+cRXG0JOU/hRXPkWbzrE+695E2GJk5PTQZnqMI406rM8w7/ceDV9yxrH0rR8iGx4brql5yEX8IMxtrMP6a6Jd33eIsBvLAlG0pAvTAHKJ+1xXE9btawH8ONvczQgXu/dxysOONkhYrfzCuIryqFaFzPIa49FL2uBx4Lpfr7C0I6auBfEf+251410V8P14XsLRBA+Of5iO+SpZpDYBOKxWu+DZZMwHsxugcgBwHcFyMisw4ks0aszveIoTzVMtc7C8YSZqWm54sRy8zva8ojH6Dfj2Qqh/c6kWmc3nO5xOsCcgr5nWklBWwUcz/0PTJvccXpr9ZpH/TCuPi1EFngDex1y9ZwHjksY9C8TQ3xFcbJr7YR2PioNqXvixGNzy0QM5qvZtrx7AtpZ9jxomxeO8a24c307zAtBnSniBX6Y91dPLNJdWRr+GzxgXkHDmD1ygBdk6mT64Pg60T6dPQinTQW2aCEcO5z9NB/5RL6au7qi0F8ZvuCmSSiMs3FzXoP4yngimZ6+FPSY9nl34KXd74aewbj6T8sLAuB56vXBdsEIp3JfmvDww2nvjjtq5AOPvb9xPxrh9OwtUxf98JDUVeS151DPH8JDpaB/RLqcd6MDSSSo2CmbA1959SlrAG9EXEhvRDw2v3b5QU3gq47KdE/I96SN8tvtSNqI63P1L+DvFI7wwTgQYmkk/3IbEjffnNIIegn7tM0DxoFgT3pERixJ0ursdUNYxxlP+CnaDPh2TkquOUmZ322UzQa+8pzEh1HA66tucJqRuP6zo7VaMF5U6muJAOSvZ8ibiyYk8fiziI8MjFc3O6wG/bkE80N2PWMS67Hzzb8L40VdOVM2QPyDhdHcRiRxnhihD8J4BodJdujPxQ5cKDunTxInXutHZ8C6XR/2uZUw6iFaHfqrSGzN8+0vW9lQO54zMQwd8u5FVqEmSVg1nrusDnxlQ7Fm6BBVt0Y9pLvGs1jGNk4jXlp71oGhQ0KNteqUYL7ojVLQb0gxes+rDrjydrvLUiT2wTU5Qxf5SurNk8/XAH5QQTYA8aNpz3PtOJi/dGq5hSvg1NdPlZC+2cc5cEYZ+U3avozxLYBzzgx9R/d1r9WX73s2IB4zMA0hGO3TmhsW4dhmFSHPNS8RL72XEU8FvD+a6bEa8n1MW3/40REv/UhozAd8V8M8KvKJC6I0e5K/IL1UfO9TGUNvUA6WIN0l99DPQA3m92PWvvka8HVuG3WQT0w52ktI/TDEqN4TJZ+AZ5alR5oinzgqt8f4B/KDtKWsPqBDMG619lKku/ruOkk5In9HhFWtFYL8erCreRLpriUrX5/2hfW6b/fTFAEXOvNmGfKJq6qPEoH8UA83v6YHecd1uC0K6a74ZKazjnwoni0s2h7ij5z8UGKF/LKe6X5TFE/DPbQ2QHx7ktOoDU5s6Ly8ZIQP+ukKKxg6hBJQKYr4yu3dhGYH4jd8SeX8Y9BOPpP2cgccq9Ni5zsPfGVZk3ER2okSvm7jiGOXa/PONMG4rEL1lBJo54Auawjiq/oLW9hoCKcHiyU/g3hV6eb9yCfe+6l2yBN47PuhKTq0L/0+5ZoLTg4lV2cbiyHc+NnXYWinzYFWsQ7HP7EpRThJouNf7a7ABfwwFf+gGemu2pBuJyHES/T1zaFSgLccHRhEPvHtZBm7MOio9EXqK4A3WJW6ZDxwevuPGqMbCKcebHUygvibHTxdCJ+wT3NxgPrVVOslV+CN3kQNceQT+yVaSrgRTo27d3ZLKNS3QuLVEF89e2nDD/MKUjxvn9jLiL/7wNsH6fyS3VoPof7PrbQ+GfB5ltdX+uL0yqkToQZQt48PNbwA+y2+rQvrwGzubDGhAV+1MHvehvj7O3enUnHq8XznyEQYB026j9cinNaTYLDIDxeoiCoLg3lQ6RhfbAO0E+Iruc0Pf+mTHTMJ89iQn1+ffgc8YxNb8Qr46r5rcyDUvVvCHPqANwbT+40cSHJliLy9N/CV1NNyEegH2cC+Uw7prkdi9peNAA8X1Mchr3e+12azJWmPhCvXUYD33G9nBwKf/PWg5LEVia2Szdg+BHpM5uy+FIi/a/guDPnEhqSNKTCegTx/RwnqqMRP98SniK+e9/Pzu1IQbnguk9Evs8NR5h3SXUMajtLT4AcTJlwGIf6ZYIX3WhK3esFR9gDhND4LfV7Il/f0W8uQ7jojL9mKIb6iRtrJywF+mWdjsyFJaO173CKE+IoSLeOkzbhfP/kUrUcSP50V/YWBr/JY7awAl9ij0ot0l/o5pgwbZhRvp/fNl8Ez5x3CNEhsay6zQwDyiVT5JPFwBi7HoaxKYskt5SclfyBc42LLQcCfJ3Ero/Ni7stUmzaB8GUhuRkMnnlz0wzxbM5AtA4z0mm0q8aUIsDxV2sVusqxFhmBDQ3fEO+5z29m1EPeFRt3ozxMkr0ceq0ZtaMmSX0P+NMoOg3qI2xOB4zhOZ2HG+cPMPhqsv0cup66Pbw2F0Jd68LCn6yQR1ubnrug60A992VvDOIxelxjMtRDMF5DiVSkuxrsgl+Y9MC6FZF7oY6KfZhcKqOLYzJE6JsjI4j3rpmVGgHeL7ptL9Jd762fBnpMoXbGUgvdAH+s3lmGdFdBxBGrB8xwvR3auQ3yemTf4LQxTnzhon3IQXqMXLLrwl7AQ8xc1ZFPvJw1XsqFPh9V4erl04An+L+OQLpLnX7eIhfpMarDWOwVaL9YSveuJY7Z3Sn2NeOF52x1rUmIbzI7NGGNEx7ThIoE+Epl37oGwLNTTmsgn6gnG/UYdBrtxVXKF2hnnbPbLXuctG472gf1K8xU5NgU4D9HXrxAPHbwwBtx8H1k5f1oIcijkWze74jHnr7drdqFcArrivWKwBvXLDzYYNzprVid6winGrNwr4Y8rdDoWe6CY4r8IVe+Ipxe4d1pB/jEbQMTpLvmT97/qSEJ83IKFPsDvrTIxA3x1dsAF45GqF8Vr1oHeoNoSUyJRLpr/t70N1qIlzDxq+JHYb+C7jdOu+PY+ishpYZQn3/Kc4IG7YzJNuZ44NRJ7hgXmI+Lbvv6NPAGIfwwrcYTp1HHjHdpLAK9Z/wX8AYp5+Hf6YXjGmUr5YsBT/I9TQf89Li+lA9OrDjQoiQN8+TwBq7phf36XVYpR3hqzcYcSeQHCafO+kmIbxf6nIN4rJpf69EteD5R3kZfMAy1J224lErFb9xKdHt0E3yi2kyJAsKxqWjTfipur/uEadNG6Des1ly1DOGUoTElHaSv1so/Iy4x5pNXqTnJ8CNnDAwcSerKTbuZLgH/nLq06zLgS5YXFjqQ2HHap8Yc4LEDes9fAj/4Zcw/YU9SLhoFGNAApyla/GC0U36WbkuSfpuZtOKBr0IvFwpCvkw13blkTdLG0/ac/Qa6601FsiLcl6M/KPlbklh69UCdNIqnS3t6MeqoIlxeyUh37WXyTzsL6wluU9EwgnYK+U8RiMfOcQ13BiDfR4gwlzB0iNO9cn4TElvh61WTgfiKbr+8jaFDzt0rpq8h8TPXbZtSEV/hPt7PGDqEtf1nOk4Sn1R07dqQH6Tovp5OYfDD3enG1ST2tkvniTbSO7SEgDaGDskN6LFfSWKqNtN9oqzocxXVuT8EvGKfBH0FiRW8Pd7mi6F4jaWHGDrk00lObCmJBZw9rLoR5suK0Vz7GfCGDluY52JxjLvrpUnk48I2zJsE/OrKGJaFJBaePdyHoXjqG514qIegGzE9AbW7MZu7nxf5SqrYNW2oh2ADO7t9WNB54n/fK9mB+K1w5O4qwFXP3o6CeX7jXldFH0K8pP9pvS3ga96q3UT30RuBL39wIt1F2x2EQz0E+/S27QG6nug/Vu5M/YD00rq495GAxwv4Smvi2EpW34i/YD3W47RKqKNicqutL63EMZ6C+O41iK+ow495GHXUYy3qPPo4Nu9kiIU4rEPh7SpdwvBflXLsRjhhxp+ZsoMJeITnPUOHHNxAmCC+ihI+pfaEDfFGXC8L6BBC3K4p3ATHYqqOazsAL1n7fAMdQjjpmcF6GTTbyDc7uGF85oJnoEOIZfOxSaS7AmPTXpIIp2D926UBX3ypdiXyiaMXVVg2I5xa//iKBuBTSSuCbHHc8ubMuiuIr+gPrWXNIO80D36FcVxWtruYzkP/Y3ZWqifwUvX+a1sRX30oFngzAOOsPqesDYF2nmhnHXHEiQL1Td0NiH9oZZ8fxEP8Ha2yszAf1/r1y4zB953ZnXAW8rfl1eQTxGOtj7esckH6ir74ecg1Bv8MGbciHgulcYt1o++N6i8fXwH4vI7iwXU4xfEw03Q/9DP2njj8Ftq/nJfK6YYTk2c/cKshvqIbDWR8gfbrVkvKuONkudnhNzdBd/G69s7A56q8sNMZ6SsZhdGgE4j3qCfWr1qAeICciqcEe+LksxnRl44oHr/x6YcywvFYZr5jXjjNf/K9ujj0P85YuxkgnDihtOeON07xUe6cT8rB+I2RAHNo5zE2aIR0FxN1fRemguJ9XKI8IF5e8txqX+QfQ1IbKTD/g9r3qWBovzrtqioVX/Zt7XTVFsRXxOGULfHQzscE33tU/AS3+swSTai3PxBPOQp8JarQhPnhVCY+77ZHgCcEMEPdA5fX5CtwJLHnIvTj34B/5k07LYU8SovTknAkiQfmd66PAZ8sLPxqDPGG9vLT9iR1KlfYrAfhlI6TuW7AMxr6IQ/tSEJGXeTmKMJp2g4ftwJ+cC3zMeQTM5kfyz8A/9jqGgO8QXT3hGy3Igl+v4dhO2DeY5/NYadCGHX4TestSLy9c5FkP/JPdOdp+kU4nh1GqSVmJGEdoWj8HepU8bpWdxn1XoP0jSYk/nFpgY8v0ikUvsji5wy/tm3fcuQTd9y1GTuO/CNlO5YI/bnEz1vYd5zEThYtfWwD69Fb25Yw6iHxb0T365OYbNr4yYsw/uGHbAKjP3enVgcL8ok+uqPh1pwIP370LqMe4nglOhf5RM1lPcERTEi/PX30XINRV3yUZYN8Ym97ZV4D0l1YacAuqIdg6z008pFP3LhJo2EJ8Jt0jzLUQzDzqrht6HMeGc1cDr6SMuB4PgRwN/UTUYg3m0bCj8XDuvYXPhlCPQSjyiXEwnzE72+WOMDz1ImJVxn1kLv1+56h/LEX52/Tv498oh2vQSGD3xbkP0P3y+je3M2mr5Dvy0nqqmToH6OCe8gnXuq9Wrse1je8pTbSCHjvW1dNeL7U9VRtNqwvn2N/9Suj3vI95Dryicznpn/4o/3TNjp8ngH8oP8VfuQT8/mjFxRNIx7TeNgmAnkX8VdaPPKJhVXyAtowbmGf7nkVyKOETX0VyCcWiQY3n4LnndeZDRtCvK6U6shanNjmFn/oLtTnh5sfOUP8ovvRWoivLiocTY4DnAg7Fwj4x8W2kYiv1KU47DMRTrtsObAH2nH1cc23wgnHyS1H7BHv0RoL74N/wXpeB9Yhn5jLVqPDBHX4l+mbLgHedqeVFeaF2DVYVSYE47bpM/eAH/rwEVnEV7rxH5tkQHel4d71wA+1pzr1HHE88eme7RtE4HkFNt1OwNUs2I0QX8nbqSo4LUTtGy+YGoPjqfpsFuyME8nsJxslYH2NyAYxHshTQ5uc/S44saT8QZMb4iua00g/BfCBTQK5SHepCtUfpsI4rrDOwhWAH2/Jz3PF8aZFkqV/ycLzLV7HzIAHWLhq77vhpMJt3nYZ4CUblwRvwAdT278i3RV5d+ACY53rT9/f7AA+Waw1yIr4arPz09wuwCM7phIgvhDrXuyFY577Zft0wIc+3Xf4LOifaYWaJd7o+7L6IJciD+Ourr7KYey3p+uxN059umlw4jCMe6/SeXIX8LPfZN4jHrtPebViFJ73sdNfXAd4Ob/ViC9O5omkc+6B+Wp2t17sQDh1G8XnIBUnDOT3lQRCXat0Ev8K+PTuwadUnNKelpRHBX3FfUx0L+Tvj/USIk4k4ehmOgXrwtM1G/2gjkpOiw4nOpK0lSc5OaxhnIOwa28W8JU2sWwr8onF6tTPmuDjDm05UwzxbNPnbZFPVNSWazcH/JXd5Rpo36ZjXpgtiddqXHjbBnzV8Mi0heFTLJYkWZOk8MPxc+Yw38LOZEXoz8WOcm6wQrrLTiC6OB7pDqpuKKM/FzsracxrTmJnFcjkVSJIXy37y47Rnzv8QqgF6auMMW11GcRjlKqIEVWGj8jKzDImyXbtZecdEY/RXvRdYfgXiXo3fyMS95JKejMliNofzGt1AdxvHcsWA5KQs/Hv/wbzZdXGpQQBnsOpOoj46syRmM5+xGPU8UfxsQz9E3ghR4vEDrnf3n4IfOK2ydiTjHyfIZyXI9+a19yohXiMxAJlLwO+0CGZXExio+uFJOWYgd+aC+4z+l8e93QivvY/uTx3E+I3GvUez0vAxZoLVRGfPsr/+GN6BOk03cacLsCJltximH9h0Xobix5Y754Xm2DwGHZDHcY72mctuPCiHCMvfdgNdVTMOv3IdnRfHOj8K0fiBeKTd2nfZAF/wbXeGF1nDaFjEQ8+IV3UuzFCG/B38iS/BrpvWt1KfTmI+O2C9LQl4Ow9QbHa6Ho111Ltm0C4NabgC3jJifEm5BNZNngOHMNQHtmkjEUALpUvXg3zNvuH0UNY0fV/f8f9wwwfoWhCWYMTQtRY+llOFJ/FaZAFuMDFwXVrcYyd1UWMlQvhXDoTtwBX2H3vFPKJb5skTpginFpW+agGeIC72/Q18onhhLKnPeDtWGcrA9/OPI18om6KnVsk8JW+iOkAtCMfWyFsg+M9TeXfR4WgP6lZgg3ysUQ+0AX5xNxLwlcwGC/x5kCjOOT1ai6hWnucwG7vqImH+vwp+z41iGc5dfoD4jHRhbStvNBvKLXMB4d8VJxyaUM8xs6rxv0exrfj/OzroB0qPY4T8RV2NtF7GnRXz4BDEOBnPnfCvM0buiK7fgC/XSx6FQft31zcZbEOJ79NT6acgHlTl7ZcTYb2MyWP4Yiv/tLOk3ABvjp5lpYLPPalQt3ZDceqK08McML4+dHa1fegnawrn0LccULxnv6TZ9D/KGeS+wL22yXbcBj5xI1DH0aBx+i867i6oB17vXVFiMekavZ7a8Nz3JSX0cMQbyfvneqFk6TBgncZUL+q5JlkCkc/G4O47b1xvMAuohnmdaMfTbQWDQe9NrE3EvnEHb3rud/A84asDw6qQLz7O+5jSHepreoKhvmcqWGfhXCEU/wS/nKm4vgdHy090GP0oB9uFoCP+AylUHGBMdqzdWXAY1ezxD8APyTHdO91ImkLN9ruOYF4hvJqIbUb8OOe3MNIX31dZ3g3DfiHjP8M/gVnq8h4h/gq8DV26wjCqetGogUhX9rzcx8gvmIeT3psD/Hh3PkM/1K/sM3KjqRJ0Yry74N+e6JboAl4EsfNazYkEfXSTldMAumWVvkNloBzcCW6IN1VvEIoLBeex3E9ch3Gj2HGH4r7EF+5HD979zziK1oLZ2U44HY7DlSZktiLmkBvHdBdOtnhhwDX7puEeVDrdI8vzIM6/I/TypmAnxZxtl5DEgGFAl3pML70y6mAIkZ91fCcFNJdmmpDeymIx+h1xPfHEL9Yzv65HkmoKHTML4f16CVbnrQAfn7i9X4dkrDqtXFyYkHx63ZW9wPe6tCoiXxi/t3O7AHES4Tmpo0sjLoo9+p4NZJYmd88LoB8JaVHvEIU8OLllPuLSII9J2KREIyft980zdAh1DteM6Ik1p/ixBeB+Apj5U3HAX9ZVfRuvBwbdlEWNv+KdFSe/ARDh2z+NO8eO45pqpqqbG9GPLY7IoyhQwJ0kjlhnt/vgfK7LyKeecnfAjoEe/TmgIMSjo0ff/d8HPlB+uUzcScBNx3ikELXR+RP3ZqyfhSvtu8HQ4e8K+E8iHwiZ5rEGYFRFJ90R/I+4Fone9qRTyxtox2Xn0I8mqTZ9QrwiaOfavWRH6zWvhHJDPOD+OV9Aj5J3uwtZ4RjV1osjlhC/erOsSU/IV5O74qbMY6Z/zB9K450Fz0jv5Uf8uVYLCXFBCfWs6/j94FxWeLZmYsA32Zk88oMJ4rnyf3YBvX8m761Kxn5yKY0bYFjr40Tuech3UU5ZjluBXjKoTf8yCeGB7wPPYt4iXrb8BUV8CjnWDtbnFRt/aiQh3iJeiw8NQLw0pwIU3sc2xb6dM9FqM8bnEs6BHnt7i/u4YATi1/J4HSozz9T4T4PfPK5fqs74iuuC7bR92FdjJCxYzeBN0qfRu5zwnH/yG37YP55WkDFQDW0r461pyMe2173RlIe5k3d2p/wHvDooN5qxGPp7eyRTIivaGfti/qgnVp3klyH0xf7vhzbDvM/dPZ0MXijqfZckytOMLVMu6yEeb0q0tKEEU5wnE767IZTt+kFxixmrD+r+3gxwsnW8KXTyD+ayt1hk4T62MY1IoYQz9y1Y5EnTrt1XDoSA3y5Qr0dtJ/8Guf2wikLOVbJyMN8gzvDTHyhnTFaDR3hPc7rVgsDX0W9uRIO8RoNFpw+OFn8TbRgKTyf+PZG70Fo/7zdF1jXfYA+aBgMz2dI7tmTAfGyhb1SVJzGmc9yRVwd7i8TvZcQTlWp5/VFPjGu6M1qThjnUFrswxgHskuB/tWJxJ0bc751gL469Cl7LeTvgCSbD8KDetLftyKc5mC5zJ0xPsR7xRpHEr/QccjiC+iuTz/ToY6KWcUpKDuQ+F5Z8+WSwGML8lX2MfgHV+SxJ8kgLGEE5m2gntw2eBTwFRtE39iS2MXGRSd3wDpcQivuZ8N+2br0dyLddevx/agQpK+I63X0uxAvjvUtQ7qrO1Pq+AToq1daCnUQ/51DmMmcJG6ZGUm0gx/cPFHZweCx1ONPkE+cto2THYPnCrltD4wy6idcCw8j3XVNJztnBzy/43SvYR7ky9YBLncjktynNzadiviK5vFRSQbwkeOL7ZDuOtKqnx0D9fkNoqyMfhldhV42XRJbvjXSvRv4aopZlFEP2YW13kC66xqb9qdhxEv06MtlUA/Bskx69JYj380VdXgS5n+wONq+HfCuL8ZPFpNEu39RqRniKyxtdTfUQ7DR2ydlZUns0qt+ZeMhpLvMwlLPAG7//UYg0l2aZ7lS6F8QjxUZskE9BCPa2668McTCd3xpoMJ4+Hnhh6EeguW5535H+Xlinaud1+tyjMqbhjUCzmdUaYN0F7HkUTj/BcRLkq5JPYDX9IuoouvvDKu8zyTiMYrrX/yMeshCcjML0l2r036K2PYinSYurz0f8kjXN8cL6a4k+bbY1GHEY6PO2BLAH0tUmOkhn3gndjwI5oEfo1VCPQSLWn2l0hAnLkZfV01iQv8ftFR0gjzdoZu6APnEGL0f3NxQ1xrc37wJ4k8rBdojn2ij+nrbd6TTaCPiybshvqz5dhLSXcHzbILkUDy2V3LmBMS7ZQhWIN0l3mDKXATt3JSQBv9C9HQYv0K662Hx1sWrES+Rst6t4F+IecGWfMgnsuVJfskEHbW34wz4F+xcJcXKDsfvsW78Ogn1+aU7j4F/IYaXGZQiHjv6XEh1H9JX9I0yMQwd4pRJe4h4bJOQ6tcZ4Bla6QsuyEd68vK/HHHs87XBh6FQpxpX1pQG3MqkZxr5x9rz0b0wLz2F51XECsjrrWMHFiG+er1t0eMm4DcTyQ+mEF/Re2oZ8olHVMMyd8M6Phcy93lC/IzdLRvEV2e+NUe7SoIuSTUJhnjpFQ32bjjRsraAVxH02N0b3PsY8TPf/RBfZUYnfmOGOnzcM9Y04J8Zs4vxSHfdHUrcugbqV8M1zfkQXy9yLxHxmN5p7KIvjJ/f/s3nPsRXrKrcifxj+Y8vytgSFL+i5m096KuGlO0pyD+uLC7f8AnqWt38Ol0Qnz/Sd80Hp8pyypcqwHw11ha149B+9nWBp744LTNlsyWhBp9XtYY5AsZfiAosoeIk+xQhsEUd6pPolgx5jTaKM0kSLnRnHnge0FPZJBRw99fCJ5FPFGbiWDgNfHXxSSOMQyNWxbVGIL4qkZnsF2M8Bz24JB36ZzXdh70cSIznYm4SPD+I40+mrwMeqqSsj3SX5XnlaklFhO8peF8K7VufKQu0IzENTeYDDbAOzlR4cD20P30/URjpLu6XgVFS8DxOEz3oI8S7hi/rsySJa9ZKg4JId9DUZD+PMXzWFp4ScxIPPbdm9Dz4vrIfO3ggv7b1O8eZkkTKoO+4J/Qb2pwzYPig0uJ4fC1J3uNek6MEfKW05hxjPElebBcv0l09nV9X5wFfdQw/swA85OrZckOScH7P+9V8HuKrJoVb3oBnHyPC9Ejs/PDns0pQh7/d27AD8BNGFQt1SEx1qmgPJzviqxcRRAJDR102ztEgCdUJpRXjCMei/YlzjP0Sl3JVSSwu5fA9K9BXrr6bCwEncyV50Xl3e+c2c+I70lGsIbJVgDdkntJEfL3IatMZ927EY5yKmU2AY8+0eQbLsfODKz5u/QvF80SoMvpxDr50iUE6wy3/pZ1iO8JbrtzAIB9Dbl4ZkYZ1yzG3pJewrqL+ImHAr7pfsoPnLkyKem5WI/7xGb6xGPBFlPw0dJ+7ZOxjOdKBeIwS0qwP+HLp99+R7kqwW1i/Cukx6k6pXGeGr+lugHFcXxOkSWzMEKP1SW4KBNxVQNXdAMfOG23wnkE8RmYGFu9h+K/YPG+ku46y+34bg3rXp64tJyFeJmT5OWOcSFEWKj0O88A/Z5G6DHhS2jxYL+Pml/qID9D/wLKt7D6DN4aEBRBfiVzkDRtEug67mPwBfBAmplZBsUT5Pn5pHAe99BdPwkfA2QaOe1rjhM5oxI1biK+Iki+644C3Ey/TbHEiSPWCWRTCaREjK3kgvwRcl1ARX403RO9lgjr8fo49MoBvO70+CPnET/v38XoBX4V63dBk5PuOdccdkY7y73Gph3Gk51Png9/BpzL58pHu6q00VJGG9XqSSvh8IK/NuyeeOuP4fKXL+VsADxXxDYV2TE9d++iCk2O1b+LZQEftW+yZCPgeei6bK44d7Kz4KgjjIrpi3M8CXx34YD7titOy/RXiMHRfoo2f67kK8Y9e5fO44/RKChe5Hfk76jCWWQH7zf5wewniq/vtz72+Qv+gtC9fI+CshfImnshXfs2pjwW+Knvc3Q3HH/fqsoUXTtts9CR2JTxnnfXy6CTs9+ekhLs3TsMSR9gbYZ4HLVVWQcQ/+Jbk1jDkE8eOO28TQ7xEfbwtTQHhWEK06glfnMwYr2U2Uvubl5ZF/M1LMJ/zypzNIkFquFLpcONMHDOBzW5M6PUjjhkTZ/r7/z9nmLEFs38TraGafeRuECyfxgTimeQGrigfeziJ/t4x+3cBltlfmH97/fcNird/2gbKf0fgvXzFmpl59g7k3z9tyH9uTxVnhR+E/LeJLFh4JXr09QE3nB7gVXxsFRICxIGKzhHA32o593v8gvcvn4mDhQ/krwxzzsUjQ4M5sHa/hYm5iJ6IHR7/hbNYTPn8/+BE2ZB/I+b/5kT9Zx8cw+6Fs1JhpvQ6X5Ek13+cQEzSrO824CpZacPu/4UvCS73+NOJmsL++US1NzTZmn15I1j+198nKqzp3RicqOrZvwv+flBYw3GeYzdU8dBvQirGb/oNvY4I7jqh/qpcv+YQX8f5jgfSO6v9PMboDz7oVC/7/qVy9dwJm40znHvf3MH9K9xxwetEr03+6GTmWb0XhNvoGfiJkyPKXscr5Ul8XlN2iD48dvfv/54+oNz768nQS2hkwwgMZ5r9dgTmzf0Fnz3L2AvGWSb6ohcI5srgc9/ir98m44rDZ88+pso4+7S9F4VTXOXxuSsLfnKjV7Z8QObRdh4DxvvJ2VQg/04Foq7gUejZv9/DNPseHvQqvXhsiLubyYDR1lxaEX+nFf78ZZGMK4VxXEy/Hde/S0Pm2b9z/BLP9m+uRpbZeIjh/OU97IzPYf/nFJ2Nhxg4r0EPwk+JsWIGjH0S//2zzx0Xy2w8x+xnn3vP3/v885XPPHtMXL8c19+//zkjWGb/Pm/2O9ltGJEK+1h1dRUPXAxHZ780AV7sz9vmowK1PHZQNPz7pM9SDmatMv2FY8V9g9/jfo2Z2+6+mnlwzHgR4+DnvnD4/dT5ZsE13+oM/hT3O4Xk7rsqs3G+GuM4fr1obBKO9G5qYDL8PY5l9u+/biuY1l5MFFLD5/Y/dyHByeeJOHRqx2puw99j4UJgncV+vx/MXSRMv8SgzeD3OLbZuH/eVPG5i4Z5Nob7l3Z+j2Wfjf3TsXD80g785EOvlDNN6xxLWf7peCCWA/vT9jdNc8x+JviZN5yWHvWR6Z+OBS7CueT4nf7nEocJ+28JZPB7HFyYv17Iv7fPNdvGn2P+joMLe47Ifm+fffa9zLMx/Oil1uIe9riU/Z+OBc47969NI2x4m+4VqVJjcu444CWAXhmee0xU3vEY/B7HuI5m371mkjenoJky2z5GwDHMnVfItTq9uI2ZNHaD3+PYBRXbIDHrZk+cgOAfPvavSYlh/0i43xPvT9vv7/1X22upFZll43/NzP38PbHnEuTXhMawP2mJf97m3vufHsPvxDBHGHP7n0v4/zvnYe69/+kxzBHLLNGQs2HE7/v/d8fw+3v/02OYI6U/EdIcKc0dB+svx0KxGtCfa/P39/5Px/D79mdS+5vQ5kgNtjli+5+/E1iB9j/b5gjx988yh88l3Bwp/ukY/rfn4c9kqorP4XPnf+6G9X/iPMyR8e+kBtivKmbuevhTjv7+3v/0GP5M5qo4F/bfFQvT7DH9zzzxn5+HuZvB759l3uz+566Buevh/8R5+OcbCWz/uNHP5cIcX/yfOA+/3ohg+5+4+neh9Ov2/5Sr4SYHL/PfbnA8s/udy5m5vPjTMfz+3v/0GEAEMV5/4Ic5wYRh/3weyNZ/iK//LT/wz77+dE3OCZQ/HcOv2//2mhSYfc29v2dWsHBj/xBZGPaP3PzX18M/3vufHkNv/NZLDMcxd0xzinnu569J8esB/XpT+5XU5+Lhb3MEM2dzfm0L3gcXHVyMcDHAlyGA/ePC2zH19RkcWP7sPgV/PSDst9+ZfnvNbb960l8z+ler8u+y7D/dbjSaHZmokjD75rUJLxI5XbRphSv+Y6+9oG2pNJ5zyq+0dDwQ17SL30y38sS75qop6EN+WzT7OaAs0sf3939+LYt0/VbMt+c7HNz3xpsQRLQgiGiJNhEtiN5CiOhBdGOUIHrvZSJaRC/Re++9994ZLXpvg2G0GYNh5jzf33Venj/grFd739dnXXvt/eJea1NrcP49/1U3snTiXlYYjNGQr8ZzXqdpjuoSuH+VsblrcBFzOdjhcHreUIEKraUKvBSIub8IW6kluwau/VQAbksAZ35hsEN56cdNjzchji+eH5eGShM99/6QW/p7EVIhxJMnpef61fvZpsv6kIh4g7XqioAiS+J1aHfHGNj7QdgO317lnFzLikzuZT+mkUJLIOl+pbTzPLvMCAf8+8Fd2Qi9rDmBJN31jzxrhYvaAUNfmm/21Zt2G6dH1hzkl7dct8Mk0tEsdJyUAuJ0AkQAAk46GgCdOA2ZcHNNye/f5zjs7OwapqYLITs7FWaHuux8fM58OjqWRXhEeilQCOh9dqr+U61vGbwDfX3MBSUtX7IyM4HGatHyGjKm5O2/cMQjfvXJ6hASkioSEkqRqqmRcigqbnjPztL7dXR0zNLTz2rS09/7ZWTwS7x4RhMSFqasppOkTP0wxQMA9EAmJ0cHJ7nf9vT3T7K8fs3yO+AyX4hVT59uWsbq6aSfpZ/S3QltlMN2pWO9ixnFbk6EQvXusiZKlufdyAbkIvSu42a6i2DzZDYAnm+02xXrGleW0qn1Ptxjr5ffghHcqktfTBUq1NXxZu+BuRnkyrUZrnyF2fZWTvRGdbakin4CObBTce/9Q8rcT388NSbNHIeTzau9HNPOFF+8sP8isoVJu7BVJjiddLWZYOQ0ADO9WDO0bm6WYvlq0Pbzks9zceVanZLdIaLJ6Pn9gKOGl5+x11ECrjKXWDDYwahFkB+93tq9ccsec10h5YVeQtkSAY3dKpt051vEWGB6mp57iD+Zve1Ku4ZwWPvfzNz2Kn336zJ1tQizK83aDu6Y6IaTar+ZA9pDnz/SZQbu6EuTwpbQAWeJK2jCLzi1Pekp5gojflxx1rk2c/ziXSv8R/8k0tL70t0Zr6N/bB6ALKZG+T7jTEazvuoANey3RT8caicRcABb1+g+MKhvFKSRbYC4tNfTPiDknO+H/p2QLgQec9mgvw5M7Yir+IID1uxvm2BHvbd0U8cVxkvTVNZs3eWmhduQtWL1QjkFtoRQno6Ui6gAtjyJc/lgdOVK59luesKttqRwwuY7MGnb1RHPnUZsoCNK3L/zYeDAFtJyPfElIEGRD5QrT9j98NZzOPchvGCqFSI5aMt0pvisfeC6b8gmpVvoprboNmqb97wwQZF7uxt8BOiYVL8NZ/vAAH36h2jatd1Xw1ak8/yuaWjA17xQ186rKyVzy5DhLTjFqtal0FoFbQkj4sq7CPyVwfvL4DiKJ42VaNl5CJqRYUVd8uFOznt5EHfUjIX21DhP1d+4ciH1M0WmeHkMGgJiMvuG5K7zcY5U/1h4dxWMl7V8NMbyT6GoOvsb2kMkhlNE8b6mI12/fmoV3nR/eLFb9JDZ7sXMReyQRI9x0wcb+R4NdCYLzr6pk73WHa7ikBQd6XY73Cvq81ffPDP09lUtQQ9pb7RLxBgYtaz++/stn8255gRRAC6rnHK/CDodTdhuSAjaTzNsFmtOcphiHG86HTuiB3eCuFpua5ovtoV9hxi12xUJL3hXNGsDRgP+BoaXZzqbr5KNptepcvK8J57VjTZiWLC2aWNpcB9tO11kanQoCWDplWqFDT4+qqHtJmHcRrP46H75Bqw5F7i3M3Lmu/tCaJEMqNbr7Es5ENSnUcCg+hrVlNlcE1uKvtsyUXPrz+oMOXciWbsntkZdOoOWWwEkja+Mu9MtQU53ed9RotvjmwEnOXZPo7QhXes07ddZsv6rDMNCVo3mrc/YFNMjmoEmkJYB7rkkszlXp94dc08PjxgIdB2xdp6UmHTltrqRbPevWHU3RAolX831Uhhx6ZfF5O3JbsN2l4XnBpLj63K7wN7NZjeeOpBUQWYjVNyj7HlWqfTZ6q4xLUdd4Yybc2ddjupd/c5vA67C/xIskzm/qGQri/owybY4JP2KSNneOJDWeeAwa7t7hAHg3S9w4NHfn6L+6oxg2UWh+veLD8LQosY1cBdyCCILyUnt9B3j/3ByWVx0JirvcKpxPAjgdljuQrsYQNeTcyPNku4v62eq7av91Fd0/nm9c1m/VLP5dt6ahtQ1gN37R2CVKtsZLnw+jAPKl3IrTPpnSw7r3bX3ixUcGYAt3N+Munntj6LoyvX6/UE6hYLR5A+Bq9GbC4wNbcgo27/YIl3mXoFyMUize5JiTNc19ekgeG38kiMN4gOnvm3MsQdUuok1l/L6nR3e7AstyJUPLNj7LKVphzXY+bAsYNp95Z+aYdybhj34p/Yy3v12aM3zZAe7DHWUHG/XTxTKukRrviovqNsw2K8w+uq/l4u0v+r8xKTAcsw9xTa9ifLwk77S6jbw2N315RHfdInmEqhZUN/xLOONNNRVGXtGoyStNqF+D18U8Li2B+UoKMU89LtiuKmyGv2GG6+EqyjjYJfpXGeO5GneMFZ3F369mVW0ivpT5wSK5G2vpZY8VL5W/8Z6xCZ8jN8ZNDGcezPJvUu9Xwla34gTr9IQ5bRllLNYWyY3/Oq+Kus2a7+/cXTHJkt+EsSzctfGk57gKyuhsNHhKCD+j88LVvWrpLxAe088iBueUNZgTc2ZPWdVcEox20wQvHqWJLotPqu6gg82ij1MFcWqWYd6F/zUuVxHZPvszNYu8LH1qe+cMA8L+wu/Ul53a3mH1IfdH4dFIJo8hn6U//59W8Owv/ubT6+guKyTT5J14sDpX/6pTCr9aQRC7yrLXfLWpNHczylVZ2867lG0VTldtV/qgFUav2MzGDTPZetSxmX4kWtBsPNtiPZnDUdXzHUOzsGT9iHB5PmAa85jUSv/guL5FfkM0VxoXftX21Td4m3Rs3Qdcs9P4IUj1wc3tZMoyGyLNPxtozPqcCo3OSIkaJWhKMrbz5ChML4iEnCBGfx1ypYFQW6MfY6Z+J3xWxHV9g3cLVAZZlDXEtqtbJl4yL9q4eYkktOCvcQA04n0asQTrqRN76c6nLj37vMoMKxqQkM1KtiH1e7jULQ/GixNGm3baPSyBLmvOI+r9YWHevKZeSthAQGnJQuLHYE809iQnuXRMEOs6wf0DRqbGmB9hS2HxCcZ6u6uVJikuUZ4GJq46OMWBZrUM+BIFLZX3G8ReQsDJmfOBOu7IQwtsydE8zEAeTeSe0y1T31sFaIyNfjv7glpcKdb/9EKYSnauPfLSKaPTV8kld1/43f77sCouYUFyiS0JL4N12Y6vaHcK20nMEGgjBNYNd5L6YTTZ/y8W3eSF0IyvJqnfu9HLKDaOCdryqbUEcbdz9joCrkYa1t976q8/lWeomF3moIv2ulaIl9cvoTBaJ9oXHbomXPj3ywHEeu5+OkH6iyn1jWbysed8uxJF+8/+U7NCaOyey6Mbr8Sc4Ioi79RG8vf1I+RFI/nZkqjnjPPvZjroDyH5nNCch50wP6KvJ8uUibLdQlyGMSbqyWfgpEs96VCFXoXCL9N0p7Ufn7vNafj8pjMqPMnEt7/ahJqKeDtkBmFGWdSGtiCxrbrBQmPMq7EIXn7SzFG2yCxK3knibOzYZqP4gPzkxFwkaOLY0ktwBYYnjow8nAW496Hshjx6N3EHX6HmuMJ+Hk1MRiziNsVkP5VwMYq1cUhjrjB1dUf63/DmG3t0Cx/0x5WdvrYKeDuXWjV46yyN+u7oebNZsvq/j+vbqFZSpENYzaYZxeZtqR5V+q2lYQxGiGwXjVu+zd+3WvNHrSt208eal1KXw4oeFWYVzy9lnUspxCTNpBVWBZ9rK5OGR56o6HtaPyC6TDFUJxY/dn3lg9AnLW6GcsRqmFZ6pYXDeM9WP+9nOR4u/jXaUBnzfkFGNbmbCoore1a5OdmbOzHJVabSqVH2XRNr22oppkJX5vZc5J+pXLqzftNRGGhMPCW2R1XyT/F4LmRkz/us3d1v2UMS0fYO/78/GkwrbQ0xi7ExQuo2zuaXsSg3LqyaUOdbiZHW1tZN33hkhNA4y/Hi8Nes6Owha73+0UVWf3iOwmqK7biVRDWajpPC/u8iq4+3/0u5e/YDWKi+9CGiEw6wYxbv/SZZmF79mpo6gh0qiD7HD+stK57FQ0QAsBfo3UPz37IHbcj+W+n/BYjPWBFTprY2aqymEgt1gOR8bvwqedCCvE+o9br6O++p2lI/+9oC/vzHbFLJu2+Bjpbtfjrp1nOwQLYWvUMFJOConQ3FatXwvVZzIQ0oBz0IrntZ8fZgE2ZOk3saacL9spwys9fwVqt9Qcz2Hl36NPe6R3IFmdkwhOIXS7u5r8CzmJrha1Y2UBU779I4VYFiNzw7V2K3Hr1dPFvZGfz8e8NNxQFT3FhCbBhmz4Wrgvhl6mOeZVLY8JYQ+XxvZDL1GpQwJSv2JXF7FuLJIqoUllds9rUsTIbLnZDYEhh0ajOv2lNc9vo2EnRf7Tv3rlR4Qf1f9VdnJ1fWJhemKfPHdz+4drQMK/gJNJYF6A35NmwD5GoMWHJ2ZnrShMPRJc1Qor8+OPF2Y/Szi6ipUJ//J1agB7wOopOlhBzVpOedCJbYY1hMuJZq0uJ+x9avtCZdwZMmxZJZCe7odLAHg6xmgGzP8Ayv3M0gPMtMNOp8k1DsjaPJPxaoSdKFbeZEa6SnMzPyFKgBx/kvjA/k75sJuLGNpkobrOPupl6u5obnXiKGSjt8xhV2nWfKjdA+dZPowUFB649oigGJe29XqUbW/Ecx62p2NeDFaGeBiuhnnbcid9fhSVp0XDwhglqrIl/H087wLr+9RsfInPQXw0tKdvLhnjdqnM+FPokvw2hbpsfky/e92r4cm0boQ8c30eO48POkE+gCtPfivywhS7WPn7asmgVmgPWsqZ48eIV1cks99k6Y9DC9xwNw9vpuoV6mW5t8BprpUCUIlTsen40et29EqHZr4RYHQjIZUzcDXBdKbxSJtV45nujKvA9imMn1OLStIWMdHdxrNrKe3mkKFolaHhBfWWCwmCRxhN4/vQgFJZkxbbeWYy4WQ5f6NkxmC3z5m9ZLK9uZzMyM1xMckIZ952BnGl92g5k6FCwyj3/F5A7F8GrGh3DglrXj4uVjNRU3VMyNYc7y0We5z/H5jEK3C4ftWelAV5Y0pI2/M8cvveG2N3AorgH0B6JXdM7zCNvlQs0bqIPQ84gLlHnQCqlf1U8m6QH0SoiI3TlNpozbaTSN0TL7LPl24YIOlJvCfbADS1UeP7VV/R7Zae3GNyshkiJM45mpjV08qPCBENi39sboXhMkKYAR3GuhxTMrz7+/mME5lAPezUGoywTCviCM9KT69t09bXzJr3EgVsT9PXEUrwG6Pr9QeVm1JG/VLqyGxUu2y7yoD0uQZHY+2tO/L86Qq7nhHnZHkR+g+m5idZ679SzEUvx11W3ofi4u8JvlCcUCGINf/+JIAU7K+cCOyycYR633DLlTRVur2xo3p2tyDoochHzia2VLklN/Oo0TZIp1KuKBaF9OJ2EMVE97jegwPJ1pV/1oZ5TXiGZt/aEZxDemJeXMRMtzGRrSIIROgcKrHZ24/03AUIjl7Lb2d5ZlIiTvhtb0bOgKU1tyxLi4MrQsj93H5dsbEticrSUlD786c0Z99Eo4nv5QZs0LD+3srKsd/tt+ewP1qSsJ2UF3eQts9Fplz1XmmlcTvpG8KCJ1tHJ5WN4qRjOZixNqo+07iLBS23qjra7L75D0QhYqn0qb/EfuksHYapj66F3xV2vsG+nFssSdDB8uhDzsNS9PB6Bf27/lAMVm7PVMAtRmVLsrp9SbvmkuKXmuku/Guru0a1paaR1fRGTdTP/NKRxRnPhUBVwUWq9UT2mDKyu/TS3knWaCTkzik33u/hstCIC/GzzvWW+Ylmbuk8eJuZf7g8alb2xcdc3cXVLLydsrJyAfV24/TP+fVyTSWXOW9ypmgekayDwsqX8e6AhSxpMEafZ0/6DrnG3S40xY0u7J5S+mEPQ6ww+JbDM/jCx/ma42DqotHfqnoxaF17RCWmjOSa36FrsA3LX8lkoHcBzC5ARGYhyvaxeAPM4yktOdQ9SZKY8UYhEDxdpPUPfqrJ6SOaTCO4H6UuLpCzWctoFMLRTCPRqm+9GzIIEo0nZYP1axe2VyXh7bhmvJkD9kXTIKcpoIp8pPNgUKb24OBrH37HY6X3UmeeXibfHcYVHAzymFQgGFeDnQm0OzeSOCJRXiPCIFsoxoE2rj9K3BMYqmeTntTt4mZuYc1CIRxUbwO77LeRdkWp4wQOHYi68gRH+0SDebaXi7J/83a2wMqpNduVrdGED9az6Rz29DZcQhK0JXgId5M9pgKJRcUqe6UHm5RydFmDzSFtFAy7US8wveYr0Znd5paQsZUux/nM+2+bhcue/06iHqpdEs+cJ9O0bNUSebaUzBFirH5/ms9i8WBkcFF2V+PLQUKwY+EyBYAexWKwYXE1zSspQuZRNdsH2wMqerqIh0VZafSz28TgInRROtXKbS3/2RPPsB/SswslNYIIZVDkSqVcnvqm0noXBIwWzuT8QaCYbAQBvpJwCURbkVzmOZpTqAabClZfIbFtfAccWJJS7mPPVKo/rDUGm+uhK1M29PJPICZPjAFPmRP2UGPD731jBKZctnDN0etu7MjuhhEHL+m9Ldk38CaUTOlpaOgBCZZ6qd5zlnDNHxy+iPmtp6gLEq8OTNZnBoS0Yq1iLP671rONYh63lGoZi9z8TBZZ0WdXkNWRDN0BFxzKB6lLpWyC0LKo1ITOaJk2MFsIADIBwoWOgqgdRzezZktQfhIRT2xtrZCZv5qI+KzS7q1dWgm61e9R5L2WHVoyVebkQO+wQcSaaTvt5TewpuTl/1u2HcNLM42zq4cxwQ68j420aKSnOtGwLC2Ur+VOurFKdajqLz5mdXR8/tPqSyn+ucHaR/e03sIuv0OG9EsG5ORiwbyzHFylLZv110h1/PYqPXFzyezdwV9Mj7lJlsjGHwuNiCh9j51wm38NJC140qz5a7Gjk8+ROeUMqEWTlyc1MRH0eP7Snz6WU2X8lMFr/44XqdmXNVP3vZ7T9Anv7+ueLpefsy3v63y209VkNJvfjzrB3S8lWEwL7cdmK2MQ+Bx+t2hNlEZl+Oanrjt7a9tY/WSdu+ndbo6c/aHizFktOI1Ss/iKA721ckEA6N1PoTMk0DyS/fFG98TvS/SXq+EX0CuMWtaPI5SX8F701fD8I4mForUQv/YruVSvMpgB6PGrIht/4S2IVOQP55Khsz884YUmvlW5o2HWnp68E0j8jLz36B/rQ50a69oHCbvmbLc8I8sfkDdeIksBel415GV+6b6dr1GqR/7KG2529xzyp6t+kXWRR4QK3eUJkMajMd4xSa6ziRFW6CbYsYAj44E14dZjINBe4WQV1vCVld109HsOJn9A5s+f3fct69Uc43tskl/72yZLEfkT4JXbgJVzuWjxA1mOJCNA/CQkTp6BlJ+TMKiiMTVbnI+zmzZxVNPYcBO/PlOq/D/Tjff518E+jI+/ak0f/v48b8CUTnqaFpaIc9r8g/P8gnii6WdiT/LfA+X8FAnU1kJypm+n/El78t+dBPnq01kGop2qPxnYqUSjltv6wpXgXHl/AQ67xATLnsKQ6+2PkG1Hph7evfnwlTxOgZKOz/ij3Jpj9z1fr2Ldn3j5t2dDWddSDdAAW69txtu0vHo3Wh2DcGq8NYG1VkLusRWO6QRmNebKbXm7MuUsfVi/Vx+f2rvJ8tWUGohtnOvqM+PLyCtik571tZvFPnugbNSfvVy0N/ZwRvdplq7mDjwv8oIUD1cApqT/Eu5M8UsZV+BX2BwF0el3j8/PftAWpa5K4PIAVRUVNXy0kusYR2eK6xpOXqyMrL1pU9YVj9yF4fn1J4E4IK/Sjrno1d0WIAx3g7rbez1+YoO2Jc6uoo8vQZwkJiQyv3zj1HEpUTeW4T7wA0UHY/hhs//vdHJGwT6IcMvXgzOlmpnPssJr9oGp3VuuyRHm00IFEWYu0LtC04euV+H3XKAJkr82Rxpyvhf2n96h5xNkxZrhqCnymandsrZAwSqJVHaOJ4yta4Lvwx5Gyt5OBwZazR3ThOSQq5g5ZrADlPQTd31UHY8/oMPca5D7vfduZmW7dxw1qh8fLvO5ATVduIY51FC/By2O6YooxP0YxFhHDnccuXrZD39VdPKx/hBhXc2pQGcVXD54qnnhfByf+aY0bL0/P6siRGE0ilJC/cl//zeCYPDXlyChnxDN/3tJMp88QL4w81yWbfd4pfWhfQ7cNbrPFhPAyFhTHZbLSbH/esJJjLGM6f+0snjYlxtYaV8xB4liN8HreyzFY3zK+9tswGDh8xENGobkIdyr5FyVX992Ctwv5Wp30XyU0bYRZ3BHY8NLh6vWC2GqfnGXd795I+mwLbsZg11yPwmPZm87SDNAIJ1l8BZT3RymE+TbqL1JaVvRIumqbKbMC1T0z6gdeHKXEOLpdDmDlAa6VKe/upVR/37etr9klduUbwnkNJaJB6ne49SqvT4IJvHnoFIttakesDl4prKwGvdQXlLY37GHe9aBRpc84k3FZ8nGIf8aV512oO1a0mRncOZ0uRMfzDro7g+plg7MW9DZNGfyWb+iY29Q/cQN4qiO5ObbMyTeqraAP6/IP9lZTtY+kHdE8TVPVhsuUMsL6TMVxoGZqR6bJrhnWh2R7k7xG4JXScrfdRQu488ufVboHlm3koLCnttVl3ciPb3IQbS/Ju7u7+KAEvQLFwzqogtfD8AjPwvfIojN3AF47MP/+1drvm66/SY814Hu/sI/3KVMdgsVeb+17Tz9sCth/64MWIck966TtBrd9BIXNWjqcYGUqhwOBPwsl6B3kygVG5ZCJ4qbGOgbK8NZ4UTSJlc1+S0IQ3+ABNVXVnq0tvFS7Fb73AWZa55nKqVEd4+sYD1X7kNT1PIe3JZ5AhqO22wLA5OmT2vqQT49etI92SYDxyYd32/lTbFiDiKgexoUEzMlvXyAP7qpXa5vzwOs7zlifOLk5yUL6rBbKxTn8pLCqtvj4C+25D0PesaapUf62Di0Y3yJ3RivirDIPNog5o3pm+1JQx6bZKbZg6K+TBze8fvH6dbhzBS7lWVv8VXliDOP01Y1nMdU7gTIKa7JZOuxD2gqlLvO+WayN8bHMi0h11z9NLRjD4mbbLviP2y2lMocI/YhIr9ieDA1VmHrVgAGXfShDMiDVLwA58uCge1m+gUQsGtwDAaB8DDSzI+auMEF0GIOWPv1+v8pBQ22x9yq9BtsIHMY4Xiu0SweghmF3bIZSmCTAFZRJ/jI74RbSi71tZOZon/Q/aZZIBcNTsfT32b5KcSKlyvr/h2Vj/0+r7lfbj86+cfTmB8PxHrqPUqUDENgHH27X5LH/aZhbXci9zzk4oPKL2EG6MYZb/eDM52AxCOtO2ujEvXpvmDWRDcZMWXZnEcvTvlJB32PRL9U0rGRFpZ7FHVQJihc1OVNcXavCePEvyMd/aZPxnEFZJ160Pn0TrpH5rXuycdYvI5jc+/L9WRiRGEEoBdkcIf1eSJsFUh59tkhJw4SRAKUEVWinW7BCBofh0IQK6pGip/IMvQ/1tPgE641RHPG889cnzfRvcAi02pOowmuGnz9UPzzcbmG9VCUnr0FC4dmSu/HA4/9dxbMbjdwa3tBJl8wxYfJ0pRZH9VScb958x6jJYUVvpEMvmACeKrBK9P/YjAGW1H0taGMFvXiqNNN9tavmJR12BJxNTCvZhq/7yw1viDT2rHvKiRaKvScejmmkeim8cI6Fccq8IAQFdJng5i4xPw6AJwWvcEC2XNIV3/p4VE3ob33YXLyu7+EErUo3JfxalCim5H0M4NQ2UuBSvOp8Vn36jNgLWGvlRwsvvl3i9Ofsow4XXosnyVg4hbWFZqg7lpZTjb66vt9yZxJZBRRsizm9kzvZ4eFcgnwiSQhYi+lcQtKNKLAQR+uR3w275kN+1f+0PZKskMNcLIzq6gTfamrZTeLvlTmfne1g6seBexWEV0vpTOWzgfWLRaoBv0+LVxXQj5iaD8Uginagv7ctjDHSkB/6OOfLj7U9r2o6Y7+sUO4xC0CMatntYhIPw5rj0v2bfEPR1i9t/O1V36bbyguCLONakg3tsA5t901BR9ioQfI/BW8nyS5CIxoNm00KSd60t+N8mi00fa7nj2kiEulka/BvJTHliUqtjv+zhjYSdLm+YBBws3ua+cJoE6z3SnxOmFB0v8y21OLTEqnHKCo+FnylvIqTcV460PFzKrbd0dmF2+k45JZW2k46/20AgVsZGSouaXFpeagMJXHhz/uB7MvH4iS99ElhfDVoxDcRFlDvmTcVPqz+a1WLrcgNvJuncfAheF/IoD/Hz4Ct7D3ZLdWgq6V0zFVfHm9SMCkoz0sDlx0XPT1FWTSCTCT1NKDwyF8IC5DaY2RKUDkXAQ36++GfOu5Nbp8EK8rD4cTCQw+bXW03PCplpwIdWTpTrGJQB+zp5b6jeMoQtYZbwHo0d1ssqNk84gN4OZr7+N4C3f2B0td7LY5SRAtXLzfLaSaB5w7q87iY59+J2J9TYOZOBzdh6rncST1v2oTrCBut1ftVqTkCMRaQB9DqeRPU936NkUT3dsmNpiGm+oY1MfpUKyHyuxPW8R87/c9rl+E5e+UL//Ys7Y7+qXIE5+QjePlwmx+d9/eeQR16lWOBsnoT6VxJ7k3OON0oaSQOwX9TNcnwtghgIxJa+hmeFb/281SwuTnj58MAT5PjR7VSWoaJwQd1cGbEkOAlI7iZOqZYgtkH0LSIQvASOCgKsq1hob17PkY+M5skRUAs3Zv7mB5McS/CMOQcPM0/uAHeYCcikDH4BYoRtO5qwuKZ//mwUeVnJ1nzIJ7g+CLlwOKd+V8Kp2u70E7+S3ftbS37L66amFVm3C0336FwqY6WXVVSxdXn76rDYsxxnWwWD9EUGRdZvbREvU4XcWOC5C3YbuHNtpO7KPAibeM8tkMgvgQktout7UCP/zZbTPSaeqoZGpF7buDyQmGruOCOxQniWd/tZDLKPGtQF3FhmLWWDR7SocJss769Nlk79RbBubSqyLK8cqy64ZE9bpZo7a7+NhTKlI4Rvcesu2KdXJILQyH3SQAUNLs2C11seksGqBQCxED/R3KPY6z1MC4o9O4e1wuPJOz/UdI+8DP1nc1ry0VsA4rJzwgyULF5uYdpgmJMHR7mRu19e40w/1XBBEAW46CZ1Hay4e0cviLN/yULv8AKR3zDfiu6D/ra8FfkDxa9N7uICt+16avdqMX9r6UJZF0dVVtxaU4arV+DrIxynHLoIS2oXV4rCYcT6X+1WIw6xG97s6GM0/WviOE7JUyj9uujRg0SKr4y82rBp7q5SeMzqBVzo+QSmP9tnres4wnqbsBXI/P6xCeo1gM2GhREIgxwSYlsFGYzpkzuJqESZEKLR9SSyVcOYTbS6BkotC717cWbmMTrlqTXWv7NmNqBowsEDmEUg4UTtQ9iCcrF6nRu38RiTjdDTo7MROmF3Rl8mYTNJAxnIdt/V5fQtb8LYCwG86sPm0xDmIvco+6NzQQjnyr/nR6H6trdc3bTPlyaxXP7l+JZJANLDTl/OAetTlqE4lMJMrKByUgGcSnQZdfnAls0bXftLgKgmsGYv0OLMR+m++jA78YSaoQ7FC3+c88a8tyLH+B0coOtf2jvcr67lTl3u6yuJE6Nr5mN8VazPkHK1unB/3ReuEfxdUU+0cgsGHC7XTrTfY67+breplPb/BQRrjL3tlyj36TiQYyfubz4H+93iWtP9r31iLedmc5F5mDHz4xYP7FeMzvppL2hV6awFEkdc3Q9u3xiZ/2WZ3rtw0pc4vhwx5zw6n8vEXhydfo0/tSDNV96M0xRiZTN1tDYJF5VehOS+hbNo/9mA6aygfUD0biYqc4d6ypVYTGP7mOKGTBeSsxZ8ULOEFPy/uzhXbWW9HdcB03tMQzJBMvey/3XlP2uJzcSo9BPCRlTol5RDMU0Fwhul/X4Y0mPDrqRcsGhrDR14UiGZjK+ZNgVbWZX3DlWAoO148RoFiOMzM/SG3KWLN/RFU8Pw3VSgoaMIHYcst1fWtkcxokyOGCe7k9aTh4SQsyC7waG5wQ/PBbpzEcIkgV2c14tvVEoafsJjyD6bFo1tBjxWQ1vY4lflynRQAOswQ5+0nJoCQCZbkHuVTOpKY6RDVEWqSLN2m2Gmqw/N02WpfRVSoZjOFEBt6T3/fyflPHPm/0+RTQ+/ZtLZ+tXRtSiHg1s+uDUtTCeF/xVIgumz8vUe0FL+o5j1JShFbX7Cig7eqLGNAonMDaFa4jQrdCNgMn0FEtmXVH1U669ts2fTZGt012nx4gT7WADX6upGxmHrXjQxoZW8GmEVjsIRmnjcr+RNEi5hSzqTGW8MqWL/cFq8bGkBHe3yuglQTUwi2ShdMvbXVDNWOFQEDU4T1XUDxv4BGX9Zoq1uLKsEGK2S+baXhPai2awqXLCyJVO1K+lfOX8plbQ9uxxzHe18TA0J9DAvWomeDq52TPGqAfGZhyQp07i1VBy+5MjN1tRnqbqOR7jEsqUz4hX7D6TM1s0d40kZlGtF7ZUr5e88GjjcKnYRObwYtNTWOIFQVd9x/E1xdY/5RC33OjmeX2n92b4TtpxKl2FTropy+1LvX+mfRvC+CljqyX9VnGqxDm2Joib2BGIDA705zhQHklGUq9Q0PqpyacUUV1KhcLv24LWjV3FJGj1lcIkM+U0oEPXKfVfAp7Vq0Ciu3CV7j2gicLLQG1+H9FnPSx1Hy7jVvECKpoA+kJ5mQuUsc1MDcIGpBLiZhuGBLN2frz6UJ5r0K8AHayLkd3qX8Gp8K8+K6cwthp/I8kzcqCRRPlpeh+rHMgmfptoDx+/MY3z6d9Bf3P1V+f11qrXwtBHZFqRXngZVZTg4i2VL+BZi1KJlwSJ5XcYyfdSdUnaQ8Yu7JOt0FVpuYn+XRBGVS3mKzFdrjKn0ZeFrOHPggrOfk66BcZ4Gx3TTjYhRLmosjSdwe2blLbWOdohSn/+7Z+tnOR6/XTa8b928zU5E20FM3QhXdWTW6GvHbruyUaUhS9pHhVHjyyg28kNEq9Krofwzn1Ylh2f7vLaXo0cnzmwjuc2K9UQeHfF6PE6XZPyxrylfhM2f9Bk2SOSr/Zsz04/6GH5q1Qfsx28ajzGmLtvMYrTqjIEpR1JLnmolpYc2nl+KdNVClbDc7L8ZfePmKzvReMXkcUQCURcIkGk4120gV4XQW7MfqEan27/rRGb4MzzFd0upAaKVdKj8C+bcJxu5iIPjlrXaabhtuIUgkcUzpxH6mddNHnn3jO3tkjrTY7NWWZybYvjZJC6IhTx7U0sszIOtnQdISTjYZd2l1voR95f7IYlCo+ueI2b6z6PNP8zKp3/DMpG1ZSNfnAf+zR4tTd1tJUtYGHooYofYLmOYPEXQ0zVZ/AK71ix3X2WiZr7iSKQiKRmb/DVyZllQKT0jFw2M/eAnHn24tkQ0CdhHc67M45tEVnKOFZGT9V+Bah2a0k4Ut39gd3N4SMgLEcLr1u6UMBiJbkmXKaVEnouXL9WtB+PiEPz1QXTZDdOtThDb9CupPx7yacHcwnxQYNhNQ9Ftw6MIozFKuIvynEX1b9B11gQXILTSLwH1yOXi7eRMBq+dR5B/57wcVUDwpWIqdNUsl3nFR48V1vExAqweHjXq7ZB8gxnl1Oub2Bf0DgZU2Gp9ZIGsf83fvk9j071jnPxzPi1RYzaVssX6s6VxqTp6saXV+q7AdR4pyG+PPLW0nwwftaTyLVkErvHXpV6794h6qVVq8ZfkqfFfMKmMNwpLaJCBRF06xV37yEpNbhqTVJ+3E8l9Ga4iNBRw9rbQjfvFoaKskLu67NsxO+Gf3zFFnLkbohmxDLJdFc2QlLKw5W1Q4a7U8gpLn8CWxjhgES325BJp84fR51GfdTBPvV5SXHR9z3BOUbnZIJGtm/xuihWqXpjIiDzpamNn7aYrsde2QM5+4zbiv+ABat4GZnhnFt3mhntNHy9ur+itF1X4pjMKzNispy/ZNk+thaJ2l/4HvXgeT26p7a3VjEc3hQcRz8qWvVIUmhWXJpYsn6pCNXCYBq6ZjAFjMZopGuwEmTlRkYfgRoBkQzra/hNS9WXm16Mr7EHxaiVwPfmvIIb6z9P67vsN4KzOCCkr5yfMPH4g6FElycrEXnT1RPOXSiv1C2wvNkNMcpV3FmV1slg4Yf9uxul+k79a9K7sqbqLMKs0eMlvxd+8qtpPPat0V0r6zqSjEMy1KD0bQsrWaQvPXTkM6i1s24Kd+okt0ynLdaSrLUu8DHiX/zv3fFeAX3YPEqn/bmL2T7yRsPIUuTC4s5wK5Lp137SViE9+aDktsjUjTTH5x6vPJ4boqa2eEvoWFAIMSLG6ec/v3PiT0d632LpELqT+EFBI/my0dJyUhZrYUxb5RaUWUrPdm/as+GNVA8JHDYUBF0rU20SPo9bVUsGPLciM6EDIuuEVG9mWu5p7wAqjTwE9/3zOxMqHgD9pl/SN3axi4ubHx5Bvutz3I36xAqsopiIukKM7Fwdm9/cuRtPi5K9XRZ6UaQpEu1Jv+n9g2Fq0zbBXUIxaQUJFcCJq45hAD7KMhWa2C25YMVABFSyOd90Y5buhZyGFr87+vPKIo+zedKCdn1LSatTye10jY66j+R98IOSarhis53Ix3CmqkhU6c9UU5KSCpsR07oOHn++U08RNXtq7y7JLSHHfJ0rpqW4vKDhrSGSJ86X++4enitWglDrHmX8sFDnNcHudURq9nQyT4C0eeS97+L8S3reTwv9lVtvQHHWjSxaPxc7VW9+7sp+23uB27S/g7K3eLsFEDn6uwQxqEzSnwZLMlU96/Z9grHm2RD8/eB3nFf9JsNq3Xs1IORxRSnXOmdttrxyf/kbmvdTjOJNrYxe6Fw2oyVpNC89VSjau3WkDNqxvlWYjnfMfhh1qkBK13evx3IteG3Je57rrHq0RFYvtptn2gFyd3U3CIv5rMI/4jgI83EtJTKMmcbnlf7G/ZKs+p96SImZg0Zr2gjJ7riyynsJMv/G0mM5VmNp3Hwzzpc08hqZHOPTuq+4BU/YDiGG9uk52VfDtnFalNuNRCxRdB0y/m0+bI6SawrxTLfgvrXb0Z01JcRQRtGnrKGt2tUYTbNpcyrvN7VbJGK90s5MNzY/yTloAjfM6Tu18qOyt54lMgmxFWyP3uhqXWByA8Q8mW8Cu24CvWcip23ifLuIc4Z9PDtEr+YAviRZsvDLgFVaQAzq7/0sr8FhVCkTG1zveZ9hsoLbBUbDUO+G8WrCp9cCxEW4ejc254k8LGSdjPY6x7eORlDUsuuHodj4Aaa+Vvaq8i3RBYWl36j9/mn0Mkj92bWOKlACODV9+ljXzP0mehuYlySSFe++CMd3fL5PtSu0TD72L+XWRY5Usl7eHd8r6KlgxZq5+uExy+qA34xAq7gqHKc45DMrROS5y9ZJ782rDke2RG7iR45fjY6hjCIUHuGz7OMv6MG5pICQXjJEG62vtCj5kPVFYp15S7Zpco7mHolH/LZKn1PdUpcIw7BFL8ZiKkWdIkbyhQv7RMch3XB0frWU+1n6o4AfCySn0oStEWWdLxkiutq+WNM8AoizGXO7vbEbv8DrHz/HWB2PNOMPPdauk+6eCHnvyZVEbiMTMDKPYnAS2zffttGlcOzfcxPocV6j2aYl3DBpuHb0P1S6p73k07Q8LBTNtSw7JKFNpnNwkOt5U7YH5LhEzzFK4atJ61Pc07okB/9bqNEWgevCk5dDNp6Canx5I+Zvr5IqvYLvXetfAW7eROwujcucLzWzD93AROAAUKbbK1dluY+mkeJ8aqMfOlte3l5UEbue42rZDcoqkjHH5uulN+DeVt2UmCIU1eA3smTxbBeq58M8Ew9Wd6DKMJ/X5djJaLatwtjccwtQ3PDfJwWPi5lGbJKChrkSV6s8+yQKkn//7Xo/hLaRy4qn4fPoNsojDzZ+BS6RH3mS7SRScxRLMxqf2X6cxnRQdcqxmvzIqskvQwsqvxQlTyShUPtAnuRE4JM/ALkJfpRucFylD+DFl5phSu6J2HjpAzsY6C0igOq2nhPiSP89nyWubkYaZPlmBL/tSCsY4X1ilNHKT1kNm3oMIiCU1ZXiAbJFip5q1fiSGHdrkSU4jpK33eRfRC0498xt+sE+ZX8N0zL+2B2gV2NqSXtQGO9erZsv3Kajvk7W3Z2QdSVUztRykchW68XIu7t5vePczDHoloWDLSBS84mspnGna+/rqLYxkihk6CzAGoGoYZlIshGdlw4TeJMzydKPQBYHjYQuTxlA/Vxht8OuYna2h8+dUMtUujOA6M+1D++z6fOTlEademB9y2MJM3QAj3c2vV7SNU6yHYQ+J6eTxIYVnmPBctc9N5Mu30eOcqvhL+0mf9LLEjl1i5Pt8tW409PgwibRhMK40wAIStjtY+bSIcdQezgTNDOUWfomkNtSJirMD1kneSPP6aOyYjWEtzVvSuRNe/43SC5FU+JgfWkVw96WwikbTCPTlVZbKS5r9+y85XeezB73u0XVyae+VuMbaP1DPsDkkUIvXWJ3gmesaK6g8PFM9GGtpoMSY+f2X9GB4DXkSVrGmM6E7ipDO6MpKd/OUUQt63zvHNUnwcPyvbhtE8TogStlRMVT9zEX7dlnCO2idU5FRKhahT2Jl8r4decm3V4FvM2qZ9SFo7W0KZbyg5X27qen30CXIa8Rnw3rEgsYTNFNq6faPWiQ5/rp6H929QPcHClp6iHkEgX5jGUdm+SSYSyabWT0sziePoGHdyn53w6SwzKrM1XACrKTFFG7VAPX6mr/nCsHC4GeM14AWSgdFT2VPKj1TGNcYarduZrqxsZ3/js/oz+b57u1pUdXX2S1CRLeuyeR3Nx/NK5qgxHd7T1RJApdo2LMdb0h96mAldu+8gq6sFOjEt57q93bwEIrAr6M+f0jV5h+/gVZYHWDAXuMiaQMHnDBK1qCe1qz7+80LD4d4WiS2eKTdkl9jl9qmO689vcldACWyddzu8uQOfa+L+CC8FuYH1uefqZBqATstymej3lYMTiETpQyLR+5RgH9S7jIKXj+aNlA+0cvc+J588txnT28kNLVwPozf4xTjHwkgc3uSv4MgNFF1L0nPTuYx8UZcLK2CGu1eiO9doU/RDvPlJaa3WuOI8rOIHZYfnVx1ZQnvLQYcu0T28YDxoQT1XZq9g/a7OEJ5OH1KAsWmukUjri3pfwqOuw/DyPMGlgy3pWb5smAutLRpOBA0qolkWGAcEc1zm2SAfrnDT89uzmisYPj9J1fgB/hlVBKp6zkNTuejwF73wLKaEyL1hOetQVe+TXI3hWDfLPwWyJqRrXGv1YX521Rbm5Fio/Ii6rA3gBIGIA05eFdNkt8H4hQi/dbcj3iDGOdi5txHMR+MQMNUS3Sgb358bLBlb4WYYaUTerrcZ5PXH/LJtg9XgORnLLpPFPHwQQcrYqnfHIblyLpEVmyFIJlkld50uqQMyLwrTK9qBAJh41xnZqfejqjqJLMSJfjx5ZJpBL2Jmps/Eiy9H1z3+IsqjeQeNwFhsmJ8+BN9Dae9VDPAbYolTxGbonsxosAyWENj6zsT1NJN3KM8ah1fpJ5/Hl2nRVAdj9YnJ8c1/0WjSE58JzLz2HWMDqLh464DNDXzUNDhCakmf4pJC/64Xa9Trsg8d/xD9rPUf/RLdMc6/+fvZsG6reJRIvRa5oG0FuILOPnotg9dCs/Or6oXNKw+nIo7i6anPa+OKpdYznSr326lPFl94lxNK7wtLl7hfz2FomHyWBLf2y7l6PHgN/wNRoVNh4k/PZvelTIFl+qcPr9Kfu2iK35pkz2k9M1TXOlw+DS1oSmnGGzO9K7rbtRtVoUd2z7Rjhbtv1wW13PZHQfkrKyhIn7INivo/ssVqLKM/zkanwImRD2De45AnTwXFNYn9EVQgkgagNaua8U157xzOdV8QQgIFfb5dmx6j5a+daqKX8DSa8pRtSH1kZws6fNyM8+2T1dL/rQYPXukgaW8D5sepvOkOK1p3c03fu4pCG0etOM7QRg7d1U2OnTdWDcnlZ0K+zj+sB6S8Dld/jyXGx7kZGH2E5gF//EeHqQ+zP0MdqHQBYooDzt8XHq/gYh5WIZdWml0Dc9WyEpRSd53ZvoSukVFO1TNoSLzGGZQynTXRbSRpnBZpgYz0gFFF0v+mzHXWccmzd06/my7baln7qbLew8mhNwnTHHfbW5Ng3wt6XjFaW8NtoOs7RyXn8jzB5B2UkucjvmMgI0pCF0J2bOrnPuJjyISh1u3nR+gzgezi5q3dGi+EtKctRDS70aSvzG86Hm+8VVTvKTmDW4fHZB5jcbD7aTEds7gutdHzlOKBlw4o0rI+ruZzUzSNK/BafTzRq2y7r3qh7l58kyWb4XQre5I3bUGzZTHSjw/aTRo+5LkknJx6ohiHvZfTVRL+6E4ZSz1hohi8/kSYKZ9KJi/z+WabJ7Wxh/jloDIzkNxcB17eVcFi7A6rPEX8kvfoZqC3ZUe/Lbu9DUXmSpozj4X9BLdXdqRt0otOjluc97l2Jm1P5WbZ98B71rrT+osEdw60RBgZPXl8JmdoPrD40/0tkd5rk1aRQvdGksZ2FxPLnGdphsVXai/5WsBo+J2x3FjAMQsMY8RYyHqISoIT7rfC85VBGSrK47LcC7GzPSsxCfACuZ+5zImgpJ5tC/aX/1cHWtPE2JIHRHMlotuntch6LSPGd069RqiRGfv6v9EObNLbSh5DwzgWsWcgggPiMxXIwcfWpZvgpxlItXMRI+fo8WP70Q4L958dQevjnv7MzvhDxLt5um29PftWohy0xQLm/9w6hckewT5qdtMUR0jiRs/FreRXoe6j7+g94n3/qCQuHcbJQ0Zj9hE6fbWEKRoZP8FR8azyua1nuK7YTRiZF3XXdk9ZsZZBcDl9Jf1n/cgbkrkGxhzGsCY3xvOsHutsfzYlv3IDUIvuNXt7gNu/NAEzjUlyAtEP2lgkdGqk1Sxkwwt9h3j7N+RnfzBMEwA7gOmRR6D9qk6u5qIoOpXgSn7k7TcVe5hL/H4gwtI6YOBtCXlQtcE4ATQRBvn98r4+Zdnl567ZTU5medGkd17WQHCqsZimcOO2LgkC4QzSX1rZLpuXZInTaac8/VfYGpp63o4EvKs8hqyfKkjkvZbkmwlQBZZ252+88U8jonw63Aaj3HP6JfFpkXjYbs7dWWNDvydvZT2ovW9Ef7kM8Z2UgARLLi7BP0JwPI4choLcqtllEvvFITZdmil3IScX0SRZcOwNzHGwScvhRvPKOUfN8RsaBclw9CN7y8+PM20qZhvO8I12WkOrZ7viM+D86WBND11dC4dNoHMV6BatAvq9oZz+EYHG8735txH7ARwRXvSsV/HhqVwN+9Ese1kJvvEnjIVipvMXmI0pv0Jj7/t657yqQ54zi44296mFBp29hATxgXt1f9vO8audOMV8tYS3ha78GsD81u8bBkxsZ+Pwq8L4PcFaq0OPgy8qZFMK66se69u7PK3D1p74HYuX1DfYILcsbQSHzkYQCa4zKu+owekQcYf4TNNHqkqD9jKmmQBbYigxUVWG+isro8XB/ffVcYbCbZ4gvrzVR+W0HZ7P6FbCuAXQ0B+5XRdCWFLXpZYnjogHXwP5QeuqR0EAcSamcwq1vnV6s9LKXhZEwZu5ri7FURwP+k/josZBq3cjN1EPVsBsxExSpKd41JfIpx7zaqImQ0GTj1l8A9llkuL1pMr+FJb76zjKTd4BUappZ9KDHS7FB+6u/CejFli1DUmffjPtfLzGi15m2yKvLXf7Rh4vVEf8MZ4J7pojGFv4TZrpT3/WlFuzCu9/HhLXLIfopmL//qFhYXk3b/I/QubvEdJo9xQdl4fk0/dtcaK2aqri6r5gin/z3kvurdYdnVQ6vgIef/ZGMjS6Sd3v8fU9sHWhFB08s32rwuoWfnFDMkh+UQh7DofOEirlqPBMu55rb8F7IDvXSLBqzBTlJzZH3NEyb1wme8HSi8h363aI5PxlYSzfHpqqk1Lzrwp3U/Cx7wHJJct2SF94u9QAlrJHi3kA5lNqfLSg9ESqhQBAaIPqjAH8GL5bhEKVs9omvqud7UlsOC5pwYTp5hPY3IcqVcgXvBEuvnjWeyhAsxdBsMXb/uzWGFvv/91Fd/z6xbbUXhhiWkHEb5xvfCtiXS8RgotW1+Ot6cxxN1vsFYrgqeO9SYmN1cpff8RQQRxYLmNovxoAz0X52xfQzn2xqgXuRhlELcJlOPd0mTIl+hYSC4Eg7/BFHRwo4QneX/67JMNiNyklKFr+st+l0CHnyCNzz3AlFvfaz1MLFcByTkbyZFY9vXiu84XJk97eNbI9bY4AWAmx4++NTpVcrcHWODtznQvOs9K6PLYu8nT7XVXTFswpjN4wm6nX0CW1Njn4fYrPMnsGllcTPlacADPwHLG0/V006m+qe3FZx/PPQWgzVkhk0YJUTGTpmjMGt0t69gr8SiFBCRHG/qn2SBM6JgJnMx62oK2RJ5bWe9IpITwhrtDLDp3zupRP+1aUnRQtLjYcB2EktdixSTZ+mllM/nnSas8kuFPNpcRZKb262stMRHiKFB9ZCgr9J3ZEsZwN/eEwnSco87c6cpqm1U30J7glpJDzmzknWQI6dk1Msf4QbSk0NbH6RoMiTnc6KRRFbFoXQ3SnKImwoRI4LdzteMvzZK4s/r8EC0XYw+7MRZuYBNk3/5VlN+O6v2ZA8uN9qnuhWcoDLRkVymBkZuFYKYVo0+o4gLV7Ptv+1NGCNAKvK6jsVU+HBOim3Ee4XWM/bsyMnvRG5JybuqmiZ3+JnqlFKesB1p9Tp+VzzhbBWPjIN55lkEMhp/feJUpeRaP+/u/pBTmNmVxLsxG/XYanai2/HogjdlzkHtIhNnMfn77WJEUHWFCHVqZZ/YjGzZFLWI4O7wJPGWlZ/X9QuTzBGT6Bc56j6FoQeyXbO81C4vh5DJpqeUKZ/q+B2PgDgOY55/YY99TkZMJsTOP12dEvMAhfvuNcpvK15KXu8bO7M7vWvLOX28xzP5sTAq/JAphqXeJ5DytvziOrb9VaYDcL/PiDWNu42iky+r4wSnuxPU5DLpb8cUPxMX7PfVEy7kuaR+17CCPCw8pXV3nAa8soLGBPntux6Wpj0NcAB6WhbjR+K2fcWiZchazhpACXeBRm0stIs0dRkLVYkXrDiMRU1JQ4dsVFP53D20ebA9Hm+KImNoi7DYYSHuZhS74XbbpP6ghvqsEav/vSbzZbohY3KOMKkkIWey+VxCf951ZiKO9ISdyFKMUe/JkZS1kDgajT9T3FIlCG4gXiwtpaxPV8JbRgjR4nFrIWa/uAzLIj4nAcdbr2F2D1Fi2rCazo2bf+pxVxLQ57/uCsAmPVBxl01XUplDEgO0IVGkOTuE2NEBoXfS6XnTSjyI8Ft7iqo35PP7A5To2a/rZvjM6J20+w5hu1dlm7Cw45MMQgrZT9AJWsbYb4vZOBe6kEkQBLy3UiK6nGC5WHztqVh1l2H6CyJqtJLVSdbpjCkN5t+TCUkoVKc7+4R2AEp5T9Dx0wLtzi8qBXdPNrauqFjEJqVdR0I4q4ycNnylLqTI+5ANjVH+U4eU7bYcu1sSKx5rxJI/YZYUUAkOxKfBetvLc8w78kkEnx+GhflAIIDnkydJJeLXA5uRlwXjHVU2zXJsO3Vn72FWEn43uK2z15RpIUaGEujr5P+vsveQw8sscPTPeULK8C8EZXSOetawegpO16uyJUFvqcuzWzUDvcUOda+cR1dnOr+rvkjCoe5rR8kjRInE7iZSncJpoKwwmJ31/wMlQNq/At7B4A3aQNp3LeSu7dWPCw4L4P1U4eVk9APnqs0OMK4NOUNeX4E8RueYalhgXdNjddEWxmnDuc+S1pC7aLlX604hPxZTFIjfnzhdbWwCHqMH+FQ54TjYw0cHTsO4u0KHFWNdSe/QFbLCXOFwavpja0IOGXdE2yCPjp+ei/nEuaj0AwRs+c83bFj4DbGEq4I9uJ+EGbZvbAnj7mKlKQaYo/j0n67EOqUoZtwke6jL3HXfRKCv7jdKHgZOGSwUkncgjCdGySXFyPvijN5he+mKN8vBV3WPdK6vR18VObproR9aue8wnQi5WMn06sX9bxm2OID5pLu1cRmTMLibxVJnwnik90Y0/swhs2QP3mESemt6aB435ijVSXbKcL2YXdySps7geYF231XIQ43v7EafdDfKY+7ye11yWlYRc5dXFeYQtvyLUj+oEyeN09o+BevE4CVbMIew9wU+GXAh/sf6ObrvY+5akzQpCLkMV/EeV5L18Tm9IAx9Ve7+9RZ6I5u4T3EjWaUfJShf9FXy5C4h9MCbquY0qB99t0nyeKJ/HAz2egAn1bHXFFhEpWaydkQb8lH5/KvA2X2WBiUsckZwqTNHDvLX/LG80H/U5P48PXdCpYkmFiqi33oaz9oDZ5rXj6+DPOb5Vdt1GnrJ/eoM7G/qWLapowdhp7/LH56EOSqpkn+cNdbLIiu7PQiTb/DDQAD6ioqxsALO9vOuoj2JcWO1u+tB9JLtljc08u2s/dWQu64ZyswZQj64afUp9EZ+fYbYHHaz/uU53eukwQ+n56e8Rm49fT+HPJu83r7sXPlM4N98nVjojdy2GQdnsOmkt1tPSGL9uPWAjwD6IVJWcgHkrrgPMrtVJYAH+eZfRk7zTXv+TYcOaCK2XyTRe8vKTdAbzQFJKSKEvhXBesiN3jO+FPke+aHd6byywB1OKQvgcxSmMbfCMIfIpq5kQn8/vDYQuRw/Z1RMnqeA3hgn5ZcC/eT26cPx/F7wyTvphzXIm8SiB+G6WM+WWrHnAfjhwUSjjZhDLL64M6GuJXNmXa29C+2VxR150Rvh49ILIHdVfGzPvIlechbpvohcKu+KFPhbcgtLxm4YuMbEJ2bojZZMs+W4zpTaMiRXCvxASPQH5C4TKBO4TjfNArJn4Xr+zCH6ENY1PKXBWLcFrwo7GQ05lMohIRq4jvo6lfseHO/KMyJGVpi7omurX6JP0kQVJ8D+lJeeu7nshw5Fc4TF6GKueJuzfg38XunT4C786jft0iSVhJ4x+/LtBmx5Tl3xDEUenDHagbnlwnmLZpj31ruVPPIGYD/7+/xU0A/ZbSdwfcJJaJZtKvrqUWRZGOaN54LdI2aETou6zzqL62k+I9z30BtmXcv7zQmRylzxLAyf43LiHT8D/XBafiYv1InZ+bOdZ2D9KLrFZxty+z5PAyvCTqt/3bYYPXZ3J08t8mJzYx8Yj0MeWQIhmMdcKtfMwhxy+GRgnA2hXlzQjMfnK+iyhjYvzCFbU82ibAn5MV2p8BD6J1BrWTl6I/dZdZEdYasLsqg5wGnXqAYBzBX3NefdtSck9dG7zY7Ir3zTccVc8WlkoMOBsKluu9uc6KUiM9NL5lhXOXBMgDqxXfBtyQP0mJH5PB7wADP3UacAk5B8BcleY/TVixnzbYA3V1Q2p4OvEtrboorRS4/2vcxBn7jNeygLXspRTZwYhTzpwvB3zCdZX19ediaMiZ+9vUPxc0ZTdV8j8AMl98xiFeSrNYlzaofRY/PVJdPQMxM3CtWArwTUFnRfwnw15/PCj+gTr/j3lq7E2FHfn88K17saD6Zogx8Yo+7RbZC79k++FrsIfbXOfGOcFd4vtFX8oE68U20YuRLXvZ+rh7UgzwofNwK5q+hwUWI58nsXPy2yxvkSMSuWBXnP08M+BPmw4otw5G6nCsTBV16TJI7zoa+ulUU8RZ8cbuLFfxHL83BYxM96sG8R7xzoP+ZMkzZVqBPNTE8oPUKP6fqd2Q6c1k7sue5B4nmy35J89BUZPnAXOCmWzzXwJPTS3aGll3Fdq5grrB9489du70OeJN50ZXc6wXXwApelieiHq2+GAhXZzG0X5kSvlAEPPLwe1Ii8/GLiDQU242HvxaWP8Iv3Ac3bzdAbYZlaYtJsYvRtQDMZ8xK/fxmFftDKeBM0lU3TLI+CYfRVJsWZh5wunqFcrUMVGHYMr5gB3Mg4YRV6Y8g0//5UQnt7PztFsA6dpzvlNfILqutnzyJ0v7CMnyh+zug4fSgEvUHtWHcfxoG51rXgdlzv4vjAJ4F+8IqYhM+vbKm9zZ+Pz5dKLZ57DflK/wt74HqVeLkUPWvAdbCoc86YN+bKyw4ugfkrWLGrrRH4sMhHDvTGSVajgTahkkOtys/hcxRrr+kUoDeU7TX9cX1+l+1ds2/AFz3aOxtzxedzzBzIXYFpz9LVP1+n6O6vRwPQJxaHEnLB91puM94e7wI/ZItfRY/Qsjkm9eDv4h8j1yZ/By9N11cRRm+Y2+pIwnXakBr1zPEL8CdLdnkiX/5C3RJzlven3q/gMdrFLrUUedKK+0lwHo3m7zXa0Us79rtNwfzw1SnRC95HovXe2n2j0D5prbgzrqP6Sn2NgL9TePjxqDv6sK67Mh/XQ57XzIiAOlEwZrD8BdaJTFr3B/KpD7OxLmFecVFzQR7lPWUtekNq5plic8JOLFhtQfA51Xt2fanITyTWVsK83Dn7C6chemzwCd8X9ImlXul4mB/fvwS3CWAeOyg5Yy16Y5+rlZw1oa2tlq7jxnyl28Tzs345z3Y1gHHq3ZKcPB/9tutlRDv6JEKXU8uW0MXOjQ4u6J8324yWYK5Qz010tiNUvolmcwWudzUVv4hGb/QEbwgFX01YNfu8IvrNLCr+FXAicff+UchdFTrf+2ncz/sCPxX0QHyF8RVHQjQKJQxN0FcCXjp7MYdMD57W6EQY7HFWwbOxHqyu6K9HHsJfuRV8leQpmuaIdd+OewHSmCvCvXJ/MAnzUuKUul6sExPOtW1FPyQHH0mA+rFHnavfAdftma/CypH7pzzmg3wV4fl5mziua5UfrZsMHshqXViY4ELOuOoJZp7GfNWi99EeuZelOMOVnDEe8p3jib6y0uovRm+EnJMqBl+9G/G2nonrV0kvLv3APJMj2LfEjTBkOUPviGFe4s/sMLHB58qCSTVweYmrI1nI7c/uOWmD+3lD2bAIo59edtcSfXU7YtwX4Awn2xlvWYQ+79uriOvwdLnMan2o29kDnx8EupMzA2sivB79/JwxOygFeNbb5zY/3AldlxN2tQh9ddtY8D1wmn28Nwpy172RWttSzF3Z9tyadvitFVM7IU+iQncVTbqAvtqcPNcVOGMoPdkefHXvm7j3LPTVJNU6Gv3gYlH6YD6bXtFepKyIvlKWedSAnCvSZfk8NmkaEuksRf70xx0j9Ma5mHdJsmzaUrvoyVLMS1t5z35Bnv7ecEiYTQ+GDW18j74Kztudid4gUUuF+67TdmcOKFth+4USb3TRG8wyzjcTwT/hC1lV6LHg6ZsakTebxs+dQdjjIr+tasf1sQVxndvRJz47dNzgPrd4cDWRBI/ROXYTeNAPMfOjt0Od6Ma7ZWkoF/BJ38bZID961g4/r6Xa7BIpzEu7dbcXIF9Z0pkC579lz/4VIW/AMwGPW78jX7O5bxzUiddWPH0Sg776Pu+pMeYNq+Hj1VAn3p6d4xnyFdqn+oxkozcaFpVNBF8d3fWRKYKfC6Rb6XzE9owXC7jxOeiMlmq+YvDGijX1S9ADRpuOi4GvZtuyrL6jf46xPhzAvJE+rOEJ94Ern8WaOyH/UA+3DTdj+2M3Lh2DflDpFdX2gTxGK0ucX4j1y7G+R6/XEToxb/MsEU74e0tnp3DMJ9mp96BOpOojFToq0UsGc+88xfbyrWZzTAh9Kino6UZc78pmVMhhPeLD3b0YfJVnXT/tFHpJPbh3K/qkLVnEAvKVeviZlafwuYiNGbHV2P5x5DMfc6j76k/zf8L1+SvX3cTQG0nWzvssCNv3oR2lBh6j738f2oR+EMlRumVJ2MbV2THXwWO0CnNiNfpk4gqfNitCXhywudKGeUwldoEk5o0PyzZPsIE6V3vq49X4eeXaGHEH9Akz+UynDWnenZjP4Yqe8VePP4f8ZIjOVBjX2SsaltjLYF25vosLPcDhNXE++Io/3P3xEHqsRumyFXDCb2izHvJV3pXMy63Y3uNDTy62L365zNORNFckd1w5gn4bYpV+R94oyhENvuJy7tsTju9b0RO9DjzQ/KXqigl4aa9AjLQGemxlY3cq+kR75uhT8Jh+zt40TfTY1xH86jlF1LbY+DgT4sB/REkec9qNr2sVMD+UXdKpBY9Fhq327wBf0blW24Ixh8R7OlmDxz6prNO7hb4y2aFWjT4pmVbS6kKMNR/N487GetBa6LY4eIApu2IowJXQEw+1Ciiir0osdH1ssU65af8D6sfACZfvD2LuEtxhVY78Qmh1rBupEz0zc+te9JKlBOc0uI5ZRhv7ZrJI85YjU74tQl6Sz4feIBvdDxWwSE9oTs4sXJ+nw5TSL2D7gw3Tl0C+UtW1W3EK+emNp8fbw3mdkLp+250IuM00kjiO6+1qTyMsgRM33fGmHqQ5IqPA42e+Kiz1zrHH/Jvn8Ao8Nix7dkES+qowU/EhcHZL9kN5yF0WwlvO3cF6kFPfyRv90NTZl7aA3Sxz9JNUJ9aDO4WVKpEbl1otU2Yz7PeI39olC1yj3dAYvcHcfu+6PJvy3C4sx2IAr2WKtyBXmetQM4PNFlA9MXkL+ipMOXYleqBu3GupCWzSMDf2njX4ij5/9tLhn/yLW9dXHbYGna8/LAX8wlbdNuRcrqdeCRM6KlbNNh1zl/ZG3UXoh3vPSjVkCZvje1PSBfTY/fOdIchVMitMIE/HHJqSw+KF/dj8GK792T7hWaAqoU/XH5lUwwHtbx5VmIl+SBhWuQfXK1zBaFDzA3gmb3uhP/JI3k49qBPztRQu6w2Cl1yMeSuQH41Ovgt14ln11JV1X4DrSQ6LYK4Y379VURfuj/l2b77g/muPVLigH8xTzuJ6XsztJx0/3sL+BTSUi7C917C5BtSJSQo6R+WhTqRvmalwYK7oPZkYCnnWcfI07YnoK4WPnmaYKxpneV6F3NWxIvxlGra/Vi1+Cjm/ZvgQ3B9qlU/5KHDAawXjjCHcz7rHLmrQDy611VERWIfG+FetQZ+MrNl4Aa7rfBHZubL4eaKkal4KekN206UauE485wvOh+DzDxwXT7/H9pO1vrXCeR/NrHzNAl/R3/Z4amOukH+cPB58ZbY7MlYGn4tIE3WOQ2+kleXNtCD0vVXDviz83pAfc3UXtmeUFoBv6IH5w/Kd6LEXAhZYvxAq9esuK5jXLnpliyXw+KXWH0I/qB8LPgbze5nXSM5hMVwfa39Vh+uun1fmYz2x311Klgu9cXWvvjzWKRMOKmTbEuaqk6lnBqThtfPd4mD0gxzHghtQJx57rFOTjr7K3z9wB9tvpmpfgcfGf/ERdEQ+GswphR6YezGa05HQepMJowN5XeL8QPRGWsJqGagTh0Y32zYj7xl+eAs9cyTETArqxEeZZc7CWFdyvQyagh5o3f0qi0kYu2N1VVPQV8dV97Awh2SmDy6GelA9K274C/rtZFwD5hBK2rb6EPhq27yMW7H4vONclXDMIcwjPk9muhBqbXan2jj0UvK3RZhDqEuJMnkuJItHxs/n3c/nSH90xthhDi0u1nAl/h8O25fao6/WRM95DZxpKxVQBb5yeiGzagB9xZ5vuwA94DVP1BLqwZypqt+tMV/Fpb8NA87cME2iw430dHFNmi+FvIdj1hP0yepC4U3gMRWrwi130WNJHhqzHYALT35CuRMVr773AUHoK4fdF7Y64PiZGBnjTsitZQLhx9BX0SayNQ74vI5ns5gHePj0Wv8Y9JVywhNxR+iv89MLczwIVZG72MEXfaWZ8nol8Ob5Dsd6PIgKl0L4x1j0VUWpzAn0w+OdMkYL2ewNj5mzKcxR6nO7HiCfznDqUWGzO+JsX4igrwQlxKTRA+xlbd8U2Mw5qnXJBj/bu4VZI+9ZwSEMrws+Cdmbg6/oY5kaRcjd7js1TGeTfhO7eyozgXN9iv7xcz8vysY1X2cLvnycowHeoymRrvXohzp74jiFkI76jUfbIHfRr0cvZiDX/+G0lEHoR82CvYmiwLU53T4ir2COXFcg9FmZ8d4V+Dnjggi5JeiH+c5821UIXb6gdHA3D7Tvb/sehjyV3zwJrq/qoIHEhR7wj6rOKOYQ6szh09OhTpx1K7X2PH4PSP/7unnogawms2TIXQVaRRP4MV9tmnExFDk1lVsQ6kTZBVUPeDhh/8VzXtYi55sUuwBy15lowc6tmOs+GOmJ4ue5YYmKapC7RONdcmfi+vyOYxVe6Ae+jC9ekLuiLiySZfeBl+6EHizD9u86r+ZA7nqW25P7HNedpssd48ccsst6fQfkLvFguw88mKPOM8VckIdo3pGG+0xmhitLDNvrbT59AT+vebI7Yj70Z2XU+U3eP6D94+ggTqxf/Aq+a0E/3J2+u9F+Iq4vOFwzR2/0HRexNSV02Iy6qfJ80G6G4oIc5Jl6lVvhOrU3p715gB4zcdg0hP5R9TE/CB6LXhi18yV4jE73s7KwxhzBObvegpC3MQcEioQx/zsq5WL9snN4zmc4rpd5Yu1m6KWb50VGkLvxOolaE/bkBSeKNqLfVg0MaaE3ggTPD1gTory7RG0O5iLfZTsO4rrHouy9kC/oCeqnaxPRVyuWqrYjFxwWW2JHmlsSp4wIYnvhK1fV0A+VxWlm4KsiW62LP6A9fWmT7gHkgWfXhDsQwin08XgstjdasvU18gKewkzwGOeTw+E5mLsS3rNUsX7pKqOuOxHmmcH7OXlYP37aaLwN/XDOimnLJOxZ288KzcPnS2dkcNdjPgkUqhqAPBaz3/aHIq5rRd2XnIY55HjaBFfw1RLHmhMluN7+IVWGiT6JOqD+3pmwbVu+bndFL2nFhJzF9uphclvBV3LdnSwx9NKRc5/GgQcY05IHx4OXFNzWqiejl2xUoy2BN9PXpie5Esqfw9phKvrHpUM2DzizbYqirBsRGHWTOSeN/OT6zd+RMy/vvuBG/Atn1XdOR14SEL8evVG1sFyXRdgdQee3LvlZV26IyQDOqJE3rgWPRdWt8iDoK0Pz7o/Iy6c9swSPtUaKXMtEX32J7dRxgv3IBr5odycM975JuZ5YD56fEHMQeJbBhzWBkK+UyLTJK9FXc8QNS5E3kYyrHkQgK+jT7d3oq5OHB6bjfH9UFjCyiE2X25zgjkD/zJSYpYXcsPfrQ1U2Q2COTnC4DPrhuMORn34YkC2ax25OH9+RtkMO2hu0/yuHRB181y/PJiPpEQNXse6btktDDD3QXtu7R4JNd8w1WERjHqt7IeKNXEU0cjrUb0JSoqbr0FdNCpb4XBl4b9qdHzpM+/hTcQux/afIVbzogQqlmxSM7yVKE3Z0i0F714xBR+S6rNl+coSel+wtUwi5i16rtjUPuejUIzsgZ68IbdKyxu8HJXcu6UN+ue/mFejX1MGCNgF8HnX+G8dV6A2l8cH4vWHb1m0Tn+N6Pm+uUCryKWf5rkHu0su1s/74Az839PD8iFxK4+hMQugeo9uWb6E93fGgfRl6Y1+AkIEuoTaX+zzgxjx2juWyH71hzhxvgd9vc975ORSfHyuZDx2L+erJ0A7IXQr9krdNPoNnlm91V0SfpO0WL4PcdVl9hHMpfv/xwbfuUMwbnSaFI5C7hA+Mt4xAv5XnbnmEfFc20YD62zCKe/0p2A91+83RnzlkWqFgCOSuwYUDqqs+Aj/UpRKIPtlfblgBHrOIC2pezIXjpH58JeYTDUnxt+CxjfkP+BOgfqRDI4SF0QNP01qHTQnbRjE64+7P9fmAaA/ka/S3C8J1tefrHTqNHlu8lasCPRO3V94crlPc/U2uTZjHIu1LhcEDpMtRJNCSkHzzO9r1ItCu67wU1i/0g+1rUiB3BR10G5yPvsoPFTmN3GrOXRo8pj0ve7YdeubRoUFOzBtivGXHbQiRO3zNWg19NdW4xgJ9Mn0S3w34O26x/TvisP3JjVQucsGklS/tCKOnUKImAdvHzN8xgjyd+yYX+KrnkmLDKPpqwqjPevQGWy1JEnw1xVJD7Dl6KbdZ6DjWNW+s7yxzIuTQ1OxtvZiXItM1OzCHlA56CoOXpmee3BCE6+phyqPEAf2pEX8W6sTg1IBLu5DndJ+MxrwReT9F1ZlkJXR3CT7EfOVJljzFfBK7Z+lFZ0JHnvp4rwjzFW9JwFzwAH3r/nQ9yF2G6R2RE9FLrfzZO9En5zzk6l2IwNqDVzTRV5RX95wHwNllt+84uxIi4L4vVhxzkfltUWnwAPFulOl1JSoNkzLkfuau/meGm4Ez1Ar6afCVlqXHOS5sH0skq4HTKeYiAizC3HMkrPHn91UKzxdMZuL3VXdMSmGRrGCTVYfF0Vf6uwQWAs9qtlgyy51Q0qfr9WLRVw26ZvZMzLOBTafdSV30fVkTVfAVu65dbh+2Xz74TQtyVF9znxfHYvweRfOrFODNPVKZYR6kZ6RVINgNPbZ1dcHPvKGxKjdNnU1nvn85K10W67WSq7jeSu0Lk6YXsalM2w/hZ9FXSoVHuHG+b3q9bMF8dvO7E1EG2eArejiHXwu5oc5VnzlsEv9Fpd4fPdOQczoe+adVxWsZbNpxr9fCCVBv0qLVg80/fZKtuXcKm1HFnfquCX3VIOGohh5o3nTmQocO7V5l9+U17qdlnfg+5BWvHBRh3I9s+e5/H+tN3xzRRuT6l00myxDaPWqxThbmriOhpfLogZuydfi9+jPxp3jS8DnV+/Z3NiFnFskPL4BcmrNXqQR8SXGdeVeF3FvbZ4s6oasWTUmSxDwmsilEEr0xZ/8T7qWEPqe1STl7AnDrlB8bkG86JmICdaLNW+sMfvTVuX6uUuRJEsw7kLtCzOd/u9uNz0s8vzsBvTHdprgJcpf9cnW+De/AMxYLPa3RG1x8/hPx88Qzky939QAPpqsKkA+7GK4BX8XLry+9hHnMb/MJXEelw0NjYsBXn3R3libg8/zOOuam4AdKpz+/CurEjzdjmuzQV8k5D04h/8xcxA++EqxIUTZ4A1zyYnYf+mTRga548FXnzc/1elhX9pluXI31S/GLNefw+eiQrtaT6LEI5cfJmDfcxPbAfYk+6bjMbfIk4JEtsp3on9v3TV7CeOm6Z7xiwhRcR7paR9AnQ8bR/NA/qVHle3Uxd5mIVSVg3jBeMEUZ6kTD8UbcFuirWq6yDvQG6yZlDL4yKd7xeR3mrm7Rb0roAblpR3WtYb4rr5YXQ//Y9u7bg95wnZzobkOai1MH1z/G57XKPt5rwPZ3/K/ssSXs3IiSQA300oeoK3PRA5azgwvsSNbI9iulH/AfL/0qd80HOZ+Ibxz83bt9QQvPoZcYZPJNrHfieHkuOZCsTUsPtSbic18GU58Kojc22nytdyTsBelnZwpi3Wc9gXJAP7x1mVsLHlusPmPvFBh39GHbvDPYfsX7ybg+L3j/QeZD9FVRt8c3bB9nJjsEeSylW2fVfHz+qvxo42rwA6XHM2unM/E/rGCs+NNXPJqlaeiTRQ+/8boQleh4M+sDyKVkRT8hN1RZlOZCGOecbWbjvwNCrupTDJjvjM0x2QquJL77umXvz+/pNFhvWAOcvfhY0WXw2LSXpza0I6/pkA1C/1zfULnaDf5OMWwxcrZQtWc6tg9LXPPEjdTpz7o76ed+NBatq0D/vD/Nx2QRlcCTZycI4Doxs0zqA+5n+/TEdyxC34peaG+LvhrvUCgEObLZVXfaNneS9dzgq94rXIePcvukDZxpH3Rgggdh7g0LOZeAuev58VIz5JW8LCMPwvA8JaTxDevHW/uSf+aNSU3ZKhpsuputt7sB/TNYkSCBHigOWMKjzs5qEuK4wUKPGZy5jM+jUrs9Y6MXsJvFp9uUnUR+rYVdglxl6KzYPDaz+450Pw/6LackkBc9QKdqT5Vmsx22NOa7/+Rfhu2RK0i6s6exyY6bSbvwH/6mt1y8cgY5pb/44O3rtKjeIa5F+Lnk1HmLftYvbLFX7+C+HqIyReE11okOiyvMkH9/Fas7i9BH8lfJPcLcJfZkDtYvVL9wpe5cQi7scyvTFgR+fYfY8M/90Iw08JWWtdnXCsxd0seEcB2VWr0sTgiuy7WShNxkfmgveDjrOPK2x6bnNQm1drjywXPkL20XfkJ+Ms+0SpvQwxeVM0zQVyJxX5egH4qMpvmBr+ITTFu5nuH6lY1VBPrBeP22feCrmPFxy5aif+oqUp9j+9qglAp8fqR1neuubvCV9MpaJcwVkoqrx4Gvooq3VUyC9rTCvve70Rsvm9bqg6+mr7VYiZySTOpsQL6jNnYf+CpFbt43bcxjphW9CuiNkpoJd6BO9By4r+eK3wdXGyJYv9AckUz8npmh1JN1cfi8xE3j6ffQJzzHNxwxITRHcqaMwQRoNyXYRRLmM/XuZFUR5OhJDwpalqLfVtp5+qIfXIMEasBXVzS9o5diHjtwU7IcuVOmeZM5YXOYfnl0FvOVEFtjGvqh793DUQtCJ4kEfNbF718/eiTohnlDL2O/GPTPwd7cOl/8nLFcrK0Q20/cMSoI+UqmIrgJ/8lUWrQ4nRPnO7OUfxnkK16tqqbt6Kvxwlrm6AeL/gFLuB4Dq9bUfEcv7c7rLQZOqU8l8XZQr2nulZZFXl1zvhH5eF8/BtSJ9QWCnGdwPXyTzeKF6A0hfV4bB8I4ybFL9D36Kp4jPww429reOtCRMAv/L5LOPJyqrw3DW6aKJBWlDBkaUGSmsBBJKpHMHGORkAaV/DrRpIQkUympVKiUopGNJhoMUQgpkgZlyly+9fj+6rru620pZ6/7PO/aa69tH8a+xX1A9QfXq1G/mPfFfnfCLWI14/Np38c2De6aivlrUxZrSn1VEXjn+RUlnB/0UWMpfPJwQOIe9ZWz2fOJadRX5GHBHQf4Yfvsw4T2g1fFq0vD0A+a8KREIIe4aGlVeZC420di/vZjn8M0HYEceOOQiwXHk7SskakL3UPr2YbfeTUY5/asZz89Se6ZnX42x+CftEsC/5BbrtWEh3kR1vfe+0nNyFejeSMLPLC/R8VX2JvIGq6XOH0PXmr8wKynnHtii1iqNyEOsR1qGugHh3IT9lDOSGVrz/chuR1qSqkCOBly/YnVGZSnTx56e5v66rbruWvj5zlkK/a8pJw9nXrdxJd0nS5kth+inMibp/6Bx+76RVf7klzPrWaOKnT+kbivRyZ7Yp9e/1vJTST3uM2/uPHnh4vPx26GH4yv/qjVYxmP/Rc8zs+n867B5MlJcJULoWd1WK5ue7WKHPq+hSe6P4Jrf5nnrcG2LDT94D4d61pVvz7pwgOydZOWLGaZc7H79T/BY+019tHg1R9NlBVYWb9MvoneqP8oHtcE3qhZ9UqcZYPz5Q9eQu7iBL1XgwfYriiz3iIyHGRpkQCPzTMuigRXcx5Rot/rLZqDv4KxPv/01UAt+ODb7e+kCXen05bTPljPzxcVWwAPqPO9V1lIuD6cwkAT5K6nu/h2gZ/bHOyoRrjXMk+sccB616Syh7j/wrxrPlqpSVg/ny1h4TSPcct0G6ThAU3hq7v0CMvHbc7IAC9d5+gPPrpsLMqAMFGDRw5tw/rV6fX5d8A35tU8I7S/e2oYO7eG9oOLjjYx8IPF5om1JjTPNGtpOfQZYV/0jY3wybzaMZyr1Pc8Ubwf/ZpG7Og1cP6S8z4rCdOe39cSh9wleWP3P4xj/MP7OvaV+D1/PRU5am8aYwOf+Gmc+rWaMKOtUpE30CcecGi4DG/o8fbjnA+x0Wj9U/i5q+Sth5BPiv6z1aO+cs0Vn8k3Snn7j9zVyBVhxb/saL5y1xS65gNfXXkXloa+5knpQdyXqO87eVEA62OFDkK98MmSg9LJ1FchZqHzl2Nf2ar5t5fCJ20up4M3EG59qKxo0Uw6zselt47CJ48FFdOorziFnA2xWNeaO+FrPbwh9bjgLr2+5h7bdCMS++pLVj6VR/9yq+7HHXq91Ng53DkHL7kOv94DP1x9u7CZfv4TLjRNXQx+ICn6JXzyYmbCoCNJvyLm8S4P/FTqqRmY11obB5Y5E9Jo+ZSPgzcTiL9ukaec+0iw4DLNXZHlOTVx1D9kU4X8esx3i2W7ml1IS11Y94nl8Ni8rDrsdyczmEcDNHf1zennU8T+BK2crIsYX38obxbNV9Y+16Rfw2PtS83LKOd0OFqIUF8J3yjapI965WTNDvzcoHMKdDzuJNEHBQXUV9yNnmtEMd/XHs/h9SAt7hfqJuA5aBKYu0IfeSNX71oC7R//7LPWe4D7hiGu/7D+xf1uVKXgSSpbJyzW1oLfktWbo+GToNyJt2keG0y7dRPnOXClfm7Mhx9iVlobe5H0d09bxUvgMXHjgy2Uyx5pFXzrRYK1bxr0RIM/+tYyiXqDW+fwy8Ob0BickaxOfcUapkprUM7aT/bvonksw748uBrnuLnMfuiC+uv6i7nUV6mqCn5Yh2e+D4weQr3jygIRX6I2O+2LuKUW9rsYat9EffBN+TTK5w3na85AvorxHS6lPL0+7HMb7SvLAqIXxoHzD9c0whtNJz4eW8YyrlmVWbfgq9FFsQLwQFWijCX12IePzbKnkbvyPn3dCH5a+1KvJksulb8byYJ/DD/cyR3fV5a3TVKNbdk3VWPCRvjtiRcvPzxQuIcjuYDl3q1pWt0Mjxmb8NuDM3Lv/pvLspuGz/Zi3Z6bXvYnC7zD0P8RH0viMzY8VoHHJKXIv/F6z317/xkxtTstl0igfwy9uW0D/NC19t0ySSL7KU3qgyf4Ss/tqeDLB/WvKxB2q73qew/ksZiJ5xvAU4N1zygT7uCY49oJ1FfcuIX8i+EHPePdhH5OfXI93HWi9N+/Kl46EvxWWXg7/X3xLRR72Id81S9yEOuojO/OfAPaJ+bl9bnpCVC+o0JeBt5YcaPfhvaJdyRF6xM7ab4y5jm/GXxT/drLNHcdKrxXsR/554/x9SL45LbTr384fyUxP08fvhoRiJoOb0R+32lC+8Szle+C3yAXGRSf2Aw//LeOwb7TWcvXV1cjd2nVP3kE/kt07C3NXYde+EQWYx1s8RK5afCAnRo/9qk1+iXrucFXDac6feCNkCN8PrRPLG8U357eT3noHf778MzFrgtV1GNtta/WeEygf/+m2yxheGPxipvYb35hVUyJBPrQ3RUpm+CHnW2NKtRXbg/WifKAS4etjsO6B9/wwfuUH42rvz6C+4ai83x+oF7zkFUfzV2LVGZ/lcW+iEmDc2Qwf1uL94ltJKTktbu+KepTvetN4YHNnt6i9DrtcBY/miKL+39HbQLBrz38ruVAZE3L0hd1wj/LDj5PwjhnNLZsoH2i6axNC1fjZRa2kauegYdLV52mfaLA8IeKM9iPmtQW04Bxrut0z6MeaymNfYDzHLlre9bwIQ90Httm4kLYR+mNu9PBa8PHFiOHeOkneFJfhSs9Cv0Nv/GMTHWEN7aGqkbTPnEHmejTjD6xeOLhCPDdfPlZ7kS2VkHMchXlrIdq5gX452bUV8IhJOORu6y9KtbLTgqUoV6/YeAF9VhZR0mOBvzzJ9WjFz45G27j7EE4b7IGb+K+Iev/0EkKHqjUcf5J/TZ5l3LYAXC5gFFzeCC8QWsfzVcVU9vSNdAnBr38Hky5rDhn9hTaJ/LEOhscAl+cYUj7Saal7LzzeS/S1bl5LuMLbmlx6inlnLxj55d6E7WKuKfCeeD8i2R+4+eefrqk2JukS7cXH96B3PUr0nq2F/WM78UhGx/C2f4pqgLP9ZDVznepH+nPTTjR7ENkTyp8jyfoB82mx/hR3rInwmCzLwk2Nnkx6A4vWem8Dqec1TuvcYN6rOzYPP15WG9P/CawDh7QmpFrbMCyf74ILvemvmJyL3ZgHwjzlPfzP32WiQn751oG/7jzOL0GH7NrC9JmmX75pflR4DxRqXLwgKNlfu1SlqQqL7ukCe4V+yoUvM8qY7cSK7vSNih9CrynmhNYDr7jyNVomp+UVzzoeIN1/oC3M2XgAb7Xj6tE2ZZ/PAVPSuCrTl7pEHDuD4EnVUbMtvwgmVXwUjpb9BK86xR/KO03pOYdtBXGfoz0BN2J8EPCuUml9Dr+wG8waId1sCazxcvBO34vdqf5/pNBNDkIL935tjNm3DOhO4xVCbeQa5lyC+cQfpjt0gYutbLOlH5PRB3+9ysI+1Slb73Ugx/m3olt0SVc679/cziTKH8gHXoQ/OZ5bsdywmyzDyu/gPuDM84ufw3/hDfP2UJzV/hIjs5E9HE5NdYK8Ab3Z9UTmrueWX9x1PhJvTGw99pucKkrmUI0dwVc1OGd94vWn8tZ+AbcJWurE81dz/jv3TNE7uqcUo51VO7tDt2LNHcNbEzXHAHXsMgJBVfie9JJc1fiw4segshj3O7sV+CmMZJ6NHctqyXfW+i/h4y8cRHF/PWO6zOkvqqrOLW2c9CIYefYKuuDyxS/c6e+uldrkjSHjsOmfzzgB17P/s6kuUvdp2PrNPjqJNseinzS0B8w2ZZwl6ie0O+kfR/JKONmcsb32wdZUV/xn0wPLpmBdZz/OiuRW7afTdxmR0iyft38yTNw3tbGsj/gORqrgqnHuswiHptRz5CvVy/IID/EaQadpB5bcyvK5Sp8tSvmzirwyppFdxwI2Sm9f+Nb+I2/q3UXuCvH6ye9fvnN1HWXjZ9PeHJmAvzwMkM234mkk8sHGkcU6TimRVoP4CsboYTH1GPWD5J1cL4Nl39U+gvqh2Ik2l0IJ1Uu6po0cpR22TUR+GH+LUV+NyKrr7PL8gk8NluGZzl4lX6IoTtpUa8clrqO56bvSA06ww+GO65Nob7K3BlyrQxHmh89cSiCcqJ0tDGeQ4KvNK2ZPhf5ap/0kuvgn14Zzqe+upNvOccN61dbxIzfYxxli7MFHtQzRrl3vqD+Xd4pHi944nHtKk9i7WWwxR++YtcMtitTzgnZNK3Rk8iG5l7lxzkP7JVGn42UMy0fWgO9iKyvu6usLryUECJ8AN74mWc4wZuwp2xv8Y6fC7G4d3MWvKRUq3iS9ol/376dtBK++sbTVEM5N+dOtbwPIX0r+b+HwVdzTqePYnxWTeu6Dwl+Ylyq7wxfiYRukaf5rGUwZrmGL+Ectja2v4N+MPiHkQ7W0YJqikJ9Sbr7D+3dOVhvn2HNXwJvmO6J7DFkmcKwj5ITkK+W3/z9A9xy9Ymby9mWFg/BqcXwTJpYvjH8sItTKKLLcv+sUOVpBVfiSUoAtz09clqD5frdmr5SY3wdvu3BN3CBI50jtE8MXN1aOt5Xmjw/Me6N/4ZahRRZtuPd9mIj5LS408Nx4FeXKn2UYNln1oXb5iF3vdiwuRWcZR/aDhZx/9yZ+eMQfJXVr7McfgiW1FWZTDgGe9uinqJ/fHnx/V7wF+rpKZKEJMz6slsS/aPZVNPb4OWBcSvlCaPyU64jCc/7SMV28iGHZDm6aajQXHSH/TQdXmpZ+c4JvKLY7pE64ZJZZs+6cB4Oh63KHa9/98+d/h7zzt3ffw2+eqNq3gs+/8W7P/qE6Uot3h3eTPvBIe0mgv5F4nyUIs1dy8+8WfOT5ijuluIbifCG5qzQVqzPexV1s1iHt57T/x31N+8fWrSC5j0Zwf+mUI+xJkn2WEdlfs8+uYfmrt3Bz336aD3DiB20RH54vmE2S3NXTErfAy86Phn42LYD9XIqOydRXz3paSwepjmNVZBVO49622+Z62nuOsar6yUNv+0X8UX/wswxvp1Mc9c5vc8VfMiBajXlPfDM2Cm979Rj+4+ovnfH/tXNAtnj3tg6W1mW+uqIlkpn6Rgdv/DLD03wBJfW2zaEFX2q0zId9/uE93V4gOcFJH+juevlE7e0NVhvz151G/0L+8J17jQ7wmwW+SauIY7+wUQoD/XLfLtnbyRc1xubYm/g/Ujyk4sbUe+xjkffnrBlGW6dlvCSylxeQczrBWUNrg6Em5ImI4zzH7gZhzepIw+07D0W5UiI6bLdzyeC6y7J2AhuqfA40omQe/ZXNthi30J67WqaS+j12fDuiDPhhpTnmb6m32+E937vFdT3n3S4S6/HEY+oSSdwf9CHvfYS9eqP+rNp7ippLHJ0h5es7xQNgk8ac2l1I5ydrbdU18B77iWTZmH+Ls/d/tCdsO7hXyTt4Cvfb68NMd/vvk704hDWRMZUDeckE8UKy/EcojFpXT/9HOojbzc4IXddeK91CvVpKlOP0D7Rw09EvxvcNSf6MfJMWL7pbE+aM8sP/VaGZ7Ts3n3Fzx17YJntSUR9u7c+xjkPjJngWTH4YV//X/rzre+48jb3I6ftO5++jHJOI++lVzSPXU7+ODcAHnsfIe0Nzzzv3eXgTVp4RoN3Z8JLvvG7YygnHjX5371JLhOoa/oN9xkTWo/nU87oJ8ze6UNyJ2lU34mDr+plm5soT7ex+TRKOe/L6Mz7uG+4QOtdN+qdb9Ua+xLRiBT1oAz4al/HLw30I2JNmWsIywTfv8nmwCd/N710hR/2fTVzNGRJdvuV2Unwj32DzW1w27Ui5XosZ/5p4/Ai1Ovlb+eHB6r0tdZqsdzjNzPuOoKHSr9wBO9uLy5WYzm7rLvKlMH7u1aOr6MOqiulLWRlf09eW3IavupZ/HgMPHlpmq4My80Q4I81ha9k1iavhwdkl41IU4/4tgX51SIvteUdzATPffJJuNeI5T1vUKcG7nfc/je4mpPAnhmEe3UgI6hUko5zb2K0JjzQRU5jXWPn3IA3c2i+4kamfTsMflZ0T6ISYcxlu/YPwEtrjz1uBD865vuTfn6mdxKen6e5i7Xj6ZUY90ZYDvaRbDx2ungy7hse3zFfEzxzl9F2Pdp/5U1a0kE9Q1aqprmBa28dEsQ5f5vOZAfh3K0v0+OPgvPYblxJfVXe80A1tp3O9z+Fu26Db295E0X7xLpW/kk81EtEOkSqCZ75NvbkHc1dHbefmD9ro94QID9xXgCzKXjqLOor9WUdzlHfsR9VrV8NeWCg4rgL7RMtn1sceENzGtvd+sUJXDow7bwVYZJPq++Ro/mKjRQaOohxFCentNHc9fxXykgzclTZn4zrqNc5MPk49ZXmk1NXmAn0uox4eKEWXOHH4vM0d0VK3IqwF8J6teKRIYzTHTmYSD3mcXtb4H7kq0ir5fKYv2I3f+dTX5VkNO5wmUN5c1vWGnjgysn2DxsIM/eSb8Ay7CO1GNbbBf88Zb/32hHWQn/v0HTkq9BBxXTkltcpjjPtCdnN1hfcR38n8FKtHOPff5um40CYyTZdmizqM0o/9IIbLraydyTsDbkkbhby2N+ooTnIITt2mQbQPjFI5tXxSfR7jIRdOGiKXGGntyLcmbCz7I5O24XcxXPFNAh+qF68NpvOA99ee6NS6jdWJnFNNOobOx9udyUt9096R5goIh9Oa7gLP0yvS4unvlLselqpCF+RoBtvwQ+UHOO40+/BNdqv+bCfYeGfbSP490wVj9LjEFn/usubMrCuXnnCWRF+uFujW0499sOv7cxk5KgtC3rWUs4+PVNG+1E2Iat3TQ54heKz3fAA3+4l3z0IMdQO/y2G9as3cdczUF/k8W6vJ+GckzPP/YOcZuFz9TX8wGOkNdWL5j0hXZMb8N6tyw294E/7plEvtvREbF8vCP+ICZI5PnScW26ic7wJx7Vzaqbd+Pl+ntpmPui/V//M9iaiGkf6rMfP0bvZMy8Q9XO4S/Tonz03ltytwfqVnPG3RPD9u3qf+pC4Vebpa3F/kNS/98mmnBubmi3sS1juXyGCc36ZuF6lLPQprd/D5Y1ZYnXhStou+GTbUA3OQeNySuJ5qces2iUObYevasUL58MDlUlGJ5axJMjttOAB1OsqrtkL7hPsNVmHZfyGtQf8wFUXFb0G13k9K0qdlc0/3OY07quUq84y8MCGg2tNVFhmou7cd4+xrjW3unYbeOOx/5zkWY6fe5GlPny15Vx66ThP1BaaybLim8d+4r4hW5QQOBnzmstnzfOziFkjUax9Hc/1jMmpYB8IU5fSoCZMWMfpGh3MLJYha3SVnMFF1Q3d6HWsvL4oXwT7HJZ+bsT9F0ZcocCY5niP4frju5CXdj3yuA4exc6/p0a4s5znGR2hvuQKCV6pBY8pWTeN/t5ffbp1yWoCHV9C/G8XeNcZhl+X5hMmaw8/zmGIOxkoNd6/aO+ton2immL5s/gv1D/R/Enm4CvLEy7QPvGo+lCLCPyTdUM3GB5wjh1oMSGMleonWx7wGLWpqagP42jIU19xZMJ8ojrG94VGl4IrmJ/n0D7RZZ1cpRvy24QS5U7wjRqfztM+8feCPwpT0PcpXronPu6NPIVmmruudp14chk56srt3QS82FJZhvrK+kBL8jDOLcwgTzbDDx6rheZbE2520OzjPHz0Ons5sSMa9TpLymWor8o7hwzPTaN1E9SKHsE/G9Q9/W0IcQ0/eHavOHJ+1MVWjKO0WjHUlhDfOKvOBXgvZdUcvSnwwKM7EYl4Hqgwfm0qXmaaWuWoAw+Utly4T3PXojhJoyB46WWpmwfmuzbhaaS56/feruyPeA5RMWXicdQ/nfBjhPaJ74s27C7H89Rm4Yl58IBdq9IMmq9C8tl2vD+A7R4TasLPbS3IUqf5SmpbXJ6pHK0zzjQQwDy9Nmq3jvaDsfaDj9cpYB6JbluK+W4k/HGPC5Hd1Hu6PQl+W1D+1Ar10ZYl2q6EDTM6N/ke5eyra1tCkDfS/v3Qp/PgsLRYENbtSanQSKw31s8SNQRpn9jzx6Ppzfi5WCfv3kO93ktb2pezc0UFZqzAuvrO4k+fwLUjEs9xCKfM8vmsO8hd527PE6LzmjMaJbWY9oOzTHR91sM/v/94avogV8tde+hBrBe5KLm0wmMLPGtd4YfHcc2WnkRNzDz16Fvw1OJLRylv8Usqa/Yk7MN+++QdGKdmaGcO/BOx5riTF+HILygqvYQcteWwxVvK0+VSbrbQ/vGk4+v9tbg/mKhwi+YkRvaNcGkQ9dgj6d/3DuA+4Gl38fm+dPzKyvJ/3kS27qD7RUl4KU+reJ0v7qdMKo2hf69Sp6rnDO4D9qbmelMuu55/9nvaP0ZnTd/bhHWtiHOzFOABCz3lUWOWI/rtx+fN8JKO/PY14HJ+D5uo3loOnbfdCt70Kes8+Nqf+ywMWLJn+Vd7r/H9oiKZPeB96n3luiy7a1HvtLWoz77xTA7z19di31pNNn3wdXTiAvDvDhNWg1tvPPRVlU0/qPm37xF8JZTQgX0gzO4LZlMWsOS97Y8l0+CrfU/40sCje86vncuS5f4lhVz46klmx/g+kM0edtMFWGa/+uKHUvDV/sTzv8DJWdeZo0bce70j2XKzaX3MnWpxzN/BwStbZhHW2vKipq0Y5WxxyjLwf9ztyvS67AttcL7AT8cpbDHzAR99s1eNXk9tr87MP085d4am2wlwrVCV3/R7q+5hrVLgUBHDSj0dQQ5hziXbhtLf76vUEv9tyFf6vKvrwaPMJRYso/VOonNmNOP+oIH0BMz3i3668bRPzJz0aE/lZ5pnmrcmK2NeP43OE6S+auFRMz3WQPnlFIkNqL+bcUOX9olmjwUfrcR9wJ3VoeHgs3g/7qR94nOrmZlzKGeDp7OZGKfoWfEtmrvyWj71ZlP/sDsLmUrU87Uv66S562jPrcne/ZTbP3MfQv27LEcl2icqN77i/ACf+n1wHua1yIoXLrRPDM36F3kB59Ws2eNtBi7l//yiNSGFUwp4M6iviGPAQCi4GPOHx4ZwY+QCp67HuvrW8w1p8EZV96aJtoTbtcfonjg8U/Bx8zPUm0avm7eBkPBLvzQj0N/JXHvUBf8sLggztyPcVudl+hLIS7v8IyQxf2PcqnA+irZq3nppeM/yTpUpPGDk23vInnC9IttVGvDctJyRUgB8Umq7Jc2BkPfJDT6a8JXtc9HT8E9Hd949R8J8Ud+yagz7HOJ5rApR/yhi1Tsnwl29U9IoD8/jLAvc04GfWxnsP+xMGJ9Y/jVbsL+0rchmEjzwKnd6swv9f5FYPz/46oXKIxXM97zTbvT7X7Z+vkTkzgVYRyoUs0J+uLEnLId67P3yLNWkxfCIvfxOjCNd/fWFOyFBSkkH7mNfVqpldhq89F9fdTCHcEXfrRTZB48t7bjxDPVHBpr+Ub9xXGut+NDH1Tac+Q3/hN9NpX12cGHm4Z6z4MH+92ZRD7ATZEYlab46r5T9Bc8hsjtn/TSBH55x5LFOVpqZfwLeY9e9f+FDefq1vy2KOM85JvrRwPj7VCZ2R8MzrDb3Ov18eG8u1B5//84u8yd3MX5vx2d96qvg0zGhefBViH9NM/i5ZbPKqK/2j4ao28I/0T9nTtxE/56fyKC9D0l/m1PaifNUqFgUpCjnRM5pS6f/j4XK2wQ7wMMXZ6xBf6E0t7/GhGWn9p85Ci+xkpnqnuCXbOMKaO56Ix5aEEI5WbjV9Dg80H5p1Yghy3wV+mbhDl+dfuR3B/xZhdQhfZY7ePC6nT7qBXfkN43nlvYXk7VZWeczabcWYfyKwLf8mL8WVx1vLWXJxPuZRyvgq7Ak4yXgKm8czymx3KVZbx1fytFxdu3Wsgcv5xN8PI/l9mtvOGQEX03+u2w/OGsrJi3Gkrs1i5kt1FdE5NfNq+DM3Mu1F4rI2NTrUgN4Psh6UuKb8fXYwsLVooStD7dMisVz0+4Fo13gCxVVdeh8iDt4VOwu8tJWoUezMa+r02K20dy1uD9M3e5fER1/vrkJeN/1iefodXNjRnHa927K++cb+4GX+cyoo59f27WTIb6VRfTzyLSOBz+acH81zoUIWjqkUUM9MHJH7SH4QITlAwPCiMyYssfzE+UZgclt8Ab79tkc2idyTy705q2gXH+NgjDmdZTEOUL7REu3BJ08PCf4c+tBLeSNOZve/Udz1+pFrtJO1DOM0txzbuA96gb38Z6Wfm1+kwHqNyOBB0cwjs6M0l6au6Z1znn9kXLiJ9mQi/r1jyKW0D7xkcOP6G7w7Jtf6lGv0q64meau+S/MBhtGKA/uGvgHHn3RAeeImxyqmZEzBXnCVHExPLDt6c2dNHe1t/JMdMK6uv7YAVv4xLGnfb8NYVUuZuybj+edjwluD4Mf7twWPU37RKvrwztKsB4+4LTqMvxgedu9YAPhbnBM+jcbXoq9VvAGXOxe0zuauywuGwgESqEP8qwewDhy7rP6NhL2+26FOeKUs+ni/8liXhvlrBehfaL+3wePjmCcP8s5FsghooLT5amvrsd4xhfifqJ4jeQ2+GS+8W0DJyLLt+jYNFX4SpNrn4pxRvLfO9M+0Ufz9opD8NWKN4PF8JLwpEbsR9ugL3f4PHKXwrDqF3CvEkMvmrvuTp2m74d8pV9cLYD5u7jqqpUbkRXcoT5daDHqX3mpUs6d4qLgS/vEFQE/L0/FfUOrtIf2lHMmdQgZcUicxknRz8ZqWN/jnuGiXrKffrMQToxG4NFC9I/RWcHXkGcUhaJo38+mVVmfsUJ/N/OhZzXlTNuqlA4PwnXT2aC3Zfx8+L1TRuEl6dVKe+h1F3rNarUSfHVap08a3nh91aTHkxDxJzpJ477KX9xqTjn38MfKfV6ka0NsqM4FvN/14R6TIMrTqy+1TqReCmWmCJyCr86pP0nCOANPt9Lvhzg357Vq/vDVR2FjFnw283WeD8nNOU2ur8X+9k1BhrWUkzvyD/zp768xvcFtOvpBZYUGeIPruyQ/x5SVtWsb7QgALkDRv4JPqhaESIKXFk+PNWE5bSnbOOgHmcjjmabj/ctgvC3tEw2mJtUFg09b8zYAfO7WfrXlLOff/L23PTCOlYNQ4nhuyTp+n/aJuyqyXsJj7HMvmSLwWmaOuQYr6zpbS1Qb3Nwmpx1cO/nt0GK2RY7VitpKfcVe1NiJ+y9Ml8omJ0WWO1e6dPkXGeqTgffrdcB1zQXGZrHcK68VsncgX63eq+0xXj+vwWmkiCth8II/Ec8txjlmHByvl2Qn8hDuj46Wbztm0HFIrCzWUZngkruhEoRb/3WpzUeca3pNS7sCXGRm3Raau7Z2NRvbDtIcNa/Kc3wddW+thANyl/HQ67Beyp0qheUw3wfvpKjSzzXU10RxPTy27EH8KvAJeTN309+7w6R/9/+9xfM4x2tCwDmth7vw3q2TBxY9bqQ+qVyufxYeOGe8TZv2idzd83mP4tzUwV8yT8B/dr92p7kroviKfR+ej97VeLQT4xjqLTxHc5d1jeylVejj0k7nicMPE/bL4/0PqfWcT1Wo73T6YoR5fXcddwb1lVWundMh6jey/c1sP9QPe07AexgOFjc4KuN8m+RNBvHjHghNPUZzl+jb4MwgeG/FqlcPwAe6eB/T3PVGmvfRApxr+rq3ohnjnLDZUWdN2A9buCZ90+n1x834LQA/WEne+LWecHX3ZuxahH3st5asVgVfY39CgOau8uvP9n3G+QxMa4wD5vu0RQ8VqK8ap2WUhuBcmsLVzw/AJ8FMignNXRsP7K58Tjm7cuqfLNQn3FLmUF8t5ZtzIBP17YVKNeArJ/SG2xOiEpnP+Qz+IGJkBNxBViyeeqx4q2Qu/zysa12/pIB5rd8+JYd6TDpGaz3e78MK7opfAz5yp/057R9r075d0oGX5tmmhSJvzJm/5Ycz4e78Jxh/Gx7TMdBMQ/3cEZEu6jHTmw3XcrA+L0/0WNTn3Gr77Eq4VxRZ4xplOv6ON0u/wmMJ0ardNHd9972rXIx1+NaOJaKY1+0TCwRovnqVmuTyCh77rMKrR7msrI1lAodUGsU6qIShTxQjPJ6oF50VKOdBRBkt3+t/wetkeI/DM4/Nz+d6kJaHzilPVdD3DUcU3KGc/XhgmbEnybV3+izZBh9GNq2uA9+mlUL7+8pK6yrtJPSDh85I8GymPty2U9iS5i5rPksTCzyPs2K95SLK2YivQbVeJD3DTtwG77kip0jMesrJTY2pHt7E+lC+wJLVWFePyy7fg3Hsdib89CZdbesDh2zo/GBzpTJjKOcuNv5K+9q4/g9hrxeMr7dXLXwEP7y5uS9yBUt4wzIuwj9sx4ePleBu4tXepiyRShy+CV+xYg8thuExv6EnC4xZdsXx0HNx8FVR1yN5zN8kCe0aA5Ydei6/Y3zd/mitENZRmUDLDhc9lqPRtS7GFbmrxIwJBa8bLn2ryZJrYberDqK+RT4sDfzF1ZwsNZZIfJueXUlzFHErrCwFv9G9SGgRy/5N+/hFbi7lQ63nOsHlpJV4ZFnumgd28qnYLzpou2/8/suLiT3dk1n2pFaW5y7qNzbwwU59cO79tBNvjUhw/D9nb/gqVKtvPIdYS7xkphFucZjXzeV4D2zNl9eHwZ+wbtL0Ou7a778+jfqKNI1EjOeQfyJjckqEKSz0Dowapr7yfHUEOYRxdXnMpddBlJdSS1Y/zvGLimcwrz0Wet3XwjlwM1+Z1GPf5hkbJfD/3n9Zrk8YtWP9ffo1uB+nV4QcwrQF+BcYYr1L2DXuNfWJS2PdPvBLg9sTaO7yntF/eukPmrvSlM0y4Qef77eqaO6an1k4YQjrVzfPZFaAT1/rIEJ95dtiXyeA/QyS+6cMgd8VtVxN+8SaJm/+QfSPHkei5OCBnzM5UbRP/Pvl7qqX2Be6717EanCHOz4szV0zlOK330N+u3KnPBSe4RkWVaS+UhQKTW6jniSzM7RPor7I4pyJNeFW2t9r30d9xR40WP8Q+URM7IcPzV3FsXMjPmMfqXRPXBvq1/jaRNoQknBRLFgZ6/O8Fm5TkB/U06+k0dz13t1SlZXEfK6L1cZ8v5if+2ADYY1n7CmSg69i0sfcUZ8ntKke7ymrFXiwhnLSVJoYNT7OapWhjYQb/Xvo+Rf4kO+U6m2Mc0NRTMyBcNt8vk75i/Wx1QtUP8AbhnLsYkfS0llk0WeL3CWQsJoP8zc/RtvSibDykf5mKdRjXPPMbyrgdxONvaivDkUMjiWjH5zHkd4IPzjvtOHSPnHx49/vcc48dyD0wx7kB1+R5FBXwhGKsv+E9/WybdNvnEN/tOSb/y43QorOLxW/heegQ1TyXqBe12hBijtp4U1LODf+3rse61Pd8NV7vX+OHJKe6eXdpAHP8HBfSdL5nj5r29kODlHLnWk48f54HhPnX7EZ7x/M1w2lHjMMlHv2Ax6TvDQvEH64FvBtoidha0QWnYpBv3krriIePsliXx/xJNbdqRNMv2HdnmNj8RD1dTeqpnsRa9XhGoUheOyj3bNW1G+42nHei8g2NzS29GBdK7xjnrAf/blSxUeVae66ZGCxYgj3B9dsP69Jefp7pXMF3kQ0bb1hySjWr+rMN64CPxxjMUY9Nk1926Tx91PsdOXbgb6j1mapkxkrKxCp4bAXPvG/W30UHgiKqNJfwbJXpyoci8C6k94xj9uof2ZdNUr7RL6Cqdfuon7+XKYR9VZuv8OMWGZle6ZOM/w2MewZP+bv+2NdQ/osu3ZaoEkC+IflRkvA9/3sOaPNkrfiC/i/4v7g0vW/bcFf8bcdU2dl+RbMcLkqC7+9mLAXvFpDt1mFZYzz9vROx3rUxpv/Lo7fF/a6/EaeJecv1/+ylKT1dl+XVoCLnng2MIPl5s2TyWylHmPfX7jcPZ5nLvh4DxZxJZOd+APEaL3ssPMseGDWiLUeP2F+B+t12+Ac5i/hxwi4WveJPnp9j3l87r1PvUQMz/n5g4vsTeel+f6CRe/9CWOUlwtKjueQiQ1uCfT7b3NuQoreH+qxSIvd98EX8VyfRD+/wZXpfTsaqAe+nuO2gme9fhmP92WsUvEYe4bzr1T7hOGB+RX1eJ/YVS8VxRPlRjh3lEcH81pj3fNy7J8PbkqbQMdh9ou4ccbzhpawAHyV0XpF/isdv+bFtyiM8/ngJ1PaJ/58qpb9APsZZHhD8sDXhRzGOfSP9CvET8JX7mReE/guf/NimrverBJSVsT6Vc6tKehfmEvPI/pp7irMqTjijfNtsvvGNMDdDirjHHc3j/7jJXjfR/tHK0v4obh+yuV1hB3+Pov//jQ6XzTNh3eAz89bMUT7xwtndLbI4P0XOX+3nsM4/VbHJGwIU6rSLuSL/VfNsh3PUK9tKaZqS8i1b21r+STH+2ejLtTrzjpltYEwH90/K+/AfcbQlz9mY77rZ7sF2BF2rezNBYm4z+jtYmEKnxizvMc2EmJR89jjE+r1Rh8FwAOh7Lqr9oQrYtaqa4z1+VN7/55Gfc5v9acOhJhrd55Mw3pXfJR1EcZvmZT42ZGk/xIs3DAXvnouNPwF9XxDCZ20f5TQmncmHrlLo42dhnn9N7lzjgshzpv6PXuxbu/zJV0beWNgT7KkK2Ec+RwtHmMfabBijiPySeWXJGE3wh2bKnQlbQnuV1otP4h6Xttj6rRPvJm7s9kJfP964+vw0vbl3+ZzCKkwuhHI4rmecyfD3o3zpWZ3OSRXerHFw6Pwj3HlrzGMb8Tju8KDkD2Tvydlo39UjVqpRP3ALlx5/h3NXS0/ZhSsRf26l7bWlHPXcnmcqK9iBUVWCGO/1l6hDTspl10++Um9J2n5NkNmcxN8tbej/hw8c3+zoh/NXWWTqsZOIHfxKwc+xziCUiv+eJG4Xyt45u6Hr2w3rOyinGTXW0d4k2D/zAvZHKxTXfzbzOdP/WZTvKXMm+S2zC8OuQGP8dcHjHuD96S7mjnL+f6y4Gw8cs4Xfh3cz2XmTbGeZsayUz5JSl6BZxS+PQtAP3I4PfCtCUte6RfW1MFXEU+XJ6JevasvkbCcuMgd7W8xziSlRha8bFpdwnKW0a2KdH2PcaZeLGgDl5v8KF+X5W5YdKFKAvtFu8PVJ2P+5r0pytZkuSJL7MOH0N8lnOrEfRnm+fpETzWWsW/4MSQ6i46zuaDeCbzxa3/XApasSO/LiMK5WAnP5xwCJwv7L0uxbImq1z4Pysn0h+uzwF8cXaMqxDIBf1+eKsB5Wc8OrakGZ7YIrqa55IKFlNVbnPt3W919BNwq448HzQEN914d7RyhXpL73KqAeR3oIZlJr8vHCRoDKjjXtC/ZDOuozJuFKop4r8C7BJPhn0UMN+btoR3geYtl/OnnbV1qOixTTXPIzEuB58CPiO7D+7lbiKlbXy7yyZZPz8FvaczejD7xLvfpXpz7N31id/f4fR+vnG4jwvBFzlmNPMZdNEFhDuZ1vE7eUtonrp12aiqD/QyvUnNWgCd9Vg2ifWJl6/rwJOxTNUyVC8R8/xadnU1z113ToCjeAeS0kZIk1Be9Dca51K+VB95yhiivkf6D/oXJ/WQiT301JH/34fg5pWuHNDvBt/KsPUz7RF5z2QuF2BcxNUZOGPM61EVnKc1d4Xym+fbC9DqU2jpfC7w48nkezV2hTRM0tuJ+osz8fa7wRr+iUfl6QrK+XzZRpL9vVuvUy0PwQElCFM4vvDp1z9PxfPXGfstN8Oqcr2M0d+mlfpt7B/z4JJV65Jk5kYtkaZ/oa9xjbQIepRKM/oWtk1igvZEwz7b81u9D7qrw3aAMfqXSHef5vZ5apL0H610KQqEb4BmzVW7bHUjLprE6wT3Yr3VV9FE46lMaVsU50vG39d4VoL4i362EL1HObPtbluxEuJf//Zh4f/z+YPuHCvCMzZbPae6aws5zWYB9EU0X7/XDP18+nH2L/UGdI6casQ7/38n5szF/K3hXFrsS8kpvaYwV8lXFh+Wm4LMM6lvdSLpvicRyRfSJjwZ3B8Abnx6aMhzCSpgKGY4id82YZXsa/vFwsDjBIcH7TRmxQPgn1bejENz2yNu5HiTYp+XcEDhhLEc74Jnnp6bf8CDc/k9yrC7qkyZHiPrjOes9kdo0dyXZ+6/GOb7k+avpSyhnT4XGnfUksinBGbsnY/3K55m/oz/ysslidS+ae/lO5aiCn/lvaQTqeab+LqS561jAYZdfyF365gbZlDMnd563ojmqzPVfcTL6R+n7bJE/8mRl4CnaP7ac7M4TwXoXRy34G/yz6vUMwZUs0x0lr3UL/hEQVBpfR524vaiD+ir980BjJTzjUXJ5AfoILb/L2bRP3Pq0bOIw6kNOf7TGvH4yTzKE5q6JH8Uq7yGPEUWR8f7lao/IMkOW8Yqa/vPv+H6JUoez4H83thbqsxyFE+rvrmP93Kuttxjc/EPlTW2W8a25Uv0W5zAk3933A5wvRF1TnWX5H621uw9fJdUJTcf8tci0bVZmmcPyytV7cX6yYeDvZeAd/0onUw8+upAxRwj7rMxeqXmDv9rhf4f2gY49lRUO/HQcVZmX0eDcwQrfb0XcLyGKMwgP/X81Sefng+t+FaibQpgDi7Vasv5S/xjPufcR/FG0nDW9jn0cv6bcH6A56sZlc0HM38yd0xvo92X/l5VLtFqo3yY0b1ADT54a8IFeB2pBkcX6hdRLBVrDjuAPeaXxHDvXJtX1XRKtf9PtEQnutXpRtR79nIf4Ok7foz9XWnzKdfCpx/atx3sVZzeFvKmj3nC7L/EOnvmP+9id9okz5mYZzUaOOiF8eAw8faX0WZq7hCdu2SaK+4Nu72oXwhuBc+uxj2tPlnlwBvZ/OsZZ2GC+Nxbsmk59tV7pV9JzPFd4o+RlGOr7Pg9Y0z7x8ab6Ot9/dBzVQqvLqM/rdI6hfaJhvL1i1V/6/5LQrq8Aj5RSaVhLuEv2bYpJ5Mf60bTufngptUcmDO/ZC0q9ZoBzTT+1/ZTCvJ5gtfko7RODPqzPK8BzhZ9XSprDG4/P/k6jvtIWMp2Wh1z063FfEPh1AaEiW8LlzUp88QnPG259n58CD/xS/O8jzV2Hh2vfv5xFf3+S5DAL/qb41A+auy46J89zHr+fKHvmO/iMYRMRe8Ke5/kyuBHr9sN/903HvL477dpC2iemuZxPPoX7laPX4peD35q5c4UjYeyHnvHLwVcT+TleyA9TN+2zpn2i++iSb6VYv4oV+nUCvPvitl3ONM8k/yjPxPl+H5TU8zGOxaekaBfCyXh8Nu0x1uGfDe6oh5du+y/gUl8l+BstTsQ+h7l7r0zAfFete3CW5i5z+wOHunE/kcNMVoEfFJ+nPHAnzOVM90gjeCy1ZO8GeGb/kqHNHNKSvW3ZXQv0g3bstP8wDl9b2iDl+cm12prgmW45V5Bnvk1Zd9SDpPO/FF+qBD7TLbMS40ysqZ3pSSpznG/1WCKPBZjMaqc8fQPfF3dPInql0D3DDPcHJ79bNX0L/XuKJaMjnoQj1/XPnQe+muu/cDnlxDxYIcqLkOxFd2+GgLMZq3y24N/prC7hTbiXFk8JaQH/ue7BHso5R36Xu9I+8azDhsl43z3be8bl0vi6SvaETytZ7tas1P2v4RmDB5PQv3Anx6uVmrPcaNeOvb/gmY+yAZ/Bz52dc2QFyyWT+V/Mng//OKdgHwjTvP7LGhNWVi5KrucB6jUvbtQezw9Hl/wzYolziJRUE8Y/9/91VCbhKq8VzV02ssKnHPAcTXeQz3/gU6Z3aOmyzCKn+7KGuN+Xdpr/Knjp0IwCDZZreuBYYC7OHfWxb38DHuC3aaIqy9St5tS6wVd57ngPN8Ps4Bzzpf8+/ivfvG3wfE2Vr5ss5rtCv8VHSZbLdy47q5WXjr9kF1kFHtfsFTCBZYqX8wU40T/Zcl6X7eCcxxV9PISJWSG68ClD6188FDsLPpjyJY5+f/MNO+6/Sn3F7DN9VArucuVEPb0uFRJfT1pAfcU98+v9T/AsqZQH+L68Elj37yKd1xPuu4jDA5mSi+tpnpatncC3LZ96b3tPthH4lJVm62ifeFRb6v7+Yjr+bAspP/CtWyeXLac/9+qqeOEP1Cd34+bEg79+pX6G9onHFH+nZ/2i42uaBT2EN6bc2veO5q65O7QbebG+9D3ochvq73gtEaW+iv+5ctsZ6iui3PN7CjyQoTpkSfvEz7ZtxtHUP6y46yGd8fwwvyKK9omTTTUvjL+nrOvPJXfwpxN33qG569DYqW8HJmC91eBGLMbRObXHivaJ0pvzqvD+a1ZPKisffuB7n6tBfTVj+Il5J/0eYCceV2tCbqmWGzJYT7jPnZOULeErrsk8fsx3o+KJNjaEVXWPmB0NX1mY9i+hnInWVt5O89WC6oPuQzhP3nj5YwfM967bP09RXy31GLlwA+tgt/r0/kN9eMPEJDval/0TkrHD/i4H821XUb+fVOP9MEEDIuEnkK8e2i+uQr2tsXsN9djdF6UBSdRXjJOS+DC41c55v2nuOjST26UNX/1nEDgPOSFEWmzMkZAHGmzfJvSD3+weWsInglFH8D7r/3KqwhuxfvXk9OoQcNOdQ4tdSHrPzzfVJ/Fcz72fi5MxzvCFGg1XwpUt/1JkhfdQGPHfYlEvk/F+tRthdvvvjd6I+4kyTXzfwRt9w/3cCce8MivjJs5V1jB3E4M3DLeoEQ5hxD/Nj/+J56lt+14vo5x7c49XBYdw3fVajfCeTyLqMAne4Hjwf3b1IJxdvJ8t/oFX7rGL3YLvTV6RLpq78t4ZSHtjHO9DJufhGdW2uQton6itVZ68AZ451ZT6GvU9tmbPaZ9oLLV9jzr6QcNb7v2oz5NS2uBFgkV7Z1guG3+v/cJDMgH0e+tYvstnmo9sZqvG78I4M63qNSjnxLakLaR9YvMZ8f1yyF36JmLumNd/j40+smDThezs3n6FT26sfrAdfHW1w/mVLDu2WpzDS+c9t6NGEPtAuDnxmt5mLHO1kb2jTjm5J2ONfSBMbJrDIlOWcZe4cBF5jLSr8nWB35bL6SAsmRJaOnoU4/Oe2yuB+Sv0oe2EAcsN/fb0zHoFrIf7ShqAh9r4huux3EuXC45twHM37hsTsQ+ECVtZLKXFspET7ht+wXq7y2wX7ANhei8Ed6qxrNk1RxGbmZTXJ069M35fJu2z+SKWcVly+0cPnlP2Xa3TBE6uHsRz0UFHwxZoYV3d6YOyAOavbsoHBRGWkbMKEisWoLzpSYcqONsalP/ViMlicmc0wWPnfp92AOfyXDg2gzDB9x7nP8N6+30BHS74ZrN1tfQ69i6LUa/ooPy9WMNV8A3iQmk4/0j3xOW0MOoB24ve1eN9U5HPatonWlT/9+t5CfWSVGHyyLjHNH/j/ZFdB3NSbiJf7Y+cqgg/GARl6y3DeY3XSnre03GuicxZC74/7+1V2ifKRsx79LGD5q7Iv66h4PynR0Sor0RsRaMisF+0oeFEOjj33iEL2idqSx5x3oD7fetPFZfBMxvlzCJonxh3Ynh6Ie37WIc4rV7Un+naV0RzV5/d4a7eMTpOor//HMzfxJHQH5aEq1p04f4f6ium/Vu9JbixpU8Y7RPlag9keOO+YUeH5nZwp/pt12ifqP5Lb0BTiF6fNq8VUuEliatdn6zphfJjXYkQzp/ZGl5TDL5e366P5q6PVULxq+j3A7GJCf6BfLJgmcAMW8I63royWwLP+zhUG8xEH9G4RkgL++Rrj/oP4Lmekl8T9OEBpRUWGnhfTYFFsxX2cWmrW3mjfqZypv1Gwn3/TqY3Db56fEzgBHKIRb3hNntCjPUVhP3QDxZurr6L+uLV1scdaE4TtLGbTz9nrqwctwk83v5KGu0T7Ut4PQooZ8NfDvNj/l7/dvguzV2T7j6Lu4V976fqLyiDFxY13Ke5yytpk/GlRch/YVc2gG+atq+W9onbLn0IeIFzSreHfN8H/6ye9eGHK0lfu0b7tBv1GHlVwp8J/5SNTpvoTvNbwc/W5fDV2MWEN/CPgJYR3u/TvkvgAi/uJxpZPB9Ava9R9jnKf3R6bMN7D7jrsqplA9AXl8SqUC8FyKvZ+KF+wr6FVpSnRya6lXgQNvxPlBfW07jn5WWdUH/g4PUeDyLqWVMvPx2e+Rdw5Cj8Y2Ujfor66k+Ic+829H1l9+bdolz2iegOGS8iujMie68M8ljJTrOGAHyPJ+Vcp31i5MlA9eWoH/kZ8SsA64Lml3u9SNzU6Os/BsHNzjrPRr8wJLw8aRXLpBu0XOSHl54f4VuCeW355PQeC5Z5ljX7pzTl7L12C+wD4T7dxGtkzrLPeZsfL0O+mvjmIvaBMAUxerwrWPLEr9ikCv3j+osl2AfCpH+4Xk77RPN9teK64Ed43r8FvzKpdJIRy0kRza8avy/pdnN0APxdm5rcMpZRMA9smY/nAf3am2TGvSHh91abJU7lxT8rkLu22vpiHwgT7NtyTZ1ldlc42TwQp+MYnNwcCM5Ii95Uof3g2OV4EewLreDyYR8Is3B0wTd5ltu249XimsmU6+R9GF9H3bCnVYX+/cirZu9vTKL80yv5b+DWq8qcuouYLzvVv0ljnwNP/DesozJXc5xiJhNmTt6c3x9GqJduj57UA2/MKPaj/YbcV7nutZ2U7+Xp8gD/nObbSXN/y4qdIQmPaN9XJ3jkOPj1q0930JwtumiTzsBr6qXXu27dAdecJvWVfk7BR+daulBfsdZvSDN4sLKzN+0TLQpX7AyswntzVnoKwgP8WQ9qDQijf941VOgz9Um44UU18PWJRJH2iX3/9u+5gf2rYRENjvBA9V0pd9onBj3hTfXB/vazCZMiUX/2WFQyzV3V+y/PacbzzmflPHNQ78CnUUNz19mICQ0OeP/OvlaB2vE+KGy+APVV5+apfz/zILe3n0f/wh31Sd1H+8Tdaa2G6ugHjd210L8wRy+eeEj7xIXfW60mTsLn8bHSFvXVpxKDrAmZO03K+TnW51U0doWhvi8s68B6QkxGn32Ko14iy3PfXkJ9v+2F8zbIITpTtiJHratJfoN6YdabpX3iotU7boTBV1dfvOmFf/5WZBRvINxVPc/cL2If6ZQTg1LoU87+k/piR7g2Op+vfcJ9RrXuUnN44+RzubGNpEV6tkXaFOSrm4qHg1BvObdjlgMhq1QOMM24b1hdtjEJPhkLWaDiSNgxv56RAew75UsLKAJ/Y2Vm7ERk7fvKLWzQD271N2jDOPffvzByJhy/smXGeTgn2cfrsgjmb/m9bm/qK5+DHgO5i8bz1iIdzN83tyeHuxKW+6iPZy2+9/yb+DkBuM/4JzKJ5q4kfpXO+/CYrcBneIN9dmb0ljthP/pP4khhXWtwWxu8ke7XXehLfbXh7VcFeIyMvOyAN4iszuE+mrvcJJbszkW9HPeNwFbqmevbTKJpn1i0q/GKIPjkNmvxrXhu2rSp2IMw8sMrSt3xvHN0lIcp5awVz0VXT0KSo/dZSsFjazwmBGCcujVi32keqy1aNLEE9VqySqcpb+n/Y7vbi1h/PpJSivdQM0VfQ69h/C+7Igq9qJ9l3n8/jjz2+375+P4xoTSNrZYsN223Z/NC5CU2YDf2gTAXrbevW8W2bO7um7YSHlu2vQT7QLgOtz/PoP3jDxGN8sXw2AwTIX3M61rGq2EFK9vz9VrqZeSrlUdSvMbzRsK8syYskTGR1Z6EPlHw7+5jGMc8YSyCsLIKurN8DiBf/b5wOBv1ZZUeOwxoXrps+noA72+tqnaoAQ8S0hPWY5kF8cJa0Thvea+X8jD4R5Wufk2Wnakv3suPdfVtCZ1ymNdDSXvj1FjujRlhL0zhq4IXV1aDd409tVvIMgLGio59QpQ/VTXcAS4sEq8gw3JbNqU6BOB8UaHMdWngolqjldRrp3yTtxbgXL5qYc1n4+PcLWNoXvmlq/RrEfY5rD0n8Av855LkkJmEccjkT/Fqp9y55rE4PMB3pSaS9gl8e7esm1lH+ZYHNgR8ON3kP3qd5Z5QTrF4T/ksvxN+4BH2qbdp7gre6FTxr4z66r//VE6Bh2V8V9MhjPXKloUhxdQnAkFuj8A7arZdpLlrx15pmZ94//Uag5wv4K6Z4cK0T1wSscTG9yueg/7eLYJ5fWFmtTnNXYKTFs0+0kX5NkMVXXhgS1QUl+au39/f2THYt7BhWawHeOrk7Y9o7jpmO3AkHLlLvmztMfCRDcd+09ylvMRExonBupNjeQG4f7yIN+0T3f7+agvlRZ5XCfuEn/vKXukSzV053xabPBGk/FNX8iT4odP14Jt1hG1JMTkZjfOWRxaHL8W8XifaNkxzF9+z3JZGnDNzc+8dJ+SER+lZErRPDNx57KwY9RVrX+F4EONYzPbXoX1i3eGCKBn0lVMbHbJRf4epW0F9tW/bhlENrMPriivUjvsnL82H5i67hpD1f8H/HuL/B8+oj4hxNxJ24XQZizbsw3fVrJgPb3RqfMG5zXUme2RMsF/rw43ja+GZ1q/bc2juemO0jMcS/GPOjV3whvSaJ8WOJP392lijcjxPTWb0nwXXWEvKnQjn87aFyZPRD2qIPXyK8TUDe1tp/2gRJjnPF7krvLgHeYOckCpkXEnLhP2XzV2x/yHjxGUJOq+5pK1rthvhFhXMHxKBr6Yp3Sfwhs8rVsudyC7+Mzx7E9a7JExz/ShPb/vrs5D6KmVL78KjuM/YbF0RDx6+e2c+7R9zZsfydGDd7Kb91UKM87eje40HadkisdkG54uTlVXfqylnoqvbT1GPvU7xlcZ5Dqy1qfZfcKVmwfnUVxJJ6+Z2Yv/D2HuN+YH0T5WpF/No7ho7oFKA9/UQrc9+6yhnV+lNMPEinBeGcW+WwFctDaNelKffeDAzinK5Rkvfazh3a57Vp2h44/SzHJPVLLdRfavyKnhpkV3cBXhg7u0GBUuWmB2fL4h1IObkhJZy8G7Hv99Wshzn708MJsFvPr8E+8B9881umbHpR/NM5X3hq8a9ytKYv3Ly/f6mLPuiq+DQe3jpgmQnQd9xXqbwmDGbzmxpyRaTp1z0+kk31H96q/bZiGX6I4dGZLEPYd6S8qPg5yfY2+K5xVj55YHYt+D3VfIG+L8UcSsdls04O6L4H/ZTdSRGvwdfpXyjWp3lTq7kZibinL3K0WsM5m/ljedPVFju1HsSTwbhK4nsgYXg8y9Mmkb/fVYhxdXDeO6mL3yGDXgCURi/v5jmJ6/zl/ZrgYm9e8E5xvN/9BQxB2OfHnrfSz2jVFaXMc7Nlo9NJIzLp+tT9Oopr1o68xW49161tfS6fxSTcmJpG+VXL57+A/5Lb6YUvV7TV2UUiX6kXmryb5TGvDZ3XxdJc1f68ctvrr6jXDFjrwW4C/cgD85t1JCeaBxKuaVW9jbwYPdWPGcdUOhq5Iv3Wb/b/C8VfN7ysW80d33nrClf1kp50hfzJ+CNkXtUae5akvDr3BScuzVP/UgnPGOwMMKP5i6fIvt/p/C8z4m8fnHM90VGEni/rolUsdlpmruI+bazRuAKmi/e09yVLPy44ynW2z9xrm6FNw4nzNxgSZhzi6ZlidDcRRxq/yWi3q9/bawV4bZ6re+qFMD3SokncgizRTnk8Vra932Ln7VuKq1Ly3D/Cp+QbL7t1oRZJHvNeTvuG749wxWFH5Ll1WJpnxhrd29WCbzUPdyvh3m9Xi8L56BWyFjEv0V9WEeLJ7iui+ML2j/qvWzPy8fzjE1TlkVjHCZAtJ167KHwWcdMrM9rOc2/C2/81C5jNhJyY8uxGbHIXYt2fm+CZ0w1d0jaE+aMy0UrReSuzuQAfszTupFAZQfSUmaz4gneT024BvWLKScPDjw0cSSyj/ovbm3CfcP/mvrs4BlXww/2ToTc7v5z7Cly1397Zu3DON0v3NydSXqZTamNG3LX0NGXl8H3FoTjvYrvYhIIzi9lDqvueYNxJJZEJ7sSLuk7Op+jjH44IGIA9dvLp99xI+yLwmluL6jH2Jv+x2SpB5iZgqcqaO7a/Mn83C94iafl2Sp4o3et4S4OaXk/ev2TDPzWYDNzJ7zhpPBBiPaJ5ceHZHuwntalpB6LcWJWCvvSfjDz7/XbM7Ef/q/wlnzKydaSE50ehJD/9F1LwV/v/vIR9csU6vZ5Eo65uZmrEnw1uVh6UhD9U0zRRIj2g7kFH7OP4ryIC5OHpYLw+9yzztaLVNqcjQ18Du+dCBNbBW+U+p+aY8WmN5UouLnDV4rbC1zBqz/V/rVkW6oNp832QY56efvvYXggUjamxILmkNH4WKzPM1e6puSCL5+29Jg5S2LWLTq1BPzI7KF68CsZE8xpn7js5ebGvdhnpegi/Bfjd7n5c0xY2Yycqr+12Mcu4+84C/1Fl+mJdsIy/3m93uw3m9b3DJnifi6zOUV8kQHLLftlEdKC80JzAvjHc8jxj83T9VhuyoOU4sjp1CvuhUfjwevn3E/UZLkj3IFyCeor8ujo54fj6yduk6TVWOZ227Q8T+xn+P5npBVcM304dgHL3er+WCYZvlriEjIF8/pSd6sa7T+tr2yznoP19lfsoBa47HxvW0GW+XHyu+ce6ivGXTbRFVz0/vTWP0aMRdLHvg3V1CcizyceAZ/VvcyX5gDdpZH/HaO5i52p65oLLllqfZF+77qEiHxw+UQ9trvxWP14X7NG+jjWI2J+fktqpuOrJIvwYl7PCH9qgvX5gD+Te4povWmAlAr44KB9Hs1dE7Oejy0so/mnuMDODjxQznfhcsJEp1dELWuhPnlpxf0PXMh5dA3NXXWL5EddcV7EzbZrV8BrhO8doblL7dNSZ1Gc++dwgamCZwR92kpp7ur4Jxj1HfvhvUt2D4F3Dwj20dx1+8HHdXJ4D2zXgcwF8MDlmWrbVxEm6qbNaDPWu9xDPlvDA6NuP6/T3GW7VcHuCO0TWfcW3T2odz9p0IjcpWObnCVMeYhaTjrq+U4Y/6O5S+msp2AGnut5/epRGfyjvtNmDvXVprBLXmrwj2j63x6Ms4S3SteGEJXJcvxH4atPKhlzkRP28PA40j7RR6PrvBD2qV7pu2IGbqH6dccG2r+rOWScxTgCB/YFYr4Ld+yOpX0iz++w805Yzw94NyUJ/vlSpXN1I82TMxboJuF5omuBpsgh3JCHsQX2hHVV8lZtxzpY8NyRdtT7LHSuornLpdSi21gO9/nylKZiXv9K2/6V9o8WzRki03HOw6nM9xqY145qK784kRafx02Gk5CvFjhMdUV9r+bBCS6EXZ8VMjkWHjuw9/cheGaKla+UK+FENbwQrsd5y/+j7s3jqXr39vFlnofIPG2zTGXOvGSeCZnZooEmZWxQuxSNpEgK7UKh0qSUUgslUpE5SZskIckQCf3u9/7kOZ3O5znP73y/r+eP7zqvffS59nvfa+211/ta1/W+73Xf+5ZvKwE94/a8Sg/x1a6tzj1qoLssxC+0QzthT+tXBuNkJo1MSVinFefM6MIQP1DmfPiWI30V51T7LRx46bOXmRrCaXa+t58hHrs0JsK2DniPlSzggHDCX3CtHvKDby5er0mAfsN8I7ktW2AdxrA8WC8ji6nP9zSMnx9gxrIA94zZZ7MaJ9a8yloNz1kTZn1iVbDfoK7yFoSfXXbN0g502vo1nO3Q/kXqUqlQnH+g79NimD+QcDhWS+9/eUs8mHRC/k5K/Osq4CW3Vb7igCcphHc4EmS14Nk9pqCjOBgS6LzRzHAxx57AZM/dphyhP0fzaedGuu+QfxeGfOJA9Xz4ODwP6LXpMIwDwUg9VmrWBEVvtwp1DukoXO3hU/AvlAPqNzktCQpjYEzTNdBXkiNi7YDfDtuXY0FQxj9tXJUI690v0e5igPwN8j562oygvF/jW68PeHZ7uQrg0VWfQowIfHmpqocJ8JV1cZU74HKbN3/RIygSS35seQnjGcqMlOn1kFKhjm1aBHaeKVqQmwe145Gjnwf4fFukviqB6ajokZ2gDs8nP/occPzid1VZgpL7VV+piAm1EzL+aYLOP90cDIgHJxgX726aRLzR915UEvIdw44d2/IIYx8fJ/RBXz0a22xNxz9xDSxCv9v+Kg13pK+wwKTjmwE/VXgJ6iCn+J9ReoGvnrAegnoIti80iEDXX0swl+U9wAdNegnAqy8mvUG/N/X6xmsq4BM1yh59Ary/N8ZeH/HPqSUSpythHr9rtQKQv2yrJR4YIT6UYR3Veot443hflTHguvbKGubofJ/NWzoL9XnXbCIM8Cl7hwaku4avPlE8BOOp9jX1HQPesBoW5kR8dbmS1ncOxpFOu+ncgfgniq6GMH6e82xzG/jE9w2MfRAfmtBTaodT7GgxzU7gE5m8Y3iAB3L9R8eR7mqR+daOwXoWxPKTeoA/2JlEQnzl5kza4Al1rcwc3gDAY76t0XfFsfsj2rPOsG7FhTHJA8AP3zGmu0h3MXDe7A9C/IMzdqqXQHzSzq4Wdxw3t+np0IDnrI+MxrQDbj+CjyMey8A2izAAXyXmrsSAH+Rryng9caJgZEBaCeJvRrAtofsXX/ElXjgRImkldBLGtVZIGbgDPsXdbY746mr0usJCqKdttsXiAWcK/OSEdFdxS/MUhwTKr+h4jvOAS9Ayw31wsgw3Y/huqNvPfRx8CrwhpusU54vjmoIPVNWgP3F27O4wHA8HkR/rh1PrNxhd0AGf+P7im8WgQw7s4z2GfCLP4hUP4oCvgp9/M4W81rupV4x4bE916U9r4Kt7YkxrgQceLeUmAnHMwcD1uw/Uu0QHTVIBHxZh7Q7Cyfuc9Y/zAI99lAq4C7jYtP2PYJzifv+W52PQaV6P63oAF2VbdQz5x5SiQp5qeG7IqLOMIRL4qpaXEfHV2yfFpn4wXgufuy0YCfX1ye7dyD9Oah/K0wa9tOt5lQrCKfN8/fyrccruvrqPfej6Je94pmOKcKzV41Yu0l0bXtyRDUHx1HIeqi3gHQIMH5F/jHZ6fnwn6LH+ZxH0/hercv8XzgS++23JRn7gq/Pu7+l1VPkM3htOBO1gtqzeKPDSy5PEPOCrlZO3I59Y9BpfQQYdVfP6nDL4CDO2Pgs7At8xtDkxBfEV/iURcwO8wFRqkQ1BemDfu56+Xli7shqdN8LCCu9ZEjhR/VopGvjtUGpKBuCjX9UcVxAUduN1KwSQvsJNY8th/Bj2es0uBpzA2diu71cDfeXQQPkIeKyLzk1jAjsi8bCCF55fPuk/yAf527ruuqsBgV93X00RQXxFJPR4GwIuZ/2jEfnEyDlryypu8JVlOSGAT2iX9SGfKNm8Jg3nQPiTFS8OA8448GhCnqAEp53aWsKM8L4Rj5uAi14drkQ+sdOt6QHbN8QnwV82vgacZPNaeeoRtixMNOlAL6y7qpPBCHndOF6giHxi1aynx0OE44u3nFUDXNK7jYbuxyY/96zb8B7hby6FeQIeMLX0mTKONW1PO/gS2knem5kAeIxMZCC6PuKT2tx/1CJ8SNXnIuAHD4bV6aL74bgDz34C5tEyNW8AvGY80RD5RFGVZQ0BiK+wh6Hi04BPL/IpRD4RS9f8rgnza1l3fiEBDzxVseVCfFWyxzv6LfDVdb4xe8CvPGywQj5RnrPohgaMLxXL0dwG+IzguSjkE03PXpWxRvoKF95ecg7wiCdJQ7Y4Rc9m7U1nqMOL+PrU0f1LvZKmA045t3TDzYeMcN/fv/or4A9zjPyccIynKaVoHfhEtmP8IpDv0XyH17jgFFuLhAwS8FXapDkOee3+qcrNDSdEyr4ZbIf+xPncZeHAA/vceDa545Ra7UuvbkF8t+N0GuB7rxofRHx1KOjZAXXgq9O6LeWAb387mYd013NxAS9Yx4eo9kh/D7qFJvnlIeKxYvKDrGf8UJ/xMeMCfhi8GNjkhWM7vjzd/Rrq+fVv3LSAT5YeetiJeOzswbrzp6EO5t7R6wf5vv3U+h/eOD5fJPjdHMZROJePUiC+cHMxE+KryVlbi7ty0G84PHQR2j/QtI4L6SsvK5fEDljnYmlpxEto5+nTYil/HH8pFbaYPv6hRiliCnzT9ZP+RgE42YN4FqcN61x83yTJD/xgUnvPC/FViW794zGEU8cq9ygADyxKoUUG4XjoFpkH7VAHG7rMbAjx+/JfHwvGaQVxGQ9IwG8NlyjOgH8j1LyQ7qqyULXrRvGktbYvgoCv0v0cX5Bx4kvX98OGoK84Bk9FQvvdKxvtQvDj8RwCvHng4z5Elh6AdoajIt+E4G4HggbrWOjr9TznOgP4QMX19avxUYH1Id8OIZx0ViIiH+HUiZjr1xFflSzu8bgGfOWxu3wH5HtL99A5FwJ74PVp53aoO319L5kKeJuA8wFngtCKPu6QQB+XtfEE1FGxA2e9PR0JmuiZZ0wwTzuFWd6EBri/UBrJniCvNB7/PgzzwJwzv8gO+ftU2mzUhsD2nO1dqw06qgF/pgu4T7XnUSuCMJgsfBQIdS2bw9xu4C+qDmwWsCQI62X7P16FOpW2wSEYP4bNCqxoxgnK3fFE9q2gr2Kltp0H3E/pnYcpgTM3N+y8CvOxi3yMqAO83Cj253ICm1qv9X4N0lHEKG16jK5PZgz2IJ94LNpbb4QTtd/jVy5B5w2JJULIJ+oPebLrw3x9unfMLAHnndtzRpnAuDLcWA8gP0gUW+VHAK5+0kRemsBWEtz9YfBcs4Wb/QnAI/VihhHfrbT4XvH2I9I/XeVB9wHHE/z8xs0xhajCAr8PKH6OGg06BBtQTMtD1316XFnibhSPHbBWp+uQo6o0eeQTRnamPKkFfku676gP+POjMdxIx5My7pZdfoDaH04QDwbctfDxV9DNy62EFZ4i3tiYwXQQ8INcqmTkE/V5JjrywQ8yRX+8Dnjb9vkXxjg2EfVkRmYI6TFM8eprwP1bbCSRT8z/fE1qBvzgG/u7jHRdkezuhXziR8VBKVuYF2Ikm1kN8COjLPuR7tp49NpiM6hf7ejL8AE++Wpa98MGp9Ss2fU8gRHu9wO2+wCfjusytccps+/2Mdkwgv6POl0M7Tz+WLvREadQXn+ebUC6Czc4KdoIeHHRvWiku0Q+HC1uhecQ9c+lfwf8oEz3LeQTGSWlL+SC/uG4SZGD/B03yZlEPHYFk4zgB/5ReGjuCDzAu0uQfyVOkXak3c0FnIfRLBp4w7TITN0Dx1ufHU6aRO1Q+p+szIF2xm4x2yO+MinJOJIH8+RwNWx4DPhP4UU+Xjh+sMHN4QDUu+rndnyC9kM3zPsgvtormPm5Ft1/SIYMXzhAb3R8frkb+UT/i7EzpkhfkSbFgqUgT+uz7Y8inzhlXPk+DvEVWdbdUgt44Lw0GxX5xG3vPQ78gPp83lEja+CBJXhrKeKx3Dcc7P4w36mgeKQv4Lc2sL/wxynfm4RwP3R/I22/NboZ9rudWWwK8djml29Se2CewMK1zftgvwz+TZzIJ24jZQwehzrYpWTvTMA/51sqB+MEKWznQCTwkgR5/jK0f+/pMznkByPmVhsUgT+NFBl/EAn9fbJep8k45e1BJio8f0YauX3jJeCHT3gLIr56ziRXZo+uR/Kd9lfvEU6L96orCMHxuEfTF2CeQDy0SWoa9qvBn6C9Gqfq2G74CHxFi3+1nXEr+rtoufMOpMdqdm22qgC+6jwkogP5K60rvNWVwF9VH6cRoHN0nCJtgTfypB95Ix7zEb936TPwCbs8FfpzKaxci9SdCLL9xb3tiqCvAhhUTtN5Y9+FH/YEbc2ds+vtwffxfhqm+xeDiE9PbQmyboyx32eYH8b3bugw4IoxI5utCVIv7XFGA+iu/ZR6dvAR04fU+i0JTJEtYc1TCdB7B1q1IK+/Y5UlyCfqeo63icL8ewcsin0B3xf5g8+coIRN7vU9A+vdJN2N2wv4+id4tRHSP5EMjru5QBctEbsMuMnlH5b6BEVeO2JGG/EK5VqwdQvg9rJhr5BPtBDPHAiCcQ6zUd4zgOdbs4SrEZgqtyxvEYxjL2R5Jwt5vWLH5W70fUjn5t/MfUJ8wqmq4gD48Xhhr8UEVjrdt0FhGOFqxXgU4NR8pyzkA6/IPtu1eRDxkrNSXDbghdXr43hxjLfl7L12FI8Zhuo8AdzGuCcCXd8tYSmOw8BXS5xdRuj8oxvoBNfNEu24yRx0PDH++qBDsA28mxah62D/ZOyTw42IT4yP69B1yMnhid16OMY55nZt33vEJ+QT6qBDsG2LOIaR7tqfXpzmAONLy3VYTwCuIlzmZYZjRluYTt+G8aWH9qvcBzy6jBqKdNfbFw5y7DC+VM82AXQIRZ/smIZ010Z/u6QeqFMdcVZdBHmt4vuWHfFVdvoRTR/wfZfN240A5+KUgXUVj7DIffaAfsNtn9NDQT+ws0ftQrqLr02TQxLGP4xXHzkEeGLQmkNOOIVXeXWHG8zzoBnnegva2VRDe4Z0l0GlHrkF1mlN3W/dBfyzaI5KccMp7UJBp8gonux6NYsR8qL8wOmzyCdKxrceqEY4TW6pqgjww52rX8sQj+3Vv8cM476o47Mf1CDfcZ7zbR449rLYUPkjtDMqs8oc8MfF69974pSqEUm/BnHIx8zD7pDXtm4K77xwSuyZ8+aRwEtvfAXXQbz70g/s3jgpXuihGhPy/Zgvu/ZOiL/aJizjg2NhBpaDXHKgAzXHUyE+2JHHzBcnnYm4N4vBPDai681Ab2BsE5dW+eGEIbbOvh/h1Mg9gXcBT+Lr3Yh016zc3h1Wiuh49AWfvwBcbdwgIwCnqJtrfLECnZa15VAPfF+tVLWLgTht7CalMhnWxbhePT8J8QlknsogHOsNfnQiF11fNEPubk7EG+gGUdiDfGK/aFHFXtB1GsOFEggnYrKGwpDuWlQpS1HWRPuVWGmtgXDqwakr3Uh3hS9NKkmkr5eharUC4SS3xJYtIfj10/wd925AXevGbOYqaKeyInAW+UqeUwqfHICXrD98IwNfFVXwW63GsXMiWyaSQY9hh7uGgH+29obIucG8CuMvxKAevv2MJQa8oaQpp+ZKkDXaf9bYA1+91zqrQtcVd63mnQjs/OL3CrsBj7ph6Q74uiCOFw4E5XywfWIfjFcnJZjvANznqnOmHYGl7r+TfQHq6llpvfl03pAhHGwIWs18lOxy0GMl8nJVgEvg83esCPyr/Lfzx0Ff7dWJHQJc6OzGXcgnyt4SIfhhnJUnOUcQ8jd4Wn0l0l2F+tZCm6B+NXz6nDHgXFWvPEwIjFrGksmK9BUeekdyDeBWNRGdBuh44l3lNgFfPdBckQJ4+9vICB0CezG6+cc8jL8qcKSWAn7FJj1Fk8AuUgVe1sJ6zQ96dnQBTnvO/Q3x9fGf9p2KsA7O4ZvvmSGvTX6mJqDjlnQz+VY3gvgEz+PVBJx0syGWgcA4jfdqzH1B7XDV+3gDvuzkDhWkM8j45CMM6TRMk12ZAnjj9/ASlA8dLHEh56E/MZXVtgjwHR1DenB/lQ+3qM1D+EW1pU2A28ifYUf3uXT5mtoX8Fzhs8+mPwBX7XnxVQfHlKTCc2xhvuViqeUKkO8yZ4UCl8O60o/GZWAc6fdMX2fAuynU5yY4JriB+mMKxjOUJu+JBd4IU3PLRbprz0vRKxehrm5XUZAL8bNtB2qR7lJ6l/fiOfg7r1jB5/T6rcFZY2ucMs5brbabDXS5aNskxBcL8+2yxbEreSve1CPfR5qujOODfNmmtfaWPY5ta92Y/BnFE5cpTPKAPzFgbkC6q+7IadVoxEtUqs+QAfCP3H4NfsRXacyvukkIJ+WHbnCC+L5di+QRX9nzF+6sRTiWYfmFDHmacsXCDPGVOldgpRjwz8/Fu2MAz+Lk8EMXUIglvtwOdNfINffD0H4ZU/J2xFdldcMufFDXmnTgyIX2XYpuHEK6q2vr0WNxMH7VwyD+OuB7H8geRD5RNPzomkLk+6jCOzlrAB/8+vHGKpzITFuZvhnxGM1mbFcn7PcqVe25N067bKm5ipM+LqLr+hfYb089bRTxWImPeoo78Jvd589MW6GOpIGz++HYSlvBU6uB35geXxYF3I4zTckfJy/m1VgB42UIxx1FqsAD5xRo0oivyM+2Vq5B1wtpjYSPOfDPzrdBJoE4zvqAQUsE8Q/JIjndA9o553zLIwjGk3C6w7pmtDPT7ushvm5odmswTl2SraPbqgw6MNxlB8JxapiSHhkn0ewrB5aro3hRbP0RaOczr9plMk7d1uipA+uO0fAcNiq0U9+61zAEp+km6JP1EV/R+uJ3lQK/kYxv1iAe2yuQdvAmwkli5W8e0r9vsh3vapx4GIS1wnzklKe5pwvo/BNffMyNoOyYp57LBr8mJipTDv0vV7VZMcRjzhUXCkpALyWfHe2FeCav68+dCVpPVOaKk4C3aA1zQf6uk+fLRD7xSWv15WrQUd4Oo7qAv5CeItsT2C2HVudQwOe7loB/oQyGa4nbEpjNy9gd/YA3O7VAfy7lbTZBsSZwM4m9vPbwnOBpk3R6f67cAMnFksA3XztZuASeu3m8LB/6c7E9/ZtELAiC30Gs7A7SNRg1noven8vsnN5sSmCP/cxXhEL9SmG1Hb0/l0nXLsQQ8WprdLcYjGeYIbihPxcLcJj4oUtgDcwWi1RgPmThR+JbAb+2yL8Y+UR+nk7+WpiHwSE+NAvwvsXV+SoEpsPqcU4S5mGgaCVU0vmHp21OhsAOH2vIjx9FvGTZXTUIOHVlQQg3gQWrTAzmjCE8hGcx1FEx2gMHjs/mWHu9/6EQ6Gck7Zg2offnfjG1QnkiwDKdXwi+UspaEeqo2L5SC7guC1sWybcSKN7sykwK4GTBY+7ouiG9O7mruw3xjyq7CNRRsVdcJzPR/UnO/Ulq0UfEVxYp3FBHxb5sVmdEPvEk62ziJpin/YapPgvk124H13jkExO72MYOwnjRLN6nYoBPPC/+aI5jDxqrZfrnzTHSnOdtDcgvw9ofYoiv9ASNs3ugv086X9sKcAvhqiTkE2/PAEFAvr+45FA54X7Mpkz3L5YBS+tscMzYQfCZEMz33vSpdhPg/K7ljMgnnhWxjOTmRt9DXIYb/Au2/Q63tiNOnIkYcPRGvowkqdh7Ctpv1NPZinzi6Ff7+a3w3HTxuXDwLxS3yXeXwCfmHfGVR3xF66kYegT4feO5EcRjLusW258FfjPUXNcC7XtqlXAgvtLfkOeXBHy1oU/nE/DJSeUqFeQTL29PdOGFeteut3Fz0A5+Lhr3xDHN+gnaNIxTvT13hB/yV/TIY1ukr8rOmUvS6+3kZaOKkHcmowxbkE98VcBREYx8IpmJ0ckI8rc6heGgN4593zw+7Iv4jWa6fKcr4DFhEVd8cOqhUGVbc5gXgrJubSi0HyHu8cgXx2/ecVQcAH5T/yi/HXgpkWvtkB9O2p0X8i4U8Rg17JVUErQzqxWUi3iM4GlLzYL1L0RyPLIhnpPpSyPyiac1vmlPAs512uo6tP/YVqkvEMeiSpppoeArw65XPoZ2Ik59mkc8trOt2DsMfOWLkqAO0EvSjZ0wH5d4s4u6jSrwlVbFALRDuvMS1rPuKk6/ToLnqW2W9M9COzI3hxlDkLqv3hdXAjwmwnFg0TZ0PEk/DNNCcDdnFaXheYSTB1k/SGwDXVrU1IHi66982qkBfOW4lxICeW0ooTyDeEkpV9bVA/hqg5RSLPTDWvjs2YB4bHPczLwN8NKRTxvoddSTGcXZLgTlWjveMwTrbT0UvlsLuIv/fIgTQfPP3rjqGfAPaeMLqKNiZtx2qg4EubGXu9of8B0N/JKQv4rhlr22BG3TqcIKedBXi5TaDMFfKDP02NgQlIYbc8Xq4Pv2CX2E/lwsoSTe04qgRJ9fHrcaxieoC0UfBDyEuot9BYFFVVc8CYHnccJDF90AvHTF3hJzAn90yy0Gxl8RtF3GnYAvDmgzMSawWN9gfTOot198foER8jegTpumT2DpD28n3YP1I4pfOKkDXmt+j6xNUJrmOy3d4XlD5hgOL8CxwUeTyCe2fHKTzPiB+MdR6+Muun5I0PRD36ez6cqercBLI0vsoY6KHeRJa0V8+vHwsS4u6E/sxQob6HxVNE8gPip2xH62Ax7tkDMNOK63cwvM12nPG/cE+Ufaiu4vUEfF3IJirdB1zO5xyOXOS5jvdLOPIuBB/KcWIx0fsF/ufU4r4hmXRV+hjopVST+YRdfByE059zmYN/7D6gQXwI0E929EPnEwmW3EAekr6ikRnlDAX8Szv0U+UfnaUy+XKXOMplF3JQ5wpvCfbsgnqu5teLsTxrfzPUs5Avm7swdzQT6xYi9D126kl8hmr6fPQ3zBtvh7yCeKyzhnSwAvfU0avwP4uWs2c0h3RSarss3AuIWaC0n1dF0R2q+HfOKrNZGnSHwo7tGGQBrEh65ojnHAidn5iFxNGEca91Ge7l+uv5q/5YRjmXpBlDx4brpz8CEH8IMltv0z0l3fOz4HCgO/MSVZSEO+MISpnHDDcWN99YpBwFNb87Uh3rjj/WV3nOgRdt1+GfEV6VCdly3ktZ9CYx3w2GZaSLAQtKMhFgDxQ4PlA0h3tVybKF8sjPDZ6ZdbIE91I0S/Ix6rCzxYMQvjwVwXCx8AfEeYjMwqnHJO5MrPYTGUp9o2ellwPFG2GnreOEXL7o6+POIx2o1ElhJov/donacPTvM7FWZHQr8ztaz4bSUcz/1uhnW+OK3ryYrHIzCuPjNSFngDa4q8csYPxyXMRpaJIr4iebh29UI775XHNf1xSo2dQzIG89Vs0hr4Du0sex6xKQDHeHXuXNsC80KQf97kAX7g/DC4G+muc9qha/xgXkHznQlygBfnGuQG4fgqkc8GCQinzoV36iEcO5z3rAj5RN7au0Yi0F8ZvfiG9TYYZ+PjuQLxleX3NNrZpaDH9LN9gZd2dYzXw7j6fq3iMHieevVm180IJ3Nd/O4XglM7UldqFwGPvbl+Px7htLwNcxdC8MgMQ+Lqc6jnj+PbpKB/RPoRz1p3gpKk5qpiB3wV8FlFG3gj5vzZNsRjgnVaB3WBr3qqzvpDvh9dK7/FlaBOej/X/AT+TvEIL4wDoSyN5dNyJnC79eltoJew/k1+MA4EezooPOlAEI5Z18xhHWc86YfIa8C3sJMK7AiS4IBFHgv4yjMS3d8Ab6i+zm5L4Kb1x+r0YLyo1FAZP+Svf2TzBWuCUvNROEgGxqvbHtaA/lwK40NWY0sCG3QNLroL40W92dPXQPwD8XguC4KSTZmkjcF4BvdZVujPxQ6crzhjSlCON5nG58C6Xd37fMro9RC9HlNDAlvxfEtjFwtqx//nTroO6Xh5rkSXoDi2nbmkCXzlTHKi6xB1nzZjpLumzzFNrZ1HvGSV5U7XIdss9V4ow3zRa6Wg35Bk8YZHE3CVLa6XpAis2zstxwj5SvKNE89XAH5QUTYM8aPN4HP9PTB/6ZyWvTfg5KZnykjf7GMfPa2C/CZ1X870BsDZf45/Rff1AJNL9/1bEI+Z2URS6O1TX7co4Nh6NQH/FY2Il97IiGUAPhLPUKOBfB/DxpkQGuKlmaS2IsB3tHCSkU9cHKc7mPYJ6aXS8v4Kut4gHSxDukvuYYiZBszvx6h/ownwVT5rDZBPTD82TJGaMcfIgd/L+oFnlp2NtUE+8ZtcguUM8oPUpcxBoEMwLo1395Du+nzXQ2ol8neUqGorAcivBztezyLdpbq86VQwrNd9e4SqBLjA6eZlyCcaPjlGCeeDerjdVWPIO47Db+OQ7kpMY8hayYviWaLi3SD+yInuMkfkl41t9tugeCrup7cG4t8d9fjmjFPW9F5SneSFfrqSSroOIYVViSC+8un4rtuD+A1XrRJMgXaKGPS13HHshR4rbzbwlUNtzgVoJ07omvNKHLtUV3i6HcZllWiml0E7B4yYIxFfNZzfwEJFOG2zaFo9xKtLv96PfGL5D41D/sBjXw/N0aB96TfpV71wYjztSZ6lKMIt64cmoJ237tTKVTjez6Ic4yGJjt/EV5ED+GEu8cFrpLvqIgc8BBAv0Va/3iYFeOex0THkE1tnK1iFQEedVdDUAd5gVu6T8cNp72ZqLa4jnHywy8MC4m/0cPch/Ltbppc71K/mui56A28MJ2uLIZ84ItFZxoVw8p7yrA3boL4VmaiB+Kq+0ZkP5hUk+d8+vpcef/dBYBDS+WW79B5C/Z9LeXUa4JwO15YH47SquePbzKBun7jN/Dzst/S2EawDs76305oKfNXJ6H8b4u9v35VBxsmpRZ6xyTAOmvCdrkM4dTDJTCEE56+Mq4iCeVBpGO/uFmgnMlhyUwjeGJS3cxbmsSE+Np3qAJ5x3l35CvjqvvfrcKh7d0a5fwbeGDs7YuFOEMsj5d0Cga+knj0Shn6QNazb5ZDueizqdskC8OhFpjjk9fY3+iwuBPWxUNUqEvCe7+28cOCTDw/KahwJzFA2Z8s46DGZrH3pEH/XvCMK+cSWo2vTYTwDkX1HGeqolB++yc8QXz0f4ePzJiHc/EwuvV9m60qZDqS7xrVXSs+DH0z67jUG8fWLKgOtCNzxJVvFA4RTee1NeSBf3tBuLUO667S8ZBeG+Ioc6yovB/gl7rWvzQmK3r6aTgHEV6R4GQ99+v36aX+8MUH54akUKgR8Vcjs6gi4RILaMNJdmmcYcpwZUbyr8ZdgOs9ku0dpE9jGAkb3MOQTyfJHxaLpuBybijqBpXU+OiE5g3DtC50HAX9+lEsFnRe7YIa6zO8IXxZZkEPnmeYbtohn80fjDRiRTqNesSTdBBx/ZaXY9wjrlOFf0/IF8Z6v4Gt6PaSj1HIA5eFR2Uvbrr5G7WhIkt8A/iyORoX6CIvHAUt4TufhWsFROl/NvjuDrqcBv4D1JVDXOi/+gxnyaGP7cy90HWgWNA7vRDxG29OWBvUQjMdcIgPprhbXzS+tB2Hditi9UEfFumeXyhjhmAxlW/ORScR7V23vWQA+IrJpL9Jdb5yehfvNoXamMkp8AK/R7K1Auqs45ojjA0a43g5t3wR5PblvbN4Sp3zioHbnIz1GqO44vxfwSFtvTeQTL52bvseBvh9Z8cqlU4AnhTbFIN2lScu2L0B6jOw+tfsytF8qZXTXAcdc75QG2/LAc7ZGTgTEt9se+u6EU/zmKWoS4CtVgl+0AJ6Xfkob+URj2bga0GnUl1dIn6CdVZ4+t9xwwuntsc9Qv8JshFPmAP8x+fIl4rGDB5rFwPcRVffjBSCPJvN4viIee9a6S70P4SRmndVKwBtX7f1YYNzprd0G1xBOtmTiMoE8rdQe1PLCMSW+yMtDCKdVBva6Av79tpk10l2Cs/d/aEvCvJz8paGAL71p7YP4qjXMi60N6lelhqtAb1A6k9Njke4S3Hu2WQ/xEiZ2RewY7HeR7/VTvji2+nLkPXOozz/jPk6FdqZk2/L9cPIs104vmI+L5tJ0CniDIvQws9Yfp5KnLHdoK4Des/wAvEHI+YX2BuC4dsVy+VLAjwafogF+atpUKgin6BzoVJaGeXJ4wlcMw35DLqk9QnhG7dp8SeQHKR69DbMQ/07gYz7isSd8eo9vwfOJ8s6mi6JQe9LmS8lk/PqtZJ/HN8AnavwsU0Q4NhdvM0LG3YyeMqxbC/2GT3QNlyGcND6lbID0lZV8PeUifT55tdoTdD9y2sxsJUFevm4Xw0Xgn5MXd1wCXFWrpMSdwFKp/W35wGMHjJ83Aj+E5AgedyNIFyzCzKiAU5XsZ+jtPMqiuRBEyHoGvUTgq22XShZBvsy137noRFCnMxOyvoDuaq5MU4L7cny3cqgDgZ19MvpCGsXTpP0D6HVUYY6ANKS79jKEZmbBeoKb1LQtoJ0SvpMUxGNnOCZ6w5DvowgzltF1iEf5Iz5rAtMJDqjNQXxFc9N6S9chZ8pLaSsI/PQ1l/YMxFd4UGA9XYcwv/txFico/WpGrm+RHyQZNc2n0/nh7nybCYG19hk81Ud6h5oU9pauQwrCBt2WE5i68/xnEWb0vW6+8H0IeOU+CZoOgRW3pr4NxlC89tJDdB3Sf4IdW0pgYVmH1dfCfFk7da0+At7S4wLzXCzZ6et9cRb5uKg1nLOAX1m+k0mcwKLzJj5jKJ7cbJAI9RB0I6YloXbX5nGN8CBfSRa9qg/1EGx0+0AQEzpPfG+GJXsQv5VM3jUEXD3rdhzM87unqTr+EOIl0/7VLoCvaNW4ge6j18MbZ9iR7qLuisChHoL1t759gK4n2szy7RndSC+t2vMmFvBE/mBpXRxbzhwc8wHWY02lVkEdFZMzcbq4HMe4ixMHViC+Ik/UcNPrqCmdmtymOMZ5ItJeDNahCPSWLqP7ryo5VgucYsuXm76VAXiE+w1dhxxcQ7FGfBUndFLjKQvijT3DTKBDKGKu7dHWOLazOlXfHXjJKegL6BCKh7EtrJdBdYlt3soF4zMX14MOoSwTxGaR7grfndlIIJyEjWyRBnzJxbrlyCd+u6DGtB7h5Iaay9qAzx3ViXDBcYcbP1ddRnxFe+gkawt5p3twCMZxObrsYMiG/se8cxn+wEtP9l/diPiqu5S/eRTGWX1Mt4qEdp7qnzuyEqcUa64baEH8Q634+CAR4u/oVWTBfFyrVy+zBN93eldSFuRv56vZp4jHumo2GHohfUVb8jzyKp1/xi27EI9to3KJDqDfjRwqn1gJOGdP6dgqnLTyMMP8CPQzDh8/3ArtXyrMYPfBKbNZ3VwaiK9oFqM5n6D9FyaSMr448cj2cPMN0F083sM/4XtVnd/uifSVjOK3iOOI98jHVxsuRjxAzCWSNvvjRP1PkcaVKB6/3j+jgnB8NyNvSgBODZ19oykG/Y8/nXzMEE45rpxwJxAnBan0ChJyMH5jMswO2qnBxiyQ7mIgr+7D1FB8kFecH8TLS54xCUb+MTKjjQTzP2h8ndsM7T/JvKJOxpd9sZqv3oD4inI4fUMitPM+KbicjB/n0vypqgv19gdi6ceAr0QU27EQnMzAG/j2MeBJYYxQ98DldXmLVxLYc2Fa6hfgH855j6WQR5l79CRWEpQHdneuTQGfiJcMWUK8uZv8vBtBnisQsh1EOKnnRIEP8Iy2aeRDV4Iioyl84xvCqfru7zcCftCKMQX5xFzGGvkH4B+7vHcCb1AGBiO3OBIUvpCHUVth3uOg9VEnI+l1+HWr7Qn8Xa+C5AjyTzTPedoFOJ6tFhlltgTFKUbJ8ivUqRKNHO/S671mZ9daE/j7pcVBwUinkHhjS5/T/dqmfVrIJ2696zyVivwjaQuWDP25lB+3sK84gZ24ubTGGdajd3Ipo9dDEptF9psSmGzm9IkLMP5hRjaJ3p+7Xa+HCfnEIKNv0U7sCE89dpdeD1l5Ob4A+UTdZYObYxiQfnv2+Lk2va74+Jwz8onD76oKW5Duwu6F7YB6CLbaT7sI+cS167RbVIHfpAdVoB6C2VXv2YS+55FvuVrgK0mjK7MjAffRPB6HeLN9MjolEda1P99vDvUQjCyXtBvmI35zo8wdnqdOTr5Cr4fcbdhXj/LHTYzvrel95BNdecxK6Py2uKge3S/jhwvW27xCvi//aF8VXf9YFJcjn3hx+Erdaljf8JbGZBvgw63euvB8qffJujxYXz7f7coQvd7yNfIa8omMZ+ZnQtH+qWvdP/4E/GDoZT7kE4v44hffnEc8pv3wrTDkXcyHzETkE0uq5fn1YdzCPqNsNcijpHWfK5FPvCmy+fVJeN55le2EOcQbSalPWuGUTT6Jh+5CfX7i9WNPiFe4H6+H+OqC4rG0PYBTos6EA/5+iUss4itNKTa3XIRTLzmMJkA73kHeRY44ZeXshiNuiPeobSX3wb9gg03hL5BPLGCpNWCAOnzj2XUXAX97p4sZ5oXYMVZdIQDjtmk/y4EfPuOTsoivjBLft8uA7srEAxuAH+pO9hqvxPHkZwlb1gjD8wosRr2Aa9izWiC+kndVV/QQR+1bLp6bguOp/mi72ROnpLGeaJOA9TViW0S5IU/NnfP3e+EU1UcP2n0QX1E9JkdIgI+u4y9AuktdoOEwGcZxRfWW6ACe2llU6I3j7QqS9z7IwvMtASm2wANMHHX3fXBC8TbPOxngJWevpEDAxzLeDSHdFXt39Dx9nev+r81bgU+W6I0xI75a7/msoA/w2J65JIgvwQaWBOCY/37ZzwbgQ5/tO5wF+mdesVY1EP1ejt1y6fIw7urKq3z6fgf7agJx8rN1Y98Pw7j3aoOndwHP+iLzBvHYfdIrnW/wvI+r6ZIXgD/ic5wMxolC4bPsCTBfza6uCz0IJ28iBR0k4xQz+X1l4VDXujeLDwE+v2vsGRknvcs8WkgGfcWVIrIX8ndmtYSwB0FZ6WMzB+vC03TbQqCOSsyLTCSvJKjLT7CzOcE4ByHv4XPAV/qUZRuRTyzVJH/UBR93aMPpUohnmc92QT5RSV/unR3gr1wv1UL7zj2cUS4EXqd9vvUt8FXLY5tOuk+xVz3qRBBCD6fP2MF8C9vTlKA/FzvGvsYR6S5X/vjSRKQ7yEbb6P25WJakJY8dgWUpEmmGwkhfLfvgSu/PnXgp0In0Vc6UvqYM4jFSdcykOt1HnMs9Z0kQ7/SXZa9EPEZ9+fky3b9INPiEWhB4gNTR5rlFqP2xwi4vwENWMW0wIyhyzqEjX2C+rLo96RGA57OrjyG+On1kZ+8I4jHy9OPE3XT9E34+X4/ADvne3nIIfOKm2d0n6Pn+k+KphXxr4es2PcRjBBYuewlwcfc0YgmBfVstICnHCPz2uvg+vf+lZrAX8XXoCa2CdYjfqORy7kbARV+XqCM+fVz0fmZ+Euk0o7b8PsApnQWlMP+Cwmpn+0FY754H+07nMey6Jox3dDu3+PzLRxhxsXsX1FExp7NHtqD74mjvh3yJl4hPOjK/yAL+kmO1JbrOWrZNxTzoR7poeG2MPuAd8gSfNrpvOt7KaBxD/HZeet4BcNbBiN366Hq101P//B3hTphiMOBlx6fbkU9kWuM/moKhPHJOn4oBXKpI7AnM2xwaRYtkRtf//a33D9N9hJI1aQVOESDvpmWxo/hz7GbnAOe/MLbKCsdYmb1EmTkQzmHw/RbgirvKTyKf2NoucdwG4eSKqse1wANcAzZNyCdGU1T83QB/h/V20fEtjPPIJxqlu/rEAl+ZCtuMQjvyuyuFnHF8sP3R128C0J/0WoIF8rFMPtwL+cSCi0KXMRgv0XygTQzy2oRDoM4Np2C3t9YmQn3+pNtnDYhnOnmqG/GYiDh1Iw/0G0otC8IhH5XmvN4iHmPl0eB6A+PbcT7WVdAOmbaHHfEVlpUcOA+6a3DUPQLw0x97Yd7mNX2xfTPAbxduvtoD7d9Y0me/Cie+zM+mH4d5U5d2XkmD9nMlU3DEVx/0CyW8gK9OZFELgMc+VWp6+uDYk6rjo+wwfv5bnUk5tHPucn+kL05RKjd9Wg/9j3LWBS9hv32yLYeRT1w73v0NeIzGs4qjD9pxM151E/GYVO3+QH14jpvUGD8B8a7ygRkBOEGYLe7IgfpVFfcsQzT62xbB5RaI48WuMa9hXjfasWQnkWjQa9/3xiKfuHV4NVczPG/I/OCgGsT7dnClIN2lYdi3GeZzJkd9FMARTgpJ+uBJxvE7QXrGoMdoETM+9oBPBo2nk3H+KWr9qgrgsSvnxLqBH9J2Duz1IKjia10SjiOeIb0SJw8AnurPNYH01dAq87uZwD9E4kfwLzhLZU4H4qvwJuzWEYSTV03GL4J8eVdU8ADxFeP00Ro3iI/mKqL7lwbxt46uBFWKerPoPui3p0bFuoAfZbtx1ZmgxDW6GolKIN3SJb/GAXA2jmQvpLtKdQSiCuB5HO8j12D8GGbZXfoZ8ZVXatbdbMRX1E72qmjAXbceqLYhsJe14YEGoLsM8qIPAa7/eRbmQX1hlCpeCHX4mVMquYCfEvZ0WkFQwkr4+87C+NJPJ8Nu0uur5mekkO7S1RjfS0I8RntB+VoD8Uvk3J4bExQ1xR7BR7AevWTn007As7837TcgKI7Dzh4eTCh+1fYnI4B3ubfpIp9YdLc3bxTxEkV33Vomel2UyyRRg6AsL3o9zY98JWlQrFIE8FIt0n0FgsKaH6MgAOPn3dbN03UI+U7ATxECG0n34I1BfIUx85zFAW+svtkx/Qib8FIRshtCOqpQ/jtdh6zv5yxnxTFddRu1La8Rj+2KiaLrkDCDNHaY5/druPyuC4hnGvk6QYdgj5sPuCvj2HRqx/Np5Adpl07vOQG4zTibFLo+Yn8Y1VaMoHiNfTN0HdJRxn4Q+UT2TInT/N9Q/NE7kvcB1zsx+A75xHtvqanyc4hHj+r2vQL8+7H+OlPkB5/oX49lhPlBQgr7gU/S1gfKWeDY5U77Iw5Qv7qTovoD4uWML/tY4pjdjE2rGNJdtJyiLj7Il5TdpHRrnLKadRVfEIzLEsvLVQB8k4XzK1ucUsopN7MJ6vk3guuW0/ORRXneHseaLJO5OJHuIqU4TDsCnn6omQ/5xOiwN9uyEC+Rb5u/IgMe57nb1QUn1LveKxYiXiKnRGfEAH4vP8bGDcc2bXuWcAHq82Znjh6CvPYNFfNzxylLXsngNKjP16txZQOffGzY6Iv4iuO8S/x9WBcjcirlBvDGvWex+zxwPDR20z6Yf54aVjn6BNrXxN6dRTy25UWzpDzMm7pxJOkN4PERw08Qj519xxrLgPiKmuV28zO0U+dLEKtw2pLgxqktMP9D72AfnTfa6860e+MUhs55r+Uwr1dlZqYQwilsp45+9MHJm4zDdy6hrz9rVLME4URX9NJ55B9t5O6wSEJ9bO0KYXOIZ+zbquCPU2+lSsdigGspNrhC+2lNOFcAThJnM5SRh/kGt0dZB0M7U9RaGsIHPVeZCAFfxTVfjoZ47RZ79iCcKP0iUrwUnk9svT58ENrPdv0E67qP0sbMN8PzGZIJCTkQL1syLEXGqexFTJfFNOH+8n34IsLJag08wcgn7rnZbMIO4xzulQbRx4HsUKQNeRC4Z1v+lx7QV4f686wgf0clWYIQHjF49k0XwqnuDst86eNDAnVWrCTw8z2H7D+B7ur/cRbqqJjjHkUVdwLfK2unJQk8trhIbR+df3AlbjeCiMCSJmHeBvKJTWPHANdZI9LsQmAX2hRObIV1uAR07ufBfln6TLcj3XWr5n5cJNJXlGsvaHchXgz7vAzproFcqdTvoK9e6Sm+gPivbEIMdgTllq2FxDvwg+u/V/XQeSwj9SnyifMue2Sn4LlCLpcD3+j1Ew7xw0h3XTXIy98Kz+94lLdwQr5sHOXwtSCIfcZT8xmIr6h+75VlAJ9MXeKKdNeRLtO8nVCfXyPCTO+XMVIcZjEiMK2Nsb4DwFdzjCL0esgOrOs60l1XWfT7JxAv0eIvVUA9BDtnPWishXw3R9zhWZj/wf7Yuy2A932yfLqEoLwLvXnPFvEVlmkyAPUQ7NvtE7KyBHbx1YiK5TjSXbZRGacBd/t6PRzpLt0sjnTaJ8RjN81ZoB6CUd69vdxsjkVv/dRChvHwnNGHoR6CFfoWfEX5eXyVt2tA0yOMzJOJtQHOa1HljHQXRfVxNN95xEuS3kcHAa8dEVZH199pZvmgWcRjJO8PfPR6iDixngnpLpPMH8Iuw0inicnrC0IeGQXnByDddVT+7e6MCcRj3zwxVcBrJCptjZFPvLN7OgLmgZ+iVkE9BIszuVxljlMuxF9TP8qA/nvMQckD8nSrUcZi5BN3Gs9wcUFda2z/63UQf0o53A35RGf1pk1fkU6jToql7YL4ite3jyLdtZnTOUIOxWN7JX8eh3ifnEWVSHeJtdgw3oR2bkhIg3+hDPZYvkK662HpxiUmiJcI2cAu8C8Uzs0OvMgnshRKfsoFHbW35zT4F+xMFcnRFcfLmdcOzUJ9fun2FPAvlIllZvcQjx17LqC+D+kr2lqZnXQd4pFLfYh4bJ2A+tBP4BnqvZcckI+0NK0PK3Hs49Wxh9ugTjWtoisNuKP14Dzyj3XZ8cMwLz2J+1WMDuT1xqkDCoivmjYp1LQDv1lLdttAfOXwyWXIJx5Rj8rdBev4nM/d5w/xP11vOSO+Ov3ldby3JOiSDOvNEC+t0+Lmg1M6rYp5lECP3b3OtY8e//NrCOKr3PjkL4xQh99Tz5wJ/PPT9kIi0l13x5M3roD61UTt6yKIbxAuT0Y8ZnwKuxAM4+e3fAm6D/GVhlXbkX98NPNJBVNF8Tq1rQ2gr1rSt6Qj/7i89NGafqhrDfAZ9EF80eTnq0E4WZZd/p4izFfjZF83De3nXeN/FoxTc9PXO1A04Puq1zLGwPgLEX5VMk6wzlH4N2hCfRLdkiGv0UbyJAiKF82TG54H9Fex3ga4b5PQCeQThRjYxOeBry48bYNxaBTDPV0xiK/KZGZHROnPQY+pnoX+WV3fiQB3AuO+UHAUnh/E8afz1wDfpqxiinSXQ7bKE0klhCcUv7kH7Tudrgh3JTBtXcYDLbAOzlz05gZof/5+shDSXVyN4XFS8DxOOy3iPcR7Ry/77EBQrjopjy1CuoOqIftxiu6zNnCX2RH4tjMrvmWD76uY2coN+bVpxHOPDUFJHwue9od+Q+czZnQfdK80EbciiHKuFfnKwFfKK87Qx5MU7u7jQbprsHfIpBD4qmei3h7wyCtZj8wJiucbniE7TsRX7Yq3AgHPS6FEGRNY9sTHLGWow98ebtkK+HGLSnEDAlOfu5nAzor46mUMJYmuoy5Z5msTFPXvyjrTCMfiQyln6PulXCxQJ7A96YfLHUFfeQevLwGcKJDkQefdp8Pn5/GvSEcxR8pWA96Se1IX8bWC47rTvgOIx9iVctsBx+r1ucceYdljOu83fkDx3DHq9H6cg41eO5HO8ClqdFV6h/DOy9cxyMfIG5cnpWHdcsznaCOsq2iqIAT4Fd+LrvDchfXNwRtPEP8ETVxfArgCqSgT3ecuWgY5TPYgHiNFvjYFXEv6zVeku5JcxRsMkR4jb5cq8KT7moEWGMc1lCRNYFPmGPWz5LpwwL351X3NcCzbYk3gT8RjRG54aQLdf+0uDES66xhr8JcpqHf19204AfEykVpnLHFKuorAvVSYB/45k9QlwI9mcsJ6GTc+NcR0Q/8D06aK+3TeGBfiR3wlfIEnagzpOuxCWjf4IExUo5LkgPJ9+uI0DnrpA3fSe8BZRlP9nXCKwbeY67cQX1HKPhlNA/6O0pjpglMi1M/bxiGcGjO5nBvyi99blYz4arolfi8D1OH3syXIAL7p1OoI5BP79+/jCQC+2hZwXZee71tXpa5EOip00KsBxpFmZwiC38HncnmLkO4arjJXk4b1eo6W8QZBXtsNfH/mieOCypeKNgC+TTh4G7Rjc/Lqey+cmKprTmQBHbVviX8y4Am0AhZvHDvYWzm0CMZF9O30zQK+OtBtN++NU/NCFfdg6L5EnT4zeAXiH78q4vbFaVUkDmIL8nfkCSy3Evab131bFfHV/XfPA4agf1A6mLcNcOYSeWt/5CuH8ht2A19V1AwMwPHveXXJPgCnrrd4uns5PGd9rvHYLOz3x6yEbyBOxZInWdtgngc9deZFiH/wDWldUcgnTqV6bhJFvESu2ZSpiHAsKV79eDBO5EzXMVpo/MVLy2L+4iWYz3l5/nrhCA1c+d5E2889jBTs18aAXjN7GDExhr/++8dPRmzxr/dEasm277laFj2ax/gTGeRGL6ukPJxF7/f8ep+f6dc/GP94/fMGxdu/20Yf/YnAZ3lLdXML3dyJv/46E//anjrODH/w+l1JMBEE9qTcoB4Z/7q766WiYOLWLI2lsCAITllx2cr3HzhF5Z3kPEwcMZLRfBoJ7LCA0hRDmLj1W+oT+sTaxVK2Ar7/hdPKM1X+HzhRzsRfiN1/f6L+wy+O4UkWt2BmTkJk65a1v51YwmPMH2aiIJqne9/5/Bd+3/QQ59+dqDnsX0/Uu5Z2F9tPzYseffjrREW1d0zBiXry6/1FGP7PB4W1pHKnXFfC77hv1eC+/MV8m9O2t62rqx49mcCKZ3w/Pug4u/jIrMTHB0FT2ebbW8tNFk7Yrzjzhc8tHNx/h+84N/lw3oWMTubpPQyfhdDf6/AXJyZVAlKrZAmcsz0v0hQeu/v37z/NT234/WQYJ7WxYBQMZ/j16/BzLrzzx1nGdimRmMOk8YVf8fdfk37FLZx9rIV+9jHfiqt1U7L4wpUFf7nQy+a1bc6xd9xm9M/jv1IB20tPBXzv0Lbd2XL0zzD8+gw3ep0xTnUNv8hqRm/rj7TCdkiFt9f8dVwMv47LndN3kmuAwezfpSHEwftsv30Pln9zNTL9iocY9t8+w0r/7n9/pTL9iocYzt8+89c+f3134p9pgOlXPNuv7x7xIPqkKDNmxv43v8nv3wXe5/htHxy//yZ/ZATTr/c5f/0mC+d314sABrgYjv360fh5sL/flGqC5eZMoGj410n/RTlY5/INdxOm+sz+jPs9ZmHblu7jT7NSoB/8wg8O/7auuzc4NDRu9ndxf1LIheC353Z8VqQfx+8XzYdjcqV60Zzmf8Yx/Xr/9y2G5pq984sivrD/hQsJTr7fMcYSjnlx8z9j4UJg/oX9eT9YuEgYfotBm9mfcSy/4v51U8cXLhrGXzFcfxv3Vyzrr9i/Oxa239qBv7z/5ngglg37u+0vmmb79Z1+izH7Mw4uwoXk+JP+FxKH4dffwonMs3HvGcz+jIMLkwP7u+2v9jl+tfH3MX/FwYW9kHB/ts/667OMv2L40OuF8Z61uVTWfzkWOO//fO7tiCZ5i0VqPVbEwnHAix+9JnxDrNQ6uM3+jIPriPvXp6ePnxkyvSryq32MAsewcF55/uucLDL7M27xSwlfSMwXv04u/6K/+dq/JyWG/SPh/ky8v9v+/Ox/tzVJ6eRWTH/4ufD3z8ReSJDfExrD/k5L/Ou28Nn/9Bj+JIYFwljY/0LC//85Dwuf/U+PYYFYfhEN8SuM8uf+/90x/PnZ//QYFkjp7whpgZQWjoP5vzmWPz/7Px3Dn9vfk9pfhLZAarAtENv//JvACrT/2bZAiH9+lwV8IeEWSPF/4zz8PZmq4wv4wvlfuGH9b5yHBTL+k9QA+13FLFwPf5ejf372Pz2GvydzdZwD+2fFwvDrmP5nnvjPz8PCzeDP78L5a/8L18DC9fC/cR7+9UYC2z9u9Au5sMAX/xvn4fcbEWz/E1f/KZR+3/5PuRpucvDiT/vnGxz3r/0u5MxCXvzdMfz52f/0GEAE0V9/ww8LggnD/uU84ONpTPSbu5X3jOn/LT/w/Xr93TW5IFD+5hiwwRvs9GNobJoy/b+9Jvl/vRY+vyBYuLB/iCwM+0duLhxDtgPTH8LvH5/9T49hQ4PCRbrjWDimBcW88Pf3pPj9gH6/qf1O6gvx8N4CwSzYnN/bgs/BRQcXI1wMfL9OxsKFt3VuqB4OrOjXPhf9fkDYH/9m+OO1sP3uSX/P6N+tyr/Lsv90u95me0TguPdQ4mQ4fuH8ouTuTC88wMny+aYxCXxQ7/4rV+2NOHf46rL1LH5430I1BX3JG5q/vgeURUZE//qP38sifX+URTTuSQRAWYT06/rRc0P/txa9nn6WGDmm3WXewp57um7VF/OLhhcLL3zq/stATXwxN4nI/uS1ay1uU5bUm8u1Hl9u/IafUhqKn7KOXLzKbg2+9J3qQdoBFVxS4ERYb5wyrrN/peVOnVsrSKRxnPYsyNJf8dmKifeLLVDam//2evTb65+wn2ijW9qMX99ECPub32lh07CUHOrVF/+XKhf/38T+viVbfXQQ9b5D/xz9d37xHLY+c4y+b6FfYb9fm/Sw18cMOfb7GtQvvMnGijGwszEwcrAzMnFyMDELs3BxMQtzcrIIMzNLsvHyskry8LBJsrLKsPPxscnw8rLLsLHJcfDzs8vx8XHIsbMriixaJMLBycmhyM+vyCEiIrBYVEhIVJhLVIRTePEiEVFxVSEhIVUBAVVxQUFxIS5uCSlJXmmSDB9JgldGVl6OX16aT05BSXGRkiy/orLKYgEVhUWLl6ipCqopC6iqLxGE2SIwC3zFCnMMx01NGBnNzRgYzEwZGMzRwbNaIma0ZGW1tmJlNWVkYDBhYmS0XIFhxkwmJkaGLCxGzMbGTMbMzMxGLCyuyw0MXFhcXQ2Xu7q6shgaunCzsHCxcHM7c7u4iHM7OXE7Ozk5OoiJOYo7OYmJOzpas/Lw2Nrw8Fjz2NhI2qJ/S0pJaUqQSBIaUlJSdra20pokkoadlJSGhKbmUk1p6aXysrJLZZctU1qG/krLy2spqKjoKKupKWurqIiLCQraq4uJOdiLiS3RVVPTUdPV1VLR1tbRVla211dX11PX11+irqe3RE9Xd5mCltYyJQUFAiVpAf90PP3XzP2VsfGdPE0bnPzXiGLk/Vo+PaUs5ccMFdQFfRdzs4dkcbyeenhtdUc6w4Egl4YlgvVy7okix0XZX7csf2/1VEHUfrFlzFHn121Nwn7LFzuEc9UMrejftM3ZqeYJ5xrSyg8/x8eXaKpcMrohM374zmvrKMOK0/1VWx4e2W8+5enWN8vfr1RDDC31dnNKleDzrNk7HMuypmXnMkU/hiInyzvKNa9MTmPXXqxXMQl5KvGjrIPw8FuZsIxy5NsPylBr0/cmi9n17ZvXu38auJFQHd+mkDihJJWTK1VZzM9WMG40eP3o+SeF+5+c3HFmw7ceB1fG2b5Wj/irfI4SX24ka28XmJHqEBRjeJEZfyYiutd4XWxlG6vrpQ7+HZdWn/9cule89238FTnph5MSA91b8pZ3qSffes3o/C3+RsFKhpObWHcU7WaW6DSM96wXNPhU+UyJZf2WgUJaPtuWTBVylK9rzs+7X2mvpKJOX+I7J2H9zn9bfKWC27Wm5NvfHaZ9e4t+vt8aJpLeWBpGzRc27h+68/pbUq66uLHRTJnPjWZ8TWrHsp1rEucuCNcGaFN8k/PwwDqPwTkm0dqU/deamM8Ex5I/rGAeyGH8/Nb4IIuUFu3rmGfk0wNjS+MsO7fvDVulbPTSqnpQNk17nUKL8uNKp4t7Pd8KNB3kTlnKNRH6nr87IYovrEJ55Y8Xix6zGcb7yDfNC25+vuRwsrFF2uGzT5dtOcP0KZjpQDi3Yx+nXZpV+elhi6IjTMHlabzq8V/bhAyjD8rpffD76tapenbOKf+orHFuudjarGa5A5w56w1Fec5mp+1/ZfGgRYrrWpi4vbt8z40dYvtdRT8tLZC4liDDFqhnczgmhdp3kO1roLyYk7S6SdXeW0/tbKMq4ic12ZoFbRzmt0ieS1s8auPmvGuGueRFEa3zwhn1WwxXRrwqqwrPrDROWL9NserkucI69R03bvtxvL8d4bedSHT0Xl6o6tk8ad7VEe/CargkoumOY8fdqOWS6nkFl9i+znxQOT2a8eqWu8tstjU+dGlN9Hbyx4y4kx8qAm1OdKeUzMasal/l0rpZYsZ56Pm3A0m9OhvXawasE3viN6PXklxyJebbrrKUcr8fjWOWB2NsRz1PtiZXvpfVv2Tg5kIc5vnY5nPTi6pxUuhGVIZz6yFPrw+W5604ylaylA9O9rSfz3HcnbvPdvbuNWOGtUGtHvM/dl8REjyv527rvOfHVpsM5lR/Xd2LXDSWOIHZID+LsR5MmEN1WsYt70yj+pUnWpCy3Otl7tJT9tY/Uvb4HreTMZIUX7mnfKkF2XJXce6U9UqclY1TP+bYPQSWqVdz7+VMNVG//967pivuy49tRBr3IQ7WRLf9TcbiaXIWN+N26dvZsZ9XWeGRZ9wbySx2oX2vced4O/rf09BYX4XL3Ycphw2Tqh+Zy9VzCgXc1oqWOv7Kezx234NTPa8/nuIQKeW5+MEofdL7ZMHO3GVu9aGBjlN6y03t3uxkfv5ho0L4XP31eYbqhynBdp9LpPi3Z/Wc55tX+rnv5MakBpl7lrM3q2UrK930xCwuvItkqV6euoFzX0Fr8sML6+as+tLzVgak71XttZ7gqSeVvJB8MKFoWXZevGmsTrMjvXp0Yhvb9ksbDAa8uF2v6J8YbbJb5qIjyfVdxWiokKvLp/eVcJtmgrrnq4bsnGEx1/q2C3HhFTaPC3QclqzpZ+W5zl5o7ia3fbFeo4ynXFBK4xdd764LskKMM3cCezila0mxKU/bim1uySakJ51h7vOIyJf8oDBprklzqJEPlzvuXivw9XEK36F3TdIdD3JCQtw5wlUvNV5eVyuz6mQUw06c9yVfdatC3+uK43dTeg4kZ9Zu0LtxfPfxHi3bJb7TS3mjz4qttS/KdynZZ7BFR/dt2QnlW1vJY6F3V68nsXx5YnmLy7J6mHqPtPvA7odV8usmlSssOJcPv3zfEaThvdETz5JInVf0aDp1ZduZ+8GPeRLWnOiIyVmVsJRcw3rgw/3zVn6BKhccL156MiJof3tS7uFKyfVadzZd+ODC92zLiXLVLa8mVjA8HRe/6+FuTxZru1DYb/dQY9HiWA3NdULH374RlCUHHek88mzDwx+LaaM09+GUU05PZZqvMTHPJuo4eryLbuzYw2wirlomeehFPt+4Vbqpu/+OCuND8e5WG0Iepbd0W4rYMneJCDfnnBLn/rY0uiNnZ8Ns1MtrpSUuxEk9nX7JH5jzfU3a/s5k5k3Zl7i0GGcCIuSfiC+luG43OffzdCkz84o5IalVT68W8DSrLm9+NvppB9+MxyNO3js6Tj+aj91xst17JTlk/SXjih87FPJTl+36WmyQc8KW2LJHK6Az9uTR/TstLuU+7Tn2TuBp3TqyW/9s9mq5hDGNxjP51WM3lFa/4Eu+OmJ0ZbSV//4SzqC79Y0FWQJfyIzvj3F/uJsiWt8SqZMVcqP1pR47x2i65ZGtGUfWajazbawzkR7vXPrkeQljM3Mqm/iR/KiT47qyfkRLukNRa2xySSv7QMzPdM9w6YICZ0YltVuKL35YRpdYEnpbbB3vcZk3vfnM+P+1dyfgVG19A8DPMctMVGYKiUSD2bElVGbKodQ1pJFCZUyOBjJWZjdCRBMqyZgODcakDKXIlCFDQkWX8u11ruS79/Z+7/s93/N8z73P/9fT0/FvWXvttc7Z/7P3Wfusb1wfN1ffVLumEoCuoPWQlTfTXselxO+vY61nOzZaui1m+pC6OKSDLibVZJnJCfaEBY58CTN9lzwcjZOcBesCJFcc9w9TahE43hpeKd5rnHJmp1fnvdPi0e+r6daYHQqz2GIRuOsSvXlVH5d/znHNxAm1kRq12BGfsJm6Uz1vkhn13/Vet7h6uFnBZbXa5ZynfsvblWq8q2f/XOvNfMGsmNwVqVUt6nT2tkFL2pB5k4bfoI4nHdeIZcJ4dMLhX+ROrM5VKXoxerPiWNzKXIthlxs+K3It2pT471be2OK5TpgUZ1Plu3zC8uihO4WWu6VG3BWCbmpdrdgkeUbwbOAZAUpqY2Diau3mdczOzA8mhbNPayszPDXn64rQGbp7N3XymtiaPVovz3zurOanWpmvOnLYcXHYcKixv9jYwQnG5EUlarxFBVxChTLlxVZnHyWcUhTRPqk3JVdgsL2Q+/4pVqnsdJYm/vKpvm3HRrUen72lMVqqwa+fz1lYl773ojJ1+r3VB42gYVlVL3vG5OSzGnaqJrpDUULNwUfkvx6oOLo1o+S+jAbbmzCBh/f1brp+4Y36InFM9cbjtL1m33KEdAlWnjxFpAi7/YZnZc5LbGkeuPlKiTKzN/Krke21zJF/+VYaPy97L70mhTbcbHOHbadoX/kYe+EKXWMrB5HduuZpl93uxFeWmar3Kj+3yrWRe9PnJ5aqd2Dd0vy78bbubZJBSe8K4nSN4zhcTtnWSGlwPnBj61sbVi6bpK3Z55yjrT31/svx5PaJlhHZ9isvb4s6pXS6tbWvGV8YPXKr2Kupp5jVYlyi7QXxaqng++Uf/Hm5c+z1wnWCL+180KpgQ/IXDDDZfO9NhpbVFJ/0t1PB2vZdpvGTfLunXkekix5UumTfQL3hr2waZRD/lkfa+9QmUftI9HB3n5P/mTWy7zec61gjdFTFeebrS/VRGaMjXYti+T3lTxpePxopc26HyLjwS+2nS6MCeHu0N2flJmiN7Nt3jvzEO725pfa9Y7ZpsFuB/p41xas2Jeww2ReAP3wXpJiQrFjc/hsWdDxLJLxu9/M4z/GGJWXnWbiLpfPGybI3+dex3D4iSdV0VTc6GCT+sf+2QTknk+VgOsF+2QkpHZ839UyBiV5XJ60k6HKOmC2+Yb98+9HeaYGlHbKmpaNb7V42q4y7jBi4yjbOGI7xBlap1pzLdmJ4dyemqdibPc37ZADzp71YhImE3prFtiaNnz8mbb3Xvm7QNzhqccikkr7Ksb0deqXT3loBAaLPigyzSBwW3b0shSFVX5QqrJ+NbmFKN3bsFMvk1rRWequafvVjfLPOF9+m4+Fr9ZmcVnO/75WpeqrnKv76g8kGhbSLMtsy1fMLNuY9dVd4WsmmE38m8mOsop1UUWLkrsAOyyaFVyv3dJhmeMc4J9G9cbD/wMhDn39heDolji4zNfFyx36mxB0VHFHtFtyKK3x33irHis8nCWXq5d4PXV9jbL6I0fhN63NnklXyobba+pVhj8Rrj1+WErkk3lmdw2gvy1R2dvjC0u6F7C+OmqzzdJwsUYraq2FYVr5zRqRt+2iD3ELFCbVVTEJKriZ+DQK+9fUHc14fUeB4cPOR7qZaPcFdY+dKas3YLV1+iWH8fOc3UozLsV3ZAxcMfLOXDNhdGXXNX5KXXjaScLpW/5OYHtlE8MCF5/V8j5IITcdCCktZiUGBM78a7NIJVH1yG70s0uedTv7VWexuX/pvvz/62XyNP/q/L4fapSl5GF3WufyVQPnqT0cImb3eLPllho5QNlvyqMnYolIJ383JWv6nJS0Muv/4M3Fenf9f+xJ3+UkluUVKPz03JY97WrGRsBoPG7hxsxf6GNqjAbn5/aol/jhl9vH3hpvN/kWnj5LDTyrQYwKV8Ogqbek5qmc2GxnDJN8GSV8VwwiUugm3aDQl4Fc/jl1kLIUnK/ALupWHwMmolYpmDCkoU0rImF18iIt+F5pK73CXMxuVL3wmzm+NdTzdzN19AH3FoKIJsRjF5brTD1pjKZ0XTqd1oKWwl5XRV6KpDc9iYiutMapRkkO0iiReD/tWhVZUf17eLy1WGCWAle6zA94eLEV8oh/FW8+WK5GxjqgJ1zbaLUSfo8o+oXpKXyiGkDFqUIJdJJV2i2TOeTrakrwqj7vw8r1FE2eN0FeIiZ4/hZamobQRjDStMYJ4m86NUtTONfIhaKkr6loty1g83m6g04y+spqqE+InS1tK1751BI8rfKrXon1VRpJ5kSpaKpN8P/ki3s5bTTz7R0Txcgo1p9DSWJjcGbYJK6wj315+K4H2FYzlphaonrxCH1O8n6vX36oPQ+3P2Sb2C4obDLNeIWPiA9euvhRE7Zn253VG7ST2RBCtMXGnEKHMEHQLwljZErS0Bdbac3E7Hl+xtvXFU1T+Ez13IKqnxVEtD+9PX5kbo4MoHnwgwR3FKy9nKeD9/zl7oO426ocjtT2bUT0nouy98Xpe9w+HjqD6G5oW0JYejY/es88aw5b8tkBoANXjLtyuRaunx1LMGrOT7SN3Z6B6ip84bUD1bOx2M8Lrlz7R51WPxjdrS3gY6n+G+/xd1hil4ePAEya83yhV/K/JqP6rHz8/x+NTKhN7eFA/6/nk+KH4r46XnllhWH7Qbabr+LgTzmSIoSVPCbKbm6vxuOfKRgFPFL9WsMkTxeOM9qNbb8ViPveIoLiVti9tySBhu4Ur8HEfGUx12oX6eWbngCFqv1eF7lIyRmEKl16ij+J0Qfy0JZfJp1q/4uM18+HldWH0fH4lZEhbwp0/+9IJvJ508nWDcfS8mrAosEb7ezGlwhd/Xcj3U1MbUT0xhLfnUD07VO2t8PoXv+pqvoHKb7IipaP9UvOQasWfn+Eti+UcaEsriyc60ZZ6DulqxOsP37d3uTXqf+mRiiS03Ye6Pjl4/a8GLHYoov4cjte7heoRLVytjI/v2uPKZ9JRvHrDo2uo/Kf+9az46056Sl46GNVfXqZRiuIva6vO4uPYvSCMqQTFtYri/FHcttL/DP58Dt49XdWJxvFO8IN8FC9n4XXEx7dR6y75Diov11DwEMWleNJK8PJ+nscEmyT+NPHt+5QsAqah1pqL4m3P0l/g42Jj9k62Gb1+H55gLEHxjtQ3G/F+WHTOyCMN9bPtkvtlqB++BRnG4/0288p0bCHarhdvxCO0v/qtEk/IGGGLyapME7Rd0uNf0FItFC8OUTq8PdwmB/h9UHnODWufoPjYB0wFfx6e2p83EYvimy+woaUpCXy2oc74ftGvvc9yGcX1lVXQ0tmERw27M/D+kSg3OnpPAvvZ1LGfTQ8jUNMOxvihuON6K00bjLpje2xtDDqOpf1q64WOV5IF3eN4/U9MA53J6LgxkrT8MDoeWpDvXMfjarsFbrOj8pSiSRdUT0rDPbz/sYi7MSJ5aLtmq2v3ouPbnY5PQvi4F1hbrjJD427PF+iI6ikbrH6OHzcGu7eZ0o7D2ZXaO1E8Ji4pGO+3SNn+piMovlvpizWq56OwM4b3f13+FB8LihfK37ZE5S/dWYsfryiBavJ5qmi8/npqG77dwxGRaL8cUtkL8Hjyao6EWnTc250Q24jqV/fpTMfrCVexbaxE8cGWh+9QPY8PFaPj5EE9p/xH6NaHtx+GFqLx2qOzNhKPv4sxVS5Cz59NXQsx2pKhIlmn8XhF1Ipvmai8GFnzABqXdFFpb3y7G7taFc6h9uyddEBLHONP6GRnvPy1Zcb9h9F2c6t+zUbxTj2jIbw/DwkGsi1A46UZ8eokiguY5E3i8QLB83miqP/1uYVsaK9HMVFGfBxTMgu61qLyMuK2CihuXBHIY4Pcl1VTHFywrhOcYMEhyOAED+5uwSGE4BCCBXe34O7B3d3dNbjb4C6DyzDIwDD721Xn4lycX3D6aq2u9bzdtS7e6nYb/m9a5ZI5SmNtkHgOLcS1YI4avZy5oS+se1eWavvlt9zLC5VtQzaWRdm6yexB6ERXmbWBNMxUf7niV7BGd9NTsDR9Q+tALNNnLHibQgGoKN6wafxl5xk0ZPaAWODmi8TDdo+6Lk8VVOPiwPELK03NEovPGn4ej3nEWVgcGyOdirZyPlXNw93092Fefv9A+Bx1H+e8etNK+gU0VMQHAUDnUfET+8eU5c1+FZSZGvUPj02MTDX/yQnNiHV5z4JKvIGgau/Ox+6OQkTkTYSCYoTi7s6uSkmJTamqas9uZERpxM7ubm+03eYpWkQKZLbS9xfoMq/Ttnlo6OzT/f50uFX2JTzqmClHSFo8PpmNo1GV7hnbSUMPiUyVLjRMPvt3JK5wxt/Wfzz59J77Zgt+famBbJSkbPYa+rMxbRBCzRyfR4UlUnJyi5nlZezv09TPXEu9s/qOzYKRP+fFQEd9cMWrESfkf0CKOO0R+dyAFnAEVyxADUPf+lHwpdJva1l7P++TTLdCoLVmypBrR5z/kcJeDD6jPoppMA+mAzq+SzJMV4QDKtSU06XtwF500/0PJlhV+NFEqdwl3EXP+PM6Z7zHP6JmCvzcDU5jjybEx/CotG1Y8/OV5aKELjWCdqzLRdjwzJznK7yue2FN6QW5qsO4vENcLpaqsfp6mprHlxpc6lu8M9Mcc/PAC5cO9R2pup8djneGE9VzZVpVW+n42vYHb2Rl0SZ1DEirN41ji2JWnjirGupXeDWpGCR8rC0RKd0NEIv64hAC/4qLs12KrTuf2eBTS7pVR/EDsDAkFKE8KewqPKqlOZJ9xlh3KcqAR7f+LclQSxo4nyV0bAgnkhXkoHhx/20BlZ7Ll5z1VNRSmQD9wEXh1FDJ8xv41brOkpQR68EV6hKbZ9gybdP4ysJN7ZVWcj5ynnEND2NUfLywvZiPXACvxUfBvRgVk3f0I8Wv8vxeRYf5X4h7/vTVlpMeFcla4tNAqNmoS6e2mG8vJ8IvQf25WSQ98a+0qlrW662o/zgoAOatb7ij2RHxmxoIog6WSZwcb8mCq0hRiPCPelX4wj7nv04vyB0d7rf6G4R+gIaxhCl5zZXecMu+d6hrBDG0k7fk0phCXI76GKrbI/ZbD7uRzgFHFcaNU9wawna1X7ZboT2+BXhG9kdV+xvlb7HU2BaHAKcoimRXpqgqgZ0AcY442Tox7dCzND5c7NGd8ql/s+cn4vK35uMzaZYbcHPeTsYxw32sKDDy99OkgOGG8egCEBZiCujzFi+HakrVc8jK51LfVcekX6J1ufCLuNg7Q+mz3zzwv46Pb6jowP0AxfZY6s9HLTbAKtbXFV9XiRfj2fjEUdtSf7X2YwjGb/S2R8QMPuA7egMeoIRo4x0g2zHj9DRdhwSUoUtKqtPLqI/9g+jhejw1PDgnK1dCXp7uy5e5g5YveKQkEdXd3d3kIiLV5N3dMdUyNBNKsB7K8WY28fQtrty0XoVm776+loVhq/g/0H5pUcglw9nwVkEy2VLA2vBH2zOrZul7w8gR9ownH4XG5e220q9RxKnM34lXMD+P4BD//sF4H3tBxOG/N2LjZdntIBUs9N3pXNewF/TFtLahrDdMJxJHyS5HMyJLHmG+0K9cQv+5QaWBw+V1IsuGcsNAsJ1ZzErwetfVHtWjOzXb2WXPtG4zbIA+nsZZBFA5aQBgOOwEudFv6/M5Ff67jtY3zLf46BYh2MSicZZF4sfupOzWd3IWAlJsNnZ2nfINmGnjFRZvy+njT3PYSREYzTyKYpN85rMQ7CG/JLY98Q9MdUBEmGDHOw0bQSyNPwZhnc5M9kwaElFsDzDOuilYxqR6XLtXCXOPconjP1o8KxKuvnqveuO+bMaTqX7A58At0XGF8rqLLTJOkR2LS+kC6b/lJq+QlHWMvOa6MdH2WW5JagG7tapq1dxchmFfqzkWF8rcaronxEqmS4yfC30QN+jYO/17nJVdax6TWkqAIDW/0in6A8s8FC30kB8UKSXJf4cr+kwW2Drx0t4rEPdE2FQ6eM8nXQV4C1MGnnkFubfUUimL2vo3kqqRSWGMfePGGalJT/uOxgX5AbJN/vSfXTrzZcxPOGSVLtQS5RjZ9VoaNQ6MbcL059zVcpUheWmsFdSZRO6fr67uVcyMvtH9vWKTtKz5Lhx8SQ/eX5r/beUKibJm1q+3M2os7u37pSxpmTIixhp+Qu+j3MgkTmDottDstp+RdlGhH5kEYiaUjfuey80Rh1yH2RWyH7T/iwGcJGryUIl19FjFJ749TNAZcbhI1NtcbZ4OZ7D4TF1O/k+8JkUli3h0GBC/UNvaTYi2lPHIcMzI79XQtGf5MaTva+ejJWP7m7AC8NVnQdaFfl5k4hr/9dWQpjh7NOwkt7Q50n92Tqavrxdeb+qYzKHGT+HOwIMVr2TyHVhBo2RsNeWz9M1jfuoAMlJiILTD+AQLTmbHYGFhQaSlZcHnzvXMSF/VIWbNt/xpampu+jO/yNK0yJQWD12Gr9XFUxfsn4bYvE5raTOKn3AeJZRVS0qf4d53GkGcRZFUSEPLQ8lZX34lAjhrBYNGg8K0BV1xmUvJll7JtITTtlpqAC38arMtXhOZgnZsGrjduWX2ho2RlStSlPHCdUQPlPorKfaCks11n7G/1gjzmVdewZ5iKped3OPRMGpy40UVGXuhoB1F7gaV2UuFkyJ6F7ySiPaY5HyBuJ5SAHQai5c70M+KtiYjyGV6s1dxXdC+4TmwDClM0qLwY4FPAciKAx7F7/4E3+Y971EVINhS2MeBK6/vzcl+0/ZVEDJbVfllzUqXs+yjtH7sFvi3YEc66dsjtd3mklLj1AJVxu/7xCiFPis39PtkAVff5lT+x0ULqnPm8rmwYbGzBL6AdlR0WMwZ/RRZvPhgXkaIOZsVazMf8WzL2vxVydqiQtXITCOi2mOaFomTIn+zzeFRQ2Vqtz+321u9xFKw6HXuqxTH3TdPWJuKblb8hZP29G87b15Ov4HZWgUvAQezhjEpiE6y2PWmfAkt4fy1QGFqxJNZe1W2EJ+ffte/DqvCLv4Ylw0G45mFJy5A18l7LZ/mFveObVYDUNskfcwniVljHmchTQ0tjYbUuf34lGeh185gx/2Kqjz9/glZbhkG2ausT4BW9ul0QUavuEm7lMTPA5qDIjXTYs9HO19O2K00DiQFPf6J851kTk92rAKcrx43vsydb9AeDGCss5GKdyG88XcUQhdZIOLCA29rPpF5h42FJdII5VnHJ40hKKez5QEnOzFsm72SCDB9/MF+4b6L2es85Hf/3wVcH46M/M3cQkEG/l+g/z9eICm4mtth/3dA+D8JVDVVYxkTV5P/BQj+uwdgvn932I0uknK+8egXWhyTklGIWTElmySAX1I+Ba7HnPz7EeuToeKYetR3tBIazczQZuYMRaYkCwUNZjppulmn1XU4bKfLr+8RJvJ40vMI7hXLe2ip2xECdszc+sDiDv6bmEc0CHgRAjyHxSn5nuJjO9riA/oX/ridI7wSltRkSA6IvX+LJv48q59fLWas4hbYmBlWWZlZeL8Q60/Gh8JJ/MLNb4/mDNH8y7cFOj45sJ/a/EVan3rapyMtbWioFNvhGPiCgIUV61V5cKtZGvejtjubtD6ug/p3dKP/R+4ExHv0LP+XbIVayattsax0sMiKCiaaGfTFAdMZ4/jGcWs3KrS9vX21PhKh6bMiRdwkEONG2SwcvjcKz0ajkG/ACmvUUCjoc/v9OyQWj/x8fSHrvaELV0cqhc2Et46/Q1zpYLzI5fVNJ1hH1y2qdMx0b+cDxi6uW/Xl/CrotYGvYdwyZ7qdjMEYLol+QcnfZFPyRIRbfbmqo/u+tSFold/obDbA0Dsg0X+xDq67B3cbmO/T/9fR9IPQf/EF3HAgEL9Mx+1+d1L0Ptx5E/vkNEDwWJVMgaQy8WUSd8OwvSD/x1418u2tv0Va+bGqorPaQ4V4MxV3G2ZZxWDHQu6GQ5E329h5GRupz/etyNlh+mspWbZxQxWlLFHmq+I6D6DilmDq8FIIScPQc3UIPtsOkS7e+5yorKy/WwpZpUWLHVqph4dRJ5PGzB3Jp75hG6y6qcU5PRCCF3KPRsMdI1rvXMKKsY3tNvWVnN+fHh5t8pppSD99eKka3hoH3+DEjOdVf/WcTBlHDroqboD4rsc/r8g4Djs24vUJK+DFzPV0L2aCcB5aVA/dGXG9omPlpNZAeaZPLkllDbATxufLOgbdXfjPpLJX1OTu63saysloCu8AsRnuxa+ZPEYRr8861XcgxLbWC+O4MtVjBs8MJtiRDsOLvZ9IHtQ4bjVPHGd7sqy1pcFRTKO58zqiXrijzVn0NggcN3pW+Il7C9244wxZWgAumDG/Ieaas2GiIiC0OtlisDWeRMlXknm5ImNSkowrnySccQ111FvlsxlsL2xO2nRjrD6zfOjUrxnfqk9BlzwQ+ToXW5HZrV89nrsHABDZeCes5LpwiNm3Muw7FzAw+oqO9cIu/2llVSuYpxG60W8FK6v/zsprm8+8R85u3l7eleQTXXIV7R7I5KGs1p/mTFSYema86KG0Vcneap250DLFq7vc+dGD08iAJ8/+T6TBEq/3mk0feW/zuN7pvmNL2dlhprDWmC21HY6AW+3fosMAA7AS5cJ/NhBY9dV0P8dGvz63D1ypFpdvT/WRHxylPX6LdQ4Q/PXyJkJyaX93JDOeSVBvH/4cyh0Jy5wOhF3+OJS7Tc7+Kzq142GBx+ukI5qk8Hs+3+alpOZrddj8r57fDBVwd1iFTSW9icvTfi7p0GsOQXCQ1sutSJJg+1zxRhCPcU9e1Ak/rJFtBKjz0ahDlKLWMbc086H4NgS5ASd7exkTgvW9DQNm7fzW0E75tYd+l31c/s33Qr/Q4bufIpRj9F/JAKAVPP08eet1mhY7hdTSR96wFUBZ7Pnj9jZTGWOwgNupIBAjGY0y5ULIbyEIKbR6jDR7lG4x6oDyJafxyS+cxNeT4Np3PciA9aiXAEt4rFz0occjFVnwMefUkcJ9lWFZ+7lhjajvWmKroIAD2ZJ1rE332xIFFk4j65vdbQ85RmFT/vkU2pHkBLlapf9Uy3+KqL0f0Sxn26gmdLWCMuQ30Xv4mtSK+4MIFOfeByl73J1Mqlx3qdj2ZR7aLAX4Jz2qB2SatTYEwLuSX0cf+e4xAwOSqANqcOC98b0PYNYD2GULHDTzNYC75cXfZULH8q3n1pR+t/v5qvT9+8Zklp+34p3cdnW3fYUB6RkBvP7Kf0zPQc+hcrle/1EEKHpvJhb/EQH+xmTSka9FwqZclFudoJ0L0rh5oH9uh4HKGVzeo5Rn6AyHG3wdC7+Mx5ixwzrmu02oqBxn/k/h1S0DVvUfnidtPxgf4Gr5Bv59pTdl+sVr5b+yVQ/pcKzMLiK4u0xnSzzCQKfQ+eZ/6T45lxeSaTlaprtk+7or7IBXeY/jnfc3/8mDXwpVlYbfioTBgKKMwrev/Igql7P/W6Ur5/lxBP7wyNF5O0VQDf2/ACTovvRbAFnbDw16LtZaepnZn02nmW6KIaKMT/NJ7fRmltkKvZpheIkOM6seLo1iTqt0/u1lGpERjmFMCXR++9UHqay8uhmHy9Wz7gp6igsPaPf0IUzJA6FWtlvoKHT+hm0RXzO4noWct9YZ5xNk3JUc2Kq+MRTo2SVJT4cdul7M2wCuP+Mvu5gIP3xmo9UlLPPt2IXUncc3IrWx01YXuyWy1DHhew255gQcKr6sSVT+HOpO/TE9n/JwMgIXgevK0fiuTQSYWfrXBuVhvZla+vO9WWbknTTQKl3BaYXB4Ouwrwk3cvJWd6PYbx3c4mk9t+QYk+LupbwvOVil7eOHDSh38ILwaDjG2uytqTny6uiHt53c/VKQSu6rYlxI4SuSb4bjZpfbXifbzzoQ6rNI1V42b1L90nwiz2g0D2ZIgaoUA0p+r7pPZiityVg2Zs7HYHdboY0Qzzmrl81ewrgQc8GxNub3brDXxf82T5OKngLaAktBtHByOZjSWqPLUwdHrTGtOnxJmHDyW/3by6Adfz1lQCipUP7G+j1jWYH/cq1jLf5SE0gC4lp+gp33E4K8pGU7hV305irHePR1rBlCvaatXld+/OkEc/TJrsKBHA3GB9m/+7zUFiXOLSFK92Kfg2giMErf9vTTR2ZKs0h95++X2qnAj88uYaFIk6jWHduyPRwytMQTeU885lUhmHv6t+332htHqwEmnJwBLelvfemK8C7J4vI0P/CZBGPycACBYELMr5Flu6Lo+HGAdvyRISGSvfDHlf6rwhQHjbq/awsRUPajokeTJJlvrs7k5nubA2ne4RCRj6I874nkb6ImbeOPJIH27V9ijlSiGAQGflXy/PBqsSI6e/gwyO6YXa8Gw2P90UFwWYZSDiTvK0MRSnG/aCnHN8nOyXEYDPZ26ptlntNl0hPbMGlgajdemJfxa/1RyZ+qRrn6tBCZMGj6oWNWokz1LD7ExAtetUMshI8CnzdKVPmg7n9yf08wp3DNe0JnOajHpxF6JSP6inyAt+Jy0OQezz3e7p2eaixENjMqOl096M2FeNdsgAYzgJ/9+7LkR9wiPuTN+mJ55UpNOuTEkvt3egTaxuTxSxToxmU/4FRrsdbi0KQwmZSv1qdXzfGGkQpaUlO6H/0HDQimh3ZJFvy+sk5uKgfwNfghjaYRM/J8ngkEv2/Cei/Qfn1119rxceVNGVfcY+nlIUdjQJY7vFdsVypiCrPWb1RdeyKiFy2aVdpUICJNcqwnsYl1u0O9dmpClsx1pVoi/jRfSVwXrxMPEh+7Z676NXUQkTmfv8dasxkh52w9253g3mJgw/KE+6uLfW9NMFtqPHN763tIrKYNMRdazo+apnE8iKhlbp3kXeSL/xyyX/gvh/moDroWKuND7WRYfM8UrM/JZvcaBSOszD2H74zidFKWNGTPVK8pCwfybrrNWUChgYNmZ6CYP6rUyXPIbBFZ9EhTfaeDY0/g4usoFfwdxWbiSIyptOMaDaLUryrDr01eSzwriHTDsUMc+jdcZcTzd4TuD4xl0xOIX0trXOQr1duaFAQvlIuFZRkcFBBymEVmP/dP5pHRugRyF2ANHvtrSOe8bCQjsV6PCdaiiwVUHADtSpwdKVf6N4O8tWduPzJK9XV8cUsuJTcKw6Ds+ik6XlCQlB+tAMUylvm2DbhuxtwQvPzNgDEmrzdLnhcIrbN7Z/OT+6WOSJMEAvx3X713e3Z0fc5oHPCy8QuaeWeEQrwY1QBE9s8LidlhCOQcWtC2rUXxbV+llGe4ILBWo3n81L/GrW3/vB56eBL+hmnuxOnvL+y3FmAa/HYcfEocV8chLV2xKCueK/BWIimuKbCaT0HfZP/Kzwe6FvMEOyxKw/lE++I3V3dml+j5fgcddP015i1/IMaCdsECQJbB/ldwODYtnBvhebo6C0Y0Bd9KesrCfsyiiH+6JrOzhvVtJO0ADwJEYOLJRgICgm6W/qR8sPj4h9m+wTu2geO2o5FvjAFtMf6iHy+C8MPfyIDuIAegSaftvdArvPll1FmsuuFxUUBATC4QDE8sgrn8DUAp7Ft+9Jg8ByJS57W8pDH9g9/OwJhzbh6bns+xtsS6PfbFG13cTZmCxRn837a53joXfZ4a/TPQoIDrzRRjs5a3lQ+w6SndH5tXMNMTKMbmiAm77OmGTrAgfO5gLQ++bprIPHLHHwByqh3s5bpweiwTh6T7XeRBV/vgW7mzL7IVnd88Il3oCw/bihAUamLtP8drAYSBNOReQvajYqC4U6gpzj1JXI+9jO8J8HSmkp+SpS1zU3zO0WVfoKnh7rhPfA4MlqR6qH+N9GPmM71uox9FGf77mroRv3wgQYQkl94qIBy7fKK8HtzH9t1gmKQKmGIg5rPSXjPoVu3P31gVfOo6+HpCG0Y57Jpq9mdRKb5h1hRP4TG8ubzuZPXEOxHHSgP13KdnRGwny8C/0sfZOH1WR9hXod3xuoSw22Z0vSk1PfPkhzM5hMwGKMTll3eefN74ZnoJZgRUygq1EqHEtHAniFiCodS5RAIr25DD0mb/wz8v0Ab3OkZL1zJ0nhnsTzbwvri+TLK0+RPT0qSdOK4QjgGqP05GVhe+lLpUHsvz950r6b3pSJqXxWO+46vnSpENAfWyKXuNDc5yMsfPOBbJqbc6z1pmOivqJ1UJp6svU2MvlvNhG49Z8T07QSKf/N5GraspbZxNQ+vtLtizGqC2CmJHIOanLftqI1Tn+wmnnaXYOFOIcKLom91AY87M4Sjo5MvX+QE6w/NozEaTe7BBZCN8sGR/q/ZwCHTSCXsL2Z09CfIXU7sHCxZ7WpdmWBIlp8e0jiY7inG0ZS6eCa6wczTCotJgllbXDQ9eyRyojB3ZHnekNmU4tw+zHjt/L4RXtlsOjz5oOlyO/veDl/KsR96v/sqG8k/yG/A60+fhvosam2rR5KUPFwxNjhh+Z7aBor8nbodzae6bitqGL70kLMdQCHCC2X2uv+eSFIiBnd0wld/lbP+4+3C9oF5itEFFVaG/46VwiXqx/OQ9Xz7+nzvmmiKZMdf10SVzY3aC5IgDTObykDK7pmiXqpjOFRedHKrce8WY30OxSv0OEKREvb83dMGFQQDiLJ2DnEWPbkQMV7SUUoCldyeiax9r+FRGPrjVAJc+ZP/OaNr39uO65UJZcUhg4vyVGss9Oj1+qlD2M+G9s1KdiPIayWSAsYNEeRL4kYvdsb9DPrmeAcXXIarMgp12aSJz7eBFQDLtIsBDGzduVjW8h4uGwOP1CojB0P8ctnVqxOxokNcuN5GuPv+yWmdkFu7SxujnVrlaF8dwpRVi5KSmrGnCnM1IKcJRgA1Jm8lp9cUy6TBHs+yT3OpQGaKAqv1V7JlUpp7TFM24YEfyJjBVnPH9bPzNq3c8Zk671R3bePgWj0N4LRi4RaIxaeQiJZ4YNa4f1QYN8hZj/3NbSLvdBdbDm1g8lGEDxJkCEfz0MO4ZTiiRWaTi4ZQrNxLk95fmKW2c9xV6dMUOKhEtueuBY1b5VdHFYPagqn/3V8iqfCHbJcIJuX+gE0NtNT83Fdj1vSPYCsosbi+fA6Hm66vmnOSLOjmq7iGJWtlP0h8QlKOaV7eXQ6E4l3MC1mqZW/a95wT/+n+0ntOiTuFneK8RKye5qpfEmKQigBJJ9QTLhZH8giQEh1Sbt9wRzmpQyYGs70W5na+EGRdsvfkVrrFnjIM0RrTnrLIoSC8cI/mW7AzZAo8egWDywGcLrOWHG040zqRMsztMN9MDvcsSx5aD7gYW5HsXplkKh19UgFqSZzzXTtXXniAWamMcw0ShYF1Kj+merp9+Zqy1EV0XiplNHM3+McMygRdJ1ILSUgob6IZGZ3Jc7qJ6mn6YQFRLL2dO0DRYmSGtC9e7rdPryN8AkMzf2jXoXahGf9HkyojA4lkYHbcPLZ9DP9LBhp2tg2tIVz9OjWeBcSFJbq8d+ZryZueIomhsE+7KHjmfsutofVR+wsxtyY3etoLNBNy0P7gX5B4wrmAJ2WTFa/MkJwR/ctFb+JmjUYbUyFfT/2z7mcwCj8hyNCWc4+TAK3kgJuWmI6qhEFVEAVx4YynmX+7wJNRF7ioXZHvEwzH4sUVRYCfQGyTNxGGqnGIdcuKJC33KMBNTwqTOZC5hyJR4jvLwz9wuniwoLgQxnKUQu4IlGaW7Tv76JA9ehTJuyvBIGv+1b/MmBDHlVq08JfTv6uY1CmloCxk8kbqmfjI+wgdINY2Moz+yURUJ0FSZiMjLyRX7Kox06hsJB5lQaGK+WaW0c1Tc9GQDajWNKrfLWtWQ3whS7dcHsLz3Kivkve9BlyerRtUHqFu/VRwXCYL2QMEkJlI+FkhMy1SjSGFp3fjvYfQbIti6UgEKjkJDYpTPpeLwCjrQArE09kB36QrBlGFY9377W/v7Z7CjhdKXmGvRx3E8jZp8nGpN7IGlBzw1QuzfbaOhT2qpOxJ1wmTjoeew8p/WXy7KRgoRkVEbXlEIcTgM4n01sUdOB54iz3ICIrJLvIWhieJpdQSvf9xgrK2LNZ2orvvuyShdipEzp98CIQLm4UElbM4WR3FNB049OhvGjsGQFs3BqUvCuElgjIWLDvE9IeK4sg7xZJqT18KY+ehCOKOTIV0kkUc13T0LhVVKk87s6+6W43TJ5y25aGz8QcVJ//n+wXBBAiWZULmTxYvOqU9S4Dhuoas/3QuPfSYYYDn+KnEBU0Wdc7UWEU96NO+IQlmUGbK0rkG7Xa3sHENRfAhH2FnNWB6vnxzHFDpk+7T49cudXYnpOrmdDg6KFyOUDW3NKy+l7VMt49JUYzSZSTcoo0swpAYN4m5V48p89sKAZIkYUD6gh8+0m7Ia99XfiElAXLTH/d3TEFf5ynIbdbVsF/NzmhoqjOrW4MOBUkPotOW7OqQsZsu2Qv9sq/ygbCfFTFNz+a8fFg862GZ2OuSu3JcEM+LxLiNdvxGQ+bA727br05MLNvXXviAhuQk7sO2xSr/9Vp5MQ5xRt4kjIxTGO7XLyR55EKi7kzZ41AB8+OJ7JEPilJZ1Vf3vjlSajJ/KcoIrODwnMDxabOm+KFfXR4HgOGXgKiAt/P2rNh2DWn3uRiSLomSZObBaGcXIqo1vcoWqztrnjLQ/I6Y1dvSPdnPPcyEQmKht4lA5MiQ0tutn6vwvRd24RzVmUsbIq7tZFFGoKLqSx5F22si5pKdnrCo0kTH1nSXXD6urWmfaw+IByBPA0a9U9UHND7XzPuJnBq8jk5KMkzZSLffbbFRifW55dGAQ21XxWsu+RC7PnbxnT+wHRzm9U0/XetQpbYjeAWK5/LXI7Ts3sYd42v6qf/iUSh8OoF1pZ02kz8ns1q0Az5YUr6NR2aVLKfreYPYeWDdJFmMBDX1mqojkW0gV0Px9AImQ7alCLt2QkWMIEBsChWaN9Gdgkv17p8vxrd3t+jZBvzza7uKKR7J3BkvsWvZzV4vXOEHtgR1jK8Ag9OXxU1su//hc+5ur3sezqgP/8veWJFguo1o+yf1lVsdqKep9b2N3fKCFnSTfWF+0ZTtXvgC+2mtZbxEim932+zNgllhxFYcn9eIHSLK9FGl+k7U0/ugLXliL2zib9GFKeDBNRuDL4IEfvXA0WpcxjIodIfu5/GGbzA/DZu58Kfq8euYvx6fadNjnMzKSYTfgq/0Qsb+Uce99zxwB5Joi2dSpB3MVu/Vd+Kts6RI2ONDokX2PthZDI3FxwZEVv8+SQzrQPymWr99rxaph5s/zOVSH9fWN+qas46c8YAZ8qvTGMDfbifFgTOjNWdr4UN3vRcQWWY5gTOV39XQbC8lvozQYCwQ3Pe5zmrTnpkWy+kwsoht0ZlRZhW2ueh/Wo1/EE/7a2bd3DxbrfxMhPDGRe3kj0bn+R3nFXnVD3aAwIsgmUMtP3NGAiW73um9asu4pABTp0aTwi7Z2omGs5gBwDkRwj1VhpTAWOb7GAAlW+zvH4u3FO0m8SiCdmaEdgr36Dnz9IicxQOoyxsGOLNcPjI7BUANfyJR1exydKOZrTC+4adkL8XDk4gS1RyXQtA1AGSsbl5K3Roq6mY+PgP/4rs67pOiQJtFnYdS6siCP1Siwceg4hIcnLkCQtA6QadnEiAAAKQFI01jRanBbqvqIBVd6Lu32Pqu5k4mj7By91Pr1iRhpOytC3RLIksUVlnRwBzU9wkAHkCI+jmtEaMZyUPRLDfrkw9nBI2SsRHrd7rYfa4H8iPaXEhf2tYKZ8uBdbed61Je4QwgYT3dXS1/QchjHQI2FTmtD0lKwRu2uhXFYsFB66RNQM+lt4ssuiobRRO9AoPpVaQzxkOcBlUsylGcXBdf6y+rRV1Alrf7wayL32sb01R9VDCwlIiHcxuvNwCfrbnv6vzP6OJv5AjyzOx4M1TQlWCvyTrBQoRw8FLG5qtLLtwup4tkoAJtoHASzEzktf3uXinSAaoH9hz5x8X7n1FbXKiFMYf8WVao2xInheOQWf6xqNseH4R0gEyLdl4uwI7tsFBUpbWRY6OoiybhBbzTjQst6ftsRHH0Ltbya6kJYea/VzF+2FPullS0B1zsWKukCf8xflBc/YvNgvHXH5MMxNRgVTdzW6Mc6Ta3LArQnS1g96zBhHC5cqGO4HYbFbGDh4NDsEhje9yJBfDQpRRBy7A1I7pB900Kmj2/M26+wHiYuJOxlykMvLZI6JXIXSnA04AvVAyi+YyQer7IAR1tQx/3TeftVRzRjjuwOXocYx0pyOqUKf1/zOwg+hVVqP2rY6oJXkpEMlVLDwxzfksewPA6NWmPj6IlXImYk9UAiBegFo6/XAOtWYgTYtkGEkOaOLcP6FgZ9K4QwlXqayv/owhSwKHk99ha+kPYu0Bnn1uyulcvVuKMuzdWOag5KVDrA6SXiCgZaXm44zoWbjc3ourO98wOuFOkTB814wqzcc3BMeI+qvOD9d/Lpg3ZjsYXvFpMRWK0Ty9xzukluhiNEA1E7OG9mhszJo680K1wPCJFgroMYGOQOGykGHmtoGp6CConGaK5OYZJCcecPRgGM6FLaIsy6DDFily4RlrxxO6eoCm2HaIY34/dyGMKgCodw7wTGpb2i2Z9G4pU1OUZR/hW/l6uOxmLjjpIfB895K3SvuXqD7CfavmC/3NK8GfK3vsR+s32x2lWr3C2W9xTrW1yiePAzX0To/XGYNK9Jqxvj8WOHMcukg3Mp07TWF8kvI3QWxc7XvjhTA+Ul/tz26Xju/ZyoZQoxrVo2cNgvFHZI3vNV0YI8+2T627GcffZmbTniud9ON/qtxViDB//iBec2EyHeGvI5/5Cu3sxHLy3TbkEsXzS2/uc3hOrRfCJ3bKsY/mv6TYN4Ea/OtgKs/WEGB85crNf262aC50AcVk4Wa5GnKuIa6lm9BFNuWKkhUo6QLT0HYrdzEpp2lHwfmYfwnDLA75/q3vNuXandaQzBAaJfgJk/4KxOqy5L/+PKA7Dr2pxq1KC5jBLRXj2QvXcgNWTFyPKrMO2oogCT12GYGvQdoi8w2ca5Mmve2M7tyjNCzAxLW62atwA7mw1QLmdEj4UTRqXGl5uX7iBdvrgyic0ma1Qi3P1Xxh70b00bcdT1QhypWzZnTfcRybVRRtG+UfQJ6ZJUC6h+rdBJErPpmUxHfyqh81aD3UV4AwXqemSRtUuiXl/+daKLeWCIu80Yy5PpOJUtD69yr0YxyhDm9fGmrUsyvhc27QbX5OCClMtJC1+8kBp8D06FsHcRq7Y1ebZD5wRtnOMjaepEPKwO82ea7NuwbqxtePhJ47uThClMrGP86QoaYyVJvKN9YHLqHJo78/EiggrfpPo9ZGXOKPwjyM+fjnMRNhP8ubqS8H3/dv6cSOTZFBeUl3FNIFP9FIUaqC1U1xHOmZsfVPdbVFaUfkxvMGeuKimXbKtfwOmZ4EilH+tbG9dliDDndBQ/K88I7IAsmbUH5eQfx1f815QIdy1npjNSeeWJRLKNbsRJ0a8mv1NnNG02tS3IOXj/IJq5mOcSJqsPSjessJWfHNM7IOe4PU6Odin/Wtfv6uNF8dqnT9NC9XYxBfnyqw1O+LdkuqCchXdtDwoFP0kLwzAclakmq1VwvNyo/a8sDlHOO+fsOb4BccfEnShTta3bv4d6XzWTvN/95haZroJ+5k2BKelyaDIcjOTw66zcjcsT9QosqGJ9nG9ZDlKlvGW4nWaSFZEEIQYtez5kHkCN61fXwpdqZnshrghX4MKs6Y5ygGBO8oU0CZNHSZDDrhhcQ8zlb51hPNAnqn7M9Fw9b7SwHx+e0PxpSXY0Axis9kmglVmVzGu53u4nygrQF34IffT+a+mRzy1Ncm+Ip7li4ofgN0oXiqYEP+OLP9ER89rIoAVJE+ROHg9Cloc1BiU88UAAop4qSUChMbSDeGWAKJr0Gvizd7I4yZGaf/VsmMUkV6YO6zr107st4HcTXGiCyrhtTj+3QitPVql2f0YKMZiWM6DQplv0nQDdursXzHbKD7WHzwEpV70RsRbmyJqT+b0VzAuamjbUDCRbmszvdt4dcNcYuGoCSAQ8PK8SLuWl+AOCYLBXE8fez8ddh6PmAkU4uoePysQPeXnQIRaWMAnt6ERKqdyn7Z9CpLhC+bOmJ5T/WfxNPqafgbyd6ni9eJxC1yoq7SOD+w92WftDjq0fllKgzM7qydn5soad8t9yflVzp+w6fdVXTi/2VKNn6WDaP2TV+c4PQ7tdnvat//xH73we5cYQ+T8vZ6l49XNmtJEhUDDsCfkMVUrmIjnsfLdTBYWMryXzUY/+8sF+Mnkz61oNB+52bUfT59j8a+cCDgUOvkaq3o/ZKEmJbW24qFOCDWl8ELg4A+7+TLxh904WjYDDGe8mrowycUc42szFojf6JaavQbvybyIUrG8x0OK25fXWEA3cw8PPgdCKVTLLH7tbE2M4wpdoMDmrn0CzpbwasRCxkDidR6H3vmn8PnVrUxmesHED8AcYelnluQmqlEcq4I5Feqelzv4XybHap5NsYYze6OuoSVyOw5TxDO4mTlUTwoByD5ol3mgkQ8Yl0jzKHekcjZrXfxlfz38Dc9NDyV9+z7S+b5eUF1/ZDfKcy9jbgaNAZK1UflUlAoyucbi/ugx02yg1Jjq0iX1vmMuz3Rd/5/RrJAhyHOqSYNqjJ005lpybopJmiG4Td4MY7ZLuMRY3/VPaHsnJ2BCh1wbsW9AqtvS8cskr3ccJG175xC/FEXDvFSX89K5zsIKa0NWqig2RYbdLrjrj1WCMfoC2rSuRkansb+YWOstZ5nxvT3r8bxOyeXkA14tGG+CG+ezoAFUpUSmNX1wopHOl2nBH9CuYy2uv1COdUfSG6pgQtMAVJ7SRQSf95TuVvg2PWgrYjtLxj9Okm3geY2KcLuf539XfuTxS3HjP/X2N7Fj7MhsmTtSSrABG8SMmULHjqv5a9HDf+ER6SZS3//BTB9EXMYgDO4EP7uJ47eCFls5sIipQWt1j/NEAgXwya5bbHjv1uuJjO4rQ+V5DFMt2SGazcPC+pJGf3vYdxb0FtoKwF6DQOsGX24f67ihSyAZlGJF1IDxaxC+iv8I1Uxzv2ZnTsICiIxGXkFkoR3a2xtNl4oOXOVN1J+GDeAkvr33ul+grrbi/hnGvXkDAZoRIQdR1o5uBpXktLN8P1Yv+HI8xdjNi4sPlIXXzd7tfslhQdrfMRgn775fTu0k01cWCvFG26bPidzfzYlPhn0tLbpk/rnPdeG3Q28/x9jnUS9snMKoY7wq5GrGXdJIIpupwQCgh5oRWs3+AjLxSdt7rf8ha6wIu5O1FjOvnSNt1mqdt0B+F5+qIlRdk7EPkZrxRsk1lcjww+jCE0uLflJZ2ykcM+6FXPJ+a04KNAvwW2KfCf19oPb+rQ/3RQqdWi5jTB79g3UWRPSGbQaBEswjo6KojdRWPPJIth69mUjVkz2n2OP/VHauiRqW1PIw0NWqiuAA+ItfVXg54aoqYCAk7H7R0GdBc9EEu3LeaVm86favoEWHoNv/alOrzULTtuqTn5I9K8nTDNssdMc4DYbcWD8WP/JyzxvYEc4FQm+cPJrtaHY0q50pLJ6Ca7XAnFUiio5aOcVcqm+9psK8PdNue3Xnos36szkcuB6W5XgcShyjB6WpZQx/Oshp6E4XbiKi0guv9Ks6fv8RClBQm/0XNzaAvvqxzwtNX3L0RmrNitBM+NDCEzAo0anyApZ+9aHmNeFJUgxSRdiCmpW2NX87e2+uLJJDhqMqubOB5Q+jpCz4toQKvDuTs/3JEvVnLF1OEbjpsUI8iLA/GmW675TlYij811OBynCFy4hCl92ngt0tmUSrCjyW40lHjx5Gp04qP0/hodw6aTxQR6666bWHpMb4sH6/R5XNtjSqKDpQjYugCOj6m1hH3sUXcRhj+jq/BGG+fA23nxkFHpVeMyolfaoyG/zhtQH6/kR+uhtEKRyeKV2Vbbr3vccxpsnh3JsY9c/MOdezIlOXij2kWR5fI8AtyM7Xh+Z83uutea4zhlCy1zBbZPbaXChb+Yxq11hScGuQ4QYid8VeT7PYSOwuOFW6nXxKoT82Xj0/8w1KbUh4o7p8GXhU4BE8btnLUkeWPmAwPl08Tp+Uly7i1DbLf9Z73lv3qpHK2Mhtvxr5nO7l2pff+yGV1mDWFf6hzEk2/3v/+FNYFUAn2VG9dfYW6xEwes/eR2gQCo2OdvD6KMxMTXnyUyiVXqPYKFRmP+DH/Pm55XDfTw9RLTrHvk6P0Ostq50jyUsukbNcn02fUtuNrBNGhYqORD/vyFW2UTS8a8IJB43goTlOiRQTAy3afg/RX96H0dMZ7sVzsavyHB4bDi5GHbZKpjZmjhhtUQ+hYK0gtv62VYYZZ2sgPy/AvkhBv4Et+Jw7ToWi3uivb3Vn06AD+GFZvaCslt+59zczv0Jz9/libOvoQR/HFR1o+FdMGvqvpro34V5P2kdRCI0uhsqBk2QxOQl/vRG2bSratBDLWh9rIYG+Ck4TyNYOpYKdc9KIEnIYhHOzI/u5sP5o2nHMmPCVFeUN+pVWt1IT2Iwg1Uzpq1wScAky9RBynZLtbRtYLMWAdfHK6fBnS1oAvOT+zTxkDiRqPZ/B3R3qHwknGYruSqKt4b630T2SWreeA/r4DgZsfA7qOPjnyy3zh3D9VmUuJkXLW6LNolkeFUjT2vm7/+7S7xxkwsDwWG66xcy0tvrTzldOi9c9bTWUTqiC3LBgfxzdO9TyKIqpO8mT5GHOo/diF6tn6K0hU/urlTYIdawLwV7aPmqZYlMw37eTwnTnf0lbe5Kbklh2cyWE3EPyWuUE8VwbZDDiIdoo96s653e3CJq8WPI/wehuJYn5/T7ZvjmptYgyNmcqei3ACHdk5yY4l13GhFvZ7qFz1EgsDIKTahBRfatHLguKHxNoDYhbtGO5cPJZYYmxABOzzUi5SFmgiMB4M8E/N+B1V2VyRYqHrQSHRKWGNNsKDubGgU/AX/45pv2bs/dERtHMT3anZ6z4DJxxBWifhG+Rq2vnmOWkszwBHbcg8ZCxWKQ8MpfLHvGgR5seBpfPDVZEPwwbPPd30pTpQKMbcpYyceuor5LduJXopnmqXNS9iZlVH/QTm8iNvMfS7UlFvFGXuh2Ng6agHHZ978Ts0mPZMcbq5vHhvZEgA7Ue9A9XyMwT+x1guIV6Cr40PZCMpHDzZhwk4QjgnJQijIp9N4pA983RWf44ez4uMx3hoZ6NXDUQ8sEjlVGl1okAM7WbiDdCUTmNeqp7HGkSaXJLGsLqGWNre1ZkFuVVFqbc1Td+OespH2x+70n8/x9Sg9T9MQU3sCPPW+nMtpr0w1Wc5H+l/b8X//Pr801dB7mePwM2ExaZvtDkJo57C8lqwqgpZRwaKdwEAWGsQg19COtQxlmxfESi4WxfzISQbhRPOVe6D5/dVDso2NJmfBSZy2ZSPoziNNkT2/d2bM1JwLUlC27Ku9iHBFOaBsSBZ9st5ZxN1p4SiuJkd9/nAzUyOHyTTK7CN66udPFnzC/tetjCjEGUs9vZQFvXmcuhXMOFj/etMc6t0+ePp7No+OqRYtcIw1mA988cjkVehm2ooxWvKzsDoJxrPnc5axy6iakShWdDLe472q2aj5E+Sfhb6eMfEXAY/Po154r/ncPGx0TxMYt5oAOYrRdcmdV2okIRdXjhAEpReeuv2Wge6pwX/AbaLBQOOIycjy3c278vROpzqObuV42RdwuWvBemRfdO3HXdZzj4QxT9OmTVw9dUR+sV4saUAStLLSlVnvI1oxgrbxj6D0mnTwpLXj6n5uciN8hx6Zrj0yrQ7PkySxRm/kbjVlh2EUIk9r2+cP1K4wcGqA2NYeh4g3mpTFCCPseqhzubWo6dx2C9Pceug87UaHaN/2OxzR1zh2EWUbvYGnFM2S3E2yT9+9bLkW0ezQ2Oto+UfvsQJkY9n96hJiif8e/wEuae9BfZ7KLC/JFmEzQoabGd2oHY47TWEcD1JhmrSx2ddST6r+hl53ZNxWVGw7t7WEF5gO9w+R5n0HGsAnG8rhVHvfYCWuXLUU2U1tmdOsrkCBsIT2DDPpksLkNhUlkL2Y2kCzpFa7fjQSZUc3+Lo7XP82CrHfy1fkXy5CYTisfc2Y8LCZqOrp40iNxOuspMQ6sS313ebUQ9GdyOvDNONIb91wCQCBRatPPsE0IafRSG0Y8llt/hPf7QRj4TbtdThuQeFwU7T4SEvH+rh9pdLxBWj3kaX4i8IEAN6fNFVNcBK+d+cARH9qD8OaI7BfLmnfXi+wJVK+Y5w5Bvvypsgsuf+Vtsi/Gob/NacutogQFHTVEv1l9rTxg4znPPmvVdiBf0bw+bNSa0yDXHKLICZCii7SavUop+zM007B2t94JPIig/RypaWUPe7A0XvrN4ELOiHskVNwBqe81wz2wg2JP2pYg2kZgBWEgsaSIU7D8UxxT6SRSF31eeGWD04XEbe5yAr+o6AijxjKcl+ZicBJsXGcfe51GBtiWNVPipJ4ZJlMSfo48K4pyO8CrLI5Y8XxmDKyVnWgC4kT61H9Wuo9aFWb1MZ9l1BaFPYntRYyYcwNf6VPqs5awA0eSa19B8mzfQaa6oIRV99vXCj1VL4VIKo+hDV/fHSHHc2qGiJUfDzkCenkAD9tGEgGKHmbVIOEMlTgy6d68o3XnT9wVPL9ccPXL80NXrox9TXpqR3EfiMDee2R0MCnGZ7DPfU1aKSsT32dDdPQKecxzmPGgEeJhI30rggwyu6g0VNPTZyL63j50siZ9pkzzuvhJgkNby/4nfMkV3SaII3rY2CyPvycLYkg+0xAOPBllF+cmW7zQflQr3pGrJnFAjgTvBffpN3dWx0erG6Y+J5O+uS8e3obf+rxqbxLIk3HrMsD6ca7vPKsusMrmuYOexJ6MZ0e8d1q4wqTSS6bM9Xc5R7OqcHjQXiN7NLd68Rzvy0ZsdpRMQJuqfB3O6N7zlP1P5enYIFqn63o7ielc6n5dUJkGBfc/BWKupN6Wj74Avkxc9YQyx/tNPx/9SRqJnHwJe1bOtq7n5SmdEf3sQsb1xgL+x2LeBF5NXidvvceJqP89z1JZFszaGUIn2kEKdnw/cb3sHo9MsrUgKORmOS9W7XQ8BfdM20d6Kr4icfzniu/5ZJe99DT4Z7jfE62tqnMDvmu9/mNHCldqLMxHZlrjKM4qB/oAP13yl153JUWTB2XQiOG9oG58PHGMi+/OwFGJzH6gU9khImHzNT8a+WIMQNinj5vnnSlJF53vkfB1sv5UX/ux9oX51J0us8F7vZexvmPZ8L14H4cFHV0jdZEgC3A+8m9mdExmLRHpYMbgyP8vQWHWjSDGSFOArY3Y4rCW70nfE1R0w+utZExhKNxQJPiZS+zP599ZaoRbr3EzYVK7ziC+QKduq0ahBzQTkGl+HMoXLW7jGjD7Szmek+VZDcFHwnWqsI9VrSHs/2KOhBCaWxsZ3z+Lf0o0citziCWfUP9C9xTl+Hp0x84Wjo6FlRnWdaizdyd+19h0M40xP/+mXHEvVhjCx8DkvAOaf3jCLK++t6PN89GzGHDu9QbxuW5p3QIgbk4hJdXVbMrFcw8hmduID0YXysKlyjZA/En/vBHVv/oxA9lBJMfrz4GiZ4TcPPKpTq20Inw+x3muzoGzcZavnKczik+3wq8pHR4njKOSfstgjE0MdWLvzgSbbx8YcirIofI8HUo9VludDop9UZ6rlTP4v0T0YoZ1sUIfdcOLkYYfNOnPosu/XoAfi/zXWIDHBPnZXMVniJTppR+dfj4zN+cVM7ZkcirJh5J7CeBzljyfb1V6KPa/A7aJTPusu1AF7S6w1MznKpDvu0o6juSWRz41hG53vZkB3f4bfe0GdzpZiq7BGVPwINWjeG836Hq58mOwz638s9DLm/R6EW/JC0VTpWZbn4/ULCgb3utyqyEX1zbyS7BLvoJpgGw2uf8zGQ1ZFJSdTpF89ZODu2v3xA0u3lP0JtGtHb6DqHz9uWPMB7Y0Tf/MNcHTbEgBYaJ/dLKmdlWU0uZEFupxx13htFCekaMBe0as342E8q92k4oN6dsXRGLrCbL/3aWsjxO/ETFWyI+xjrqbZnE7h/TFv3Q7d2wyEYiGG4/J9X2FQqF2J+uYZ9537lPSPFvRja7brDOWFMLfB/XDh5bm03prEc5hy49vIRvJLxU7/VRTqjLHP5F6gtlkynekNTV5siJyaXS+4/47Ke/KUbJ1w+biRYFOxlMfTKWZrVoxEuMD/4WrwgfZjuL7H3Y85qa7j23IgulwVMMS5plDjg5yHBiHy3NrIdYkRApOeMDNZDJt8zlnR4Wzn1mcsaziJzLcWbCj7pZFOUESPoo0D7ZsbZapBNYUqFSO7pKNqODmlUiuQn0FnA6eRg8xZAvIdM67MlkO2dCv3i1jWbVq9zx4PSv/V/+/Ccn/zA58kVXZph1BE8VuUadYl55jrAc8QsygwstnM85ZkDpjOwSttjpp9sZin/Nt5hLEMfKXCBPBsV+Gv4QapJQ96YWfGpoh5Jc8qwL2Ts1Td+bAW7/axwYSsmBBseiN0pUgF8aRj3wCxZ1g7gk11wyTeMYwPpLaqbfXaSOhpA2ysjVjpqtNh1lL9pXLftjtRqX9CR8DZPoNjnOyty5wOCpnGdNHWFAj7zk1vBqBTgvXMi2UTcemB63o5JwOgvtPtnHI9ZKePbIxFaDF9t9Ynk79McQKZO8EYDZAy/Khh9rd+HIt7qWtX1HYDrX3QibbNtqq7oTddPs6dPjx67C99ptUwOw0p6culiFtcPQYwzsHx+9s29WGiSZeYKqMlX3CMAMW7eHnucvhyg53398b5o/C74B4uz1YYRjtg9zo4Bnt+uC53eVe0mGHECoMd0FeX1PaDCIfFGLBQ1L86LBudciMX5C+Cu2VuPbjgyqMHPfPaLqtkclLZczT8h0gn9oDIrjOxsvteXJZHs2yIGBis6C6dHB+HAyfdroXu6In+uhlaEh6MHXZgtw1hDr9y2/2Fki8m45ypg50V6Gy0fIEwlaEfvbBrfFZvNVmBnR1SzLxNQAs+24fHv6HfmD3M7exFiUkB+bj2QNWO5o/uWpzKaO4dcq6JqP5bXpr/CKmNckJEDOpMoJ+e+PHae8hDl8CQK3gR90CX70J1Zb7uCLHuYJev6qjQXOZzjM9rvkXLuB1c0FQU4I35PRLw9KtXOQZ+fSP7CKW2E/gS6lANw8ZopJmMkWjRshEwNetZXvtqIngk/s/Ah1mF7RZcKmG62XV5BM0AsNL6N8iQhToKJdbVkB8MhYAc+WkCSVBydxOtqyfjtMjr4ISZtz7wcldJvGOONeeFlkshpyiaFouoABduseWpSyZE29Cos6NRy3riH7/UwojO+pb1ZmImH4ibvMra7cf5Z78/mqpdR5TtPiP8q0F3ouA5btEskyJ9Bqd6yADUx1RyjBle6bzhv28IifDYlNIF57og+Kpxb3UOk7fwvxQo4tdEU77Tufl94ZaxqI/EClq/UtarmM0p3jwy3l50aWjTnmoylsreE+HcADhU++GjLQEXIe2bTSX0J7mM81C7lRNAN0wiNsuO7O+2Yn967ZroVCn/yBW7t6b3g3RtmxGWvfwlgXd+UHMsqX6B4TmanqeNjmHZCNfSm4h3H9XTz+LrpgXJnneRNEevr2MTcUTdYmNZ6zMJCU/fXnJIvfwb3qNWMPVoE8NGKQxJ2+3X60+HI8+pjuJluc4u9/wHNvVKW1wykKBc6YCaRLvsYilP98qf7gyB+atwm1Xx0iE/tInboy1+7+leRyDboGJYc08ZGZH9ehNeU4qHO2BKWSjl/1uj/ACVA2r/PmUZY7FFDy1oxP6a2v30r8sRvm54HXOcW9C0nksAxOsthAhfyIVYlZivEiR48mxaFcoA+aYjdDvVj5xzwfi31xiGRQr8Upr81F3WDovaj0P9Nu/Yu3fkWOLP+Uct31Fds7GGHOPHa0seNscir73Mfm6LfsBk8UQVx4u1ZWd47v0H5ZL/hTORGw/zSicCrYzs+MUTwvkCqjd4nLC/9TI0Tn4NOe13FWwDcWLqifiFyYM2GE2LAq1n2TJvvyJ/jzI/70G+kDmp5w3Xg6hex5nbwP9SDLYPNWP74jcvHYR5Uu0V1/cCP0coSF+Zh/HK85+GrVYROPLNxhggbvN/a1SUC/Ulm8l2IE6n6KIW2CuSS8Zyax1hevsVithmhTx8KfrwO812Z0uVyGI/4cXYuAF6dsa2fchq5pBnSvRl58iZJxAr8lWZEocFpfC5iXVpcFZZ/FPXEzxLivvqz/J8xP3/1uocYcuOQreseK8Lyf+BAaQDH6HvfBzYgH0SylG5ZE5ZpVWbsdeAYrcqYWIU8mbjU740NIc/22V19g35MNU5NEv3Gx8UbJ9hBnKs7+dFyvF+5MlbcCXnCSCpstyPNYYk549yRM4Ga8edRP7VTbzKs68ylDQsd8ScxYlZ3cCAHxvlMVAFe8Ud4PhpAjlUrXbEBnfCb2K0Gf3XmavqVFizv9bErG8sXvFjs7Uyay5Parh5Bvg0wS76j3iQ6LgZ4xeHasysCP7e8K2YVcKC5v/KqGXBpt0DsTC3kmEFTZzLyRHf6j8fAMaOs3SnayLFvwwFdyA2NTXZ+roQ48R9Rkh/9Ivy3lQroH0ov69UCx6LClwe2Aa/obJstIehD4r1dbIFjn1VXGd5CXplt06hCnhRNKWpxI6baD+dyZmI8aCt0Wxw4wJBdOrDendATD7YIKCKviqz0/ewxTrnpOALxY9CEK/f60HcJbrMpQ/1iaFWcB6kTLZy+eTdyyVqCbQqMY8aadT3TmaR50xG+ofmoF+XwIjfIOs+DuUzSFZqVNQPz83S4UupFLH+gYepC8Ffq+g5LT6N+dt3Z8Y7Qr5NS1297EgGP6WskTmC+XeNxpDV+0d5Df7y5F2mOTMv1GvVXeSW+WfgV3KtnnF4CxwZlz6kdQl7lpSs+wN/JeZ35QB58l5XwpvM1GA+yGbn4Ih+et/ekqLGaZY59lmrHeHC7sFIF6qYlNouVWdKOu8Rv7ZAFXavVxBS5wdh697o8i/LeKizHlAa9liH+GnXVOU7V01gsAfWT3JuQV+HKcQbIgTr2V1ITWKRhTtxdW+AVfeHc5cOjer9Hxzc9lhadYzQoBfrFzfpvUOdwP/1SmNDRcRr2qei7dNfpz0c+3H1SoiVLWOO+Pz90ETl270L7TtRV08vNwE/HHuTLYvJAPXYjg7Wj5ROeBKkT+mz9kUnV46D8zWMK05EPCYOqd2G8IhTW9Gl/BM6c2ZoXiHoUT7shxIk5OgpXDPuAS26mPOWoH4tJugNx4jnNZIO6ftANJQdF0FeM/7pZUR+ujzkOb/ux/toj5W7IB8uj5zCfF3u7sW3kHdQvoKWcj+V9Bi21IE48pKB3TB7iRPqWheo49BXdpxJDwc86c0/RnYi8UvjkbYG+ommGdzH4rralES9SsPy1KvHTqPNrRwzA9aFW+bSfwjg4VzBNG8B6Vj1y04B5cKutio7EODQ2sHIF8mR4xbqLMK4qIrJzZPF+oqT6maPIDdkNl6thnLgu5F7Yic8/jLt09gOW59YZaoF+H0uveMUEXtFDu7x10VfIP0oaD7yyCIuKk8HnIlJEXfcjN1JKz0y3IvTdZYP+TPzeUABjeQeWly7JBd7QvSqD8u3IsWcCVhi/ECr52w4b2NduhqULJLD9UqsPIh80j4cch/292Gc467AY5sdaX9Zh3vWLQQ7GE3s9pWQ5kBvFu43kMU6ZcEAh054wlp1KLuydCeeudwpCkA9y49RuQJx4/JFedSryKmdvbw2W30jVvgSOje/3E3RG/UcImxRyYM6lGDZnQhtyE+k21OsSVYKQGykJy2UgThz4sdG+GfWuwQe3kDNHdlpIQZz4ML3UVRjjSo4XwXzIgZawlxkMIh0Wp69+FHl1Qn0XE31IemrfAogHNTP2D/Yj307tb0AfQs20rzoIvNoyN+1WHD7vOEc1An0I44hf43Q3Qq3MbNdgRy4lDc1HH0JdTpQ540YyuGQC/N6PPkc60h7rgD60oEDLnQR+POxY4oi8WhEz+xXoDHup9ZXAK5dnMst6kVcsFXs15IDPXFFriAezJqt/t0V/tT/1XTjojLVTJNo8SFcHxyQVKdS7xs1oRJ4szxPeABxTtcnbdAc5dshLa5YT6MLcjZQnUfXp+bA+GHnlFHZxM/62AffEqFhPQm4tFog4jryKMZOtxm8Fd3s3i3kBh8+uDIxFXiknNIrjTytdmJqX5UWo8uwFTv7IK+2jr/B3tJpVnI53eRFVDoWIT3HIq/ISmZPIh0fbZdbMY7HWPmLMotBHac7puI/6VGmXLlUWq22//TMR5JWghNhM5ABr8ZshBRZjtnpdkvFoeY9wW9S7lo4ThvPcz0KOlsAr+ni6Vj7qHvdcGqayyFczh7uq00Hn+BwzMlrPs1L25usswRePsrSAezQl0rEa+VDnSJz5CGmrX3fsDfgu+tWPS2moG424LJIm9MNmwe5EUdB12Tw+oV7OGL6uQOhzMuN9y/E+o1qk3ELkg4or71ZVQpeplfSFcUH5r2++h6OezG95CMZXvc9Y4mIX8Edd7wf6EKrw8NmpECfOuJVcewG/B2T0fdVc5EDGc4sk8F25OvkT+NFfbZh2KRR1ajKnIMSJsmqV97nYoP6C2S9qUeedFKcGvqswRrB9M/q6j2sMRfF+bniiogb4LtF4t+zpmJ/fdrzcB/nAm9bvA74r+uJ8WVYPcKkm9EApln/fXpwFvutJdlf2U8w7TZU7zo8+ZIft6jbwXeIhDh+50EddYIi5ob5Tu2YmXGfS09yZYljecOPZi3i/pjEsUgXmsyL6wgbfESj/KCaYDeOXgNzvOjAPd6aGNTlOxPyC0zVL5EbPCRF7c0KHT6ubLM8L5aYpqmWhnm5YsRnGqbU55e195JiZ04YB5I+6n+UB4FjMvOjtL4BjdGqAjZUt+gi2WfVWhLyL3SeQL4z+31kpG+OX7YOzv0C7XpwRa7VALt28IDKMugePi6gtYXGrncxfh3xb1jugg9wIFrzQa0uIcliRxmz0Rf6Ltx3AvMf8zN3gL+gJmmdrE5FXSxept6IuOCi20IE0v07kGxbE8sJXizWQDxUFKRbAq3x7nUsjUJ6+vEF/H+pB51ZEOBHCJvTpRByWX7Nw8yvUc7ny0oFjbI2HI7LQdyV8YKpj/NJRSl13IYzCvntZZzB+/LzOdAvy4bwNw55BWDO2nhOai8+XTkvjrEd/EiRU2Qt+LHav/Ygi5rWi70lOQR9yImWCO/BqoXP1ySLMt39MlmEgT6L3aX5wJSz719+2uiOXdGJ34u/vNWuGy20GXsl1tjPFkEtHzn9mBw5IT0nqGw9cUvBYqZmEXLJTj7EGvZm+NvWQO6ECx9k6TUb+uLXJngGd8YZPUdaDCPzwkDk/E/VTqzd+R51xJeyiBwnMm1HfPhX1ovXxq5EblfPK9JmE1RZ8YfPC0bhybWwa6NLV8qa1wLHoumVeBHllYtn5CfWyKU+sgWMtUSLX0pFX/XHtei5Qj2zQs1ZPIu3ZMynbG+PBCxNiD4CeYfxxRRD4KyUyhdsAeTVb3KQE9eckrdiLCGQEf74dhrw6dbh3Ku73h6Xrh+ez6DK7k5yRyJ/pEjN0UDfp/vZAnSUtMFsvJEIG+XDC6cgoH3pl8+eymlPHt6Vsk4Pyxq2/+ZDoA++/yrPIcGpkbzHGfVN2aIkhB1pru3dJsOi2OcbzafRjdc9EfFFXFY2aCvGbkJSo+Srk1XMFa3yuDLg3pWZEj+EYf3r/PCz/OWoZD3KgXOkmBet7odKEbZ1iUN49rc8ZdX3mrAA5Qs9N8pXJA99Fr9TYfAZ10clHtoHPXhr6XMcWvx+U1L6wB/UrPTevwrwm9+W+EcDnUVXeOi9DbiiND8HvDdu3bJn4FPP5PNlCyajzneO9Br7LMNvB9tMI3jf08v6EupTWsemE0F1rblu/g/J02/3WxciNPeuFjPUJtbHM7z4n+rHzTLe9yA1Lxngr/H6b6/Yvofj8WJEKTCz6q8aBbeC7FL5K3jb7ApxZstlTEXmSEiZeCr7riuYw2yL8/uP9oc5Q9BvtZnnD4LuE9423jkS+lWVveoj6jkyiBfG3STTn6tNQD3X77bFRHzIlT3An+K6+eb3qyz6BfrBDNQh5srfMpBw4ZrU/uHkBB66T+vEV6E+0JMXfAcfW5dznT4D4kQ6NFBZGDjxOaRk0Jyw7xZi0O6P5+fUxXqivMNoqCOPqyNs9cBY5tmAzRzlyZv9ueUsYp/33Nrg/Rz8W5VgiDBwgHc4iQdaE5FjW6NaLQLmOC1IYv9D3t644Cr4r+IBHnwryKidU5CzqNrPv0MAx3bmZsxyQMw8P9rGh3xDjKT1hR4jc4Wu2GsiryabVVsiTqZN4b8D7OMX2btuP5U+to7JRFzxk8MKBSHflSVQnYPlYlW3DqKdy3uQAXnVdVmz4gbya8MNv9Pc/WRqHJIFXfNZaYk+RS9nNQicwrnlrW7PYhZCDkzO3dKNfikrVbkMfUtLnLQxcmpp+am0w5tXDlX8QJ+SnVvw5iBNDktdf3oF6VuepGPQbUfeOqruSjITODsEH6K+8ycLH6E/idi265EroqNOf7uajv+IpWj8Hf0zn1r2phuC7TFLboiYil1r4M7cjT857ydW7EYGVB65qI68on87Z9/HX90pv17i6EyLguSdOHH2R5W3Rmfjrfr5NMt3uRLVhUprcqO/6+sRkI+jSGrlfaeCVjrXXeQ4sH0ck8ScY6aOWIgJMwth1JLxp9PsqeRdyuRn4fdVtk44ySUaI2bLD4sgrox0C80DPaLZaOMOTUDPP1hvGIa8a9C0cGehng56f9SR1MfdkzdSBV6y6Vrk9WH5J35AO+Kie5h6fcQvwexTNL4+C3twllR7uRbqGWwRCPJBjm5fnjvoNrWXZKZosOv3DixmpshivFRVjvpXaEz6Tns+i0u0/RpxDXinlHeHE/b7h1WI1FVbz+5PRxpnAK3owi18HdRO9Yr/ZLBLfr1ofiJxpyDobj/rnZQUrpVm0826feRMg3qRFq/qaR3mSqb2bjyVdyZn8/jnyqkHCWQM50Lyh8GKbHu1Z6dD/Cut5vUp8D+rlL50UYd0Pb/oeeA/jTf8s0SbUja6YccsQ2jN6gV4G+q4joSXyyIGbsnX4vfrC+NNcKfic6j3Hmg2oM/LlB9XAl2btVioCXlIche8rUffV9dukSejK+XyHJNGPiWzYKYncmL23kXMRoc/rbFDOnAC67dGRtahvOC5iBnGi3TvbNH7k1fmvHCWoH5Jg1IDv2mmpMnSnE5+XeHpnAnJjql3Bc/Bdjks0ede+B85YzfO2RW5w8AZOxPuJhdxXOrpAD6Erc1EfdDNZAbyKl19dchn9WMDGk5hHpSNCY2OBV5/1t5ck4PP8rnqW5sAHSu9rTiXEiZ9uxj53QF4lZd0/jfoXxnx+4JVg+VFl47egS17K7EGezN/XEQ+8ar/5pd4Q48oe83XLMX4peLbiPD4fvbOj5RRyLFL5URL6DQ+xXXBdok85L/bgngR61GvZduTP7XtmL2C9dNw1XTqBD/NIxXUEeTJgGsMP85McXbZbH32XmVhlAvoNUzU+ZYgTTcav4bRCXtVylLYhN5g3KVPglVnBti+r0Hd1ig6N/sSY3JRj+raw35WXy4shf+y79+xCbrhzJ3rakeaC5L7Vj/B5rdJPdxuwfE3g1V32hJUdWRSkhVz6GH11DnLAelZIrgPJGN56teQjlKe/yV3zQ51XxH8/vO/9nuB555FL0oT7JsY7+3m4LjuRjA2LDrYk4nNfxpMfCyI31tl9q3cmLLXUc9MFMe6znUA5IR/euc2pBY4t0Jw2+sOP9GH7M4VYfukHbszPC967n/4AeZXf6TWE5fdbyA6AHzvaqbdMBZ+/KjvWtBx/KsqQa8Z2VxJ4WMFUcZRXXNol+FOv0vMfDPG4EdWYeAvbfahLyYp+Rt1EdX6KG5E+72o3C38HhBQbUdKw36U3xmYquJP4zuvW3aPf02mwXbsCdNaC4/lXgGNTXpxe24p6dZtsMPLn+tqK5R7wPsXwBaizhKq8U7F8eOKKRg9SZzTjzqTRerTmrypH/nw4y8tgEtWgU+cmCGCemFEq9RHr2To18T2T0Ldi5jnaI6/GO+UJgY9sdtefssWTZDw1/mb4EvPw0R6fdUFnOAbvm+BFGLvDd55PQN/19ESJBeoVPMw1XkTa+7SQ1hDGj7f2JI36jUnPM1W1WHQnyzCsAfnTV54ggRwoWL+QS5OV8Vxo3A0mcsy48Ao+j0qFecfFqLGaxafalZ5C/dprVhHqqgPnxOayGJ01M79yId+yioJ4kAN0su7kmSyW06amHM9RvX/QEXUFSU/WFBbZdvPQjpszQN906Woh6pTRggO3r9Oihgc55uN9yclz54/GLyyxl+/hur5TlU/hFcaJTgvKLVD//jJOfwahj+Qsk3uIvkuscTbGL9RX4Qr9OYRc3ONRqisI+vVtYoOj9dDSKcArHVuLb+Xou2YeF8I8KrV88X4hGJdrRQnZSfxQXvBwxgnU3zwyv6BNqJWDFfefov7Cft5n1E+dMa/UJfTgJeU0M+TV/yLpzMOp+towvGVOSSpKGTJVhshMZCESKhkyc4xFQqNKfp3SpIQkoUgqFSqlaGTTIBoMUYhSVFSKyFj51uP7q+u6r7elnL3u87xrr722ZMKwIfxwZZV4OPVV4nGHj3xNWL9yczkIP9iv3LGf+iqOP8FkMfxT8yi9GfUvNqc9wv6Rjyv8o39SX8kvfaGOXDFHbRkv9dXhqzseTaT13Pn7v+6BN1pbbKypr6bZOC8FZ+ac6KwHj3pxdD/1VZqS6ugS5DGHR73z4Y3blYJVtE9c9/ulpT+eB9cdIuhfuDyHOHjOzE729YoE7Jcot5/2HD4Ryl6fuppweVLOKNgK0jrR7X5zcABp14WKKzRHT6zO+7AYflvqsS4MfvDfLFZJfXXHKOTIYuSx+PI5JeA+Z5xanAjL4zBYdx35agZrgANamb6u2n/OhHtCcuMvczx/XVc3PQB5wzIzdhb9fI71XqoJw33Gklnt+agXjvo3neYrhUfbW0Thq5lXT0/AfOfcm2JC89Uk44qWnfAVv4SxE/zg3P97Df19/LZaXvkHXtpzufcqTjHUm0oSPWi/ZhQjrwj+tLKwEZw/LFyO9omv8qZPKMB6+BY3fW14Y4b1JDcvIneBJ3rmV/gqkSd3H458dvV03eRNOPkuUewr3AfUunulDvXqvE93+xBuKauTVET7PrZ1aNsUzF+HygQL6qvqsJsVF1VwftB77UXwyb1BydvUVx6WFUIZ1FfkXvFNV/hh86wDhPaDlyTqHkahHzTnSduLHOKpq1vrSxJvHIz/O4B9DlP1BfLhjf2e1hw/0rZCtjFyxyKct/6zsB7j3Jj55LsfKTi1NdjhMPyTcV7gH3LL5froKH/CBt1+I/wO+epP4eg8X+zvUQuaFEDklqyWPHEbXmp5y6ymnHt0vXh6ACGuCZ2a2ugHhwuSd1DOSOfpKQeSgk5NlXQB6iuy+qhtNuVZE4df3aC+uuGVeXn8PIc8pV/PKGdPpF8xDyI9J0qYzfspJwpW6b/hsVvBcXVBpMBvg6WbGp1/JPHLwYl+2Kc38EpqLSk44vAvcfz54bIzCevgB7NL3xoMWcZ391nfM8p03jWbPzoGrnY28rQ+yzX4XKcmj75v/tHe9+B6n+YGaLNt8y3e+kzDulbtjw8G8IBco/BCdZbJTNht9AEe+1zvEgde995cVZGVC87hEwpA/XuJxFbwFp3a5xIsG1GksO88chcn/I0mPMD2xFr2lZKRcBvrZHhsrllpDLimx6gK/V5v0xn6EYH1+cfPBxvAh15tfi1DuFvd158IxHp+kZj4PHhAi++N2nzCDeSUhJkjdz3exrcNPHNdhJsm4V7OObrCFetdwpX3cP+Fef3uUI0OYYMD10dF0zzGrTRoloEHdCZd2mZIWD7uu+xs8Ier3ELA/yweizUhTOzQwf0bsX51YnXRTfA1hfVPCO3vHi9JmFNP+8EFh1oZ+MF6nVCDOc0z73R1XftNsS/66hr4ZG7DGM5V6q9IkRhAv6ad8OcyOH/5mcBlhPlc1N+WiNwldXX7P4xj9i3gCvaVBFe8mIIctTODcYBPgrWP/7AlzJ926Zir6BP3uDZfgDcMeQdwzof4nzij4/i5yxXsh5FPSv9zNKS+8iqQmMH3h/LP3wpskSuiyn4403zloyNyORC+uvg6KgN9zaOH+3Bfoqn/2DkBrI+VuIr0wScL98mkUl9tsoxUNsa+suXKNxbBJx2eJyKcCLcpUk6sdAYd5/2i6+PvHXggqJRBfcUp4TglYF1rzoQvTfCG9IPiW/T6mnN47dUY7KsvX/ZYAf3L9cZvN+n1Uu/sejMTXvIaebEDfrj0av47+vlPONs6RR18z8m4Z/DJ0xnJQ24k66K47+tC8OPpx6djXuuuGVzsQUiLzWM+jhytk3jRpkA5975g8QWau2Kq8usTqX/I2mqF1Zjv1ou3vfMkbY1RvUeN4bG5uY3Y706mM/cHae7qnz3Ap4T9Cbr5uecwvtFw4Uyar+wDL8u8gMc+L7KqpJzT6WYtSn016WrpWiPUq6bqdOLnhmcq0vG4wmJ3i4upr7hr/FaIYb6vPJLP60vafM42TsBz0CSsYKkR8kaB4eVk2j/+3mVveBf3DTd5/cP6F/eraa2iH6lpn6Cupwu/pWq9i4NPwguEbtA8NpRx/RrOc+BKf19TBD/EL7M38ydZrx+3S5TDYxJm+9oolzvYLvjKn0ToXTP5FQd+v6tNmHqD2+j6wzeA0BicnapFfcUuSZfRppx1mRjSQ/NYtktVRB3OcfOcdc8T9VeM1LnUV+kaisFYh2e+Dv7Zj3q3ZcWiQURzVsYnCRtd7HdZoncN9RHXFDIonztSpDMd+So+aOQh5VlNUR87aF9ZGRo3PxGcf6S+Bd5oPfr+8GKW8cqtyb0OX/1ZkCAAD9SmyNpQj719/07uBHJX4Ycva8BP6J3v02HJ+arXo7nwz5K3NwvG95UVbpTSZNt2TdGesAZ+e+TPyw8PlOzgSM1jubfqW23fwWNm5vwu4Iz86//msOzakdN9WLfnZlX+zgXvXBJyn48lSdlOD9TgMSlp8m+83m/Xzn+mTMNWm4WS6B8jr210gh96Vr5eLEXkPmRIv/UDX+a3OR3ceMjoiiJhN7hovPFFHosXOtMMnh5hcEqVcIfG3FZOoL7iJs7nV4cfDM22E/o59cv/4q4So//+5UkyMeDXK6M/098X33zxe/3IVwOi+7COygRtLTKhfWJhYb+3oQDlW6oVZOGNpVcHHGifeFNKrCmlm+YrM54z68DXNq28QHPX/pLb1buRf36bXSmFT264//iH81dSigqN4KtRgdhp8EbM163mtE88XfM64iVykUnZ0XXww3+rGOw7nWm8uq4OuUu36dF98B9iY69o7tr/NDCmDOtg6gvlp8IDzpr82KfWEpxq6A1fNR/vxqnJ3E0H+QJpn1jVIrE5a4DyyJv8d+CZcz1na6nHOhqer/CdQP/+Ne+Zk+AN9aXXsN/87PL4ckn0odur09bCD1s7WtSor7zvrhLjAZeJsk3EugffyL47lB9KbLoyivuGYnMDv6FeZ79dP81dC9RmfZHDvgjhodmymL/tZbvE1xBS/sLHyAL16QFNFvDAOr8AMXqddnpIHEqTw/2/Qw5h4JfvfdV1JXIWlVkLuuGfxfsqTmKcU9rrnWifaDFz7XzbudhHG7P8CXi0TO0J2icKjLytPoX9qCc74psxzhX93rnUY20PE+7iPEfuyl8r+JAHug9vNPck7P2slu1Z4A3RY+rIIf5GyX7UV9Eq9yPxCg7CMzrFDd7YEKkRR/vELUQo8B36xDKhA3vBt/MV5foQuQZFcZvllLO+Gjln4Z9rsV8Ih5Ds+z5yLhpYLzsmUIl6o+bBp9RjlZ3l+drwz+903z745HS0g4cv4bzMHbqG+4ZsyD13aXigRt/jO/XbxG2qUXvA5UP/WMED0c26u2i+qp7SkaWNPjH82dcIyuUkOLMm0z6RJ8HDZD+4evYS2k8ybZVnPM74k57udXOYIHAb6+OPKecUHj6zKIBoVic+nlQIzr9A9id+7onHC8sCSJbM57IDW5C7fsTYz/Knngk6N+wQSDibP8RW47keYutxi/qR/tzko+8Cidwxxa9JBP2g5bT4YMrbduw1WRdEIszMnw75wEt2+i+iKWcNz2hfpR6rPDzXaC7W21O6BFbBA7rTC8xMWPb3J0HjAOorpuBcJ/aBMI95P/4zYpn4qH9elfCPD4/7C/Ax545wPZYZUFhUFAvOE5suDw+42RQ1LGJJuuri8zrg/gnPI8H77bK3q7ByyxzDsybDexr5YVXgWw5eiqP5SXXp3c6XWOcPfTVDFh7ge/GgVoxt+8dT/KgcvurmldkEzv0m8KjWlNlYFC67HF7KYkufgfcc54+k/Yb03H2Ok7AfIyvZQAh+SM4Ufkiv47f8JkPOWAdrtVQ3Bu/8qe5D8/0HkziyD1662bU1ftwzkVvMNAi3hGuTdh3nEL6d5dkBLr2s0YJ+T8Qe+PcjHPtUZa4/M4Qf5txMaDMgXPu/f/M5wpTflYncB37tDLfTmDAbXaKqzuL+4PTTxi/gn+h3s9fT3BU9mq8vhD4uv95eEd7gfq99RHPXE/tPbtrfqTcGd17eDi59MUeE5q7Qc/q8c3/Q+sz8+S/BPXM3uNPc9YT/9u0lyF3dk6uwjsq90WlwjuauwTVZOqPg2tb5keNvSeF71E1zV8q9c76CyGPc3rzn4BbxUoY0dy1uIF/b6L+HjL70FMP8DUjsX0J91Vh9fGX3kCnDznZUNQKXLXvtQ311u8H85Gw6Dpv1fk8weBP7M4fmLq3Azg1T4atj7OdI5JPmgdCJjoS7UOOoUTft+0h2JTeHM77fPtyO+or/WFZE+XSs4/zXXYPcsvl0ykZnQlKNGpUnTsd5W2sqf4Pnay+PoB7rsdz7wJJ6hny5dFYW+SFRJ/wY9diK67Gel+CrbfE3l4PX1C+46UrIVpnda17Bb/w97dvAvTj+3+n1y2+pZbB4/HzCYzOS4Ydn2XJF7iSLXNjTMqpEx7Eo1b0LXzmIJD+gHrO/m6qP8224/H9kPqF+OF7ysyfhpMvHXpZBjtKrvCwKPyhfV+L3JnJG+ttsHsFjs2R5jMFrjTYt8SFtWjUj0lfw3PRN6SEP+GHJlst4S03O1k2XKxdi/f3o/r2UE5VDLUkcEnGxdcW0OchXu2QWXgH/8HyJMvXVzSKb2d5Yv1ovbvYG46hany72pZ4xLbj5CfWvC4/z+MMTDxqW+xF7f5P1IfAVu2LosyrlnE1rp7b4EbnIgkv8OOeBvdgSuIZypu1te5g/kQvy8ZIzgJeSN03aA298L1wyIYCwxx2v846fC6Hety4XXlJpUDpG+8S/r14JL4Ovunha6ynn5t+sUwgkpH8Z/9co+Gr2iaw/GJ/V1L0SSCIemT008oCvRCPXK9B81jYUb6wdRDgH7M1cbqIfjPhmqo91tPD60sggkuXzTW97Ptbbp9vzl8MbFjtifi1hmZKo91ITkK+Mr/38Bm5je/SaMdvW5is4pQyeyRAvMoMftnFKRA1Y7u+lGjzt4Co8J5PBHU+MntBmucHXpy3THl+H77jbBS5wsHuU9olhtu0Px/tK84qj4974b7hdRIllO19vLjNFTks8MYL3rDGXFqm8l2TZJ/YlG+cidz11WtcOzrL3HIdKub9vzvi2H77KHdA3hh8ipAzUJhKOyc6O2MfoH5+de7MT/KlWVpoUIckzP22XQv9oOcXiBnhVWOIyBcKofZfvPInnfaQTuvmQQ3LdvLXVaC66yX6YBi+1LXvtDl5d5nxfi3DJTMsnPTgPh8PWFozXv/7nQ3+PhZl3dl+Gr15qWPWBKz99/duIMD3pZduj39F+cFivlaB/kTwTq0Rzl/Gplyu+0xzFXV92NQXe0JkZ2Y71ef/SXhbr8PazB76i/tqd/QuW0rwnK/jfZOox1vykC9ZRmZ+zju2guWt7REVgP61nGPF9NsgPFU6zWJq74tP67/rT8cng+44tqJdX2ypMffXoV0vZCM1prKKc5hnUO3blrKa56zCvgb8M/LZbNAj9CzPb7EYqzV2Zhh+r+ZADNeurfsEzY8cNv1KP7T6o8cYH+1fXCeSNe2PDLFU56quDumrdD8fo+CWfvumAJ3u233AgrNhj/bZpuN83aVenL3hhaGoXzV3PHnlnrMB6e97yG+hf2Kdec6Y6E2adaJeEtgT6B3ORQtQvDuqdtYZwva6uTbgqg3WPiWUtqPddxWPkQtjKbO9uG3hJbQ6vIOb1vMpmL1fCTcuQnYTzH7jZB9ZqIQ+07Twc60aIxeLtFULgBguz14DbKD6IcSfktstFJ0fsW8hqsKW5hF6fza8PehDupqpCixf0+43w3um7iPqBY6636PU46hsrfBT3BwPZy89Qr3V/II/mrvKWUjcfeMn+ZukQuPCYZ7s34Wxtv66xAt7zKReeiflrXLD5ng9hfaI/STnDV0FdL5Zgvt96keLPIay5rIUmzkkmStU24zlEW3jVAP0cmmJuNLsjd519o3sc9RlqUw7SPtE3WNSoF9wrP+4B8kxUkcUsP5ozq/b/VIVndJ1ff8HPHbtrk+dHxIJ6NzzAOQ+MpeBpcfhh18Bf+vPtb3rxvhtATtt1Jmsx5ZwW3vPPaR67kPp+Tig89mavTAA8U9G3zTWAtPH8idieAy8FJW2Pp5z41hd9DSAFTJiBRRfuMya3HyminDFKnrU1kBQIa9fdTISvmuTetVKe5eDw4Q/lvM/icu7gvuE83de9qPe43mAWRMT2pmmFZ8NXuzp/aKMfEW/NWUFYJuLONTYfPvm79pkX/LDri6XbEpbkfb446yT849LscAPccaVolSHLUT5hFl2KesOizfzwQK2R7kpdlnvkWvYtN/BImadu4L2fy8o0Wc42+55KVfCBnmXj66hDWioZ81m5nxNXlp+Ar36pPxgDT12UYSDLcrMF+BMs4CvZlamr4QG5xaMy1CNBHeHBDchLHYX7csALHn2Y1GfK8p4xadQEDz7i8hNc011gx3TCvTSYHf5Qio5zWyhOBx7oISewrrF1TujL2TRfcWMyug6AnxbbkaJCGCu5nt2D8NLKww9awA+NBX2nn5/FzeSKMzR3sc48fZLj3ojKxz6SNYdPlE3EfcMjW5R1wHO2mW42pP1XofDCTuoZskwjwxtcb8OwIM75W3sqLxznbn2alnQInMdxzTLqq6pfdzUSPtP5/rtk2w3wzW0vY2mf2NjOL8xDvURkNkm3wjNdY49e09zVeeOR1ZMO6g0B8h3nBTBrI6bMpL7SWtzpEfsV+1E1BzSRBwarj3jSPtGmwnrPS5rT2N72T+7gMmEZZ+wIk3pCa4c8zVdsjMjwPoyjNDGtg+auih9po++Qoyp/Z19Bvf6eiUeor3QeHb/ITKDX5d57ZxvAFb+pn6G5K0by+l4XEaxXKx0cxji9MUMp1GO+NzaG7Ua+irEzVsD8Fb/2s4j6qjy7ZYvnbMrfdeSugAcuHvv81okwc84HhS7GPlLrEcNt8M9j9mufM2GtjXYOT0O+ihxSykJueZHmNsOFkO1sU/Ed9HcCzzSrMP6dVxn6roSZ6NCjw6I+++HbPvAl6nYuboS9Kn+Sm4s89jd2eDZyyJZtFqG0TwyXfX5EmH6Pkaiz+yyQK5wNl0Z7EHam86Gp25C7eC5ahMMPdeor8+g8COpzMX1I/cbKpqyIQ31L973NXqTtzrGAveZKyIdTm2/BD9MaM5Kor5R6HtcowVck/Oor8D3lhzk+9Htwhd4LPuxnmP974yj+PVMkYg05RC6k8cLabKyr1xz1UIIfbtUbVFGPfQvuODUROWr9vF8rKWcfn6qk/SibnNu3Ih+8WunJdniAb/vCr76ELNGL/imO9auXiVeyUV/q+3qnH+FkylsV/EZOsw689AJ+4DHVneJP856IgflVeO/6heY+8Mf9U6kX237t3bxaEP4RFySzA+k4173FZgcQjlf3lBzn8fP9/PQsA9F/237PCyBi2gf77cfP0bv2a24Y6mdzFxrSP39dXXirHutX8mZdKeC7t/U9DiSJy62yVuL+IGl6E5hHOTchPW9SEGG5f0UIzvllEvtUctGntH+NVjBjid3Zixnb4JONw/U4B43LKU/ipR6z+yy5fzN81SBRogwP1Jw0PbqYJeHeJwT3oN5AacVO8MAI/4n6LBM8ojcYDK6xoPQFuP6LmbFarFzRgQ73cV+lXfKQhQec9q00V2MZIYM5rx9gXWtOXcNG8JbD/7krsJxgn1IbI/hqfeb4q4CYlhQ9kRksK7Fu7DvuG7KlyWETMa+5fPY830uZFZJlelfwXM+YvBr2gTCNac2akwjrNk27k5nJMmSFgYoHuJjWEm96HauuLi0SxT6HRR9bcP+FkVAsNqM53nek6cg25KVt932vgMeyyrc1CXemx1zTg9SXXBHBiw3g8eWrptLf+/MP18/bTaDjS0r87QHvOcXwG9B8wuTu4Mc5DInHwqTH+xe9nbW0T9RUqnqS9In6J47/pBX4sqrks7RPPKQ13CYK/+ReNYiABzwSBtvMCWOn8cGRBzxec0o66qM42grUVxzZqMDYzvF9oXEPwRWtznBon+i5Sr7GG/ltQrlqN/ga7Q9naJ/4c95vxcno+5TO35YY90ah4juauy71HH10ATnq4o3tBLzMRlWW+sp+T1vqCM4tzCaP1sEPvrYiyvaEmxc+6wgPH73Ongl1xqFef2GVLPVVVffwksyptG6CZul9+MdJyy/EgRCv6H2nd0og58eea8c4KrZKkY6EBCXadc+jeYmtnW04GR64f3NvCp4HKklamU4/Hza91k0fHnjYdvYOzV0LEqVMw+GlZw+9fTHf9QhPC81dP3f25L3Hc4hKaUJHUP94wrdR2ie+KXXaXoXnqS2jUwrhAed2lek0X20qYj/j/QFs75hIK35ue3GuljveX5xYaCFP68xyTAQwTy//cV5F+8EEl6EHqxQxj8Q2LsJ8N530focnkVvbd+Iz3qdM5lU9tkN9nE25nhdho0wzJ96mnH1+ef0m5I2Mf9/wNtIDMuLhWLcnD0VGEwKwfpaiLUj7xF+/fVtfjp+LdezWbdQbPnOkfTk7R0xg+lKsq28t+/ABXG9vSiaHcCptKmbeRO7KvDFXhM5rzp9YaXXaD840NwhcDf/8/O2nE4hcLX/5ni+xX+Cp4tkOj83za/CCHx4kvrPxI5riVumHXoGnl50/RHlb8MnKd36EvTfgkroF49QPb82Hf/auOOLuTzgK80ofnkeOWn/A+hXlWfJp19po/3jM7cXuBtwfTFG8TnMSI/dy0sNw6rH7Mj9v78F9wBM+EspBdPyamqp/AUSucZ/POSl4qVC3bFUQ7qcIP4ynf69Gv/bXKdwH7EsvCKBcbjX/rDe0f4zLnbazFetaezNnKsID1oaqf8xYjljXt4/r4CV9hc14RTAjH3yvleqtbf8Zxw3grR9yz4Cv/L7L2oQlO4y/uPiP7xcVzfkF3q/VX2XAstsW9E1difq8q0/kMX+DrHet1GGzhl7EpcwD/+o6wRbcfs3+Lxps1j6dv/334SuR5E7sA2G2n7WcPI8lbxy/LZwKX+16xJcBHvfrzMo5LDEOKS/hwlePcjrH94Gs83WeJsAyu7XU70nDV7tTzvwAJ6e9Zvwx5d7uG82Tn0Xr42/WSWD+Dg1dXD+TsPY253QcxSlny9IWg//jblal12V/ZLPHWX46TkmbZSD4n5c7Nen11PH8lPIZyrnTdbyPgutGqv2k31uN9xpUwoZLGVb68ShyCJOZ6hhJf7/P08tDNiJfGfHaNoHHWknOW0zr3cVmT3+H+4MmMhMw388FGyTRPjFH+P6Omo80z7zbkKqKef04rlCQ+qqNR9PicDPlF9IknVB/K/uqAe0TLR8I3l+G+4Bb6yKjwWfyvt9K+8QKuxk5sylnI6axORin9EnZdZq7Cts+9OVR/7BbS5ga1PN9XtxNc9ehX9cnBgxQ7vLEZxj1r3PdVGifqNrynPMNfMrXobmY16JLn3rSPjEy91/MWZxXs2JHgCW4dEjFOXtCSiYX82ZTXxG30MFIcHHmN48D4cbLh01ZjXX1DWeaM+CN2t61Qo6E27PD9LYEPFP8ft0T1FvErZrrREj0+R86e9HfyV6+3wP/qBdHWTkTbrvHYiNJ5KVtIXulMH/jvWtxPoqeRuFqGXjP5matBTxgGtS334Vw/WM+qzXjuWl5U5VQ+OSh4/oMV0LepDYH6sBXjhViJ+Cfzt7C226E+aS1fvkY9jkk8diVoP7+3uWv3QnXdquUKd7PziwO29GJn1sTETLiQZjABP4V67G/tKPUQRgeeF4w7Z0n/X+RhGC8h519qnZfDfO98IQ3/f6Xa1KWjNk6D+tIJeJ2yA9Xd0TlU4+9Mc7VOKkOj7gobMU4MnVfnvoQEq5ycs8d7MtKt8nLgJf+66+L4BCu2OtlorvgsUWdV5+g/uBg6z/qN45Xgx0f+riG5lM/4Z/oW+m0z44oyTnw6zR4RMjtmdQD7ATZP1I0X51RyfuE5xDZrTO/m8MPTzgKWCd7mFN0FN5jV715Gkh51uW/bUo4zzk+7v7g+PtUhHrj4BlWj3uFfj681+brjb9/Z5vVo1sYv6/zoxH1VcSJ+MhC+GpTSP078MzFMyupr3b/2aTlCP/EfZ8htJb+vWDRIZdAkvUq/2E3zlOhYlGUppwTM7sji/4/5qtuFOwEj1bPXoH+QmXOQL05y04ZOHUIXmKlcrT8wM87JhbT3PVSIrJ4E+Vk/gaLI/DA5/PLR5ewzBeRLmsf+OrE/eCb4E+qpfcbsdyhfVecjVAvuKWodTy3fH46UY+V8ziVcX0Bxq8Oe8WP+Wt9ye36IpYI3ck5VA1fRZ00Wwiu9tItU4XlLsp95fZMno6zbbuuC3gVn+CDuSx3QM9pvyl8NfHv4t3grKO4jDhLbtWrM+upr4joj2uXwJk5FxrOlpKxKVekB/F8kL1wysvx9diSElsxwjZF25xMwHPTPsV/esDnK2no0/mQuO+Q+C3kpQ0i92dhXtdlxG+kuUt9IErL+V8pHV/Zyhy8/4pQJr1urk4vy/jaS/mAslkweGXg9Eb6+XVcPrYpqKaUfh459kngh5Lv2OJciPBFw9r11AOjNzXvgQ/utblrQhjR6ZN3+H2gPDsstQPeYF89mU37RO6x+QG81ZQbrVCchHkdK5lJaJ9o452sX4jnBL9v2KeLvDF77ev/aO6yXeAl4049w6jMyfQG/6VlcgfvaRnQ4zcfpH4zFbh7EOPoT3/YR3PX1O7ZL95TToKlmgtQv/r+3oW0T7zv+i2uFzzv2qcm1Kt9VlpHc5fyU8uh5lHKI3oG/4HHnXPFOeLm++un509GnrBQUocHNj6+tpXmrs/tPELuWFc3GtvjCJ+4/fq824GwaueydynjeefDgpuj4IebN8RO0D7R7srIlnKshw+6L78AP9jc8Cl2Ilwnt5P/ZsFLCZeLX4KL3259TXOX9QUTgTBp9EF+dYMYR95nZv8awn7drjhbgnI2S+I/Ocxr0/zVorRPNPp79/5BjPPbmGONHCImOE2B+upKvF9SCe4nStRLbYRPlM1umLgTOb4Fh6dqwFc6XJd0jDNa9MaD9omBOjeW7oevlr4cKoOXJgm3YD+ak5H8gTPIXYojGp/A/cuX+NPcdWvKVKNg5CujsjoBzF/12kt23kROcIvWNBF11D/316CcO9lTMYj2iUtDv1+YgvuGdhn3XCjnCHeKmHJIovYxsY9mmljf457iol5qgH6zEE68dtihEvSPcbkRl5FnlERiad/PZtTan7JDfzfjnl8d5UzH8rROX8L11ncyXD9+PvzOyX/gJRlblR30uou8bGerAl+d0O+XgTdeXDL/5UeIxCP9k+O+KlJvt6Kce+B9zS5/0uOUEKl/ll7v7L0d5uGUZ9WdbxeiXopkJgsch68ytR6dxDiDjzfQ74dEb4+VmiHw1ftJZiz4LObL3EBSkH+CXFmJ/e1rw5c0UE5uKtwNob+/lqxm72noB1UVm+ENbtDConwLVs65409nOHxSO2+TFPjDsmkJ5iynI20jB/0gE3Mkx2K8fxlKcqR9osmUk40R4FNXvAoFn7NhQNOY5fxT3nnDF+PYuYqkjOeW3CN3aJ+4rTr3GTzGVvjLloI3MLOttFk5r1m6YnrgVg75n8H1Ul8Nq7Nt8qxu7AbqK/ac9lbcf2F61Na6K7HcOTIPjT/JUp8MvlmtD25gJTA2k+VefKGYtwX5ynannu94/dxm99FSrqTJU/4UPLeY6Ja9b7xeihXiIdxvnW1dW6bTcUiCHNZRmYjyW5GShNv0ZZHDe5xrellXrxpcdEbjepq7NvS8M3Mcojlqbq3f+DrqzgZJV+Qus+EXUX2Uu9dMksd8H7qZpkE/18ggc6XV8Njiu0nLwScUzthOf++uwv/u/HuF53GO1G8C57Qf6MF7t47tWfCghfqkxtjoNDyQabZRj/aJ3O3KvIdwburQD9lH4N97X/jQ3LW37KJLP56P3tZyqBvjLDGcn0lzl3293Pnl6OMyThRKwA8Tdivg/Q/pTZwPtajvdv9kinl9axV3OvWVXYGz+37qN7L55axg1I/4TcB7GPaVNbup4nyb1LUmSeMeiEw/THOX2KuInHB4b+ny53fBB3t4H9Dc9VKG9/48nGv6oq/6HcY56rCl0Z6wb9dzzfun0euPm/1TAH6wk7r6YzXhGuzM3rYA+9ivL7TVAF/hclSA5q6qK092fcT5DEx7vCvm+9QF9xSpr1qmZj/chHNpSmwr9sAnEUyaOc1da/Zsr6mgnF025Xcu6pOvq3Korxbxzd6Tg/rPJSr14Msm9EW7EKIWU8T5CH537+gouKuceBL1WNkGqQL+uVjXunJeEfPa6PPkfOoxmXjd1Xi/Dyu4LWkF+OjNzxW0f2zI6DqvDy/NdcyIRN6Yrbz+mwfhbv0nmHQDHtM30clA/ZxR0R7qMYtrzZfzsT6vQAxZ1Odf7/joRbgXlVizelU6/paXi77AY8lxGr00d30NuqVahnX49s6FYpjXn4WKBWi+ep5+0vM5PPZRjdeQcjk5B5tkDqkxTXBVi0KfKE54/FAvNjNM3peIMbpBV/6CN8ryHoFnHlidKfAlbfc80h6roe8b2Vt8k3L2/Z7FZn6kwMX9o1QHfBjTatsIvlE3jfb3NTX2tXon0Q/uPyXJs476cOPWSTY0d9nz2Zhb43mcpattFlDO7v0S3uBPsrKdJRzwnitynMSvppxc057iG0Ds9xcJLLTFunpiXtUOjOO8Nfl7AOnpWB027EDnB1sgnRNPOVfd7AvtaxMH3ka9mDe+3l47/z788PLarpilLOGNyj4H/7Cdb9/XgHtL1AVYsEQ6ZeQafMWK37MegceChx/NM2PZpUciMxPhq9Ke+wqYvycl9epNWHa4QmHL+Lr9oQYRrKMyYTadnoYsR7tnVbwXcle5JRMJ3jjy8JUOSy5H3ajdh/o2hagM8KeX8nM1WSLZNS2vhuYo4l1S8xD8au8CkQUs+zfj/Sf5OZQPt2d2g8vLqPDIsdwVd50V0rFfdMhx1/j9l6dCv3onsuwx3Vy/bdRvbNjdrUbg3DsZR1+Zkoikfx4B8FWkbv94DrGXfMZMJdyyKP9rxngPbP2nFwfAH7HeMvQ67tkdsjqD+oq0ju4dzyH/RMfkVQhTUhIQFjtCfeX3/CByCOPl+YBLr4NYf5W23AGc4xebxGBe+873v6OLc+BmPDdvwr7NUw4q4P+9+WRsRBjNwwP9RvW4H2dYihzCdISGFC/Betckr8QX1CeeLY27wM8PbU6muStg+sCJRd9o7spQtcyBHwK/Xq+luUs5p2TCMNavrp3KqQafttJVlPoqqM2lUQD7GaR2Tx4GvyVmY0v7xPrWAP4h9I++B2Pl4YHvMzixtE/8++nW8mfYF7rr9l5bcNebgSzNXdNVkjbfRn67eLMqEp7hGRFTor5SEolM7aCeJLOy9Y6hvtQ609yecGtcbn/eRX3F7jNZfQ/5RFz8WyDNXWUJc/Z+xD5SmV+JHahfEeQQ40BI8jnxCFWsz/Nae09GftDKuphBc9cbHxsNVgrzuTFBD/P9XFHBXSfCmk3fUSoPX8VnjfmgvlBkbRPeU9YgcHcF5aT1YUrs+Di2asNrCDfu53DFJ/iQ77jGDYxzVUlc3JVwOwK/TP6L9THbeRpv4Y0l8qy6G2nrLrXud0TuEki25cP8LYrXs3EnrEJMiGUa9RjXKqdLDfxWipk/9dX+vUNjqegH53Jk1sAPHlsduLRPVH/w8w3OmecORr7dgfwQJJoa6UU4IrEuH/C+XrZj2tVM9EcLu0K2eRNSemaRxHU8B71JrfAp6g1M56X5kDbejOTM8ffe/bI/3gtfvTH858YhWTn+Aa3a8AwP97kUne9ZMzee7uQQzYIZS4TujOcxCf6l6/D+wSKDSOqxJWHyT77BY1Ln54bBD5dDu4T8CFsvuuB4PPrN64nVSfBJLvvioB+x702fYNGFdXuOg/U91DderZ3mT+w1RuoVh+Gx985P2lHvdKnzjD+Re9fc0vYL61rRnXMnBdOfK112SJXmrvMm1kuHcX9wxeYzOpRnvVHJLA4gYhmrl5T/wfpVo9Wa5eAH4q3HqMemam0UHn8/xVYvvi3oOxocFrlbsnICMdquO+GTkFt1h+CB8L21RktZ9tIUxcN7se5keNj3Buqf2Nf+oX0iX/GUy7dQrzyHaUG9nffPKFOWWfY5R/8d/CYU9YQf8/fN4Z5hI5ZdOTXMPBn8rbHpQvBd33+d0mPJK4l5/F9wf3DR6p+O4M/5Ow5rsXJ886Z7XpKD355O2Alep23wTo1lzAp39E3DetSaa//Ojd8X9r/wUoElZy40/bCRovXOXxZVg4sdfTI4neUWzpXNaaceY9+cvdA7nmfOBgYMlXKlUt35Q8VpvdyIx0x4YOaovSE/YX5GGPY64BzmT9GHCbhm79F+en2P+X7su0O9RJZkBoeAi+7M4qX5/qx1350JY5RXCUqN5xChZu9k+v23riA5zfA39ViM9fY74At4rgjTz29oWVb/lmbqgS+Z3Hbw3BfPkvC+jOVqvmNPcP6VRv8keEC5ugnvE7vkr6Z0tMoU547y6GNea6+qqML++YjWjAl0HGa3qDdnPG/oThKAr7LbLyp8oePXP+2KxTgf932woH3i98eaeXexn0GWd1Mh+KpNB3AO/X2jaolj8JUPmdsKvi3EqozmrpfLRVSVsH6Vf30y+hfmfMXeAZq7SvKrDwbgfJu8/jFtcO99qjjH3dt34Eg53vfx+b2dDfxQ1jT5wirCjnydyX9nKp0vOlYjW8CVC5cO0/7x7Cn99bJ4/0X+3w2ZGGfA7rCkA2Eeqn0WCcL+q3dynU9Qr2cjruFIyOWujpV8UuP9s2kP6g1mHrdzIsx7n4+qW3CfMfLZt1mY70Z53qHOhF0pd21eCu4zBnhaW8AnZizv4TWEWNc/8P2AesM/90PhgUh21SUXwhW1bDcww/r88Z1/T6A+/6fWY1dCrPS6j2VgvSsp1r4U47cJp3x0I1k/BEuc5sBXFSIjnwAxQM6/UM83nNxN+0dJ3bmnkpC7tDvYqZjXf1O7Z3sS4rF2wK8P6/aBn7L0kDcGd6RKeRHGjc/N+gH2kUYo5bshn9R8OjnJm3DHpohczFiI+5V2xvtQz+t4WIv2idcKtr5zB9+92uwKvLTZuEuZQ0i16dUwFs/1ZB6Lej3OF1ne4pACGXXre4fgH7OaH2MY35QnaKkvITsmfj2Zh/5RI3aZCvUDO3/Zmdc0d7V9m168EvWrnjnaU85dyeVxp75KEBRdOgn7tXaKOG2lXM544qMmP9LWNV12XSt8tbOzKROeubNOKZjmrkrh2rGjyF38qmEVGEdQeulvf5L4YynPnN3wlaPTsh7KSV6T/d4AEhGSczaPg3Wqc3/f8YVQvzmUra8MIAVtymWbrsJj/E2h497gPeajacVyvj4rPp2EnPOJXx/3c5m5k+2nWrLs5A9SUhfhGcWuJ6HoRw5khb0yZ8lzo5L6Rvhq72PjFNRr9fSnEJaTGLPl8yuMI6zSwoJXTm1MNmYZg9oYrzcYZ8q54g5w+Yn3iwxYrtOCs7WS2C/aG601EfO38GVpng7LFV3oEj2M/i75eDfuyzAVq1P8NFnGpfnbsNhMOs664iZ38JYvAz3zWLI0qz87FudiJVfM3g9O5g9ckGbZcg3/Xb6Uk2n3VueCPz20QkOEZUL/PjtejPOynuxfUQfOrBe0pbnkrLW03Suc+3dDy2cU3C77ty/NAc23nx/qHqVekv/Yroh5HeYrlUOvywfJ2oNqONe0P9US66jMy/lqSnivwOtk85HvpQw3/tX+LeCF6rIh9PO2f2gxIltHc8iM82GZ4AfFduH93G3Ewru/APlk/YcK8Ovas9ahT7zFfbwT5/5NE+rtHb/v45/fa0oYvpjZtshj3AUTFGdjXifpFy6ifeLKqcenMNjP8Dw9fyn4yY8a4bRPrGlfHX0S+1SXpMuHYb53xeXl0dx1yyI8lncQOW20/CTqS19F4FzqF6qDrzjDlNfL/Eb/whR8MFegvhpWuHVv/JzSlcM63eAbeFYeoH0ir5Xc2RLsi5gSLz8J8zrSU38RzV3RfBZFLpPodSi9QVkXvCymopDmrsjWCdobcD9RVnmXF7wxoGRatZqQ3K8XzJXo75vVPf5sPzxQnhyL8wsvTdnxeDxfvXRZfw28Lv/LGM1dhuldc26CHxFWa0KemR2zQI72iUFmv+zNwWPVItC/sI2S8/TWEObJ+p9G/chd1UFOquAXa3xwnt+LKaV6O7DepSgS6QTPWC733uxK2taONQruwH6tS2L3o1Gf1rw80Y2Ov7HvlgD1FflqN+k85czGv5Wp7oR74d83oTvj9wc/v60Gz15nU0Fz12R2ruc87ItoPXd7AP759Pb0K+wP6h493oJ1+P+OKc/C/K3mXVbmRchzw0XxdshX1W+NLcBnmjS1e5OsoHJJYyX0ifeHtofCGx/uWTAcwkpaiCz5g9w1fabjCfjH19X6KIdE7LZgxMPgn/SgzhJwx4Ov5viSiMC2zGFwwtj86YRnKo5Pu+pLuAMf5FkD1J+cuFcsBM9Z74jRo7nrpEuILc7xJRXPpy2knD0emXjaj8ilRWRvn4j1q8AnIW4hyMvm6lr+NPfyHc/XAD/136K9qOeZ8rOE5q7DoQc8fyB3GVmZ5FHOHNt6xo7mqEqvf2Wp6B9l7rClIciTNWHHaf/Ydqy3UBTrXRzNiC74Z/mL6YLLWKY3VkH3OvwjIKgyvo4qtLm0k/oq6+NgSw0841t+YR76CN3gC3m0T9zwuFJoBPWbTry3x7x+NFdqE81dQu/Fa24jjxEl0fH+5dIv0cVLWMY/dtr3v+P7JR66ngb/u6a9xIjlKB7Ven0F6+f+HX1l4FZva67psUxQ/cW6VziHIfXWrm/gfJu0dLRYlv/+Suc78NXJRpFpmL/WOY7vVFnmgIJq3U6cn7wk7Odi8M5/DydSD94/mz1bBPusLJ9rBoA/3xJyk/aBbr9qql356Tgass/iwLlD1UFdpdxPm5SmEx76/2qVKSoCN/gi0DiZMHvUddty/1L/mM2+/R78fpy8Pb2OA92+pN0ZpDnq6gUrQczfnK3Tmun35cCnZQt126jfJrxz0gRPnRL6ll4HmuExZUYl1EvFuiNu4Pd4ZfAcO9ch3ev1SVr/stc3BtzfdkGdIf2ch/k6T9ymP1dGYvIV8CmHd63GexVntW562Ui94X1H8jU88x/3gQ/tE6fPyTWdhRx1dNKBMfCsZTKnae6aJLR+oxjuD3q/bpgPb4TNacI+rh25VhHZ2P/plmjtgPneUrxtGvXVapUfJyvwXOHV8mdRqO//OGhP+8QHa5sag/7RcTRK7C6gvrDbI572iUuSXJRq/9L/l6ReUzV4jLRa80rCXbhrbXwKP9aPpvYOwEvpv2Sj8J698PTLJjjX9EPHd2nM6wl26w7RPjH87erCYjxX+HGZlBW88eD0zwzqKz0Ri6mFyEU/HvSHg18RECl1JFze3JSnH/C84YY3RWnwwA+l/97T3HVgpOHNs5n09ydFDrDgL8uOf6O565xH6lyP8fuJcqe+gk8fMRd1IewZnk9Da7BuP/J31zTM61tTL8+nfWKG55nU47hf+edykjH49Rlbl7oRxmX4Cb88fCXEz/FHfpiydpc97RN9/izseoj1qwSRH0fBe89t3OZB80zqt6ocnO/3VkWrCONYfzgZ50k42Q9OZzzAOvyToS1N8NKNkHlc6qvkEFP1FOxzmLPz4gTMd43Gu6dp7rJy2bO/F/cTOcxENfhBqSLtrg9hLuT4xJjCY+nlO53gmd0Lh9dxSFvexsW3rNEPOrNT/8M4fB0ZQ5QXpTbo6YDneOdfRJ7pmrzqkC/J4n8msUgFfIZ3Tg3GEapvmOFHavI9rv+yQR4LNZ/5mfIsJ75PPn5E7GKJT7Yl7g9OfL182nr695TK/4z6EY58zz8fHvhqTsh8Y8qJVYRirD8heQtuXdsEzmYvD1yPf6eHlmQA4Z5Xn7ypDfz7qrs7KOcc/FnlRfvE065OE/G+e7bvlOf58XWVvAkflrHcDbnpu1/AMyZ3hdG/cCcmaT60YrlxXp07f8Az7+VCP4Jnnp59cCnLJRP5n85Shn880rAPhHm3+tMKc1ZOPlb+113U65xbozeeHw4t/GfKEo9N0tKtGD/z/+uoTPIlXjuauxzkJh13xXM0veGB/4FPntapa8AyC9zvyC3B/b6ME/yXwB8OTy/WZrkWew6HFeDc0UCXzy/BQ4PXCmmwTKMtp8Ebvir0wXu4GWYL53AQ/ffxX+wKcMDzNbVB3nKY74oD1u+lWC5fZl5uOy8df+E2shw88Z1/6ASWKTPmC3Wnf7JVvJ6bwTkPqvt5CBO/VGz+Y4bWP70nfhp8KO1TIv3+5htx232J+orZZXH/IbjnxaNN9LpUTHkhPI/6invqx5vv4LnSaXfxfXkxrPHfOTqvJ9zxlIAHcqTUm2ielmuYwLexiHpv8688U/DJyyxX0T7xkJ70nd1ldPxZ1tLB4Bs2TKw0pj/30vKkSW+pT24lzk4Cf/Fc6xTtEw8r/czK/UHH17EMvwdvTL6+6zXNXXO26LXwYn3pa/iFDtTf9F8oRn2V9H3ZxlPUV0T118/J8EC2xrAN7RM/OnaYxVH/sBJe+/XH84NydSztEyda6Jwdf09Zz+/zPuCPhbbepLlr/9jxrj0TsN5qcjUB4+gf32FH+0SZdYW1eP81ayidWwQ/8L0p0Ka+mj7yyKqbfg+wQkc0W5Fb6uSHTVYTboXHSVUb+IprPpcf8920TMjBgbAaPntnxcFX1hYDCyln4vRUN9N8Na9un88wzpM3M37givnec+P7ceqrRb6jZ69iHex6v+F/qI9uFjrpTPuyfyKyztjf5Wq18RLqd5M6vB8mfFA0+ijy1T0X9VrUO5r51FOP3Xr6MPQk9RXjriIxAm63de5Pmrv2z+D26MFX/5mEzUVO2CQjPuZGyF1ttn8t+sEu53s28Ilg7EG8z/q//NroFqxfPTphuwncYuuwuifJ+vX9Zd0xPNdz+7t6KsYZOVuv7UW4clWfSu3wHgpT/uss6mWz39h6E2Z7yM64NbifKNvK9xW8JSg62IdwrGpys6/hXGVtK29xeGPJek3CIYzEB+Wk73ie2rH/xWLKudd2+FdzCNfHsN0U7/kkYq7C8AbHl/+jly/hbOP9aP0PvGaHc8J6fG/yivbQ3FX42kQmAOME7Dc/A89odMyZR/tEPd2qVCd45nhr+gvU/3K0rKB9opn05h1a6AeXXPcZQH2htIqTP4kQ65tus3j8vfbz98uG0u+tw0WeH2k+cpilkbQN48ywa9KmnJPQljGf9onvTknslkfuMjIX98G8/nv4z31rNkvE2fnVF/jkqu3dzeC2da5nlrHsmK0Eh5fOe25nvSD2gXDzk3QCLFnmUgt7U4tyclvWHvtAmIQM1wUWLOMjefYc8hj5rMHXA35DPr+TsGRy5MM/hzA+b+ZOScxfkbcdR01YbmTX41OrFbEeHiRlAh7pEBRtyHLPXyg+7ITnbnzWpGAfCBO1rExal2VjJtxZ8gnr7Z6zPLEPhOk7G9GtybKWl91EHWZQ3pQy5eb4fZmMj1YLWMZz4Y1vv/CccpCtfis4ubQPz0WHH4qap4t1dfe3qgKYvwZpbxVFWUbeLly8TIDy1kedGuBse3jRF1MmlymY3gqPZf484QrO5Tl7eDphIm4/KHqC9fY7Avpc8HWWqxrodRxQGa9V3Un5G/HmS+BOEiIZOP/I4OiFjCjqAcdzAXXjfVNpoC3tE63r/vtRUU69JF2SOjruMZ2feH9kz778tGvIV7tjpijBDybheYaLcV7j5fJfb+g4l0VnrwTfXfjqEu0T5fbOvf++k+aumL9ekeD8J0ZFqa9EHcVi92K/aHPz0Sxw7u391rRP1JM66OGE+32rj5dVwjNr5C330j4x8ejItBLa97Guibp9qD/Vs6uU5q5+5wM9fWN0nJSQkNmYvymjkd9sCFej9Oyd39RXzOeuJhtwM5vAKNonyjfsyQ7AfcPOTp3N4O5NGy/TPlHrh+Ggjgi9Ph1eKKbDS5KXej7Y0wvl26pyEZw/syG6vgx8tZFzP81d72tFkpbT7wfiEB/xDflk3mKB6Y6Edbt+cZYknvdxrTOZgT6iZYWILvbJNxwKGcRzPeU/JhjBAypLrbXxvppi63d22Melp2UXgPoZqjkuawj3zWvZvgz46sFhgaPIIdZNSza6EGJmpDgpGP1gybq6W6gvs7U/4kpzmqCDszL9nLly8txW8CSXixm0T3Qp5/UtppyNfjbCj/l7pevALZq7hG89SbyOfe/Hm86qgpeUNt+hucv/5Fqz8wuQ/6IuOoGvnbqrgfaJG8+/DX2Kc0o3b/q6C/6xnfn2mxfJWrlC74Q39Rh5Xs6fA/9U/pkq5EPzW/H3dmP4auxc8kv4R0DXFO/3+bxN4Cwv7ieaWlcMoj7INC+T8m/dvhvx3gPuqtw6uVD0xeUJatRLoQqaDsGon7Brvh3lWTEp3uW+hI3+HeuP9TTuGQU5d9Tv2Xflly8R86tvUpgGz/wLPXgI/rFzkDhOffV7k0ffRvR9lbfnXqdc7pHYFll/IrZ1b95OWeSx8q2WzaH4Hj+Zf4X2iTHHwrSMUT/6fe+PUKwLWl3o8yeJU+KufBsCtzztMQv9wvAk45PLWSbLpO0cP7xUcZBvIea1zaMTO6xZ5knurO8ylLO3P1tjHwj38VpeUyuWreB992Ax8pXQy3PYB8IUxxvyLmXJo+Ay81r0j6vPlWMfCJP19koV7ROtdjVIGIAf5HnzCvyi8ENhU5aTJlZUO35f0vvan0Hw1x2a8otZRtEqrE0ZzwMGf26VHfeGZPArPZa4V5V9r0bu2uAYhH0gTERQ22Utltle7e5wV4KOY3JsXRg4IyN2TY32g2MXkkSxL7Say4d9IMz8P/O6FFhux5bn6vUTKdcvfDu+juq0o12N/v2YS5ZvrgpT/uG5Qhe4/fJK995S5tNWrS4Z7HPgSerCOipzKd89fiJhZhfO/vl2lHrpxp9jhuAt2WXBtN+Q/yLfu7Kb8p08Pb7gHzOCumnub1u6dVPyfdr3NQoePAJ+5dLjLTRniy1Yqz/4gnrpxbbrN8F1pkp/oZ9TxKE5Np7UV6z9S/IOPELVI4D2idYlS7eG1eK9Ocv8BOEB/ty7DSaEMTrjFSnykfokesk5TfDVKUSJ9on9/3bvuIr9q1F7m93ggbpb0j60Twx/xJseiP3tp5OFY1B/+nBsKs1ddbsvzH6H551Py/vlo96VT7ue5q7Teyc0u+L9O7vaBRrG+6AoZQHqq+51U/5+5EFu/3wG/Qv3T2D6Ltonbs9oX6KFftDMRxf9C3Po3NF7tE+c/7XdTkgYn8f7GkfU1x1PCbcnZM5UaY8KrM+raW+LQn1/VO6e1YSY/3nyIZF6iRgXvDqP+gHHs2cckEP0J29AjlpVn/oS9ZPYAJb2iQtst1yNgq8uPX3ZB//8rc4ucyLc5b+e+JzDPtLJR4ek0aec/if9yZlwHfQ/Xv6A+4yavQ+t4I1jFfJja0ibzCzrjMnIV9eUDoSj3mZO50xXQpar7WHe4b5hXeWak/DJ2KZ5am6EHQv+NTqIfad8GaGl4C/tLM3ciZxLf5W1A/rBDSEmHRjnzpunph6EE1y52KwQ5yQH+l8Qxfytut0bQH0VuM93sGDBeN5aoI/5+/LGxGgvwnLv9/OsxPdeSCs/JxT3GX/HnKS56yS/WvcdeMxR4CO8wT459ee6D2HfhwhzpLGuNbSxA97ICu4tCaK+cnr1RREeI6PPOuENIqd/oJ/mLm/JhdsLUC/PfSmwgXrmykbzONonlm5ruSgIPrHDXmIDnpu2aC3zJYzCyNKHPnjeOS7W14Jy1o7nnJcfIalxu2yk4bEVvhNCMU7jCvGvNI81lC4QKke9rpzKCcrbBn47bvcn9h8Ppj3Ee6iZ0i+RlzH+p217S/ypn2XffD2CPPbzTtX4/jGRDO0NNiw3Y7vfu/nIS2zoduwDYc7Zb161nG1b19s/dRk8tnhzOfaBcF1vfJxO+8dvotpV6vDYdHMRI8zrBsa/eSkr9+vL5fQLyFfLDqb5j+eN5LmnzVkiay6nJ4w+UfDv9sMYxyp5bC9h5RQNZgbuQb76efZAHuora3y3mNC8dMHixSDe31pb51oPHi5iOMmQZeYlTdKNw3nLO/1VR8Dfq/UM6LDsDCOJPn6sq29M7pbHvB4+uTNRk+VenR711AK+Kn560Ra8Z+yx83yWETBTcusXofyxxpIt4JNEkxRlWW7b2nTXUJwvKpKzKgNcTPdPDfXa8aDUDcU4l69uks6T8XFuVTI0r/wwUPmxAPscVmYK/AD/vjB10wzCuObwp/l/ptyj/oEEPMB3sT6G9gl8O9evmtFI+fq7DgR8JMv8P3qdFRxVTbN+Q/nM4KPB4Htd0m/Q3BWxxr36XyX11X//qR0Hj8r+qqlPGPtlbfM3lVGfCIR73wfvrN94juauLTtlZL/j/dcrTPI/gXvlRE+ifeLCvQsdgr7gOeivvaKY12dn1FnR3CUovGDWwR7KNy5RM4AH1sfGcmnu+vn1tTODfQtOixN8wdMnbr5Pc9dhx8GD0chdCpUrD4OPOh3+SXOX6kJzWXcG605uVcXgIUmiAbRP9P77oyOSF3leLeoDfu5zF5XzNHfld6mbPxKk/ENPqjD80O217+UqwralmR+Lw3nLo+rRizCvV4l1jNDcxfekoK0F58xc23nTHTnhflauJO0Tw7YePi1OfcW6VLvtwzjWs0L0aZ/YeKA4VhZ95ZQW1zzU32Qal1Jf7dro9Ecb6/AGEooN4/4pzAikucu5edPqv+B/9/P/g2e0RsW5awg7f5qsdQf24XvpVCvDG93an3Buc6P5Dllz7Nd6e/XISnim/cvmfJq7Xpou5rEBf59/dRu8IbPiUZkbyXqzMsG0Cs9Tk+kDp8G1V5Iqd8L5uHF+6kT0g9ri9x5jfJ2wvnbaP1pHSc0NQu6KLvuFvEGOSpcwXqRtwu4LVl7Y/5B99IIknddc0tEzy5twS4uVh0Xhq6kqdwi8Efic1fUhcuq/R2atxXqXpEVBMOVZHX8D51Nfpa3vm38I9xnf2VcngUdv31pE+8f8WQk8nVg3u+ZyqQTj/O3sXeFL2tZLrnPA+eJkWe3XOsqZuLrPx6nHXqQFyeA8B9beQu8vuMo7QWXqK8mTq+Z0Y//D2Btt5TD6p9qUc4U0d43tUSvG+3qI7sfgVZSzyw0nmPsTztMliS8XwldtzX/8Kc+6endGLOXyLTZBl3Hu1ly7D3Hwxokn+ea2LLdFa4PqcnhpgXPiWXhgzo1mRRuWWB5RFsQ6EHNsQlsVeK/b365lLMfj6yMTYfgt8IdgP3hQkeV1SzbrUKGFQhB81bJTVQbzV15hIMSCZZ/2FO9/Ay+dleom6DvOyJYcNmOzmPVteeIKlItdOeaN+g+vND+assxAzPCoHPYhzF1YdQj8zAQXRzy3mKBgHIZ9C8FfpK6C/0uTsNNn2ezTo0r/YT9VZ0rcG/DlqlfrtFjuxBpuTgrO2av5c5nB/K25WvFIjeVOuS35aAi+kswbnA+ufFZ4Kv332W0qqxvBczf90dMdwJOJ4vj9xYxgBf2/tF8LS+nbCc4xU/72q5TZl/B4/5s+6hmVysbscW5pPCZEGM8PVyYbNlFeu2jGc/CAnZor6XV/Pz7t6KIOyi+dO/Eb/IfhDGl6vWYtzy4Ve0+91BrSIoN5beWzKobmrqwjF15eek25UvZOa3BP7j4enNuoLSNkFkm5jW7eRvAIn3Y8Zx1a4mUahPdZv173Lx18rvFYF81dXzkrqha3U37yk9Uj8JaYHRo0dy1M/pE5GeduzdU62A3PmMzfG0xzV2Cpy7/jeN7naOGABOb7AlNJvF/XXLrM8gTNXcRq42lTcEWdp29o7kqd9KDzMdbbP3AubYA3DiTPcLIhTOaCqbmiNHcR14Z/KagPHliZYEe47f6re2oE8L1S7occwqxX3fRgJe37upJmrppC6zKyfb7AJySPb7M9YRbIXfbYjPuGr05xxeCHVAXNBNonJjjfnlkOL/WODBhiXq82zMU5qNWy1kmvUB/V2eYHbuDp9pT2j4bPPhcW4XnG1smL4zAOEyr2mXrs3qTTbjlYn9d1V74Fb3zXq2TWEHJ1/eHpCchdC7Z+bYVnLHS2SLkQ5pTnOTsl5K7u1FB+zNPG0TBVV9JW6bD0Ed5PTbgmTeqUk7t77pm7Ebn7A+c2tOK+4X+t/c7wjNeSty7uhNzo/X34MXLXfztm7sI4vU+9fTxIVqXDQwdv5K7hQ88ugO8sjsZ7FV/HJxOcX8oc0NjxEuNILoxL9SJc0n9ImaOKfjh07yDqN1dNu+lN2KclU72fUo+x10IOy1EPMDMEj1fT3LXug1XmD3iJp+3Jcnijb+WSbRzS9ubPlQ+y8Fuzw4yt8Ia74lsR2idWHRmW+4X1tB4VrQSME79sUhDtB3P+XrkxA/vh/05aX0Q52VB+tNuXEPKfkddD8BfbP71H/WLFxl1+hGNlZemlAl9NLJMRDqd/iiuZi9B+sKD4fd4hnBdxduKIdDh+nztWOfqTGofTCWEV8N7RKPHl8MbDkOOz7dis1nJFbx/4SmlzsRd43YeGvzZsW92SqbMCkaOe3fh7AB6IkYsvt6Y55E9SAtbnmYs9kwvAjacuOmzFkvhVC44vBD84a7gJ/GL2BCvaJy5+tq5lJ/ZZKXlO+ovxe7xDOOasXHZ+7d8G7GOXDXGbif6ix+LoZ8Iy//m/WBc8i9b/GrbA/VxmXZrEAhOWW/nDelMbzgvND+UfzyFH3r+bZshy0+6mlcVMo17xKTmUBN40+06KDssd5Q5WSVJfkfuHPt4bXz/xFpbRZJkbHVML/bCf4evv0XZwnayRhHksd4PPA9lU+Gqh56bJmNfne9s1af9pf3Gj/Wystz9nh3TB5ZQDHAVZ5tuxr347qK8YH7kUL3CxO9Paf5sy1iff9zvVUZ+IVggdBJ/ZuziI5gCDRTH/Haa5i51h4FUALvXQ/hz93vXcJPrW8wP12PaWw03jfc0KmSNYj4j/3nXyHR1fLVWUF/N6evRjc6zPh/6e+KuU1luESquBDw25FNLcJZRbMTa/kuafsmJnZ/Aw+aD5xuR/7H1nVBRbt20RJWdBJDU5o2TJRc4ZJEOTRFARkaQIlCCYEERBRBFaMAAqZjFTYgITBkRFxAZREVFRREEJb68+cA4f99z7vXPHe2PcH7fGaMHJ6l1V3XvNmnPVrr2xfFrrZhM64pO7LkQm4NxBY65Idz1XlR8LgfkijvfWHga8jef8RqS7FnZrBwnAvH/++7FHwDNzonuvI93VNzFncz+Mh49qShsF/OvPOd+R7jp18bW7HKwDO7j+kDLwwMG5C1c74tjm415jXVDvCkvs8QAeGAsdOIZ0l/cKBd+NyCeSYfRFayA+rMisE3SXoffuOh6EJy48SoN41m2WE0h3qZVHzKmC53ru37vcAvyjk+wlgfgqJv1A5ELgHwHa+DdoR4vl0SIvHNfgkmPbBHzVrVElCTphDRNTAPKJ0bqDldwwTvXw98O2gDsseJ/kg/z7Qv+qcmiHff26eMh3nr60QuQTmb6kVwZCPX95O28p8M/bR4Y1i5GeFFFeVArPE9XGW4MOIRIvFTb44WSIWtSCd1AHS5D8/Q7io1WCHiHdFXzd4aulHNznO63GD3n9ed/q98g/OnRV8QnDPA87Dz3ThbwOWGj/NhCnR195Zc4J+krZnz8E4of0NjAH46RnXSJXIfDY+rVfcoFneF2WSIXg1M0dzTwvYL7l7EWJ9aBnPO416SO+WrfKtVsddJfl/Kpn0E7U7bteYTiVRbNUEtZpxblKOjHED8S4P/8ipK9SXZp/xAIvffI1V0c43SHg7B3EY4e/ic2JAd5jpwo5IZwMEl6ij/zgy0MnbmXAfcMDxnIrV8I6jFHVsF5GGUtvwG4YP9/HipUB7pOcbReBk9GPyiLgOWvSvFe8CfYb2nmxDeF7Fx63dgCdtjSa6xm0f4i2QCoSF+jr/SAC8weSTtuaGfdfXpGXh12Qv5Oa/3Ux8JLH4oD5gOcpxD53JqnqYWNZZqCjOJkyGLzxhOnQPkcSk608S2xlPEfzIX05w3fIv45CPrHv+kTsEDwP6LtiC4wDwSjdNuq2JKGfqUIbRzoKV796G/wLkatxisuaJJhDkh8fB30l+Vn8GeBno7L3WZLE0Ifli3NgvXtVnU4myN9Qv/zd5iTxJjrgrgHg5c8uqgCe1PQh3JjEF51R8zYFvrKta/IEXC4+/os+SUio/l75AMYzNBgrM+ohZ+Y+T9Qmsf0sScI8vKgd730G1YBPtCcYqJGYroo+1QXq8Pzyg/cAxw+NqsmSRMVXA6VaFtRO+NCH7wz+6eJkQjz4nVkk8/Ew4o3eN/MkId8xbNu2lY0Yx9AQaQD6qvFbvC0D/8DdJ4i+tw1Nmp5IX2EhedvjAd9VcxjqILsE7hA9wFc32TdDPQTLjgwlUf9rC+O2vgB4v2kPCfj1Q3kv0fdNO7H8uAr4RM2Gxg+Av+tJdjRA/LNLVWL3NZjH73izEOTvnAiJy8aID2XYB7VfId7Y3ttkArieo7KmBfq891YvGIP6vHs5GQX4T0enVqS7Bo7dVNwM46myH/duA96wGRDlQnx15Bq9txLGkY546J6D+JuK7kYwfp5r75N28IlvWpl7IT4yo/uMA0440JOfuIBPZPFL5gUeqAgaHEK6q03mxzMM1rMgF+3UB/xyeh4F8ZWHK2WZD9S1SvfxBQOe/CPawB3HLn3WGXOFdSuqvknmAj+MYiznke5i4jr1LhTxD87coVEP8XnpnW2eOG5h1/1cE56z3jqY/Axwx8/4EOKxEixejAn4KqfCCwN+kL/VwOeDkwc/90krQfypuDmqDP8SMF/VFyfDJW3m7oRxrVekDD0B/8nTZYH46lhSTE0N1NPi7bE0wFlCPrgg3VXX9uQnpwTKr6Q0zv2AS9BLY/1xqgwPc2wm1O3H3/ffBt4Q13NJDcBxLeHLaupwP3Hs2/kBOB5O8kBKIE67u8y4Shd84ptDL0VAh+Rm821DPpFXxOpyKvBV2L0fZpDX+qf06xCPZV0/M2kLfHVBnGUJ8EDjAh4yBMecDN1H/aHeNa/ftBDwATH2rlCcmu1qsJ0XeOy9VPB5wMVHHH+H4YTnpdM+N0Cn+d5o6QZ83pzF25B/LKit4b0Ozw0ZdzQwJQBfNfMxI756dbPOLBDGa+HjZ4UToL4+3JWJ/OOwzuZqHdBL6+41qSCcmOB/JxCBE5m9Le97Uf+lrr2ja4Zw7Kn36Qqku5bdPycbjuJpF3lp9oA/F2J6j/xjksu97emgx97diWPcf7G5GHTflcQzX9UvFwC+2u/5hlFHlS/hO+lC0jeVy+oPAi892ElOAB6hvHEN8om1L3ArKuioWy8qlcFHmM/ptXQg8bUf43MKEF/hX3IwD8APmkkJ2pGUy449SxnrhT1TVmfwRlRUzQVrEievv1BKAn7bXFhQAvjgV3VnK5LgMImxEkL6CjdLuQjjx7AX0euYcBKfM+fEBnXQV06txHvAU9x0T5mQ2FaJq1f44PnlnUH9/JC/T2NOuBuS+AnPCEIM8RWZ0e1nBLic7e+HyCcmjNtaN/GAr2zYFw74d52GXuQTJZ9EF+GcCL9pdX8L4Mx9jd/lSSKsaNeqelaE9372PgX4vGMD15BP7PB4fHnOD8QnYV+WvwCcYvdC+WcjtjBqXl5uD6y7qlvCDHn9cOigIvKJTWM+3lcRjous3KsOuKRfOx1dj00ns2KWvUH4y8NRPoAH/1xwRxnHHq8p2vQA2tm4vjQD8GSZhBDUP9Ly2j1/NyP8o5r/IcA3bYpq0UPXwyEn3g0kzKNlZtEK+K2hHCPkE+epLGwNRnyFXY2cPwL4iKB/DfKJWLHWqBbMr2Xb8YUCPHBbxZ4b8VV9ll/SK+CrE/zfHAE/erXVBvlEea7ak5owvlR8n1Yi4L+EK1cjn2i295iMLdJXuOia+krA427mfbTHCX27JadcoQ4vFuDfwvAvd5W0nHCicsGyU1eZ4bq/IeIr4Ff3GQe64Bjv44LaGPCJc7YJiEG+J/FviXbDCXvLjBIK8FXRsAUOee35ocnDAyfFGn4YroH7iRMVC2OBB7I9eFd44kSzzuFHpyG+y3mkCPD1x0w2Ib7aHHonVwP4arde20XA17warka66958IV9Yx4e87l38BnQLXfLLVcRjddTLZXcEoD7jb84N/NB/KOSxL46t/XI78wXU8+++9NAGPlmw+WoH4rG9m1r274Y6mOfznkDI9zW7lv72w/GJWuFRCxhH4XpxkID4mvg6FsRXw2P2lufl4L7hwMdD0H7u4xhupK98bdxynsM6FwvOxD2Adm7frpMKwvEHUlEijPEPt5TifoJvOrEzyDgYp3qTd1J1YJ2L0RWSAsAPps0XfBFf1evdvfEN4bRv17IUgAcEC+gJoTgeuVLm8jOog308wmoE8dkHXmwLw+kHU0suU4DfWg8TroD/INV9ke5qslRz6ELxlCX290OBr4oDne9TcfJL5+gWI9BXnP27EqD9Lq+HDuH49jROIb5q8HFvE87kQjsDqxNehuMeuaH9LWyM9Xruce8BvO/KiaUR+KDQ0vAfmxFO2SsRdwDhtO/JJ04gvqoX6fY+DnzlnXlxLeR7W9fHSjcSu+z7IX0N1J2+vpEsBLxdyDXXlSS1k7Y7ZTDGZS3fAXVULHevn48zSZ+35w4LzNNOsMqb0gEPmltEcSSpXiZDowMwD0ylxSEOyN/b0uaDdiSWtbdniQ7oqFb8jh7g/td98m1I0nC4pjEE6lp2W3g8wF805cYLWZOk7cIN749BnUrHcDOMH8PGhKye4CRxfiiHYxXoqxSpxP2AByq99jYjcdYnrenHYD52sfdxLYBfNE6ZXERiP5dqv4lGOoocpI98Y+iTX4ZZyCduS/LT/8yF2u8OvCjB4A0J1bnIJxp89OEwgPn69M6ZWwPON561R5nEuEs82HORHyTrbA7EAa6x01RemsS8SJ53UfBcs6WH4w7AE/STBxDfeVmOXnn1HumfzouhlwDHMwIDhywwhdU1BwPfovhxWhLoEKxPsaga9fvi1IacTBSP5dpqMHRIvhpdHvmEz+kFN5uB3/IuORsAfi8/mQfpeErJ+YYjl1H7AxnzwwB3r7nxFXTzIhtRhduIN5aXsGwCfBO3GhX5RAPe788PgB9kSXp/AvD2NRP3TXDs++qbv2Q+Ij2GKR57AXhQm50k8okHPh2X+gV+8KXjeWaGrtjo6Yt84nvFfil7mBficzmrOuBbB9k2IN21PP+4iDnUr9b2lvgDn3w1a/lthxO3otfdy2CG632ffTbgI6mdZo44MfY6m8WOGfT/6t110M6N983LnXGCePFprBXpLtxw57yHgNfVXkhCukvsbX7dU3gO0aCyeBTwTTJdp5FPZJaUrqoA/cN5ipCD/B0y3TeMeOwoJhknAPyjcNXCGXiAb52wgBdOSDvTz1cAzstsngS8YVZrruGN40/vbMkbRu0Q72567YN2vp1mdUR8ZVpfsrUa5snhbl12A/BJUUF/Xxzf1OrhlAv1rrvjaz9A+5HLJvwRX60XLv3UjK4/FCOmL5ygN55/epCJfGLQoZRfZkhfUYbFw6QgT++WO+Yjn/jT5NqbVMRXVFlPa23ggf3Sc2jIJya+8c79DfX56nxjW+ABVfzpGcRjFS85OYJgvlPh+QkBgJ9exnE/CCdGH8/FA9H1jbLm9GA87HcNq/hPxGPxD14WdsM8gTVLnmTDfpmCHnMhn5hIKenfDnWwwxv9SgH/dMBaOQwnKVHpfQnASxLUiSPQ/oXbd+SQH4wbjzCsBX+aIDZ0OQHu98n67qbixKtNLDR4/ozy+ezJB4Bv2eEnjPjqHotcgyPqj9Rzzx69QTg9zbflYDiOpzaOVME8gXjkY6kR2K+mQIZOBE7TtV/2HviKnvZoDfMq9FNwketapMdurYu3uQJ81bFZTBfyV1pPdJU7iT+6vp1Ogs7RdUmwB96olm70QzzmP//C4U/AJxzyNLifS7BzC2q4kFTHQ+ufKYK+CmZS2c3gjeyq344kPfrc3qWO4Pv4Pgww/Ith3Ifb9iRVL9kk8BPMDxNwPnIAcMXkz/G2JKWHfqOkFXTXBuIuB/iIkc3q76xJTHFORvRtCdB7uU+1Ia9HsWv1yCfq+Qy1z4P593It6wIAz074zW9BElHD6wP2wHo3eedT1wO+9CZ+3RjpnwQm50xu0EWq4kcANz3y29qAJOR14n7pIF4hjofZtgHuKBv1CPlEy/mlfaEwzmFstd8vwA/YssWqk5gajyxfLYxjr2F7LQt5bbX2SBc6H0rlxMvxD4hPuNRUnADfnibqK0JiZ0Z6lykMIFy9Dl8NOO2ASxnygUdl76yL70e85KqUWg54zfWlqXw4xte298IzFI8ZRereBNzOpDsO9e+2qALnAeArVVe3zwz+0QtxgX6jqpM6vA8dT3KQAegQbBnfCkHUDzYMp9zc8hDxicl2XYYO2TnwPVMfx7i+eRzPfoP4hLpDA3QIlijIOYB014biuiInGF96UZd9B+Aqog2+5jhmvJJl91kYX7p5g8olwJMaaJFId7267yTHAeNL9e0zQIcQBlTnIqS7lgc55HVDnWqrq5og5LVKwCsOxFflxVu1/MH3HbF4Zgw4N5cMrKu4lU3ukzfcN0z8VBwJ+oGDY/U6pLv427U4JWH8w9D1rZsBzwmN3uyCE3zKEc89YJ4HrVT309DOilv0O0h3GV7Tp7bBOq2FG2w7gX8Ex2mEB048mxu6i4riqe7HypghLy7m7t6LfKJk2tPc6winyy1QEwN+OHfsawPisfUGF1hh3BdtaOytOuQ7zru/3RvHHtQZKb+HdgZlFlsAfqNu6RsfnGj6LBnYOh/ysXSLJ+S1vYfCa1+cSNmz3yIBeOllgHAMxHsueMvhh1PS5l5VZ0G+Hwvg0EmH+GPtojL+OBZlaN3PLQc6UGuoEOLDnHnNA3DKnrgLYxjMYzNvqTnoDWzO98OLA3HSCItxfIdwWkJWyHnA8/h7liPdNSa3fq2NIjoeA+F79wFXHzIsCcYJDQvNLzag08pWbu6G89UuVD8UgtO/nSKubYR1MU5cnxiG+Awq77VQHOsJa9xRgfoX3YiniwvxBrpA1HQjn/huXu2V9aDrNAdqJBBOJpd9jEK6S/CaLKGshfYr4WWriXDapp9Hu5Duil2QV5/DWC9DzcYK4RSPnLaV4fiJ3QLPL5yEutbJsdLF0M61KyFjyFfy7lL44AS8ZPv2BxX4qvaKgE0EjlWKrfy+EfQYtqXzI/DPqp5wOQ+YV2HovjjUw9fsscaAN5S05NTdSarms8lbjsBXb7T3qjB0xXmbCRcS2y/yRiET8NUnrT0BjwnlvO9EEvvDHHN6Ybw6JcNiLeD+x1xLHUiscMO58iqoq5cV9Rxg8IYM6WRH0m9NrJZdBHqsXl6uCXAJfOKcDYl/lf+xfzvoq/W6KR8Bn7t3+TrkE2VPi5ECMM7Kh7pPGPI3bETDC+muGgPbuSugfjWwu9IEcO6mR96mJEZrYCtlR/oKjzwnGQ24za24DkN0PGnuciuAry5rWRUA/uxVQpwuid0fjP89AeOvDjrTzgB+1K64QIvEDtGEHjTDes2Xu9d2Ak6/x/MD8fX2SccORVgHZ8upN6yQ16aThRnouCU9TH+0fEZ8glfzaQFOOdWawkRiXCbrNce/oHa47/r7Ab5w51oVpDOo+HAjhnQapsWhTAD+cDS2HuXDc7bU8P1wP7GQ3b4W8LXPP+rD9VU+1rK5GuGH1Bc8BtxOfg8Hus4Vy99qvg/PFd75ZPYbcLXu+191cUxJKnafPcy3XCe1SAHyXWbv3JBFsK5045AMjCMdLQ1wBbyLoN0zxTHhZbTfP2E8w5mNWSnAG1HqHhVId2U9mHf0ENTVHa4crID4sfbcZqS7lF5X378H/s43Rfgeo35ruNfEFieG+K6rZ84BXT6vfRji60T519nj2NFqq5d3ke+jjFxL5Yd8SdRectoRxxKfLt/4CcWTRwgWecBvGrK2It3VsnW3WhLiJRrN/6Mh8I/cBk0BxFdFrI+6KAinHIhc5gLxvesE5RFfOQrUpDcjHCux/kKFPC04ammO+EqDO+SaOPDPpEhmMuBlXJyBqAOFW+OLHEB3fT7uuQXab2DZuAbxVUPLgBs/1LWGnTgroH232pObke7qXJW/LRXGr3obpp0AfP1l2U3IJ86LzY+uQb6PJprOdQvw/q/vTy7GydIir+J4xGN0u2/rOmC/x2jq9/xw+hFrrcVcjHERnSe+wH6779IHEY/V+2sUeAK/OXz6xLIK6kiaOEcgjnnZC++KAH5juXFkHuAOXEVKQThVhE/TCsbLkM5ra9WAByoV6NKIr6h3Vl2LRv2FEi3hbwH8k/4q1DQEx9kvM2mLIf6hWG4s9oZ2Kl1Pe4fCeBIuT1jXjL5nxHMpxLd8HFsVhtNUy3X1niqDDox1W4twnBalpE/FKXTHa32LNFD8PGzpVmjnE5/6ESpOS3zoowvrjtHxfXNo0M7dp+uNwnG6XoYB1QDxFb03bd0Z4DeKyalbiMfWCxVtOoVwivjFl1cZ57vRgS8CJ6+GYk9hPnLidsXugwz+Savb5kESaydoleXg18TnyVyE+y/HdNgxxGOuV6oO1oNe2rh3sAfiWXxP3HMl6d2rS612At6mPcAN+Rsjz1+KfOLNp9ePXAcd5ec0qAf4femfVEcSO+301DUS8IlOVfAvRH+s9nx7ErN7kLL2HeBPXNrgfi7xqpwkbEncXGI9nyM8J7jbtJhxP1euj+JmTeLxx3fWqMJzNzcWHoD7uVjWuxViliQp4CTecA7pGoyWxs24n8vqWvzEjMRuBFpYRUL9SiHCgXE/l0XPIdwI8erTpC5xGM/wi+SB+7lYsNP333ok1spqKagC8yGLNs5fBfhxwaA65BMFeDsEmmEeBqe0yDLAe0WuH1AhMV1270pJmIeB0M64xuAf3vZxGRLbsq31QNog4iXrrqZ+wGleB8N5SCxM5Xv/vm8ID+cVgToqRr/sxPnJAnt2N2hzONxnpKwdMWXcz/1iZoPyRIht5EAN+EopW0Woo2LZZyyhX9a0Cco/JVG8+dFfBYBThbd5on5Deb1zXVc74h81DjGoo2KPuHeWouuTnOfNwtr3iK8sC3igjop9iddgRj5xJ/tYzgqYp/2kmQEb5Femk3sa8ok5nXO+bYLxomV8t8UB/36v7r0Fjl1+eF3m3YQFRhn3OasJ+WXU/Fsc8ZW+sEl5N9zvkz6gYwO4pWhTHvKJZ3+57aNxwfV4jjLDv1gHL2ixwzETJ+E7c2G+98cfmlcALuB+kRn5xL1i1gk8POg85svwgH/B1pzj0XHGyT1xfc5+yJdRJBV7dkH7D/V1VyGfOPjVcWIVPDddVxkL/oXwGH59GHxi9dYAecRX9O4rHxsBv2Qy/hnxmFuMiONe4DcjrZg2aN9Hu54T8ZXBsurAPOCrZb26H4BPdio3qSCfeGRNjhsf1LvWvUodh3bwyiTcB8e07n6nj8A41bPjWwUgf+dtvWGP9FVDpYUko95OXTioCHlnOsi0EvnERwc5r4Qhn0hlYXYxhvy9XsC0yQ/HRuOHBgIQv9HNFqW7A54cFXfUH6dtjlS2t4B5IYiYJZHQftx878YAHD91zlmxD/hN4738GuClHO4lHwNxSmZ1+OtIxGO0qEdSedDOmHZoBeIxkre9sAzWvxDb510O8VwsXx4in7hb84fOMODcu21OQPs37JV6Q3Bsdf0TeiT4yqgT125AO3G7PkwgHktvr/OLAl95vz70Oegl6YcdMB/X/CduGnZqwFfaV/qgHcq5B7CedWdd8QkKPE9tp/puDNqROTXAHI7U/fXs1HrgMTHOXMFEdDx5v42KwnEPVxWlgQmEU/vZ30okgi6tffwcxd89+iFdE/jKeT0RDnltJKH8C/GSUoWsuzfw1TIppRS4D2vpn7UM8Vh86q8JO+ClrR+WMeqoO0vqyt1I4vgzvPsjrLd1VfR8M+BuQRPhLiQ9qHz54jvAP5Tl96GOipnzOKg5kdSHPTzXgwBf2yogCfmrGGvdY0/SV+yquSIP+kpQqd0I/IUyU7edHUm0nhyv0wDflz33PdzPxTLq03xsSCJp/6LUCBifoDE3aRPg4bR1HFYktvr6lZvh8DxObKTgScDPWK2vtyDxxtMeyTD+iqSvM+kAXCS43dSExFICwgzMod5+6F4VM+RvcIsO3YDEiq+ezbsA60fU3XfRALzZ4gJVhyQeT3RYe8LzhqzJnL6AY/2Nw8gntn3wkCz5jfjHWfv9OoZ+yNAKROfT8fho1irgpc+qjlBHxTbxFj1FfPp+y7ZObrif2IPVtDL4qnaCRHxU54xNPgM8yWnfCOC4fvpKmK/TkS/1JvKPdKuuL1BHxTxCU2xQP+bw3ux27gHMdxrvrwh4qMAuEaTjgzfIvdn3FPGMm+BXqKNiTdKXx1A/+HxKznMc5o1/G5HhBrix8IblyCf2b5zz2QnpK9ouMd5IwO+ncbxCPlH5+G1ft58WGF2z5Wgq4Cyxkx7IJ6qtb32VDuPb+e8UbIX8Te/G3JBPvLKeqTMT6SWq+YuR/RB/MDHtAvKJ82VcyyWAl77mDZ0DvPK43TjSXQkb1eb8gnELt6ry7jJ0ReQ7feQTH0Un7KLwo7jGZSF0iI+0epLshJNjE3EVWjCONPW9PMO/nHg0cdoFx0r1Q4lqeG66o/8qJ/CDNbbmE9Jdo88/hYgCv7HkWUpDvjBFqezwwHETA40r/YAXPj2gA/Emz98c8cTJblH3NUcQX1E2t/jaQ14HKjxsAR6Lp4eHzYV2NMWDIf5j/8U+pLvajn+/KCKK8LGRByshT/Xi5o0iHmsJ2XRlDMaDuYuI5gK+NkpGZjFOVIodnRwQR3mqY6dfBsez2l5T3w8ntB3OGcgjHqOfzGGrh/Z78lt8/HF64K4oBwr6nmkNda+uwfFc6mKKCcDpnTetbnyGcfWlCbLAG9jjhKN7AnFcwvzzwnmIryje7p090M4b5SGtIJy45eC0EYP5alZo941COwvvxa0IxjE+3XPHV8K8ENTJU7zAD1xv+zOR7qrUiYwOhHkFLdIz5ACvqzCsCMXxxWKfDDMQThuP7dBHOLal+k4t8ol8zeeNxeB+ZZLISdtEGGfj72OF+Mp6tIi+dwHoMYPyAOCldc+H7sK4+nfadVHwPHVEvHs8wqnch0YDw3Ha80IvnVrgsZcnLqUhnF69bLwqHE8oMSKP3YN6/hCeKAX3R6QbeZd4kkSeuruKA/BV8CcVHeCN5P172xGPCbdob9IDvupu2hsE+Z6/RH6lO0kb9run9QH8neJWPhgHQixI4dd2JXGHpcXtoJewdysCYRwIdrtfdNiJJJ3LjlvAOs543m+xF4Cv5KAcdCApwn2W1WzgK/dIdP0AvPX6CQ57Eje7u61FH8aLSn1sEID8DUp4UmVLErfei4bKwHh1+y2acD+XYL7KbmJNYv3uYbXnYbyoH0dxNMRfnp/GbUkS5cQw/RuMZ/AcY4f7uVju/it7zEhi+2OztH2wbldXtn8Dox6i321mRGJW91Y+7GRD7QRNpjN0yPMHlfV6JOHcvuewFvCVK8WFoUM0/NtNkO4aqWT5uWQC8ZJNmSdDhyRa699Xhvmil0jBfUOK5UteLcBVVrofliKxLr+ifcbIV1JP7rhnBfgmRdkoxI92/fcMsmD+0nFtRz/AqY/vKCN9k80xuFsF+U1a9r6RZYBzTA59Rdf1YNPDl4LaEI+Z2yUQjPZpL9oUcGypulCQ1UPESy9lxEsA/5zGdEsT+T6m5b/C6YiXfuW11wK+to2LinyiSKpef9EHpJfOXHx3haE3KJsakO6Suxpurgnz+zEbnHwM+GL/JYbIJxZvGyCkfllg1JDRhnfAMwv3ptghn/hDLsP6F/KDtAWsoaBDMG7N1xeQ7vp03lvKC/k7YvV1GyHIr8trX4wh3aW26PGuMFiv++xnmhLgQrufLEQ+0ejmNiKWH+rhDsdMIO84t7xKRborp4ipzIsPxbOtTvOA+K07uhqckV82sdtgh+JpeKB+NMS/zvf+4YoT0T2H1Yb54D5d/TWGDqFENYkhvvJ/PqrXjfgNV2sSLoB2apkMtD1x7L4+O1858JVT874qaCd17nFXLxw73FKz+xmMy6rXKm6AdnKNWRMQX7XuX8ZGQzg9fl7RXYjXkH6xAfnEi781NwcBj33dPE6H9qVfFh/zxcmhopvV1vMQbn3343do55Un7dpiHH/HppzsLYmO3zRAkRP4YTzn8guku1oS+ryFEC/RI14kSgHesW3wG/KJT8eusM8FHbVXQUsXeINVuVcmEKe//tVseQLh1E2d3pYQf7Kbpxfhox6lvp5QvxrvPOQHvDGwUUcc+cTPEh0N3AinZl0sW5YI9a2EHE3EV3cfuvLDvIKUoLPb1zPiz18OCUU6v2Gd/lWo/3MrRxQBzuV0fFEYTm8a355oDnX7nESL/bDfM2eNYR2YpT0dtjTgqw7moLMQf2nNuhIqTi2s9UnZCOOgyYCRFoTT+vPMFcJxgWupV1bDPKh0jC+zDdpJCJNcEY4/DK1OH4N5bMj3j3c9B55xzbz2CPjqkt+LWKh7d6z2/AS88W3vZ0tPklyUIO8RAnwldadRFO6DRLOvkUO668Y8j8OWgCcJmuGQ12teGrC5kbQbc5sWU4D3As5WxwKfvL3ccMuZxIxk960cAj0mU5ZdDPHnLZ6vRj6xLX9JMYxnIMvPKUMdlfgdsPEO4qt7n/n5/SgIt9hTwbgvs8pL5jnSXUMARkC5vzpe0hPgB/NGfb9B/F3BayE2JO78YM6Vywin8Tma8UK+vKSfXoh01255yU4M8RU1xV1eDvDDPEteWJCEfvatDiHEV5Q0GW8DxvX69rs0E5L47aMUORf4qobV3RlwiQz1AaS7tPYw7XNlRvHuJl/CGDxT7rlah8SWH2T2jEI+kSqfL57EwOXmqGiQWFFH4w7JXwjXqerYBPi9fG4V9Lk4hDG1lI4ifGHCwX0Mnnly0h7x7IHBNENmpNNoR60ppwDHH9ko9jZiHTIC0W1fEO8FCL9g1EOen7HuQ3mYL3s48dgL1I6mJPUl4HdS6TSoj7B551rDczpXlwgPMvhq7PUe1J/6AoOX1kNda//836yQR8uf3fNF/UDr4MOBdMRj9Kz2IqiHYLwWEiVId7W5xz+w7Yd1K1LWQx0V6xpbIGOMYzJE4pOtw4j3jtlfsAT8s9iK9Uh3vXS5Exs4jtr5WVLvD/gtrZ4rSHfVJW91vswM/W3zmhWQ18PZ3yasceIDJ63rANJjpNra/esBT7D300I+8XDlyAVOdH5UxaOHdwGeF/k4GekuLXq540Gkx6iePzOPQPtnpIzPO+GY+7kzYfa88JytsQsJ8c/sN4+64ETgBKEuAb5SJex+G+DVxbt0kE80kU29BTqN9uAo5QO0s9jH/7QHTrq82vYJ6leYnWjBOOC/hx88QDy2KfeJOPg+sulSmhDk0XA171fEY3eertPoRTiFVTdCCXjjmGMgG4w7PZ1peBzhVGsWblPI02s6/dq+OKbEn3DkI8Lp10J63AEfPWtui3SX8Nil3zqSMC+nwJlIwBecsvVHfPU0yndOO9SvzhgtBr1BdGwsTkG6S3j93if6iJcw8aPi22C/ggEndgXgWMSRhAsWUJ+/w7OdBu38lG0/EIhTx7jTfWE+Lrrb413AG8Tcq6XNQTiN+tN6rY4C6D3rt8AbpFxgZE8wjutcWSR/BvD8sF10wHeNmEmF4oRuboeyNMyTwxtrNQD7DT+s3ojwkuYlBySRHyS8e1rHIP610PsDiMdu8uvfOA3PJ8q7mgmuRu1JWyygUvETpzf63zgJPlFzskER4dh4mt1nKu5hfJspZgncN7ypZ7QQ4ZShn8qGSF/ZyN8lDjHmk1dv3sHwI7vNzb1I6qKYdUyHgH92Hlp7GHA17fp6TxIrpL1rPwA8lmty7yHwQ/g+4e0eJKXKMsqcBjhNyfEXo53GMrobSYYvZdLPAb5KPFwvCPky/uzcIReSNlKaUfYFdNeTa0VKcF1O61KOdCKxvTcH70ujeLp0UDCjjirKGVyEdNd6psjSMlhPcIW6jiW0U8+/k0A8tofze08U8n2EKHMDQ4d4X2zktyUx3bDg5n2Ir+ge2q8YOmTPxTN0KxLffdztWQniKzw05C5Dh7C+/r0XJ4l36sbur5AfpBg/nihm8MP5iXZTEnvaa3jbAOkdWl7UK4YOORjV77GIxDRcJz6JsaLzOnU/4Crg17Il6LokVve08FUYhuJ1Fmxm6JB3OziwBSQWVbZFYwnMl5WuZ/Me8LZuN5jnQjU9wO/QGPJxq6O5xgA/uiidZT6JJVV//4SheOoTwxyoh6ALMT0PtbukmvszL/KV1HnHDKAegg2u6QtlQZ8T/8sByW7Eb/XD540A1yg7mwrz/GY9vp62GfGS2bsIN8CtnmqeRNfRE7EPf3Eg3UVbF4dDPQR79/TVZdSf6L8WrSnpQnppcdbLFMBzBMKk9XBsEWtY8ltYj7WQ1gR1VEzO1OXQIhzjqcvps0J8Rf1+i4dRRy3o0OIxwzGuHQmO4rAORYifdAPDfzXJsVvihD1/RfEqJuARnpcMHbIpmrBFfJU6d6fmbTbEG1kDLKBDCHH3Z0m2OJZ+vdDAE3jJJfQL6BDC28Qe1suguaU8WcUN4zNF7oIOIRYKY2NId8Vmlj4kEU7BPq+UBlz1UMsi5BN/VKmzLEU4tfXWER3Ax/N149xw3Onk5OIjiK/oV11k7SHv9DZ9hHFczm5rmcrh/mN1ZUkQ8NLNDceWI77qOiPwZBDGWb0vtkmAdm4bVG71wok6rZi+NsQ/tCvvL+dA/Dn9K2UwH1dExEJr8H271+WVQf52PBq7jXis89YyI1+kr+iq9xKOMfhnyLoT8VgijXteH/reqJHyOdcA5+o+820xTvHawjTxGe4zDmzf8hTaP1xTwuGPE2NlXdyaiK/oloP7PkD7900lZQJwstF+y5OToLt4/QYm4bya9q/xQfpKRvFH3HbEe9TtEUYiiAfI8RxKfBBO3p0Ue+iF4vET736pIBzPZOYrCMZpkWMvtcTh/uOki785wontyhnnQnBKqEqPMCkH4zeGoxygnVvYN0uku5ioEb2YOooP9U0NhHh5yT2mYcg/JpS0U2D+B82v4/HQ/s3SoxpUfOEXm4nryxBfEVuKl+VAO2/ywi5S8e3cWpNqelBvvyxevA34SkzxGRaOU5n4Ql7dADwvihnqHri8Hl+dF4ndE6UXfgH+4ZrwXgB5VJqlL+FFEpcdzh3/CXwyv/6jNcRbeMhPeJDU8YNz7fsRTunecdAfeEbHLOGqO0nIaIme/IFwmoHnm+WAb7JhLkA+sYL5lvxl8I+dfunAG0Rff8JKZ5LgD7+6ehXMexy6dPXOBEYdPibCkcRf9yhIfkb+ie4zQa+C41llWdJgTxIuyUrWX6FOlWPsfJ5R7zXfu8SWxN8sqAsNQzqFwpdy5h7Dr63I1kY+cdV515+FyD9SVmIb4X4u8fs09hUnsR2nFtxyhfXoXdwaGPWQnCdiG8xITLZ0ZEcVjH/4JZvHuJ+7Rr+bBfnEUOMfSS4cCC/cdp5RD/E6knYQ+US9hf3xyUxIv925cU+HUVe8UemKfOLA66aaNqS7sAtRa6EegkUE6tQin7gkRqdNDfhNul8F6iGYw/WsFeg8t/6o0AZfSRn0Kk8A3F9reyrizWfDSQU5sK79/ncWUA/BqHJ5mTAf8cuTDZ7wPPXGjUcZ9ZDzrdl3Uf54iPO/MruEfKI7r3k9g99Eau+i62XawMGldo+Q7zuQ39vE0D+WdReRTzw0cLQlAtY3PK053A74wFM/PXi+1G9nSzWsL3/A4+hHRr3la8Jx5BOZ90z8ikT7py3xfD8J+KbII/zIJ9byp4mcmkA8pnP1lSjkXfLb0hzkE+uvywsYwLiFbONydcijvJhP15BPPCUW/2InPO+82P67BcQbS2kM2+DECv+czeehPv/9xQ0fiFe4lKaP+KpKcVtRFuDE6j2xgL9RdUtBfKUlNcejAuG0w06DGdCOX6hfrTNOeI0t2+qBeI/WXn8J/AvW/zj2PvKJB9maDZmgDv9wb8whwF+d62SFeSHWfrt+RQjGbdMnLwI/fMKHZRFfGee8eSYDuqsUD2kFfmjZ2WPiheMb72SsjBaF5xXYjHsA13Rkt0R8Je+uoeg9H7VvLTL+E47n+nv7eB+cKGLf0S4B62uktM3jgTy1cD2wwRcn1BovP/NHfEXzHv5MAXwwRuAg0l0aQq1bqDCOa3VPvS7ghR21NX44/kxB8sJbWXi+JbjAHniAhbPlkj9OKp7lfS0DvOTqmxcC+LeS1x+R7ko5P7ifsc71u69PVgGfqOp/Y0V8tdTnzsFewFO6x/Mgvh7rUw3GsaANsp8MwYfeyd5SBvpnQrFZLQR9X85dcsXyMO7q6KMDjP32994Kwal3Yr6NboFx79cNb58HvOyLzEvEY5coj3R/wPM+7maq9wFv5HceDsPJGtG9HBkwX826zqpuhFNXUEI3UXHCXD67IRbqWhfG8I+AT6z7doeKU16X5tdQQV9xF4ith/z9FSEh6k0SXv5247AuPF2vPRzqqOSE2PeNXiRt0Q6OOS4wzmGu30Al8JUBsXA58olntKjv9cDHbV62+wzEs02UuyGfqGQg99oB8Efuh5uhfddurtVuJN6is//pK+Crtht2HQyf4qiW70KSc6+O7HGA+RbWFCnB/VxsG0e0M9Jd7gJpZ3KQ7qAaJzLu52Jlkta8DiRWpkgWGYkifbXwrTvjfu73B0IdSF/t+2mgJYN4jHI9eViD4SMqKyqtSfK1wcJyL8RjtAefjjD8i0Srf6QliQdL5T8ZF0Ttf6vp9AU8fDHLMnOSkHON/PwF5stqySqOA/wAh8Y3xFe7t6b3fEY8Rh25kZPJ0D+x+w/ok9jmgLMrN4NPXDGWuYOR75OEjzbyrTUv2vURj5FYrOxhwOd7FpGqJPYjQkhSjhn47UXdJcb9l1v9PYivI3doH4xB/EajXuR5CPi8F/UaiE9v1L75NTGMdJpx+4FewImOg2dg/gWFCFfHfljvnhcbZfAYdkILxjt6VIrsf9CIkYe61kEdFXPZu3Ului4O9rw9IPEA8cnz0i+ygD/gjLBG/awt8Wfy5XdIFw0sSTYA/Lk8ya+DrpvOp0sefkP8tl96wglw9v64TAPUXx30NT6NItwFUwwDvGH7yDPkE1migwYLMJRHrsU/kwGXqhW/CfM2R66mJ7Ci/n9p1aUtDB+hZEuxwgkhaia9jAPFV3KYVwIuUPVtsQ2OsbP6zmPlRDin4ehpwBXXXdyJfOLTZxLb7RBOvdJ0oxl4gLvP7jHyiUmESpAH4K+xnk4GvpJ5AvlE42J3/xTgKzNRu0FoRz7z2lxXHO9/1vj1hxDcT3ohwQb52CAf64t84sFDc49gMF7iSW67OOS1KadQiwdOYGdXNedAfX6nxydNiGfZuasL8ZjYfNpyXrhvKLUwFId8VBr3fYV4jJ1Xk/sljG/H+dkXQztUehYH4iusbGPIBOiu/kHPOMB3v++BeZuje1N6fwG/VZ16lAXtn1TtdVyMk18mxoq3w7ypCzqOFkH7FZIFOOKrtwY1Er7AVzvKaAeBxz5c0/Lxx7GbTdsHOWD8/I8W04vQTuWRdwkBOKF00ez2Xbj/KGd78AHst1e2bQvyiUuGun4Aj9F5F3P2QjseJotPIR6Tat4QYgDPcVMepn2HeHf5kJJgnCTNRZ7vg/pVE88YUxL62R7H7RGC43XuyS9gXjf6to0uYkmg10bXpyCfuGoggvsJPG/IenmTOsQHPOcuQLpL06g3HuZzpq5+L4QjnBKe99aHiuPnQvVNQI/R4375OwI+HDpUTMUFftLuLr4CPHa0UrwL+KEovW+9N0mbv8QtYzviGcqj+dQ+wAuDuL8jffVxscX5UuAfMuc9+Bec7dq+54ivYh9jp7cinLp4OE0Q8uV17cHLiK+YR/JveUB8Enctw7+0zn/l7E7SpGinai+BfrttXKcHeP6ck8dcSSL1obvxPAmkWzrlo50An8O50RfprjO6QqsPwvM4fluPw/gxzLrrzCfEV76FZefLEV/ROjiakgB3X5V73Y7EHjTHhhiC7jKsTtoMuMGnMZgH9b5x4fwaqMP/2qVSAfguUR8XK5KIqhfo3QvjSz/sjDrFqK9a7JFCuktPc2g9BfEY/T7x9RbEq8p53DMhCXXFbuFGWI9esuN2B+Dlo483GJKE84CrtzcLil+85uZnwDs92/WQT6w931M9iHiJ0ItZwsKoi3Kb5miSxKLaFyMCyFdS+sWviQF+RptySYEk2A8kKwjB+HmPmAmGDqGeC54UI7HPxd58yYivMFbevTjgD6+fej7SiH33VZnr8BHpqBr5UYYOWfqO6yI7julp2KmvfIF4bF3yaoYOiTIs4oB5fr/Gyq+rQjzzkL8DdAh240mupzKOjRQ+vzeC/CD98O6sHYDbDc2RQv0j5bdx85XPKF4z+xdDhzxv4NiEfCJHqcRugR8oPv+c5CXA9Xf0v0Y+8cIrWqH8OOLRfL3eR4CPbnvXYob84E2DEynMMD9IeM074JOipSFyljh2pMNxqxPUr84VqP2GeDmTI/7WOObwy+6pONJd9H21nfyQLwWZlGJbnIhgX8wfCuOyxKsrFABfYen6yB4nznDJ/VoB9fyTYS2LGPnIpjzhiGOPrTdycyHdRSlwGnEGvHjzE37kE5OiXiaWIV6inrV4RAU81SfT3Q0nNTrfKNYgXqIWJJUkA37hQLKdB46tSLyTUQX1efM9+ZshrwMixQM9cUL1kQxOh/r8XXXucuCT963LAxBfce53S7sE62Ik/Cw4Cbxx4U5KtjeOR6asyIb552lR1wZvQvta2Ou9iMdW3n8iKQ/zpi7/nPcS8LS4gZuIx/a+Zk9hQnxFK/M49QnaaQkgycU4XTXs4c+VMP9DT38vgzeetex55ocTTB0TvotgXq9rpaVzEU7M2ZX/3h+nrjCJTVdlrD9rfEsV4WRn0oIJ5B/t5M6xSUJ9bImVqAXEM/euUgjCaacLpVMwwLUVW92h/aLHOHcwTpk/x0hGHuYbXLPaNgza+UlrpiO832ex6Vzgq9QnR5IgXqfNkSMUJ898EatbAM8nPj0xsAnaL3f/AOu6D9K/WcTD8xmSGRn7IF62fkCKitM4almOiGvB9WV04BDCqeqtvGHIJ2ademLKAeMcLpwJZYwDWatI/+hN4j7tB750g77a/K7aBvJ3UJItFOFx/XtfdiKc5um0MIAxPiRE18qLxPd3b3b8ALrr3e+9UEfFnLMUVTxJfL2sg7Yk8JhIrXo2g39wJR4PkozD8oZh3gbqjhXftgGuGy32xI3EqtoVdqyCdbiEdC9Vw37Zes3WIN11+tal1ASkr4jj9+nnIV4c+7QQ6a6+CqnCUdBXj/QV70P81zlzmRxI4rS9pcRr8INLR5u6GTxWUngb+cQJtyzZn/BcIbdb7g9G/YRz/haku44ZVh9YBc/veF9s44J8WT7IGWBJktkmPydKEF/RAt8oywA+XKjqjnTX1k6z6nSoz0eLsTLuyxgrDrAZk5j28pSAPuCrcWYxRj1kLdZ5AumuY2wG774jXqKnHb4C9RCs0rbfRBv5bs7ULWMw/4PjttcrAe/9YH1blSReR566YI/4Cis17YN6CPbj7A5ZWRI79OizivUQ0l32q0t2A+7x9UQs0l16ZZzF9A+Ix05ZsEE9BCNevzryxAJLWvWhjQrj4bmStkA9BKsJOPgV5ef2xX7uwY8bMSpvKdYOOJ9lkyvSXYTajST+/YiXJP3y+wFv/iyqgfrfblb50DHEYxS/t/yMesh8cikL0l2mpb9F3QaQThOXNxCGPDIOOxCMdFe+/KvMku+Ix374YGqA35K4Zm+CfOK5zJE4mAf+J60J6iFYqumRJgucqEo7rpHPhP7/zUnJG/J0lXGJCPKJ6Sa/uLmhrvVtw4sYiN+lHOuBfKKrxuMVX5FOow2LF62D+CsvzuYj3RXP5Ronh+Kx9ZKT2yHef5/gNaS7xNvsmE9BOyclpMG/EP3d1o+Q7rp6ZrmqKeIlUjakE/wLwRXvxId8IluN5IcK0FHru3eDf8H2NFGc3XH8IuuSj2NQn1+wpgD8C/F9ofkFxGPb7glpZCN9RV8ik87QId4VtKuIx2KEND5OAs/QLjzghHykF2m/9cKx98e+XU2EOtWIip404M62/RPIP7aUpw3AvPQUnkfJupDXy3/mKiC+erxC4dYz4DdbyS47iL82sHMh8olbNVZXrIN1fPZXZAdB/KT7aVfEV7u/vEjzkwRdUmIbD/HSum0e/jjRYVPHqwR67PwJ7mxG/OTXcMRXFWkbvzBDHT7rLmsp8M+kfVUO0l3nhzYut4L61ffmF7UQ3yp6cSPiMZNdWFUYjJ9f+SX0EsRfM2pag/xj468PKpgaitdtftoK+qqteGUx8o+LzjRGv4O6Vh+/YS/E1w5/OhaKU2U55C8ownw1Lo4tI9B+9XGBO2E4raJ4qROhCeer0cycDOMvxATUqDjJPk4ILNOC+iS6JENeo43iQ5KEL92HB54HDFKxTQQ84PHcHcgnzmWaM38C+KrqdjuMQyOMsjqTEV81yIx9nsd4Dvqb2l64P6sX8D3Yk8R4qg7mw/ODOH574jjgicoqZkh3OZWr3JRUQnhG3csL0L7L7iux7iSmo8ec2wbr4IwnxbdC+xOXNs5Fuov7YWyqFDyP84we9wbi/ZIWfnIiiWMuyt8Eke6gacq+/8nwWct4GhxIPHGP1Y9y8H1Xfq3igfxa8dkny44kir+FjQTBfUPXPeYMH3ThTA5uQ5IXua0OKANfKVvtYYwnqcns5UW6q7/no2kN8FX397uOgCccLWu0IAmfl7wfHbgQXz1TPB0CeHUBsdqExMq/vy9Thjr82YG2VYBvt7w235DENMZPZXCwI756kEzkMXTUYesDOiShMaqsO4JwLC2S2MPYL3HooAaJZRVvuegM+sovbGk94ORBSV70ufs/95/c/hXpKNYE2euAt1Xs1EN8reAcszugD/EYh1LFM8CxuwY83xqx8m+6b5a/RfE8yRqM+zibHvqmI53hX/vQXek1wjuOnMAgHxNOHhmWhnXLMf/8h7CuopnCXMCPBhxyh+cubE/1n7yJ+Cf0+wlVwBUotaXoOnfIOtRpuBvxGCXhhRng2tIvvyLdlec+v9UI6THqGqmDPgxf09cG47g+5kmT2E8LjPZJMiYWcD8BjQBzHCu3jA6ZRDxGVsSeyWD4r8yaEKS7trGHffkJ9a53vct2QLxMgvYea5woVhG6UAjzwN9jkToMeH4pF6yXcfJDa3IX3H9gWXHlEoM3huYKIL4SreJd/Q3pOqyqqAt8EDZP8xrFCeX7yKERHPTSW568N4CzDRYGueCE4Y/kE6cRXxENH4xHAH9NPCx1w4k4jf32qQinJQ8v4oH8EvBToyK+GmlLW88EdfgNczJkAF+xKyIO+cR3G7J5g4GvEoNP6DHyfdXiQi+koyL7fVthHGl5iTD4HXy8gq8W6a6BJgt1aVivJ7+BLxTy2qFv9I4PjgsrH65dBniiaFgitGO389gbX5z82fIkhw10VLZq0EbAM+gH2fxwbFPPtY+CMC6iNz2gDPgqt8thwg+nVUcqZmHoukQb2dN/FOJvPKrlCcDpTRROciXyd9TvWMU12G9111k1xFeXXt8L/gj3B6XD+NoBZ62Xtw1CvvLjgdZM4Ksrt/r64PizHh12DMZpSy1vZy6C56wrH24bg/3+HpMICMFp2MZh9naY50Ffg1UQ8Q++rKhzNfKJPwt9VsxDvES9taJUEeFYXprG9jCc3DfSwmyp+QcvLUz+g5dgPudFB5aKxmniyhe+t09mMRPY1MaEXr+ymDEZ5j/+/3uSGROZ+ptYM9X+DXebYOMEJpDDJDd4RKXg6hj6e/fU3wVYpn5hnvX61w2Kt3+3DTbORuC93WuLy8rKLjT+UFmgq6urgAN2Xppt7MP5g41mXJ20PnlBnBWCiZKau0qwMBItuTMIfYBXOWXNZGDBmd2K6hkhUEBb+3YsCMfmHfNhfmEENzifxLoz8MJKG+pf8Vi0R8vBUPjiBBXmUv+M156Mjx9HH8yvqWOTG0Vnfm3qP6pdKg9ufq9zP8h1/dCGvZGqs/+vjGLufb/a1VhysnEk+cmr/sgvf55s8PfCBI08fUtO8RIrXLjPYsd4I8T9+SGdWS1k1MWNT+/qP3yYp4wuisQEp5N///e/4joGTotdFLN1q4ipOv/iqhcvpoNg+1UCPDGPTSIxAsMp07Hod4GpX5lmtrElgQ4//kd3l1VmWz56nq9vTBd5WZ1gNo/RXQY8F+FdyVWNDt3+V5jleKe6S9rn64rBUH8e1owOxvEb093l6XXRcISTYpl8JiE45WndH90Fy+zLfoy6BYZPWhwOmhH/4spT3jDQhRspGcF/xpeeXVzwv90FfvyP7i5/xy6rzLgY7JIuQv+LXbASvrZ7wApFWncrg3D65Wm22FGUlIJYhOxVbZpA8vP2FLtgEUaJw6hbkPnPNO+H/RVPhF4WqkTtECtjhUSpf8YnrpPc/7/dBX78j+4u56VzGexixvXsv2YXLHNozQ/09eO2fp3X0ddPTncXeWnlS9AthFt/fwpFV+GjUxejNaMXHeFi9EPpLU6dES+tsJQP4fjFmx+OhP0Z/7S7Svh/uwv8+B/dXZqxS/IkhyX+fVUZKbLWDv+X9uqTdHt6DaYuRpnpWl/gItJoSkPdBbvDsSO/HB4++VecKusTJ64O3SK3thO0C0Uirt+c+lf8LHw63k8tq+d/uwv8mNldOKsuaEK84NTXIsD1ZyMpS/g1QUouF4hD2gDbvNZoxRr5P7++6a7y506IhEXhcHEgfqTpHwnCqVWfhNZK/BU/80AY2PTXik193eoGV6+MquIsU7EQw4tecZeTds5jxcwZ+yOmvlpyPuOrJTI0hs87qjPewzx1THzoZffCft+21zzmf7BQ6h/nQfxxHtPdAWLZ0WsOfAjoVS0fVQHvYZu5H9r8f+lC0B7r1Ht4pvblyRUwzN0naM7OeJ94bnA06KPcYm73MJz2Mpxb6b4RY1/wPmgbPl+bA1sWdSpSzOcw3vMquPsc2hd26PzEi+B/eQ/b1DFyoNfleo6RPmOKOQfjnFb962c945w4ps6HG73mrhy3/hU4z5yTsZ+sqTS6+i9pxDp1TNxT5wSfeaVpHQd5Stx8WBlvhs4hyzrVOfixv9+OSE3u/H0HJlr+48ub/rJL7tz0jFVTs5gdNzNmeruq8G7Vdj4dfPrLn45hT1D1YFqsYDE77u+4abuS/TDWrohPd4bpGCH0Kq1d6a/jPGo+O5YF+9fODFvn5W/J0Tu18WmcaSrmSI1X0s+Xp8xnx013jJkbZdQjYKxJCJ/+EuE44HfITNIzQqd1lGL+d7Fss9p5z2Dnefh0Z2Weag++KJNrr8OaDP5qZ2Ys+6x2TiT4MPYxZ+pYmafa4/qbdmbGzpnCpvn7Dz73ZBwr69Rnwzj/9+H7Ut8Ims+Ogw7JMetYLtN8Ge1zzDgn6KSQUAfyz5xp9JlnPjuWcyrmX87pxprVXjcVGZ8/x9SxwM/Tth9iKmii5rPjuKbOFzbXXC9ol5z6L8GJ/fU9QSIIotdOidgCzaPi5rNjIVm4Z7U9fZ2bTkCmqZjpNmbH8UztB7bZ10h4P9vUsUDOwQX8vknWEjin2bHQD3in2gmwSfVwX6GJT19XmWccy9wZbcyO45v67GFr2LVio9MVrT//Nk1E0IbwjDZmx62K1QwBsgif+mAERLH/uM0kCgz7iwRmk8HfbbPf+59tj6V0K66MvJ2c/jmbbGYSzTTZ/N8ew/R7/+kxzCarmUQ1TVYY9ndi6z9u0+/9p8cwm+hmktx/uJr/m236vf/0GGYTZdvQ78nJSfk/SWm6o828CPxn2/R7/+kxzCbZafKd3v80cc7uFws/D5vNbnv6vf/0GGYT9DRxT+9/mnSn+8d/9TlMv/efHsNMcodtmvSn9z/9Pf3f5Mf0e//pMcy+OLiwsTDOhXNq/9N/m+4P/1V+TL/3nx7D7AvLzIvT9AUKm7Hv/+oYpt/7T49h5oUJtn/3XfxXx/Df/S5mXtRgm84vwKYvarBNfxczOeN+0/jkgNVf+fHfzc2ZF0XYpi68jAv39AUaw/46/9nCTenwiNns9/7TY5h5QYXt3+Xm9DE0V44y9q2QOWo2+73/9BhmXpBhmy2YpsXO7M9h+hiwv3nvPz0GEB4zBf90fsH3My1QMOyvz2G2AJ65/XdzE8SywIy//zuunj4GysHB/2dcDUJQcMbfZ/ZJ2P+0wJp9DH+3/Xf7JBgYoRl//3f6YbaJmLn9d/UDiD94kbOEH9/U/qf3yTT1+98dw+z3/tNjACEMr9kimGdqfzO/C/b/5Bhmv/ffHcPsbe7Ua3q7JpYomhxMYQhxTuxfzevMz+Xvtun3/rt9zv4chs9JHAKxPV1UEphOhOnON5OkZ4rsaQE2k8yYZsVPkz3XLBzeN7NMwDfjJFmnfgJhQMIKztjftFOEDgwdCL7AudhfHYU1WzYYTmZ06jgFp09mpuKYeRKzXxj216c+WyVMfwCzVe6/WNcZ+LQC/c968P+vLTA/5p3N0Jsdmw8F4f4Zl8cT7YLwPZk7r6hVyeI7Mms/KWpT8WN65bluG/+6YQIfmpDTH+9ngqJvt/of/5lZ9O1te+Zm/+GJYOPbP4q+mhckgqHomy7xx9/196N/bqDXaqmkyJDBboucB5cs6poG/iy4TBqGV+sZ9VhULKx40V7lje8SyTM/l7kYt/r1o5eTOxK/z3qnsHprNN4ZNLzwoKMS/s2XSS7puA6+dmm31ZGAV1YPX86zTF4zaeXzk8l6aW2gJfLPFjNejTNe/4IhAYG8GzrFkqkDYSTd35WOYNO0lvzYYzD/P5SmBf4mdua20ea90zy/c4z3MfrN/Xuw9VpgjH1PJ/p015qunGAvthlxbggwvDv9RwF7Jwd7fkcnZwEHFyFBjElYiIlZRJiZZa4IC6voXFY2MVE29nli7HPE583hmC/OwSkxn5NLUoKLW0qSm0daiodXRpqXjyLDx29P4eeXtRcQoNjLysoJenp6CsrL+wopKAj6yssL+QoKBggrKgoFKCgIBwgJhYgoKQmHKCqKhAgLKyuJzFVRniuqqiIqpqYqNk9dbZ64hrr4fE2N+RJamhKSC7QkpRYukJLWXigto6MtQ9HVoci6uunp6bt7eXh4ecp7ucl5uuu5eRl4L/bxWeyrsNhD3tdb32OxoV+gv39ggGKgj0KAn4FP4KKg0ODg0BClUH/FkCBD/9DguEWL4pSNjJSDlZSClePijI2UVUyMVVRNTVTVzEzV1M3N1DUszDU0cQtNLUtca4GV5YKF1lYLtW2stXVsbXR0w6iueuER7voRYXrukVHeBlHh+t7RS/wMl0Qa+MUsDVq0NNowKHZZnNGymEVx2HIajYlWWUlDH3j8CgxbsRx9GUyVlXv3zJmzp4yDg6Vi377KCmbmfeWsrHvZy8srWJiZV8olJKyMl5OTW5WQ4LZKTi5eUE5uHysLSzkbipnDzl7GycGxh2POnHJ2NrZ4TFBwN2dZWUkxHx9fsaNj6S5u7t2lXFy8u0pKdjoWFzvt3LHDZUdRkcMOF5dCl+3bXYq2b3fa4eDg5LhzJ/cuHh6eXby8fI78/LwlfHwFzoWFzi6FhbLOBQX5urKystvy8/O36uoWbEO/Czg7c5Vyc3Nx7t7tmujmtsotMXF1oqur3WoqNYkaFrbalUpNiQgPT4uKjFyzJDp6SVpkZFRqeHhEclhYalRa2pq0JUvCkpOSUsJTU5MjUlLWromOTl8aE7MuZtmymHXp6euWZWSkr126dOna6Gg7alJSxrLY2ExjE5MsE1PT9Wbm5tnmFhZmhKnpBtzSMtfK2lp3q63tJhtbW5uN1tZWGywtt9hu3YrnWFhY5GRnZ683N8c35ORkmmRlEWbr12eZEkRmRmzs5k1btmyy3bIl1zovb6PNpk151hs3WuVu2JAZa2wca2RsnI+uLOzkZCoji55PMXpaB29xjI8Iu/QNMatNzFuK6AF4HVdE1Ie7VT1ZoopE9pmHVdR1h4v7xDUebVqa39WyP819M1fEgF3oCQrTtvnrnvPlpzlVCMiSp0o+Zai+jG98cLjMULcxaJvVulGisJ4pjCtAjnlZo4BgIfOHjUsErXbcVNkjbHN1ubZPptDu4a0f7qzWPiPTvHD3hKqUu4ztVf+Cbvn9NyaXiUjtc1qXbpGv1OCw/VFN3mmN7OWBnFp+sYLaFnvyfjqfPGJTuCzI/8wT27yDsXbfpQqqC4R1TPcYFlSt+KowtD3yCpX5yWlhlZ/FksO8ShtGFb1vurDl6Wj6v2so4GtTW/jqSV5ThcZFE7/N2YnsMUFeWvsq5XN/2krHTy4g1ro7rn/KPGAkbaNY2bz9i0q28RrO8aFynvovN6gXNuzQcyjY8VphaV+413czowOGUSPnTct3KakMft7AHONn69UswcaVUkMLlXA1YnNKi4pN2L/HtnWDk03uRw8jxQKdu75Lf+9lcluvvkm33upc86Z8vqrDv5+OXIyWXNfwVCTa+83rtzt373c7dC9n/rrbetX+JXZfpM42Pw4gdaO8SE/NDumXCb93Sq79dOBGek/Tq3fWZ286jV3JZJ38EORQP+50Y3TI88ewUMfeY03r/ZgV1rUqPGOaa/zRZmlKIa3JSz9UWir3hsUOZpc40yPbI66miyQvjvXwkrt96nhV7apdohf1FIVeaDwOftx0z6c6c8HeX1ZJ/tquWwtFNQ+f+m2ctDRZJfK4wpLL0uGtPEuNyf3bFnzfnbyEx3ZIONb6FFO1hBL943arB8d5F50mNyhlqq1wN4w4co/ndBi70fD/ae9MoKnq/v9/zfOcOZkzS1FmLokylSjznLFIRGaKEmUqkXnMmLEBFZGQeShCykzIPM//s6Wevj3P813f71r/tX7r+6z9Wss657x9fHzOHj5733vP3pchvMe2WttQd/HCIxolF9LUkrZQl4QOthVC2gNelSJ1razVwQGHZMzvtYhKpBmNDH3pOOkoPM4iQMWmRa0mll4reyxogJnxuKQXseszoxu6Nw8vzj7HSJi8IEZv19fhyB5Syzur5MHvfI1hzjKPsLNQjLCRrgrTj+Hil7ykj8fNW5cvVk5wrpsuiOFenmzbYrmekF1zJav+doRK4IciD0xRwpq2Qr5oQn6qVYs6jueCRiohAQfbzEUGXnfYDE9eetNbS5NmdIorSk1RZIRkcKriEuUib4F5O65Lw9iHEf6AEQy/J49Eol6R1Z+51mHZEntCFGk0L4IqS7fnne7t400OExJL75HqKVQMuYGPp66uf8DGyja8W9Lf1eqyI9EZ9uF8U50Nr0CN9OqoZgMxXdozn+SOTngqOmQI3SY9wTPANpIydQk1pZ9Rs1hm0OWOWTd/9s72IgV/82qEPfeH1SFiMrfYqHsNJziH3aQulBOl6+fa7h9nqqy6RV5vNhnWV1V1Z2Pgqd0TXLNI1IuFAS1xFZwnkaFkPkbKHXIMQqJzVyZZ73f2vWddDUMl27e9jbApGMeiaE9XDB95Snj6MgGFCL2ijayNkIz+7X6b8Kdl8mRFxJVbRD6D6ZPhOhLYRs9Fp9xya19bOg3QM8jLGraljs8KjZYIpnAN4BJHhpr4qYh9fjoxMPvwzvHBRxFOn32zQjxVcwPTmVVIvt7tH5gbP6nHfElhiQjD0cc83MC64qacTGSWOfdIsuFl2sqywBPerakXUvGvfaxpvTmlaODDoRB+/cRGkFLYgTdK4zMLt53P+HaKHAiaLOPuNPTPYmdf1Zw50RASzBYqfmPDpQVXm16Rr/Q2z1y6ZgehlguZ3+S4Wk5GJussQw2ha1ssN1NkLcnAJz6nupc1twm2WJY/uGtq36EwpD7+jnxd81br7TetpnElB1TrjMwzjxGnfuaLeCxu/tW7uropBd+22Gd63tAjtKPtw0fZW9k5UmLPir7enRGjo11zoL/zKGLwyv5yfl8VnlixpqHMZwtlVqyxvY4Hwy5QmXvZ8NsJn07i1STcadOZfy0S+O2io8NMDcWhSn9JCc55XO3WQjkqqTHb1mjsdadi+tPJx716eG2jTeXWzmOJFSmsf7UiWp+oIRfnim5uKh7k9sCctD3LPZ9GfQrrfmZhXnIxc0//OVNF21O8U70X/VKLqeunRWKKW+7eZ+DrlWlIOrrBZeJtX+XiRnM0XphNPLBy7YoFaR3z14KxY35PWiJUDsx0uI6MV0Qflk2kGafOzHLov2TTmPG50PGrt3P/PoMGLtNH+6LNSeOan619sLxf4ZWOlWHtLBi/YXQjzgF3LJDjDrEgZe/l54Na/RKEEtJBuKJEy3P3T4pUf8l6SXBDh3ySUdJ8/1SilWDqZ3a2t11u9uuctw5SnqBzTVPSVuGwK2dV6PAWoBysqnPKJr8z1GGSSMKZcRZjWow72d5YPvn1wuGpUuImAZfym3NtPSxyQ4E3hzVqq/IMza4qYLdewSXjeu9vLTtzfAcvTDI+NGRHTwYMdlV3tUN2BztavD8Gu0DJB4EMFVlPuzyCOnP88e97+S+UJz7yu3B57Jh9yonbEs8XvPrkIk6x90RQOLe30pm503HW6osoJ5/V04ijCNrHQ/1+6vKqwFzih7n0YLqPtNVnLrwWZDCcUyg+fiVN44JvgORSGw0Vd4UjxhHT+7MN+ofjJ86/2SzimtVEKdFgHBcqSyYKUhEjJHf2HV8z4vZ4o5FZz36mZ5XhoUwIG43szcAE7671G6mWVSuzgdqVtSs684VxIX15RIUvpBMEx20G8yvrSvSkb90qOlq4+nqswMJlH31e3PWA5b6Ktfn4pxbXmJ6S0Q6J5HKfXbx9Y4JZ8wqSGeMjeHzNHkhPizXfu/FIJvsbd42yG3a1fXHF5CQn90ZR1ESt6qx2tLhEbbVmTNExF+XEii6BSOJ6XNNAN8J971yDHjoypzO9RN34JEWdbuhXlPmJPKLhfRXJ0dmCR2SE9AmNjva+zVgn4owaNMZ7XUomjtLaBem460phO3nuv6KvgTlCGGB6rkJQapJe6ZBg/YC9HO5B3KBM1icHZFz3DUTVczMc6yIkbeZy4FdXEHi5Tb55+RJZpPKQzdpNLO2X7w74ZJtkaZmT6gXnCD9n9sp60kwzFiqlFPXY5J6N2KB+3/5Xb6fSzRVpxIbNApJPD1njWvdT2shIZfZnCr8m8FaxwCkfobQlPhSwFMfXyE4w7nPvTXUI5io5R/L6JR4ORpfr3ZeleMYeXFdIu8V82lGk6wNqMm5xzptY5foXgdYCSxxL5bf+mpOswQuV8acIruoMSYl8Jjne5zy3T4+cWJNRs/CVQOTj1BXC9UtmBRY+UvRjzFndJaYCywG3eTTrzjyfzcFheKerl28XNDoxStx3Se3R65eDE7IZh2M3P4ZVHZKXWnxM2XH3zcnJoMPZHRJDz9vFCKO8r2fI086+rH6/ECelQ5styNiuzLEUcnz2MjX7SWL1tCAPPPT2Jdqraqc4yq5XOVRlUxtEcDwVW5BSEGit6TwTwmCXbbq5SObaFMn5mfoB+dqXfRfLdCi3w8hOYDVc0eNXYeL5VMnbR8jpxi8t7M379f4nc31BFbvrikddbnY+lKxpZzdm6nZbsXDtiU8VvMndLXuINmlFIyTS3dO/PurOwzfErGrnn+CWxQl08SqzrODEmjbIMXqGVbcvJLNZE0v6ht8xt+maZ+k1eo7jTExpvekY2N87plvSNC5J5OWE/0y75pCpFE6ZZsWWsoRqg6E273JrpUGb2UHvRCJOAwoT5U75g3aXOEuDmA6vrHMbde8/mbFCn4o2x3xShfX1bA7n9GZ2zTeHpUfzd3JaN1RFE5gIUvbjiIp4690eaKki0KLfn6AfvHLoW9pRb/uS5Nf0l0+TcI6xeogEqdWGBVrH0FrfzD9PNDvWK+Y+NOwrUMMmcowi/L280uLdk4rBc9JXB27S1AQT+xofUemTOueQwoXRvuQq8bUM++MLVfkAIrP6k+3VU22pBXZnVD2LsWSaUenLvhg8oU1vvfmoDr6sS1ifcRuIWNZV7Tl0YHHF89q+ZwLm9e7aYWuNDzKTNkSPHepRP3oqgS5zkWAsj4RlRO3Fav8rvPSotxq3E0nK34uFGNlppG0VMW0b5uLMfDz1dUVN2GEjw0gotj7cUIgsPZK1aPhmoMikuvRDatyOCFGVTPlilD21auTRHM728HqVWdZuopXeU0nsdaEDcVJMwrgKwzz3/QoUgz7apda9tcD3D1paTeO8e8AjxHfDSlxP3/7Ri2a5h2Vy4TbTZCzTCngGn3Kan24Pna6hcnzYJRVqszYhd5HOS4ty+91dvhgK1eW30Xd66e1WxIe/PSe1UFKj3xFiNJPe1JhJ4dUcHDsuUyaoY7aJX2fFV1ZmGSTtVzs3GmddFJsa2PdFN0VFHtMt7ZrckVgS97eaUyd4RMoXMrtLpcInRF/I57sHNs6G+I/S52HmvhqMkW3hbM8JZe33uYAjZZx4Uj6gatba+xDdh/nh9y707oldyU9VVeufbKMaeL1Uc815nm6yaO2PD+SavpImYonPd43PxJjptOa9IiZ7pplbcw4Ewd8edH69SSzvH+8vkupscTZV4zb9SF2fyMlOoVn60XOzF5YOnkt3HeGTUhmwGXd4oSp+Gue02mjd+tzh6FjXY6OjThGaghHjjgxfLdY/M6e+POqspzn3wVjq3IncsglaGeKySEreJmner45eqGJ15Ux+G9Zh5txb72Z8hHUZCT6rtMhpx/uve7ZUTD1RFNOqbo+NO+baEX6307Lw7bHswZTkI1dtgpMaaS72br1gcq6uTMuzDektPzLM/ubUEyWyo2MZ/cbZbDEauYFqwTQPl7Y8wmO/3PAswQjhXrgQvoXrel9dzO0+O9fOSqu2LLHEJ7F6n1WSmldcA90HIlVVzpHHWvZzckVuP7Gkad76shohbBazpkeCVxTJIhFUl3Jh34v8nn4L58NbzP7H77F3TbxOx8dBoZ6K0PntjpWbmD/GSuk2n5PnrPbXzp3XuGaZ4IRlRZTCza+XxvfBJn7BM8Wagkb5pc4dHM6VVSUWuYvtzDEW2FuC9UXWihQ4nCflAt+GBbeFPvuKZ7ns5+3wiOcpA7vm2NXpcmbxzz5Gni1OiQuvWsSZvmjFPyzrnjnJsJNTF+M0XuastK3gJ2y78JiTzLyTeeOYrk93WUOMvrZV02Wpy036fRfUDF7bf3ZNa5IomV6aLX/E/LiaUZFwQ/a0RtWq23OscbREGGna74eCjXtMJ/Ha2555F/Yu+B1o91tkkT5J9qdDl1fdgTS88TV308blvzRADqGfo77JuYclPBi3YAjfnPt8hDZYY6yB2INpjdkxfmnDJ7RYmFRW6UHUXNLs0MI+bdrVxgEPUqsLZXmjJfFVK8zN79bjU45JBvRxxoUvpbzLuCW+aTRw91q5zkXJW7lF7dfjQuPuxAXE+fUylx66tULU5/P4Unr83Gsj7U/KZ7cU1i50PA1dZozJ+OTEXjyWKblElr8+pa18undR7whN1nI3fX6XseBKbMWG/XRxzDmPa3JyetGj1HYLior138qXk9FDRrRrxe6YZfqOrT47VklxR7W3ghSSNKNPb80vo7EycLcS+rAMPQYePk7ECl5KjynVxmRSvxA7PXTd29rQxv4cTn1ullDTo+uEfMuxHipYXvTidjFPMKVfOnR/UyUTebqjLezDkndNu6fxvYIBVcbVaK6VQQnx7FqpdZ48rh3PlE6iK1PjwV+nC0v01pnsPpfohWqXDIrj2pe4G5SeWRlTeuAlqdTtkVofL6Wy/SzTlXnM+0526qDwuWKFpfSatpj1TMLJ/Y88E1PESUIiVRkfTQmEFJ1firmBFyK945aR+rX62H3Z4a/fOi8Y38pJX28Y1Xh+caMhqtQ2zqFiMeqFo3DxwwllbS+bwwszGh9ldpIVta16NJvSYvPMHuVut0XlKRtNLezgRdNgrESOvIv8d+9Ogscxn5bovd7tLJQ4PzqLRYfXGTU3pLPoXbt1zOKZqFlhTMEHRb7pmFZvPl17PvOWKS2OK826ynrHeUWD/McPZiUXvDyo7W6yENaleEnfnIHswVNNbjfr+4ePP1cyiF5eqd2KE3ZaafnoObP2ecFjp1m62Md+IfTLAYn1e9faJHAIP1xeHjSe/Jix/Xh1Mzw7aipgn6RFpN0izzmp1LNe26t9QWSyp7LsJjTj+ilnPg9x19NMYnqf9cpxddsc9jOX36ev21dS5IBMR1ZjGoOM90WdUwy4YKAdN8vCW7WTNYjzmTFb1putTqacR+rbklb1+a3KTzWCGr3irtyPBM6mYDWvMOjbRhwQcq/4ipGKd/f3k4BX5aW7F+8mYz0qvrJ2RXDlEZOkbD4KLff5JvhOkZnOy2Txehven06UjPp6dy+Gl5oQQdzTJrNk52b7nw3/7i/qNGYWyu+9vZ9vk1RVc96NefHgImeMPEe7u/sInZHj/JjpY7yhhZJyiyiPHmN3C9KhDY/TiiGB8SytIbW5pCfcdmQTl18eV5Hh1xqNbHkysr9m6Unfa6IsMm3k8jW4PJgReyLhZUTpyEy1I2nD2NSZgRivs9H62+X8YwXmAZeNw7gOrfi2ESmS0W0EFBrTbfgVMtOtkA15mzZsPPHc5qINcjHsqN9fTu6RZ7/uFsIm+vTWgW3FpJOMic0XuJg6bK9WelgRLMpTPV8fPBL/qi+vKHphIljiha5zxpGWc0lfCUhCsmauasmcfn21VuT6Ny8+rGLcogVBfOnRMf6wmp0p/fxNlvpYSemFUdfrpLhXmcqOxWTcHt5kscK7HvPNcGyyeyHX1uUjTaH3sqiU4BoXj1fL8jO63IeafXc9h16dTMo+6kZqIambH9n+NOjMdYaZMh/Gylf1Ticaxumuv8ELsVESom30MLNWo8j8Mlq61M0kdWLd9sgNJ+wXr1+OOQk8cdmZpwipxnSmDQ6ZVB22qe89/0mDGrNJ95PYFVGnt8zTetnU7wTc1T9dkT6tz3UnpTBgKUhHYmreJUHms7hQtk3cyUmtvBwGSldH/Vyv1mH2s0oz1c+156SCE2M2/Q4rp1VQdz9Qb7zWW/PwzRMF21A342na2uaL6qdOnSo9mTXROBb7vHDL1lK96cLMnRLFpp5enYSYJ4yY545Rxq/puLuZ8Om38CnarSqzGdee6pRyajK7v3O3mjLL39Q7qnj2rTQjoetB5QuyXXnawnhjuHSC06Y7SjUDOHLPpSyCewwkbPI5EpVCHjTVdm9wKmcbugzT44S73DLseywSuN3tnXO5QE3p1iZHBr+fQoCIabIKpfPV5PdDbTFXT3nLTGgVC58+LDu7UCfTVvNF9OZQ0XOhxFmxuYLud231Tfe3verzZl64y5WN7VOSfjkts09UedE1va5DIDGVsdSluJwoLPNaPE9xgq4o61vOznMpgdrC00qJo8Nb+i+lVrZf+KaWfJLennvc4rXhL/y58ZVIkWT8EqNWKV0+ddHKp23bKbZO0eahU3XX2dSnfRY7ukzPHla61TEe27ulEDRewFg+S6xU/txmmus1eZZl11vlJd2QPB8dWbEuvtZE07UD+Q+vbPPkOwUYb8Snzq4RFeWoE+07tyKfaPSm0/jqcDFPHabdLKVovlRtuMzykw+Z5Ne3sRKo8j4kZUa8B9kx7ZdPav7qAyJLD6zt72d/t37hd/7/24G4pNicgsEFzRQrWI7AtvcB1b8sR3BWn6ctZ/VQTpT2ucl2Vmno92uMX3z+X91L1KOmd9rdnIppT5KekW8Kffi5HKHUXcUUVMjJHw+PIOdie+c/Ak/e+wGfEAwG2pIk76rClUefGaBRaKNjqtcM0ElDl2jdGDnQKN+LejergX6fLCPfAG1CdOfyrSiwe5Rm1JFO8GS/mPmJccT++doKHxYncp2MpzAG9He90hyGaN8pN99EI6ALWz1dBTqfireJIRo1KJ0imQ2eg7iYepgQrC/SPTIZZ4hOeh8x9HIW6AS6cYxgtYEKD123IbqC/50omSj49ogvCjv8QKc/xUtthGY5V/3GBHx7BKq31VgGrF+SVhTRMEL32zIa1FQBPbv15e6qhfBowWAjtAlXdu4iMfg2Hfsb6qbgyX/rhpE6ROct/BjjAL41R4Jh9Qrw89n1GpYxur/WmrBxCughtl43QJz3Mu5IGaMremNKk4PAavrBRdt7wI+S+n0nY3TSfXr6gwpgF3gfl9MpwF7miUc2Yj+x5cmFDXZb7v4SWgTiufMueRCxF+MdVIlBdFS41PkqRDdpslMhNUGjoxzeCBCAb6emeSx8HMRz4R6WFlLOHy0Gl9xAveS+dD8L/LDJvrttgGbh24+bTwHKuYom2Azoz4+qVCDlHTCyaRgIdLoGBycQ54BR8jpiHzOBpzQAdFFFppsgzicHckWR8rfD8tVkALvktzeMRgI/uHJMzoZolvmgffLqQJ9rvpkJ/KQlrhci9ev/kOjJbaAH6uC8AH4wdC5OI3o44WJZHdBdR20bgM5odoPXCF2BCplyogDlf9G9pBf4V0pXtETqke3eMzJToOeYKk+D+w2rWU5B7CvMQ33fgvK/cx5/B9iHpdT37HdVUBxc7G9xKVKkeHEpXqy4OxQr7u7uztLiDsV1cXd3K7BIcXd3WRwW2b3ff+Y+3Jn7eh9vXnJyZn5JJslJTqg7A+tQ64iel/5rSric9Wf7CGHCmM9LifuE+0y/jMh4xzG0bImAM6q8Mk20P/bNSX454+02UuLDv3xHgbCac+tpmt6sE8w88N/PdlXJvjlMJPklUaoDDjHP7Kdw9RFYumiddIzEL2RR9Ckwfr/MBeAYwu05FCQPyY6vslU5fxByP/afzm5EO3GPqhxEPokutKmGkKsaE7+4AYOvvNRO4X8m1LwtwVPl535sOFAJvvUgRo2TeWt2aNdLDvGy9xjxQNhwxql49h/Ks3KDNTLOZPtpyiX6zBiO3+PL9X1VtOS5RzmMtfaH22C3uxmRLO7J3ujWFEnBuNd/3ov41TtG9ckhUsbdzg+FG06UYkzwQJwfNcthmbjw9VAFM2cI4dBBmbUI6cL6S6Zr3EzvswQoTCXEz/TKFaXKnokFaD1KdTg98W0TiOxBY//HXszaYvFG5iwJ9O8HJvb9R7x/sx92ZOPBWlE4AmO9Q+annOXp9PEjEf0ilV4u5Py9sjXcGHC5RxUKBJEo/i3p2IwAUI6jF54qu3Ylk8KvQEn/WaRicgqIP98T/Kancj75yrpIfQyvTNGcWY/FZ7GeWGTN+w/+FYPVysXCC2dGeJHIAsdoncliCQCi7zUJj45TRvui6LdEEMyfSjvHmzmXIsU5gfIYyHRifTN/LL/D3QDbMFMkz4apt2IiP6SULawkCn+F1WT1V8m9Y/VBiYjhxpv2oiuwryWZD1JjTpjq/GVFEF5T1dv+/hLZYLue/LCZMC7tHgv3ngrzYJqZ7kq/pXrgFNH4zof25pBVI4QANT4wXaN+6Msrn4v/eIYEdjJijYRpQXcxigG5opWrNOjjMDeBQN7rO8QS3tAVa63e1RvkTpX6QcRI45OgNbjiN7oISV+/YKfXUn+EEytqmRe5QOEs2prU/8pboDKXqJpw2K/75gNEeNgm2gm/XLbPveqHSUkGQpkc6Z4s01asNc7Kq8EZPuK5nLV8TlTiG32stHEh1tnh4iGZrgkFIa7vIJFj4ylJ7SPqgeRntXviengm5V4QaYXx5qnrMr9JX6+hJfzbhTY5k8xFgmvKemRw0NMy85pquWrdFmGXr6RsIApEEFsJqUpZtY+ivSvwV22i0w/730N4AvkKvw9UtmscWFBmwKjYW8aI2yKK5aKotzXOhkP82lJgCvbxQV5xhhp3AntPhB6g68eDKnQIiy39kMq1Z8gQTT92iKYc5UkZtxchdla+7hXj4wIFQmd746yTqIBPQ68sxaTba4CzI+4owo9fpSv5OYT3Tk4nRczlLYpxAz7RJGvcWgiP3NRxX4tzE9s2Knwwb0P6uUjc8kl/stWT5s/WGulMSOV/0cphKoeDqMvqxKPZip6R8nAr92Pn0RFT2TBoR+uOJT7a+gbN8SE/cyRwLiEJ/DWVN7LoJo/GFW0QnPq+L2wO/9J4+aJb3yWGaCxJc01BHXIDt7GsqWL7Wcp7fWZiyxEmqDlt43Vn4VOFyGlUTmgY7QYflGaQUhM89bWyMGIoqg4Sq0zavP6wRx+U3xWwQRH8fNptq1eLdm+PxBrSD9Apb+B164uWQKP/0g/YoUNXNjHuMHVFm71rM+Kf/x00QPj9FH4Ngvwe9Q2hGTwycz2pkF9nqqcQ8ozHZiwx0hKdFUZFnriterkaeNcv2mdLyAmQb0Qz1ExEEpgYake9luwJpPwcJasTDJ313CkzFebDX4hBd7Si+IPCPRVvoA13yN9HSYx40deSh7i9Fr/q/qz53ca5h4h1llK5G/tAJxKGO5ki/lEV615SmyYYWFGFbfUwK0+opPsPJZhCvFlZYEaF7vQj9SMPdrbmQT/McvJ0xdBr++uKSswQhY+UVyvhMwdJLQD94u7rwY/E1xb64loHhBve7/ZHv19r1l00pca3/77cgf6bXa4kxjz1050Lj58C/CfXLx30EilkAiaMfj1ro+T5UD6Rnl3GtmG+SdmvByAGVbK3Bkqt/UXIxl6uECePNP3ZjvlWPYPOTX1p99gzc+dqAnj/qMkVeadpK8VRWHQuT07xAQrzk2ZC9/yAx47x7/zeLU2F6qmkRbnSi6IZRpDVoJC/7t6kQBXk0axthhsscoArBvdC810YZ4VlmJGsy6ctxxGveyAAI7dj7uNaU8LO0IBBPvaKIAH8q70mxF4ONsc+5JsK/7awsGsezPdXaC888YUkyr/Sg/RE/5md5Zfyc38lwam38/Uimz1cj2hbJeYJBRLuBM5r3v1wInX+cmOXJ/x7uIlHjAiJEilzquOHs1kD6i7CFOtB0BhOILfdgn21EuJCeobLzqf69HqWDZmLQNQtKUy4d5d5rNG2XkO02Xu5Phuj+JJexDPFai+kWPfebIbmeKpD1dYakwb9vr13P0ps7ev60BDfXJ/pTVoS1akfFIwN4lCyrHVXifFkY+hzMMaMvgNaPxtFOUjEmjrRr5uDhqmsVdB4cb8Uzvcz+wHqHJSZz5zOD1/sHRcR8/p3ABvAJQAlCuTKqSb9YQVgi7o1Od1drZ2S5GrxE/atlXsGU5O/OXgqM/vLrxPb7W+YBsFTNATWmPcZmsfso3yan6Zz72y9RS7UTuDeUBgmmmj2JVpmc1YYvxnV7waiwz2GfRdYGn2j8pELovoYS7irx80oBgCwYNsus+yDMGvagntg1snWYnU5aTpibykyEHIhrJEw6xHwwLjFtokQJhut836q2YIxnEBbsplgPcNu26zskXmx8XYLHfw77WtMUL7+1v1H6Xi4Y+Nbbrj3Om0Bmv1VaXeTiL10wVsk/p+bDyA+pJGkw8RqyR3Y7UuvkfRbU9NexFCIq/gkCCJ8wn50JoRIfwKtmLGqrBMz7nZsF4QV6GWWyngsS+RO/DMxiGwwM5fyIEDY/vkdr3nsvzVXoV6xCdymDHObyfuCPohNdfdW28sBdRd7+kqI8eEOlq3HWTjqU5xRllmEdN9n5Bl3sDhnqVuv4NeoiXWToMf812kI5bFJT1mCkuIo8OeItMekjmnD5rOlW5zOL6AIvJqFUaif6/T91tV5UndYWwolOTjxdUyOn5RvzTgN/vBIp4cC4UT+R3LpaLdi9qy6AtrCPqKdA8n9+XwhOssoX54BqZj7x+a2PaYBo0SKrFL7xKCQKffunHaMtT7B7SnB/HM7kAzVg4ik4i4Bmkc0vNm1X9Pv6JZrbk5gc+otrBLRI4a21WKnT9MVEbsBu5c5tO3DSEx274nJtUBzxg4RJ/iRp5oGgov0svmATWDiLbzg4MXJmfeKJVzgxo98gacyqgf/qk2cNDj61npLDP5JSkRR5rjK/Qv2u1joQOSHlcxXA9ZfV0DpX8gCXSsBBHPGTBdV0YQrs5WTndgDVfuA1UM4ocvsnieNTcBtMztoi2tKdiBkfYcVJZDFSh3yD2t1sywoAsUigkPAcxKpNwAA6eOjeX0t/dbnzGupefpVqTyQaDODne5o+G/zazOYuJcKgpzL0oGzFbZZFoi9zg2TBD4Oj0iY7piYm+ztmpnu75vu59dHRqFFNtR/Ux0aksoYGiIaysjIkOLj80Fsb9dpR0R8RvTxCX3m40N8Dg2VCuXjc41MOEyNDt+EkbQ8GRv6X0W2x4kEdkDF7sbvxUv6gyVdJ+eN9mO4Uh9bki0hN/OCIggUX8lEDRpyacfbPTkaBrWgtUnFaz2aF3cXeYIdYLBleBZZySS7uwf+Fi0/e053WlXFN+/y4AFQwg9D7e1jmQiNWtBo7+Rza0uVc6p9xz3u/uRz9/ApOy0fJmD1igzWbGW5t2fgLoQgrFk15YbvCdKLcVzBfcKNfCA7B1Vv6jzBYh8KQQPLjReaNWfG71f+gWYcIIkK7/HhPoq5u0aZIDDI2jrUbXAo8dDTJNGwkiQJTtahr3OTZsbet8TL0wVRgA9+M2DIRRtFNj+E5h3hp647j/Mq7l8h4ninu82iuONeQ8OYgJtjTnCfHWPN6HQ7n+Wh072WaFEZJ74nuWOsE+3kZPqkGo9eDfeatrPl3lkGFHMa+/zqMDxprZvamOnqkqNYt9dVB/ePWmqvYmlHkdebuXY6lu3Wr6zg6mD+OHrHjUdvm1hvka81kl8rg9H0mq0ckTixhasOwGLgbjDg2nEM86le57q1+G0LpQnW3UZXA5CKyjm/yIUlBrG8Ixi6S3eknr9y9ouNC/JQ9uBlGUmGD0AjfbuEWszlsmqB5uvY4WVFjCWF4TbJMUCjb/7R1MtSjuz9695f5wswrSQ9wjb0u68dOA70mHojyTAADFF6D7FBN/uHFQ5opbnamowJpO97ZQaAa7prIFH1sHUo2/OpdXiVLPYKitB+Kzd0OOFTnvnA1TrPROvZSN9zB6dC8MdSTGMp9wRiGM70toPbrXd2xtumDB2gbQBdqffsKrsXQNJa/RReCLNYsdu2D5cFGIIQV770DgoEYem/SJOI/J7829jnHPj0OqLxi2mvx5MaZTbPm0jFln8OalAMH85KfWcJSU1TgwCu6sMG+4cOxLBOiNlc8dVuUt443bokRi/9KIfzG3j98KiHr33q5IJdV8hkiRXY/+YH9BrfeAK5ai62c+epRtI9kLlUNXj/60yt/JYVQh60FMDMdFO7iTQ4EMA7RmJ0ukUF/OhGhU4RJ3H69doTpwjmgO4ETi8phvnLf7dcHMagXW3yb4De/ak+x9ZPdHlSBiBCzenIbULZsyz5e8EX99t06X3rcKdrj3e+O1cq8sengCQPl6clNPL31YTHFdr8WQ0KcPqDncXbGsfWrTBEFQCZN4A8TeIRbwleTqUmO9J6HY+Hyk2/Jnn0j/OxlF4CXOYGJP5gIS89kU8pzhaFksgYkRN11oLp84yTZ+qijpl+smTINQS7X0doO0n/zHeK45zQ06dgK8tJTX9XmdJNFO0GLCdgpM4uM+7jCtA0Pe7GcPN5LVnIO/XcpBLrjiQhgQDaGDYHx4Un6yM9ivVaT/ZFE0z8fnWISfvXWw9gB2gjymD1PcykkOlLzz05LdM6wKEQ/dU0Juf1KheK+gaaM5mxEcVZsgFsl1z35X559yx86bpciTfbNoWHHamgYQDAu3Uw2l9jMDmTPnYzKId9NJn7xUIHF71iPczdKuIt5QKs7wcVsa905+sUtLfLOF7N5cH0VxklpRR+loV/te5bAQ0OjciYAlTMVr6ysPxgwcBglJq+xD2WjqOULojaEPkabYy3Xofm8NVJ3CjbTh3aqtWSYzJTGJBwGd+dbJhE5mKmNL6HbKXNOcqi4OUs82Cc606jvGVA25UA31Q9Q8+o++2VRL5lNTfwvT0oy7TZv7pc/aUt8Bjj+cb5veFyCkzq9dalu/q0Lerm4x5JFLB4udVSdA9pykPftoChJBtLFGWjyAXxQhvG2O8iWN2gLuB72R3Rnyg2B+iQ5UHoZm8GAIgPExgrCKjLTXCHl589zb7ElEqoWPOXH1fzNXtKPuuSeFEfOYEvArM70j0Jj8PBoCrySWbOKoUwWka7K7rBIoyv1+9SAJOwYesA7cZ964arqSsFfQvANoPUY5vSnR6noRfvfdXK+l8EWmmMYpAKTy40E580aQs2/SO6PYOIz0cnox2xne851KcdcQjxWYo2FHHIYkiq+IB2yCIlEuczFh0dFjLdoQgZE5OQA0t14H9jIXTFx+f5tbzixjYyUu705FTe9vQk0sbGlhFVXk5ulPGrXJSNbQMa41eb64qK4U8U3iJzCRcyS62EmfbYxktH//Tj49JupjtFWlI2SKNfiFz1sbZ8XH9MaLW7GuFaJYS7uMUudlV4vQlUduqkhcbnsmQrCxXnUUgSMljbuzHG/ornYN20HQmZUDJu+GCws7Rj1XFas3BXrcCUuEHHH2M5lReiVvloJnwfqHeinFO1EPdu1CqCq793Hqj7btcWYdb5umckPwuKi3pVTPNm97TOlH/lZ53cYcYc4gTxbItQi99fhfq0JqwfoFxW1rkeyp59JD0O2U4Y3nZ0Upe/pFDKwfQakjFVEEop/zJOA+c91lmRB1l/rdKg2ywd9jKandM5ePaOgWdtUOVy/seGRQwiDW7jZlh1qfKGUR4cU2Rk5wemjzhc6hDGhWU9ruvuqhFWpYjalu1SKm51mOId8U8X0/vqXzx+V+vcyC/1Az3YmcgV3mRxrmer2ytCBlPTF1h/eC2z0a2sGGYrNNq3fEpQ6u77/tm1cHPKrbFLMNG+YX3X3X13wjLhttT/jyXbbElAuodVFhBET9g3oMRFXmthLsX659SG06Ua+a2LANXLuZ8qf72PVIRtJOGajvnj/bIqXEWQJZNTr4ivrybixkiIEPHwZrWO2chJQZbKhdbAex7VNku5k0F8hQ5NnkbvBEvgSpSQaZGydHEIZUIHvYmQyZRHYCRMVxWnQkpTdrHyk8+2V5UIg6pPye5wNlBiIdtGKOxiC4qmPh1x5fEvfC6uESXqOArMq6jgIsRCp/r+R2BsbiOTn3JBA7QWMEN/q/lz8MbxNbcFCeJTqnmseJEUnbz35rSu31SN3+wzXYEbh1XlJcDPEudf/KqhzcBeQWKQ55mExdfchGtSEDS86sdw96+JGBZa+U5TNp/dt5psN/IwJvI3g9fQKogIYvuS6fURuVKI33pr//GBGRZSVGwO7PlKRLf5dJQD61bjPAXpf9g5HNyCJPQTPwaJpY37Ui6M1ts/eQOfrk5PwH7S4oJLDG4Doqf0DcNk2RoRsGIgxK3pe6TuM1hWEx9dRQVtBZSN9o+06BXwsj2vtu0ZAYTCFrcOIgALD/68A+7U9HPo4Qf0gKHT17oXCtf/0fkfM/vy1QDOWeMO8OOQE0KTt30PvHkrhcWClmGv1QgPgZJPonsQ7fcEH6gmjCavL7PnLQGABZQ6K0bM2qxrojG9bP82YwTYVMcNU1AKUkeNd3MdUO/Twyug/ISKCP9L7P+z/xfsFgCCISD9tLSSl4L9R2gf/m9ClPewdMT+7wD/vy9QVJSNpUw9TP8HgP+fPIUN9+GiG01H6XL9qU8DN8uGDR9TokTizwJd6tesY1tewklizkUJJqVCKWlpVCWrCgtF7k9qowZSdEokPCeAvE2I8BOYfOvJdxt2Jwp9uiMHi8Svdy57G7+uLT/rbt8Z2MsqFX61wzDyGSJk+Phmbrt3enjeNjINAk1rKw8Osn4bnZj2XnQLo5v4nJLOxMimrapXWl5Oy9BgVfWUVvPLqSpgs9UJzeM2Lfnb2tnF5WEhuPXvP+embHCl5URKqmbqhhaLt26vw2ojXXTyjf7zCLO2zvnR8X4rnUvEb638bFHSE/XW90fh+Rx4Q6Ge1g5W14fMs2Pw0XkXzwx/5OSibQwewd7OjskA/e1U2VdLvlrMncOccXTY3xBYwKpolBkxumWBERhWI/nXnAUfJrW8lPLiyfrvYEZYF/hQfXEj8XkVyG9Hcw09jWocx1fCwS7YRr9DHxQtN3dswCu6e12TsjoQJFKpy3Y9ZhjuAsx11z4UCobWf7+LauxmwUNqcJ4vF+3t5IbRvpduQ4oGIctIIOO7YrKp0wfXP6LkfUYq1/KT6c/zruogGizQ0xxAwOz1mUFXtCK+idpT1Ofqn8iOjJcn+Auf92i0Q5EUuqzDphz+csRh0o1WcaNoB4/SapxQp+CxVr8p8+2e3KRMa4WTBed2huI4DvMfOwdjFv1jhSmoRRyjfD31aZvl5uW8ofw1oVbHU5SWlIbAws49vbZboEPrRW2RlkXBy8ToMqlBFPp09oOZvJaF/XFluoNCLe3D/t8MXD6ge7E/xCBIu5G/v86PJSUMuvhknMyVfSgqyg+E2bn5wIx/TP2DDRyclJ1sfMODlkNA+5XoTnFplGq3oP0QBqHVy6WPUA9u9Rc7UvXStzLztbcmEOt8+ttp5Dtkf+eS77TTy6r0M0Skw10GL6eP6ZLLZayNWvKn0XgHfG1x6Yr0hVvSZzRCk7E11hOFZkWjSe/ZZnoCZ5tVpL3aAwaufsHmhayLHMiQW2csMz//V2pwz1I4GX9q2bVvAbMv7vuw/mES5s2Fjhf40ewr+xNr7/pMGt/Nywr/RNcfJUV77qPltT+21ZNGQDrDqNJTwjjf7160TVvvg0Jq2rgC7n9CN/UFcUH+rwNKytqNG6IbJ0Uhwr6LU9Dr9/qPq6IsfCb4Jio59wyEV5BdCW4KyKvIqrNKQCGu0iGywegw8ZKoQ/IFWtPtzUirESE1oEz3uY5gQtSLYf1AZY2QaVAe6sMC1DDwq/OfAsZvPHnyYvckQ+dx1p9AAztOl+WxQnYq8JPD8YEE7nSsj5jb7PRryfaE+AmT+vsKW6FVTWn0KzB760cyw92ep0jhpEaPjO9pcMme1Obnj38fDxTfNYGVx7W06uKSB1Ld731eUOa295EvERdRi/FGuRZ0vJzsFo/+jHzLeSyfGBEOdly6TEvJrVXwWUNW3YJZPHcVOGE1Xm4DNcNCEw9ZPDCf7tXyqz4pzdi3m9F32/GU9LD/khqgVGxfFqgJnXctcoGz97/9I/qlQRRAJiQAUrFR/M8lxcMUPrIrGTbNUn/L1zW8qyIBGn3qDWiLuxMRCrA51oOm29VzyQp8Ifecx8NYEbExmqFC8WruLoh7vxfU61K43ud1tJyi/Ufwz4aco4nuszCN/pyF32ADtJ3Ul9K/hrNoLnzjSl6JI/zOWBAW176Qh3cNQa/oAbFvNdGfp6xY98Z500jOt8qhfuCHBz7+44lxfSXUtUhziHtDvMQUsbwt5gNFB+j6hUuiTLWsq2sJ89lK7wUgzrkVAADdGDzkhiUw7ZjD7w9AYxaUclEWgrQoGNSbcAIsqr/MhQGV//PWIRIQF9v3dM5S9AA9AnhY0wYR6SakTOWc/OvjDSpEzOEVWvs+qijB96b1XiQ4vxEJQ4c5WUGLbvDgybJHput6dwxuE67+0QGatif/Q0ATgPZWo8n/6cGgL9InhGYL//0O3arjAunLI8BOpvCtM/4H3XPT18O3s6HgrybMsKv+Q/ftPw3A9FUA93/wpknlZ8h/MoB80rCKr8X6H0zW2+ovXHKfuPty5Xa8XFuaK6WOhpUhVNb7qG52g1O8yZVCNmj28m/RrPN/Ft4EP/ynHvBmcMDfkPGfG1CQTWn59rySvnTNPsVmJqCNC7b1vG0EE+ed8n37/H8AyJwBAdcwzAZoMpWWsxhnMqCMbdV/L2s7jDdGzkZeVlsii00toFGiq8ARh2MXN0D0Lo/Ntk8Q3DQ0Sk1taOJz5tLE5oqx4Tkdoh4/utGzeDJUJ6vAau0gECAV3y3s4J277PLldF/nfn8hmMxXmRBLZb0pj3u8hUjJiEGl110WWzpnkWHjcbbmEnQ4NtrpXWnfR5JIc9nEam93KG8SlVjMui3jFjQSuHS4eXuQhNW2IfNF0ky4KUgRNQHedrvv39OCAs3e4bL7tI7Rr5VvrUcly8Q4cZrVcT/X0IvdICvcZzE4UUeV6MxLmpSfKQDVVhhESUHzkwnuSwP8mrRjB9/oX5c8Lt5N88WWXk+voTTa0Drkn776aQEOP4mNIQCHt7o7Y8s8lzEo1+VeneZj1UAf+F/dCIzp7vwtOqcSJtrI1WdU4J2GFen1j64PvEMheGev79mZ1fcWaJ01BWgYShHM5JgVy9t+uN6ESRReXbCrNijjv4H/uJXZgKJRejAkZk8Nz/HJ0HQz1k9vFNJUD7if4uvyuYxH3t4OxDLCGF0/16kBBAy74Sb8aVdoBRNj41I1oAwzp6dv03lFtX7x2zO/EnFEUS7B+VwAPl2NYOWN4a3WdTyzQM/MywOk0EIJq0eC38qaJStDa3hHvz5MXaCziBIlZcdsk1oHKWzlzVQ/WE1rmbwPE25MF0xNtO1EfEk6mRZyz3cUOQH6+cw1QHNlecYvUGlelxaG6fK5pi+m+MMv+QWtv03FqwouVs7fHuN5R5D6Q+34gW/G7UwdDW/DFjBgxiCsS7z4JFmhS6WQ/K6adi3eApFkybkdQ0DNfnZ6SD5awIUS9z4d5fy1bsfC4QdhV/ChpyYm1gpOJ1vP8QHPTMU/85LJcn/jaLdWGimZyWUw3FIR8Tr9IaIfwbY8fHJWYq7wJdWZvxdtez754KPV95TtbnmNwk+eXqC6MlVt51niVrr7g0mjF8L6oNwKIcx8rmR2oco2uh9In3cFe3V6r6NGyaz5jNi8O00VaclTwTsH/bcsa3+98rm0RbCU6umIBTg9AJ0YC11OEy6cZ6YqUyhiwt+vQmJ985OFcFWxBQJ544c/3bvH02m+Fhfk/K33oTnROBUpeWgNbdTxZFokffjQxFBTDsj8O9NAh9Fz2dJBUK6vHxokm2tKIZv/3snbUVaXRo8msDkNs2uAmo/dG/t+3AUjI8kV2nP9TlYT5WIdTONGFe59oKXwOLMr4u/6+GMkcOKAIR+4sbX2iIjyJB2FxH5SzFOtikrA0abZckNXbZ20E0mU5hzX1Ul8H1myhDObP/8n5MlCvMxnfysFwdaMwLVlXmdaXPSppBwY4C2LMVpctiOi9ftlXOtSs7yK0agFKbDilaoIyyFhPKerUwcWRyhBnK+dib7ONjhM6yKw+mlincXp+YPUBsW98qh6uAHUju1+O/oHDPBy2EcqFb3E162DzbBuaHaPZ6AVKujkjIGc+0e5W8WFU2JFWv9CPtwj471AboGZ01HbRHgXqNm7iodmz1NCCBK3ZlstjYiJtbrDOQqfyIm7OXJ2T7Tw7+Mn2N9Tb4xW+z2xZ8k+D3xVA2rf0yASnhc/aqjPQBoVfucVQcerf3z0cJvPtqxCKCgLquBMHpk4eT3GZmQBBEkzGcnwk2ZpcaqKtqx0YURKt7J9Yvx9G/KKMHUFl+v2cQ5NdjBqhK475KWPwRCSFp0+4cnpfi9WdlS9W0qG9pB/fJyrrzM9/bxVoRNU4bcgNFOiwEu/kL/FAstEiiK6M42JpTGt73hkr5Y23N2/M+2O9XLwNDiRy3BPaR4y2rF8qrsc8AeqrvfpVftXiLIv8Xqy89Y61uS6Ht85x7TwtmjiEp53Rj35Mt6Ck8cy7FvlLWZ/dhsEbHqSo5yeoifpted0u2axqdcoBAWe1s2QEHZt5pGywTwxX7rYrZDZaub61VKP+5LtYGXI7wqMpiFZJ73lsE7k901CWBb57fr9m/0BvVHfz4qVfKGq0ZQ+O9UHY+4T8LPbvXZI0M0hrKr8AJw+ZOztc2eRNwMbnIV6r9/VscOAP2B1tGRYylovg5aw0VnoQ6dGK83oQe+9c9G798SJMzJ13MPENWDTRv17n+FxZvz+MgS2egUcFedgEFHZ30lB1/xviZZ9Xf4Ka23Vhn1fA7R1Q60oA8iFe28TLjbqlN/X+vsWn3ibILykL4vReHGw0amOd+m9Y+eQw75VUTaVF2FoUu66cBI25GnqPa7kJTuTmXWt5vV1CvOAX2XQIPotIQq5CVYL+igA3TAvQB9ZU+k7d211MEB7bO96xxa2yn1W8d3rg23msUNifvYJk1IL3cRGsvCrfdHUJigScq1VWHFbyFUJWsyYaYmMnuoPXiPOjXp6oM8znAV+bUsS4jfQFvD8cyPli7fH4/mQrmraFDWdibfU06H+SqgPPc9MMZ5ufPNDPlpu4upbPBbT+x1Unag/llG+HLUxOr3sHLTDrdbHtbp8ZAVYG7Lc8zeImn3TDXoEGzL0Tsf9c/OV+ejsBnw2wr7lYb2VcwSChp78/5DW8UwNXT5k2YDocelXvAO/LB9FPTrQy9CvHjqMbeFd3lK57+UYbSbd5toA2SF6jAutd3+2pQTfx/QJEoCFtlC8S0zKElw9nBA2OLxLLEpCbqu7Xp1PfLNQGB90cYNvK8VYhfwmaTv+T6ig+HqCq3TQXgCaLlvgxNRJ/FlobzSiGmtxv8XD0Kt9ZK9zom1Y/JUUvzA15LFMv6cSKgXBtNBQkO3R7rfZcx8pflBKmbqSpMcD8tJNgyjYuIDloN8bhgw2n5um3QpFmP8orvLfJOioLNgr/nHOW/Mwq9qUen88CP7vMWuUIUD4ocIYP11o5f/ukYQ4EMNEGAp3uszibNrwIALQnqmDf51t9tsTXZ9Gnp+63s5N242xO4bV72I3mzYiB3z8N9Be1znvwpSu/gsIZZez34qHnI9y83RygCjn5E10z7KUYE9kmXPtRGuKEt7l5o//vly3Gv4dvoWbW0M/OkGvDEDsXWJnGIBsohRq67xpRZ5RmmItHBKlX95zR3MhTtOq/R2/YJt2G69lFzGX6lCbD71zYb+Jnzr0bGfPhjQHXqCn6gRhi6cwWthLPMUAb8bX8JThYvFZb3eUOH+Zl20B4SJt0Si9+z/YtZassfiMMSSbj41qISJTZPi0ve2zIGnysFjfudWdGX9BniigHmCCeO9chcFyrXxFWDtweBaqMB/NI7CM3Omd5ngkNNMhsoVPH7p3vXHyeEXcPJ1vbEReFNTzfnnejErX8TRkY8V+YmlFzp+BO5dOjDZDrzGbCiLWXt3ZaDFStaQ6+vIRwumJ1tJrN3AQ5DVjjRngS4sC4j1+DJqhWbh/fo+bKOuHpL2fksfsEiXafK1VKS/nW9Jf1tndgGgC4qgfq2qCXpAl6vxZCqknUI6jZGsjGc173WcvWsJDT3OofKB4Z1iTEwb5MKnelaahSFV7/OnidtRg8rEMX5zNn2qQVD9zie2NVX4/TJBi88GPac6ZorDJlx+o7wpCAtaYW34YF5BWspEYLGfPXU6alK6BUzsnMlDtoR63DP4DlnDjUWieUGPbVcXXky7FcXDdhx6zkuA0JCqCLIUIGquQWpaUqRbc2jv3zvR1fVw/4IiJH/zZecImb4QrwyrL6YBW6NHEnsg13gNpc+8+E18ph+BlDRpN1bebsnb8nOQErQTufGiRfxrdeiLy8Rx77iBRhqJnoHmIL3UA73fLddyofjf5XBaMUBpODfZCJ9IVI7jaGb32YTv0M6WISwztkDzihpMYYdtvfinFUYySTOLsRYQea24qyMyIgwIkSqTD9W8FelP737b/7Z6ROyFT+e3NY2zl19YZ17SGqxJfeD+V/A7if6gxZDyq+ntAvRWivBzZOi6AM+d/X/qMpIOSEjM+EFgvwqklHNmzK0UyZez4QtCAut7np6MXoYq7BM+7xJccGziNyayy92LCrsiI2GMaNRDLaS0B1v7OKBp6bj6yRMBgyB2G5mrFFur9xVpDnLM2AeWswMG+wNgQJYj7A+nvlQ62IMme0QgGUo+zdo2aPuaCMF1lu+evAx3Y/DYfztnNz0/WcLT/mG4bTm2HvUg7JznNZHZ1CxVuoPI3OuyCuHWsF3S3qh3PXUTOFWQ2UZN7Lo+anmxkUs9bjmsjwKkxOCIXyiRa4T03tzKBiuDfnDPEaD8Pm4RRJVeEdhVIzwqmh4RNAuc1JwbZ/D69LIThOzVZtgMnhstIxCAoxt2aQvLpjrMhv38uTNTZHfxWDn9iZ7mjTe/UzvEi+AkXaNn5MIKZX9bp/O2eGip+t94koJYu6lVhjkBv1D5h7IuTxS+vVw/gJwbhrKLu83//Tt8bZfG8cbeCF8pBHGLtxX+lyHRB+bosmBJReLy6GdAPVBxef/yB8j6H3LsvnHV/NcECDvAR+28trATKfyMLJGGVs3mKFYMwHRCBT87YJfL7rHUH6aVPwGiPhDoMNNvNab15SJ1DLTtF3+oYKm8JTqnrVq66qyWhQtlPHKgjTw0TGA2j9DMogfi/b1wzF69iVvM3a7X31yeDgo2SKQZ+nQtnwqQ+XZQRIkXcxZtAWGMMhV2E3aaFcKvQ9hmqfQ+J3dLO7EnFoBvtmU94Sw/ZGcrH4+QzUe6MrNiHYYRerOEPfO4J1Zmf3aze897G2o1YHGoF/r6g43B5QYP357JnTeDPf/dWCDPjLQ3rGWJ5k3Q4aL9dYNTG0O4Otj6EQvPZGvgoznVJmilqO/BLbgabJ4O/zU/1VZnv/aVzkx6E37+zDZCdS5wxSL5XXqWuaw4A6w10z2KOq7AT4Vj1ryaoiF6HkLNYZ/26G9ml9qfw+WzvaHge/uL95ZD+IMG0b0sQT6JlDZhELN1b06aoX458Li54fB/MSEWlksFPuusnMcnc0fp5JCavDag0k6MKXNZQzBETdlKY8d3B5tFwpMTqxl3FG/hLh3V8fKSBDQ/IWEsl0UsL7XAz5p9e48+noLqyNwlgTOtRJO5nhr7cIimVA93mjWJzGlT0bJyU5Cqzz/WZc/om2Evb8qeuHoVmw+VopRvrrWhAMl2EEVTWafrewPB2hoMtO69ubGnW7FxmzJwCDJXTz2s4UYa5Fy/f+eo4/5KpqFI8zotrf/Evgu5asQA5uj0/upXSctkswPm039ov9j/X/Dk7H/xWh6G1LZvzya46iQaZyE/1CW/5c4iyInGtCpxRBQ+PnCZVXaW/HXF/ZuxRDcMv7ea4sfERwdGqHiAT/V+B0Z0XC5f5KNUe8jIGS+o6g219ww+5s9Kp9oLJyNine70iB4vRkfNVv7iISTUetfnw3GReld9U2kXUrZGfe4PZOEaMzeAMxnH/rBPGn8eWSbLBL+F5TgJhRR9tXfxc+GThITREJh1EfDRUACam0c9HVW5NUNOFIgllUenc7Id1omu7xZT0JkTXd2GR3ZYvkGQ2hwBUn5b5y6Np+3L9iOi4YLaG12jUGMEC6qEz7T4JaCjjsgUcgOiM5VT+ivZvOCB2guRhbe1n4M6P8JIcYApKR/PdTsWOf3mMw+UVt1gvG3rnnvjX80l+RvzafcMyb4rV4NenRw8llT8NF1Pnq7/KnWPfKxBzTBdYszRO5d+MyzK702Tfp9ybXvMV3+TWio+ly5163jaQ2nu17dyySAZdJ2u2frLPLVI0D06SPXBNwRPnc1VJ4jE4U2N8jCn0Fxhl1tbn5yR8CrO352dORu3ceGFiQsyBlC6cRfWG8R+4Pm5+sbI+e7JUznj/ekJBNui5fG054U0usd0u4jaG+pDUSszRboRcEy4CHxEQZqWV4BZidEe3S1r70bTAHdeFBSfQgUb+V1B42NKIrxbMJgnubvmhRrX+gfi6jMpZRXTqruO8F3lmOqvqe09jIJG6brtovy8BG3rdB2NKV8hCRU1LPu8X3YHwO/frNXnx9rx01NPeowtEtlSrKiIaXi9yUasPr+a5owkrc04zKLrbef2+GetuX0mW/AuqYvaRA2wcs6DDCXy1Jcy5mQKhS4CnGgNbzpyqnI9qMtuFOhmjWOcTiqGib/C3doqQTDky0cC/Qoo6hB1qrGNVidqVcan/Po9O+wNb+4WMc6qVp5TC3K2jNLx2kBfVfM4HZdrjaYXvwGLbq6ZB0qQdDTuXOCo0Oyvv1mMcow2NH6ka+jEFBkRvPlxXqlD/FIDvYHBtrMR9GTvYY+W3kpDbjBkDW+88SNLB3jR2EALfSfc7GQvSpa9ITyTjPcEvAbY5DK8Pxr/Ba/clh4kYRtpsBJjlNLxWzTGamXiDuu6/bHYfigQYjplfMuPeqpBZUOfPliaW9A7m1FqOfHaQbSPvcRupiUFYtJylpr4MmDz8RLJzz61y6D6LBiPkULzl+U7daNZ8rkuEP99XP+192qJ3+HXOKG//buT4463OdNNM8SshzUiXWrd9aoeSbyuWzLvn2usFqqFrQEQku9vRm9N+hIDPk53HEp2/xB4bRXzd0LmWxM2fDzvIw6Vuh1EIpgSjzg1yIw+EdgCtT89izhk9fX+T5A5i6AmBg37hOSHRqnVNuZ+nKHHjjwTTgf2emYEuqXgvyUPqKkg5qPsS95vqZUnaX3JRSj9QkDRL+E//BhdW1smCqOtq1UlW85M3zcDpfHilwwcXBZo+71yuO3oo58FMfD4NK5nfvFjT8W2k3iOjnJlPPNz8p/QIcZ0nTVwXQZ4beLvEaBuJzytd7xUfb9ITo3B4pdlYUXk0ZZzkBLY9Pem6H9WQaqTLRfMg9/wn9zGfB7YHvKN0nbDnhz3rAlXdsN1oDGzBQbw/96d1u4+Iz7ZJ0xo+UHDS5/otY5ORBjFzQLBqX0/D5m9n26QQD4ba8YoOPJLPJ9REN9OskANMIqt1OSdCrq3GNCk2w17ynsupDuSXIGP85LSSDhkAB+wXqGIPmFdCKHH21XcZfefnqMlzJUU5BROqHFJuEHWJFjwZl/azRxnSI1WPRPFJHI6RNg3bqD8OzVM2UqX4aMmYLAlS7O47xFU/3icJoyKss+19xvvyx1YHvIeM+etvEvbB6mnN27eow4QutO80vOhvsVPXnBWpV3Y8nNT9eMJLiMoHIzuE2iD5H50A1w4uQtGTY9ytzD0f/ZpjnyGJyItXWzch+PwYzuZ5VwPvJ8haDM7LwB21ofi97ZeBq1S+oOM8+s1keg+jrtnNhOp84LPQRohQQTxd3y/f99JmX2WOl5LfmBRL1LxrS1N8qGDt3NGXP7MfO3GeonUuQF3P7JsrVyq3HKzHwaIMz2XCoLuSXBm2evDEebo7L1X6vdG5vGl30w3aKtZEXMHCp8A70pPOUiP9/oiZm9RY3BUAGcR0XRJF3BtorBUp5Pot9jLs/eBTy08DN9yc43/aGfEbfE36yl+W/Df+MN6MjDawl9h+JwLjf0S9DHnI3qWkqgnprpzbzkMWCT2ydO5BP+e4pmHORhzJTsBTQEhkqMNe4pHM0QEzDnaEoTzlVpJhX/9iNFNWQgY81DI+T8oerAiBV5fFyuIzJ+Tg6y6GBw/2Z8EjW0+8SxLGONTt+G+LF19ycag38imiRy9le9Ru4qMYTa+cNmB8CPxH5SPeuO3iEEEndE6a5qwErMtgMmazMotEUqPTEIxrwzonRWYnWUDLfMEl8csnyfg8oo8SX6bYSauljOjisJBoVFqNMrPs5cvdCTpllynr5hy3pyWcbEbWNOBBC469L4EymzVNR59PLFra7zFIr9Hs3JmdiraSPVhRO24Y5QPSWE1fvq9epQ+fG1tPvp/+17BOTMqKv5g2LzQpTUlBaRWmGcWEfzQ40lyPD/UOfGnK1BjvgkOJ9Q5q/vb2BZVH+/kTg2gawLU2HPO5v9qTMN6b9l7670Xy4CjzU+AEW+HUadM2rk8Ll50AMSBI/sWgPUnkJSn01grZ1Kb27I5cskfKd/rD7QGGPCby9mfyAt8LYrfqywhFJhfJvcXfbl7XauNvFaB5F5iBEFtx/Ea9Mb03ok/JFl8g/j4a00npmf2COgLrkAFqD9VpzZZhLN7ylMYK8gYlz/m8ctenomqfXMWXdsB36TI5or1uH5TK4D7cn1VyjDLC++3ixG7m6WWATOYO/KwS6Br8UyrH+qtlP1xjjxBoI071918OAgq16Sn5VTSBu9kn54SNSDXjh4JSm4OoCA8tzBNMdol0gS68Iwg26epxYVD1OVc1V6TowlwfAsinKTabJ0lbe5/QUdbpGxj14omSxxEqpJ5u4gvpPP9cbj0df4TEpkkQpUNQULs6ssMrTh4uqnRNK+NVaf37cUfEWKfOAt5vxCyO2DyPtpeqJZjrU6BYIu6xOJ4BbEKb3ycpK/juyUhlINBIdS0x7uXGnVC9G5XmIclnxnDjWHTiKO6u5dwyuOtTcncz6oMfI4bQDaZylYShzx951ufigWRSs8VEbc8u5GOzQEyVKcRmu59Xm1AsDPGZp6jJ+4EXn1eVKVzKHzX6XQbbZpAUQ8L4IuykQOZUzGVtBEEOxwHbfIAhpAQ9MFLLVZaiOuRLqbs+Jse2paoyXyIpC0/h4TeVwTbZpxjs371jcl50L4mOjCy5/U26LLZpDxTBXOd1hzImUClJQBuFi1w7RKYf/l8gyves7g95qj9DlBFcWI4UmdBsETcd/QkpXEL8KDLUkYVWWP9t58I+3/N+YXAuhJb6WBA9Pq1bi3cMZoD/ZKbsBotYlDyRYq4AtsannWpJkQ0Z9cyIfBtPa7N7yAveXwwlsSjTCUKRrGx2BexaVX69u/4cnKVH7eBtaQrAdKPxnqwlQZDQXrTY9IkRiXu4CkFe8EbPOf/9MHGRh+9NyK+138ptQAquSWsgR9ge1l0j4/p9iE2OkQ7npBpd8sDfzzE2rf/mWLYr8DpULZGHeLmlZStxEkp8XOYoGT98T/Y48jbmlFQXt9OlJ/2HjdfUIPPSTtEUKiVsVz0bm/gIQokfNelVPAk2pj9Syft5LNvv3aHVAfOQNdIVVZ7/+3zYaxFRToexMNf6nfxg+rxgEGuhLLBWo4k6FuXXo5dZOTCuwx/ORyJGKgCzgf6eATIQyKUKaLr5+vJJYKOMAy4gncEeeNPt6/M+xv0WDA01nD3NYC0QnIj321eX0jCYXOjJEPVtuHYTeWa7yo4HCSdqIxOysfTzhek+tyzlqbYp4XFfqFk39wXEChT93O1CSFLVrhIRpuB/nAy1/OgSEu/XEYuwJ44SDu5nWNAuXYxxkAryaSY3TwzvpmvTBsr2br7qDUgBGuOOvw1FEU8g/GBjlYp/qMDqolbxW1redqH+F/ZbRYndfGs34AfyRzcal5eaxZ2uVvbPNleyuevH+Rwvcfxl3lr8eH6Xd/GZbDsIJyiPngxi6d+2OWw+9Nr/G4yLQOgYArwF8d7SPlQHhHw0ldlaihGMhEQmsJjrnUgSCIEfkY2kewEQD0y305HHY1k17dw+56FU7pNx1CXAgNDpbtkshVh6YrP69qUM57Ok73RV/HEFG1QHnsxkw11g6FKZtnB5UpSZM48BUztKTOS6uk4+hG/WTkMjmGICNP4vAFOgg/usYkd8T9TS8p+2lDBvwC21OhFwTUX7o3DkLAaD+BJ69fHzvOBAueBRZx1y/CHLYU7zp4knoZ0eTIG71TEUXmE0HkcA8nBUt53xqyviPXKr7hKnkZSaYMn9G/rBBLPlkUEkSsbbtFanP85W0ym3CuLtoV6nw3/BouHU8MFKNrrfmdd1P0jNzN9TXoGlMBlf4IrTb5Z9omohgNxZUp4g3YYyBQzNeUVkdkCq1iQPUlPMqxHdaDiZm5OTZ/YWo7ArZ7wZ51MY3Yr2TJAj+EzpWav/mA8EQG+sp/e/UVCnp43QKdpwwdoml8tCajkbh0k6xI0WARHnM59PF8YlDnTManyYzzqx57Y+1E2zfGy5sEV20uGBCoVu+HQFhCG4NJikg85OjcX6knmVkDpwSDhgmC7xOL7D/Bc4J2RGemA1WDGR/+dz/2eJrhKM+zXB+UdTEYvVgWHj3UBYdAIjl53YMfEoEHsj/8QgF9KPAL3bphjmCb5ibW398AAUxBtaws2a3i+Ex/Plcag6DhZqmLCtD39fy3rafYSL5ZXGO6qn5iUxLMYzhSHV63lPWw+c3/YkEJ+oZJwHGUS8czebLkv+FmFieP/N5rb/626LfIUCSPDDnnVYCJCZZ0x6FseJjfhL2xI9TQmsZlzewYG1nzW+bxpd3/t4WusDDgvw37TrQe0o8DaKysBttJA12cD+z+jFsWZRbWv05njst2H+MGnFGW9XbdsuU5FQSaPF2ZwZLDT3F/1vsIylACf05uwfaZ+xWylD9UX3wvheOIaXMPlffL4EzKSi9p4fC6kgiS+853i3U/Pm5cWVt1Dfj5zfwmuWYzvGZ8dvfNUnXrRXor1ANLjSpwG9pT7mDXbbb5ROwV2bC/7dXnwxJ/8n6l2F7hLyXSAL+jfNov0LP+OXSANcY72N4IAETX1auG6/595TffRbVpVmBgzfxsCezk4Eqj9NPuOI9QE1J4FBsbLVkv7VZPIji4RsrM+jrA+X5WEoZ2FbpNqcJhuPwsadn/hbD33kqG6tQ/6+ReQb37qq3khu2l8hKe986HB1y+VxcXjFBFn79AUvFVQ5zgIPhNTeUF0PH7lGJpP6ebOc35ccDsZqG3cn+zleoZvMX2PxvLmnz//6lSo/2CMAW185ptOIIvVPlGHKwhmiUYvWBt5dn5jYdcPnxIxySdfzMARyO67W8K8NVTYO5yBJiuZV1m0Fzh239cyzqYm25qK0xlQgge0aLQQsObI1WMD3oZCfYfTeW2YGrTaOtrGMRuytI0dib+WqiW2yH3zdhBrOEG5paewaBFyqZdb+FZNOcP1ESQkmxSUXJ9C8Ki6VFhiXp5gQ7WnzoDghRm75c/RJNBrgZfgt+GV6WKilHMZNbh/8nDTPCe3EGlE0Whjs2Nm3hZGIq6hI3La13kubb3nhlFWwn+CCvKVbQrYWUvj6EH0XSTs50Tzsxu9pxo0OcJcbPg9mJ2lvGybkyDi51NW75YKKwZ4yY+GR8LxOvNFoO0GlwFDn7EkLJ+GMO5sPkL8u0YwyPSM2uwhe9JYX9OeLEd2c1dzuMk7fdLtKsWx/XvwdHIn5hj0SZMoeFhBJHOingXpEB0v1IFtSp/yTEt8pk5afjE/VYG8fos6B7RVjjXhHteDdes6yU3YedG/A3P/s6n7eoF/eBui+QT2qs0fhCHhGb8fxvviK0HFjo3Utc2KN0CdZaEZ3kt3XYy7pFBm05UraTvoPSATtxPfw7dlxWHA+/6IaEYSCkiLcq4UkJHQ60YfTccPidoB2LwlJ5jPfkp0BaHg8UlpbVTa7Dz6V89as0yyjCqSTvBrF2gu8yddhFWCTARpPGdxs5Y4i8V8wqeBakHa6NqyfGevzr261bqnOpiKm/OCxybA0N/uiRWqOx8qUiJYzWNGiULY9n+U0e78cQYyFynek+6j03NpJHkuWV7oZ2b9h9TQwt37wnWP25cMNWI69AnEoqgH9FacI9rO+MZ3gX4QwMKzmHlOJPskG9beHKx9+6rWQGDXYWr6848Ae8T6Doh2McVXe4VTPmxuo82R9w4obzW5C3E9/nU+2pwwKwHHiYAqDQCR5yYVkpiI3nwAo53J8rPc2X7YoNrQzyYI32reS5rFvigDAh0O6E5CQr4RFEmlj3M24VqgbulDAFrnv8M1UI4Fn19+OpZ2u71PNS9PAkFeXemWkfcI0Ak3tndTE69OOiP8S66vEjdihxnZkidDN+fztWeETBVFe0HINAb97RYh93Zd/Ew1Pi6LfagPa/hmRQPKhDmNoOxnMdKOtZGC8j3bgVZE8hszXw1IE06XT2S2kcndueY2C3rrV3Q4a03FjF0g9Pn+aeYAvgdvfl5WXL/3MY5Rx0fALNTVsL2bdRQq89YI4lba19eTYt+OpclsyPYPO6jl4tjv89bf3H16afzoZOxEZ/9k1ZkbvbsxpXtAg3JdyvyEhnalYNS+x/a9VHK2kx7kWIppzk/rOsYq0f3pLNcoLfv90ZBzOPZWPPSbXV+aO4IFXK9HKMNqw/85BGoyN+TS/0myAZl6td6lJ7uawo2YkcPJf9ZQx7HQtwB8G4iaJkoOOvUKULdD3L/u9FwW3mC0kjWlzGKvjNjJ+bLXAbffWzhk9EU1EFPNQSPcY2+9ieZcfD/07ixstybXlASYxVKYTNv3uuxW5dcv8tNVW29Gs/3kJLreI120FoVZQqW0YpApczgmFhGGAHtb+5IUu/x0aGUTtKB51a8TxQNvFnOMVQpMsC3toondjdBpy6aQ7cmSbeL+nxey4U96Wk+rxWL+DPxhJIjSlm/vh56ez8Ktprz+C3zPCXy2dJ9DXhDw5k79R95nuqIUAxjIixONpBV2nDqLvkfyptYnYwZ210I3YkWS67lNyiqU+LdsUgJC2nNn9SHdGVseAJhYwt758LPy7E/z5lfIAuYZjA/U8Y4DDH0/QjeVRjXkrvYAob/p818+LPVyxNg7B4/Tfrnm5rFGeBuodScfxY/NDBvi2aqXgV1DR3H0HZmyRgD66/7b9DLa1K29hXpAQ9PtzrW7n9nzsDX8EqSAXNiVvbS+++gfRr/6tJ5bv5l+3K4bpQoIkOWvi0IR62+IXH7lEjDkqV79dSdZuupmGBIHPdwKogiHNDw/CyqN46+tj1TMJKl0KkvvfnOm9hpMlRFJ6OlkRtuuIZsWAg8ei1Ga9+4HEnY6q6x/PFNsft1juUUTYGyFvfgfhUsf/NHxgh1MCrwhEoshKnqeD/wspQNa//KprneFL4ISS8Zrws+jHgvQSjiNPXsdP4QZeDZbtmb4Y9ZGLjuoY13xNeCIL++9eiJZQLdbz4VD+O9Sz5Q00YT99NVxccgHzbKm8m4KBG7T+PN/14Lt2VjzPPsaL11PZd9ORDyy6W+1hXRuwhHy4BX6MzjJRNce4psvyug2s07or32dZge+ipd9vOIf6qZjcQAtCX8yvMDIGjtF9XMos0A7m0Mm+fFh3t+iwPIwr6V1aApboK+zP8T23IuSIUXO0NerR8Xzn0Z845RZ9A4Mt8/2utZsE3m8o5O/CehJm23y2IRIPl8tz66OP4tJ7qY1xSm4M6zQ7iMvctT5HIK8e1886Bjqlv0RAxp5IvDBMKshDveeQYSuWn1f2eTXwquaZ5p2NyKtcB3d15MNH9iqGIyHXHzC8urH+bUPmcehPOj/Wr2IQCfYGkRT84QO9P6J+3IfMlTpcxSD09hOhF9jRRylPs1WA8WK0sc8ycQLO8zb56qIealS1F3nSWS+DvsvvQ0G+lBz6Lq9y9CFMmTdFfhAnTmNV38mNcWLwim3oQ5gHAl/0ORP/U72TOh+j71p3dFoQ6pJseftcSEb7a1opDHlV4v7jHnIjk7hzu5KMonYxyhd5lTS9TQA58Lm8IRXiR98dszg8kT/2+vs9QCcVsbdl3Yhi5XSNiE+o/5S5WAg6s8dCv8CNXOJf6TQpC/UPPLGcMH/U9N4LOu6EShVOzJFDvnXVX7YDnWFWO7kG/JjnDw2Xmcgl98LZON/UqUwTBw/CPNF6cWga+qijD3hYrTBeFtLu9CAMrv5vfQHIKyrG3BJ0pt+mctqTGNVXuLscRi7ZbPtMo77T7WAF+K7bBpILBlHv37L2HHLjYm2ayAJmg97NBZ0b5gEf8hcnf0Ddiu/gJBkm+bBz1ZWSOaAP+zq6ITfOf5p9eDaTPvpl+5lZGD9uj/PmRT5ESs1SAt916JvkXmUx0IN8L95Eneaa+XpYkw54S2wGZiH3VpUYIzcaAo4mCxH6XoTbU3bkntGNyK+oH9l7glMKdPtzCrz4HIVJzL0w9CFSKdoMmO+nt/siV+N9RrmkRbLIDVZxv2SYJ9eOb6cvdgNPWuc9rUT9rUh0P4yL1XzxNfueAB+eTDX0QR9iPuDOgLiWLJhbWP0QyiuIOnAiN8JZT2SD7yprb0ovRS45CXVeR138wi1x4PesbW6StkOgq059YYrcaEw3XY15ppTGQeki0ONCor+h7jyFMoZxKjUNyJyL+fw5g/QRjGs4ioIxbgvWDTsbDT6UyiIhqphH/ZDC/gjaq31JyNASfVd0dcU75EmqsNwUqE9h5ZXSVWOaFD0pLEYLfcWXrI3r4H35jv49RuDfaOe34keRM6YDw3fhyHHulmco6sFpP5vRt1y7at4A+95qr7zHhT6o52CPnyLyIfPTGcxPOArMtUlBXj2LLA5Dv/Gav3PUlNCpUY/dLmM+zXuU/RFyw7Rtda8ZIeLpa16F4XNcjpyTZyMf8mXmcEKcmHlxvtNsjB+Ft3nvQN2ux1PfkjBTaz98Wo4ce7iboxr1PDMjb1iPgx4ZvCHox5wfrJuLPuTY2cBD1oR6c00tHp+voIvrPnmhD9meYhplQ8gYn3zOEeRPoPqqEuTG+VcVubaEqcLvRi0AnXaJquNFX/FYbdFDO0JSnrVudUD91rCmC/qKjtG+ZnvCpDpt77Mgl3JNTW6YYVxlP2kKxIlN/F8K8Nd9tKHZIg7gAOP8sxZeBiEXZWd1GyGv3sxebA16Q9mDhhPAq4SmT1F5yKVnB95lIU9cFz2VAi5lKSdOjUL96LWhEfQnGT/e3XQiElO/b9oUivcZTVR8DYEPlPQrc13wV+sSF1QPIccWq8xKRc5M9RGoBF7xLlPqvIH+asH3Je3IE6/4rxYuxMhBz5/LEvNd9YeTNYAPEj/doz+B7zo4/XbsUuTVBjOfQ5Z4vdBQ9IM4sarCIFIb896vVcIaUc8IZx0F35V7LDexBPVH1zuWWuF+iZgb6wZ+z9PDLgT1Ibk34ai7nssWBV55TRM7zYW8ul0c8RJ5cuwt5zl3wvA8FhYxHg/2LOVcAPPHmGP8SRniRFOTM/LPkGNafpd2gk5rJHbd8SDxHJlfyEXkFRmKe2iNP3mVOa/vSeiVe0OLbmJeK48trBf0hh+dm454kngT7c4TBPPg2c4rE5EPhZ8HA+WYjB3XFkRrSwIHnt4Jqke95HriXVmmxNPu6yufzQU9oGGnKXIjLF1dZB6TGA73qSWhX+LxL6aQD+ppn4NmMGnazSN7CHmVTrFcQJ3Om61QoUllGzQPrZkNuqFRgi5yY9Dk4uMZhN606dU5gnHoIi3uD6hfU944fy6hewUl/YTxPqMD32AIcoPateExrAMz9dvBTZjvmvSNSwz54BUxDZ9f2VZ9n+ciPl8qvnzhbdS1/a/tg/Eq8HLOfVWHebCoK07oNxbKSPWvgP3LX7bnUz3oQ0Ltk5AbZ93q9TUIlRRqWXIFn6NYf1szG7mhYKfmj/n5PTYPTYdBX/ps/3z0Fd+vMLLAdwWmvjqh8v0ORXf+OBmAPDE/knAeeK/uOvvL6TbgQ6ZoIXKElsoyrgV+542N3p4+Alzi01MURG6Y2WjOgnHanBL1ymEA9Bcr9niivvqNigX6rE0d3T+AY7SzbUoR6kfXPD4K/ag3+6rahFzaddCVG/3DD8dEL/gesY+P1h/4CeWPrhd1wjyqr/iPCPic7NP2k+7Iw5rOBxcxH/K6cnYExIn8Mf0lbzBOZNBaY6jPeJqJcQnjlvMyZ9SjNnGvR26Iz7mUZ0aYidlrzQk+p/rIticF9TOJ1Q9gX+6eP8BigBzrf8E1gDyx0CmaDPtjZCD4Ey/6scOzZq9HbhxwsZS2IrSV5coN7OivtN5yjMcvV5ku+rBONzUmJS1Gvu15F9GEPInQYlG3IXSeU729M/Ln8w7DFegrVM4nOtkS6qKxWkMZ5rve5r2JRm50BW8OBV5N0Z1/VQ75ZhoV/x50Ivbw8UnwXWWaI7001vM1208RORBfZnTLgRDVHDEDY+QVr5fmfvQhfMEz6x2JBJPVMnj++A9Ry3prUQ/hebAdeHXUUzjVAeO+XY8C5qGvCPc6P8YgjBuJ3DXdGCcmXPm0HfmQFHw8AeLHLhW2XnvM2zPeh5Wg7p/8nAv8VYTn9x2imNcqOVkzHTiQ8XFJToIzueSiw5+ej/6qUafdDnUvC1EJF3LJaNB3gSfyylK9Nw+5EXJFPA941Tq6yWoO5q+Ovrkxhn4mi79nhSuRkGIJrRJBv8ST3mxsjc+VBZMK0GXECkczULe7vO+sNdbzmbJ2IxK99KqHFsir+xGsA6BLONrM/uJG6Ku+3XKYh6dLJNfqQdzO7Pv+JNCdXOpbF+H1bPw+Y2ZQMugZX15bj7kTuiYrrDAXeXXfiP8r6DTzdHcU+K5Ho9U2Rei7Mu3Y1WD+mLSJrYAnUaTbcqddQ15tTVroArrE4IkkO+DVo2HRTXORV9OUa2jkg7N50ZPFTHpNU66CHPJKQfJZHepskc6rFzHJ20GhliLUX45VGSI3rsS0HpVi0hYauS9Wol/aznl5APUTXw0GBZl0f9igz1fkVfCFvenIDRK1UrDnDm17KU7BEssvEfushdxgFLN8ngr8CV/iVo4cC+bbUo96g0n8wtmEyRo5rNuE+TGlQy07kSfeuzRd4Tq3vH8tmQUco7Nsp3AgH2IWR++EONGVc9vKUDbQpw2zWqN+8rIt3q+lPtkmUuiX9mrtzEZdu6AlGfq/bd/BNSGfgTMBzz+OoL5uaw8rxIm317x8EYO8Gln00gj9huXQ6QqIE+/Pz/IM+QHlU7xHM5EbdUuLpwKvTu5pZwjhfYETlprtWF7ijRI7Pged1ljBlQfcWLOudgVywHDLaRHg1XwbN8sR5M8pt29x6DdODKl6wnXg1neRhhbwP9TTHUMNWP7U3RunYB4Uu4U1vMGP0QpiV5dg/HKq59mHDYROvLB1rhALfN7CyTEc/UlmyiOIE6naSNnmB8gl/YVVL7G8zEfTBcaEPnc06KUP5rsyJcqkMR7xZu9cDry6YFU78xxySSW4ezvy5FOSkDn4K5XwS9rn8LkIn7TYCiz/PPKVtxnEfbX5PB2Yn791x1UEuXHUyumAOWH6PrWllgHH6Mcjg1uQD0JZ8vcsCNOoIjPmDnCMVmRMrUCeTF3j/cmSkDdx1rc+oR9TjFWahX7j26qtU6whztWY8Xwt3q9cHyNqjzxhJF1qsSYNexMvTnJBzvirxF9B/WyI5gxY15lr6lbYSWJcubGNDTkwyWvqYuAVT7j780HkWKX8TUvQCY+B9UbwVxdupd/8iOU9vnWdx/J571Z5OpCGsqTmW8eRb4NuRSOo1wtPigZesTn17AvH7y3rit4AHGgYKL9lDFzazxszTxU5pl3fmYI80Zjz8yVwTC9rf6oacuzHqF8XcmPZNmtvJ0LseY7Ly6BPu/tjvSz6h+IbmtXAsciwtf7NwCv6vOWOYPQh8Z6OVsCxDsUNOveQV8a7llUgTwpmFnx0JkZqzxaxZ2I8aCVwXxQ4wJBaMxjgQuipRz7yyiGvCsy1vG0wTim1G4P4MXDKzcf96Lv4d1mWoH4ttCLWldQIX5qzfT9yyUKMZSaMY4ahT88cN9Kw7Tj38FLUCy5yITeIj/uRbDfSFZqVNRfz83SY/IlrWP5wHd8K8FfKWrZrzqGe75M/2Q76dUb8zn13wus6x1DsNObbl72MsACduGpNNvEgDRFp2R7j/iqnaFOWHfrfC/bvgWNDUpeVjiKvctLlnoLObMx8KgO+y1xw25UqjAdZ9Bw3IR/etvSkKjEbJE92iLdgPLhbUP4B6kZFlqsUmBJ2+0Tv7ZECXbXJwAi5wdj56I4Mk/LcKSjtJgF6NUO0EXXFhfaVs5lMXuUz07chr8IUYrWRAzWsH8SnMEndwthHVsAr+urlG8fG9QHXth+aTFX6ot6QOOjXtmt9Qp3N5dx7QUJHxS6zOYG+S8NHayny4dGrIlUpwpw08vboNeTY46stIagrppcZg5+OOcKd5cYJ9ViPDVWPl094FahM6Pza49MqJ0H50pOyc5APCUOKj2C8wmUN+9W+AWcu7MzxRz2Ss0UH4sSL6rI3dfqBS85GnGWon4xOeghx4mWVFO2aAdB1Zg0Joa+Y3LtdTguujxdtPw9g/dXHy5yRD2bJlzGfF3P/RfPYF6ifV1UhF8t7DZmpQpx4VFbzpAzEifQ9U8VJ6Cu6zyaGgp91mD5TYyrySrbd0xR9Rf1cz0LwXc1rwt+lYvnbFaLnUOdRCx+E60O1wjlv2UlwLmuUNoj1bHjuvAzmwbm6IioC49AY//J1yJPRdT7XYFwXC0ktlML7ibOULyQjN6S23KiEceK4mn01BJ9/mHQ9/yuWn64+/BH6fTL9wQc34BU9vM9TA32FzPOkycAr072RsZL4XESqsNMh5EZq8YU55oR+pDvk64a/G/JjrG3D8hJF2cAbum/xkEwLcuwNrznGL4RK+bHHEva1s07xcjFsv/jGI8gHlVPBp2B/r/IazTomgvmxpvc1mHf9rn0R44mD7uJSbMiNwv16MhinTDksm2lDGLpnUy71zYNzp4d5wcgH6UlKdyFOPPVcs/IE8uriwb4qLL+Vqn4PHJs84M3vgPrPYBZx5MDC69EsDoTWmU4kmlGvSVwciNxITVgrCXHi4M+tNg2odw09vYecOR5iKg5x4rP0YidBjCvZ3gVxIwc+7n2fwSASe2O1lJORV6eV97mhD0k/0b8c4kGVjENDA8i3s4fq0IdQ82wqjgCvdixKuxeLzzsuVAxHH8I47v0C/7TQ+syWZazIpaThpehDqBuJkhecSQaHpJ936/hzpGMtMbboQ/PyVF2I/7djdkV2yKt10Qs+gM6wEQ8oB145vpHU7UNeMRfbKCEHvBYJW0A8mDVDecQK/dWhE1/CQGdsninW7Eq62timLRZHvWvS3BfIk7U5gluAY4qWOdseIseOeqjOtwddcPoLyp0oevV8DQhCXtnvvbbdHtfP1MgYd0LureINP4W8ijaWqrTH53U8G0Q8gMP56/1jkFcKCS9EHWC+rvLlZHkQquz8cntf5JVa8gdt0BsW25/q8iCKbLLh7bHIq7IiyTPIh+e7JQ2XMJmbnzPmU+ijVBa2PUGdT8KxS5HJbD5k80YIecUvJjIPOcBc9WlYlslYoFyTpD9e3jXMCvWuNZME4Ty7Q8DODHhFn0pXzUXd9bFjHR+T9BrbPlKcAzpbR/TYeD1vilkb7jD53z3PUgXu0ZRQ20bkQ40dceAmpLnW5+Qn8F30h5/X01DXG3NcKUHoZw383YnCoGuwuLajXsYYvSNL6MuSkzeV4X1GpQjpFciHxU5cOxUJXaJU1L+XA8r3fhoJQz2Fx+wojK9yv77YtS7gj7LmT/Qh1KVj+XwQJ869l1J9FX8HpDeyYRFyIOOtaRL4rmz13Ck86K+2zL4eijo1g50f4kQppfInHCxQf96Cd9Woc02LVQLfdSmav2U7+rpvhjrCeD83LFFuGfgu4Xjn83MwP7/rVJkX8oErbcALfFfUtaVSzB7gUlXo4WIs39pSmAW+69X5rvOvMe/EJ32KB33IHquNzeC7RINtv3Ggj7rKEHFGPUStah5cZ9LTXNxEsLzO1vxreL/mxd6IxTCfD6Kubtk0BuWfRwexYPzilz2iDvPwkG9vvd1UzC/Y3zZDbvScFrIxIXTY7JoZMlxQbracUhbq6ToPtsM4NTWkfn6CHDO23zKI/FH2NjsMHIteErX7HXCMPuFnaW6FPoJlfq05IV9i4nhzBdH/O8ifx/hl99CC79CudxdEmkyRS6VXhUZRd+V0FLYizOlKZ3J9kG+6fYPqyI0g/qt9VoQo7C1YtgB9ke+qXYcx77E0cz/4C3qKSn51IvJqzUrlJtT5h0RW2JKGxkTuUX4sL3ircBny4UFeqinwKtdG/foYlKdvbNGKQz3w8rpwe0JYBNpPx2J5wxXbP6CezZGTDhxjeXEsPAt9V8JXN2WMX9qKqTuOhHGp/3HWBYwfO3yMdiAfrlgybBiEOXfnZYFF+Hzp7DT2WvQngQLlfeDHYg7ajMlhXivq8ayZ6ENOp07BP522wqHyTAHm27+lSDKQJ1FxKl+dCNOm8cdOF+SSekzIZSyvEia9HXgl3dniJoJcOn6lgxU4IDEzqX8ycEnWdb1KEnLJWjnaAvQG+jbfURdC+U+ysp+B/HFulroAOuMTt5yUK+H96Sp5ZR7qZzduHUGdcXPvNVfinzO3toUP9YKA+I3IjfIlJVpuhNkcdHX7ivG4cnNMGugSlTJG1cCxqBpdD4K8MjDrbEe9ZOYrC+DYx0ih2+nIq4HYFk1HqEcq8E2TO5Fw75l23hPjwatTYg6DnqH/bV0g+Ct5MnO6NvJqgahBEepvSVqhB+HNCOq4vxd5dfZYHx/u92fFAaNLmXSJ9Rn2COTPHLG56qgbdP94qsyU4F2gGRwuiXw4bX98nA99UrmLmA0nJjen7pKG8vpNv/mQqMOtvTJMMnoioq8Q476Ze1RFkANN1d37xJh080L9pTT6sZo3QptQVxSO5IP4TUBc2GQD8uqtrAU+Vwbcm1k1psmwiz93aAmW74jU5UQOlMmXUrC+V8hP2dUpAuVd0vodUNdym+8nTehFSZskc8B30euXbb+AuvCM47vAZ68Jfatuhb8PSmpZ0YP6zZ7SWzCvKf3Zn3jxedTFnx10kRvyk4Pxd8M2H3dMfY35fM7zAimoc1/mug2+S+e8rVX7GN439PBsR11c9eQcQuguw/sWX6A83fykaRVy40CAgL4WobaWeD9hRz92xc35IHLDjDHZHH/f5rT7eyg+P1awGCYW/dWLwV3gu2R7Z903/g6cWb3dXQ55krpXtBh8102VUZaV+PvHJ8Odoeg3WoxzRsF3CcZNtohAvpWc3/YM9T2ZRBXib4Mo9o3noB7q/ueT4z5kZg5/CPiu/iV9yrrtoB9pUwxEnhwsMSgDjpkfCmpYzobrpHbyA/QnqrNEvwDHfC4+4UmA+JEOjRAURA68TP04ZEKY1nLRaQ/H8/MB0R6or9PbyQ/jasfVPZiPHFu+na0MOXNov4wZjNOhx1tc3qIfi7QrEgQOkDYHoUALQi6aVWnUCkG5tqviGL/QT3auSwbfFXTYtX8x8upiqFA+6pYLHtLAMY1FmfNtkTPPjvSzoN8Q4Sw+bU2I9LHbVsuQVzOMKs2RJ3zTuO7C59hFDu46hOXP+lDnUec/qv3Olkh05YhVJmD5mMW7RlE/wV7KBrzquiFX9xN5NeWn90bkBnPZ0VnAK24LVZHXyKXzDQKnMa75bFW1ypGQIzMyd3SjX4o8odaMPqSo31MQuMSXfnZzEObVwxR+Envkp2r8ZYgTg1MCbuxBPavzbDT6jcjHycpOJCOhs43/KforT7LiJfqT2H0rrzsROvJc+6Nc9FecBQELgQP0vcd8OuC7DE40R05FLn3kydyNPLniIV3rTHjXH76lhryivDoXPAGdWXy/ysmFEF73A7Gi6IvM7gvjH0ojm+olu12IYt20NOlx39X7ymAr6BLLsntp4JW6hccVNiwfS2ZVgE4nmwnxuhHGvuNh9eO/V8m5mj0d/xSM9q5pyW4kI9hY95go8kpvD+8S0DMazFfMdSfUvPxanVjkVZ2WqR3+HdSfgW/z3UlN9GMpY2XgFbOmSfoAll/dP6wOPqqnocdr0nL8HUXD+2TQG7rE08M8SNfoR95gV+TY9rXZ435DVfd8qgqTTv/6bu4JKYzXCgox30odCJtHL2VS6Tbfwi8jr+RzjrPjft/yYZXSYmZD65ko/UzgFT2UxaOOuoFmofcCJokfUKz1R87UZeXHo96hm7degkk77PdaMgXiTVq4or9hnCeZavu5mRLl7Cmtb5FXdWIOy5ADDVsuXWvWpN3LbQc+YD2NG0QPoF723l4O1v3othH/xxhv+mYJ16Oud9N4uiSh3aOWa2ag7zoeWiSDHCiVqsHf1V+KP8eRis+pPrar2oI6I1dmSAl8adZ++QLgJcV2qbUc9U0a3ttUCF2+lPvoLPRjQltCZiE3Fhx8wb6S0FfUtyhkTgHdKnlsM+pbTgkZQ5xo/cUqjQd5daWXrQj1o2KMKvBdIWaLhx924vMSrx9OQW7wWee9Bd9lt1qFa3MrcMZ8iacVcoONy38q3k+8NP1mWxfowXR5NupDzgbrgFfxMhuLbqAf89t6BvOodHhoTAzwqkNrd1ECPs/vpGlmAnygNHsvlkOc2F4a89YWeZWU9eQc6t8ZS3mAV/xlyQr6n0GfdT2zB3myNK4tHnjVUvq9Vgfjyh4Tn7UYv+S9WXcFn48Oaft4FjkWofA8Cf2Gq8g+uC7RZx1WuU6fBnpko1QL8uf+Y+N3sF7aHhmtmcKNeaTCGoI8GTSK5oH5SYkq2a+FvstYpDwB/YaRErcCxIkGkw3ZzZFX1WzFzcgNt1LKCHhlnLfr+wb0XZ3Cw/LIAemZJ7WsYL8rrJURQf7YdB/Yh9xwmZ7obk0a8lL6Nz7H57WK2x/VYfkq/1v7bAjzfERBoCpy6VvUrYXIAYv5wdm2JGN0562ib1Ce/iF92xt1LiHfQ/C51gNBS64glyTI9FKMdw5xctywJxlbVh75mIjPfenPeMmP3PCx/lHrQJhKJy7P4ce4z2oKZY98+OK8sBo4tlxl9n5uWHf0MZsLl7D8mq/TMT/P//hJ+lPkVW6nxzCWP2QqNQh+LLlTU3cxPn9VcrJ+LfCB0uGYu9uJ+B+TNZIb5xWHWlEq8mTp02FOZ6IYHW9qFYe6uJRwB+oGiktTnYnEFSfr+fh3QEihHiUB+11ia0ymrAuJ77xj0T3+O506q83r8E/tLj+VexM4NvPduc1NqFc2SwUhf+5sfrDWFT4nF7YcdaZAhecJLB+WuO6FK6nRm/tw2ng9qks3lCF/vuZzMdyIYuDZy1N4MU/MKBb/Nv53lfkSW90IfS96iZ0N8mqyfY4A+MgGF62ZO9xJxmv9HzrvMQ8f5dqBfxuPYRcUN8WDMPaHhVxJQN/1+nSRKeoPON0MPYiE5zkB1WGMH+8dSBr3G9PeZiqqMulOps7eOuRPf1mCGHIgL2AFhwoz463ApLtuyDH9SzfxeVRqr2dstBKzQZTPuvgs6rcbmQWoKw5eFlnEZHRWzevlQL5lFQRyIgfoFI0Z85hM+231F93H9YEhO9RlZ7kzZzLJrtKje0rngr7t+q1LqFN6yw/fv0ML6xxhW4r3JWcsWjoevzBF3rfCdT1EkVv2A8aJ9svLTFEfeR+rNZfQ/w9JZx5O1deG4S1zSpKIMmSqDJExCguRUMmQmWMsKjSq5NeJJiWEhCKpVKiU0iQ2DaLBEIUoRaVBEclQ+dbj+6vruq+3pZy97vO8a6+9dnq+tUoDcpf0y3noX5gByUcWaoRc3xdYaipBeXmU9Mj4OFyFE9RXi92chh8gdymeno51VGapSeJ0+nu5dyvlQtoUWi9xPCcXvLPJsdiYMLYjj2pbwds9dL+Dn7voWGVKuCM35mevgq+kEoeN4IdLK8XDqa+SUhzf87Vg/crd9QD84LBixz7qq3j+RJNF8E/dg8xW1D/bnPEA+0feLw+I/kF9pbjkmSZyxSyNpbzUV4cu73gwkdZz5+77sgfeaG+ztaG+mmbrsgScmXWsuxE86tmRfdRXGSrqo6bIY44P+ubCG7eqBWton7j213OrADwPrj9E0L9weQ5y8JyZvfzL5YnYL1HpMO0pfCKUuy59FeHypJ1SshOkdaLb/WfR+cx8Pld1ieboibUF7xbBb0s814bBDwGbxaqpr24bhx5ehDyWUDmrDNz3lHObM2F5HH83XEW+ms4uFIcf+j/X/3Mh3GNSG39a4PnrhgaJQOQNq+w4afr5HO27UBeG+4xl0p2FqBeO+idB85XSg+1tovDVjMsnJ2C+c+5OMaH5atLiqrad8BW/5GJn+MFl4Ndq+vv4Zb2s+g+8tOdi32XKGYOpJMmT9mvGsYrK4I+ri5vB+cPCFWif+KJAYkIR1sO3uBvqwhvTbSa5exOFczzRM77AV0k8+XspZ9283Db5EE6haxSLg1u5OncuNaBek/fxbl/CLWf1kkto38e2D22bgvnrWJ1oSX1VG3a96rwazg96q7sAPrn7W+oW9ZWnVZVQFvUVuXvzuhv8sFl6P6H94AXJhvtR6ActeDJikEO89PXr/UjStQMJfwexz2GqoUAhvLHPy4bjTzqWyzdH7qD1bOuP4kaMc23Go2/+pOjE1hDHQ/BP1lmBf8gtFxujowIIG3zrlfAb5Ks/xaNzcODtPI3gSYFEwXSV1LFb8FLba2YVzto8sk48M5AQt8RubV30g8NFqTtw4K1sgYFqECnq1lbLFMD5gquO2OVSnjNx+MU16qtr3tkXx89zKFD5+QQH3h7LvGQRTHqPlTGb91FOlKwzf8FjN0LiG4JJkf8GK3cNOv9I0qcDE/2xT2/whcwaUnTY8V/S+PPDFacS18IP5he+NhmxjN/u036nVOm8a7V4cBRc43TkSUOWu/Bjg4Yi+r65R/reght8mB2oy3bMtXztOw3rWvXf3y2EBxSahedrskx24m7jd/DYx0bXePCGtxbqyqxCSB6fUCDq30omtYO36dU/lWTZiBKlvWeRuzjhr7ThAbY3zqq/nIyE29qkwmOzzctjwbU9R9Xo93qH3tD3CKzPP3z6uwl86MXml3KEu9Vj3bEgrOeXiInPgQd0+F5pzCXcIE5ZmAVy18NtfNvAs9dGuGsT7sW8I8vdsN4lXH0X91+Yl28O1ukRNiRoXVQ0zWPc6oWtcvCA3qQL24wIy8d9k5sLfn+leyj4n0VjcSaEiRs6sG8j1q+OrSq5Dr66uPERof3dQ9PEWY20H5x3sJ2BH2zWCjVZ0DzzRl/fbcAM+6Ivr4ZPZjeN4Vylgao0yUH0a7qJfy6C81eeClpKmI8lAx1JyF0yl7f/wzjmXwMvYV9JSNWzKchRO7MYR/gkRDflux1h/nTKxl5Gn7jHrfUcvGHEO4hzPsT/xBun4OcuU3IYRj4p/8/JiPrKu0hyOt8fyj9+LbJDroiq+O5C85WvnsjFIPjq/MuoLPQ1D+7vxX2JloGjZwSwPlbmJtIPn8zfK5dOfbXJKlJ1MfaVLVO9tgA+6fI6FuFMuC2RCmLl0+k4bxdcPQif3BNUyaK+4pRxnBOxrjVrwqcWeEP23s0b9PqadWjN5Vjsq69c+lAJ/cvV5q/X6fXS6OJ2PRte8h55tgN+uPBi7hv6+U843T5FE3zP8fgn8Mnj6alD7iTnvLjfy2LwlMwUCcxr/dW/F3kS0mb7kI+jQOskn3Uo4ejLUsGb52juiq0pbEzCwdFrapVWYb7bLNr2xot0NEf1HVkMj83Ob8Z+dyLBlP6muWtg5iCfCvYn6Bfmn8H4xsPFM2i+cgi6KPcMHvu4wLqack63u40o9dWky+VrjFGvnq7XjZ8bnq1Mx+MKi925eZP6irvaf7kY5vuKw4W8fqTD93TzBDwHTcKKlhgjbxQZXUyl/eOvXQ5Gd3DfcJP3v/FXB3wxq1f2J3WdEzQN9OG3dJ038fBJeJHQNZrHhrKuXsF5DlzZb6tL4IeEpQ7mASTn5cNOyUp4TNJ8L14poHCgU/BFAIkwuGLyMx689HOHMPUGt9ntu18goTE4N12H+oo1zZTTpZx1nRjaS/NYrmtNRAPOcfOSvuuF+kvGmlzqq0wt5RCswzNffv/Zh3r3pTdFg4m2dNYHSVt97HcxNbiC+ogrSlmUzx4p0ZNAvkoIHrlPeU5L1Psu2ldWr4+fmwTOP9LYBm+0H3l7aBHLeOfX5V+Fr/7MSxSAB+rT5G2px16/faNwDLmr+N2n1eDHDM7267HkbM3L0Xz4x/T19aLxfWXFG2W02Y5dU3QnrIbfHgTw8sMDZTs4MnNY7o3Gdrs38Ji5Bb8rOKP48r9ZLLtm5GQ/1u25OdW/8sG7TUNL+ViSnOt8TwMek5El/8br/Xft/GfGNG21nS+F/jHyykZn+KF3xctFMkThXZbsa3/wpf6bM8EXDxlfUibsBletV37IYwlCp1rBMyMWnlAn3KEx9xUTqK+4SXP5NeEHI/PthH5OA4o/uSvF6L9/WbJcLPjV6uiP9PfFN1f87gDy1aDoXqyjMsFbS0xon1hcPOBjJED5lloleXhjyeVBR9onXpcRa0nrofnKnOfUWvA1LSvO0dy1r+xW7W7kn1/ml8rhk2se3//h/JW0kmJj+GpUIG4avBH7ZasF7RNP1r2MeI5cZFJxZC388N9KBvtOZyxe1dCA3KXf8qAU/LvY2Auau/Y9DoqtwDqY5nzFqfCAizY/9qm1haQb+cBXrSk9QfDGpgN8QbRPrGmT3JwzSHnkdf7b8MyZ3tP11GNdTU+X+02gf/+Kz4xJ8IbmkivYb356WUKlFPrQ7bUZa+CHrV1tGtRXPndWivGAy0XZJWHdg29k723KDya1XBrFfUOx2UFfUa+3z36A5q55GtKfFLAvQnhopjzmb2fFLvHVhFQ+8zW2RH1mYIslPLDWP1CMXqfdnpIHMxRw/++gYxj4xbtf9N2IgmV1zrwe+GfR3qrxQ5NP6K5zpn2i5Yw1c+1mYx9t7LJH4NFy9cdonygw8rr2BPajHu9KaMU4lwz7ZlOPddxPvIPzHLkrfi7nQx7oObTRwouwpTlt23PAm6LHNJFDAoxT/amvotVKI3/AbzyjU9zhjQ2RWvG0T9xChILeoE+sENofA76dryTflyg0KYvbLsOB/H5aeXgVCedK3CfCISS31FfBVQvrZUcFqlFv3Pr7MfVYdXdloS788yvTrx8+ORnt6OlHOM/zh67gviEbetdDFh6oM/T8Rv02cZt61B5wxfV/rOGB6Fb9XTRf1U7pytFFnxj+5EsE5QqSHOnJtE/kSfQ02QeumWtK+0mmo/qU56kA0tuzdhYTDG5rk/KQck7xoVMLAol2bdLDScXg/PPkf+DnHns4vyKQ5Mh9rNi/Bbnre6yDdAD1TPCZYccgwtn8Lq4Wz/UQO88b1I/056YeeRNEFI4qf0km6AetpiWEUN6xI8ZkbTCJMLd4POQLL9kbPoumnDU6pXuZeqz60Gzj2VhvT/sssBIe0JcoMjdh2V8fBBcHUl8xRWe6sQ+Eecj7/p8xyyRE/fOuhn98eTyegY+5dIUbsMyg0oKSOHCeuExFeMDdtqRpAUsy1Red1QMPSHwaCT5gn7tdjVVY6hSeMxne0yoMqwHfcuBCPM1P6kvudD/HOv/6F9Pl4QG+Z/fqxdiOfzw3H1TCVz28cpvAuV8FHtSbMRtLwuWXwUs5bPkT8N4U/kjab8jO3us0CfsxclIXCsEPqdnC9+l1/JrfZMgF62DtVpqLwbt/aPrSfP/OJJ7shZeuf96aMO6ZyC3mWoRbxrXNuIpzCF9Le3WByy5ttqTfE3H7/30Pxz5VuatPjOCHWdcTOxYSrsPfv4UcYcrvyEXuBb9yitu9mDAbXaNqTuP+oMTJxc/gn+g3M9fR3BU9WmgohD6usNFBGd7gfqt/QHPXI4cP7rrfqDd+77y4HVz2fJ4IzV3rzxjyzv5O67ML5z4H98rf4EFz1yP+W7dMkbt6JtdgHZV7rXvhGZq7fq/O0RsF17UpjARX43vQQ3NX2t0zfoLIY9y+gqfglgkyRjR3LWoiXzrov4eMPvcSw/wNTBowpb5qrk1Z0TNkxrAzndSNweUrXvpSX91qsjg+k47D5rzdEwLewv7Io7lLJ6h7w1T46ij7MRL5pHVw/UQnwp2vdcS4h/Z9JLeaO/4+qevF4fbUV/xHcyIqJbCO819PHXLL5pNpG10ISTduVp0ogfO2Vlf/Ai/UXRZBPdZrFXPPinqGfLpwWh75IUkv/Cj12PKrcV4X4KttCdeXgdc1zrvuRshWud2rX8Bv/L2d28C9OQHf6PXLb6WzcNH4+YRHp6fCD09yFUo8SA45t6dtFG+XsSzXvwNfOYqk3qMec7iTbojzbbj8f+Q+oH44QeqjF+FkKsZdlEOOMqi+KAo/qF5V4fchCsaG22wfwGPS8jyLweuNN5n6kg6duhHZS3hu+rrskCf8YLrl4mTqq7ytmy5Wz8f6+5F9MZQTtYNtyRwScb59+bRZyFe75OZfAn/31FSV+up6ie1MH6xfrRM3f4Vx1G1O3vSjnjEruv4B9S+LU3jwQha7e03L/IlDgMm6UPiKXT70UZ1yzqY1U9v8iUJk0QV+nPPAnm8LWo3Txjted4YFEIVgX2+FhfBS6qZJe+CNb8WmEwIJm+J0lXf8XAjN/rX58JJak8pR2if+ffFCeCl89ZmnvREvfCm83qAURMjAUv4vUfDVzGM5fzA+q61/KYhEPDC/b+wJX4lGrlOi+axjKGGxbjDh7Hcwd72OfjDiq5kh1tHCG8sjg0mO71eD7YVYb5dw4K+ENyx3xP40ZZmyqLcyE5CvFl/58RXc1u7IlcVsR4ef4JQKeCZLvMQcftjGKRNdyHJ/LdHi6QRX4zmeCu50bPSYLssNuTptqe74OnzXnc/gAgd6RmmfGGbXeX+8r7SoOjLujf+GO0VUWLb75eYKM+S0pGMjSeAXFqi9lWLZRw5lG2cjdz12XtsJzrJ3nYbKub+uT/+6D77KHzRcDD9EyCzUmEg4Jju74h6if3xy5tVO8Mc6ORkyhKTO+LBdBv2j1RTLa+A1YUlLlQij8U2x+zie95FN7OFDDsl399HVoLnoOvtuGrzUsfSlB3hthUupDuGSGVaPenEeDoetLxqvf/nPl/4ei7Nv774IXz3Xsu4HV3388pcxYXozK7ZHv6H94LBBO0H/InUqToXmrsUnni//RnMUd13F5TR4Q29GZCfW5wPK+1iswzvMHPyC+iu3981bQvOevOB/k6nHWIvjrlhHZX5IH91Bc9f2iKqgAVrPMOJ7bZEfqpylWZq7EjIG7gTQ8cnvt11bUK+osVWY+urBz7aKEZrTWGUFbbxvjuv0OW8VzV2HeBcGyMFvu0WD0b8wM82vpdPclW30vpYPOVC7seYnPDOWYvSFemz3Aa1Xvti/ulagYNwbG6TVFaivDuhr9Nwfo+OXffiqB57q1XnNkbBiDw07puF+36Rd3X7gxevTP9Pc9eSBT9ZyrLcXLLuG/oV97D1rqgth1op+ltSVRP9gIVKM+kXBfdKrCdf78prEy3JY95hY0YZ6v5U8xq6Erc716bGFlzRm8QpiXs+pbvV2I9yMLPlJOP+Bm7t/jQ7yQMfOQ3HuhFgu2l4lBL5wfu5qcFvle7EehNxyPe/shH0LOU12NJfQ67P15QFPwt1UU2z5DG8R4L3dfx71g0fdbtDrcdQvTvgI7g8GsRefoF6ndLCA5q7KtnJ3X3jJ4Xr5ELjwmFenD+Fs7byqtRze860UnoH5u7ho811fwvpGf5Bxga+CPz8zxXy/8SwtgENYC3lLbZyTTFRqbcdziK7wykH6ObTEXmv1QO46/Uo/BfVZGlMO0D7RL0TUuA/cuzD+HvJMVImltD/NmTX7fqjDM/ouLz/h547dsS3wJ2LBfRvu4ZwHxkrwpDj8sGvwL/35Dte9ed8MIqftOpWziHJOG+/ZpzSPnUt/O2s9PPYqRi4Qnqnq3+YWSDp4/kRsz4OXgpO3J1BO/BpLvgSSIiZsoeVn3GdM7TxcQjljnCq9NYgUCes2XE+Cr1oU3rRTnuPo+O4P5bxP4vNu477hHP2Xfaj3vNpkHkzEYjJ0wnPhq13d33XRj4i35y0nLBNx+wpbCJ/8XfPEG37Y9cnK3ZQlBR/PSx+Hf1xbHa+BO60QrTFiOarHzKPLUW9UspkfHqg31l+hz3IPX8m94Q4eKffYHbzvY0WFNsvZ5tBbrQ4+2Lt0fB11SEctay6r8GPiispj8NVPzXtj4OkLshbKs9xcAf5ES/hKfkX6KnhAYdGoHPVIcFd4SBPyUlfx3jzwogfvJvWbsbynTJq1wUMOu/4A1/YQ2CFBuBd+54bfl6Hj3BKK14MHeskxrGtsnbX++Uyar7ixWZ/3g58U25GmRhhrhd7dv+GlFYfutYEfHAv+Rj8/y+upVado7mJdePqlxr0RVYh9JKsPHauYiPuGh7eo6oHnbTPbbET7r2Lh+d3UM2SpVpYPuMGGYUGc87fmREE4zt36MC35IDiP0+ql1Fc1P+9oJX6k8/1X2bZr4Js7nsfRPrG5k1+Yh3qJyG2SbYdnPo89eElzV/e1B9aPuqg3BMg3nBfArImYMoP6SmdRt2fcF+xH1R7URh74XXvYi/aJtlU2e57TnMb2dX7wAJcLyzplT5j0Yzo7FGm+YmNFhvdiHJWJGV00d1V9zxh9gxxV/Sv3EuoN90w8TH2l9yDlPDOBXpcxd083gSt/1TxFc1es1NUYVxGsV6scGMY4fbFDadRjftc2hu1Gvoq1X6yE+St+5UcJ9VVlbtsWr5mUv+nKXw4PnD/68bUzYWadDV6/CPtIbUaMtsE/D9kv/S6EtTHeOTwN+SpySCUHueVZhvt0V0K2sy03b6O/E3iiXYPxb7/IMnQjzETHXj0W9bn3X/eDm2rau7oT9rLicW4+8tjfuGG87Y9s2Wa5nvaJ4fJPDwvT7zESdXqvJXKFi9GSaE/CznA5OHUbchfPectw+KFBc0UBnQfB/a5m96nfWPm05fGob+u5u9mbdNw+GhhjgbcJdkxtvQE/TGvOSqa+Uul9WKcCX5Hwyy/A91Qe4vjS78HlBs/4sJ9h7q+No/j3TJGMM+IQhdDmc2tysa5ed8RTBX640biwhnrsa0jXiYnIUevm/FxBOfvwRDXtR9nU/P7lheC1Ko+2wwN82+d/8SPE1CD6hzjWr54nXcpFfbnfy53+hJOtaF30CznNJujCM/iBx0x/SgDNeyILLS7De1fPtfaDPxyYSr3Y8TNm8ypB+EdckMwMouNc9RGbGUg43j1T8lzGz/fzN7AKQv9t960gkIjpHhhwGD9H78rP2WGon8mdb0T//Hl5/o1GrF8pmn9OA9+9rf9hEElaZp2zAvcHScuroALKuYmZBZOCCcv9K0Jwzi+T1K+Wjz6l80u0kjlL7E+fz9oGn2wcbsQ5aFxOZTIv9Zj9R6l9m+GrJskyVXig7rjZkUUsCfc5JrgH9QtVlu8ED4oImGjIMiEjBr9DwLXmlT8DN3w2I06HVSjZ3+Ux7quMC57y8IDz3hUWGiwjtHDWy3tY15rV0LQRvO3Qfx5KLCfEt9zWGL5al51zf5ynGYhMZ1nJtWPfcN+QLU8Nm4h5zeVz4PlWziyXqjC4hOd6xhQ1sA+Eac5o1Z5EWPdput3MDJYhyxeqeYKL6Zj60OtYfVV5iSj2OSx434b7L4yk8k1zmuP9RloOb0Ne2lbqh/fkMnGs6i1twp3hOdvsAPUlV0TwPN7DyyRUrpxKf+9P3109az+Bji8l+bcXvPcEw7+Q5hMmfwc/zmFIOhomO96/GOysp32itkrNo+QP1D/x/MetwZfWpJ6mfeJBneEOUfgn//LCCHjAM/F3hwVh7LXeOfGAJ2hPyUR9FEdXifqKIx8VFNc9vi80/j64svUpDu0TvVYq1vkgv02oVO8BX6377hTtE3/M+aU8GX2fytlbkuPeKFZ+Q3PXhd4jD84hR52/tp2AV9iqy1NfOezpSB/BuYW55MFa+MHPTkTVgXALwqUP8/DR6+yJUHc86g3n18hTX9X0DJtmT6V1E7TLS+EfZx3/UEdCvKP3ntwpiZwfd6YT46jZqUQ6ERKcZN8zh+Yltn6m0WR4oPR6TBqeBypLXpFJPx82s97dEB6433H6Ns1d85JkzMLhpSf3ffww3w0ITxvNXT929ha8xXOIKhlCh1H/cMLXUdonvip33l6D56mtotOK4QGXTjUJmq82lbAf8f4Atm9MpB0/t/Nmvg7NV7Ibk4otFWmdeZ6JAObpxT8uK2k/mOg6dG+lMuaR2MYFmO9mk97u8CIKa/qPfTwOv82peWiP+njbSgNvwkaZZU+8RTn79OK6TcgbWf++GtN5sF9OPBzr9uS+yGhiINbP0nQFaZ/485df+/Pxc7GO3riFeqMnTrQvZ2eJCUgswbr61op378ANYtKyOYRTbVs14zpyV/a12SJ0XnP+xMlq0n5whsXCoFXwz49f/npByNWKF+/6EYd5XmpenfDYHP8mb/jhXtIbW3+iLW6defAFeGbF2YOUd4Qcr37jT9i7g67pWzBO4/DWQvgnZvlhjwDCUZpTfv8sctS6/TYvKM9RzLjSQfvHo+7Pdjfh/mCa8lWakxiF55Puh1OPlcr9uLUH9wGP+UqqBtPx6+pq/gUShea9vmdk4KVi/YqVwbifInw/gf69OsP6nydwH7A/syiQcoVV/NKvaP8Ynz9tZzvWtWKyZyjDAzZG6n/MWY7Y56/v18JLhkqbl4Mrhtxtp3rr2HfKaQN4+7v8U+Arvu2yMWHJjsWfXAPG94uK5v0EH9AZqFnIstvm9U9dgfqCy48UMX+DbXat0GNzhp7Fp80B/+I2wQ7cYfW+T1pszl69vwOl8JVIajf2gTDbT1tNnsOSV05f50+Fr3Y94MOrm5n4n6dWzGLJ4tDKMi589SCve3wfyFo/l2kCLLNbR/OuLHy1O+3Ud3By0nv6HzPurf7RAkVpWp9wvUES83do6Py6GYR1sD2j5yROOVuRsQj8H3ezOr0uByJbPU/z03HKOqyCwP8836lNr6eupydUT1HOldDzOQKuH6nxg35vNd9tUgsbLmdY2YejyCFMdrpTJP39Ps2sDN2IfGXMa9cCHmctNWcRrfcQmynxBvcHTeQmYL6fCVmYTPvEPOHSHXXvaZ55syFdHfP6YXyxIPVVB4+25aFWys9lSDmj/kbu5YW0T7S6J1i6FPcBtzZERoPP4H27lfaJVfbT82ZSzkZMY/MwTvmjiqs0dxV3vOsvoP5ht5Yxdajn+7ioh+augz+vTgwcpNz1ke8w6l/mu6vRPlG97SnnK/iUL0OzMa9Flzz2on1iZP6/2NM4r2b5jkArcNnQqjMOhJRNvsmbS31F3Nf/jgQXZ37xOBJugmLYlFVYV99wqjUL3qjvWyPkRLi9O8xuScIzN9+ufYR6y/iVs50JiT77XS8G/Z38xdJe+EfzZpS1C+F2ei4ylkJe2hYaI4P5m+BTj/NRDLSKV8nBe7bX6y3hAbPg/n2uhBsQ+1GjFc9NK5qprYdP7juty3Ij5FV6a5AefOVUJXYM/unuK77lTpgPOuuWjWGfQzKPfRnqS2OWvfQgXLutMmbFeB5nUdiObvzcuojQEU/CBCXyL1+H/aVd5Y7C8MDTomlvvOj/iySGhMBXjzVKNTDfi4/50O9/hRZVqditeMHu8jJxe+SHyzuiCqnHXi3O1zquCY+4Km3FOHINnx77EhKudnzPbezLyrQtyIKX/htoiOAQrtjLpaK74LEF3Zcfof7A7/Z/1G8c7yZ7PvRxTa0nfsA/0TcyaZ8dUZa3/+dJ8IjQWzOoB9gJ8n9kaL46pVbwAc8hsltnfLOAHx5xlLBOdj+v5Ai8x6589TiI8pyLfztUcJ5zQnzp7/H3qQj1xcMzrAH3Ev18eK/MNRh//8426wc3MH5/93tj6quIYwmRxfDVptDGN+DZi2ZUU1/t/rNJxwn+if82XWgN/XshokOuQSTnReH9HpynQsWiLEs5J3ZmVw79f8xV3yjYDR6tmbsc/YXarMFGC5adMnjiILzEyuTp+IOfdUq6SXPXc8nIm5soJ3M3WB6GBz6eXTZqyjKfRD7b+MJXx0pDroM/qpXdZ8xyh/ZecjFGveCWkvbx3PLx8UQDVsHzRNbVeRi/NuwFP+avzQX3qwtYInQ772AtfBV13Hw+uMZz92w1lrsg/4X7E0U6zrbt+q7gNXyC92az3EED531m8NXEv4t2g7NO4nLiLLnRqMmso74iot+vXABnZp1rOl1OxqZckv2N54MchNOej6/HlpXZiRG2Jdr2eCKem/a9+acXfK6KliGdD0l7D4rfQF7aIFIqjXndkJWwkeYuzcEoHZd/5XR8VWu80JkZuCSUTa+byxIVWV/6KB9UNQ8Brw6SaKafX9fFo5uC68rp55HnkAx+MPW2Hc6FCF8wrNtIPTB6Xfsu+O8Y2zsmhBGVmLzD/x3luWHpXfAG++LRTNonco/ODeStpdx4ufIkzOs4qWxC+0Rbn1TDYjwn+G3DXn3kjZlrXv5Hc5fdPG85D+oZRm1Wtg/4Tx2T23hPy6ABv8Vv6jczgTsHMI6hxP1+mrum9sx89pZyEiLTWoT6VaUx82mfWOr2Nb4PvODKhxbUa3xUWUtzl+pjq6HWUcojen//A48/44ZzxC32NUoUTkaesFTRhAc2Pryyleauj508Qh5YVzce2+MEn7j//LjbkbAaZ3J3qeJ550OCm6Pgh+vXxI7RPtH+0siWSqyH//ZYdg5+sL3me9OZcJ3dj/+ThpcSL958Di5+q/0lzV0250wEwmTRB/k3/MY4ir4zBlYT9st25ZmSlLM5kv8pYF6bFa4SpX2i8d87pQcwzq/FHBvkEDHBaUrUV5cS/JPLcD9RslFmI3yian7NxIMo8M07NFULvtLjumZinNGSV560TwzSu7ZkH3y15PlQBbw0SbgN+9GcjRX3n0LuUh7R+gAeUGkaQHPXjSlTjUOQr4wrGgQwfzXrL9j7EAXBLTrTRDRR/zRAi3LuZC/lYNonLln/7dwU3De0z7rrSjlHuFvEjEOSdI+KvTfXxvoe9wQX9TKD9JuFcBJ0ww6WoX+Mz4+4iDyjIhJH+342q97hhD36u+l3/RsoZ7qWZXT7Ea6PobPRuvHz4XdO/gMvydmp7aDXXeRFezs1+OqY4YAcvPHsgsVPf0IkHxgeH/dViWanNeXc/W/rdgWQXufESMPTADVAyr94VfDdHRbhlOc0nO0Uol6KZCYLpMBX2ToPjmOc3w830O+HJB/PFdqh8NXbSeYsuDTzaXYQKSo8Ri6twP72NeGmTZST60p3Qunvry2n1Wca+kF15VZ4gxs8v6TQklVw6frTHQ6f1M/ZJAN+v2JaogXL6crYyEE/yMQezrMc71+Gkp1on2gy5XhzBPjU5S/Wg8/aMKi9mOX8U915zQ/j2LuJpI3nlvzDt2mfuK02/wk8xlYFyJeDNzEzrXVZBW9pfTEDcGvHwo/gBukvhjXZDkVWP24D9RV7Rncr7r8wvRprPFRY7iy5+4s/yFOf/H61yhB8obXA2AyWe/6ZcsEW5Cu7nQZ+4/WzWz1Gy7lSJo/50/DcYpJ77t7xehlWiIdwv3Z3fN4iQcchiQpYR2UiKm9EShFuy6cFjm9xrulFfYNacNHpzeto7trQ+8bcaYjmqNn1/uPrqDubpNyQu8yHn0X1U+5RN0kR833oeoYW/Vwjgy1UVsFji+4kLwOfUDx9O/29uwn/u/3vBZ7HOdy4CZzTub8X7906umfevTbqk7rFxifhgWzzjQa0T+RuV+U9iHNTh77LPwD/1vfMl+aumIrzrgN4Pnpb28EejGNqNDeb5i6HRoWzy9DHZR0rloQfJuxWwvsfMls47+pR3+PxwQzz+sZKrgT1lX2Ri8c+6jey+bl0COpH/CfgPQx7K1rd1XG+Tfoak+RxD0RmHqK5S+xFRF44vLdk2dM74L97ee/R3PVcjrd0Ds41fdZf+wbjHHHc0uxA2NfruBYD0+j1x839IQA/2Mtc/r6KcBfuzN02D/vYr8630wJf7npEgOaumkuPdr3H+QxMZ4Ib5vvUeXeVqa/apube34RzacrsqvbAJxFMhgXNXav3bK+ropxdOuVXPupTr6pzqK8W8M3ck4f6j2VqjeBLJ/RHuxKiEVvCeQ9+J2Z0FNxNQTyZeqxig0wR/2ysa106q4x5bfxxciH1mFyC/iq834cV3Ja8HHz0+scq2j82ZX0+awgvzXbKikTemKm67qsn4W79J5h8DR4zNNHLQv2sUdFe6jHLK60XC7E+r0SMWNQXXu16702451VY80Z1Ov6W5ws+wWOp8Vp9NHd9Cb6hXoF1+M7u+WKY1x+FbgrQfPU087jXU3jsvQavEeUKCo62qRxSZ5bophGFPlGc8PijXmxGmKIfEWP0gy/9BW+W5z0Mz9yzPlXkRzruemY81EDfNxJz8zrl7Ns9i8z9SZGrx3uZLvgwtt2uGXyjfgbt7+vqHOoNjqMf3HdCimct9eHGrZNsae5y4LO1sMHzOEtW2c6jnI35FN4UQHJyXSQd8Z4rkkISVlFOruhO8QskDvtKBObbYV09qaBmB8Zx2Zr6LZD0dq0KG3ak84Mtks1LoJyraf6J9rVJg6+jns0ZX2+vn1sKPzy/sit2CUt4o3LPwD9s9+u3deA+kg2BliyRTRu5Al+x4ndtRuCxkOEHc8xZdsnhyOwk+Kq8t1QJ8/e4lEGjCcsOVyltGV+3P9gkgnVUJsy228uI5ej2rkzwRu6qtGIiwZtH7r/QY8nFqGv1e1HfoRSVBf74QmG+NkukPk8rqKM5iviU1d0Hv9w3T2Qey/7NevtBcRblw53ZPeCKcmo8Cix3+R0XpUzsFx1y2jV+/+Wx0M++iSx7VD/ffxv1Gxt2Z6sxOPd21pEXZiQi+Z9nIHwVqT8wnkMcpJ4wUwm3IirgymK8B7bxw7P94A9YHzl6HffuDl2VRX1F2kdjxnPIP9ExRTXClJUFhsWNUF/5Pz2AHMJ4e93j0usgLkCtI38Q5/jFJTOY135zA27r4xy46U8tWrBv84SjGvh/rz4sNiaM9qHBAeNG3I8zKkcOYbrWh940xXrXJO+kZ9QnXm3Nu8DPDm1OpbkrUGLw2IKvNHdlqVvlwQ9BX67W09ylmlc2YRjrV1dO5NWCT1vhJkp9Fdzh2iyA/QwyuycPg98Qs7WjfWJjeyD/EPpHvwNxivDAt+mcONon/v1wY9kT7AvddSvGDtztehBLc5eEWvLmW8hv56/XRMIzPCNiKtRXKiKR6V3Uk0Q61+Ao6sttsi0cCLfO9dbHXdRX7F6TVXeRT8TFvwbR3FWROCvmPfaRyv1M6kL98mDHWEdCUs+IR6hjfZ7Xxmcy8oNOzvksmrte+dpqsTKYz82JBpjvZ0qK7jgT1lxiR7kifJWQM+aL+mKRNS14T1mTwJ3llJP2+2lx4+PYaQyvJtz4H8NVH+BDvhStaxjnsoq4uBvhdgV9mvwX62N2c7RewxumiqymO+noKbcZcELuEki148P8LUkwsPUgrFJsqFUG9RjXOu+zBviNNPMA6qt9MUNj6egHZ3PkVsMPnlsdubRP1Lz34xXOmef+jny9A/khWDQ90ptwROJc3+F9vWzXtMvZ6I/mfw7d5kNI+akFklfxHPQmjeLHqF9oNifDl3TwZqVmj7/37qdDSh989cronzuH5OQFBLbrwjM83KcydL7nzNh4sptDtIummwrdHs9jkvxL1uL9gyULI6nHTMMUH32Fx2TOzg6DHy6u/yzkT9hG0XkpCeg3rybVJsMn+eyzA/7EoS9zguVnrNtzHG3uor75cv20AOKgNdKoPAyPvXV51Il65wvdpwKIwpvWto6fWNeK7p49KYT+XNmKg+o0d501sVkyjPuDyzef0qM855Va9s1AIpa1yrTyD9avmq1XLwPfn2AzRj02VWej8Pj7KbZ6821B39HkuMDDilUQiNV12wmfhN5oOAgPhMfUGy9h2QtTlA/FYN3J6JDfNdQ/cqj/Q/tEvptTLt5Aveospg319j4/osxYZunHPMM38JtQ1CN+zN9Xh3qHjVl2xdQwi1Tw14vN5oPv+vbzhAFLXkjO4f+E+4MLVv1wAn/K33VIh1XgmyPhdUEBfns8YSd4g+7CNxosY168o38a1qNWX/l3Zvy+cMC550osOXWu5butDK13+bSgFlzsyKPfEiy3eLZ8Xif1GPvq9Lm+8TxzOihwqJwrk+7Bv16c1iuMeM6AB2aMOhjxE+ZHhFGfI85h/hB9iIBr9x0ZoNf3mN/7/tvUS8Q0OyQUXHRnDi/N96dt+m9PGKO8RlBmPIcItfqk0u+/tUWpGUa/qMdibbbfBp/Hc0mYfn5DS3MGtrRSD3zK5naC5z97koz3ZSzT8Bt7hPOvtAYmwQOqtS14n9iFAA2VIzVmOHeUxxDzWndlVQ32z0e0Z02g4zC7RX0443lDf5IAfJXbeV7pEx2/8fHnOIzzfu87S9onfnuoXXAH+xnkeTcVg6/ctB/n0Jca10oeha98yex28G2h1hU0dz1fJqKugvWrwquT0b8wZ6tiBmnuKiusPRCI820KBsZ0wX32quMcdx+/wcOVeN/Hx7f2tvBDRcvkcysJO/JlBv/tqXS+6FmPbAFXLV4yTPvH0ycM18nj/ReFfzdkY5xB+0NSjoS5r/FRJBj7r94odD9CvYGtuJYTIRc/d63gkxnvn816Ub9wRoq9M2He+r5X34L7jJFPvkpjvhsX+Kx3IewKhStz0nCfMdDLxhI+MWd5D60mxKbxnt871Bv9KV0PD0SyKy+4Eq6oVedCc6zPp+z8ewz1hT90HroRYm3QczQL613JcQ7lGL9DOO29O8n5LljmPAu+qhIZ+YB6vuHUHto/SunPPpGM3KXbxU7FvP6b3jPTixDPNYP+/Vi3D/qQY4C88XtHuow3Ydz53G3uYR9phEqhO/JJ3Yfjk3wId2yKyPms+bhfab94L+p5nQ7p0D7xStHWNx7gu1eZX4KXNi/+rMohpNbschiL53qyj0a9HOcLrG5wSJGcps3dg/CPed33MYxvxhO8xI+QHRO/HC9A/6gVt1SN+oGdu/TUS5q7Or5K3FyB+pVPnBwo567g8nhQXyUKii6ZhP1aO0Wct1KusHjigxZ/0vFZQn5tO3y1s7slG565vVYlhOauauH6sSPIXfzqYVUYR1B2ya8AkvR9Cc+s3fCVk/PSXspJQYtDTCCJCM07XcDBOtWZv2/4QqnfHCvWVQeSog7Vik2X4TH+lvXj3uA96qttzXK+PLl5Mhk55wO/Ie7nMrMnO0y1YtnJ72RkzsMzyp8frUc/sj8n7IUFS54alzU2w1cxDxenoV6ndyCNsJyk2C0fX2AcYbU2Frx6anPqYpZZWB/r/QrjTDlzswtccWJpyUKW6zzvdL0U9ov2RetMxPwtfl5eoMdyRee7Rg+jv0tN6cF9GaZqVZq/Nsu4tn4dFptBx1l7s8UDvO3TYO8clizJGciNw7lYqVUz94GTuYPnZFm2Uitglx/lZNrdVfngjw8u1xJhmfV/n6TcxHlZj/YtbwBn1gna0Vxy2kbW/gXO/bum4zsKbp/7y4/mgNZbTw/2jFIvKb7vVMa8DvOTyaPX5b1U3d8aONd0IN0K66jM87kaKnivwMtUi5Fv5Qw34cW+LeDFmvKh9PN2uG85It9Ac8j0s2HZ4AfEduH93B3E0megCPlk3bsq8Ku60mvRJ97gPtyJc/+mCfX1jd/3CSjsMyMMX+xMO+Qx7rwJyjMxr5MNixfQPnHF1JQpDPYzPM0sXAJ+/L1WOO0T6zpXRR/HPlXTTMUwzPfP8QUFNHfdsAyP4/2NnDZaeRz15S8icC71M/XfLzjDlDfK/UL/whS9s1CivhpWunF3/JzSFcN6PeAbeFbsp30ir7XC6TLsi5iSoDgJ8zrSy3ABzV3RfJYlrpPodSi7QVUfvCK2qpjmrsj2CbobcD9RXnWXN7wxqGJWs4qQ/C/nLFTo75vVT3myDx6oTI3D+YUXpux4OJ6vnruuuwLeUPhpjOYuo8zPs66DHxbWaEGemRk7T4H2icHmPx0swOM0ItC/sM1ScwxWE+bRuh/GA8hdtcHO6uDn63xxnt+zKeUGO7DepSwS6QzPWC3z2exGOtaMNQvuwH6tC2Kl0ajPaF2W5E7H39h/Q4D6inyxn3SWcmbj3+p0D8I99++r0O3x+4MfX9eC5661raK5azI722sO9kW0n7k1CP98eH3yBfYH9YymtGEd/r+jqtKYv7W8Syu8CXlqtCDBHvmq9vViS/AZJi2dPiQnuFJqsQr6xNKh7evhjXd3LRkOYaUsRUz/IHdJzHA6Bv/4udkc4ZCI3ZaMeBj8kxncXQbudODFLD8SEdSRPQxOGNs/3fBMVcq0y36EO/hOkV2I+uMTY8RC8Zz1jlgDmruOu4ba4RxfUvV02nzK2ZTIpJP+RCEjInf7RKxfBT0KdQ9FXrbQ1AmguZcvpVAL/MR/C2JQzzPlRxnNXYfW7/f6jtxlbG1SQDlzdOspe5qjqr3/VaSjf5S7zZaHIk/WhaXQ/rHjaF+xKNa7ONoRn+GfZc8kBJeyTF+ckv5V+EdAUG18HVVoc3k39VXO+99tdfCMX+W5Oegj9EPOFdA+ccPDaqER1G869tYB8/rBbJlNNHcJvRWvu4U8RlREx/uXCz9FF5myTEDctG9/x/dL3Hc7Cf53dWeZMctRPqLz8hLWzwO6+ivArV/XXTFgmeDG8w0vcA5D+o1dX8H5Nuno6bAsf+kKl9vw1fFmkWmYvzZ5Tm/UWWa/knrDTpyfbBr2YxF497/7E6kHS0/nzhTBPiurp9qB4E+3hF6nfaD7z7paN346jpb8k3hw7lBt8Ody7odNKhKEh/6/2uVKSsAXfhJonkyYPZr6Hfl/qX/MZ956C14ar+hAr+Mg908Zt3/THHX5nLUg5m/e1mmt9Pty8MPS+fod1G8T3jhrg6dPWf+aXgfa4bEVxmXUSzf1R9zB7/LK4Tl2rmOm98vjtP55n18seIDdvAYj+jkP83Ufu0V/rpzk5EvgUw7tWoX3Kkq3b3reTL3hc1vqJTzzH/eeL+0TJWblm0kjRx2ZtH8MPGep3EmauyYJrdsohvuDPi+b5sIbYbNasI9rR751RC72f7on2Thivrfd3DaN+mqV2vfjVXiu8HLlkyjUD7z/7UD7xHtrWpqD/9FxtMrsz6G+uMczgfaJpsmuKvV/6f9LyqClFjxWVqN1BeHO37UmIY0f60dT+wbhpcyf8lF4z1545kUTnGv6ruubLOb1BPu1B2mfGP56VfFNPFf4fqmMNbxx7+SPLOorAxHLqcXIRd/vDYSDXxIQKXciXN78tMfv8LzhhlclGfDAd5X/3tLctX+k6dWTGfT3J0P2s+DPK1K+0tx1xjN9tuf4/USFE1/AJUYsRF0Je4rnw9BqrNuP/N01DfP6xtSLc2mfmOV1Kj0F9yv/XExeDH51+tYl7oRxHX7ErwhfCfFzApAfpqzZ5UD7RN8/8z/fx/pVosj3I+B9ZzZu86R5Jv1rTR7O93utplOCcWzeHY/3Ipzceyez7mEd/tHQlhZ46VroHC71VWqomWYa9jnM2nl+Aua7VvOdkzR3Wbvu2deH+4kcZqIG/KBSlXHHlzDn8nxjzeCxzMqdzvDM7vnDazmko2Djohs26Add2Kn/YRy+rqwhykvSmwz0wPN8Cs8jz3yevPKgH8nhfyK5QA18uk9eHcYRamya7k/qCj2v/rRFHltvMeMj5TnOfB98/YnY+TLfXCvcH5z4ctm0dfTvqVT+GfUnHMXef7488NWs0LmLKSfWEcpxAYQUzLtxZRM4m7ssaB3+nZ46UoGEe1Zz8qYO8G8r7+ygnHPgR4037RNPujlPxPvu2f4TXmfH11UKJrxbynI35GfufgbPmNwRRv/CnZisfd+a5cZ7d+/8Ds+8VVj/Hjz75MwDS1gumcj/WFoV/vHMwD4Q5s2qD8stWAXFOMWfd1Cvd2a1wXh+ODj/nxlLPDfJyrZj/Oz/r6MyqRd47WnuclSYlOKG52j6woP+A588rVt/IcvM87itYIr7fVnH+C+A3x+WuKnLci33HAorwrmjQa4fn4OvD1kjpMUyzXacJh/4qtgX7+FmmC2cQ8H038d//nOgI56vqQ/2UcB8Vx60eSvDcvmyC/I7een487eRZeBJbwLWT2CZisV86z3on2wNr9dmcM692gEewiQsEZv7kKH1j++KnwQfyviQRL+/+Ubcd1+gvmJ2WZbeB/c6f6SFXpfKac+E51BfcU98f/UNPF824w6+L8+HNf87Q+f1hNtekvBAnoxmC83TCk0T+DaWUO9t/llgBj55qdVK2iceNJC9vbuCji9tIxsCvmHDxOrF9OdeWJY86TX1yY2kmcngz57qnKB94iGVHzn53+n4elbhd+GNyVd3vaS5a9YWgzZerC99CT/XhfrrAfPFqK+Svy3deIL6iqj//DEZHsjVGralfeJ7py7zeOofVtJ7n+F4flCtjaN94kRLvdPj7ynr/XXWF/yh0NbrNHftG0v5vGcC1ltNLidiHMOUHfa0T5RbW1yP91+zRrL5JfAD36siXeoriZEH1j30e4AVOqzdjtzSoDhssopwqzyPq9vCV1yL2fyY72YVQo6OhNXyjZGOh69sLAfnU87EG6hvpvlqTsNe32GcJ2+++J4b5nvvtW8p1FcL/EZPX8Y62NUBo/9QH90qdNyF9mX/RORdsL/LzXrjBdTvJg14P0z4b9HoI8hXd10161HvZO7bSD124/H99ceprxgPNckRcPuts3/Q3LVvOrfXAL76zyRsNnLCJjnxMXdC7uiyA2vQD352uWsLnwjGHcD7rP8rrI9uw/rVg2N2m8Attw5repGcn9+eNxzFcz23vmmmY5yR04263oSrUPOh3B7voTDjv8qiXj73lZ0PYbaH7oxfjfuJ8u18X8DbgqNDfAnHui4/9wrOVda19hGHN0zXaRMOYSTfqSZ/w/PUTgPPFlHOvbIjoJZDuL5GnWZ4zycRcxOGNzh+/O+9/QhnG+97m3/gdTtcEtfhe5NXtJfmruKXJnKBGCdwn8UpeEara9Yc2ica6NekO8MzKe2Zz1D/08mqivaJ5rKbd+igHzS96juI+mJZNecAEiHWL2G7aPy99nP3ya+n31uHSrze03zkKK2VvA3jTLdv0aWck9iRNZf2iW9OSO5WRO4ythD3xbz+e+hPqQ2bI+Li8uITfHLZ7s5mcLsGt1NLWXbMTpLDS+c9t7tREPtAuIXJeoFWLHOhjb2uQzm5Je+AfSBMYpbbPEuW8ZU6fQZ5jHzU4usFv6ZY2E1YMjny/p+DGJ83e6cU5q/I664jJiw38vPDE6uUsR4eLGMCHukYHG3Ecs+eu3nIGc/d+K5Owz4QJmpphaw+y8ZOuG36AevtXtJe2AfC9J+O6NFmWauL7qKO0ylvSZtyffy+TNZ763ks4zX/2tefeE452M6wHZxc2IvnosMPRs3Rx7q6x2t1AczfhRmvlUVZRtE+XLxCgPL2B91a4GxneMknMyafKZJoh8eyfxxzA+fynD4kQZiIW/dKHmG9/baAIRd8rdXKJnodB1Yn6NR2U/5KvPUCuLOkSBbOP1p45FxWFPWA05nAhvG+qTzIjvaJNg3/fa+qpF6SLUsfHfeY3g+8P7J3b2HGFeSr3bFTVOAHk/ACo0U4r/Fi5c9XdJyLojNXgO8ufnGB9okKMbNL33bT3BX71zsSnP/YqCj1laiTWFwM9ou2th7JAefe2mdD+0QDmQOezrjftyqlohqeWa1oFUP7xKQjI9PKaN/HuiXp96P+RO+ucpq7Blz29/aP0XHSQkNnYv6mjUZ+tSVcrfLTt39RXzEfP7fYgpvbBkXRPlGxaU9uIO4bdnfrbQb3aNl4kfaJOt+NfuuJ0OvT8ZlyJrwkdaH3nQO9UL6urBTB+TMbohsrwFcZuwzQ3PW2XiR5Gf1+II4JEV+RT+YsEpBwIqz71fPSUnjex63BZDr6iLblIvrYJ990MPQ3nuup/D7BGB5QW2Kji/fV3LR5Y499XAY69oGon66e57qacF+9lO/Pgq/uHRI4ghxi02K60ZUQc2PlSSHoB8vWNtxAfYWdw2E3mtMEHV1U6efMVVDktoMnu57Pon2iayWv303K2egnI/yYv5c+779Bc5fwjUdJV7HvPaXltDp4WXnrbZq7Ao6vMT87D/kv6rwz+Jqpu5pon7jx7Ov1j3FO6eZNX3bBP3YzXn/1Jjkrlhsc86EeI08r+fPgn+o/U4V8aX67+a1zMXw1dib1OfwjoG+G9/t83CZwmhf3E81sqn6jPtisIJvyrz1+G/HeA+7K/AaF9eiLKxM1qJfWK2k7hqB+wq659pTnxKb5VPoRNvpXXADW07inlBQ8UL9n76WffkTMv7FFaRo882/9gYPwj72jZAr11a9Nnv0b0fdV35p9lXKFB2Jb5AOI2NaYgp3yyGOVW61a1+N7/HjhJdonxh4N01mM+tFvMd/XY13Q+lx/AEmaEn/p6xC41UlPafQLw5MWH1/GMjkmHWf44aWqA3zzMa9tHxzbYcMyj/Klv8lRzt76aIN9INyHa3jNrFm2ivfNvUXIV0LPz2AfCHMzwYh3CUsehFRY1KN/XHWmEvtAmJzXl2pon2i9q0lyIfgBnlcvwM8L3xc2YzkZYiX14/clfa78+Q3+sktbcRHLKFuHdajiecCQj+3y496QCnlhwBKPmopvtchdG5yCsQ+EiQjuuKjDMttrPRzvSNJxTI6uDQNn5MSuaNB+cOxcsij2hdZy+bAPhJn7Z85nJZbbteWpZuNEyg2LX4+vozrv6NSgfz/2gtWry8KUv3uq9BncYVm1R18582Grzmc57HPgSf6MdVTmQqFHwkTCzCye+eP1KPXStT9HjcDbcitCaL+h+Emxb0UP5Tt5ev3A32cF99Dc37Fk66bUUtr3NQseOAx+6cLDLTRni81bY/j7GfXSs21Xr4PrTZX9RD+niIOzbL2or1iH5+QNeIS6ZyDtE23KlmwNq8d7c5b6C8ID/Pl3mkwIY3zKO1LkPfVJtOkZbfBVaUSF9okD/3bvuIz9q1Exre7wQMMNWV/aJ4Y/4M0Mwv72k6nCsag/eSguneauht3nZr7B884nFf0LUe/Gp9tIc9fJmAmtbnj/zq5OgabxPihKVYD6qmftlL/veZDbP55C/8L9E5S5i/aJ27M6TXXQD5r76qN/YQ6eOXKX9olzv3TaCwnj83hb54T6hpS0cAdCZk2V9azC+ryG7rYo1A9E5e9ZRYjFn0fvkqiXyOKiF2dRP+h0+pQjcojh5A3IUSsb05+jfhIbyNI+cZ7dlstR8NWFx8/74Z+/tbkVzoS77Ocj3zPYRzr5yJAs+pST/2Q/uBCuo+H7i+9wn1G77741vHG0SnFsNemQk7bJmox8dUVlfzjqbWd1z3AjZJnGHuYN7hs2VK8+Dp+MbZqj4U7YsZCfo7+x75Qva305+HN7K3MPouA6UGPjiH5wQ6hJF8a5/eqxmSfhhFQvMi/GOclBAedEMX9rbvUFUl8F7fX7XTRvPG/NM8T8fX5tYrQ3YbmlAzwr8L0X2s7PWY/7jL9ij9PcdZxfo+c2POYk8B7eYB+d+HPVl7BvQ4U5sljXGtrYBW/khPSVBVNfOb/4pAyPkdEn3fAGUTDcP0Bzl4/U/O1FqFfkPhfYQD1zaaNFPO0Ty7e1nRcEn9jlILkBz01btlf4EUZpZMl9XzzvHB/nZ0k5a89zxtufkPT4Xbay8NhyvwnrMU7zcvEvNI81lc8TqkS9voLaMco7Bn85bQ8gDu8PZNzHe6iZ8k+RFzH+h20xZQHUz/KvvhxGHvtxu2Z8/5hIlu4GW5abtd3/zVzkJXb9duwDYc44bF65jO1Y2zcwdSk8tmhzJfaBcN2uvZeg/eNXUd0aTXhMwkLEGPO6iQloXcIq/Px0MfMc8tXSAxkB43kjdfZJC5bIWygYCKNPFPy7/RDGsU4diyGsgvLCGUF7kK9+nN5fgPrqOr8tJjQvnbN89hvvb61vcGsEDxcxmmTEMnOSJ+nH47zlnQHqI+BvNXoH9Vh2urFkPz/W1Tem9ihiXg8f35mkzXIvS0Q9toSvbj4+bwfeO/bQZS7LCJiruA+IUP5Qy3QL+CTRZGV5ltuxJtNtPc4XFclbmQUupv+njnotJTh9w02cy9cwSe/R+Dg3qhmaV74vVPs+D/scVmQLfAf/Nj9903TCuOXxZwR8pNyz8Z4kPMB3vjGW9gl8O9etnN5M+bo7jgR8JMfiP3qdFR1Rz7B5RfmMkCMh4DGumddo7opY7VH7r5r66r//NFLAo3K/aBsSxmFpx9xNFdQnAuE+peDdjRvP0Ny1Zaec/De8/3q5SeEHcO+86Em0T5wfM98x+BOeg/7SJ4p5fXp6gzXNXYLC86QP9FK+0VRjITywLi6OS3PXjy8vXRjsW3BelOgHnjlxcynNXYecfh+IRu5Sql5xCHzU+dAPmrvU51vIezBYd3KvuQkemiwaSPtEn7/fuyJ5kec1ot7h5z51VTtLc1fhZ02LB4KUv+tNF4Yferz3Pl9J2I4Mi6PxOG95VDN6Aeb1SrGuEZq7+B4VdbThnJkrO697ICeU5uRL0T4xbOuhk+LUV6xrrftejGMjHWpI+8Tm/Tfj5NFXTmlzK0D9daZ5CfXVro3Of3SxDr9QUrlp3D/FWUE0d7m0blr1F/zvPv5/8IzOqDh3NWHnTpO36cI+fG+9WlV4o0f3A85tbrbYIW+B/VqvLx9eAc90ftpcSHPXc7NFPLbgbwsvb4M35JY/qHAnOa9WJJrV4HlqIjF4Elx3BanxIJz3G+emT0Q/qCt+9yHG1wvr76T9o02UzOxg5K7oip/IG+SIbBnjTTom7D5n7Y39D7lHzknRec0lXb3SPoRbflN1WBS+mqp2m8AbQU9ZfV+ioPlrRHoN1rukLItCKM/p+hs0l/oqY13/3IO4z/jGoTYZPHr71hLaPxZKJ/J0Y93siuuFMozzt7tvuR/pWCe11hHni5Ol9V8aKGfiGz6mUI89ywiWw3kOrIOlwV9wtTeCqtRXUsdXzurB/oexV7qqYfRPjSlnimnuGtujcRPv6yH670NWUs4uM5pgEUA4j02Tns+Hrzpa/wRQnnP5zvQ4yhXbbIMv4tyt2fbv4uGNY48KLexYbpvOBvVl8NI8l6TT8MCsa63KtiyxOqwqiHUg5uiEjhrwPve/n5eyHM8vD0yE4beg74ID4MElVlet2JyDxZZKwfBV2051OcxfRaXBUEuWfdx7c98reOm0TA9B33FKvuyQOZvDrOsoEFeiXOzSUR/Uv3uh/d6MZQZjh0cVsA9h9vyag+CnJrg64bnFRKXFYdi3EPJJ5jL4vwxJe0OWzT05qvIf9lN1p8W/Al+mfrlBh+VOrOPmpeGcvbo/FxnM37rLVQ80WO6UW1IPhuArqYLfc8FVTwtPpf8++00VDSN47mYgWsIRPJUoj99fzApRMvxL+7WwtP6d4Bxz1a8/y5m9iQ/3veqnnlGrbs4d51aLx4QI4/Xu0mSjFsrrF0x/Ch64U3sFve5LEzKOLOii/MKZY7/AvxtNl6XXa86y3HKxt9RL7aFtcpjX1r4rY2nuyjl87vmFl5Sr5O60Affi7uXBuY26ckLmkZTb6hdsBI/w7cRz1uvLvM2C8T7rl2v/ZYLPXjz2meauL5zlNYs6KT/+wfoBeFvsDi2au+anfs+ejHO3Zusc6IFnTObGhNDcFVTu+i8Fz/scKR6UxHyfZyaF9+tayFZYHaO5i1hvPGkGrqz3+BXNXemT7nU/xHr7O86FDfDG/tTpzraEyZ43NV+U5i7i1vQvDfUhgysS7Qm3M2BVb50Avlcq/ZFDmHXqm+6toH3f5+QZK6fQuqxc30/wCSng2+xAmHkKFz03477hixNcMfghXUk7kfaJiS63ZlTCS30jg0aY16uM8nEOaq28TfIL1Ed1d/iDL/Ryf0z7R6MnH4tL8Dxj++RF8RiHWS/2kXrs7qST7nlYn9f3UL0Bb3wzqGZWE3J53SGJROSueVu/tMMzlnpbZFwJc8LrjL0KcldP+np+zNPm0TB1N9JR7bjkAd5PTbgmLZqUkzt77lq4E4XSwTMb2nHf8L/2ARd4xtv0tasHIdf6fh16iNz1344ZuzBO32MfX0+SU+1439EHuWv44JNz4DtvRuO9ii8TUgnOL2X2a+14jnGk5senexMuGTioylFHP7w+5jfqN9dMu+5D2MdlU30eU4+xV0IPKVAPMNMFU2pp7lr7zjr7O7zE0/FoGbzRv8J0G4d0vPpz6Z08/NbqOH0rvOGh/FqE9ok1h4cVfmI9rVdNJxHjJCydFEz7wby/l65Nx374v5PWlVBONlQe6fEjhPxn7H0f/Nn2D29Rv0i5eZc/4VhbW3mrwVcTK+SEw+mf4ioWIrQfLLr5tuAgzos4PXFENhy/zx0rnQJInePJxLAqeO9IlPgyeON+aMpMezanvVLZxxe+Utl80xu84V3TX1u2o8F0qnQQctSTa3/3wwOxCgmVNjSH/ElOxPo8c753chH44qkLDlmzJGHlvJT54Aekh1vAz+dOsKZ94qIna9t2Yp+Vitekvxi/1yeUY8Eq5BbW/23CPnb5UPcZ6C96LY98JCzzX8CztSHStP7nsCXu5zJrMyTnmbDc6u82mzpwXmjhev7xHHL47ZtpRiw3405GRew06hXfsoPJ4C0zb6fpsdxR7u8aKeorUnrw/d3x9RMfYTltlrnWNbXYH/sZvvwa7QTXyxlJnMNyN/jek0+Hr+Z7bZqMeX22r1Ob9p8O5zc6zMR6+1N2SB9cQTXQSZBlvh794r+D+orxVUjzBhe7Pa3zlxljc/ztgHMD9YloldAB8Bn/Y++9o6JY2u3hJueoJElDRpKSMzQ5Z5AMQzCAikgQTNCCggFFFEQEYSQooGIWMw0qgjkgKCIOiAkREURBAX/1zJFzeLnn3veeu75vrfvH7bXm4NnzdHX3dNXuvZ+qrvpiugTpACPtzLTtSHeRIkahJwGfd92zAj13QxL4X4T0IB5L7dr+nOFr3GR2QD5i18CHwm5UvsZ+fhZo13M33rSG/PyKUe7hBhRvs0JaA/CxMf8zSHdx1t76pdqK9E9jvZ8f4HHyS1TNcCyH9mCbKR3xyR1XIg1wnuAJN6S7ns1XmAiF+SJO9NUcAbyN90I20l0Le7SDBWHev4BD2CPgGY7FfdeR7no/xbGtH8bDRzeljgP+5TvHV6S7Tl965SEP68AObTqsAjxQJbIw0QnHtp3wnuiGfFd4Qq8n8MBE2MBxpLt8Vir6ZSOfSIbTjdZCfHieeRfoLkOf/bW8CE9YeIwG8aw7raaQ7lIrieQoh/d67t290gr8o5PsLYn4aun6yqiFwD+CtMlhKEeL5ZGRN45rcMuzbQW+6tEolwKdsJaJKRD5xMW6Q2U8ME71yNcjdoA7LniX5Iv8+8KA8hIoh33Thjho77zvU3ORT2T6vL4sCPL5K9r5CoF/3jwyrF6E9ORcFaNCeJ+oJs4GdAiRcDm33h8nQ9WiF7yFPFi81M+3EL9YNfgR0l0h1x2/WMlDP98ZNQFo14MHE98h/+jYXc4/B+Z52Hu4QxfadeBChzdBOH3x1ZcWXKCvVAIEQiF+RG8zcwhOetUmcOcCj21a93kL8Ayf6xLpUJy6rbOF9znMt5xhlFAHesbzbpM+4qsNq9161EF3Wc0r74Byom/d8Q7HqSyahVKwTivOXdCFIX4gJgMEjJC+SnFt+RYDvPTJz0Id4XTHwHO3EY8dGRbjWAq8x04VdkY4GTxniT7ygy8On2zeCP2GlSbyq1bBOozRFbBeRhFLX+B+GD//nhUrAtw3OcM+EicXPyqKhPesSYs+iSY4bljXpTaEFy88YeMIOm3ZYu4OKP8wbYF0FC74vu/DXJg/kHTe2cLof3lJXhl1Rf5Oet6XRcBLnosC5wGepRjzzIWkqodPpJuDjuJi2sjgjSdMhw86kZhc2TliB+M9mg/rVzB8h8KraOQT31+fihmB9wH9Vm6HcSAYpcdW3Y4k9NNUaZNIR+Hq126BfyG2aJzmtiEJ5tDkxydAX0kNSnQAfi4646AVSYx8WLEoE9a7n6/TxQTtN8w/Z78FSbxeHHjHAPCSjkuqgCc1fYgwIXGjs2o+ZsBXdrVNXoDLx8V91icJyfk/V92H8Qz1JiqMfMhZkWcJ2iR2iCVpDi8fKsfnoEEF4FPt8QZqJKarqk91hTy8gMLQXcDxw+NqciRR+sVAuYYFlRMx8uErg3+6uZgQD35lnpv2eBTxRt9rcSlo7xi2c+eqBoxzZIQ0AH3VMBxnx8A/8LwXQvdtc5OmF9JXWGjW7jjA91UfgTzIPsHbRC/w1U32bZAPwTKiwkhU/9rCeWwuAt5v1ksCfv1w1gt0v2knV5xQBZ+oWd/wAfC3vclOBoh/9s2X3N8I8/idaBGG9ssRKXnFBPGhLPuQ9kvEG7v7mkwB13NS0bREv3dxxYIJyM97lJDRgH93cn6AdNfA8ZtK22A8Vcbjvp3AG7YDotyIr4420vvKYBzpmKfueYi/qeRhDOPnuYuftINPfP2AuQ/iozb2nHXECUd68hNX8Iks/sl8wAOlwUMjSHe1yX7rwGA9C9Jorz7gV9ZnURBfebpRlvtCXqvwIH8I4MnfFht44NjlQZ0JN1i3onxYagvwwzjGcgHpLibu02/DEP/gzJ0adRCftb6rzQvHLe17nmnCe9Y7hpI7AHcaxEcQjxVgcWJMwFeZpd4Y8INCcz2/L05WDb6XUYb407Ec8xn+JXDefD+cjJCyFdkL41qvSht6Af6dt9sS8dXxpKXV1ZBPi3PAUgFnCf3ginRXbduT71ySqH0lpXIdAlySXhgTgFNleZlj0iBvP/mu/xbwhoSea0ogjmvNuaKmDv2JE8MXBuB8uMjKNUE47c5yk3Jd8ImvD7+YCzpkSwb/TuQT+eZaX0kBvgq/+80c2rX+af1axGPp18/+sgO+uijBsgR4oGEBLxmKY86GHuMBkO8S7zfLBXxAjL07DKdmuBns5gMeeycdcgFwiTGnn+E44XX5jO8N0Gl+N1p7ABfnWLQT+cddNdV81+G9IZPOeqZ44KsWfmbEVy9v1poHwXgtfPLcnHjIr492pyH/OKqzrUIH9NKGu02qCCemBN4KRuJEWl/ruz5Uf6nrbuuaIxx76nOmFOmu5ffOy0WgeNolPpoD4M+Emd4h/5jkenf3etBjb2/HMvpfbC8F33Mj8bSXdSsEga8Oeb1m5FEVCvhPuZL0rSVy+kPAS/f3klOAR6pkr0U+seY5bk0FHdX8vEwFfIQFR5+VI4mv+xiXuQvxFf45E/MEvMpcWsiepFxx6l3GWC+sQ0WdwRvR0dUXbUicvP5cOQn4bVvurgLAh76ou1iTBKfpUmthpK9w8zWXYPwY9nzxBiacxDk4Tm5WB33l/IB4B/gad93TpiS2Q/LaVX54f3lvcL8AtN+nS096GJL4Sa9IQgzxFbmxx98YcHm7nw+RT4yftLNp4gVfWX8wAvCvOvV9yCdKPVmch3Mh/Kb1ve2AM79v+KpAEuF5+1bXsSK8b9DnNODixwcakU/s9Hx8heMb4pPwzyueA06xf67yvQFbGC2etaUX1l3VLWCGdv1wpEoJ+cSmCV+fawjH564qVgdcyr+djp7HZr/Sly5/jfAXR6J9AQ/5vuC2Co49Xpu39T6Uk72pcCPgybLxoah+pGa1e/1sQfhHtYDDgG/dGt2qh56HI858m0mYR8vc8gHgzSOZxsgniqsufBCC+Aq7FjVvDPAxoYBq5BOxfK1xLZhfy67zMwV44JaqAw/iq7p0/6SXwFcnBYadAD927YEt8okK3DWnNGF8qcRBrQTAf8wpS0Q+0bz4uKwd0le46Nq6MsBjb2Z9dMAJffslp90gDy8WGNDK8C93lLWccaJswfLT15jhub858gvg1w6aBLniGN/jXTVLwSdy7BQUg/aeJLB9sTtOOFhtLKAAX+WNWuLQrr0+NHl64qRY/TfDtdCfOFW6MAZ4IMOTb6UXTrToHHl0BuK7XcbyAN903HQr4qttYbe3aABf7ddruwT42pejFUh33Z0n7Afr+JDXffJfg26hS32+hnislnql6LYg5GcCLHiAH/oPhz72w7F1n2+lPYd8/p0XntrAJwu2XetEPFa8tfXQfsiDeT3rDYL2vnbfsp/+OD5VM2fcEsZRuF0aIiC+Oq6WBfHV6ISD1QV56Dcc+HgYyt/yeCkP0ld+tu6Zz2CdiwVnY+9DObdu1UoH4/h96ei5jPEPzcqx38E3ndwbbBKCU33I2yk6sM7F+EopQeAHs5aLfoiv6vTu3BhGOG24MV0ReEBoFz0+DMejVsle6YA82MejrMYQn1H5fGc4Tq9KKbhCAX57cIRwA/wbqe6HdFeTlZpjN4qnLHG4FwZ8lR/kco+Kk5+7xrcbg77i6t8XD+V3ez90jMB3p3IJ81eAj3sTf3YLlDOQGP8iAvfcEtbfysZYr+cuzwHA3189uSwSHxJeFvFtG8IpxZKxlQinfU0+eRLxVd3cHp8TwFc+aZfWQXtv6/5Y5k5iV/w+rF8Leacvr6VyAW8XdtviRpLaSbudNzLGZa3YA3lUbEuxv68LSRc/cJsF5mknWBXM6IAHi+RRnEiqt+nI+ADMA1NmeZgT2u8tGYshexJLL+5dogM66gF+Ww/wgOu+ObYkaTha3RAKeS377bye4C+atsQJ25Ck3cLN745DnkrHcBuMH8MmhK2f4CRxYSSTczXoqzXSCYcAD1J+5WNO4qxPHqw/DvOxi72LbQX8ksmaX0Yk9n2Z9uvFSEeRQ/SxYYY++WGYjnziziR//UFuVH5P0CVJBm9IzhdBPtHgoy+nAczXp3fewgZw/sn0AyokxlPgyb4F+UGy1rYyFnCNvWYKMiTmTfK+jYb3mq08nfYAHq+fPID4zttq/OrLd0j/dF0Kuww4vjEoaMQSU0ysrgp6g+InaUmgQ7D3SnkVqN7np9RnpqF4bIudBkOH5KjRFZBPGFy/62YL8FvWZRcDwO/mJPMiHU8puFB/9Aoqf2DjvHDAPapvfAHdbGQrqngL8caKApatgG/lUaMin2jA9/VZJfhBlqR3JwFvXzt1zxTHvibe/CH7EekxTOn4c8CD2+ylkE+s/HRC+gf4wRdOF5gZuiLbyw/5xHdK/dIOMC/EYAmrOuA7htg2I921IufEXAvIX63rKwgAPvli3vrTHieaF2+4u5EZnvfvHTIAH0vpMnfCiYlXGSz2zKD/E/fXQjk33rWscMEJ4vmniQdId+GGe8UfAl5bczEJ6S6xNzm1T+E9RIOy/HHAt8p2n0E+kVlKprwU9A/XaUIe2u+I2cFRxGPHMKlYQeAfxWuWLsAD/BvmCHrjhIwL/UIp4HzMFknAG+Y1Fho+OP709vasUVQO8fam90EoZ/gMqxPiK7O6gh0VME8Oz4PlNwD/JSoU4IfjWx94Om+BfNedyXUfoPyo5VMBiK82zSn81IKePxRjps9coDeefbqfhnxi8OE1P8yRvqKMSoRLQzu9U+KUg3zid9PG1ymIr6hyXjbawAOHZDhoyCcmvPbZ8hPy8xU5JnbAA/Pxp2cRj5W+4OIMhvlO58yLDwT8zHLOe8E4Mf5YBA9CzzfK2jNDcXDctawS3xGPxd1/kdsD8wRWL3mSAcdlCn7MjXxiAqWgfzfkwY5k+xcC/qnSRiUcJynR69/HAy9JUqeOQvkXb92WR34wdjLSsAb8abzYyJV46O+T89tPxYmXW1lo8P4ZZfDcqfuAb9/jPwfx1V0W+XonVB+p5zsevUY4PdWvtSoCx1MaxsphnkA86rH0GBxXU3CjTiRO03VY/g74ip76aC3zavRXyMhtHdJjzRvibK8CX3VuE9OF9iujJ7rag8QfXd9NJ0Hn6LrGOwBvVMg0+CMeC5h38cgn4BNOBRr05xLsPEIariTV6fCmDiXQVyFMqvsZvJFR/tOJpC8+X7zMCXwf/4cBhn8xjP1wy4Gk6iWbBn2C+WECL0QNAK6UPBhnR1J66TcKHoDu2kzc4QQfMbZN/a0NiSlxbFx8SxL03pan2tCux7HGOuQT9XxH2sVh/r0tVrWBgGfE/xSwJIno0U2BB2C9m6wLKZsAX3YTv26C9E88k0saD+ii+RJHATc7+tPGgCQUdGJ/6CBeIU6E27UB7iQX/Qj5RKt5he/DYJzDRKL/D8Ar7dhi1ElMjVeOvwbGsVezvZKDdm297mg3uh5K2dSLyQ+IT7jVVJ0B350q6jeXxM6O9S1XHEC4ei2eCDit0rUI+cBjcrc3xPUjXnJTTikBvPr6shR+HONvK77YgeIx4yjdm4Dbm/bEovrdFr3LZQD4ar6b+yCDf/RCXaHezNdJGT2Izic52AB0CLacf6UQqgebR9fc3P4Q8Ynpbl2GDtk78DVNH8e4hz1PZLxGfELdowE6BEsQ4hpAumtzfm2eM4wvvaTLvgdwVdF6PwscM1nFsv8cjC/dtln1MuBJ9bQopLte3nOW54TxpfoOG0GHEAZUlzyku1YEO2b1QJ5qh5uaELRr1cCXnIivSvJ3aAWA7ztq2WECOA+3LKyruINN/pMP9BsmfMqPAv3AyZm4AekugXYtLikY/zByfcc2wDPDFm9zxQl+lchnnjDPg1aKxxkoZ2Uz/TbSXYaN+tQ2WKc1d7NdF/CP0CSN8MSJDpGwfVQUT/U4XsQM7eLSlv3FyCdKpT7dch3hdPkFamLAD+ePf6lHPLbJ4CIrjPuijUy8UYf2jvMdavfBsfu1xirvoJwh2UWWgN+oXfbaFyeaBqWCHsyD9li43QvatYOn4is/nFhz4JBlPPDSi8A5SyHea8EbTn+ckipyTZ0F+X4skFNnPcQfbxeVDcCxaEObfh550IFaI7kQH+7CZxGIUw7EXpzAYB4b8WUWoDcwjq9HFgXhpDG21Oktwmnx6aEXAM8S6F2BdNeE/KZ1tkrofAzm3L0HuPqIYUEITmhYan62BZ1WtGpbD1yvdq764VCcPnyaaMyGdTFOXp8ahfiNVL7GMBzrDW/YU4rqF92Yt5sb8QZ6QFT3IJ/4Vrzm6ibQdZoD1ZIIJ5OLPkYj3SXUKEeoaKHjSnrbaSKctvX7sW6ku2IWZNVlMtbLULO1RjjFM7NtVQR+cr/gs4unIK91aqJwEZTTeDV0AvlKvn2KH5yBl+zefKMCX9VcFbSNxLEysVVfs0GPYdu7PgL/rO6NkPeEeRVG7klAPnztARsMeENZS17dg6RqdvxqdgK+eq1drMrQFRdsp1xJ7NDc14ppgCeesvECfGkY1z1nkjgU7pTZB+PVKRst1wEecNyt0JHEcjefLymHvHpRXm8lgzdkSWd7kt48lShnBHqsTkG+CXBJfOq8LYl/Ufh2aDfoq026az4CLlK8YgPyiXJnxEhBGGflSz04B9pv+JiGN9Jd1QZ2IishfzWwv8wUcJ6mRz5mJEarZytkR/oKjzovtRhw2+bYTkN0Pqke8iuBr65oWe8CvONlfKwuid0bivs5BeOvqlxoZwE/Zp+/S4vEDtOE77fAes1XetZ1AU6/y/sN8fXuX06dSrAOzvbTr1mhXZv9yt2IzlvK0+xb6yDiE7yCXwtwyukHa5hIjNt0k+bkZ1QOz50Af8AX7l2ninQGFR9twJBOw7Q4VQjAH47H1KH28IwtJeIQ9CfmsjvUAL7u2Ud9eL4qxFi1VCD8sPqCx4DbKxzgRM+5fIXmlnvwXuHtT+Y/AVfrufdFF8eUpWMOOsB8y7XSRorQ3mWLRUKNYF3phhFZGEc6XhjoBng3QbtrhmNzltN+fofxDGez09cAb0Sre5Yi3ZV+X/zYYcirO16tKoX4ifYtLUh3Kb+quHcX/J3fmjl3Gflbw2JTO5wY4b+unsYBuly8fRTia0UFNjjg2LEK6xd3kO+jjDWmCEB7SdBecsYJxxKersj+hOLJowSLAuA3DVkfIN3VumO/WhLiJRot4KMh8I/8Zk1BxFd5rI+6KQinVEYtd4X4vg1CCoivnASr17cgHCuw+UyFdrrrmJUF4isNntBGCeCfX3PTkgEv4uYKQhUowgY3cgTdNXjCazuUX8+SvRbxVX3rgLsA5LVGnblKoXz3mlPbkO7qWp2zMwXGr/oYpp4EfNMVua3IJ4rH5CyuRr6PJrqeuxnw/i/vTi3CycI87/w4xGN0++ENnXDc4zT1u/44/aiN1iJuxriIrpOf4bg9d+hDiMfqAjR2eQG/OX76xLIa8kiaOGcQjnk7zNkXCfzGcuOoOOCO3HnKwTh1Lr+mNYyXIV3W1agBD5Qp0mUQX1Fvr25cjOoLZbFkgCXwz/qXYWahOM5+hUlbDPEPxSo73wfKKXM74xMG40m4vWBdM/qBMa9lEN/6cWJ1OE6bX6Kr91QFdGCM+zqE47RoZX0qTqE7Nb430kDx4tiyHVDOJ371o1SclvDQVxfWHaPjBzloUM6dp5uMI3C63kYDqgHiK3pf6oazwG8U09PNiMc2CedtPY1wisSlF9cY15vtyB+Jk9fCsKcwHzlxq3R/FYN/Umt3epLEuilaWQn4NQlx2UvQ/3Jchx1DPOZ2tbyqDvRSdvFQL8Sz+J2860bSexILrfcC3qY9wAPtd6mCQCHyiTefXj96HXSUv/OQHuD3ZL5TnUjsjPNTtyjAp7rmg38h+mO05zmQmP39NeveAv7EtQ36c4mXJSRhR+IWkpv4neA9wf1m+Yz+XPn3FHcbEo87sbd6Prx3c2NhJfTnYulvV4pZkaSgs0T9eaRrMFoqD6M/l9Ut/4k5id0IsrSOgvyVYqQjoz+XRc8xwhjx6tOkbgkYz/CD5IX+XCzE+etPPRJ7wGolpArzIYs2zFsN+Amh4FrkEwX5OgVbYB4G59SoIsD75l6vVCUxXXafMimYh4HQ3tjI4B++9klZEtu+80Fl6hDiJZvupn7Aad5VEbwkFq76tf/gMMIj+OZCHhWjX3Hm+mSJddwJ3hYB/YyUdWNmjP7cz+a2qJ0Is41VVoOvlLZTgjwqlnHWCupldZuQwlMSxVsc+7ELcOqcnV6o3lBe7d3Q3Y74R41TDPKo2COevYXo+STvdTMAU0Csv7fmHeIrq128kEfFPsdpMCOfuJd9InMlzNN+ytyADdpXmrNHKvKJmV0cw1thvGgR/y0JwL/erX1niWNXHl6XfTtliVEmfc9pQvsybvkpgfhKf45pSQ/098lU6tgCbiXalIV84rkf7gdp3PA85lBh+BebkAWt9jhm6jzntgjM9/74Q8tKwAU9LjEjn1gsZhPPy4uuY54sL/gXbO15Xh0XnDwQ+97FH/kyipRS7z4o/6G+7mrkE4e+OE2thvema8tiwL8QnqOvjoBPrNgRqID4it5z9WMD4JdNJwcRj7kvnetUDPxmrLW0Dcr31a7jQnxlsLwiKAv4anmf7gfgk70qTarIJx5dm+nOD/muDS9TJqEcvCwJ98UxrTtf6WMwTvXc5A5BaL/iO244IH1VX2Ypxci3UxcOKUG7MxtiWoV84qMqrqvhyCdSWZhdTaD9Xt/FtNUfx8bjRgYCEb/RzY3WewCeHB17LACnbYtScbCEeSGIpUuioPzYeT4NgTh++ryL0nvgN413CmuBlzJ5lnwMwilpFRGvohCP0aIfSWdBORPaYaWIx0i+9twiWP9C7KBPCcRzs3x+iHzifs1vOqOA8+y3PQnl33BQ7gvFscS6J/Qo8JXRJxtvQDmx+z5MIR5b317rHw2+8l5d2DPQSzIPO2E+rnlP3DXs1YCvtK++h3Io5+/DetZdtfknKfA+tf38txNQjuzpAeYIpO6vZ6TUAY+JcW0RSkDnk/XTOC8C93RTVR6YQji1n/2NZALo0prHz1D8nWMf1msCX7lsIiKgXRtLqvxAvKRcKufhA3y1XFp5DfTDWgWkL0c8FpfyY8oeeGnHh+WMPOregtoSd5I40YH3fIT1tq6JXmgB3D14KsKVpAeXrFh0G/iHsuIe5FExC15HNWeS+rCX93ow4OseCEpB+1WKsel1IOkr91VfVQB9JaTcbgz+QoWpx96eJB6cmqzVAN+XIfIO+nOxjXWpvrYkkXTIKCUSxidoiCRtBTyCtoHTmsQSr1+9GQHv48RECZ0C/Kz1pjpLEm8445kM469I+gbTTsDnhrSbmZLYmsBwAwvItx++W84M7TekVYduQGL5185lXYT1I2rvuWoA3mJ5kapDEo+nOm284H1D1mQuP8Cx/oZR5BPbPnhKFfxE/OOi/W4DQz9s1ApC19P5+Fj6auClwflOkEfFtvLlPUV8+m77zi4e6E/sxaofMPiqZopEfFTrgv3qADzJ+eAY4Lj++lUwX6cTf8pN5B/p1t2fIY+KeYatsUX1mNNnm/v5+zDfaVyAEuBhgvvmIh0fsln+9cGniGfchb5AHhVrkrkygerB4Gl5r0mYN/5N5EZ3wE3mbF6BfGJ/NsegM9JXtH1ifFGA30vlfIl8osqJW37u3y0xumbrsRTAWWJ+eSKfqLbpwcv1ML5d4PauHdB+1/dg7sgnXt3E1JWG9BLV4vnYIYivSki9iHziPFm3EkngpS9ZI+cBLzthP4l0V3y2GscPGLfQXJ51h6Erot7qI5/4aHH8PooAimtYHkqH+CjrJ8nOODkxFVuqBeNIU94pMPzLyUdTZ1xxrFA/jKiA96Y7+69xAT/YYGs/Id01/uxTqCjwG0uWlQy0F6Zo1T2eOG5qoHG1H/Dcp5U6EG/67PVRL5zsEfVYexTxFWVbq58DtOsgxYetwGNx9IhwEShHUyIE4j/2X3qPdFfbia+X5ooifGLs/ipop3qx4uOIx1pDt16dgPFgHnNFtwC+LlpWdhFOlIkd+zUggdqpjr1+EZxPooOmvj9OaDueN1BAPEY/lclWB+X35rT6BuD0oH3RjhR0n2n1tS8b4XwudzMtDcTpXTetbwzCuPrCeDngDexx/LEDQTguaTG4UBzxFcXHo6sXynmtMqIVjBPNjs7ZGMxXs1L7/TiUs/Bu7MoQHOPXPX9iFcwLQf11mg/4gftNfxrSXWU6UYuDYF5By/Ub5QGvLTUsDcPxRWKfDDcinDYZ06mPcGx7xe0a5BP5Wy6YiEF/ZdLcU3YJMM4mwNca8ZXNeB69eAHoMYOSQOClDc9G7sC4+rfatdHwPnVknEccwqk8h8eDInDas1xvnRrgsRcnL6cinF6xfLI8Ao8vMCaP34V8/gieIA39IzINfEu8SCJL3UPVEfgq5JOqDvBG8qHidsRjc1q1t+oBX/U0FQdDe89ZorDKg6SN+t/V+gD+TmkHP4wDIRasEdB2I3HHZfntoJewtyuDYBwIdqtfdNSZJF2KTljCOs541k+x54Cv4qRUOZKUOe+tKtjAVx6Q7P4G+IPrJzkdSNz8zs5WfRgvKv2xXhDab3D8k3I7kmh+JxomC+PVHbZrQn8uwXyN3dSGxPo9wmsuwHhRf878xRB/ZV4qjxVJlBCj9GEYz+A1wQ79udiWQ1cPmJPE7sfmqQdh3a7ujIB6Rj5Ev8fcmMSs76562MWGygn+tZ6hQ57dL6vTIwmX9gNHtICv3CiuDB2iEdBuinTXWBnL9yVTiJdsi7wYOiTBRv+eCswXvUQa+g0pVi/4tABXXeVxRJrEuv3zDpogX0k9teeuNeBbleSiET/a9981SIf5Sye1nfwBpz6+rYL0TQbn0H5V5DdpGQfHlgPO+WvkC3quh5gduRzchnjMwj6eYJRPe96miGPL1IWDrR8iXnohK1EA+GAqU7Mm8n1MK35E0BEv/chqrwF8XRs3FfnEuSl6/XkfkF46e+ntVYbeoGytR7pL/lqEhSbM78dscOox4IsClhgin5i/c4CQ/mGJUUPH698CzywsXmOPfOI3+Y02P5AfpC1gDQMdgvFovrqIdNenCz7S3sjfEYnXbYWhfV1Z93wC6S41o8f7wmG97nODNGXAhfc/WYh8ovHNnUSMAOTDHY+bQrvj2v4yBemuzDymIm9+FM+WmOoJ8Tv2dNe7IL9sar/ZHsXT8CD9xRD/KsfnmxtOLO49ojbKD/10dY0MHUKJbhJDfBXwbFyvB/EbrtY0ZxeUU8NkoO2FY/f02flLgK+cWw6WQzkpIifcvHHsSGv1/g4Yl1WnlV8P5WwxYY1HfPXg0HI2GsLpceJ5dyBeQ+b5ZuQTL/3U3BYMPPZl2yQdypd5kX/cDydH8m5W2Igj3ObOx69QzksvWuMiHH/LppLsI4XO3yxQiQv4YTLzynOku1rj3/sII16iRz5PkAa8c+fQMPKJTyeusouAjipW1NIF3mBV6ZMNwumvfrRYnUQ4dWuXjxXEn+rh7UP4uGehnxfkrya7DvsDbwxk60ggnzgo2VnPg3Bq+qWi5QmQ34rP1ER8deehmwDMK0gJPrd7EyP+wpXQMKTz6zfoX4P8P49KZB7g3M4njMJxetPk7gQLyNtnJlgeguOePWcC68As6+20owFfdTIHn4P4y2s3FFBxam6N75psGAdNBo61IpzWn2WhGIELNqZcTYR5UOkYf1oblBMfLrUyAn8YVrF+AuaxId893vcMeMYtrfER8NVl/+cxkPfuTPT6BLwxXDxo5UWSRvEKnqHAV9K3G0ShH2Qx+1p5pLtuiHsesQI8Scgch3a99oUBmztJuyHStIgCvBd4riIG+OTNlfpmFxIzlju4agT0mGxRRj7EX7B8loh8YlvOknwYz0CWnFeBPCrxMzD7NuKru4MCAv4UhFseKGX0y6z2ln2GdNeIjrfMFPjBrHG/YYi/I9QYakviLvc5rl5BOI3fyZwP2ssL+pmFSHftV5DqwhBfUdd4KMgDfoR3yXNLktDPaO4URnxFSZX1MWA8r2+9TTUliZ++ylEiwFfVrB4ugEtuVB9AukvrANNBN2YU72H6OZzBMyVeiToktqKK2Ssa+USqQo5EEgOX51DVILG8zoY9Uj8QrlPeuRXwuzk8quh3cQxnai0cR/jC+KqDDJ55csoB8WzlUKohM9JptGM2lNOA449slfoasE5ZwcVtnxHvBc55zsiHPDtr8x61wxy5IwnHn6NyNKWoLwC/nUKnQX6EzWeLDbync23JnCEGX028OoDq0/ugkGV1kNc6NO8nK7SjFR13/VA90Kp6OLAe8Rg9vT0P8iEYn6VkAdJdbR5x9+36Yd2KNZsgj4p1TyyQNcExWSLhyY5RxHvHHS5aAT4otnIT0l0vXG/HBE2icr4X1AUA3qzVexXprtrkHS5XmKG+bVu7Etr1aMbwlA1OfOCidVciPUaqrTu0CfB4B38t5BOPlI1d5ELXR1U6dmQf4FlRj5OR7tKilzhVIT1G9fqedhTKPyttcsEZxzzOnw134IP3bE1cSYjvcNg27ooTQVOEuiT4StXwe22AV+Tv00E+0VQupRl0Gu3+McoHKGeRb8AZT5x0fbnzE+SvMHvRXZOA/xy9fx/x2NYtTyTA95FNl1OFoR2NVvB9QTx2++kGjT6EU1h1I5WBN447BbHBuNMzaYYnEE61YeExg3baqNOv7YdjygLxRz8inN4Y2usB+Pg5Czuku+ZMXP6pIwXzcgqejQJ8wWm7AMRXT6P9ONohf3XWeBHoDaIzO38N0l1zNhU/0Ue8hEkck9gJxxUKPLkvEMcij8ZftIT8/G3e3TQo57tce2UQTp3gWe8H83HR3R/vA94gRK4VtgTjNOp3m3U6iqD3bN4Ab5DyQVG9ITiuc9VI4SzgOeH76IDvGzOXDsMJ3S2dKjIwTw5fjPUAHDfiiHoDwgtallRKIT9I+PQ+mID4V8LvKhGP3RTQv3EG3k9UcDMXSkTlyVguoFLxk2eyA26cAp+o+ateCeHYZKr9IBX3NLnFtHQJ9Bve1DNeiHDKyHcVQ6SvbBXuEIcZ88mrt+xh+JH9FhbeJNVo6Qamw8A/ew+vOwK4mnZdnReJ5dLetlcCj20xvfsQ+CHi4JzdniSl3CraggY4TdnpB6OchiK6O0lGLGPSzwS+SjhSJwTtZbLj/GFXkjZWuLHoM+iuJ415yvBcTu1WiXImseKbQ/dkUDxdJjiEkUcV5QrJQ7prE1NUYRGsJ7hSXccKyqkT2EsgHjvA9bU3Gvk+QpS5nqFDfC41CNiRmG54SMtBxFd0T+2XDB1y4NJZujWJ7z/h3lGA+AoPC73D0CGsr34W4yTxVt3E4yXygxSTx1P5DH64MNVuRmJP+wxvGSC9Q8uKfsnQIVXR/Z5GJKbhNvVJjBVd1+l7gdcAb8yQpOuSWO3T3JfhGIrXWbCNoUPe7uHEFpBYdNF2jSUwX9Z6Pdt3gLf1uMM8F/PXB/ofnkA+LnEx9wTgx4zWs8wjsaSKr58wFE99YpgJ+RD0IKZnoXKXVPAM8iFfSRU/bgD5EGxo7fswFvQ7CbwYkOpB/FY3esEYcI2icykwz2/64+up2xAvmb+NdAfc+qnmKfQcPRnz8Acn0l20DbE45EOwt09fXkH1if7DaG1BN9JLi9JfrAE8UzBcRg/HjFjDk9/Aeqy5tCbIo2LyZq6HjXCMtzbzvTXiK+rXZl5GHnVXpxavOY5x74l3koB1KEL9ZeoZ/qtJnt0KJxwESvNXMwGP8L5g6JCtiwk7xFcpIns1b7Eh3kgfYAEdQkh4dCTZ4dj667kGXsBLrmGfQYcQPqYOsF4GzX3Nk9U8MD5z7h3QIcTCOdgE0l0xaYUPSYRTsMFVMoDPP9xqhHzit3J1lmUIpz5oPqoD+GSObqw7jjuf+rXoKOIr+jVXOQdod3pbP8I4Lhf3dUwl0P9YUVYQDLx0c/PxFYivus8KPhmCcVbv8m3joZxbBmU7vHGiVmvp+zbEP7Sr765kQvx5/atFMB9XZORCG/B9+zdkFUH77Xw0cQvxWFfzcmM/pK/o8+/GH2fwz4hNF+KxBBqP+Ht036hRCpmNgHP3nB1ehFO8tzNNDUI/48Du7U+h/CPVBZwBODFR1M2jifiKbjV08AOUf89MSjYQJxsctj85BbqLz3/gF1xX06G1vkhfySp9i92NeI+6O9J4LuIBcjKTEheMk3d+iT30RvH4ybc/VBGOpzHz7wrBaVETL7QkoP/xl2uABcKJ3Sobz4filDDV3jmkPIzfGI12hHKasWErpLuYqJF9mDqKD/NLCYJ4BakDZuHIP8YXtFNg/gfNL5NxUP7NwmMaVHzhZ9up68sRXxHb85dnQjmvs8IvUfHdPFq/1PQg335FIn8n8JWYUgcWgVOZ+ENf3gA8K5oZ8h64gh5/rTeJ3RWl534G/uGe8lkA7agwXV/SmySuOJ4/8R34ZF7dRxuIt/RUmPIkqZNVIg79CKf07KkKAJ7RMY+/5kESslqip74hnGbg9XoF4FttmXchn1jK3KxwBfxjl/964A3ifX/8KheSEIi4lrga5j0OW5a4N56Rh18a6UTir3oVpQaRf6L7TtHL4XxWWxXUO5CEa7KyzRfIU2WauFxg5HstipfYkfjrBbVh4UinUPjXnL3L8GsrM7SRT1x9we17LvKPlFVYNvTnEj/PYF9wEttzekGzG6xH7+pez8iHZD4R22xOYnKFY3vKYfzDD7ksRn/uWv0eFuQTw0y+JblyIjx35wVGPsT7aGoV8ol6C/vjkpmQfrt9464OI694o8wN+cSBV03VbUh3YRej10E+BIsM0qlBPnHJUp02NeA3mX5VyIdgjtfTV6Lr3PGtVBt8JWXIuyQe8ACt3SmINztGk3Zlwrr2h95aQj4Eo8pnpcF8xC9O1XvB+9TZ2ccY+ZALDzLuoPbjKSHw0vwy8okefBZ1DH6bW3MHPS9TB6qW2T9Cvq8yp6+JoX+sai8hn3h44FhrJKxveEZztB3wgaf+evB+qf/e1gpYX77S89hHRr7lS/wJ5BOZD0z9iELHpy3xevcL8K1RRwWQT6wRSJ17egrxmM61l6LQ7pLfFGYin1h3XUHQAMYtZJiUqEM7ylr6qRH5xNNicc/3wvvOixy+WkK8ibTGqC1OrAzI3HYB8vNfn9/whXjFy6n6iK/KlXbmpQNOJB6IAfz1fPc1iK+0pDk8SxFOO+I8tBHK8Q/zr3HBCe+J5Ts8Ee/R2usug3/B+h/H3EM+sYqtxZAJ8vAPi5ceBvzl+S5WmBdi3fD1q8Iwbpv+6xLwwyd8VA7xlUnm6w5Z0F2FeOgD4IfWvb2m3jiefXvjqsWi8L4Cm0kv4JpO7FaIrxQ8NJR85qHybeZOfofzuf7OIc4XJ/LY97RLwvoaa9rEeaGdWrpVbvbDCbWGKx0BiK9oPqODFMCHlgpWId2lIfxgOxXGcSX21ukCnttZU+2P4x2KUhffyMH7LSG7HIAHWLhaLwfgpNI5vleywEtuflmhgA8XvPqIdNeaC0OHGOtcv/3yZDXwyXz9YVbEV8t8b1f1Ab6mZzIL4uuw9/NDcCx4s9wnQ/ChtzO2F4H+mVJqUQtF98ulWz5fAcZdHXtUyThuf19zKE69vXR4fDuMe79ueOsC4EWfZV8gHrtMeaT7Dd738TCffw/wBgGX0XCcrBYt5twI89Vs6CrvQTh1JSVsKxUnLBQy6mMgr3VxAv8I+NSG4dtUnPKqMKeaCvqKZ5fYJmi/PyIlRX1IwjvAfhLWhafrtUdAHpWcEvua7U3SjPZwcrjCOAcR/4Ey4CsDYuEK5BPPalHf6YGP27Z8/1mIZ5sqcUc+UdlA/pUj4I88jrRA+W493InuJN6qc+jpS+Crthv2nQyf4qSW40qSItfGDjjCfAtr85ShPxfbybnYBekuD8HUs5lId1BNEhj9uViRlA2fI4kVKZF5xqJIXy1848Hoz/16X7gT6auD3w20ZBGPUa4nj2owfERZaZkNSb4yWFjijXiMdv/TUYZ/kXwQEGVF4iHSOU8mhVD5w9VdfoBHLGJZbkES8m5Rg59hvqzW9PxYwCs5NYYRX+3fsb53EPEYdexGZhpD/8QcqtQnsW2B51ZtA5+4ciJtD6O9/yJ8tZFvrX7ero94jMRi5I4APs8rj5xPYt8ihaXkmYHfntdeZvS/NPf3Ir6O2qNdtRTxG416ifch4OLP6zQQn96oef1jahTpNJP2yj7Aic6qszD/gmKkm1M/rHfPh40zeAw7qQXjHT3L5h6634CRh7s3QB4Vcy3esQo9F4d631RK3kd88qzwsxzg97kibVA9a0v4nnzlLdJFA0uSDQB/pkAK6KDnpsuZgofDiN8OyUw5A87eH5tmgOqro77Gp3GEu2JK4YDX7x7rQD6RZXHw0C4MtSO3/O/JgEvXSNyEeZujEunxrKj+X159eTvDRyjbUaxxQpiaRi/iRPFlnBZlgAuWDy+yxTF2Vj9xVi6EcxmOnwFcacOlvcgnPu2Q3G2PcOrVphstwAM87+0fI5+YRKgGewL+CuvtYuCrmKeQTzTJ9whYA3xlLmo/BOUopDWKuOF4f0fDl2/C0J/0XJIN2mO9Qowf8olVh0WOYjBe4smWdglo12Zcwq2eOIGdW92SCfn5vZ6fNCGeZe++bsRjYvNoK/ig31B6YRgO7VF50u8l4jF2Pk2eFzC+HRdgXwTlUOnpnIivsKLs0CnQXf1DXrGA73/XC/M2L+5b0/cD+K389KN0KP/U/D6nRTj5eWoifzfMm7qg81gelF8qtQtHfPXGoFrSD/hqTxGtCnjsQ6OWbwCO3WzaPcQJ4+e/tZpdgnLKjr6ND8QJ5Uvmt+5A/6O8XdV9OG6fXNt25BOXjHR/Ax6j8y3i6oNyPE0XnUY8Jt2yOdQA3uOmPEz9CvEeCqEFIThJWsx9dhDyV028E0xJ6G97LI9nKI7XeiQ/h3nd6DuzXcWSQK+Nb1qDfOLqgUieJ/C+IeuVreoQH/iMZxfSXZrGfXEwnzM18Z0wjnBKRNYbXyqOnw/TNwU9Ro/9EeAE+GjYSD4VF/xOu7PoKvDYsTKJbuCHvPXvN/mQtHlL3DfuRjxDeTSP+h7w3GCer0hffVxkeaEQ+IfMfAf+BWdrPPgM8VXMY+zMDoRTF42mCkF7eVVTdQXxFfNYTrMnxCfx1DD8y4N5L108SJo07XTNZdBvt0xq9QDP4Th13I0kUh56mIhLIt3SpbDYGXAOrmw/pLvO6gonVsH7OP47TsD4Mcym++wnxFd+uUUXShBf0To5m5IA91i95bo9id1viQk1BN1lWJG0DXCDTxMwD+o9k9x51ZCH/7FPtRTwfaK+rtYkEV0n2FcM40s/7I0+zcivWh6QRrpLT3NkEwXxGP0e8aUZ4ufLe941JQl1pZ45DbAevVTnrU7AS8YfbzYkCZcBNx8fFhS/aO3NQcC7vNr1kE+sudBbMYR4idBbuoSFkRflMcvUJAmjmudjgshXUvolGsUAP6tNuaxIEuyVyYrCMH7ec+kUQ4dQz4f8EiOxwXwf/mTEVxgrXzEO+MPrp5+NNWBf/VRFHD8iHVWtMM7QIcvecl9ixzE9DXv1Vc8Rj21ITmTokGjDPE6Y5/dLjMKGcsQzDwU6QYdgN55s8VLBsbHcZ3fHkB+kH9mfvgdw+xEOaVQ/1vw0abk6iOI1M34wdMizes6tyCdyFkruF/yG4nPOS10GXH9P/yvkEy++pOUqTCIezdHrewT4+M63rebID940OLmGGeYHiah+C3yStyxU3grHjnY67XCG/NX5XWo/IV7e9GiADY45/rB/KoF0F/1gTZcAtJddaZR8O5yIZF8kEAbjsiQqShUBX2nl9sgBJ85yy/9YCfn8U+GtRoz2yKYy5YRjj22yebiR7qLsch5zATx/2xMB5BOTol8kFCFeop6zfEQFPMU3zcMdJzW6XitVI16i7koqSAb8YmWyvSeOrUy4vbEc8vMWB3K2QbsOjJII8sKJ+Y9kcTrk5++o85QAn7x7sCIQ8RXXIffUy7AuRvz3XaeANy7eXpPhg+NRa1ZmwPzztOjGoZtQvhb2qhjx2Kp7T6QUYN7UFYNZLwBPjR24iXis+BX7GibEV7Qiz9OfoJzWQJJchNPnhz/8vgrmf+jt72PwRkfrgQ5/nGDqnPIzgnm9GgsLRRBOcOzLeReAU1eaxqyfz1h/1qR5PsLJrqQFU8g/2sufZ5OC/NgSa1FLiGfuW60YjNPO5MqswQDXVnrgAeXnPcZ5QnDKPA5jWQWYb3Btol04lPOd1kJHeL/vIjMR4KuUJ0eTIF6nzYkzDCfPfharXQDvJz49ObAVyi/x+ADrug/Rhy3j4P0MqY0bD0K8XN2ANBWncdawHJXQgufL+MBhhFPVH/CFI5+YfvqJGSeMc7h4NowxDmSdEv2jD4n7tld+7gF9te1thS203yEptjCEx/YXv+hCOM3LeWEgY3xIqK61N4kf6tnm9AF019ufxZBHxVzSlVS9SHyTnKO2FPDY3Br1DAb/4Mq8niQZi2WNwrwN1D0rh3cCrrtY7Ik7iZW3K+5ZDetwCeteroDjsvWZr0W660zz5ZR4pK+IE/foFyBeAvu0EOmu96XSueOgrx7pK92D+C8cIkyOJHHGwUryFfjBZeNNPQweK8i9hXzilHu63Hd4r5DHfcs3Rv6Ea952pLuOG1ZUrob3d3wutXFDe1kxxBVoRZIZpt+nChBf0YJeq8gCPpo73wPprh1d5hXrIT+/WIyV0S9jojTAZkJi2ivWBL4HvppkFmPkQ9ZhXSeR7jrOZvD2K+IleuqRq5APwcrs+k21ke/mStk+AfM/OO18tQrwvg82t+aTxKuo0xcdEF9hhWbvIR+CfTu3R06OxA4/GlS1GUG6yyGxYD/gnl9OxiDdpVfElU//gHjstCUb5EMw4tXLo08ssaTVH9qoMB6eO2k75EOw6sCqL6h97l7k7xHyuAGj8hVi7YDzWzW5Id1FqN1IEjiEeEnKP6cf8JZBUQ1U//azKoRNIB6j+L8RYORD5pHLWJDuMiv8Keo+gHSahILBHGhHJuGVIUh35Si8TCv4injsmy+mBnizZKODKfKJ59PGYmEe+O+0JsiHYClmR5sscaI89YRGDhP6/2FnZR9op6tNCuYin7je9AcPD+S1hjc/Xwrx+1RiPJFPdNN4vPIL0mm0UYm8DRB/9fm5HKS74rjdYuVRPLZJ6tduiA84KNSIdJdEmz3zaSjnlKQM+Beiv8fmEdJd186umG+GeImUC+0C/0JwxznzI5/IVi31oRR01Kae/eBfsANNFBcPHL/EuuTjBOTnF6zdBf6F+LrQ4iLisZ13hTUykL6iL5Fdz9AhPqW0a4jHlgprfPwFPEO7eJ8L2iM9T/uNN469Oz58LQHyVGOqejKAu9j1TyH/2FqSOgDz0lN4HyXrQrte8X2LIuKrxysVmzuA3+ykuu0hvnFg70LkE3doJJZugHV8DpVmBEP8L48zboiv9n9+nuovBbqkwC4O4mV02zwDcKLTtpZPGfTYhZM8GYz4X18iEF+VpmZ/ZoY8fPod1kLgn18O5ZlId10YyV5hDfmrry3PayD+geilbMRjpvuw8nAYP7/qc9hliG80blqL/GPDjw+qmBqK1215+gD0VVv+qnzkH43ONix+C3mt9wKGfRBfM/rpeBhOleNUuKgE89W4OrWOQfkVJwRvh+O00vxlzoQmXK9GC3MyjL8QE1Sj4iT7JCG4XAvyk+iRDO0abRRfkiT86L688D5gsKpdAuCBj0X2IJ8owsQxbwr4qvxWO4xDI4zTu5IRX9XLTgyKM96DHlYrhv5ZvcCvIV4kxltelQPvD+L4rakTgCeoqJoj3eVconpTShnhG2tfXITyXfdfjfEgMR095i1tsA7OZFLcAyh/6nK2CNJdPA9jUqThfZwOeuxriPdPWvjJmSSOu6oMCyHdQdOUe/ed4bOW89Y7knjCAetvJeD7rv5YzQvta+Wgb7o9SeQPh48FQ7+h2wELhg+6eDYTtyXJSzzWlSrAVyrWBxjjSarT+viQ7urv/WhWDXzV8/WOE+Dxx4oaLEnC9wXfR0duxFcdSmdCAa/YRSSakljJ13dFKpCHPzfQthrw3VaN8wxJTGPy9EZOdsRX95OJLIaOOmJTqUMSGuMqumMIx1KjiAOM4xKHqzRILD1/+yUX0Ff+4cvqACerpPjQ7x7wLODX7i9IR7HGy10HvK10rx7ia0WXpfsD3yMe41Qu7QAcu2PAO9yAlQzrvl7xBsXzJmsw+nG2PvRbj3RGQM1DD+VXCO88ehKD9hh/6uioDKxbjgXkPIR1Fc0VRQA/FnjYA967sDvdf+om4p+wryfnA65IqSlEz7nDNmHOoz2Ixyjxz80B15Z58QXpriyPeQ+MkR6jrpWu8mX4mvdtMI7rY5YMiX23xGifpJbGAO4vqBFogWMlVotDfyEeI0tjzm5k+K+06lCku3ayh3/+Dvmut33L90C8bLz2ARucyFcVvpgL88DfZZE+AnhOITesl3Hqw4Pkbuh/YFl59TKDN0ZEBBFfiZbzJQ4jXYeV53WDD8LENRspzqi9jx0ew0EvveHNeg0421BusCtOGH5LPnkG8RVR/8FkDPBXxMNCd5yI1TjkkIJwWvKoES+0L0F/NSriq7G21E1MkIffzLFRFvCV+yJjkU98uzmDLwT4KiHkpB6jva9elOuNdFRUv98DGEdaUjAH/A4+Wcpfg3TXQJOlugys15NTzx8G7drx/fhtXxyfo3KkZjngCaLhCVCO/d7jr/1w8nvrk0w20FEZ84OzAd9Ir2Lzx7GtvY0fhWBcRN/6wCLgqy3djlP+OK0iSikdQ88l2tiB/mMQf+NRDW8gTm+icJGrkL+jfsVKG+G4Fd3n1BBfXX51N+Qj9A/KhPO3A85ap2AXjHzlx8oHacBXV5vfv4fzT390xCkEpy2zupVmBO9Zlz3cOQHH/TkhGRiK07DsUfZ2mOdBX4NVCPEPvjyvKxH5xO+5vivFES9Rm1cWKiEcy0rV2B2OkwfHWpmtNP/gpYXJf/ASzOdsVLlMNFYTV7n4tf1XOjOB/d6Y0OdHOjMmy/zH///8xYzN/f2dWAvV4TVPm1DDFCaYySQ/dFR117UJ9H3P7+8FWX7/g3nW5183SN7+3TbUMBuBfXvW5RcVFV1s+Ka6QFdXVxEH7IIM28SHC1UN5txdtPcKQjgrBJPNFw0+U9EPUuwzqYeI+hqXnDlMEE1Im11uAHx/+8FuRPjix32ZnyPjQq7jFF8UhfBo6utXoX/FY4+2lyjDwkDU15nbQv6M72jiMJ5EP8yP3+cmP46uvPH3/8zvVr1/82utRxX39cObi6Pmz/5/eRSTxHfJtMX/oyX/surjzEcr//wRYqPi9298adXom32EgWusdr5kX/n5z+8Xbjh66mOG3vSh/sOPedr40tylK9aTf//9X3GdA2fELonZuZcuLb/w/Jo3H6aDYIfVgrzJj2kuGIHhlOlY9G/B3/9kmlnG9ng6/PlfXV1Wm2//6HWhrmH93BcV8ebijOoy4GWEdyeXNzj2BFxlluf7o7rgr9YRX1G1INqvHNUPx/Ebv28/HuO/bhVjPfKAxC9hOOVp7R/VBc9J31aA4rFHTQNbQ/6Kx0RDMgVh/eDxsLO2IX/Gr84YIv+vusCf/9XV5e/YZbU5N4Nd1s+l/8UuhKWoVh5Ul+JPX3eF4PQr07f/w94aEuFkaazvG8Qit6bZZSRaAJZ/J6J+dBoH/xVPlvRuVwHWWZpisjvkz3iVlb1R/1dd4M//6upyQWYLg13MuTv+a3YhOituDkei262apwG3n5x+GHneugOrhOPYaPTGYPQUPvZHdSG0yq54RUFv3Y6PqBr9GU9WNDW1QzzbZwW1sD/j76ioy/9fdYE//6ury9fVReTcdfZ4C3ZZgeT0wv+lvLok3d4+g9/aRaS8yAM0R9ACOtIi2GJWJ/v7sGjfv+JUOd9YCXV4SIW3NDMeXmVDTlrhf8XPwqfjSTvzXf9XXeDPzOrCVX5RE+KFft8WQe4/C/nXnxFXO/556XNVfLqKwF8+uPorSXvFWTELxoHIyg3HCmGfKpkx9IDA1pncKz2h8ucth5gNlskFEM/AyMBF6cAQGDV0F458gH09P4+VEiMeYuHv6ZY1xeKsQ+aM4xK/qwL2R1XAMxNfii1TZpwT8+9z4kefA6a5HjGH2S1YZ14H/q/VAb5jRx8O+BF+X4tkhiTumEGxYIP98H891sz9WH/vx/v7eBUK0aU7X0lZsDOOZ9+/vhqu6ZGxxBP0cHsRwaN8z4hxjrAflA2/sV3ldqMuJYoFB+N3SNC7bQH6SXNuQ3Hov+zD9vs8OdHnBIfxnnKKnAXn3/zW0+fH8jsWrokHfXxyOjQfe0tYcDHuQNAfvzcZzvi9Z+7D/TserumQ7S+TmmviFoSrYApUDjnW35VDAPv7LXbwLmd4N0y0/MeNm6512XrfT47kDFjMjpsZM72VqlTt9y/Txadv/HSMkHL7ucsdXJaz4/6Om/hv2i//8fKPCsSC/VWJqHt+Fsbza1jOjmP5HTdzcxe/wPKpSBefyYXwb2H0iTSw1pErFbWcHTtdKWZulHHPwIkmYXz6BkI58G9omQFvtzBflqNY/F0s26xy3jHYWRyfrqzMv8uDCmvh9szYSkrO4u9i2WeVczLel3EMjt/nyvy7PLjxq5yesqjyK1r8XSzHb2w2j7PNKAf+wkOmep7GUoE0isXsWKiQnLPO5wrNj3EMzhnXBZWU/2+uazqW63fMv1zXjbWJ3jeVGPcAymL6/feM3YelpTRRi9lx3L+vGTa3Ld5QLvn7fwku7K97BQ1BCH36zSM1/S6IW8yOhcbCM6vsP67XCp9ugEy/Y6q/FhanvBaymB3H+/s4sE1j078d7M/2uwyBGWXMjoN6wPe7jMU2g5vGYeHj389V7Pe9gTLmzPjNZsfx//7dYdtQcnZVzQv1P79jmXEeIuhzzzR9SSmN3WJ23AvzATEgi4jfP4qgKPYft5lEgWF/kcBsMvi7bfa+/9n2WFq39OrYm1/Tf2eTzUyimSaI/+45TO/7T89hNlnNJKppgvnvnsP0vv/0HGaT3Uyim4n/R8H3H7fpff/pOcwmyraRn79+/VL4k5SmK9r07/Jf/R7T+/7Tc5hNstPkO338aeKcXS8WDo6azy57et9/eg6zCXqauKePP026/53fYXrff3oOM8kdtmnSnz7+9H3677SP6X3/6TnMfjC4srEwroXr9/Gnv5tZJ/6zbXrff3oOsx8qMx9M0w8nbMax/6tzmN73n57DzIcSbP/uXvxX5/A/vRczH2iwTbcvwKYfaLBN34uZnHGvafLXgPVf7eN/2jZnPhBh+/3QZTy0px/OGPbX9c8Wb8pHxsxn7/tPz2HmAxW2f9c2p8+hpWyccWzFtHHz2fv+03OY+UCGbbZYmhY6s3+H6XPA/mbff3oOIDpmCv7p9gX3Z1qcYDPOY7YAnrn9T9smiGXBGd//O66ePgdK1dD/Z1wNIlBoxvcz6yQcf1rozT6Hv9v+p3USzIfwjO//3bN7tomYuf1Pn90gIOGTMUs8TreV6etm+n38vzuH2fv+03MAkwGf2Qbj7/QD+39yDrP3/XfnMHsT+f2Z3tIb9L7PG5RjiGg43rTxZPr97//qXkzv+++OOft3yHEy2QZiezqpJDjdEGbehJkueBqbFmAzyYxpVvw02XPPwmG/6RQB3HT+GRfJ+vsvEAY0WKEZx5t2ilCBoQLBDRTB/qoorBlyIXAx47/PU2j6YmYqjpkXMfuDYX+ppNkqYfoHmN1Spm3RbEU6XYP+sxr8/9cWlLP0bW3TLrMJWyqeyJSvnvo5CD+t8mFnvKciniCeYm1xKArfcTg3XfJK+F8dLOhHa3b7Y38mSPqmaf7xPzOTvn1tHe4OH54INbz5I+mreVEyBJK+76X++F6/Av2nCX2u6004NT7stfTMWXAjhRj8M8mxOff+C8+TvZZzmQIf3NsVgNcKBY4H7wvFydb77h+/RuEWSSZa7woX48bDhqLPB3Vxa9aIr1Ec8/Goq6w2Cayd1gGcalb3N8yz8UwYt1bc42AF/UgzPg0zPv+CIQGBvBu6xILfJ8JodH+XOoJN00bqY6/BvP+Qmhb8m9iZW7btO2dx//OM/Rj15t5d2PosMcaxpxv6zIccI+z5TmOuzYGGd6a/xMwszM1MLSyYLK1wS8zcitna1saaCbdlsXOwt2O2cbBElZrDkomJ3ZKDw5qDiYnTmpmZw5qT046TmZnLjoWF046Li5uLhZWHm5WNj5edg5+Pg1OAn5NLUICLW0iQm2eOMC/f3Dl8/CJz+QVERQQExUQFhSTEhefMk5gzV3LeXBEpSRFRaSlRMYqsuIQcRWKevNw8SQV5SSlFBSlpZSdXZ2dXF1lXRxkXJyVHV2cVZWWKs6ysijOFoqpCkZuvKievNl9eQV1NQVHT3dPDw9NJ2dNNycldw83TQ0tTU8VDWVnLQ0VlgZaK6sIFqvO1F85X09FWU/fy1tXV8/Hz9fVz1/Tz1nD30fX289XX09Py1dTU99XSMtDXWmBosGChkeFCbWMjbZ1F/l66AYE+eoGLdH0WR0dFmS5Gn6VLlliYRkUtNV22bLHpkiVmy0xNIyOsrCyizM3NoyIjI63MzSNscTwCt7Ki2kZEmC2PjTWLjYlhX7liBXvcypXsK5YvZzfDsDh2Xl725WZm8bzCwqvjhYWFE1avXsUbHx/Hu2pVzDIzs7BQe/vwMPRxsLGxpdrYOITb29uHsrLaUMPDWUNDQg4Fl5cHB5WXswUfOsR2iEYLZgsJoZWxsZWylZXZs7KwhLCxsvKwlZSICRUWFgnx8BwsQd8dZGPjKT5wgOdAUVExT0lJ0X4hof2FQkJihfv2FYjt2yctVlAgniAsLJOclJSU6OKSskZJKdlxzRoZx+Rkt9SUFJkkFxdZF3Fxl0Rx8TWOSkqpbhoabilKShprU1MTxBMTvdavW7dhvZeXt9e6dWkb/f29/Dds2LjB3z/NZONG73Vr167V8PZeFJienh5IEGmL0tMXpfn7E4EBAXsVpaXz1BUVM/UNDIx1du403GxgkKujrr5Hce/evdL5+XvyFBV1cnftylXfvXu3el7eTp1duwrypaW3GBoZbTbcsiVri5FRQMamTZkGmzdn6GdmbiICArYb79hhnLNjR7aRsfHOHGNj4+1bt27dvm1btvHWrdlZRkYZAfr6+gF6epXoibJm5TFfRuth+a2VUzv5CtZ6zs2SuHm0SUZDY/2Ch7W2GlHzW66WXL7z89rLm4oyy7aeUpNTzeSKjDzqFWkuzKEv/yVj2ZUn1V5HPY9zHC9nXb6C1S7eWr9JRiphsOm2XLnQnYbPuYYjS9I+Xy0otA3Rij3C541r2939UHEwyS2S+ZPIiJeHyvHUlfbjrAssKgYrJM6Jtm3ov9nA9UGlNZDnW33qF4Vfcrc7Ak6mZm+2KTmut9yZuzzcMdU7xfTpXaW2N+tGBhq1frQ82dxpv6pU576dqcLdluI315dsKc64c/dC/L1szW6WJIP2nMrCbqnR2i0GyhKrKR3Z6g5luyP12Lbby6YpD8hPxll3vfA+73xQMUV7Xp1T4NtXDsn1bgs3jw1Xny7rDonKePvAW/TW+YcrC2Vypbx3uaRafy7OWeY4sjjv1F73wsNU/6oFP1W+P3xjKdzuXrg6LnLBp7TsvLSA5hcKZY/bU+1PPCl02VGMmq7E4E2dqWFcssDt6fXPdTk8/EkPi3hZZJrvXOy5Exf0Ti+y28m44UyznfEHcndIo/TzuB9Uc/r3oGa/WElpjW0OT28l8H9ddXhyzpxHK/aObGldqTcVIC/zwDe+7nzm+xeKjndEjon3l9+NN09gLghJ7HAaGRQXvGDT2nnaYh2rQj/33BVXI6uINyZdEr4nq5qszpy4cUghuLVw1XnvgUyjYzX+w7tGPvWdspSxbD46tjM5NMm3eOvK/9feeQBVsWz9fpMkR8lIVCQoGSQKmyhIRpScUZIKKCBIFgVUBBFQkJxBoiKoSNiCSpQsGYmSBFFAcnjTHDzXz3vPrftVvVev7qn+VbH37D+LNWt6ulf3HqZ7Tp3dcqqIwmZ80Mats8TuyuqgzWmDMXkXv5j/3IIWZ/sADfE5afsfGYb0pryya0bH8IxtMMRdplUvE4kevk/LUfhw9bPZ80UuZiIuB0PXzJATrGGnVAODkwtnOa+6Y5+YN1hySIyZMOEQ0s0YbabGvz11KtWmIHhYvLSjoFFVpyQ4sfpSNqtMenH0c58xRy4xNkZW/7zzt3NDiLZt2BNH6rD46fgk82qbrPmKFj01iJXY63moix2UmTRNLmCKvihXuHozxbAIWe+EBsw3SdvrCbK95BkRKeQS9X9B2XldafDlq6CKHa3QFsrF5XdDbqlvb4qMKvi9Lo3KCrNRpbtjtKos/i44VneIbcIojn9MnVaUhfKK5hlyM1/L4HTj5hUOurNz9J18HLJJU1neRrkEj+70jqsJ+Ebdv3Pm7JWqdsdMOpMxwUqFNyI2825Olw91q/BKFHfKJ331zPgykWB+Mbt+iJDek3/K365vZqj0O3dc6sTt1/miNU/XmjPGIlmYfL+Gvvnsz/NqzQm/wDg3aOQqp7f6/HOrZ2Sf4xzNXV9Fytw4PJJv8P2m5DnGJ3cVmn3FBHhf6GpdoRZW+1D36apOP3l7L/+5ktmqe47qaakvs0dXUMfmmwhD5pxItTezIje6OoVSehbx35BtRHFj+7IY85+8mO7jius2TCw5L3DYNv/pyBD5LZnvHYLzT43u03BMDKay6xGd+X77DCamXL5xUn+O5+C3hi0/ov74OxskWAJ3r3R+TtO33SDwtCq6u1Pcir3trs0v1aNo0BJ3/0VNFOex8pyXtC9TVybK33j0f7yMXnEnLzQeUGnt/mKVONqgrtBf76sQIcmC3cJg4+cRxGImjjtYURxjXtlmw21RP3XAmFvlEuYjNyXrMcfUNjacE1LKFVOrfKIOT7Ckq+iW0pg+4BZgdT6reGnlJ/Kxsmv828KRrZwe+fHZH73rOjXyA4eWl7ROCq9cX5psICMi6lQULrPZ/uxR7naCAf+W3o7oBy2Rygejvmcab/AzmcVG3pz7UeUzS8yU2KL2ljAxrBPnomiFKFbpZQZ1AWMeaU6Wa60N63Uv8ic8C2rXzxOtOF3iMDI6/rUqdcJip1/p2qewN1z3TpflPq4/x3rr6wMhltNMDnckqSw+nFvKyYy8Uk1cl/vU72wf6xkrO3qi3XSrszs2j4sI35mslh5yqYrcoWO8QyYg97WpuONrjFVO8ZprVkRiYV+Ny/kS1l2fIXlp8RAr01LWF/plOnVBOhV6a0vP+58OHSN8V6K8I/M6N/FJuSKl72CyhYn0zGcX+hr/71MZmUP6LIfIbh0PqPvxQwczS/DyOFbFpcS74WJKY582hLbdBc5mKdUaz7d+NvJdbh0QkhCZHP4+LLvhkEVGSry19tFN/LzpXcUlSj6Lwamsu424zQ4MTWKzR4tWqVwlDGs/SGrPTHQfaTYtnJztz3bb9BR+3JInodWjnbnblu5h2LBSu+22nI+lq3Oldw1L4SnlzAC1zHg6VmO9ZmCmSkvILL69I25KZKOX3Rjbx+fY5J22pp4+98uoKcii1xaLbUPLGhm8IjIvmoopjRMzGMnrVS3ZhyrUydb/SCXnypBJv6N/cLGpYn051+75iPPRMNbo4uQFQT4GoVRu+ZqBHpIo13CGJ5rmWzVSGg7Dca7TD2OXmltn1s+IYFe+vSi9mkA2wycheertkv5ht2LMjV0coyKOd2uDW7ygX1QNv3Vyr18U+aVf9Db8sE77nocn2kRCi/dRI4VenOrmCz9tlTOxFAwi4x3N6Vp0wQzjV1S8d6uGMyIbMxkZxdKI22/d0+twnv8Yyq+Y5qZ7MMZEWuWa2URz326lf/4PmYWSpNXt484luai8YcV179s7zabsEmIPa0nE0tWHHi5yYXlbOuJmZ5U+st3kyCwuuRd1y0eLP+/Zg0fXXBwtzh4uYjE7Rn72SnnCaDYBvT+dAi898wu16JNUhQozcmGfjEkbpPUOj07zasWFDExMGNqFaoxGXy83NY9tz3qZ/znDXQyjEcLi5ceeTbp5ZeJUoKNL9zxtWYuiWzXKSZqetMw/kMtYW/Eia7rMQOb0VrWgxFg9j8eLw9f5jsjnTeqveIr59T86PMB1RUpQPXBx0VO1bWpilPZOCJW2YguzytUJm9gT94kWtAWvW9LfITvckTp9TeXavIJg/3uireqR5YsXcWX9xbQ/sb5VWztORVp0U6GRWOW7SEnxt+rI+573I9s8cZoeiLCfF053CmdY+7ihN+340H5oWf0lDxfFmLPwYkVseD632feuG53XvupOj2+z3Eg7Irx2nIlr0w/Pu5OBc76wprp7AedERPvgo3trRcNd36Iuv7cdsNEfcgwUST/ypFv2bX59p2CeCUfZc5L0T7IUxvxftvSPjpbOsbycO9w+XP3QMmBTo03uXQ77Et7lGSOszDP0mk+d6wQWsoN6aG9n3bv07tyUFvfJwrRIPwFBVyMW0475lQ9F8q36lDfdw2yV+Z+IewQURSlJy8m8YRw4arXMolKicP1bCztxrxy3bskPQU1nZyrVFSrlE+RWO1+w7MUN2tfu+A1KGpJ69Oi7dW9LXl4Jxep8TfXx+qfabX7jnENcugoeTB6cwcQrLGG0S6OPxzYeKbgXKFmxqzzGvOZir1dNu/c1XVSrNjhF1kLt09Hgx3dmWXrzz+oZOOLzVm0fDNvQ1+/TD1ixeRF6rz955ko1zyBZKLb6yPL5aXoCPyOi9dth3Bvenmcvcq8URdbL2nBqiFaTi8mXX7Tw5M3faMM5epD+fEV70NO65BudR1XOXCu8iUOpYn2rWmlDmmTR4lQS/pf1hLSxGmpWIVSGhJZQH6WCo5mUm+bYRLmMqTmzw4GdzIS57RsTbQfTqbVwykmKcrlDh9o4p0td7gjerk3aMFftO9a+WNdTbOVElaOksmEUeneR2vJRc73tVwY3gVfY0m6r2rGulONa5jfLaMIeR9iludrQJZjyRNZ9tXbzocH5UsDAx7RDEBEmfgOnWrB/9qhN/lmZl1LCxja5b5L9XtDIXeflyXpG4Z/0Xbw5gTMyyO8k2TrLDUZflfOUfGtHtssFB0J0RyZD7JNpCcm5hHhXHNDcl4PxKnmJbnsHzOdefZvpcXpDavdkuVkiN32rpRt3Fo1J1g4BnblaxglP/i8/8mj4BCTdvbPq6Wx7bmzwa21TnvYafG+0+NJcKzmBOFocz8XLgCvbRtlqccVr6vytcHacSXGzo5LdxLPnEs05iF8fTbhx2kBrSs6P7MkzLYlB3nbskBLBtGGVQ2Z5GenXd3SGjiheIkjP62ElrGq/pxAdLik204qbOkAvKnXZjUyUoO6yQCCfQ4JW3TlC5XVZQZO6wjcZ1lZXrhFkOE/ZvpwJHskMD+5LSpgkSThYE9Vaoyat9cnNMHZDFIeK60qj3yhf12nxEWu59Gvimnjf8w84Pqbf/mwX0/PYlEhZKjj/auzRBSFP3LMOYbN3Wupls2ctDejTiUJeLC5+17SsjtPVLsZ73PdcYeiQytPLl9dcrnH1VkVON0zO9/q4EJxuVXOb8JLYqGZkZ3ytFu3DxYjvR39Ya8agPYF1zLVV9czT0fw77yvUVdIzHNI+UplVn7O1LCm4txYe7RZrdqoonfidvh1nqcpQTc+UqVLRhGV/+fwJFX4PumEyFra8MmGSpApzfe9DKWs13tMJ0po+/Mdyq9NZzM7RBqQ0TazeMz6eIMv4la/Ny689YkCj87yJjYq4zw9Rh+0X1JvPqYZML2bEbXYf0uA4InxMqHtu9XRw3zV9UQnX/AsD/iqhdOI8DdvRT496x962t0nNCDf11ZT/gfuUNNpt9ybtvShNZeUnD5Zph95H1mq+45CmiTklg+Hd9WdTLkjLequ3XFKIO8V2m3fpzjcPPcZoElX9qFO9LIwkin5hCfrCLC2PyYen/TqDH/rkD5jzRovPlps+CBnfFaTA9ma4FdGi3GPBSHRcVvD6obggXYOWprrXDJ/JLljlpGJp9cy0cpliqr4Qt88nap1KfhNQ96VYs6nerqEo1qoS50M/fdwjljfaB6Nj+xvsFzIsE+KvUgyTTlHfX+bTmsJ/+iGsc6jqfM4JnbGLeFxX5ey4VVQcTBMtSrAEJwnuwSFIcGdwlwR3d4K7DoSgQYK7u7tbglsGd3d3Hz3ff9Z9u6/38fZLy+paVV29q3pXoyyy8TtRxdjiUZc3Tzhwm1B9txP0zgS6a7BqG9N2U+j2WvhYZIifOQ3OeMXvPC6iJ0/qxqoL7jPat4+s8Co+ET7xYpLUCHgzdjp3GGzWvTDnZHIrZ/X+mheVpEwCDkIpxKgwvWoOh+9MAA5R983Ui7F3OosCwlpMjA+5d0kz2t3PxGLcmnPCedZua611gEC/KzdW1e4W4yM0gVRkqmYIC6W4cPqdeks1IKgMkcEgq/tty2+nh3vWOT6gS8rIACDpH3P5cMIa4cKa2QPWdnc8XNQZZyAqf7oTdZp2GhepJSIdbVEbPfJzX08p702bh/UFAZ/PQloN3CO83y6rLDStRUjITDUCA8lon+yhludR1yj9jPlnw73s+q0Hx8FUS5/W8Wy1xeIVAGbO79rFHqeGdidXAW24z7KgSv8o0T/LiM44Ehzjtj+Xm9tyU6x2+UkxsxUEInhBZXbp6/qdvEaLSkt1hs6bho+lMt8sk88d6q2yjRVwpQsWU6S47+N0dKHuoPCeoner1dJV7JOUKJLxm2Ix4zh7Otc2uiKZUHUrrUdsQ/rqTOIgi4FtQQ0C7cLFaVOfl72HxeVR5sUt1H4lJ3tm3MK55tkjYaO5ROZHNWwELNsMxjnKzsTE77GIN196OIF79SBDmbVe4krl/Vjqt+RnTtPnnpsntDWSv7RzxB2Eei9PFPQ8x777j7WsQBnH0lFpDzbnp9R1vFo5VhcOJnpPDMlkmMc7Qx1L/Mxn9v1E5yFumrNihk/YJLAtJ9gm20tFeS71vu9Ppd24QrvovJR4QpbaL8u3PsZzPw076/yZDny9KRtpSrKDWuCd49lAR69UHtAGfamhTElUUc3NHTixLOBMLkYTqiqpuSc5sBzIUvqAq9LjZwHTYaO3hCPvltc/f8Hitz4pE7mG/ESbGCC54vrCTH6m/3mVn/KRq+kbWQcL3QSnv+WnWQN6pz1sREBxQO9iXwph5PViNlaSKUQmwc3nrhGv4oC2Rd+s59pBdfHv9Epb15TXN9AbseSz17Zfu+ty0XeKIqNaPdQml4UyCeuReGhkcl9QhRsDonEi0EA7otnRjKIjBCU+RoG8XxZ3Gvt37NRvrNGnczYWT1hmhe7O9rE2cR3BWAk/xbn9UXkA7s9ExiBTe/xZKza2c/uaWdqgiXu/WfnWNBGNkIVdO3us3OnZ/fhSHGrvfXkKJTIsEg4KcHDVX1ORrdbq3POmJIzhat2Ytq3AXnBXzojiiPAPWjlC1Wds/na7KlqM9DYnpsWv/UYwKKUkLQHmR4XV/mV8pptg/qF7vF5PEMnXfqC8G036z2dnIgHyNPzUX6Jup7ddTy0zthFT08xlXH0TeCzr2o1uV1/L3So+Vkx2j90nDed3j17mrf91NViluqyIbYubGy4vAe2fUJvNEKk9b2dSGD0aqxqobvBS3zmpcugzUC3eU2b/WvzrbRvklVF70VHgnUv80XGp2bc9xja4V3fpw6Djsg9Hu/gHLo5JXb7Ub2XpK76iasYWebe3KTH1TsvT6dOhgvz2PdFNA82R88A+K3L7DA6sWWFY1IK19curxe7fgB6YRtsSgOCAAZZTjM1zlwu+CChXPsKcHoSelUvDA3cNqDGFEbDvbgJCg0+wJ2DPO70qhNmmLxODbXdNxV1CuoPPNoM5VtxqralTYjoTcVSkdLSQ8YjhtLYt1oLBqm2NyCpLmXezmn0e892lAa/iZ5LnbgQvVNk6vz2FNjUbUhDi2u5o/Sry2mzj57dvsqP7ApCCBVVhDZanbLvEWo09Yzi1c2yuBLYnXrbCRDfkjRpndVaZWGQgymoKGZAcBIqqWIL8z1BGjOAjSrTawb1wL43mC36bz8m6P37QpvBb/7Zwz1oTE+3z3PVXbb3l6Wm7vmYy2fn3m+Qu5wueU6lMQHjfb8zmAS0dKwGSe1RXT/Q0fN0vB/ixXdHnDoeE+E9x5l/ub4+DO/oGgjOXG/nnHTI1ZrXmK/5Fd0E+sXLME7ezcQ/OimIM6zWGbl6M+iEyFzCkhbBS0CYXbA9Ff/gvlTseiHhn990asKZ8eNDQEvP//mbTWhDL5KijXGBPNuYk6kv5MOPk+gAyI6VpcLAXtiGTjiHHrA4Vz6XRgLZ0dOlQYGj1evhOLfyNzrFGFfkTqW7PcVCDKvW3VZyClUEQXzDMwN2zpDdDfmfEauy1py7pg5pyVewVqn1oNvmkrd711MeNmpSkLprhOPLSZv+p57qgxwJ0e81md8Pqt83PjoOLSrkZMrppLU7wbixet5xClpJ/bZXiKy7tBhOx9bryLfTtCarM5mo3/8qFemm+NlWKxhAGOXVO3oxPeUshqgvMF/Oish9e6ZZdEoLh35sJPsY7bjlYva9sNbuZABdjmaLK/ahuv2hFV5TaxNQVb17vquA7ZeHWHVjpubg3pxRPUAW43BE2aw4dz8w6cjL46+a12Afim3FX65OJsux0mmQ3QjF9rkBIfWVhnc8M52c8tRd0FAQRoFOTESnZPvYL/gTp+DasoSjwPZPa5j+LIgPLQhzijjskYwT46e+V2kC66aNburSWZl2fqj7Q8vPshV1wzc4KLKSOAhIVIBqqSekXJjeLdRapp/yK2+4mw7KisytOX90A3KhPLBJf29Ojtgb0rAntmhQShUFOTxqO02idzMaGiQszZ/0Mudn1j747SRUpEiiONrzcPwgH8GmiQ4pAotFtpncdN1/A0ksF8cPZ90mU2fWld9Ylaubndfm9Us63euuV1p6HtObwl/Dj7gecNxe2JoEqRoEjTxMJD2GeGvz98fknvORqS2cxT+6jc0oRpx+Uq0sPexXri4SOZFA4D+1sDShSNf/u5Te1XbP9ArR2SyHi0g9AWbh8irMHy3K/KhinTigZ2eDHg7XWCQB2kneE5dND4/1Ai0rww+TLWomCUoeCjP7TgHEj1ftCo4eq+ufU2ArfXH+VZmHSZObl7r1/R8HreVZgl/ZBk7N5DzSX/qOuef8Rl7tWRQF/+9jR7yZyg44ehyhM5RVPlHm3AlRxYvp1vl02FMO/3OWpTrStjw0FblgtWR+P/PmC7VzqxG0cvlKRFuhvKoxQrS36azl4h9syd0oJyGnY25crLXQ9hU69aSpcb/mUa7Ldl4Ttv604p+a6nKqVNYFNJb6f4ZJdpDfrQdvBoCSSnnruK5qWzwkqCwd02/cEu2o0sxsehcszCBiMDLPH9zA73Xf/ub+o+pntF/v73ce+oFbHD5vVQorRBJPvhbzF62cE+6X0f1/zBJ+SwLWPXf+S2x4n1PZnsd2JIJ4vJYy4KXSvP7nURzwe/9nA64Uh0OEJndRXBr88tS+2ypPVwdt7MyJ8cIhtjWkgHCGcJp9JfYYDFtTmVtJQYmlD7YbnQG7PuroIBT/lAa4XJNsun9uB6Hl9CBQ4+yDQ+p94kPrlEG55q1TxDO99i4vKLAl7OlTH+wsfUFFl912R5daWkxWftOXApmf9pRjrrL6kNonKt5NA4w9mEbiCj1wufWQnHChUdl+0eRO6PLFnFfH2+R/eBK3fpRLNLI/NThzZPcjraFYnSAB4y2wxPVG+n3p68J5Jkjg74vj+fJuZnfx5pj+n79AxhkqxaEp7UNbzwceDEIifMPV2+JNMvmiQ5B3vjSX83wlVQ7pfgOEStthdY3QvDdJKvY7fcJigaTWlIpc0/EqR0pqoIR+DbQytS66MtU0oS5W148CJpeF679b3zUPdcqHO0UkIEU+1hlnCakODMjrk38JE0xdZQw2/RRH1UHkavpkcFqSnhUuxxTK7lE+dNjifGwDl1jCyIWm9tkGbiDYrDKXBZZSEkpazjhmki9L5t8iJd5WJRAr3aLdGUf1bKBOAlBBLisZ2NugsMdbe3yD/M54VTo/wfmQN8Xi8V/KBUEQuYzxRwfp8WVVGEcoRpZKJzg95NiegJQWq/9bM7Hf6PN31VJ/y95S1Gf8EsZ4MGwV/JKQMWpbXHvP+wau6hrDOJMyhr3469rmd+4hnjT/dnUck6nhwvbHAez41853Vk7wu/s/W0UhumES6Ob6wQzyVOWaApPlbz5H06PU/CXZZ3V8+JOz8HEzEx5+GuUQPRQUhPSWZEWjUv7M3HbZCgo0d4aAX5HdzdPxMKT9jD51jxLf1eUtHXFQcOEfilejrecBA1yYpRI0PpI05IXGHjEjR53GSqJBwrlw/y+ij7cg38ISiCiV8bDL0QQvJiyCzRXtCY+N0VJlhNlAvZGbdkT9X4KSewSDCo+aXbcZRCfIre/dELiHGjAOd0axDzSzSVCOfiM954+ZcMVwdun85m0EtvXdsn8zoivJUvFh8HNIb60CmsY2Mrvy2zwo5F0IYzd4g0Bj3S3pvGaS5f4kSjOn23fhv8LKtQzDNoalhBwMaSDlE6NSSsmB9GDsls4A9oL96LRApoWS84BfPWzgxq9Tpb98RZEdyHXxKS9EU1/cvgG++oHmCuK1v0RqrSE8apdDlUNCuzGrcySiRS1zIvuy67VwkEuA+VgnZxu5Bz/81CZn57dq007eCnNMBfenf4LKv9KnBlCv9fCQKb24bSH7F0rpxX7YlyKIEOM+XSJhNw1iK/qD+k6t4DD9D931gsDXyRr3pf2ENwY7W7AL7KwtHlRewiLx/UZT8JUh3LLDuLSJGdYJ+hOr3B8/yeZCxBFpKW99xECZvRhAp14d0q3l/755RqIk54qMACYF9fn0y2KFWrhlBiebh1tQ4pvFNSYi+qOXfiUz+V4/WuCz6sZgV42GzM9zWrN90uavpt6DHwMk8qmQOpZCgSwj1BKkFcomxCqNmnxAONADbpRUpoBjc/aQgyqoetDQkKSo8sRH2pw+c58KukT9NaNYrgwJLDRvhnfmF8nj6+y7Fazqx6W0ws4Fi+nP8JPMM1az1gPbPp4m/sHBCzCkd+kTFepmzMLe8ieGEHVH4eaUzs5ZStZxIRt6Il8Axlcb2Fh+bKm+Y/9xungru3eDuM3JiFJVp/rcuVNCyEcb1lwZO6uc8+Qm/lJqep3dj5Jv/Tky+ULJlF7V8GE+2zLOW+fWnjxAiyjOGp+fPuP37vlXKWwnONqbMWbs9/QZSZNu+kPji9lOIShzJb2d/ljr/LwEQ92OktMJrt0u+sAUG9K1oOgB9DYIy9Y2yRIyxlbjCChmClqhLbnb1vDSYKVpi3FPYib+Gs0aXvX/OUHCsP+pHF/yOvRRn4vkOkFZJP5ZMCrtVf09Jt+9RS/mSLyQi0ZCeDpJPzipmjyTXZDiWyJkKu26QgHZ9YglTgBlZDBJnIgdXAaKVQu6+1/TpmP9QG7/UroejgyAG8+woX+ujpD2YVGdOOFkLPzTv9ESBbqtD7jluKSNJWagFVERj0BaoU2dGiv8kZCXsF2GQ3T9R3b8x/+p8783mLoH3ET9f+k4x33+WjVSQM9RcC1cCT5EKGHNy2roBF9qB5lklvEN7RB28BPxckC6ydo9BLWCynv0xDiLpa56u+O0/5rcRUYM2tH9DcYj80GXoIqc6Q5cdLITV+ke8EIjWko6024OMNwQ41dfF5hDkEMtPTvjrlrtEOS67Rx/TM41MZR1ehpUbiAZdyQaeynk+ZRybl4cEW0hSqkhj/4Y1yfxcSC6ek5HJM+vP05Kq/DMdM6lHvZfPUc16hVlx/OmHfZBE/mBGGV0wbea291QomLQ3b+3NQ4H1RnWUWPw/BWucmXTP6rIQqtDt2F8Uuq9HkhZsDdsbmUPvC+6Phj1pX/+lvWNAeujPUIuRIpb7+A/FWJzObpgi14JnbJYL6SyBqRy9IvLNryY0bYWgnT4nLn7kC03INU4oGMC98TH2YdneEU5cLhlEU3b18u6CoamiNfF2JK25c462AiBAOpkdsjVT6oZ0qn5IdSAOxYXe4Bz3vnnsUWzEsC9/k8uEuuWFZCwuDkGraO99n3il0L1S+D2QBGVPH4uFGcn/ZVVLfIiqXLdf+sOJbL1pyRvEYUkC4JPfi8XR8ZPk13r4o5YegdznTBbiE9YPZO2/RedTe1JeKBbaR+LXzXDQFrhi0ZOONV3TDNwnQ2Ht+9JiEqN7PF5SUEtxGwMtFMgANlHDHFbVS1q3UNIoh+wmqOoNWFcyDKUgqLFV/pQWzmncHQBnr2iPfnxPg1fAYJfP8ik4PrDiHbIw43qXMUFL9/tkRreh6bsvCN6bMH2ImwxKS/dmTrCJjLwLh//l5fLy5wn0FcguLs3lu8uDsbE24mPuI4iXGbUDn2ToQbVWoSFMPRQm0wNGadim2nURjAoa3BiO7Q3WfFZhJUkoLG/x0fn9BOECp8lPbXXIumKgPHx8HrdJFNUHvS8heucZ2x7IuVIf+JF8rg85h5bEjvJPsCF0gOjPLfpzTNuny6AGj2pllJXu7RNhpDVZs6FTgyGAg83QteDMpCGpngQs0MA2/KH/+z8vE3pUiYROIqa2ZSpNbEmIf2fIGhn6ZSOJiyzKSeevJQwFkUUe+noWtEfRbfUPD5AKreDrd0N4AdjdB04F9yrGd+iXzofGUBx6EFPSdKmkyPACC6M4EphbvVVkb7tXnSuM/MTI7bJTIt+OrE1+j55+ZsFIbo3Y5gjr0QQh+7fH5kdLt580zoRSA6r1p7VW4hOXgcbW9wB9Iu04AXyxAnUbG0oK3Vp63CSBGSr7jNH2EJMF5xg0MF1p9IToUF6NRVwT/otp/6w0UplA/ktG5AF1Sne75rRjgY9ubjGSo8fUBls5SsIcD7TAEHstAIku6w0b6EYyYBJJqN/IGqtsZ1aLJE8UC9dsuh/Mj9t4feIQ74f0tA5buCZZcdk4X0dR6PvnVvJFBfWpPZcz6geMEVeb59OlQipiwJlQkOPURM1+B5Fbm4s+d1USZNPNFJJPyfAdzYzTz2qI+NRnKU4NLTE08I7eQYHwBTFTqvlz5d7YiTMRGdyfRxsvtVierYAs9nIfLTSUkJjy1YdthkEf9OMFhRvctvTbd8/+Zp/sj59Q0pQCdryjuBMJHqmtsNldrk4ogqIvhsF1K/xfV+XvwAFd54O/jQLi3zVR9t+m3CWa6NAjTja/UonhrG0ayRwbuvbp4OFSyV+kWjR3G0n05rp7MSM9RWpB6BNFvcch4cdbHefZnPPSBdsUgfUW8SMKR4cIZrQnivplWEg8HzUeFWHQl+4zVl963qPZ8eInCdMorTYZ6PTszdr1I+TZZfqHGyMrHGmaQcZ2I16XCe3V4SCzlz6KaUXuQDhJl/J6a0QM8658NZLsqTf4OM753R7A5y9IGX3leZrrQ6j/MOsuWdwJacTrs5eEyeF+rAHqZZ31ECfhbGcwL4ZBGHQ8SN4D6SRDrVvqoMM7vWS2LsDPcGfPcKZu04/EhA5s8NuR8YXqZ6Oq9RZE/NAfv5+KpT1l0rm68A+CQcsRe2b9Fuj5CSaVB+J24Y3iAWuFUN9cKwmKx7xEl8yJ5mE/aOh+EjGbnlyAE77maeTPAFKxoMf+cfZhsKdxbRfkXlvVS6Eo+U1BJeQVchNOmgYJy3d3bgdVIVdyZUO40LdBUeWNEnuj3MyVKGAQzHqg91qE20eQbaaCjs/gm9OGnW37Vu8rHsISA9f1s/cTXPUCMV67Ajhe/vVGt3+rIfBxt9S1zNYSaML49Xd3xuXwIv0zJEasvx7NBsBbrXuvisr+m41pd3IwVjwxvH4FX6RyxioDfFy7IoV7jShrt9jfK2i4cW1suMXb2fmws79X6Kqg8E7R1bXhKz390Ao9vR79ysrKkK/vy8+3uDsUNPT0NEOjTLR/BunoaWhpGQcGlZEYjCsy7gHxK83b48f/oEu7id22Rv13S4QOxm2Oe1aqG0KrIkzmnj47ixdlnt4vsAlX+JuNn1H72ajHI5kv8lkCfV/IHZ6SIKvReL8MY/7dlrZSbFT+GS9eKHSrz9oS+13fREJuMMf/NKYxBWKhCzVvB1cR3M+3XWszCCl3Ytdi0A+8T3obOLrp3aOjaMmZGo6jWKbiQZpUVEW3YDG65DkgUaK2kMX5TGsN5pkr8/97rLYln4uWts07trYBjPHyVc4iHV3nAFG9tsaoKlA43IjHXby1L04G9jxf9j5Pu43hbiWsLls+PWaIGW/aWakj9ntdrilPtrAX3MOzUOc4r0GT4la8v4f5jYQwtrYJ+9PQwf0im05j07H0i9m9O5dwbHhBZgfEysOIR18y0Sgv4nWN3ONMTkR5+rO+x4ukoDlINf8cMx+N4mArU+rMKm4ST1I/Ltn8wNabjzDAPwBnHFN/K/IgInAZZuZaUEwVp32dMEcsQYmdWSqdXzlY8JXcv9y560uHJoLYZJCt1cQbZfkL4ZNtOxRWZ76GiP0AtQUCIeUPHhqMdunuelLeAYrEqmPqu1ju7iusk5T07fKcJqwLBNLuXk1pM1utMjhg/G8lCR5kzLaPb5L/DeU8gsL6QvTcdz/ebRrB2YMPProdeOibidXy7ZWf+def1Afzztk8gcX7fXn1kI/KqafscGY5Vq7HY3LWbU72ALCVQGzmNnTLp0uFITh18BKwxAYJMcxG3g58/KhmSI7laSvkOGu6/7qsPA1dnOMGtgZOmbIHJXucyLIx9wHPmi+eIYWIkumzlfoIi37QFxQS533qV3CVMkfvKtf6pJkE6ND8zeBGq1vnNjEDNGi8gUox+i/6bLFdL/ErWXf96XMZnnmd6sWjvv/nn8B7cazw8LggVL/PC3laEqGDxtRZmvgyuMSemzszklwrtLJ3Nv0KIY3Ho+LuKVYNKq1i9XU1wh/LN0yd5ulGfuCtenyrq81pOi/PPKjBPVNgssEeyyMa+412jbjCR0vMd0R5hHTiy4bIgRrnGk0+PACyfwxCrJOugeZJj7tW6xD52eAaYD/9+es8Ef0G7F9+KCKHDoO1UHOg4mprUxsxeXCXfq4RLvjrjQ8ixTMPwZkECoVBeofg3+UhVjk+q+TM1zi/cbLgCuLuKAjer/AgfeXrv6+9oe5GFVNbEq/HObIzA/zFJwQCv3VenlWFBRXm/g68Focft/J0FUQQ2hOQJ15j0NxCs34Gq4oW6NVdEb9/GaSfNuJP6e39qn1D78i3KIDWibDKxnmVlpvtQCYgEcQEnm6SC/7w+eI6RMm9Sa734xmoi213MKoIdbqHy/Mf3Hs2j5Kh+fejJj5Hw6b7mx8nzwi21eDEjFUnPnfuNN+E4E4fF2H5bWPef+BH03+AamvoqW07L63qQLaH534KSphsEbha9m7Is7rvxyZUE5lupf/5EqBohgn4uHI9PwmMzxpoCqAQD8pJoQta0pfJ4md6hlhU9ydkyXEjSPg2d6s2yPlCiaA8oaEu4JVuUwQIA5ucmDgcIv9hUHZ3x2zfzHwcyUeXh/Ur9e/BUSlcaoLh+ujLZdQRToVqPSmeSvwqUxZ1jyiTRsrn5oFFZfWD0OT6I8xXM0+GyNiiqid5LUS1k/OQ4vewYzcCEutMCqJ0lGLOHtT13tnl6emDPLmAa/9yArjT+qxkcBFTPcIo8Oi5VAu+WXGRsG3bsfDud0gk/jXQW8xPbVreXu2q/8vrMPny648Dn32XbKh78BrteiMkG4CCyBSWYGBqGFuH+VSnwq01oL/oIzEFtUKfqU7o5az5FDQCjSCjuhqxi8nkgjvugiLL+wSano2v1KZOn33ua/5eIVhYqNZNFc8AijE5kFSDWFK/N7qNT0nmAekbWzEELqNwKGunbWsPzTMEkyO0n12WmeJwD0qvgurU2d+F+YKLxi1JaHAwPZn/T+EcEcAoy0ZhZMRGT2qxSykYEq4uEeKFRE2NRYyX8A7L6GxogHaElnaAlvHTX1oGukHaTwwMo7R0g2UFJUNFf0ZGyoR98bOzItAhNHx8/AyEhPzslJT8Yigo/JRiYvx0Hz/Of/r+HV3u+3cyg+/f3THZ2DStIlWPPcKfaVtWOXGm4clOZxuteg8VLh58TGq+o8Fff4kqLG5Ti/Tre53OCH0Uw1t+3xYl46x4Je82arrZrtZ/s+t6vvHO4F9he/83+NiuNAYxUdsw4FycRG+Fdmlh2a+ZNfeAZLpNNPUu3vM28ofr0E8AjznMM97XdQwUblI1cuoXvyPPmhQWQTopV+OlyO/LLTv7DSS125SoRYaspZHtg2ubvUPI/SHP6NDBw32EzMf8T/Unoyd+KkpZR3y/b8aGMAU3SXu/vYeVmrfJJ3Ez+tJ52SYlzllDnfw/2tVYybD29lS17PQ791E3DpQSRSdJtH76c1X6DDdL7/UUFd6O/V3DY1EIq86J6aEh86Qw3cpkLLqpbvj00ZZZ/yGo98XnG9WUORZvbjJrS2B65i8RFWo27im+oEbR5d+kTJ4SFyfjXznGrZWq22LYoCzjL9A46WStZQ/GGFujTqkWpUbWJkGbynIjCEfNq89eUvAgy2zMt4crvH6cidyDw4g1k85rzgPkuty+i2Z/t3GBK3pcNMmV5o0RlAqLJuXraev3Z2p0/c+tWvTbkLBhAMLM6NoseuP8X6SNTvfA3AN1jKZ40ISsz6Uvbo4fpc1I495HzmVD8KXz9dnTWqm20OUW5VQq1pamCuZn8RSMz/WfXUBOyjXT7U1zoup1vAHdHpz0pRqttGvP9341/8rOpu/Vcn09VkvVwfvhUQFoXWsTF1OGOdXygyif6zF1IM6OUd8xk16dqFqEGzU+wHunA74VJTi/BmwPlJ9OgvC4vOGq7GIi46LjfddKKz3R+la9HtXveiLPWHWkeEePxf3ZHudx7NNaGZcECYMCLxp+r5y1OE7x5WiRz+23k0q3djoYNTaxe3uHD7VYhDsRhxu4i1mmnQKl8B+V6cC5/DL0v9MA/boyMODSoapYdCnSYobv8C1q36MlSG1OPPQX9ibXg/tyLZOxs16v3hCmvLJeR+TF0oYzpTCv9zOG39Ncy5AbgnW6XhV1WaqPtVSEJF0xcTgZ584oMRNhsNGQB3F+EfRQyExJTw7h9VM4Grgt+XCptqw3/vhV5VmMiPvthWa4531uXe+1R/blna3tStdQwMuxS+Ty3s8DHeuYsS+cwXorHWfC7I9ze3lA50uo7eRA8Ufj8E5TI6Va/xysODQpqRLUBhz1Lp5pucYGu1fga2xhdN1aa4BG1Mdby14GGISJ+5nYIstUXUXZq3KEE8hrfOvbSVdis1hvHpFfRZWQbdTH0thqCbms0/xq/jXIkx9S0T5dqE77g1F06vKqsY5bN2wS+dePq/LVXtV/n5nm02r9V3QNti35gg88mIzvWggeoZJhrmup1REXebNBhqfhrd3OqulzHK+Jqn68KR3XLd3PE4JxXviTTpRVVb6br2xDNV4tu21e5nOywMDxwgjHzzI8SWSWP7o1g2sHK1t1jTmtjph2N2rHXOM1MN4psc1VdR8Ec6MCHMzXr8VhUZPgHWcUyvEE6WO7RXVl3uTOkxw1g0o/240JUPYZf4sXNqy4JhNac3o39gyKrh24Xn2vKMjsHPFsmp/KnAkljg8Yq2B4qlNbvAD+eoHEBZQBTRYk2wL+90sP6kGggMk1dh9VjsS6+198EKbxkfC9KsIeMaQtqhvEzlNIf9dlXB+xPJrWtunoP1p0jGfJXoQXpR4Bq1jrEYuvS5+r37muowUBKnKoBA3+u/+/+/+oO+hPRqCgaVjbKMog/msYSP/vhqroae2E/98A+f9ZeKuuZipj7mn+PwGC/+ZrbG+QLnIxRLWN1xHtXOEVVio275VSJjqkZK2mRCnjLZWYccgulXi/srJYOWiUabHiCKZip35gjTv6HVM09mKaHg+5InqGiE9DgsXbj2HQ6eP7jXP9/uaL3rrWusfN5dYncZEf0TRRktDQD+JGUy8AfiKTrWC4P9xx6QXCEmM4v4TmD4HYs+cUd7nGT0D9JrCOpwwLakTVvxm5hF2Dcc7tDIJbcM6XO8GsMdlOrvePZWSz/PV3pqr38wYNErLWs6Jre+EL4VhEbF+1bcKaVciFX3IOeRF8LY/n/NOzxvJYZsPgn3GAaZ5xL8rFyQA61cWgfzIIpKz87Qgv59Caq7pz48L3b9++5fFM9CGSrNhxfzUwqYtme0Hc/AGqvGZiHOWZ2Ugl5PuN5WxJ2vxIMM/aMkY8rZYLpQ3rlqYQi+bVMgr8rtuK7D+2atH+pICsX5Qf5+d1Cyzodm0pjZ19fbST0uQQzvbQURunpvH14VFsq8ffYkOS37dpObS24aVoiiN5tV9+VQVXHidoMcZvuZ7sTxLXFBOvV/E0bVg3OrGvr4O2lU4ildwTC3ceM6NsqfpdTNuQHR5MDOt5aGK+47T3fIn5JoHlrYOGzkYouzqVcigkQjCzF2ievXBDytzosibHnoXM3aHraFPJi4KWEi5O1KAtEQRPZsJNi6HpNbSHmcth2gEx/BgG1VHts3A65E6YC8qS0CDoYZnju+J4eA4ct9vUC2JDUZLWNtDrbUqtF8PLfMqS63no2CQ4JBp3bQxUXn1BVuUCWUVfrVg+jLNRQfSbTcESRxq44c/XZIPwZpplTv9ivqYFhNlJ5p23hK0VxjG5/cbQvO7VlQHDT9QUB53mQ8/TnFqHQIdijpAn3aVd/2S11hDX2qIXT97ALd44Tc7RwylcH8+VReBixDoOUMBIYGmlwc+IjAdKalI/VewZfJBV15MfHGDUZb+f6cWqjq03O6YhJwrRkP97sK0kSF0enPxcW6SvcFScP3aWiTl2pbMJ5o3TH2PymT/9F4EZRetFy3NUxCb8ECHyOO+PRmDv6WNTkcKW1XR8kSCviKlwvi4f7SbU7ASqzgCNT9DtnbddClScSfOINN0PPu72Q+z6HCc6eG06irXdaQl7820Rwxm73oPbOMvZfpOqI6XZoFfFcWji4UbV/aH8UN5xPJu+PNdVy4w25Ln1TuFKfx5fDEamu5SqPfEJY4/J2IXaF3CwVGQAODVsWG32MgJ9F92/+zOqByyIu4CO8ZG1ywzbG4Eu9PI38qS2lMNzhemUBbe/GKeXgEzMyeqjiFh0w4OV8GVDExK8o100ZTwmSrOUpWwLZB2h9DZCrEUYYuuRddWYy/nibvMaMg5hbtP/eVcJekFDCfvwJu6i52k1V/pRIYJYRdIlL2458/BFLXCRTF/c7pX0NpZtN5AubhLo48WMzJoDDrSLi5ERwJOVyMrTlnb0Xf9c2I/6PhvFR40inUdkY9aUriAxl5pU5h0INiTGEUcKx67v7/8VErFeI9bzUzyLC+HLSox/NjIR/7/bkhGbPrywudqewG8bdVlPYkLoSAHOvmdHVgS4LF6y83gQ/D6qfeJVLda3k1hjLSk2eqNab0qVf69HlIsnGHymk41cRDn1X5EgRdRJeXa9yav/flX3CY/+fKJIm/XSnlGTcDa5uan5Rcv6m+Q12JYVGgNEpX5jUFbS0kDrQNMkVwoGXH1KPNZoz7AaiyNTxPEJtvpCW7fY4xVINnhSkdZ+k5GYwr/fvevf9UnVyUhD/5jJ6V4+7d/0ci2/NThJpMmKcrgD9fiiUKHq2fAQP7zyO6N0YorsxPknJaw7KLa4BinBtrHTi/9/V0lYHMYQ+4j5X9gkGM1/PDZ5pPyXYYtAHtuTRyF9RvwhyZslxw2qWsxjv6V/6ymX1uhiQCVPjFmQWHpSUpltuDQG1WmbZg/+vvwUgAEL1tayWFu5/lFkx0RxmGPP7M0dniq88yMw8ClQv/FnBOOyi+gN9rJ1jXSxYYm9wmobuHSpAMs/uGTqpxctTqcxyPZ68BE/Tkmt8/jqZNB6eUQVFU216lTsMuMiXscEvzpzQEZygPvvSHngRiJ6gNOVkBGg87rgLA7tyu7Yu/kqfIqgxbn4ZV39p4j/5ftcb+plluVUnQJ5Lc/4O7V2gmXyoOatGpbCIjHqFhPtvS4EfPR8H7Py5MfWYqvLzrXfsxp7p7yslVfmXUePQdzjaRmzKg5grZqnKXDqODnokwUrmb4UQI6sd4OGc3fKExP83at8l7uO3J2PQo9OXlLYsFSZAbOiQuhm1EIWB9NB7z5kwic/xoB3Wq9Z+OsMiFNYpPmGxj/F6ibFpbCg52Pb/dqvSoUXh9u9GT3Mplb/FGP475g5f9zuOGXGrOAOXQO7PzFyacB2DO65jp1Mts9zbr3lcsI6/Okx4lU/M1L2wY2/RZ9qM7U8OR2v7pyNTB3w5+/pE2O0StnjofJ+KwtIx//eUAvOjM2JqcEaMP9CDDFgJPaet9/b3BONMPcM0l9q4QSEuTsNvSyGqpKt7KDzZtC32eTBVB8m7s6iH0IHaq28rMKlHAvpPOOEvb4e3vsgT9a1HWtv0K9pwlrgVcupJDohQ1BSF6fgPGFQe7mweqeCLHQ3KRlRjO5VA0HDeXyTHLvlA9f5n8vY96tIZHb8V0YLYHgeFScj64sf/hXVVZwtpKQHXFmoe9oVAf4+mhNd3XjoueIt+8U3A/XvUmJexD+XGw0+hkeOFftPV56c4ODBtYyWC3Nz2h/4CGWp/Gy+cLz1mjsjau9LzRSmm/wzplda7fI6M+Ye2TBBvCUX+t8rNapQvNorQvC2xmj2AOX7QZgw614u927UsqSuZ1HQopkLFqFxt+9sReUMIYMBQz27Qznta9tH4tS8jiIWld1fWP1fEx+mZJf5e1xl8w0DFu76NGYpk8lKoQ66DxVeaafDuKzc0Q7YFOlhZ7zActk/Fjq8TVCfucJEuWqbbtGaEa84LxAjZFszMS2WI7zCTfbSpY5s3kTj23bdIPWwI/xh4bx6G09hH0yV7J/d8VbLs6wtUZdqWRPg6hs4SpwhwBZJn+oqFgQc8L+nZY05/oJDlh4mvCQvdzKkyb/mk5to7S5zGp380Xd27AOYa+6EDpozKdDWSZvPgNa3IdjyLYf8scAMab8QovJiLWrnENAs8E7FG2L5lZJhQP0q/zIiULONUEG8sChOV7Z6Na3709t2VblVkrffBYCBABkv6XnOjfirioKiCu/mKje/RapzTcZHna59xXLQ2AeQwFyH7m3lepCrcZ2A6SujydEy2jLuyT54hPvS4QOnZbBa7z+LDg43l9vKQ8E67O3xCX4OsYvRB/0LkUnN/3JImml3lSZaH0xn4sVo95A96z+gzyQkyuW/D+zzpPmDE/SIcDgfO4hfqLTY4hPZ+Gph5ppP1ywirN/V30SzgcOe7Tnw5/cwpXFwUIXnMsPG1orWOWO2SNPFxs3qQSf5hPdqDT73X8pX0/UK9vXziA8EqjKaghuz5OnzScU4DkP9Xyp0inHOShB/C9zj/qM3lgEz8gN6nshk+s6d9bmSKrmvhiy3Vxu8aSaZ/yFoe+xvB0FzG1QxgfzDgl7XX60tyt78Jedm0uWEKbonT/Ku/dgTuKWiETXoZzwwbjwGvhthU+kct5l8Et/XKIvrvgfGaX/wblbyGXrvDlmoc24HcNcyPFxe0nYET3L0TchnRlwNvU5Y+XQWmkFQjNj5ea2uH4fn3i0f6+cgGugyIrRc2okT+IWKphCwcXsKJ3dfxNtknkcXRqa/5/y5cZYfyPTRKy9VwWQsr4anyotWxAoZ94akDO5upxzraP2pt8ey9oAjDmgtaoAc7tYCCOuTH6HzCXi09f10+/zv149kk0VsRglGPnSWny8TUjWTDWru6KIinLn8SgnqXaXDRi0O11Dsx5SL5Bt+DOKER31v5Hgshr338nXO/dD5LzsizzXQPWlzP6bJULP1uGv+d9xJQDKGf51CFq/JqFwh7L36KDUeZ5JX0adXKHza2o/AKgX2/VojgCzmA7PyVkPujyKdJPgn7xYAt2it7BpWD6WdgoITyuSQPgHBdE5jKd7yLGS5m1GtmKbQSdtZNZ6Xl/vSRWetPdDI+QEbyCri/x9JLp25Hg1T357xGWwtSYNUj7Zy7QGmLsBXatYk98sgHoMd/3/FcZs9dm8j+5c6+MsqieCfXyanoKt+ESGTEYXg1GOjqv21jJoQ7f6pKVMRwN11FrOSnRG55RS6+h1GfKONXmQfeV3nRtQV2fLIhloT2NoGvvaaT41r1L6oW7EnNZ9ieRzvaBns0wz4nzDFXDxurLIlSTvw3rJtU7ObeDsJaw10f2PqprUGvV9ybUWf/wpbKy3JyMggYi8PqYDsz5EopuZTwh6FeZrugbJe3Uvrj9Fd+3MZu9MTYkSWRrZrrcFpIWdHn7r000uM/rMhNjjX3qbAj5lZdrCiLngB4WZEfq+bBWu9p0M4Xwsl3rg5Tf38uL371yd3to7nrz2gf735QNBEmsFA5XsHv1qcvSkFmCv9NmTtNxedyPTAFMblDIZctvzdMe1oKZfjFt7lbAHkaTFOsXRD2pm/6f5xI05628lWdNjD3MMV0sEbcVvwOOOTbtpD0gWKvYD+mVgrBIu7NC595jSxWxVQcyRPH+mZfVn9lpke+N4j/GeEjY3Vcbk9AgpS9D+n1+9DZw8PEAn4T1OsPE4LSQItdm1mYm4/Aa9TRd6gnUfpxtFgB2/ZXvifr/IeljQORNRZmf9ja1sEDcdxXdUvCeQ80FcIQQhNcFzR4+ICIMHREp7Fj2i9BwCAcrNGSYHFV8Fx5JZwsuz/647454CDinZ5OEJni9nQL9fR8iTQMK3wWeM+nFpusvh0/K8uuX56ccF/p2X6ePhtqOSkwzEyrRjnWgCEI8SZQHVNZNCou4L0b7zPhTSdIcGbijDbltkiyobLtolqPF3+u6ES43cC41AbIELmbDtRfqLcKaFimlcq5U30Z0jdZDHI6JCH0WLkBFoj0IrHc/D+MJjrlLHvw+m6/pr20HjxgPylHC/GRysLLcZSMtqEH3kzlVNzZXa32citfH13dvmTP/X1Nae+VuqCFps7+nRNG/sRUaT+R8WZflYJosJe3g7DE9k2FT9VGbT5pajG0Qzuryv4pLfXanC6LQ++cbkpx4DM48c4Iuv57O8UaH8Z2hr5w13fRk89VnnhOEjnAf5vkcAfoF4NoEgfwQ5YdY0E8tl03A86RZynExKj/QfhCMDArzoyxNdEuX4ywf/gaE24eZghwhEXjZsDX0dZv64Cu1FMh9n43p7WT2WHRJwHohQykAMwi8+luvnj/xOPIwl2eNS1jBABbAR3BEvOBQSKB4l/HwI/AYArvP+p94pP6JHmIWy4MRn+r0xpIXC0Opbv2nxaKAO72askwK8B7iRXPd3dLxWONlm7zc3/RQQi2VFuL+sG2GnzRI+F+49A5Hlc9r/lWY2a/0By6v1tNQF+J+EyWedK1mMi4c1RHKbUr6cH5tTz/b4ilYaQxYoEUPRDhzIkboOD5u2jaO6fhk2bpN8cQy420is//Qi+4xQu1CJh6ND4cPkNALVsOYWMxpE70UXQ9G3rfh2Uw08sJLa8eG+9IqgllquIfO55xE/FWKNcc/deIyNBikg9hSx9hGvLOKTty5bujceRnMAeXq4Z6Vzi8RmfdzvD7N2xztH+XMds8AjgaSruqs5gfaBWnscZ0n/TMH0zrwMkeVYXLRJ5rDasktI8djn8ChjRS0YtvF3VxBct9KW8FhORARJ0uIUzLY2f+qcOzOTttdTP4Rb+i6nmT57ZMnWMZsa+iuG8uG50DvI8Wv2oV57/IgH6+UQk9nHtAr9zkC8JwbaUCDHsIml5RnBVklOb+uarA9MOMvKegn4jdjoeWnanb+qvgA7qCXnRXqMjz+qZDzBdpDTYwni+f9zJPcsv5iS7+wmR9NFSt2IYN1BlP2q1llBAEsjtNyISIMP9sFStBXezp9gnfjHo30L6FGVPRgwawD51Xmt7IEaKN98Ap17PyW1WgIlJZgXnOhBx8moQByksatKGosTDbdjXnwXqMHtRCxIg5/yX51Z6/jXmck5Sz0Vw6OqTAhT+tq9tsiDdRUD5j3DjoLdAvViVfbCtToO6u4qAemLXna+RP/L+I+rDi2nwlPiRWezuJ3Qo1PE/SwepS02DkVV/83lFpgWY0SFjhwsGoxFIMy3hnj78hRCGvflQwZADfO7gdW6R537Xoie2/TF2xrhsxvl51IBBYRz2jUiv3NaWqqERYnmU9lbvNUF5n+RaR4JgBEIQDNo4kcP3jFAzgVUCXuGF4ELUKq8Z6sfZP8CNDiUQab+8neV/W65Y231XK9LTgDl9lkExUrUOdNQ+Z7FswDmfh1Z5/NF2e5JQ+KCgxhxu9LKT7V086qZI9zgqOkNRiCZWOydoLSeXhauMiYS9o9PRyH/gxvZl+QkgFppgOUv3DsApvmkJxSqI8KJ1VCiHnHScByVJeEx+kIcRXgCcN1xRW9sf0y9jG2OLIV2+wahBx/v79wiVr+JLejkk6SNx3iI5EkvEfKYSf7YrlyifPxfICYCu5jOH97knwYz6jjudGYRxbIjc/PT3qJZfo1wAb61rb51uCZN8f7P1e2ubUd7y+v7cqWF5gT97Ws9cK9mkSwbAGFwCG4MvbhymT/XkueycWE4iGNt0BA2xspOsZnEcxRtiUTzBbgf2oY/GWtW/cv9EsZgoSk8exk3LaVJEN6qI8K9wcB1xd7UVf/Iz8idrX5z5jHOi3S9nZ4lzRkLl6zp9LFJMWv7IuaFlY0llvgEEn+O/IziB0OAP6MNvMu9z8f2ZVLiM6ePe8gntZVCfcHEmqHlLlQgdzw1f79pPSOnbu7z79Wxd6+Auo7i04RWRqScfduWnpfA7ydt3nvJ9blyQ2p1fTTKlRmnbbzrBxwuD86ihQeOjyeEwNYNx8jBxlwisfjpaKFgV675BrXzJnvON8Ss0nPatjO56l6fpx5x0hEcTaw5x7Yaih8Re5B2nEJY0wFRoYmzAD4f/vEmYpknA6MyJ/aF8z6yS5sF0B32ZNECmAfrl/FvYvcEvLJzT+OXuD64c8yyUG4Wox9qixxxIo/rHBsSWCSfbWxmI3xH7B1G2t9JAm41AgvDHz5+VhWwVCkm4Zr9do8P3V8jOeZYciQVxNe9Yacv+i6j/sseXvAKRSY0DM/xzVsiTZdov46TzgwjFNUaWCtzL/PCxyxZ5ReomkfTGPzQOPUA71EvZgVqB3YtO+zwH63p6cVC75uuOimcTwygK9Whpe4Ab+VJiiqo3iYq3e10DX15J0/jpMXkB7EQok+dxr6LePhDCqTKyOsu4D9i19fOdmZZZkJK78W9FjydnkewOwNDvYJwRt203o2TRbj7dNTPQ9q+u4mxAdN2tc+JT5/EBGylNP97x4C1bSULuiS7EXHMUtn4JdfSmPuds4XZEPBxhqd0Mgf+NeQeLVgZ412O6/02WPFn4fG+ea1R32fBGvWop+cO0iB4TX39dyh/hT3urGqG5I8WlRcb4OSH72S3IFPKvs+TmPU35zBtKLW9tHUTBfuIUtmukQN2epkxxH0AHMqilQUyWPP7e6DMtWv2FIqX5r9KSbzU3UvOzjCJw0z+CTryxCNNAfrsaSfrfdtVZzEvf5hx2s325nUn03FktckW33PuJcyz/3abI+3Jf1cYjhKnX7rf1HjGT8Ivb76sbqYjdbYuITrZsDNV+zH+H4w/8vA22dqAxj/XyL0sL5RHMN8HObqGTcvslbmqC0WWUUC9IgSjNeOSuEViK8jn/64dW7LPwt7VH4jmJWByE89nDy8uuX4fnDttoMtuoA1ewKCsaQs2ZGHZ/tpj/iASLEGdHadcV8hTMJI6/b5zRwY0vXpx9RTXVoQDk+23iqBEt6d2+Gfvk5wrWlZfRB3yLuX4raH0x1eBJkyb+rC/eMfUY80U1fL9lRXY0hMP48+ejn0me+37xGP/ZUW8bOeCWMZV0kIufm33aEsl2Umwqdy3bmQqTN2aE5/qUx7ZuyxcUgDwa7GMwcbDJXFPGPzXFL+OeD8VfYdUXwJhOZ9w3gpO6Wc9Z7Vyg/L1v0TctHd5QyvdehxWjT9H/1YfG6NEoiVf7w4jE4wUvG+hPHp5RWo2k1cxS/XE+fk7YX/X4OM51zfNE7SbEx8G0f7cB1zOpVslNPNSrf/spTJijkRcTqgPvsUkIRgmnkf13Vmv29Se388K+5LO2CFAEB73X49fYm5n2g0qitcKSweOBNOoQSZU0cAbeqFDNrCcVHsduh1U3j0recLKybAG5k3jwCG7053M+vrU/t361/GKhBD+fZ+/oRU9I/fBkpgphJ9/AhWz8Zx05sY3iCBD5l5GJ5nctQPOHzyQ1nuXvgi5OU2KDGw1myKk9ecPKz4sss3zxg/69m1WaWb7gOv+h+CHhV35CQnJncJLkpxOucM1yZDWIwFb632R6jZTuz5R1h29yD2MKRp3gUwkJ+YbWK0AFiynYZlLHQZGbECmrS+b4JN7/imkEaJJ2ZI2EbmwmM5rDtVZJmZdvMIzvv8ThTe7ps4jV90WPg7OMdI9wv4fOxhb9hJI0XSAsb9ekFbU+g5DwunjP3LVcL+NPK74+lajIW7w6icBsRRoVDQxIueiMS0Md4d9kLeIVYgvU0MWT0Oyxyopv+TxrilBx0vrPphlsLpUZSdsvHtzC+wYlZtzYpNv3H07q3/zJX+cKI2bw/vE+PWFa/e+3TUddtdU5WbuXksGEvEErDq/bdMT2+Ywek9wlQatSh97JV6t4IehS4a7poGQkGKQdC/Z96ReSsszxfUmKDzaZQ/QQvtzzQJN1Tn4vfHCHd2wIkF5WbnIZW2CHpSK3JYCRK4AeLaQsDOBMDbjfXX8+fHcbb2AH1Tg17wuHfMBLsnaD0MxeH7Zly6hrMRc6rdHtUy9ieNaGBp0L/960JnjEhfcktp/J3LWMMHMybnKWiuowhDyy/MwdZB37RHLFN2K8LuTkIR/E8ApwpthnMRTerzQEb4v/4R0ZxLg/PLomTR/xE6rLyOiRJyT83Oaydt5OAoMV2xZfH8lRA76cQeYRbvsk0/5zpNPBc4inkSMSAVkKAH3nf3wiWLBtl3Tewkg9DQpjP+XaCVP6kPU/5iKHY8oLBG2QoFLu07I664qfAfLvE8h9LFKo6eI6XwEjfJOBg8YwN/uNGxdPuMVGhqFp8bTR6AdMIY448stbOBd1I9X+rmi+A2kjgmJ/xF/YPhZyZNpXHQRe7HgW9sjdifajespnYeFc5iT6FdekyvZVRd8E8WvY3v3t/Z+9tUY2uKmfTKeXh2YyyXGUfAop9QhA7ovnJZOLIwVveLX4t1TLo5tju9gZDBedQeuE1RPLrpF3QR29MtLm0gCqDKqRSgag2eT1F9a76wOq7WsVPjGR063O34JV0DFwSz9XsKvrjKxdGDy3vwpoL8+ZWSW8BwGsG5sEJk/P+3wOerhGfH8+2ycMzUZWVv0gqn7YM9W8A9+n9iHQGXNCBeBTO/9CIG4YAfP1oyvUX3kWdr8RjXW4pe+i3c0bH8VecliK50F0Yeo+r457j+XdUG1qZ9P51MZrRPfk18jR5m5o+yk37UfovX5J/xmwY1LvO1UhXrvLVpkL3KV7Mt9ncaSwW9BLJRoM2OdAOHVBdacPuR4Am7KP+hjkP6dNh5IMgW7178GukOhITkMo0If07Ib5ihbxagvr3+cwFYdB4Xg+5uZQ9fDb/n7SaNPH7Q1ZrxQd6/ZK2nRnjKL8Uop9p0bWWDDtUFbdKRFCMrvwnLa11Nj4zDaNu09AQvx+ssVWm4RrLfPLFrojyM4ltIeJw4+arSPm1kcnytp2ZOjaw4kE6PJrrzs8JTB9nSd+P4QI/WfWopAIV/wxdHTdInKbWwTqvbbbvnblUCqU21TADdqPn7L5d+PjfwwSpMb5V5CW/EOcKvbevwgPIyBBK/DeKmcbyzigNOhoR81FDhD49R2ivTpio5oUph83xTYXo2cZSAozCLOh8gzK5LwcPcmnBn+lnelimMyfnUZ6iFj1kBD8FDK73XpS1+GsJ+DFXrztOIvm9G3r+O6cBIZopnByNorYKhPHgbGVzhwUg+Epk0qxXawGzB6Ds2zA99LLUqEyPBONegMvJnikr2gGRJzGI3a2ISVb2DNVRKRca/UysDllPpHybC44iKK1Z6vfc/0T1si2YZGtdL1HmwXFKNkm10E7zrb1oGAe+wQNhfEr+OL/AB5A4b8Yx3VAMdeTfU5ucGQc3wnt8WsKlG5zRgND56GgnCPR2tbZFLR+6HyuaI7fYj3hL67ow9B53dAZwzfL3ylR/3iL/PDrp4dfKx1JSJp7pNCQ8VB/PBD7mwKr2Q0ejH55om3XPe0/i3sx+ueFvh6Z5HLZyZvRT2/k5ZdB3Rjrw+jvavTO0MxL/cVqRr990SqZDt+BaWsQz1D//ywLfru52J5L3zNpXqbdFDosoU9tdXgNmrG+tCcQ+TrmnrA9F9Yp0v43+7Eu/fhsuhAiPnNztHZPwDq59VY1vD+HuO25VQYRZWvbrs6DH6pGVgjunYL1qtrZBnMQUVBxVSq1H+uCG1z8+LH+MsDCRRUR1VPX3E6Eta3cVhsjgvU7NPvnCxHx7Fnh7q4+rH/UMrYWx/p77u6FmohI0I0wO9eKdd8Uh9OSWOeuuy6IEMHhZUJ7W477Z/xdSQn3gzTY/clQFxFSO0/2n+7EesEqz/RZuL2RbN9afUTcuvw46QorrrtX8avNxu3rb047vQwRKx7Is31nx/qMrvePFHH5+tzOagNEcEburl04AdfX7070nIvLtVGmYkaI2H+Q5UY2C667vfxepgx2tVZxrkSk4WMhNblpuB515LKICuRICqLLTRHdLYn/fD3ozk0LqNh+pHTbK88MEXrKZ2Kp8O8a7qVMTZ2P298qulxljsjrW9r6s2G8hPPOdCzA+gHBVd8sEPlS7EC6HryEaV3Hx4UL4dZhC5V7FSI8jE+VToZxbF+oSy7CepVzh5wVItn6dlY+hR+sb8srur8Y68Ua03WtEbLWmXc4TBTrKgKJ3Br4sjnzy0InG0Tu0u5OPAr6iuP3rTThliRzYpAtIqelTN4zAPo10shFC5cJ9DYnO0RJuRk1IAZPQaI620fa+PjHti+IsUc1bnfftwnCv/km3f6RFc8TmnbNJ80Bia8rklqaIof1sKRFqaA7rPtU7IiS7ASbbSeA3nDY0XQJ1k+HKbx3QjVmj6J1HsL8HTVI6sQ6abM9icUFEUu1G0xEoP2hCq4TeL7pvaUdkykIGYhNMn4NupFRqboeIpLY7+yKw/qluDeOd+WxHqIY9g7rZJlwi5wrQp3HrotdgH+ujaq2bxf2jyStwohrrqjm/JWGj2EK0P8lvTJLESFuN/2anhtK2vXMtCQe/IO9IPYm1mtUjacUuCFyt4pF0SHwjykbml2XwbNtRw+uoiJeQ679OTHgH4WawazLIanZ86MGsyGQnTv1I+i31vCkYZ04IV0R4I5IQeZ47TXzcH0N2meM/S9pQ//yPneU5PSliK8d9FRfoS9Yp2/19txPQ+jIgtl1CdjPiLO8KRsNYT4r8/ppiM7eer38Hdx2UKnSl1iBz6sYLnjYA9VohLz29gV9fad8AdYpR6WLRD0RRdDq6OVW0IPLxTyxf5MPFoSkeiIy+ULs5FULYD0XiU00xu0L3/uqeaF2h1uFOXdBL7qinYF11Lt7doEXyvqy+JSbACR7Gol2JiuxHuex0tQbBQTO+pTSBrrS8azPWKfPm1z00huRdCYZ/u8L0RCOkAkeTxwnifmgpDX3PLcHwt03Co9oEaxLImQf+4d8wlPZ6+y2aZg/Wbc3bufEetbKaSc6dMhtl5jfruHBuoFpYNVUBDcenx7gR6RH0jqlB8Ax3v4l7wWw/o5ZlVUakV+POl1gYQO+6c5/NQPr4tlBx/C8nnyQqbAMeMWa/6IS+FMuWReIx/cxdYrI3gasd6+ZEwTPBi7xmMuK++1+JfLTqh9YL7sYxgH+HsN3MhCvp+c5hzOPQPv1c909wR8nTz0SoYPHT1DncjlwlvjW2gX8uXY9cwD79evwNreSDqwjt7ukEm4vOLt9LvbHqdvlVtkCZ1Zsv8gG/mJtf8UN+9cOEXO3ahiXzqQaC+wX5HX9GaexXyxfxuFBApcdb5efAb+IFrzZugKR1Zricy/CceYH7sbXXILQfm7ZaozoCeffVtLhDaiKtwSnD82neb6UKSK5mQySHYBXun53bIeyK5WnF8wQfe3ZuqfVfFgPUrRMgnnjoMrdx7yKsLOroIH+dalKA/DH9LvBWwtEtDidke0Hvq1wTJitjv1BP/1UlyVCO57Q003w9YSQzMveoAE/jdvNym+FiEa9UvGToB+cEHge84foKTUWw7wS2h7Gwy2G6+dmlnZj/tD1S7R1bRBdY1cRz3L4p1SPIA89PL4E8875FMwrvqoi+QbQk2n6c4EzTtGzrewQiqO5v7GF+bv0nLMZdHbasyh7JB69l5klDTjW/2VuCHBmod2XUw6IsuPeEvY84M8C0QwZzBnCNNngpiMS39rGbmQP8yrby/EE9F7/pdVOiBJxrerhamif1LthPXAm73RgvzPmocaHB12gny69KojnlcLi94iLgvmviIxfwnHuRxnexjopbboiFvNKvaFG+gHwqrSjgoI5k9S0IR7zirS30KjNB17trC9mw36QxF1vfN0VEZ2ep5hOA6/c39lewDqlnSjSd0M1njK3v30DXi0OO7UEcyZppdruYjeEzujnRw7g6zNxpmvae6yLD/LlWWMupQgo7goFP+P5rBiG/YnIDuCro6Ia18LD6eLAH/61NnMxZ8SVkvfDBn1jyWqjw6Dv33HqKeiTWT4OYl5pTXgxgx/87/FJ703An0RB80OYV1to1weyQbcLFunDuvi2y0LMOA0LE6la8hL4E6JSloL5Q9FkToz2QEn2fIPcdqBXVNw1wpxJslH0l/ZEWVv2JQfdA11ow5c2Y+CrQuBlT0TYrU6PJcCPt57admQlrN9cTh0vlLQg/5XoOtBNIgbmYc5QKhWYSrxQwKsEi1dKoOc/W3Uf6+I/on0MvBHxxeBihjz4t4YOl6UpLvVudN71Ru3fAxfTrEA/4zY9Cev00uAoNh9Esba+dW8p8MrdQRHBozUc7i1FLHTET73xQVgAc+bjvBYviFvoPZ5n3+bT2+K+LnCF+9w537t7wO9q3q//yoPIa1f7ssxA72udEg7+0m3bU4c55CcwtbR/MtbL3h/9CH4hKHBOHJd5wo/tpQisn2Em9WGeNeusk/D8tX+8yd9SjvlTk7n9O8zzuat+xtjOsiv2nXLfIKey9iiEeRa8FVqM4wLxS8nJGyqw3nBkMSvMz77seH58Pc8TWPaKqw1z6W6amjlwY8uJ48Z4fRgK/Yi4+wXr3SxvTsI8SDQfOoD9/aY71WUlgeuTjFLrYFzvarjRlyLS6O3HonlsuK52bocKxC3KN6PYsX95C/GFXgBerS86sxfGz8g00wb7Rcb+5hgt4NWi2hL6YuDnvfr1eJ5T2TTRuYm47iYex465QXy+eeOCCb6ORJcHfIa487PVZX3ghvybI15mmGP3y2PCgWMFF3ZEYG6QRwOi9mBefRPfKxMG3BOPf1CC7aRz8+Ydt0Co8jnbuylw/VC7eH4igke1PlKuWiJywd5dXd+AY1+2NmYN8WS30Qscd/m8bz4kC9eV1FtdmsCNKZ9EHlghxFV2AenC9aM0Pf0DxDMmfFpd1ohue+NFSwVw6Zh6UyTmBqrZ6y1gi5KO74miTIL2rtrqingcUe2bW9KYV00F7KED4E+GM5SbsU53WhvtY4+Qc2iroDX4U7Tuip2YG2iOHst6B0RQzShv+2WAMxtVRDE30PRK/V2OiCw+sVnIDzhzfpv5w6XwFo3+GVlOCB28dDiyBK5bR2+rrsXcIFjVLj9xRvQcpfXWMeB/wU5n+TEfyJWiuz+7IPGLwjG3k+E4PW6Bt0CvdJgRSkHiLlZbFp4Ev0zbp+UK8UlU8tPprohy4cCd5FPAq89teyZgPtToBneexXEXUXr1QATw6iqhnWYIt2pF3qm6Ibo1W1qPFlz/LJy5DbEfEDn7Um+7IcrWhVLTa0E/YuHXsgJ+FfQpfTkVRdpRmN2NwI87wrz2Ym6I13VuekpFAeKy4WKWwCX5YEsV4IaU2x13d8TrtD+n5Rboj6c+fYZ18vnioK847hKx2RSyDPxef5/UduBG6Lydu2moLIDrtl456F9rFjBjPiQxJb/9jjnW+0acLR/8nvPmpIsQt4StTQ/3QGYxiRZXF4J+qjVhFeYDRUhPdYYn4k1RLD22FfTtkft7gCcp59nSPVGSSC/f4HaI+7M635ngfCCps3HrYsylHd2hWj9AP5SzNg7r5BNp9TzMMas59fnNeB2Si4VuvTaD62rYBSVvZOZxPWdRIHCJ7UjtdHP8/ayD6494oyTp2cty/SHu2hKzZTHWKbWf5Mu8Eb0qY57XALQ/QeNvAm7k+Jud4aUTGh7qZbJCmCcGLEe5gBvd791dmOjk97lFbtx8WD939K0ljLftCo5HzAjJvZukyDMd68IU/UQY123f/JxEEFn47NYyfojTPgd5lMD4nXsafU8GkZmfzO7UsWD9ZGNvB/CEOB7zGs/rx3mrZ96GeClnZfVy4Ebr8in78PcPTqa8T+rEutnkxRFgx9vI91+g3/VK4c3nMH9O8k16BvX5bWZUvO6LqhZObgAuGbwykIZ8x+QJ2oTdjTKv5sD1j1hfZum9HschZGQJJQ+vP46LIZuCu7HuMavgJvDE2TSiE68n5/0aYlJMuJ4+aw4ncOPMNkVN7O8HVSdEmgPH3t9NsId85/Z0gV3Yf5OcxWWWAq8eGG1K0IGHkdlbrmB/XFfHwioO+ebjo3fXAk9e7atswnlilZcQ13oeWHeLFHkwH+hCVgQbjq/eNgS9rgOOSfqKZmOdOG4lK4V55SQSohQJ8W7E/QBzXYgrdvDPx/GV6Oa2MKHJWD8UlvEd9FrlfAtLRN9Wu/txEnDMRX1aPOYGEeDiE7gKkeprlpLOwLFb7IQscMM7sZuC466XuTLKmyC+2uLcWg5xiClHR7g1Ig5fLOguAV5F9/cEAU82XJ6YYYOIc9bLjukBrxId3s0AbuhE2Jdgjmnaf/BvBJ3WVvYS62iJmMwUexwnqEsU54LeEZ0dCNyojxab4YDofg0Ou+HnFERb2X1OzA0ycF+blCOiNFexsp0G/kTJzMwBPUS51QTzysKpxsMLeBX7tssZ8p0fzZQAZ0RICB7i4oP2z8+VsWI+0Cs8BCNdEJlqmhYvCLzy2LUgFXSuNbttMK+27OdEbMArmXOhZkYQjxwtaqIgio7WN99B0PNUtncBT86guCAcd4WG6RwvB461/qDGYW6Iv5QvYsdxlApf3IkEWD+pJwQ0gRtOCxSPYF5p1nL2Qz5BBF5f9Ar0uHXWIlRErox+Y3AH8sTlU+dsxNxAZSsSTlGRWUrk0iwjWD8+B2LFTWFefNep4fhKQL049jboSSeMC4AbW70CCtxRVnCK5itrWFfmrO8WYA6gTUXp8HA9f2+4dR3oaemxW7BOf/T14yMaMvtWeqjhAPDEUyalDOs1z4Pnu3kg+vlqE3YJ0I+3N2I/w/mHeuJXzDHeFPMmHeDVlUiFTcANev703Z6orDWAZ6IqtFeqvFoMeproAV7MpZJbQja3QNdppfBZAA9Dnx71QmaOi84Ebod1PrtqngXWk+ZqTxn0QpE1cTlc6yAOCJzHtc8C/H+hlrM3Klt7/t6rCbDOc+7WpIF+4lxqrDeixD0SC7wD63ygQHKIr+0v1noI0NEL62DvF4KYJ35BCQ9AF2SyqMBxUnf8ygh14FXl1m4JOF7NkzNrW3QIjy8BzhR+rO8SmboGjsf7PX7GdETXvbHV/Q20j9164QTEIXJvpOHHCcaOIvr8k7D+QeP9A4hDdG9//ob9YLOlRIsp7HcZFyEO4AZzmXARnifB3P7dYt1Y9zGT04A4ZGMscxvm2QzmBJuqasyZFdkZYbB/om20zR9zSLDp2lp52PteV2vxHPOEkO527cLl7WnReTtqsU7b1D4Nc4N4ty69APNgmyDfl4sfsP76c/x10F/f7uvF6/tNeWCGIOx3yTIlOUMcouH7WhuvP1+V8uuGvVifd0C8F3jic4fmZIBI/+/uO/YAl+RD1iXpgh81OcXi9REv7mIfCNyb2FakB9zI0NtaZozIB2Up195AnMZyp7AG9C3Tz7Vj/6V/YTp4BzhWRpsfqg+/Xi1gOY7jLq67TeF90H7fvlBZzA1C+W5VOuaYVOP6AIdJ4Gf19AfAk8BtG0ssEHl0yvlJG4Fj4R2HfWH/ZJvQh1ocd7UIRV9qgLwyzd2BgP0Tzf2DtasQ+vR4zxFZ2O8S2ON/GvZPnhLn+3Dc5f7AY8ADeGX3OMEA8pf7Up+FbfBAzW9t5QH+vOq5+Rn0SY0l6raIUrjOyVEE9LPhdy4Ywo9Twj7ssENkvVL3rimgvzY5BnEIGbqm9iiOu7xYvplLSsL157RpNcQn7Mquxx0Q2VZwzDcP4q6DZRN3wv7J89mXLuK4a/J1lxOewCvjCxfkIU+h3/xQ4YSIXMuj2k6gUz69eAw6pWTOV2ckrqleemoWcOyjBfN6zA1y/4sFHDgfdKb4ddWDrpFQJWQC/PBsOU5BNZmquUvOA9/ufSimQ3yykecwzhOTFq61yJoNHPu2qNcdeNKxouqaK6LP5n9qeQn2Hc6HJzEDN9Zx3liC465N86c3fQd98pp95hBvzDy15YEbIpc/+zyViuMAstCp8iTWxa02dxvjuGvQmsbDAVziO3H/C/Ak7qxSDRXR9+YaHNwH+xF1zIO6EIfIP/vii3m1992Lp3rApWubnh0DfdGsXX3uqGaZLH/Ve9gnPfz0QDXWxaUcNbfRUBJfMO/5RUP7VKk/VDEHKPdcD032QOIHDGedFRraJw1VCwM+8KwoS8B5om2/8HQ+aB8hO/UV1lFWv9ccTxRZn5I0Sxn0jFA2BUs8PhX1V256IrMprvwsxXCcE0/zg0B3yfBYgjmWPp+LaTa07yjkzbWEN0zFF173QsSk3UkEF/Dq0/K6PqzXsM6wk/VGyvqxd88vBr68VKFL4HyAzleu4eGNeM8mkjxhwJfsRLlm4EbS3mDBmXRSobD+rBXwahW/8ha8/olF0yJU+enktzlh0suBP++7Ap8DT4ibj5hb8+mnV39Qfwi8knaJEAdu7E0JbuNCpFhpVOEDiLtUSMISuFG8L4lDDNGjZz9QZIb9/BPlzw7CfohiQgK3HCJXBbxpusqJdbW+9XbADfSy6iu+Dl2WiSu5CRyLqhBrAX1ZYcJrzOszC4JtOpowN2xrBw4BN94sXOyMuZiz1XMJ53us52dOUgNuBIfNeo05R9l72S3kEdY5vHXfgV6vHHEFjvfwuX5zAdYr8iftgv2QBfvmfsDfBxTXxU4pwzpP18VZmBsEmbF0FuYB3/mvjw7WYN1XZHkO6ANbjoosR+Q0z9Q5dOBVr4OBM/DEMb3GDq/Xlszq3D2QbwofnckC3KilykTh9beWxe7LLGa4Lt+rS4L4hG744ypeTz0rtz5EEEelJ15YBtwodNvZgddHvfyklruwz19g4N8Keq1sIT/mVcEcm4Z3oM/WMTkIeU3JiRBl7F+7li1+5w18e9VipwDcMDg/D1kipLp53cEfkG8KOUmWgq6uxW67CtHFuASF8yDumvxAnwb7IRxKi1ysEOl8dOb3Zth/TGg6NwH3G7HJiQVZIzTZKOy5GMRjyi0r043gOljYHoXjrgFJrzn8oPu7bXYHbjw9G1Zhi0iTq0rTH4Des/ogJ3CjQGN/px0Sd5xOvW8HHAuYtzMZ9l0P+rR14XhsS+jbigDYBwvI2KCGuUGaHUv84YCSaEfiZdYBl8Tm364BvkeoK4hjXj181/AxFviWKdwRAjzZtEJT0xkhqRk8BdOhfYXwfT7IR+yCO2xdUNKV59TmRNA/HrP2BP2mr4kGBY/brmfzZwPH1p/YcRP4s9J51kOsZ61xVvMH3VviAhfmALoWb2iHObbpmks53C8gl5KlDhCfpD9RrsN55aYz5k17Md/IaSs2pAFPthb0rsYcc/q+bTEBeeLmJslvcJyJE/1bcZy27THP+nCct5BtAW0GeP7El5xx30ZFRGaMLKENvDo3uCkG6+Rpw+wJOO564qGYyAdcGlwi2gpxy+WH7VHuCE0a/CH1EjjW9naJOuaA+KHdz0RxPih90yL/DeRlCsvvhlvC9WJDRDrOH+fkZG6fDjw5EfWgGniStH+uJuZYmcwqiy/QnhLXNQ9zQ9wz0PqBByprltnvagTtn96bvwvrScYVUlY4fxRrdJfvAn1gLk8F6APmgzU4f+Syiby6FPIlb2K2hBU8/VLG7+WF0MUNzd8OwL6tApelH9bFT2zd/wnrDQ1Rs/KAV53BGtFYJyZwHlHxRlncxxcLrgZefXU/cgq4MXmxrbsknbzXtl9uhzDmRm6tyHRYz+ST0I2idPqGfemPuoA/FNfw26CXmc0uZKcT5jQ572/AK9OSVW7ADTpL+8QeHYK9V9BcAfbB2C/sJIAP4f1Pjwngebn4UuYgHCdHKDoRdO0UfldphCKWVwTFwT7YDZ4+2A8hvrJeZcbxdOWPjuwcyB9Xtxy/AfqnumuP8Py1b0amD19ibhw8fowC3Hg0I8gE21nD5xylXIL11R/fsgI3hBs352LuBvFFhb66i3Ulg6A00HMN9mhiu4PWFjzOfoB5GO/HZwLcKN/b9wTboVIvRpGsw/qP4rYO4MxUtU9c+DyaDYbbFWuxzq3OvhPyms8BqHMpIveceOIzAFzqkT0iDfGGwHR1eRx3eUzxn8MMOvWN1EPQ3Q6d9cI8cD704P4ViNM6ntT7QF6zSnVHJI67Dh95cNER9vmfFxbzQrwhnHe4FK9L70HJCc8hD722NSIHeNIpdXgvjrumfHkcPh90iRuKDpDXhBCByXgdPIlnd5MEfu7eWw15DRnHIZhlgZAE76tPs2AfbFry/ZPAk3Ki7RH20+PcE7UbIA8Ny5ypCvnLfc6YMpw/Pg+17peG/flD1wofA2dE7ge8xX4kmBB8rBLuD+4qiVkL3Lj6Of07zh8DvtldUoV4zItnhxxwQ642UsUWEa7rDp93Al5xvLWpAN3xcIYdjrtMptoZXZwJ67C7Ug3yF+bmRe6YVwKCpyTg96MEV7bwDuBGkYi3PeaVcXX3S37MGZLzDq0COJP1mXunI56X4+9Kf0Be+XaBkwzwQbNc9STmmDvBz7oQ7hPz62/fNLRPIvH+ujOiVxqQvjmgczSIPwB9V5PzMxdEV7pArZ4PHEs3vzQDuGF3fMVmzCupQO3iHNDtbFP9IN9ZRNawuyKiQULQgAd45Y6kckEv9vc56IpqePZonOqCOO3uZL/JeHxRUkCFMOaVDdN8y2WQJ1qJldljnRAdvJuA9Sxfjl1pkCeKU/rTgCdfxLpn4/jKIHO6Uw/sv/Ron4E4JCnx3tJrWLfgvsn6BDh24nv4SsyHmvsJrLruiDJYqv4yEzjW9SgzEevEgbT6JzjuUl+ntCYK+ON5QuIL1pHszUhHHHdVudy7yQpxkeBpQX3gBht624r59kFL3/AxtN+R0HQM9O+6szd74OOcnFpqAlzaklDWCDxZdGkuC46vfI+8WCAA963LsrYtwn5Aphv0HfbE152GXLFB0CWbomF/Icllhb6UF+L1tLC3NgMuKTPH12JdXHClzDUvRFnazNKoA1w62GfKaQP7NpcUB7xQTYbkqWtRoN/d+CwHuHHkeUieDJ3kDNm/56wY5sPMysOdoMtZvtgjSaef7lst+AL2teYO3IZ9auLMrDe3+OjkZik5TQvgUn90kypwI8mh9nJDPt1gjU7RSmi/lG35C9A5XjFNx/lJ57dvvn2g+112CgRukNq9tdiPKRyiPuzAsYhHLXBfhqB4PavC17N74dyKrRxYlzndexz0vZeYbuJ53bs9d9IK2O/yL96sDfFGieUzezyOmqyx7N9eYf1wyuRa0BNPRObiuGvGsq8J5vCcw7Utp/cAN668EJmD40G5s7deVD3G7dt0uWUh3pBKaKVjHt8zZHFohOcr+nVqhuKQ7BtUVmz3rs9cz6fDftqKqg5X4IlDbgwLtqN+693gg7BvJnLZiwA+FLzMlcXnVw6rIZPh+Y+w8K9wX4Zs7db3xsc7mv1uVfAPeF5k9fkVwA3xtqlx+PsXWyqd9kD+GDiR2g77q+6Vpi8wJ+aZ64WehXgs0ODoCeDJq8gJkzGvugu2c84FvS/VRRPymg9Hn8jh9Xdvh65ABRyn+tDFt6CnKRnr4PX0wXRu3gXYZ4vj9QnC3CCNJP1W4LhrS/GztOO8cD2Ve8sJfGBetsEJ+7Ux847qGzgeI1MsFllBXtNuc9Ue+2nl5a8zbHHcRcq8W3kO9OTwjHXWiEy9WGxmjjlGfuNWYcb9oPfEf7uI/e4GGZIJeSW5VXe6DcQVTuemPbNF6IhZ0wE70A9ETjsP8Ylrxq2POMCW/XrHjiYO9xtu8rXDcY6K2jfaI/GHC5UmG0EcxW3wQh/ylIxwlkmOOC/z0G0MA149rppxHOuEkep0WSck/tw0OicT9I5Dpi3QXrKgcQnmVVm5Tr4J8CrD2UMT+FDH/oDigtDVQor3Fzj+xh6rgxCftNVVaVGQOHuNUOxM7I/k7rCqoThEQvrwAwoiN50MvsAOcZTKJIc5eLworewzLFwx53kb/JaBHmz2YCfwpK1KFuIu/+qci9KKEHd5F0EcQpd9fcsf54mTWDS3TIY8MWjxRohD6HvWPf/mhgKSO5naHkPcZXhsUiDoUqyZu6go6dMrcl4I8CrP48c94MZp5DHZHSXd+iRC+AGvojlbpwMHGotq4nD+6Ld5BocX8MfJaLcn1lFxRK4cDSmXcGqH1YM+IJt6E+v0DmujHBrK4tNwZUoBvZonggvPH8HZeWGpByLiBKPSFYFv7VWXHLFOWVXBVobjMa8f2tSpwCWPm6Iw30TyaQtnT0Q/2ZLaMwniqGOFPCy2kC8L6Ld5Igr394/f1gKviHArG6zT/X2KSC9kVlXsQT0MXLLf2EiCvoW2rxjHXbnGUvLdoH9fv/wccCO1IkFInl5jcF2+baUk5sPFuTHVoNtO28ckS0fVW7Qu583Eeq+fCw24cb5e9LAonTz2ftOZGZA/bjroywt82Cs9Yx6Ouw59lNqpIoL1QL/U66CT3FNf9eqQa98g+64ZwD2tPHPgRs3aYzECiLwXRnvKDtwzu7b3A+hHdp7kksa607k5vPAchUX4vRCIQ6Rj9Sl4vp/mftu7BO4zKkYryAE3WMT8Y/A8uX/+eCr1C+ZJi+TTEtDfCB34jsfFdpaY3q4nmA9PJpqugTjEqsuDgvNaJC9xs/Qhbj9H2JkLuBHKcjINx10FnxoS7wKXXAXaroIuduGGGOb3jI00KYcerC+a+NwSuFGbaLkE9plia7tlbmH94I4DH0F3m0CY43G6a7n2tATs58/sJo9AXsNxKwjytqBlIWcP4DiUSEE7FsE+anUs+yPcX/0sAVMbiLsOlBa/BZ7ECSpOwMebo3H5rtagDkEyhYTrQlzxPsXEEH+v9Pn7djMcv5Fub8SOAWcsu3rv4JLj3A2vYNCDEgaaIG7JvmJVg9e97U4lzwvf8HH2dfgrAx9O15+B/QmX6RL2scCr8r23QyDeeMXX1m+JyLj9j2mXYD/Nt5/9EXDDsnVJ5yqExBL1XobAc1wuXGyiwIeLsjO5cJ54OnWWqyjkj4IbfTeD7tjhZWSD6HEV1fULgWMPt3GUgp65yswX+2O3ZxLvDojH3AoNJSAOOX523SE7RLzOVo+E5yvI25X13hCHbIq13G+P0OA0pfQjwJ91mlp5wI3zL4sz4K14fDRCHl5TRN1fyQtxxWN1hYeOCMWWt2xwBv1Grw4V4orP/d+anBCdaHO4zwxcyrC0uLYK8ionpgk4T2zge5/zBDhmukqBA3OAcr68mZeCUKrcjC9mwKvXonPtsF5TUFhzEvPqaEP9/kzgUvmetynAE3eFp9KYSykqURP3g34su6cP4pOkH2+vuyLxiV99fILhPqOFmp8p5gMh89JqGY6vDKPkS3uAY3PVZsQBZyaumV6CecW7YF7bNYiv5L+qfgKeeEd+sKYiM2eDAG4b2O+qOhyjjfkgPuBxoB7HXfs4cyPmA69WrlpzyAauF9rK/jhPfFBsvFcf9r1fqYXUgp4UytKP466M4xlReaA/uvp5vi2slzCJCBqO97w8HXeA3qP4OhR093NpwphX3pNETnEDr3Jvh70Anhx/w3XOA1G8joeEDeWDHfO55PH8UWaa16vgPNHS4oxSOXBM1z9rC9ZJ7aj2fE8UyXH6PUoFXqGegw+xjjJlzxt5IVJjZ/Ct67Cvlcka0on1mh9tPke8UKSFfttJBPvgaW4aUcCHm43d6xTplM3Z8gf0pTAHnuYHVoGedzXqjhxd/OmXqxrlElhfW7PFErgRkqgpJElHpr3f1KMhXuIJuE0AHzQTGgOn0EmS5pnWA7xKJJgvgE5mis4p1iHSjJt69ESxbmp2dBlwo9si9fEURPr4vDyHIA9V0J1cDXq2isksCUR28kv5C8J9Rudp3TuAG8TWlY+xH6zSzA1qgP0upo/cIsAH77BJ8PzKxtL7PKnwfKnYwtm5oOsHZO/C45Xj7ZbxshL2wfZfdoV4Y7as9PfFeP3yFWyvr8J6j8AnJuDGWVqVkTYiooNt8i7DcxQrcnXSgBtzHNUDYH9+u/1Dy16szy/fPQviiq+XKSk47loX9/Kk2td8gmz7Eb8WeGJ15Oh5zHtNd9H3p1oxH04L3wSOkNIp5hWY35mD/bmcfZhL0wyU+YEbq+x1ZuBxWh27/6VzF9afL97uBfqS12rWEGf5fP7yA3OMdHOIvQX6Mb3Hx7AdVas+LGoALm3d5z4Z4ocfLlHe+DwidY9W7BnA7Y+tEHaFfVQ/sR9h+O/knn6K9wAelrUVpsJ+yKsS0TCcJ/KFf897DXkihdQdBH3K09OQl1BuuC1wA32/z+QVwA2xmVmZqxA9Km25FYLnVB85dMSCfiaqtBCvy22zupiNgWPfn3N3AU+sl95iw+ujryuonhfiscMzRFcAN/ZQbWRsEWlro7GSHeIr3TccQ/nLFTrVCPupT2109Fzg2/a3YQ3AkzBdZk17RGa6Vjm5AX8aN5suhrhC7XyUqwMiUs3Vawpgv+tN5usDwI32oNXBmFcTls26Aq+dIyz3R77DOhJ5+Dgex10FOn2dJBznQ5q/MnAgssDshjNCi9JFjM2BV7zeOrshDpkWNLXKBYnTWWyCZkE+WFzQWQH6Dp7CTZhXx7wE45wh79v6aK0kxBWh3ucHKYhyLWpy2RfIE49ert8EfIgOOnEU54/taqydTrBvT3kXkgd6QMwzbhxfhXl93SwM+1p58WWcmANJdarpR91QFnUpX+JFiK9ql35yBN3bWlicirLMuv3kvYBXNpqdmcCNHZfFMjGvWvp9bGfC/tWx19cGIZ5J4etY7I7EpZmDHwhBvMST2GRuB8+VBaFirMuK3OxPAt3x0q6zdnCcRsKOhsQ7Sa2H1sCr+2EsXVgXd7EXfU9D5BW/L4qwD0/mSS03sIcXbH59ss4DZX0zDPMuH7rPeDowButJ71/ZDXogsiwl5GYG8Oq+Gd8HrJP0U1/247jrUX+p/S2Iu047sqs7wAs6LRymeyFlsjVjUjbwakP0bCrWxbtPRjtiXj3qFfaRAF5NUikjgQ9uVreezKWTeg0ZcxSBV3OkyitBZ93rtkSBjt50CzTfAv3F4ANT4Mbl8JZj0nTSWjvjuQbES5u4LnWBfvKDcTc/nfwe0r3mA/Aq6MLOROAG2q/B35FPOmQdnGMD7VVFGnWBG5TbzI0TMX9CVWlFwLGgaeurQK+xiJwtiugse3uXNcD+2LxDzVuAJ75bddzxdW7h9+VoBuYYmeIwgQP4ED73wBacJ7pzbdQIZsX6pF4WO9DjLznA/Vqi3iGKgHhpp+6WNND1c5pjsP0bd+3T29GIObP2WV0f6IYbOlhwnpir9+J5OPCqT+GFGcQbNj2ninGeeH9WiteOH7h9rG//aeBG5fzbEzGv4rd/ogjAfYGTNjqfoL3463ns8Bx0Qm0xdybmhp5hxWLggOn6U0KYV7PsaTZ9wJ9k2seDEG+c7Fnkha8DN74K1TTj+Id4urmnBton37mWjOdB+Yugti+Ox8g5IldUIX9J7iivXonIqAsbJASY8d9bu7qEQnxyOvYRzhOJir1yTYXAJaPZD15Ae9k6S3lzRJ47FvhiDex3nRYvkIF8xJe9bSHm1QXbiqnngEtqQV82AU/qowWscHylFpqlfw6ei1iTEFEM7Z/tfem7Cud9FRd5PsP+/I18dyHgxjFb1z1WiO731IFYgDlGPu7rXg98EEhRumeN6GbFp8PzMcdIZcrEYuDJRD3fehuEXh+0u1EP8ZhyxLwZEG981NowwQ7nudpTni2H+5UrwoWdgCeU6KxmO1SzMyqViQqcCVCLvAz62R06U7Bfn9arXOwIbws+YNLKChxg8p44F/OKJ9TjGbxOkihRum6DdcRjbGeC46sLNxKv10F7z4/t56F95lstL2dUUxDddOME8K2bdqsP9CpBpgOYV6yuHbtC4bwF7QdWYg7UdBXdMMdc2s0bLrkIOKZf1RYLPNGeOfACc8wgZXecOnDsR79/O3BjwUY7X1eEnHhOKMlCnHbnxwo5iB9uX9MpxRzbG7I8oAnzijxvszkI4pBILxdbzLHPyiuX3gNemW9dUAw8yZmaU+eGzNTLFdhPQz5oO/2+MOYARVqvey0VkROP1PEqAq9yrHR97SFPues4iPPHdROuP/4OcRffVps80LODiyPcUZlg1sxNu4FL1iLMU/E4Jpmu6ZhJQzUbT0zunQ96Tio3cAOt8TiSRkPtwSkpErA/T4YoncyG9ocrpy3G8ZWKroPeOdAvrrnI5ojtOiOWf98D8brPNBU5BfvtC16EWWMdueuyWXiimrCENM+h+Cr9lk+KI8S/F5zeYY71SF+adwx4lZ6o+BTr9NrTT2Vx3GXFv/HyA8gHmQ1cfIAPb5o74ubRa6TiP4s1Qz64jV+pEHSzWzZac+jijruE722XxvqiBmMz4AZly6N8WTrhtYVfhiaO9VKKcC3oyrOdSkTpdF6VM5wbgVchcyL0gQNlLNViE+iocnbEI1vMK/LKpWvHh/Qu99YfOvRFZKpBjxjWszfp1oPOSj33jh+R+yMW2J+EuEt7je584MOjl7cWSSM6U9+bY9nAscdXmneArpxYYI7j6fAjk1NoXPg4doM9pUPtj75cp4LIixUnJpUw4fZ34+VmAh+O9ig/wuMVKmf6Xf0j5syFLekBoO/lal6K88RUTbnrS79jLrmZcRWAHn8g+iHOEy+pxeqXdWF96YweAYgr2Do3Keri62OqQ2MXHL/0RIEb8GFVzCXYzwu//7xp8D0+Pu+iORnQ3rtn1SKcJx6T04mXxXkiec9SmQniii9no4JxPOvMOVV7IvBK7pOXJcQVVRJeN3Hc1aQX+jYO2ucWC58DnUc9tBtfH0rnnPOVY8J1ObOEbjjOymduC/A8uJUW7w+DPDQ8oMgQeNJvuCYbj+tcAenZ0nA/cYbKhRjghvT6ayV4nDiupF3ZAc8/MF29+AHac2r21mG74xMLq2mYV2TvLi9tiCtkn0WzYV5Z7twbIQXPRcQJuh4CbsTdvjDTCpGPlvX40eB3Q/6U5a3QXvxWGuYN+W1uj2wzcOw1rxXkL4iI/bHdBq9rt6W3F4pA/8VMjgAf1JKDkvH61vLuTzkuBPtjDe/KYN/1q34q5BP7PMSkWYEbN3cbyEKeMuGw3Gl7RFl2NjbrmySuuz7MDAI+yDDNu4PzxORnOiUngVep+749gPYbiNJ3mGNsXb58zqAPBDGLAQdmXz3A7IzIpZxIfOht6/+PpPOOx7L74/gts5SErAoZDSOySTmIhMrM5jbb0VSpp6u0yCozZaRCqIg0iIuUlihURCkqWhTJaPzOx++v5/W8X9+Ocl/nfX++5zrXuRoTNbfCG6cTlinRPnH47w6PTvD+0ad34JnU/5zkaZ/4LLPCTxJ9JV/HNhF44N2B11lconAgxlz7FHyVrX0wCDkk88yQAe0H9bPiRn/BbxfimpFDOIoe909SX+1Wy7gTg/2OqlpHkEO4qRufy/kTjs25Hj1eeCl5TBc5hFOWqHTRn2QJKYVs7B3fR/qvJ9oTOfTyZcMAEvolxavcC75afnz+G8q5HvJb6qivfF8pWf2Er1hNj4XwwDo16dW0H8ydpv3bDfkq7syHQ5RzN4jN+BhI+j/zTdKUB+/nmf0cPllWKLmdekzLtXDnI3gsaY3hXG/KJYWfc4KJ1rqBT1u2wVfeB0rDvHH9TDwWHUzIncWiR87CV8cdlB94Y7/O2k6ZNdTDV2xCo+GrBQnPZX3o51UiXpi7hnBq8wy8N8NXxqfeLKW8U9P7bP8aosU378jXGPiqtlzpPPzQsldplQ7LbmjhzuUgR+mrfm4AF1fw7ddi2Y9xHq+k4CuJGTKK8AC7uGtsHsudr92YbDteH3jIDbzfgkeS/n/Bt+leztRXzNlMw0vggU98m8VZMujg+VhLjnK+b8f/jY/zqoK3s4qV6GjJNaTeYzhSn1fCD41exEeEkI9Nm9K7aO5i3vy9lgFu/c93kQJhnnVKfE+UpnzJhMCv4LXcP1XzCFOsxL++FvcZFx5VMYIfNP2m7NEiTOXC8qEDQrR+sOv3IfC0qc5J9PerPWQ7o7Sf+kfb9C9yCKco5Yo47RNn30mrL8FzQNa/V6jBA1ntTsk0dxWYXBKciny1fda1/eCcaQIStE9UXljXIDSBjn95fkc9+JRJMQtp7io6LtEThlz3ZZWlNO7nHkpU16O5SzreP08O6/PhZ2vXwQ9TMn6to7krqlRXmR2gXnq4/0QF6nt7buXS3NWa15/XhnUncZWzU5FD9rmt/Ehzl+wuzy9CyFElXBl/8P+MHyrS75nMjIAgGdRb7rhSivs1zw8c1aSf572oku3r/9H6luPbJqB/CSn4bUI/h0fiB156TcT6gvdtZ3hjIFvKw5Ewh2Y1TpszhdbNUl+YC55peS+M/p66O0+/b4DHHLy3D8M/2hudT1CPHdeJ2ttBPcacCXF1cUOOmDC3yYWQD9Gxopckkf99NPLQv+wdnf+D/r06Lsp0O8FLNSVSf8ADJ/tKuxFWeOH5S5vgN6ufwzi3ltkmUfLTjZAFB27ozUcu2rw4/ATWPXTPRdB8wQjqX6lPhK8sFml3g0uMyhh5ks63iSJ/JFAvefOWHvxw7/JpJ+qrSx4m1/7ReqZsu3ks+Nbi5Ue8CZkw/Wt2DOpXGYW9AS8QKsykHpvwPOVILnJXwqcgbfQvnys4Vb6EWzT0JPci+sdvm+x3ww9XXbkeXMLO3lM8XQ37S2dlCDQhn2ydXveT5rHoSI9/6ljXinoyUww5JPu0YAD1lZHPg/M3sN7+JU2JC59Exep/8iOsx9uRPQHwkkn0f8Wo1z+kEkZ9pdLXEyQDL6Ve/cZLPaAgljzET700L9BGPxlectc+vpryTua2eFIA4YTyuHlPg3/8PypfpJzbJaKuHEhE/wYqXVUEv7Byx29w7vUDpYEktHB2U484+I0t8SvhjTqdSvMgwn7cVhJmNN5XbojOoFzhwRz7euqxqEarNQS+snPu+wpeKda6mnrs3TGp25nw1a+YHlNfOo7y1lfdwUQheGBS3lr0gyWC0Scoz7L9snwrzVcaREx4KXw1X9auHLydZNxaQ0Sztn27ewC+upDyUxzz/VnFlj+6LFPpfl7gKPwjN2O2Cbjd95Gn2qyC6HzTXUeU4Ids79RxP/xUvqTGdp7h/3g6XIXW23b/P4dEnegdnMOSP2eO/ryFvk9sn6EMPNBd//3gDJb5qGqryyCPNb6SWg+uJX1MnPZv0+WlHVfAV+3zVmNfGfWe2MN/plyv+Jw4HdR/O2Y1GR6o1ajh0OvbSEMwvE+G1gdkDPmAmwfNDVEhjFryeqVCmrsYG72wi+DS01LDac622N9u4obng5J7jAbArw/U3KSfa9pQQZco9qNqvvexgjc0+HfhuWGPd7sntmE9f3Le9DRwkeIpt2nusszzdPv6D/cN16z9Ci5vmC5HCNO/6u7qD7Se+djQvRjeOLxluq054eyo3NgggDx2Ncg/Et5w5vK74Pk2v70/9mP/2A1N+sEiXz0fDqe5a97gzLsOP6hnzMKC1eGT0wdkK2juuq7/Z8IiPP/YMNa3H3mjx6HwD81dkrH8q4/Cb5V5O5+B7ztHDGn/bRclsDKHjsO5+z59PIeIFUr8R3PXkM5PbauvlJ/8rLUVPomstKulHnOJ29ZpwIfrpIn/HvKJ4UzZD9Rjm/IbpibQ/pHZf1RSEh54cfrdqCNh3dWPZzwaX5/fcnwN+HLrPRL09+o15fvwFXjMIIyvFp6Ji5jjTH9PcU+2B7Qjjx3zKpekHiCffaS2riYk3/nhkiYpWve5RB79C9OwZ/kpmru2nQgc0oSv8vdLXQF3nf+IoR5bonZuric88+zk0ATkDZnJFdnuhKik3HbTg6+m2T9wgU/EJ02ppn9OQCYyPA71FzZx8sAlkpZ2eBKF/sIZDxJQH60Z/gf8jEANH/VVf5l681/4SvDvxpXwBquXNJP6SmS1oUwbvJTXOT0bfc17t4eLfQk5Oe3c7u/IS8fOGH9EDikfWitJvSSeeWHDNqyrH1rwl3jDn4bxxbRP3JW2pWwfeG7fhePIG8eenNL2I1kJfZ8lniJfrSVGL5BPYg4uuuZHmGM5Xx9fQr6afGOLKvUAc+eJuCXNXXZnPh6bCC+9m3puL3xydY1Kkz8RtTlx0xi+4qzrm99AOVtx96FfACGiwYdjZJGLnO9KK1IPkPUvlb4HEK3mSRkq47lrsNVuB+UKegWDDPWVyeo1V/lQH0Nm3qecOeUsJRpEuAdTD70cf16lsKRAmIvnVcMnnQoiWbscrFJk4SvrfaI6lGd1uhjNDiYcxStNljHwVbO5kxcXeXZr+5Vg0nj8ibKD9vgLd7tVDqPebGjMhOaogc6BdTwGeI6i8/Upyjv75TMPrSH9f96J7gqEx8KWFYznDUOrvNP6LJP5qWP2GWX0azduYb2Vc/iQIqPLcjI9vhwphq80ClMFMN+3v1m8UJPt7D0fZXuO+ooZzZ1qAm5nemvjfJbE/9JqCoVnmnOvxIN/s7pso8AyPhHrdARpv8lI3x/qHPfJOeMIEVahTiCttx2+ap7howcPdG4vKv1oygTXef56g3HerpA9DF772ludXvd/dv4OfYJ+c3Ou9Etw6+sOwkqECY4yMM1C7krdXz4HHqhRbsRz9UXxOUKnsU/1idfD7eDcS3NGF9JcmhuhcYP6ksNX1FsHvn7Jxp36hKnTFUmaiTwmtf2/mfDG/MjnAosIc9Vk+4JzgpS7nfq3AXz7WSkH2ie6f3DLmApfXR3kKwdPmsF9SHPXf86aY4/6sF+i7ZEgvCHufrmd5i4vM/0pG3qpZ1x01rrBG3xTQififmKR8PXP/ZTvYuoKwEf97ZZTX8XPWVlehjwWsuM81lGZI/ujo6mvvpnvLU/Afn4/U2e8B41jOphfR/vErzXR7Z7wVXJuQw74D67uVOoridpTC2zfUz7z2rkB+EQ39nM89VVPzY8mS/SVA46blqF/ufxq+VXsj/7v87sL8NjRBS3JyBuBMgfp9xJzwWdxoPAkyo+9Ve6Bf+4+ceig18vnx/YWgiJYR7rVSOCTYfvjU+nnkxZVGWGO3OUgU5eAvGG/UGQB7RPt+FcJuMBX9XwVH+GNoBqOPfWVw+XwHyuQu/qkxzTgARWxdHM3Ot8XLJsjA/94fD98EN4IEE4Mdiedl9OGVrZgv1bF18fNqH8YevOgB2Hzjt7YaggvfYm6qQoPrJ67q8CTZP3Zc7P8C462H1G5vRF8itTmOPrneg9v07kKLykQ4Rr0O3GThcq8Sdb2RSffJWLfl+20FxLwxib3kSYfwi48Uywngb7PTZDjDT988Fetpx4z0J8VIUKvOybF42IR6i0+CWN9XuJJQ+ZT+OpS35ox1Mc5KQ/TPHaqz9RKE/uvKtNfLqN+4FgKzd7rR0JT5tmrj/tKyLj8NHyi+3Rssj/ROh7v5BYLLq8s/Q3cTkv3tD9RuOrnPhfngJBb1hwFOt8VdkSfmxdA4vuqVn8ff06n2W3DcspZg7OXrlOPiXXkbOgGf/BReRv8U7Xh3rJA+ufUDxmAs9Pvrz2D+kOJy58Hkkbr2Y8mjY9jqLuiFv75dGUKN4hobb1QLCiKdWJuhfwXjLNHPLE3iDB3jut4ecBX/N6F02mO7AwwF9sdTLLabEcsX2MdPirw2xLKuV7bYgXXEG7Eof+uJiB3tWWXO4Hfmxy0ag1RWJsz3XAM/eOdw8njeWNS+zktQ5bpYy0PNMM/Q7UJM+CBy1uMhPTZrPbpPNVB8Jht0XXsR+UcWBtzfCHbKSvuXnEB/PZb9ga41nCxjBrL7XuoOCgEv+Xe2DoZHmDSlkxTZFnvnS/zg8f5r1Ev8Hkzg1kxloTXJO2rmU35zms3i8A51gYn7lYx0pYn+XRxX3Kamu54/8LKvO6l3+v/aYnMe4M+0dug1gn89+sY89mESc23UnmG3CXzfD76F86g5D1zVUJKDwdWLJGgvCpcZnR8HEbhNPWViZvTSC1yl+LZ6VhH5SxbHDed/l5u30jIS55K6yVSsrLBu1ocS4wJx2b0XkMbeIeHzjfwCxcd65YQZvTaggwH+EoqbsQIfri0SiyE+io+wfEdXyvWr9xdj8IP9it3H6a+iuaPW7wI/mmsTWtDff22U7XYP/JuRcC+PuorxaX1GsgVM9WX8VJfRV3eXTuJ1jPzDn86AG90tNtYU1+J27gsBefMTOppBg+vjzlMfXVKRW1sCfKYY+33efDGjQeCD2mfuPbnE8sAPA+uN0zQvzA8x7h4zsxO/vmKOOyXqLEXfwyfCGVvSHUgDE9yppKtIK0T2eU/k85nTu+Fuks0R09qKHi7CH5b6rl2M/wQsE30AfXVTeP1xxchj8XWzKwE9810bncmLI/jr2fFyFfTWUMx+GGg9+lfF8IkSW35YY7nr589kwhE3rDMiJShn8+J73mNm3GfsVKmqxD1E8P/StB8pVS7q10EvpK+fGYC5ju3fOpimq8mm9S174Gv+CVNnOEHl8Gfq+nv46fV8ge/4aUDF79fppyjP43Ee9J+zThCURn8/oOSl+D8m0MUaJ/YVCAxoQjr4dvdDXTgjenWk929icIFnn3Sn+CreJ78Q5Szbl5uW30It9A1nG3CfUDtW5eeoV6D9/5+X8JUsbony2jfx3YM75yK+ev4IM6C+qphc2ldrirOD3qjsxA+Kf8ldYP6ytOyTiid+oqUXy91gx+2yRwhtB/Mk3x2Jxz9oDnPqYPIIV56ek/9SPzVo7F/hrDPYZqBQCG8cdjLmutPOlfIvwzbTevZtr6SZoxzVfreF39SdHrHOsco+Cf9vMBf5JaLzfvCAwgbfOPFxNfIV79Lxub6YX+PevDkQKKwxEEq6Qa81P6K40A5E7NBLC2QELe4Hi0d9IMjRYm7KefMKtCfE0SKerRU0wRwqrVDjG025VmTRpquUl9d9c64OH6eQ4HKj0eUs0lpl8yDSX9SJWfbYcqJklXaT3js2rroZ8GkyH+Tpbs6jgOM/3h0kj/26Q01ya4hRccd/8aPPz9cnRm3Fn4wy/vcYsRy/Paf9cucQ+ddm3ntCXD1s2FnDFjG8MMzdUX0ffNivr8B138/O1CH7Zxn8cpXHOtaT7+9NYQHFF5OXKDBcjLi9hu/hcc+NLtGgz97Y66mzCqsy+ETCkT9G8n4DvB23aePJVk2tEzp0HnkLm7ICy14gO2PtByoIqMhNtaJ8Nhss6oIcC3PMVX6vd6pO/wtFOvzdx//agEfbtr2XI4wOzw2JAVhPb9MVGwuPKDN90J9HmGCuJWbzZG77u7k2wmesTbUXYswF3NiVrhhvWvig3Lcf+E8f32sUZew64I2AC1A0r+E76N5jHlg2CYHD+hOzttpRFg+5nV2NvidVe7rwX8v+he5mHAih48e3oL1qySHslLw1SXN9wjt7+4uiZvZTPvB+cc6OPCD9VqhFnOaZ17r6bkNmmJf9OXV8Mnsln84V2mwLllyCP2aTtzvi+D8NZlBywjnQ9lgZzxyl+zlXX8xjtnnwEvYV7Kurn4qctSedI4jfLJOJ+GbLeH87poVcRl94gG3tgvwhhHvEM75EPsdbZyAn7tcyX4E+aTqPycj6ivvIsnpfL8p//C5yBa5Irz6mwvNV766wheD4Kvc5+Hp6Gtq7xzCfYnWwRPnBLA+VukmPACfLDgkl0p9tdUybI4J9pUtn3N1IXzS7ZUU6kyY1jAF0arpdJw3C4uPwSe3BVXSqa+4lVznOKxrzZzwsRXemHX7+jV6fc2MWnM5Avvqa5bdVUL/Uvzycym9Xppd3Eoz4CXv0frd8ENe07zX9POfcLZjqgb4gZToR/DJ/emJw+4kK1fM73kJeEJaggTmtd7qX4s8CWm3ucvHVaB1kvWdSpQzFYLXL9DcFfGwsDme+oesaVBywHy3XrTztRfpfBn+PcYEHpud/xL73YkEp+IXzV2DM4b4VLA/Qa8w/xzGNx4pkab5yj7oolw9PPZhodUDyrk97tYi1FeTL1etMUa9WqpuD35uSIYyHY+ZKHrr+nXqK2a1/wpRzPeVxwt5/Uin79mXE/AcNNlctNQYeaPI6GIi7R9/7rU3uoX7hlu9/2L9i/lk+lTZnzR2TdDQ14PfUrVfR8MnIUVCV2keG04vvoLzHJhZX1aXwQ+xy+zNAkjW87tdkjXwmKTZoU7KFY52CTYFkFD9K4t/RINX9HZOpN5gXrp98wskNAZnp2pTX7FL0uR0KGddJ63vp3ks2/Vh6DOc4+YlU+6F+kvGGgz1VZqm8jqsw3M+/fp9GPXuy66LBBMtmfT3kjZ62O+yRP8K6kOvKKVTPnu0TFcC+So2ePQO5Vmt4e+6aV/5YGP0vHhw/tHmdnijI+ZN1CKW453fmF8MX/2eHycADzxNlrehHnv15rVCEnJXyduPq8GT9M8P6LLk/MPnY/nwz5JXpUXj+8pKtshqsZ17p+pMWA2/1Qbw8sMDlbu5snNZ5lpzh+1reMzMnN8VnKP4/L+ZLLtm9MwA1u2ZrAc/88F7lqyv4GPJyWzn2+rwmOws8ne83n/vnr+mnJYdNguk0D+GXdniDD/0r3y+SJYovE2f9coffJn/tjRwk2HjS8qE3eSq+cIPeSxWKLMNPC3U8LQaYYb/ua+cQH3FxM/j14AfjMx2Efo5DSr+YFaJ0r//8pNyEeDFD/Z9oL8vvnli5YPIV0Mih7COygneUbaY9oklJYM+RgKUb29Qkoc3ll4ecqR9YqmsaGvyV5qvzHgy14KvaV15geauw5U3GvYj//w0u1QFn1z1+PYX568kl5UYw1djApHi8EbEpx3mtE880/g89Aly0eLqmLXww3+rONh3Km3i8OwZcpdea20F+DfRf000dx2+HxRRjXUwjQWK0+ABFy1+7FNrX5dq5ANftSV8DYI3th7lC6J94sN2yW1ZQ5SHlfLfhGfO9Z99Sj3W3fJ4hd8E+uev+EhPhjc0ll7BfvOzy2NrpNCH7mo4tQZ+2NHdrk595XNrlSgPuFy4bTzWPfhGD92k/Fh866Ux3DcUnR30GfW6h+0Gae6ary7zUQH7IiYOz5DH/O2q3iu2mpCael9jC9SnBbZawANr/QNF6XXa4yl57JQC7v8dc9wMfrH8k54bUbB4kDX/K/yz6FBdCsY5rbPBmfaJFtJr5uFVZMQpYvk98H1yT5Nonygw+qrhNPajpnTHtmGcSwbfZ1OPdd6Ju4XzHJmVP1bwIQ98jdpi7kXYiqz2XVngLfv+aSCHBBgn+lNf7VOtCOuD33jGprrDG5vCNKNpn7idCAW9Rp9YLXTkIPguvrJ8X6LQoixms5xy1k8z5yz8cyXyI+ESkl3hq+CqifWyEwIPUG/c9us+9diDnppCHfjnZ5rfAHxyZp+jpx/hPskfvoL7huz6co9Z8ECjgecX6rdJO9XCD4ArbvxtBQ/sa9PbS/NVw9TuLB30iSGPPoVSriDJlZlC+0SeOM/Fh8E1spfQfpLT+SDTMzOA9H9dO5MTDG5jnXCXcm5JVObCQKLVEH93cgk4/3z5PvzcpLsLqgNJltyH6iPbkbu+RdjLBFDPBJ8bcQwi3G1vIxvwXA+x9bxG/Uh/bmLM6yCicEL500mCftBSPHYd5Z27Dy5eG0xCzczvD/vCS3YG9fsoZ40ydS5Tjz2Imm08G+vtyb0Cq+ABPYkis8Us+/O9oEkg9RWn6FwP9oFw7vK++2vMcmLD/3o/gH98eTzqwf+5dIfos5whpYVlkeA8kWmK8IC7TVnLQpakqS06rwseEPc4DHzQLnuXKquwzCkkawq8p1m4+SH49qN50TQ/qS291fME6/wbm6bLwwN89befirKdf3mu19bAV1955baCM58Fap+acraUhcgvh5ey2KpH4P0J/GG035g1+5DTZOzHyEo0FIIfEjMm3qHX8Sv+xcMuWAfrsNQwAe/p0/Cl+f7t4mhyCF4q7d0RO+6ZsO1mmoSpZGxOFeMcwlcyXt3gs5a9tKDfE5FH/n4LwT5VueJHRvDDzNK4TkPC2P/5U8idSPktubBD4FcymR4TwtniGv7wLO4PSpwxqYd/9r2esYHmrn1jhQZC6OMKm+2V4Q3my9Namrvu2b931/lCvfFrz8Vd4LNyc4Rp7tp4zoB39jdan1E47wm4V/4mD5q77vHfuLEEuevrlIdYR2Wu9hieo7nr1+os3TFwHevCMHBVvtqvNHcll5/zE0QeY74XPAa3iJU1orlrUQv51En/PmTsiZco5m9g/OAS6quXDQkrvw6bctgZTmrG4PLVz32pr260mKfMoOOwWW8OrANvZftyaO7SDurZNA2+OsF+CEM+aRvaOMmJMAs0Y4y/0r6PZD9gcrjj++1D7Kiv+E9khdZIYB3nv6+NyC3bziRvcSEk1fjlnEkSOG9r9YOf4IU6y0Opx/otD962pJ4hH/POyiM/xOuGnKAeW1Ec6ZUHX+2MLV0O3tg8v9SNkB1y+1c3wW/8/V07wb25AV/o9ctvqW24aPx8whPTE+GHR9kKZR4ki1w40D6mQsexqNK7BV85Cifeph6zv5VqgPNtGP7fcu9RPxIr9cGLcNMUIy/KIUfpP7goAj/MKVbh9yEKxgY7bWrhMRl5HhPwp8Zbl/iSTu3G0VmX8Nx06axhT/hhyfaLU6ivcnZsvfhgAdbfYw4fpJyoHms/ySWhuR0rxGciX+2VW3AJ/O3jJXOor0rLbGb4YP1qg5jZC4yjZn3muh/1jGlR6XvUPy9J4AmAJ263LPcn9gGLN6yHr9gVwx/UKOduXTOt3Z8ohBXl8eOcBza3PWg15ZzOV12bA4hCsK+3giG8lLh18gF440vJkgmBhE1wKuYdPxdCY2BtPryk2qJygvaJf5qaJi6Dr3p5OpopZwpLnykFETK4jP9TOHw1IynrN8ZntfQuBZHQWrM7xp7wlUjYBiWazzqHY010ggn3iL2Zayn6wdDPpgZYRwtprgoLJlm+n/V3FWK9XcKevwbesNgd8WMJy6kMfyM7AfnK5EofjoXn2NjGXDFhOzv9BKdWwzPpYmVm8MNObqWIIcv8XKrJ0wWuypOSCO6UNJakwzLrisWX6Yyvw3ff6gUXOPp1jPaJm2277oz3leZ1MePe+G+kS1iFZXueb6s2RU6LTxqNB89bqPpGimXv2VdumY3cdd95bRc4y5Y7DVcxP0unfz4MX+UPGZjAD6GyhuqTCHfxnu7Iu+gfH517sQf8vnbWKVlCEqXf75JF/2g51eIq+MPN8cuUCEf9i2JPCp73mRX3lQ85JN/dR0ed5qJS9q04vNS57LkHeEO1S4U2YYi05b1+nIfDZZ8Wjdc//+tLf48lGTf3X4SvnmhaDYDPuf/8pzHh9KdV79r3mvaDI/odBP2LVGakCs1dJqefrPhCcxSzofpyMryhKx3WhfX5gKrvLNbh7WcMfUL9lZuH5y+leU9e8L8p1GOseYor1lE5fTIndtPctSu0LmiQ1nM4YodskB/qnGVYmrtiTw3eCqDjk19vurejXlF9x0Tqq9of7dWjNKexygpamah36s1xoLkritcwQA5+2y8SjP6FM8PsairNXRlG7xr4kAO1mh/+gGf+JRh9oh7bf1TzhS/2r64VKBj3xiYZNQXqq6N66l/v/KPjV77/rAue6NV11ZGwoncNOsVxv2/y3h4/8JKNqb00dz2q9UlfgfX2guVX0b+w971nTnMhnLUivZI6kugfzIVLUL8o+LvMasJ4X14Td1kO6x6TqttR77eKx9iVsA+yfb7awEvqM3kFMa/nPmjzdiPMqXT5yTj/gck+skYbeaBzT1SkOyEWi3bVCYEbLsheDW6jfDvCg5AbrrnOTti3kNViS3MJvT7bnh/1JMzWhyUW9fT7jfDeHMhF/dAJt2v0ehzzi5wYg/uDQezFR6jXrhgqoLmrpr3K3Rdesi+tGgaf+M+ry4dwd3QVa66A93xrJkpj/poUbSv3JazvvveyLvBVcG/9Esz3a/XJAVzCmstbaOGcZKLSYDOeQ3Qmrhqin0NrxNU2D+Susy/0ElCfrj71KO0T/daJGH8H9y6Mvo08E15mIeNPc+bDw31q8Iyey/OP+Ln/btkU+BPR4O+bbuOcB46l4Bkx+GHv0B/68+1LvXlfDyGn7c3MWkQ5t533/GOaxy6kvpm5ER57cVAuEJ6pG9jpFkg6eX6H7sqBl4JP7orFS2v8mss+BZIizmZDi17cZ0zsOl5GOcc4UWZHECmaqPOsNB6+alV43UF5lqPj29+U8z6KzrmJ+4Zz9Z5/R71ncYtZMBE9eEo7JBu+2tvzTQf9iFhHzgrCckJvXmEL4ZM/ax55ww97P1q6L2FJwYdcmRT4x7XN8Sq400qRh0Ysd06S2b4q1BuVbeOHB54a663UY5njV7KvuYOHyd13B//+obpai+XutO9/oAY+1L9sfB11WFs1fR6r0DdpZU0SfPVD4/Y/8NSF6YbyLJMtwB9nAV/Jr0x1gAcUFo3JUY8Ed4esa0Fe6i45lANeVPt28oApy5u5+KUW+Lrjrn3gWh4CuyUIk/crO+SOLB3nhlC0LjzQT5KwrrFj5sYnM2i+YiLSe4+AnxHdnaxKOFYK/ft/wUsro263gx/7F/yFfn4WpYl1mTR3sS48A1Lj3ggvxD6S1VFJ1ZNw3/D49jm64Dk7TbcZ0f6rZOKCHuoZskwz3Qdcf9OIIM75W3O6IATnbr0XP3kMnMdp9TLqq4c/bmnGfaDz/Wflzqvg2zqfRNI+8WUX/0Qe6iUit3VWBzzT+6/2Oc1dPVdrre51U28IkC84L4CzJnSqNPWV9qIez8hP2I+qNaSFPPCr4bgX7RNt6qwPPKE5jf3e9d4DXG5zeqYd4aQmae9WpPmKjRAeOYRxVCad6qa5q+7bqbHXyFEPfmZfQr3BgUnHqa90axNyORPodXmw/GwLuPJnjUyauyKkig+6CmO9WuXoCMb5HjGcTD3md3XL5v3IVxF2JkqYv2JX+sqor2qy27d7zaD8dXf+Cngg98SHV86EM/N88MZF2EdqPWq0E/65y34acCGstfGeEXHkq7BhlSzklvpT7tNdCdnFtl6/if5O4JHWQ4x/syndwI1wJjn267Koz77zagB8iYadK943rpjC5COP/YkcmYEcsn2nxUbaJ4bIPz4+kX6PkfCzhyyQK1yMlu7zJKy0y7FpO5G7eHItQuCHZxorC+g8CB5wNb1D/cbKJ6+IRn371/Jt3qTz5onAg+YqyIfT2q7BD+Iv009SX6n0321Uga9IyOUm8AM1UVxf+j24Qr+eD/sZ5v3cMoa/z1TJSCMuUVj/8sKabKyrN8Z4qsAP15oNH1KPfV7XfXoSctSGuT9W4iVYd08/oP0om5g/sKIQvEHl3i54gG/Xgk9+hCzR39cnhvWrJ/GXslFf5fd8jz/hZihaFf1ETrMOyquHH3hM9aYG0LwnbGh+Gd4rvtA2AH53cBr1YuePg9scBOEfMUEyA6/HKfYRnRFIuN5fp+a4jJ/v569vife9O9l+KQgkojpHB+3Hz9G78mP2ZtTPYBYY0f/+uLzgWjPWrxTNepPB9+8cuBtE4pdbZa3E/UHS+iKoAO92i0srmBxMWOaPMME5v5z4AdV89Cldn/YpmbHE7mxu+k74ZMtIM85BY7g1J3mpx+w+SB3eBl+1SFbOgQcaU0xjFrEkxCdJ8ADqDVVW7AEPCg2YZMBy1o3q/1oHrjm/qh7coF46UptVKDvS7THuq1N5nvLwgPOhlebqLEfIcObz21jXmvmsZQt4e9R/Hkosd51vlY0xfLUhI+vOOE/WF57OspJr/33BfUO2KnHzJMxrhs+e50sVZ4VUtf4lPNfzT1Ed+0A4L0+1aU0mrLu4Tg9HmuWQFYaqnuCi2kt86HWs5lBVJoJ9DgvfteP+C0dS+boZzfF+o63HdyIv7azwuwQeyc65oUUYac/ZpkepLxlhwdwW8NiaVdPo7/3x2+LzdhPo+FKSf/rB+09z+A1pPuHk7+bHOQzxJzbPGu9f9Pc8pX2ilsrDeyffU/9E86dYgS97mHiW9onHtEc6ReCf/MuGofCAZ9yvTnPCsdN868QDHqs1NQ314VwdJeorrnx4UGTP+L7Q6DvgylaZXNoneq1SbPRBfptQo/YVfLXO20zaJ/bN/ak8BX2fyvkbkuPeKFF+TXNXXn9M7QXkqNyruwh4tY2aPPWV/YHO1FGcW5hNatfCD362wnPsCVMQInOch49eZ4+EeqJRb7DgoTz11cOvI0syptG6CVpVFfCPs7b/ekdCvPcdOrNHEjk/8lwXxlG1VQlzIiQ43u7rXJqX2KczjKbAAxWlB5PxPFDlyZVp9PNh0566G8ADdzrP3qS5a368rGkIvPTojo8f5rs+4WmnuatvT3/BGzyHqHJK6Djq7074PEb7xBdVzrse4nlqy33JJfCAS5eqBM1XW8vYD3h/APv9n3AHfm7X9Xxtmq9mbYkvsVCkdWY5iwUwTy/+dllF+8E41+Hbq/Bu0FbRLQsx300nv9ntRRTWDCR9SIHf5j68a4f6aJsafW/ChptmTLpBOfv44oatyBvpfz8b03lwRE4sBOv25I7wWBxerJqSrCNI+8QfP/06noyfi3Xi2g3UGz1yon05O1NUQGIp1tV3VL99C65/MDmDS7gPbOqkS5G7Mq7OFqbzmvs7cpYG7QelzQ2DHOCfvp/+unj3o6LixXI/Yj/fS9WrCx6b69/iDT/cjn9t40+0xKzSjjWBp1WfP0Z557qUB6/9CVs+5Jq6HeM0j+wohH8OrjjuEUC4SnOr7pxHjtpwxLqJ8izFU1c6af94wr1+fwvuDyYrF9OcxFF4MvlOCPVYhVzfjQO4D5jkKzknmI7f2PjwbyBReHnI95wsvFSiV70Kr/kqnngnlv65RoOnP07jPuBAWlEg5QoO/DIvaP8YnS++pwPrWgczpJXhAWsjtd9mLFe09/O7tfCSgdK2FeCK68o7qN46D2c6bQLveJufCb7yy17rxSzZbfLRNWB8v6hIzg/wQe3Bh4Ysu3P+wLSVqC+4fE8R8zfYeu9KXTZruD46eS74J7cJtuD2qw9/1GSzDun+GayAr4QTe7APhLPrrOWUuSx54fR5wTT4am8tXzp49I/MlTNZYrK+ppKBr2pzesb3gaz1cxEXYDn7tTXKZ8FX+5Mzv4GTM97Tf5syNwbGChRlaH1s6TNJzN/h4dwN0oS1tzmn6yRGOVt9ahH4X2abGr0uB8PaPM/y03EqOy2DwH8/2aNFr6fux6fnZFLOSOj6xIDrhan30e+tl+UtqptHqjjsrLtjyCGcjFSnMPr7fZxWs34L8pUxr20reKSV1NxFtN5DdIbEa9wfXCw3AfP93DrDk7RPzJlYsbvxHc0zrzelqmFe340uEaS+6uTRsohqo/zCKSln1F/LvmxI+0TL24IVy3AfcMezsH3g0rxvdtA+sc5ues4MytlQcTYH41Tdqy6muauk8+1AAfUPu6OS04h6vg+LvtLcdexH8aTAIcpd7/mOoP55vrsq7RPV2h9zP4NP/TQ8G/NaZOl9L9onhuX/jTiL82pW7A60BJ+1vu6cPSGVU67zZlNfEfeNv8LAxTg/eRwJE6u4eaoD1tU3ZbalwxtPv68RciJM/27TG5LwzPU3a++h3iJ61WxnQvad/6Z7EP2d/MWKfvhH43q4lQthujwXGUshL+1cf1AW8zfW5ynOR9HXLHGQg/dsSp9awAOmwQOHXQkTEPFBvQ3PTSuaqm6ET+44bUh3I+RFaluQLnzlVCeaBP/0fC+54U4477U3LP+HfQ4neewqUV9xcPlzD8LY7pA1LcHzOIs27+7Bz20MXT/qSThBcfwrNmB/aXeV40R44HGR+Gsv+u8icevWwVf31SvUMd9Lknzo979C6xypiB1zsY5UKWaH/HB5d3gh9dgLk3zNFA14xFVpB8aRe/bxvi8hIaopB25iX1aaTUE6vPTf4LNQLmFEny8T2QuPLey5fA/1R391/KV+43q32PGhj2tpO90H/+y7lkb77NDKnCM/zoCHrr8hjVeHT5D/LUvzVaZqwXs8h8jukP5iDj/c4yphnexOTlkMvMeuenE/iPKsi386VXCec2x0xa/x96kIfY+GZ1h95hL9fHivzNMff//OTqvaaxh/oOedMfVVaFJsWAl8tXV982vwjEXSD6iv9v/equ0E/0R/mS6Ed0OvExl2DSJZTYV3vuI8FSoW5VmUcyNmdGfRf8c8tS2CPeD7NLJXoL9QnTnUbM6yU4dOH4OXWNkcbX/w807x12nueiIZdn0r5WTeJovj8MCH88vHlrCcj8K91r7wVVLFulLwew2zDhuzzPChSy7GqBfcXtYxnls+3J+kzyp4nk4vno/xGzY38WP+Wue5Fy9kidDNnGMN8FV4itkCcPUn7hmqLLMwv8n9kSIdZ+cuPVfwh3yCt2ezzJC+82FT+GrSn0X7wVknMTkxllxr1uBsoL4iIt+u5IFzZl5oOVtF/k29NOsXng+yn5j8ZHw9trLSVpSwrftsUuLw3LTv9d/94PNUNA3ofIg/dEzsGvLSJuEKGczrZ+mxW2ju0hgK13b5W0XHn2NlDj54SSiDXjeXJarTP32nfGiO2TrwB0ESL+nn133xxNbgxir6eeTYnwQ/lnjTFudChCwc0WmmHhgr1SoH/3XQ5tZiwhGRmLLb/y3l2ZtTu+ENtuneDNonMifmBfI2UG68Qnky5nWkVAahfaKNT6JBCZ4T/LLpkB7yxow1z/+juct2vrecB/UMR3Vmhg/4D+3FN/GeliF9fvNf1G+mAreOYhwDiTsDNHdN+zqj/g3lZJ1sWxHqHSoOLqB9YoXb5+jv4AVX3reiXv2Dylqau+bctxxuG6M8tP/XX/Doc244R9z8cLNE4RTkCQsVDXhgy90rO2ju+tDFI+SBdXXjfwec4BP3Hx/2OxJW/Vz23jl43jlKcFs4/FB6VTSJ9ol2l0a312A9/JfH8gvwg81V3+vOhHF2T/krAy/FXbz+BFzsRsdzmrusLywW2DwLfZD/s18YR9FXenA1YT/tUp4hSTmbJfmfAua1aaGDCO0Tjf/cqjiKcX6acK2RQ0QFxZWory7F+p+sxP1EyWbZLfDJHLOriz2IAt/8qGma8JUu45qGccbKXnjSPjFI9+rSw/DV0ifD1fDS5Int2I/mbKx4JBO5S3lU8z14QM2SAJq7rk2dZrwO+cq4+pkA5q/G0zw7H6IguF1bXFgD9Y8DNPEW2ileysG0T1y68cuFqbhvaJde7ko5d2KPsCmXxOucEH1npoX1PeY0g3rZIfrNQrixOpuPVaJ/jM4PvYg8oyIcSft+Nv2p/Wk79HfTy/2f4a243ctP9fgRxsfA2WjD+Pnwe6b8hpfkbFV30+su7KKdrSp8lWQwKAdv1OeZ//AnRLLWIGXcV2UaXVaUM0feNO4NIP3OcWEGZ+n1zpbvNg+hPOvZ+S4h6qUwzhSBBPgqQ7s2BeP8uruJfj/E+3iu1FoPX72ZbMaCy3A+zg4iRYVJ5NJK7G9fE7KkhXJSqnRrPf39tWe1+YijH1RTboM3mOAFZYUWrIJL9++eEPjk6dytsuB3qsXjzFlu96ktXPSDnIjjORbj/cvwSSfaJy6emvIyFHzaiqaN4DM3DWmZsNy/c/Zc9cM4dm7CyeO5Jf/4Tdon7mzIfwSPsXUB8lXgLZwZVjqsgreMnqg+uJVj4Qdw/dSmEQ22U5HVi9xEfcWe09mB+y+cfvU1HiosM1Pujsl7eeqTXy8cDMANrQT+SbNMbr1ywXbkK9s9+n7j9bPbPMaqGKnF9/mT8dxivHv2ofF6WVaIhzCfezp7t0vQcUicAtZROaE118KkCNP6caHjG5xrelFPvwFcZPrLDTR3bep/beY0THPU7Kf+4+uoe1qk3JC7zEbqwwco92icrIj5Plx6SpN+rmHB5ioO8NiiWyeXg08omb6L/t7dJv69+bcJz+Mcb94Kzu060o/3bp04MP92O/VJo4nxGXggw2yLPu0TmV1zeI/h3NThb/K14F++1/vS3HWwOtd1EM9H72w/9hXjLDGal0Fzl32zwvnl6OPSk0ok4YcJ+5Xw/oe0Vu7bp6j/6vHeFPP62ipGgvrKrsjF4zD1G9n2RGYd6kf9J+A9DIeq29zVcL5N6prFJ8c9EJYWRXOXaFNoTgi8t3T541vgv/p5b9Pc9USOt2IuzjWtH2h4jXFiHLe/tCfsqw2M+aA4vf6Y7D4B+MFO9vI3B8IY7sneOR/72IsX2GqCr3CNEaC56+Gle3vf4XwGTlesG+b7tPnlytRX7dOy72zFuTSVtnUH4JNQzilzmrtWH9jVWEc5u2zqz3zUJxarcamvFvLNOJCD+g+Vqs3gyyYM7HMlRD2ijPsO/NbBsTFwNwWxk9Rj1Ztki/hnY13r0nllzGvjD1MKqcfkYvUc8H4fVnDnyRXgY6Uf6mj/2JLee94AXprtlB6GvDFjzobPnoTZ8Vfw5FV4zGCxbjrqZ46J9FOPWVxpu1iI9XklYsSivrC4+503YXJVWLNmNTr+9icLP8JjidGa32nu+hR8Ta0a6/BdPQtEMa8/CF0XoPnqcVqK12N47J06rxHlCgqONolc0mga56Yejj5RjPD4o15UerOiHxHl6AVf+gP+Up73ODxz2yqzyI90lnueuquOvm/04PVSytk3BxaZ+ZMiV493st3wYUSH7UvwLXqnaH/f2Gj/VD8F/eDh01I8a6kPt+yYbENzlz2fjbk1nsdZ6mAzn3L24MeQlgCSle0i6Yj3XJEEEutAObmiM9UvkNgfLhNYYIt19fiCh7sxjsuOxC+BpL/bYfOII50fbNGsnFjKGQ2zj7SvjR96FV4/d3y9/em8CvjhyZW9EUtZwhuefQ7+YXtevWkE95F8FmjBklnJo1fgK1as3HoUHls3UjvXjGWXHg/LiIevqvorlDB/U6T0mxez7Eid0vbxdftjLcJYR+VstunxMmK5Ov2rYr2Ru2osOWHgL0fvNOmy5GL41aeHUN+pFJ4Ofj+vMF+LJVK94gWNNEcRn8rGO+CXv88Xns+yf9LfvFecSflIV8ZXcEU5VR4Flllxy0UpDftFh532jt9/uS/04/sklj2hl++/k/qN3XxrhzE4czM9psmUhJ786xkIX4XpDY7nEHupR5xphKkOD7higvfANr+vPwJey/rI0eu4f/96h3TqK9IxdnA8h/wV+aeoSjiVlYGbI0epr/wfH0UO4Xh73WbodRAZoNqZP4Rz/CJPcjCv/eYF3NTDOXDTH5u3Yt/maUdV8P9evDcxJhytqKFB42bcjzOqQg7hdG9cf30J1rsme8fXU594tb/cC35+eFsizV2BEkNJCz/T3JWuZpkDPwR9Kn5Kc9ecnMoJI1i/unI6pwFcfKWbCPVVcKfrSwHsZ5DdP2UE/JqojS3tE5s7AvmH0T/6HY1UhAe+TOdG0j7xz/tryx9hX+jeGwdtwd1Kg1iauyRUT267gfyWW/owDJ7hGRVVob5SEQ5L7aaeJDLZ+idQX2WdYW5PmEbXGx/2Ul+xhxY7lCOfiIl9DqK5qzpu5sF32Ecq9yO+G/Urgh0jHAlJPCcWqob1eV5rnynID9pZuek0d73wtdFkZTGfX8bpY76fKyu65UxYM4ndVYrwVWzWP1/UlwivacV7yloEbq2gnHTcSY4cH8dWfWQ1YaL7Rurew4d8CZpXMc5lFTExN8J0B32c8gfrY7ZzNV/BG0sUWQ130vm1ynrQCblLINGWD/O3LFbfxoOwShHrLU9RjzFWOb3q4NeSzQKorw4fHP6Xin5wNlduNfzgucORoX2ixu2+FzhnnvkV9mo38kOwSGqYN+EKR7q+xft62W7xyxnojxb0rt/pQ0hV5kLJYjwHvVW95D7qDU3nnvIlnbzpiRnj7737YZ/wHb56YfTXnUuycgICO3TgGR7msSyd71nSW870cIlW0fQlQjfH85gk/9K1eP9gmWEY9diSzYr3PsNjsudnb4YfLm7sFfInbLPI/IRY9JvF8Q0n4ZN8tv6oP7H/njbBohfr9lxH63LUv7z8VDyA2GuONiuPwGNvXO51od45ryczgCi8bmvv/IF1rX09syevoz93VvUxNZq7zi+2XjqC+4MrtmXqUp71QjXjeiARTXdYUvMb61cvrVYvBz8Sa/2Pemya9paJ4++n2OHNtx19R4vjQg9LVkEgQsdtD3yy/tqzY/BAyMGnxktZNm+qctRBrDsZRfldRf09+6e/aZ/Id33qxWuonzOT0456O5++cFOWs+xDjsFr+E0o/B4/5u+LqP4RY5ZdOW2zeSL4KxPTBeB7v/w4rc+SJsm5/B9xf3ChQ58T+GP+7ihtVoFvroRXngL8dn/CHvBnOoav1VmOWcnuAXGsR62+8vfc+H3hgAtPlFiSeaH1m40srXf5uLABXDTm3i8JlimZLZ/TRT3Gvjh74ft4njkbFDhcxcimevBvFKP1CqOe0vCA9Ji9ET/h9IUafXfEOczv90URcK3vMYP0+v7n927gJvUSWZKxbj24yJ4sXprvz1oP3Jzwj/KHgrLjOUSozSeRfv+tLUo8ZfSTeizCetdN8Pk8lybSz294Wdbg9jbqgY8ZTBd4fv2jk3hfxnJ1v3/3cP6V5uBkeGBOQyveJ5YXoK4S89AU547yGGBe66yqe4j986Ed6RPoOJz9Ij7c8byhN1kAvsruylX6SMdvvt8biXHeHXprQfvEL3e1Cm5hP4M879YS8FVbj+Ac+grjBskT8JUvmd0BvnO9VTXNXU+WC6upYP2qsHgK+hfO+bqDQzR3VRY2HA3E+TYFg/90wH0OqeEcdx+/oeM1eN/Hhzd2NvBDdeuUC6sIO/pJmv/mNDpfdK1Gt4PPKVk6QvvHs6cNNsjj/ReFfzZlYJwhuygpR8K5o/5BOBj7r14r9NxDvb6NmKYTIRd7u1fyyY73z6b9qDeUTrBzJpw3vu/UtuM+Y9ijzzKY78YFPhtdCLtS4crcZNxnDPSytoBPzFjeqNWEWDff9nuLeqPfFRvhgTB2VZ4rYUQsuwzNsD6fsOdPEuoL+7TvuhFipf/1RDrWu05G2ldh/M6Jye/cSdY3wUrnmfBVnfDoe9TzjSR+pf2jlN7s0yeRu3S62WmY139Sv87wIsRzzZD/ANbtg95n6SNv/NqdKutNOO587ta3sY80VKXQHfmk8X3KZB/C/JsqnJu+APcr7UwOoZ7XKUqb9olXina89gDf72B2CV7aZtI7h0tIg+nlzSye68k4Ef58nC+0vMYlRXIa1uXH4B+zxm//ML4pT/BSP0J2T/qUUoD+UTNymSr1AztvWeZzmrs6P0tcX4n6VY+c7ClnVjI8HtRXcYIiSydjv9YeYecdlCuYTKpt9SedvRLyazvgqz09rRnwzM21Kuto7now8em/GOQufrXNdRhHcNbSnwEk/ttSnpn74Ssn52X9lJOCVvuDgSR0fc7ZAi7Wqc79ec23nvrNsXrDg0BS1DmneutleIy/deO4N3hP+GpZsdxPj66fOYmc857fAPdzObOn2E+zZNkpb2Vlc+EZ5d57G9GPHMna3GTOksfGlc0v4auDd02SUa/dP5hMWG58xPYPTRhnomo7C/5g2stEE5Zj+DTC+wXGmXrueje44qSKMkOWcZ5/9qkU9ot+36c9CfO35ElVgS7LiCxw3TeC/i4x4Svuy3DqHJL9tViOa9vnEVFpOs7a660e4O0fh/rnsmRp1mB2JM7FSqybcRiczBu6MItlazQD9vpRTsTLHfLB7x9boSnMcjb+eZRwHedl3Tu84hk4Z4OgLc0lZ61n2TXh3L+r2r5j4HbZP/1oDmi78fjY1zHqJcV3XcqY15v9ZHPodXk7UeeXOs41HUy1xDoq58k8dRW8V+B5ovnolyoOE9t0eDt4iYb8evp529+xGJV/RnPI9PObM8CPiu7F+7k7iYXPYBHyyYa3deDFOjJr0SdeY+7uwbl/4kLfv4/f9wko/G5KOHwRM2yRx5j5E5RnYF6fNChZSPvEldMSpnKwn+FxWuFS8JR3miG0T2zsctiXgn2qS9IUN2O+90YXFNDcdc0iJJL3F3LaWE0K6quaQnEudb3arybuCOXNcj/Rv3CK3porUV+NKF0rHz+ndOWI7lfwTTwrj9A+kddK4Wwl9kVMjVWcjHkd5mWwkOaufXwWZa6T6XU4a9McPfDqiLoSmrvCOibobML9RPk5e73hjSEV04cOhOR/umCuQn/frF7Co8PwQE1iJM4vzJu6++54vnriuuEK+LPCj/9o7jJK651ZCn58onor8syMiPkKtE8MNvthbw4eqR6K/oV9KTVXfzXh3NvQZzyI3NUQ7KwGntvoi/P86qdW6e/GepeycJgzPGO53GebG+lc8++l4G7s18oTrdiH+lNty+Pd6fhbBq4JUF+RT3aTz1PO2fLnQaoHYS78/Sx0c/z+4IdXDeDZa23qaO6aws72mot9ER3nbgzBP+9fnWnC/qCvYwntWIf/78QcGczfBt5l1d6EPDZaGGuHfNXwysQCXHpxa5cPyQqukTJRQZ9YMbxrI7zxttyCwyWslIXwkt/IXRLSTknwj5+bdQyXhO634Ihthn/SgnsqwZ2ONs30I6FBnRkj4IRj87sHnqlLEL/sR5iht4qsIepTJh0UXY/nrHdH6NPcleK63hbn+JK6x+ILKGcTwuLP+BOFU6HZuyZh/Sro3nr39cjL5hraATT38iUUaoKf/m/hQdTzTO2rpLkrauMRr2/IXcZWiwso55zYkWlHc9QD77/Vqegf5W6yVeuRJxs3J9D+sfPE9xIRrHdxtUJ74Z/l9RKCy1jO90glvWL4R0BQdXwdVWhbVQ/1Vda7X+2N8IxfzYW56CP01l0ooH3iprsPhEZRvzXpjT3mde1s2a00dwm9EWu8gTxGVETG+5e8HyKLlrCcgEjxL3/G90vccTsD/md1V6Uxy1WO0X5+CevnAd0D1eBWrxqv6LOc4ObcZ004hyH12t7P4HxbtXW1WZa/YqXLTfgq5aWwOOavdY7TazWWc0RJ7dkenJ+8ZHPfIvCev3cmUQ9WnM2eIYx9VpaPtQLBH29fX0r7QPcfjQ1u/HQcTflH0eDMcENwbxXzfquKBOGh/64OubIycMOPAi+nEM4BDb3O/D/UP2YzbrwBr4hWtKfXcZD7x1M3f9EcdfmClSDmb84O8Tb6fTn0ftkCvU7qtwmvnbXAU6dufEWvA62QiGrjSuql63qj7uDlvHJ4jp1xTPN+nkLrn3z3iwAPsJ3/zIh+ziN8PUk36M+Vk5xyCXxq1F4HvFdRpmPrk5fUGz43pZ7DM/8xt31pnygxM99UBjkqZvKRf+BZy+TO0Nw1WWjDFlHcH/R53jIP3tg8sxX7uHbnW4VmY/+ne7y1I+Z7+/Wd4tRXDqrfUurwXOHlmkfhqB9898ue9om317S+DP5Lx9GstLuA+pKvnrG0T1xy0lXl6R/675LSb20Aj5il3raSMAv2rolN5sf60bTvQ/BS2g/5cLxnLyTt4mKca/q2+8sszOsJdmuP0T4x5JVDyXU8V/humawVvHH7TF869ZW+sMW0EuSib7cHQ8AvCQhXORGGNz/5/ls8b7jpRdkpeOCbyn9vaO46Mtry4pE0/f3JkiMs+JPqhM80d53zTJ3tOX4/UeH0J3CJUXMRV8Jm8rwfXo11+9E/e8Uxr69NuziP9onpXpmpCbhf+fviSRPw4uk7lroTjuvIPX5F+EqInxuA/DB1zV572if6/l7QewfrV3HC32LAv5/bstOT5pnUzw9zcL7fK1XtMoxj/TYl2otws2+fSb+Ndfh7w9tb4aWr6+cy1FeJ6001krHPYeae3AmY75ovb52hucvK9cDh77ifyOVMUocfVOpO3fIlnAs5vhGm8FhazR5neGb/gpG1XNJZsGXRNWv0gy7stP8wDl93+jDlZakt+rrgOT6FucgzvVNWHfMjWfyPJBeqgk/3yWnEOELNLdP9SWOhZ/EPG+SxjebSHyjPcuZ77+tPRHMrfbMtcX9w0vPl4hvon1Op+T3mT7iK/X99eeCrmevnmVBOrEKVIwMIKZh/7cpWcDZ7edAG/D09taUCCXNeY8rWTvAvq27tppx7tO+hN+0Tz7g5T8L77tmB017nx9dVCia8XcYym/LT9tfDM4tvTUT/wkw6qXXHimWivXv2fINn3ihsfAeecWbG0aUsQybx35eZA/94nsI+EM5rh/crzFkFxUjFH7dQr3tutf54fji24K8pSzy3zprVgfEz/r+OyknM47WjuctRYXKCG56j+R4S9B/4FPEePUOWM9/jpsIS3O9LT+LPA78zInFdh2UsDkRtLsK5o0GuH56Ab1y3RkiT5by05bb4wFclvngPN4eznRsVTP9+/Lm9gY54vuZpsI8C5rvykPUbWZbhyyjI7+Kl4y/YSZaDx78O2DiB5VSb8G30oP9lH/J6bQPn3m4Y5CGc2KWi8+5yaP39crEz4MOn3sfT72++Uff9edRXnL0WFXfAvXJjWul1qZxcP3Eu9RVz+tuLL+D5s07dwvdl7uaXf8/ReT3hppckPJAjq9FK87RCywS+LWXUe9t+FJiCT1lmuYr2icf0Z93cX03Hl7GetQ5806ZJD0zoz81bfnLyK+qTa/EzToLXP9Y+TfvEKJW+rPxvdHxdy5ByeGNK8d7nNHfN3K7fzov1pU8hF7pRXxqwQJT66uSXZVtOU18RtR99U+CBbM0RG9onvnPqNoum/mElvQ8bjOeHOQ2RtE+cZKF7dvw9Zf0/z/uC3xXaUUpz1+F/Cb0HJmC9dfHlOIxjkLDbjvaJcmtLnuL916zRrPwy+IHvRZEO9ZXEaK3VV/o9wAod1+pAbnmmOLLYgTB1nilqNvAVYz6bH/PdtFrI0ZGwmr4HZaLhK2uLoQWUc6L11bbRfDX32SHfEZwnb2Zy2w3zvf/qlwTqq4V+Y2cvYx2seNDoP9TvaxNKcaF92V9heRfs73Kz2pKH+v3kGd4PE/JLZF8M8lW5q8ZT1DuZ+TZTj127f2djCvUVx0NVchTcbsfsPpq7Dk9n+vXhq/8Wb56NnLBVTuyfOyG3dNjBNegHe13KbeATwcijeJ/1f4VP97Vj/ao2yXYruMWOEQ0vkvXjy5NnJ/Bcz40vGqkYZ/Rss443YRQevq+yw3soTPmLWdTLZ7+w9SGcXev3RK/G/UT5Dr5P4O3B+9b5Eq5VY372FZyrrGPlIwZvLNmgRbiEI/l2zskveJ7aabB+EeXMld0BDVzC+Bp1meI9n0TUbSK8wfXjf+ftR7g7ed9Z/wVv3O0StwHfm7wi/TR3lTxfLBeIcQIPm2fCM5rdM+fSPlFf72GqMzyT0JFWj/ofTpZ1tE80m7Vttzb6wSXFvkOoL5ml6hxAQkUHJGwWjb/Xft5h+Y30eyuqzOsdzUeOMpond2Kc6XatOpRz4zrT59E+8fVpyf2KyF3G5mK+mNd/on5XWLNZwi4uTR/hk8u2t7aB2z5zy1zGsv9sJbm8dN4zPc2C2AfCFJ7UDbRkOXntbKk25eSGvD32gXDi0t3mW7AcX6mz55DHyAdNvn7wq4qFPYQlU8Lu/D6G8Xkz9khh/gq/6o5ZzDJhvXdPOyhjPTxYdjF4mGPwPiOWOX/hepQznrvxXZ2MfSCc8GXVs/RYNmLCzSXvsd7uJeOFfSCcgbOhX7VY1vKiu4jjdMpbk6eWjt+XSX9nNZ/leC24+vkHnlMOtjXoACd5h/BcdMix8Ll6WFf3eKUmgPlreOqVsgjLUbQLEasWoLyjtkcTnO0KKftoysnnFEl0wGMZfUlu4AzP2SgJwgm9cbvsHtbbbwoYMOBrLVe10Os48EGsdkMP5S/E2vLAnSWF03H+kWHMhfRw6gGnc4HPxvumqiBb2idaP/vvW10N9dKsytSxcY/p9uH9kf2HCk9dQb7aHzFVBX5YHFJgtAjnNV6s+fGCjnNRZMZK8P0lTXm0T1Q4OLviTQ/NXRF/vMPA+ZPGRKivRJxEIw9iv2hbW0wWOHPjsDXtE/Vlj3o6436fQ0L1A3hmtaLlQdonxseMilfSvo91i9cbQP3p/r1VNHcNuhzpH/hHx0lev34G5m/yWNhnG8JoVp29+ZP6ivOht9UG3MwmKJz2iYotB7IDcd+wp0d3G7hH65aLtE/U/mb0S1eYXp+O9cpp8JJUXv9be3qhfF5VI4zzZzbta64GdzB2GaS5681T4ZPL6fcDcYwN/Yx8MneRgIQTYd2Lc2Wk8LyP27PF09FHtK8Q1sM++ZZj63/huZ6abxOM4QHVpdY6eF/NdevXdtjHpa9tF4j66Wo5rqsJ8+K5/EA6fHU7SiAGOcS6dckWV0LMjJUnr0M/WLn22TXUV9vaH3ejOU3Q0WUO/ZwZBUWmA/yka2467RNda3j9rlPO7ns0yo/5e6n3yDWauyZeuxdfjH3vCa1n1cArq9pu0twVkLLG7Px85L/wXGfwNdP2ttA+ccv5Vxvv45zSbVs/7YV/bKVfffYmWStX6Cf5/I+jMw+nqmvD+EaDmSZShhPJrDIWYSFj5iFTOMYiSaKUaEfRoKQUSnVKCpXGN81tmtCgJErSISEhYyj0Ps/5/un67ut516HO+u37ftbaawHHyKuKqReQP1XjMwQDwb+VdX9bgbz6V5D9BvkzTd8M7/dp3zLtrACuJ5rZvhjB+nCzS6dB/9kTtAnvPaCdS2pZUZiLKzI1gUtRSkvcIrCef4eqA+ic1OMBFUGESRreF4L9NPqMEssX63ftvjIQRCSD6z4pzULOTEal70X+OLhJHQVeDcf6DW7C3Fd1Z8F10FlPJeMUQohkfMql7QroxyrirRqj8Dmec/kK5MTUrGidFVj/tzulNwr7gtaFgyHksETGlZ+jqFvl+8lgXhgTXZFjx1AcE27BVOTSi/Qp2jiv7Z8e22bLUM9LZLrlQWfutNviPhD62VoBM2uGeSHQ/NAY/ZXgmwLcB0KVHVousJIhTyPKLd5hfnQtqMB9IBTn85VqyInWOz5ILUM9na/hPeoXhZ4ImTHsPMnb73jrkgFXx0dQr29bomjMUAuto7mL8H3AiPYvCjxuSEe8N2CIb3V5dw36rg3u4bgPhIoJ5xbrMFRCja/bPSkYxyRrXTTqlLzkVU3Ig/8Kj4jjvtAaegruA6FUx1V+KDF0W9wrrTph0A1vfub1UT22fdOE/z61yKqhVAj0lldKP1B3savy7X9MfY/X+SGP+xz4jvzAPipVdNn3kDCh5t+c/+vzX+DSjfGs5ag3nSuPgLyh2KHY79QD+na+viDUW0+F94Dv566Mj81+ALnv4/T0A6hfKXoWBz5bUm2t4chr4NLrLddvoa43Q64D/p1i9srarwFeMS5vSDPqMRp+oZATbR+tjI9+h/fm2ARPRw5MLbn3wYRQRmf8t4q0Ak+STAuWoO56nChDThya3LmtFPevJqY0+iAHav+TC4ScuPGpwIkw3N+eny2UivX5+/flgu+q3Vk4vxnfd85XDL6M9d5TdOvAd+Wn8Dd64/07O75N+8DLQYmLpgGvetZJTLTyoW9vP4P5hR4PO7EDcmLCqW+mOpgHzQP1Mb9QewsO3oecqNr1zUFQCP89vr51x/rao8c3uhAiO0PO7wX25zV1tyRi/VBiyS5XQizGn7ccBi6RFdfen8f63+5nz7ihDzEU24A+yrku9w3WizKhDOREtVVxpYnIq6LKN4PIn4mac+UehLYbeB5YgPtIxQ6OymFOyZ+U++5JaDfD1uIWXGdc0v/EGrmR9ULx32rClZexPSWG/uqqctpGrLeX7ZzrTYid5i6qGdcNa6tW5yBP/sWqaPoQ5l/EwN8R3Hc65VTUY9TfOFiZ+xKW11C1rRvmwQ2RJm04zt2GSjM/wo6oMja/ieckh4UUiuP8rb7THwq8CtsdNHJNjee31Axx/r65IZzkTxj6wRCfEz73Ir9MZUfhOuNwag74rpypmj13kWPu01qRG8zzk+PXAwnzNVKILYd9rdFNbcgNTkT/o3Dglcf7joXIMfL3ZSdyg7AM04bAdwVIaydcw3pF+s20DcCZK5ssMiAnPt7SdHE66sJtLlIb8L1pyy/lQYRS+rPySSC+75yxL8gSdMaBr8A/mJDcjB32csgxxyD+KBzno+PMLvBjHx6rCVZgvT5L/Rjo3N/D7gkhxKU1Pe8J3kNNPe7YWozjf9+S8igE+KzQ0HUA/divu9W8/WMip3Q32DP0qYTgZlX0S0xUAu4DoQpcNjvbMdx1/UMzbJBjxpsrcB8I7X2jdTbkx5/iutVayLHZFiJGOK8/UCGNKxnWQEfxiUL0VzbpeSE8v5G9IN+CIQoWLAMhzInTJxL24zjW2f9SCMNauGxu2C70V7/Opl3C+qq3QXEm4JcKLV+P4P2t72q961DfKLJcdDlDqRwR1c/A85a3h2j8Qf2rZt9vPYaZYyQ1OBX76puyexRxXo/lbD+8hKFLZydWWiKvyiovrkK9798zT1WGmmau7DMkAvqzxaZxqIuKH1mowNDctSe8o/B8UZELzqdQl9QffwtcOxqeu6EMz+WrFdV7zhvnvyoK/ErvMvVeNdzn4HR6Wi/q3dq5sXMI5X1hal5IO+h+dQ+lkANTLtalQk6Ysn2985yPoK+/50ZQ/8OxSIbv2bWDGnm2DaDPjTgYgXqK14kb4LtiVvvWTFYBr5KTNY+inniua4khoVxsuKqx5cCTaRsDHqDeWbepAHxX3HZ5hW68/9rR5PJ31P0vJIlCTtRO0XYL78D3oLv6xXFen51Taw2+a7qQmkx6H+ibTDWXIQfW79tHg+/61VXvSeG+BQ/jzCDUTwhvfgC+a7/7SHoS+i6lKqf9qP/12P8LfJeGtoWCL4V9J5/qMtQjj4iHQk4MmOht2yqAfl4zsQU/95WX+nnwXZd/aFk8nQ56S1+uEPKhx3/3G2fCcPMssjLwvOW/WklLcV47S7b9Ad815fk1bhOeM3N1+y1f9AkPOCXSkBOj4/fnzwReMV41PrtxHFuZSEPIiR/TyvYpYK6UaPK+hPW3qI8rgVc7NnmM62IffpnUwg88/tw8FQa+y7Mx1nUC9Yk9UyeRMzp/Z9KrCaM6S8G2Dffh++vVLEJu9Oh+x3ObP1psU7DA/VqfSw84IWe+dWy+DL7rjZkxnz3qXy+XbkFuyDs+LfchnAanTLNqfJ+azP6dj7quE6n2JezWTaq5wpgHdWfef4bj60UPfoP8aJs4b0E4+q6k8gH0G+Sg3CPKn3D5dxZa++P+h3MHC6VhXtOkrU8mgNCPyxaNiSOvZqjfJciNsFeMDNd3PBQMGAfwouwI2XJRKEKS7JOdZM+yQigyzl5nRGQr2Stkj8te584eGYfsdWeezrjjnHXuvO//z1/P53me3/MNvWf38dbVtzfxJPGPI67MP70XhXpMIswDd6lNT9flHRp0xpinU1nWPdRCoY9Th+diwQ1VNhrJnrmx46GD93qsJTrHbyE4hJ9j211Uyp66LCVTDNqgv4xsBDImxJd038Bgxv5yXIf88s51DPa86oVTrWhM4spK1bt1cdZXfh/T18BK6nDpHi6fAXc5uAaNnXk2X2hxInT9eVJM+PijThlnwE6c7slaf8DBLEVMOsPmQB06Q8xM0id1nOqWwub3bPRaw9D1BZ5E+n0ue993kz57lIZvLpddpolgodD5J5/gtWVCqkMtv1f/qZXHIJvb3fs9T1YbTei0bKTd5lIGz6vKjxWmvtuJEP+cPLuXMT6+y5+pMP5QcdFj3LOcsKwjlfYiA/qdLZwghs1ozJacxk7XwR8vx/x+0REkgXE+61w+7Ox/XcI22erBX+Rg8wiTGmjEGM3gLX4F8Xp6UIZRzJ8Mb8/T/FjDqEYPL5HgHfQ+WU3iMJYNQ6bDAiqHJ1j8fxUkCUB+SSSWF8F2qicYzs557Udcr1DBMmraDSsGCCH6wN34MoEfDML3IBoAwHKS/FLIJCJicPpg1DmYmypCCmMKQBz6VLFd3aBtKt2Kmz/S/wm3lEezYQqXMmS7T8ndhdBInaUXEiKyzxOCsEdyXjjw1nxe8ONzttZjwXptPnST709vkTPx8YgeGQ3CT9GCJff4C+4gGUD+UrmoxAcYm08wSSfHIJn2Mhr7RkvpSIZ+kFi9O6eb/wLcHRem3OXvW3e3KhEekY9fuXiE0a1YYo/ETo0fKIlFo93FJrSxKuOZ5aXq4Vi64D3pwDvIU7kAfMudcX9pqY9Q2znV2mUM55m4fecjJAPhS1DaLVSHlwbAD9gbGkzf8YHS675YcFKMUqFe1dhDZmqkBlT5Nd/gxVekXhZjFJl9ffHUjxtoLvJ5MsZgV9oeIK9yQAS9r224MZ0nzzEfocifUfrJj/8Hd9W8h1QtD0xZW0cA4JWW/l5Vb/QYKtVC0TZ9hT71yp2rHdHB8U5z31y6j60D1qXyJFzUSwPTUgAZ8E/wQB6k86WAU27EhoHh9/2uOmLROZDjtzIE27GjvKnZosLWlJ0yRSA6OxdhjeKxF59z66bjc9Aa5amudLw/Jv0Jm5q6/YEXhx6N0TJrZm01IXGnxqyLm6nsO5urtUR2YBQB5d8dLdHqnnnpOMQqt+FxsTCSkcJD6iUWFGJfrT73p076a8t1e0dL1tRdf5liwj9xH/zm68VJ/QOoeR3Z4Hk3XqeisX9pFSU7tcjVRo4SUgvmqJN+wqRVkvCOtI1500JBY3z+QfOFoGdCG3dbwU3en9uvld9Swlyt4wn/bDZZAKdtd70cJoZ96HM8eQYgjQ/vIblXtvvuy4RwhLJH5FqA3yVIh5Magb55r3nRKYkfZDe76VnN3Ue7STjWol2PSL3nJrx7tAJRD3jOlVVIvj2nEAsPKG4j6V1Pc3PzkbmWDW3GCL1blLKziOXXF3xQsxPClI2ixHo1DtCWeHbaNragFAX1HUEkhEYsK2TK/mVsO3xwtBNCHY0vsbd7ce/oVaB3ljKmSQwgtMflXvOPIevJsaGEx+tf/NRGb2JEPnXHJACG+8iKvnX6e9wYUafHKx5jKWrjLlpNhvoZXMSoi37vy9kU1kTbWtfFJGL1j7mveqgz8PVvn+ijfQ+OOmKZWpOt+aecxbfjgSOR+1GF39VsIPEpERcRkjpWiJLZLe2KrCc+phC3xxwI+k5e6TS0GmOIW35TbiH+YCutbJyi9gZwMfgGQR+P5Ztz2IEfv2x6hotTnF8KKphTpr393bbHQGbRaZlhgMRg3RsGL6wdPE+t6JngoQCIbApAGuf64tagQOSVG+2mfkZ8jtW2A5zEJlWZLO9qWE70ib7ImmGD3grQuFmfRCwWD/SfbbGT+vMcvZuiJYZTv/zyTh7jTUzs7aZ+bJmdDQWEcEg5Z11JT6OVQI/C0QfZFocI17fhDrS6ROVDr8Tiy+t7WrwY8re/DBuu23H0KGh+3vEoBRFv2NtDmVy4+vSVHith0hCSg+q4oWNzaVxDcWVss/0vNqjRvhVDp+ro6XLC5R0hLHF35/20xuXA3W5/sIkx9+kgXqC2mc1WvVPvWE/+rFZQTIf04HBZGdswrbA5evy7WRjVIS9cht3tIeEK2Wgdyk+TXwMokL4bq+bOGlDqZo+5m2ybL9ZyBXP2aZqwlUsBUicdFA6W1imUG9dXzLv82zwsdrIY5b7RboovRRMi3gjp7nQwrHjrqKskW3tlRRKMGbP1P2ONEEz5oYzI3UASRoXtSEt41Q2Ic3FbP08RHAJoj/ddSyoWw7ln8fBn98QZnwpA3j5DDBfpzw8MoinlJF+3YBNoDow7ZX0m6XyX+u+C+FKQGQEFI4Og0v1F5kS8daMUP6uXABLSJwWbRyRXcoyokEPCnC0auS83P6U5yp0BDUGNghe35U9CnbI47C5n1DhaHACPNU88FGZjKi46KZFN27Fu8DaBWvyKSUZX4Eqwizf1ptbStvd6Ay43ppiD2wdkQ3xcd36g02rHBM+kK4QbHabjBi9UOlcuXWk23rKI5sbyLjWR5vg2EzLVWnOV7bCu1XdIUWixssfxYhrKG0eVqoCAJodUh3iqC3F8IJrbM3eCQ2KFgtbyhagWO/ajYM9g9kMUpdKaWB3D5YxZzB8k81AJn77xrYm2ZuCVKeWgOONLfdv45ZyB/I9M8hsyolaAIxSafi5feK19LfB+fyLPId/ABAVU4r7+zzFhjlOEv17hkcHpV/06RqHX8x3QdyGIbEm31IouxK0P7ebUF8OC5mJuk2U19KzuXYcSnuwjX24PjzcDGg4vXwyQ3wl6kLbo8e/mrx/lLUPJM0OCGTNAvIG+JechiK13loYX+fEz8NVXidjBxNMQDr0FyenPUleT1AHYycuXCetbjCWQ/yWpUPBak2GdGJ7Pc7IBvB03U2/UG1dISDWVY0UVfx0o5si03VHKlokS48pGKsNORC5EF2yyqKav6HXlHMcnIpWLzMrWwacu8rohsmGU0KdeulwXlpkIHcppPM9BRRGf+eH9oa/8I+4VHZAXNm/STFqLajnvknQKCtFVpJUzqlOpH1wVuAv+lu2QBOs/Bs43151i47plD8oY6AwKqpMlDZwfWpuCmylP1gR/XNgU6oknVEi82/lLooqPu/ku92c3QE2R/Iz+8Dp1zJmz8BwjpcwibCyt/1zPkJrJPeQ1LSPjU6odCB+TuuXhMUAgTwqFdPP/ki56JvpHed/zGWYwXtwesNn6XnolDhr03A1wolb+I+UaFSzMN0Ig3d8Q+3byz0/ypuqi89nptlV8e2WcnGHV3iHT9JLlxj5DuPLgzDY6fUMu1FzUef0yj0/xKoIZZ2D3Fjkl0ZXY68Y2UL67UPEhqxt5Ovy5f2O+wH/cWdUQUNcAuY6cAW9lHQGX9dOMlvxut9XVW77iDPCtyF3yozr9ltS+szpw4fxnfAR0BcUNnxIyWeEzuBY78EujETFL1SWvDaTCO707uDgONcbck12eG0jTMlxHRA/xcaajFsEwLCVzgMKmTbZ+NvidrSj6xxn39EZYDJcsKyYUMt56f9US5P7Cj+nILoGllRIWr3+mGXwNF4OTcUm3B7+1N84T5XeaFQM04ZR2KcGHt8qXCN9VUPOSIm+zmQLTghYTVYEPlSRYT++9tvMouxSohjPLWSdm2IZsVwSyCL3028otboUQCnMLRTH3i8acuqpEQa7xcb8L2N3UBH+Ko656r4eYa68QmQvPn8DXWaLGi4AFOaxruvN0RZfMw/MtBTs7QRHLKZPe8xi1ryfV1Bju1nxZoGcZTxgf//Ylu21PYNvqTq74dp8HBxChCagX1ri8t6n+PzGZmgUgFLak592BNWFq8BuyzfjhmjCzoaqOpxRrQxGD8RpcYaoLPPLJgQ5wV/e5uNfTHSVl0tS3/eKKu+0kNy1ilrMVykcSFkm3HjTuknL49CfLAoE1Lirgg+MZan5lPhFxluDP2Ftc0umH/fcgIv3nEea2+WmZZ+uhYk8PkdWcexAmGWG1UN7ZBfOfkaEfB6voTCf+acf6Db9TFW4x9W3sPs3o7Hw7d8MHE0kc+4vqmIXDOu/RYORO+2Sfl4flDs9dP5ccX5tZUz922J/5BiVkpJ1e2ig8fXCu8/HHgyNM9a6MDcD0X+aZL3V0h0xYRCjA69+YoRML4V3asVsKa7wyM/3zi3J0wXj5u6QneatO7iMp+8rFxkzXIUMQkz83CaqsbVyzDLsR1rvyq2C7WyLciu5R0ewrTe9p8Jt/i2Q3l2CjaoMG2N05C8fuic8DrmJOn+ECQpYHa2RJjPE8I7An5d9fyP7sizBHWzX/n7B+7dNoSbW7mVc7hbIweMg0RIcCjY1pmsu9xeU1Jp2ZTmUjqS1mM2Jo3nhBZPeyH41Kc/zycPtPvbFKOdO/H00qej/AgHSNqBdhTodBypjLvOSYH5zyT3bPSqce/WwhtCNfgA/SDryGYhPFm5hKr6jyb5DjLqLkRy5S/ww5uGjvLDcq1QRgKw8kQ3PnPKjp0/iFzRKCW5Up8kZXA4wofd9AgsQVk80vl9r8SDITyrYMhBfgsaF1FzbVGfeRRSLVoDYyLTUqCKqaoByizDKFsb4y+0w2XiFSYIJPo83+deM9J2w+yUSiP2Rlzvwkhzzxldvsa6vUcZm9BinX4sdrGgLy1qxvyH37M8v3dwDfVM0dVpdCKWHiph5uXqLQuQ67B6nVZpgvDD03HHs1FPuqp3+uyTOsYvTRvsX01ah8A5dX0fCwKJ0ZCvJ1unlKqlwLqEP8qPYBvIvjSZqPyTg5rF3fysiIb9ynBTsdXvAknx22wRVaAQStsoSQuzSCZsHlAWLbff+oBUtAsEHtPSZvgcbEwClJ9iMR1/kEFNSPZLi2rsr5rx4ZveSpBDo6/k6z+SIufp7KXNUcYxXiz7qbY57oVAjbjTu0Qc3AwjFK2UNVVp3tweUexKdW12C7M9Cs/IBkJnyfEpHngr12D6LVVcdyEgl10d5DBOTE3QO0i5/NBbG4ECEcwwW/C66OGkaMNofXwcncEQ7Cp2Z5Y/3AzN1BM9tc7FIShLirMfT+sFpSallrLQCSPHBRtMNyHTWDa008v6thJbNHDrw+iDTuMLtxmYZ+VTadHIDoX7f85uGZyyHxavOSJvA+h3xOy9XaedEQ86juXNIFVw3/J//SoCrGVW/JZhUzlvPfRUe1wrhKE+zW3+sTcpRbChwC1E686wM3brPUG66pUJ50h9pk1/PuGo+HyXO+bP1imaz0jh/pIj6VVH7l9Eyx2980s2rpuZqS6PK277UjkSX/GdfndqHSifu2SeRX5bsBDEnIvZPZ51959W5nP7IJlzsIHq1RktU73c5EqPQ56r8wnzFZBStB1PV+rp7jFtvfTcl4W09gwT8b9MaTFZnknR+SF6VRpv/22E+rhkRPN4OXQLA56SvFjT4DJsWwB+69MOMrmYXX07vO8geg95kloJj91ABifVHSO0DaovfUiANbb15w0dtriI9lZQ9rUEUHMsLxjoO/VxKoB9sPeTOlnDhugMiwFJn9BqfyPGHLXt8JrZkUF6XpzoKA99XvOXvXigbJ83P1qxKYz+dF9vrHr3Wi697Wd2zQnVT4MJz+v94uIaX9wT0T/lTGN2UK4YsCHMHsvkgN2xVdzqdbYN11NsVk6/b79XSEYE1LsphD+TdfHfiXiGT7i9ZiSsWwo0FP4c2+SJDNRWfPk9B4bOe5ovuoeQ6l3CSqLObn9fy5Mv+laRbfw9g8YRPOV5uZI41KKdRZ39PQ9w3nFNtVtfMLlzknTwxCIAvL/Qc0GMmLw5UuBRl8XYytfNfVsxX61mR57SPC3WfF7O7iIsckRgJrruwxv0mZl9n1EGxDS3qJkJpS0+CrVLTa0+m2VymsQaxMSlXqsJIVW8fwi6qEAEPcYbWD/x9xpfDDjtTtm0UHVseNADC+Ps2I3vaaTFES7Z4GGPJVnserKGJ+YhCfSX1zXb620AbudtQkWRj9XJlYjGO95CwJ2fo/OX1n61NYEadWacTIQFzDyt3QfMhLf0JU7nzhsqBzJFr1eFt/8gXpBXJ6BdVR9LR2/Hk/eeak2WF1KDU0tRI+GxXK17xhyqIMxCq4GRkAVhbf22vtHEIeUcxe7lzJoNNRsvoKIsVmzNnkaSmb/1OZky+PyE74vt4BQnX8gjv/COk6vX1r/H1yIcy88FxoUz30zbl32eQVzcpPNhCZsVZWmoG34/Ww5iuBMHbgU8svvLeRkjpTiRNHVa3+esXiAx7cMctPHj2f8RHeVCOQG+04Y9zDtv3oBrla5foZA5qKjucjKBSFtX45kYynr7THcCcP3nskxpP49vw7c+fJlINMb5T/3YIuSouWlbHkK1dvhcCjJjxC9gJTGeQmsT3pykIoiEXv0wgvWX3b7SXHF3q8kuJXzWwB/TYol7Y7cp5mofLUXvZ7MqdKYXXKtil277/wGtwHuF8f1AtjZznuxes5j8UfqpC2g7rnQqP4qvLUQtbOBxb9GiS4lf2X7mQxoyyOcxBZYgF67wzPiHcurYDwt3ZDsXXVDtYxdUx+kiui1IR8fLpIRJTdFyG/gXsZ2w3CEmtn/rYmoqp8Cbk0zx8PhHDfVzq7RzVHZA/YrqclOUKuUSOVHQhkf9ItDDE5YIzCppPF4HFDJPY+0a+3w+OnN6tiFV0kzcJFwDFvPutLVZctzUPvpgepPp9pteacwNRHcTk4d54roTPvgaeD+6jBfOxXm/PbgTOt+m850BBo/rSQczQ02Ctz5Cdi0vdrnYr7nSHlE4qkQERHcB11oEB5XzfBKih7iEGXOtrN38488ulFlXRIZZui+69couugZ697gZVzTJv+pZaMBJxTkxxg1/ubsJ4IDsaFcBYo8K+Uiw6ealpKVpsd/HWQ3unw+ytxU1Ir4eDvh5b3D7f+adtJbBcjl/B2j8Z3JSuhd7yK8gffkawUwzySA2OZMI8kwwRHOeV9AjIQtFCs0P74rHU5JFgznzPiKnbNMu3xZ9hL3W0WjKg4qenZuw+CeUPK8l1sFy4/Te9i/OhVkSp6zwoy/nKFE3kHZIJJKiTozDTNrWgjDut7NgnE+fjSUOtw/KI9scTpDGzhLKSsf3ktn6aqarE4VFblj/dztRVuN0v4bx6fRJZ6Lt/xwBjFoYgMDhPs1wMKcTnxxezkoMlUX8t+WkEb/yN3ymnjETWfgkJ3t2UWWiS2fUKtqv2buUuSXqcieedcAXWqqeu8i3t0FrhOYpiIMdjtlxkNx3YfrIkhTuA38zkBs1vnKcUrasMXUSx8nm3ZR7cCeoBFscCouDz+6VswV38/7XSlA4nOMoV9GkylkWN+adTTxYcpRMCBxEqLJQGIATnm3sZZ29osidKtk43AOQ+O+RuvB5uyn9U+VF5qZN8zvutpUhCBfzuDjr+HE1EmhjfLbMN0nG5plsfTiKI646hLRU5aN9rtPun70VxQq3SPKXT5a0+70g+vk2O6halPCvO5bzcjIibWRboB1rhc6v2acRlQ7i1E2wyqg2GEsOAboO+67V4ltIlIoGXcV92Jlrs+uGCA8IN9H0zGr6/mL6emsDqyAvcCKeTNQXXtz47WTtLIT1Hz4pEdxp5IDmfPyw6qcX8Bv+bVPAOPV+lVPihZMF3VmEHY2/qDHOpC0SBHsOv2WsjoAjYOvzjguGaur+ohB5p9TNV2vOA8+7ba3/rSeiL+N8u24tTt8GX9cxrMA3tSWtCjmx6qX7jf+sU+LGKa5hvtu+gytS8FRvkKHB3IfkHPj1o7x4VGZgN9QE0SdunGrvuLKui+vWN4ZFC2uuuds1pQv/WSuUgvwuHJ7ozrtDTVreQa/sbSrFlI2s7fo+cHrt1I/4+lAzfDeu62qmSUbXRyzuW/ZnQAs1hWK4Yb1EQkJ+dGYzn82z40PPGk5LutIZbCuoRmV17+AtOr6vgA3HkdsoowwFlL/eGYEFnEteFXqhtfoPfuti0zwETtQW8/imBhDIQ09p8NVka7z6m+ubZ9B2BtBmGzhMPcGVm9c7Ur0FCa/SAH+beW+Bvw1ZimDZvyDyuu1+VSUzwxU5PJhsScUIGw501Uj9pRbXSREMffANh+lOCXZYtfNeVro7+buMlKLWo2YMsgozS06EF1rs+78oYGuNhrTTDeV8d8eo6KprPZeachwq/CrdU2L+19811frGiSXDNDWhvRjyy3V4V2bMpHg9Qi6lqcWhHCMhIW0aHVJtp1FITz90cnr6KPRUnAYE7SjPiKmLJhgfdTF+rNvpsyJVzay85b3UBperQHqryU56xWgLJKjud32Exe8ACn77c4/wNRzjjj59LO3GeiLF6Wz//vAeI+z601tLan2XI4NOinG4iGEC0h+a2dgdAucYF9cAAXsepv+3LhuLuntsjgGyGF1xVcnbv86RjMilk2L4JHzMVcLUiLbCjJEj1Ccj7jg/rhow/O2hytzS5rMTfzUyhAbtNvZFyacZI/fh+K18TaPkka0vGQmM7gXamlA0bqRgOMUX8fuqmwcRNaHJhLngCAeivcPuxzrFJlC3eKYaQNfXAITEQj05w9PFTFASSGmX0lfGNNLqPmGHokDTO3WHE44vAlpM+R2qPePuAA/aFCWIp/s2y+je7oGZYjj+Bs/g1G0rUm+zweHGQmOGXjXW4WOtWgL+92kxhapvzdVdyjXFpzqZBN+LHlEY7fEHfib9yz2eQ5bMUNZNOOa/eueSZWsWU0qH8XyZ3/rFng+OcZa+Lmv50R9CyTAzj2Rx8jj6q1+O+zSxYvgGtjSNWN8Yz5kjWZfRo2Ir9IJzUmS6cxnAWDYCibDsdWyqdU8VFbrXtCw7gFwu74u2pTQOpLoa5OEePygPrV67tLfqMGFDYL2uyCZp/17jZc9g8EBu3Utz3CvTLug1tRneM9/LwUMYE9qjDcTbr6ByOfJv0JNr4ryRsZtL88KG3STH0VtN/Zus7b7DxLwpqEgAFntaW6XNQt62RT/94o13Js0O93Ev8zhpnLTiOFKGsU24MwxGKwrbDsJ3Jv3BcmuyRrCV1JmpfLoryJ5jZRwcNGwU1PPGzV/zbZnrWJSbSBu+qMPMbUaodklvL5InTntaYEPsOivBqyfBU5z4Vwx1NW025fGtjPmU8+gcTolyV6qxdtqpN4ZRtSRJmg9uYeIkyRWHrRT7AWriPhQ50uujDVUiWUpcitS7usMueODVlnXo92alQoi505dC4h2H7a9+6sOYkXeeelrMt5exDAZIJaU9aNOs9TleNfA228q/lq22tWDNpolxElq7TOnTEfxUqcVePA3t34bvxXTnZ8hKkjnZq51ub79aVrAf1uOvMg+vOBp7BDXtlmV6fZVZ6fDe8PwKF9RPBft/5IWvzD8Itw9Le/Enpo9qOzVAOviS+FLfpe45sONqlZVZ5Mc7a1O6+Lwx2SmBBs6UW2r5QX5uIIFPlzNnJPl9PH5Ni1DCGWi2Kf8f4139UZN/ucAflWQZ+Bf0Zg+kyEuaP7nxSi2z9edUveIAwLSY9K+Jj3TQU+Z3AkOY2c+E0jFabXgsRJggWFNZz28mEZrXdhwpkdAjkt+VXzw171718ezxRruJytjv0VRIOUMhYXYCqLuXYP9h3/uEdCCmVpBaCE5UdJC1hdTkwFJEuD5gTCTrV0NOt98/hTZDqluXKf9AgqNFo54WEt2sh1L4aMkTQZu4Pnqgzgq5/eCMwxgMv3Qm54Ff2yKH4vmN/7ruD295igpT1htCnXK/9sItcbxZgIm2yT8Y1kC1IUhdq+soU3sJCp9f2C1eQX+cGaJy9/FFKYxrTr3Qrne/Cch1h+5zSi0yCZawY35WF7u1aqvjm5FlWDJj99Q4t/vz09idfIFN2q/lGX/Kpk+ekg1tFwhaGEiWE6x4bsTeN7Uh1Zi+u0Ayu1F7fxnRWLP0wEm2DyhiZ5A4CP2oEjjw+u2WQBWPqBIgTRt6kAr/XJjxsVPLjck10hKmNQqOCSgvALvddu2cDfHKfx27HwFBXwjql2DFchHxRcNAH8qFknpEj+23PeBD2CMOBehaWDQulrT4cL5t7EtreZaHBv9l2RZfPWaTbwAe10EnCL2jdWjroPHYhvZrxx0NNFQBqPQYYPbJBJ7vBXo2NC+cNLPvwddUm4wZJ7PKZaYDR2aNzUJmXEov5PzSDosuWiPeee8AlhSde957RUZ1z9XWihdTTcpi/XwrNLi/b/mQw8w0tiThOFgyIc9Fydl/LUYWJzNpYxG8GPxdgobLiqJXC6ajY1Hn9JEYpylUaFdHKHU80mwqA9//2zel+KQX7n9a/UhY22jCAtUAEmjJX6AYg8roSbpro0XeCSemMDz+v8pc+FXokDwhJTWJFsdEoMUblD7Cj/Jz3nxM3bSBsJ1UQNJj/iNWSr0AhLnmEyUyJ0T1eWqGryaRRnRRPkFkCTBJBDkOqY+GXcIUYH6rCPfg/d1MRL4qKujgWrNz//hPB3SertKLQ943UO+dj1EcV536wgK+bU9mWBF2IwyC7C1oNfeNuFNMulaf3Af0ua96pirOh5mKqbOBhxq9uKK6jm8lESa+Dl4APPx3WwPtE73lu7U+HJOxmbyOfrgVb4VYWPb6vuQ9KBe30gixYkCjyrK7gwZ3EGbGp6S5RNKvYszlGmWSal/qgpGZL8WKgkZf9/khE7FEW/tspWimPyb+StSO8TLy2OS/qbAIXkrS1A7NuhKtOOnXu5cyPoqsvr4mLynV0LdwObbNwn2a1ipE9X2/hk2TsJiF/SXv+6kglQIGbSQfBcjwHcFNF42Uds5tNeqVBfGfZ4OhSxdrGlVVOrSf5dZOMASHvK1mTa4jzvYalRcFYI69Q0YkdDvKIcq271rnhCdwpZLqq44jEZDjCDNde6Zqed7F1WwexMotG2DypIPM0kG1X3vXBjXHyJO4HI+gzdt6+h9LVBbeJz4XPlwLPHNMjBWJos0F2CJXvHqzHOo7NSHcUDuH2rQgKPYUFnaegXSTW3Q9pnT/pDiV/M0Wcgcm3F1Br3E5OT4qupg3USsyDk7jNDyLOOkVm7ncVhTR3zEKTnK2iKMMZkbuN/QvkqW71PJt0kV79drItEA743gtdOP1Z3Qr1ZvSrMxxiJ5dM2ddVMXX+TSNQ56p5KdWkilWuHlQHfr/OlVReRpX/yOYe53PEtKmhlRuw2siIvGI7uzxWdc5wYPsoIFxNdC368A0P8O+FRxD5btOQiXBveaOgehCzUnO1PU6MS/iaE7hUbsR0xDawFTwSrTfpSIBKv+HI3o9onq1cMU1g7pspOFyPh67wZ7PQqJN/PKI6hWBFz2wD5xExDq5rKEUtDjq9naAo5Q7D5WIb6MlLcELxzbRzZx/6H1mu91zpEdxiVMV9aoImwB9t96rEeisXf4cWj72dc/KXyKA7driTcOKvN9CH8C/NE9uC9P0oEwgR+Wf9/WDp+Z248pi0Phq4WxBP42bEb+7RSQK7Atzyn39z3Dda3MlyxQh7yt0W0lMPFu05LeTr4aPkBjyvclFAdA8CTMx1+5I2p0S0QDPelkg/E3zf/Am/HgckCjO++6zwc9Miwov0rsAXdZ8HFNUH+/KVCN2F7WkyH6j64G6B4ebX+18Ps1V77HC2s6gAz0blg9DM5GbbwFW8i4XXA6Vn9JwzbC1pm2la0dGHCLKmx3TFjvUg43gpbefpE37eagMehFz4Vl2A1dkqaW279CHdY3q0w1gFdziaIMHn0EJT4XEY+hznrvRnO8LoMPJDB1xD4l0ud2fWDQbZgvVGKTSpTHu/zKAl+vG5wxuhNm7rlvJy3oFwPkcjF0KhQd9cCvbVAaZ50v6Q1WR0bDXcLtYeglSVzmfW223thMn0pTD3Iju/d/nmTtLT4fu+bYyypdwwl5NwC5MNTZqaUorV/egsJcBNUyk44TDjU9O5AoA4PEnfTQA0Qy/51II8HEz0qbcuC/XTT/tiB6hw4VHIXQG27Drs4KREsPAP6ejZ6P9v59I3eAaYShZf8q1vGKXdyvki6MdF2c1d4/Oa3TIeRLFHI7wLll/ZbnmB1cp1Fq6ha2UfZqkUByOxxOeaezDoiv5o6aazybbs5U+CMEWiKCR2s2Tql6RwttUd4RaTeVtiiXG9lirKBathX3Ff7NOc4V2xbtChztg68jdHImP6t1Fv9p8Ml+lQ2tRE+VWCAfDgk0uho0SA/Rl9qX6soCT+XwUjr19IuPunb3OoWAS9LiJw2vGZBQ2xHid5mDCSomsiL66dVS3tzPQSr7KvJZw460RgvxsewSKJG542G3t/kbugNZu/o8bKYNsrWgm7fEO7/Yzt4HKho1zMR46rLorfWaT32aNURGvo1NH7YK7o+oOnQ7a8J5yDWVgARExLiXWqSXGg+U9Bangj1ei+HC/la6t8peVY7KUVxfy21qyQtsFYRwOJacfX2JiKeMaPXVy393FnSbdpURt72h0O5E6TaWDNFdGEuGVr/Agw5+myAKvadE43MCwj912ekIDG90DQjgvIwukH0MuX38DLSS6zVssYh3ykrzs1VtwYgIYyyTi531fAD6JBKy5flvtxSpMerFBlA0SFetU6ZCGwb+yYQVq6sYoWaKmi8sJ9umaNt4BceX62cSyNQXk7VBO8zBYZGNrUwhGSsF98zFlNEJiNRQWKYqs7eW/zCToC90i1ypuGnq7p6v83R76mW1fzCZLPX9ZeUgSkNAa+uXdx+pb67a42zVvJf3lq+h5zMKajOjcXvdp/ob6A6pjNm+Jj6iO1Xu1uPVcFOB0TBFNYMZYWXWi/fKS+fxEmOKxSSbJs/Y1+NrY94s8ZcVOSwWv0md33brjdNyUis8bdUU4o5w8TYkeYYTpFJUYyuneXAx0m7PiVbioAeupoUKpvAMN6/rtdhzIS4NzGeufbAyJLaqKAaZV1FQKCjbSCGN6nBd9xUS0bVulrkj1sX+E3J4oKj7Dhf8SPJrqrsht0yrxdoTcRYUCwh+6jAT00PemruWgDwqg5D3uAYzLjKBfenPol8g6B7jP7sfn6Evp2E708zhmWnnFSIHB7U4/AQnCG7KvD1L+DZDViVSOlfsJBnLM/lIzNGwkAkmDKFVTlBOfc5NXh6+Mti+1DiIxE3OlgUkaBfci49sRCcszxWRw6K/8Cz4yAul187D8/+0I76sryjN/ctIndeAV73+obPyXhw4K5DHZwttfImNOh81pACwfb+nOQfwAEhj1NeXcOdOyocA+yubNUFZel97YhVIxS0LfbrntWPTvaNHcbG19GrFwgabMSbucUP/So20kdEUgzhtGVfdkBob9Q+WexfK1P2IVcNRd7fNKf2J19fpnuAW7kQKltG68O+snqvf+5F3zt6/vMeiBdRZyfvkhymPi4rlAFXs1k5vbgTAcYOjNUqDSVGpHZu1zI0PNYc7gcECpqTLOjmVHpK3YxvIAk+tSMa3tMbTpm3c+eWgDyvfe1l9dEm1U78pyFk0a8v8kPCDE5C2NTEbD1dNu5dSH6B/vhUDXc4AUlt9rUn4D4tI7o2kWbdQBHSnHAndwCh0ly1J/5m+0LsX6hvlq47HaDb/xamdVjfnu81D5636yJD6g/J/On7mZx/TIDwceYWKebe86OsYG/as1orwQUhuoD+1fXqX18vNCZx+k4MNQVHUJAQLi7tJ8q9K9gG/kH/idMOnC9edfseJK5UFqIKDv2uKXMmvs8aUsZ7Xri6cGZ+L1nqvDbHl1OkMgUpfcdLwPKRmlBSmaie+cz78uqBQa33V+G13rUgCQzkqbrJGrb/eQpExJnhWFDyS1lAbmDYCpVsMEyiOwUQwo2uF9ylwmyuvNpqHjQp/vzeYkUClY+o1oeGDg1apuc9YZJit0roPKIdmPzuGKbZGSSaEUn6VnEQ/PhQKU9rreEiAMp9FUQB08+Duc6m2dvu7kHhxp58GtLQoyhshN/a0oE6itPfGcx+ovZQsuF8sMt/Rk4LXofpCRZt3usBiswowiy6vxrQ+ewRKXu7OkWf+48ZYtNWf9OHzDnHYGiQtJzOmxYVMhhEkyXgM1YkVvk35rpyKPLEbSkcHyTr+G7q+4RylOwYujtZErOEOFBVGhjQ4fFa75cq9v+COnUQtYUF8BIaUxYDcNaLyyEdqjiHT3PfNnVkyWJyxQonUV4wsOiEJgOyQdrr3W9YtxMyk7IQLPwx8TxT1JTSdq7QJgVsRe1VdPi5BjFZBlq1ciJ1gcyCA5A+/Am9GZFK8/Ci6hJG3Z9k/7MxHtT8qhLW8cmpJNspq9O6Irf47V3qJNOw+cIFKnnXOHecwOYAmwKyohV77FS/ZjqxkE4hIOqZn77rI0Z4MC0Qm6mjrIJOJ7bIFwNPCirYzmrfbJxeYYbW23K/t6ga2Ib0/uEJIPBPewcpnUDcxWwTQyPdXyNWKf5ve20qlhCh82PUMSvyrE0qpPbuKb8JriSzw2m+AMKuNNoN0mSfLjgV3AN9U9dXTI7fNQnmbVNBBP4w/qclu8c8si9PP4l9E6rl/iQOxl/jSjMZ2Pr6HzuGK2KwrRwAkP5Gf6/xIF+TLVBRWOtxTxGPssxO0YDDRLJpdEHGF8WXHS2zCQ6kuay76AgHxIPjgtW+U9Y0Xl2nT9GHm2PsDQubi2M+2LI5SWEXkqgxVV72y98HjqwcxRwhrr2gFVzW6pHgzwYqLROGbtsakyBtW1SeMMQwMCpDy0tXd4XzpL5J4Uz8XliSzXwosy+hpKSkliFt+CNEOZl3yeESI3bEvzNd3SvOsJsbWP6I2ndcoEMZCuJDg/I4hT7cLQgVORI5sf/HkCvBeqtFQvZJ7mTuL6jtTsdqhrNYD9pLteHVVyW1vJDZ07d8mLajUNcAsMmjQuk3qA6/wy+bm2vgzzzPfEZBuUaxxc8896ImDFwfbgLfxsET0GrLWKX03/YPV7qk08rCza0ySmwDgJt9nZZW9NGbNr4uslRQgetkiUDg+z9zcGFatRZXTrmwCMWhp5V5o9uHa+PvSXTRFxNOZz3XLhmFxY7pETF3ov3aHjs81B0c5vv3CBe8ErCPpyEc/Ti3so4WOU85F0z5HJTXTwwA/iJ9vdeUWaiKP3GN3gh8ExskqmAAcQX1eItPs4Ch4glqSUu8QopJF1uOsRR4TpHad+Uxn4NOgntN9mK6IjNzqDaiOb4ex6nUvkd02oeTbld6WDqHX7tU0g45SHe7DktjRL5JandaDbM8zEXmNemznFzPeL0YmWfQcvbT925+8ZzAKpn5BrJ/gVn7N0C1Kezs6BpMf1l5pPmuKxW8MQiNFisve0X1Z5fZZeFH1xk2AOAqVEZBLP+xThdDP0Ij+Pb74sfrUHsmJY4tgiGTtEt89u1XZy8T8hhW1dawgrYDI7ZscX9Had3ug+SDWQFe6sdSiJi9W8U14eaWaN6ZIEm21roGy2tgGrGN5dvOGuV9wllUtUOCMeG2O2of/B14oBKRG41bJCHm5QI5ouDF7aDhxy68IebqXuOWVD7sMx2GfL5N9KYj94TJwDL+34w+fmN4Hfly/fc7mvLM9mEkJEanS/TgfszN57LY4xNyH9iqKrcZv7Vx4dCd5RA6VOLcAVG/Dsn20IZhe8FmdxdEHTxzOaicGVuZ29WD3Zzv4mLwvzdURGaRs2GZMWjQTWqJur7ljI77Ykxoj42OQ46uulL0bkbwZ/h6ZWdcW88G4qcjq+fj9PtPW1jJK/P8ryq2yulblrktdC3ciedCwaC8OiKOzCRL7i9y+LwaxYdwZZ+ksAGNEfVIXYe2kBRTHP+oQw4JCynGsuAx5Bi4ef+CGx8KcudHmBYf1UEdE7VEwS3ed0JGbyZDowLP9S9qeKZTXffDTFSEhy/XY2Zv6w2dObtxWYVdolFudPJgC8F/zcp2N8ubx+3vgK4GPMvFkvC53E+okf2DjO7Fz34Cu7yrJGZFh/MtmGnOJbctlOgRYROYgq8DhwVbVrPvUwXhZnrAN0zQolNniH4/CFZyc9UhtVdg8Wqa8BtJfiFEvHf06m1bBJ3AJyDoSkLfUJ9+axBGbTjFKgFyKDc3Wh61HQKsaZ/2yyZ7+WEQ/g471M0tkKR7+ttp5Ma+ICmOEm2OaCVD2cFSeh+zkW+qHpsJSdqj952jzSbS28k8PkkRuy0Pp09rN5VvyB0+u/Iuoc4E5EBZvvH4OJuPDpgyiDEff8ALKZ7KvlvZLpaEAi8X3ylEh7hZP1yiP4/dlRxWilFGCOEdHJ8z7N+GD9UDiCYVmlUHuIvOUuHeGs4jN5D2i3tnd9LP0i0hAYFuan+MhmJzDmST3quGvnf7NQVSyiAHp2KEGXw3B9bRSQGAzkhjLgjg+4VNUAutmtgQl5IX46ny5ZuUAUvESilS4JqcZNeOf27kvZ0saizugt89g4WOXxgj9i8uCU15ZUY6TmOEQM6OE+5v9h1A2DR8UR3lHYVLdQDVm0TMHTU9Btsq47KkkFSsUX8ojSPxPZrqTInpEth5x1uwCiGmTOXrsd9rGZFzqxcUY3RoQ2zYd5pnKpyP+zgcwHeI3nWs/V9UQReONsqberp/dDKVxZ+y2L4+UNPzYZcS2zp08zvUCbAR8uGobQilbsOGaFreRFxlZixH5gYU/v/8P1n1CDB2beUjHDDZBJ2FVsxNVlJAbcnQka0CaKhO2KjpUOylsNBVVBfau8dagVwIk9n8fmOzzz42akFGKMJBPhn2cg0af5WfSidXdxz7/df1A8uXkn/mugJ/NDeX8Xqt3/q3o691CEbPPFdzsvB4UCYH/T7BAzU+XekmX06UlfFZwHGhn4E4TO5Rd3Ve+d8cffWfZN2xj/S4V5bu7SMfJ+Q49onfPXkh1yDrplF+PLZhXTdbByskOpPPv2AqEwNuydV5upTwA07WkPlWwdcJEi05pai220vU+Yq5scTmtqsDfkDQEI4ClWaIaaG6eWwt1wenOjfwbZyZT0w5xvxKtDM6g/WYFJtNN+2VZlFCfuRKp62gu8/SG4Q1cejAKTvWfZWd6o9aGPQGidsSsx23rijtrQhfSp3AJAOeBVBCZA96Ox9PE2dfsX/GTuW+aShIJLY+b0nHFOUvWFhtarzsVV3oQHKgiGKujAv3qG9EVR4Es2qeK9dB6IYEtRDPwqapk8AkWpjrSB6sARpcu0REeqjml/9jen3dpgZfLv5JDawzos49m2GU5+JKs9USrJLMvz2B+UEK3AkTShOdIa0hXU0b7JtZDjraLw8Usd4di/lEVj/CYkQdqRVLil2LVyhHk4zOGHg7EEFlRB7kKei5YXDihUOsaW9E1KPv8o8yo9Azex/k5yjkgylF30nkTJS+euTIPD/XrqAXWgRsc/iZrWth6/00bn4Hos6oje05JwoHwH4oqHUEWuqjOnFWnRf39oqfpk6p/XNncF5g7v7H2IqwSzI/5dpMu975gM5rXczNL4ZvuxW86+1hR5oeDhEeio1nuANfLCKPn9sLJmHnBaALsfym8s7KISo2M0pN7ptbdxQIDNTRWfgPx1Fi+S2/xVyZ/8cz9c1eswisV/rr1jQ6WKTbnRFLRMnRe7H+T1wi+lnDb8Vvkl2G/Z1Xgw4mcrISURC9RM4PotcGLfTXY6QD5dZH/0mlM+Bn3mnDeDwT8KVoFgn4KOSQUdJ5iLst4ZRV6t1lRJGQ/nSkGX21jOMHjcGUVdsAG7OZ8b2X0wh6F8ZrEC+mB80nFIPzxfrGqYFk4fW9QHD0IhqPHABnssokCAPWxk7DGgeNhmo0CjCECAcGtjqUAAZv1cApHX1xV9HY7Bvg/KRiE+hB2go0F8XJbw5N9TR1yTAS83csp9GhIjM38oFi5BNnL86QbEPS+fPpfwM9lgHknp53Wh3iUKxNAvcGKKG9NJF413p8FEjcluy3+rAaATb5s7YZkYiz2nMlhYaSeVDDg7m29AZh9+98okU2tM9/O6PeR8W3927cMrgq73u50+XtPTPm4EEd7uG8JbxvWDDLlvXpGtLcEjyWLzlx9+HWi+kRxuTnL/Tu0OB3FdS7Fb1G+WK1rGsttrnyl3jrs3ikbsKuTmVWkIgR5vhqC/ao/GG97W1aVRKXyl+pcp18HovO7wZ/SwPG8wRutKeszetOp/kvK9DJHar1XvbO/mwAmCnWqDN+9Xk7p6qXUGxKsjK4etX0/PA48TI1hTWxPq+z5R7k9a9qoidvyeaRXFKUj7TiwZUS61wqcKwgDl/3+lEPq5f92he5jIfLEoeh+p0M47tsqlJVVjS6pJaKp2xEvJZ1UONvG9TOoRMq81hR7wdnLc8fMdp7sgAO3YDQ60m6rH9ZzhOIS7F9jTOyjDkdxrcDNLZKiPpFWAzGO1FdqaWYDeHG6Lo0dUJ97ncw0JEnS/Ztet4xE3UuLZcP5kToWi8HyNEPKosFf70GgfHcGTtVt7k7vHFHYDD0h2twACvmTf8aUGVZ+arDpV+JFz1acsIJUJVodz5aF6xVFnnLButGuFkatAC87M/e4T02Oc0/NRnwJG3YQy+oPF/XerXAr8MGx4JynkQRxl+RB2dvR0vmkQ7vnEBE1AfP11GIi5fMHGGqr3I3lNfa3Jcj/zFOgXbmBvzcInJbKxQsNpVgHrJb3Ta3qk/PH3rRhGTMHjV/UERkdbY5CF3PY/txshKpO7R/Dexw7LA8pLzqV85EzeDUELtJg97CxAzVjTi/z/7G9CY2r2OZaxzqWfart4trtiNwT29aiqQe3WVLsnLzE6Y+7/3l9y6U33hEH3zDRmPaSIYpfNxGKfcJJXpkbr2HukuUPJmAFrcACBuNjkhI42HVXk6yXrk8/aeT8M4nIpNqSg4XBNEkhk5CTcPk8jnKMvtHz55hgfiPA1rYbvrB6NiXM2DSXERVa1hC/SfYDCX0aHS0I5UJuv6Mzqyv8AD6EcHqGh1kzLXm8RU28vueOwBDpbQRwIhxLR4N1JiPufK2IjzDDJYo8j7mlG80qd9/cCBBAj07poLAXfxUGUMy8mdR4uyeCcTsg7AkgkucOCSB661am+OsAzTZpvlQ4z7m3KGp4xZXkGlLcUfHtWnI6kk1B0FoLkhpKLbf/y39RbhO4+qi53UbW5P3GpXsahKi5GcitG3fZwSNxRMvakqqifRcQYvnZ1+kQFfQkUXtfCY7pA1eP7swqGGlfyPCfPpOXeoNQou+ewgv+PWtwMrxOhItsPLlx/8JMttEj8zRfKik65qYWBDuoLAugw95WW6Xfi8fvwQobNzg9dyuUb9/cRvzj6hUKxLFPXZ55nLn6N6p/cH4/XJLJr2MSOxgOlwzjSm40EZ0iwkRE/KYdZlezvCJc2jtpkc5olUsGOBLum9tyy+8SuoZNsm+luS009SpBt57F5xGu9ntTDXXjNs4v6eisT+UWu1LjtuOap/+4N/FRzRvYaq46g/S2NBZTY+qJzmQVKhCOE5NQKk3xjPUhqs/iapS61uKMYcT69/T6UmogyPbNhR4VJEsZpcN14nnc5RV6YfbGyZp2gqqM29L42kisfZ36wHWX4JOYKcsKawbqsqD29cz5q+yOh2KYTP3FxZin2TrIn/Eh+vsqYEG1w3hwcDVxS8GPPZVqeN2YavH6gPA3Dkg/1NYbZRZcNmL1vmCsAr+78mK/8pjj67b0Ob5vmpNPrXvS+BtT1putewU7M9LSRHjMcJdBup9CERK8drmXASxyDYfEoLfCCrKSFfK7EthaL+tIMIdhOF6Sz3U0PXNtuWdblBlCKeT9FrlTdjdha9o5Ua/psPWSQPfou74iZDE1PwRnBXkKDdX7uffv8nOPgGsJ1QbX9WlV0kNmoiZF87Z6+z6qqGNZlAlU3aiwxq7kZMFAtn8sRCwtjz6A6laCDNpG+AaRFQKCrjSuK4eb9G9ClhFNY+ZRciO05R9pw/KGMSweaeYWyJt43qD8uQVuq/1LF8IWtdzIvUvPWuCJZIKsJeUWF/sBmOmxgaRq15bu+x3qMrHFt4czxvxN8WHP2zgHauJFDufErnrXgzFKnhAbfm/EnkPVulQ+5QLtaOkf+O3ky/w8LcTtvuuEhax+BZ9P5drO9+shZVlIsZBTbbrvUuAdYjr2kBKgxhxL/Qn1uUqmIVYPl2Z96eylmGhqcuv4rHXJ786Tbpk5fffyul71Y0+9ga4UxKHoiMiy3ejteH+9uXeBPrkTz3BrU6YVYkuRN6iU/2tkLkx9GnLQDi8CALbXu0O4qp0pj2rHf/rleWwA1n9JwofuCD/8z77xHVRmnh+Ccmknks0bcTJ+j3G39zs0y7Lo9fEdaoylynBA0mshYHEbn9ryceycFokEgQ3F07AC1bqDw3m2hklaAklX4fIwpAmdwwA4ybeVEjfn8O/7jET8XZTxgG7TzX/rBgncrp8nGYv0NucuQF/BgHU57m0U8F2/5hEnvCjWGTW1tX2Ygycq9sTMlQP2Bfbw3gRYb8VznzvY9yUH9uWSx7PpfD4u4Wbm4zH6f1fCL9SqH93Xc06YK7KRY4GNuKEr7Oatr6AaIRjp0ZY/2yTryWtPMmJI92OI19sTQVLibj/TZZ/fhDDkbSU/D/bh8p+A7bRazM2464uAONPdbyVfL4gPJ0Wzrrx4q9sbEOX4BtIgvi0aHDJszVihoLGo3e8sgNHF+LduzGjDrO04di33/Dmfyp4QrITvnc/ztXSjEDPhWP/GFx8D/lEI3uyFGmkRTq/9OJxGIptSdW6f8h7xqx380StvEZU3DST+cKqx3SMAXh2RXkSvwzKd38q/5zHy77oEMDMvOd6a4/cyL6bXKXe+kLPZ7p6ZYIJmCj1OLWJchcQeiFBGWLe+Nvhl8C0ccf7q7sDQVhjqT/d/sPTb/DILlAtImPwUtW/yQJGiSTsmP1YpEOxNHTBafH0YrxuEoxyIJdve8l/d4r9mjbtQwv1TH6bybF6ebw6Q4D2EBKrfjR4eqXGvmNxzz1UVVb2IxSkdY0uVhGwHpqNp5Ft9ivdRoQNcY2vyKjKAtre6MA7mCs3/nQVW+wZJ1ZihothfypdWY4cTENVZfJ1ECxgDkg8Xt7lPUIVZbof/QXBk+JhVj82a2G7Cvah3eyjzM7Rx3YFh4zn6x32XoSNy9yNMG+DAwUDhosk5JzYEglH7b7iq1HuVm8EmmlI83muAo+gF2Ekla6qv7T/4Gd1THD81g/eTYRyjncFquOAoVTrzbsrl/IjY8nZuZcrOtRJXICy8Zvr5PNEOMWBA/j8KM4tBQC4Oi98VaHW6b4Vw31s7rvA08CvLN5BkK2+S3ybxxLtZmGruOwtGP6bg0ZkxXQA78K7V6kJuvxc9X0mIspbPjhPqeYLHOIkGKZ4AE9JN3FmdVq8IdZmw0NMxb0cCLx15RD4hGF/mHC7//Q6yaTG3vC0Is/7htc6L+wfXuibOdpmegP4LOh8vDQAZZrVE4C1Wg2eoMQIg8BmCOcPiaJqsfmio12n1LSBkoFsBAs2U1ac9cl5JeI9R0S+ydG5eBI2hfikJ6vQ5/jsdHpNSZYVNCktS94kHcuhOtRXNT+l9Z6CuFu/IX+virprJyup2YIMuDKvwyKLm346RGU0zManLzx9cBLVjw0ZBTNdfWLpP28qnHMok1ZzZrqRdLHWXrhBa2zD2B4smlb9PjNYgB1tmmIuwi4cQNSO+77U1+Xv20S2MoyCunAFfYwJGt2CDjox7B++2SureYKrVDkvVcbcjNkZG2BIU57+VvYZfHbVvvu8MHQeGpLPr/ZRb/klSy4VNIhVv+wwZFpjBC/PUCNXWqRAJ592W7UABRYHFxqkFvo5YeEtdKQ0c1S70XSW6hvJs+BT8g4J66l8Vv5Ikj7/p43/RTkfLmitsqkNmNf1H4tlGRRX17RrJAQIwRPcneAWXIOE4O7u7u4W3N3d3Z0hSHB3HVwGGdxmgJP3+U7VrpofvaZX39fd3Xuz/ZEoJ1Qs1yeIQBMou0F0BUj4hXvPecpt801vt+dF7nD0RAP5WF4+ee+X2nyZHsk4S/99eL3tPM6/z7RdbdnkiAZK92Pm2ffBVefuqhOGf/vwWU/lhx95NQ9ingsuI/x5uE6gSU2GAk0FS+r7Jnofw5SX/pTzlcm5nXMYSY/uglY4pMO/bIxjMQJ/+DRRjzCoK72kLJ6+8GZqEPoOO5KxgNme5PnM0DlK6rvyxyoIINkAXNpue0NaZhhiFDSSPrFdyvTg+LcYNOCccZVmRjH/Qtjr3isiHf7eIwahooNvO9h4pLA8qd3kbW9hnvhAuuocR2TWdeq8EyRHkJMwpWD/027Lde7F8gezF16M9SsPaGt2P0PXefgcHcjgtJ1XPjRuUcCm+aurPPSKXSnHIEkfZLuzZKk3wCx0PgjOyysJfPm9/ycxAXvDozyiVlR/uK6zbCQbnK1u0RUU/+n0puaPX8nziLnRNjl2+XD0Hw83jQyr0X0/QXyzPVieejv+kSpBpMxS50ZPQVCjclAjT9z9HANQAJlD+V7I7dtLxRcugOtickeYSi9Sa3sr9PjzJu5c2klyeM/6gi3/qQQPAvk4P70ns5Okgqve35dycJSEH1J7MPWQbajvCEmRfPr+MQ7nezlaT9f7/VJWfocQHSmdfvxLijI1g/BoqvDMChVlPYkQ+HwoP+C4O/q9/ZHmSlXwff+998Fvpg+cONq35RNfW6JK1xSqTC/zk74pzLJQTWLtW6kqHVNLwRflitmiiF9Y2j/Frvldcos3/G79AX7+wPf3Ry8A4PbciW8lZ2Wyx5z3NiuTw2Jal5vKJlbLrITcc4bv3+sMHQN8hY58bPYTh7ww/xB59VjU4SO28PobWR9E/2Px/lCQYPSrxJz7WPPAewMWSD4CKGBSj6ic9vZKEpL5V7O7pNWpRg8OwktoXo/5MCeiGgUQwo81jqAxxJgzoYsKIhtkfXi8ooMXReqmUT7kPUa1gA84RQpiSaN7f64BXSaRntx/P+cjpXwICbp8Imb14sfMlznVCwS2NRwsLi7uzTtUZfHx8UUhOTIkmb/Nabk2pQxds5/1wgkPfAidkHX/9aQiTDX+1TTYXBW5mwjZFiP2/HicIgjdlGhjEHgZhSE+w2LuGYemOy67WFNBSM/SAHEev0/3XetzeexHJMPI/u0Xrfv3UIa9euZdnMMcaUHOH0Pumek8/pSpqtUDcMQsMKbk/+2yYsX1BfD1jeq6uLiYxJiQyeH18iVbd00QlrjrDHDATKCHffOwofz9+t7AWW4rjGJFvAbH1JOUxVvfeEZuVjL3+MO10zDtUSh2EXIEI3P029GgP5bV4Cr+6i+1J0Bn14dEd/e1r4ep9pjeThQJVL9qmbfcf/+c+Ltfumwn48A+6mKyNAxOk2O995EBaVm6iV7uLA3Xy/3G93Xof3a6RnTNWciIVsNt/IRITiZctdS2cZjum3nCrwbysMYVJoQD1o4cmImphBu5FX6DAnX1aKz1gn8SLS6bRSue1S8jdN7JB+J+cXmo5ELUS1gm9Lxm0enMjulKP6RTdSus/Um93EWWvicHDLHbt+vexs4JGKOcyIgSF6k2af+7Pmamu11Nb0Jfw6wa9p5dLZN49936TGzP8wW3VmZS7HJlx2ZCED1K9Dp9d5i02qoDyTeXV4J+Yhq/deC4AXQz9Hvs83nWhk7jcw9DLBSba8q3YcKjK2Yk4qyjp6b7jFdTr+LTO7dGer1opZmYUXPitwG3MPbv/AftVzffT3r8q4XV9YpQhY4TRK+FyakPC/xS1GRdLFaCx9KBW4KHOJCIyhBrzHMN1BiNFseilssmgxvXyw7ocmlz3iBITM0zGDTAI+rmtXTl+idn2vtt/qERhAW9W4OpYPZoPIN+OGgu9x/81XA5pHJawIDl+RJ+O772MrrCUzjgEEtKT1RNejsuI0BQj/MEXL0XVk13uh9Rlg3w2ySORwTM3pzTaiP17AegxA4BUU5x3ifOsB41fr2OqIkZ69a/D3xLXLJfvHkv+yV+xrlt8jEWgptposf83vFNKWUP9EiqgXzt1PuGUi2OeGr4FqBNHSM1oAHrxZvWCHguuWb4+dJFutCfPvnLvcTAkYTFfjMhsJlPbtUE06+7Wv71ZW/7CaqKO5T8Fx3ztjiCxNhc4kcOONLUmktcX45yvNB/HE/oGkvvL6HbJnqCEpxxyMuCrhve6OLTxLz/QmyBUiKjNYNwHSErX9EJOSZlkObIVWKm5T45q/K+aI/fa65DzLNRPzSiMJw43EV4NjaTYL4Yfk1K5PGRVnikHXgLo2tROBHSKPCFk9cFC4/+Vm5XHVAe/lVwdQ5+NadU2+Kx9ZUqSavSf7ELVB/kCfKk0tFNsMzy1GQNIANGxYMv4bsalW5FDBlJPkSXCzhcTuGanBoN7mVKJpO4V+WHm5xGksgoVC9i+/9QeL6+a5g7JERsZW/t2+ZAdL2HP45qfM1D3OHj9p4sGIOXt9YnxE/3DvHPfba9n5kGlIZj3xbLFhPicpE85449FCh40TukJ986PH+EwuB/vfPksMNUSVATjszOIpHlFsNQa2+a674vDnLe77ouQOxw2fJ9yAq6u1J8NbwWNyCJLr/cCNd4HIE6GvkHws4KCHVYXtDjsLNwCYrZ/kYXIZ4KaLF7A3vB1N3OHcLeH/0gupXLD+Z7UXuHzAEXBtGtkdXrq2t5/byXHxKfKruevTw9QjzblkmWX1/fdgehQb6DYFJYa1tNgdC3Rs/gI2BCKz6DCiwjybo3089sEjFYLkEzoZRUHEHn/VPM/pup47+/4YtkP7AvSc669SXgOM2E/Y5SFd7pQvKWlYp3HP8b0j/DWZVPsQZnxFpN5nUh2oSirG6pM0hfKXJB98noHlsq4yXA012ZsAKexVdu9uZuk4hfVjGteBzF5DA4nEUsdYQvIbQRzZRTyiA4cSBD/t9jfeI09O8rWDGtqOVUxB8sHgwhbfFjPyEPLzXLLV+YRnPibcJbAoKd5l6Sh6CVxteo965fZThQEivVi205DewZKopx0c+OCn7s4U7wptp8ruSDC1A+IY8nka3O8n78HZFQmYvetY1bS0ovq6B1x+N70ATMRN8zlV7vkfx7k9XWN2ZspYxXvzJgSl9FygjAZARYQWFyVRs4O4fa78KV8EZxdbKhQY0N+wOgzo9GxqvmyJDXjg9tACKbO9Ef05zuyEwyQuy9RIlXE8pa/hlnuQsCYhfour4vdzT2H65+YAsS8AgoICbjjd41tRRnEZdt+couiVPZzo3eUEXxBXPfeOpy0ShVczRpjt45x2RMB2pQ7NlxmJaTr498O47ST5V0JMZnxTe5w2CiF+w7RU2UZZm4Y5jaR7qrG1UDP/0yGqrb7QqO4sXrXrZankI19daaZeVYCBsEXBzshDC6fehoNjmF/b13tzIoFcR858z4YZOnsMxr2+7UE8HsILNK/PVKissaryaDecc2ioSyuHiHNlM/7WsyrKUQ/6snYBJ7frKRvaBhNhT+M3IFYfk5jgKLHsWvsnSzQVMYYe19BhJNDvJfTenMd1u7oo77w4GlhJujHCx6mk7xCxn/Ko0bgwvtWpF++lWdXhqfaoFPmGZOQTO42ChAfIDaS8T6hcj1uTqx2ryZ1e9jMCEPxscZz7eb5NPDwKC9oc0q/hGQqbVnp7+X97Hcpicbhj8+my6utxaz7MdAw/v5W1Bx19cSfCT7nAhN3dM6THXQTMc/gpv/CH6UHwOCqGjT1D/KfpRBekr+V0jIsJSMGTSprbfVgH5zlesjo8AsTCbLBibDXkOWLAvK508sejxBJWFzUXscGDvMEaXIeDzQvJL0/cE6+Cu+zl6ZHG1aUTzoP0oxGP5byXdN0IzPO6/J930okQY/U/4Rupr7R2iHMcvxxAyBFV8E4Jvd2o6JjTWiuwE9xUMPJtT7yLjVj+QZnROhw4IhUZb+dcgUdlPGPlQatzJdcBBUCvMfmPVkQBZ3UrwsC+JneqGIwecaLbUzqDTyn1hGzOROk0zS5VGgaFl6tuTTFh786oNX2iItsmJ9o5FRIPDxm8/vJgCQfGEiCKKawfy5M00lOGbwF5J9jChev+f1MlceNtAxUJaFNnhsLslf23qpoAz2Pgsjrb5/FVQ8wrQcMhNjZkZ311Qg+LUUxeJQad9v/YOQdXbQBhWGOU67KTiM1+Ef3P6TaCN7XK4Akl2dJKnI7U2PoEa90PU2FEMjmMwG/r1GFvrzL968ig97oUDeNNXkpL/jUkw+PXawksIX41x5D8uS7L05H9yJC7YmMfyu/dEkxsoT4uuVA73jP5kYwYT4gxfowjd7Pv6bpQ5h6tO7BGLdA+h+GwxX7p5mX7B8MLM3kbScRMgXioWJX0bXs/OiuSZfSsvU4FAQXUlEpE6Mbvhix7n3/k2AImLJ6QA9kq5sLHwoeVQYPB9jwSA/pHg+84MRL3svYwUiewbhq20JnhxP04nRT2y03hpGmh8TsTXUizxUVvMIfOcg7BKU9NTBm6t21y1k1DZAtXhtMhmjorohq4bl0mluIrVsWXryyA26YfcUSajO71d81BsSFoZZ0SX4XSrVpXPUL/98+Gb4LEXobngtBOsiL2ed5biB9JGZfrm56fgz1tidc1RGXWA3c/16s3XHBBQYKwgH4+/kI4wt+DPU4BXdW4uaEQxjs2m7Gm+3IFpl7rvd4peL2Wrwu91F+6TwSJdInSc56F+TgILYcf5OqVq3t9W8Vf5MKsvQxG+w8dxANZeYRALYMvYyNgC+afKE2OfPNkhrCrIWr2vSy+KqDbD4KLCUR+kh7th75sK9DTewuloOFKRnx6WSk5n1t7bfn7t+yOdCvMihw/kNK6dXlA7/mEHgfpEbXPf0+gNQFzl7YsSZRwo1/Wd0/rX0582HfXfsDjYTo4zZE1EW7pArGxjZANQ7dM9GVroArL+TVp1nf3aCSauhvkehwlgmpCRDm9BUuKqv25E0GDTeKWydQECSD2NpstOtD4TO/y/i54NGWDH874Z0g4hfPocahHzaozKah+RWoXHCZ5+g/maRXu0PD0aPu+p4pyD1v+VXI74KwnwVQeQu4/Hsk/3QC6wEiQhX7JXiW2IhAT7ai5C+iGIL3vm/Mz8F1gj69LoTb/UjkPbAXDVlVMjPQl6reU5vYUln/ZwNZAVKY7Yne3cxh/X/7sOLQcuGLfRo54O2wcCZILarP2SvZIkI0aSkdPNoPaeFj/+7V2DkY1rpqsgtTR2h/cFbDePJ65tazp1ZELpYIyx1MCprJbEczkD99G1+K+adf3kV/CvZw5EiAjAsqv7LrOgQos2HLN+nZne4/3KJNmyuirR8JsxI24XXcCybCol0LfhfwPLjrC0QqZfKNlDuD+JujquTQhI64PkfjScYgR7p8/a2OMJoUhZabYgo+v9J9+Quzpztp+WC8eR/triHfYRo8M2GoEPh9zVYG8kA6AnXouxBNPZ/kQcK/oWc5o/hhZwaHlXtV4Nvq/btiIWuAz1kr9ydKYj/iXklwoPPd+3f4JtfbxxDEmL09xWDq0fHBokce1Tx7XjFyRmmGGMTcDttXaE95aci9AIBUcl9jFdjaLZ7cJ3tGXyJosRIt5j+qBVWEyEk3gCVpSD/plD3otCHyA/bkgrL8YX3/wSe0OpYh/ky5/6h0b4aSwNUw1/+L3kyF4pwyooqNFZoUpxv9n/u3yULPg1F0+EI2xnYs/+rTl4N8SWyqN0BjveoN9vX99qCb+d/jIXmhnY3OvfC7UiolXUhKAbdSG5w8PmWcFAtof/SPIkvsW/VPgRJBmypK5TA/8eMfw6hn7Z/qPHJym7Z9P/fhm2G/jXrKwREA5Z6zUTr+HcsUKEJVV7FaO3laYUq7wOOsNDYi8WzCPhftbMKs3PyB3vJnQGl/z9hJ2JBLtJf2hDYgHJGx3/CRdOuIEOGP4BXJycVcG57mC2ETx9QhITem9loL/9L8G0vuTFJE/r0gSMPvQNNmxQifWe0/z89FyVUMPmjw7RU15AH8MF/cGblLeGupA2tGP17iMtnwiP7/8diHVmp39dc0lr7oOHpug2+HpsxdOzPf4ExVRihZ8boYQUdnFDALOx/TUVrAhughhNQNhigjfMkfimOrnt9TVIHL6Ql918XBSp8mLAJwTPFhJJo/NkbIU3buQ9SD8/aEJbqnvpX2X91ibPD+GCI+CUEAvM9hTBoRhEPc8BU/5nsTkFwpXEBX/dD7YiMy354VBTr/6Akohb0sohAnwZxX3z73chkd/7TEqqy//P5d9opnQRsNCkA/a3m/3wy3EVoYz1uVvJ9lPOdQxAileRn4V7zE/0f7kBEsZ1+EhjyVXhyEDy1+gDYReTuOfDHf6EwsZ0MS1HMV6JZ0//zJhBRe8fTal5SLmTehfwK45PSwF6pXhm/lt9/09Uv9tFxlsW4f+S15RY9+fA/92BIxoPgfZDCDdEPK9DvRaAtt87JS4j/UwYrELNQ2Bm3YTDrv49+gcTp3YBJcyzcurWz28U8dQ8ATezyjeZBocLL6fDosfeWdQvrKBjCbzAp+uGRTwoXCJo9hQour/UvD+ehY88KkIedP994ik5JquRH9kYgrE9Ep/+/0w2V4HhOcKlkOfsMM8X/XfyvqwQlV4Mo7T293graKO532SNIDTpCZsZetbR2/N+/yb/4wqDQ/3Gi81w3ENL5YCYKMIxnDfpPiWNIyNsfzu3y/hHsJ+OJSNeME9gXVVeYaJY/QRDgldeNhfXTNw/v/4ZpdjZwH7x+Gen6BGjdMlT7zPOb8f0F/xPH7sqejPZ/JwwP+tnmjBF9leCDrqqFZEsG3+38YEj6gyDp3ezPzfBQOeT/y9SQ8ZEoYMVd4d+B2oujs80RVJxwgQECeCFfRykflb1MEUgDvkPP9YqbCMJf2g4rBvbtih14Kd+m+O+6ZCGAS1isOIWYPVRK7CPcgIRAhZRdVF4hjIH01/16Qgw2wOSqVhrr9134z01wcgSaSAD9Qjjin2YD9eMjv55au/BcLQMx4VF5LHtEwhDg4WbJEYmNZ8kRiMXsBurRSAlxvp+QBaFFkbijzjAU4LKu9hvChZiJP7U2ZcF3oxE4zgYGf4wJ1Ru5/aKLyM3ZUYgxoBlGYbwyrdryGDhwMfQplpRlMzIvReGBihjcOw9YlYVc4l9gU/cksWL617M+jSObZwFhfKlhL5S94XY1on92c5IECt+X64HQ+hlILubdYBB3NX7vAmCftoalbyHAfo1Duaq5hZciXRYv8jw9dq6xx9yEZGfwjEvoT3K1YrFl//CexPPnOgr/+wl/O/4g9SS7bZO3yB2J5WFN6dm+0Ze0Swn1WGNk7iuKM/6au/srNxgeCLeWHU/ydcZNAXgegpb2aZz1/Re8xG14ytjyt92z30ni67imkbdkWp/42BG+cB3I9VVJeBjHPudywZmT4JbpiC9yZjCAdMVtvDnDjuhKef1d4EP8KH7uiTJSgH4MjKnHWGr+dO9dxn0f/BnjAKeljcXIbyueW6f4qgROzkIMbP8Cx2W/jlgAYFL0zDMdIjm2dSQFjA6ImJqbmRruGloYGooxsCcG5eYmhgQFjU4PDQ3JUjU5NTWxNzk7O7M6O19KHEbTs7xUsNUMGa9utpwNn8q37zjwo+tCiwRowzV60nbFpF7kxwdCxVZemu38YynO3MFeIBvNdauh09GzrxuKb7JtBjLve7PIbLdbVklS1hBqiXmcyUwjLbLmQc/XqZEgjZbPwmbhzH2DCleGJbLdOx7PHyKeztVuyxcjhkco/Z1KD4J8zkC/2KPPOfzaLELfGPjeDihJTQTmqidlcpuQbiHJY1/gmW7SYdCdY37BePkDMNzlaYwsmgQCPt/z8YScmRybYvGEWPZ3anDG6O5eyH33TbKHm+6bIJILtvgYW/+cW2E40d9Y1BRY5bLaMb3CZfHAkmWy3JA6en3tNdUruDkmWvtR7BERpb2XjGTx4HLUNf2YgYBuHR9y8pD9OQj3ovbHxKAKBW76SdnFWHLiDJi+gqe3rX7M1S74SQn+Nz5vkfIKzokUOghbCqHtTjcti43VQect3E+UvtgliuSExUuUyrJE84VQy6EKTtt0oYI/cby6nTUu5jXLFh7Z++34MFC/7OaP9EkkNzkdZs9p7e+1IOD23XZHgUaJuH20HA29dXbPaw73XQC21QA0IDVtkNamKiePYWqaebJr8vFHtRFUDrzX4DUhGsQ40CoeQLnqsIlsAIdgzzPO7LWXwZb7NGwr5tpAnc3puduSfuGZznGzJrbqtBXxXUyE1UOMdClXEZT4uqZwmy5wFOe7kf93sSZK9qHpqYOf/eiNAQrc0pFpuDodSBwezD8IA4/pk+SfmznAkQea0iBs2vU19Py49xAg82OXIFGyPS/Ligd+l4H5aL7+5bMsvb2hJSIdzAgCGlcRhERF/3y5e0LF02xyVqBTJtP2mvJtOW+wF6wKv1BV6+gL/sylKiMRLYHgdmQmLtpcQ/sLxy4/H8rCyjp5QlojGxMz+cHdHY6Qnx8RhZ8fBZGBAZsBEZGDH0WG6JvP24C6gfUJs+ZJdjaR/VFfGqN1tygXs4xqO1LPDrsAAZ8Cy0W5dasqU+evVshazCa6vVwQ9LiEQXOaSpcVMru728B245L91Ow4ZSbDp5qFBn+GpXEyJ8CUETmbUeygPThojFLkw9kUeSOVvKehrT5oAif7aU+qQ7Gi8mR0F9T1pXc856UuTLFRMJMoyTmzRH1fXlDDFndgeozK8eOfnRUAbW+RPik/bXIDR6azG82zIHUK0ehrZEt4igPc9IcsaEk5jKA+nRutipsef93Z3DLSmYDOMcFiCh1lCNvxsYQZT/q9uAZpHLhaxWcuV8n2j+3ZW9FUndDpvk5trIQq5YAOqZkR2yLEKllm56r/4/hrOqb9lLlCHzXmpUL+VNelY7jFWHhxWa6/5FtN6CJP9TZXNFNiQMHhiRWkDUsTLSig9pC1pJGoyjUNntQ4sNvKRzHzjyat1x4T68nW82R0DQm269sOiV+riYQr0tPV5CBwc0Kog7DbrZIi2U5alOyghokHTd9iZXuk+DB4NC48vlMqvtNnb3dhLD5ceGyZINlugW2tjYCrnnQTvvP6PTYsIdrEuD6tvjxi6w20pnmTVfROzyk5WJ7LvsZu6Ct9qfwoXxUW0bZgVZukKEUh18pUlfjtNvGDfLNRUlzY2XLXOwKOcRE5EiElAwMiJSEhXlQgTfeT6ZGG9cn0//z/rfHsLvPd3j4T4nsbxM09/JXvO9tBCTEgWeVt82jptc3+wYi+kvl9qCVM0iq0uV+A8XGDkObbLtSF01SvNOmHcdaKyLq3SSWKbysleyqxbShKeuzqHdSeBbGx9PJW8MnCBG1RhEgCdQjXiPwDXoTe41YcJg5yedKMf7bkmq/t1+e/CVhmiQ147vLU//ZTfi7f/99Pqv/tJ6+xntoDBXGJqDmoJbYjzawprWC/CNQ1FakQBOKoO1szLhW1rdmdB163JZWuz7KCnRwcjl65K1JX1y1Yk07ZnP2c9mu57ERRPO5q0KGVEnkKSreGlbm3KR7AhQK4lbIixfcYmUPZVc19LVWTScMFlKmYMFzCEEW1rjF8tJ5fL+8iKE67GPTw2kiO3LzPAbxQi+xXjKL6L8R6SJsK6tKZ/JTaBw4ldSvrOwt0gM6JPH+za3fTI9LNCRCpywNBINMw7XZgxDbxn8FyF1J00uctPwGo9HfMLNsfRWPfMfheQC4Eo3HCmhHvidJV8eTVk80GwmWstVyLNpW2heeT6Ry5gxBv38+iZT5sMEDeoOoyH9vPc/o9jjplBMptvmXDk6lLR1hCPeZl+lk4pWvxb7iaSDSS8vKs+Ah/sc4ZJ08U4QQt/2LlnGjCTX5FVdeUUjTRDBtu6BwzBZ/GuWSeVVeqB1d0lR7aWeyk6nTbftZ7VXAusyoBvpZoW+tZ3J0zrSgrU7QLZpQ7q52yPx905QEdSoQEa77vmphjLMnWHH3RBupNOc/R+70mNlzUPyGvO8jVeKIvsnxkA9ePMb01kyNscMA96hG/43V64eSdqDGXIf0IhrYMHujfcDsbHX0CaflnIbkLycJZYHz29/NGCoKri89F/zfzazwx8UmdnEmbgLigpm7O5Q85Ds6fCYmt8Z8mtL7R/J5XrJou3Od7F2ox7GMfqDV3GHfh052c/dE47fmcCtdKye2ebmEuzQnUeSO/ou0gcwEtyYajm1CilIIzt0nHvEhRqoBKUjjILk9cE/4pE3ZjfoRNf6kgG89mnexr4IfvMWi27OObUz+R6th1nkVGI05JLX+uxk05hiWr7vzm71iyRndLsk7SW0b6MCnoPSk4kd5J1oErS/HKDOySTYoOK3lG9JhpJ5CIQlRLHHMXpCQjzWIi6Ddd3JDg389NhBOAngC3kC89nzJ87jJ8OEneqLrb5dqwN0352zETVKkqPnbM6DW4IhM4wAWkvXrwmpqNS1s/vP7p1x1Sh38nhl8IrN1ciZZ6n6Aw/IG+7/2r6KgzmQUbGEOINzsb/+BXxKm2rbP6tgCP3IElpk6iH6SpVY62ZOZN3nyuEBARox3W8KEkv+gJj6wd/jLHWDkrSNwgrRRNVLN1dSrBnzL6rUbepRLh5l0ZftDa0Nay39h0clqSzLkBG5+HFw+vkwc/s6MzI0N6kpFxk4qExByLm7seeW0xxbb/F00jXsZVwqivLRQKB7U9D4Y7JxILJspZCOXpDC13csp2ur1Cyo6McMxGRolWnsQc2gxd2YwZCaUwNmdm/stCRs5MRkdPTkdFTc8pp22d1ZDaEBHRkhoT05Da0lIzbCszsfZlbk2d4gsKfvXajbPx3qebPayoT1hJv6KSlMd/Kc+7lJqZphxXVfycUVNXzzUxsbMzIbfh0PhrHDeuS9h6evMJZP0pimPxayqnOR39xrfqCsvV6ZxK2+rCQl6HP9BnlKMK5ga1TA6HsotgLe2FpRaLysozy+qZ2aXMwsLyajaXvO3JzJdbTq77o9MzH6bHOypPL+86zcvD1nmUKQZ0D4+Pj2YTArOyLhZkWMh5JCQxnyfSaqkaGsP4VzekQm+v127DwlliRGZsfX3dfaFQX/donGup9TUm7dGR9qSp7by1qaWl2MjEudjMyEinzGxClObq6ujmwsLq6MTExOjGxujCRrbo6sQ5nB8Wx6wq6suK+ioLU0VITWPKqpxfdg/NtrBwzAlwCL51eS3QTMiRk2cnzipqTSRgDDLV1CRCjY2N55SU2GRyc4xziIgPi4aHyibGJibkPFxdc/pMx9R5F+1sXF1tY4pNSjRVU5aTThdwR5i1ilqZmOUZ7MeSlrSbzb1m5pcf9AVtlkF22trVGnYbbX91dPiXncaSYpebmv7cqqmt2EznA0SX1te993+jVhEGh4SszOQDhH6qcNApqnAoGqiofDfdlzQg1dMj1iMlFTS4O292r22bXm+1WbG0gZyentUvoCMhfZ5deXzUaZcPyM3Pz6/Py+Nabz+wkJYvX17/bss2dERzCW+Du9QcpZFAlOlRZ2qezzGfho83Yjpt2MZv4/S3XzRWrz65Pkx3Ha9l0ovXOfX5si/Xo7zTMz+bY8RNY1stoFtOHve7hV7jnkzbKOU55WSqnYqNruO2mcLFZDFsaY+b8GiZW5npPNOCkXqu2S0Cyqikkw9BjoLNlGny2IE9ZNumLeDj48XvFonLYXRc37XqAsMkga4xBjO3+NEi1JKD6lLC8zOECFpX+4CAd8NlecrUmnYubdOlZ3S92gOOzc6eS+1bZh2ati0GZab5OhbtdyLg4PCIAbjpZe1Klcum835L9/s98QK+vNWNq6vAxfZOM2dfVw+TnPv+4NaeMdB2/8Ua6/lRGEM3JfGVWZNm7FKus+YgaaFQqhldFYiOPq6v2zzt03d5yJdp5+BLsUU6Tcg7idfyJitgYTL0u/ro2ul2iDK/V7tirmLLkOl98uzkj42UuiBDxtdkA+/GPN5wGzUswMZuXk3ubWT2Xo1wXjKP+cSAAYcCeQu3lejq1+hcfriDWGvnuBeueMbcuVX+L2ASd3FLn3O9dO1YdFpn/tZqTZbsaTYxU/aH9nuAWu/NYquLifVdQvpWPAvpgW2dTcqrLvVdVf+Vn18hNMJyOVs2fiKeQH0Mqpne7DMzIS/xcA6XjGolQ7Kel0L4DKX8vl9pPVVqH9qvvMLFsylm75yw+na6dS4EZmKsEnZ3rrQPWDEvzffR5jkbnF5i9/N9k+TQ4Kk7ujnsVAU8YJ4t6NYX9R9SxJ712bo8WLkJzvaQn1dMXjNgSdRGVvZSMDaRq5mVmzvmIRtqsc1Y/FWL09ziCEZ4Xg/37rhf8kSIX7NqYzd41xRWZnbcNzO6W0NVdnh0c0ZnPmD0XjZtPZgtcEt5uZy7L8d2P36DQrck5q3+4pSwJj75g/Vyu6aJ/pBdDGMWuTnLM7p4jLHXdvY+/wzfjSu/kAg3q/oRrrbcYWGvkZOqW3xw37q9WHHquPnStU4WNyzrjIkv1QO8bPNgTujptpL21FBIkAPsFKPIXH58zH+qGjO38z1vvXWtR5VEE3DYbgj7WRfQI7VXu/sTxsPK0fQG2oXXJ/P9kFchpnxGJTmWh4i0lNxJVoWbZVPDciZ+5wvJykOV0gTkfAInwuaTAdlUX/76V8Cyu87dyXjrzCDh5Hx6TTpnYhXmxvzCTqeV453qCNbfmwM5F7Av6ycX4R4Bqfrff8Ayq+2kDG3g9M7HClVwQkiQzfGAwuOUu1OpoF4tO6vhc+6xvKHlw58Gr0lhbdAEc84iLou6zMlGgPhR8Xvkp/bAqVuXWHO96CU5kA3Es2rqDQSXHws8lLaOdDmwc1shSRG2SKhxWX6667Lp+T4hiUbNQGr1Qq9/sy+qtTiaalfOvD37qbni/P17DWTP2UWyI2Iky8RN75cEN64qmhsK2CFf52o9KVYMZHE34+F9sTfqTsYZaztKWj4/cfxmX2EqU2fqJTZpCIUwxneBWFik6fkgr8kyNeAG0FqML1TMEtBy2w2+fN220sAdPl8jSbArDmD+xOt9e9E8Jd9OFWr/XTwBqViCVP/YQem+NumaKQa/pk7L4nzJYvdguAy/VewNFXG43sOfQckj/4w6eaQY32xFw6DRoFHNLCzSUGkurAT/2y8J3zG17qKuJoIL+MuntZ4tlm+r2JgiQlgFrkrv1gO+iedT9ePVR0wCTe6BX8yepdsff5ZJ3hghrD0s+vkNTOcmzsGh5FfoCrwYPvSqfd994+evQj/rTojXavuOX8dwM41sUHbP/q2xt2pTzOmjw3DdLePBl3moXLzJQ+bJkM2vn8zqRvTAwMVE0EKSxkZtR8I9TbmFaH3W1nVhyw/ux3OvionqOy7L/AOhKDnW4b7W57Cnn/6KxkjJ60XZtzZPK71a0C0B5hGQff99oQbHogDplec9P3IfMe8g6wzbY+buIIK6N5Na7ub2xRa5kYb+T12hwXx3Nu5lah7ftOar3glEn+08GeB+y9yw34FkUvxdgcWtMXlqdrw5qabnIPN8ob1CJJC+UBMzD3M360hZr9s7OmyXaeCRe8uR9/XJvtJgL5uaVP3R3BebdBc1fvOSwOlOnsryXotBI57Jhqxpp/atBV7Jngt+PvUU4pdzpJkv7Nff97R33QlPTp3/WUyFSi/buXu+z3fZ20up/95O8qhagTfT6TAaimixtFH6zSG6+mL13M/iXo17l3nZTpLQ5ad/4u0ZVz0aAARhX1wCPJe7fes0s0Tv/r6SIOEupjwTm/p7/utAc53Zrxriut4G/hFpi5ORREHBlWWDKi0Six113/ew57rZkRO7pTzWp+fZzsevxJEDlFu8wilCZ+aEp6F2Xs3sEneOe4lTJdn09iODOn0o4mUVguvLo0R5xzOe8gu3Z+cb2rDoMzlgYvnFrdK17m1RT4VjUDthC5qaMweifSIvJiDmvkdqgos2s5AyPo7jYvyTzsDOMGc3QxWNvUPxS3G3Fq9GSW4bYiOw74S242Jd78H9KMycpm7EoZxDeCyhkv4pK1Ozmw+g5xDuSFiqunF0UoXC7FNC7Iw9ZD1UNDn0JCcopjGEepVSAei1olrfVPR4sQpso3JAGVGXb3yTQXSweCD4HdCVc91lqmLUKhe8RqjW/XtgCv9yl3FA9zYpuReYK8xOlp4MrdjUbKa2CbDtfovkDo/67blemhYwLxvDpqaQJmTuxi+l4pq1P5OJ/vl1n9o9Eh81IEb4Xn2R8453HsqxqFqtZatQtnMnT9o7b3Nc+stci7a8IxX9oJLGNRF7jBl/ScPMuo34q0wP8fVcqWO6yLKCUpiYh1Rm3ObJRrUF4RQvrop3wLPym7XaDPNhynEwPzT2q9jC64aNa6ZkwLr5e09tisa90IthVX/bNCJL2GU7qsQ5K47XLGih3VduL6r9ctgjXKiSB1ezpmdRl5vSS1pSLAQSp7LwxXyVaIu8T7rhKXLOJe1H5OEZs074JMcTJ8uBO9H7SW3JxC4JKZE4wuFj7yJvQkNJZum8b/j6+VzqKVziECm+C+EXC3lIhs15p2f7odj+0bJEnu/49/HOKZlyIKbxfU+vuiOyjrzugD0+C9gFP9xXom/z+Pit57CC2uP5WzYmy3eSwpTHeJfnhz6yqZvKpkmvHk+HOqkaFZOMGfN9XrVODhPwBPX6ExXr1uSi7k61hUcaVQdNOMf8KqUO62tX5uLXupw7qXudBYcsnT7NR79VquvZ+cH2JWU5c7SIGj83Hxe127OLszqdrpMvHLlR1bpz4IGK9D4jm4+HoNrbX5E/cuRxjnQQcCdxT2u8vJYW7mlW/AyqXxOXNm54Uvoqafyn8qudNpgM/E/zhrZZ9ybXJGsb1yGaUGsUob90i/rba4a2w5orB362P5rd6M5iNrzSbaNkPTaIow6n4qxj8y7TennVhsF30+w3935e6qZv+s+rKPpRGgHuT/bJi58zWKpuVsdE2RkcWEXcGp8yr3QTZYSpktNQp9vwc8p5+wUN53arfKm81LVsh9Nqrn4sM2Apw0fpj0hNazAKyBT+zGX2EazxZRspSS8RVfUrZgU1OXgXrf4R3D5M/0JJfRm92Dhlf6l4xMr5DZfZTyPHzftwTysr/k6P+HL7YM76hb38AEogBEAibqQ+Tq/dHghY278zPJWq1SGPZ3bBm+mjME2/PQqVlFESibkv3w2Da+bP1XYgdOSy1XUrKTBBeVQMDgW1usjLzPCS8G/ELNpfGz7GamJ2dK93tf0YOPE+rtNgcSPx0mKLZz759anDwu3Au2KadvysNjYnTerjusDHYkrzzxfbjjwBJ23Xh6xbaRRhr8h6UbTwRaZJ4XYEkiu6DHS2O/QNvHll2IQc/YCrkQuvtRqwV15jqW5Nq74n5Lix7I+Zf9l2U3Zp5IydHw6ttbBAWZXGMCGmRi/b+XUvan7ryq+pc29j7u542lkhSKj3qxCplPtE6FWGELjuUXas3YK/2TRCcBt49QN82Oqncyv87MrMvsCx9cwuz+ogZ3GRPdDvMoGAq3iTAnd56+BxlcuV4XYSIYOElTo0473U7gK8s+qtK1JYFvSydcl1tBut39Ud3OcgTbT400V0uBS5xsx+EP1Y5+81wq8DFf09/nEh5UIOPk2O0oBRg5eYO1I2tTngSnZvDFOi2O3xeeZuzUXczvbg8ucLdHrIraEgkdtwIbHq5usFsRym+4wGMeDo7DDAIxLyaOHSTLoi0bfWyQo1mhkjpqwhV7P1GtnqNLAsLFbV9wg5Va1uyIZt/1TiHWATflj0VXQzHGzLc0DqI8mt488C0cXJx4g/bb5omdFyUdiwCuBn07EZdl/WIzLn+67LtSR0z6/89bhPpsG0Q42JRRi8GMPzmEofXX/VrHu6rp1PaTLO30Vtx3PhZSWxLMLsZC7iXK/WPNkY8bnYfUZh7EFvXn5Fln3xk9ZAEgAhzb83mVA914mt3OcFxxF0U1tJgNSArn6hqerDODVAZySo0G3aqrRajbKO9jpWooaSz+9bnAdyFlqfg64tQZnU6R/F26uk7y+jT05fKmlaJbsTTCvVXPI2wnz1BByN75J1Iwu9mn9IroQzHQTrrJGWr9idv2sJzC7+tGaZZhjr0QlIebE5kLKMnwuP0ecur1j/Ee9fBJh3R39h4Tqhq9al2GQFip81nuT9gSWRMbMQeh9Y+aMON54Ut/YlXu+2Zl1lmto+dSJ9cw545GducjmyhvjhniPTxAbH9sH+0i2iEV0vpGMy2k8vw1Slqu4lR6Wce0Bx6cz3tErjIfoc8uX8QfpTTN0i6vMQW3u+3qxvpO5GLHqf8/RxHRELGb2+o/t5vDal9x8Xy7WYhn3pDSC3Z1mn/cU+DvciNAEv4ECvf/iqtFHQCsUEx5Gf9ZjhQhDQmpLk7+slOjeQxm+jpgJFEwDYQN0fl/T6JBiZLqSEE+RbAZvxLVXWNn18VGald68T7Vv2PfnOBx9vs+CyHuzm7Pm+MDxyGjuaqekatFXLPTf8GZ9CHZQqXn/Uk0HPfD9f3wDrg+bHCY+E8ph4DjCXWWePhN/l+6qk68v2TudChv9snhGTBFzrFmvMYxgqJRqepGnb3W/u98+O7H1wwJxGSSfE4uLRQGii8sd74ND2s3iTOSaNKctsTQpXcM+lmZ2snt0fkyQzPbCMRzX7kXEFslnCK93okG66mfgxnED6t46lKu3X51twivUC6lmFrmqi9sIZxPmpXMsdFL8gU3Ov3MsY1+PGocnryar5S0Kgg5yF4/4ajQU4VCfz6B9BMyzIKP2+DGlmOTGREpc8Ks9PPAja8uCK0ROiETY9jUQxdNX+JgQF6SkSNu5JJG7TjtTtTldHk6il1At5t4nPGtiGSOXFN6j6+cSlB/1unP/bxXGElsgl0L55i452D8pL69sppmOv4RKHxJt+Uco9MHk3OilUD+AB3y9t1XxNzAO8p/d4l7VfzaP00Fq+ex2wgOI8eW43bupb3hcXbAFoAO17KtnoI6CERmPEbSWDp8UC9KygJ3UswOh+ipOezG+ob3reNX65+/D4G2J7aRlA0+3paUtxTqiW1sF+c3yTZ6rsYeNBCLQ0W0v1NxadCApGa/CW1gjdQnoi8RElr2LXbW4ToN4NvqPdThudSo/hziilnty7j/JcdFwUBpgejYlqvX48WN5PzTeh/jn+ANn6lM2YZdFyNoJw8Glr1e3JC9Phz/iwAr8KkVk8pqRw3taXVujk2JIUg4kA95LTNGUkTzgxyicKsPZ9n99xJeHMFvqpB45EnTIkj0qXvsGi+GDmEhu3PtEiB9qxbz3UMoBPkImu7Ebsvskpw1e+i5cMaAKhHhZbHPdfFlMrHe+T4CfSOyzgmj1N6u+6z1XqLtXyQC2MXyxUjJ9FtCV7tk5csJ3TRevrJoYh43mnTl5i0ygzAnrvS/YbmdZDy74P3adMv9yTaKNRCZrXKPy0darra1f8vDR1LLqMEmq2uxDpacVBLjx4BKnMXpbTlShrfs5nx4SdL+15Xra3esu5S9Zsi/gOO94WnEEDhM6itzdh7XFWiPk/6YirU/VvFm2eT2reiFsHUCQeu9FKqepRx+3ThM79L6YHo+V3zStpBdJ7TuYiOkWu+yAHmmFqvvfQ2+/FXHbL+FZltd8ksqS2e3BmKio3UyoqW1d5q85fvd620nHwiGSxf52vmrwv/2Dfg80H17RPbKvzCBBJj57nHT3+jcxJdIf0o86H6ERfCurKj1l5vR65De1Rk8txlG7wEYOIPzIaD9e9VjDm3YZuqe4vRJs1HyzcFAuitfdgKKHHtyAT+Ao9VYDODwWplmI0Nno18zS+hRKAp35tUOtmm2QC6vR6LvtFxqfiWkSiHrBCXtuH2dVXeCLA8WfJp0/b73RKZxOjLTFdl8Fgq2/xvMqAbFyvRR7FFGEgO7Ug3d3y1vcc/zfp1ZjTDTVNn9Gwsw3JbWIngoRdnIiiEumy+1GHMwP+ZvOxnuqotefIeEqc6lhPXfexFvu2boinVL0bpDT0gJZlm77PuSOh1h9sIQHcNi10I8Dabc71MfNd96htcnBOJv1OCcS6wntj63g5ZmZJXpLJfpAAtcrptHWNqK4Mz7e4JJe7ja5P58/RcETpUEhShK642iLrEFYQtvZQnd+0meAOWT9or1+SGHFq9FKzlt8lvAtfOSX9od5zuuI5RWqTmQeAnZTx39QxXrphILEMJPHEht9atH8YagioxXnIxaA8PU3uGa+Z44q7H47MW/F/wRBbY1hx2TaUyKipiStkCE6wsDpWK7gcjdQJIuyParjV2HvsotBCV8tKB8Lf8AvHSoZ8NYqegbh2UNTalYO/5UtuIWske1AFXy3UKX3eTKhRTDxv8qvwcT1diw8PhDZkm6cQBn9ZvSmzR7wJ0rLX6t/ytnfMJMTauv6ZeUiWAI7Ym0K4RFCH4KeT55EyJ7kIwz1u3zOlB3Vz++gSVL07/wJ9JcSQF9cE2hUAxi1OYRdfjXwygfIFAQQe1sQJ8T2OXrBZzJCq/BXlwB6thhMZMgcn4A1VFrOxLy6lWn61dS2xyJuKxgT34uvfBf9cRwz564nf+gl1cnJfj+wjbMdefLfl+l9vYN/yRd5y3paIKyDrKHbObIu+G20RXwW2CWj0/U9+p2wxySpYfXzGsWca/UBiUmsCEXcVHYd7HPmAM1occIzyeA33aPy9ebjijQDVrhQqkm9YG5/U//rM4EzyLUAmrGAHaUDJH0uAWOD3QsuhkbtEEUAaJ+JjiGcrsHcB/tpdktHFTQIpDtFV7Ecg1KsNlmOnzxeWjdRtprfGnOjTgYauQktp3av/IU/UUXz4Uk4sWe+cKTC4dKdRr9h13JdTzw3c6VrxvNZJMYwy2o4RqzJ7s3c31uYntZQs7MqEJKwFoc1G2RsrytNTDi+rZoy000JCslg65mJQfNTYNdMZEuVBYEplI8uJto+UsOyimrFzyoff9NC2AsNeLoRPXxe84EUELN1+uNQrN4kPdozpNtUoegFu+0R7wEe0t3ynRRxF7/VgErv9U1g6y49zkm+Xo4x0U96nHo099S41hPld8dJMed65VFUwFVVX6fHEgegMEHz1elCWHuLIiLcpk4updb9BSkcu8h4iHRpOtq30bKiES3VWPWPS+W3H/ybkTIZM2FHJLxcFq/aqmDIQObTZ6LH2UaTPL+SFGLfkPlzD9phxR79pqoR0yAfypuakMcQxvX4SjT1bLvT6DbMme3fdkjQUBD5/4kFL0XA94FQjaXijMWCtxUrViD1GEvowMNZXSYe2DOxY3cKRugVwuErpkybUTyWpwV8uz1/E5yRaTiEsALwLvSnMVn7cifJ4pbh9s3zrju8RyEEEES4c0rhggNvN5DEt/fjXKMjvkDs4juvhzmLH1ZFYLEUWJorxdurh9g7dTZ3gb15p5EB1EbYKMxXUs/mK7fQOqKC4ig8lf4sOD2lMlntQO0iF7szgIx7nw4tnZl2ZCGW/eaJsDn7JaId95N6wALtJNtn//SIISoV/zC0YEcLw93Uw4QcxZ9sxS/md2/j0CRCHCsvQA4cQRM39SWf5P93JruRmo9xtPgx7CINITkOQ2uCfy6OYNESerIEPHkWHTcWCajgnBu4dvC1Eoe9+wz4feushPz590ghxvY7jXA66+qq7j1bo/RD2l0EN9nlK+dNiagOJcNH6rO9Rk7WXC8JovW8nL3ILfO4BwZsZkqhcdLwRXomMmboUYwJph1sJWupKple4K9GoASC/i7iFo7x4SLj43u4VnuMvf0FPSWwZh6Iwr70kT3xbuKyzDa4Z/PPH1C6LAsFrZ7+XP6hWU1xyfu9Z3gacwvUIlyNN6/JFlxb3xPciPmECmWpa6HdjfD8qxMALFpULdy5BPoE1UfxIBgoMvoJVCuLD40cuZHrRKuiBD4WMiz9f2UH2FHzv2iizxxN2km6OgJpdKCgaRG/iDxayHEFy53NpDYRO34z2Wvr0tZ9mPkhjvDFKg40V8w0Qws4Kbv58emTWR7wM0X+DBELKvA9ZOX3BKKhl+YE+NbnmAkhARSW734RiniMEg14wQz7mAfvMBcdBKMxolk8uOrxDokLplfaLmHCHZomAfRRt5tpf3QCVQY91DaQ0bIy7cD/ZWU/i2KO7O5UNncM6dYw36VOX3Lqfa2+0c6BKMqK0bJZtWI/rgu+w3EMungrm03JkQIc3Y+IK4aNKm5vZl813c1opEsd2rk15vccyUyd/jF5wUQznundg927lVxoR0pmtoIpeywtAGlsLYijpFKbJx4Pk9L7qHxulwZu53BUvCjf201TgddmXfz8M9bR65EJrXb3Sy8dybp3DBxMSNG8YJEGznreRLBX5Ud5qPyz9HO+lQCBR/7g6xn87T0L9QHvxMp2teVJA8kLYFgetHXGXcRGvQWQiWquB8QZrVKF+xZQDI275lMPSR7MMMGwthYgU3pKwAhOK7bRMhjX1vtrL5B8iQtJ4mgd7wyRnoI5uly57CdBHvSxuIlugvenvDe3pIpyaSaVaWTchy3nZ4ioi0080rrPFDe3n6bD8SdqhAG0UgjO+uXwTIGNJPOlAtrPgMz/l/Bzie5bc3YbfEZ1W5yY10Uj5axACT/cYKbwnFbFt4lKPmDIh0yyiwJnP4uJUcf7x0G09zwxpFHw4wSK2cUttY4H2CPtIyRcbs3M2KxTfKzXnfvOr/crv36SblKpsVvA70+m6fF+398lbu6dGHjqjIPr1+gCN8jyiUlVwN8NOl1wUXG9ZUUfrkPH0WC4+1d7Setf6cqCAxhKNA9J350pKjtn2KJtE8cES7ZSFKonCzTezJ6EMdYdYefGC/I1fkR2Ydph1ezqQFwe9prrqZyFnlptM7lj//vrzcUprp4/nCOKh6h80PU/AsKNf0CcAdwBfvqV3JxR7WRnFnI8Cmrn4k4ag2l0AILXjHv9Oosn8aXNCNRxqGgRxwR9Zs4SsbX+DbMF1AKR+9wW+VOLQXUa2ceAWeZVnw/jF+f2EeRD0fo9LU1zs3Th/UJfb6ZtXeiJL8GDn8Ydx446gInPu39qbGlsS6Vt1/rouNGENXvOIQXeLl9cet0I6sJlR/qYkGKs7zWT64YY4L3w1yLeTjcOapWnUCwl9ta1ukl31EqECXWG8au4lfvPwAfozVZgi1xFtkUHmMllsIsGy2wi5CMYtOiN0Yam/V2QQguAd4MV9cewEd8gPeN7EcDRgciz/bMe9LUEdz1jURgiu1w7xRPc1QgBTjRMy4QsgrsNK5UaIFFjYz4jAawNJNh/fnPA6RixVlAOh29m51Ja9N0pnvViwm/H0riH+mEb50iNWi7k75ji7aAOPwDZLmNEJErkVifuxjX4jPVhQ7e9pb/yE90divZK5t/kcbEr60/5eMHRYUbHvWEOI48dZudxrt+lOnOnUBA86qHkbF41aNeBVqutznjNSdRCfW3iPMCNwPHPgxZDXVl8W/fNtP0X5VzY96cfLnvIcv3IS50O7mSfHiWy73HBZCYZSJkZeLq7WjrvsqrK4uDgKZaopaHHziSl95L7Zsg+Cv+m2enQgMS0qBoWxOR6b3ienUcWG0e/WnADA3erTTa2WDcNb6UR7Bh6yuDkNBTwDCiU2IQM2R1BidHRudGLiz529PdOdPQpnNlZWR3aO5qbmBtamhubmxuYm5wY2juZmJ0dHZ1aOEARgNzCF/TVtb0oujEWhJQx8DtzFuFOyk59WtgfHqyGjSJa+ivXFHfieM/um77KWj/eyD6Ys7jZI83U5+UMWdjyaozSJ3eCMbz/Bv0BR4j670K0c4fUYCxES3F1pWQ8ovJZypUbpb9fLy3iCrj0tS3Bf/Djlgb13fkuvrfUOnHdHJKw+3NVNv5vZLppUUBpZ20y6pFNuLYJcGEM15F1y6pENVBCyXj6t4ShxpeKt3PmnLlMDmcZhswwctih9LnpFVJ+MKIY7hvndUL15/3bNJ88u9iWx1wyL0eQ4F+alarAU5Y1s7rM9ek4K5oH6vC4Fq/j/HzvvHOXJ0+wNdk/bPW1z2rZt27Zt27Y1bduetm1827bd7/zuvc/Zve+7+5z7957NOpkZFRGZkZnnVMUnKquKHcTNvoZGQ2zO2uS3OdlUSdEEa2K/B4cTE1SbWTUnz5dLQUTFmNDDCTNSm4jKtpe2R78JODaAR9ynz4k3z9G15/1Z60pwaTs3ayXvzDTGRBq2DaCb4cagKe9SBFKd1Ary3jx6LxHRBV/YgiaXx6M1nkSmk2BPuhulE4M8sU8ZrI4qol4lgSj9QhDIrpxaEET9zuEQYIgd8hXgJOCNcH/Qpx3/2utqcYuVWTwkdZqKtp8HAHou3vPoVzJCNowDRRLmB/BGaOPExFIken3eWz/2bUZOW8jOmrU8xiuJvev30NWMBQe5Sfmyb2KDtURTeYoRr0MwdQ500K0ApXihPIWvq1FrplMKIMP3v5tf05ypE8Sr775RZTfgr4DV+rs/PlfDOYtA39hDxulKDQJn3a0zPURS2bBHF031leAA1o9OJSvjAjvx7fV8vWnJqnmR/ZLdG+Lg5Z4Mdsd4I6va2/E3vfyaNKzouR7crJeNqrDO5uyOlneIWozWnjeStXjunWqiugtXLciWfoZ5kgsU5ei4ingUawXrZkP+iiD63z44JybC66C7PqUkzsDZ05Qk2VskGamUZZG3WS42Gv92zBIhYKQn/02moXX0GizI3H5mpptpVTAGVvJOlekcD6c1R60RYwKFqJt2NCDR1mBtSvEsynSHbcAzbtzbr6uynMb3EzL5kWQYgEb9u24KjRT501RhRqfxx9eDi2Bd/WIJuoq6lri+EGRwcerZTFs8X2TgwZx13uuMlbGHa5s3eEwVT8l5b23CVvREIDj6ewRV7HUJGKXBzT7+os5WyXqb9NPQnedpcye/vZ+5M1LprELqMNf4jgSw+1Lmm6/QODZ084D2gy93VmIF2RU5RAJ7Ge4hjWD1YuzdzGfqYixjZz1UcyEsVg66qcoilzVuWsAQ7APtxzMr506zpWtTvMba3KaxsRkZooY6e0Z6xpwsEzIZNjIyFxU2dkBICmrX+NFYo1QOlicOGueWrByMuzXXH1cn2lEFRFb480mWEm5KA00dNc+zgbhlx+5AYjw1SsvLRE5bF6NrdaZsuO4jebaXm9LY45QYdKk3yWRh21dr1gYZrou9HoXO8QcdhZN64hBAhQy30DY7o5u25qHyEyH7g4CnvwR4QXz6bdDmgPrEKBgK1/A3S3pF+kGbofn38+GC3T2xFH5DBSxZZko94nZw+jWXq5VaF5nn5wVMnlIwowKu5HNgu7EdQuUt00nbD7cPWM6mPlw+u+5UIfCrHW89ocgz+Gl+PG0IXF17cFzDHzKYs0qheCMq10uKzbJ4K54TQbu1OQwhbO60VolnCL1vpzyabARpd5Qub+bqen4rKV+NxXwamKG4VFwuXVYyK9t+9qWhfYOF+7bL+vHHY3W+mcY2Eg/HcjWcDEF0D2ZIjoXLFe/l3LyVHN1J11U+UxKH21yEuhtNipKYPsYYIipwzU22GJzejQTqTqIr+d1WoU/I9ShFQkt7tIeYIIROqc3rt11ved994NrDa6KoPf4Qtsvxa1q136e0CkmXDcxreFhJl+0Mp1l7SV0WPGtRTknd5myHuteD4OH++kzpkKxBEe3PN7jrII6nCKERcF63R9cYpE4fcHbeQRLllYXWS8OHySyqH8/w4Utxz6EDVcOeAyLzG2XdBkgjC1BeA4kQI54D1JXKfxm2rlsOA6Cm9t4yWd9ToREBERF9g338xqCC0dGw0cJEq37MOwRriUCJ10Gk+MZgo6lJojGLuQ18lrW31A2pC42z4+b0gJ6XEo11LJCoAdrHo/6vdlOCeB2rNkCgLhPYJW6aPs8hxSc4V/0ys5oysulNkbzXjCc8kvFsJbhfkC6LGUnIW6vGAOtZBn+SrSdaAPEVYU8G+efRvd/yBl6nL+NNC6kaCVPgd3fugTm+7ZrMKwTr9vrCK2/gMNeR3sY7nh5VxJdsv+9e5L4MRNlBXjW6unxWHoUcmPTm6M9x04dKU5BX/ppIEPNC9yJv6wpCz2FWgZuXEumupe0VMAp7/KwGe1UdHMjf30KFJ7Eqi70L5J6GcGV4q4oZLaeIM3SABdxFzhayyomB+takey3yB6/tMAw/z+z2rxXeD1HGoU05MywCDUchCJQclPKFdau5VIKTzsmXpieQh6tvN9ZIUHBR0R/EyMgwARkZER02H+rX2Tn+uWsRwrZE6OgJWWFhYWnivxztHZFeX17bw08y0uLicoLEvUM9ORbI3gOxzmGol6dk+gE+nAuqYHyXm/YjXQ0sTR3LQi/gSgXKy1Z2QxaKKKhqA/rnav3on7hsbSGbXoic6q0mAkUl8YtjKy2nXr+k+EjyZjy0WFYfJj2kkAsjMUTKFU2XLtZBnuaHFQFo1X475b0FJlMrFdNV2O+A7OjoE/nj9STbDtmpttMvr0LywgAzrjszPuiz/fg7XtUuepkmcfEKwJPj22FUxrBeTRnmdKpHm8Gg200/pliWlkCI1x5MCFWQU+zEwxUri7k01QyxjSLXAYq7Rc/WMJlUmO01ZKyB+2sjg4B4pPrxdbj9xfYjbhFbicAD7RY4TqDITJreY5w4CcNdvQPFCfIyihZlPN9JSmD9YKorD0jFS4KDA52c3Mx1FASWWe6kN63NmPqkC/GLeZwR0HdKUThar0zPs1rPCewCpASf7Q4Z6c785TL3qk/nerHWOv9exiVsHoxYLblKtVaDqdr9Fk4xIi1LTDzu1BQhiVfsA7mVqTtccDW59vLNreMo4WEmouxprmDY1IxahfdVW8LXS82dS54YFKFPrXNeXi9nm2P+a2Y6oEwiqw7KYENJUT/lY2zGT3XfeO7sd/1VNg0LBbQwN8XAU6jP3DJEHGOqHrI7k9kuyBiY5lbsAaNvS2xZ9RIKxKfP8K8Nz8bI7QPkjLDakUhul6qZzWIylUo2OutCl7JdLz9ihwWa+tLxfVtmK0ZwawZrDG5no+MophyvATnaRd0ertJsHT/TjYEsMfcfjh+hC8Id6/hYj2puOJu/qYZIuM2+hj59CJcBTpGRQbV5lHo549oJrPZKlv1ByX/6SodbqjKIjmLlAHDYjJddaDPDq0YNLwHjMmtacq3wfD0Mar/MYuqLJAA0SSRxZ7ZLcCPasOsulC3uE/3HLE5EHpPr0F5FCNUsV7GKfK6EJ4LlIpb7N109Oh2KxAGZKoSN7D/4+PyY7EsGq7/U21VGStWcIrhlQ3zlrH2w9kOlNlq8pwx4KslE6g4i27CdJUc+8c0Zsw51/ICSPC71uLYtijGvuYuwr3fwGcGm1jft+PCV+Co4M8ayrf9A18C+fJuZ9P2isq76Dc8aaPgupFaoDy1HjHFzi46symWaw+d0ZyLJY+LxmvIckZcboyZ2ZtsNrzb8bevxhHwJekNkveWd2kJSFT4r/tEdb+sgPGqQfhZ7vQzjegq20Tdxrl1kC/J9vV2cFn5Elv7khsi3JjDq/dt4LpJUDVimBikTzhXMZRHwMv2y08qVSbLLArcI6Ns/otLYZvYUUfqattN4+HZXeVQPdHMnccmqeIpsunUSHxdBsocw25wQ1ggDetVtldqHdx/b89sniU7j/gTs331zG9lbziSQ6sN6fzXvl3a3Ub9xYf0FDtPBuPnz00qcixzL3tItChe/sHdkWw5ffyWZS1Oe9RCkfq8Nw5QWuJCu0KRN+K2523CRchrsLxG8hKy7B1wC91/J5N/+wB796myFGMSuHXBcMgFFppOJQmJuzzf4sZbf3pD5xgW9oYT+gSfYOGhiteW+b3JY+hFjT/KtBQ9wYk0pZ9adfI60hrKWc/y+UeCbNQd+7l1wfzyIxMN365NC+36vxap1ePXT3WfRXNwGx6aTt5jBlLYqZcVPsuVhG0v1TLos5xyD7bZpvEdGhLPZH3p7mPbNBwizWfGL7KPZ97Rz90YuzwjngQfxEyBCgv4I+P+r/29UX+i3fkBgiiamEsLffxMU0P+ZwOUMLU2MnGH/kj/+ZuC/GVRM5f/SVwqt3SZXCRX09+Y5aVtfCQCVNbAx+UcI/VcIoeTiaGpgZAIlZGfrbGBha+L4jwT8v/qCETZxMnK0sHe2sLP9VwuK/9J0IjAgMLKztv5r+q+UwM6UwMzkb3MLIwKn/+zSCVbC1snZwNbIRMzFwvhfo4EEs3p9WreSKnEhyc89KC74fxwNpKyFkdX/XYCg5GhKoGxHIOJqYO1i4GwCKfcfYzKw/kfhnxkDwSjZuTgamQjZudg6/8ME+a/VgRZwdna0MHRxNnH6h/3jX4sm+FfR+D9YxP/BiBcEAqIRBgIS/1v3CYDJW7ja/Uc/+H9lbVR/BF1R6IXh5U0cnSycnE1snYUNnA3+ZfufDPbfDAP/hwXHv3M3B/qvpUT+P5T+4YDKGzib/2uSIF70PqASziY2/2rzT4KQk9X7lzGUv+dicEBAl+pQysgrWLnBvy4qJYFAgmUiVIzFngSEUSqpIyOpBQmJxvGIfqMRmW8B+TRTQhORh4fLKW/KB5BTllHbCGhsAot4q9sDg6Jsa6dDGUCu99x7rucmXRs7mvW8Xvt9H07zPcML+xOYIwKbAxeFjwIYW5cECgyeDAgJDQoWTqUyEqry6+StmHiImXiEjEB8mHhAkH18gk6dvVztUbgSLXDHjcVE3sDkSjvremHg7/T6ojWQWlIxLW0MDc3ZJ/wtbI/sTA0NDYvkwAulMRRrjkdhYQxERYZPpmKNQ5MQdZ23btiRfBO+KoOWGWJ+CA4O/MkoKLgYvVYvAuol5yP4RUoqCko6LhNCIFTkEh2fhIQuIGvcDxDEAv35vhcej2uzmvMlQMT802XqS1T9uMnI0Alh5fjDs9Eys/yqjyJKbtTHQXkZcY+/jsviRRC+qU87/5LXoIrV5NUbX21M8zURWJw2IH/ttAhJCGwdvrDBUVgZkTwx9OakCVcI7p7EXVS1bgcxN3O7FeYAdnVvQyhuveIJUPLnRVVFkLCERthMeoOjsWu80Mh6wo6tdOR+q5EbfHOjp474UbbRRuqoVcwojWlnXksnZjgR37oRjcu7q7DfvxpPfJU5Hty6eQm3PZQZHKdJ0sitPYX9QnfP97wCBySWZLZq+zMfiI+zvWF7LB5Yj2iUsTBOYddseuVMmRvzJg5qpIuIr+wPehS03ZW4YV+1gNyuGlZmHSqXyvOZInj2euWxq0UNvHSpBvM1ZzkMBJt09z2nNoRv1Yfrcaq0Dvv3HEisZgX85iLqSSeTCDqvE1PooasUxHKZtK6Heystt5hh7rg+TkLQawhJO+Tbp8Q29G6itHDcN8tYPp0pgTPneFn5EAo4zrb7BVaSQUtF/VfqtH4f7JEbOFMuWbBuJTze3acW1wCUeKSl6lKo2OkARxAPKeExzvhrTv3HLjAmSjpbILT0If6NPf5RwWjeDqFfB0E6qncaKpBQneHvzHq2i8p645g7tuHRR5M3TJG+hRrlj6bAETLZXlVKcp/lQcA1Tka40xW+Hk89gWNoECSfwq1LbjGckLzpfI98H771KtU+nJM2Ce6kniXhxyXFugBBG9c0tcVjIFOqJNsUX8zNjT5/Pd8fJybDoDZd+jTpuQnugJvsZ82UiZ94d1dRcTeBpxFUMS4IILn70y9oN+BNKZG69Chva6+uDH+cPrOsL4Bq/YhaJ5GPMm2dV+egh1U+aBYgo2HoNicfgk87pabfyoC4sLudS/wdjocmST3+ZH8JV4/MBPCwjKVI9vla/g1AoDGQTl1OmcD2aYupEG510zzn1foeENYdrs38HUrxEfJ/8CT4ykCo9W3WiNV0r2sSJ0Fh5UpvBoakJDLTvOR3WCbkjz2k8VGc/ah4cJeNfi7qCkNj/6bJkRKIWjE/Hs7o30+GUHuK4QiEBlBfzJHeeFTR5rPKT/jgZr1yTy/I0ILj8eHP7PNVAxnyFwogIcKFS2TytUZODt3vo0789OhX2hd+dU2aEdd/my1g8fo5U1uIHk3WodLKm+08nUrO00OylBfQq/oWeD+K5VfM6DX9OHdBznGFC0a8+fmz3elIjRQc3O4AuoePaGVVl79b0EU9Gc/9wVGoPovZLgUvWfmWJh3CWRqNI01IDuqD0zWUD5sx3Q7eApu7GfjObdaKA8nVLFsivBghi7JLYBiK69sSeI8P3+wOWcHn403k5XGfEpgUYd3p8FwxRTxnGYD/og2ZrTjsCvtLnN79nFQZqqSsr4CGnkdoDpwubOwGxIvsp4JQ/Tvb8YFdGx3AklgcHga858Dgs95I314e5dSC5i8jvm+ciCDcvT0KCx0rNDBYBUFA4E/08I8gikEIAcS6Hr2kd5Ul8u6T/SiBqqFs9CbLYwR687H9k8Hnz0LWHRh839/6NOzkenNTgOc4f74xoFWsjF5xI9bwHa59/8fP9fQXdlCzTT5IUiiQbrowjjgZtK+IgC0jFXTSQFnwk2Zuv8Ee8JXpF1NvGomxHsy01wj4uHdKfvANoohYYF1f6ofA78MVRa3W0fpq0Z6DoZsJO9FdY7qbu3e2TD5k3IM43mE87278drwkNeeaV75Vekum4Xb+VjO82pzLe+kxW4mOVB810Y2LyMMMV3FV69dYpB6QkYBRQlpDmCQJdWqwIadQnks+mRJKo21Fxx/Gr/U2spVJ8w1RQp+hpr4mYPxRlzerSfIM1IBf0lWEY9reUWFrPBekGUAJ5MI/NJSDxX+SJQ3+Ijd2kFCIDG5qS0+ODm5rqioKjg5sSv4AxbQIiWhgRE4moFQJKaqSVlRUzZVWVAggpaAUjFSmtGhIx4BSVFRELZwjXRgcLGJmZjlsPjw4aG5qPmRpbipaXFwaWiwqKjrBwjpzpqDwoJCRUWFhqLcK/8m2dxkUVtUiRNzUo8DIU/qJfP8WiIMcU3FwTruFiww90IkKvWT6KLaVfbnKtVRuee9tdmXVu8ODnUxqVr5VcjBsctyirbVu1bjJqbAus8xX0NKUu/14s1U0cCSWG3/XktM8EBxFfLenEXPco4FCWPlJ7R6HIKhgp7Tektu8scNmP096vvRWJQJ3BHATl83hJ0wLEd6s1lROsz3VbU9LUa9z35pI/4IGbzxRdsqHYJL/NNn53bRwnFir/UZR7dLjMhhnBl/HNnXXhpx0L0FFZo2u1BzMMtXVewt1vtXuJ7IynO3uIknVEvsz1XnquydayCrBM93kKeFzLsvyXk9F2PVab5MQVSkV9RDR3TtvbTeymk4ZAhsTDbdAZGYmjUNF5EKGQ3PnLTbnPidGbO3WPIIy7qCDeQGPbCKNOYGKKi+vyuP2aMSYPL85+G6y6w0CcSmjnChVSEGk94xQwce9nr0tWIvCSKJgJWtbxQkmNHW4lMyOLATrlAiX9E3vFP/sJn2lH7Cy4rZd2qXSoCHJ+7objFUy7A0QymKCup88u9QkbV0ASNQmnRer27ZK1ukqBn4dcRNKn/s/iThdaf6hI209jhIdhsipczWQCtIDY9sXUFHfJBnpiIprUdnwvmi4oXa6Pe1FSb0bbruy6XbqmcuofKf62M+tlfDZbNWt5pM/3M0qA7E75+Hr5l4x0K1/GuXxnM1fyLXEvztjRNowNdq+otjqX2Bz8RIrbT6ese6hd/cgbXXfSOggq2q3yKPItfy8jWjyJR4vvBLxudrCYzLrJtzkONtOWfYZ+JRCSIO5K3Nv7RrHjhxW/SPOzJ6t7Hg1vcKjUIGpi7K2wKB1aFWUa7eeppii4O4g2SZzihpiKnYMnUlB49YRPbS1Ih9j7XQaNh/3lvdoIzvcgeXH29Exs5uG0GnrrEOkgu6WRUOWrdrbXW2zodXL2ysj9balQqbqBqjwVRrxuH57WZ1Os7wa5iGzVSaNz5Hy0uWYoNWxMjC5dVQKHuG59m0mRrZKtsNNLBCW0pVJanfd9e+BiHLY6hym634UmOW8W3jqiAcLkrpz3PDWkHj2zXKccd0vSsdLaA8NM15dPMjJWk7rvtC+PzqzCMmPtsLsVoK8UJ/7aF65DKcMM8ajfKbtEdsysVh6TT7ksRGJAdh1siJxcTdY1PPO8XhVWBWm9mZwFM4Y715Ota+Z6VZL8+p6PgUKWptowEyVs7YpMpCNGnbKuq9vNFWZbR5hR703pS5y692wtz82nggvBTySJC1DmLS++lKfbI43L/5UkeOMB1zUtb8P/RFNzVqoPgcmrFXn4aBkBHOoHSOci1qj9Zq2dVc+UJb034v4zvhsnBk+JyDU8G6WkZfQaVYw1n+x7spBwPv249BPSyGlgvJYeJrm4AO2Nt6bc7spi4H1muOyrB8WLSVedtBi2cLJul0B5c3xS6GDaKCaSGM5mZyiHG0jeJboTW1NoNis60P4dQDaki0wrTTrNGmP+wDE8jV6ObnCKURtW9sg7fXcw9JhxDpv75cX5bkLi0GHr9vtKWYT2I+xHdLaszofvwP2hEehXCpMlz6wEHe3CSLELccn64tQgj8SV6X3NNXsCtR1x+AadRzuSzs+MPBXGHu8Frcw0Jjn1ZXvBa7Ohjs/0bS3wpeJPxd3p62ci56XrfCRXs3+RQXHnHl8CDZyPzxU/S56x6iZe7ziji/PvoF8PuCfe9+b/dtzIDvCcwwFssr3Gp1HHebBPCv5mdDjATag0qqPrKmb7RrsB89r9uSILn0RW59t702IXNDsvDaEXB9+dyM7cIKe0nc7BcTNOSpbOzDPNJPnRcJHIpm90Yzf7gJBdmaREcugnZ8DSkRj425IEW2fFtdEJvAn4DhjyPOP/J9csv7uHWT9+FsykPzeX9wDIGNpH4eFd9cBvqvlPpw3bFPJtoE3qc+ZqizAPFNhebJgdyG5aQfx3mvNIzRUIHc/VRGYA7zrpypcf9EBL+eqZPDrjp+YqdDXRE1FO/6Ko5nZpBON/pZg7C7bAuP2+cBHIeUjMQs6Tm1lkjoj+ILWHAhPNfQVGAOo0QYjCkIS/vvi6/WF7t+H1f8RiQH/m0hMCuKfSMxLGkUMI88LFbEZQgTPcsJDmUc4HuQWlBuDX0BAIeJnMdzdjTLo1Y27RLGnZlUo0PB6yS/wSrRqmxh1PTBq+x4iyFW0estm6MDmHqL69DJyZzM7iDQDuWKGOb6ntIupabbejFc8JsAkHiIQkCd5PpJBXfxbRKxmatFSyImiksv6bcMrlo9nomylqod7JXcXKSWPCp4kvpzcobuGuKmkaIlu4bIlI9PDLcW+iRMjsmIiEjEzx73zGFb1+sjIhFWD4n6lpPLry4u7l+Qs9fVckFewhXN5JqxPrFidbhJpyQGaRokH+NA5chqJiUUXeqnm6Tyzpk0JL6FOFzsvMV4CNQ1NiLjIqTpQVxmjdYhzXUq4pwf658EGMIF3gyik6kbG5OnZzx9HqME4Ky7R78uMTQd7bjJkM7FZRSfb58/JlggmkLp9QDsUCeVEIpSELnPmC6CfYk4NFFE5VlvWSgtwRXlQB7i7A044s+ZCGDXKo4gWG0ARsX2+REldocnqDsgW3JFOrTSr86jiqToznHbMqOuCDcKeF3wZSXgulszOttSayg0SwBNKpE2h25gg+HxtWR221T9asu3xmNZEga0ei6noTCnyKVtbNkUOoeOCHpSwcn7Ibm41c8rtgn/yfxW9gYI9aOuQW7k5hiWEFgx8oJHvTHbRtPQvI+ffjn9OJDSi1lUdPtTlsgiCLGNyNUN3dSitgPwpFzx67ZUV8UHfXIoV/+qbUmc8rFH2FtUXZlR8bRrIOuVcTdv16fZB0n59x91onceQi9pYw262VIeJ7cCgCSJITBjfH933FBAO3q1mBi9sJh82rAKYr2Moejhi4jdMAEZYh7/v+X6ZC3VGYYKtYXc4AKH5htCgdIvC1D9ZoJYgzu33O675vg8h9iWkwOkN97Up3KdytcsEK48/fPuik7CBmh3LetE+t/Htcqu98OLyt/zJqF5pY0uopmYbUckrbEDW0KzL+SEty4CXvWTOMw/2w+ginR3McfzxqPQ1WSnbT9EZvuCAQO3qJOzl+B7FymjnaSOMU0gkGeftWwc/4IUY+shshH9AptjNKS0b63h3OvOXpC3zJqWeYExj2XnCtY8kvM5vBBv+/lUFFm9f2ORPVufrXNfBVhYwEMZ+9no70SUTjmgZauwh1Gi2nvmbr773khlJ4hxLU7AvGCLT3pThNYcie6efjK0xJRsbtTuSOEmYh0U/Uoem/3yhcS0OhzTXU38pKCjHUNuymN2eSxNceANgSBedj4gFoZn3MAvMSEQbx4bjtTRXO4IT9SSeWrVfsuVGGfz+rHlxzJCPcBuUpPKVUPMNK2vXUk7nnn0YPNUIkLke28g4k5zH0tHndiTROo5ne1bVNiHMqJudyzTxHePeVDdpZTaMj259ZT8fbwXBp8AvELXSbGn4lnNail9XM5bXGZBqQjBOFm8XT1b684j6asJU01vB+ZR1ofm/uEjrUA7TmG5O8/IwSCfZ02lOCklZvdJhauEMEeyIcGmNRoeNgzRraOEO4Vp6amSuUafHsTtB0Hibf8YR7LQ5v2saJyPzMg3m040KwWEHkNHm1lDDeVFDEnikD4DzggRHI7V1Xz10kxXHyYLb39YpsSvhTeRf5eKdmZ/KJ3H/XIjlN0WrAvEdZNuXatgABf4lV8OpKcEFZYYwLwH5whmLG0RGktMHtvls0lXy3N2qwtMxFyRVxe5xPiS6394eGCDwhFsGzy5+YII6M5H7jctk5PiIC7kqIKoPYAAuxF8WEHYl9X/vsZadR2goC8U1T2hjvFS05talvggJ2Jj3qybnz0mW3gq9rE8zsB3pYM3GZl2KxVcuig3QCz+LbcFPFSBLW5tDQHDEBQNaF0/nmN2FSId+v7Gy60HEdD3PlpmCW9g91mXYM3J+eWXouU8AouVLfO0hjuee9cxKnzo912Y4CAyrcGvEgp8QXN/MDLT7NsFHueLlND69OtoJBeMKLOPGHfW0VEcgFMotlB5ETzJYTdP+ckbA9Dh+K9r9lKWggEiLgVOyC+USxS94n6Oqqgcu4JllfqYPDd2nGW6SCulR9YBReWxTAA0WrBcnACKqd4dWyVO6WIVeVqRVF8zQkcuI0Z6dbgOZMNLCCUIbGheCV8mF2fZYKkgLejGPpw8gxRCns6niVUwVeTfKv4Y+W0syZ0io/4O4ukrPpL9sA7O+CeNU/SPFKHKJL0193jHpfsoI/lE7aTT24X2euHdsjK53OJjpAR9lLMfzDQF6cuQzoVBKI/Yo8jpR5bftQla7FUbEyoyQp0xCKbriXA2Hzlmgrco5hs77ZgUjMT67cpwm6leM55Snh7I6tgZ63bC3Uot3d2U969v8yex80AaCVJ4n6/N2BSVvRLgY8FpQ+6IXw30kaho9guYBl5dh3KzFyKbP0qYN4IIsNuOanwm9Oi50W6iya+bSdpBljLaoFRQG+homSz6jh0htjFSzN7PT/WanPwgCAY/7vxNi+B8Q/wNv/OPfeOMD6H+8MZyykhiaLxQoJCIyKCyoMj+Y8KBwnz+/e3ikygp+JPQqZYJo5J2cvHCFxqwlDflZPRpFPtpsSk1xsWo/NLBzJWQDnHJxmT8/sMgQviZoSg+U3Z99kvLL3CuLZ+ueAaPtzXan46+pnDEhcshAWAMgGn9C1PfW8e+tmzJzwMno6Am5WGXK77aXmxNyup4kJoBFCUzchNteu2M7txgVIBjSQTB7lEoymSAWWZRdk0ZKHf0nXod4EwmBZyH5+MSSy5E0W+5oDv64m4uLy9F8H+Ww466s7+8T8QR226iFbHaFaFbRlS3mrtgeetqHrRsZomM3otM5ht9lZcFtLrfr15BDgn1FpaViYJQNF4jGpMtvQw2wp5qrMMgfUfRiiGd9rpRIhrzW0zuIqAz9MvfV0VcuL8p2vk9TyA1RKzima71v1k8w1pt4xzkR4ojJBTybBgFoZTBFxUrJxRnYPj2m7QJBCq9UwSmS9ac6o2t/wOdVd7qoKachQU+JjR88qRJCTw+NIwssRTl+PNvW6XLropO0SqSBfgsPy8pbVl+jYFjBySpYBvimJdwnFXnymg99RZ1CMNoooL+PfDWg4DOfv0SXZZpqLTrJzT/GovOaf0rWokckXc7ChXCpwlpnBi0L5ySWhKwVcCZoOHGavv+GMfGgYDq/nK25YiGVqfWeU15j0Imt5OmoYe657hxvP5HbwF0uLVorJAVRQ7NWZ0DYqoOSuCprFoNrEbls2+BAoKFfNdo250L1QcuiYJHIjPtiHwtxeiwsP0kVX7gouFSGasIFP/5xtxHUiEwIFhbJ921h36ddRuCoeeHd6oMGbW58aIB/10VdIfcqhQXSCEQpzQxOieChz2czWnpFZwEb7PZ4IIq3Ak+CJc4KXuLz56PeQdiIe7tXFiSEUEfFoOwTFw0vEM3yMwCtAho9kPS4uLVG7GeTRWGYLiKWIW5dv3cmzPLxcy5icAGk4xbV56Al2Bal+FNMxc3WF64KHb4qj/nmt+SSEOKmhuKmRkR5UHg1yzI6z0cFNruDJ9MUG2QKu9z2GU7A3Fzj5kYcQ8cvv9eY58DZ1LuFd61IoG8JvxxgArKgx1eOaD+RtoUdpehY2NSsU0PZtFTTh1gY0bgraThxbaugue6NNlIMnT0y9RzEaMmus5pgFX3niOOkXo0gAo1glxWIwvnHrcdu06Q6l8c3UjkQxzaWVvZKBYutpvv2fgyddYebAph4o2x0Gu0YTQW8JzV0I2dj5zqSNzm3drnMaLzdm7QK6Ke83DG93fc4dZElcDGZUIB9dddNGrPs0s8CWsGzllOlPMSIij8HoVQjvxGpc8VVWtJ9OAZrY/QdCj63GfUdKjmjvq3AoH88h3Y1SOqL240JRYY3AdL9YkhJFlCHpAO9JBgvin9+zTmP2nWGJXwgOU0C9TRNOU3eQXcxPcZ+NkvNyNJMrdRSriagcqZssr2j7td33mveB7ejFpYXvhSpDXMmDYu99DjTsUBFrVKq8PD+eRaSY+hM5rGTkF29dYox+YIdumTj7jZlGAWhGo3qbrxRg1YYzk1Ha/8TjJM5aYUG9EXlnlcMJ7b4ixAWXzyFGO89NRT9BPIgqmwtYXCh6+BluxRcRzRQb2NNWdti9shTMRf4a7dJuVuDgE8hLx73Gh9cNGOAScIABd5RVpCuP0SOlyu7uX1KPD8yTjARbAaJsgYUx2zZ5xtTzFs+PxKBU0RlLMjKnEKV/mf8axPk/sH4j1P5WNdSeuxVwSNkL2NvMjekKjxjsp8pobGE0H64O5srt2PDXMfaJ9cYgTTK2ikGmsEe/mEloqQeV9dLwOAR2UCDzbuFhaIlHe29qMZeEW7qGAiHxgpw7M8uVomfN6JqxR9it8re2WAgCEkh6Rj21D01v+Ck93Z9iPeePHFTn0uaEqS+5GQz1OhycWqV78Rif4DqCI+sAIUBrLuEuD/WsW2pb89r2CivMXg/StLUu8Dge4fc4ds1Db9XJd/iz31qW9fb9trRPHkotr/nUUSuRDDufLK8aWfmDud9ZnndADG5rceLoHj3/WdNbLsUZNy/sG5wTIm60tMF9Srujp31Jt7dzBySZSlSoXWJXKcutc1bzqxeuT1EyqqBzZ/xdDdQzIJul0OtY06vHnAFPirt5cMkC04tFVwempqdH13MnUF0cH2EeHSCGN6cwRf4/WAnZv05XGEHRtM5TKugoiykmXDZYgPTMzPnyZMdnLFieGOnWI3q1o5gmZiIwcOMpg3o2dFERZ1Zg+phtQga74Kla+Z6HWKQ/NrW+ze0nwjq74IoJXjidHxomIyl1a/kQ33VdYTUJG8V+cRutfYytUhMqmMDdC1g/UzNLYWWZCp7sHFG5OA/u1I1285h8rz+hEf/Yorqyi7BN56xYwUgnO5PawJl8CTOhNf6aBjWIU0PDtNylwy5qfphpeK6VDs1Sk1lpC902a1jw0+3YZOjujy7w+F6ONGnftn0VYjkpL5TpxrTjDca2+M0CoG1Di7BIIx4puqlmNjihnMnvDV1m/hMfwHVsyb63QApcX5djPSNxpIrBG6KS4UkyOilLVVZaHxX84+cHVWdBcZhireeH6V5mBMVgmEjVEJixMuxl6UjYiEhJaovttp5D3PWdMpg3L8w3wZFmnHsxgnFfnximAB/l8h1isQtIQ+TLjvhxm3llusCH74ANrlQwsRGC6YSLRGaBvZOkIcbjjnJeI45baImPN/nnDf6p4M38bLWh3NR0d/wUDQ7eNTfG72U1MWkjXZB39YK2pJLWHioenzpln1Fd3oMKx3pDuTbtEbk/qIXP5r3ovQ5KiW01DGb2d/82NyUkap8Yq4+miq3AXqJOjb8XdjFQm6CleRMz8mqZFz6+4Uw8ILd02LUnn4X+rTXSR2/F9Dfe5lcl21oxj5Nr7LWaED+HMS1ZshQp7/U6my9R2LjVJi5YW7rt6jwVJ4d9xxAoyGooPvufNwvzY/zZu/kDFfhj8e9JjQAAvzgpzcf1dnlu+4uYtXgbx1sIWa2hdJSU1WnPPEefHbjbPF+itRe2C1lW0+9VNR9f5HolTJMPU+Pxv5qVz9KNgNbs7voMEvhtmuV0xp+74HDzlRC4Pbx+ggYaiXVPu7m2jgYz7nXcvPTstpa8Oblud9NSO/PLteAaXCC7qifEFLV2Nm+PB4I4LqD1JJbitXrVTlfusnqiOLA9OPGn51YIOXF5YK8omPbgrtaK71hsljk4TIYQ3bNeFwOadfdcFt/eW9OeEcJnOSbSB14bU5TY5HNyFPzfoA9B2sVcJihldD8layG5+4zsF38wqW8ieTHn5GYw23E1BWgd0+Mhsl7VFRqaYgpZ51yQtgq0zk5gZNyMnqFyRR9fJt8MoGS58V6h/3W39FPM/mboEmE0I9Z53c8XyYv0V/C4UIyqIKD2p7EDtZcD5X7N19EzWyesNoo2RzqmxR6F00TiB63qg4HW/AtuuArOy5U8gLqW9KLBvRr4WsKb1jBwErEz++4krgXP2afQb7CU+K3ylei4PESFHqgb7ExpiOIQjGhr9vdfWfsRz3feCiwvDWQt9Mc2DdLlEO7qA9zqJc7p8DyAbCn3C1Tgj5fJI/5VF5xEL1I8I6gF39f6VWssLV//rJVpfYtciI0sUgdXzwICEGbavKOB0TCuL4RV8A2ofe61+WNmt9stKSAY5nnB/y/F99kL2D/A5gM8m9gMjPUf74+oKSG1aPhD9QP+stfJJhImSYQETYqkls4ZHw03AWEMhARNaQPVEEjmZzICKasOrXlh8rPYs2wSNUhaFHEIlXhIbjz0DZp1AQFbf5UD7a/B3diy9Nktqfnttv0ROez1/fn9Tfgu1cLCARoNgqkh7BN+sPs6UFkLpEd0La6yj4mnqVhaCHonD04sTW2tCXBvj60tjUmcnBxwTg/zMZgavFb+YLkJxltiuhgdFNGKjsfKScjfzYzsW2E+h4JElQIHq2h3LO4W4L4wVkViBdmmfzVAVlsFCpdCimHTHzk/hp7bav0WpxAMLOjwgNjvZVyla92lzqRRPK0nL6YCHWMvyAOfBiUzAECCH947+dX//FZ480PhK/gdJC+C2mjQH6nYq5ar4y+ZPupVsaay0/B6YOPyk66bO73no2bXLsR513AFKQGYTxwVWZx1U2BxKx2mQ1SYW+LwDCJgUAoekzcM5Av50CLzTiXxJF81k/CCTOkQGgAEKrN9ic5iV/2+IkVmnLfL15qii9CiMKewpbYtV+gH7525iPD/uOE56E9YRmmKC7Za0f+1aihkh0Dl3Vvke9QhEPw6ue3y/6DP7QmLzDUX2p94NObGHvfb2dY1eVKAedZAA59D6gCqzNBm7oFXZnfSu+49JUNBin9YdX1aQlr+Gv49n3BG3I++g7ukMNODFGnnCf+uNE1tKcyRuPxU+byE/3X+Iuw/JjKpLcfcwIhNt9K69mNk8ag4LklNdRROEECsZbcFYWuBrXjRNuSZvEF5B3G8GMFdmU9bXt5FHbFTJDkIhlY0aUlDMTPa8ANTEYrOssByOsJMhjiubMudju7aAeE5987hGGjTGBhh1IdoIawo5TLx9cIw3tRnYGFpJ0G/LkrYRCxLFk0JeuGmEasLubQgLyr7BLtxTMc9u+16drf9mSdMXC6Za9DrRfVAMljxGiJ9vIpKAK+0gMTya+WJROjOHstaouzCEWZ6WrvIB/wSwnK4+0WH9GseyCtuZ5z8mkjlq8vtyAGjhHFcYRhj7qzJbaV/A+jThd0e48gcrUnWPLvVmyA6x63ur6jIl60wfMC67P0gIdG4QEKzAx51ejjDUIbHvYtqdboxPUzs4NBScrUphM5RpKKPa0OfNMSZ0wHX06r0MKfXQHhrBkCkdHMNT7Bo+Zd36kiyEvcXCVg4kVQ8p+Girl8WBTVTrABq7MoVHktHmK7AszvQWNmLgeaShl/iD3evSrF3PZBFiScbTYCvHwDy6LbOD6sXd5ze9ExlS81O1kcQZunv1GPb5lOuwQikOUeTN5Hx/yYHYq91SZSPPFYdDCSiFY+dGjcqg/9XxXuJQLAYNxwLKrSbYs4VVhf3ujCPPSDjG8ZGdMFlm8dPmxC+otwGpzaWfDGv8UXX60fRKTY5V9GI1NMpnb1kQBjBmrJzdKcyY7UiV2/q0wU6SUYy7cjtKhXP27zmKsdA2XhBKkQsM3B1xfjfzAHJLPejCgdigPeD1kImsm4Kim+y52gaebKaILqStt43M7vTIfdK3CiGPkRzUWEgsIuNk2ZX059e49uldtpOLzQycGhqvEywaGgGvkBZfTMo5ZW71qO6FXaMON6W+cidszhi0p0+Q8zQJ8QwAJKG2zA0Egs7qN2d1pajhaS8WzALKMHTKQcY/oax2zOBS12lkLmroO9BonRBGfeB+yOWJiC023Bbw3Uq6MhZdhKYpcriIstJRrNqYhOnypSO/J5iFaPqvw6d7fTmeHIYCC2vsfh0B73nV63kvkAOrjhkWsKNr4Rxom4nSN0wTaiwDSrJN8n+ZV3VrtqBxLHqYeBlZfUvgHWyKpQzh9yk1eJOXZSqlvBSVHS3lepsM9wbzW+gTlW5Qg9sl5JuftFYX/6EwZ0hEuFgbGkZPZPT7he5nBb3d4uFb3hGoyNZb3phwyfCEW4REyXcgLazqsvtPjDC9wbE9SNWkq/1vWf82bFdMBn54wYnTmoS3IDamJ7CnJrgNMKzdj7+AHhZub0/jMsBxmw9Ix4o9j6huPHcMxGDuzUTKwb0QOH0G3evABlAvp9aNCStgZc1R9aItfY4dtq2lIcaKpLDM287ultHpbToZc0bmfYmZq0rXRPkD65Bhmtjk12l69lW2J5YDlykHRurvf4KSbO/fSM3Z+zO6dQYFdduEKWzr1jm9f39ESmRqUDVxmvfDoVcr3KLktHHLTnKSbM3b88TJvNuK2IqO+JFuhUdap9RpGxordY7I7uNBSM8Jv8+FqXMZyvpLZGaGjyQGw+tO0LhQ0KU8aHA8Swnkc+NzXWpw4dY9JDGKZT+zq5LPYbbwLWxOwDtI/lcUWi6FWiJMy0o00W2qqciplMWarQb/5cYqVOUK8xboGV7DaYunW3z99tymEt4G1CWUrb+jR9qgrL1GsYOG4WBIbx1hyD40j7dXg8t3kRux5LyLk5u3ssDh5RJ8RmJe2bp6PeNXPysBDgufWZzaIDQzv1KGbsYzXsvYXd+40a1UvTeHN2LE89S3Oh8LluLPwuqQkFYr0/jF/jzdPRGC4HILp2e9KN5KglvZocnW66zBBd1dplcVUeekK9Q9e2V3Qj2sW/icj1JRqZQkw9j+apdTte0crGPNVtp7QcHXaa2BrOJaigLXdWtUYzev69OLk9bY8bmSZXJ3F7oLpRD99tW3nGfD5/Dd3lo6rrdXp2fqZleBWkcElElFF8oxfVeSaT2IwoU349O87WOLRArb00kMNSQ4aWyhLWJz5zuJCC87LUurOZjK/oWmC2LHxmlruASxznHUrZKuhcXoi+j3EhWL/nAg69FVzOqKXgw/2BM4KeCLsu5JITdo8GQcgcK55hpF+/SerDjcaHeLI9p8leWPUaNRLxDPi+XIe6cmwYCt+2YKx1vTNHehi0zy+hRv00vral3Lm4Op/FScr1buTHjCR1l+hC1J6lbhhJ4srfXLR4Lim5gQBlVuYE527XAwDRtwTutvKDBN9fcjeWvfN8srRBnnh8Ft1Sy70tCLUtvXS1y3I3+Sr9lY/PPPFhStdKoLXzcQcRU+rVvdci/Fm+jzRa99XtzerJkI0h3lr1XcVKoPfSLptjvn+6gABGV8W/ksDg/PQ8F/IFgsDhsJjNZ/934qvhf7RXCPpvYNf4f+4VKiuJYeV10ZfXVsLAhMeJNwskIIoDK0iAz2NFLqLK/tyvr6EAL+L/zd20Q8nB22liYaWXbSSHqtVcfT1SzzJOrFmtCmKbsh+0NBRJvfRn3MKlWtXgenMTKo2wdWk5923kM8eJiQngzXT/2WN3xeYEIgzkT4tVJnxCVuI3r3RsomUDrqWbO8Upy7GVqBdv0zg8VNbMcDZaSszMcBZOHkNqmD0vn6ylnmwX0agZCX0/1b6fvBCpOz41nW5I4dufalQ/LCIiIhobVzc4bDwoLCJiwcLYNJ6XPrYkGkUzo5iuVyU72jqZNn/HC7N1zm0wPZOe1j37OyertG6qVb1a5JUOVfw4E2ZKXII2LSohIhnaX7yDmTb/jeKXswnBG8c5jP+LbTlG9o3Lwmu5FOwqJT1Oi0v0pzjva9A9fh6vIh8rZ5HTRrCX87dWleCvOhB35T1b+dFfxrSZlxoK12s/IC6zc+ZbDeRtyPJTowK5EkNR3gvX3ho7ktNVjNuAkXDfdIlau1KTyU/MMo+uXhUiuB6MNW6O1ut80rwJNUj1/Cj5l/cAlcKuF+qpRat1ijBp660uOggIATXZtXlMIyL9f/xYQkljIQMqXoCH67TmbmwXqoP4XCr0D9Huo9xaYsL0wH3tTfssUD98fUT+zD/d2l9mpLpEyVbon66ijiG5UE9mM1guPRFTvvD1xorUahrtNqyMl16Vq/bbT2Ts6hQbch0F5WjC4W2WUwHvKjO8f2iW/q6XsFAhGXgO45yRsywsIhOW/UUck6fsGmQRhBuyTqVWWPBxYT5iJGG6AQuCrPJ+ZocZlBDNzOuVynXXpoO2ePaunvjayUV0s9Mk69TOm0wohCVnu2/Qyaf9h4TJYUkD07NgoKgqYBO944oQoycKU9IXIpQE5++t6zVCVJPAPtIOFmUq2Em058ZR/2RhlhgCSRS+0fFOWqV/1p2VZkjr5cve8X5VHhd/ZXct6uOg5DrbOTZ1w070+6VnjNiv9rf0bsxmYpj4ELuN1yhPpHIX2ceXJqVNWC71q2L9Zwq+q9TJolSqT5ssIRHMxUAJSylhKaitG3PWzuHmiVxFy7yje+OvMtgxKcsmvUz9w8ypyhiTps323bEWTeaZzIjqvPR83MlIPcas1KBFpc44wtfkvcgY0rJFDE2t+bkP5fXfSuQYyRPqFoH6XlMR+ShFM+Agm44QRgKOKYwUGD31Uqm36ldNX7qK7PhQPTlPb+PfeHep7MONwwpE8Ps/97ajP+NmGFidMOzgPLrBGb5C424L9XvOxR0EzubmbtjZX4qU8BC8JkdKxEnv+z/HdfxypRrxPfsep6UhqeePSVcmsos273nXv1vqP7KkNX0ZzH5vLlbLjdb7uvt43fqsM7itFQddz04i1McwfMOX83k6Teix8twOHaFem0UTbgDzCeX2JH2x1J1kCPEU8zxk68EtI31ueXoZIryYHtK6el5fL1tZb5z79X2vlZ838G76FZA29x6rZuhcSYq+80e4nHIOqYpscuhm+WUwpDeGiYown8Z/qVlnJe7h5TKHD4zkpJffW2sybMS1LE+ohNhBiAfUiGWSMEI/Ow/b20ld08Fs/xYn+5iX8fSVPH7WiQVJgB60UIH2DORevAlcne2IKM44p/RxLsLz7UccbQThEhycZlk+IF+rRDvvymFIx5EdY18yJHKPSSQWStVbpHooyh3cT97OEPlTD8Ljs+5mCq8teSre/TQsZRGdZP+0wwmlt3Hrkn1uwvj2a7Ser3B854H+suMMX6vDPgKOzK47nVk3CxsW6WA1rBn4noSucpPFYSvMTNbxYmDd/zXRTbpqxgf59aOP7UnABtLjax2tSWK47hNFF9IOrWujPYCC/fAFAgulvwXCgedJSvxUfdm7s7v6chUIpqvtmmJriIWU/WFBTu3yWemPLwTyDLpOY99EhF5r6NMhHhhQD7nRCn+YHuPGDp6vGva0DIsuF1NZy5DPSwhHoGnBwMz41Sk5Pny1bfxrj5Acnnku7RN9FO7uiZ8s7sInCSm+EfvigWR8MWzsd5yQTd3Ed8ZOZj1h7vSC57TShAck5h2OzE896Y86uu5Xpkn6h06qOSHPHMVkdB1aVb6FTJT4L0ym2DUNF9rgSs/ndd8qrNhWlEod8jiVKvqh7MEcfuqEUaBPcRGiCGVSqSKRUymQayCwy1DFzDeJTE+Yy9CBJilv8zT3A7WPvVo6BJZFX+28We1zbLsraCZp+mUS7W+DOjH8GBFkVvzOecgymNpl7xYnwv08gOLKrNxjZ95G39sZFq5jl2mQIr4GyVKh61Yw79uplt05b8Pric4wULcgjdHbFvDeCM4b5tvlbpeuXtCBG9fViF6YFVaYlCqo6MBUcS21e6mdeC0fy407Nz70tKisfddlxORQoqxbzPWZ6N7cOWEnKRh68kL576p2QuStweWGlqe2CFSZz+1e04O9okeHYqogpZgpY63BjPu4PcX68iv3t5C5JLar6k2xrQVmd1vD2EQKUxREsuXi885VStbNMJ9ZqQQ3dVP9WIQeO9ltOtDcGYZj58vEV/Ge4k9XkOprzgyXWqL078ao43nT9G71kMm9bZSgTOMsRHxMtGQAYp5oseXRJ3WNIQDCqRAI+AcoJCIBv/9/J162bvz+B2AA7N+AAdr/9gymjpQAFDGhm4iMX/1HGyjtb6IzB8CJMnj0T4Vf4f4wLcLVhjx782hpe5opjIZDmiOBxFjom5ryCZTsLYoJkpXV4VSQBttw16R0ccJWM5PlZtPv0x4e177Xvd+frZ1dQGhA+VFAHcTq9RF55cimpUUUhij3RxTzwldKB5gwiigW8zf+8Tf+O7MEDu788cLU8EjtI8bFpqYmo8UWd1WT0UXKCe9tVZjlFA0Kd0NJKE6HFooRv9jZicR5CbTRaBPEBQdJzZN1sQ6B6x2HuD1Mh/f8CTHvnGn7s0zc4owSkgmzchJpEDI4ZrQTaOWkJsbT6/25mCiYoKBu3blZGRVmEfz19/C49PRNpgnxXv56ZmKgiydtVozL1cvpCVrWOjKdKI5q89uNAeye7quozMYlX4OeMxAQrlkvRVYMcuCqA2c20H8gwDxr9JJSVqONxR/3Cc2NJEsC9f47a8w1r3rieVOZcejVovxhNn4xKWWEiiw+CbNJOBjLnf2uw4qIDw2Uzx6uXssJVibgIkACLrZozlXn+DluOi1u5cMVTSAga2x/b99Hv4vsfXzfTdj+SfSYs/dxu25ntiJxXv6n9oOAltC7Bl06YQUmM6MoqJ/O88mWSiGPQc/bPS8HFBF51PdZu0k1V3TD6bFqnTJokFtenNNbCV30+jWb44Xrz822Rzu3Tsc1SWsmeEuwl30BHShzAZOklTw4yrNKLPvX+LQ8OtBqKQBdGlxweCF23EYbYC5Ei3Fb0qyugL1TGX5i162N53jwLLt1HhNW+7c1yPDCxGr/faNrBVOQqg6bAPJ6nhSWeM6sit2OAfBT/D3fzWxeFRNcqXVbI68rGuj4A7uZLrc03VV4Hgc37A/UsaBXLN0lFY9qqi2QrwbVtj/yb1+Ox7BLvxWO83no9rg4do1Pl1IKXT4KzQx6u1OmDeStFtKRNfFw5m8qOBSYjHzv/QPUXCPhOJ6/sC+Y3OXmOZ9bLpmGsyHsZV5KssjVIUqOEWLC6G8nZFvzEAHOpw5M/QOEdfr23KDl+/5WNHvH1TjP2TspVyEbQlA8EEw0otlCH8tOrq5lvzkbqXz2CuYPvYfuQEBrJf0UiQW9d/cAIcFfkR1t0494oqVzQ3+2juFocH4at4BRS4ZurvIwHbj/L8beMUgXoNnSbbv7be7ebdu27e7dtm3btm3btm3btq07587cP3NnvjhRERUrKur/ejKzMouAoSU+IR9515lMPsQHpAmu3nw1dzppniNEwMYsI3l2ravwHj8Yi61rQ/h54x+pOzVengX5OTHIoizC9bqom0+E1dPvfGvHw/hP/Sf1DKq3GvmlnO2j7j63Pel3p+PKnOJHVU7WRYE21HW37M2dn+HLeDkH5eCtswMbnte125T9WhrOeG7qcm6aXjWPss/RigfYsj9XCkkO+BFRZIWhjEfgiJ4kvDvkdozwA/p4i1+lsgE7Dru30nCGKdG5XuJtufmqZrhZIkIqNuXwIHoDbHYbzT8Zdcx0VDW6hHYX7ydPCpGSeJFplBKi0qz7iUHwEH82liogubwDskxYdNYN0YXjO08wD21QSd+KxpCLXN7SO+TozwZxzwqI45mN+knmBNpRgl1Ff1VmbG6r05bCUasMzJ7YokllFmPcRTDoWtyQgKBgDv5UtKuzS7/PHtmaERYjseHIElqvUYGiXA9ga68/ZxhgcELeu2DsEk9H+r3lrobDxmX8O2BPxIqv9hbx+aaJq2cD3rtLIbMh98pl4h+J1sAu2FzR8PkqWwGTx5YKpfgN1lKxG5X0PcbuhS7W+Ks5oLjTuhpGnRctIB8JcnAumdwKdXMnqjKsZZm72xtYhga+7SaeDeWej490ru4Aa59FcVXis8ONmlCep+cekgkznXGNxty3hDXkN7vAoeVJPDi/iiK/NKm7AUTnHOMmBzs76b0pKaEuIQQxFCkr1GNOiXYz7AjsfUJeEs49NcyIUl/p3E/XAY/XtWIwCKPyMSwP26LFpcIMn4yJig+EfRul1zWEor8zbOiRy6cA+l963i/Nr4UkcOmpNWpF3FBrE30LAxtzEwv9YabGpnr61hNNjTWoKup3F9aVlu43VpcXEB862tDRRuQHN60c+TP8ulZ0dqhgFZD8uRz5FpMJAbzps8uxefRt6ndScqIGim8nre8COaMFOW1vQu3K0iayNeLYas8xqZt/W5O4X3ayj/foO0KgqxqrahMq3Bzapzr6+azVKcKvXM+W/y5CSGRpPT9zmL7F9i6oYK0pq0YfjaksZpfa+dBCo8+0WJUytt7Ph4SX4mqac/pS3ZOtanoa6Zt9dgdjriLtv6e6CA39H42GGTSpesDS28b3Q/9Fh9dooHgmL/sWv7l+7stSUVFZvuQo1cOGXWh17dsb1H4xCub5njnaysSCWQPUCZU6fBRe+ngW7SPpy+CYacoASKErInIJSyKrtJYIiJpysidSM8/ZjbIam2Smz/YzRXjqPgCBfsHjYru1o4bKZQ+tTPP1BR4b92w2ZGIOAQFDh7719m9fHxemzmtlDjky7Df2crO4kaxqDUfBHW0ny4MoX+tDu6vsgs2cZGyOHftaFgPVyq78Q/PV7mlt4MRQbwdD3tuHjyDNZJIuu5/2rmr3VFY6z6ynRzGaxVLuNuWJ7n5b7kcjwLz++Z/nsvbRYDHs18qcHHeCG2qdC+x9laTOr3Yx9zStfy/+iZrxmgL4pzs5n/6hOZQj1lXpulpfDdX7IdXcs46fZZfQy6DW/KrqN8timSPYwqI3xUn5+Re5yYMKrnwYXEUL97upQi7wL1pxctQRyXxRb3+zOQLHnbVup9JZSpbvg8RmxrIXtpJzUAywzq3/iJzqHk+eeCujl6x8wu1+Ptf4wnAONW8wmb4nKEiQEyze0Qpzx+Ln1u/HHAWX1M8Jble9vyInSLFf6WygRGc96B8xnX9z9ctTxcr9Drca3lSAetxVWLKkVO/3iPZmAz35yt9Euh1vyZtetBEDOt2v2/hzV6MrZ28HDgNI5LCm51eaeH2r8ET4iN3rBAYjmz+e3at9MGsXfXWsvfFwal1TZjCEl2tnLw9KZi+fLh8lq326jl1sq8NFe0qc7udTV4fFcldPhs/YWvZtTwZslxUV2uV7lbVsMq+EnEt4ro74jFbzOndvu6Aq8o7xqGwh4P7S6/X5AYP+76L/l+IH9L8BXBD/AbgU/lf2ZUodu5dJJikCwziRm1JJ3OMvEbOjpxk51oHZoKRFnIUo3dEytXvVdtY2D0eLIVXBNFGssoa6xQO7JIA1W2YtOmLYIUNoLezF1dTH9WO6FuNobRCvd5ajt/3V5/bV9fbVuff1E6sPBMgJkZ8mgCLzDRpBA5Mi+X3MwMDoH1kmR0Lbm3j6kuLeFa2dC9blBaGdy3FnWxvn+huxKBnxiAR3ccJQUFudGVkmRnhkAdEgKLFEo7ECcjlZ7u0J647yAQEU+t27lyu6UFNku4W9ab3wHyKJMCmHl5hE6lPEpxyqpc8nmEhYXcx2wQNcJENqTdp4SZTDP8OOhAPIA4iJ8fFIWOFjzkB90WbD9VqKhqAFi5DfVo1Aft+E6fArmmXL7uv9EEbob1nJFGI3LA+TbSmajj0eR+yjq+4oG+HufAn98GPAXXp5uHbx4uJaTRtGKqvLVW5i6FPM5cfJXRBb0dRcxb9+xFJNGRjjk8aJUZTbQDiSCugJGTqCpX+JAM3H3VUVU2jzm+qxuWzYTV4bxTg91LmT3WvoC5rEYofDKcmaxTnyPnJ1tCpHQGS7uZiaLtsoCBjvFlcQ6JBmDG3LS2rUQZBDihrT1jh78scadL9eBF8kW4TjOadAtdjR0tRlSP1P8VtUbLcbg1cDX6cmEoic4dMxaalrg4x3m/LB8ejU3z9eF4DzF/oXFR0zMUbNmOd+UR7Qne2yTKDpMqsHd93CAtd6vz3xAE/DR/YwM6f9+7+PxHTd218SlI5XXv+85oL36/RWUnp2SA2bkvoHXtPzXrhxZ88Xe48SlSBkPcaOtQz6t3R9e7vGFiWK4bTdPP62piNIFlIy2T/ihZzxx57EgfwDOCmzMW/5szC/4TFric8jjl23FIPThPAr2B1l7iG2zbm8MFYqGIYzSKTmyi/S8XnOyevD2s4+Ri8c98TWaG16NVvafXUrcLS56F5YByDYCsswXxQNPkx5diRprkYrRS22iLYD4iO2f4wmY1WPIs6uP4sMvHPAH6YDGwXjFRCMZXKRQPRDpdcdMOeJtgDCKE6IGqa8LGA7GnW835WDYT9Hd/fEwnzY9tNUYDcvvR5sNIF5VG4C/nz5zibWs/YI/jCTUSl9bgEIk57clKJPhLJVzlBJbCOtpWCITvycQgKchssjqX07fzRMS4+9EuJV8oiCLxUFdYuW72dz5pPZRxIH7NVRo0PrOi2s1Fvkt4Tn3+IOXwyK7q29MX3HvGqdR+jFLcsY8bjNHa8aoQQv/UspF08E8felnytZlebOMx7JR1U6yhsSQnJFR78MK/BIugnhHgO2Nmqi57qSsKPeJus/BC/7zzm6Z76zGqi8wLy3fuEnUFjMy5QLbMtZlSPlFHZWs1l3x123DpOGE85YYLYfs71W8U40cxqysNPaiT+NvO3j0ksqoqSrs0IO+iAekb1p140VVtdavlIk9STh4B2tEQl/HBymjvcweATGSNFF8v8ldX+Hj/PkyDeH5zSFb0e7vSBEj0lb06P1ULzZj+U/N5LWa8x/VNQtJfqXtXKItgcSAiiMgxcpIc0Cfcr1g+0yGWy3jxRWpYM73upEzl0hSxrF9V9ab7aaG8LJlpxH9fTtJUfKV/yyBi2TW52eGuDL0C4OBk2VXU0UaufPvWEJsm+5ft70kuPtXvIwoVOv3YSukC4OPvh9X+GrKJfgHGa5H2+zEbYM+s+V6Zx9qQPzc1jOb11UIa6IPeolnRl9PM7UE39sXI37ZEtW09x8sYE2YlZCalw7iQabotMt5eOi8E/b3Yiwqdk37s8Fwnq1nmg8xpOxH8tUPLFMKNmYr6M7sJiGW5mC+Rxla9l7feNIj1M/VNRqEYqTTIZMuBlR1c4eBu0Fur8yLC9Bhl9rHyRvyuh650VWHueP2fybiHYRnTaaUJ68alHn6ZinUTEscYUipi6ywDPWNlNPThwHK6c6SyPrU5eU9hr3nkhuJ+he3JAoFIXdJckB0SHUYmVhsIk+aykdVxwbpnt80YcQTu3FbZxu5WsHn62+v3uCy54ViirK4XPU/263Y40Gf070Wj6UAIdJiALgOUdAoKCsocMg2KyeyAy4BrnFYGNgusgWqogWo4ik/Cf0hFP+n2Ex7px/nl42FI5vHGteSW63Qkt0zJAYpA7g2541I2Fja+TXCzu9xQ7U0ZJ7c+csMkbOWmWbYO3x5k179MJzVGbRqn0RnpTYLabwc2rZHkxd3hc8N9k4TkZ1A7hFGi4AkZHWJxV81HH5rwpw1ZO9kat/u1Ren5L1nbzceIlXiTvflA66vH7wj5EqKljjGiyUlcP9Y2kirVffTN1JbRtgkdnmR6knMvCkUrM5lI37nwe/X45vefutXcuXlZRFKkEH4oReDHUKfonWhwOwEgAwDwN5UYcVTYW3nwq6zbWlOsu/48WfKBb3ORgpZp4WzqbbemmBRytaieU0V5hLCChGJfIYMjvTWv8XV+aH/QX+b3gy5H/w5P/ZPQUtryj2d0fLD9myTJ5bPq4wgNABqizJaFzRTrgaEsatSSCciDA8aNATSrlyJqw5ptq6G7F+ZyOiRQQ1R4VG5TBcdVmBY4TzQjzZ3FL5zOYhhVtHRxjH1MJ0h61xfZtvd/O79nuXlB8MyEywjydEK4oXWUxGZvGcwls0RAf9jEXFckxy8bKAKHCAMFDwMwRMDCI4CBIyFMxDgWOx0RFuwyyblWwzjpFnzlJ4pujcPPGwuRHl6VxD28nNzcysF9H6d2w8fn9/X7+fsUsK8vFAwF7DO4R1k55L3HpuJo6w3bDGOLeFImRccdGhWb8cw/qJqYlTO0b/XwozCwkXeGJWVtaQmogIAEhQAS+1PK41Pk/A88t+CQ3ons/d4C6xcjirVMagDw7YWVh31zFR8aqDSnMGj2ebaaDX/tTP9MyTSAgKXBRoU4IGBfymvsOtGST+2iJb68WLeaF9orgAifxPWNdlqFPOdYwq1qAdmkFIGLoFbFuZ6noY9QNMjfCMHLNQu0jS5106iIOnx31LWKJl5+aTIiwq2RHex8aTGp+bnOL7pjGLzErPLV6jy48iy3eeQVPq6adMRV4FCvqrm7zTfaKhJgCiKRRy44SlSEzhKWvpS7mH4ob+yQFoKpN/fnMyBnKW/QR6VU7aWZsptkCbKgD9o/19ALhnlEdyVb5JfzQVR3b4XWgwrOfBcxi1u1xxcc4+EmTvvlDncdJFsal39nDqUMxj4CMKmKsj5V8Ur/8cxe/BWwl3ffyZWIAjVJeX3R9gWbshac/tvTRF++P6oIs1/6iCuBHGmocUH7vHL5uPg23bYgYaJKhqxsoHmlOgNtuoau/IaAzpxKUWlhHWa0+xFOG66PCPpwQ49BCQngE9D3DYXvw/kjttwWDEWpANxRnMUGaLo7c0UkGt/8iuNHf4UEH2kF71+FJeN+o6CNrVfcSIavdgdzUNtvQyLJB4uUYERBFkM49HIBu1tFk9B0rPjbsgr6sZavzLUf9g+AYBGR3hz1HTTdE5aCafgbZm61CeMt2MUHXVsia+ojHc/D70NKDbA83IfhLhcNn3bsZshtfRlxD3Sh4GHwHLXZoY9Pho2RghF1GNArbUQo+eZJWfQah7HUxVgBPYrrD0FpzEHgViKVXw2+3lw85tkLuKWZfHLuK21Boq7HBOWjVxkTLh8mWXbEtWsMDPNdYDrtNsvX68FRiLRrM7SStEHe5MV+c7GXYb82TcGZlFedo9+vsh7ysTOm+Hv86wJFTjv75UhE7x8Tr7b9KT7nB09WFIgFHrGfNQ5CDaVC0OLNQw6gZ93Tlm/Db9EoENZD23petoWuNOqDRSJjYk5xkdYsBCAR5LqMdZyOt34dxWiYveLa9eQjaU9a+yiIfF0zD3VIKo6MBU1IY/TJM+sc12YdlNaEyX+/hJf2h8r746xc0RwrKd8Pv7s3hF5ESLvC/zuPdy18GxRApmGSMAKWwcElibY2ruQYbBzZQog2EPJWVdFJewOElaOdas6pF47ilXjTZfXwLdNWPJWjlB+/UCFgFpzRAjczrRrjiDE0laOy8D2hCNiUN0dsgEUn7Lk0Pq1f7cm5i3Xqt1z6E/NZaEPAw5t7zjLgg2CC4rR7yfyBctQL/xraQw5xJ9GpDttD3cGhDrHp5En41yB5EoWx9XlRd2t7Uyq3YJYPSO4OtZVuKycFyHDTNJtIOAYHpH9JZRjcGxDzmLtubSQkGmr/sB2jkbJOFM60QGz72GXzQm/dTvjYrJwcMbHbvyssak751ibdK9Bt2hN/YtJO8xq6f9FHfG1pSHlN1EdsjBOOe212Be/JyNSo4ynYNf7JJbDNFk9FyF05wPbgigwohlSrVoosEcIdKEz1Sse5JcPk9F3NcKIs7NrixUbi3WP4AupiLDA8DJ6VS6MWewQmXD1fXInHhXcZBLc55vZvB4PNl4KgJhOpy4CCF+irjwP+YU8WJo8Z4r/W+bvUgthQAt/+ncEC37MHvweDoR2ok36hwL8eJlPs4xg51nbMnvBB8lnul+jhLNAXqL4EyJbZ39na+rkcBsw7sD7wYVb3hO78RKjbTuJmzLhQ23Cy4+yASGC9f1w1ehasNc3kf2GcaKFvHvqRoY3XUZZS7bKEZfY7Hlu0H05NXUMWWfaBTl+9XsNPyNUbgl2uUYnknp6t5hjRlQgtenkPStkbMsCo+79alTzUQc65+AvZ9hvUcqbPCmNDT5Hu4MRtUFM4z1zjO7+xN3tVpAVyOMvPu5HpzZL3b2VXdUzY7c3DzPFL1jCJ8D3S2v61jIWZfITuGBRZsjkuX070TKcqZMcrjqt0GkFMwrVQ64KsuvpSonGS845BHMfoE9CRNxBBcjPB5hqVevl1jjE5ptxIsPWZ/uKu/YkJf9ioc78lJWZXmP0lvALujLzasLrdlrYUhGs/EuZ+dWkvWIC2vqZkDowWPbq10+iVXB42S7qt//uSbRRfAF+99wY6j/4MbC/29JAlYJRRUzh9tPDx8CCYSQBKw6WRQTEUw4EViDQ8TSm1/gMhBK4YwwH1hpLhkVXJuqilZTRIRfpNKq+p+XIgl5ZVJqmNwSDJRaNaAMlUplbEbmJGQ8rmz7kKP5dMpV1sH053P31/uXiwkKXgCRBYIeRG2uvrcOY57B/oH//WD4gZ3gFyWdkEAUl21+07qqNTO0tHNsc3pbitgB/QE00QAlEbUh3L6hSDiYWWUsN6UJn5XUoYGaQ/iHTX1LmI4OAMBzTa91LWpNTV1Vi4eeM6hGuvlDnEiXQkKZsA2C2uBGKsqmWbDMJF4RFhWjToiF1bymhUsXGSn1j1pcT1QCpdgvfNhg3j98SwHqwD9aINeRZgpjbVjv7nRECPGjUYmTcM98+11bRizkoAY8J8W148ZAZsPn+jIkgnPV/vbJm+mHg/W3sdplB1SBsIxE0XMQnIgeXXyyCD7JxNZZb8fphaSygTeoM4L0DA43ZQp0QdBehxbHFCwAgsDISRIirumJkXF4gL4QAiQX+lrZxymJ28YqoWoL6YRej9tF4NtbZS8MmKgO4G2jrrY0pmpOAjvfxtH9iLvOXnmwelMFaGfCRKuyyh2DtlexXsv/enKaJn+KSTc1nujNVv7CSObz0mBErkaPovizCaXEK8Y1nECXNV94aWPi2Ahe8ScRbj/6elD+hI7HxyAmciKiMfJzzhRKQ+2RXrFjTGR4/fVoPX+ceqnezvAp9Ji2Av4hQpOKjC+5zMOXc+uSXhDce/o9ylUwW1J1wDMtK3GskowMh4AkNOb3Z/fIr9lICH7e7iyKLtOz9SPaSRRPMIlfMYE0Oa50X1hwG+sqSryY2ZJLg/mYZpnfNIi8/aoTfUmGjPMw1X4YjDlEWig6/wXg9ob2FHe/wRPUt1jsdH42rhtEeNZABn++b+a4lCWk3oNLXiBN17sdPa+c2i2IO70yf26fbyV0/nkPcOrerrsUOP2h1AYonEOKqGsq5a8dBIDTWbl5QUId/EDEWLBO8CmucTjQ5gEmbzthz36K0VlnROPvPvEYsuk7LJ6jqzb5Y4aMxIhF+bo79E5pgCPwISMAOiNnkqVlgOm6vNeWXV969EKq3uQVVRAO69wt2ozgipL12mZbl5GbSHRuyuEz8eZSL0rRXhfJNdTg+fjak1MfyCNsSo3ZnOA/diKHsfUMHYy1FG54cY4dLr7G7BEFAjvPw15KqmCS1kh5LM+7HMH3CrPFFDghCd+lqg7+PqNKF8qM49CGaDqpm12v0U60/LXjezMYldxEm09seMZJ+SNHwK240Xv13f7dk5VRUBYkbl+5rg2ywLGaUe5fnJp1OaceiAUZMxEHFCJNFCKizTfSFfnPYqDLokJiZPcAM4cyn6eMytzHsHms/R1iiPlPYM7ZICZRi0g3Wpzd9OXhHikUywCrqsqDL/yyXO/cNOtR4SE6Sa60wv0vze+fd/spXEWGQDOAOYDfh5637QoF5i3X5uAaVLb/6pXLGFEQtT+YX8DTd7vL2pxKRvokkFu4j1ZyNDrkcb09WgUYp9lAyIue/GgagQpwES8SEzFNRY+GdRDYFfKCqgVws/j+hw6CYcRb8qETSSr+hA4GjQkPKsR8Z+xnqTuyusfOenu06MKCnX8fkkOGEeTsF2rlKCqJkPl9g18ffzqj2tJ/l4J+4ZWPJIqCvEr83jY4aREPPPxY0cKPmCjt5REoIirddA5L8lzrnS7rgA3hOpoUQIgRPeuYf0h/NzTg5wh9GlsLGbl170ll0KQTcp5tXn1U4tItd9BremtXKANP3miyz8m/WXrINtSy63J+sZTniV49sdFs7TtlH8qRd012UOO2ru+7AnpF0Orutrs78XyqnyNidn+s06xxHZCjKge1daWCNOcZdTPLhQ+9VdyGWVdkUsjXoiT4lozkQ4wZhn1CyJ1grUcNP+wovXf32ToKj2XHbg9/h1x/8p0bcD0QY7ZiTtnbApEnU7BsHdjY78VEoGlYUvt+ob6zbLcQJctkzHBmciINYRkHvbg1MJVkPc7YuJfWSA0JYDxVU69rF6KmqariSBEKQThRY7Jy50bB0tTkfPsnULhojSFdQrM4FCRmSv+Wxr8a6Es3rxYXqll31ZHbcW7lMEJTWav47RCSC7BKEi/w3j6h7uHb79nQUrpwbKR9V/CQGEJyGR+vOT3PVK4f3pa76NF6va4QnR9/zzGnofip53hsQ/B0Q8N4lY4opkhAIjDtWKwJl30YlXG3rT4WeQlg6rXZ6Al2RtPi7xh9uGR4OUVVmUS3x6wsvcn63d3Xddn6i2eSWOvWcnsl9KfBYHijLie/SarvqLo9ftN8SLvxysPF5iy+YTsYvdGsCmkYUrF2un3Pl57evuhdpzRXkZaZEOCF7m20erkJYVGhdCRfrt4t3+phstAscop4AlMJKadGNsGhLLa65FiSTT4rJY4SylUTw9V2cR+ziSn4+skrDGKdzffPUdgR5ZZkO7X2X9LnMcsPu7H5+El0z0PxvSr3V9yWZmELmJUmxmvBhryBbPFUF3I5A1UjHyC791mLwtKOpZEqjHy2V38bXXt5YetY8U5N5beJ3CP4EFNUeBVy2tWFW7bGdjHBISF43jUCtiVLSvPtj6dlA31P5V5VaRn+NDOZ+y2M56xizeBJLpUtxtZ9rbxt5glXgrjt7rkO3lcBXNmv2EuwdX7M/kGPkJiGacR7sthg5muprR7+wtFazrZiB6OffnAQMksT0x9a0yfz2iiejvj7j3c/bRQwaDU4DLbev9qrkc8Vel2jsB51JkoxjqQy3lNcx13c7L4GFh16ovJU7zmice+m7w3urtbGaodjEsEk4KHtsyKpTrsEsaXSKQFBQ4MoqJ0xfbX5+y5vACvbc6/a2WtmL1EdR/FR/wbOtFtmW+KXM7WLBLe/2JB4chcOGcGi/JyYyD9lMGPunonP4erfX2ODz/PT/LK6n2tx699fRYYio3I+LTUVY15SJ5z8tTGyC5UL93xzi5WHZHimnBwfHkQVQ71cIz2rtarly5GCnBL/dWVztrZWlWx3rRNsXVec7Hx5XsLeZ50rfJ6N33AXOcoL6y6e1hM9Cen+eyR/3IitjG9bSMMEshs4apddtVvGyKhXY10xj98fBBwGlVz+fxc//97w/hsYBv0fMIwD6r8wDKCkuIrR607MkJdYRIncHCZOZcj/bggXJkErEYxgoqAZzFH1FYkYCT3iR26Kqa19rLY047FhobAKs5JyiF0mlpQBmRiBVSeYTm6Y2KJ2AozaoWE6mdud2QVLFwtWXMpjeNq1y3G7/dnzuu3Zu+va69n7ibsHDBTyX9NlYAS2kVVMLp4govUPRQN5+zybV9rUTeeojgT0H/Lmggn6H/IQ1e3sxP1aSckmkwyXKJ82sBMZSKj6PN1lLVJoaWQ7n0UGJzW6BUlh4eEB86Jji0eM6dTUan6i6SbX3OSilmtlLBitEOXRG1a8JLlJllijNMNpKeWTyyHFtk4sRpbPH9iGFyY+HhEU4BThwoQg6eQ6QPzkyiNWyHL2zvmUN2cubqRAQ61cUHW2JdEzrkJgabKKi0pYHt+7KCLo2+zrTsX9vvG7eucHPhffFhpsqGnAVsebuEMgFyFTIt1oD6KvpMlf+8VoiZkkKQL4P/CzpWwuKyvpZa3KTTVpeWgKoTZ+0TrL5PEyNvpSJewqTQWdiqsaPOMoDZPBkJXdbNzXbBXUO8qcrt9NfQrF0z1M9r6p3NCNdCl3ZKqSBLXe146WW6Z9RObomHJZKQMBUlSbM1Lbe+k98PBSuymC3r55NrtyvSrKE2S6602KMFKqR8OzUt+pw3yUP4Oo2ag1jopHz9RoCc31Ytqd+aiiobdf2xth5kaP2wOmOcgS+spiIjtYXDziu5noMdMXj0E6nTZ4H28ZSV8ngVh4q6yegkAI+J7i9W6e7prpZF0rheiAa/ypNK6crNi+Q7kZm74M7ICentujvJZm0OxTCJPPhKYxq8vZHbcvOI2dSZW29sRetxJOI8GEdA+X/fnX1Fp862PGBAkILLlKqvFPH4nPytNEdUdWHh7/cepCeJ8Yoyc2K24ETyaZGstu1Z8g4kAJ6hvJGmtrhUWjq2jT2n0v/fIsiZLn4DTdQm2bQD/WuPbJ5djAfYKpuWNIozP6l6nHWx7uFGDgqc8Sc1dCKzk5zk46QlSQR20LYON/D+94PjQDD3Z/f4v7j8w+SKE4VKg5CYD7RFD41CGB1XtnDpuD9Bc4e63NURKwSYvrI2VGiYGKjvP6Kdlej2RSUWeDd7u9zpuIHH7/ij3QjIyjJ372SvTIZoFMARYMveNQXots+bKB+h8y0FuTCNy/+kFxlI78Es7o+CT8iNVz3L8pScgiVZqT8N2vno1/S54aS2s/9v4kpDplMsV3Ab6GiJASMFw9aHnzjvbGNHx9Uf1l6mi5kQauOR6LDGwl+W7Wpmkt1v1nlz19kqFiW5czHkDJOaCsKa0EJ+dLn187hKFkbzImYcUeun2VVOUd/tG0N5EgeWQOsL6LKTp0eU23HMNe8lJkZu7Bd0YVDwVFHR3GJLSjIM+8lIS4buy6Nl167J0dMfwFsOt5VbYfv6dx5UpSt1pHsbVuufn9XZ27JQFawIKss8bOc/9N8jYFybvfQeFb9PJQTW5Sbbjmly8UUdCkf2505a182tBIbDgR8DzmO2bp93atSNUDzHlQbiFoXkn7PPscVkrA/hvfRwHOtrVjDLYhR3rvF+v+VZyuYUvDfYBvLxbG9QgrVfLbZbdneLSL1n+uScRJ1juzKmPGeToCPVbLRBW4LGioYn0NI+tV1YdnIrtEDc15JiJ28O2qES47ikXiVEvl2+KTl0XrWo/OqvsTOl6HYlb3SEQaBF+cb3Spnx3PK7qAaDNZCN9wO8irvV5L87m9E3wDilQRu1X/c2afn1B9asAXguaGMjTT50L7eb1zE2WSE1E9CkmUOKNTqRbzbrH4x4iAa82jB8NRK74w0kywEHuaFQ4rlMsX1W5T7JyFB8PlqfB3C3eAhDXrW6SfONpajws5cNuli3Uv3AXVys3KZHzkwdEbxtQaD33tNCYgGePKcBq889rNuu61/bseC5K7pV/hK0qv6H+c4KuYWgv4Y4rzRTLoc+O7QHg+L+VecMdihszNIos1nkx5tofKlozgNV1ryrS3eN9flYdm17pL6G+ho6181xqYRTrzXfaRqVjUfTYpcyetcJ5Bmmhc6hU390WsS5BXa5d6U6AosO2Te65BY/PEZutwY+4WH7l90wT44mgUUEjVKN3eY/n14Ms+qsyhOdtoK6M2cytFTQ60qTEe0UQQ8jpM9f04Hg3yT2fVzKJPYzpfIXLds41UzrqMeJBmtbY0irp54wiGTrC+wGnAz3LgVW5TR9l5H6c+9O6l0oLw6u4JIgbJ4+/JIMOQKQgGkKGSKt56MHaBAbXnZTmIAR/HSEWmWMCF0lygQ0Dou1dpJGKqF+tACSh9S1FGd1RrbKeMRAreCNFidfHDrTpe6sR+uIgXUsQQVNcMeRNyYJZxXl5Q3EWU7zU82dE+5L6PlhVC92DnU4o4K0s1CjoTDQk1z+jmU1KU/fuDRqOwPQ2nlFEroqGdMd+2prHj7ko3If30lKb81KiYVk4V8BQH9DLK8gm5lj+W8VZ++UEjRWQy5aLL8BG6WvgDPX/I8c3kH7AHRgSFPbzz4ZUqoDm9Xp8ajacDWG8eMnUkQAsvVdUQhCzb3pttquYFlB/riFiecP8uT00+PhjGUrhcvahjPIJ/po+ePfoOH08ffGwEZcqJ5JLz+chu4W1xf822G2hqwWTE6VRJLW+eU7JqCeuazbc/jvkouX7knz4N0phOX+QqOjgKGa0ECKdRexbIk2Meglpn7VIefoPvfytL8xb0c3fP9pCQi36FLurt8xRAJ+P4dlIbUsr6cLc67vX5g0IiYLPb/f8Ee7/vf6cgA/Mf2OPi/3uVOorZox5Xh5mD/w8VGP0P0iACyDgaYWVBATIrTaQAIRcBlFpSwYIIsK53hIrC0r8rFHBhxBnDcFQBo/oGMwFjFDA0mgLeKpUznDGSfVKFzVXHHB6yXY7E9sdtX5Mf3/+xuFCgIAXm2EHkQccO4/FCPOmpuAd4CampCbf4FwMxpk1EgjY1/mao/cXMxFSghoueIkclApXxlDWDI8swx5o5GhL+DMU0qzkGC2oA0U6/xyIUTNtvMTEZGUkRlaaK5IdlYmJCiUBNM14Z2guJmQqjN5F26srXZmZKCLtbqE98HPsQg4RoNEgn1RwwIiRM39/POgNitY/0jeJDJIwXd8sjVIcMiIrfYIigphPixzUJwNNWhhro3QkOPamQzXg0wQZQPEo31kb8XeETchj74iht75DY1XKldn23HfvsWU+8jc4nhtoRz7KKE4BfAi9s3g8SU1Sc2OySrVEud4AjvB0xB3R6IdfCiE4ejSfccwvQx4EEDdPLhGUcUdVPSc8HoOSVbc1J0Mv71bMs8qYPt9FLlekYsHVGuMsrluloPZa/aGYGC7LMZWa5S9U6YWRHzqRbfnjPkLBxtsqdNM02fK02JR4/rEfRc74ifqrbufdQZy08LDi8+HC6Og+EdIAKG699XlC1HdJnb3rlnRmHv1q1DTcPzPBEzrBMRP929OohdNE8Z6CdUmdz3R2sV6w3XNTV5Mj5iYJnc7WtG5m9RZFqOet/Xiivnm/lg4FvRy/D7u2VoFhDwzvV5GpZPEZDRu6LTQDUfm2KHGdjR12731XQaaPfzL1VqLI/13Y/gcdl8H7M+2GKSXjKfiDqmArjmXtgc4M2AjnbsT/syG6D6WVHHidynRnPpNo175uUB3NKyafAsVXexzfMK3jcCBueCplNOOH0eEdVfTywApTkOJ68h0bY7eer8a2i7lgV1ltGVef+XiZp/sPv50ZK1sP89QsOnYOG9m0PJne7CVBUQc2B9SeosVASjoOcqqaCzhllFd64FPPaAN59qGiddIwgg5s0CnfYFTPIQlFVn/M+iBq8mzONZAnXZP4foZZHC16z/XSXNEN/+P0cKqBZ9i5O9f29Q4HmzYyRVyDJvuUNwCYLE8twc/uzjYIOLZ8wsw4ODpVbdGepCzyw6vTe8j4ltlHU5YtGxC1dCtbz7NeJVaEO3ZEh3smpXgEXtehdsRgO7KgMqIoQ6bGUT9h+HD32U1Uzxxnza9SBBNRnIOZgdTQ2I7Obl2ooEIJinJYcd6DrYes2T1D54X0OPEOBymLeqjEVVAXfsVLZrgD9jMeuZ8Ot3e44sJwi9mGV8lVAHuaWQ6kdQX9mX+C5ssfcaaUaOrD5f1HveudDydFXExuDvm8kWtPw/+KtrOEKu2WXbXzg+XVFXNRr+qkuj9GJBJhfznuz1VqEw5c8edbvFCDnMnjQD0ALp2WEJSZfsPCNfoIguciyVYMIqwGCwum5S77WxVFkT+lVlf4RR4TB5FcnB607rJFvDMTMW2JWDU0UftWjvjr1L2uaLYmAV6qGYsoJ74YpgCljQ94z3FOTkkH5kJXShKXdjT6OEEGNoYCNjgaBXmDjN1ZTn+xhEwpfeyvb/f0b7JFrmyQunYM6V4f0AqeLkLwfmPusMCh/PNszxt7yzRsTkYwSQ+rjIPJZ8Nh191BK966eE5FMpPcHCmiaxs2fAYiTWkgSWeyzTK393bSokuwPtExVwR9oNFL+L2VR9Etv/s8euRr3nPHwB9XvQ7NoTLqLLso29rwpRCbSllvIMi74glZuPvk5TKzyA39cMT7sxewpPpyCR9ibIVdI9t5bvOX+NJwhYIGCUcvE+fF56Hkcor/2V1jFnwJkRDqaEnbDO6HOg+Ov9e3+V2TOLlNC2l7IwqSGko8nQOa+oLUEaS+fGradHLxWChVXudKfUlLL3gIbdCfpBiVhX2Ow54Eyj2aZuROlvWLf0v48MEXRI6PofWJs1g27+v/MSsvfsW96etZ1rLtGbM6gPMHBSObBJIv5++30jhFR5h+zYTpSClYcy7+3RrtPcqG8s8YIjcDvwb37jBEK3Qp2hY1YWIGe5klPVfbD839ICwyuy1UYPbuoL+ZTiTGwETL8B8cPjIyO0OzYs7K6urBlVf4QIoYj5vD3SSSKxy1FYTAVIXEUJC2pF8mdLvQdhavP3JuEX7KXFPyssdVVfe9PfgM3L3B0j6JHT5Oh2mjbK4sEW/CYPZKYXinY81zmnbeDu4ryQHZg/iZiGCXZ8qykTsg2dihNWsSoVDVPNm1xrsSdubBvsll3Vb2yRzOzLXDdP3IpXAbEZC7prF2/lLy1G8tYNScbzmytnaXYxDy0WoC281xZpHw+dH2iI4iw8JTZTz2R+/bF26pitFn+3e2zQChIuXqzekpnwb0o4jpSSuZWh33yxXysXA36OVH8oLOfoalY0vWgwBFzIDiurSE+vqEZc1Q/rEYU1zt+eTF1svtZ53R788u9cHA2szp2+BboJJmJF59t8oyGZciRKECj6k4T352vvf0HX0SrKKe4Uf790FqO7rlZxvGncIkmZlpp9TfBXALSRn7cJ9KcVzl6qc3FMsNSDrSZSA/n2oAf9DmTI9NsfOd56etCb2P40nmpWNPQjFWkeWlcHCXWpihoeA0gs7bKaKybhxckRTZ2KcjSWjgm5lJlcqo09q7CjaE/hmZmhEjJanF+duRrbp5hWqOb9k7c4dn2VdlQeOqJ1j3hDKeFQeJ4OPIxWzQ73tbUWf2jkHyIoysy2TrzHP6OxeXJ/bGliFzMRvFRU09L1XWu5Dqxzul09EAtZH4Im+OcLoSrsEpN47O+UpIiENeumTMvrDnb4oXy6vwlVAk3UBN5aMzrzsGTRPWJi9DUgSnpWTLdOcVoFameeYLW9Ggs+X1a6qhpsjEUovZeE61ss80Rtisb+FLsyWIFIwULduJNhnhU8KIyhzCwdpTYNoj3x7cbe25SNDM7omiLyqP0tVukIZvtVirvmyphpuaOmMOGqAJNg0tLduNmo/L6xg1vcwQ66v23gYSo8x6z0Dt+0DVYXeRol7xa8bcthbTtAzSUOF+DcDa+yzTp3xFaHLcsp/YmdM7v6SKTBySKa+kBbcVZDZBr8teedjwUXovncNWN61Z2m/2veCfMiXNb5fKYXz68zaTDVp92mMajOc7eISrz3Zh+ytWfggSgI7Tzkmg/PIwQGu79Kp7NCFFA76HssLdNLfyN0hxb7YvXMbRlBp0L9jh4V2C7CNZebQuY9y30oIZyJfuxXy/6uQPWWW9J4AMR460H1eiZ5sGtBkR2rX5dVQAbxDNtudUegCJJ/Bt8F87CoCAzKy9vKzTYHwxZHP//tt2x9d/+N2AR9j/Aoi/M//qFRgLzBjsuSKiPSktAWN6GAxxeDJSS6W1F5BgVgFiIHS/OLypPUJZ3G02fd1B9CAxTEEAWShg9QDm4X8MOo1PmBqmq5KSk1EIlEVoisbT+3G2/e3nbXdTx83HJV/lTYRMGIiBPBzMHYiY/37t3rjBvD4LXXyASwG55iJ9DT6CBeHpjcHlmcLlnZHtqYHlrZWpqa33VGJTbJjzmGHtII4Eqelcd/Z06dSgmJrtPAgll4G5/MzODgFDz0nVPG087MzMT40LJP4kYbqepm6OHRKeQZnVJc0RTUugkmqAUqxFEz0jJGX7K7oskVZeGjt4qzE7nz8tHyABCz5AuTUmv4AkHxpFXbdvVAhEZwmvm3wvbgSjsnSsaLHspuX1+XiwoZFzznoXipH5jKLuz7rHnYN14zP4oF0rqxT+qOu6Gg48EBrlQjGM9B+Lo37RLAVp8fp40lV7iI1L6gVLUHWGwcFyaOwWx4DLh1lzOKIovjkJYMOkIJCFZS/qvCZVJso5MB5FJKsoNWXPxK8ixyzRQ3wDr7e4hLSOTFFRjfySujgtFBrIJudOxNXwb0IhULmrZRm/2dH4pti6uXxzWuR+DdvWSgsR1jYr1bq56z9uISeVmZ2n8kyPJeuBcQNliFYtmhT1pC3hcFVlB0M79x2kKp6XhxSunVxJ6ZFfJax8t1m9DGnY8LfExFgSqwHbmjJ3GMfRZY10F/MDb3dEz5PS3KvfXAIFoFNH9m//r1pdBvS6jxFJgRB/B4OBsx9j6bavxfl+qtU4FwQHffChgc8x7trJW9e3rLTxwKYxpan+DKoew269sDEkU6k9jNAMHR7e5EtLKaIIWuLd3AhO+YEJ5w65vphF9qlkZYQacw+FmDvfyB232OcDyrxgKEoTI39njiaCT2zUMLmGlk7w/+voRcE4jmKQ2KIENfh5dTFtTlZR5fdyKSnoZP0Gh7mmhTbY3BBDqHXshx+k/DPRgy8odzGD94t7uqGT9f65tmzEyIxaQ4l3vh+Q5ttcLwsrJvW+Wal1lgyXtbn57PAYa9ATOE/T6zw30LxBQ/iKD916p+y+ISJi/dgvu29101LtsAvGcrInwi73QHrqFDBR0FdNsZypwNtDRAubyxW/x2ZjPGgdZWU6APWL1PJElQ1muV7ah/AkaT/pA+JIQtqHI0YB8ZvazjAns2HWdJ7df4slze4UMUec8D2YsAxH/UgDSGVbwiiMRGiyJgLbFqCoY/4puLJz1KmEUfk1fl5qCcFTCagoF7HOt0p5laAJ7BD/XYyBzybF/I4FFMo5q5jrh+L+s0s3mIpwlWrHyiaLLVGqatpLm0XmlsMGvuX+mmlqT+8rEgz/XI0lrGcnDkH1s8EXpzRo600T8WdTtUfz6VDWKL8gO4Mi3gnSu4db/0OZ8ZYXUHaI/TarSIzHuGwxxEFbYd+yjFUXNGvWAsVG5itzvwWGPjZxunAWJvaV8fNNMefPJeQ1koS7fUpOM1zCvOCUj1mDmq0kRA00RFZIluwOQF9j9nqUXozLvF5pa7N4AF6jGcsiNiiZV0Xy1hwpgGg2fD7zxyxvOENvMFQvh5kpxKZMC7uRsHrfTl2v2BRT1AC2Q9D5dPJYBmN1+imovn1n/oJ7skqEJoB7wH/S53fSW0yiZMLFylXTvlah9jvPDAIsCW1drE0Rn9/JDofeUG4prXn2Ka93un3I4nLjCvPcVVlwScXVECgpx9IX1fXvwX8h17boHnVP2W8rPLwJ0KwYjVB21C3aPQLENQ5Ttqz7N8BGtXc1b6DA1ygr4t1HLWK7Gjr1/3ogPbUPXCAfJNJ4bEz5OfCTIGBCyCAFUdeLURocbaYdqe/ewoFhSbUr1CNINqc/Od/MfyCXO1Vf4f5q/IWO3eH12gFRUlvwYOaVKQJO+VaXNIXVfbnXbWZdfJSJln0HN11vL6dPAJ3jFUvhMQZ9iefpwDdJHP7yLu37ZU0y52o4glT93dhTqDi/OeZXzS7uoRrv9FXWm7qCZPqc7HaUC0DmXUV4rR76hmBE5lkSuxHFDhv8pcFt7wQ2/jpwD2LOa0O4O6k0OiPi29xQT3BOSd5eg7HYVKzzTouAn2XAMLScxZzVwLhb84Cv+UVDCYSonS5QyLCkrLzH/rbjIkA4Zwf+jqKipLSMlJqTtWVcSMhMnkBH4/FSuFFZQK2d6edEQAo/HmyVTenkxb6aUkYMbXVPJ5fQ3chhTtnQxnfpPcEUtH5Ly3VjJjpKBQuFUQfEqTqH6wOZVRMlZAyv6COJjzrb7e/xB7EgsDLfsqlNEoEXG9i49oo+Kk4zjttEu5k9KEvdj0AOqdeC3aHO6SFShSk6F1m6B9tIhEoWWVG4nhc4XjeOcgIv1CUpyIRKFI126aUQ/qOjux33/fDOOnLZFRivWtfRTJs/JzqbN78IhG5+TdDN7tj67Zz6lq1XLpyLZJ/+RiLjFeaWx9WkpTEAnaVSN/H6KUimBSHI7/P2rDSbfgf1kW+j2Tqs8vurHrOvjwndQn8CruqwIMuToJE7Tx/1cdVNfOnojhXTvwkJIvZgUY0yJqy6elTq3IBFJKzyvcOTV9prTstXPz/ABEALzhoQ85gd95m6E7IvWcbsAobVxblOauzFsfnL9hX97rHL7ybXoztYKfaHwMgTeHI4+h1lg3tMqrmG2UGCXtkb3zvso05StgPPIXABWgmz7D34/cef6H8hCj1QRo2pyNd+Tw8WBYh5w2FNXTKfbsyXF8duidAjey/TOFhprOzHzjcSPs4tJU1r4UNHWNlnYi47V73ZltQgI/B8Z2ti4/TXs6A88VusTwriIjXY2KpPWJZobSdYn31PEZm67aAvzh4dhPNhULA6SSw53pRKHKc9NRVCdYCloU5rnU5086rk8ddHwlpp360ZVsfsd9HPAb8vh83PRYA1bZZd2gpXgZKkXorNVhUVnf8w+hBZNezPTBCvvV+yRtGz43PqdS9211X6jc/N5PiRny8oDKEdJuSLC80yzRI/jtFls7O1mdMhXdGCBzfCpDBTf+QpDjb4G+aDLzCx4qKG7xokH27/f9EzquQCLXeo6PGWODMDXxOg1iYimWz/jBtl5YgMXKdJuDmDt2CQhLljlZeI7+h5vvqBDx+VvepdQpUl0lOP4UupVI1Hq+/dFToo+43Zr4FrpntGPco8VrVnH3y0TVo7ft5vEDbyrmjG+K5Ui6XAgaIrRGI+ndvmXKAwb/E//jkKVFgpwbt97b2kXG4xBTbGQKIzgFz40l2Dgj3scrMLAz7O6wVsm9IDUg+5yur9nk81ZuWLlKCAeNm9L3wTsPz8Pg7O3kznkuDz8PVmycQBDJwXfdwefgfcNstJenfkjIh4XkhRvD5F/3Q6cArVZsnObZKZSfN3eDkldW4hPE+dg3d6vgT8evU8JRU/JSutiyG67LepS/tiJDzGqZlmZPznjANHzucfsE+i+n/N+sgiFjzfwwVhzIB+F400R/pmblArxpBxvyljHByY8uSQvuPKeI29sarEv2GyBTklgtdEHTfMVxwvjuRvv17bdzNyPVWs8ZGLxOHyBADDo/4P45fpv9YTB/QeCJfmvdKf6/2zCX5eUJ8xv46eIUNpah46SlaAdipBSrmCN+oOeQo5PWkVJKRTjfE6+iQ2ZSlkWBj7q0gTKSShIGLgS7VIhryUmQK2Maq/Kn+WZ6Lp/L67lwWma5vhfcxC7b33/aw7i92svFhAC0B4JCC0DddsZmZmHcJEkjSqdTpVKtIs8+eEB0TKlLh66HB46gM6VDQ/dNTwz89MM0t3ASdAga0G1WFo6DDYc9xox7S8mDgarejqzYrd4+UOyODe3z2kN9iHKCVG8OPc2WBu6Zbd9KlCxRz0jAe34MJ8sxqCYQyNJiI9H8FCwiDCtgkcIHavqKLlyxVDbnJuPm7gglAoyTLDWVYHbXyDcMrgwNM20R/lh5F+jDaA+a4n9gGVWCM5quvY8OhEZnRob3HZNdt5PwZ/2iFsxD4Dtr4cV1scPQ/ElMDMQJwwcnYGWgWt9s4Wsq2WLyuepz0LnhOQmwlCuI3YmWXcqM5DmZInTsJYkkiMKMGmG8bYwRHsKRT1zTdloDDbdWtNPSZS6qG0XCY1Mvf8U4+6x5FrNvMv2xJa7qit17+VSNfObN36wYyteF+7TXo9lJBRuuxsZS18VntbxGM7mHHFA48VX9yLEa3C14cdWtgJdQIRJZYNjb2tIbjPvTtddAhSCtkV27qIRRPMl9+51sw4YrJUW2qocX1y02rfhfMU44ZqX2EEDSbeO5R/dprukVigbvpvznzv+QpcI3RmD8lSoHRdMzGQ8d10uNSQK3BOCAF/1W/qKjuP4FdGH2iI4NiQtgjfXp7drEBzbTiPxG/klXQ9pixXs+pnH0yS7+kQokDqUz1os1KncXzKjWM2uuXNjGFUhA3GIdtSud/xa4CiBk3+ztThGW6yLLibCa3n+nJJFDGuXF9zukCydhl6e6hc/LRR3grHEi6VjVKX4dyjZ+VkFhYkEM4oX/7YP9/sxjgOdgXNVYDzp0ymSBlGcmD1xZhLNBce0tdScWsQSCIh3pn/Mhesv2SOkVU/THX/6F6vlzo1op6HERyqPzQ0rjY816acI4dx7CYQK2yFnq7Sw/oIDs/sMnUaBXMjixNTFuvrzM31tfF6L15hPcPaKANeGQqIXx94HOIcm4kTB6wIIRsdEUIiBtC5V22yRwDqA6y/As4v4cHoaqsQSiIo+FhwXwaBLsKuwL/oAeFCurNF3LKIzqZ8nR2BaEO2/nzJbwnV+M3SGUrgJg2rGkmAwNiv9aQHixJChsiSmht917hgKMFDTPg3eeYIOMkONczLiCE79XAVo8o+rBIo+4aMfBRdS/eI1HAo8PBjnpirMz5sxz71TGS/ALb+NQ9Q451zHNrnaAZ/WXWr2sHKjKBcJ2MSq3kVfo/bUv4QvejgzRrafiVzx2UknGy0oaj/Ze5WT4giu2eUTIj4ZqaYwcgbvAdWZFXU/a8fN7mOyGXJ2aCmg40186HqfK6swPSJepSLQM0oGvhMr1mrhz2TCQ0kE7SBa6288CUwpkHVbvA0Qz1gpl2fLRKaSefWDAdDIJSs9XJURIX81lz8TiahDR96CkUZWKyxKILY4bYu7zfWwdR33KUy8sj5swPGb6QUGB8AqGKkXAHDB5Qz1M38+b8ZfmstqVEJTLFmKrT01TViwcVpVuvKna/bPru+xjCWWxXiJkfKejIqyBXAVrSRz1JFaboO/tbRHwwM3ZsdM4D33o23YvbZfOb7JbIrFzMI+WShi5hwZi0AehoXDzlP9ygqhsazf+Ctia8LRMs8SL/9i2ChG4qcuDBvb23wM7vTaFXETfRj1JC4dzj+914rjFEi99nKy7N+yQzmKZ0Dxq9K/6gqGsUsKTCwRcWazcrZyLKQIcSjdmT22FLOx/zPc1F9tX3Zm21dgfWPGkubBLRaDVJeWoA/LZVvEjiSG7jaS5uEtDu3PqhSWPY087F+qLJ9e9wPNlnEhMslLj0E6Dbtf9W/yzt7h8JzNWjBl001IYJ/pqp+TQME78/861MEncTbZbH32h2uqNyLyXpQCEcsAlGz0UIhPRZNQ8azrsvyZarG9FFpNc+VZSQwi4/07mSvr1OKtidcD76YUhrKc7oGOMlAkhAx3clW+tWkHxeZUulMdFZ1RfkYzPgGINuOp1m1NKIC/1Mp9DwhwCab5fxh7hyBdgHVZtI3Vtm3btlbbtm3btt2rbdu2bdv62/3OPu8NX+x7JxlfxDesSWZlZeVXhLnGbxyb6vlak5cTsXjuxF7h9aHtTLBXob31S4ztTMc6Paa9NbpKDtnp+Vh1tsA0HG5fn5d3R8mEhBPzL+m884vL+585YX/I8HCHrRwup5tqkR+Z2dtHkSURce/m5nCioQVh1InEfwSR+Q2Y3FN79tVPfnVbDSI2xLtgV6NsfxuhuYvty+buJ5swX5hF9r4p2ZhPfYrcmGxj3i81+c3Hx9zBzMwE+89AWQIDKMAEx4+cQnXgw+MbSbF983cAg/EFhVySeb5FkgRhDIqSakX3sOIHDVSwaW1hGB+fdx5QTwM2nsXOib++G8acNlYJX49HxL/IZxT3BnnCdkzXBb+3D/IFGH9ssf6YR7qb9zjK+ITL6ozlfpTstkF+fmqnh34RaXqTuQHWiuN6LX9wXqDPy1TsNiAlQrH/xNrYJdfQ2gvHXOtV1FTzz8meco2rob80qmXpGpJ0KerRu1I2LFx14rOk9AoMyzjyiFhiZ553OPnNsX8L1pSETNGHzkB2I+/ySllEn0QEPp3pQ30dZBZVrt5p+olHu2X6dqisqyDf+kh8FbU8LPybi3tt8Oa3WjqxFzb+Q95KRyPwKCZ7I3BjlrJJLu+txCnIp4juWbRgO2fSt7r1qaudy++W+z5c61mdvWVR70qVUuu66Zrnb3Nw0DjUKYsDUQFRohXUszaWsotTkhXJN/mvJK4hRrc+aM2uPJObluVh68qwj98lRl4keqOownCDYR5bSeL98g2XDnmMcma4AgEiBU6PyTLcfhJ77AKYI+MON2vmFy19xptaHkLXBTtfvf2poH2mpvKI4XJkiiJ8HxgJmUHxG0uVjNj5cmDJ5fJsNfLUq4fjU0R07GVp2RVZrvoK5sH1sfebwzrhqyuWZOtJ39WW1RHOZwonscL4dcIB7ucOtGAP/LoW+nW/3cWm0hLQfuYA7aumU0Lz6td0YDAQBA6DTqtR//8zCA39n8rH/5dnwf0XniUJ8783hRooa+j4wsgoUFIa0homyegKSMA4SODMAf3K2mDNYoFaiCQyoYRE1WpGK0V0UdI1MEHowLaKmjVaCWIpFJRQQWgYYGJbQYfCjkJguzrMKGFE7zZ7gI+Wu89H/8ztjt8c71uuszwuAHkCMpgQCZQgTD8hkX4vf6FhIoi6kGgI4eLim7FfM+NfxAsLc7ap2clXXxxrHhqc2paW2JKGKgvZGMqsO8wJjBFRyJoG1lfkGh0U9O6I/HqVeyyBxcSplpZc46G2NpjWI6eOpmoqA/QZxRM1fB8hMAFy7oFJsiwCMfE3qYYkT5WgomCRIaP3JjWxeXDFr3FJxWdpIk9Vhb+IiEULFqQGxFu4QTaJq8Z02ULq4nYa+9GVkELFaxOk5y21w7kDSMjFoZ2nXnL3LpuGWd5mW4lVZzhlM62Y/OwAuMcvXGprmEiiN5LG4iEIOkYMi65SVsXsWq+BP/Yrai+ThhE9ipaTS6Fe0LgFdCippskKQgWScMSHVPYgZAc0kbAyrfuUVn6THL/1DgESNgR+Y2+SI9pY5K1PE2pb/PqGnIUzHJhSBNX+9sLRbd4ibhslBxJm90kEZcwqcHePyxmWA/p8HMHe8JC3JFj8R6ar+Ew7HDYQd86HukUEBPvfyEx3XTwqzhkos1Gn8HAPcaEY+SVVWUNNLql2GJlUA3dVG6GtTDOGaZ6p+rllzDa4Pe5VJWFctLgu7wvWJDj05wy+7dPbuPA8ZB5ZHXmg4S3cNQ4ZdvD2vsm6RwfmUPmYdu59TBYQFK5Raq7+ViBVAroGqHt2EJ9rXTdvbulUOlsqerdaVhAYefKIHzoeCOjpmieVpZkD+i7iF/GkycMZ+uvE+aE/b8T2YVDRf4Xrft0SBzSmBc9Fp6u9AeZDASTY8S9MmdckeAw/if9prh7lCcZiQBP+hCD5BP1dmCXNz0x0PGjF4pUjGMC6ZrPcdT0F7WZ56v3KBPnzt64aZOmegnc71rP8C8MjQp8eKkp7JgsJSOSQ7drBDwjXopFVx50b48HlJqdgigbxR4yXY09/ksZ6AdKULp/kIp5Hgggp57OvLu9QQwqRSAqxsCbyFQm6VPI+K56FN9FvRbLTWhBouyN46cMKdP/AoxPo/tUZLo1QiGNGKu+ZbVAkrFiKp9/o7aRPAxFInc535osR755+7Ake+F1NXaANSMPmtg6vD/LeF+1WzGD3dbKJsUj/SanGG2LeX+xzzaqAYnFwGPgg/b13Ox/8jWUKpsw/6DyzrWkWccE5skJVHeQts3fXG8h/6RgaFWgIwvooPg/ExxZPFpp0IK4YVPen/m0gUCmeLkB+uYuN4P5BgoGDaKLBaOvH27AfP24ukC4gXla98j7csIm4TRhzXCJWvvRaL1bUVzmjY9+ro9rkY2svhRNLVSsP5XE3ZVcMBv2HJBdGLHrN4+zYpD7nsT480Zio6n5mQM+WLGdMnNkK9MyoQAJj9sgn+gat/6jrkffn6g/hH1bspEk8Dn7sl2bdCkgImsjubiMucgYettM6nU8TKFyDhYoyWMI89X+5Fe602AzPv/Wc6iXk9sri9ypGe1CJHdv6jmVO7oonNIoy3vL3KBVNwN+Wimn6TrkXnV26BjN7Hl1h1IE5rJIlwnCfPJWM7CshBuhbv8VoyAkqZJ/vGdszEmQ5+Zx2eZpEG2X2Km/lUvIXs6YdK4QIMUyax3mxu9QHrj5oK9DYPvA91ksHYMdX8/zZtKlpuSHrj4Eq0AzxUmtEInJJUibheP5aAfcAp6T8EGy4Zwz9mBmgD4klJTmy/mOhrjiKTbhje4y+bOCcxRE/pgSijYS8bAWyjCLkttuEapFNOVGuvxAINvLEheLGc+5r+vfw2eyxFDLwMBANx4ZHjk9AihSaTutd1E2N+0GUwDORlGsPg4z+rJIaLwlopNMWtIwZwkaIJsA4n+wdVRBNjbO9XoxBLRlPjXI3b0DBacQSFI7X+S2BGm8RkUEt+0W9Yhx+1/nAfonA9SzMvZLG7JQokCgBsb5bOcOcCmalDkJJf8Xym5jOGkwGKCBe/3qc/KXGNAl+XXlA8sbpzvdbYFPzJr3zOnq+IYHDiDW0jCWyAx83iXNxga9/1yzC+zp173vpLJNwj/Y6AZ045TiK8QNa/8qZxz2UE+/lRLkmsnMz/oa+ijrNAry0OwqMIovcdR4z2LtbdpYcVWN/DY54e6VPnZju8ZBoTg7pprZH9/9vvzVksnu9xmTUGezaBMLdzGp2vViT6fhhIvPvWih3r0BcHM7MV9gUEMAzqWNPaKT+hdzYiKN1Y4mDrq0rhK+YUsiEWiqSWSpTtER5nBWNOrSWO7KySLyMKYPahS2t8o+ySGxh7YTK0rwRE9vEJi78c1wre7Es+VUCFy62pkR44ZwZy/Pzi6uLJWtWbR5+cJiOjasrgwkITFt1tWK0lkL0of0px+hvqatLeY2dlbJ3ot537rmxVuzmnlmCCLyd/qqt4ruZ/tQdUvVlXgEbD7LrszOsdcXe08enPP2EjSL9cEQK8VleWomcc5tZquxHBlp3Q0vpzFvHy7U/18frBt7BbcxUc+dTTfswF9JCAwjWYEWJmz1+xk9983O9duxp4tGQJaSN+trMw9UR9F2N98qy7tTCy/j4ocdtcSOzMcfKnO6vga+9/+sR3AW051jnrQD/CdUfT+a5xB5t1KWXyib/Hwa0i8yLilIFYV8z2CMnMIw3KTb/DfbLM5OK/Kwye1Roux56fKP+0dUXT+8VwpqBGRG4mUsFikcf65fL0gXgPUlIMEgIiEZAVki9k4ucMr5q329m+NDuSmDhvGqLxiuQ626aKw7cqboKS5kOtIkuSkF+ruPhh+c9aLCI7986YKvFGFQ9g4lCjHs2+rd1yi4/4xbH8g4D0+qTgtl/+v+m7ej8hxhQUf2wHxvdRJqUXxgoBKRYuL88LS/SmsCbh0TYsEuDS1SskFX0OI+s7BpY3OZTIqmHr2DgyLPFcz3CnIVpS5ehYfDL9LRp4lbZaGlbJ9aLvO36LaRF7TYi9GaAjg4GVUgkcAy1VeQecvZoH1MF9ksatTR02b7Z6uJ63axvf7m7so9WmZVPvMLDhvZn4gQnL164xT3FW6h2qOa6vX3FCm3H5H2VXyu0/oVT2m7+FJfMtCFUrTc047X64nk7vJV4iyjonSpoHEnp3Q1A+rFM/eYC2isNehzl4xQnxNNPVeRBURSl3bzq+vU+AR0Y+TM9jz5jSZyte413+Cva20+TMvpKh5fbfhx1NopVPY9BqE53VzVoNN4ZmRObEA2WXSFTevxcjlWFJDnQJXh8B/NfJ1Tu+z7wt6bJL3F1ckr4adsTPFEoD33poG5cf5HsRKR/K2c33Rwaf4B3Qkdzq8XyfHP+JBeHQuIlc8g/PJwTv6Y6cP/S678es+s89zzkectNFCZfc6zWLCa/ZA6LCRkIZdU3ATnph+4ah8mLMyhkyLEe0+H76jcM2a6Y/8NB62bsXykaAyF/DPR9GcyX1x4YHmLcZtw4y6m6AfNkuAgDfJmp0+y3Abbz8ICiSz6gu1UEJqPJutNVfj38bETQ6Pl7blGG84qeoi09Pv+zDEy/JJiL39hTT/6gb0xUbzHJ7QrEPS35UMS3wjsZu/7PTn6eZIXhzB40JpzsK0P/6L3BlWhc5gxvLv6d7A6jJ+c34/jHfBktuyhuWPbvqiqbSB6Me5L8N9BziHkNgrDH2/nUFm2IfOslEw/8W1figpggf22pQT8B+ytDUYr51C/DBBffFa+k8heD0De8NP24/UWi1xbKouo89/kn7xBM5U/DmjQwOKqC4H+BH7P/q4pE+P9Cxb0Q/kPFIVWUJ7B7oYcRIwol74h7pBJ3w4pqCyIwGxARRREVoFQFt8nWdQNTWx7rCUHUaCOkkRT6V1KLiKWVoyL+RJQXGAR28yREMwV0fc72Pr12J985ZE5z7H2b/+dhJwuAmBNMKIPSAFpo9N9vWucHJNjSzYWQ0LOBrRjHXv09kFd9amRtYWTtAK0vH4quLwkfn6+t2Oe4K1KiYa/aQG8ikuHuVTOaLrF6Dcy942Ns4eLaB4Q2FhYWZsblZ1bmWwbm/8yXSAYMS+IxV7MvJZDv4iEj55uh72H3RbyO3xYCX7uG/D/AV75w6pCJ50S9AwOJhlWDnureEh4iSAQEBPjwipJwQrDzTnbliJnDwT+IIb/lj1BBv6jhEn4JBK5nLCjxEY06TQwlfQu8sxxnDt+RWY9WssYvB02n+vNuRGmrQIaE+4x3FmJQaQ7t81m4ft1sVAdPedFgVqEyYUiFM5wlHHGLTMjzWpA0ScLV3ogWklAHwzjZjsuU+oMTEX9pcYWU0sAzs7ZshzSx6Zk35+QRQXNMB6bDdUFOJ48mp2NYvFdpF7HU0WkEEHZkmTDVhf3pU8ZCunZVgGOEd/4G6qsE6oIl123rov1tctF0aVVGo6TL5q/vEEHjJCfTZiipDAxGQ+Dg9q4K1PWKr6K7rQDuqtUldwkib5/AcGqiEUZZZjw6Agd3DXRQ0eVdLIS+DOQSplkDBcseS7V+Yh2w+fqaTkCA6C+6UsjlFEFxgbLPZNFdgrK5SCXUyFkEm1zk+UOWnhVw1MeBoUG/DLL7Mdfm6pUFrNWnnaiWjq7ByeJhbBoAfp+ReST7sgCR6LewZU1cI+gu2yO5i2ZboNfxtjhfz+ag//U5j3DXIuSE1aG9CRyQ0DsgIgTBvc+uxHnEnU9X7xzhpIlZDOqmndFnMnqAta5jMKEU8vVushHlQAqT5/pdNgFyNwIRkRPN6PMxjSkY53yvgbdU7dbQ9xrvAjHFbNN/PWsQPMaqscPba/YusIgFG9MchON5ahWwIyRnXj9GHXlcOXkbM9IqAdauQEdYDzHeq6D6DY4AMMR//IrFl2PVhUK2utS9gEYcDbf4x3Lbb83NpiA9BVUzNnL5Wgs2/mI01dyYatz9eWRxEll6d6+vEer7gDv73Vc7CEVyvLVfCoiwScgERix+Dz7gS4H8WhzyvCWs6acRYIc4weoNikQo2NXWPS/laedv55prAH1sMxvmDfoi30npugWSLNbKK6X65woQPOZqdtZ3IkiEwDx4qt2/UlHc7X5dRFyemyPxmhe8oivLpLtaIewT1sXNVYFgmthnhtNRl2Kzdwn4yjVe+aCMx+XaJr8A7p61NpmjEOk1IDQA/hukshQQiw+kCOiwsYT1hFsS+VH4rRsYN0MAosdVE1gKeZQMw2PBvwx+6svwBGEYSAEgX60ofss/Sigr4nczPG7fQdfOEc2YPAv7TaHUTc3Pxq6d+uYR0v0CiazogdYcYcfvhbnFLc1l1YLFjLm9dzwkIDR7bIDdKECm+GlBL4Yhn7GhWgt+/puISokhpSky1dF5VgTlbYG7yqTU/D2TN0K1/jbYAyeXT4vMn8cv84z7lTxLk68fkWUXSaZjCU5kHRWFqaJqddlf51XLMLhJbL9ha8udOWK5lBqZP2qd4P25o6unrS9i8gr5dpNO5PHpI8f90GF+N5qOwg9G4/s7N2DsNeO6kELEypivoUvjK8rXN1BpwVqlvnct0MOY3EdrLVMZD2GuC7yi8orBkX7dpcGM+b4vlS5/l9HU/KMv3NyGtZFU/LoRaMlg64dHHdjZQHgSFp3BBgNUXeU4MM1Eg6grEt3D7/iprntUJYMMjtyUG18tNWdN6ZbL/cpuqJ3hCXoaSFwq5m/MAxm3MzpHVFNvMEdk+o1uXf6bq4pxiKcsj+v2ugQelihHLqX1F1LZWgZQxOsZVP4CyLPhncKn5dgUvU0+FquWWHRKCgdfEpHdb4ngUyA4cywB4SYL7dm4J94LYqFgoqiPk38lkIy1wmg9XTbEdjPwxsljg6r2lY4Ig5mV3TAjxkNPgU7nZQ/XULKWw5tbe3WkgWGHuJbWLjdtsOlNYSuTK6istCWVXL8cwCJ9FTIOHOA+gR0U7b/9JtGNzTlILBqAJ1czAj3zoenPGf0IIzNEzs4B/KwwGSSzahYZkHWX/jVyLvL+/bNOgRX0DRtXPxoeGxj+ZAZvAPhRzM9xtOD37ycgj4So0oVyxpdBfx3u3xy8O6Xoz37WdDV8jfhGQu/ZWJ7teFWxJmOqsqOJ037sswOHsqBo+gjI1oerGux956uqcc7behdsLzZ2eVqaSC8cmLmjdWzegfooZ7bjzcnewcmWOktNte6QKMz/MO6QeHw3cDd7R+nylk1qTWT6y4PfYdg1aVpms6DZYNglvU4PDy8O74rEkxFh2JBDmcf92rgjH1syZrtwpE/WO+IWjhGXJFMXs82RZKiaijhnI/6JbjxR/346YgIXaVZMNyVLXT9K5YEbOB6cPzg2JUIqS4T4FqksCeIj+lPxRcosFuBfOa/SWMBoWpkARY2eGTZ0IDoy7HCIjMzJ5OiouN1sqcQpJQUthSuHTUEmlpCWmJhIhngM1djIaQkiFEjIUCdIjFiajIomtZSaIvknKkqaRZI0qTEqilpTLLRYmHxOgTwRbGV5ZQVswkSVjVlTLk/QI/T15IOqx3o4OV9DMdquubNNsIdW5VXNQtw2I7rqF59DkSPK6bIncCZ+GRzEBO/RX3LXadHYPnS+jtjqUNpb/9oqp+dpnye91xtaVZo/E24auWh6/idtf7fx9ue7A+TlRz2vN7tXPjPTAj+TJ+H5/e1A5MOJL70xRq3a4w5Pl+blVWsymlrm4ymKoj0dNRtr6y9sXcmx9cNGr61Mik2tz1G6mD8VUhaK0s8ogu0k0UHYhZbyanUc5bxVCbO7DacjZXtW+rWh8ofFXBBgtv06fvRpjs/54e/6g4ZIqf8fw8il65AMwh5PX2zzMk/tsdSPjiOlLzMZcTypVgfndQKabtmRw4v+WqAjyC0E5IjJiz6ILPuUZQYItrJFf3ile28Xyru4raJnq4FKvRq000+r8M02Autkb/MiI/TxZPc6xuHorG7F/Aft8ALTOb30b6sYU18rfW4W9XyKukqLfOcLp0H7jVYsLEdbeF5wp2COEDqE1Y4dBLcTmsf74tOV2x7Cvom1jQFvMZPf2dKmTHYx+w/5lLk3VqAyUV0Vi9/xlHHi9RRWXaraZ5uXLlM+sYbdt7ivf66Si4NPXM7B+T+PoF7BfRb79+NwKQ1czw+Pj50Y7Oci0wnHL1079RsCmBhV6iuUtBlkZFQzEeu0Zwo+wUXLh2J/S/XXfbbqd398Qb9o0mW8pR2hyfJiTgv1hiyVQrLpf1QUXBXd5KqtElyXMnnMBXwkUfucyut6zWMvI0eX5DedjkitfJT3WLKyblZ1lw1r72P40jQxlptS6vxqVy6rbt5Z1NMxGfw8Zi30Os4GJTiC53S4NV2aHF0NR/I2+Biqg5yU3WnAFxFO1Xp/+klwu2w3I9VTTHmwZaWjfORQ29fQKRDQPBVYELRqUtdtTlyo7cvTDr/ePdomq8DdMuuqcZm9LovX2G+SepfK61kBRlO2tl51cgCt7Kdox7q8fHb0aLHXEDpLq+/xpa+eMW+Oj/oPdKv0uBCEeIJod0nxuIup5LKbqaBoZgIEcCWTxV5EPwSBX+4DQ5/8wVDc72U8pRICtJQgZpjMRVOCiZ046D9qHwf0CFZhprVqJGeoflu7Hd81AIq7WMhwczs21G0h2Y6HehuFu568l69C43D9i5wC8Ba3whocUrTGMM+pIB4Pk2RhgyrVoH2jzhGGp1Mbzte6Rl0eObAHSDdF2Fx1sz7XIvEe1lmYup/mioJr3IPV9AMKO8UpmzAt6XRSKeWcYB5I/ta5pBVfNLQW65EG9jrGf5wNafcVw/FONAw4Z2/ZS9i0W4PGyo3XsYPx+k9zU9Qyy8wd3lpd9NcFeb7GLkfxMBHmaagjyecdTkMncDSZc0s8qGI1IB9fy7ytd+S1vnkESAbsb4WmspMt7+499g998h49BuAln0qKlqr8muy6XoaOjrjlFlutmtO9Shnh568bRrJyKX2aHa7Ncp8HBeZe1CxpTPpHrhE82XXkcxvF0pqb2qZmWBPO9sZjC4Mg7ypLyT7OT1Gyc64eoc+t5Mvm5orc+RSY7Bj/ruLXFnbYM1VTH2SM8Flhaq2KLTon0SpT1CYiCXrcWg7bUmU5Vp9NbqmjFtNUpXmPb7ed/b8nljMLE1u5Pq8ZdM69KHt17Lwdp+Kvhs7NTyazbYsg6QO1x8xMyxA68ibpr9yYNxr9doLfbtQBnCOMh7O5R0Jx/Cg3l9fZaPBNRMG2lvkWEg/RJ1j432wb0QQUP354uOklSh7EXvPtDdLuKD7x3pPcQT5P+BgXX3JFHl7VR4pV7TXStc5bXFec7Nm/NPrwJmo7epsFzBRHSpumhQxeLcZ3ju84Od0HIfeG4TTPAMIrk3A4nWDXgZtrmfc8MRLIJoHPxOFEs7rdEv448+4ulB9KeXfcOyWyKy0re8bd2fUG61U5RSYPXO+KA6f/4XIZvjES3BKe0/yj+gQr3oavXO9Mn6BwbbwFuaWj/VX4Nm69J32bB/tj16hWo2YDjmo3m1rHE2bhI8GKP1V9e4/Jvo5vVmfaftOzxWMrq9eNn4x5rtwS0QtvHGYvFCc+d9GnLcVwcJTxOUpFHJ2gxfrFyqXYJ0gET0vxij8fiZ238Cn+P0fRn00qCt/A8sI0zUsC2ffwLXO/hC5mzJMkpWE8W0T2t+6OmC0EEtR88/Ce39RmGMdX8cWSC0DlPwnUrfB+TGw9bPfwj/pmyrGWBS0W6wMA/kkSsxoa/iE/NtTkCtYEs9WMBHL4voDJlcj7wbe2PtOwpX5XW55PduvxPThS2dCvDc70nvMvu0u2Bt37XIY6qIszdllMf54VOXLuvPrbf3LcCns6iRagNxZyCK6iT4Vbuvlrfy6P0PnyIG/Gz4rn+QSrXK/AOaiXvafVS4V7pF8vesr5j9Dy2B9H1Bl9WyiO38mWHhV7eOWcTx7ufAZMSUf0YkKPpHjNOIZQineefay5EU47kBuooC8ZIGifJJ6oG3Zq71B9epMqDi8S/A186LdQKN02vd8QfM+mbknz2Z3Q7eHC4zk+AdiZ6MLkOhijej4o3g9s9TqvSnTRupT3Z2kk9O37QTD/J3jr6+/7v4lnIvwX8X4B+78/dHGqauLsmvPcArwvnsPpbymYbw1luCZDyl0SZbiFOZ0wHIsXWY3yvEiP00wqpZykJMdUWNhMSJO0qYnco4SQfvVybGdxJdh+WX5ZngR+PfPPclrW2va+a+4+V9t6W9bCHBDBZP8B0QUAxfxsbLR3eCv/pdLTQ7VX3bgx0Rdwj2orhFdUDm8/pYFzxSsKS+vsDKustgwo8w9g2JjPxt2/u7quoLbGq19b2hkJwm1MdQq4ti0vaTGLrYXQlB8Tk5CRkVHORYkh5v+XI0ms3D3+00s07NprQsBLfQafgxc+t7E2MsOXUN0xF51+KPL6Cn+/cxW+d3Z9ByvJy8vLyKgoChy0WkB3URABxADpRQT7Az8liPhFBBIGPzndycIEJ4Lssvb3TikshcVzWgm7MX/7V1VT2/ES8lvquRc/twuiSHic/ctGAqy5X6fghsqut3WkaA2v9X4tcrGUMJEy52uePBPRsoAudBYt8EK0QBLRaDThgXehOmeUFslMNmfg7d2bmB6MKKQDj03T/Ecm7bp79b5VXz4j4bG79eS1C+gRK9aTrt772MCoY5iIpfirWv25lJmYOSOXv2UwKqT/sBT67F+EZPok+Mia02mEUrdttkw2dtKVhjN39RauFPx4uENHpaTOvrajzpN4sfvJWgsOrCqiR42Roe4QOen/aNeRUV0sqgRJbdtdk0Dcg43MibGyGA8/WoTP0k/r4SureEG3NGTmvGWDYpZeLC7C63LT8tqQa2tVNO4B09BnuTgTR31F0ZSnjocurppElrUTnWxUtMSaUQYGHgltEtU01xemhz/jIuUunlxz6MfjoYuTFb2qko4tprsuYH9HjCJknbCeT5J9YI2yTDJ+PuUpsHijsaBO3qxbW6xJBEdteFfHOEfSRq/+46FpBmNNn8Oa8Y4OfHhWdvL/SpoziubhdrF0n+tD/QuenjWYIlXkocpawAo+eskp6H9uomZU9R8c8pgWieubF1FbAhcaY2jTuBEqcMGKxyehGJayqxozQqMDCwrSCV25Roq4pDoUas1P1p+ZqzVm8w27T+cZg2bhAvTp8RFdNmwQps1BJHppvLRp46jOEx5Wdj8HdnPENkPB1Xa5iqUgJig386gVOVlNP53LSYBV6qdEuSuLf3INAUYCeHlf/4aRCLcAXkqrVYXf0eWoUM5NCI+SounwEtPZKdLS1igLuglQtLYUuEx8um2HgaXu9lBEcSWiYV4SJp9FCPcs03P2A8bhpaPDcsROFOzylOEzlnvkMrnhoVx9iyd54AjP/Pc8IO5vOhzgzt9KX0kK29SLvse5naASEHQnoHaDFfTPoiGt/jld1uaYxwnKK4mCAacykP/PGWsEvlZxATKAedLJzdK2SE4kP09guQgRcmTJLdgzC+zhLzxDaSUmx4I5NciW9nqVtjVULkJzNCxKSKF0VL4kuNVFGfT8XewKYc108b/cqfkMVN9cGkpije89sKI3Cb/nI5+zBo6qohrcA8bq0B/f+tSBLgokjFudlv4RdZmMWpcHnblMv0NjN/noNQwrGcf9SnCN1s3ylj4hwU1Dfsw/3inO+Re7p2ih+X9bHkepou/1yEgk66ZkfE4pzP5L5KlpfsNpfgjYPOOjD3ae3Ywffi/HX2M+0MXtg0e6Y+b/ToTwcBaivkdZsj6RqC88BWeRrxM16vO14Lr67HvK+ngskSnm0Ci97XOoeoiL3d/W7pSyXI0nRDBhoveiE+4bZrrkvHhCZo3hahY+CkXa/xW+i94/W69Wxzy6vXPc+p0m5jVh5YG6Kh55I2xJgj2s3maQwvK1Mh1y+SeUDWBkxDrPl5oCR4cZhcRtElearMAAEf/mylPsrxhZjzxwLzMbyEnWSKkPnIFQ04tLS2IxGhliuhh8JYX/aFr/rtrbeotnO8NiesJcQ51Kklh7+OTkFZ/mhe8cAppODQ0+8HTQNUU8yMqaNR2ezqbe8rEll9R4MYBH/reQwSwOKgB5vTH3kEe78pcO5y5jVGvaQ83+JmYE1IETY37i6zq/BRgnmgsYc2zUTwfmXOd8gwH8iBTU4G58HYxF/rksgO+zgynziNC7+YdYEpnswxfJ5rDBZEAN1gw2QN/VEdZDMngXw1RHL38orZCkLlOm/cXdsbRq+SQBvA3EpR5E7wPT4Gmq2B2To++10zyt+FZLUWvs+rRMrXsY38bP6vl9KUn8l/RsY6h7Aw6LgbPuWSfbB4HVavpkl6hN/apaVa/OuU7HaBFrt8nuCnP2eSFuitxCisXsbQHT7y/z/6YFRkSRo8mqPCozkb22mk1PbReIadtjIvR+zZaIu7JZ5maqGyslgG5Gm4yNAwdOceIXsOUvHvB3KpQjd0I8PDzfDfn5MQ+Pgj0WCCDx56APHhAxODiGJ0ZGQB2dh75AQA7rMzLAaOnhZQ4c6otTUGmJqKjAYP78GRIWro8oL8ekpaamBRkCCWKkDaQurSXczW8IEQRwt1O5rGmELrYLnToAIt/Wy6JDlfcHTSGOU5rGnmQ3q5l5acdmngdhhHluBXq2Vhqj532r/DeFiXRmr+F6I8JR8Vq4S4StYulnEuYrtD/4p17TLJYdxIN0bAadIb/3QEqDUrJNNseOvJusjOVl8/Vd0eo+Z4neUkXH11+0itpJLlI+L59yRZKB1Qc/O9HIwm/9jAHMs6/pM24IryiINVJa0pfwvnwyR4Xo7rPmVU1rtX/IfD9vY09K62KV7eit5l3LobEwMy/hJvkNvdjTaHNK0y14F7iQP2wdzXx3/KaiwLJ69eyKdlP8Rcv8LVpcXjOPZ0LgvCw/bmOR+D2lsIL3JHzaifg1nqadImeBfXsv619ruvibXcr2xrXhR/bK8jIr74oCA/DW1U4FUOrJENHrT7PdeS1PVIUhdBrhNtF03ttfTL37YKSz+J1gem7MfMesw/y94+4OwcScQqOG+YnOxPcYO+pt+ms8+2IcB0YLsrKbLW9WFbdimsLD9xLs43JXL8tIeym73V4d7bLe+NxDR23Ux7SzcYwFTvNYc9C3dC97eXrvKCa6viVsyT4OiZf/0KCgIXSPfxcuMs+2TkQ4qbeoKBia5qsvtHQfIIupS3QkmRX1mOq+9eRt9iftGn9/pYLCpbt64IiUWIROZG3hy6s62eXM+6CyY3fsNdVxrbRRGW4Fj67s3dIdh8npiVLSk4x4C6Re8Fs4tMetqc5y4vCmy6Kwdw6pPL2ZxHmTGdVJqcVDpV36bsVOinXhY7THukooXOqF5Wan/PyAStTYO29YxOeZTx9AmtqCTyjGSxhOlsCFh+Sdo67Iq+wyc7Z9b/dPWLP56fqdWVPAZuX3Sfux7qP0TifwOLHWPsrm2ye8hIsM6eI4hm2LNTSv/xnsCykuXnYDaLpe1eEh4EPx+BBvPn+LVomFmkQmdFvBSnVaTVO0l/tT6ihYyjfva1uGlrVJ+MzeUEnF8GKi4bi2f591602pFMKC5koPHm0G6+Lz0YX2cm0A4OW6yD5T0Wn5str6xu6N3dteyE50w2PdWc1x13dT1o6auD8seQfEybZF7ro1ZlJUFFVPqiw7ZqWCq0JDYFa6iHnFwkBXbnZArU3oqHPlte3Pr+9LRAW699xXdXTotGT93jhE7hCD6+BrKdxa+R5W4K5jxrZMdThqfrgENl+Kun5G0jbVe+SGhAYI9lQ2Y+ySkRbPFqlePOBRpDcvkX20bIPmqR1pZUuk5XhwpwfEwjYHK4s7wpz+zujRuTwajOrPgbrVpAJ4Qm9dlE3z+PcJG8J6L34OCJEM3uU+4nTOS1mHIowf2YvXpn1xg2f7ptJDqivD3WJpZuhPyzCi/lauzeCRRiFocgZDbwT2mBWunT5bTztYfiAsG9vx0qt4iXfO935lLvEsIdkOgDKp+nnSQKeKcJ0mXspBOQVSbIVDwU8Kjfwb3Z9e+FwXxedj7mUYEjgEfsxx/9MpODfZJQqdIs/c5dQO7HOJtXlZxv+vzBMFY7JNdnVZVugkIds6mZhawo9y1eMqQtCWY+3UBtLnnzW8k+AcjF6ul4qe0+Y7K/64cu2RSUBesaq6jKJnWJHiIFlJqACZYh/zwT6o167ZQVyBD7i6gFEFMTXgOzIA9Ou5pGc2LqJ6J6m+hZRQf5OeHZ7/ohtny+owgrCrbXvvSwkYrw7SiwVo1kSN+8oUL/E5BnJBaSyQl5y4AnTcVHuqFBfxkktkXRhjPPoWSVswpwrCz85RMAFXX3qT8k2l5S/JFfS8vpuBfiQoiK3myG/9F0p+ffmxyztswW+DJiQHtQDav1m+rwp5VVD8x9aA/Oy84M0r1nUi7OtOECIJ0dIgG0PeAHrPgUzwR5tb2Z9lwi+w5lkyHHCsyC/9tF2b+gEInP8CD7+R/v832Q7E/6KVUv9XK0FzqlgTCLCM8rOIj/emWVPF2GBgSUSppdK2edORwCXRySSmWbp2ienrWyoqkkJD224jl9SmIDkdpSkliZKRyjzmpjuXXmC2bQF8AB2+cyx95rPdZ1+zv999vyd8v4BuSGJBRNYYoGYgE+LHs1vcemLSZX5WTk5Wk8owHBpeIzGLiNjQwsjQA1Zl487QwgasXDte1SF+akpm6hxTlMGoKFgAdFZlA6WV5vyfPc9qzPT51GpEHJYmy6VeDjNNrTetjMzMzPnQAUpmkkk4PM3Cgerxe8whrINqRuTB6Fp8PIlBim0OgxGrtIlHg4d5RjVJSZW3RqhFp3xJAkJScnJxMPJFF0IL7EXu2qLEkdAEFKr7shpYoeHAWFFJRc/l3AFDYtLoTjN/umZlAdnpAwtfcVksiT0dgHHrCuTxD0rJwucSITuYsuQ/DNb/5JNbPQY1bKMWO/Siye6k9L+hFloRm7nPqEfGQW1ry2ljI/6AiCEj4ue2Gpcr/lDnET1h4AaumtQlN+0lGvp8Pn7t7g91YBtv9q+5D3cTWMZbet4Yb/XtLgvsIer539rIbQfZbZ2UMCz6uTCHtBiv0c5oEYJB2qVn253YQc1hO6U63RANETl55rrSinhoagutXhhpamiP9FdSbyLKZRN8h0gphOGFUSEc28AelNgqFE4ywXEqizWscIwB3WYzkhrdlIJrnzfjyT0xBzwl4/xxpkw+mKn8bpLDwek3nzIizrG3GArpadh9loKo3x3ds4ezJ21k4mk41gn88XJqFWo/Rlw46pOFP/8fvZMbyer5MY0LgbvrcY2dHInTyXcvyx0MzJKxhjXtUYvoVcOdM/xVmkuECdiVvlYPFlgKd4bIfrVDIFW/5zbu+XY3VMA8fEcLm6y7Z0R6Uji3v0/g0EXc6voyQ0AJ20+Z5QrbZVReIlNwjKKCTc3RSPcFOti4sPKFxtfh1zx/J+x7ZvMTW5EZq8Q/3f6VXRkKGsGHQ6/OfxrtE8KA1qNmOyUbTN/ee2nYgKGnkpam/AW9X0m6lBXc9b+LD+/eN5ZrK9g2CzGXmVxdBv75TG6E6TF4Eylfm6YPYbgAONJATtwr+71NooSlo2d8k1ZDisyHQfOJQSGokn5j3kGn22iLzVJDPvo6cnEZbIOtHUHkMWqX75aMIp/35Vy4I9+zYvX4IWj847gZbnXDC7G/TZMG/lgjZ55MKDZDi8JBu4qRYm9erWTmUod8feqsz9Nv/H3IpB0qi4o7G/Zg0Rw7NX+yX+RC19Lhd7brzuSYPbrSXrmaq2P0jceWILn3qJbDvWrw4VpqyBw7ot0JOUwE5D/w/mz9QYVgxSZJRfvhxUaMZh0LJNEJOhujMdN5dywdnS/iwxORNICYL2z5QJqTWYDpkejMweErwyiV0RHoeKmvw//B7iYUV4qqntrZsq0ALnOK0KRoF4J6huNp712oXSajNw7J77SySxyK5Nj+fHbV9LzJlpUh6j1vnmmjTXpBiKI78P9N3ibAA38Ue2zKSfpWZmBD5VFut++T8TNtDvQsCJwgPmN9TumvOkqvJ5+/ny2cGI3HEvxB95IlcUy9zw/R+OhXofore57mI2QQA8sst+6p7hwB8MmZkBeNhfgAZZC4VSUUgiXi/2iQDph4uhR4ai1F4yyJqJEijRBov2MrR/6rOFDN/ntsjILlwfU3DGNdS1g0dvR2LLNXYKunKnhAHp4FXf+x/ufN8W3CcI56b3IQRdQCl8vMMHhBMqH+coBBMmNBw4Ax9I3wHnQVIOPEVkk+of6hFdaQhgPEfwVsHyBEwxsn57NX1wKs/3aPAm49QPQIvtPt2wfRLYWPheAbfkK3mAEn/DbLaeDbx0rODx8s3gJnkHReCLDMeFo3OcjFXO+JqBzULUhm8qKbwWlgMHQ8OzX7apLL7buNC793v2+XAWbGlELGA6X12zmPprg7BFzv+lKMtWpdVNH9i84XKmyE1PjiXfjKlBX+WR5dD9a/5teNn6DhXkuyr/6xaTr2DjXRbzzdiNl1ZXdDpxC7wQgFzLU/DTnyFINtPuKqe8LjQhKHt0f0ZIwbNhxjyIN6p76WnUobp1lgE2jqDc/Y5Fbt+xkW741P13WD3k+7udhwqcBOcUCjWEe0oe51Lh+yuylnACWKRoAZKhIVRbQzSv0VFtXQUVIRDSKmFy+VjlAuJiUrR6E0scSiNg2qRlU1IyaloCgtrqYtLS8WDSKXI6WKiKSKoqIcp0mQLI58fDSapKbGNnF1pbOUlbWEk5XNak5D1xRTVZXN/ZtGbm1RXpk4YURt8ght4iB3/YlFsnr5LzHyZ+i4LLtOFf1ledbzxolU1nEvNbgPmfM0XhYaN8xqd4fPNmVoR3pGfNrd5WmDvYtyVqlX+7Ykgy7eY5dDcEatiyoJK90csEhxrg8aRbeRMw2pl31Vu2ZtMEj1Dmn3zPJpyiw8Qx+SOce+KVaR+Lyz6Fyjd/TH11hk8jLiHZBWcwALuzzDtb7eflmR6mndqTOZ6MsdulrGcKqpZb+DWHG38sO96eFfYnoUTdfSV1XzHtswvO0/WwqQm+SLrZxhgpNYxNeNrOR6/HqPrvV1lYHkSWGBh/WqhOiba/PKx3u61HH4mm3+pLer4Ujeyc3DdEamhWniQoCJjfNLR0a6WND5cfJyPWvVygUv6quRnzkdx5CP9+hYqHtRin+dvVUfgIknz2DVQC6UYZiFx9q62QYfpOgYul+RfFMhpPVBoEeF1KWrKNaKtljOVi+/gQmyk5P6Sthw+WkGWSTSDXS1KQYN3xpInzBhX0E/juZOjrewNyIX64jGfTaGEGRLWWn2Q7rKX7NVzNXUkV6pNJJeCS3q47NeR1t1iL5soL8s8ktcP3p0zpQOVKLPEx6XXw35CXQG6Nj9fH9BtjpbYbH5RcZ2qEr1DIW7cUSc1dmMe6DgJDDZqE/V40/zTWp2GdxnZW8a4FJUtLkEO9sbdFlK/Ku3DFdsuBqJVhsIVEeYtnyW9l2+bxDdcGUUXqlVN3c3821b2HZutTdnJ+1z3GBFvZiNCjUKN2do9mNcu5zDx+Bmfh9ZvsOOab+TeTvmz6brJpwy6giUwuTRSfwQSb3oGDVQqrLVnwnFG8oeiVfJ5VNeVaczRpZwXN7rICPaqyw+8yLwjZjNsO+yBljab4Cruyaz07LjScPhMFPSjeMVtTdsHe1+wL5V87QLCfXYBVedz2i72otRRw1ilhnrVhKUfj/qzLwoTW+Uohni3AJWuNU2eqCj6KxZN9cXxjF17AVr46BwlGoVCNZfs08Hx0/bq6dblmfGPo+i+EwGL5d2IBKw1FW9HmXV7WOG2KzWPvMbZ9Z1oXnIPnSNOfio5qco6x1rvZz2TbdPv3/kK0bI0ZS2YLZoCU4R2PVqXSvnWS+/FKahWiO913TNqpwU+jLVbI2v6k2lUue+J2GPtO620jaWfPl6o+976zZKfHcuEurBXP9YO0XJ2emi+l5Iy8mWSbTM7eZM4u04iS3fojetikh3riK4D3eSVQnSq14QVcgs5jMP3Z28kJ/mIgXF2dvm1+LY9AMf8A8oR7+lCvZpFMb/Mz+6Ubl/25sC7iq1FhsmoTFWl+3GWPfg/Gd9ao4TT1lG/240s95BxY7TZsnFw35UB83L/UulD1+sntbFYcGTQ8nplvca6Bff9UCpwzMHSUqK7f0tOAs67zx9L3UObPXUPexpmiy+PgdAl71xUn2FUzbglZ+KhY8gnReo+aSUR7i3ds7gtI35Ir79FMzA6kLy0VrQwWjZgQnjVvgmy3/CzvDDRTD+cPTit+XjKNHaBTsqjcL3P4ZON3g98qj95syzFog720S4S73kBx3N7QbEdZxRfDryrvnhzq3EH43tcBvrq65TIsQ/bnfve9Tqc+bx0Mf9pqQ78nukiFrP2QP7YJCUYUY23cLflcn6P0rBpVnTd8F8NSZyl9yBEyQDoHif4A8Ka6TF2gK/aryfxBK6t354nH+1C/xFLPEjWHh09M+pkuoCAwB3WgH4wWOaJYJztp9b6ryGbjUdC7HY/foa3pfMCQBnKYFjaA46tzxuF6R7t3AW+iB5h5cugKjn4L3ERdR3pMG2e1zmu+CcZ48/nbhHPs9MX/VXsrxngljKBhVhPjmfLFiivpL1KCLEY0ef3l/wI3TFJHzPfgcFL5kXEVIGBZfOC0VCeRP+9n3gJpHnTX/KhUCEDwtbEHmUuzC99wYHbg/4Dp5/bxzD2POz1DsYYzSU72v4/sBgiIJA/w32tUf/r7JUSP9F1xT++X89IBVtnN3XmK4oOxdFYlHx4G2WpgQV6fSlOz0kZaghwkhiMl3XWUdu6oVYOyWrTrkRF8Wk86JzaSUq6rJZ5T8vd2yveU3ZMt/fc+/5S08Cn755fNZ17r7W/58J9Er4ByrIZxRIBgoO9fMhDx8bfcT1RFzc6d/0czdn9zqjXUpyTUdqTceJBUxpTUcoW7KlYekZNgESxtwRp5jj4ZGHEJKZl/LRmWgIuLcDsrnDmXNRTnUNHd0NLedr60Dr6uqq2l8xThmChf3TW1w7Uoq4dIvbwSPRJSY9TyEAr5VQ9/58PThuVYKkqh0rBTV1HgdFGj4yKgZYqIqKikJ5USlTkIZRiXdMaRg1nPcFuP+iKyLYd0YQcST3zqmLj3hib7tl7Vm7bSmP6ujJ6k2vY+Hkstlw2Td8rkYXC711ZDExYfqu7kIImQpGXGm0dDy74NV+teUlm1ZJPuKM6Z8PWxRIcquhhbz9vOXhT0IHQllRZFsbqspshlQTryl01AHjpq0GLO5Ym4nFim6KKi43wgRaBjUAtc+FNbHqbL3HQd9rUIlKprlO/YJ3VaoK9A1VbwImT880IqGmVFMmBCxiRauFREUNkkaGLqqeQA5wjHNnXuYNC4gY2ssBTSzmfnBm4srpwCjht6nIRzkS7D2jsCHf1Yrkfes/XdmBQODm0r4KM1njoOQaEZvWekwDFooGNW0DaOY0jFuBYQOguloWpkSRGmB976GVjwHYglGBpCEtMxgQ+958jGULiLDefAHq0wo+B9+iosR0E4jGIKSTdOWxAEg00542ABPor1ZjUpMXA8xz097h4h0gUVB/n9l/QhrIJWSrFKKbBfxPkDbC6D0w5QWems2qwR+XwR2RTnwghYruS6aqQdQUkjLYEOpZQaJ63600ktL+2/SG8zNU1lQNGGKNWcJfz/piEuSBoMM5fxzaeoZCQifC2cqGCQhBOSXPIrlxDZ9b6k+iWKKiGIUMG9jCbk7kh86hRZxegWImI504lR/bdHxCHEpT2N4anVpRr8RYRx1HbSTyyomo9qBjUdcXHtptQQ3JTxy6lBadCEYBT383QkElmLBmc4iAfkOWQcgYXDjE4TmakxncACjzuWmwHyP+xsbL+uqTqe842mkhsphP/5nBpFkxdC6dGR6LmBVnuiRnor5X8YksoPpYjhK7R6IYSPgZfB4mvXZuPl+y0bXaSm93zKPQPG3Im9DHo2vyEsiA5awae+d4A95Gls9tlnEJ1Lo8FKCARBFUADFueE+tqQfi6N1tMky92Aw1rUoXyPtIpOZAgr5wX1n0xBwCQTlFQPfiNcYWkUDpRs0QQTH1LMLTOsyYu/LNSsDDoKw3zdVX4Py2eBnrn0mYSkjYgSBQ3E5Ul2mCc1U96WWFwMfz9TggTNY4VSrNH4PsbMXLrhrx9XaUQ252IT/PlzxMG9y+jpvAD0wE+IAM7hh5vuxIuYE33SYZ6sX6G7KcFaZnpFGSs0Va8g/Q4SlLbzmwY2MzFYHwryWiQDsNhTj5ds1jcM+9WwMxELGBLO5bD3lXc5GEk9cxOs2Bj/i7YX6PH8J8EKdgsVl4NjctyycRbIBN6zMShX3ocUnmSbzHkSmZGg+xK2UCLT41CcAiHbJTgFxTh5O4CUzrSzJv5LcJTAYIEHb+h6ZjGfcjxFE1SrhjAhNR7/I1T0MviOL4Hy9adCfjmM9w2epvgKYfel0GL66i6utZLxW41Zk73Rw0e2I1wrDJoRcU7lSP9jqfCAC1MPTdiCIEUsJe56v//TomZod4l9asyEDnx9qRh6XjXkFm08KImsocvxXjORcjkTRl5yd9e0ett1Vwa4bFfjcOxV26FIDoL/vlEvWCOxqITxTdg0IRDuIZs7IAV084Nu8Q7YWe0hezxnYhGo3blmyPAdZJkYjXHIILW5PMw7xXyWHd0NvapOjD+/hWVJ/SpAnlSfn0YDo1QRTlq4klIScQIg5H2GtzPp6eECM1CGV0yOdvdkbKu2okNYnEbIJojhNFI9RsjbXD71WplkonE8coZzZJghUynvgvcZOMBaYQ9MFmtxma5qOR9KQIJ1wPlStyHD9JjphGljMsQ2URulHw+TttG063qpvlRp4fpUTjXdByaBw+rKQoh4ns068Ofph4Aga1KCQ+KYfJ9OUbPwFDE2wRD3fghcSlgGgPaBegbZTkt5+v14YCEQm9WyuFKQ8Gw8UY0bp+mWxtSAHTXSv2ut7GWEN308DJsU/1ZavmtQdLENyn1HusGCC7qo6VD4rvx9otzP+VZWXFt5O/t0ztu+j7xiQH/ycgfM9oG/UKfz2+M4U/KVwXR/u287CB3U+Z0n1Pi8bxGjy/sOvx3F3XR+VvLk9js+4cGWuHyoeN++gja/ZzShI+NLwXPEtie8YziQ/VVD7s2gBdLDtoSZzFhXwkQyLT64Yo3p1xkV8RVJcW9MLwbV4XAb14NUcuYlfTrJ5rR90NWhFS4cKFdEQRMd5W1mREEnJRTFF5WBBIZW1hYGV5ZWVlYTl3ZWlpdVCRNuMD1z9ZHDGW4wMW2u4rxzNpYyfHs8rsOfVS8zTsOsfl072zGrv2tFF3O9ZMK10C/MJPL8WGYMcM5emxQ5g248YW5l230w5vbhXa8Rg4rsQpvtxlB8ODly10GK+6+JnLYixnsw/9R1vZWmoFj/xsH2Kje/mDm46NVgTjb7/MT5ODKtMKtRd5ec+s5+v89wMPr9srVYAxGPTaFEILqv1xPIPxtZnWeSeJdPL6Vc9drzawahz8B5tW8aNgw6Sv3DbXcA/gwSEdYt44bY1o4luT3Vn+/q1QowpAUArpOHAb6pq7GN98v56u1cSfvbPIDVGCU9/Eg6cZBwxxjfpErJbaC+z9+429GmLk6ybmRCFzMcHoFiFt31qvEs93UUnkjepN6U3lzszD6YbI8+iK+ykk5c/F0WSnM5THL4sNkni7YrRzJ3ZG0Gq92xTvpjf/2fCZMjmQN63GkHav2ORgrH2/QQfbZ7FaTNYspSvLgL7IycLSyh2ifxy+fP6x0iRsv6IXDZjoXa7w32rx8lY0ErcWvp6G3evBsZpChlgn4Or1R/fPcr95vXfgt5aerXzqOvv0y7PBrLta0kBzl7Js+n7sftg079ymB6/pykYx4hTkG/p0GhzD4cu+mVSutI+XzvvsLnxqM30yw5spVuVgv2/8/mKBXar+d6oazhPnMVHFOY+M992k25C3u5SzZzm+6MbQhHl73zDf/P+w9xZgUW3t3z8YiCB259ioiF2YCIrY3YoDDDAKDDKDit3d3d2tx+7ubj12d3f+955Zg5Suz3mO5/1f73W95/qd33OY+cx3rXV/73Wvtffsvad7w+VHruQyjguateXG3Wv+eV99OOq+/cDDgyv3vq/1Y83iFNsmb7k55NuwYfptD7I8G6v1TrPRbcH8J/U693Jp0Uwz4lO9y2PbhK2/+mXkrU3dv2+YN3XGscyv9r+9m2uUZpNmTv+Jl7am+F63fsWXSe730V5pv/fW1quFdm5Lka9cs56ffEaFf3ezWTX5es1LiyrO7VyxQ+YDXvmW32r98YpPojrlsu/0rbB4ffA87dd7FwZ/TXBoa/EbDjkNb4wnM0yemeCbLs3EPZHLJi7v4XTQp0GZz1Mr23wwdLpQ+/MRnyS77rbwT31g0Y5CR733Hrgc2Gvf6XrffRK5prLLNWtskY/9HqdznH1jf5kFEatOZ1kdvDzLDe/04yt9jvvDNz//49A+dJ1T6t/scU87iieLXsw8M09K+1r2DgOztW7Q99COwf21qTJ0v93XxSGB7+g6e0JbOCyp+aZ74vUfl8+dfWGF5kJil6GNq9Sfs7bJ0FzODnP312jgufypKbR4Go8a63oserGuYv4bOa9uvvHtwc4fpT9cz2R5BP2pBM43x/Sa2aGvR67JdY+taDUl1cCu2Yc/nJwyoP+MCWOmTBizZPOQNRPGDBmwZs2QOTMbte4S3LrkXte+qTJkyZYydPHGgqGNutSYXSj37hmZDgxe/dfqoqXWl9Zeap64ZYvmzSdnqtWvxcLwCVkKa4tuLO47L83wrPMyjWloXyTNyWlerhq3omXzzNRuiCw0JNPhwYMHD7ueNvf6cprSNvaHjxy53WdI2h72xatdydsgbeLUtpvrJ/gxvJTGvvL4oYMC9C+vZsp+0KPg4g510x1r2y/NWtdyH3bqtzUwtCvX+enTPan8v2aIuL6pwL6+7aoVaDsoQct2rqcm9pm2vE6bT18PnH9d54jOL6UuSWj1F+EjEhU8tSH5hAU3G7jPrpE8dfVV3/IMPTgpaQmHuYk3N++VfWPFJm1s04cuC7vRrPGOC1POjTVs6e+0/vjMcwm+LJ0zdsq9tcmL3q0c5vJlrO30KQ2KFZx0xybHu8+bI7vkcwpt8TZfnmvnUu0ISp9sVdjc3deelNnYpWm5Pat7TvTJX7zn/NsrGnWdnmbbzo7H2nS7auN65cu9jYXvnyj67fTgxr47bWu3rfdo/GPTwFoJJyfsVke/utn9nEdvn9ofNufkqT4XpwWFrXuVrWqNG75dJtkeL1xykN0HL92EZXm27Pr7ryLF3mQ/dfNe/tD8IxfdbjH5RfPwle47K5fTj64f/vLhi151km/KUCKlW4YO7+8uyZusrPbOmkr5jB8b3zmxc0GJ5una2Tm69ct0clXadbMqPT/1cqNp4Kgx16d9XlpC654kf7l+E7ePbXtoVd8Tl3r2rJfZJVmmuekHbql881bPYx57Zj2cs9iU82hfr/Y38mUs+OHNNSdD72+Ltg5aevaY1r5pxZn30tvnvuN4JceX15/ST3uavMGjDl8SLrteIPj83ulfFi3vWn9zmSLNR1cu09xl0lH/yEGXa6zu2/rCqN6a67PC+2+3DV10IUOZ6V5dFq/2y5Yqaa4nCwObJtzzIPiOqYym+6ftDVM47Nk7fUazJZWKer5f2qqH7cM5dbKcTvR6+rUBWvuTpT8E9OrzcvmUhBOM7sWdt+Zo/GlX10cl92dPf+qvYZn8k3+cvqF4HZ/J6885B21L+3JD1sDyu4qUdL3a++V9925Ntyd63/xx6862n4c9bzAq59dn69tnCTKO/r7Pf2953yuLdxtvDityoUG1vF+KrLrrWvn6m/ybhg6tM3Kyw43Lqba/NTxqvXZw4aqtB+6ruDBd3sOuc9Pn63CurEPdXX5tvvqPWnL+ey23xBVOzNq6NW2XqzlP3PlxI8GABCPsOusGrBn/uqFTsfkTN5+rNcnxzdf9y7OOSD0sQ94d21KOOryq7KuqPdImPZbS7d1w931vngQFXp+3+V2ZLyc3zRi7rML2N2E3K9yqVLb2gYJt1694/3RD/iQPeg47WflwiqpB7e7urvd31pVb/9p56/XABkdXbZnefX+OMnVP7Ly0/VrWae0bFnUMXrk0OGm9ghkqfm+78t2kqo+bPL49wWtD1p1nGm6pPqbX5zatqj7o7XZqr/+YDg5dh6Q592rWoU6n7C+cchl30KT5kfDKohra3L5DU9bK4Tzh9p2tNw5VbrbwTb5U3zwdnt+f/HXQzOAK7UsGDeq6ZVjE/CYPr65N+2Z1u9dV7o9+ln3j6LOeWwYdm9by5ni3Dflfzaias7V6odEQ45cUWa9fWFI7Q95Bac4MeJa3yzn74KuVjR+r5Ll8qu34rOnTNqiVvXSSi3OWu9xtOMDVxavKQdv+zdIPP/j23OWFdtnKVZ/vePSb//djM7LkCX6XMvnY2aebt0s0oVeyS9tzjOtwrnT58JCbl8te8B3oOGtp4hkHgkenn9fo4/XK7RNOzHMrQcrpWb6k2v8wbecXLwas3tk3sLlLjr77X7vP/tCzdu2yyad5LQrsm2vKoJGNVu/z25+recZLzWt7dHTbdDjRs0KOldrm2Pv4+rMZe2p9n9ZDXzB41ZRxE7t/b9q79sL+M0t1bPcmS+5Xbn2n3Ti78P6EWmUrF5hU8U5IzzfDSvXYdb/ZiAujB7i+ruc3tuKeaW1Wbb+0be76fMumpfzr/v3gns+cns1zq1ZrvVvXw5nLnsvfoeytgz5uF7r2eNbbRf8+wc7ifWalNJ/iz1a78ZrmQ4c+6J5/xfP8EzOP2xA01L6F++oZWycui0zf8cWdlfYR623qPYs0Lpvr23zHgqJrJibLcqauYVnm4NGDD3ofTfnSs0WBvsOzNpiap4jH+EajJ4zJf3RM2gl37x1KmzhyQQH/aveW1LxboGDaBUvK1miSbpFbSObQqetKNul6pWSp1GeWetcad+7c+VLemTO3HDp16pWhLVsOzTO/SdPG5y40aNr0omaM75jDC91Szwxb0W1Yyw/eT1bP+LD3dr+TO1oW2v996bhyZQqElBpf0e3NuqrfDuRPoduQ9dqzdxU+TOg56NZR/2t/uW0cHPl0WPIiCfZ8SL5k9KSITwGbJvSrO3fqfe+inUq21887fjT8omNG2/5ZnhdeXyxLrQmv6jtcPd040ufFijX3znQ4nrRBq9dpizyYfqfCxoWdddUXPsxXalDZnp1WNjo49Ny7w/NuTci7qqxj7j3Fc9dyvN5jwwXDjc1TZryp0abWwIiQp0fqdkrexTXk7fPuZd9N27R+TUvdsDYZkm/M+zXr31t7fRhycdrEiBGGN39lz1b+YsXO6U1LupWsXdngcOvIeu0zU8jVyw/9pu/uNCyNJrVXwICCxtzFZuQYkqTagvVZuvVb+tBz+5d9x18/SrzK8fX4irMPDJ6xIsvFDMEZq/RvXTGr99WtJ16+cHj74cOorxM+K1ukAdN0hlUfcvTacLpXUKP5u3drfrRb3KDYzOI11n3r/Dp5yIMzT+5mcvpes/OUhzcm/d18Y8itwCsHPx9aZjdk8+FEHxpO73Nmkvbstr0h3damGFmp7SHnOfrrD9dcLP51pf++Nzmvleo46cWKEQ28j038+nHq0ywVzyW2VQ7Qzx2dGfImQUQBh3opcrR/9zRiu4/f5LY3NwRVOrx2a8IMYxMNCEv/o+vgGWXeeSy4OizR3SH9TuhXdlhY9lipv59kKJ2s6tM0iRYNrXimWLXdpS8vv9gmSdM8Xe8+07/IPOrYzBPjH699fKNl89Xnz835XOF4ngU/qq/Ym7/IuwxXO17cOdZ3RbfqH9JP27uyY9dW97ItPXJq5Ldt077dfzKn991+BZql3zzqxokbuvcr77ff//eR3U3mHXib7n0lt8ADbcq3T1riQjXPkdXPXHt2dkLPhm67enZ8O/fytePF9ufvNP6ebuL5rccnHa5Xx/HbZvdWXxpedA78dvnqTMfjf9/eYb997cnDZVqXeWnSN9B1ft4rRefG94L0pUI26150LLLj8/nTC492XtbSrWfGejmuvO9RKNIn0enbOwyttwX7Hlk+odyPrinDtu6ZWTLrw2U60+sxhhuZP+4OdJy4cdq5RA0vz3qeed2seel9u13o/m3F0QLlPtXNe7DXtr3HgkZ0D2xwcWyLC80ae/b2z1GqfrY655r1fjgjbZen1VaUdvfuX6zkQ9+2DvnyPqg3KWGnwlNTjesTXDVpxQmVbg6/Mej5oDQnPnYs9GXxgrPjJuZYX6vOtDUB3ovCcuSf/WbV63u7lmxpf3LiZdf8jqN6eGUqFnp71qthadokrFL13OoZ2TdPrLaq2N6I0zmap/+W/vz5vh3WFDmV8WTVTyVLBGU73S51r6cHPl30aj+83fdX2e8d7ehTbX/TabVvN3t148TE8NCxuzp+ezWjzslUFSf3DLqcaMf0Vb1y3ThxsfKYXjvvtcpbqHYSn1bd2yx//9n+0qjXLtlPXixyzO/zgI8f3p9s0LKD0/0eXZpcv9Ksyg/P79u/D/k6qvu3NJEdZ93++HnNxayTD765k6Le3U/vHQ+/eRa43uV2slyRfQqF2L/K0q7s9y6f5pR8ef7R12w5sr68+OnR+u55vt99kWT8yT5dM1697uL4dM22aTf6bOtxMO+AUpO631yWft+Z3udT7dh2ImRfmiGLep4uNMujSs+2O24k0xjePq+ePteNS423Vk5zrNsLXwenY9OarH3SJ8XVmVlqvjryaddF1wuTS1xP9bL0X1cqvxvwzm77pKeaYT+W5s1w80GSI21eXmv6Zs3bAi+nv/RJXbztrSzuTyqd7z5n9uyvL7pVyDu6SoKkeX79/27m6HdDct7brp5ve52fyfoUMVv1MMGryU/+6J5Cy7+Ena8zvUvP7Et63e6SqK42RKe+qf6clb2XzhCiM4VHJvUwhJq0+lBduPVzqpCjp87oF64PM+kNodaPFBCkUaPV+BmCg5W2lXc1hgBNoE75uN5P+V+Lpl0Nvb+/zvxBVcw2mXeo0aQN9dN5Rej9rc385eBd9UnGb+7TihpHbH93vVT83bOvq/frEP0dR+UdjdoTXReTfT1zB7XB1pZs7BoZIsL9dOp/qm0UflOs/8Zy0+oOnp42ZYKJZb6Lt23F260cUx25+PeDmv0ivFonaHI6u6PlbQ9DRKhJlUwoQuvgbjKF630jTDqj+rL1GMyuqgL6m1/KbX5hoqfNrr6eNjY1qtrY7HJPXF/fyWDWyaHeiJJvimfblv09hWvqAycSxufamiZJ3Gvmyl57fpKdxb9Ue9wzYW297y+PCqMHJoVXUP1IU5DiSCOzczGNtWaJ8qq/zjs0LMJk/dxmWyeHGpqKmlAfY0SoTyelb4Zwo5ODu/KSMSLEWRuu0xoLODkYgv3FK62CCmqLuGsCDOGaIBetRh+q6aoPcw5SQmf0USgXjeUjbQoUqeHkEKrrDD6mUDE/5uQQFq4PNWnMesq7Tg7++oAARclZ+aOw8mqBgsWKFo0vSwtFhSEs3NBJ769T01W8YoGV5A0JM4TqQk3Jq/nrldHWNvhprRLZ1bAmtrFprJjjYHm7kb6rOcga5a3ldjY2ukSK9bEyPKny98+wml9yUF+qF2GK9pqNoxnxNtbXmoKiXox3dvT+rLuquxzgvqzDk7O+DWaeTO5tdPfvpFL+dRQHoz6coo423BikDVYaUj9ujGr+t7kRZ1bZWd6Gid7utqfNzalKoqf3sLFZXDVmotvseuFpo5nt6VRfG660YNKFW89T2KtS6nQyRyHGLEukntKwBMffOnm7j/nc/1L2v+oMu9Xtak3/CXOt79tK3k8geT/hL953tJgVZ/bbW17/2bG6A65XanTwSZX+R9f1tn9V71wUYO1ZC/9DI213JvXc8jxDHadCaU5ZBmyOh6rhJOa9nbufn85otLalvpTCPTjY0LlxuE738z2znfGlenqLmZpO2nC91jdYJ9I83nya3mDgrHnpntRY4eJ5VL/m+P0kdbRhYfrQwOiNx0iZpFEzM06yRHsrdgG2TWXpk3mscYfn1ChIGV1kmK6GMrl/Di5W1e4a5tWtzDlDvWXO73pfPbpSG19ZVj/nYFX6WT3HZzhV49LZFzWnJE/dMahvLk+Y0LOVhNZMUxJ6nVK5Z8eq3DZhjzxt2k33jOai7R90MYNwUa+qa6LKqGu8NkZ41Lp2+4atZx/7C9dfz7cNpDYqgr+yUX3rP7FxS9O77/ammFZ19uiL79xHF3D6P2Pj7Bm/s/HmzOg2JviDNqaJYaN5LYvfQvtLL/S5rudx733swLEndzYVlFqY2CwWxz7x8n9i3fkvK548+djEa0u2DCGXZrZf/w+sy3fgSznbrsuqzxn5NGsy96BW/2QGzv7tDJwT3Tq1B47/i09ZYvgUY9MTv1+vMryZNmj/OK85Odv88Dg/oUEMb5xiCMTxKNbb/8ArG+xVifonP+QIMdWZnKrBtie92z//B1416fVxUMdWb92HPs55brytoc8/mWZzfzvN5nmK1TRq0bOz+fWRRenGQTqNrovOL8J8RKEPVTaJIeYtmbIrNGoMZiWNNtRfowsPV/aPRpOS+iHGeO26s/xWUrcTR+oMypi1RKYNC2Me9SRUpOKYZH4xzpFEfGFU/6ExeiVWlFPuNjaa2FukKm/MhSp6jGwlMbLWFxEMdTv8i3yd8Pdp/+mf6y5IEph47ridZWIEIJH6uTgRsLz6n4Rg9m9DMNd6OGS9hT/O4dCsbhPPP3/YwWPxigLfTpwsfj5mZfSICO+ki3mgY/+bGOaXHsH6qYJGdPzqEdLV5e3Ol1Vmtwr0Xn7g86h4ehYn0MkDgg2GcB/Fw2Clv3ELQuzj15GrZx595F/La8itoU9bzd9f9pdzmzmiSVvNxuacR/wHqOU3p6t20O+Kh3Ak5a8cKfAtQ8aVmoTV1ld9+UWXPfBijHE71tYbTZrautBAU1BMXxLbWA544/MlWx1lJYsI12lMSh0INn9YNUWrCVbUXJEbmRe7dsjd6U2d4X8V7VO+5YuCv+xV3OlfOzQQxu/mPiWb5yn/mpT43Yxd+HofUg7/53s6hqnT2ce8vqgvWxMyng1GfLFIWlVr1JkHHu84T7i55n1b8GKNwVnfHSicZNmzmLNbHWecAdrWluZZricpWmUdfq/WOFOLy+6bg3f92zzb72lTRY1TFfe4eWaT8oA5TskscbLUM9kKkbZuRIivLlzNCr1JF2JUTx/UjjdAsZfDGAGy+0UOxBeif1n92h0RMQiLLwb1j5pjIOaa9eLVOHNtx8LhlRZ/W1Vz/a4KjQ9tNaaOORhLTGJOsyS/CWKRX5Y/pSwpy21ooCbMoJ51CTULx7+++heq4ZK92DjvYWH2faodLNcivi7FPb3gVd1dE1JcmofT+46aGHkmuG7vGtvGu9hNivyXeZgynVLvnH9xQq7PgvTVLucsZPUgtc2fPiGXpnZVjac+XNHWNIoI1dRQj7ZimmVd9eKelHtZKbemttY/0jci0E3jrqkfHBGoZLx67qxaaCd9uCE0RKfoBGvclWBGGvVGjbNX/doFnBxyaxoHKX8F6IN1GuV/lSlmUv0VUq4KoDIehrDIcH1gkEnj7FdAU7xo8RIuVkTT2GAINqqgpoUhQmNUjhGD/TVB2k46jTISnb6Tzt+cPWGRqq5ar73qNtG4BwTowg0aL3UVVXpVP8I3WFlMa+v9dKFGnaqlDTYo2dVZrxR20VB5jXeAJtRgctEYdTpNhSCTKcytSJHOnTu7BoZGuBrCA4sEWz5uLFLJ3B313yriNY27MtzCJVyLFjaEFw7WmpTKYFYwKhLGMP8uMT8fB66knmDMlSuXk4OHNtgvQn3NPJTQqCJjPjRW/8PfYqCyiw82BywqCL6RUae7NRFGde4ojJOD2OprDL5mm/01AeGGELN4LiUdlDxQT/3l+nkKUhmaj5NDowi/oGhNafxEt5TJYlT+CNX46pRGVDV19xuk9Td0VjbBEf56nbmTSg31V/YVGp05N9TUMDo5KH9H/6TJoNEZTfoQdayBwcqxozLXTQqpV/wy9zFa80pRUHusD1VVjZYu1jWYg6Q1Kf9PyayoAajqRjPu4e4pemDOzvxGTbg2UhFRAm4UpUYJV5DB3+ji5NA5SK8MWXQwQKssz+rQRETVYZlzRTmsM7cUrOuiN0VqfNWNr0F5U8kbjVEJkk7TWRcc7OSgflZw0TWUV0O0oZEapUyYLKXN6KqproZQjbf1AyKQSqeClBFF+up0hcO1/nq18FnzXwRRiURhNXU0yj/u4YFGN8t/qv9Yj/HczHPdmgUS8100ljB01gcHW9v4Kan+o7jmr55CDVFy6X9JUeUjsQTVUPhYM9c12gCU3FDe04X5qAUnzGDUmxQRs32BSoNqhGO2b+WVKqO8oPZGozXFbMwyul+P37LtVjLS35x21sNwSw1T/i/eePgZwtXxBovUCgvXmcxNqP3R+EeEm2eNEgTlDaPShiUOOq2fuqWMJWbOcfVoKkbrzp66AG1EsMlNU8w87GLirahxFogeNmso3TQNg/ShBk3VcDUkyrFqEeUTlpfq6IxBSjaqWpaIRJtqWlHAYwVOJISfIdQ/wk8Zg6taLYV0uOi1izqAyCjWGOHrr1e/8PC31KO4Y/UJDNf7+xj1XXVqHCN1eiWzlTmufihCqQKWCaKYKHpp7Zq5hZhqBj/lQMncJ615dKpZok/xjC2mktLXmGJKWNXjfVHdzE4FaJW5Z15flA+FmBtQtiI6rb/6onWgas3Vm6J54Wf5VtBHbkVUdqga4mNR5Tx24JSAmOtUsMGvw89ZpkTQnHW/nE9RwY4xn8T8URZzS4dClJU/WBMRqjcZo+aY2SH1oFRRiNkZP6XaRXPoZwJH9SC+dFB1f9oSU9FqjTrplA+FaJVtoaUXauvmrpjzTBOkjFq8o4TOEBwh9o5x0yya7f6WIzpl7RcfjbawWXpq0nbQuWo0jQyKlZrY00DpsiFEWUvUQZh9UKqGUq7VTY15eVAOELXhgTpNJ21whNJDXbjO3Ka/zk89NRq78gVZQa2ygOh0/uqsqmHorOukC3eJOWJr2Y8wKvNCKTSxM/ZnmLSWldJfqT2hRvNqLXZFFkRddvQ6ay7rftoU2wT/qORVU8MQ7q+qK3NUr1O6EaLThiqJGhARrIZeqUzG6HlmCAgw6kw+/sqhn7l0iwyzJpP6unkpM6nJ1klnneZRS5Ny4K1Ot1ihFx2OlV2KU40jw/R+alRcLLPz5wqptQw6KtdjCopuqduQUPOxvrXcKP+pLufm6RW1aJknfYxSXFTjFxJTUW+Jva5jhF7xVV1OxBz/OaWiV+pgZR0L9fdRtsRKmKwHIuJVTZj1u8pYa3Zty9tRX2Uac8VTHaIv3+YVKsJoMoSYy6zFgLBgbdR2OR4H/cIifPzUQxzVv9CoJVdRMoq17eeq61G/iWVdjBp+1GlTSwOxYxRt9xVt8plrd0SoMUznpw/Q6/xd1OlnHoc2Qum7wpg9VqaSOf5xFmF1Iirpbfw5BWJ1UVkfwhVLFAltJ60+2Pz1pGVbGVMrRCn36t7GvM7qla1sqPIRVT0s3KCeLlFeVyuJVSN62MIjQpXdls5cinM1Do/Q5VL/S3nVUmmiNhnq7BJrTHyrk6t1R9dQZ4oID42+qVOWCUO4knyurtHateStm7lemiuGMmSRy2LfHHNNsOSImubRUkT0J26Fir+DPztkTh51mqtniNSmxbG6aEVZm0LF3llVs+55q6mLatTS46+Ya4o94f+HzaXYVMU11dqs5udBg2VDF28jESbr3DAZlGPaeMuGAigFMlSn7oWi9trRAqOWCzUqfoZgQ7jO37JnsKrGtCPG2m9e2WKONVapj39Xbd3vxFfRLSXF7JGleiglsrO1sdijt2wv1C2tUUlXf+u2wjyO+EuyuTL+fMekNwWbtxjmPYzBfC7j505CObSJtCDRPqKY4xNi6qJ+qI5WOVLqYv3Yz72OLlq4RZfUcuipLMjKRixc2ZOKj8aqhz9nnVokzMfA6gGMMnsVIYtthX0jC4sNtUjnqDVT7a1rTEFz5ip7mcLWfDeHwNJrZ20HravGN1xZ3qLMVq810ahfBRb4aXTsOIZGrcdi3kYdWsfcDf08E62L3ovYBczkF6SLndrWFP0pHX1nJCakeTcS75oWNWAlz3TKZFZEtZpcxXK5WGevJZ20JkGHqmAnvVGvlMiYgpamFdDSIRe10CpSRX8vpS7IRM5VnEZxclA2h6GdXD2iTmuoJ8I0FS1JE+scWK54aHG+UPlEfguu0GY4f1xY2cMbtYFmtphrGdei8SAeSn0LNCiTXWHE+aZ4qEYRvtHBEho3N8sJNWXltl5/GM/H3P399ZbdQw1dcFh1ZbvgafBrpGRkaKDR3Kn8akDUQ0JL7MwbimBxBs48sTX6EHVh0XiYZ7nOFA8XGK4NU/b4VtLL8mfU2UMnB10XP12YSeNtfr+a+WtRZV+rE22Ga/VGXfQ3nfO3Dq1umYbKzBSqojG31qGtTd165He1fO3qrCtQ4Ncj8AlXN1nKOEID9IFWIeUvZRetboB9TAYfy07plx81GaJqsfi48pn2BvVsmfmgSdmY+6hFroSyK1HesWRaCf9f6qkvxVZUX4sSMf9hnupRfyFRS1U0RkXLsoEUr/56eGodtg5M3dHLPhC1R7N+So1F1LpiCagxyOXnXs78t0+4NvLXmkr6GJVlJ0w9ZSFUlf2cT7i6WVbWR8u3U0YX5ajOXye+gnHRtP4519UlK+p1ywD0AZFRr0Q7MPOJ2qhZ9rB/NDMto/lFfjo5KPvFeEblHGvCFjDvAM3bRUsXckftq8X2VmM5hvp5rGT+wM9tueVjMY60lIke82+lL7FesJTRuupyEy2yumBl+EVdi2mKxDtrnAtY0M6G8A7qtq5i9H6YG4n+Z7QmzLq/8cW5gHWfm1ujHh6LU95iwlk2TFGHPjE3NeZ12Zx0Snd+NVedozLWJdq5DzEasc5W1LSKPhedw0yu6iGpszIbNQVjhq9AAfNaE6Ykm/quPtZpC4354uGfHXNVD2F9/BS3ww16fyWxY78VqqZOsLFAG4tOtLyPnS4ummLRQmUedfSQRD9YF+EJ0ipiIjzxzt2fsdEUijrQj9ZIoEhHy3bNemCstBOunpww6qKWZuuuwlmNja/Wr0Nnbbi/epq9sClc66cu5SLgygfVGhcVcWu9c45WUNWwF3AVTTiLgFuCHbV/EeES0Ysrp0pE/9wvwt7m51h/Vjvz0bBSxH4erqifs3DmLap5l+eiBCJQOdRU2o6nADpHL1lWG1xECF2sYXCxDsBFEzV7KooZFn1aKCkQIeaF2JpG642pi9KF2KXQOb+6rfGOfpRt2Rfnd4k2BmGKOnujzrJbaszPP3NW1BRzU3thOWtnPQ9iBZQtuRJmnbj8J84RoeqMepG92qa6cSyglJdo4qpD1rdUm352TRisVg9z66EGcweMlnPolroKWvttA/GUHfNsUSMgDpEswxLhtu59KsbZ9jiLDsSY3yH60Jh/a5WkiXa2p0AMVdef74hTOq7m4yN15xYkdpzCrGgaaqk1l1llnNFedlUO630sx2o+Yi2Jdvrg1y1aPqI0ad0BuiqF26QkkLX8W7sUfQPhnD/2TlpJsqg2DJ114T7mj/kEi/sZXGLXzGj//CYaapNBOvNBb0FNMddS/5tMgOJZ3CVHPT8ojr2UJFO/dYjhfDQXo0JkbcJ8tOQT/cBYlNxoe71oK4IIpMivirF2b84xO67A8V0wsTbR//t++P99P/zPvh/+xT1FI+xsbIraxHtPUdbENjab7P7ne4qSeSs7inrKIq7sucyaeZUXCyW0sRlSv66Xk0Nm83XI3jU8Gyr/m1H911690Opm54of1QtWAt3ruNvYrBnl+FWrXqGXNKxGC6ONTfJt6r+2E7aFe9vYJDju7eneuEat4xNq1WjcIOPBys9y3hmezz1FzW4uXdtNzTT83rIkDRoMS5DT/sr4YU+9J6+rkfSR7YJ05+fOXjx4drV6Z0o6r9B4OPcLu5PLvvOQ/vcKuQyv++PHp+fZHpyofeLp4ySVn/9o/bzije03Zhirf0/ndTNgRPbwdhsOOAfs0We+szdB+ZIDm9s4ZR1QokuuvtU3NfXzDe5supyiRe/nd5MOehRWcXqgV7GyibK0u5v4SbvK0329auYPPpvxttO2lcVKG285fdw1ctvTPptXl+2woXHA/EPN7u6en6fcsNxfKjpe7z+mdu80pbou6b+o1MCgxW6aAxmLVSu0f3z6XD/SGtec2PA41fTgVa/DHZ+feahL9dXusuHwkfH3UzxzK3e8Ta6F8/2Dv849nL5jqwOLQvtmudX9kCFNmp7DXJpfe31sSnDzUeUu+w59lf791c4VK+0wDAvumz+n4/zdm+Yn7lfcP3/mPh5uLU74rguacD9smMOCJB8Svb2wz7lssxe1i9rMSLDs9MzePrXvtFm/Pd2DXoOXOG807I6oeulHucwTnF4mb5088nTIyCw53BLbHXTIumpNmsjaddPfqec0Isl0vwzJGth0uFV1ctIUe4+W8pqRoHvC9I8G7bxpKDavh2/XykMePU75ZkGr2pfTl3/kfj3JlFW7Oya9++Do7MK9019K4LLvxe5cFXIEtJ35zW5fkmElv2erlHTj4NcnOp/IEzzmS77QYg8mnT8TPGuyY/Gc76uu7Jcua+2aEzdmC3FL1epOpTVPli3q9PrBtvRX+32d2CBs2eJ+X242PhRyMW/SDTPL5gtY3OyYfdbnqc7+aFE7ZP2Mr0O319R2a7t3cciOBDv6d3h6yLFyz3LJ5i+qtf1k/hU9d277sODS9sGOBe03f86tzRn66c7adO93Ny7f8GOO3U4nFjj0PPewz9/7I0esubX0bvaTs0LL1mu35EDKZto5B/bdLH3VadKVMZMajQ4Z4p+l9cJilTLczDuigf+ulxM3n9t7TcmipJveHbidzOXsRx/N6yTe9Zpkq3M5yzd17nhXq+u5smq7vvy+vHaadK2Csrypvr5q50IpenjM+dV9eXa1zV9nRc1cdp9efJeMxb2IOOYZMnpN5kJPm135PW1scnrY2JT1iH3t6lrl3Urx3LOnXhanXgoczz17ajj+/75nz/p+Isn7iSXv20neTyJ53/4X78d3T6Gq9e/vKYwCEsiAhDIgkQxILAPsfgHEuvExuc2fuddqgu2/vsjqj1xYFevij3gLRrKn2aZcvlOwzoo1PSoVTprqSOzCIL39y/6XdxfZ/y83FvGbwPBF4XFvLMqbZEG6s3ciqszqnrbQgrdJvOg100qNqqJerzs/vhuLVi9XalTB2Ldh/k83gX2z/TeXuP2Zy9r+9aVs//vla/EmapbCzlsKFhrnPeT6l3Um90/3YydqjKR0+HlyIU5aRn/vz9zx9stL8f/YnaPmzCv828wrEvvO0T9VzQ4m+JdXDv6ZqwX//RWC//qqwH95JWC8aZ2gRIYsKas/qzcv4GK55NvvT/jH9TdpVIGPewf1z7f+kwr8cmfOi402f663dsCZ3ifti075BxX4bdPIvdPPHvRe1TH7oI8Js+T7J/Og+G/nQcnYt+H+qXkQ8i+v2vxnV2rGmywPz9bNsvVdIo95C8Zpf8wLqPzPF2vr2f24i3XUO/9JqsR+0s3/oVQp89tUKRc9VdRdZrL/JS++J/xX18/+mWtm/8B1sv/+2th/fT3sv7wG9k9c9/rPr3WNd6bW6Tz2fj2v1bWWPC1T47PN+gDJbiVqXYtnt/Lzvf/k/vyTs09VrmsbWWVIUGQ1x+XHdP/9sxTMM7PCb2dmpegzM/H/OjOf2v6by43/yCXGf+ayYnQpcbx5uK+k2/4fdpXqbsh6s9DqwS8n/TYPnWJ8xR33aREx3/5PsnH9ocJ77ywoXGfmnKwvHk0reO3/UDa6/zYbPaJno3ou4X86qOv0by7q/t8v5I43LW4/9LyXo6FL3bGfTjRqV3Dsm9+mhWO0bxTjPu8u+pv/xw+n0jQcU6pkk85V+2zKcnWmsd+Zf+J59d96XiO650n+V8+/2v6BC+b/2EXy//bC+H96MXy8qff+buKKDnP96q4tsvvt1YgE7r9PvWiXE8VNvehv/l91JF/rt6lXJ3rq2f+vi5/HH7j1IF4DVzzzejGwYf+ao8cNujPmm97ntwYmUq9ri/tAF/Or/8kCcqDJbPel97fX23KiaYMPaX2z/IMF5F3+xBdWrX9fd0iYz8Tv7nlb/BNH6//W0YZxHjf0u+cgJHR1jT/yJedrnjS6fbDW5ttDnx3MW+XWbyMf77OE7Cy3jPz5p0msE2dGSyoxOBQ7BkU3ev7dqVCcxwn97lE4bf/M7Su/umUFPbMlZaHNNRwndPMe3iakUZqmyVP8Ntx2lk7Gjbh4/b+IeG9XEfFT8UR87N1iMSKeQJJ1t23/zE07//ZGnX95c85vb8iJ1+bRo97ZJ/3bxn1Z5kdZDs888+63NicR26o4Pke98V8YbVPqN0Z7Nywbw+iEEqPD/tBtSPjWo3ijPuKD7YUleRLU2d58XNeSB5/k+f0qonY07ipifvU/mVjlf1PKfuysFCPeiSTxrv8nbrSKfnNVvPHMtv3o+xMznLwGlj2Tt1KzBY9+X6wsHYpbrMTr/0VMd7n/Joc3FK4WI6aJJTHNJb+fLN4opUtT+vDEvC9qznl7xXanoXXP30YpsVko7oMtLS//J0tojd/EKGRarRgxspPE6HnCP3P/3B+5Z+4P3Sf37++N+/f3w/2Re+D+wH1vse91izfhvcOfnHvwPW+tAd/afvrSM9HQ3y9u4kLyuIub9Y3/pDDU/U3S50na0PoErDQ2//c8hazdtN0fJ3x29lxdsG7OFWPTHkRPIUva1BAcEaJMixLSB5FVXz3SpWPAgupjXt6tEXzy6Jh/+SCyMPXBi9l/8SCy5CnSVxuVNqfVhrR/zgY7IfWf2RD7Ec/IhoTK63880TW7lUQv9YsI12iwz7Pf7rKeyeurt1sZ1cuarde32YpIJ45jrV1Vc8G0ETFc6RQbUl9JZL1i0LxwdStavmgP80/12QgRc1ctEbQaYvknTxUzZwu5BDLO1cIlhHqJoF5iyNlBLgnk7CGXVMYVs3AOMq6EhXOUcSUtXDIZV8rCOck44UdyGSfGmwLqpYR6qaBeaqiXBnJpIZcOcukhl0HGiXzJKONEvmSScSIPMsu40hYui4zTWLisMq6ohcsG9bJDvRwyLp+F08g44UdOyOWCXG7I5YFcXhkn8iWfjBP5kl/GifriLONEXhWQccKPgjJO+FsI6rlAvcJQzxXqFYFcURknfCsGueKQKyHjRB6UlHHC31IyTtSN0pArI+OcLVxZGOdyUM8N6pWXcSJfKkC9ipCrJOOEv5UhVwVy7jJO5EtVGSfyxUPGiTzwhFw1OI7qMk7kgRfUqwH1vGWc8Lcm5GrB/tWGXB3I1ZVxIg/qyTiRB/Uh1wByDWWcWC8bybjiFq6xjCto4ZpAvaaQawbj3BxyLSDXEsa5lYwT87I15NpArq2ME/PDB+q1g3paGBdfyPnB/vlDTge5AMgFQi4IcnrItZdx5SxcBxkn5mWwjBN+hMg4sd8NhZwBthsGuY6QC4ecEXImyEVArpOMc7NwnWWcmJddoF4k1Osq40SedoPj7Q65HrDdnpDrBbnekOsDub6Q6we5/jKuvIUbIOOEvwOh3iCoN1jGCX+HyDhRN4ZCbhhsdzjkRkBuJORGQW405MZAbqyME76Ng9x4GSf2kxMgN1HGZbRwk2D/JkNuCmx3KtSbJuPEcc90GSeOK2bAdmdCbhZsd7aME+eV58g44e9cqDcP6s2H3ALILZRxIg8WQW6xjBN+LIHcUsgtk3HC3+WQWyHjRD6vhHqrZJw4P7RaxonjsjUyTqyXayH3l4wTx6HrZJzIq/UyTuzDNsg4sb/fCLlNkNss44QfW6DeVshtk3Fi3dou44RvO2Sc8G0n1NsF9XbD+O2RcVkt3F4Yv30yTuTVfhknvj86IOPEPD8I+3dIxonj0MMyTuTBERkn9qdH4TiOyThPC3dcxlWzcCeg3kmodwrqnZZwvQV3BnJnIXcOcuchdwFyFyF3Ccb5MuSuQD/+hnpXod41qHcd6t2A8bsJuVuQuw25O5C7C7l7kLsP4/wAcg9lnIeFeyTrn+AeQ70nMk6M9ynUewb1nkPuBeReQu4V5F5D7g3k3kLuHeTeyzjhxwcZV9XCfYR6n6DeZwnXW3BfZJxo9yvkvkHuO+R+QE6FCGcLuQSQSwi5RBLOpoKFSyzTE/XKDrabBOrZy/onuKQyPTE/HGR6Iv8cYf+SwXadZO2KuCSH/Ush40S7KWH/UsHxpoZ6aaBvaeE40sm4yhYuPeQyyLiKFi4j9CMTzPvMcL5lgf3LCrlsMk4c92SXcZUsXA4ZJ47fNJDLCX3LBbnckMsDubyQyyfLgyoWLj/Uc5ZxLhauAIxzQahXCOq5yLiyFq6wjBPH564yTpxXKSLjyli4ojJOnN8oBudRcTg/Ssg4dwtXEtaXUnD9KA25MjJOnFcpC+tGOajnBvXKQ38rwLyqCPOqEmy3MsyrKjCv3GFeVZVxor54yOqQyCtPuG5Vg1x1Wf/E+WwvGOcasF55Q72akKsl48T3xLVh/tWB+VcX1t16cB9RH+ZVA7geNYTrWyNY1xrDetUE5lVT6EczyDWHXAvob0uYf61gfWkN60sb6G9b6K8PXN/awTzQQs4X5oEf9MMfcjroWwDcDwXCeR4E57ke+tse+ttBxgl/g+E6EwLneSjkDLA+h0F/O8o48T1xONQzwnwxwTyIgHnQCfrbGfrWRdauOD6PlOkJrquME+cFukGuO/StB6zjPaFvvaBvvWEd7wP97Qv97QfraX843wbA/d9AyA2CfgyG9X4I9G2ojBPXvwyD83w4rPcjYB6MlHHi+GgUXPdHyziRL2NgvR8L68Y4mFfjITcBxnmijBPXD02CfkyWceL6jSmwf1Nhu9NgPZgO82AG3B/MhPVlFqwvs2G+zIF5MBdy8+A8mg/r0AKotxDqLYJ6i2EeLJFx4jhvKcyDZTAPlsv0RN1YAX1bCdePVZBbDbk1MH5r4TrzF5yX62C766FvGyC3Ea4Lm2AebIbzfAvMg62Q2wa57TJOnEfaAf3YCev4Ljh/d8N9zh7I7ZVx4nzsPti//XB9OwD3TQfhOA5B3w5DvSNQ7yiM3zFY74/D/p2A3EnInYLcacidgf6ehXrnIHcexvkC5C7CcVySceI8w2WYL1cg97eME/c5XIV612RcLgt3XcaJ615vQN9uQu6WjBP79ttw/b0D8+Au9Pce5O7D8T6A+fcQjuMRrM+PYZyfyDhxXuUp9OMZ5J7DcbyAei/hev4Kcq/huv8G+vZWxlW3cO8g9x5yHyD3EXKfIPcZcl8g9xVy3yD3HXI/JJz1/KT6yEDC2UIuAeQSQi4R5BJLOGtc7CCXBHL2kEsKOQfIOUIuGeScIJcccikglxL6mwpyqSGXBnJpIZcOcullcRFcBshlhFwmyGWGXBbIZYVcNshlh1wOyGkgl1Pmr/j+KJeME8f7uWG+5JH1T7SbF7abD7abH85fZ8gVgFxByBWCnAvkCkPOFXJFIFcUcsUgVxz6WwJyJSFXCnKlIVcGcmUhVw7OXzfIlYftVoBcRTh/K8H+VYbtVpHllTgv6i7jvCxcVdiuh4wT+ewJ9arBOl4dtusF51sN6Js31KsJ/agF14XaMk70rw7Mq7pQrx7k6kOuAYxzQ8g1glxjyDWBXFPINYNcc5gHLSDXEnKtYL60hnptoF5bqOcDuXawXS3kfCHnBzl/yOkgFwC5QFhPgyCnh360h/WgA5wfwVAvBHKhsF0DHG8Y5DpCLhxyRsiZIBcBuU6Q6wy5LtCPSMh1hVw3yHWHXA/I9YRx6QW53pDrA7m+kOsHuf6QGwC5gZAbJOPE9RGDZZy4TmaIzF9xncJQmZ64XmUY7N9wGSfaHQG5kXB/OgqOYzRcj8ZA38ZCvXFwvo2H3ATITYTrzCS4rk6WceJ7oSnQ36mQmwa56ZCbAbmZcB7Ngtxs2O4cyM2F7c6DeTofzrcFUG8h5BbBdhfDfF4Cj+OXQm4ZbHc5HO8KWF9Wyjhx/doqWbui/q2GebUGzvO1Mk58//sXHMc6qLcechvgerlRxonrvjZBbjPktkBuK+S2QW479HcH1NsJuV3wvNRuyO2B3F7I7YPcfsgdgNxByB2C3GHIHYHcUVgnj0HuOOROQO4k5E5B7jSMyxnInYXcOcidh9wFyF2E3CXIXYbcFcj9Dbmr0N9rkLsOuRuQuwm5W5C7DeNyB3J3IXcPcvch9wByDyH3CHKPIfcEck8h9wz6+xxyLyD3EnKvIPcacm/gfvct5N5B7j3kPkDuI+Q+Qe4z5L5A7ivkvkHuOzzP8APmgU1CdpxnK+Gsx1EJZJz1+j/YbiLYbmLI2cH+JZH1T3zfbQ/1kso44ZsDbNcR6iWDek5QLzmMcwrIpZT1T5zHTCXTE/mSWsaJ4+k0MC5poV46GL/0MC4ZoF5G2TjEeYZMcL5lhu1mgXpZZZzQywb9zQ71csBxaCCXE3K5IJcbcnkglxdy+SCXH3LOsP4VgFxByBWCnAvkCkPOVZZ/1uv/IFcUcsUgVxxyJSBXEnKlIFcacmWgH2UhVw5ybpArD7kKkKsI41IJcpUhVwVy7pCrCjkPyHlCrhrkqkM/vGD9qwH1vKFeTdk4hF4tyNWG/asDubqQqwe5+pBrALmGkGsEucaQayLzQ3yf0lSmJ/ZrzWR64vx9c9huCxkn9rEtoV4ryLWG+7o2sH9tIecDuXaQ00LOF3J+kPOHnA5yAZALhPUlCNY1vUzPev0fPK7oAI/fguH8DYHHZaGQM8C4hMFxdIR64bB/RsiZYLsRUK8T9KMzPK7tAo8HIyHXFXLdINcdcj0g1xNyvaBvvSHXB3J9IdcPjqM/5AZAbiDkBsF1azDUGwK5oTB+wyA3HHIjIDcSjmMU5EZDbgz0YyzkxsF2x0NuAozfRMhNgtxkyE2B45gKuWmQmw7X8xmQmwn9nQX7NxvGbw7k5kJuHuTmw7gsgNxCWbti/7cIrr+L4fHMEti/pdDfZZBbDuO8AnIrIbcKxnk13I+vgcdba2G7f0F/10FuPeQ2wHzZCP3dBLnNkNsC/dgq48T1etsgtx22uwNyOyG3C3K7ob974DzfC/NgH2x3P5wfB+B5lYMyTnwveQj6exhyRyB3FI73GKwHxyF3AnInYZxPyThxPfBpyJ2B3FkZJ65XPgfHcR76dgH6dhHOy0tQ77KME8+DvwL1/obcVRknnjN2DfbvOozzDRknnod3U8aJ57ndgvXgtowTz6W7A9u9C/P0Hmz3PozzA+jvQ+jvIxi/x9C3JzAPnsL5+0zGWZ//B9t9Adt9CblX0LfXcBxvYL68heN9B/19D/P+A1xnPsL+fYLcZ8h9gX58hfPoG9T7DuP3A3I2idh4bSWc1Y8EMj0xfxPCdhPBdhPL9EQ+28k4Ua+SwP7ZyzhxPJgUtusA4+cIuWQyTuSfk4wT60xyGOcUUC8l1EsFudSQSyPjRL1KK+NEfU4H200PuQwwfhmhXiY43swwr7LAfM4KuWwyTvyOSXYZJ57/nAOOQwP7lxNyueA4css48RzmPJDLK+M0Fi4fjF9+GZfSwjlDvQIyLp+FKyjjMlq4QlDPBeZBYeivK+SKwDwoCv0tBrniMA9KwPiVhFwpyJWG8Ssj48Tzx8tCrhysk24yTvz+VnnIVZBx4rn2FWH8KkGuMuSqQD/cYZyrQs4D+uEJ41wNctVhXLxknPgdjhqQ84ZcTehHLRjn2pCrA/2oC+NcD3L1oR8NYPwawjrZCHKNoR9NYJybQq4Z9KM5jHMLyLWEfrSCfrSGcW4DubbQDx8Y53aQ00I/fGGc/SDnD/3QQT8CYJwDIRcE/dDDOLeHXAfoRzCMcwjkQqEfBuhHGIxzR8iFQz+MMM4myEXAfXYnGSd+36Uz5LrIOPH7QpHQ366w3W6Q6w7j0gP2ryfM+15Qrzf0tw/U6wuPe/rBuPSXcVkt3AB4HDoQjmMQnOeDYf+GyDjxe1lD4TiGQW44PJ4eAbmRsA6NgvEbDccxBsZvLNQbB4/LxsPzIBPgcfdEGJdJsN3JUG8K5KZCbhrkpss4GxszNwPqzYRxmQX1Zss4cd/YHMjNhdw8yM2H3ALILYTcIsgthtwSyC2F3DLILYfcCglnvS9hJeRWQW415NZAbi3k/oLcOsith9wG6MdGGSfuJ9kk40S7m2G7W2C7W2G72yC3HXI7ILcTcrsgtxtyeyC3F3L7ILcf+nsA+ntQls+COwTbPQzbPQL1jkLuGOSOQ+4E5E5C7hTkTkPuDOTOQu4c5M5D7gLkLkLuEuQuQ+4K5P6G3FXIXYPcdcjdgNxNyN2C3G3I3YHcXcjdg9x9yD2A3EPIPYLcY8g9gfuNp5B7BrnnkHsBuZeQewW515B7A7m3kHsHufeQ+wDz4CNcVz/BfcRn2O4X2O5XqPcNct8h9wNyNokZZwu5BJBLCLlEkEsMOTvIJYGcPeSSQs4Bco6QSwY5J8glh1wKyKWEXCrIpYZcGsilhVw6yKWHXAbIZYRcJshlhlwWyGWFXDbIZYdcDshpIJcTcrkglxtyeSCXF3L5IJcfcs6QKwC5gpArBDkXyBWGnCvkikCuKOSKQa445EpIuKjf/4VcKciVhlwZyJWFXDnIuUGuPOQqQK4i5CpBrjLkqsB8cYdcVch5QM4TctUgVx1yXpCrATlvyNWEXC3I1YZcHcjVhVw9yNWHXAPINYRcI8g1hlwTyDWFXDPINYdcC8i1hFwryLWGXBvItYWcD+TaQU4LOV/I+cH67A85HeQCIBcIuSDI6SHXHnIdIBcs88P6/D/oWyjkDJALg1xHyIVDzgg5E+QioB+dINcZttsFcpEyTpyv6wq5bnAc3WH/ekCuJ+R6Qa435PrIOPGcyr6yuAi9fjDO/WH/BkC9gdC3QbBuDIbtDoHjGArjPAzqDYfcCFlcrM//g+MdBdsdDeM8RtY/8RygsbDdcZAbD8c7AepNhNwkGSfGOxnGbwocx1SoNw2OYzrUmwH7NxPqzYLcbDiOOZCbC8cxD/ZvPuQWwHYXwnEsgtxiWE+XQL2lkFsma1fUyeWQWwHbXQm5VdC31dC3NbDdtZD7C7a7Do5jPcyDDbB/G6HeJshthu1ugXHZCtfLbTB+2yG3Q9au6N9OON5dsN3dUG8P9GMv3Cfug+3uh74dgHoHod4hqHcYjvcI5I7COB+D/TsOuRMwX05CvVNQ7zTcF5+B8+MsjN852O55OI4LsN2LMH6XYLuX4Tp4Be47/4b78asyPfHcmWtQ77pMTzyP54ZMTzw36qZMTzwv8hbUuw25O7J2xfOl7kI/7kHuPvTjAfTjIYzfIxkn4vIY6j2BcX4KuWcwLs9hnF9A7iXM51dwHK9h/N5AP95CvXewf+8h9wH68RHqfYLcZ+jHF6j3FcbvG/Tju4wTzwX7AftnY8c4Wwln9SMB1EsIuUSydoUfiaGenUxPxC+JjBPPzbOHekllnOifA+QcoR/JYFycYLvJZZzI5xRQLyWMXyrIpYa+pYFcWjjedLB/6SGXAbabEcY5E+QyQy4L7F9WGOdsUC+7jLP+/q8s78Vz6DVwvDlh/3JBvdwwD/LA+OWFevmgXn44XmfYbgGoVxDGrxDkXGC7hSHnCrkiME+LwvgVg1xxyJWAXEkY51IwLqWhXhmoVxZy5SDnBudHeahXAe5fKkKuEuQqwzhXgeNwh3pVYf88YLueUK8a1Ksu48RxtxecHzWgnjeMX00ZJ85f1ZKtb4KrDeNSB8a5LtSrB/Xqw/nWAPrREHKNINcYck2gv03heJvJOPE8+Oawfy0g1xJyreA4Wss48bylNrDdtpDzge22k3HW5//Bdn1lnHj+mh/U85dx4nlaOhknngsWAPUCZVw+Cxck48Rz0PQy7mVlM9cexq8DjF8w1AuBeqEwfgboRxjU6wj1wqFvRtiuCepFwDzoJOPEc7w6Q70uMs76/D8ZJ55b1hVy3WSceL5jdxknng/XA86PnjJOPN+sl4yzt3C9Yfz6wPH2hfW0H9xH9Id6A6DeQDiPBsk48XzCwTBPh8D1aCjUGwa54TJOPOduBOzfSOjHKOjHaKg3BuqNhf6Og/6Oh3GeAOM3EepNgnVoMozfFBi/qVBvGtSbDv2YAf2YCeM3C/oxG+rNgX7MhfGbB+M3H+otgHoLoR+LZJz4HbHFMH5LoB9L4b5kGfRjOYzfChi/lVBvFdRbDf1YA/1YC/34C/qxDs7L9dCPDTJO7LM3wjhvgnqbIbcFclsht03GieOP7VBvB+R2wvjtgnq7Yb7sgXp7IbcPcvth3TgA59tByB2C3GEZJ/b3R2Sc2I8fhfP8GIzLcah3AnInYbunZJx47vRpyJ2Bdegs7N856O95qHcBxu+ijBPPk74E8+WyjBPHb1dg//6G470K+3cNctdlnDj+vQG5mzJOPJ/6FtS7DcdxB3J3Ybv3IHcfjvcB7N9DGSeuK30EuceQewK5pxLOej31M8g9h+2+gNxLyL2C3GvIvYHjfQu5d7Dd95D7ALmPkPsEuc+Q+wLj8hVy32C73yH3A3I2SRhnC7kEkEsIuUQSzhq/xJCzg+0mgZw95JJCzgFyjpBLBjknyCWHcU4h48R9CSlhu6kglxq2mwbqpYVcOsilh1wGyGWEXCbIZYZcFshlhVw2yGWH/uaAehrI5YTt5oJ6uWWc9fl/kMsLuXyQyw85Z8gVgFxByBWCnAv0rTDkXCFXBHJFIVcM5lVxyJWAXEnIlYJcaciVgVxZyJWDnBvMq/KQqwDbrQjzoBLUqwy5KpBzh1xVyHlAzhNy1WTxE1x16JsX5GrA/nlDvZpQrxbkakOuDuTqQq4e5OpD3xrA+DWEXCPYbmOo1wTui5tCrhnkmkOuBeRaysYrrittBePXGnJtYLttoZ4P9K0dzFMtjJ8v5Pxgu/5wvDrIBcD+BcL4BUFOD7n2sv6J62g7wPgFw/GGwP6FwnYN0I8wyHWE7YbDfYQRcibYbgTkOsF2O0O9LlAvEvrbFbbbDXLdYf96wDztCdvtBbnesnZF3e0j48T9TH1hu/0g1x9yAyA3EHKDIDcY+jZEpifiNxTWg2GQGw77NwKOdyTkRsH+jYZ6Y6DeWDjecVBvPJy/E2B9mQj7NwnqTYZ6U+B4p0JuGvRtOuRmwPoyE+rNgr7NhnpzYJznQr150N/5UG8BHO9C6O8iGSfun14M9ZZAbimMyzKotxyOYwWM80rY7iqotxpya+D6sRZyf8H5tg7qrYfcBshthMeDm+D+ZbNMT8yPLZDbCufbNshth3m/A3I7IbcLHm/thn7sgXp7od4+GSfm737IHYD14CDkDsF8Pgy5I3BeHoXcMRjn45A7AbmTkDsFudOQOwO5s5A7B7nzsA5dgNxFWIcuQe4yrENXIPc3rC9XIXcNctehHzcgdxNytyB3G3J3IHcX5ss9yN2H+fIAcg9hvjyC3GOYB08g9xRyz2A9fQ65F5B7CfPgFdR7Dbk3sN23kHsH8+895D7A/PsIuU8w/z7DfPkCua/Qj2+Q+w65H5CzsWecLeQSSDhrviSEXCJZu4JLDDk7WbsiD5JAzl7WruCSyvREvjhAzhH6kQxyTpBLDrkUkEsJuVQwX1JDLg3Ml7SQSwfzJT3kMsC8ygjzJRPkMkM/ssg48XzbrFAvG9TLLhuH9fl/kNPA/uWEXC6Yf7khlwfmX17I5YP5lx/mnzPkCsD4FYRcIeivC9QrDDlXyBWB/haFXDHob3HIlYB5UBJypWAelIZ1qAzkysI8KAc5N8iVh1wFyFWEXCWYf5UhVwXmnzvkqsJ88YCcJ8yrajBfqkPOC/pRQ8aJdcsb6tWEerVkcRHnJ2vL9ARXB+rVhVw9ON76kGsA868hrH+NINcY5mkTyDWF87IZjHNzGJcWUK8l1GsF86o1bLcN1GsL94k+cBztZJx4jroWjsMX5rOfTE98T+Iv0xOcDo43AI4jEHJBMJ/1UK899LcDbDcY6oXA+IVCzgDbDYNcR9huONQzwviZYJ2MgHnfCfavM1wHu8BxRMJxdIVcN1ivukPfesC49IR6vWBcesN2+8C49IXzvB/U6w/zYADUGwjzdBDkBss48ZzeIZAbCrlhMk48d3q4jBPP6R0BuZEwX0bBPBgNuTHQj7FwHONknHiu0HgZJ57fNAH6NhG2Owlyk+H+ZQqMy1S435gG69906O8M6O9MWNdmwfkxW8aJ55vNgXkwF7Y7D7Y7H+bVApgvC2G+LILjWAzzagmsG0thviyD+bIc5ssKmZ71+X/Qt1VQbzXUWyPjylq4tTBf/pJx4vn862C+rIf5sgEe92yE9WUTzJfNMF+2QN+2Qt+2Qb3tUG8H9HcnrAe7oL+7ob97YD3YC/d1+2Ae7Id5cADWg4NwfhyC68JhqHcE5sFR6O8xmH/Hob8noL8n4T7iFMyD0zAPzsA8OAvz4Bz07byME8/bvAD1LkK9S9Dfy7DdK9Dfv6G/V2G9vwbz4DrMgxswD27CPLgF43wb+nYH6t2FevfgunAftvsA1oOHMA8ewTx4DLkncD/5FObLM7g/eA7r7gtYx19CvVdQ7zXMgzcwD97CPHgH8+A9nOcfoL8fob+fYD34DOvBFxjnrzJOPD/2G9zff4f58gPu62ySsnpvK+Gs8zKBTE/4llCmJ/xIJNMTfiSW6QnOTqYnfEsi44Rv9jJO+JZUxgnfHGSc8M0R+pYM+uYEfUsOfUsBfUsJfUsFfUsNfUsj48Tz9NPCdtPJOLG/Si/jRD3NIOOEbxmhv5lkesK3zNDfLNDfrDAu2WDeZ4d5nwPGRQPzPieMSy4Yl9ww7/PAuOSVcWKfmA/mX344P5xh/wpAriD0txD01wX6Wxj66wr9LQL9LQrnRzHoR3EY5xJw3SoJ+1cK5lVp6G8ZWP/KwjwoB+ufG8yD8jAPKkA/KsL5WwnGrzLMlyrQX3fob1Xomwecl54yPwRXDfpWHfrmBedvDTiPvKFvNeF+oxb0ozb0ow70oy6cR/WgH/VhnBtAriHkGkE/GkM/mkA/mkI/mkE/mkM/WkA/WsL4tYJca8i1gfWqLayTPjJO/D5JO6inhb75wuM8P8j5yzjx/YIOcgGQC4RcEJxHeqjXHq5HHaBeMORCIBcK57kB5nMYzL+OMC7hUM8Ix2uCXATsXyfIdYbtdoFcJMzTrlCvG+S6w/H2gFxP2G4vyPWG+dIH6vWVceI8dT843v5QbwAcx0DIDYLcYNi/IXC8QyE3TMaJ8/fD4fHHCNjuSHh+bRRcf0fDdXAMbHcs5MZBbjzc/02AehOh3iSoNxlyU2Ccp0K9aZCbDuvGDDiPZsL4zYL9mw315sD5NhfWjXmQmw/jtwCOYyHclyyC/VsM68YSqLcU1qtlUG85HO8K6O9KqLcKxmU1HO8aON61cJ7/BdtdB8exHsZlA9w/b4TnVTZBbjOcH1tg/7ZCbhvktsNx7IDcThknfj90l4yzt3C7od4eqLcX6u2Tcbks3H4ZJ36v8oCME78PexByhyB3GHJHZFxWC3cUcsdgnI/D+J2QceJ3ZE9C7hTkTkPuDIzLWRknfo/5HIzfedjuBah3EfpxCcblMuSuQO5vyF2Fcbkm42ws3HWodwPq3YR6tyB3G/p7R8aJ3+u9C+N8D3L3IfcAcg/heB9B7jGs909kXB4L9xTW3WeQew65F5B7CblXMH6vIfcGzo+3UO8dnB/vod4HmAcfYZ5+gtxnyH2B3FfIfYNx+Q73Vz+gno0D07OVcUIvgYwTeZAQ6iWScSIPEss4EWc7yCWBnD3kkkLOQcaJeekI45cMxs8JcskhlwJyKWWcqOOpZFw+C5daxol6mgZyaSGXDnLpIZcB+psRzt9M0I/MsN0skMsKuWwwD7LLOLEvzgHnmwZyOSGXC3K5oR95oL95oV4+yOWHnDPkCsD5WxD6WwjG2QVyhSHnCrkicBxFIVdMxqW0cMVhnEtAriTkSkGuNBxvGRjnsrCeloOcG+TKQ64CHEdFWCcrQb3KUK8K9MMdtlsVch6Q84Rxrga56jKuqIXzglwNyHlDriYcRy1Yd2tDvTpQry70rR7Mq/pQrwHkGsLxNoJcY+hbE8g1hVwzyDWH42gB49cScq1gu60h1waOty3kfGRcMQvXDnJayPlCzk/Gie+n/WWcOE+og3oBMk5clxEIuSDYrh5y7WWcuA6gA+SCZZz1+j/IhULOALkwyHWE9TQcxsUI/TBBLgK22wlynSHXBcYvUsaJ78+7Qq4b5LpDrgccR0+YB72gXm+o1wfWg76Q6we5/pAbAPN0IOQGwfwbDOM8BHJDITcMcsMhNwLmwUioNwrqjYb+joHcWMiNg9x4mC8TIDcR5tUkGOfJkJsCuamQmwaPL6dDboaME98bzITcLBlnY2PmZsP+zYHcXNjuPMjNh9wC2L+FUj0LtwjGeTFsdwnklsLxLoN6yyG3AsZlJeRWwXZXw/GugXpr4XH8X9DfdZBbD8exAepthHqboB+bZZw4j74F6m2FfmyD490OuR2Q2wn7twtyu2WcuF5qD4zzXtjuPhmX0cLth/07AON3EObfITiOw7DdI3AfcRSeFzgG+3cctnsCcidhHpyC54dOw/MqZ2Sc+B7iLDyPdA5y5+G+6QLkLkLuEuQuQ+4KHO/fUO+qjBPf616DetchdwMef9yEerfgfLsN1987kLsLx3EPcvfh+vYA1r+HcByPYH1+DMfxRMaJ70OfwnafwTr5XMaltXAvZJw4j/4S1r9XsP69hvn8Bsb5LRzHO1h330O9D5D7CNfVTzDOnyH3Bda1r1DvG+S+Q+4H5GwcGWcr48S6kEDGif1BQhknzoMkknHC38QyTvhhB/WSyDhRD+whlxRyDpBzlHGi7iaTcWLdcpJxoh4kh3FOAfMqJdRLBfVSQy4N5NJCLh2cH+llnDjvmAHOj4wwfpngODJDvSxQLyvkskEuO+RyQD800I+c0I9csL7khuPIA/3IK+PEepkPcvkh5wy5AnC8BWWc2OcUguuMC4xfYdg/V6hXBOoVhVwxyBWHXAk4P0rC+VEKzo/SMH5l4DjKQr1yUM8NcuUhVwFyFaEflaAflaEfVWD83GH/qkI9D1g3PCFXDXLVIecFfasB65U3rFc1YfxqQT9qQ706UK8u1KsH41cfcg0g1xByjeB4G8P51gTOt6Ywfs2gXnOo1wLqtYR6rWCcW0OuDeTaQs4H+tsOxkUr48R5FV+o5wf3if5QTwf1AmBcAmGdDIKcHvrWHnId4DiCYfxCoL+hcH4Y4DjCINdRxonzjuHQDyNs1wS5CMh1knHi+7zOcLxdYLuRkOsK/e0G9brLOHGeugecvz1hu71gHvSG55v6wHb7Qq4f5PrLOHFeeQDUGwi5QfD82mDo2xBYr4ZCbhjkhss48T3sCKg3EnKjZJz1+j9Yn8fAejAW6o2D/o6HehMgNxFyk+C8nAzzeQrkpsI4T4N60+E4ZsC8mgm5WZCbDf2YA9eFuVBvHozzfDiOBTJOPGd7IeQWQW4x5JZAbinklkFuuYSL+v1fyK2UceJ35lfJ+lfdwq2G3BoZJ54HvxbG5S+otw7qrZdx4vnyG2TxE9xGyG2C/dsMuS3Q360yrpqF2wa57TD/dkBuJ+R2QW435PZAbi/k9sl8E37sl3EizgegHwfhvDwEucNwHEdgXI5CvWNQ7zjkTkDuJOROwXGchv6egf6ehb6dg9x52L8LsK5dhHqXoN5lWNeuQD/+htxV2O41yF2H3A0Yv5uQuwW525C7A7m7kLsHufuQewC5h3C+PYLcY8g9gfPyKeSewfE+h/uIF1DvJdR7BfP+NeTeQO4tHMc7yL2H3AeYBx8h9wm2+xlyXyD3FXLfIPcdcj8gZ5OMxc8Wcgkgl1DCWedlIsgllnGiXTvIJYGcPeSSQs4Bco6QSwb9cIJccsilgL6lhFwqON7UkEsDubSQSwe59JDLALmM0I9MkMsMuSzQt6yQyybjxDqYHcYlB9TTQL2cMk6sl7lk8RNcbsjlgf3LC7l8kMsP88AZcgVguwUhVwhyLpArDDlXyBWBXFEYv2KQKw65EnBeloRcKTje0pArA7mykCsHOTfIlYdcBehHRchVglxl6FsVyLnD8VaFnAfkPCFXDcalOuS8IFcDxs8bcjXhulULxqU2XLfqwPWoLuTqQa4+HEcDyDWEXCPob2PINYHtNoX+NoPxaw79bQG5lpBrBfvXGnJtINcWxtkHcu0gp4WcL+T8IOcPOR3kAmA+B0IuCHJ6WP/aQ64DHG8w5EIgFwo5A+TCINcRcuHQDyPkTJCLgL51glxnON4ukIuEXFfIdYNcd8j1gFxPyPWCvvWGXB/I9YX+9oNcfzjeAXBdHQj1BkG9wXDdGgK5oZAbBrnhcLwjIDcScqNgvoyG3Bjox1jIjZNx4vqX8VBvgmwcgpsIuUkyTnyvO1nGiXFMgdxU6O80GJfpkJsB250J9WZBvdmQmwPbnQu5eTJO/P7qfNi/BbDdhZBbBLnF8HhhCdRbCvWWwfq3HM7zFXBeroTcKjiO1VBvjUxP/D7xWhknfq/3L1hf1sH8Ww/zeQNsdyPMl02wf5thnLdAva2Q2wbHsR3q7YDcTjg/dsE83Q192wPn214Yl31wf7AfxuWAjKti4Q5CvUNwHIchdwTui49CP47BvD8O9U5A7iTMv1MyToz3NNQ7A8d7Fo7jHNQ7D/PlAsyDi1DvEuQuw3avQL2/od5VqHcNctchdwNyNyF3C473NtS7A7m7kLsH+3dfls+i/j2A7T6E3CO4zjyG3BNYD57C/j2TcWUs3HO4vr2Aei+h3iu4br2G+7A3UO8tzJd3kHsPx/sBHq9+hNwnWbui3n+WceI+8C8yrrKF+wr1vkG979C3HzAPbJyYnq2Es8Y5AeQSytoVfiSS6QkuMeTsZO2KOplExon7+OxlnPAtKdRzgHqOMq6ShUsm48RxoxPUSw7zJYXMD8GllOmJfEkF8yU15NLAfEkr03OzcOkglx5yGaBvGaFeJqiXGeZBFuhvVuhHNuhHdhkn5m8OGSf2BxpZ/6zX/8k4cV4lF5znuaFeHqiXV8aVs3D5YB7kl3Fi/XCG9aoA5ArCvCoE1xkXmFeF4brgCuNSRMaJ3/0qCvWKQb3isB6UgPlXEnKlYN0oDbkycJ0pC9ePcrAOucF8KQ99qyDjxHFARahXCepVhr5VgX64Q64qnOcekPOE9aAarAfVob9esB7UgOPwlnFlLVxNqFcL6tWGeVAH+lsXcvXgOOrDed4Acg1hPWgE60FjmC9NYFyawnW6GYxfc6jXAtaXlrDdVtCP1nD+toG+tYWcD6wH7aC/Wsj5wvj5Qd/8YV7poB8B0I9AGOcgOI/0kGsP49wBHgcEQy4ExjkU1l0DrLthsN2OMK/CYR4Y4fwwQS4C+tsJrqudIdcF7osjYV51hXrd4DzqDsfRA+ZLTxknzif2knHiecO9oV4feFzRF7bbD8a5P8yrAfA4eSDcPw+C9W8wzIMhMM5D4TiGweP44ZAbAX0bCX0bBcc7Go53DGx3LOTGwf3QeJgvEyA3EbY7CepNhuvRFLjOTIX7kmlQbzrs3wzY7kyoNwv2bzaM8xzo21y4Ts+D/ZsP6+4CGJeFcByLYFwWw3EsgdxS2O4yON7lUG+FfP21q+fbXudnSqf8kcDGQifyauLtqXJJlT+6Te7i+mXG3KrDOpXLvXzY5cyJ6mpDdOqbDsqbyasaDME6baimsSEwMFiX1MMQatLqQy2tJBFyjp46o1+4PsykN4RaP5jF+kFnU3iErkiANtioK6AxmVWSeYcaTdpQP51XhN7f2o0DTWa7L72/vd6WE00bfEjrm+V33bCvq/frEP19O/F6PXMftMHq6+awODYyRIT76TwMEaEm9cWEIiyOlg801QZH6KJgB3eTKVzvG2HSGaNeU8WrKp/2N7+UW/27ylhPm951PW1sTlW1sVntLuKb/lfxzZlgQKv86y/UGu77yD3oeOjnGANzqqM1GjXu/v56teMxw5tYVfpFeJ3r68IDDOEhmhD181rxeY0hQKPVBOuNJvW/9Op+2a6G3t9fF2odj228sa8z+H7FeyMq11xV2u9zZt3VS7/pYpzQJ6jjHituCX4RN80TJW5rPGxsZitxK1o1cX19J4PZlBzqu71fKu9u83AM04ZrQ3z0oWERJvXlpCKkdu5+fjqj0erhr9Iuh7f6QU0n1VejRolQzAC5xjv8Sv2eDzsx/nWd4SlfrU0Skk6XpI42LEwfGhi9sRghSWxuJU4obL3jJqCdJQGtQ+mSpotvUPpp7su6XxswYFLLlPHlp23cVPxVSNupIV2rhPSUuxLf2CEt+twc0mSWkBoiTCKmdr8JYIaGOmNEsDl/YkQu3sBVXz3SpWPAgupjXt6tEXzy6JgYQbKzKMWNUkM+TWkYXoswzHZX/40VhtlvlHc3xgyD2qq1fMHUylBbzCtFx6TXBmvCzeMzxhuZURnSbTD6TnGfNu//a+9KwJo6unZABARUNhX3q3XDFfelLmRhh4AsLlWrl+QCqYGEJKxuqUvd64KiVaxYUXGpu1KtC7Xaz1bFpVpbtRW1WmutH1/Vqlj1n7m5N+RuyY1JlO//f5/Hp3VO7s3M+55z5syZM5Mjc0dGO82lINMwjniDASEt06biNI7B6JBZjL4SE76sCZcvU/l/umR70PbII31iNI+TfrtCGZaLSIOpqS6snhk8BxKfBDqGyFRKJfhewoXB92iRTvgAUE0eEh8SB7DGwKfhJ7SBvHzaGE+f7y5f/S1yRlbYWOek860sGjXefQYVDZKzFEo5eG58MuyVRQNPqir6yuPjIbGFQa/uI0dcV9po4MGnAS9nAWvzgM8sp7GWcuG85HDBJZK1AC7Wev8Uvv/ez1nSGdGLVP0LbvlQhl1PjKqRcDC7apmzTx0uLwufQZVKRK1EM1ANkgYfRxQZgEkIYndeBM1r/9Bvp69L8O7MkiVNbsTHc/SKwUgdIOKJnv4ImKUrAHqTAXqVdJ0PPgaklxgzjrmoxhMOD0QxiAxVsw6qQeSjvnEnS8OKO3WYtPCrFt/y0DAnkUWlqlr12WczhvQK1jds/vDK+AMNbFSqcggLVKo4IVOpBOVHcVismjU8ASdqTI6zz4oL3SxeExcbfSBynBi4nm3gyAl84IQ1NeWypt/7IIUdTy8T7zg+tvEtyeRnlKG4heSCeFeO8Y/kuhBPILIsTTawIjRDjmizNCmoDP5DqcpIBVaVDTqk0vCzq603Go27enpa2Oq4qpMbXKuXsPaPgbYLFPDVnzYAqL4AxulsgVx5IJBGWWVWAXEaVYpCSWCAgKiNQIB1gDmDGibt/3xM6IJns7G1Pe8W0nQJ1TJHx8PG2r3sM+7AVD/pR27Tpnrsm3vfVsfdFqDQH2CkZptu9e2AVEjByMkCRn44c1o4RcoVGsNkyQpPw41nuv3ROjHy4IndumrPkZOoflVCPsvESGIRo6Grq0V5zvfF2+Jcfhke3KuHPTCKMotRknV+yLsGJEN0xopQ8ZCS0l0b50fsQ5yGN5Kub0dFyPgKJkIhdvdI+m6EmujZAnh9DxwgwiM14/JIHi1LNs1pkx87/XSzrlLpyTiqQUSrUnT83dEAsQZDdRhcRoLnMKMvQnRpGlVWahoQaDE8DNYSAZvBb/HzTb6/3x48KlsSM3PC/b8OqO9fYvaU6ZhgK1+F2gPw+g6iyeaYgstY53srV5gNEijjZh1m7HsPB4UMbx21Z8pkpwbRUTnUdZEYf5CpXWKL9nf26LDEn+eXRRXcia2uzJo3gBA7EeKZHzzJH1hUGa7f9c/h7psaBbDpprMVugnRPMVlnsV7YQaE4cJcie9gg84LUomo8DZ24M4LVyyNaqiKmv1VvUdz7lSIqXOXAR4W5GLtb5d7cF0xN/Yr4gZxmEYLFoVgZSJBdahR9cHfugyf6CrSgNGmCUyMmPkhlzhUl0YOq86koCl4kg8+40Z2VCj/IEurq9EQsVKlxeTGf7tDjEOIoZCDxhsTFOlqRmNinhozbXSLx/AFD9mGZzvisRQF/o2Q3En+28Nu5M8c9jpZBbCMQnAdIAMcViWgR7s8nIRTtP1jxQMm2s/wzN4HTWPF5gIOzxx8rM6SzRvfEa0WXT2/+uHHXaiOIClDoUPe47/s6oI/YIgFYRYCrMAwJVyN6NIwJEelUcqRSflTEDRXwdMdX5/x8at7mkzpIf+Y0LKKzDC27jGxfo8ngoIGAKMwztVXI3x6ZwsTufyHH96jdKhIaqVChnKGQPVODzzR7eb3IUfbfv7UZ/ItD+q4QlEIIHNcoRb9b+bqi6eKT3cT7llXLDu57Z9/2Rj/6CFAEQCgYLblyARvHKA36WTM7iRUWWfy3iONCmnQWPbUKy2ipDDlaaLvTLpG2N3kBU0JPuawLg+b43wQJt+Cy+R1D6+MbnPo/cjp05Ncnuf/vp0aXOI5RAg31erJWbMhXL3E4vhGZMixXNNBsIHcPh4DA8OyYbymVWMyRYpChuf9kRSNKp3YC+DnC6RfPY19uCNRUnRdlBSx+8/vOPrNjM9gK1+F30DMqjA+0zMWjpuB9La4fhzUMkyHaUh9h+jAeNUDT7tT2IV/3fDmCDlppaPlJz92OlpPcvBBk5j6XfzOkXIyTFIfGNQ9ZNaXoTOULXxuo54VpNyZkM+9uvwUhu4XFwlHOh8a85/+ngZCGHbkThDF+cWG/uLDgR9xF1gVaNaDuoATyMrX92dv/Knr5Rb2YUHYyIwW07+izZLgMV6zJM3DXfl36hDPoK2RC8dfWvfnkkMjbc00QcJ/ICyKEUYJNgHpVbEJTJYiSA+obIgCmgYrKAFf3+281cM5cn/UxV+0t3/YSt+1Ac8xUVHY3ZHgw640O+zbb9uxw4fwz9ag72wB/aYjNajagD6MOvB9xmR85KxkuO+5XLjRPyxk/bDk5Us6zqAt9uC7mFyMdAwX98xy8e+3woVbsmFP2/hlhJ8x+gtz2SAv3BBQHTJJ0XEKK/r0xaBbTJYOTVbW7Ha7MLz4mzCN4q2ER4C5ZzV9ClBvw02DmGNbCv6rNjTez+p5clq+JGTD4N6bsrb0aeyADY3yfgCfIZwh9VCrM68WNzT+6h+xu9ilNKKkeZ5oUtr68/bZ0KBn4GxNJPYHAx/GtaERPBCHxb4bGu9XDVu84eEN0acjT3hNS/w54+1saAhExMBZNzQEEtP0YSsuazp1rMu25+pLMUW5U1ttnnYzlzIU9zBMBYIxTR7VmNzNYBfIubGbioHHQYSaSryTl1nRQxL27jGtCkgs6mGKquzM4oj40HkDpfnn9tYV2aiHguUSgf4bQEc4y25tZreVEv+Np0k6WnPRYe0euzkqHLzHHnXpSaf2v14M27JP7dE/PepXPvvpUiwnUaPS6TC8CxYZotuZrZ5iJDCJwRwMrZw+TuJ5J5xkCOFiKHTVF8/GHcqPXaXyiy3YNoi6A+gJJ34EFhtgGiZReIhFjf+5oq1AssRLieUqZKgSUYE3GthB4CYQiFMQnQbDtOxFTXTV5uwkgyKKkM6PE42fj3d+eup3eVTY3Bvz7o8pOTGAix9XMAoQY5n6OE+8abyM8VGt8RvwsH0S+m7yFFcdqknFdGSj6yR0SqfkQH4Ve/7HpktSpMcA69UimMsj+G3DxW94dmzbEaM7ROl/WpjTesiLcdT00QiVMivdig3ePgkqJVigZ+OPIWoNpFGnIKrTZHj2FsFrS/Ct33RMm8Z3N2Xj5UVLWzYfJNR/Ptk31LnwEFs/maWShna+4dpPwF4OAORmsu2oFP8MpMetCjg6i2tGDDd64XhxJAh8ZKp08Bbu1J76ZaFQek8YW7ZnV9CRlI19eM4GTmEWPQ29YMhGT1MJkTvIlT8WXMWRsyom8TUwZ5hIDeNkhYheY8hLLRyQTtNfJxBgXXktrgTSo8yqPHMINCcQkIF5SqNSyC1CUVCULDs66uvIlTfjE9d6fH2Wqi1i4jW8tuLsAcZxs2B8S048bbkc039rbnF0x5XjIodeES2sfnfll+durnVEbjEYrvN3c+UW9TC3eOz/c4sk5uZziy5tZt540qJd6LYRexU/FN1+WStzi3gyeQ+XRZVvBNIv7JlbvLoYLZz38q5kRof+xW6C7JFvKbeID/uw2WEfqw25RYHRqByRW+y7rmvOzO1LQrcMLh3RvtES1dvJLeJc/MssF6f/N+YW6XUotSS3OGEr4RFYc4tB23DTIObYdwQcc+z+Hj7vHhx6QXQwq+HiwQHV1C0ENzizgj4yo39XDjDbG+upiLIpERH4xsDAV2Z4Hb9TOgO/6ffhKucOEUf2/DXJq/P99aw9Y+BMCvhOo2kSgX4+wLAETKOljBIqNZAWWxXwN6EMGGYaDf1hHeKd0aUJi76cHL287YN/j5s9ZQLVxyakoWqWyDXB4sxDz1PYuqsFMVrAVRwkmAikS6wqjPIjOEIAIhodolYpMtgn5hknfr3XS7My6tOWK9rPGiVeSMUnDj7HxCfO/nsqEIBCswCsfit+z0OsUmnkigxgcfBzvUGT2KnptPFZEmFFDCp46ttbuHfgQf9U5aRgU34sTU4BJD8ZKk06qrRQgLuvctHj659mhh36pNvZrifXUfe9zBXgSh1DVLFZoja8nWDBUNVBksT+p2qYKUl4OC7gdjRNJQoDF0gypsvBsAyjd2VlaU+07/Cy1OOSouhrTgfWbN1GXRqS73qdKumbUY+TSnquFa7z7D86f8TxPHt4my1mOdzBTCRwLAi4NLxjTYEeiRrSKVWjyoKbIMl5ZLFvICuU9BwgbZVNvI/XKtsLVikqFSl5FE20dZdER/hrFxE8fEqv68nGbYSIC9oJOOKCVV9Ujp7969OIg1/sO7hr4o1omutFMzAle7qX9fiuEFHDJww5wCytDiyoM1Q64viHDsslj7Cy4k1XMJauMMAWsPkWmUalVMbDZBtsrCn14vY77klaTJMI+me07t7d+9JoqMtBQ3AcCMBKAQ3LAA3+Io8YVJOqyIjGUqgnsw3N8YrUNEp7PUN7oopSxErlMue9OMl3Y0vFDXEM4oypVig3FtCKVUowNtgEuQb/AQxp0BywgFPIatLITvVgI/RjJk0x0ESUgGBjk1cCzIygSrFKbpKCdk3Qgagv3fhvfEFifIbQtPZcmvZy1u4Sv+4uov1jA1ZtVMdsoObvpPgqi6pqHsRrfMS4KrEoHJgZcRFFJRoQbXRVYdPYHpw7SSlKFYo7DjxsQQyrQHbFTftxqMuonNbhh7fE7E3o4pzHNjKG5jYzzJgJWRnh0I1IFCkpmAaDfr69RVc8fND6ASWHG8YsW3CvSUiQS2eerphjH0GwuFmIILiXBC4u4O4RQWSH1yKyLn4M4I3z2NHi5qyZcw0RO/9+ohwyP2xWr1s/h653ncMyIOaGH9APlQbOTNBwLB+gFafnd310tCq4eExqxLZvqhfZgTLB92IaZR3/79leizW/Pws4+Xn4rmWfVnS5fzGRl+25hoUKkfReFkmTdwnv2qpnQcR8tfuHIf8aONoOpOk70u2s0/890pLu5O/32XtG+mGFNPzgpSbTeJFWj9glSe9tkbcJq796ury6k2RnZ2mbz5f68y1oN8tbSzpvga/FG0ulwxtg7fULJlj5692oe8irEmB0kgP/XHfWivgUSFh54cBrblua9Zf36P6yMxeFD9MLWt1rECqaFTE8+ouPuuRTBwhTPvyLVbinJrVKmZcK/tewOc4rWbakxcrLHwV2jNl5/u+uzUaPusjsGHO3CW+1hPdmVaRLj/cHRpbFfj9j9p49tq7uvBsBvAUS9oKUviWNQ9Lb1JEQLHR5PUNisvBW4wwqmazkZSZ8trrwRUHYyvUnWrSspwmyG3l0rbCHv3tFN5auXDQFvmgSsB2pE7JPVPUca5V6mVqSg2+DRmMZqbo0/oWrLWMwVJulwfAjYEr84ZpLoPhtzjZ5rpuxyWVG2IxKXYh6R6eJnL1ilthFZ6TyrSNZQBQq3mQtXF0KpDG2nsy1sKkprUAOtXyWHbIxqSh/+ripstfc1GTPUDi2rrByAX5dAESOpczz3CIcPc4UEBtW/obYwXhNGKx1jmaFTTVN1zhuWE70J+/XCRzx6lEd34gMHaYBiITkqsEEqDV5aZ3cbj0tXrPjyqFMjjjCuYyALZrFtwq8l+OwEUbbjctopWWhFd8Kjov17zV9V3Evklpr3iCGchiRabdcCaDmMSiw2HTwFKzsox5p5HfLh/zlxXfajJPqlR9NHHzu2HfmusV0lsKvV4j47nGWwPMTIo7LPiaUSmCxNLOugnRaLHUV8Jusraugy+1VN2EuodwyVKEBzs9Q8gJL1SwfPL0Q+bTZJuHaqE3pfcN8Dn72CYUVJyFT6YUWCywfPtVgDSVPJIeynx2beGubh63ZZEjnA0DlBLZs8jm4oe1Er5owB1KrBEymypBbhVLmH87XlZtiQ7d/0uNvl3O3P6eiJOJTOE9Hie6l7IGSp9gcSo3E9D11c5VrASbX6lkGqN2y72KurukYvSxT8PyLB5Opd2G+wXv1grcQygLrGxg1jHFbcZAIB9qdy4G2G490z1u6O2yv/7n0M55tNlHnXaEGQ/nX0goNtbQoeIheSYuvlroSUSWeRifO8hAlttZcU3JryrbnxWXKsL1IHf+/68yZzOwyi0sFrXy1C07nj0QcRbXli4HU26o99n5wJWkYO9xpZxk4DhEOm6UC2+Dg7H9KjoeFL3/hdKzpH392t1+BrZ1vWBIsBDg9FXEU2CIf4yhad2QdcmixppTukHkoB4ubt/kc3VJi9KylRzsLJHCnw6ri2qb46HmX1t5vuCYNrVsvcmf/NY2i0YNvsbQWh8KbqwoLh6IZ6aV6cHmptZMKLz24O1Fc+nngi4qzvS5ZzNWbs0ebkux0M+GTZHfnnV5X//1I+fWRy9IPK/YJM4+tXWCrEfrDbVWO9MW0ud3E5/zcyPRFEBf2RzYuGFr6YkfkvvLBiSe/1Ppazt+aA98uiVf6TR+8Eq9uaRjctbRMwogfB6yZ0LmdeO4Bn2sBAb3dbCWhpRhWtrGT4Py8n9gXO0kaQE8uEv4Lrql+926rnX3/GhU851jq+bvR6nmOuaa6eDux4GG9REywGw966LOzlfXXr3VNdVjJ4IlZ312I3Lw47Ellj+LjdrqSmh5s2pqr2E7EjAjbtLxzBw6f466kLpq+qDDvglKqDz+0rKvriry3FTpX7iFgYL1uGdmHr7Pe6JXUdau+bjz4G0Hk3IAzCWuGX3/69q+kxjGCqyxujBqRfqsXl9+qtTsQo5skLBxd7RG6fpAe0W36QWy3JHaDbMmm5Kqp4TtcNy+ZexG19RZOwXsSQbkHxxT+77ETJK1e1ien8N5cLFT/8tuENvNvSD/ZsrntELTPK2rNI176y9zPMzdzdDPWTeOrGl0aqkNQNVjz5SrSUVgohZcVW3WQ/OnZQNep0+dEzt4x4EVRjKyao4/srPBd2gVLBMHuAMyP2CaP4HAAdX2JNUu7+pRxso7r9PZra93bPo/d+LXX7qddd27jscnI44oG97oTn/19ZWLUxqz2xZ/+umGdrQevhWDoEJg4NlsPFgPYPCVs9+FyltAlYDoYzGlhTXkyhmRpDZWKUF1gjIcqU1UahS4tnb1k8cUTuffddhFz71b47UyfQ03UuZOvfp1ac/2pa/uED+5KthYif1xoVFpoD9zqm8XNW/ImK3g9iY56hWkU8hg0l/Koh1GgyGAIPCPR1FRMnoCh6TW7aiBsyw2Rp2KGXQHYbHrjXH3wHm6pVwysB1RicDwYVYjP9SkmlXoCT8O/hRmpSsZnfeIxJVgZZGOMt505Df/8Osyw64PFKdEM0xpBzm+37mAv7ntqvBtXbEN3/DxmFKcY+985Ek1YcjFbgAd/GKfcOF/0EXDMF7f1TpHPfvwt9HCfih9dJvgnU4biYzTtToYd50DqvAHnDC8OLEEAozbUZWjJwlp8AtESr2QPrV+tPV/dvSQ1dkZhG5ddK5JLLHSHAbO/QWA440J+3IprMssbwgtlwZQRLaavN9oACw9kTBnmTiv0gBajxRdZ8g9QmNBBiNvkNRiIoHWyNOAps9SIIgVJ1GRh7IjcW9H0t9MFnaIOr1tf6Hv0EHUB7JWgU4DXILgpM4vGDFL7n7ZrgDs7gUApYnOFjQGMvm/UFZJlAczTdlac/Xk3zpCtNaEIxphyJAdMXjD8UWQo0rPSETQddgyyCrBCoRfj0OULHRb3/ufEj8EHKx91aNX15SPqKtngxxCDI2NSR7Q7hLpGZqlrUiuoE1hzLGigYUrBay8AS/j6KRVMftCyFDoEy5VhmBzGJ8QkgaAyWZYGleWxE3fET5ErHHRVVHQ28/aOac1d6UtX+F1Mxoh2hzDWzCxjLWoFY070M0LmGOsbQ1hThrH8ITMLlePlDwwW1ZjBKtnZSrrd+E5VeVDk9IC5VeMmC/rRVhPghfjgmEUzQOQYtlqbZavNW2GLdijcm2ZhLhb5QnPtxFf8g4VLfGNvSJc6Vexa8XjicBpfaC4nX2iuY/hqZ5avDrWBr040vsiTzlx89SL5QuGNIToEv6/KLGvsZPk/mvJhW/c6ojXf1/+m5cTQodToQ2h4OX5wiekQDVLHUBZolrIub5sy08WRKW2uFmgLN9KmVKpyQOwhZxylxGDVF2QSw4NLuL8O4ME0yjy42Cbu82cnc1eL8vPn+n0mWlOKPXXuIfmFSia0PM7Tlu6k1DF0djdLZ1DtoZNqhW4W6Iyh04mHi0gnYH5yLBVeGRdoJBbao+FUM75i0OWoalYNuNGyc3pju4f7tcI/hasqw8SarD7bmd4UX2gzzybUiBzCaG+zjPatPYz2oRxAd7fAaAsybiEZhVZI1PuyE/TnjnZOxeNmROzxuhLUtKCwKTXBBcMTuEpkMThS4hB6BpilZ1DtoaeS4j/rWaSHZnAW6bnmlz/5QNzI4LLMY3sz2s/Lc2F4PQ56SIlD6Blilp5htYceK3+Lwj8hXaUCq2lKJoiVF3r21oa8sK1XN7Qjsh3wat9weloIhIcwGiHSbH0FHGm2xjcXSnwHnRWv63vr6I6TORKLVS1kyX1tPYFKL1+xsTiGJ0dGXaSn7gaIBOV1AEeLTc9/9HstNljrXN4AHXYpl6EXtNhYLmMrLUEiQz3MAlNa+nPRUsvvv6462uZywoHq2N2zLujPugd9wt495jlCIIFbYygANk/LMmHQ9q3o29W2VlCrwYxRj2NXeXbvHEm3W16k+xrAxUyScuy00KfukUWrzl7rNPablzRvDIBPTlbSPFh98kUildL4s2hOzmKU/PL+j5uFDN28XewsTiabxgS2JZpkpk3SdQdBk9z0QdjEemeaEETLgAH8Fg+XUFWG8YIM/xiFTKPSwl89S0CBTiQADUhhJXpWXtBPh6+/I1qxdP+ozA4br7hG6FClQmYkjH30THdHSlwSFPl4q+FCjpNCF9OLO4yaw4/Q/hsAaoHbxPqZ1SJ9uRtt24fElCB04Bsn9HKyr8SE0OG/dCGaZKZNOW2bSGiEwiZHEXrmZmn31eeyw/f+dEbc9KcHAY4ltDFRa4ev22s45U/v5bY+knPhC8SCR78JmfRCOAl6B3HRWwsLOek3gDj8ypH/LL96Xl5ULd3gllr3s4Kj/W0tp/Mhrhxh86NHpvmF/Dy6L8nLu1y89CyJPzFmx+bQ0pKGp45NfUyNauuGwWueqLR4C8gYXqWR16QD8SbG/TmvWM8FCRH8+ihIV5gG1WrTVPA+eUSF91TrHCEhAaNfCgNEToSIft8IEDkTIvp1FkBUhxDRL00AIhdCRD+PD0R1CRH9zDEQuRIiumMGIjdCRDdxIHInRE8uZ96qP35tyGr/Ma2kcXtXuEdIxlO0AH6IPbniLB55+oOO0QcWFcS3nVhRxUIX834nmj4JSH0yqMbgN+qRy5zFovs7KFNs2e9zxIYmGaVJT5li8Qf1jptiSx+Pn9qkU92oXd8+/vPUpTSlYz2yDxiFIjUDMR6O5OmMy5x7iO732CYu950oFsxxpc21JLgEs0PeKLNenzULSfSaZ8psbpPORJPMtOmixxpTZuGDsMlRzNKtzc7MhosozLrFJiXGJSUm8OPTKx6AtmC2eMJWPZhch9H4JCEl+Bz6RvmU3OktmlTwlymfmcmTxYYmmWnT/PkvTfmED8ImR/HpXrlU2czpXuyK/PEVvs3jTjrWUr0JSwXgwa7oeBqq5E5r0SS/KvH1tNHiOYygmMSWIHbYGyVW5h8t8vtwjimxo6+liw1NMtOmgmmrTYmFD8ImRxE7fvw816LWJeFzyy50+2fso3THGqprhJS/ncr8B4j8nD4SB1+WsNgpiShBZzAXnbU62Or2sOfMsoGrpXOK/L2dC/u/NAm26AW/JsEW/UiaSbBFPyhlEmzRc3UmwRY9X2QSbNGnaJNgi+4TTIItulbxD7ZESwMGRW8KF39y6T+JZ4KvdLFDsCW0m2o0s0Y19LapRsycO0NuLxwWuaOfrLoZdu1HE9Wg3zFlohrz2j/02+nrErw7s2RJkxvx8SaqsfVGo3FXT08LWx1XdXKDa/USE9Xw/f324FHZkpiZE+7/dUB9/5KJatB/k9xENeg/UWyiGvTfXjRRDfrPTgBRPQH7veBA5CFgv8EFiDwJEf1nl4DIixDRf+gEiOoTIvrt7UDUQMB+YTAQNSRE9Mt5gMibhJd2AwgQ+RAi+vl1IPIlRPQzdAxD8eM0FPFPd2Z1/Sdmyx7plBVr/5DaYij/Aw== Contains a cluster of Grasshopper components true @@ -1110,7 +989,7 @@ - + 1e936df3-0eea-4246-8549-514cb8862b7a Mesh @@ -1145,7 +1024,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -1166,7 +1045,7 @@ - 296 + 299 1045 66 22 @@ -1177,7 +1056,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -1198,7 +1077,7 @@ - 296 + 299 1249 66 22 @@ -1209,7 +1088,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -1230,7 +1109,7 @@ - 204 + 205 1278 160 20 @@ -1239,7 +1118,7 @@ 0 0 - 204.2439 + 205.2439 1278.84 @@ -1261,7 +1140,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -1282,7 +1161,7 @@ - 203 + 205 1305 160 20 @@ -1291,7 +1170,7 @@ 0 0 - 203.4429 + 205.4429 1305.002 @@ -1314,7 +1193,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -1335,8 +1214,8 @@ - 465 - 1388 + 498 + 1383 66 22 @@ -1346,7 +1225,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -1398,7 +1277,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -1458,7 +1337,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -1490,7 +1369,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -1542,7 +1421,7 @@ - + 15b7afe5-d0d0-43e1-b894-34fcfe3be384 Domain @@ -1577,7 +1456,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -1629,7 +1508,7 @@ - + 3cadddef-1e2b-4c09-9390-0e8f78f7609f Merge @@ -1790,7 +1669,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -1843,7 +1722,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -1896,7 +1775,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -1928,7 +1807,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -1960,7 +1839,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -2013,7 +1892,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -2045,7 +1924,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -2098,104 +1977,30 @@ - - - 87be230e-03e8-44b4-9d5c-f77338700b6e - 6843af1e-15ed-49e1-baec-fd0fee4bcd4f - Prev Image - - - - - Previews a bitmap image in canvas - 0839d974-cc4b-4861-9904-e4feb1a790df - Prev Image - Img - - - - - - 820 - 3140 - 200 - 228 - - - 850 - 3154 - - - - - - Smart Bitmap or Bitmap image to preview (right-click to save) - 6ca2fc19-b85a-485d-a64e-0ca50722d5f9 - Smart Bitmap - S - true - 1c8c6696-f7d3-469a-95d0-4713c81a72ae - 1 - - - - - - 822 - 3142 - 13 - 24 - - - 830 - 3154 - - - - - - - - - - + - 00027467-0d24-4fa7-b178-8dc0ac5f42ec - Value List + a8b97322-2d53-47cd-905e-b932c3ccd74e + Button - Provides a list of preset values to choose from - 10653472-2576-40c3-bac4-3132bbe70071 - 2 - 1 - Value List - List + Button object with two values + False + True + 58f86ada-88c3-4d66-9dab-ac7a20539843 + Button + false 0 - - - - "interactive" - interactive - true - - - - - "static" - static - false - - + - 435 - 3200 - 153 + 549 + 3210 + 66 22 @@ -2204,44 +2009,30 @@ - + - 00027467-0d24-4fa7-b178-8dc0ac5f42ec - Value List + a8b97322-2d53-47cd-905e-b932c3ccd74e + Button - Provides a list of preset values to choose from - dde72d9b-591e-441a-8c2d-3ffeb9a79aed - 2 - 1 - Value List - List + Button object with two values + False + True + 628481a1-846e-451c-81aa-5795b5255c01 + Button + false 0 - - - - "interactive" - interactive - true - - - - - "static" - static - false - - + - 435 - 3400 - 153 + 549 + 3312 + 66 22 @@ -2250,44 +2041,30 @@ - + - 00027467-0d24-4fa7-b178-8dc0ac5f42ec - Value List + a8b97322-2d53-47cd-905e-b932c3ccd74e + Button - Provides a list of preset values to choose from - 35935ec7-06c8-463c-bf21-edac86fd0c90 - 2 - 1 - Value List - List + Button object with two values + False + True + c471569e-44b4-4f88-af33-c86669001799 + Button + false 0 - - - - "interactive" - interactive - false - - - - - "static" - static - true - - + - 435 - 3301 - 153 + 549 + 3160 + 66 22 @@ -2296,106 +2073,10 @@ - + - a8b97322-2d53-47cd-905e-b932c3ccd74e - Button - - - - - Button object with two values - False - True - 58f86ada-88c3-4d66-9dab-ac7a20539843 - Button - - false - 0 - - - - - - 522 - 3424 - 66 - 22 - - - - - - - - - - a8b97322-2d53-47cd-905e-b932c3ccd74e - Button - - - - - Button object with two values - False - True - 628481a1-846e-451c-81aa-5795b5255c01 - Button - - false - 0 - - - - - - 522 - 3224 - 66 - 22 - - - - - - - - - - a8b97322-2d53-47cd-905e-b932c3ccd74e - Button - - - - - Button object with two values - False - True - c471569e-44b4-4f88-af33-c86669001799 - Button - - false - 0 - - - - - - 522 - 3325 - 66 - 22 - - - - - - - - - - 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe - Scribble + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble @@ -2445,52 +2126,7 @@ - - - 57da07bd-ecab-415d-9d86-af36d7073abc - Number Slider - - - - - Numeric slider for single values - ffe69633-9c40-4512-aa31-f93395996698 - Number Slider - - false - 0 - - - - - - 203 - 3370 - 160 - 20 - - - 203.7277 - 3370.767 - - - - - - 2 - 1 - 0 - 1 - 0.01 - 0 - 0.5 - - - - - - - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -2511,8 +2147,8 @@ - 261 - 4407 + 269 + 4260 125 22 @@ -2522,7 +2158,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -2532,20 +2168,20 @@ false - 209.5806 - 3630.732 + 214.8924 + 3484.658 - 638.4136 - 3630.732 + 643.7253 + 3484.658 - 638.4136 - 3666.059 + 643.7253 + 3519.986 - 209.5806 - 3666.059 + 214.8924 + 3519.986 A quick note Cambria @@ -2560,14 +2196,14 @@ - 204.5806 - 3625.732 + 209.8924 + 3479.658 438.833 45.32715 - 209.5806 - 3630.732 + 214.8924 + 3484.658 @@ -2575,7 +2211,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -2596,8 +2232,8 @@ - 337 - 4102 + 344 + 3956 50 20 @@ -2605,8 +2241,8 @@ 0 0 - 337.705 - 4102.784 + 344.0168 + 3956.711 @@ -2627,7 +2263,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -2653,8 +2289,8 @@ - 337 - 3863 + 344 + 3717 50 99 @@ -2662,8 +2298,8 @@ 0 0 - 337.6742 - 3863.562 + 344.986 + 3717.489 @@ -2684,7 +2320,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -2705,8 +2341,8 @@ - 294 - 4147 + 302 + 4000 92 22 @@ -2716,7 +2352,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -2737,8 +2373,8 @@ - 337 - 3966 + 344 + 3820 50 20 @@ -2746,8 +2382,8 @@ 0 0 - 337.1336 - 3966.331 + 344.4454 + 3820.258 @@ -2768,7 +2404,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -2778,20 +2414,20 @@ false - 453.4743 - 3742.284 + 456 + 3596.21 - 663.1057 - 3742.284 + 665.6313 + 3596.21 - 663.1057 - 3765.001 + 665.6313 + 3618.928 - 453.4743 - 3765.001 + 456 + 3618.928 A quick note Cambria @@ -2806,14 +2442,14 @@ - 448.4743 - 3737.284 + 451 + 3591.21 219.6313 32.71729 - 453.4743 - 3742.284 + 456 + 3596.21 @@ -2821,7 +2457,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -2831,20 +2467,20 @@ false - 453.4743 - 4319.348 + 456 + 4173.274 - 677.4367 - 4319.348 + 679.9624 + 4173.274 - 677.4367 - 4337.012 + 679.9624 + 4190.938 - 453.4743 - 4337.012 + 456 + 4190.938 A quick note Cambria @@ -2859,14 +2495,14 @@ - 448.4743 - 4314.348 + 451 + 4168.274 233.9624 27.66357 - 453.4743 - 4319.348 + 456 + 4173.274 @@ -2874,7 +2510,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -2895,8 +2531,8 @@ - 320 - 4605 + 328 + 4458 66 22 @@ -2906,7 +2542,7 @@ - + 57da07bd-ecab-415d-9d86-af36d7073abc Number Slider @@ -2925,14 +2561,14 @@ - 201 - 4584 + 208 + 4437 186 20 - 201.5489 - 4584.842 + 208.0274 + 4437.769 @@ -2951,7 +2587,7 @@ - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -2961,20 +2597,20 @@ false - 451.3828 - 4504.513 + 456 + 4358.439 - 628.9463 - 4504.513 + 633.5635 + 4358.439 - 628.9463 - 4527.328 + 633.5635 + 4381.254 - 451.3828 - 4527.328 + 456 + 4381.254 A quick note Cambria @@ -2989,14 +2625,14 @@ - 446.3828 - 4499.513 + 451 + 4353.439 187.5635 32.81494 - 451.3828 - 4504.513 + 456 + 4358.439 @@ -3004,7 +2640,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -3025,8 +2661,8 @@ - 471 - 4218 + 582 + 4051 103 22 @@ -3036,7 +2672,7 @@ - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group @@ -3061,7 +2697,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -3082,8 +2718,8 @@ - 320 - 4533 + 328 + 4390 66 22 @@ -3093,7 +2729,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -3114,7 +2750,7 @@ - 296 + 299 1168 66 22 @@ -3125,7 +2761,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -3177,7 +2813,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -3229,7 +2865,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -3261,7 +2897,7 @@ - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -3282,8 +2918,8 @@ - 320 - 3988 + 328 + 3841 66 22 @@ -3293,7 +2929,7 @@ - + 3ede854e-c753-40eb-84cb-b48008f14fd4 Text @@ -3314,13 +2950,13 @@ 337 - 3280 + 3172 50 24 362.779 - 3292.611 + 3184.376 @@ -3328,7 +2964,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -3349,8 +2985,8 @@ - 278 - 4126 + 284 + 3980 110 20 @@ -3358,8 +2994,8 @@ 0 0 - 278.0958 - 4126.841 + 284.4076 + 3980.767 @@ -3380,7 +3016,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -3401,8 +3037,8 @@ - 237 - 3724 + 244 + 3578 150 38 @@ -3410,8 +3046,8 @@ 0 0 - 237.149 - 3724.494 + 244.4608 + 3578.42 @@ -3432,7 +3068,7 @@ - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -3455,7 +3091,7 @@ sundiff 203 - 3222 + 3114 102 140 @@ -3464,7 +3100,7 @@ sundiff 0 203.7236 - 3222.507 + 3114.272 @@ -3485,7 +3121,7 @@ sundiff - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -3508,8 +3144,8 @@ sundiff - 237 - 3766 + 244 + 3620 150 69 @@ -3517,8 +3153,8 @@ sundiff 0 0 - 237.9633 - 3766.663 + 244.2751 + 3620.59 @@ -3539,7 +3175,7 @@ sundiff - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -3561,8 +3197,8 @@ gfa:10000 - 206 - 4875 + 244 + 4729 150 57 @@ -3570,8 +3206,8 @@ gfa:10000 0 0 - 206.3045 - 4875.317 + 244.3052 + 4729.243 @@ -3592,7 +3228,7 @@ gfa:10000 - + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe Scribble @@ -3602,20 +3238,20 @@ gfa:10000 false - 207.9331 - 4811.476 + 204.9338 + 4665.402 - 600.3892 - 4811.476 + 597.3898 + 4665.402 - 600.3892 - 4856.105 + 597.3898 + 4710.031 - 207.9331 - 4856.105 + 204.9338 + 4710.031 A quick note Cambria @@ -3630,14 +3266,14 @@ gfa:10000 - 202.9331 - 4806.476 + 199.9338 + 4660.402 402.4561 54.62891 - 207.9331 - 4811.476 + 204.9338 + 4665.402 @@ -3645,7 +3281,7 @@ gfa:10000 - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -3666,8 +3302,8 @@ gfa:10000 - 251 - 4966 + 291 + 4819 103 22 @@ -3677,7 +3313,7 @@ gfa:10000 - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -3698,8 +3334,8 @@ gfa:10000 - 293 - 4947 + 332 + 4801 62 20 @@ -3707,8 +3343,8 @@ gfa:10000 0 0 - 293.987 - 4947.601 + 332.9877 + 4801.527 @@ -3729,7 +3365,7 @@ gfa:10000 - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -3750,8 +3386,8 @@ gfa:10000 - 251 - 5017 + 291 + 4870 103 22 @@ -3761,7 +3397,7 @@ gfa:10000 - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -3782,8 +3418,8 @@ gfa:10000 - 251 - 5042 + 291 + 4895 103 22 @@ -3793,7 +3429,7 @@ gfa:10000 - + a8b97322-2d53-47cd-905e-b932c3ccd74e Button @@ -3814,8 +3450,8 @@ gfa:10000 - 251 - 4991 + 291 + 4844 103 22 @@ -3825,7 +3461,7 @@ gfa:10000 - + 537b0419-bbc2-4ff4-bf08-afe526367b2c Custom Preview @@ -3944,7 +3580,7 @@ gfa:10000 - + 9c53bac0-ba66-40bd-8154-ce9829b9db1a Colour Swatch @@ -3981,7 +3617,7 @@ gfa:10000 - + 537b0419-bbc2-4ff4-bf08-afe526367b2c Custom Preview @@ -4100,7 +3736,7 @@ gfa:10000 - + 9c53bac0-ba66-40bd-8154-ce9829b9db1a Colour Swatch @@ -4137,7 +3773,7 @@ gfa:10000 - + 59e0b89a-e487-49f8-bab8-b5bab16be14c Panel @@ -4158,8 +3794,8 @@ gfa:10000 - 338 - 3839 + 344 + 3693 50 20 @@ -4167,8 +3803,8 @@ gfa:10000 0 0 - 338.0775 - 3839.555 + 344.3893 + 3693.481 @@ -4189,185 +3825,111 @@ gfa:10000 - + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + 564bce19-dbd3-4fe5-9085-cddf91e4e30a + Panel + + false + 0 + beb8e5f4-aa3a-465c-a7fc-1bbce555256d + 1 + Double click to edit panel content… + + + + + + 598 + 1237 + 311 + 46 + + 0 + 0 + 0 + + 598.1017 + 1237.231 + + + + + + + 0;255;255;255 + + false + false + true + false + false + true + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 - Server + DataReal - from __future__ import absolute_import -from __future__ import division -from __future__ import print_function - -import compas -import compas._os -from ghpythonlib.componentbase import executingcomponent as component -from scriptcontext import sticky as st - -from aixd_ara.constants import DEFAULT_PORT - -try: - from subprocess import PIPE - from subprocess import Popen -except ImportError: - from System.Diagnostics import Process - -import os - -import aixd_ara as ag - - -class ApiRunner(object): - def __init__( - self, - package=None, - python=None, - url="http://127.0.0.1", - port=DEFAULT_PORT, - service=None, - max_conn_attempts=100, - autoreload=True, - capture_output=True, - path=None, - working_directory=None, - ): - self.python = compas._os.select_python(python) - self.service = "aixd_ara.api" - self.working_directory = working_directory - self.capture_output = capture_output - self.port = port - - self.start_server() - - def start_server(self): - env = compas._os.prepare_environment() - - try: - Popen - - except NameError: - self._process = Process() - for name in env: - if self._process.StartInfo.EnvironmentVariables.ContainsKey(name): - self._process.StartInfo.EnvironmentVariables[name] = env[name] - else: - self._process.StartInfo.EnvironmentVariables.Add(name, env[name]) - self._process.StartInfo.UseShellExecute = True - self._process.StartInfo.RedirectStandardOutput = self.capture_output - self._process.StartInfo.RedirectStandardError = self.capture_output - self._process.StartInfo.FileName = self.python - self._process.StartInfo.Arguments = "-m {0} {1}".format(self.service, self.port) - self._process.Start() - else: - args = [self.python, "-m", self.service, str(self.port)] - - kwargs = dict(env=env) - print(args) - if self.capture_output: - kwargs["stdout"] = PIPE - kwargs["stderr"] = PIPE - if self.working_directory: - kwargs["cwd"] = self.working_directory - - self._process = Popen(args, **kwargs) - - def stop_server(self): - print("Stopping the server proxy.") - self._terminate_process() - - def _terminate_process(self): - """Attempts to terminate the python process hosting the proxy server. - - The process reference might not be present, e.g. in the case - of reusing an existing connection. In that case, this is a no-op. - """ - if not self._process: - return - try: - self._process.terminate() - except Exception: - pass - try: - self._process.kill() - except Exception: - pass - - -api_path = os.path.dirname(ag.__file__) - -print(api_path) - - -def create_api_runner_id(component): - name = "api-runner" - return "{}_{}".format(name, component.InstanceGuid) - - -class ApiRunnerComponent(component): - - def RunScript(self, start, stop, show_window): - key = create_api_runner_id(self) - if not show_window: - show_window = True # default - - port = DEFAULT_PORT + """Defines a real-valued variable.""" +# flake8: noqa +from aixd_ara.wrappers import WrapperShallowDataObject - if not start: - return None - if show_window: - python = "python" - capture_output = False - else: - python = "pythonw" - capture_output = True +if not dim or dim < 1: + dim = 1 - if stop: - self.stop_previous(key) +if domain: + domain = (float(domain.Min), float(domain.Max)) +else: + domain = None - if start: - self.stop_previous(key) - runner = ApiRunner(python=python, port=port, capture_output=capture_output, working_directory=api_path) - st[key] = runner - runner = st[key] +dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} - return runner - def stop_previous(self, key): - # stop previous API runner if any - previous_api_runner = st.get(key) - if previous_api_runner: - previous_api_runner.stop_server() - st.pop(key) +dataobject = WrapperShallowDataObject(dobj) - GhPython provides a Python script component + Defines a real-valued variable. true true - 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+ 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false - fedb9fc7-a452-4947-8867-fe0b33f670cd - true + 194b1b7d-6be5-451c-94b2-b14ac6954e5f + false true - Server - Server + DataReal + DataReal - 392 - 1044 + 397 + 1707 140 64 - 484 - 1076 + 458 + 1739 @@ -4384,89 +3946,91 @@ class ApiRunnerComponent(component): true - Starts the server. - cd1739e6-fbf6-4ff6-9f57-aae54026434e - start - start + Name of the variable. + e5992038-209f-4239-a494-02fdafb07226 + name + name true 0 true - 74272879-c489-41d3-801b-ad4cf0f8ed6e + 9fccdccf-b149-4224-a714-bf7b898d8bdd 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b - 394 - 1046 - 75 + 399 + 1709 + 44 20 - 433 - 1056 + 422.5 + 1719 - + true - Script input stop. - 0406e68b-0ab4-4eab-9ec4-b02e31a01175 - stop - stop + Dimension of the variable. + ea7c9edf-14fb-4dac-8a2a-00a161e41d3f + dim + dim true 0 true - 0 - d60527f5-b5af-4ef6-8970-5f96fe412559 + c524e02d-f79c-44af-9143-e7f04f90b3ad + 1 + 48d01794-d3d8-4aef-990e-127168822244 - 394 - 1066 - 75 + 399 + 1729 + 44 20 - 433 - 1076 + 422.5 + 1739 - + true - Script input show_window. - db53b764-b9d6-4397-932a-d019d57cbfa5 - show_window - show_window + Domain of the variable as an interval. + c2cd2bb0-0cfb-42c0-9397-3c66b44f7e18 + domain + domain true 0 true - 0 - d60527f5-b5af-4ef6-8970-5f96fe412559 + 0060781a-9082-4c0b-8fa0-b9ba5577586c + 1 + 589748aa-e558-4dd9-976f-78e3ab91fc77 - 394 - 1086 - 75 + 399 + 1749 + 44 20 - 433 - 1096 + 422.5 + 1759 @@ -4474,10 +4038,10 @@ class ApiRunnerComponent(component): - Script output msg. - 684ef117-04db-4283-8d90-7101bd51f380 - msg - msg + Data object. + 4c9ba9eb-0243-428b-8ba8-d5e677405724 + dataobject + dataobject false 0 @@ -4485,14 +4049,14 @@ class ApiRunnerComponent(component): - 499 - 1046 - 31 + 473 + 1709 + 62 60 - 514.5 - 1076 + 504 + 1739 @@ -4504,101 +4068,150 @@ class ApiRunnerComponent(component): - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 - ShowFolder + DatasetCreate - """Reveals the folder in the file explorer.""" + """Creates a dataset object. This defines the structure of the dataset. It does not cointain any data.""" # flake8: noqa +from scriptcontext import sticky as st -import os +from aixd_ara.gh_ui import create_dataset_object +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id -if open: - os.startfile(path) +cid = component_id(session_id(), ghenv.Component, "DatasetCreate") + + +design_parameters = [x.data for x in design_parameters] +performance_attributes = [x.data for x in performance_attributes] + + +if create: + st[cid] = create_dataset_object(session_id(), design_parameters, performance_attributes) + +if cid in st.keys(): + msg = st[cid]["msg"] - Reveals the folder in the file explorer. + Creates a dataset object. This defines the structure of the dataset. It does not cointain any data. true true - 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 + 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 false - 9a0b7b3e-e887-45df-9eb1-5db604a84d46 + a3222fd4-30be-4f72-ad01-6936a97c8abd false true - ShowFolder - ShowFolder + DatasetCreate + DatasetCreate - 596 - 1367 - 63 - 44 + 796 + 1816 + 201 + 64 - 645 - 1389 + 949 + 1848 - - 2 + + 3 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 0 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 - + - + + 1 true - Path to the (local) folder. - 1298c84b-4d8f-49d5-9cda-3ae6d83a2a56 - path - path + Design parameters: list of data objects. + ed368682-1dba-46f9-9235-4815300295db + 1 + design_parameters + design_parameters true - 0 + 1 true - a0bd76b8-97f4-4ff3-9fed-615661f1e6ed + 4c9ba9eb-0243-428b-8ba8-d5e677405724 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b + 35915213-5534-4277-81b8-1bdc9e7383d2 - 598 - 1369 - 32 + 798 + 1818 + 136 20 - 615.5 - 1379 + 875.5 + 1828 + + 1 + true + Performance attributes: list of data objects. + 0ab9fce4-abd7-4eaf-8dbb-c1d170c71270 + performance_attributes + performance_attributes + true + 1 + true + 53fd93b8-de87-44a5-82fa-a039970fb6be + 1 + 35915213-5534-4277-81b8-1bdc9e7383d2 + + + + + + 798 + 1838 + 136 + 20 + + + 875.5 + 1848 + + + + + + true - Set to True to open the folder in the file explorer. - 728451ad-0dc1-422b-b2fc-78594a7fb519 - open - open + Set to True to create a dataset object. If a dataset already exists in the project path, nothing will happen. To create a new dataset, change the project path or dataset name or delete the existing dataset. + 26ff5d6e-7250-4633-a458-28d650ece622 + create + create true 0 true - 88081621-0961-45f6-ad4c-b13a25212c60 + 7872d51e-8080-4e80-82ee-1993968cf142 1 d60527f5-b5af-4ef6-8970-5f96fe412559 @@ -4606,14 +4219,40 @@ if open: - 598 - 1389 - 32 + 798 + 1858 + 136 20 - 615.5 - 1399 + 875.5 + 1868 + + + + + + + + Message or error. + 2872bf65-e800-485c-b759-c0ba71751a90 + msg + msg + false + 0 + + + + + + 964 + 1818 + 31 + 60 + + + 979.5 + 1848 @@ -4625,183 +4264,157 @@ if open: - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 - ProjectSetup + DataReal - - """Sets up the project in the folder given by `project_root/project_name`.""" + + """Defines a real-valued variable.""" # flake8: noqa -import os - -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import project_setup -from aixd_ara.gh_ui_helper import clear_sticky -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id - -if not project_root: - ghdoc = ghenv.Component.OnPingDocument().FilePath - project_root = os.path.dirname(ghdoc) +from aixd_ara.wrappers import WrapperShallowDataObject -if project_name: +if not dim or dim < 1: + dim = 1 - cid = component_id(session_id(), ghenv.Component, "ProjectSetup") +if domain: + domain = (float(domain.Min), float(domain.Max)) +else: + domain = None - if set: - complete_path = os.path.join(project_root, project_name) - if not os.path.exists(complete_path): - print("The path {} does not exist and will be now created.".format(complete_path)) - os.mkdir(complete_path) - clear_sticky(ghenv, st) +dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} - st[cid] = project_setup(session_id(), project_root, project_name) - if cid in st.keys(): - msg = st[cid]["msg"] - path = st[cid]["path"] +dataobject = WrapperShallowDataObject(dobj) - Sets up the project in the folder given by `project_root/project_name`. - - 220 - 220 - - - 1940 - 1761 - + Defines a real-valued variable. true true - 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 + 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 false - 76dfaef6-d022-44a7-840e-afbdc4afb16c + 8a905dbf-690f-46ca-8874-d063c1333731 false true - ProjectSetup - ProjectSetup + DataReal + DataReal - 392 - 1248 - 139 + 397 + 1876 + 140 64 - 482 - 1280 + 458 + 1908 - + 3 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 2 + 1 8ec86459-bf01-4409-baee-174d0d2b13d0 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - + true - Script variable set - 24954a0e-99ea-4663-8e00-4690eb05f72a - set - set + Name of the variable. + 37fe7611-b588-412d-b9c8-f831b98281bb + name + name true 0 true - f2ee6b19-8993-44cc-b196-5b3d1a8e10e5 + 7e52a280-3dce-4dce-a4c9-abc0bd442baa 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b - 394 - 1250 - 73 + 399 + 1878 + 44 20 - 432 - 1260 + 422.5 + 1888 - + true - Path to the project root folder. - ad89ffa6-c648-4056-b8c3-fcad714bcbac - project_root - project_root + Dimension of the variable. + edfd8279-3010-4d32-a190-263537ec13e4 + dim + dim true 0 true - 5ea1b0f1-9424-4f5e-adc4-f774d3a34b1c - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b + 0 + 48d01794-d3d8-4aef-990e-127168822244 - 394 - 1270 - 73 + 399 + 1898 + 44 20 - 432 - 1280 + 422.5 + 1908 - + true - Any name for the project. It will be used to create a folder with the same name in the project root folder. All files will be later saved here. - 6da7d808-d11f-44bd-bc70-55d045fb8dcf - project_name - project_name + Domain of the variable as an interval. + 1b65944d-c8fc-44cb-ac71-b1418fb7be36 + domain + domain true 0 true - 793429ae-8a52-45db-86e1-0c97c59abf4f - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b + 0 + 589748aa-e558-4dd9-976f-78e3ab91fc77 - 394 - 1290 - 73 + 399 + 1918 + 44 20 - 432 - 1300 + 422.5 + 1928 @@ -4809,36 +4422,10 @@ if project_name: - Messages and errors. - f10afe31-e502-49f6-a7e1-39cc4b1a67d9 - msg - msg - false - 0 - - - - - - 497 - 1250 - 32 - 30 - - - 513 - 1265 - - - - - - - - Effective path to the project. - a0bd76b8-97f4-4ff3-9fed-615661f1e6ed - path - path + Data object. + 41399f6c-082d-4b2a-b67f-e376db4add0e + dataobject + dataobject false 0 @@ -4846,14 +4433,14 @@ if project_name: - 497 - 1280 - 32 - 30 + 473 + 1878 + 62 + 60 - 513 - 1295 + 504 + 1908 @@ -4865,64 +4452,11 @@ if project_name: - - - 59e0b89a-e487-49f8-bab8-b5bab16be14c - Panel - - - - - A panel for custom notes and text values - 564bce19-dbd3-4fe5-9085-cddf91e4e30a - Panel - - false - 0 - f10afe31-e502-49f6-a7e1-39cc4b1a67d9 - 1 - Double click to edit panel content… - - - - - - 598 - 1237 - 311 - 46 - - 0 - 0 - 0 - - 598.1017 - 1237.231 - - - - - - - 0;255;255;255 - - false - false - true - false - false - true - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DataReal + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + DataReal @@ -4949,10 +4483,10 @@ dataobject = WrapperShallowDataObject(dobj) true true - 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false - 194b1b7d-6be5-451c-94b2-b14ac6954e5f + a2f9c1bf-effb-4416-8031-616625f3c80a false true DataReal @@ -4962,14 +4496,14 @@ dataobject = WrapperShallowDataObject(dobj) - 375 - 1707 + 397 + 1948 140 64 - 436 - 1739 + 458 + 1980 @@ -4987,13 +4521,13 @@ dataobject = WrapperShallowDataObject(dobj) true Name of the variable. - e5992038-209f-4239-a494-02fdafb07226 + 9dc74155-d9ed-4d8d-9d48-eeb4740b1228 name name true 0 true - 9fccdccf-b149-4224-a714-bf7b898d8bdd + d2c165b6-83de-4874-9071-bde080a2e2f1 1 37261734-eec7-4f50-b6a8-b8d1f3c4396b @@ -5001,76 +4535,74 @@ dataobject = WrapperShallowDataObject(dobj) - 377 - 1709 + 399 + 1950 44 20 - 400.5 - 1719 + 422.5 + 1960 - + true Dimension of the variable. - ea7c9edf-14fb-4dac-8a2a-00a161e41d3f + b2f295b5-874e-4dac-9f11-9f086669a5b0 dim dim true 0 true - c524e02d-f79c-44af-9143-e7f04f90b3ad - 1 + 0 48d01794-d3d8-4aef-990e-127168822244 - 377 - 1729 + 399 + 1970 44 20 - 400.5 - 1739 + 422.5 + 1980 - + true Domain of the variable as an interval. - c2cd2bb0-0cfb-42c0-9397-3c66b44f7e18 + 206afb20-f261-4edf-94b9-3293d241bb54 domain domain true 0 true - 0060781a-9082-4c0b-8fa0-b9ba5577586c - 1 + 0 589748aa-e558-4dd9-976f-78e3ab91fc77 - 377 - 1749 + 399 + 1990 44 20 - 400.5 - 1759 + 422.5 + 2000 @@ -5079,7 +4611,7 @@ dataobject = WrapperShallowDataObject(dobj) Data object. - 4c9ba9eb-0243-428b-8ba8-d5e677405724 + 421f2ffe-d086-4420-9cd8-cbebb0453750 dataobject dataobject false @@ -5089,14 +4621,14 @@ dataobject = WrapperShallowDataObject(dobj) - 451 - 1709 + 473 + 1950 62 60 - 482 - 1739 + 504 + 1980 @@ -5108,61 +4640,58 @@ dataobject = WrapperShallowDataObject(dobj) - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 - DatasetCreate + DataReal - """Creates a dataset object. This defines the structure of the dataset. It does not cointain any data.""" + """Defines a real-valued variable.""" # flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import create_dataset_object -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id +from aixd_ara.wrappers import WrapperShallowDataObject -cid = component_id(session_id(), ghenv.Component, "DatasetCreate") +if not dim or dim < 1: + dim = 1 +if domain: + domain = (float(domain.Min), float(domain.Max)) +else: + domain = None -design_parameters = [x.data for x in design_parameters] -performance_attributes = [x.data for x in performance_attributes] +dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} -if create: - st[cid] = create_dataset_object(session_id(), design_parameters, performance_attributes) -if cid in st.keys(): - msg = st[cid]["msg"] +dataobject = WrapperShallowDataObject(dobj) - Creates a dataset object. This defines the structure of the dataset. It does not cointain any data. + Defines a real-valued variable. true true - 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false - a3222fd4-30be-4f72-ad01-6936a97c8abd + 70953d3a-e63f-4977-a21c-52e375213999 false true - DatasetCreate - DatasetCreate + DataReal + DataReal - 796 - 1816 - 201 + 397 + 2020 + 140 64 - 949 - 1848 + 458 + 2052 @@ -5177,96 +4706,91 @@ if cid in st.keys(): - - 1 + true - Design parameters: list of data objects. - ed368682-1dba-46f9-9235-4815300295db - 1 - design_parameters - design_parameters + Name of the variable. + f5e1944b-00af-4f49-bfe5-8b85b2edc52d + name + name true - 1 + 0 true - 4c9ba9eb-0243-428b-8ba8-d5e677405724 + a1d6b51f-edb4-4a9a-afa7-2f1ada08ab2c 1 - 35915213-5534-4277-81b8-1bdc9e7383d2 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b - 798 - 1818 - 136 + 399 + 2022 + 44 20 - 875.5 - 1828 + 422.5 + 2032 - - 1 + true - Performance attributes: list of data objects. - 0ab9fce4-abd7-4eaf-8dbb-c1d170c71270 - performance_attributes - performance_attributes + Dimension of the variable. + 979229a1-ad9a-444e-ab30-491de004a522 + dim + dim true - 1 + 0 true - 53fd93b8-de87-44a5-82fa-a039970fb6be - 1 - 35915213-5534-4277-81b8-1bdc9e7383d2 + 0 + 48d01794-d3d8-4aef-990e-127168822244 - 798 - 1838 - 136 + 399 + 2042 + 44 20 - 875.5 - 1848 + 422.5 + 2052 - + true - Set to True to create a dataset object. If a dataset already exists in the project path, nothing will happen. To create a new dataset, change the project path or dataset name or delete the existing dataset. - 26ff5d6e-7250-4633-a458-28d650ece622 - create - create + Domain of the variable as an interval. + 27b46622-e78c-4288-a1ff-fc838f11aae3 + domain + domain true 0 true - 7872d51e-8080-4e80-82ee-1993968cf142 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 + 0 + 589748aa-e558-4dd9-976f-78e3ab91fc77 - 798 - 1858 - 136 + 399 + 2062 + 44 20 - 875.5 - 1868 + 422.5 + 2072 @@ -5274,10 +4798,10 @@ if cid in st.keys(): - Message or error. - 2872bf65-e800-485c-b759-c0ba71751a90 - msg - msg + Data object. + 91cb0508-2f31-4970-9769-c4f99a50732b + dataobject + dataobject false 0 @@ -5285,14 +4809,14 @@ if cid in st.keys(): - 964 - 1818 - 31 + 473 + 2022 + 62 60 - 979.5 - 1848 + 504 + 2052 @@ -5304,157 +4828,101 @@ if cid in st.keys(): - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 - DataReal + DatasetLoad - - """Defines a real-valued variable.""" + + """Loads an existing dataset from the file system, from the location specified in the project setup. It loads the dataset object and the data into the app.""" # flake8: noqa -from aixd_ara.wrappers import WrapperShallowDataObject - -if not dim or dim < 1: - dim = 1 - -if domain: - domain = (float(domain.Min), float(domain.Max)) -else: - domain = None +from scriptcontext import sticky as st +from aixd_ara.gh_ui import load_dataset +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id -dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} +cid = component_id(session_id(), ghenv.Component, "DatasetLoad") +if load: + st[cid] = load_dataset(session_id()) -dataobject = WrapperShallowDataObject(dobj) +if cid in st.keys(): + msg = st[cid]["msg"] - Defines a real-valued variable. - true - true - - 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 - + Loads an existing dataset from the file system, from the location specified in the project setup. It loads the dataset object and the data into the app. + + 385 + 385 + + + 1293 + 1266 + + true + true + + 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 + false - 8a905dbf-690f-46ca-8874-d063c1333731 + 8e7439fe-6af7-4c09-897c-c12c7a49a656 false true - DataReal - DataReal + DatasetLoad + DatasetLoad - 376 - 1876 - 140 - 64 + 386 + 2559 + 93 + 28 - 437 - 1908 + 431 + 2573 - - 3 + + 1 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 1 8ec86459-bf01-4409-baee-174d0d2b13d0 - + true - Name of the variable. - 37fe7611-b588-412d-b9c8-f831b98281bb - name - name + Set to True to load the dataset. + c668bfc0-2f4e-45b5-9fdc-150737a1b420 + load + load true 0 true - 7e52a280-3dce-4dce-a4c9-abc0bd442baa + 6eff6204-f441-497f-a828-84d8209761ad 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 378 - 1878 - 44 - 20 - - - 401.5 - 1888 - - - - - - - - true - Dimension of the variable. - edfd8279-3010-4d32-a190-263537ec13e4 - dim - dim - true - 0 - true - 0 - 48d01794-d3d8-4aef-990e-127168822244 - - - - - - 378 - 1898 - 44 - 20 - - - 401.5 - 1908 - - - - - - - - true - Domain of the variable as an interval. - 1b65944d-c8fc-44cb-ac71-b1418fb7be36 - domain - domain - true - 0 - true - 0 - 589748aa-e558-4dd9-976f-78e3ab91fc77 + d60527f5-b5af-4ef6-8970-5f96fe412559 - 378 - 1918 - 44 - 20 + 388 + 2561 + 28 + 24 - 401.5 - 1928 + 403.5 + 2573 @@ -5462,10 +4930,10 @@ dataobject = WrapperShallowDataObject(dobj) - Data object. - 41399f6c-082d-4b2a-b67f-e376db4add0e - dataobject - dataobject + msg + fe2a192b-aac6-4f11-9d1b-ab856a2c7643 + msg + msg false 0 @@ -5473,14 +4941,14 @@ dataobject = WrapperShallowDataObject(dobj) - 452 - 1878 - 62 - 60 + 446 + 2561 + 31 + 24 - 483 - 1908 + 461.5 + 2573 @@ -5492,183 +4960,122 @@ dataobject = WrapperShallowDataObject(dobj) - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 - DataReal + DatasetSummary - """Defines a real-valued variable.""" + """Provides a summary of the dataset.""" # flake8: noqa -from aixd_ara.wrappers import WrapperShallowDataObject - -if not dim or dim < 1: - dim = 1 - -if domain: - domain = (float(domain.Min), float(domain.Max)) -else: - domain = None +from scriptcontext import sticky as st +from aixd_ara.gh_ui import dataset_summary +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id -dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} +cid = component_id(session_id(), ghenv.Component, "DatasetSummary") +if get: + st[cid] = dataset_summary(session_id()) -dataobject = WrapperShallowDataObject(dobj) +if cid in st.keys(): + if st[cid]["msg"]: + summary = st[cid]["msg"] # error + else: + summary = st[cid]["summary"] - Defines a real-valued variable. + Provides a summary of the dataset. true true - 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+ 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false - a2f9c1bf-effb-4416-8031-616625f3c80a + beff0716-4fa2-4a2a-a37e-287a07e16d28 false true - DataReal - DataReal + DatasetSummary + DatasetSummary - 376 - 1948 - 140 - 64 + 386 + 2654 + 112 + 28 - 437 - 1980 + 426 + 2668 - - 3 + + 1 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 1 8ec86459-bf01-4409-baee-174d0d2b13d0 - + true - Name of the variable. - 9dc74155-d9ed-4d8d-9d48-eeb4740b1228 - name - name + Set to True to get the summary of the dataset. + 466cf500-a0d4-4d88-a983-446bd5ad3d6d + get + get true 0 true - d2c165b6-83de-4874-9071-bde080a2e2f1 + 13000484-6920-4683-8816-84eb0696089f 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b + d60527f5-b5af-4ef6-8970-5f96fe412559 - 378 - 1950 - 44 - 20 + 388 + 2656 + 23 + 24 - 401.5 - 1960 + 401 + 2668 - - - true - Dimension of the variable. - b2f295b5-874e-4dac-9f11-9f086669a5b0 - dim - dim - true - 0 - true + + + Summary of the dataset. + dcaf4197-736b-4e6f-b828-0d542718eb04 + summary + summary + false 0 - 48d01794-d3d8-4aef-990e-127168822244 - 378 - 1970 - 44 - 20 + 441 + 2656 + 55 + 24 - 401.5 - 1980 - - - - - - - - true - Domain of the variable as an interval. - 206afb20-f261-4edf-94b9-3293d241bb54 - domain - domain - true - 0 - true - 0 - 589748aa-e558-4dd9-976f-78e3ab91fc77 - - - - - - 378 - 1990 - 44 - 20 - - - 401.5 - 2000 - - - - - - - - Data object. - 421f2ffe-d086-4420-9cd8-cbebb0453750 - dataobject - dataobject - false - 0 - - - - - - 452 - 1950 - 62 - 60 - - - 483 - 1980 + 468.5 + 2668 @@ -5680,109 +5087,86 @@ dataobject = WrapperShallowDataObject(dobj) - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 - DataReal + DatasetOneSample - """Defines a real-valued variable.""" + """Retrieves one sample from the dataset (at a given or random index) and instantiates it in the parametric model.""" # flake8: noqa -from aixd_ara.wrappers import WrapperShallowDataObject +from scriptcontext import sticky as st -if not dim or dim < 1: - dim = 1 +from aixd_ara.gh_ui import get_one_sample +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import instantiate_sample, sample_summary +from aixd_ara.gh_ui_helper import session_id -if domain: - domain = (float(domain.Min), float(domain.Max)) -else: - domain = None +cid = component_id(session_id(), ghenv.Component, "GetOneSample") -dobj = {"datatype": "DataReal", "name": name, "dim": dim, "domain": domain} +if not item: + item = -1 +if get: + st[cid] = get_one_sample(session_id(), item) -dataobject = WrapperShallowDataObject(dobj) +ghdoc = ghenv.Component.OnPingDocument() + + +if cid in st.keys(): + sample = st[cid] + instantiate_sample(ghdoc, sample) + + sample_summary = sample_summary(sample) - Defines a real-valued variable. + Retrieves one sample from the dataset (at a given or random index) and instantiates it in the parametric model. true true - 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 + 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 false - 70953d3a-e63f-4977-a21c-52e375213999 + e4bec93e-4166-4dd2-964f-75611ad71171 false true - DataReal - DataReal + DatasetOneSample + DatasetOneSample - 376 - 2020 - 140 - 64 + 386 + 2803 + 157 + 44 - 437 - 2052 + 432 + 2825 - - 3 + + 2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 1 8ec86459-bf01-4409-baee-174d0d2b13d0 - + - - true - Name of the variable. - f5e1944b-00af-4f49-bfe5-8b85b2edc52d - name - name - true - 0 - true - a1d6b51f-edb4-4a9a-afa7-2f1ada08ab2c - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 378 - 2022 - 44 - 20 - - - 401.5 - 2032 - - - - - - true - Dimension of the variable. - 979229a1-ad9a-444e-ab30-491de004a522 - dim - dim + Index of the sample in the dataset, optional. If not provided, a random index will be selected. + 94f83446-6277-4ec6-9a1e-cde88b9e1c6c + item + item true 0 true @@ -5793,44 +5177,45 @@ dataobject = WrapperShallowDataObject(dobj) - 378 - 2042 - 44 + 388 + 2805 + 29 20 - 401.5 - 2052 + 404 + 2815 - - + + true - Domain of the variable as an interval. - 27b46622-e78c-4288-a1ff-fc838f11aae3 - domain - domain + Set to True to retrieve a sample. + 3c594628-6727-4bb0-b3a4-1d263c99597c + get + get true 0 true - 0 - 589748aa-e558-4dd9-976f-78e3ab91fc77 + 8b7e34b1-8181-45e4-a6c6-25358de4477a + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 - 378 - 2062 - 44 + 388 + 2825 + 29 20 - 401.5 - 2072 + 404 + 2835 @@ -5838,10 +5223,10 @@ dataobject = WrapperShallowDataObject(dobj) - Data object. - 91cb0508-2f31-4970-9769-c4f99a50732b - dataobject - dataobject + Summary of the retrieved sample. + 22784c56-eb46-402c-9c96-20d2cf383ea5 + sample_summary + sample_summary false 0 @@ -5849,14 +5234,14 @@ dataobject = WrapperShallowDataObject(dobj) - 452 - 2022 - 62 - 60 + 447 + 2805 + 94 + 40 - 483 - 2052 + 494 + 2825 @@ -5868,14266 +5253,14060 @@ dataobject = WrapperShallowDataObject(dobj) - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - Reset + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble - - """Resets the current project running in this Grasshopper file.""" -# flake8: noqa - -from scriptcontext import sticky as st -from aixd_ara.gh_ui import reset_session -from aixd_ara.gh_ui_helper import session_id, clear_sticky - -if reset: - reset_session(session_id()) - clear_sticky(ghenv, st) - - Resets the current project running in this Grasshopper file. - true - true - - 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 + + false + + 206.8193 + 190.446 - false - be398e12-e04d-4746-9c80-fa82b37a8458 - false - true - Reset - Reset + + 612.0439 + 190.446 + + + 612.0439 + 228.9714 + + + 206.8193 + 228.9714 + + A quick note + Georgia + 6b6537b0-2bb6-4855-bc5c-09a0831f3c23 + false + Scribble + Scribble + 50 + Parametric Model - + - 392 - 1164 - 62 - 28 + 201.8193 + 185.446 + 415.2246 + 48.52539 - 440 - 1178 + 206.8193 + 190.446 - - - 1 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 0 - - - - - true - Set to True to reset. - a1825329-5374-4ac9-bced-f71442b10e43 - reset - reset - true - 0 - true - 15dd2fc5-c108-477a-abab-0b9a56aa372d - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 394 - 1166 - 31 - 24 - - - 411 - 1178 - - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DatasetLoad + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + + 1 + + 64;255;255;255 + + A group of Grasshopper objects + 2f74455c-87b2-4937-b59f-86abc10c6735 + e037e90a-c98e-48f3-a54d-d01b126fa2b3 + ed4077e4-1b0b-4aa1-9a25-aae3735a1a77 + ac05fee1-0de2-4206-b0e9-3f9058d669ae + cc89b394-7102-498c-a2cf-5657bc87e041 + 3c6705b8-e728-49db-a4f1-5d11ab72e02a + 4845c336-7371-4202-a21e-27021919f10a + 678c226b-1bff-4b5b-a761-0578e6a44693 + 55212b36-e95b-4999-bf41-cfe3491e9732 + 5e8bb85c-6cb3-48f5-a6d8-8143bb37be06 + 53cde6cc-eb4e-45e7-9533-16c7c2f6fb1f + 12de70b9-a6ca-478a-8f38-50a64b83d1f2 + d83e68a8-088e-4b51-ab66-59eeab5a19b8 + 9e168f18-d8cb-48cf-b7a7-0fa4336c44b7 + 202e33d0-1343-457b-8580-46fdd5cbd11e + 792f3407-f2d6-43e8-940b-1f4a0df5621b + d7942279-7c98-4a12-8024-80f22f0dd709 + 6b6537b0-2bb6-4855-bc5c-09a0831f3c23 + 18 + 58eefb2b-21f3-47bc-897f-0f30d411323b + Group + + + + + + + + + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble - """Loads an existing dataset from the file system, from the location specified in the project setup. It loads the dataset object and the data into the app.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import load_dataset -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "DatasetLoad") - -if load: - st[cid] = load_dataset(session_id()) - -if cid in st.keys(): - msg = st[cid]["msg"] - - Loads an existing dataset from the file system, from the location specified in the project setup. It loads the dataset object and the data into the app. - - 385 - 385 + false + + 206.0155 + 914.5677 - - 1293 - 1266 + + 505.5272 + 914.5677 - true - true - - 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 + + 505.5272 + 962.4193 - false - 8e7439fe-6af7-4c09-897c-c12c7a49a656 - false - true - DatasetLoad - DatasetLoad + + 206.0155 + 962.4193 + + A quick note + Georgia + c890e5a7-eb2a-4bb4-8e69-3bd67bafe808 + false + Scribble + Scribble + 50 + Project Setup - + - 386 - 2559 - 93 - 28 + 201.0155 + 909.5677 + 309.5117 + 57.85156 - 431 - 2573 + 206.0155 + 914.5677 - - - 1 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - - - - - true - Set to True to load the dataset. - c668bfc0-2f4e-45b5-9fdc-150737a1b420 - load - load - true - 0 - true - 6eff6204-f441-497f-a828-84d8209761ad - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 388 - 2561 - 28 - 24 - - - 403.5 - 2573 - - - - - - - - msg - fe2a192b-aac6-4f11-9d1b-ab856a2c7643 - msg - msg - false - 0 - - - - - - 446 - 2561 - 31 - 24 - - - 461.5 - 2573 - - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DatasetSummary + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Provides a summary of the dataset.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import dataset_summary -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "DatasetSummary") - -if get: - st[cid] = dataset_summary(session_id()) - -if cid in st.keys(): - if st[cid]["msg"]: - summary = st[cid]["msg"] # error - else: - summary = st[cid]["summary"] - - Provides a summary of the dataset. - true - true - - 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 - - false - beff0716-4fa2-4a2a-a37e-287a07e16d28 - false - true - DatasetSummary - DatasetSummary - - - - + + A panel for custom notes and text values + 83c62632-88ab-4417-a8ec-3a728c67c786 + Panel + + false + 0 + 9301906d-a3a9-4e50-86fd-ea3083afd2f2 + 1 + Double click to edit panel content… + + + + - 386 - 2654 - 112 - 28 + 597 + 1302 + 311 + 46 + 0 + 0 + 0 - 426 - 2668 + 597.3674 + 1302.81 - - - 1 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + 0;255;255;255 + + false + false + true + false + false + true - - - - true - Set to True to get the summary of the dataset. - 466cf500-a0d4-4d88-a983-446bd5ad3d6d - get - get - true - 0 - true - 13000484-6920-4683-8816-84eb0696089f - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 388 - 2656 - 23 - 24 - - - 401 - 2668 - - - - - - - - Summary of the dataset. - dcaf4197-736b-4e6f-b828-0d542718eb04 - summary - summary - false - 0 - - - - - - 441 - 2656 - 55 - 24 - - - 468.5 - 2668 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DatasetOneSample + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Retrieves one sample from the dataset (at a given or random index) and instantiates it in the parametric model.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import get_one_sample -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import instantiate_sample, sample_summary -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "GetOneSample") - - -if not item: - item = -1 - -if get: - st[cid] = get_one_sample(session_id(), item) - -ghdoc = ghenv.Component.OnPingDocument() - - -if cid in st.keys(): - sample = st[cid] - instantiate_sample(ghdoc, sample) - - sample_summary = sample_summary(sample) - - Retrieves one sample from the dataset (at a given or random index) and instantiates it in the parametric model. - true - true - - 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 - - false - e4bec93e-4166-4dd2-964f-75611ad71171 - false - true - DatasetOneSample - DatasetOneSample + + A panel for custom notes and text values + b0b93b9f-f053-4753-bb45-b0a72e18ef0b + Panel + + false + 0 + 2872bf65-e800-485c-b759-c0ba71751a90 + 1 + Double click to edit panel content… - + - 386 - 2803 - 157 - 44 + 1020 + 1841 + 229 + 20 + 0 + 0 + 0 - 432 - 2825 + 1020.582 + 1841.31 - + + + + 0;255;255;255 + + false + false + true + false + false + true + + + + + + + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + 86b96f10-ee3c-48e8-88de-9ce584257686 + Panel + + false + 1 + 7aa86255-d5b5-4141-99b0-41cbc1e379e8 + 1 + Double click to edit panel content… + + + - 2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + 458 + 2140 + 629 + 305 + + 0 + 0 + 0 + + 458.2987 + 2140.107 + + + + + + + 0;255;255;255 + + false + false + true + false + false + true - - - - true - Index of the sample in the dataset, optional. If not provided, a random index will be selected. - 94f83446-6277-4ec6-9a1e-cde88b9e1c6c - item - item - true - 0 - true - 0 - 48d01794-d3d8-4aef-990e-127168822244 - - - - - - 388 - 2805 - 29 - 20 - - - 404 - 2815 - - - - - - - - true - Set to True to retrieve a sample. - 3c594628-6727-4bb0-b3a4-1d263c99597c - get - get - true - 0 - true - 8b7e34b1-8181-45e4-a6c6-25358de4477a - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 388 - 2825 - 29 - 20 - - - 404 - 2835 - - - - - - - - Summary of the retrieved sample. - 22784c56-eb46-402c-9c96-20d2cf383ea5 - sample_summary - sample_summary - false - 0 - - - - - - 447 - 2805 - 94 - 40 - - - 494 - 2825 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - PlotContours + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Plots the distribution contours for each pair of variables from the data in the dataset.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import plot_contours -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import convert_str_to_bitmap -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "PlotContours") - - -if plot: - st[cid] = plot_contours(session_id(), variables, output_type) # if output_type interactive: will launch the plotly fig in browser - -if cid in st.keys(): - print st[cid] - #TODO: add error msg here - if output_type == "static" and 'imgstr' in st[cid].keys(): - imgstr = st[cid]['imgstr'] - img = convert_str_to_bitmap(imgstr, scale) - - Plots the distribution contours for each pair of variables from the data in the dataset. - true - true - - 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 - - false - 9ca1690e-ab1e-4929-a429-e6387b81f2cd - false - true - PlotContours - PlotContours + + A panel for custom notes and text values + 52cb7145-7832-4952-a922-eb6cc3c2682a + Panel + + false + 0 + dcaf4197-736b-4e6f-b828-0d542718eb04 + 1 + Double click to edit panel content… - + - 622 - 3179 - 129 - 84 + 625 + 2597 + 463 + 143 + 0 + 0 + 0 - 705 - 3221 + 625.2383 + 2597.438 - + - 4 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + 0;255;255;255 + + false + false + true + false + false + true - - - - 1 - true - List of names of the variables to be plotted. - 32e55cfe-e2a6-4ffc-9dd7-d1b2cce692b5 - variables - variables - true - 1 - true - 832f54ee-0da5-4589-bd0c-c4381766bc37 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 624 - 3181 - 66 - 20 - - - 658.5 - 3191 - - - - - - - - true - Plot type: 'static' creates a bitmap image, 'interactive' launches an interactive plot in a browser. - e6b65de0-42d6-4bf0-a63d-3f86798254e4 - output_type - output_type - true - 0 - true - 10653472-2576-40c3-bac4-3132bbe70071 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 624 - 3201 - 66 - 20 - - - 658.5 - 3211 - - - - - - - - true - Set to True to (re-)create the plot. - 3082cc9c-966a-4803-a0eb-c54d5f846415 - plot - plot - true - 0 - true - 628481a1-846e-451c-81aa-5795b5255c01 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 624 - 3221 - 66 - 20 - - - 658.5 - 3231 - - - - - - - - true - Resize factor for the static plot. - 537fb17c-1d75-477e-89f3-7755e1efd163 - scale - scale - true - 0 - true - ffe69633-9c40-4512-aa31-f93395996698 - 1 - 39fbc626-7a01-46ab-a18e-ec1c0c41685b - - - - - - 624 - 3241 - 66 - 20 - - - 658.5 - 3251 - - - - - - - - Bitmap image if output_type is 'static', otherwise None. - 1c7f243b-fab5-4f83-969b-694e1afd3a95 - img - img - false - 0 - - - - - - 720 - 3181 - 29 - 80 - - - 734.5 - 3221 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - PlotCorrelations + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Plots correlation matrix for the given variables from the data in the dataset.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import plot_correlations -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import convert_str_to_bitmap -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "PlotCorrelations") - - -if plot: - st[cid] = plot_correlations( - session_id(), variables, output_type - ) # if output_type interactive: will launch the plotly fig in browser - -if cid in st.keys(): - print(st[cid]) - # TODO: add error msg here - if output_type == "static" and "imgstr" in st[cid].keys(): - imgstr = st[cid]["imgstr"] - img = convert_str_to_bitmap(imgstr, scale) - - Plots correlation matrix for the given variables from the data in the dataset. - true - true - - 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 - - false - 2bfa5004-04f5-4dec-b306-a3c760fa0de9 - false - true - PlotCorrelations - PlotCorrelations + + A panel for custom notes and text values + 24123790-8509-4b95-b5d7-a2a3b2b312c2 + Panel + + false + 0 + fe2a192b-aac6-4f11-9d1b-ab856a2c7643 + 1 + Double click to edit panel content… - + - 622 - 3279 - 129 - 84 + 626 + 2563 + 463 + 20 + 0 + 0 + 0 - 705 - 3321 + 626.5585 + 2563.327 - + - 4 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + 0;255;255;255 + + false + false + true + false + false + true - - - - 1 - true - List of names of the variables to be plotted. - 25e7a93f-c6b0-4dc1-913b-3aa1b5208acc - variables - variables - true - 1 - true - 832f54ee-0da5-4589-bd0c-c4381766bc37 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 624 - 3281 - 66 - 20 - - - 658.5 - 3291 - - - - - - - - true - Plot type: 'static' creates a bitmap image, 'interactive' launches an interactive plot in a browser. - 9e8083bc-9420-4e6a-8143-49a03e8b1ace - output_type - output_type - true - 0 - true - 35935ec7-06c8-463c-bf21-edac86fd0c90 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 624 - 3301 - 66 - 20 - - - 658.5 - 3311 - - - - - - - - true - Set to True to (re-)create the plot. - da7ce645-77d9-4a16-9db8-5118a4b69ec8 - plot - plot - true - 0 - true - c471569e-44b4-4f88-af33-c86669001799 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 624 - 3321 - 66 - 20 - - - 658.5 - 3331 - - - - - - - - true - Resize factor for the static plot. - 8c284582-1bfe-412e-a83d-37f465368b65 - scale - scale - true - 0 - true - ffe69633-9c40-4512-aa31-f93395996698 - 1 - 39fbc626-7a01-46ab-a18e-ec1c0c41685b - - - - - - 624 - 3341 - 66 - 20 - - - 658.5 - 3351 - - - - - - - - Bitmap image if output_type is 'static', otherwise None. - 1c8c6696-f7d3-469a-95d0-4713c81a72ae - img - img - false - 0 - - - - - - 720 - 3281 - 29 - 80 - - - 734.5 - 3321 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - PlotDistribution + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble - - """Plots the distribution of the given variables from the data in the dataset.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import plot_distrib_attributes -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import convert_str_to_bitmap -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "PlotDistributions") - - -if plot: - # if output_type interactive: will launch the plotly fig in browser - st[cid] = plot_distrib_attributes(session_id(), variables, output_type) - -if cid in st.keys(): - print(st[cid]) - # TODO: add error msg here - if output_type == "static" and "imgstr" in st[cid].keys(): - imgstr = st[cid]["imgstr"] - img = convert_str_to_bitmap(imgstr, scale) - - Plots the distribution of the given variables from the data in the dataset. - true - true - - 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 + + false + + 456 + 3926.674 - false - 4e03f43b-1705-4081-82e2-91aecdfe8a13 - false - true - PlotDistribution - PlotDistribution - - - - - - 622 - 3379 - 129 - 84 - - - 705 - 3421 - - - - - - 4 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + 586.5664 + 3926.674 + + + 586.5664 + 3948.585 + + + 456 + 3948.585 + + A quick note + Cambria + d3ae2058-ab42-46e3-a6ce-e173b09d3dcb + false + Scribble + Scribble + 25 + run training + + + + + + 451 + 3921.674 + 140.5664 + 31.91162 + + + 456 + 3926.674 + - - - - 1 - true - List of names of the variables to be plotted. - 8c4d5a51-bbbf-42c7-a778-c8c706e41dc5 - variables - variables - true - 1 - true - 832f54ee-0da5-4589-bd0c-c4381766bc37 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 624 - 3381 - 66 - 20 - - - 658.5 - 3391 - - - - - - - - true - Plot type: 'static' creates a bitmap image, 'interactive' launches an interactive plot in a browser. - 3c3d9233-79b5-467b-a348-0ca04e622357 - output_type - output_type - true - 0 - true - dde72d9b-591e-441a-8c2d-3ffeb9a79aed - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 624 - 3401 - 66 - 20 - - - 658.5 - 3411 - - - - - - - - true - Set to True to (re-)create the plot. - fc2cfe8c-33a1-4841-9e9b-34546a737f90 - plot - plot - true - 0 - true - 58f86ada-88c3-4d66-9dab-ac7a20539843 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 624 - 3421 - 66 - 20 - - - 658.5 - 3431 - - - - - - - - true - Resize factor for the static plot. - ba9c9b74-9e3e-4b26-bb9e-190f9f89514c - scale - scale - true - 0 - true - ffe69633-9c40-4512-aa31-f93395996698 - 1 - 39fbc626-7a01-46ab-a18e-ec1c0c41685b - - - - - - 624 - 3441 - 66 - 20 - - - 658.5 - 3451 - - - - - - - - Bitmap image if output_type is 'static', otherwise None. - 7e50ce08-fc06-46e1-86cd-45b24e65c8f0 - img - img - false - 0 - - - - - - 720 - 3381 - 29 - 80 - - - 734.5 - 3421 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DataObjectsNames + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Generates panels with list of names of data objects for all or selected data blocks. Data block names are: 'design_parameters','performance_attributes','inputML','outputML'. """ -# flake8: noqa - -# this code has been inspired by a forum post by "chanley" (2018.11.02) -# https://discourse.mcneel.com/t/can-i-instantiate-specific-component-on-the-canvas-with-a-script-python/74204/8 - -import Grasshopper -import System.Drawing as sd - -from aixd_ara.gh_ui import get_dataobject_names_from_block -from aixd_ara.gh_ui_helper import session_id - -comp = ghenv.Component -ghdoc = comp.OnPingDocument() - - -def make_Panel(NickName, UserText, Pivot, Bounds): - try: - Panel = Grasshopper.Kernel.Special.GH_Panel() - Panel.NickName = NickName - Panel.UserText = UserText - Panel.Properties.Colour = sd.Color.White - # Panel.Properties.Font = sd.Font("Trebuchet MS", 10) - Panel.Properties.Multiline = False - Panel.Properties.DrawIndices = False - Panel.Properties.DrawPaths = False - ghdoc.AddObject(Panel, False, ghdoc.ObjectCount + 1) - Panel.Attributes.Pivot = Pivot - Panel.Attributes.Bounds = Bounds - except Exception(ex): - ghenv.Component.AddRuntimeMessage(Grasshopper.Kernel.GH_RuntimeMessageLevel.Warning, str(ex)) - - -x = ghenv.Component.Attributes.DocObject.Attributes.Bounds.Right -y = ghenv.Component.Attributes.DocObject.Attributes.Bounds.Top - -w = 150 -h = 150 -gap = 50 - -errors = "" - -if not datablock: - datablock = ["design_parameters", "performance_attributes", "inputML", "outputML"] # all datablock names - -if get_names: - - for i, datablock_nickname in enumerate(datablock): - panel_title = datablock_nickname - response = get_dataobject_names_from_block(session_id(), datablock_nickname) - text_items = response["names"] - if text_items: - text_str = "\n".join(text_items) - pt = sd.PointF(x + gap + i * gap, y + i * gap) - rect = sd.RectangleF(0, 0, w, h) - make_Panel(panel_title, text_str, pt, rect) - else: - errors += response["msg"] + "\n" - -if errors: - ghenv.Component.AddRuntimeMessage(Grasshopper.Kernel.GH_RuntimeMessageLevel.Warning, str(errors)) - - Generates panels with list of names of data objects for all or selected data blocks. Data block names are: 'design_parameters','performance_attributes','inputML','outputML'. - true - true - - 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 - - false - f9c2db30-ede5-45e4-9990-6da86e3f780b - false - true - DataObjectsNames - DataObjectsNames + + A panel for custom notes and text values + f954da56-fe12-445e-a1d0-0b2443915e7a + Panel + + false + 0 + da554e9e-bb90-4a89-8d5f-b3599ed8c343 + 1 + Double click to edit panel content… - + - 1445 - 1820 - 90 - 44 + 701 + 4202 + 365 + 84 + 0 + 0 + 0 - 1521 - 1842 + 701.9255 + 4202.534 - - - 2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 0 - - - - - 1 - true - Name(s) of the datablock(s). - 12a704ab-3526-4429-ab30-4fe862995eaf - datablock - datablock - true - 1 - true - 0 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 1447 - 1822 - 59 - 20 - - - 1478 - 1832 - - - - - - - - true - Set to True to run. - 216b2abb-35e3-40ad-932a-8bd1f2c150f3 - get_names - get_names - true - 0 - true - 889ac686-c034-44c8-ab03-0f408479de33 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 1447 - 1842 - 59 - 20 - - - 1478 - 1852 - - - - - - + + + + 0;255;255;255 + + false + false + true + false + false + true + - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - ModelTrain + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + d141e9ff-c95f-4565-a457-958423a59a25 + Panel + + false + 0 + efde8338-6ca1-4d7a-8213-09a23ab7bf94 + 1 + Double click to edit panel content… + + + + + + 701 + 4416 + 368 + 84 + + 0 + 0 + 0 + + 701.4321 + 4416.072 + + + + + + + 0;255;255;255 + + false + false + true + false + false + true + + + + + + + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble - """Runs a training campaign.""" -# flake8: noqa - -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import model_train -from aixd_ara.gh_ui import project_setup_info -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "ModelTrain") - - -if not epochs or epochs < 1: - epochs = 1 - -if wb: - import webbrowser - - if run: - projectname = project_setup_info(session_id())["project_name"] - url = "https://wandb.ai/{}/{}".format(wb, projectname) - webbrowser.open(url) - # TODO: check login and add interface to login if needed - - -if run: - st[cid] = model_train(session_id(), epochs, wb) - - -if cid in st.keys(): - best_ckpt = st[cid]["best_ckpt"] - path = st[cid]["path"] - ghenv.Component.Message = st[cid]["msg"] -else: - ghenv.Component.Message = "" - -# TODO: -# * return path or name of best checkpoint -# * make non-GUI-blocking -# * display progress - - Runs a training campaign. - - 330 - 330 + false + + 796.1448 + 1784.772 - - 1293 - 1266 + + 946.1814 + 1784.772 - true - true - - 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 + + 946.1814 + 1806.879 - false - 53a4f931-dd73-4f15-b10b-639833aed4e4 - false - true - ModelTrain - ModelTrain + + 796.1448 + 1806.879 + + A quick note + Cambria + 027493c8-86d0-4d16-aa08-dcf21187b4ce + false + Scribble + Scribble + 25 + Setup Dataset - + - 446 - 4102 - 132 - 64 + 791.1448 + 1779.772 + 160.0366 + 32.10693 - 505 - 4134 + 796.1448 + 1784.772 - - - 3 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 2 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - 8ec86459-bf01-4409-baee-174d0d2b13d0 - - - - - true - Number of training epochs. - c503927b-7dfa-49a2-8ece-fc052a1a4f49 - epochs - epochs - true - 0 - true - 90d13b56-9eee-4d2f-ab46-accad3311837 - 1 - 48d01794-d3d8-4aef-990e-127168822244 - - - - - - 448 - 4104 - 42 - 20 - - - 470.5 - 4114 - - - - - - - - true - Weights&Biases: username or team name. If not set, W&B will not be used. - 82beaf1e-2f3d-4910-a2db-951f2c63b71d - wb - wb - true - 0 - true - cbe5cd8c-6c8c-4bd2-9745-f8436e64a82f - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 448 - 4124 - 42 - 20 - - - 470.5 - 4134 - - - - - - - - true - Set to True to start training. - 2ec4269b-be59-4cf8-b836-0ad6804cd9cc - run - run - true - 0 - true - fa0195df-45f5-47af-a98c-48e2ff3ac4f3 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 448 - 4144 - 42 - 20 - - - 470.5 - 4154 - - - - - - - - Filename of the best performing checkpoint. - ac217de0-71e8-415e-b0a0-7b759a8c16ff - best_ckpt - best_ckpt - false - 0 - - - - - - 520 - 4104 - 56 - 30 - - - 548 - 4119 - - - - - - - - Path to all checkpoints. - 4a8554cf-3a68-485e-9d4a-b1fc749251c3 - path - path - false - 0 - - - - - - 520 - 4134 - 56 - 30 - - - 548 - 4149 - - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - ShowFolder + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble - - """Reveals the folder in the file explorer.""" -# flake8: noqa - -import os - -if open: - os.startfile(path) - - Reveals the folder in the file explorer. - true - true - - 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 + + false + + 198.795 + 2217.153 - false - 8477658c-21e1-4f0c-947a-ff5a4a0d2578 - false - true - ShowFolder - ShowFolder + + 392.2032 + 2217.153 + + + 392.2032 + 2239.87 + + + 198.795 + 2239.87 + + A quick note + Cambria + 77dd7101-66be-4c4c-afda-56875754ee35 + false + Scribble + Scribble + 25 + Generate Samples - + - 599 - 4197 - 63 - 44 + 193.795 + 2212.153 + 203.4082 + 32.71729 - 648 - 4219 + 198.795 + 2217.153 - - - 2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 0 - - - - - true - Path to the (local) folder. - 88d543cd-9de4-44a7-8a07-e0717a556be0 - path - path - true - 0 - true - 4a8554cf-3a68-485e-9d4a-b1fc749251c3 - 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 601 - 4199 - 32 - 20 - - - 618.5 - 4209 - - - - - - - - true - Set to True to open the folder in the file explorer. - 8292cc9a-f737-4999-9b98-6eafd2319e47 - open - open - true - 0 - true - 7122074c-a3ab-4b9d-8dc4-8ce420f1b1a9 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 601 - 4219 - 32 - 20 - - - 618.5 - 4229 - - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - ModelLoad + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble - - """Loads an existing, pre-traind neural network model from a checkpoint.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import model_load -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "ModelLoad") - -if not model_type: - model_type = "CAE" -if not checkpoint_path: - checkpoint_path = "" -if not checkpoint_name: - checkpoint_name = "last" - -if load: - st[cid] = model_load(session_id(), model_type, checkpoint_name, checkpoint_path) - -if cid in st.keys(): - msg = st[cid]["msg"] - - Loads an existing, pre-traind neural network model from a checkpoint. - true - true - - 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 + + false + + 203.2586 + 2526.729 - false - 2a446188-0ee6-461f-96fa-e8b1b545a585 - false - true - ModelLoad - ModelLoad - - - - - - 446 - 4346 - 157 - 84 - - - 555 - 4388 - - - - - - 4 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + 344.9456 + 2526.729 + + + 344.9456 + 2544.393 + + + 203.2586 + 2544.393 + + A quick note + Cambria + e84f4201-41df-453d-9a6a-12f9623de752 + false + Scribble + Scribble + 25 + Load Dataset + + + + + + 198.2586 + 2521.729 + 151.687 + 27.66357 + + + 203.2586 + 2526.729 + - - - - true - Type of the autoencoder model. Options are: 'CAE' (conditional Autoencoder) and 'CVAE' (conditional Variational Autoencoder). Default: 'CAE'. - 9d817e8c-61c7-4309-a766-1fbc554f1e6c - model_type - model_type - true - 0 - true - 0 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 448 - 4348 - 92 - 20 - - - 495.5 - 4358 - - - - - - - - true - Name of the checkpoint file to load the model from, without the file extension. The file's extension must be .ckpt - f447d42a-b94d-4c86-a52c-f00cbc5526a3 - checkpoint_name - checkpoint_name - true - 0 - true - 0 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 448 - 4368 - 92 - 20 - - - 495.5 - 4378 - - - - - - - - true - Path to the directory containing the checkpoint file. - 20f971f1-d0e2-4d70-8a69-087db832d00d - checkpoint_path - checkpoint_path - true - 0 - true - 0 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 448 - 4388 - 92 - 20 - - - 495.5 - 4398 - - - - - - - - true - Set to True to load the model. - 2fdee42f-8fe8-44c9-b9dd-b7b8ae0b7702 - load - load - true - 0 - true - 039aafff-a057-4591-b123-c84ef45f4fec - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 448 - 4408 - 92 - 20 - - - 495.5 - 4418 - - - - - - - - Confirmation of the model loading, or an error message. - e654b2c8-231a-442c-ba83-26ee517a79cb - msg - msg - false - 0 - - - - - - 570 - 4348 - 31 - 80 - - - 585.5 - 4388 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - ModelSummary + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - """Provides a summary of the autoencoder model's architecture.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import nn_summary -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id - -cid = component_id(session_id(), ghenv.Component, "ModelSummary") - - -if not max_depth: - max_depth = 1 - -if get: - st[cid] = nn_summary(session_id(), max_depth) - -if cid in st.keys(): - summary = st[cid]["summary"] - - Provides a summary of the autoencoder model's architecture. - true - true - - 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 - - false - caad7b19-c14a-4ae7-8bba-5f9819350ea3 - false - true - ModelSummary - ModelSummary + + A panel for custom notes and text values + 75bdf141-4c3f-4ef6-a311-46e0e5eacc7a + Panel + + false + 0 + a90063ac-2d64-4da5-93f3-5d9609f8d846 + 1 + Double click to edit panel content… - + - 446 - 4579 - 149 - 44 + 693 + 4815 + 261 + 84 + 0 + 0 + 0 - 523 - 4601 + 693.7101 + 4815.75 - - - 2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + 0;255;255;255 + + false + false + true + false + false + true - - - - true - Sets the depth of the summary. The larger the depth, the more detailed the summary. - 67617da1-48af-4f06-8604-417ce3fc501c - max_depth - max_depth - true - 0 - true - 9c539503-0799-4e09-97c1-29fa1932f3f5 - 1 - 48d01794-d3d8-4aef-990e-127168822244 - - - - - - 448 - 4581 - 60 - 20 - - - 479.5 - 4591 - - - - - - - - true - Retrieves the model information. - 22553130-23ee-4e44-a1be-8ac2cd5f499c - get - get - true - 0 - true - a31e169a-d6c3-4535-8d9c-ddcccddd6df6 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 448 - 4601 - 60 - 20 - - - 479.5 - 4611 - - - - - - - - Model summary. - 16057649-69ba-4f21-9cd0-31c536945d12 - summary - summary - false - 0 - - - - - - 538 - 4581 - 55 - 40 - - - 565.5 - 4601 - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - ModelDimensions + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble - - """Retrieves dimensions of the model's input and output layers.""" -# flake8: noqa -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import model_input_output_dimensions -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import session_id + + false + + 19.08224 + -287.029 + + + 1553.604 + -287.029 + + + 1553.604 + -63.87222 + + + 19.08224 + -63.87222 + + A quick note + Georgia + 1e46686e-fdb0-4d1c-b1a3-eb69c13626c1 + false + Scribble + Scribble + 25 + Author: Aleksandra Anna Apolinarska (ETH Zurich, 2024) -cid = component_id(session_id(), ghenv.Component, "ModelDims") +Many thanks to Alejandro Fuentes (KCAP / TU Delft) suggesting the application for urban massing studies! -if get: - st[cid] = model_input_output_dimensions(session_id()) +Using snippets from: https://github.com/ladybug-tools/lbt-grasshopper-samples/blob/master/samples/ladybug/direct_sun_study.gh -if cid in st.keys(): - summary = st[cid]["summary"] - - Retrieves dimensions of the model's input and output layers. - true - true - - 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 - - false - b893f2d2-2204-4f0b-8743-a32e99abd798 - false - true - ModelDimensions - ModelDims +Additional Dependencies: +* Ladybug + + + + + + 14.08224 + -292.029 + 1544.522 + 233.1567 + + + 19.08224 + -287.029 + + + + + + + + + + ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278 + Geometry + + + + + Contains a collection of generic geometry + true + 1 + f31b7faa-9d1a-4417-bb66-9dd6172f8fc7 + Geometry + Terrain + false + 0 - 446 - 4530 - 112 - 28 + 1255 + 290 + 50 + 20 - 486 - 4544 + 1280.146 + 300.8874 - - - 1 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 1 - 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + 1 - - - - true - Set to True to retrieve input and output dimensions of the model. - 26fccde0-7295-4fb1-8f53-134c1f393189 - get - get - true - 0 - true - 7a0d1d53-1998-4508-9605-772033692038 - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + 1058 + {0} - - - - - 448 - 4532 - 23 - 24 + + + + -1 + + Y2BkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erbmesbmekYmhgbmeoamBgaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFgmw4Xruqfm5qSVFlXo+mXmpzqVFZaksQEn2MohlXIlFyRmZZanGKbmc+QWpeXmlRUnFLCmJJYkgRRwcHEwgdwqoMzAYAWn3QgEeTmYggx9E9AIx0696JoZGqJ9+/2diEIGyb1+57uf+8rLg/qcMAs2MSh++zH6p/Aco7wmVF2A4EOnTrZbqwMCQLXvqRZADAxxIXRRjS3dgaHi4ckYMQvxIo/ykg0keDj8Wzfwb+NXfAeSCyF8qef/rmRpgargZBisAAA== - - 461 - 4544 + 00000000-0000-0000-0000-000000000000 + Grasshopper.Kernel.Types.GH_Curve + + + + + -1 + + Y2BkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erbmesbmekYmhgbmeoamBgaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFgmw4Xruqfm5qSVFlXo+mXmpzqVFZaksQEn2MohlXIlFyRmZZanGKbmc+QWpeXmlRUnFLCmJJYkgRRwcHEwgdwqoMzAYAWn3QgEeTmYggx9E9AIx0696JoZGqJ9+/2diEIGyb1+57uf+8rLg/qcMAs2MSh++zH6p/Aco7wmVF2BgkLooxpbuwNDwcOWMmCAHBjjYtkr/bpoDg0Nc/xvJALj4j0Uz/wZ+9Xf4M3v3nUS2YAeQC3413/30v56pAaaGm2GwAgA= + 00000000-0000-0000-0000-000000000000 + Grasshopper.Kernel.Types.GH_Curve - - - - - Summary of the model's input and output dimensions. - 4e302315-2a25-43ef-88e6-4decf8b05cea - summary - summary - false - 0 - - - - - - 501 - 4532 - 55 - 24 + + + -1 + + Y2BkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erbmesbmekYmhgbmeoamBgaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFgmw4Xruqfm5qSVFlXo+mXmpzqVFZaksQEn2MohlXIlFyRmZZanGKbmc+QWpeXmlRUnFLCmJJYkgRRwcHEwgdwqoMzAYAWn3QgEeTmYggx9E9AIx0696JoZGqJ9+/2diEIGyb1+57uf+8rLg/qcMAs2MSh++zH6p/Aco7wmVF2Bg2LZK/26aA4NDXP8byQAHBjjI3R+8ONWB4cDl7x/1EeJ/Zu++k8gW7KD0Zu/bbp1QB5ALnCddWv2/nqkBpoabYbACAA== - - 528.5 - 4544 + 00000000-0000-0000-0000-000000000000 + Grasshopper.Kernel.Types.GH_Curve + + + + + -1 + + Y2BkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erbmesbmekYmhgbmeoamBgaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFgmw4Xruqfm5qSVFlXo+mXmpzqVFZaksQEn2MohlXIlFyRmZZanGKbmc+QWpeXmlRUnFLCmJJYkgRRwcHEwgdwqoMzAYAWn3QgEeTmYggx9E9AIx0696JoZGqJ9+/2diEIGyb1+57uf+8rLg/qcMAs2MSh++zH6p/Aco7wmVF2BgyN0fvDjVgeHA5e8f9QMcGGDgQKRPtxpQnCFb9tSLILi40pu9b7t1Qh12/gmp4nONdAC54P+vva3/65kaYGq4GQYrAAA= + 00000000-0000-0000-0000-000000000000 + Grasshopper.Kernel.Types.GH_Curve - - - - - - - - - - - 410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - Generator - - - - - # flake8: noqa - -from scriptcontext import sticky as st - -from aixd_ara.gh_ui import get_dataobject_types -from aixd_ara.gh_ui import request_designs -from aixd_ara.gh_ui_helper import component_id -from aixd_ara.gh_ui_helper import instantiate_sample -from aixd_ara.gh_ui_helper import sample_summary as sample_summary_f -from aixd_ara.gh_ui_helper import session_id -from aixd_ara.gh_ui_helper import reformat_request - -cid = component_id(session_id(), ghenv.Component, "run_generation") -item = component_id(session_id(), ghenv.Component, "pick_sample") - -""" -requested_values: a multiline string with variable_name:values tuples. -""" - -if not n_designs or n_designs < 1: - n_designs = 1 - -# ------------------------------------------------------------------------------- - - -if clear and cid in st.keys(): - del st[cid] - st[item] = None - ghenv.Component.Message = "no samples" - -if generate and requested_values: - - variable_types = get_dataobject_types(session_id())["dataobject_types"] - - request_dict = reformat_request(requested_values, variable_types) - st[item] = 0 - ghenv.Component.Message = "Running" - st[cid] = request_designs(session_id(), request_dict, n_designs) - ghenv.Component.Message = "Finished" - -if pick_previous: - st[item] -= 1 -if pick_next: - st[item] += 1 - -if cid in st.keys(): - samples = st[cid]["generated"] - n = len(samples) - i = st[item] % n - - ghenv.Component.Message = "sample {}/{}".format(i + 1, n) - - sample_dict = samples[i] - ghdoc = ghenv.Component.OnPingDocument() - instantiate_sample(ghdoc, sample_dict) # sends design parameter values to the parametric model - - # --- output --- - sample_summary = "Predicted/Generated:\n--------------------\n\n" + sample_summary_f(sample_dict) - - GhPython provides a Python script component - - 1474 - 411 - - - 2116 - 1592 - - true - true - - 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- Script input pick_previous. - 097bcbea-d614-4d27-a11c-973108e9a243 - pick_previous - pick_previous - true - 0 - true - 29602d10-4765-417e-aff5-117119c0c4ab - 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 - - - - - - 414 - 5020 - 90 - 20 + + + -1 + + Y2BkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erbmesbmekYmhgbmeoamBgaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFgmw4Xruqfm5qSVFlXo+mXmpzqVFZaksQEn2MohlXIlFyRmZZanGKbmc+QWpeXmlRUnFLCmJJYkgRRwcHEwgdwqoMzAYAWn3QgEeTmYggx9E9AIx0696JoZGqJ9+/2diEIGyb1+57uf+8rLg/qcMAs2MSh++zH6p/Aco7wmVF2A4kPzpy7UkByD73btGNwcGGDhQo7Z1YiKQL7zT5qQHXFzrgEYH25FYB5nzGrdEKhMcQC6I17og9b+eqQGmhpthsAIA - - 460.5 - 5030 + 00000000-0000-0000-0000-000000000000 + Grasshopper.Kernel.Types.GH_Curve + + + + + -1 + + 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Script output sample_summary. - 1c256cb1-6ebc-46d1-b2ab-5c5420cd0ad0 - sample_summary - sample_summary - false - 0 - - - - - - 534 - 4940 - 94 - 120 + + + -1 + + Y2BkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erbmesbmekYmhgbmeoamBgaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFgmw4Xruqfm5qSVFlXo+mXmpzqVFZaksQEn2MohlXIlFyRmZZanGKbmc+QWpeXmlRUnFLCmJJYkgRRwcHEwgdwqoMzAYAWn3QgEeTmYggx9E9AIx0696JoZGqJ9+/2diEIGyb1+57uf+8rLg/qcMAs2MSh++zH6p/Aco7wmVF2BwsIkOnJPswMCgbO962s+BAQYObPh5/TFIXN9S0T0YLr7YlDNXYJu+g0FH5/vahw4OIBd47uj/8L+eqQGmhpthsAIA - - 581 - 5000 + 00000000-0000-0000-0000-000000000000 + Grasshopper.Kernel.Types.GH_Curve + + + + + -1 + + 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410755b1-224a-4c1e-a407-bf32fb45ea7e - 00000000-0000-0000-0000-000000000000 - DatasetGenerator - - - - - """Provides instructions on how to generate random samples for the dataset.""" -from aixd_ara.scripts import dataset_generator - -path = dataset_generator.__file__ - -txt = "INSTRUCTIONS\n------------\n" -txt += "How to generate random samples for the dataset.\n\n" -txt += "Locate the 'dataset_generator.py' file in:\n\n" -txt += "{}\n\n".format(path) -txt += "In Rhino, open the Rhino Pythin Editor, open the file and run it.\n" -txt += "(Follow the prompts in the Rhino command line)\n\n" -txt += "Optionally, add a button to a Rhino toolbar to access the dataset generator more easily:\n" - - -txt += "> right-click on a toolbar > New Button... \n" -txt += "> in the pop-up window, in Command section, paste:\n\n" -txt += "'! _-RunPythonScript {}'".format(path) - -instructions = txt - - Provides instructions on how to generate random samples for the dataset. - true - true - - 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 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve + Grasshopper.Kernel.Types.GH_Brep - - - -1 + + - 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 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve + Grasshopper.Kernel.Types.GH_Brep - - - -1 + + - 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 + 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 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve + Grasshopper.Kernel.Types.GH_Brep - - - -1 + + - 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00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve + Grasshopper.Kernel.Types.GH_Brep - - - -1 + + - 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00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve + Grasshopper.Kernel.Types.GH_Brep - - - -1 + + - 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00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve + Grasshopper.Kernel.Types.GH_Brep - - - -1 + + - 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hidden="false" tags="" notes="" instance-name="Plaster" instance-id="267D6792-8991-4F80-A1EB-EDEF17C263EC" type-id="6736887E-11DD-4782-8CC9-D50E41FF45B0" plug-in-id="16592D58-4A2F-401D-BF5E-3B87741C1B1B" render-engine-id="99999999-9999-9999-9999-999999999999" type-name="rdk-plaster-material"><parameters> + <color type="color">0.929411768913269,0.929411768913269,0.929411768913269,1</color> +</parameters> +<simulation> + <ambient type="color">0,0,0,1</ambient> + <diffuse type="color">0.929411768913269,0.929411768913269,0.929411768913269,1</diffuse> + <emission type="color">0,0,0,1</emission> + <specular type="color">1,1,1,1</specular> + <reflection type="color">1,1,1,1</reflection> + <shine type="double">0</shine> + <transparency type="double">0</transparency> + <reflectivity type="double">0</reflectivity> + <ior type="double">1</ior> + <fresnel-enabled type="bool">false</fresnel-enabled> + <polish-amount type="double">1</polish-amount> + <clarity-amount type="double">1</clarity-amount> + <transparent type="color">1,1,1,1</transparent> + <is-physically-based type="bool">false</is-physically-based> +</simulation> +</material> + + 0 + + 255;255;255;255 + + 0 + + + - - - -1 - - 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 + + + + + + + + + + + 9c53bac0-ba66-40bd-8154-ce9829b9db1a + Colour Swatch + + + + + Colour (palette) swatch + 79884aa3-d746-4185-b9c2-c3d1b3d1530d + Colour Swatch + Swatch + false + 0 + + 255;199;199;199 + + + + + + + 1255 + 358 + 88 + 20 + + + 1255.089 + 358.3932 + + + + + + + + + + 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe + Scribble + + + + + false + + 1247.192 + 192.4491 + + + 1659.887 + 192.4491 + + + 1659.887 + 238.6893 + + + 1247.192 + 238.6893 + + A quick note + Georgia + d926a53f-9d8e-4fae-b669-a0d5c2141d4e + false + Scribble + Scribble + 50 + Context Geometry + + + + + + 1242.192 + 187.4491 + 422.6953 + 56.24023 + + + 1247.192 + 192.4491 + + + + + + + + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + + 1 + + 64;255;255;255 + + A group of Grasshopper objects + f31b7faa-9d1a-4417-bb66-9dd6172f8fc7 + ce2c859e-28bd-4ad6-97ad-eeed059b9c2f + 82e6d2c2-3d37-4d87-a86e-f59fd5e2910b + 2a54e659-1eca-41fe-bfac-918f8365990e + 79884aa3-d746-4185-b9c2-c3d1b3d1530d + d926a53f-9d8e-4fae-b669-a0d5c2141d4e + 6 + 686cba7c-ec3f-4f99-ad69-8245a5f841ac + Group + + + + + + + + + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + + 1 + + 64;135;233;255 + + A group of Grasshopper objects + 1e46686e-fdb0-4d1c-b1a3-eb69c13626c1 + 1 + 120ff581-8718-4d4f-9e35-a0cbde380896 + Group + + + + + + + + + + + a8b97322-2d53-47cd-905e-b932c3ccd74e + Button + + + + + Button object with two values + False + True + 591c3f34-8959-4786-ac73-32da2adde105 + Button + + false + 0 + + + + + + 549 + 3261 + 66 + 22 + + + + + + + + + + 2e78987b-9dfb-42a2-8b76-3923ac8bd91a + Boolean Toggle + + + + + Boolean (true/false) toggle + c72247e5-5d28-4f55-be70-0ce90be303fd + Boolean Toggle + Boolean Toggle + false + 0 + true + + + + + + 219 + 1088 + 146 + 22 + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + PlotContours + + + + + """Plots the distribution contours for each pair of variables from the data in the dataset.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import plot_contours +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import convert_str_to_bitmap +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "PlotContours") + + +if plot: + st[cid] = plot_contours(session_id(), variables, "interactive") # will launch the plotly fig in browser + +if cid in st.keys(): + print st[cid] + Plots the distribution contours for each pair of variables from the data in the dataset. + true + true + + 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 + + false + 2a59131d-d8cf-4610-8a62-a0a057539a3c + false + true + PlotContours + PlotContours + + + + + + 653 + 3237 + 80 + 44 + + + 719 + 3259 + + + + + + 2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 0 + + + + + 1 + true + List of names of the variables to be plotted. + d37d173a-8b6e-43ef-93af-aef0393fd122 + variables + variables + true + 1 + true + 832f54ee-0da5-4589-bd0c-c4381766bc37 + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 655 + 3239 + 49 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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 + + 681 + 3249 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - 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 + + + + + true + Set to True to (re-)create the plot. + 418716bb-89d1-4ab1-a29a-94fd40ae2c75 + plot + plot + true + 0 + true + 591c3f34-8959-4786-ac73-32da2adde105 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 655 + 3259 + 49 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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 + + 681 + 3269 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - 7dNrSFNhGAfw12m5G22WlBbhCK0oHbq1qYVtpXTRJprhBctQd9KVZ5OzS1impyKtCLuQQobLRReySMOiNGiWptPSyAyGXUkszYmzgsoye5+jTbA+98n3w/sfv/PnOe85nCE3hNAYXpCw+Cy8JW3O1mh1kTqS1GkDRYkEpdfotBGhYqlcLJFKV8jFIXKpLCRQFGnMMRgpIkJLGA1Uek6gKM6YkaPJjCHytuh2EdoImUwiCQshwkMzQ2UymTR4BtzFlxkuXk/oSMJA5YljjVSGPtJImQgPfNXTNH43bjqVma0xEVI1ydHlElottDzU6YZ0KLHZbBYcVLgEIQlOK0fA57jjHwLYruCNNVLIQhXu4w/1Y4yFvCce0NerOi2e1+Vl/YWEB90WOaPn5837ia8TE13hRCI4jQ+aupyKv2jcrVNlPmyVQj/fR6mKv9JA1klTd03mp4YX3Ll7J3Mn//hy59HJVC0r1rwsdyVtK+lP6KxypaiKfLeqvd6Vb8uCSq+1tbnSebZGpG7tdmVX9WC11fbRlevN7BzSNuLK1qbKdVE2rnJqMu+D7lEFUFuViFaQ7oNrlchxJDyAO6xA9C0vMThqKB9zYN8R98YHHB1+Lmf6StsPcDTrEJ/ptwjimX5UshO8VlvygQN9eVEG4y31fcycL8Md4LTjbRnj/PdPwVlhSw8xfdnDOmZ++/UH4IuPjCQw/WZykR76n7ml4NG9xgY29AWSbHA60WwCt2xamAZON+WHG6CvS1kAfoIrDPWEfrD7Q8YD9r8ewH6mbws1E3x7aZYJ3PptCXiulefvAS6yFOwGv7Dh+kfsZr26nAXzOxsb94CfClvTj12yXDA6ir8nur57OB/8nF3Vh93fz61/BNzbL/8gnHPojr4XzlNWcHUYPGuTvZh5/9+P9WCfXX2DHoDv8v0zx2nwrHr7K+yFVf4/7eC3gy5WwPztq3jd2DfKlObHMKdoZcdt6Fvune/AHlN8d99l8M+O1a3gQfc9W+B9Ekk3S8A3sE+OwpwvzfIa7FfUtw5HwfxaIyXahvurbcgCfVVK8hzoP/maEAl+oKHtJPaiWTXRzUOKgthLFWOFLPrP/4T37z/U9Jpe02t6/Y/1Gw== + + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + PlotContoursRequest + + + + + """Plots the requested and predicted values against the distribution contours for each pair of the corresponding variables.""" +# flake8: noqa +from scriptcontext import sticky as st +from aixd_ara.gh_ui import plot_contours_request +from aixd_ara.gh_ui import get_dataobject_types +from aixd_ara.gh_ui_helper import session_id +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import convert_str_to_bitmap +from aixd_ara.gh_ui_helper import reformat_request + + +cid = component_id(session_id, ghenv.Component, "create_dataset_object") + +n_samples = 3 + +if plot: + variable_types = get_dataobject_types(session_id())["dataobject_types"] + request_dict = reformat_request(request, variable_types) + print request_dict + st[cid] = plot_contours_request(session_id(), request_dict, n_samples, "interactive") # will launch the plotly fig in browser + +if cid in st.keys(): + print st[cid] + Plots the requested and predicted values against the distribution contours for each pair of the corresponding variables. + true + true + + 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 + + false + b7d59038-6d7e-4f23-a113-4806c508ffb9 + false + true + PlotContoursRequest + PlotContoursRequest + + + + + + 653 + 3286 + 74 + 44 + + + 713 + 3308 + + + + + + 2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 0 + + + + + 1 + true + List of requested values, each formatted as a string with the following format: 'variable_name:value'. + a621b38e-887c-4338-af7f-840514d3bca4 + request + request + true + 1 + true + f8f715d4-29e7-4760-852f-5ae7cb316eb4 + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 655 + 3288 + 43 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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 + + + + + true + Set to True to (re-)create the plot. + a22bc1d4-224c-406b-89a7-b0bb9d355c86 + plot + plot + true + 0 + true + 628481a1-846e-451c-81aa-5795b5255c01 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 655 + 3308 + 43 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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 + + 678 + 3318 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - 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 + + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + PlotCorrelations + + + + + """Plots correlation matrix for the given variables from the data in the dataset.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import plot_correlations +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import convert_str_to_bitmap +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "PlotCorrelations") + + +if plot: + st[cid] = plot_correlations(session_id(), variables, "interactive") # will launch the plotly fig in browser + +if cid in st.keys(): + print(st[cid]) + Plots correlation matrix for the given variables from the data in the dataset. + true + true + + 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+ + false + bfb98525-3a44-4498-9c45-c7cc20e03915 + false + true + PlotCorrelations + PlotCorrelations + + + + + + 653 + 3139 + 80 + 44 + + + 719 + 3161 + + + + + + 2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 0 + + + + + 1 + true + List of names of the variables to be plotted. + 73a16080-efdc-4846-b686-fdb54738d795 + variables + variables + true + 1 + true + 832f54ee-0da5-4589-bd0c-c4381766bc37 + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 655 + 3141 + 49 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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+ + 681 + 3151 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - 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 + + + + + true + Set to True to (re-)create the plot. + d516ebf1-8003-4b92-9d46-d1be876eb3d3 + plot + plot + true + 0 + true + c471569e-44b4-4f88-af33-c86669001799 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 655 + 3161 + 49 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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 + + 681 + 3171 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - 7dT/M9t3HAfwt2CkrI1ZmW9bRltfEiGJJOOk+Si9aWTma9Bqb8GnZJPEhVgdbdMVt01Xu51rp86a2+p6LVZnxkoreqo1xe3oZgnTqE6nzLHaOcWy15tuP8j+gp3XXT7PfB6f170+7/fnPvdBVgghMxROXI4UOKQk5MiVqkiVQqFSMulSUp0vVymFAhaXz+JwuSF8FpvP5bGZ9EhNboFGTQqVpKZALctl0uM0GbnyzBiyKEn1HqkU8ngczhtsMlSQKeDxeNxgW3wXt/XhrDdJlYIsUBexYjXqjPxIjbqQtIGrdoUbd9smU2fmyAtJbpaCqsojlUrcZZMlK5DhJnt7ewpeKM0XIQ6knrrDkWoNf3bgg78tQpRnJynIy3ZjUytmCnr5+QbdnK4diXe476T/C9FOW3nPi92LXFfh+q82G9dp1s8b8fkutLnmRRa04frNsgd+jZJq0+ALbxGbM8mgmFD9bpmO0jFrd1asRUZwS2Mq7OMs0pGcirgnsMyo84n+s5/EW6Rng7gn2jrBIrubijIrnRMtMkwYz3OpTrJI7t6yce6h5H/TzAxfSPCSWmRN3ZmRiFLLNBhadTO6FItcf95Eg3RyJ0kgNGkSe3AJRMjyF0/chOfeF7Xmix0tNT/mgNuKBhrawZ1DXMOw36V6tIDrqpfaxtpEqGt6D1uCXfnSaS14V5gnw/lbEdLq/4iKx97Bd1WD54nGb0taYI6hM1WK/cDB+kw8p+yCsfwbmBNZkXsI+1yJKBnP+d7nw1vN0B9UJz2FPahXOs0Gv8fmL1wRIcJlmLiMvdKoOM7G97dVRNTCnIMMxgD29IJSJ+wzTe32Wuj/MfrcfezqtOzVYMicfWWPlLBOF7nVGHYdX/wYu+kJ7UaAfn09k9il2wOHsNMPPDXk6ZH2eqiP21E4P5EkDAXXfi0R1+r0iPgz2xiLvenw50QQgehMq1NujeAVPZ+WYv+4tX07C54n49L+vFZwyRdr57DPVQ7WBRIoWC6j7r4O73dp9rtXsPffehgOHvfK2spqB6xHuG2kA7txcGmYCc/NuPMrmh487UnVFPaHAcUmBqznB06xezfMbzmb4JQNnjRqng0gkN/KzcWYu9CfcPjFcOy05qplfwLN9z0rvtMP96XwgoqwS32Tav0IFLKcXhY7BPutj41rxf7qiGuEL+zroutn+T/BHHNN/lPsP68MPtoN+0pPK18wQH/UvhmnHPAbjXsF4OHGaJtrozD/fF1WMHbxsUsf7SLQ4tT+Muov0M9rS1Fgj85QsnwI1O/+IGZmHPoF2UMV2HU9/VpvAtGGjt9RP4B9OXwpuYpdeztw+HUC9UbMJXaAa4PXNO3Y6cc83wfP+cBuYAK8qyr1Yh/21AAHD/Cw7su/WZugP7Sl14jde3S5k06gsTNnr7qAo7eFxXZy/H6I57WvEYjj5yYT4/7E3sAQ7Nre2dNeBJqtmThSAt7VmWx6B3sUY7rcg0DflYRcqDfpZ4/SzOaTFO0/3ymH//6gbdVWbdVWbdX/v/4G + + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + PlotDistribution + + + + + """Plots the distribution of the given variables from the data in the dataset.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import plot_distrib_attributes +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import convert_str_to_bitmap +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "PlotDistributions") + + +if plot: + st[cid] = plot_distrib_attributes(session_id(), variables, "interactive") # will launch the plotly fig in browser + +if cid in st.keys(): + print(st[cid]) + Plots the distribution of the given variables from the data in the dataset. + true + true + + 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 + + false + a0130179-e9da-40a5-9737-69e48b78e2c1 + false + true + PlotDistribution + PlotDistribution + + + + + + 653 + 3188 + 80 + 44 + + + 719 + 3210 + + + + + + 2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 0 + + + + + 1 + true + List of names of the variables to be plotted. + c605f7bf-3305-4cfd-8518-1659a388829d + variables + variables + true + 1 + true + 832f54ee-0da5-4589-bd0c-c4381766bc37 + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 655 + 3190 + 49 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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plot + plot + true + 0 + true + 58f86ada-88c3-4d66-9dab-ac7a20539843 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 655 + 3210 + 49 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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 + + 681 + 3220 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - 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 + + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + DatasetGenerator + + + + + """Provides instructions on how to generate random samples for the dataset.""" +from aixd_ara.scripts import dataset_generator + +path = dataset_generator.__file__ + +txt = "INSTRUCTIONS\n------------\n" +txt += "How to generate random samples for a dataset, by harnessing the parametric model defined in this Grasshopper file?\n\n" +txt += "Prepare the inputs and outputs to/from your parametric model as shown in the online documentation>tutorial at https://gramaziokohler.github.io/aixd_ara/latest/tutorial.html\n\n" +txt += "Close all other Grasshopper files in this Rhino app.\n\n" +txt += "Locate the 'dataset_generator.py' file in:\n\n" +txt += "\t{}\n\n".format(path) +txt += "In Rhino, open the Rhino Python Editor, open 'dataset_generator.py' and run it.\n" +txt += "(Follow the prompts in the Rhino command line)\n\n" + +txt += "\n------------\n" +txt += "Optionally, add a button to a Rhino toolbar to access the dataset generator more easily:\n" +txt += "\t> right-click on a toolbar > New Button... \n" +txt += "\t> in the pop-up window, in Command section, paste:\n\n" +txt += "\t'! _-RunPythonScript {}'".format(path) + +instructions = txt + + Provides instructions on how to generate random samples for the dataset. + true + true + + 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 + + false + e90033cb-9b2c-408b-b353-30bdd237f622 + false + true + DatasetGenerator + DatasetGenerator + + + + + + 218 + 2278 + 97 + 28 + + + 232 + 2292 + + + + + + 0 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + Information on how to run the `dataset_generator` script. + 7aa86255-d5b5-4141-99b0-41cbc1e379e8 + instructions + instructions + false + 0 + + + + + + 247 + 2280 + 66 + 24 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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 + + 280 + 2292 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - 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 + + + + + + + + + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + + 1 + + 64;255;255;255 + + A group of Grasshopper objects + 9fccdccf-b149-4224-a714-bf7b898d8bdd + c524e02d-f79c-44af-9143-e7f04f90b3ad + 7872d51e-8080-4e80-82ee-1993968cf142 + d629f664-0361-4931-b248-b284d9768f82 + 0060781a-9082-4c0b-8fa0-b9ba5577586c + d2c165b6-83de-4874-9071-bde080a2e2f1 + afd136fb-098f-4990-a762-c1ec00d051da + 84334e10-4598-4209-ad4f-0cd9a06b956c + 48937ff2-9190-4163-8702-92e267d16733 + 6eff6204-f441-497f-a828-84d8209761ad + 13000484-6920-4683-8816-84eb0696089f + e307a2fe-3496-4f1d-8a4c-ef5f7325ff81 + 8b7e34b1-8181-45e4-a6c6-25358de4477a + 525da07c-012e-4e0e-9e58-ff2ec60df485 + 7e52a280-3dce-4dce-a4c9-abc0bd442baa + a1d6b51f-edb4-4a9a-afa7-2f1ada08ab2c + 889ac686-c034-44c8-ab03-0f408479de33 + 194b1b7d-6be5-451c-94b2-b14ac6954e5f + a3222fd4-30be-4f72-ad01-6936a97c8abd + 8a905dbf-690f-46ca-8874-d063c1333731 + a2f9c1bf-effb-4416-8031-616625f3c80a + 70953d3a-e63f-4977-a21c-52e375213999 + 8e7439fe-6af7-4c09-897c-c12c7a49a656 + beff0716-4fa2-4a2a-a37e-287a07e16d28 + e4bec93e-4166-4dd2-964f-75611ad71171 + f9c2db30-ede5-45e4-9990-6da86e3f780b + b0b93b9f-f053-4753-bb45-b0a72e18ef0b + 86b96f10-ee3c-48e8-88de-9ce584257686 + 52cb7145-7832-4952-a922-eb6cc3c2682a + 24123790-8509-4b95-b5d7-a2a3b2b312c2 + 027493c8-86d0-4d16-aa08-dcf21187b4ce + 77dd7101-66be-4c4c-afda-56875754ee35 + e84f4201-41df-453d-9a6a-12f9623de752 + e90033cb-9b2c-408b-b353-30bdd237f622 + c4909bcb-2270-4fdd-afaf-196fef0cff20 + 35 + ec64dd15-88e8-479e-9546-da1e87524e7c + Group + + + + + + + + + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + + 1 + + 64;255;255;255 + + A group of Grasshopper objects + 58f86ada-88c3-4d66-9dab-ac7a20539843 + 628481a1-846e-451c-81aa-5795b5255c01 + c471569e-44b4-4f88-af33-c86669001799 + d4b10d12-fbe3-4fc3-98d4-923a0da112fb + ffe69633-9c40-4512-aa31-f93395996698 + 832f54ee-0da5-4589-bd0c-c4381766bc37 + 6a181d6d-acc5-4e1a-bd65-468bdecd280d + 591c3f34-8959-4786-ac73-32da2adde105 + 2a59131d-d8cf-4610-8a62-a0a057539a3c + b7d59038-6d7e-4f23-a113-4806c508ffb9 + bfb98525-3a44-4498-9c45-c7cc20e03915 + a0130179-e9da-40a5-9737-69e48b78e2c1 + 12 + 6fe1508e-2f81-47a7-8415-c0a23d26148d + Group + + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + ModelSetup + + + + + """Sets up an autoencoder model of the specified type with the given parameters.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import model_setup +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "ModelSetup") + +settings = { + "model_type": model_type, + "inputML": features, + "outputML": targets, + "latent_dim": latent_dim, + "hidden_layers": hidden_layers, + "batch_size": batch_size, +} + + +# TODO: make default settings a bit more smart +default_settings = { + "model_type": "CAE", + "inputML": "design_parameters", + "outputML": "performance_attributes", + "latent_dim": 8, + "hidden_layers": [512, 256, 128, 64], + "batch_size": 16, +} + +for k in default_settings.keys(): + if (k not in settings) or (k in settings and settings[k] == None) or (k in settings and settings[k] == []): + settings[k] = default_settings[k] + print(k, default_settings[k]) + + +if set: + st[cid] = model_setup(session_id(), settings) + + +if cid in st.keys(): + quick_summary = st[cid]["quick_summary"]["summary"] + model_dims = st[cid]["model_dims"]["summary"] + ghenv.Component.Message = st[cid]["msg"] + + Sets up an autoencoder model of the specified type with the given parameters. + true + true + + 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+ + false + 6283c8d3-3828-4edf-b704-4f6aebad2dad + false + true + ModelSetup + ModelSetup + + + + + + 451 + 3631 + 192 + 144 + + + 541 + 3703 + + + + + + 7 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 2 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + Type of the autoencoder model. Options are: 'CAE' (conditional Autoencoder) and 'CVAE' (conditional Variational Autoencoder). Default: 'CAE'. + 99a18599-33d7-49ee-b031-02d371154837 + model_type + model_type + true + 0 + true + 0 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 453 + 3633 + 73 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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+cid = component_id(session_id(), ghenv.Component, "ModelTrain") + + +if not epochs or epochs < 1: + epochs = 1 + +if wb: + import webbrowser + + if run: + projectname = project_setup_info(session_id())["project_name"] + url = "https://wandb.ai/{}/{}".format(wb, projectname) + webbrowser.open(url) + # TODO: check login and add interface to login if needed + + +if run: + st[cid] = model_train(session_id(), epochs, wb) + + +if cid in st.keys(): + best_ckpt = st[cid]["best_ckpt"] + path = st[cid]["path"] + ghenv.Component.Message = st[cid]["msg"] +else: + ghenv.Component.Message = "" + +# TODO: +# * return path or name of best checkpoint +# * make non-GUI-blocking +# * display progress + + Runs a training campaign. + true + true + + 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Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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 + + 553 + 4004 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - 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 + + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + ShowFolder + + + + + """Reveals the folder in the file explorer.""" +# flake8: noqa + +import compas +import subprocess + +if open: + command = "open" + if compas.is_windows(): + command = "explorer" + + subprocess.Popen([command, path]) + + Reveals the folder in the file explorer. + true + true + + 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 + + false + f3b830c4-94d9-4354-8dd4-5f5a84ca0397 + false + true + ShowFolder + ShowFolder + + + + + + 716 + 4030 + 63 + 44 + + + 765 + 4052 + + + + + + 2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 0 + + + + + true + Path to the (local) folder. + 7d1648e3-0c95-45ea-9fca-07beac24cc0d + path + path + true + 0 + true + 08e0a945-7bbf-40a1-ab5a-b866fed23d88 + 1 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 718 + 4032 + 32 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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 + + 735.5 + 4042 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - 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 + + + + + true + Set to True to open the folder in the file explorer. + ecf3ccd6-00f2-4402-895c-8946f17c9ec7 + open + open + true + 0 + true + 7122074c-a3ab-4b9d-8dc4-8ce420f1b1a9 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 718 + 4052 + 32 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - Y2BkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erbmesZmekbGxiZmeoZmxqaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFkmw4Xruqfm5qSVFlXp+pUVJxc6lRWWpLEBZ9jKIbVyJRckZmWWpxim5nPkFqXl5IFUsKYkliSBFHBwcTCCHCqgzMBgB6f2c/DyczEAGP4jwBEox/apnYrBlgnjq938mBhGoByUF18cFcl8R3P+PQaCZUemDl1Sl+B+gPCtUrQAzVCHINbwM6OCDPYYQRHw/ugg/ECfUtLwOda5zQKfv1ZgJKudi0l3/DrkdXIBJl/wM3mR1DpP+pml5yI2zHoMGu7vBL0mAI9aBgeHx0tlb3BwYfm8LuG0Pcn/A5GcXYxwYGvR/PDwHFI9jNFL2B4o39F9ZMRskvuJL1wuguMiCmhVRIPFbbyNTgeIM/3ymMro7MITtYNiTDDLn42FPJZB6FcNGBaB4do7lxzyQ+J48mfvRQPXlPTV2QPFF1gv/VoHE7biuzwaJ75RrjQaKH7gheboDZP5qlUkJIPF5s4VLgeIfhCZ+mAISX5lurgoSP8b3sBcofldNLnsRSNyl9dTLKKD4+Y+vlwLFNxbEC20AiW9YvWAOSDySQ+UoUDwu4+OZg2DxGcH+QPGG0y9FHwPFe2MXf78Jcs+898vnRQLVX614qebhwDDLPeyL9Ef7m1MWPf1fz9QAi0du7BE+CkbBKIAAAA== + + 735.5 + 4062 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - Y2BkYGD4DwQgGgR4mIBEeFBGZl6+c35ubn6ejkJYalFxZn6erbmesZmekbGxiZmeoZmxqaGOgnNpTklpUaptXmppSVFijo5CQGlSTmayd2plSH52ap6tqamRkYVhqqV5srmpqamxASvIFkmw4Xruqfm5qSVFlXp+pUVJxc6lRWWpLEBZ9jKIbVyJRckZmWWpxim5nPkFqXl5IFUsKYkliSBFHBwcTCCHCqgzMBgB6f2c/DyczEAGP4hYCZRi+lXPxDCXCeKp3/+ZGESgHpQUXB8XyH1FcP8/BoFmRqUPXlKV4n+A8qlQtQLMUIUg1wgwoIMP9hhCEPH96CJCQKy5Oue/x+z4A+j0Gv/7+S/y4zBov6qEBeKGmHQHF2Pj4sUxGLTXEqaQGybRGLRZ8/tgbDTEPyxhfFMDHBgY/JIEOLwdGBL+2PIk/7JnaIgNcvoJFG+4uDuGDSge+jKjc/9PoH/VNOVjAoHqjT8YMgHF1e/87g8DiX9o9D0AFG/Q21z028uBoWrO/G96IPHAyVZXQeICLzl/AcXX75HeqAYUb2CMVH8FEj94vuUHUNzymuJqBZC4SZPwf5D5C3MefwOKu12590YGJF4Uvqg5CCh++3/fG6D4hqalpqwg8/V2TGAPBor7Hrl9FyjexM24ghuk/n32g26QOCvj2lNA8WS7GWEgcxiSxN6zhADtZfggvxMo/nn7h5naIPUfXtY1AMUZSr/HLwaKC+xUEVcHiR/zNv8JErc3jesCit+P9+je+gNozlmouB1EnCUKIt5wGSpuCxHXDIGqvwUVt4GI+/mBxevP7vj7v56pAZZOuLEnqFEwCkYBfQAA + + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + ModelLoad + + + + + """Loads an existing, pre-traind neural network model from a checkpoint.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import model_load +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "ModelLoad") + +if not model_type: + model_type = "CAE" +if not checkpoint_path: + checkpoint_path = "" +if not checkpoint_name: + checkpoint_name = "last" + +if load: + st[cid] = model_load(session_id(), model_type, checkpoint_name, checkpoint_path) + +if cid in st.keys(): + msg = st[cid]["msg"] + + Loads an existing, pre-traind neural network model from a checkpoint. + true + true + + 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 + + false + cee1b311-0278-49d5-ab4a-638047826dbf + false + true + ModelLoad + ModelLoad + + + + + + 451 + 4199 + 157 + 84 + + + 560 + 4241 + + + + + + 4 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + Type of the autoencoder model. Options are: 'CAE' (conditional Autoencoder) and 'CVAE' (conditional Variational Autoencoder). Default: 'CAE'. + 089c150f-7060-4ff1-80f5-e149c41219cd + model_type + model_type + true + 0 + true + 0 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 453 + 4201 + 92 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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 + + 500.5 + 4211 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - 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 + + + + + true + Name of the checkpoint file to load the model from, without the file extension. The file's extension must be .ckpt + 3e82edb3-5b95-4e3a-b1cd-3d445a3661b8 + checkpoint_name + checkpoint_name + true + 0 + true + 0 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 453 + 4221 + 92 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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 + + 500.5 + 4231 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - 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 + + + + + true + Path to the directory containing the checkpoint file. + 1b8f849e-c8d0-4a29-a934-60ef4c6c6770 + checkpoint_path + checkpoint_path + true + 0 + true + 0 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b + + + + + + 453 + 4241 + 92 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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 + + 500.5 + 4251 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - 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 + + + + + true + Set to True to load the model. + cb673aa8-e561-4527-8116-9c8da0157226 + load + load + true + 0 + true + 039aafff-a057-4591-b123-c84ef45f4fec + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 453 + 4261 + 92 + 20 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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 + + 500.5 + 4271 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - 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 + + + + + Confirmation of the model loading, or an error message. + da554e9e-bb90-4a89-8d5f-b3599ed8c343 + msg + msg + false + 0 + + + + + + 575 + 4201 + 31 + 80 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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 + + 590.5 + 4241 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - -1 - - 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 + + + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + ModelDimensions + + + + + """Retrieves dimensions of the model's input and output layers.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import model_input_output_dimensions +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "ModelDims") + +if get: + st[cid] = model_input_output_dimensions(session_id()) + +if cid in st.keys(): + summary = st[cid]["summary"] + + Retrieves dimensions of the model's input and output layers. + true + true + + 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 + + false + d43b2a13-473e-4508-84ec-47c9c1987a82 + false + true + ModelDimensions + ModelDimensions + + + + + + 451 + 4387 + 112 + 28 + + + 491 + 4401 + + + + + + 1 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + Set to True to retrieve input and output dimensions of the model. + db9a4b7b-7125-4c1f-9165-8c5cad568e46 + get + get + true + 0 + true + 7a0d1d53-1998-4508-9605-772033692038 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 453 + 4389 + 23 + 24 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - -1 - - 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+ + + + + Summary of the model's input and output dimensions. + 11c5bab4-fe34-420b-9f08-b00eef77a467 + summary + summary + false + 0 + + + + + + 506 + 4389 + 55 + 24 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Curve - - - - - - 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 + + 533.5 + 4401 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Brep @@ -20138,200 +19317,156 @@ Dependencies: - - - ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278 - Geometry + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + ModelSummary - - Contains a collection of generic geometry - true - 1 - ce2c859e-28bd-4ad6-97ad-eeed059b9c2f - Geometry - Context - false - 0 + + """Provides a summary of the autoencoder model's architecture.""" +# flake8: noqa +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import nn_summary +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import session_id + +cid = component_id(session_id(), ghenv.Component, "ModelSummary") + + +if not max_depth: + max_depth = 1 + +if get: + st[cid] = nn_summary(session_id(), max_depth) + +if cid in st.keys(): + summary = st[cid]["summary"] + + Provides a summary of the autoencoder model's architecture. + true + true + + 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 + + false + 7e5706c3-2585-457a-9c97-a7dce01fc57f + false + true + ModelSummary + ModelSummary - 1255 - 313 - 51 - 20 + 451 + 4435 + 149 + 44 - 1280.539 - 323.0298 + 528 + 4457 - - - 1 + + + 2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 - - - - 17 - {0} + + + + true + Sets the depth of the summary. 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 - - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Brep - - - - - - 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 - - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Brep - - - - - - 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- - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Brep - - - - - - 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3LwJWE1t+/+9ShJKobloaxIqiZKkLhFRNM/TbthN0mjIVAupNCgaaFARmjMTJRtpQEQhhCaKUGmQKO95erqf57nd9/0/fv//e7zv4X07jvtZz/50tfZa67quz/qe114bxUFR1A/4wS3+8HLC/1iZenr5+q3w27jRz1eRYckKDPLy8122WHmhurLqwoWL1JUXqC9UW6DIWLHZZ9PmQNYyX9bmTYHOPooM480uPl6uBqxt5n4bWL7L1NRUVTUWsJYsdl2spqa2UGU8vsv0nztXXs3y28jaFLhNWTeQ5c8FfMKWf73PJOdAV0+vLayFbhsn+vmzfH03B7oEcbk5b3LGRjw8PJx4iAKzKUoVttcn8vNOHAf/hx//h2HGQXEOh3JSgmb/OqFvP+D/j53aipt+PXOzeVYdbcx5VHF/rrrCaKHmd/h9k+m/2qpSNEVGp/6rsQBukePeHo9dnf/em9jU044mkxumXh+lBPZySPesFd8mgns7OtZWgHOsIZ4bH/XrT4/OX9C/+PVfCf/fN/z5oyL0YPZ2RT7y65a1Yo+XVfH0v2zn6QrfZCUw/rKVr3SSHtGS/csWj3vV5fDWjMme5OzS0Aq9XleiKrgkX4vbk9jz7AkpFXMjl1c3PXlBeZItE3iK5uu6ETveLp2d3zyIuFyo4XFvN7I6JG/q4a8epCF6f9DbYDfC/3TX/AtfPEhPIztJLsKNvM+IPFQ/4EHidjSddUpyI09TGt5e6fEgglOKZ3GXuRG3CLuO010eJKSu3eFQqxuJZMnKXnzrQZ4cqlvPNZFFdt66aDHc5kGsdbaFicxkEYMZOT7LWjwI50LtStWF8HtTOb+QVx4kWc9f0FKfRfIbK+t/hHLSf1zDPzpZ73+jk/n+rpMn/N/o5In/i07mWjFV+H2aEPl1u7nZKH1Ht9xftngcv570B2aZQNgJD/JcNpJO1WKRz8w1jrS3BzGyan7atoBFxu0umjg434PksPXcJBVYRPNKr5RNvzsJe6E3bTZcVM7Ho++DS9xJSINtnbUQi2h5p7+z2OlO7p7qW1LAxyK8X8/O+7uL+tvOnGMBft72XWydX7eyJ4Jusj5OI79uLd4+mn2jSfov28BEa7vmlbJ/2eJx/3qRFLc3+kfC64tv7qrO5GWR0aiInqvwevT19SUHJ7FIk9Blz4/w+o+RXazJGE3f604KdrtG+TW4EfF9Ky0DotzJBf8Dyicy3Qh1QMDL86D7v2faqITPTesj7mR/2IrD9WpuxHB54dZVmdCJAwFLeTjciFZnkonqKXfCvKy0ltxzJXP2G87UynEnB2OKzS0qXMnX1txTq3LdyWnWw2TvMleiXh/33iTPnWgsfSFAX3AlD4JSYn/LTj7u9DJz+0c59q/bHOUm12OKEn/Z+iS8074WKvqXbWbGIvIp6s31X7djb0X/usXj/vUiiaZ7Sjk8cSeupw0sD111JSXjq6ZpjPMgwzIb+9bccP33TOs8zhg8Ve1Knsc8njp3sQd5v8Xa/0mNK+HsWtxnr+1BEuNYBybedSXnVykfPaDn8e9OK1RmVCXSHqQ3/vs1tSeuRMrFINW81IMoGJ/mFG1x/bdOb9d83dHywZVU3RazFhnxIIE5o5rWn1yJtVjaDDsuTzL5/OqR+92u5Fe96+mvtfi7Tr5G/c87eR/1Sydzjv33f9rJ+LdTLizKyDU2Yf9ru4793+yPdn/87o/X9Uu2fPwtT+bPP4rkPyfzn4P/82tFUnab+9hveTL/3DP/Ofg/95QicVKXsvwtT+bPP//dM/85+F+HncodP/Hf8mT+3Av6f9Mzf/zo//v1WuYuld/yZP7886+e+fXg//xakXTMN738W57M3/XMrwf/6xxq4Vq2+bc8mT///J3Nfj0ZijI0mPb5//cxnKLOhHJ8FCLNXWt2TG3jJObtm9ZfDOIjlgWrHlzez0mYKXIRQhKjOql+m2ul+TgJI/LkYd4PF3QODCUephM4yAt1y+qL9t+vJy4+/Hm+MAdZqzbLSJ6Lj93PJ1ktkE0RijqC+2czDA66axtTJF+o7dlvOUIEDqZ2LSsSYY8h+l/7+/PB//Gaeprtv2wSP3vGJbvU3/Jk/u5+9+vBj72tNntAwT7u5ix27oFZ4b/xyfydiP5z8H8M4z9O7pjWW/ff8mT+OIlHMsunzmtZOXYyfz74X+ek5Df+kf8+GTJ6dA2uBOkKjB0g33+d4TLO//kZjh9rKzBurOH/11eCKBK+/HzBBkKxRQL83C0JtVOeweU2k1D07FyZs8Bpvq/tZ4FXvrZ/bCcFr3lOJ14CTlaquI5YkuZ7FV7bFRjwumLP+DLcT/OxV/pWhC0Sb7glGzit29d1DTmf3lJXK5I17PnB6z5wtk9Iw3XgVIjYxV1WsJ+HGib9uB97ses3kI9GGByxIvSP50afBWcB19J7WIn8462Tr6wI86Wm2JoNyFXj3t/F/WeXu8hZE+axNz9WpQNnr02b/BDbT7eP9gE+btF1npPYvirzcT0ef57RsgTgswOq7uZheyGRtCfIRWaeuWJN2B4p0Q9vIzf7bPcM99Mw1PramlA214pqvswicS+32P7ddPltB9P/G4sjFElRmh/iDRdrt27BShtCdncFhqRLwyCw+vxtF3B6S2j7chvCXBozXyUVufe5auTs4ztm6NgQOim4vv+wNHambxJyylXXUsuGsB3sku8lIf/ml7YFOOFTiXkBnSF33+LkWuDUC/Mzfth+RlH8DuhUH+4jLa+xs41V73ni+15oHpCATi2xNptvDJzOF6lwRr6C3/MqDNZnoVxx13Dw3X9daov7CctttIZB+bRKVGEe8iuK58x+HueFRV8sCR2+RPGiBkwG9qGdJ0yR6ykd7rQk7EatD/18yD0+Jpngcb6K+/gM2t/Im8PZCZOK3N0Zboz7v3118V2YVNtneD2tnEl0zt3+2+XL33YwjS2i6Py6HVt0Ib9uxxZp/rIdW9T5y/Z/aSb28rgjJ3CmBrBCPeGiJ130z/UCTl2q2XUU27s6xXlbEjLhidhnXzSZ55BLMs5gtn2mD3RGvuy6ziBsz/f4uT0arvKx6S5oH1/xSSgd26cmGcng/t+qTTgA7eWOp9uW4vt2Pat4h51X6VeaAdxXj3X5NvLIgIutOJjUZ1RnwX5Ce1q+VyKvGn/qBQ6CY3cbjsNxTrwZz1ON3D0luQHba25vOQH7iV1s34CcUjM6mIv7n/46F41r5D3+bi0eT3lE9E5sr+/pXw7ckmpKuP/Pg8n1uPSivxtMu/43Qvgfgf1Pg+m3CuH/oGWKvf+8TRYOgrQEvx5r0nxt/wvGFGm8XfnYemD7dybfKDDNy1TGKiXg7NkMe2Xk66rCp9qQ5qT8t0UGwOn2jBN9eHHHmxyStiFUXg8fxwbg1K7R9yU44z2DMxaC4eIjlWsicP9/b7512fUb/64zaqn/eWckUb90xv9jefeXEcWuKfGcEaQMF0PhteQojsBPSfVH4J7vZn/hwJJFpLVkF+O3PLk//4ytKvzDSVDswbjb83AE5M9YPc3m31zxXYTUb3lyf1+pjA0/Nv1z+P275/7h5C5LDZ/5LU/uzz9jPfdPw/IfTlptTh7Pb3lyf1uW/dOw/OXu98fJWSjsLP8tT+7PP3/03N+fxL/tza7/ae8/+LieiVm/5cn9bc/9w9z6p5Pb9oK5/Lc8uT9O6k8F9j+cxD/dd1P2cG7/LU9uKP5vFqn+qUz5B6FoK3EU//fJpa/vE8fVhGO9YwfM9V9nPOfTX89YpJq5uu2/zrhA4UA5nnHvx1/OeNzYf6pj//2fnvnCv2lVV+YqcbZUlPxrq0DSa6MaKmJUx15rEK5CLZej77XHuC5R1/vyRfOE3tjv9Yn3ojrt2fUGY+3WkwcHG25O5DAZa29KvCYufxsqaj72dxZjH4pajf29NTk6JKbks9p2bD92ZLF/uHGro8PY/hxJZ9DXJYpLmWP7dSaXTp826Kh0Htu/C9nTxXI4buo69j5uxHi2pJ/DK7ex92MRSddHtKi3+78/jP3jQ9N/vb8nufRc+8SB3V5jx+FNwoQHLq7h2zB2PBuIsWlBFVeKz9hxbSQzDzg/uy7rO3Z8vuR9jUjX9jN+Y8fpT5o4PUbFM/zHjjeA3GToRgy5BowddwDJ054h8GRO4Njx/2f7d33j9POD4OnkX1sZMiVhpR/znNLY64VksdwVe+PrGmN8GQmiOkmJ6fKx368gBr5BZtV6q8ba6ROZplFWo4bBWPt1ZERWT6tfyHjs70zIuxdRejvjTMf+3ow8/vl0gsXYfizJjTXC1jF7rMb2Z02KKHtnwe82Y/u1IymXj3mnb7Yf278D2efbESTb7UhGf74Pk5QcSta2vMAkm36+nzNR9l2yQrzXmbz/+b4u5MSaptWvlFz//QH4H087/PGURDwlbeKewyKGP4/HnXA3VVjMbXcfOy4PsvOyh+0nhufY8XmSz4cmOZ1z8Bo7Ti/i6VvkuiXVe+x4N5BXa4w9NZ9uGDtuH2Iu1+czOn0j4f95/P/ZVvylTum5xt43aUGxzVQ2TqGP3a0wB425ntlShH6Rckvclhc4U9bv6ghw2fsnC8UI9YmPp2toAnB6R+lrHgJ/V+axQ45QdQHdFxeMwlyNrxeNnAq8sWWuPii1ov6iTP4IcNHNTr7CwJ/5mzotJNTraRvLMnFuq3S3pEgAv8GyfbKYUI8fV+798h34h2WGlgzgb/mGFmsRKkM31vhUF3CfHLtsaeB8rZdFCaF4PNezXj6C4zMcVFKSwzpy78c1uoSS2Z0+kt0PvMLco3A2tDeQ/x6wklCl5+5nneeC126NwupzoX3b1enZqwi19s6c8YPcwCW/vL2nCNsXp3a/1ifU5Pi9LYsnwOtNezM95sM2INFIyoBQUQfGXbkwDl67PBusU8Hz6mqcvI7Qa+6LqStMh9eJh85JqML+y+bNWG1E2C5ZwrltyB071Fzh/IlSmWe5MaFWqJxIdRUCHsmclg/3V7q06lyjCaEvb+8euYDXS7z8RJ8a8GhR8wFTQj+Tii5cIQo8sO/DYrhedPg7Vz5zQrkbHq+dgtexZ7EurQG80bFPwYLQ47/vbngoDnxnedXtJcCrlwrpQh1vqbPgYMQM4KoimXxL4a4ws3exgxWh92gPZSYgX3v4tgVcd1LAmRlsTejpOVP2jSK/RBs4LYNtBrvbwYYwc64mjkrJwmvSan1PG/aftEstxZY0u9x82y0qD1y25wMX9BOZfsm7wI4wAqtk9HIUgEdkaeQjtwv8WG1PsmxEO60nIG8/aG+0HHh2xLy3DqTZ+F6yzl3svwT9rP7luNi2K2ucE6H0tNvXS2D7uHreI7q4eFbbN4VJiL7UJMMXyA0MajVXECqL+8aeNOBn05rsb84BHqYY8Qo4XSf+TsGZkP6ky1J5MA4oV/X9e2B8ZC2rjL3kTJpzz7d/iJiHx7/8m5weoRg2QpdWuJCsPY+Nao7i+OCuSL0KvHmh4dQKF0LvVTWtisPxMXVzpzOMJ/pkwgFzVyKwhjeqJAXHR6VWKNdqOK+efV+bwQ1B3Hz5H5CXbuQvAE4dka33dyO0KOdR7Y0L4PVGst8Qxl/W5pHV391IlkNvlWAP8nwfsV7g7B1eHlEsQg6pzW3NgHFGnRTI2bIG+7OhfIRF2Nxdlx+9WoSvG1fOWgvvqxgjetCdNC8Ne+Hlg3xT/5wK4MwE2aoZHoQpapFwrgt56CMpDxjf9B21sHwPQh/LS51irobzuUpqoiG0r3zro+5JeuxKK0tuIq86r10EnHzbO7fCk5zpXXLcRUQd+NJMm/XrgKe5rzPyIv5Bsz/mdCNXOnzmE3D2gilVz7wIzeaQEx5cTH7qiKyH6/njxw8pb5K18ZbHriAYxxSTf0YVzksqbD/3++uUh4rnyZ3TwT9nyrbsmgz8zLrpR/p06J1nOV9uxM9K9I2CGqcB7w94GC1MaPesQKU76DGBkeVvRYC/4lzIJUvozwkOeePGo990Fz2XBM64EJwE/Zp+p3jeKvQV1/WnDeifR9KtQXB977tOlYhsBz60UTlYBvhy9/lccNxu5+M/mn8FXnc6ggfHe4pgehDMpyclB4sPYftN8908cDxOmXYoVgeun6jOuUfoWWqg6wv659Ll4lEY1y9iul1q+oATl5u0ErQXndszH8bjtF0K5tbombW7To/H8WJpe94FxleIhInLa7wu/VnNpjAu6MsrJbNhXKxexeNOo5ftyx6dwHGRLHq1ay2hX2sx5p/G/SwK2gv3XIrSfmLWZUjYGbkvG9gC8FqxVFToZ3+aXJcxIjQfh/4xO/SVru8Na+g3uln1YZ4xYQecbH34WhB4sKJZFvYbj6vCbfBVrI1NPQv5Zz3VdvSP0aD+S1NCvXM4IT+CfltrnzFXE5eqCo9/MSMk5AG7cD3cTyjp8gub4XrR0nu5hC0I9WZFLSMd+YEJQbngH2q41lAKfCW2K4IfF5+pUzNrh8A/7JU12rpWhL10TxX/alxfPETcV8D1pTh3L2KCrwQbq+a0Iz/GWjkfPeOQPNcC0nAay63JGvvv7JPJnci5WY8TbQkjOZJzXAF6bKR3fhh6ZrFN73E7wgy5tZy7HP2jNqNIDjxDGR3Tv2pPGDu6uQ1ssV/lv/E8QP7NT++1A2HGXmq8uwHbZ33bvAk9U54dNOIIPlz6/s4X5Nm1F0WhX5njfO/xMsH/isTwGe7nduKaMuC0rNHaVPCVZnuz7B30VW1fPRM8k9Wx+Sj4irY1XdpyHX21u616PIyDLL42w8vOhOr3OM6Rjb5ye2WdB5zZQ1WtdCHNHnJlAwPoqyURx5eDZ7LWqe+tdiHkxMrr8aO4zHDiy/S3wBk/BMstwUs5Iop7wnGc8X9SjIDxRF3wF2x1Jc3OlQcLGegf4QCr+eAZhtKxqCA36K+aDQYHkUeFHH+IfMq4Dz/AV8smPJUUxvF3P91rK/onU9QkDny1nXV59AJym1CJ78AZO8+JcboTKkKicfkz9E+Yal0O+IepxZmZ7E6ybAV/8Nkgr6+/aQCeybJS9JP1IGe27z8WfAu52ObebkP067ygcx5Qsm0oTKVwHO84vvPQOpy/1ybreJIstevPZwQiXx87ugA8w2yYx1HjSfyfZ5g+V0J+/bH5beCMr8ne+l6E6tU/XTQHx/dSHV4zI9iuuNJ/04v0DAYtYVkgP+EilAWcXRuaON6bMC0tS2/poa/c7BTJLJwXbu+qxrGJsOuV9+JYoX1Y8M4Tcwt72OPky+vs7rTPas7TgJcMDg3juGt+u+kzP6EvXfx+xhj5966pMThehqyHW8FDviLTakemAK97m/ABx4WoyCkGbMvF79vKUMBPcNIrsZ+1Wi2zoP96PlwVfvcI/NNcvGsQ+/nURV9DOM+687b9CgNYU1m6V2I/i5aGV0MuYJw9dmxzPfD2Q0u4sH/2XzgqDPfzcpFVz3m7wUs3C9RN0Bvbjxw2hPmxRuxr7M1e4EPjmtKxH2Z1xkXDeL/q5uq0Dh+NmGSQ34rX9eZSF7YeoQ1efqhaMB5eq58KUcXconI1kRvGl5eYYHge+mpT1YlIvH4GRsVWMC6KojpTlqGvNFpq2EvQn7faNkE/54/XIqcmwmsXRho3eIP6dPVK3nq4jyQ/8v+EufOTxbmV6I05TYc8jcFjtx+lxKDHKvJCYsEbdIJ/4j7w1QAjUi4Cvcc4eqdGGz/BFSg/bEpIw5Pxr6bi/UP9dO5E8AN98QPzohmh1SL3fBlAj/XueHPmp0/2GjyF3OX9tjNOHu8r+aVftNAbUz9K3LEghLcuj+ji/aO2sPA95pn1gsu+WBK29ZWn7+rRS0maHfHgDdIc6SViTbIO70tkTsL2ztqainAdSUtTqSz4qqOCO3wUx9MaSZVO4GyHgGRvW0Icw7tELXE8Jeuu3Q3eIMorxm2yI5SrMfPliBx6ZovqDPAGEWpYucee0NVHton5omdyd5rcBU4LjUiecSDkwNmD8TV430ooWxgA3qC41M89cCTsEqVNlik4/kIdTgqDH+h1M/Z+ciKM0+IpZcdwP8MuQaXIG+wkw5mE4WSxfXE6jsuC/cucMZ8kHnso5EyYedE3jh1HX33q3jcB/NCsG9p/EnIXVXsxOhZ9dZHSLgBOdkq8WuhC2JbjC4aX4f3P1JFvDYwDqmR/fpkLYe5YLCPUgvyQqe874HTKx8LVriTehsnpZoDjuC/CMxK8wWjt3/rQlfgz5GOkzNBLc0LNVNEbMi433NyIgENUybtS5PenPXwMnH6yJPgz5C4Jq61hq3Dcr9wvswu9Eb5g914WqfPnLVvxCPnnZjVO8EMWx7GXg+Cxb02M8ddx3E++Ouk05paIgMIYd2Kckml6cTHy410Z5uAHptiKhZIeRCBHsTZpB/Jd8VHD6JOc3PGFHiRL4pvgj12Y+8/0v1oP9UBW/5sdS8BLIUPhy74ijysJSANOP5DVLAePWSi3Xe+EeUgvESt9YYz31Yg8JS9i7H65RCMIvTT+UIuQCT7hcGDTIS+SJTt31TU/zF3bU7YvAc5s+TinzouwG4sWeI5i+yMs4Q70Romf8QkBNrXUXbNOXgx8oj8ugRe9MfTWzYmDTQ/Or3LhEwR+KuGlGV5v67U89zgJUXg1SZFfCLg4c2UmXtedA74OEoSufFy6Shhz2qdg9xq8fqceJt+SI3TxR+MbreOAp7/51oc+oQ6nvIB+/bBgw8wyzEsl616vRm90rZ66H35/Jz3nbVY/cOMpS2LxPF7Gv+3F425Tiuk8Bf5JF5z0GF8v6jZ2hXlf1bh4Sjt6Sf+5vizWO+sfkK0w3JgLmqMvfwC+ysxrE+QQOr6GWQ7zj+d02NbQIeDusyuuok8cjWL7YT45Ri2VkuGA14WzlSejN07sVNSC8X5g4YR4E/TY25sZtljvlAmJ7IHxm+XIkNNDX90x2JoBOYQW4H53HsZjYOs4LgbWm/cTbgagT57vb+iAOrHRU4x3Ez/OOw1FfvADW8yCGg/56mV78ItW9Ji0z4wLwKnDFvIy4CsHiTCleMy7sbf9TXQxV4QIL4J8NWNbd4TYFOBxEUWDyFtUrpuaEfbOlr33s9BjTprTj4I3KH8n7yBzQmtu1KMd0WOl3JQ8esMrc4gJuevZNTmVrZivtjt2PcIcYsTTF2NJqIOnK4Zq0FfJI8PB6JPN5yYWWRHqlOWqpBXoq0y7V5LoDZ1Y2xrwmJbte783yFnddc+Ak+VSclNtISdozqrGhxCovuQLQeiNtmQpSTvC9m2326uA97/uutuTwRt00P5uGXvC7GzkGp+N/kmUm1mCPEylaz34ytSh2d0TfZX68osj1jtfO5n+joSaJRrHK4jtn5yq41qLS7vuovFOhM43Kjgqir5y36OWj5x3414r8NX2qMlkPPpK7lS4sQHmkYSqDiZh6iwb8PmBvFx11xf0yQmSFgy5KzxC5/Aj9FjXV9c08Abj2ZwqbshRqoJpRzJw/uQfEdFCbzioKR4CX2m1TB7BeoIKuqzxHHlaoKWEK6HXJTfp38A6cfU05S3gDVK3NuO4KzHOidc7Y4Dzxzs6lWGE/eITqA75SkSzOrUMedYRwwr0xg5P/wo3ciY0R+u5Jc4rE65XauABsrWq0IJFKOFvMZatyAsKU7cDZ9/7/OEeixgP1Ma1R6NPPORy6oA3Pwld5OJO2Lmv13PPQn645w2MM6g/NDM/g8cEckw6dNBX5+PnbUVvsK8L7fUgdV3+/BMXYnulhovVyAtmRAuAl2pKxaxKket0MQVN0YfhDxM8ibG9xomgXTjP5zYuMAWeNV976g9PEt+cVsIbiDkgaAHvflMc/4uXOXqRuoDcW88n4DwvudlcgPzIqfxUL8JMuycVdAPn+WiF9E+/9jwNcBdhk6eWoV5PRcEnvsEZd5CLcpjWQ04aOrouVhN91bBjaBbur/nBiYB3OpR7r78jUxj4HolpG3F/AoNHJYUIW/fKDrcmbJ+6I+8I5hCFJtkCuL8a2kusFJ4E/P3St3cwh+iWfRqAcbDNbNY7I1zvMqwiPOgNzjrxKugn0Wsje6WGgHsbKyzFHLIllbMbfCbJmWHV+Bo8s/ZCUQSun2gb7PQDD4l2XAqYg2vfgS2mT8AnlOyQ8xfYlk1PLg9pAc7a2jMdvEG9CiysAB/sFBXsPf0e+ItPRy8jf1H2/RvM76ZHQUWiuN4lz5HliDlkqc8LbZh/PqqPLq/5BnxBNOMb+sT7BstBn9B+g24h+9BLc8ICs3RxHHU4pML8OMpwsg1C703srlqB3ihasaPOkNB36nIuNWFOG3ejshn5dqFTPTB+2b0cB26gx+pYi8LBG+zAinGHIXfx3uyI+Y7t9+8PlwdvUCo3GwvBYzJvNvnbTcJx1sa+gz4J2rmlxpTQCVNzJ21Bj8X0HfTB9ZOdYu9bIHe9E0s+2451ZYGbHYXrJ1pRP1rMCfl4f98heVzvEtnnl43rJw+p3O+Qu9zuuI+6o69s7mfoY/1yW+aTuBVcqEVdXfzon+fDVz8hn/SmRtOaMCsDHewlkJ+MuZEHPqHFIt6H2BC6TWloz1TkL9YnYQ6hwze2JEDu8hw3YCItjfefbKPXmE+4VZwP2xG6uyLJpxxz14G6ibtx/eTJ3LOnIXdNuex0xAN9ZZiXNwfrFPbV9/UOhLpmlqDtgJz58el95Mwa5c+OhKGlWXt8NnrsgynnJvAGHfVUjQfqQUem75c25EszGsXWoz883h1mkubihdeW56Lfbr2vZmM+2cJ/EOrErMUBpmfmoscGNL65oU/61jZecibsucIPzc7iukNuTBYneiNw8pXlkLu2LhLqGEQ+ZeN+E8wbM49vv+NC6NWPP01zxackKh0a0oEzLLYNGULu+mHJ4udBLwkeud2LPkk7qdTsStiR1/QP7Mf1iFbOH7qYQ+Y87vUBX0W+evpwBXrp0tbHScg1Zu/57kaaV8kLN77FddKDD6NfA2fI2GvtZJEswVCBXI2f61T5XxeCB5i3nOOmuBNG9JrZJ8V+rpOGq0egH/jX1mVAnWg9Ii4kiO1j5ac9B07OjHgqe5D4tpys2SrIi8LHzzOD61Pfdv6qBzGe6iw8rhr3c+Th9WDkTkXuy8FjhYt4OeZi+75KgWvA2Y+OVl72JNSkvVkUL/rq4+rW78CbuSRt5L2IysrUm7lL0C/PVNmzoB5gCz5a6u5FBE5m0vwR6JcLmQqd6I2syFDRmWx6XmXbSQv0lbmwynaY/5TG9NiFwmx6QDlCdjX65+2XoCfoE+rqPc6u6+zsDe8176KvZJ1iGeiNyJzQbl5CS9UmVt7B3KVKU2bojer9WTxShJ08944iJ67nH3n0+ACuhyhmZPApENrcv6nj4mTg6t832aA3yLPGz3AfOieXVnMVPZZYL/UO+arKjBfg6xNqoVZ9HeAN65bROPRG0+IljuDFkh0eyye/BX69eJI6eiM0YvYL8Bwz8pxL2D3gPF66r5C3qcSex/3dfbKyswJ4/fVJe3A9RG3//Pfwe//q1tSpdcD5v5yeDd6g6CK92eADwdzP9w40A/eRWF2CfHR7gsRqQk/3yFdmo6++2ek7ok/sC5ttYL6+K359bR/Wm+IJM8ehN1pc5RJh/gWMs+mdzYn35VutWZhP2Gu+XoT5NLxux12COaowM28VeqPSZXcfzI+2OZPe3cR1/gp9vy7kLfKVwuCrCmWr9lfI5+qsP4B1Tc2RMBUYX3tWLXnlhX57/s5mHnpDP3cBMSNk4bbAA1+x3hRzkK5FrrmM29qcsKV4RcXLMXdNubOSheshPEoaThaEdkyYOdiJ648ZHacmwHGT8QpSwZaETDGIeCKFeUzl3bpCA7wPVvYkQu4alfZUFkbu57LNDb3x8GREvTWh119UErqDfHjDgcnojYqlUf02hGEv5HrbBj3mv2D3MVx3PeDd/QXy2Pbwl/X+uA7mX7RZHbxBGydlfrUjWaxDR+UC0UtSi8qa0e+xmvMY4Ku7r9o/pKLfisX7wtAnW9dqaTkSIiPJXyGE7evFbwtiPWIT2mftRLLOP3HtzET+IcnSA/lVn/VLmXDd9jxeNBc9tulIyFX0zzrH2XeBn9noqO6H3GtWHi94gFw6usYGPLb1ktMj/LyA1qNr7TCfFD5QaYW6cusJk45I8Bs9fe3mAvTJjopvG8BjDoM7l1BYJ27rkB7A/Uyc6NcFOW3nff5NMVC30N3+3frQf4zlJ9x2uhKqOEWe0kZfnfqxNQU4nb3mwgTIXQ/cFTMF0Us/ls/owtxy7m5Pohshk358lXmGHut+uVwTPMCI2/t4BtSDsldNrzdhXTZv9c0YM7xfbI4thPpRuaR4lxD65Ejindfok6yo+VrgsTo5c9NebM9M+7IAvMHwCLK8407qOuWinA2w/cNbi/YAzzKsl7GA+lHqjducL8hH5/PXIx81+dEM9SOvVfxFPayXvKi5syDH0/51wp6ehJze3DkQjeu283jNfIEzjuyI+gi8vT1xdjn6qj90aTJwasLkQ6pe5Azf4SWiG9BXn90OHUdvTFli7SbNpm91RymEiIM3rrVICOF8ph+Eb5nBZm/eX3jvC/qH6RxThrzOeG4lN5syYSl4DaCvjGrMXdAb7HE9E4d1KO5voibzcB2MO283hX6IGXmYJAL9cvqZ3AHcT4lYciZy7RxhZ1lCYlfXB6fhOtgV/u+4HkJ95rrICXm64WvfhRKsHze8O3wF+cfWS/eg/3q2EaO7z8AbBw4nMdEb9ySD18N5Ngs6JqrUAN/w4SUXekP8zbZr4N1gwcTw5zeBK+kHFyC/pr9PC847OKDi/oU74MOjvoLr0RuPIr8/gPNQbZNiSrcC/1rd3Yeemab+kRfeR6t9zS7FFuB8mty7sa755E/69Qi978gD71H00rD8IVnMGyJCmnMgd7lP9VPmRO7aJHMXuUvcSU/wgWPcndvnMaf1PWjzxrrGfGFIPOSug4funLbHdf4nldUCmDfEyw/Wwrz0+iE94QnWoZd2xJagT/plDkZC7praez9mEfJZVxTtsK4Jo4KOwTx4cJTbRRr9uTfyNdY1dBqP6BlTQmYJPP84G9fBph+7nY4+eUR134NxephvonY71qERxTMXYv1ye3JKHdSPT8ItR2RxfT7uUuV99IzEbf+XMI5EM0KTGvDzwT01KQHojYufCgehfvQfsDm7EPOYJ3+IAnpDoSVe1ZpQzoEHcx3QVzwvreqR2x8ssoHctX6ajcFpfC44e6hBHesXzk4NN/CViOjxWXG4DsZ7QTwEvVEl4WULvjJ8PfRMGDxDT77BqkfPnPnEt9se+uXwq9qvWFe+VHOQQz9oPVqYDh5zo4S5FuPnxMIrd239uU4y6+1lR8Ju0Kd9SpDztDPuIN/T4fjYibCV8lxfL0KPFZqclURv2Bxeuw18JROkXV2C3MY63xfrHQ26mduZUO2zRPX50VduROYa8mo/7wPOpJl/39LjXzCn3ZziOwWuL8nyrxcHX1lxLDJbhXWihVSdLXBqxo+bGcDP+PDsKcA6kcEcKUCf9EoNzYV8pV8s5DCM6y/D2icwh2Rl3tK7BNyU7yrXA/TYkcGYdeCH5tsZXLpuhPmjVvNZMXrsy73iTOBUdEHbA8hdmoFKGxPRPx5HZvUCJ/JX4+0hdzU63brKhblINFt0JXpjPHnZBX57v2zlmvvYPiSjIwn5oO7cbe6wn/RptevRS9sz6t6gTzTOzh8H+crn0FM1Efzcuu7MTg0YB3Sh/veDHnDfab8m9QO5dEcyri9kOa1dKeNJBDxMbS2N0UsqnEdbgDNE18ld8iRMvc5xb3TQSwe+G022wnWbs4qjnqS5SPr4pUTkN7c8LkFvHHoSVi7HpieHRe07KQV+mNlwsB+5gtnTfdJsdvb3DaJPcV1r/mgZrlNTJ2Y3lQqy6W0yClqm6KWR5I6F6I0su5Zz7dfZ+ht1qtZhe73xq58i53nOIQT1Sf/AgM935L7nHILQG7T2txYYx0yeGd7c6LHYe+/wcxmK6fm4Ee5nt2L4FLt4gMtlfzuMPPIsx1Xo18hd1yatxfUuv+pt2pg3aswe28J11OJK5R54DvxgzpQW5JlH4q9B7pJc9TnDBJ9zuLQ9ex964/xTCWXIgwonS5823of23bp88pg3ZDK62ODjW2vG2b3B5ytGdJp/5pALV1y54Lz3fOJ9IoTraWsb+5zRJ3bXUsbBebTtuBl6ANfNJM55UuiHimfX5OH9VSKa6WP4/EdEzGf8XIbuGlrpBftLuPDKPPQrPi+yIXcteoPRPS0Nfv90e4PDPqwfgya69uD6qluD0VPwxAKTFeEnMY8F6SccQZ88j58wBXw1VLFr8nzk3/OdtLCueZ/wQAHm360QXZF63M/ruNMvkRcoGerAfHpvNL88D9fZ0gS8g8EbtIG071rIXdurHxccFsD7qcLLyegHzlWbHWBcG3KGvL4CeYzOMdWwwLqmx+qiLYzThnOfJa0hd9Fyr9adQn4spigQvz9xutrYBDxGD/CpcsJxsIePDpyGcXeFDivGupLeoStkhbnC4dT0x9aEHDLuiLZBHh0/PRfziXNR6QcI2PKfb9iw8BtiCVcFe3A/CTNs39gSxt3FSlMMMEfx6T9diXVKUcy4SfZQl7nrvolAX91vlDwMnDJYKCTvQBhPjJJLipH3xRm9w/bSFW+Wg6/qHulcX4++KnJ010I/tHLfYToRcrGS6dWL+98ybHEA80l3a+MyJmFwN4ulzoTxSO+NaPyZQ2bJHrzDJPTW9NA8bsxRqpPslOF6Mbu4JU2dwfMC7b6rkIca39mNPululMfc5fe65LSsIuYuryrMIWz5F6V+UCdOGqe1fQrWicFLtmAOYe8LfDLgQvyP9XN038fctSZpUhByGa7iPa4k6+NzekEY+qrc/est9EY2cZ/iRrJKP0pQvuir5MldQuiBN1XNaVA/+m6T5PFE/zgY7PUATqpjrymwiErNZO2INuSj8vlXgbP7LA1KWOSM4FJnjhzkr/ljeaH/qMn9eXruhEoTTSxURL/1NJ61B840rx9fB3nM86u26zT0kvvVGdjf1LFsU0cPwk5/lz88CXNUUiX/OGusl0VWdnsQJt/gh4EA9BUVY2EFnO3nXUV7EuPGanfXg+gl2y1vaOTbWfurIXddM5SZM4R8cNPqU+iN/PoMsTnsZv3Lc7rXSYMfTs9PeY3cevp+Dnk2eb192bnymcC/+Tqx0Bu5bTMOzmDTSW+3npDE+nHrAR8B9EOkrOQCyF1xH2R2q0oAD/LNv4yc5pv2/JsOHdBEbL9IoveWlZugN5oDklJECH0rgvWQG71nfCnyPfJDu9N5ZYE7nFIWwOcoTGNuhWEOkU1dyYT+fnhtIHI5fs6omDxPAb0xTsovBfrJ7dOH4/m94JN30g9rkDeJRQ/CdbGeLbVizwPww4OJRhsxh1h8cWdCXUvmzLpaexfaK4s78qI3wselF0DuqvjYnnkTveQs0n0RuVTeFSnwt+QWlozdMHCNiU/M0BstmWbLcZ0ptWVIrhT4gZDoD8hdJlAmcJ1umgVkz8L1/JlD9CGsa3hKg7FuC14VdjIaciiVQ0I0cB31dSr3PTjelWdEjKwwd0XXVr9En6SJKk6A/SkvPXdz2Q8diuYIi9HFXPE2Z/0a+L3Sp8Fd+NVv2qVJKgk9Y/bl2w3Y8py64hmKPDhjtANzy4XzFs0w7613K3nkDcB+9vf5qaAfsttO4PqEk9As21T01aPIsjDMG88Fu0fMCJ0WdZ91FtfTfEa476E3zLqW95sTIpW54lkYPsflxDt+BvrhtPxMXqgTs/NnO8/A+lF0i8825PZ9ngZWhJ1W/7ptMXrs7k6eWuTF5sY+MB6HPLIEQjCPuVSumYU55PDJwDgbQr24oBmPz1fQZQ1tXphDtqaaRdkS8mO6UuEh9E+g1rJy9Ebus+oiO8JWF2RRc4DTrlENApgr7mvOu2tPSOqjd5sdkV/5puOKueLTyECHA2FT3Xa3OdFLRWaml8yxrnLgmAB1Yrvg25IH6DEj83k84AFm7qNOASYh+QqSvcboqxcz5tsAb66obE4HXyW0t0UVo5ce7XuZgz5xm/dQFryUo5o4MQp50oXh75hPsr6+vOxMGBM/e3uH4ueMpuq+RuAHSu6ZxSrIV2sS59QOo8fmq0umoWcmbhSqAV8JqC3ovoT5as7nhR/RJ17x7y1dibGjvj+fFa53NR5M0QY/MEbdo9sgd+2ffC12EfpqnfnGOCu8X2ir+EGdeKfaMHIlrns/Vw9rQZ4VPm4EclfR4aLEcuT3Ln5aZI3zJWJWLAvynqeHfQjyYcUX4cjdThWIg6+8Jkkc50NfXSuLeIo+OdzEi/8ilufhsIif9WDfIt450H/MmSZtqlAnmpmeUHqEHtP1O7MdOK2d2HPdg8TzZL8l+egrMnzgLnBSLJ9r4EnopbtDSy/julYxV1g/8Oav3d6HPEm86crudILr4AUuSxPRD1ffDAUqspnbLsyJXikDHnh4PagRefnFxBsKbMbD3otLH+EX7wOat5uhN8IytcSk2cTo24BmMuYlfv8yCv2glfEmaCqbplkeBcPoq0yKMw85XTxDuVqHKjDsGF4xA7iRccIq9MaQaf79qYT29n52imAdOk93ymvkF1TXz55F6H5hGT9R/JzRcfpQCHqD2rHuPowDc61rwe243sXxgU8C/eAVMQmfX9lSe5s/H58vlVo89xrylf4X9sD1KvFyKXrWgOtgUeecMW/MlZcdXALzV7BiV1sj8GGRjxzojZOsRgNtQiWHWpWfw+co1l7TKUBvKNtr+uP6/C7bu2bfgC96tHc25orP55g5kLsC056lq3++TtHdX48GoE8sDiXkgu+13Ga8Pd4FfsgWv4oeoWVzTOrB38U/Rq5N/g5emq6vIozeMLfVkYTrtCE16pnjF+BPluzyRL78hbol5izvT71fwWO0i11qKfKkFfeT4Dwazd9rtKOXdux3m4L54atTohe8j0TrvbX7RqF90lpxZ1xH9ZX6GgF/p/Dw41F39GFdd2U+roc8r5kRAXWiYMxg+QusE5m07g/kUx9mY13CvOKi5oI8ynvKWvSG1MwzxeaEnViw2oLgc6r37PpSkZ9IrK2Eeblz9hdOQ/TY4BO+L+gTS73S8TA/vn8JbhPAPHZQcsZa9MY+Vys5a0JbWy1dx435SreJ52f9cp7tagDj1LslOXk++m3Xy4h29EmELqeWLaGLnRsdXNA/b7YZLcFcoZ6b6GxHqHwTzeYKXO9qKn4Rjd7oCd4QCr6asGr2eUX0m1lU/CvgROLu/aOQuyp0vvfTuJ/3BX4q6IH4CuMrjoRoFEoYmqCvBLx09mIOmR48rdGJMNjjrIJnYz1YXdFfjzyEv3Ir+CrJUzTNEeu+HfcCpDFXhHvl/mAS5qXEKXW9WCcmnGvbin5IDj6SAPVjjzpXvwOu2zNfhZUj9095zAf5KsLz8zZxXNcqP1o3GTyQ1bqwMMGFnHHVE8w8jfmqRe+jPXIvS3GGKzljPOQ7xxN9ZaXVX4zeCDknVQy+ejfibT0T16+SXlz6gXkmR7BviRthyHKG3hHDvMSf2WFig8+VBZNq4PISV0eykNuf3XPSBvfzhrJhEUY/veyuJfrqdsS4L8AZTrYz3rIIfd63VxHX4elymdX6ULezBz4/CHQnZwbWRHg9+vk5Y3ZQCvCst89tfrgTui4n7GoR+uq2seB74DT7eG8U5K57I7W2pZi7su25Ne3wWyumdkKeRIXuKpp0AX21OXmuK3DGUHqyPfjq3jdx71noq0mqdTT6wcWi9MF8Nr2ivUhZEX2lLPOoATlXpMvyeWzSNCTSWYr86Y87RuiNczHvkmTZtKV20ZOlmJe28p79gjz9veGQMJseDBva+B59FZy3OxO9QaKWCvddp+3OHFC2wvYLJd7oojeYZZxvJoJ/wheyqtBjwdM3NSJvNo2fO4Owx0V+W9WO62ML4jq3o098dui4wX1u8eBqIgkeo3PsJvCgH2LmR2+HOtGNd8vSUC7gk76Ns0F+9Kwdfl5LtdklUpiXdutuL0C+sqQzBc5/y579K0LegGcCHrd+R75mc984qBOvrXj6JAZ99X3eU2PMG1bDx6uhTrw9O8cz5Cu0T/UZyUZvNCwqmwi+OrrrI1MEPxdIt9L5iO0ZLxZw43PQGS3VfMXgjRVr6pegB4w2HRcDX822ZVl9R/8cY304gHkjfVjDE+4DVz6LNXdC/qEebhtuxvbHblw6Bv2g0iuq7QN5jFaWOL8Q65djfY9eryN0Yt7mWSKc8PeWzk7hmE+yU+9BnUjVRyp0VKKXDObeeYrt5VvN5pgQ+lRS0NONuN6VzaiQw3rEh7t7Mfgqz7p+2in0knpw71b0SVuyiAXkK/XwMytP4XMRGzNiq7H948hnPuZQ99Wf5v+E6/NXrruJoTeSrJ33WRC270M7Sg08Rt//PrQJ/SCSo3TLkrCNq7NjroPHaBXmxGr0ycQVPm1WhLw4YHOlDfOYSuwCScwbH5ZtnmADda721Mer8fPKtTHiDugTZvKZThvSvDsxn8MVPeOvHn8O+ckQnakwrrNXNCyxl8G6cn0XF3qAw2vifPAVf7j74yH0WI3SZSvghN/QZj3kq7wrmZdbsb3Hh55cbF/8cpmnI2muSO64cgT9NsQq/Y68UZQjGnzF5dy3Jxzft6Ineh14oPlL1RUT8NJegRhpDfTYysbuVPSJ9szRp+Ax/Zy9aZrosa8j+NVziqhtsfFxJsSB/4iSPOa0G1/XKmB+KLukUwseiwxb7d8BvqJzrbYFYw6J93SyBo99Ulmndwt9ZbJDrRp9UjKtpNWFGGs+msedjfWgtdBtcfAAU3bFUIAroSceahVQRF+VWOj62GKdctP+B9SPgRMu3x/E3CW4w6oc+YXQ6lg3Uid6ZubWveglSwnOaXAds4w29s1kkeYtR6Z8W4S8JJ8PvUE2uh8qYJGe0JycWbg+T4cppV/A9gcbpi+BfKWqa7fiFPLTG0+Pt4fzOiF1/bY7EXCbaSRxHNfb1Z5GWAInbrrjTT1Ic0RGgcfPfFVY6p1jj/k3z+EVeGxY9uyCJPRVYabiQ+DsluyH8pC7LIS3nLuD9SCnvpM3+qGpsy9tAbtZ5ugnqU6sB3cKK1UiNy61WqbMZtjvEb+1Sxa4RruhMXqDuf3edXk25bldWI7FAF7LFG9BrjLXoWYGmy2gemLyFvRVmHLsSvRA3bjXUhPYpGFu7D1r8BV9/uylwz/5F7eurzpsDTpff1gK+IWtum3IuVxPvRImdFSsmm065i7tjbqL0A/3npVqyBI2x/empAvosfvnO0OQq2RWmECejjk0JYfFC/ux+TFc+7N9wrNAVUKfrj8yqYYD2t88qjAT/ZAwrHIPrle4gtGg5gfwTN72Qn/kkbydelAn5mspXNYbBC+5GPNWID8anXwX6sSz6qkr674A15McFsFcMb5/q6Iu3B/z7d58wf3XHqlwQT+Yp5zF9byY2086fryF/QtoKBdhe69hcw2oE5MUdI7KQ51I3zJT4cBc0XsyMRTyrOPkadoT0VcKHz3NMFc0zvK8CrmrY0X4yzRsf61a/BRyfs3wIbg/1Cqf8lHggNcKxhlDuJ91j13UoB9caqujIrAOjfGvWoM+GVmz8QJc1/kisnNl8fNESdW8FPSG7KZLNXCdeM4XnA/B5x84Lp5+j+0na31rhfM+mln5mgW+or/t8dTGXCH/OHk8+Mpsd2SsDD4XkSbqHIfeSCvLm2lB6Hurhn1Z+L0hP+bqLmzPKC0A39AD84flO9FjLwQssH4hVOrXXVYwr130yhZL4PFLrT+EflA/FnwM5vcyr5Gcw2K4Ptb+qg7XXT+vzMd6Yr+7lCwXeuPqXn15rFMmHFTItiXMVSdTzwxIw2vnu8XB6Ac5jgU3oE489linJh19lb9/4A6230zVvgKPjf/iI+iIfDSYUwo9MPdiNKcjofUmE0YH8rrE+YHojbSE1TJQJw6NbrZtRt4z/PAWeuZIiJkU1ImPMsuchbGu5HoZNAU90Lr7VRaTMHbH6qqmoK+Oq+5hYQ7JTB9cDPWgelbc8Bf028m4BswhlLRt9SHw1bZ5Gbdi8XnHuSrhmEOYR3yezHQh1NrsTrVx6KXkb4swh1CXEmXyXEgWj4yfz7ufz5H+6IyxwxxaXKzhSvw/HLYvtUdfrYme8xo401YqoAp85fRCZtUA+oo933YBesBrnqgl1IM5U1W/W2O+ikt/GwacuWGaRIcb6enimjRfCnkPx6wn6JPVhcKbwGMqVoVb7qLHkjw0ZjsAF578hHInKl597wOC0FcOuy9sdcDxMzEyxp2QW8sEwo+hr6JNZGsc8Hkdz2YxD/Dw6bX+Megr5YQn4o7QX+enF+Z4EKoid7GDL/pKM+X1SuDN8x2O9XgQFS6F8I+x6KuKUpkT6IfHO2WMFrLZGx4zZ1OYo9Tndj1APp3h1KPCZnfE2b4QQV8JSohJowfYy9q+KbCZc1Trkg1+tncLs0bes4JDGF4XfBKyNwdf0ccyNYqQu913apjOJv0mdvdUZgLn+hT94+d+XpSNa77OFnz5OEcDvEdTIl3r0Q919sRxCiEd9RuPtkHuol+PXsxArv/DaSmD0I+aBXsTRYFrc7p9RF7BHLmuQOizMuO9K/BzxgURckvQD/Od+barELp8Qengbh5o39/2PQx5Kr95Elxf1UEDiQs94B9VnVHMIdSZw6enQ50461Zq7Xn8HpD+93Xz0ANZTWbJkLsKtIom8GO+2jTjYihyaiq3INSJsguqHvBwwv6L57ysRc43KXYB5K4z0YKdWzHXfTDSE8XPc8MSFdUgd4nGu+TOxPX5HccqvNAPfBlfvCB3RV1YJMvuAy/dCT1Yhu3fdV7Ngdz1LLcn9zmuO02XO8aPOWSX9foOyF3iwXYfeDBHnWeKuSAP0bwjDfeZzAxXlhi219t8+gJ+XvNkd8R86M/KqPObvH9A+8fRQZxYv/gVfNeCfrg7fXej/URcX3C4Zo7e6DsuYmtK6LAZdVPl+aDdDMUFOcgz9Sq3wnVqb0578wA9ZuKwaQj9o+pjfhA8Fr0waudL8Bid7mdlYY05gnN2vQUhb2MOCBQJY/53VMrF+mXn8JzPcFwv88TazdBLN8+LjCB343UStSbsyQtOFG1Ev60aGNJCbwQJnh+wJkR5d4naHMxFvst2HMR1j0XZeyFf0BPUT9cmoq9WLFVtRy44LLbEjjS3JE4ZEcT2wleuqqEfKovTzMBXRbZaF39Ae/rSJt0DyAPPrgl3IIRT6OPxWGxvtGTra+QFPIWZ4DHOJ4fDczB3JbxnqWL90lVGXXcizDOD93PysH78tNF4G/rhnBXTlknYs7afFZqHz5fOyOCux3wSKFQ1AHksZr/tD0Vc14q6LzkNc8jxtAmu4KsljjUnSnC9/UOqDBN9EnVA/b0zYdu2fN3uil7Sigk5i+3Vw+S2gq/kujtZYuilI+c+jQMPMKYlD44HLym4rVVPRi/ZqEZbAm+mr01PciWUP4e1w1T0j0uHbB5wZtsURVk3IjDqJnNOGvnJ9Zu/I2de3n3BjfgXzqrvnI68JCB+PXqjamG5LouwO4LOb13ys67cEJMBnFEjb1wLHouqW+VB0FeG5t0fkZdPe2YJHmuNFLmWib76Etup4wT7kQ180e5OGO59k3I9sR48PyHmIPAsgw9rAiFfKZFpk1eir+aIG5YibyIZVz2IQFbQp9u70VcnDw9Mx/n+qCxgZBGbLrc5wR2B/pkpMUsLuWHv14eqbIbAHJ3gcBn0w3GHIz/9MCBbNI/dnD6+I22HHLQ3aP9XDok6+K5fnk1G0iMGrmLdN22Xhhh6oL22d48Em+6Ya7CIxjxW90LEG7mKaOR0qN+EpERN16GvmhQs8bky8N60Oz90mPbxp+IWYvtPkat40QMVSjcpGN9LlCbs6BaD9q4Zg47IdVmz/eQIPS/ZW6YQche9Vm1rHnLRqUd2QM5eEdqkZY3fD0ruXNKH/HLfzSvQr6mDBW0C+Dzq/DeOq9AbSuOD8XvDtq3bJj7H9XzeXKFU5FPO8l2D3KWXa2f98Qd+bujh+RG5lMbRmYTQPUa3Ld9Ce7rjQfsy9Ma+ACEDXUJtLvd5wI157BzLZT96w5w53gK/3+a883MoPj9WMh86FvPVk6EdkLsU+iVvm3wGzyzf6q6IPknbLV4Gueuy+gjnUvz+44Nv3aGYNzpNCkcgdwkfGG8ZgX4rz93yCPmubKIB9bdhFPf6U7Af6vaboz9zyLRCwRDIXYMLB1RXfQR+qEslEH2yv9ywAjxmERfUvJgLx0n9+ErMJxqS4m/BYxvzH/AnQP1Ih0YIC6MHnqa1DpsSto1idMbdn+vzAdEeyNfobxeE62rP1zt0Gj22eCtXBXombq+8OVynuPubXJswj0XalwqDB0iXo0igJSH55ne060WgXdd5Kaxf6Afb16RA7go66DY4H32VHypyGrnVnLs0eEx7XvZsO/TMo0ODnJg3xHjLjtsQInf4mrUa+mqqcY0F+mT6JL4b8HfcYvt3xGH7kxupXOSCSStf2hFGT6FETQK2j5m/YwR5OvdNLvBVzyXFhlH01YRRn/XoDbZakiT4aoqlhthz9FJus9BxrGveWN9Z5kTIoanZ23oxL0Wma3ZgDikd9BQGL03PPLkhCNfVw5RHiQP6UyP+LNSJwakBl3Yhz+k+GY15I/J+iqozyUro7hJ8iPnKkyx5ivkkds/Si86Ejjz18V4R5ivekoC54AH61v3pepC7DNM7Iieil1r5s3eiT855yNW7EIG1B69ooq8or+45D4Czy27fcXYlRMB9X6w45iLz26LS4AHi3SjT60pUGiZlyP3MXf3PDDcDZ6gV9NPgKy1Lj3Nc2D6WSFYDp1PMRQRYhLnnSFjjz++rFJ4vmMzE76vumJTCIlnBJqsOi6Ov9HcJLASe1WyxZJY7oaRP1+vFoq8adM3smZhnA5tOu5O66PuyJqrgK3Zdu9w+bL988JsW5Ki+5j4vjsX4PYrmVynAm3ukMsM8SM9Iq0CwG3ps6+qCn3lDY1Vumjqbznz/cla6LNZrJVdxvZXaFyZNL2JTmbYfws+ir5QKj3DjfN/0etmC+ezmdyeiDLLBV/RwDr8WckOdqz5z2CT+i0q9P3qmIed0PPJPq4rXMti0416vhROg3qRFqwebf/okW3PvFDajijv1XRP6qkHCUQ090LzpzIUOHdq9yu7La9xPyzrxfcgrXjkowrgf2fLd/z7Wm745oo3I9S+bTJYhtHvUYp0szF1HQkvl0QM3Zevwe/Vn4k/xpOFzqvft72xCziySH14AuTRnr1IJ+JLiOvOuCrm3ts8WdUJXLZqSJIl5TGRTiCR6Y87+J9xLCX1Oa5Ny9gTg1ik/NiDfdEzEBOpEm7fWGfzoq3P9XKXIkySYdyB3hZjP/3a3G5+XeH53Anpjuk1xE+Qu++XqfBvegWcsFnpaoze4+Pwn4ueJZyZf7uoBHkxXFSAfdjFcA76Kl19fegnzmN/mE7iOSoeHxsSArz7p7ixNwOf5nXXMTcEPlE5/fhXUiR9vxjTZoa+Scx6cQv6ZuYgffCVYkaJs8Aa45MXsPvTJogNd8eCrzpuf6/Wwruwz3bga65fiF2vO4fPRIV2tJ9FjEcqPkzFvuIntgfsSfdJxmdvkScAjW2Q70T+375u8hPHSdc94xYQpuI50tY6gT4aMo/mhf1KjyvfqYu4yEatKwLxhvGCKMtSJhuONuC3QV7VcZR3oDdZNyhh8ZVK84/M6zF3dot+U0ANy047qWsN8V14tL4b+se3dtwe94To50d2GNBenDq5/jM9rlX2814Dt7/hf2WNL2LkRJYEa6KUPUVfmogcsZwcX2JGske1XSj/gP176Ve6aD3I+Ed84+Lt3+4IWnkMvMcjkm1jvxPHyXHIgWZuWHmpNxOe+DKY+FURvbLT5Wu9I2AvSz84UxLrPegLlgH546zK3Fjy2WH3G3ikw7ujDtnlnsP2K95NxfV7w/oPMh+irom6Pb9g+zkx2CPJYSrfOqvn4/FX50cbV4AdKj2fWTmfif1jBWPGnr3g0S9PQJ4sefuN1ISrR8WbWB5BLyYp+Qm6osijNhTDOOdvMxn8HhFzVpxgw3xmbY7IVXEl893XL3p/f02mw3rAGOHvxsaLL4LFpL09taEde0yEbhP65vqFytRv8nWLYYuRsoWrPdGwflrjmiRup0591d9LP/WgsWleB/nl/mo/JIiqBJ89OEMB1YmaZ1Afcz/bpie9YhL4VvdDeFn013qFQCHJks6vutG3uJOu5wVe9V7gOH+X2SRs40z7owAQPwtwbFnIuAXPX8+OlZsgreVlGHoTheUpI4xvWj7f2Jf/MG5OaslU02HQ3W293A/pnsCJBAj1QHLCER52d1STEcYOFHjM4cxmfR6V2e8ZGL2A3i0+3KTuJ/FoLuwS5ytBZsXlsZvcd6X4e9FtOSSAveoBO1Z4qzWY7bGnMd//JvwzbI1eQdGdPY5MdN5N24T/8TW+5eOUMckp/8cHb12lRvUNci/BzyanzFv2sX9hir97BfT1EZYrCa6wTHRZXmCH//ipWdxahj+SvknuEuUvsyRysX6h+4UrduYRc2OdWpi0I/PoOseGf+6EZaeArLWuzrxWYu6SPCeE6KrV6WZwQXJdrJQm5yfzQXvBw1nHkbY9Nz2sSau1w5YPnyF/aLvyE/GSeaZU2oYcvKmeYoK9E4r4uQT8UGU3zA1/FJ5i2cj3D9Ssbqwj0g/H6bfvAVzHj45YtRf/UVaQ+x/a1QSkV+PxI6zrXXd3gK+mVtUqYKyQVV48DX0UVb6uYBO1phX3vd6M3Xjat1QdfTV9rsRI5JZnU2YB8R23sPvBVity8b9qYx0wrehXQGyU1E+5Aneg5cF/PFb8PrjZEsH6hOSKZ+D0zQ6kn6+LweYmbxtPvoU94jm84YkJojuRMGYMJ0G5KsIskzGfq3cmqIsjRkx4UtCxFv6208/RFP7gGCdSAr65oekcvxTx24KZkOXKnTPMmc8LmMP3y6CzmKyG2xjT0Q9+7h6MWhE4SCfisi9+/fvRI0A3zhl7GfjHon4O9uXW++DljuVhbIbafuGNUEPKVTEVwE/6TqbRocTonzndmKf8yyFe8WlVN29FX44W1zNEPFv0DlnA9BlatqfmOXtqd11sMnFKfSuLtoF7T3Csti7y65nwj8vG+fgyoE+sLBDnP4Hr4JpvFC9EbQvq8Ng6EcZJjl+h79FU8R34YcLa1vXWgI2EW/l8knXk4VV8bhrdMFUkqShkyNKDITGEhklQimTnGIiENKvl1okkJSaZSUqlQKUUjG000GKIQUiQNypS5fOvx/dV13dfbUs5e93netdde2z6MfYv7gOoPrlejfjHvi/3uhFvEasbn076PbRrcNRXz16Ys1pT6qiLwzvMrSjg/6KPGUvjk4YDEPeorZ7PnE9Oor8jDgjsO8MP22YcJ7QevileXhqEfNOFJiUAOcdHSqvIgcbePxPztxz6HaToCOfDGIRcLjidpWSNTF7qH1rMNv/NqMM7tWc9+epLcMzv9bI7BP2mXBP4ht1yrCQ/zIqzvvfeTmpGvRvNGFnhgf4+Kr7A3kTVcL3H6HrzU+IFZTzn3xBaxVG9CHGI71DTQDw7lJuyhnJHK1p7vQ3I71JRSBXAy5PoTqzMoT5889PY29dVt13PXxs9zyFbseUk5ezr1uokv6TpdyGw/RDmRN0/9A4/d9Yuu9iW5nlvNHFXo/CNxX49M9sQ+vf63kptI7nGbf3Hjzw8Xn4/dDD8YX/1Rq8cyHvsveJyfT+ddg8mTk+AqF0LP6rBc3fZqFTn0fQtPdH8E1/4yz1uDbVlo+sF9Ota1qn590oUHZOsmLVnMMudi9+t/gsfaa+yjwas/migrsLJ+mXwTvVH/UTyuCbxRs+qVOMsG58sfvITcxQl6rwYPsF1RZr1FZDjI0iIBHptnXBQJruY8okS/11s0B38FY33+6auBWvDBt9vfSRPuTqctp32wnp8vKrYAHlDne6+ykHB9OIWBJshdT3fx7QI/tznYUY1wr2WeWOOA9a5JZQ9x/4V513y0UpOwfj5bwsJpHuOW6TZIwwOawld36RGWj9uckQFeus7RH3x02ViUAWGiBo8c2ob1q9Pr8++Ab8yreUZof/fUMHZuDe0HFx1tYuAHi80Ta01onmnW0nLoM8K+6Bsb4ZN5tWM4V6nveaJ4P/o1jdjRa+D8Jed9VhKmPb+vJQ65S/LG7n8Yx/iH93XsK/F7/noqctTeNMYGPvHTOPVrNWFGW6Uib6BPPODQcBne0OPtxzkfYqPR+qfwc1fJWw8hnxT9Z6tHfeWaKz6Tb5Ty9h+5q5Erwop/2dF85a4pdM0HvrryLiwNfc2T0oO4L1Hfd/KiANbHCh2EeuGTJQelk6mvQsxC5y/HvrJV828vhU/aXE4HbyDc+lBZ0aKZdJyPS28dhU8eCyqmUV9xCjkbYrGuNXfC13p4Q+pxwV16fc09tulGJPbVl6x8Ko/+5Vbdjzv0eqmxc7hzDl5yHX69B364+nZhM/38J1xomroY/EBS9Ev45MXMhEFHkn5FzONdHvip1FMzMK+1Ng4scyak0fIpHwdvJhB/3SJPOfeRYMFlmrsiy3Nq4qh/yKYK+fWY7xbLdjW7kJa6sO4Ty+GxeVl12O9OZjCPBmju6pvTz6eI/QlaOVkXMb7+UN4smq+sfa5Jv4bH2peal1HO6XC0EKG+Er5RtEkf9crJmh34uUHnFOh43EmiDwoKqK+4Gz3XiGK+rz2ew+tBWtwv1E3Ac9AkMHeFPvJGrt61BNo//tlnrfcA9w1DXP9h/Yv73ahKwZNUtk5YrK0FvyWrN0fDJ0G5E2/TPDaYdusmznPgSv3cmA8/xKy0NvYi6e+etoqXwGPixgdbKJc90ir41osEa9806IkGf/StZRL1BrfO4ZeHN6ExOCNZnfqKNUyV1qCctZ/s30XzWIZ9eXA1znFzmf3QBfXX9Rdzqa9SVRX8sA7PfB8YPYR6x5UFIr5EbXbaF3FLLex3MdS+ifrgm/JplM8bztecgXwV4ztcSnl6fdjnNtpXlgVEL4wD5x+uaYQ3mk58PLaMZVyzKrNuwVeji2IF4IGqRBlL6rEPH5tlTyN35X36uhH8tPalXk2WXCp/N5IF/xh+uJM7vq8sb5ukGtuyb6rGhI3w2xMvXn54oHAPR3IBy71b07S6GR4zNuG3B2fk3v03l2U3DZ/txbo9N73sTxZ4h6H/Iz6WxGdseKwCj0lKkX/j9Z779v4zYmp3Wi6RQP8YenPbBviha+27ZZJE9lOa1AdP8JWe21PBlw/qX1cg7FZ71fceyGMxE883gKcG655RJtzBMce1E6ivuHEL+RfDD3rGuwn9nPrkerjrROm/f1W8dCT4rbLwdvr74lso9rAP+apf5CDWURnfnfkGtE/My+tz0xOgfEeFvAy8seJGvw3tE+9IitYndtJ8ZcxzfjP4pvq1l2nuOlR4r2I/8s8f4+tF8Mltp1//cP5KYn6ePnw1IhA1Hd6I/L7ThPaJZyvfBb9BLjIoPrEZfvhvHYN9p7OWr6+uRu7Sqn/yCPyX6NhbmrsOvfCJLMY62OIlctPgATs1fuxTa/RL1nODrxpOdfrAGyFH+Hxon1jeKL49vZ/y0Dv89+GZi10XqqjH2mpfrfGYQP/+TbdZwvDG4hU3sd/8wqqYEgn0obsrUjbBDzvbGlWor9werBPlAZcOWx2HdQ++4YP3KT8aV399BPcNRef5/EC95iGrPpq7FqnM/iqLfRGTBufIYP62Fu8T20hIyWt3fVPUp3rXm8IDmz29Rel12uEsfjRFFvf/jtoEgl97+F3LgcialqUv6oR/lh18noRxzmhs2UD7RNNZmxauxsssbCNXPQMPl646TftEgeEPFWewHzWpLaYB41zX6Z5HPdZSGvsA5zly1/as4UMe6Dy2zcSFsI/SG3eng9eGjy1GDvHST/CkvgpXehT6G37jGZnqCG9sDVWNpn3iDjLRpxl9YvHEwxHgu/nys9yJbK2CmOUqylkP1cwL8M/NqK+EQ0jGI3dZe1Wsl50UKEO9fsPAC+qxso6SHA3450+qRy98cjbcxtmDcN5kDd7EfUPW/6GTFDxQqeP8k/pt8i7lsAPgcgGj5vBAeIPWPpqvKqa2pWugTwx6+T2YcllxzuwptE/kiXU2OAS+OMOQ9pNMS9l55/NepKtz81zGF9zS4tRTyjl5x84v9SZqFXFPhfPA+RfJ/MbPPf10SbE3SZduLz68A7nrV6T1bC/qGd+LQzY+hLP9U1QFnushq53vUj/Sn5twotmHyJ5U+B5P0A+aTY/xo7xlT4TBZl8SbGzyYtAdXrLSeR1OOat3XuMG9VjZsXn687DenvhNYB08oDUj19iAZf98EVzuTX3F5F7swD4Q5inv53/6LBMT9s+1DP5x53F6DT5m1xakzTL98kvzo8B5olLl4AFHy/zapSxJVV52SRPcK/ZVKHifVcZuJVZ2pW1Q+hR4TzUnsBx8x5Gr0TQ/Ka940PEG6/wBb2fKwAN8rx9XibIt/3gKnpTAV5280iHg3B8CT6qMmG35QTKr4KV0tugleNcp/lDab0jNO2grjP0Y6Qm6E+GHhHOTSul1/IHfYNAO62BNZouXg3f8XuxO8/0ng2hyEF66821nzLhnQncYqxJuIdcy5RbOIfww26UNXGplnSn9nog6/O9XEPapSt96qQc/zL0T26JLuNZ//+ZwJlH+QDr0IPjN89yO5YTZZh9WfgH3B2ecXf4a/glvnrOF5q7wkRydiejjcmqsFeAN7s+qJzR3PbP+4qjxk3pjYO+13eBSVzKFaO4KuKjDO+8XrT+Xs/ANuEvWVieau57x37tniNzVOaUc66jc2x26F2nuGtiYrjkCrmGREwquxPekk+auxIcXPQSRx7jd2a/ATWMk9WjuWlZLvrfQfw8ZeeMiivnrHddnSH1VV3FqbeegEcPOsVXWB5cpfudOfXWv1iRpDh2HTf94wA+8nv2dSXOXuk/H1mnw1Um2PRT5pKE/YLIt4S5RPaHfSfs+klHGzeSM77cPsqK+4j+ZHlwyA+s4/3VWIrdsP5u4zY6QZP26+ZNn4LytjWV/wHM0VgVTj3WZRTw2o54hX69ekEF+iNMMOkk9tuZWlMtV+GpXzJ1V4JU1i+44ELJTev/Gt/Abf1frLnBXjtdPev3ym6nrLhs/n/DkzAT44WWGbL4TSSeXDzSOKNJxTIu0HsBXNkIJj6nHrB8k6+B8Gy7/qPQX1A/FSLS7EE6qXNQ1aeQo7bJrIvDD/FuK/G5EVl9nl+UTeGy2DM9y8Cr9EEN30qJeOSx1Hc9N35EadIYfDHdcm0J9lbkz5FoZjjQ/euJQBOVE6WhjPIcEX2laM30u8tU+6SXXwT+9MpxPfXUn33KOG9avtogZv8c4yhZnCzyoZ4xy73xB/bu8Uzxe8MTj2lWexNrLYIs/fMWuGWxXppwTsmlaoyeRDc29yo9zHtgrjT4bKWdaPrQGehFZX3dXWV14KSFE+AC88TPPcII3YU/Z3uIdPxdice/mLHhJqVbxJO0T/759O2klfPWNp6mGcm7OnWp5H0L6VvJ/D4Ov5pxOH8X4rJrWdR8S/MS4VN8ZvhIJ3SJP81nLYMxyDV/COWxtbH8H/WDwDyMdrKMF1RSF+pJ09x/au3Ow3j7Dmr8E3jDdE9ljyDKFYR8lJyBfLb/5+we45eoTN5ezLS0eglOL4Zk0sXxj+GEXp1BEl+X+WaHK0wquxJOUAG57euS0Bsv1uzV9pcb4Onzbg2/gAkc6R2ifGLi6tXS8rzR5fmLcG/8NtQopsmzHu+3FRshpcaeH48CvLlX6KMGyz6wLt81D7nqxYXMrOMs+tB0s4v65M/PHIfgqq19nOfwQLKmrMplwDPa2RT1F//jy4vu94C/U01MkCUmY9WW3JPpHs6mmt8HLA+NWyhNG5adcRxKe95GK7eRDDslydNNQobnoDvtpOrzUsvKdE3hFsd0jdcIls8yedeE8HA5blTte/+6fO/095p27v/8afPVG1bwXfP6Ld3/0CdOVWrw7vJn2g0PaTQT9i8T5KEWau5afebPmJ81R3C3FNxLhDc1Zoa1Yn/cq6maxDm89p/876m/eP7RoBc17MoL/TaEeY02S7LGOyvyefXIPzV27g5/79NF6hhE7aIn88HzDbJbmrpiUvgdedHwy8LFtB+rlVHZOor560tNYPExzGqsgq3Ye9bbfMtfT3HWMV9dLGn7bL+KL/oWZY3w7meauc3qfK/iQA9VqynvgmbFTet+px/YfUX3vjv2rmwWyx72xdbayLPXVES2VztIxOn7hlx+a4AkurbdtCCv6VKdlOu73Ce/r8ADPC0j+RnPXyyduaWuw3p696jb6F/aF69xpdoTZLPJNXEMc/YOJUB7ql/l2z95IuK43NsXewPuR5CcXN6LeYx2Pvj1hyzLcOi3hJZW5vIKY1wvKGlwdCDclTUYY5z9wMw5vUkceaNl7LMqRENNlu59PBNddkrER3FLhcaQTIffsr2ywxb6F9NrVNJfQ67Ph3RFnwg0pzzN9Tb/fCO/93iuo7z/pcJdejyMeUZNO4P6gD3vtJerVH/Vn09xV0ljk6A4vWd8pGgSfNObS6kY4O1tvqa6B99xLJs3C/F2eu/2hO2Hdw79I2sFXvt9eG2K+332d6MUhrImMqRrOSSaKFZbjOURj0rp++jnUR95ucELuuvBe6xTq01SmHqF9ooefiH43uGtO9GPkmbB809meNGeWH/qtDM9o2b37ip879sAy25OI+nZvfYxzHhgzwbNi8MO+/r/051vfceVt7kdO23c+fRnlnEbeS69oHruc/HFuADz2PkLaG5553rvLwZu08IwG786El3zjd8dQTjxq8r97k1wmUNf0G+4zJrQez6ec0U+YvdOH5E7SqL4TB1/VyzY3UZ5uY/NplHLel9GZ93HfcIHWu27UO9+qNfYlohEp6kEZ8NW+jl8a6EfEmjLXEJYJvn+TzYFP/m566Qo/7Ptq5mjIkuz2K7OT4B/7Bpvb4LZrRcr1WM7808bhRajXy9/ODw9U6Wut1WK5x29m3HUED5V+4Qje3V5crMZydll3lSmD93etHF9HHVRXSlvIyv6evLbkNHzVs/jxGHjy0jRdGZabIcAfawpfyaxNXg8PyC4bkaYe8W0L8qtFXmrLO5gJnvvkk3CvEct73qBODdzvuP1vcDUngT0zCPfqQEZQqSQd597EaE14oIucxrrGzrkBb+bQfMWNTPt2GPys6J5EJcKYy3btH4CX1h573Ah+dMz3J/38TO8kPD9Pcxdrx9MrMe6NsBzsI9l47HTxZNw3PL5jviZ45i6j7Xq0/8qbtKSDeoasVE1zA9feOiSIc/42nckOwrlbX6bHHwXnsd24kvqqvOeBamw7ne9/CnfdBt/e8iaK9ol1rfyTeKiXiHSIVBM8823syTuauzpuPzF/1ka9IUB+4rwAZlPw1FnUV+rLOpyjvmM/qlq/GvLAQMVxF9onWj63OPCG5jS2u/WLE7h0YNp5K8Ikn1bfI0fzFRspNHQQ4yhOTmmjuev5r5SRZuSosj8Z11Gvc2DyceorzSenrjAT6HUZ8fBCLbjCj8Xnae6KlLgVYS+E9WrFI0MYpztyMJF6zOP2tsD9yFeRVsvlMX/Fbv7Op74qyWjc4TKH8ua2rDXwwJWT7R82EGbuJd+AZdhHajGstwv+ecp+77UjrIX+3qHpyFehg4rpyC2vUxxn2hOym60vuI/+TuClWjnGv/82TceBMJNtujRZ1GeUfugFN1xsZe9I2BtySdws5LG/UUNzkEN27DINoH1ikMyr45Po9xgJu3DQFLnCTm9FuDNhZ9kdnbYLuYvnimkQ/FC9eG02nQe+vfZGpdRvrEzimmjUN3Y+3O5KWu6f9I4wUUQ+nNZwF36YXpcWT32l2PW0UhG+IkE33oIfKDnGcaffg2u0X/NhP8PCP9tG8O+ZKh6lxyGy/nWXN2VgXb3yhLMi/HC3RreceuyHX9uZychRWxb0rKWcfXqmjPajbEJW75oc8ArFZ7vhAb7dS757EGKoHf5bDOtXb+KuZ6C+yOPdXk/COSdnnvsHOc3C5+pr+IHHSGuqF817QromN+C9W5cbesGf9k2jXmzpidi+XhD+ERMkc3zoOLfcROd4E45r59RMu/Hz/Ty1zXzQf6/+me1NRDWO9FmPn6N3s2deIOrncJfo0T97biy5W4P1Kznjb4ng+3f1PvUhcavM09fi/iCpf++TTTk3NjVb2Jew3L9CBOf8MnG9SlnoU1q/h8sbs8TqwpW0XfDJtqEanIPG5ZTE81KPWbVLHNoOX9WKF86HByqTjE4sY0mQ22nBA6jXVVyzF9wn2GuyDsv4DWsP+IGrLip6Da7zelaUOiubf7jNadxXKVedZeCBDQfXmqiwzETdue8eY11rbnXtNvDGY/85ybMcP/ciS334asu59NJxnqgtNJNlxTeP/cR9Q7YoIXAy5jWXz5rnZxGzRqJY+zqe6xmTU8E+EKYupUFNmLCO0zU6mFksQ9boKjmDi6obutHrWHl9Ub4I9jks/dyI+y+MuEKBMc3xHsP1x3chL+165HEdPIqdf0+NcGc5zzM6Qn3JFRK8UgseU7JuGv29v/p065LVBDq+hPjfLvCuMwy/Ls0nTNYefpzDEHcyUGq8f9HeW0X7RDXF8mfxX6h/ovmTzMFXlidcoH3iUfWhFhH4J+uGbjA84Bw70GJCGCvVT7Y84DFqU1NRH8bRkKe+4siE+UR1jO8LjS4FVzA/z6F9oss6uUo35LcJJcqd4Bs1Pp2nfeLvBX8UpqDvU7x0T3zcG3kKzTR3Xe068eQyctSV27sJeLGlsgz1lfWBluRhnFuYQZ5shh88VgvNtybc7KDZx3n46HX2cmJHNOp1lpTLUF+Vdw4ZnptG6yaoFT2Cfzaoe/rbEOIafvDsXnHk/KiLrRhHabViqC0hvnFWnQvwXsqqOXpT4IFHdyIS8TxQYfzaVLzMNLXKUQceKG25cJ/mrkVxkkZB8NLLUjcPzHdtwtNIc9fvvV3ZH/EcomLKxOOofzrhxwjtE98XbdhdjuepzcIT8+ABu1alGTRfheSz7Xh/ANs9JtSEn9takKVO85XUtrg8UzlaZ5xpIIB5em3Ubh3tB2PtBx+vU8A8Et22FPPdSPjjHhciu6n3dHsS/Lag/KkV6qMtS7RdCRtmdG7yPcrZV9e2hCBvpP37oU/nwWFpsSCs25NSoZFYb6yfJWoI0j6x549H05vxc7FO3r2Her2XtrQvZ+eKCsxYgXX1ncWfPoFrRySe4xBOmeXzWXeQu87dnidE5zVnNEpqMe0HZ5no+qyHf37/8dT0Qa6Wu/bQg1gvclFyaYXHFnjWusIPj+OaLT2Jmph56tG34KnFl45S3uKXVNbsSdiH/fbJOzBOzdDOHPgnYs1xJy/CkV9QVHoJOWrLYYu3lKfLpdxsof3jScfX+2txfzBR4RbNSYzsG+HSIOqxR9K/7x3AfcDT7uLzfen4lZXl/7yJbN1B94uS8FKeVvE6X9xPmVQaQ/9epU5VzxncB+xNzfWmXHY9/+z3tH+Mzpq+twnrWhHnZinAAxZ6yqPGLEf024/Pm+ElHfnta8Dl/B42Ub21HDpvuxW86VPWefC1P/dZGLBkz/Kv9l7j+0VFMnvA+9T7ynVZdtei3mlrUZ9945kc5q+vxb61mmz64OvoxAXg3x0mrAa33njoqyqbflDzb98j+EoooQP7QJjdF8ymLGDJe9sfS6bBV/ue8KWBR/ecXzuXJcv9Swq58NWTzI7xfSCbPeymC7DMfvXFD6Xgq/2J53+Bk7OuM0eNuPd6R7LlZtP6mDvV4pi/g4NXtswirLXlRU1bMcrZ4pRl4P+425XpddkX2uB8gZ+OU9hi5gM++mavGr2e2l6dmX+ecu4MTbcT4FqhKr/p91bdw1qlwKEihpV6OoIcwpxLtg2lv99XqSX+25Cv9HlX14NHmUssWEbrnUTnzGjG/UED6QmY7xf9dONpn5g56dGeys80zzRvTVbGvH4anSdIfdXCo2Z6rIHyyykSG1B/N+OGLu0TzR4LPlqJ+4A7q0PDwWfxftxJ+8TnVjMz51DOBk9nMzFO0bPiWzR35bV86s2m/mF3FjKVqOdrX9ZJc9fRnluTvfspt3/mPoT6d1mOSrRPVG58xfkBPvX74DzMa5EVL1xonxia9S/yAs6rWbPH2wxcyv/5RWtCCqcU8GZQXxHHgIFQcDHmD48N4cbIBU5dj3X1recb0uCNqu5NE20Jt2uP0T1xeKbg4+ZnqDeNXjdvAyHhl35pRqC/k7n2qAv+WVwQZm5HuK3Oy/QlkJd2+UdIYv7GuFXhfBRt1bz10vCe5Z0qU3jAyLf3kD3hekW2qzTguWk5I6UA+KTUdkuaAyHvkxt8NOEr2+eip+Gfju68e46E+aK+ZdUY9jnE81gVov5RxKp3ToS7eqekUR6ex1kWuKcDP7cy2H/YmTA+sfxrtmB/aVuRzSR44FXu9GYX+v8isX5+8NULlUcqmO95p93o979s/XyJyJ0LsI5UKGaF/HBjT1gO9dj75VmqSYvhEXv5nRhHuvrrC3dCgpSSDtzHvqxUy+w0eOm/vupgDuGKvlspsg8eW9px4xnqjww0/aN+47jWWvGhj6ttOPMb/gm/m0r77ODCzMM9Z8GD/e/Noh5gJ8iMStJ8dV4p+wueQ2R3zvppAj8848hjnaw0M/8EvMeue//Ch/L0a39bFHGec0z0o4Hx96lM7I6GZ1ht7nX6+fDeXKg9/v6dXeZP7mL83o7P+tRXwadjQvPgqxD/mmbwc8tmlVFf7R8NUbeFf6J/zpy4if49P5FBex+S/jantBPnqVCxKEhRzomc05ZO/x8LlbcJdoCHL85Yg/5CaW5/jQnLTu0/cxReYiUz1T3BL9nGFdDc9UY8tCCEcrJwq+lxeKD90qoRQ5b5KvTNwh2+Ov3I7w74swqpQ/osd/DgdTt91AvuyG8azy3tLyZrs7LOZ9JuLcL4FYFv+TF/La463lrKkon3M49WwFdhScZLwFXeOJ5TYrlLs946vpSj4+zarWUPXs4n+Hgey+3X3nDICL6a/HfZfnDWVkxajCV3axYzW6iviMivm1fBmbmXay8UkbGp16UG8HyQ9aTEN+PrsYWFq0UJWx9umRSL56bdC0a7wBcqqurQ+RB38KjYXeSlrUKPZmNeV6fFbKO5a3F/mLrdvyI6/nxzE/C+6xPP0evmxozitO/dlPfPN/YDL/OZUUc/v7ZrJ0N8K4vo55FpHQ9+NOH+apwLEbR0SKOGemDkjtpD8IEIywcGhBGZMWWP5yfKMwKT2+AN9u2zObRP5J5c6M1bQbn+GgVhzOsoiXOE9omWbgk6eXhO8OfWg1rIG3M2vfuP5q7Vi1ylnahnGKW559zAe9QN7uM9Lf3a/CYD1G9GAg+OYBydGaW9NHdN65zz+iPlxE+yIRf16x9FLKF94iOHH9Hd4Nk3v9SjXqVdcTPNXfNfmA02jFAe3DXwDzz6ogPOETc5VDMjZwryhKniYnhg29ObO2nuam/lmeiEdXX9sQO28IljT/t+G8KqXMzYNx/POx8T3B4GP9y5LXqa9olW14d3lGA9fMBp1WX4wfK2e8EGwt3gmPRvNrwUe63gDbjYvaZ3NHdZXDYQCJRCH+RZPYBx5Nxn9W0k7PfdCnPEKWfTxf+Txbw2ylkvQvtE/b8PHh3BOH+WcyyQQ0QFp8tTX12P8YwvxP1E8RrJbfDJfOPbBk5Elm/RsWmq8JUm1z4V44zkv3emfaKP5u0Vh+CrFW8Gi+El4UmN2I+2QV/u8HnkLoVh1S/gXiWGXjR33Z06Td8P+Uq/uFoA83dx1VUrNyIruEN9utBi1L/yUqWcO8VFwZf2iSsCfl6eivuGVmkP7SnnTOoQMuKQOI2Top+N1bC+xz3DRb1kP/1mIZwYjcCjhegfo7OCryHPKApF0b6fTauyPmOF/m7mQ89qypm2VSkdHoTrprNBb8v4+fB7p4zCS9KrlfbQ6y70mtVqJfjqtE6fNLzx+qpJjych4k90ksZ9lb+41Zxy7uGPlfu8SNeG2FCdC3i/68M9JkGUp1dfap1IvRTKTBE4BV+dU3+ShHEGnm6l3w9xbs5r1fzhq4/Cxiz4bObrPB+Sm3OaXF+L/e2bggxrKSd35B/4099fY3qD23T0g8oKDfAG13dJfo4pK2vXNtoRBJ9ULQiRBC8tnh5rwnLaUrZx0A8ykcczTcf7l8F4W9onGkxNqgsGn7bmbQD43K39astZzr/5e297YBwrB6HE8dySdfw+7RN3VWS9hMfY514yReC1zBxzDVbWdbaWqDa4uU1OO7h28tuhxWyLHKsVtZX6ir2osRP3X5gulU1Oiix3rnTp8i8y1CcD79frgOuaC4zNYrlXXitk70C+Wr1X22O8fl6D00gRV8LgBX8inluMc8w4OF4vyU7kIdwfHS3fdsyg45BYWayjMsEld0MlCLf+61KbjzjX9JqWdgW4yMy6LTR3be1qNrYdpDlqXpXn+Drq3loJB+Qu46HXYb2UO1UKy2G+D95JUaWfa6ivieJ6eGzZg/hV4BPyZu6mv3eHSf/u/3uL53GO14SAc1oPd+G9WycPLHrcSH1SuVz/LDxwznibNu0Tubvn8x7FuamDv2SegP/sfu1Oc1dE8RX7PjwfvavxaCfGMdRbeI7mLusa2Uur0Melnc4Thx8m7JfH+x9S6zmfqlDf6fTFCPP67jruDOorq1w7p0PUb2T7m9l+qB/2nID3MBwsbnBUxvk2yZsM4sc9EJp6jOYu0bfBmUHw3opVrx6AD3TxPqa5640076MFONf0dW9FM8Y5YbOjzpqwH7ZwTfqm0+uPm/FbAH6wkrzxaz3h6u7N2LUI+9hvLVmtCr7G/oQAzV3l15/t+4zzGZjWGAfM92mLHipQXzVOyygNwbk0haufH4BPgpkUE5q7Nh7YXfmccnbl1D9ZqE+4pcyhvlrKN+dAJurbC5VqwFdO6A23J0QlMp/zGfxBxMgIuIOsWDz1WPFWyVz+eVjXun5JAfNav31KDvWYdIzWerzfhxXcFb8GfORO+3PaP9amfbukAy/Ns00LRd6YM3/LD2fC3flPMP42PKZjoJmG+rkjIl3UY6Y3G67lYH1enuixqM+51fbZlXCvKLLGNcp0/B1vln6FxxKiVbtp7vrue1e5GOvwrR1LRDGv2ycWCNB89So1yeUVPPZZhVePcllZG8sEDqk0inVQCUOfKEZ4PFEvOitQzoOIMlq+1/+C18nwHodnHpufz/UgLQ+dU56qoO8bjii4Qzn78cAyY0+Sa+/0WbINPoxsWl0Hvk0rhfb3lZXWVdpJ6AcPnZHg2Ux9uG2nsCXNXdZ8liYWeB5nxXrLRZSzEV+Dar1IeoaduA3ec0VOkZj1lJObGlM9vIn1oXyBJauxrh6XXb4H49jtTPjpTbra1gcO2dD5weZKZcZQzl1s/JX2tXH9H8JeLxhfb69a+Ah+eHNzX+QKlvCGZVyEf9iODx8rwd3Eq71NWSKVOHwTvmLFHloMw2N+Q08WGLPsiuOh5+Lgq6KuR/KYv0kS2jUGLDv0XH7H+Lr90VohrKMygZYdLnosR6NrXYwrcleJGRMKXjdc+laTJdfCblcdRH2LfFga+IurOVlqLJH4Nj27kuYo4lZYWQp+o3uR0CKW/Zv28YvcXMqHWs91gstJK/HIstw1D+zkU7FfdNB23/j9lxcTe7ons+xJrSzPXdRvbOCDnfrg3PtpJ94akeD4f87e8FWoVt94DrGWeMlMI9ziMK+by/Ee2Jovrw+DP2HdpOl13LXff30a9RVpGokYzyH/RMbklAhTWOgdGDVMfeX56ghyCOPq8phLr4MoL6WWrH6c4xcVz2Beeyz0uq+Fc+BmvjKpx77NMzZK4P+9/7JcnzBqx/r79GtwP06vCDmEaQvwLzDEepewa9xr6hOXxrp94JcGtyfQ3OU9o//00h80d6Upm2XCDz7fb1XR3DU/s3DCENavbp7JrACfvtZBhPrKt8W+TgD7GST3TxkCvytquZr2iTVN3vyD6B89jkTJwQM/Z3KiaJ/498vdVS+xL3TfvYjV4A53fFiau2YoxW+/h/x25U55KDzDMyyqSH2lKBSa3EY9SWZnaJ9EfZHFORNrwq20v9e+j/qKPWiw/iHyiZjYDx+au4pj50Z8xj5S6Z64NtSv8bWJtCEk4aJYsDLW53kt3KYgP6inX0mjueu9u6UqK4n5XBerjfl+MT/3wQbCGs/YUyQHX8Wkj7mjPk9oUz3eU1Yr8GAN5aSpNDFqfJzVKkMbCTf699DzL/Ah3ynV2xjnhqKYmAPhtvl8nfIX62OrF6h+gDcM5djFjqSls8iizxa5SyBhNR/mb36MtqUTYeUj/c1SqMe45pnfVMDvJhp7UV8dihgcS0Y/OI8jvRF+cN5pw6V94uLHv9/jnHnuQOiHPcgPviLJoa6EIxRl/wnv62Xbpt84h/5oyTf/XW6EFJ1fKn4Lz0GHqOS9QL2u0YIUd9LCm5Zwbvy9dz3Wp7rhq/d6/xw5JD3Ty7tJA57h4b6SpPM9fda2sx0copY703Di/fE8Js6/YjPeP5ivG0o9Zhgo9+wHPCZ5aV4g/HAt4NtET8LWiCw6FYN+81ZcRTx8ksW+PuJJrLtTJ5h+w7o9x8biIerrblRN9yLWqsM1CkPw2Ee7Z62o33C147wXkW1uaGzpwbpWeMc8YT/6c6WKjyrT3HXJwGLFEO4Prtl+XpPy9PdK5wq8iWjaesOSUaxf1ZlvXAV+OMZijHpsmvq2SePvp9jpyrcDfUetzVInM1ZWIFLDYS984n+3+ig8EBRRpb+CZa9OVTgWgXUnvWMet1H/zLpqlPaJfAVTr91F/fy5TCPqrdx+hxmxzMr2TJ1m+G1i2DN+zN/3x7qG9Fl27bRAkwTwD8uNloDv+9lzRpslb8UX8H/F/cGl63/bgr/ibzumzsryLZjhclUWfnsxYS94tYZuswrLGOft6Z2O9aiNN/9dHL8v7HX5jTxLzl+u/2UpSevtvi6tABc98WxgBsvNmyeT2Uo9xr6/cLl7PM9c8PEeLOJKJjvxB4jRetlh51nwwKwRaz1+wvwO1uu2wTnMX8KPEXC17hN99Poe8/jce596iRie8/MHF9mbzkvz/QWL3vsTxigvF5QczyETG9wS6Pff5tyEFL0/1GORFrvvgy/iuT6Jfn6DK9P7djRQD3w9x20Fz3r9Mh7vy1il4jH2DOdfqfYJwwPzK+rxPrGrXiqKJ8qNcO4ojw7mtca65+XYPx/clDaBjsPsF3HjjOcNLWEB+Cqj9Yr8Vzp+zYtvURjn88FPprRP/PlULfsB9jPI8Ibkga8LOYxz6B/pV4ifhK/cybwm8F3+5sU0d71ZJaSsiPWrnFtT0L8wl55H9NPcVZhTccQb59tk941pgLsdVMY57m4e/cdL8L6P9o9WlvBDcf2Uy+sIO/x9Fv/9aXS+aJoP7wCfn7diiPaPF87obJHB+y9y/m49h3H6rY5J2BCmVKVdyBf7r5plO56hXttSTNWWkGvf2tbySY73z0ZdqNeddcpqA2E+un9W3oH7jKEvf8zGfNfPdguwI+xa2ZsLEnGf0dvFwhQ+MWZ5j20kxKLmsccn1OuNPgqAB0LZdVftCVfErFXXGOvzp/b+PY36nN/qTx0IMdfuPJmG9a74KOsijN8yKfGzI0n/JVi4YS589Vxo+Avq+YYSOmn/KKE170w8cpdGGzsN8/pvcuccF0KcN/V79mLd3udLujbyxsCeZElXwjjyOVo8xj7SYMUcR+STyi9Jwm6EOzZV6EraEtyvtFp+EPW8tsfUaZ94M3dnsxP4/vXG1+Gl7cu/zecQUmF0I5DFcz3nToa9G+dLze5ySK70YouHR+Ef48pfYxjfiMd3hQcheyZ/T8pG/6gatVKJ+oFduPL8O5q7Wn7MKFiL+nUvba0p567l8jhRX8UKiqwQxn6tvUIbdlIuu3zyk3pP0vJthszmJvhqb0f9OXjm/mZFP5q7yiZVjZ1A7uJXDnyOcQSlVvzxInG/VvDM3Q9f2W5Y2UU5ya63jvAmwf6ZF7I5WKe6+LeZz5/6zaZ4S5k3yW2ZXxxyAx7jrw8Y9wbvSXc1c5bz/WXB2XjknC/8Orify8ybYj3NjGWnfJKUvALPKHx7FoB+5HB64FsTlrzSL6ypg68ini5PRL16V18iYTlxkTva32KcSUqNLHjZtLqE5SyjWxXp+h7jTL1Y0AYuN/lRvi7L3bDoQpUE9ot2h6tPxvzNe1OUrclyRZbYhw+hv0s41Yn7Mszz9Ymeaixj3/BjSHQWHWdzQb0TeOPX/q4FLFmR3pcRhXOxEp7POQROFvZflmLZElWvfR6Uk+kP12eBvzi6RlWIZQL+vjxVgPOynh1aUw3ObBFcTXPJBQspq7c49++2uvsIuFXGHw+aAxruvTraOUK9JPe5VQHzOtBDMpNel48TNAZUcK5pX7IZ1lGZNwtVFPFegXcJJsM/ixhuzNtDO8DzFsv408/butR0WKaa5pCZlwLPgR8R3Yf3c7cQU7e+XOSTLZ+eg9/SmL0ZfeJd7tO9OPdv+sTu7vH7Pl453UaE4Yucsxp5jLtogsIczOt4nbyltE9cO+3UVAb7GV6l5qwAT/qsGkT7xMrW9eFJ2KdqmCoXiPn+LTo7m+auu6ZBUbwDyGkjJUmoL3objHOpXysPvOUMUV4j/Qf9C5P7yUSe+mpI/u7D8XNK1w5pdoJv5Vl7mPaJvOayFwqxL2JqjJww5nWoi85SmrvC+Uzz7YXpdSi1db4WeHHk8zyau0KbJmhsxf1Emfn7XOGNfkWj8vWEZH2/bKJIf9+s1qmXh+CBkoQonF94deqep+P56o39lpvg1Tlfx2ju0kv9NvcO+PFJKvXIM3MiF8nSPtHXuMfaBDxKJRj9C1snsUB7I2Gebfmt34fcVeG7QRn8SqU7zvN7PbVIew/WuxSEQjfAM2ar3LY7kJZNY3WCe7Bf66roo3DUpzSsinOk42/rvStAfUW+WwlfopzZ9rcs2YlwL//7MfH++P3B9g8V4BmbLZ/T3DWFneeyAPsimi7e64d/vnw4+xb7gzpHTjViHf6/k/NnY/5W8K4sdiXkld7SGCvkq4oPy03BZxnUt7qRdN8SieWK6BMfDe4OgDc+PTRlOISVMBUyHEXumjHL9jT84+FgcYJDgvebMmKB8E+qb0chuO2Rt3M9SLBPy7khcMJYjnbAM89PTb/hQbj9n+RYXdQnTY4Q9cdz1nsitWnuSrL3X41zfMnzV9OXUM6eCo0760lkU4Izdk/G+pXPM39Hf+Rlk8XqXjT38p3KUQU/89/SCNTzTP1dSHPXsYDDLr+Qu/TNDbIpZ07uPG9Fc1SZ67/iZPSP0vfZIn/kycrAU7R/bDnZnSeC9S6OWvA3+GfV6xmCK1mmO0pe6xb8IyCoNL6OOnF7UQf1VfrngcZKeMaj5PIC9BFafpezaZ+49WnZxGHUh5z+aI15/WSeZAjNXRM/ilXeQx4jiiLj/cvVHpFlhizjFTX959/x/RKlDmfB/25sLdRnOQon1N9dx/q5V1tvMbj5h8qb2izjW3Ol+i3OYUi+u+8HOF+IuqY6y/I/Wmt3H75KqhOajvlrkWnbrMwyh+WVq/fi/GTDwN/LwDv+lU6mHnx0IWOOEPZZmb1S8wZ/tcP/Du0DHXsqKxz46TiqMi+jwbmDFb7firhfQhRnEB76/2qSzs8H1/0qUDeFMAcWa7Vk/aX+MZ5z7yP4o2g5a3od+zh+Tbk/QHPUjcvmgpi/mTunN9Dvy/4vK5dotVC/TWjeoAaePDXgA70O1IIii/ULqZcKtIYdwR/ySuM5dq5Nquu7JFr/ptsjEtxr9aJqPfo5D/F1nL5Hf660+JTr4FOP7VuP9yrObgp5U0e94XZf4h088x/3sTvtE2fMzTKajRx1QvjwGHj6SumzNHcJT9yyTRT3B93e1S6ENwLn1mMf154s8+AM7P90jLOwwXxvLNg1nfpqvdKvpOd4rvBGycsw1Pd9HrCmfeLjTfV1vv/oOKqFVpdRn9fpHEP7RMN4e8Wqv/T/JaFdXwEeKaXSsJZwl+zbFJPIj/Wjad398FJqj0wY3rMXlHrNAOeafmr7KYV5PcFq81HaJwZ9WJ9XgOcKP6+UNIc3Hp/9nUZ9pS1kOi0PuejX474g8OsCQkW2hMublfjiE5433Po+PwUe+KX430eauw4P175/OYv+/iTJYRb8TfGpHzR3XXROnuc8fj9R9sx38BnDJiL2hD3P82VwI9bth//um455fXfatYW0T0xzOZ98CvcrR6/FLwe/NXPnCkfC2A8945eDrybyc7yQH6Zu2mdN+0T30SXfSrF+FSv06wR498Vtu5xpnkn+UZ6J8/0+KKnnYxyLT0nRLoST8fhs2mOswz8b3FEPL932X8ClvkrwN1qciH0Oc/demYD5rlr34CzNXeb2Bw51434ih5msAj8oPk954E6Yy5nukUbwWGrJ3g3wzP4lQ5s5pCV727K7FugH7dhp/2Ecvra0Qcrzk2u1NcEz3XKuIM98m7LuqAdJ538pvlQJfKZbZiXGmVhTO9OTVOY43+qxRB4LMJnVTnn6Br4v7p5E9Eqhe4YZ7g9Ofrdq+hb69xRLRkc8CUeu6587D3w113/hcsqJebBClBch2Yvu3gwBZzNW+WzBv9NZXcKbcC8tnhLSAv5z3YM9lHOO/C53pX3iWYcNk/G+e7b3jMul8XWV7AmfVrLcrVmp+1/DMwYPJqF/4U6OVys1Z7nRrh17f8EzH2UDPoOfOzvnyAqWSybzv5g9H/5xTsE+EKZ5/Zc1JqysXJRczwPUa17cqD2eH44u+WfEEucQKakmjH/u/+uoTMJVXiuau2xkhU854Dma7iCf/8CnTO/Q0mWZRU73ZQ1xvy/tNP9V8NKhGQUaLNf0wLHAXJw76mPf/gY8wG/TRFWWqVvNqXWDr/Lc8R5uhtnBOeZL/338V7552+D5mipfN1nMd4V+i4+SLJfvXHZWKy8df8kusgo8rtkrYALLFC/nC3Cif7LlvC7bwTmPK/p4CBOzQnThU4bWv3godhZ8MOVLHP3+5ht23H+V+orZZ/qoFNzlyol6el0qJL6etID6invm1/uf4FlSKQ/wfXklsO7fRTqvJ9x3EYcHMiUX19M8LVs7gW9bPvXe9p5sI/ApK83W0T7xqLbU/f3FdPzZFlJ+4Fu3Ti5bTn/u1VXxwh+oT+7GzYkHf/1K/QztE48p/k7P+kXH1zQLeghvTLm17x3NXXN3aDfyYn3pe9DlNtTf8VoiSn0V/3PltjPUV0S55/cUeCBDdciS9omfbduMo6l/WHHXQzrj+WF+RRTtEyebal4Yf09Z159L7uBPJ+68Q3PXobFT3w5MwHqrwY1YjKNzao8V7ROlN+dV4f3XrJ5UVj78wPc+V4P6asbwE/NO+j3ATjyu1oTcUi03ZLCecJ87Jylbwldck3n8mO9GxRNtbAir6h4xOxq+sjDtX0I5E62tvJ3mqwXVB92HcJ688fLHDpjvXbd/nqK+WuoxcuEG1sFu9en9h/rwholJdrQv+yckY4f9XQ7m266ifj+pxvthggZEwk8gXz20X1yFeltj9xrqsbsvSgOSqK8YJyXxYXCrnfN+09x1aCa3Sxu++s8gcB5yQoi02JgjIQ802L5N6Ae/2T20hE8Eo47gfdb/5VSFN2L96snp1SHgpjuHFruQ9J6fb6pP4rmeez8XJ2Oc4Qs1Gq6EK1v+pcgK76Ew4r/Fol4m4/1qN8Ls9t8bvRH3E2Wa+L6DN/qG+7kTjnllVsZNnKusYe4mBm8YblEjHMKIf5of/xPPU9v2vV5GOffmHq8KDuG667Ua4T2fRNRhErzB8eD/7OpBOLt4P1v8A6/cYxe7Bd+bvCJdNHflvTOQ9sY43odMzsMzqm1zF9A+UVurPHkDPHOqKfU16ntszZ7TPtFYavsedfSDhrfc+1GfJ6W0wYsEi/bOsFw2/l77hYdkAuj31rF8l880H9nMVo3fhXFmWtVrUM6JbUlbSPvE5jPi++WQu/RNxNwxr/8eG31kwaYL2dm9/Qqf3Fj9YDv46mqH8ytZdmy1OIeXzntuR40g9oFwc+I1vc1Y5moje0edcnJPxhr7QJjYNIdFpizjLnHhIvIYaVfl6wK/LZfTQVgyJbR09CjG5z23VwLzV+hD2wkDlhv67emZ9QpYD/eVNAAPtfEN12O5ly4XHNuA527cNyZiHwgTtrJYSotlIyfcN/yC9XaX2S7YB8L0XgjuVGNZs2uOIjYzKa9PnHpn/L5M2mfzRSzjsuT2jx48p+y7WqcJnFw9iOeig46GLdDCurrTB2UBzF/dlA8KIiwjZxUkVixAedOTDlVwtjUo/6sRk8XkzmiCx879Pu0AzuW5cGwGYYLvPc5/hvX2+wI6XPDNZutq6XXsXRajXtFB+XuxhqvgG8SF0nD+ke6Jy2lh1AO2F72rx/umIp/VtE+0qP7v1/MS6iWpwuSRcY9p/sb7I7sO5qTcRL7aHzlVEX4wCMrWW4bzGq+V9Lyn41wTmbMWfH/e26u0T5SNmPfoYwfNXZF/XUPB+U+PiFBfidiKRkVgv2hDw4l0cO69Qxa0T9SWPOK8Aff71p8qLoNnNsqZRdA+Me7E8PRC2vexDnFavag/07WviOauPrvDXb1jdJxEf/85mL+JI6E/LAlXtejC/T/UV0z7t3pLcGNLnzDaJ8rVHsjwxn3Djg7N7eBO9duu0T5R/ZfegKYQvT5tXiukwksSV7s+WdML5ce6EiGcP7M1vKYYfL2+XR/NXR+rhOJX0e8HYhMT/AP5ZMEygRm2hHW8dWW2BJ73cag2mIk+onGNkBb2ydce9R/Acz0lvybowwNKKyw08L6aAotmK+zj0la38kb9TOVM+42E+/6dTG8afPX4mMAJ5BCLesNt9oQY6ysI+6EfLNxcfRf1xautjzvQnCZoYzeffs5cWTluE3i8/ZU02ifal/B6FFDOhr8c5sf8vf7t8F2auybdfRZ3C/veT9VfUAYvLGq4T3OXV9Im40uLkP/CrmwA3zRtXy3tE7dd+hDwAueUbg/5vg/+WT3rww9Xkr52jfZpN+ox8qqEPxP+KRudNtGd5reCn63L4auxiwlv4B8BLSO836d9l8AFXtxPNLJ4PoB6X6Psc5T/6PTYhvcecNdlVcsGoC8uiVWhXgqQV7PxQ/2EfQutKE+PTHQr8SBs+J8oL6yncc/Lyzqh/sDB6z0eRNSzpl5+OjzzL+DIUfjHykb8FPXVnxDn3m3o+8ruzbtFuewT0R0yXkR0Z0T2XhnksZKdZg0B+B5PyrlO+8TIk4Hqy1E/8jPiVwDWBc0v93qRuKnR138MgpuddZ6NfmFIeHnSKpZJN2i5yA8vPT/CtwTz2vLJ6T0WLPMsa/ZPacrZe+0W2AfCfbqJ18icZZ/zNj9ehnw18c1F7ANhCmL0eFew5IlfsUkV+sf1F0uwD4RJ/3C9nPaJ5vtqxXXBj/C8fwt+ZVLpJCOWkyKaXzV+X9Lt5ugA+Ls2NbllLKNgHtgyH88D+rU3yYx7Q8LvrTZLnMqLf1Ygd2219cU+ECbYt+WaOsvsrnCyeSBOxzE4uTkQnJEWvalC+8Gxy/Ei2BdaweXDPhBm4eiCb/Ist23Hq8U1kynXyfswvo66YU+rCv37kVfN3t+YRPmnV/LfwK1XlTl1FzFfdqp/k8Y+B574b1hHZa7mOMVMJsycvDm/P4xQL90ePakH3phR7Ef7Dbmvct1rOynfy9PlAf45zbeT5v6WFTtDEh7Rvq9O8Mhx8OtXn+6gOVt00SadgdfUS6933boDrjlN6iv9nIKPzrV0ob5ird+QZvBgZWdv2idaFK7YGViF9+as9BSEB/izHtQaEEb/vGuo0Gfqk3DDi2rg6xOJIu0T+/7t33MD+1fDIhoc4YHqu1LutE8MesKb6oP97WcTJkWi/uyxqGSau6r3X57TjOedz8p55qDegU+jhuausxETGhzw/p19rQK1431Q2HwB6qvOzVP/fuZBbm8/j/6FO+qTuo/2ibvTWg3V0Q8au2uhf2GOXjzxkPaJC7+3Wk2chM/jY6Ut6qtPJQZZEzJ3mpTzc6zPq2jsCkN9X1jWgfWEmIw++xRHvUSW5769hPp+2wvnbZBDdKZsRY5aV5P8BvXCrDdL+8RFq3fcCIOvrr540wv//K3IKN5AuKt6nrlfxD7SKScGpdCnnP0n9cWOcG10Pl/7hPuMat2l5vDGyedyYxtJi/Rsi7QpyFc3FQ8Hod5ybscsB0JWqRxgmnHfsLpsYxJ8MhayQMWRsGN+PSMD2HfKlxZQBP7GyszYicja95Vb2KAf3Opv0IZx7r9/YeRMOH5ly4zzcE6yj9dlEczf8nvd3tRXPgc9BnIXjeetRTqYv29uTw53JSz3UR/PWnzv+TfxcwJwn/FPZBLNXUn8Kp334TFbgc/wBvvszOgtd8J+9J/EkcK61uC2Nngj3a+70Jf6asPbrwrwGBl52QFvEFmdw300d7lJLNmdi3o57huBrdQz17eZRNM+sWhX4xVB8Mlt1uJb8dy0aVOxB2Hkh1eUuuN55+goD1PKWSuei66ehCRH77OUgsfWeEwIwDh1a8S+0zxWW7RoYgnqtWSVTlPe0v/HdrcXsf58JKUU76Fmir6GXsP4X3ZFFHpRP8u8/34ceez3/fLx/WNCaRpbLVlu2m7P5oXIS2zAbuwDYS5ab1+3im3Z3N03bSU8tmx7CfaBcB1uf55B+8cfIhrli+GxGSZC+pjXtYxXwwpWtufrtdTLyFcrj6R4jeeNhHlnTVgiYyKrPQl9ouDf3ccwjnnCWARhZRV0Z/kcQL76feFwNurLKj12GNC8dNn09QDe31pV7VADHiSkJ6zHMgvihbWicd7yXi/lYfCPKl39miw7U1+8lx/r6tsSOuUwr4eS9sapsdwbM8JemMJXBS+urAbvGntqt5BlBIwVHfuEKH+qargDXFgkXkGG5bZsSnUIwPmiQpnr0sBFtUYrqddO+SZvLcC5fNXCms/Gx7lbxtC88ktX6dci7HNYe07gF/jPJckhMwnjkMmf4tVOuXPNY3F4gO9KTSTtE/j2blk3s47yLQ9sCPhwusl/9DrLPaGcYvGe8ll+J/zAI+xTb9PcFbzRqeJfGfXVf/+pnAIPy/iupkMY65UtC0OKqU8EgtwegXfUbLtIc9eOvdIyP/H+6zUGOV/AXTPDhWmfuCRiiY3vVzwH/b1bBPP6wsxqc5q7BCctmn2ki/Jthiq68MCWqCguzV2/v7+zY7BvYcOyWA/w1MnbH9Hcdcx24Eg4cpd82dpj4CMbjv2muUt5iYmME4N1J8fyAnD/eBFv2ie6/f3VFsqLPK8S9gk/95W90iWau3K+LTZ5Ikj5p67kSfBDp+vBN+sI25JicjIa5y2PLA5finm9TrRtmOYuvme5LY04Z+bm3jtOyAmP0rMkaJ8YuPPYWTHqK9a+wvEgxrGY7a9D+8S6wwVRMugrpzY6ZKP+DlO3gvpq37YNoxpYh9cVV6gd909emg/NXXYNIev/gv89xP8PnlEfEeNuJOzC6TIWbdiH76pZMR/e6NT4gnOb60z2yJhgv9aHG8fXwjOtX7fn0Nz1xmgZjyX4x5wbu+AN6TVPih1J+vu1sUbleJ6azOg/C66xlpQ7Ec7nbQuTJ6Mf1BB7+BTjawb2ttL+0SJMcp4vcld4cQ/yBjkhVci4kpYJ+y+bu2L/Q8aJyxJ0XnNJW9dsN8ItKpg/JAJfTVO6T+ANn1esljuRXfxnePYmrHdJmOb6UZ7e9tdnIfVVypbehUdxn7HZuiIePHz3znzaP+bMjuXpwLrZTfurhRjnb0f3Gg/SskVisw3OFycrq75XU85EV7efoh57neIrjfMcWGtT7b/gSs2C86mvJJLWze3E/oex9xrzA+mfKlMv5tHcNXZApQDv6yFan/3WUc6u0ptg4kU4Lwzj3iyBr1oaRr0oT7/xYGYU5XKNlr7XcO7WPKtP0fDG6Wc5JqtZbqP6VuVV8NIiu7gL8MDc2w0KliwxOz5fEOtAzMkJLeXg3Y5/v61kOc7fnxhMgt98fgn2gfvmm90yY9OP5pnK+8JXjXuVpTF/5eT7/U1Z9kVXwaH38NIFyU6CvuO8TOExYzad2dKSLSZPuej1k26o//RW7bMRy/RHDo3IYh/CvCXlR8HPT7C3xXOLsfLLA7Fvwe+r5A3wfyniVjosm3F2RPE/7KfqSIx+D75K+Ua1OsudXMnNTMQ5e5Wj1xjM38obz5+osNyp9ySeDMJXEtkDC8HnX5g0jf77rEKKq4fx3E1f+Awb8ASiMH5/Mc1PXucv7dcCE3v3gnOM5//oKWIOxj499L6XekaprC5jnJstH5tIGJdP16fo1VNetXTmK3DvvWpr6XX/KCblxNI2yq9ePP0H/JfeTCl6vaavyigS/Ui91OTfKI15be6+LpLmrvTjl99cfUe5YsZeC3AX7kEenNuoIT3ROJRyS63sbeDB7q14zjqg0NXIF++zfrf5Xyr4vOVj32ju+s5ZU76slfKkL+ZPwBsj96jS3LUk4de5KTh3a576kU54xmBhhB/NXT5F9v9O4XmfE3n94pjvi4wk8H5dE6lis9M0dxHzbWeNwBU0X7ynuStZ+HHHU6y3f+Jc3QpvHE6YucGSMOcWTcsSobmLONT+S0S9X//aWCvCbfVa31UpgO+VEk/kEGaLcsjjtbTv+xY/a91UWpeW4f4VPiHZfNutCbNI9przdtw3fHuGKwo/JMurxdI+Mdbu3qwSeKl7uF8P83q9XhbOQa2QsYh/i/qwjhZPcF0Xxxe0f9R72Z6Xj+cZm6Ysi8Y4TIBoO/XYQ+GzjplYn9dymn8X3vipXcZsJOTGlmMzYpG7Fu383gTPmGrukLQnzBmXi1aKyF2dyQH8mKd1I4HKDqSlzGbFE7yfmnAN6hdTTh4ceGjiSGQf9V/c2oT7hv819dnBM66GH+ydCLnd/efYU+Su//bM2odxul+4uTuT9DKbUhs35K6hoy8vg+8tCMd7Fd/FJBCcX8ocVt3zBuNILIlOdiVc0nd0PkcZ/XBAxADqt5dPv+NG2BeF09xeUI+xN/2PyVIPMDMFT1XQ3LX5k/m5X/AST8uzVfBG71rDXRzS8n70+icZ+K3BZuZOeMNJ4YMQ7RPLjw/J9mA9rUtJPRbjxKwU9qX9YObf67dnYj/8X+Et+ZSTrSUnOj0IIf/pu5aCv9795SPqlynU7fMkHHNzM1cl+GpysfSkIPqnmKKJEO0Hcws+Zh/FeREXJg9LBeH3uWedrReptDkbG/gc3jsRJrYK3ij1PzXHik1vKlFwc4evFLcXuIJXf6r9a8m2VBtOm+2DHPXy9t/D8ECkbEyJBc0ho/GxWJ9nrnRNyQVfPm3pMXOWxKxbdGoJ+JHZQ/XgVzImmNM+cdnLzY17sc9K0UX4L8bvcvPnmLCyGTlVf2uxj13G33EW+osu0xPthGX+83q92W82re8ZMsX9XGZzivgiA5Zb9ssipAXnheYE8I/nkOMfm6frsdyUBynFkdOpV9wLj8aD18+5n6jJcke4A+US1Ffk0dHPD8fXT9wmSauxzO22aXme2M/w/c9IK7hm+nDsApa71f2xTDJ8tcQlZArm9aXuVjXaf1pf2WY9B+vtr9hBLXDZ+d62gizz4+R3zz3UV4y7bKIruOj96a1/jBiLpI99G6qpT0SeTzwCPqt7mS/NAbpLI/87RnMXO1PXNRdcstT6Iv3edQkR+eDyiXpsd+Ox+vG+Zo30caxHxPz8ltRMx1dJFuHFvJ4R/tQE6/MBfyb3FNF60wApFfDBQfs8mrsmZj0fW1hG809xgZ0deKCc78LlhIlOr4ha1kJ98tKK+x+4kPPoGpq76hbJj7rivIibbdeugNcI3ztCc5fap6XOojj3z+ECUwXPCPq0ldLc1fFPMOo79sN7l+weAu8eEOyjuev2g4/r5PAe2K4DmQvggcsz1bavIkzUTZvRZqx3uYd8toYHRt1+Xqe5y3argt0R2iey7i26e1DvftKgEblLxzY5S5jyELWcdNTznTD+R3OX0llPwQw81/P61aMy+Ed9p80c6qtNYZe81OAf0fS/PRhnCW+Vrg0hKpPl+I/CV59UMuYiJ+zh4XGkfaKPRtd5IexTvdJ3xQzcQvXrjg20f1dzyDiLcQQO7AvEfBfu2B1L+0Se32HnnbCeH/BuShL886VK5+pGmidnLNBNwvNE1wJNkUO4IQ9jC+wJ66rkrdqOdbDguSPtqPdZ6FxFc5dLqUW3sRzu8+UpTcW8/pW2/SvtHy2aM0Sm45yHU5nvNTCvHdVWfnEiLT6PmwwnIV8tcJjqivpezYMTXAi7Pitkciw8dmDv70PwzBQrXylXwolqeCFcj/OW/0fdm8dT9e7t48s8D5F52maZypx5yTwTMrNFA03K2KB2KRpJkRTahUKlSSmlFkqkInOSNklCkiES+t3v/clzOp3Pc57f+X5fzx/fdV776HPt977X2muv97Wu633f6773Ld9WAnrG7XmVHuKrXVude9RAd1mIX2iHdsKe1q8MxslMGpmSsE4rzpnRhSF+oMz58C1H+irOqfZbOPDSZy8zNYTT7HxvP0M8dmlMhG0d8B4rWcAB4YS/4Fo95AffXLxekwD9hvlGclu2wDqMYXmwXkYWU5/vaRg/P8CMZQHuGbPPZjVOrHmVtRqesybM+sSqYL9BXeUtCD+77JqlHei09Ws426H9i9SlUqE4/0Dfp8UwfyDhcKyW3v/ylngw6YT8nZT411XAS26rfMUBT1II73AkyGrBs3tMQUdxMCTQeaOZ4WKOPYHJnrtNOUJ/jubTzo103yH/Lgz5xIHq+fBxeB7Qa9NhGAeCkXqs1KwJit5uFeoc0lG42sOn4F8oB9RvcloSFMbAmKZroK8kR8TaAb8dti/HgqCMf9q4KhHWu1+i3cUA+RvkffS0GUF5v8a3Xh/w7PZyFcCjqz6FGBH48lJVDxPgK+viKnfA5TZv/qJHUCSW/NjyEsYzlBkp0+shpUId27QI7DxTtCA3D2rHI0c/D/D5tkh9VQLTUdEjO0Ednk9+9Dng+MXvqrIEJfervlIRE2onZPzTBJ1/ujkYEA9OMC7e3TSJeKPvvagk5DuGHTu25RHGPj5O6IO+ejS22ZqOf+IaWIR+t/1VGu5IX2GBScc3A36q8BLUQU7xP6P0Al89YT0E9RBsX2gQga6/lmAuy3uAD5r0EoBXX0x6g35v6vWN11TAJ2qUPfoEeH9vjL0+4p9TSyROV8I8ftdqBSB/2VZLPDBCfCjDOqr1FvHG8b4qY8B17ZU1zNH5Ppu3dBbq867ZRBjgU/YODUh3DV99ongIxlPta+o7BrxhNSzMifjqciWt7xyMI51207kD8U8UXQ1h/Dzn2eY28InvGxj7ID40oafUDqfY0WKancAnMnnH8AAP5PqPjiPd1SLzrR2D9SyI5Sf1AH+wM4mE+MrNmbTBE+pamTm8AYDHfFuj74pj90e0Z51h3YoLY5IHgB++Y0x3ke5i4LzZH4T4B2fsVC+B+KSdXS3uOG5u09OhAc9ZHxmNaQfcfgQfRzyWgW0WYQC+SsxdiQE/yNeU8XriRMHIgLQSxN+MYFtC9y++4ku8cCJE0kroJIxrrZAycAd8irvbHPHV1eh1hYVQT9tsi8UDzhT4yQnpruKW5ikOCZRf0fEc5wGXoGWG++BkGW7G8N1Qt5/7OPgUeENM1ynOF8c1BR+oqkF/4uzY3WE4Hg4iP9YPp9ZvMLqgAz7x/cU3i0GHHNjHewz5RJ7FKx7EAV8FP/9mCnmtd1OvGPHYnurSn9bAV/fEmNYCDzxayk0E4piDget3H6h3iQ6apAI+LMLaHYST9znrH+cBHvsoFXAXcLFp+x/BOMX9/i3Px6DTvB7X9QAuyrbqGPKPKUWFPNXw3JBRZxlDJPBVLS8j4qu3T4pN/WC8Fj53WzAS6uuT3buRf5zUPpSnDXpp1/MqFYRT5vn6+VfjlN19dR/70PVL3vFMxxThWKvHrVykuza8uCMbguKp5TxUW8A7BBg+Iv8Y7fT8+E7QY/3PIuj9L1bl/i+cCXz325KN/MBX593f0+uo8hm8N5wI2sFsWb1R4KWXJ4l5wFcrJ29HPrHoNb6CDDqq5vU5ZfARZmx9FnYEvmNoc2IK4iv8SyLmBniBqdQiG4L0wL53PX29sHZlNTpvhIUV3rMkcKL6tVI08Nuh1JQMwEe/qjmuICjsxutWCCB9hZvGlsP4Mez1ml0MOIGzsV3frwb6yqGB8hHwWBedm8YEdkTiYQUvPL980n+QD/K3dd11VwMCv+6+miKC+IpI6PE2BFzO+kcj8omRc9aWVdzgK8tyQgCf0C7rQz5RsnlNGs6B8CcrXhwGnHHg0YQ8QQlOO7W1hBnhfSMeNwEXvTpciXxip1vTA7ZviE+Cv2x8DTjJ5rXy1CNsWZho0oFeWHdVJ4MR8rpxvEAR+cSqWU+PhwjHF285qwa4pHcbDd2PTX7uWbfhPcLfXArzBDxgaukzZRxr2p528CW0k7w3MwHwGJnIQHR9xCe1uf+oRfiQqs9FwA8eDKvTRffDcQee/QTMo2Vq3gB4zXiiIfKJoirLGgIQX2EPQ8WnAZ9e5FOIfCKWrvldE+bXsu78QgIeeKpiy4X4qmSPd/Rb4KvrfGP2gF952GCFfKI8Z9ENDRhfKpajuQ3wGcFzUcgnmp69KmON9BUuvL3kHOART5KGbHGKns3am85Qhxfx9amj+5d6JU0HnHJu6YabDxnhvr9/9VfAH+YY+TnhGE9TStE68Ilsx/hFIN+j+Q6vccEpthYJGSTgq7RJcxzy2v1TlZsbToiUfTPYDv2J87nLwoEH9rnxbHLHKbXal17dgvhux+k0wPdeNT6I+OpQ0LMD6sBXp3VbygHf/nYyD+mu5+ICXrCOD1Htkf4edAtN8stDxGPF5AdZz/ihPuNjxgX8MHgxsMkLx3Z8ebr7NdTz69+4aQGfLD30sBPx2NmDdedPQx3MvaPXD/J9+6n1P7xxfL5I8Ls5jKNwLh+lQHzh5mImxFeTs7YWd+Wg33B46CK0f6BpHRfSV15WLokdsM7F0tKIl9DO06fFUv44/lIqbDF9/EONUsQU+KbrJ/2NAnCyB/EsThvWufi+SZIf+MGk9p4X4qsS3frHYwinjlXuUQAeWJRCiwzC8dAtMg/aoQ42dJnZEOL35b8+FozTCuIyHpCA3xouUZwB/0aoeSHdVWWhateN4klrbV8EAV+l+zm+IOPEl67vhw1BX3EMnoqE9rtXNtqF4MfjOQR488DHfYgsPQDtDEdFvgnB3Q4EDdax0Nfrec51BvCBiuvrV+OjAutDvh1COOmsREQ+wqkTMdevI74qWdzjcQ34ymN3+Q7I95buoXMuBPbA69PO7VB3+vpeMhXwNgHnA84EoRV93CGBPi5r4wmoo2IHznp7OhI00TPPmGCedgqzvAkNcH+hNJI9QV5pPP59GOaBOWd+kR3y96m02agNge0527tWG3RUA/5MF3Cfas+jVgRhMFn4KBDqWjaHud3AX1Qd2CxgSRDWy/Z/vAp1Km2DQzB+DJsVWNGME5S744nsW0FfxUptOw+4n9I7D1MCZ25u2HkV5mMX+RhRB3i5UezP5QQ2tV7r/Rqko4hR2vQYXZ/MGOxBPvFYtLfeCCdqv8evXILOGxJLhJBP1B/yZNeH+fp075hZAs47t+eMMoFxZbixHkB+kCi2yo8AXP2kibw0ga0kuPvD4LlmCzf7E4BH6sUMI75bafG94u1HpH+6yoPuA44n+PmNm2MKUYUFfh9Q/Bw1GnQINqCYloeu+/S4ssTdKB47YK1O1yFHVWnyyCeM7Ex5Ugv8lnTfUR/w50djuJGOJ2XcLbv8ALU/nCAeDLhr4eOvoJuXWwkrPEW8sTGD6SDgB7lUycgn6vNMdOSDH2SK/ngd8Lbt8y+McWwi6smMzBDSY5ji1deA+7fYSCKfmP/5mtQM+ME39ncZ6boi2d0L+cSPioNStjAvxEg2sxrgR0ZZ9iPdtfHotcVmUL/a0ZfhA3zy1bTuhw1OqVmz63kCI9zvB2z3AT4d12Vqj1Nm3+1jsmEE/R91uhjaefyxdqMjTqG8/jzbgHQXbnBStBHw4qJ70Uh3iXw4WtwKzyHqn0v/DvhBme5byCcySkpfyAX9w3GTIgf5O26SM4l47AomGcEP/KPw0NwReIB3lyD/Spwi7Ui7mws4D6NZNPCGaZGZugeOtz47nDSJ2qH0P1mZA+2M3WK2R3xlUpJxJA/myeFq2PAY8J/Ci3y8cPxgg5vDAah31c/t+ATth26Y90F8tVcw83Mtuv+QDBm+cIDe6Pj8cjfyif4XY2dMkb4iTYoFS0Ge1mfbH0U+ccq48n0c4iuyrLulFvDAeWk2KvKJ2957HPgB9fm8o0bWwANL8NZSxGO5bzjY/WG+U0HxSF/Ab21gf+GPU743CeF+6P5G2n5rdDPsdzuz2BTisc0v36T2wDyBhWub98F+GfybOJFP3EbKGDwOdbBLyd6ZgH/Ot1QOxglS2M6BSOAlCfL8ZWj/3tNncsgPRsytNigCfxopMv4gEvr7ZL1Ok3HK24NMVHj+jDRy+8ZLwA+f8BZEfPWcSa7MHl2P5Dvtr94jnBbvVVcQguNxj6YvwDyBeGiT1DTsV4M/QXs1TtWx3fAR+IoW/2o741b0d9Fy5x1Ij9Xs2mxVAXzVeUhEB/JXWld4qyuBv6o+TiNA5+g4RdoCb+RJP/JGPOYjfu/SZ+ATdnkq9OdSWLkWqTsRZPuLe9sVQV8FMKicpvPGvgs/7Anamjtn19uD7+P9NEz3LwYRn57aEmTdGGO/zzA/jO/d0GHAFWNGNlsTpF7a44wG0F37KfXs4COmD6n1WxKYIlvCmqcSoPcOtGpBXn/HKkuQT9T1HG8Thfn3DlgU+wK+L/IHnzlBCZvc63sG1rtJuhu3F/D1T/BqI6R/Ihkcd3OBLloidhlwk8s/LPUJirx2xIw24hXKtWDrFsDtZcNeIZ9oIZ45EATjHGajvGcAz7dmCVcjMFVuWd4iGMdeyPJOFvJ6xY7L3ej7kM7Nv5n7hPiEU1XFAfDj8cJeiwmsdLpvg8IwwtWK8SjAqflOWcgHXpF9tmvzIOIlZ6W4bMALq9fH8eIYb8vZe+0oHjMM1XkCuI1xTwS6vlvCUhyHga+WOLuM0PlHN9AJrpsl2nGTOeh4Yvz1QYdgG3g3LULXwf7J2CeHGxGfGB/XoeuQk8MTu/VwjHPM7dq+94hPyCfUQYdg2xZxDCPdtT+9OM0BxpeW67CeAFxFuMzLDMeMtjCdvg3jSw/tV7kPeHQZNRTprrcvHOTYYXypnm0C6BCKPtkxDemujf52ST1QpzrirLoI8lrF9y074qvs9COaPuD7Lpu3GwHOxSkD6yoeYZH77AH9hts+p4eCfmBnj9qFdBdfmyaHJIx/GK8+cgjwxKA1h5xwCq/y6g43mOdBM871FrSzqYb2DOkug0o9cgus05q637oL+GfRHJXihlPahYJOkVE82fVqFiPkRfmB02eRT5SMbz1QjXCa3FJVEeCHO1e/liEe26t/jxnGfVHHZz+oQb7jPOfbPHDsZbGh8kdoZ1RmlTngj4vXv/fEKVUjkn4N4pCPmYfdIa9t3RTeeeGU2DPnzSOBl974Cq6DePelH9i9cVK80EM1JuT7MV927Z0Qf7VNWMYHx8IMLAe55EAHao6nQnywI4+ZL046E3FvFoN5bETXm4HewNgmLq3ywwlDbJ19P8KpkXsC7wKexNe7EemuWbm9O6wU0fHoCz5/AbjauEFGAE5RN9f4YgU6LWvLoR74vlqpahcDcdrYTUplMqyLcb16fhLiE8g8lUE41hv86EQuur5ohtzdnIg30A2isAf5xH7Rooq9oOs0hgslEE7EZA2FId21qFKWoqyJ9iux0loD4dSDU1e6ke4KX5pUkkhfL0PVagXCSW6JLVtC8Oun+Tvu3YC61o3ZzFXQTmVF4CzylTynFD45AC9Zf/hGBr4qquC3Wo1j50S2TCSDHsMOdw0B/2ztDZFzg3kVxl+IQT18+xlLDHhDSVNOzZUga7T/rLEHvnqvdVaFrivuWs07Edj5xe8VdgMedcPSHfB1QRwvHAjK+WD7xD4Yr05KMN8BuM9V50w7Akvdfyf7AtTVs9J68+m8IUM42BC0mvko2eWgx0rk5aoAl8Dn71gR+Ff5b+ePg77aqxM7BLjQ2Y27kE+UvSVC8MM4K09yjiDkb/C0+kqkuwr1rYU2Qf1q+PQ5Y8C5ql55mBAYtYwlkxXpKzz0juQawK1qIjoN0PHEu8ptAr56oLkiBfD2t5EROgT2YnTzj3kYf1XgSC0F/IpNeoomgV2kCryshfWaH/Ts6AKc9pz7G+Lr4z/tOxVhHZzDN98zQ16b/ExNQMct6WbyrW4E8Qmex6sJOOlmQywDgXEa79WY+4La4ar38QZ82ckdKkhnkPHJRxjSaZgmuzIF8Mbv4SUoHzpY4kLOQ39iKqttEeA7Oob04P4qH25Rm4fwi2pLmwC3kT/Dju5z6fI1tS/gucJnn01/AK7a8+KrDo4pSYXn2MJ8y8VSyxUg32XOCgUuh3WlH43LwDjS75m+zoB3U6jPTXBMcAP1xxSMZyhN3hMLvBGm5paLdNeel6JXLkJd3a6iIBfiZ9sO1CLdpfQu78Vz8HdesYLP6fVbg7PG1jhlnLdabTcb6HLRtkmILxbm22WLY1fyVrypR76PNF0Zxwf5sk1r7S17HNvWujH5M4onLlOY5AF/YsDcgHRX3ZHTqtGIl6hUnyED4B+5/Rr8iK/SmF91kxBOyg/d4ATxfbsWySO+sucv3FmLcCzD8gsZ8jTlioUZ4it1rsBKMeCfn4t3xwCexcnhhy6gEEt8uR3orpFr7oeh/TKm5O2Ir8rqhl34oK416cCRC+27FN04hHRX19ajx+Jg/KqHQfx1wPc+kD2IfKJo+NE1hcj3UYV3ctYAPvj1441VOJGZtjJ9M+Ixms3Yrk7Y71Wq2nNvnHbZUnMVJ31cRNf1L7DfnnraKOKxEh/1FHfgN7vPn5m2Qh1JA2f3w7GVtoKnVgO/MT2+LAq4HWeakj9OXsyrsQLGyxCOO4pUgQfOKdCkEV+Rn22tXIOuF9IaCR9z4J+db4NMAnGc9QGDlgjiH5JFcroHtHPO+ZZHEIwn4XSHdc1oZ6bd10N83dDs1mCcuiRbR7dVGXRguMsOhOPUMCU9Mk6i2VcOLFdH8aLY+iPQzmdetctknLqt0VMH1h2j4TlsVGinvnWvYQhO003QJ+sjvqL1xe8qBX4jGd+sQTy2VyDt4E2Ek8TK3zykf99kO97VOPEwCGuF+cgpT3NPF9D5J774mBtB2TFPPZcNfk1MVKYc+l+uarNiiMecKy4UlIBeSj472gvxTF7XnzsTtJ6ozBUnAW/RGuaC/F0nz5eJfOKT1urL1aCjvB1GdQF/IT1FtiewWw6tzqGAz3ctAf9CGQzXErclMJuXsTv6AW92aoH+XMrbbIJiTeBmEnt57eE5wdMm6fT+XLkBkoslgW++drJwCTx383hZPvTnYnv6N4lYEAS/g1jZHaRrMGo8F70/l9k5vdmUwB77ma8IhfqVwmo7en8uk65diCHi1dbobjEYzzBDcEN/LhbgMPFDl8AamC0WqcB8yMKPxLcCfm2RfzHyifw8nfy1MA+DQ3xoFuB9i6vzVQhMh9XjnCTMw0DRSqik8w9P25wMgR0+1pAfP4p4ybK7ahBw6sqCEG4CC1aZGMwZQ3gIz2Koo2K0Bw4cn82x9nr/QyHQz0jaMW1C78/9YmqF8kSAZTq/EHyllLUi1FGxfaUWcF0WtiySbyVQvNmVmRTAyYLH3NF1Q3p3cld3G+IfVXYRqKNir7hOZqL7k5z7k9Sij4ivLFK4oY6Kfdmszoh84knW2cRNME/7DVN9Fsiv3Q6u8cgnJnaxjR2E8aJZvE/FAJ94XvzRHMceNFbL9M+bY6Q5z9sakF+GtT/EEF/pCRpn90B/n3S+thXgFsJVScgn3p5xyaFywv2YTZnuXywDltbZ4Jixg+AzIZjvvelT7SbA+V3LGZFPPCtiGcnNjb6HuAw3+Bds+x1ubUecOBMx4OiNfBlJUrH3FLTfqKezFfnE0a/281vhuenic+HgXyhuk+8ugU/MO+Irj/iK1lMx9Ajw+8ZzI4jHXNYttj8L/Gaoua4F2vfUKuFAfKW/Ic8vCfhqQ5/OJ+CTk8pVKsgnXt6e6MIL9a5db+PmoB38XDTuiWOa9RO0aRinenvuCD/kr+iRx7ZIX5WdM5ek19vJy0YVIe9MRhm2IJ/4qoCjIhj5RDITo5MR5G91CsNBbxz7vnl82BfxG810+U5XwGPCIq744NRDocq25jAvBGXd2lBoP0Lc45Evjt+846g4APym/lF+O/BSItfaIT+ctDsv5F0o4jFq2CupJGhnVisoF/EYwdOWmgXrX4jkeGRDPCfTl0bkE09rfNOeBJzrtNV1aP+xrVJfII5FlTTTQsFXhl2vfAztRJz6NI94bGdbsXcY+MoXJUEdoJekGzthPi7xZhd1G1XgK62KAWiHdOclrGfdVZx+nQTPU9ss6Z+FdmRuDjOGIHVfvS+uBHhMhOPAom3oeJJ+GKaF4G7OKkrD8wgnD7J+kNgGurSoqQPF11/5tFMD+MpxLyUE8tpQQnkG8ZJSrqyrB/DVBimlWOiHtfDZswHx2Oa4mXkb4KUjnzbQ66gnM4qzXQjKtXa8ZwjW23oofLcWcBf/+RAnguafvXHVM+Af0sYXUEfFzLjtVB0IcmMvd7U/4Dsa+CUhfxXDLXttCdqmU4UV8qCvFim1GYK/UGbosbEhKA035orVwfftE/oI/blYQkm8pxVBiT6/PG41jE9QF4o+CHgIdRf7CgKLqq54EgLP44SHLroBeOmKvSXmBP7ollsMjL8iaLuMOwFfHNBmYkxgsb7B+mZQb7/4/AIj5G9AnTZNn8DSH95OugfrRxS/cFIHvNb8HlmboDTNd1q6w/OGzDEcXoBjg48mkU9s+eQmmfED8Y+j1sdddP2QoOmHvk9n05U9W4GXRpbYQx0VO8iT1or49OPhY11c0J/YixU20PmqaJ5AfFTsiP1sBzzaIWcacFxv5xaYr9OeN+4J8o+0Fd1foI6KuQXFWqHrmN3jkMudlzDf6WYfRcCD+E8tRjo+YL/c+5xWxDMui75CHRWrkn4wi66DkZty7nMwb/yH1QkugBsJ7t+IfOJgMtuIA9JX1FMiPKGAv4hnf4t8ovK1p14uU+YYTaPuShzgTOE/3ZBPVN3b8HYnjG/ne5ZyBPJ3Zw/mgnxixV6Grt1IL5HNXk+fh/iCbfH3kE8Ul3HOlgBe+po0fgfwc9ds5pDuikxWZZuBcQs1F5Lq6boitF8P+cRXayJPkfhQ3KMNgTSID13RHOOAE7PzEbmaMI407qM83b9cfzV/ywnHMvWCKHnw3HTn4EMO4AdLbPtnpLu+d3wOFAZ+Y0qykIZ8YQhTOeGG48b66hWDgKe25mtDvHHH+8vuONEj7Lr9MuIr0qE6L1vIaz+Fxjrgsc20kGAhaEdDLADihwbLB5Duark2Ub5YGOGz0y+3QJ7qRoh+RzxWF3iwYhbGg7kuFj4A+I4wGZlVOOWcyJWfw2IoT7Vt9LLgeKJsNfS8cYqW3R19ecRjtBuJLCXQfu/ROk8fnOZ3KsyOhH5nalnx20o4nvvdDOt8cVrXkxWPR2BcfWakLPAG1hR55YwfjkuYjSwTRXxF8nDt6oV23iuPa/rjlBo7h2QM5qvZpDXwHdpZ9jxiUwCO8ercubYF5oUg/7zJA/zA+WFwN9Jd57RD1/jBvILmOxPkAC/ONcgNwvFVIp8NEhBOnQvv1EM4djjvWRHyiby1d41EoL8yevEN620wzsbHcwXiK8vvabSzS0GP6Wf7Ai/t6hivh3H1/VrFYfA89erNrpsRTua6+N0vBKd2pK7ULgIee3P9fjzCaXkb5i6E4JEZhsTV51DPH8e3SUH/iPQjnrXuBCVJzVXFDvgq4LOKNvBGzPmzbYjHBOu0DuoCX/VUnfWHfD+6Vn6LK0Gd9H6u+Qn8neIRXhgHQlkay6flTOB269PbQC9h/Zv8YBwI9nRQeNKBIByzrpnDOs540g+R14BvYScV2BEkwQGLPBbwlWckur8B3lB9nd2WwE3rj9XpwXhRqaEyfshf/8jmC9YEpeajcJAMjFe3PawB/bkUxoesxpYENugaXHQXxot6s6evgfgH4vFcFgQlmzJJG4PxDO6zrNCfix04X3HGlKAcbzKNz4F1u7r3+ZTR6yF6PaaGBLbi+ZbGLhbUjv/PnXQd0vHyXIkuQXFsO3NJE/jKmeRE1yHqPm3GSHdNn2OaWjuPeMkqy52uQ7ZZ6r1Qhvmi10pBvyHJ4g2PJuAqW1wvSRFYt3dajhHyleQbJ56vAPygomwY4kebwef6e2D+0jkte2/AyU3PlJG+2cc+eloF+U3qvpzpDYCz/xz/iu7rASaX7vu3IB4zs4mk0Nunvm5RwLH1agL+KxoRL72REcsAfCSeoUYD+T6GjTMhNMRLM0ltRYDvaOEkI5+4OE53MO0T0kul5f0VdL1BOliGdJfcwxAzDZjfj1H/RhPgq3zWGiCfmH5smCI1Y46RA7+X9QPPLDsba4N84je5BMsZ5AepS5mDQIdgXBrv7iHd9fmuh9RK5O8oUdVWApBfD3a8nkW6S3V506lgWK/79ghVCXCB083LkE80fHKMEs4H9XC7q8aQdxyH38Yh3ZWYxpC1khfFs0TFu0H8kRPdZY7ILxvb7LdB8VTcT28NxL876vHNGaes6b2kOskL/XQllXQdQgqrEkF85dPxXbcH8RuuWiWYAu0UMehruePYCz1W3mzgK4fanAvQTpzQNeeVOHaprvB0O4zLKtFML4N2DhgxRyK+aji/gYWKcNpm0bR6iFeXfr0f+cTyHxqH/IHHvh6ao0H70m/Sr3rhxHjakzxLUYRb1g9NQDtv3amVq3C8n0U5xkMSHb+JryIH8MNc4oPXSHfVRQ54CCBeoq1+vU0K8M5jo2PIJ7bOVrAKgY46q6CpA7zBrNwn44fT3s3UWlxHOPlgl4cFxN/o4e5D+He3TC93qF/NdV30Bt4YTtYWQz5xRKKzjAvh5D3lWRu2QX0rMlED8VV9ozMfzCtI8r99fC89/u6DwCCk88t26T2E+j+X8uo0wDkdri0PxmlVc8e3mUHdPnGb+XnYb+ltI1gHZn1vpzUV+KqT0f82xN/fviuDjJNTizxjk2EcNOE7XYdw6mCSmUIIzl8ZVxEF86DSMN7dLdBOZLDkphC8MShv5yzMY0N8bDrVATzjvLvyFfDVfe/X4VD37oxy/wy8MXZ2xMKdIJZHyrsFAl9JPXskDP0ga1i3yyHd9VjU7ZIF4NGLTHHI6+1v9FlcCOpjoapVJOA939t54cAnHx6U1TgSmKFszpZx0GMyWfvSIf6ueUcU8oktR9emw3gGIvuOMtRRKT98k58hvno+wsfnTUK4+Zlcer/M1pUyHUh3jWuvlJ4HP5j03WsM4usXVQZaEbjjS7aKBwin8tqb8kC+vKHdWoZ012l5yS4M8RU51lVeDvBL3GtfmxMUvX01nQKIr0jxMh769Pv10/54Y4Lyw1MpVAj4qpDZ1RFwiQS1YaS7NM8w5DgzonhX4y/BdJ7Jdo/SJrCNBYzuYcgnkuWPikXTcTk2FXUCS+t8dEJyBuHaFzoPAv78KJcKOi92wQx1md8RviyyIIfOM803bBHP5o/GGzAinUa9Ykm6CTj+ykqx7xHWKcO/puUL4j1fwdf0ekhHqeUAysOjspe2XX2N2tGQJL8B/FkcjQr1ERaPA5bwnM7DtYKjdL6afXcGXU8DfgHrS6CudV78BzPk0cb2517oOtAsaBzeiXiMtqctDeohGI+5RAbSXS2um19aD8K6FbF7oY6Kdc8ulTHCMRnKtuYjk4j3rtreswB8RGTTXqS73jg9C/ebQ+1MZZT4AF6j2VuBdFdxzBHHB4xwvR3avgnyenLf2LwlTvnEQe3OR3qMUN1xfi/gkbbemsgnXjo3fY8DfT+y4pVLpwBPCm2KQbpLk5ZtX4D0GNl9avdlaL9UyuiuA4653ikNtuWB52yNnAiIb7c99N0Jp/jNU9QkwFeqBL9oATwv/ZQ28onGsnE1oNOoL6+QPkE7qzx9brnhhNPbY5+hfoXZCKfMAf5j8uVLxGMHDzSLge8jqu7HC0AeTebxfEU89qx1l3ofwknMOquVgDeu2vuxwLjTW7sNriGcbMnEZQJ5Wqk9qOWFY0p8kZeHEE6rDOx1Bfz7bTNrpLsEZ+//0JaEeTn5S0MBX3rT2gfxVWuYF1sb1K9KDVeB3qB0JqfHIt0luPdssx7iJUzsitgx2O8i3+unfHFs9eXIe+ZQn3/GfZwK7UzJtuX74eRZrp1eMB8XzaXpFPAGRehhZq0/TiVPWe7QVgC9Z/kBeIOQ8wvtDcBx7Yrl8qWAHw0+RQP81LSpVBBO0TnQqSwN8+TwhK8Yhv2GXFJ7hPCM2rX5ksgPUjx6G2Yh/p3Ax3zEY0/49B7fgucT5Z1NF0Wh9qTNl5LJ+PVbyT6Pb4BP1PhZpohwbC7eZoSMuxk9ZVi3FvoNn+gaLkM4aXxK2QDpKyv5espF+nzyarUn6H7ktJnZSoK8fN0uhovAPycv7rgEuKpWSYk7gaVS+9vygccOGD9vBH4IyRE87kaQLliEmVEBpyrZz9DbeZRFcyGIkPUMeonAV9sulSyCfJlrv3PRiaBOZyZkfQHd1VyZpgT35fhu5VAHAjv7ZPSFNIqnSfsH0OuowhwBaUh37WUIzcyC9QQ3qWlbQDslfCcpiMfOcEz0hiHfRxFmLKPrEI/yR3zWBKYTHFCbg/iK5qb1lq5DzpSX0lYQ+OlrLu0ZiK/woMB6ug5hfvfjLE5Q+tWMXN8iP0gyappPp/PD3fk2EwJr7TN4qo/0DjUp7C1dhxSEDbotJzB15/nPIszoe9184fsQ8Mp9EjQdAituTX0bjKF47aWH6Dqk/wQ7tpTAwrIOq6+F+bJ26lp9BLylxwXmuViy09f74izycVFrOGcBv7J8J5M4gUXnTXzGUDy52SAR6iHoRkxLQu2uzeMa4UG+kix6VR/qIdjo9oEgJnSe+N4MS/YgfiuZvGsIuHrW7TiY53dPU3X8IcRLpv2rXQBf0apxA91Hr4c3zrAj3UXdFYFDPQTrb337AF1PtJnl2zO6kV5atedNLOCJ/MHSuji2nDk45gOsx5pKrYI6KiZn4nRxOY5xFycOrEB8RZ6o4abXUVM6NblNcYzzRKS9GKxDEegtXUb3X1VyrBY4xZYvN30rA/AI9xu6Djm4hmKN+CpO6KTGUxbEG3uGmUCHUMRc26OtcWxndaq+O/CSU9AX0CEUD2NbWC+D6hLbvJULxmcurgcdQlkmiM0i3RW+O7ORQDgJG9kiDfiSi3XLkU/8dkGNaT3CyQ01l7UBnzuqE+GC4w43fq66jPiK9tBJ1hbyTvfgEIzjcnTZwZAN/Y955zL8gZee7L+6EfFVdyl/8yiMs/qYbhUJ7TzVP3dkJU4p1lw30IL4h1rx8UEixN/Rq8iC+bhWr15mCb7v9K6kLMjfzlezTxGPddVsMPRC+oq25HnkVTr/jFt2IR7bRuUSHUC/GzlUPrEScM6e0rFVOGnlYYb5EehnHD5+uBXav1SYwe6DU2azurk0EF/RLEZzPkH7L0wkZXxx4pHt4eYboLt4vId/wveqOr/dE+krGcVvEccR75GPrzZcjHiAmEskbfbHifqfIo0rUTx+vX9GBeH4bkbelACcGjr7RlMM+h9/OvmYIZxyXDnhTiBOClLpFSTkYPzGZJgdtFODjVkg3cVAXt2HqaH4IK84P4iXlzxjEoz8Y2RGGwnmf9D4OrcZ2n+SeUWdjC/7YjVfvQHxFeVw+oZEaOd9UnA5GT/OpflTVRfq7Q/E0o8BX4kotmMhOJmBN/DtY8CTwhih7oHL6/IWrySw58K01C/AP5zzHkshjzL36EmsJCgP7O5cmwI+ES8ZsoR4czf5eTeCPFcgZDuIcFLPiQIf4Blt08iHrgRFRlP4xjeEU/Xd328E/KAVYwryibmMNfIPwD92ee8E3qAMDEZucSQofCEPo7bCvMdB66NORtLr8OtW2xP4u14FyRHkn2ie87QLcDxbLTLKbAmKU4yS5VeoUyUaOd6l13vNzq61JvD3S4uDgpFOIfHGlj6n+7VN+7SQT9x613kqFflH0hYsGfpzKT9uYV9xAjtxc2mNM6xH7+RSRq+HJDaL7DclMNnM6RMXYPzDjGwSvT93u14PE/KJQUbfop3YEZ567C69HrLycnwB8om6ywY3xzAg/fbs8XNtel3x8Tln5BOH31UVtiDdhd0L2wH1EGy1n3YR8olr12m3qAK/SQ+qQD0Es6veswl9zyPfcrXAV5JGV2ZHAu6jeTwO8Wb7ZHRKIqxrf77fHOohGFkuaTfMR/zmRpk7PE+dnHyFXg+527CvHuWPmxjfW9P7yCe68piV0PltcVE9ul/GDxest3mFfF/+0b4quv6xKC5HPvHi8JW61bC+4S2NyTbAh1u9deH5Uu+TdXmwvny+25Uher3la+Q15BMZz8zPhKL9U9e6f/wJ+MHQy3zIJxbxxS++OY94TPvhW2HIu5gPmYnIJ5ZUy/Prw7iFfUbZapBHSes+VyKfeFNk8+uT8LzzKtsJc4g3klKftMIpm3wSD92F+vzE68eeEK9wP14P8dUFxWNpewCnRJ0JB/z9EpdYxFeaUmxuuQinXnIYTYB2vIO8ixxxysrZDUfcEO9R20rug3/BBpvCXyCfWMBSa8AAdfjGs+suAv72ThczzAuxY6y6QgDGbdN+lgM/fMYnZRFfGSW+b5cB3ZWJBzYAP9Sd7DVeiePJzxK2rBGG5xVYjHoB17BntUB8Je+qrughjtq3XDw3BcdT/dF2sydOSWM90SYB62vEtohyQ56aO+fv98Ipqo8etPsgvqJ6TI6QAB9dx1+AdJe6QMNhMozjiuot0QE8tbOo0BvH2xUk732QhedbAlJsgQeYOOru++CE4m2edzLAS85eSYGAj2W8G0K6K/bu6Hn6Otf9X5u3Ap8s0RtjRny13vNZQR/gsT1zSRBfgg0sCcAx//2ynw3Ahz7bdzgL9M+8Yq1qIPq9HLvl0uVh3NWVV/n0/Q721QTi5Gfrxr4fhnHv1QZP7wKe9UXmDeKx+6RXOt/geR9X0yUvAH/E5zgZjBOFwmfZE2C+ml1dF3oQTt5ECjpIxilm8vvKwqGudW8WHwJ8ftfYMzJOepd5tJAM+oorRWQv5O/MaglhD4Ky0sdmDtaFp+m2hUAdlZgXmUheSVCXn2Bnc4JxDkLew+eAr/QpyzYin1iqSf6oCz7u0IbTpRDPMp/tgnyikr7cOzvAX7leqoX2nXs4o1wIvE77fOtb4KuWxzaddJ9ir3rUiSCEHk6fsYP5FranKUF/LnaMfY0j0l2u/PGliUh3kI220ftzsSxJSx47AstSJNIMhZG+WvbBld6fO/FSoBPpq5wpfU0ZxGOk6phJdbqPOJd7zpIg3ukvy16JeIz68vNlun+RaPAJtSDwAKmjzXOLUPtjhV1egIesYtpgRlDknENHvsB8WXV70iMAz2dXH0N8dfrIzt4RxGPk6ceJu+n6J/x8vh6BHfK9veUQ+MRNs7tP0PP9J8VTC/nWwtdteojHCCxc9hLg4u5pxBIC+7ZaQFKOEfjtdfF9ev9LzWAv4uvQE1oF6xC/Ucnl3I2Ai74uUUd8+rjo/cz8JNJpRm35fYBTOgtKYf4FhdXO9oOw3j0P9p3OY9h1TRjv6HZu8fmXjzDiYvcuqKNiTmePbEH3xdHeD/kSLxGfdGR+kQX8JcdqS3SdtWybinnQj3TR8NoYfcA75Ak+bXTfdLyV0TiG+O289LwD4KyDEbv10fVqp6f++TvCnTDFYMDLjk+3I5/ItMZ/NAVDeeScPhUDuFSR2BOYtzk0ihbJjK7/+1vvH6b7CCVr0gqcIkDeTctiR/Hn2M3OAc5/YWyVFY6xMnuJMnMgnMPg+y3AFXeVn0Q+sbVd4rgNwskVVY9rgQe4BmyakE+Mpqj4uwH+DuvtouNbGOeRTzRKd/WJBb4yFbYZhXbkd1cKOeP4YPujr98EoD/ptQQL5GOZfLgX8okFF4UuYzBeovlAmxjktQmHQJ0bTsFub61NhPr8SbfPGhDPdPJUN+IxEXHqRh7oN5RaFoRDPirNeb1FPMbKo8H1Bsa343ysq6AdMm0PO+IrLCs5cB501+CoewTgpz/2wrzNa/pi+2aA3y7cfLUH2r+xpM9+FU58mZ9NPw7zpi7tvJIG7edKpuCIrz7oF0p4AV+dyKIWAI99qtT09MGxJ1XHR9lh/Py3OpNyaOfc5f5IX5yiVG76tB76H+WsC17CfvtkWw4jn7h2vPsb8BiNZxVHH7TjZrzqJuIxqdr9gfrwHDepMX4C4l3lAzMCcIIwW9yRA/WrKu5Zhmj0ty2Cyy0Qx4tdY17DvG60Y8lOItGg177vjUU+cevwaq5meN6Q+cFBNYj37eBKQbpLw7BvM8znTI76KIAjnBSS9MGTjON3gvSMQY/RImZ87AGfDBpPJ+P8U9T6VRXAY1fOiXUDP6TtHNjrQVDF17okHEc8Q3olTh4APNWfawLpq6FV5nczgX+IxI/gX3CWypwOxFfhTditIwgnr5qMXwT58q6o4AHiK8bpozVuEB/NVUT3Lw3ibx1dCaoU9WbRfdBvT42KdQE/ynbjqjNBiWt0NRKVQLqlS36NA+BsHMleSHeV6ghEFcDzON5HrsH4Mcyyu/Qz4iuv1Ky72YivqJ3sVdGAu249UG1DYC9rwwMNQHcZ5EUfAlz/8yzMg/rCKFW8EOrwM6dUcgE/JezptIKghJXw952F8aWfTobdpNdXzc9IId2lqzG+l4R4jPaC8rUG4pfIuT03Jihqij2Cj2A9esnOp52AZ39v2m9AUByHnT08mFD8qu1PRgDvcm/TRT6x6G5v3ijiJYruurVM9Lool0miBkFZXvR6mh/5StKgWKUI4KVapPsKBIU1P0ZBAMbPu62bp+sQ8p2AnyIENpLuwRuD+Apj5jmLA95YfbNj+hE24aUiZDeEdFSh/He6Dlnfz1nOimO66jZqW14jHtsVE0XXIWEGaewwz+/XcPldFxDPNPJ1gg7BHjcfcFfGsenUjufTyA/SLp3ecwJwm3E2KXR9xP4wqq0YQfEa+2boOqSjjP0g8onsmRKn+b+h+KN3JO8Drndi8B3yiffeUlPl5xCPHtXtewX492P9dabIDz7Rvx7LCPODhBT2A5+krQ+Us8Cxy532RxygfnUnRfUHxMsZX/axxDG7GZtWMaS7aDlFXXyQLym7SenWOGU16yq+IBiXJZaXqwD4JgvnV7Y4pZRTbmYT1PNvBNctp+cji/K8PY41WSZzcSLdRUpxmHYEPP1QMx/yidFhb7ZlIV4i3zZ/RQY8znO3qwtOqHe9VyxEvEROic6IAfxefoyNG45t2vYs4QLU583OHD0Eee0bKubnjlOWvJLBaVCfr1fjygY++diw0RfxFcd5l/j7sC5G5FTKDeCNe89i93ngeGjspn0w/zw1rHL0CbSvib07i3hsy4tmSXmYN3XjSNIbwOMjhp8gHjv7jjWWAfEVNcvt5mdop86XIFbhtCXBjVNbYP6H3sE+Om+0151p98YpDJ3zXsthXq/KzEwhhFPYTh396IOTNxmH71xCX3/WqGYJwomu6KXzyD/ayN1hkYT62NoVwuYQz9i3VcEfp95KlY7FANdSbHCF9tOacK4AnCTOZigjD/MNbo+yDoZ2pqi1NIQPeq4yEQK+imu+HA3x2i327EE4UfpFpHgpPJ/Yen34ILSf7foJ1nUfpY2Zb4bnMyQTEnIgXrZkWIqMU9mLmC6LacL95fvwRYST1Rp4gpFP3HOz2YQdxjncKw2ijwPZoUgb8iBwz7b8Lz2grw7151lB/o5KsgQhPGLw7JsuhFPdHZb50seHBOqsWEng53sO2X8C3dX/4yzUUTHHPYoq7gS+V9ZOSxJ4bHGR2j46/+BK3G4EEYElTcK8DeQTm8aOAa6zRqTZhcAutCmc2ArrcAno3M+D/bL0mW5HuutWzf24SKSvKNde0O5CvBj2eRnSXQO5UqnfQV+90lN8AfFf2YQY7AjKLVsLiXfgB9d/r+qh81hG6lPkE+dd9shOwXOFXC4HvtHrJxzih5HuumqQl78Vnt/xKG/hhHzZOMrha0EQ+4yn5jMQX1H93ivLAD6ZusQV6a4jXaZ5O6E+v0aEmd4vY6Q4zGJEYFobY30HgK/mGEXo9ZAdWNd1pLuusuj3TyBeosVfqoB6CHbOetBYC/lujrjDszD/g/2xd1sA7/tk+XQJQXkXevOeLeIrLNNkAOoh2LfbJ2RlCeziqxEVy3Gku2yjMk4D7vb1ejjSXbpZHOm0T4jHbpqzQD0Eo7x7e7nZHIve+qmFDOPhOaMPQz0EK/Qt+Iry8/gqb9eApkcYmScTawOc16LKGekuiurjaL7ziJckvY8OAl47IqyOrr/TzPJBs4jHSN4f+Oj1EHFiPRPSXSaZP4RdhpFOE5PXF4Q8MgrOD0C666j8290ZE4jHvnliqoDXSFTaGiOfeGf3dATMAz9FrYJ6CBZncrnKHKdciL+mfpQB/feYg5IH5OlWo4zFyCfuNJ7h4oK61tj+1+sg/pRyuBvyic7qTZu+Ip1GnRRL2wXxFa9vH0W6azOnc4Qcisf2Sv48DvE+OYsqke4Sa7FhvAnt3JCQBv9CGeyxfIV018PSjUtMEC8RsoFd4F8onJsdeJFPZCmU/JQLOmpvz2nwL9iZKpKjK46XM68dmoX6/NLtKeBfKBPLzO4hHjv2XEB9H9JXtLUyO+k6xCOX+hDx2DoB9aGfwDPUey85IB9paVofVuLYx6tjD7dBnWpaRVcacEfrwXnkH+uy44dhXnoS96sYHcjrjVMHFBBfNW1SqGkHfrOW7LaB+Mrhk8uQTzyiHpW7C9bxOZ+7zx/if7reckZ8dfrL63hvSdAlGdabIV5ap8XNB6d0WhXzKIEeu3udax89/ufXEMRXufHJXxihDr+nnjkT+Oen7YVEpLvujidvXAH1q4na10UQ3yBcnox4zPgUdiEYxs9v+RJ0H+IrDau2I//4aOaTCqaK4nVqWxtAX7Wkb0lH/nF56aM1/VDXGuAz6IP4osnPV4Nwsiy7/D1FmK/Gyb5uGtrPu8b/LBin5qavd6BowPdVr2WMgfEXIvyqZJxgnaPwb9CE+iS6JUNeo43kSRAUL5onNzwP6K9ivQ1w3yahE8gnCjGwic8DX1142gbj0CiGe7piEF+VycyOiNKfgx5TPQv9s7q+EwHuBMZ9oeAoPD+I40/nrwG+TVnFFOkuh2yVJ5JKCE8ofnMP2nc6XRHuSmDauowHWmAdnLnozQ3Q/vz9ZCGku7gaw+Ok4HmcdlrEe4j3jl722YGgXHVSHluEdAdVQ/bjFN1nbeAusyPwbWdWfMsG31cxs5Ub8mvTiOceG4KSPhY87Q/9hs5nzOg+6F5pIm5FEOVcK/KVga+UV5yhjycp3N3Hg3TXYO+QSSHwVc9EvT3gkVeyHpkTFM83PEN2nIiv2hVvBQKel0KJMiaw7ImPWcpQh7893LIV8OMWleIGBKY+dzOBnRXx1csYShJdR12yzNcmKOrflXWmEY7Fh1LO0PdLuVigTmB70g+XO4K+8g5eXwI4USDJg867T4fPz+NfkY5ijpStBrwl96Qu4msFx3WnfQcQj7Er5bYDjtXrc489wrLHdN5v/IDiuWPU6f04Bxu9diKd4VPU6Kr0DuGdl69jkI+RNy5PSsO65ZjP0UZYV9FUQQjwK74XXeG5C+ubgzeeIP4Jmri+BHAFUlEmus9dtAxymOxBPEaKfG0KuJb0m69IdyW5ijcYIj1G3i5V4En3NQMtMI5rKEmawKbMMepnyXXhgHvzq/ua4Vi2xZrAn4jHiNzw0gS6/9pdGIh01zHW4C9TUO/q79twAuJlIrXOWOKUdBWBe6kwD/xzJqlLgB/N5IT1Mm58aojphv4Hpk0V9+m8MS7Ej/hK+AJP1BjSddiFtG7wQZioRiXJAeX79MVpHPTSB+6k94CzjKb6O+EUg28x128hvqKUfTKaBvwdpTHTBadEqJ+3jUM4NWZyOTfkF7+3Khnx1XRL/F4GqMPvZ0uQAXzTqdURyCf279/HEwB8tS3gui4937euSl2JdFTooFcDjCPNzhAEv4PP5fIWId01XGWuJg3r9Rwt4w2CvLYb+P7ME8cFlS8VbQB8m3DwNmjH5uTV9144MVXXnMgCOmrfEv9kwBNoBSzeOHawt3JoEYyL6NvpmwV8daDbbt4bp+aFKu7B0H2JOn1m8ArEP35VxO2L06pIHMQW5O/IE1huJew3r/u2KuKr+++eBwxB/6B0MG8b4Mwl8tb+yFcO5TfsBr6qqBkYgOPf8+qSfQBOXW/xdPdyeM76XOOxWdjvj1kJ30CciiVPsrbBPA966syLEP/gG9K6opBPnEr13CSKeIlcsylTEeFYUrz68WCcyJmuY7TQ+IuXlsX8xUswn/Py/PXCERq48r2Jtp97GCnYr40BvWb2MGJiDH/994+fjNjiX++J1JJt33O1LHo0j/EnMsiNXlZJeTiL3u/59T4/069/MP7x+ucNird/t40++hOBz/KW6uYWurkTf/11Jv61PXWcGf7g9buSYCII7Em5QT0y/nV310tFwcStWRpLYUEQnLLispXvP3CKyjvJeZg4YiSj+TQS2GEBpSmGMHHrt9Qn9Im1i6VsBXz/C6eVZ6r8P3CinIm/ELv//kT9h18cw5MsbsHMnITI1i1rfzuxhMeYP8xEQTRP977z+S/8vukhzr87UXPYv56ody3tLrafmhc9+vDXiYpq75iCE/Xk1/uLMPyfDwprSeVOua6E33HfqsF9+Yv5Nqdtb1tXVz16MoEVz/h+fNBxdvGRWYmPD4Kmss23t5abLJywX3HmC59bOLj/Dt9xbvLhvAsZnczTexg+C6G/1+EvTkyqBKRWyRI4Z3tepCk8dvfv33+an9rw+8kwTmpjwSgYzvDr1+HnXHjnj7OM7VIiMYdJ4wu/4u+/Jv2KWzj7WAv97GO+FVfrpmTxhSsL/nKhl81r25xj77jN6J/Hf6UCtpeeCvjeoW27s+Xon2H49Rlu9DpjnOoafpHVjN7WH2mF7ZAKb6/567gYfh2XO6fvJNcAg9m/S0OIg/fZfvseLP/mamT6FQ8x7L99hpX+3f/+SmX6FQ8xnL995q99/vruxD/TANOveLZf3z3iQfRJUWbMjP1vfpPfvwu8z/HbPjh+/03+yAimX+9z/vpNFs7vrhcBDHAxHPv1o/HzYH+/KdUEy82ZQNHwr5P+i3KwzuUb7iZM9Zn9Gfd7zMK2Ld3Hn2alQD/4hR8c/m1dd29waGjc7O/i/qSQC8Fvz+34rEg/jt8vmg/H5Er1ojnN/4xj+vX+71sMzTV75xdFfGH/CxcSnHy/Y4wlHPPi5n/GwoXA/Av7836wcJEw/BaDNrM/41h+xf3rpo4vXDSMv2K4/jbur1jWX7F/dyxsv7UDf3n/zfFALBv2d9tfNM326zv9FmP2ZxxchAvJ8Sf9LyQOw6+/hROZZ+PeM5j9GQcXJgf2d9tf7XP8auPvY/6Kgwt7IeH+bJ/112cZf8XwodcL4z1rc6ms/3IscN7/+dzbEU3yFovUeqyIheOAFz96TfiGWKl1cJv9GQfXEfevT08fPzNkelXkV/sYBY5h4bzy/Nc5WWT2Z9zilxK+kJgvfp1c/kV/87V/T0oM+0fC/Zl4f7f9+dn/bmuS0smtmP7wc+Hvn4m9kCC/JzSG/Z2W+Ndt4bP/6TH8SQwLhLGw/4WE//9zHhY++58ewwKx/CIa4lcY5c/9/7tj+POz/+kxLJDS3xHSAiktHAfzf3Msf372fzqGP7e/J7W/CG2B1GBbILb/+TeBFWj/s22BEP/8Lgv4QsItkOL/xnn4ezJVxxfwhfO/cMP63zgPC2T8J6kB9ruKWbge/i5H//zsf3oMf0/m6jgH9s+KheHXMf3PPPGfn4eFm8Gf34Xz1/4XroGF6+F/4zz8640Etn/c6BdyYYEv/jfOw+83Itj+J67+Uyj9vv2fcjXc5ODFn/bPNzjuX/tdyJmFvPi7Y/jzs//pMYAIor/+hh8WBBOG/ct5wMfTmOg3dyvvGdP/W37g+/X6u2tyQaD8zTFggzfY6cfQ2DRl+n97TfL/ei18fkGwcGH/EFkY9o/cXDiGbAemP4TfPz77nx7DhgaFi3THsXBMC4p54e/vSfH7Af1+U/ud1Bfi4b0FglmwOb+3BZ+Diw4uRrgY+H6djIULb+vcUD0cWNGvfS76/YCwP/7N8MdrYfvdk/6e0b9blX+XZf/pdr3N9ojAce+hxMlw/ML5RcndmV54gJPl801jEvig3v1Xrtobce7w1WXrWfzwvoVqCvqSNzR/fQ8oi4yI/vUfv5dF+v4oi2jckwiAsgjp1/Wj54b+by16Pf0sMXJMu8u8hT33dN2qL+YXDS8WXvjU/ZeBmvhibhKR/clr11rcpiypN5drPb7c+A0/pTQUP2UduXiV3Rp86TvVg7QDKrikwImw3jhlXGf/SsudOrdWkEjjOO1ZkKW/4rMVE+8XW6C0N//t9ei31z9hP9FGt7QZv76JEPY3v9PCpmEpOdSrL/4vVS7+v4n9fUu2+ugg6n2H/jn67/ziOWx95hh930K/wn6/Nulhr48Zcuz3NahfeJONFWNgZ2Ng5GBnZOLkYGIWZuHiYhbm5GQRZmaWZOPlZZXk4WGTZGWVYefjY5Ph5WWXYWOT4+DnZ5fj4+OQY2dXFFm0SISDk5NDkZ9fkUNERGCxqJCQqDCXqAin8OJFIqLiqkJCQqoCAqrigoLiQlzcElKSvNIkGT6SBK+MrLwcv7w0n5yCkuIiJVl+RWWVxQIqCosWL1FTFVRTFlBVXyIIs0VgFviKFeYYjpuaMDKamzEwmJkyMJijg2e1RMxoycpqbcXKasrIwGDCxMhouQLDjJlMTIwMWViMmI2NmYyZmZmNWFhclxsYuLC4uhoud3V1ZTE0dOFmYeFi4eZ25nZxEed2cuJ2dnJydBATcxR3chITd3S0ZuXhsbXh4bHmsbGRtEX/lpSS0pQgkSQ0pKSk7GxtpTVJJA07KSkNCU3NpZrS0kvlZWWXyi5bprQM/ZWWl9dSUFHRUVZTU9ZWUREXExS0VxcTc7AXE1uiq6amo6arq6Wira2jraxsr6+urqeur79EXU9viZ6u7jIFLa1lSgoKBErSAv7pePqvmfsrY+M7eZo2OPmvEcXI+7V8ekpZyo8ZKqgL+i7mZg/J4ng99fDa6o50hgNBLg1LBOvl3BNFjouyv25Z/t7qqYKo/WLLmKPOr9uahP2WL3YI56oZWtG/aZuzU80TzjWklR9+jo8v0VS5ZHRDZvzwndfWUYYVp/urtjw8st98ytOtb5a/X6mGGFrq7eaUKsHnWbN3OJZlTcvOZYp+DEVOlneUa16ZnMauvVivYhLyVOJHWQfh4bcyYRnlyLcflKHWpu9NFrPr2zevd/80cCOhOr5NIXFCSSonV6qymJ+tYNxo8PrR808K9z85uePMhm89Dq6Ms32tHvFX+RwlvtxI1t4uMCPVISjG8CIz/kxEdK/xutjKNlbXSx38Oy6tPv+5dK9479v4K3LSDyclBrq35C3vUk++9ZrR+Vv8jYKVDCc3se4o2s0s0WkY71kvaPCp8pkSy/otA4W0fLYtmSrkKF/XnJ93v9JeSUWdvsR3TsL6nf+2+EoFt2tNybe/O0z79hb9fL81TCS9sTSMmi9s3D905/W3pFx1cWOjmTKfG834mtSOZTvXJM5dEK4N0Kb4JufhgXUeg3NMorUp+681MZ8JjiV/WME8kMP4+a3xQRYpLdrXMc/IpwfGlsZZdm7fG7ZK2eilVfWgbJr2OoUW5ceVThf3er4VaDrInbKUayL0PX93QhRfWIXyyh8vFj1mM4z3kW+aF9z8fMnhZGOLtMNnny7bcobpUzDTgXBuxz5OuzSr8tPDFkVHmILL03jV47+2CRlGH5TT++D31a1T9eycU/5RWePccrG1Wc1yBzhz1huK8pzNTtv/yuJBixTXtTBxe3f5nhs7xPa7in5aWiBxLUGGLVDP5nBMCrXvINvXQHkxJ2l1k6q9t57a2UZVxE9qsjUL2jjMb5E8l7Z41MbNedcMc8mLIlrnhTPqtxiujHhVVhWeWWmcsH6bYtXJc4V16jtu3PbjeH87wm87kejovbxQ1bN50ryrI96F1XBJRNMdx467Ucsl1fMKLrF9nfmgcno049Utd5fZbGt86NKa6O3kjxlxJz9UBNqc6E4pmY1Z1b7KpXWzxIzz0PNvB5J6dTau1wxYJ/bEb0avJbnkSsy3XWUp5X4/GscsD8bYjnqebE2ufC+rf8nAzYU4zPOxzeemF1XjpNCNqAzn1kOeXh8sz1txlK1kKR+c7Gk/n+O4O3ef7ezda8YMa4NaPeZ/7L4iJHhez93Wec+PrTYZzKn+uroXuWgscQKzQX4WYz2YMIfqtIxb3plG9StPtCBludfL3KWn7K1/pOzxPW4nYyQpvnJP+VILsuWu4twp65U4KxunfsyxewgsU6/m3suZaqJ+/713TVfclx/biDTuQxysiW77m4zF0+Qsbsbt0rezYz+vssIjz7g3klnsQvte487xdvS/p6GxvgqXuw9TDhsmVT8yl6vnFAq4rRUtdfyV93jsvgenel5/PMUhUspz8YNR+qT3yYKducvc6kMDHaf0lpvavdnJ/PzDRoXwufrr8wzVD1OC7T6XSPFvz+o5zzev9HPfyY1JDTL3LGdvVstWVrrpiVlceBfJUr08dQPnvoLW5IcX1s1Z9aXnrQxI36vaaz3BU08qeSH5YELRsuy8eNNYnWZHevXoxDa27Zc2GAx4cbte0T8x2mS3zEVHkuu7itFQIVeXT+8r4TbNBHXPVw3ZOcNirvVtF+LCK2weF+g4LFnTz8pznb3Q3E1u+2K9RhlPuaCUxi+63l0XZIUYZ+4E9nBK15JiU562Fdvckk1ITzrD3OcRkS/5QWHSXJPmUCMfLnfcvVbg6+MUvkPvmqQ7HuSEhLhzhKteary8rlZm1ckohp0470u+6laFvtcVx++m9BxIzqzdoHfj+O7jPVq2S3ynl/JGnxVba1+U71Kyz2CLju7bshPKt7aSx0Lvrl5PYvnyxPIWl2X1MPUeafeB3Q+r5NdNKldYcC4ffvm+I0jDe6MnniWROq/o0XTqyrYz94Mf8ySsOdERk7MqYSm5hvXAh/vnrfwCVS44Xrz0ZETQ/vak3MOVkuu17my68MGF79mWE+WqW15NrGB4Oi5+18PdnizWdqGw3+6hxqLFsRqa64SOv30jKEsOOtJ55NmGhz8W00Zp7sMpp5yeyjRfY2KeTdRx9HgX3dixh9lEXLVM8tCLfL5xq3RTd/8dFcaH4t2tNoQ8Sm/pthSxZe4SEW7OOSXO/W1pdEfOzobZqJfXSktciJN6Ov2SPzDn+5q0/Z3JzJuyL3FpMc4ERMg/EV9Kcd1ucu7n6VJm5hVzQlKrnl4t4GlWXd78bPTTDr4Zj0ecvHd0nH40H7vjZLv3SnLI+kvGFT92KOSnLtv1tdgg54QtsWWPVkBn7Mmj+3daXMp92nPsncDTunVkt/7Z7NVyCWMajWfyq8duKK1+wZd8dcToymgr//0lnEF36xsLsgS+kBnfH+P+cDdFtL4lUicr5EbrSz12jtF0yyNbM46s1Wxm21hnIj3eufTJ8xLGZuZUNvEj+VEnx3Vl/YiWdIei1tjkklb2gZif6Z7h0gUFzoxKarcUX/ywjC6xJPS22Dre4zJvevOZ8f9r707Aqdr6BoCfY5aZKMpYSCRKyHBsCQ1m5VDqGqKJQmVMjgYyVmY3QkQTKskYhwZjUoYiMoUyJFR0Kd9e50q+e2/v977f8z3P99z7/H89PR3/lrXXXuuc/T97n7XP+sb1cUv1rfXXVfzRFbResvIW2uu4hPj9daz5bNcmc9fFTB9SFgd30kWnGC03Oskev8CeL36m/7K7vWGik1Cdv8TKE36hii0CJ9rCKsX6DJPP7vbsun9GLOp9Nd1ak8OhZtvMAvZcpjet6ufyyz6hkTCxfqRmfcyId+hM3ene10mMeu/6bphdO9Is77xm/ZXsp74rOhRrvKpn/1zvy3jBrJDUHaFZLeJw7o5+S+qQaZO676C2Bx3XiHn8eFT8kV9kT67JUSl8MXqr4njsqhyzYeeb3itzzNoV+e9V3tzmsW4pKdaqymfFhPmxw3cLzB0lR9zkA29pXqvYLHFW6FzAWQFKSmNAwhqt5nXMTswPJpdmndFSZnhqytcdrj10717K5HXRtXs1X5793FXNT7UwXX30iP3i0OEQQz/RsUMTjEmLitfzFuZzLSmQLi+yOPco/rSCsNYp3SnZfP2dBdylp1kls9JYmvjLp/p3HB/VfHzutvpoiTq/Xh5nQV3avkvK1On3Fh/UA4dlVD1tGZOSzqnbqBrpDEUuaQ46Kvf1YMWx7enFpdLqbK9DBR6W6t5y+cIb+UX8uOrNx6n7TL5lL9EhWHjwFJLCbQ5sPSd9QXxb88CtVkXKzL6IrwbW1zNG/uVbafy87L3U2mTacLPNHbYdonzkom2XVugYWtgJO+qYpl5xvRtXWWas1qf83CLHSvZ1v69oiu7Bdcvy7sVZu7VLBCa+y4/VMYzlcD5tXSOpzvnAla1fKbRcJlFLo98pW0tr6v2XE0kdEy0jMh1XX94RcUjucm3vWDu+MGrkdpFnU28Rq9m4ePsL4rUSofcrPvjxcmfb6oZpB13e/aBN3orkJ+RvtOX+63RNiyk+qW+ng7Rsu43jJvkcp16Fp4kcUrxs20C96adsHKkf94ZHyuv0ZhHbCPTQsd/B7+xamfcbz3euXXJMxWnm60u1UWmDo92LYvg95E5tvXEsQvr8LuHxpS+1ni6L9Oft1dqSmROvObJ//3nyE6+05pba9/ZZxkGu+Xp71xat3hy/y2i/P/7wXaBCfJJCUcdvWOCJTOGwOsfnsR7jDYJlF1i4i6Ryx8kyt/jXsdw5KkHVcFEzOBQo9vHtHf1yTibzwTSC7fKTktrer+uZAhI8r01aiNNlHzVZfNN2xc5jfdMCyzpljEtGt9u8bFYZdx7Rd5FpnNk6xhtQpVpzPsuB4d3d6KYiL/ZUr1P+zJ/2YeFG4rprF1sbNX7+mLj9fse6QZ+gyMXBk4p6Ksf3deqWTHtp+vuLPCvcmkniMOvpYykIrvqiWGH5bHQbU5qhfZdoBreGpeIb1bRrH+Oatb/4NJ0IU9JjcljD/b5PuuqprovYqw9GG+VTL0nvyFDLy9+U+9RN/mklm3bc2YiPMQo2koUJEXsCOs2b5FtX7e00TveKdkqke21n+4GRhz7v4vB0cixdRkrClc4DTAm7KjgiO8y4FVb67L5djhVdSFySoZtTGrKhxtB0EaPh67bnTiSLpMPttfWrQh+J1Z64Iil8WayrOpvRVoap7NzwxWU9C9lfHDNa52E/WawYuU99a1n57hnh9p2jDbILFSbWr2Zaouhi5Nsg4FNffyj71VF5jge3HulsrtUV2jN2vrjWhN3c+Zdoxs93fyNFOx/fkzVwUd8nS3DA5uqoS55gblrZSPyZWr1PorpkI6GDF5/X8z1KJDQdDy4oYSUGBsz8qr9HO0D1yR30skibdzr5V2exjj70335/9LP5Gn/0f18OtUtD4gi6rHPlK4Hy1Y+OEDx7vVniywwdoWy25DGjsUUl4j5bkjT9zkiY6ff88WfivDr/v/Yl9sqTSnKLpF5aTnIu97RCI2ENHi5l5WIPPCKeiwbk1verlvjj5NnH3xtuMvsXnT5KDD+pQI8JVMKja7Sl56geWWxkDJN4Eyh1TRQjUOomXKPQlIBffTn2kLFknsyAL+hWHgIno2YKmjEkr0wpJmM2ccHOet1oKr3dPc4sVL7gmRi/Jdb5dAt3z0H0FYMKRsQiFJftSTtkiSV3XTyT2omWwl5eRl+JpjY8i46ptMSoBol2USoSeD3s2+XbUP25ub+0WGAUf1a6z3Z4e7BksYm3KN52rlyRjHVGTri0024h+hxZ9gnVU/JCIZiMUQPjbSKotFsksy/Q0ZbkVXncjZfvK5w4Z4C+Qkzkwmm0NA2lnWCgYYkRxNq1b5agdq6VC0ZLXVGVNM1j8HiHvnYz+spqqnawrwxtKV3bthE8Lv+pXpP2VRmJpoWqaKlMcmnSJbydt5t4DoyI4OXka06jpbEw2bNsExZYZ56t3HYC7SsYy43NUD25Bd7GeD9Xb7hdH4ran71D9BcU1x9mvUrGxAauX3sphNoz7cfrhNpJ7A0nWmJiDsFLMoLRLQhjZYJoaQusrffSTjy+UqntxVNU/hM9dwCqp8V+fS7enz7SN0cHUTzoYLwbildeyZTH+/9z1kDdHdQPR2t7t6B6TkbaeuH1vHo7HDKC6m9oWkBbejQuau9+SwwT/G3BkgFUj9vSDk1aPb3mopaYjUw/uScd1VP0xGEjqmdTj6sBXr/UyX7PejS+mdvCQlH/M5Tyd1tilIaPA0+Y8H6jVPG/IqP6r338/ByPT6lM7OVB/azrne2L4r/aX35mgWF5gXeYbuDjTjibLoqWPCXIbGmuxuMeqxoFPFD8ev5mDxSPNTiAbr0Vjf7cK4ziFlo+tCWDltosXImP+8hgisMe1M8zuwe2ovZ7VugsI2MUpjApQT0Upwvkpy25TD7d9hUfr5kPL28sRc/n1iVbaUu482ddPonXk0a+oT+OnlcTZvmWaH8vJVf44K8LubfUlEZUTzThzXlUzy5VWwu8/sWt3c03UfnNFqQ0tF/r3SXb8OdnWMtiWTva0spiCQ60pZ6Duxvx+sP271thifpfaqQiEW33oY53Nl5/64DZLgXUn8NxurdRPSIFa5Tx8VU6oXw2DcWrNz66jsp/eruBFX/dSU3JSQWh+svL1EtQ/GVt1Tl8HHsWhDIVo7hmYawfiltX+p3Fn89BjtNVXWgc7wY9yEPxchZee3x8GzXvke+i8rIN+Q9RXJIntRgv7+txXKhJ/E8T375PySJg6uvbclC8/VnaC3xcrEzeyTSj1+/Dk4zFKN6Z8noT3g+Lzhu4p6J+thYsLUP98C1waxzebzOtxmML0XY9ecMfof3VaxN/QsYI24xWZxih7ZIe/4KWaqF4cojQ4e3hNjrI743Kc25UeoLiYx8wFfx5ePpA7kQMim+5yIaWpiTwWYc44ftFr1TKcgXF9ZRV0NLZhEcNjul4/4iXGxy7L479bOrYz6aHEaiph6J9Udx+g4WGFUbdtTOmNhodx1J/tfZExyuJ/J5xvP4nxgFOZHTcGElccQQdD83Id2/g8fWOAnfYUXlK4aQzqie54T7e/1j4vWjhXLRdkzW1+9Dx7W7npyX4uOdbmq82QeNuyxdgj+opG6x+jh83Bnt2GNOOw1mVWrtRPDo2MQjvtwiZt01HUdxR8YslqufjUicM7/+6vCk+FhQvkLtjjspfvquEH68oAevlclXReP311DZ8u0fCI9B+2aWw5+PxpDUc8bXouOcYH9OI6lfz7krD6wlTsW6sRPHBlofvUD2PDxeh4+QhXYe8R+jWhzcfhhai8dqrrRSBx99FGysXoufP5u6FGG3JUOHMM3i8InLltwxUXpSscRCNS5qIlBe+3U3dbfLnUXv2TdqhJY7xJ3SSE17++nLDt0fQdnOqfs1C8S5dgyG8Pw8LBbAtQOOlEd56CsUFjHIn8Xi+0IVcEdT/etxLrGivR1ERRnwckzPyu5VQeWkxa3kUN6wI4LHCOqOv92VuReUFBc1QfqGohxqL4HGbs3wJ6CvAqcUb9ZvR/j4IXSxrhdmodtryeKLybinq11H/WFd1qVhhFK9M/qAQCax9cFMySsP/bVIo+uhjz2zy/nc++jCa/UBoHR8BTQv9gfYRiFDb3NuLmK0rpjMHG7X+9UeGchhRwkraLlMY63NiVpyZWUb76CPh8d0NA3FHtFfttqJ99OFem/IP/eiDiUhgZKYjMrHQ0zEvYGJkZWNmWsDOwszGuYCVg4ttASc3OxsXOwMLCz0LAwMvAzs7FycPDwcPJyc3Fy8vDy8XFzs3L+8bvJ7R9OuVtC0/nN2yZ+va/axurxcVPHn3KdSuonlKu26rr/uplheZJxN9hrgoLUINJxNDwsJPtkSLnkpM3Wbs3xI0cSqx1LdlYJt7eotr5Paz4+39RVSnvv3idfqHhplzdLQCVLNJPgy173MXHGtOJJh1DHr6Hbias2lcXuFVp/3V8ZHnX23cI43jxlNDl9l8zrpmW3etVexTg7AXKWD9VOUwXY69b3liGOPEqZbBmED1rbeXEnOS/Fg8Lvk4sZ2/X28qLf+8xe05q8ISwrYQp06n1P4QtGPu74rMaDu2dG7HfNxMDpYOFS2792nLvc/GATJLCFw1TjEbE7pC4vD/v9qqvY/2CxZzv1BTOkYNJ7Js6MsmNHwh8yZ/pN/JtJzw5hX/Q/k8xmv0z8SOcf/mvyqKaaxpWGxswJ3bi5sjgrnBXUijyQY9DKznckpRqtS41S4mRAjTVB6T97sQSZg3wn+kgAfvUIcsaM1wnGtGzyu7NYd1sU4i04pOna5x1eQxh/rJ6/uOCweKtBRnVdXQdfaljHnVv0FRzsvHvx2emf4QOKjfO55cVZM8ul2YQVREw3t/kKi11sokZsPdTGFc4+dW7/CcLP/KTEjaY+6y6UbG+7/hidJ9GytbdKL0fPaj4n/eidLk91bij9/OPv4e4pv9i17AX1fWjPLRorMJkfqQlhCT526V+Hb1w050YM9JiNpP/hGnKjbt2Ivil0+MMlv+iGMOxEduKIFesDFKnxf/yRxsAsWOfwit1Ymdu32pZHYOuBf6buAYbQt04oadiJyyJv+IU6qcqShBE5yPWU6Rsfq58l/jV15CcWtybrzlj/LUL5mmGaidVlcZ71j8Xr5AES+3qrXoDqp/U7CdCflHnGLDJFWC4ipOpe/nxbGoNeerUP1SRkvD8Dcqc/ELennPUXx5ktOV2fZ/WYPuCXITf43ifP5VOuQfcWzyUgh6w0Al2kt1z4tTZWs+oTWKKR82nqJYzqvnP7tjo3zPkBoazT8l3H3/QcI1+58SbmMwSnkdWvUqC781HxvQ+tfzY+Qwq6nfE65p/QJawu37QKbNNUAJF801UIuo/AcnXGZ6OiYWBnpmVkYGlu/JloOVhf17suXhYOemJ9DREQkMDPR4LYxEBgYiKy8vLwcPDysHLy8jK5GI8tLbPvck2pYfzG4Zz0vfxNu83t9eZeSwV0Bt4KGu2k4jNaJjyORGtV82MwQZexjsEnlXrL5HOu5+oky11+0pksLFZfLVBTUDCnHD+RrV8f0jjmJFL1x5ze+O90+oU4cqbj+ryxMZZswx9NBTFy32Zqmtcwh2dY8nmnUM5WspP7Yq8mGOW3Vr7WOrq4dWxyWu4B2czunkjtOUVW4ueOyZ0zAo+Cg82+OhmvSNYUKOs253wv3lEydbfL+41gVoBFKHmDO6EyS/idLnEMdUD3isiY+qRPslS8fM9+d8W7P7c/uF+3P59l2xU4xJjqggyrfRK+hlab9gPfcLtHzr7192iUg3NO4/fSxbd0hnXu5d4bzoyC4+Oa7L2mO0vHuvR82JOYb5mZgXy1eqwJZXw5aL2Od+3HhqKfEyUZJF+6367md6hHnD/Eco6zpHyHHSGuMw15jfsy5l5PesO6jqkrt69Y2pHo7YH4n1ZWratI6FZ9mn1Ln0K1d4f2CH+CWXr1ePiyh5CSqVXKc//Zkyl4yffRpUJRDatFWWTVISpv6GSbfwamw6JF30Iq6pvuVJS7r/6e14BKrHSdrVuvxQtdD5yWY8dQgtIEvNOBS7cl5SIUjXW6CzTWqMycfK2WRGK79jmkq7WnRmjeneeckGI3O/3Ya2e+pUit+8ZEkN1jCzQXE3h2/C85IioWRfMTprpdro7yyeF6eORkmhq1dUY5n8HfOSJfX9VUMKOqs09GY5Mi/ZYxJNeSHoqpOGtQPPvGRP3U6UQFepKLKk8ux5cSxoVehlFBcSEzWal+wJs1dtKL9ftfnxJqbAWTiPtvCleS3D/DcxQ/GB5Sj+SUkmdV4cE3s8Srva8kYgQHvem5if3OTFzoafQRD+IumWzk5w/XeSrun3pIvmSqJ5lN8n+Pk5h0s6jQ3PPU1pE/2eoYl+f33/YefgZh+eHjrsbEgqHpfEqC5TheY+UpjXqLnOopnHGwxLuLS/T/D7ByddFlZWVgZGRlYmZjzxMjGxsS5YQM/AxsbKxsBAR8/GRsdGJBKIbGzn8bKmb50P0mqPmK0dT0AuK+usumcUpTt8p8NfbLFLjIwIV3/EwKK6+0KI6+5jH/MbWrPpwlWMN673a1TtWn7Pun7U1jQtx+opa8a0pXhF0AaeunVJRqqaC3nc77Yu7Du+vDvNfIJoW1Hkn1J3fMpYzevxWVWLE+zu4WaavR97FU9+9da7nWpknZbTm8ZHS+YkSiFxOSdBYRx7RT/0mytqZjz7skZaM4XmmrlztZRT7GLTg08JDIPMxCWEnoUiZzz9Kl7b4P97z6TvBuFwVBeJP+wzaZddN0lN4SXp8NYeElNjAemc7hvSDs+LpHS9XpKkmjdp0+Y+knmmOslIvZ9URPpNs1vgLYlD21tzRfNb2gxkHXkV2pDYRh7W4g9zJ6GfUb2EeePxR/gzk7C8JZWF1uaiuTbb27w0eTpp0dhVdvDpgbIKA06phg713FxW1eJXr6cuHBGIfLD33ZNf6IVfLt3wbXPmlqN73VTT25paJ6Yv+to0KQ/njiwWXqgWY9TvlfOoZKQi6h1HpKCwd7qbyunj03e0WpyaJnr6Qjl3bPbhLIkr87Z57l+1V0tzj8utgoW+e5xDqf70/IUjZzIUVBUUagktfliZj92vuwgnn7r4uvqvWjRDZFLgvqX+Yfuy9JnzEue5XFcbiBA8xE1T222TXv4Nc65gy3oelHNX/mNzrsm8nIv9Ied+vw0Dvb7d0x+8oN2S8bMr4H+TK6o/vVL/sxPsn72X+EkuK1w2JIC6aX4ui2+Q+oz6d/7N2Es7Noqjf2uCGXjnl/35/bMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADgf+u/AA== 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 + + + + + true + Retrieves the model information. + db8674f4-8e23-46e5-a995-babbe8849251 + get + get + true + 0 + true + a31e169a-d6c3-4535-8d9c-ddcccddd6df6 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 453 + 4457 + 60 + 20 + + + 484.5 + 4467 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Brep - - - - 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 + + + + + Model summary. + efde8338-6ca1-4d7a-8213-09a23ab7bf94 + summary + summary + false + 0 + + + + + + 543 + 4437 + 55 + 40 + + + 570.5 + 4457 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Brep @@ -20342,218 +19477,377 @@ Dependencies: - + - ac2bc2cb-70fb-4dd5-9c78-7e1ea97fe278 - Geometry + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel - - Contains a collection of generic geometry - true - 1 - 82e6d2c2-3d37-4d87-a86e-f59fd5e2910b - Geometry - Facades to evaluate + + A panel for custom notes and text values + 9c54a381-09c6-44f5-baa7-5b0e76c701e9 + Panel + false - 0 + 0 + 11c5bab4-fe34-420b-9f08-b00eef77a467 + 1 + Double click to edit panel content… + + + + + + 702 + 4359 + 368 + 51 + + 0 + 0 + 0 + + 702.2152 + 4359.938 + + + + + + + 0;255;255;255 + + false + false + true + false + false + true + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + Generator + + + + + # flake8: noqa + +from scriptcontext import sticky as st + +from aixd_ara.gh_ui import get_dataobject_types +from aixd_ara.gh_ui import request_designs +from aixd_ara.gh_ui_helper import component_id +from aixd_ara.gh_ui_helper import instantiate_sample +from aixd_ara.gh_ui_helper import sample_summary as sample_summary_f +from aixd_ara.gh_ui_helper import session_id +from aixd_ara.gh_ui_helper import reformat_request + +cid = component_id(session_id(), ghenv.Component, "run_generation") +item = component_id(session_id(), ghenv.Component, "pick_sample") + +""" +requested_values: a multiline string with variable_name:values tuples. +""" + +if not n_designs or n_designs < 1: + n_designs = 1 + +# ------------------------------------------------------------------------------- + + +if clear and cid in st.keys(): + del st[cid] + st[item] = None + ghenv.Component.Message = "no samples" + +if generate and requested_values: + + variable_types = get_dataobject_types(session_id())["dataobject_types"] + + request_dict = reformat_request(requested_values, variable_types) + st[item] = 0 + ghenv.Component.Message = "Running" + st[cid] = request_designs(session_id(), request_dict, n_designs) + ghenv.Component.Message = "Finished" + +if pick_previous: + st[item] -= 1 +if pick_next: + st[item] += 1 + +if cid in st.keys(): + samples = st[cid]["generated"] + n = len(samples) + i = st[item] % n + + ghenv.Component.Message = "sample {}/{}".format(i + 1, n) + + sample_dict = samples[i] + ghdoc = ghenv.Component.OnPingDocument() + instantiate_sample(ghdoc, sample_dict) # sends design parameter values to the parametric model + + # --- output --- + sample_summary = "Predicted/Generated:\n--------------------\n\n" + sample_summary_f(sample_dict) + + GhPython provides a Python script component + true + true + + 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+ + 488.5 + 4902 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Brep - - - - 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 + + + + + Script output sample_summary. + a90063ac-2d64-4da5-93f3-5d9609f8d846 + sample_summary + sample_summary + false + 0 + + + + + + 562 + 4792 + 94 + 120 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Brep - - - - - - 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 + + 609 + 4852 - 00000000-0000-0000-0000-000000000000 - Grasshopper.Kernel.Types.GH_Brep @@ -20564,140 +19858,224 @@ Dependencies: - + + + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group + + + + + 1 + + 64;255;255;255 + + A group of Grasshopper objects + 3985c052-3584-4875-ac98-5195b0b47b7e + cc84fa3a-f767-4dce-af9f-57ff40704393 + d2aca8c7-14b5-4a07-a60b-bb1ef4472ce5 + e0ee4943-e0d2-4616-b1ab-79668458abd4 + 29602d10-4765-417e-aff5-117119c0c4ab + 90c78dfa-04ac-4e88-b73b-b6828351ef06 + 1291ffe0-80e3-42fb-af5e-8cfdc571b717 + 75bdf141-4c3f-4ef6-a311-46e0e5eacc7a + 2d41f666-63fe-46a1-81e5-b7aec9dd79e6 + 9 + b6c7f16a-44ff-4911-ba5d-ea3e632850e2 + Group + + + + + + + + + - 537b0419-bbc2-4ff4-bf08-afe526367b2c - Custom Preview + c552a431-af5b-46a9-a8a4-0fcbc27ef596 + Group - - Allows for customized geometry previews - true - 2a54e659-1eca-41fe-bfac-918f8365990e - Custom Preview - Preview - + + 1 + + 64;255;255;255 + + A group of Grasshopper objects + 039aafff-a057-4591-b123-c84ef45f4fec + c97f6ac0-a5ca-43f4-920b-6fd04f84f8b2 + 90d13b56-9eee-4d2f-ab46-accad3311837 + 267ec3ce-4a7c-42c2-b83a-d640aa3a823a + fa0195df-45f5-47af-a98c-48e2ff3ac4f3 + ae48696c-a9a4-49cf-88e4-65fc59a5d6b2 + 6acaa0e3-a8cb-4e54-98f6-c1c97f413aa3 + 42e1bfcc-2185-4f8c-aef5-9afa6f5ee1e8 + a31e169a-d6c3-4535-8d9c-ddcccddd6df6 + 9c539503-0799-4e09-97c1-29fa1932f3f5 + a314e73f-7758-4b30-adcc-5a5ed608ac1d + 7122074c-a3ab-4b9d-8dc4-8ce420f1b1a9 + 7a0d1d53-1998-4508-9605-772033692038 + bf7ea87a-f224-4292-9391-387666c652a9 + cbe5cd8c-6c8c-4bd2-9745-f8436e64a82f + a5671c42-180b-4327-8db0-3ad179eae907 + 2ee2a800-2fdc-4655-aee6-45e9701f5dfe + 0e2b64c5-a9bf-4f18-a43b-f0b2d92011cd + d3ae2058-ab42-46e3-a6ce-e173b09d3dcb + f954da56-fe12-445e-a1d0-0b2443915e7a + d141e9ff-c95f-4565-a457-958423a59a25 + 6283c8d3-3828-4edf-b704-4f6aebad2dad + d1ce1135-303a-4cdc-b360-72349f66d612 + f3b830c4-94d9-4354-8dd4-5f5a84ca0397 + cee1b311-0278-49d5-ab4a-638047826dbf + d43b2a13-473e-4508-84ec-47c9c1987a82 + 7e5706c3-2585-457a-9c97-a7dce01fc57f + 9c54a381-09c6-44f5-baa7-5b0e76c701e9 + 28 + b01b875c-02cf-4030-a077-4f05440aa82d + Group + - + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + DataObjectsNames + + + + + """Generates panels with list of names of data objects for all existing data blocks.""" +# flake8: noqa + +# this code has been inspired by a forum post by "chanley" (2018.11.02) +# https://discourse.mcneel.com/t/can-i-instantiate-specific-component-on-the-canvas-with-a-script-python/74204/8 + +import Grasshopper +import System.Drawing as sd + +from aixd_ara.gh_ui import get_dataobject_names_from_block +from aixd_ara.gh_ui_helper import session_id + +comp = ghenv.Component +ghdoc = comp.OnPingDocument() + + +def make_Panel(NickName, UserText, Pivot, Bounds): + try: + Panel = Grasshopper.Kernel.Special.GH_Panel() + Panel.NickName = NickName + Panel.UserText = UserText + Panel.Properties.Colour = sd.Color.White + # Panel.Properties.Font = sd.Font("Trebuchet MS", 10) + Panel.Properties.Multiline = False + Panel.Properties.DrawIndices = False + Panel.Properties.DrawPaths = False + ghdoc.AddObject(Panel, False, ghdoc.ObjectCount + 1) + Panel.Attributes.Pivot = Pivot + Panel.Attributes.Bounds = Bounds + except Exception(ex): + ghenv.Component.AddRuntimeMessage(Grasshopper.Kernel.GH_RuntimeMessageLevel.Warning, str(ex)) + + +x = ghenv.Component.Attributes.DocObject.Attributes.Bounds.Right +y = ghenv.Component.Attributes.DocObject.Attributes.Bounds.Top + +w = 150 +h = 150 +gap = 50 + +errors = "" + +datablocks = ["design_parameters", "performance_attributes", "inputML", "outputML"] # all datablock names + +if get_names: + + for i, datablock_nickname in enumerate(datablocks): + panel_title = datablock_nickname + response = get_dataobject_names_from_block(session_id(), datablock_nickname) + text_items = response["names"] + if text_items: + text_str = "\n".join(text_items) + pt = sd.PointF(x + gap + i * gap, y + i * gap) + rect = sd.RectangleF(0, 0, w, h) + make_Panel(panel_title, text_str, pt, rect) + else: + errors += response["msg"] + "\n" + +if errors: + ghenv.Component.AddRuntimeMessage(Grasshopper.Kernel.GH_RuntimeMessageLevel.Warning, str(errors)) + + Generates panels with list of names of data objects for all existing data blocks. + true + true + + 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+ + false + c4909bcb-2270-4fdd-afaf-196fef0cff20 + false + true + DataObjectsNames + DataObjectsNames + + - 1420 - 316 - 48 - 44 + 1449 + 1838 + 90 + 28 - 1454 - 338 + 1525 + 1852 - - - Geometry to preview - true - 8525903b-1819-47e6-8569-e95898f484b5 - Geometry - G - false - f31b7faa-9d1a-4417-bb66-9dd6172f8fc7 - ce2c859e-28bd-4ad6-97ad-eeed059b9c2f - 82e6d2c2-3d37-4d87-a86e-f59fd5e2910b - 3 + + + 1 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 0 - - - - 1422 - 318 - 17 - 20 - - - 1432 - 328 - - - - - - - - The material override - 64d5ffe2-808b-47af-99fb-38a4b7b004f4 - Material - M - false - 79884aa3-d746-4185-b9c2-c3d1b3d1530d - 1 - - - - - - 1422 - 338 - 17 - 20 - - - 1432 - 348 - - - - - - 1 + + + true + Set to True to run. + 23f90224-b528-4fd1-8e49-04919742b4f6 + get_names + get_names + true + 0 + true + 889ac686-c034-44c8-ab03-0f408479de33 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 - + - 1 - {0} - - - - - - 255;237;237;237 - - - 255;0;0;0 - - 267d6792-8991-4f80-a1eb-edef17c263ec - <material auto-delete="false" reference="false" hidden="false" tags="" notes="" instance-name="Plaster" instance-id="267D6792-8991-4F80-A1EB-EDEF17C263EC" type-id="6736887E-11DD-4782-8CC9-D50E41FF45B0" plug-in-id="16592D58-4A2F-401D-BF5E-3B87741C1B1B" render-engine-id="99999999-9999-9999-9999-999999999999" type-name="rdk-plaster-material"><parameters> - <color type="color">0.929411768913269,0.929411768913269,0.929411768913269,1</color> -</parameters> -<simulation> - <ambient type="color">0,0,0,1</ambient> - <diffuse type="color">0.929411768913269,0.929411768913269,0.929411768913269,1</diffuse> - <emission type="color">0,0,0,1</emission> - <specular type="color">1,1,1,1</specular> - <reflection type="color">1,1,1,1</reflection> - <shine type="double">0</shine> - <transparency type="double">0</transparency> - <reflectivity type="double">0</reflectivity> - <ior type="double">1</ior> - <fresnel-enabled type="bool">false</fresnel-enabled> - <polish-amount type="double">1</polish-amount> - <clarity-amount type="double">1</clarity-amount> - <transparent type="color">1,1,1,1</transparent> - <is-physically-based type="bool">false</is-physically-based> -</simulation> -</material> - - 0 - - 255;255;255;255 - - 0 - - - + + 1451 + 1840 + 59 + 24 + + + 1482 + 1852 + + @@ -20707,297 +20085,548 @@ Dependencies: - - - 9c53bac0-ba66-40bd-8154-ce9829b9db1a - Colour Swatch + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + Server - - Colour (palette) swatch - 79884aa3-d746-4185-b9c2-c3d1b3d1530d - Colour Swatch - Swatch - false - 0 - - 255;199;199;199 + + from __future__ import absolute_import +from __future__ import division +from __future__ import print_function + +import urllib2 + +import compas +import compas._os +from ghpythonlib.componentbase import executingcomponent as component +from scriptcontext import sticky as st + +from aixd_ara.constants import DEFAULT_PORT + +try: + from subprocess import PIPE + from subprocess import Popen +except ImportError: + from System.Diagnostics import Process + +import os + +import aixd_ara as ag + + +class ApiRunner(object): + def __init__( + self, + package=None, + python=None, + url="http://127.0.0.1", + port=DEFAULT_PORT, + service=None, + max_conn_attempts=100, + autoreload=True, + show_window=False, + path=None, + working_directory=None, + ): + self.python = compas._os.select_python(python) + self.service = "aixd_ara.api" + self.working_directory = working_directory + self.show_window = show_window + self.port = port + + self.start_process() + + def start_process(self): + env = compas._os.prepare_environment() + + try: + Popen + except NameError: + self._process = Process() + for name in env: + if self._process.StartInfo.EnvironmentVariables.ContainsKey(name): + self._process.StartInfo.EnvironmentVariables[name] = env[name] + else: + self._process.StartInfo.EnvironmentVariables.Add(name, env[name]) + self._process.StartInfo.UseShellExecute = True + self._process.StartInfo.RedirectStandardOutput = not self.show_window + self._process.StartInfo.RedirectStandardError = not self.show_window + self._process.StartInfo.FileName = self.python + self._process.StartInfo.Arguments = "-m {0} {1}".format(self.service, self.port) + self._process.Start() + else: + args = [self.python, "-m", self.service, str(self.port)] + kwargs = dict(env=env) + + if self.show_window: + if compas.is_mono(): + python_command = " ".join(args) + apple_script = """ + tell application "Terminal" + do script "{}" + activate + end tell + """.format( + python_command + ) + args = ["osascript", "-e", apple_script] + else: + kwargs["stdout"] = PIPE + kwargs["stderr"] = PIPE + + if self.working_directory: + kwargs["cwd"] = self.working_directory + self._process = Popen(args, **kwargs) + + def stop_process(self): + """Attempts to terminate the python process hosting the proxy server. + + The process reference might not be present, e.g. in the case + of reusing an existing connection. In that case, this is a no-op. + """ + print("Stopping the server process.") + + if not self._process: + return + + try: + self._process.terminate() + except Exception: + pass + try: + self._process.kill() + except Exception: + pass + + +api_path = os.path.dirname(ag.__file__) + +print(api_path) + + +def create_api_runner_id(component): + name = "api-runner" + return "{}_{}".format(name, component.InstanceGuid) + + +class ApiRunnerComponent(component): + + def RunScript(self, start, stop, show_window=True): + key = create_api_runner_id(self) + port = DEFAULT_PORT + + if show_window: + python = "python" + else: + python = "pythonw" + + if start: + self.stop(key) + runner = ApiRunner(python=python, port=port, show_window=show_window, working_directory=api_path) + st[key] = runner + + if stop: + self.stop(key) + + def stop(self, key): + # Attempt gracefully stopping the server + try: + urllib2.urlopen("http://127.0.0.1:8765/shutdown", timeout=1) + except Exception: + pass + + # stop previous API runner if any + previous_api_runner = st.get(key) + if previous_api_runner: + try: + previous_api_runner.stop_process() + except Exception as e: + print("Unable to stop previous process") + print(e) + st.pop(key) + else: + print("No previous process runner found") + + GhPython provides a Python script component + true + true + + 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 + false + b83e34f2-90ac-48d1-8370-35c8350d2aa1 + true + true + Server + Server - + - 1255 - 358 - 88 - 20 + 397 + 1047 + 140 + 64 - 1255.089 - 358.3932 + 489 + 1079 + + + 3 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 1 + 8ec86459-bf01-4409-baee-174d0d2b13d0 + + + + + true + Starts the server. + a2c70d6c-50f3-4017-bcd3-18abc3ea6b88 + start + start + true + 0 + true + 74272879-c489-41d3-801b-ad4cf0f8ed6e + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 399 + 1049 + 75 + 20 + + + 438 + 1059 + + + + + + + + true + Script input stop. + d93a9a19-255d-4f05-96da-f68adb0d3c03 + stop + stop + true + 0 + true + 0 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 399 + 1069 + 75 + 20 + + + 438 + 1079 + + + + + + + + true + Script input show_window. + 147743fe-34d2-4e6c-988c-e9d049c95288 + show_window + show_window + true + 0 + true + c72247e5-5d28-4f55-be70-0ce90be303fd + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 399 + 1089 + 75 + 20 + + + 438 + 1099 + + + + + + + + Script output msg. + e4988e3f-6ea6-4e66-a837-2bad41e97c8d + msg + msg + false + 0 + + + + + + 504 + 1049 + 31 + 60 + + + 519.5 + 1079 + + + + + + + - - - 7f5c6c55-f846-4a08-9c9a-cfdc285cc6fe - Scribble + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + Reset - - false - - 1247.192 - 192.4491 - - - 1659.887 - 192.4491 - - - 1659.887 - 238.6893 - - - 1247.192 - 238.6893 + + """Resets the current project running in this Grasshopper file.""" +# flake8: noqa + +from scriptcontext import sticky as st +from aixd_ara.gh_ui import reset_session +from aixd_ara.gh_ui_helper import session_id, clear_sticky + +if reset: + reset_session(session_id()) + clear_sticky(ghenv, st) + + Resets the current project running in this Grasshopper file. + true + true + + 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 - A quick note - Georgia - d926a53f-9d8e-4fae-b669-a0d5c2141d4e - false - Scribble - Scribble - 50 - Context Geometry + false + b1050b30-a989-4303-a3bc-1d295d89a941 + false + true + Reset + Reset - + - 1242.192 - 187.4491 - 422.6953 - 56.24023 + 397 + 1162 + 62 + 28 - 1247.192 - 192.4491 + 445 + 1176 + + + 1 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 0 + + + + + true + Set to True to reset. + 7f988d84-daac-4973-8745-d5bb29fec613 + reset + reset + true + 0 + true + 15dd2fc5-c108-477a-abab-0b9a56aa372d + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 + + + + + + 399 + 1164 + 31 + 24 + + + 416 + 1176 + + + + + + + - - - c552a431-af5b-46a9-a8a4-0fcbc27ef596 - Group - - - - - 1 - - 64;255;255;255 - - A group of Grasshopper objects - f31b7faa-9d1a-4417-bb66-9dd6172f8fc7 - ce2c859e-28bd-4ad6-97ad-eeed059b9c2f - 82e6d2c2-3d37-4d87-a86e-f59fd5e2910b - 2a54e659-1eca-41fe-bfac-918f8365990e - 79884aa3-d746-4185-b9c2-c3d1b3d1530d - d926a53f-9d8e-4fae-b669-a0d5c2141d4e - 6 - 686cba7c-ec3f-4f99-ad69-8245a5f841ac - Group - - - - - - - - - + 410755b1-224a-4c1e-a407-bf32fb45ea7e 00000000-0000-0000-0000-000000000000 - ModelSetup + ProjectSetup - """Sets up an autoencoder model of the specified type with the given parameters.""" + """Sets up the project in the folder given by `project_root/project_name`.""" # flake8: noqa +import os + from scriptcontext import sticky as st -from aixd_ara.gh_ui import model_setup +from aixd_ara.gh_ui import project_setup +from aixd_ara.gh_ui_helper import clear_sticky from aixd_ara.gh_ui_helper import component_id from aixd_ara.gh_ui_helper import session_id -cid = component_id(session_id(), ghenv.Component, "ModelSetup") - -settings = { - "model_type": model_type, - "inputML": features, - "outputML": targets, - "latent_dim": latent_dim, - "hidden_layers": hidden_layers, - "batch_size": batch_size, -} - - -# TODO: make default settings a bit more smart -default_settings = { - "model_type": "CAE", - "inputML": "design_parameters", - "outputML": "performance_attributes", - "latent_dim": 8, - "hidden_layers": [512, 256, 128, 64], - "batch_size": 16, -} +if not project_root: + ghdoc = ghenv.Component.OnPingDocument().FilePath + project_root = os.path.dirname(ghdoc) -for k in default_settings.keys(): - if (k not in settings) or (k in settings and settings[k] == None) or (k in settings and settings[k] == []): - settings[k] = default_settings[k] - print(k, default_settings[k]) +if project_name: + cid = component_id(session_id(), ghenv.Component, "ProjectSetup") + if set: + complete_path = os.path.join(project_root, project_name) + if not os.path.exists(complete_path): + print("The path {} does not exist and will be now created.".format(complete_path)) + os.mkdir(complete_path) -if set: - st[cid] = model_setup(session_id(), settings) + clear_sticky(ghenv, st) + st[cid] = project_setup(session_id(), project_root, project_name) -if cid in st.keys(): - quick_summary = st[cid]["quick_summary"]["summary"] - model_dims = st[cid]["model_dims"]["summary"] - ghenv.Component.Message = st[cid]["msg"] + if cid in st.keys(): + msg = st[cid]["msg"] + path = st[cid]["path"] - Sets up an autoencoder model of the specified type with the given parameters. + Sets up the project in the folder given by `project_root/project_name`. true true - 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 + 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 false - 48ca8a7a-5111-4af8-a4d4-d49c311be479 + 2cd84948-3b91-41a2-81db-46e5feef7b62 false true - ModelSetup - ModelSetup + ProjectSetup + ProjectSetup - 455 - 3802 - 192 - 144 + 397 + 1253 + 139 + 64 - 545 - 3874 + 487 + 1285 - - 7 + + 3 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 - 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 2 8ec86459-bf01-4409-baee-174d0d2b13d0 8ec86459-bf01-4409-baee-174d0d2b13d0 - + - - true - Type of the autoencoder model. Options are: 'CAE' (conditional Autoencoder) and 'CVAE' (conditional Variational Autoencoder). Default: 'CAE'. - d9ae4699-d432-477b-ab38-6c764c1904f7 - model_type - model_type - true - 0 - true - 0 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b - - - - - - 457 - 3804 - 73 - 20 - - - 495 - 3814 - - - - - - - - 1 + true - List of variable names to be used as input to the model. - f55fb1e2-2c28-41e0-8833-74c9092639f4 - features - features + Script variable set + 4b9891b0-c1d7-465b-98e3-bec83bde2d06 + set + set true - 1 + 0 true - a5671c42-180b-4327-8db0-3ad179eae907 + f2ee6b19-8993-44cc-b196-5b3d1a8e10e5 1 - 37261734-eec7-4f50-b6a8-b8d1f3c4396b + d60527f5-b5af-4ef6-8970-5f96fe412559 - 457 - 3824 + 399 + 1255 73 20 - 495 - 3834 + 437 + 1265 - - - 1 + + true - List of variable names to be used as output from the model. - 2d15aa16-d4ec-40fe-955a-40dd8f8286aa - targets - targets + Path to the project root folder. If none is given, the default is the parent folder of this Grasshopper file. + 6e242ee2-9489-4416-bbb4-3a0656313c6a + project_root + project_root true - 1 + 0 true - 2ee2a800-2fdc-4655-aee6-45e9701f5dfe + 5ea1b0f1-9424-4f5e-adc4-f774d3a34b1c 1 37261734-eec7-4f50-b6a8-b8d1f3c4396b @@ -21005,191 +20634,223 @@ if cid in st.keys(): - 457 - 3844 + 399 + 1275 73 20 - 495 - 3854 + 437 + 1285 - + true - Dimension of the latent space. - 33c1ddca-025e-4b82-98e8-119ff3991f76 - latent_dim - latent_dim + Any name for the project. It will be used to create a folder with the same name in the project root folder. All files will be later saved here. + 7625725c-add5-41f1-80a4-c5fb70335c8f + project_name + project_name true 0 true - 0e2b64c5-a9bf-4f18-a43b-f0b2d92011cd + 793429ae-8a52-45db-86e1-0c97c59abf4f 1 - 48d01794-d3d8-4aef-990e-127168822244 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b - 457 - 3864 + 399 + 1295 73 20 - 495 - 3874 + 437 + 1305 - - - 1 - true - Width of each hidden layer (list of int). - 5b76e5ad-6fe4-45ed-8192-4a9cdc5a9b35 - hidden_layers - hidden_layers - true - 1 - true - 267ec3ce-4a7c-42c2-b83a-d640aa3a823a - 1 - 48d01794-d3d8-4aef-990e-127168822244 + + + Messages and errors. + beb8e5f4-aa3a-465c-a7fc-1bbce555256d + msg + msg + false + 0 - 457 - 3884 - 73 - 20 + 502 + 1255 + 32 + 30 - 495 - 3894 + 518 + 1270 - - - true - Size of the training batches - 7a3b2538-fa4f-457e-8f3a-dd175a4641bd - batch_size - batch_size - true - 0 - true - ae48696c-a9a4-49cf-88e4-65fc59a5d6b2 - 1 - 48d01794-d3d8-4aef-990e-127168822244 + + + Effective path to the project. + 9301906d-a3a9-4e50-86fd-ea3083afd2f2 + path + path + false + 0 - 457 - 3904 - 73 - 20 + 502 + 1285 + 32 + 30 - 495 - 3914 + 518 + 1300 - + + + + + + + + + 410755b1-224a-4c1e-a407-bf32fb45ea7e + 00000000-0000-0000-0000-000000000000 + ShowFolder + + + + + """Reveals the folder in the file explorer.""" +# flake8: noqa + +import compas +import subprocess + +if open: + command = "open" + if compas.is_windows(): + command = "explorer" + + subprocess.Popen([command, path]) + + Reveals the folder in the file explorer. + true + true + + iVBORw0KGgoAAAANSUhEUgAAABgAAAAYCAYAAADgdz34AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAACxEAAAsRAX9kX5EAAAVkSURBVEhLnZQJTFN3HMffpOUUUDcVNg3x1qBD3XAKXhOd99DghniF9rXlKIoIPeyj/f+9dSKHRzl6UaAF2vdeaWlfWbKFxGSZ2aXJ5pZly3CH2TLNcCLgkaz7/18BmTivf/LJ62u//+/n/X95KREIBEZA+rkJYs6/XeTvKBb7OwD6DNH1iaAsFOEcAl9FHAdFXg6OKJdwvq0oXCriOnRoI+Dh/Pj62OKHDC9H+B4R5HcwkSTnzRFznAYFsEA7JMECtGlk6SCPK/fx8OWF/uYIqd8jITmfCgkOojCFgkEBN+wUIyT4PlhO4t8wPsRAeXb7gKDA37qO5NpLSJ9XhSRIwFGIUoQOiZCEH1FQ8B84VIwZuB96ci8UtXthtscDCcqvHyfxtRVLfW5FpsUExiYkXI2Oi/uJJz6+C7OKKtWjguAp/Dx86SC4GEOiYjGmvR2K3W1Q5HJBosRr2ChtZ0okXpciJVdWQxBEICkpKbBixQqe2NjYQFhExP1VFPVQgkBPjgkW+3x8Oelth6THDUm3C0pcNJCwDkDs9VhzpG6nUuqhlam5klos6OzsRJMLrsuXL/MS/P2TmLRgwadSTxuQuRmQ09YKclk7yKObACFhWtQSplUtdbWqU3LIOhweLsALSwAA/0tCQkIgJi6uK8/dCuRtdrDPZQWFjAkUOWsBIXI0azAk3aJJkZGGQcHTSoeDBWFRUd0zUpI7561e6s+rO3qcYip1WrpMR+yyN5futttLs1vt1BKJ2DgowJsGj/+8pOdsMX/AQG0ZTWmJ7Va7LqvBrt3ZaNMuFotMOGAwGPhgRUXFwJCebaWnpwfCw8Pu69liysgUUGYmjyIyjDawzWTTvW+26ZKzxWZcnJGRwQu6uroGtj59dXd383umz5zwpYPdc9DFbtd4mG0aYnO1DaTX2MDWOhtYuEvEC+Lj4/lX9XmWxWLhBbuzZjd87FqvvsimqT9hV6qJdWdtcP05G9h4oQkk7RBZcAjzYuMJvfcZm6K8wiarvmHmq75lXlcTaWca4ZryRri2sgnMzXwoeJHxzJsR+fkP7BxFFzNN+TM9RfULnaAmlp9sgCtPWWFaWQOc856oPjQ09IXHU5QZa/mdeU3xJz1RddM5Xn2NnlpApByph0uPWeHyE/Vw8rK1HhzEr+jgX8WzgPOhocJ/bjIvl9yixypvO2NUPY5o9ffOxAwiWWeGbx2ywNSj9TBxd2F1SFh4zyiBsB8TIhTwCHhC+gSCUTxCwaheoeAlTF+oMEjyTMGlHjpa0euMVPU5ItT9LeGar5yLxxML1Ab4BmWCi6EZph6xwJUn6+E7p83g3co6sOP8WW1ezXFKY1YryxtzihqaM+Wcc43sEptMfueaTf7WNkl2g30l/28mZl8vE3Wgnw5X3nWEqe+1CDXXWyZvQdMjiLnFtTBJVYckRl6y/LgZrj5lApvLa0HW2SpdXs0xijKqVBUN0qIme4b8Q+fbsi+Y+eSPrqnkH+xE2S12TP4dJrLwLh1WfM8pVD5oERy8Yx+dj8t5wax9ephYXAPno5Ms0prg0qNmmHbCCDadqQFZVZW6vOojVKlBoaqyig8027fIP3Isk11hEslr7GTyBjtO1sNGyfuZsP33ncKSB60h6r7miNxrLdMihwTT88/D2YV6OE9RC99Ep0g9bAoKyqqRoFwn1x+mdMYDqnPW7CKHfZO807lE9jUzi/yVfZX8ix0j62Uj5Hdp4f4HzhDFHcfoDYPFQ4IpuefgzL0X+FMspOpg6iEjXHXCADad1oOdVWd0BXpIQeN+1QXrniK6eYP8onOR7Cozg7zOTiRvsdFYsBOx5jYTM/bR8kAgQPwLBA4T4AYGfuMAAAAASUVORK5CYII= + + false + b38564c4-8d60-4c90-9911-ecd58cd14635 + false + true + ShowFolder + ShowFolder + + + + + + 588 + 1362 + 63 + 44 + + + 637 + 1384 + + + + + + 2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 84fa917c-1ed8-4db3-8be1-7bdc4a6495a2 + 0 + + + true - Set to True to set up the model. - 9416187c-e9a5-44e2-b900-dd033cadbd09 - set - set + Path to the (local) folder. + a958caeb-90f6-45de-a752-108df0ecc813 + path + path true 0 true - bf7ea87a-f224-4292-9391-387666c652a9 + 9301906d-a3a9-4e50-86fd-ea3083afd2f2 1 - d60527f5-b5af-4ef6-8970-5f96fe412559 + 37261734-eec7-4f50-b6a8-b8d1f3c4396b - 457 - 3924 - 73 + 590 + 1364 + 32 20 - 495 - 3934 - - - - - - - - Quick summary of the model. - 0edc632f-ea1a-48ce-bf95-98e6b0bf083b - quick_summary - quick_summary - false - 0 - - - - - - 560 - 3804 - 85 - 70 - - - 602.5 - 3839 + 607.5 + 1374 - - - Input and output dimensions of the model. - c0b79f78-4259-40de-ba0d-63ea4137ed3a - model_dims - model_dims - false - 0 + + + true + Set to True to open the folder in the file explorer. + 0d21c69d-61e1-471d-9428-90dacdc62d02 + open + open + true + 0 + true + 88081621-0961-45f6-ad4c-b13a25212c60 + 1 + d60527f5-b5af-4ef6-8970-5f96fe412559 - 560 - 3874 - 85 - 70 + 590 + 1384 + 32 + 20 - 602.5 - 3909 + 607.5 + 1394 @@ -21201,22 +20862,35 @@ if cid in st.keys(): - + c552a431-af5b-46a9-a8a4-0fcbc27ef596 Group - + 1 - 64;135;233;255 + 64;255;255;255 A group of Grasshopper objects - 1e46686e-fdb0-4d1c-b1a3-eb69c13626c1 - 1 - 120ff581-8718-4d4f-9e35-a0cbde380896 + 74272879-c489-41d3-801b-ad4cf0f8ed6e + f2ee6b19-8993-44cc-b196-5b3d1a8e10e5 + 5ea1b0f1-9424-4f5e-adc4-f774d3a34b1c + 793429ae-8a52-45db-86e1-0c97c59abf4f + 88081621-0961-45f6-ad4c-b13a25212c60 + 15dd2fc5-c108-477a-abab-0b9a56aa372d + 564bce19-dbd3-4fe5-9085-cddf91e4e30a + c890e5a7-eb2a-4bb4-8e69-3bd67bafe808 + 83c62632-88ab-4417-a8ec-3a728c67c786 + c72247e5-5d28-4f55-be70-0ce90be303fd + b83e34f2-90ac-48d1-8370-35c8350d2aa1 + b1050b30-a989-4303-a3bc-1d295d89a941 + 2cd84948-3b91-41a2-81db-46e5feef7b62 + b38564c4-8d60-4c90-9911-ecd58cd14635 + 14 + eb33b509-76a6-4424-8c71-5a0409d4ce45 Group @@ -21226,6 +20900,60 @@ if cid in st.keys(): + + + 59e0b89a-e487-49f8-bab8-b5bab16be14c + Panel + + + + + A panel for custom notes and text values + f8f715d4-29e7-4760-852f-5ae7cb316eb4 + Panel + request + false + 0 + 3985c052-3584-4875-ac98-5195b0b47b7e + 1 + + 1 + + + + + + 200 + 3271 + 150 + 55 + + 0 + 0 + 0 + + 200.1646 + 3271.93 + + + + + + + 255;255;255;255 + + false + false + false + false + false + true + + + + + + @@ -21233,7 +20961,7 @@ if cid in st.keys(): - 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 From 40378bec76335811655d17d9e4bfbf1d51892556 Mon Sep 17 00:00:00 2001 From: Aleksandra Apolinarska Date: Tue, 10 Sep 2024 21:34:49 +0200 Subject: [PATCH 2/5] #46 minor refinement of documentation and instructions --- docs/documentation.rst | 24 +++++++++---------- .../components/ara_DatasetGenerator/code.py | 10 ++++---- 2 files changed, 18 insertions(+), 16 deletions(-) diff --git a/docs/documentation.rst b/docs/documentation.rst index 9b55ae7..4e28c6d 100644 --- a/docs/documentation.rst +++ b/docs/documentation.rst @@ -15,7 +15,7 @@ DataBool :height: 24 :width: 24 -Defines a boolean variable. +Defines a boolean variable (`True` or `False`). **Inputs** @@ -34,7 +34,7 @@ DataCategorical :height: 24 :width: 24 -Defines a categorical variable. +Defines a categorical variable (for example, represening labels or classes). **Inputs** @@ -128,8 +128,8 @@ DatasetGenerator :height: 24 :width: 24 -Provides instructions on how to generate random samples for the dataset. - +Provides instructions on how to generate random samples for the dataset by harnessing the parametric model found in the current Grasshopper file. +See Tutorial for more information on how to prepare the inputs and outputs of the parametric model. **Outputs** @@ -161,7 +161,7 @@ DatasetOneSample :width: 24 Retrieves one sample from the dataset (at a given or random index) and instantiates it in the parametric model. - +Requires a dataset to be loaded. **Inputs** @@ -180,7 +180,7 @@ DatasetSummary :width: 24 Provides a summary of the dataset. - +Requires a dataset to be loaded. **Inputs** @@ -198,7 +198,7 @@ Generator :width: 24 Runs a generation campaing to create new designs using the trained model. - +Requires a dataset and a trained model to be loaded. **Inputs** @@ -221,7 +221,7 @@ ModelDimensions :width: 24 Retrieves dimensions of the model's input and output layers. - +Requires that a model has been set up or loaded. **Inputs** @@ -239,7 +239,7 @@ ModelLoad :width: 24 Loads an existing, pre-traind neural network model from a checkpoint. - +Requires a dataset to be loaded. **Inputs** @@ -260,7 +260,7 @@ ModelSetup :width: 24 Sets up an autoencoder model of the specified type with the given parameters. - +Requires a dataset to be loaded. **Inputs** @@ -285,7 +285,7 @@ ModelSummary :width: 24 Provides a summary of the autoencoder model's architecture. - +Requires that a model has been set up or loaded. **Inputs** @@ -304,7 +304,7 @@ ModelTrain :width: 24 Runs a training campaign. - +Requires that a model has been set up (to train from scratch) or loaded (to continue training). **Inputs** diff --git a/src/aixd_ara/components/ara_DatasetGenerator/code.py b/src/aixd_ara/components/ara_DatasetGenerator/code.py index 9eb32da..40a48f3 100644 --- a/src/aixd_ara/components/ara_DatasetGenerator/code.py +++ b/src/aixd_ara/components/ara_DatasetGenerator/code.py @@ -3,14 +3,16 @@ path = dataset_generator.__file__ txt = "INSTRUCTIONS\n------------\n" -txt += "How to generate random samples for the dataset.\n\n" +txt += "How to generate random samples for a dataset, by harnessing the parametric model defined in this Grasshopper file?\n\n" +txt += "Prepare the inputs and outputs to/from your parametric model as shown in the online documentation>tutorial at https://gramaziokohler.github.io/aixd_ara/latest/tutorial.html\n\n" +txt += "Close all other Grasshopper files in this Rhino app.\n\n" txt += "Locate the 'dataset_generator.py' file in:\n\n" txt += "{}\n\n".format(path) -txt += "In Rhino, open the Rhino Python Editor, open the file and run it.\n" +txt += "In Rhino, open the Rhino Python Editor, open 'dataset_generator.py' and run it.\n" txt += "(Follow the prompts in the Rhino command line)\n\n" -txt += "Optionally, add a button to a Rhino toolbar to access the dataset generator more easily:\n" - +txt += "\n------------\n\n" +txt += "Optionally, add a button to a Rhino toolbar to access the dataset generator more easily:\n" txt += "> right-click on a toolbar > New Button... \n" txt += "> in the pop-up window, in Command section, paste:\n\n" txt += "'! _-RunPythonScript {}'".format(path) From 863bdb10ed0888f360be37e60e299ec7164d52e8 Mon Sep 17 00:00:00 2001 From: Aleksandra Apolinarska Date: Tue, 10 Sep 2024 22:24:30 +0200 Subject: [PATCH 3/5] #46 .. --- CHANGELOG.md | 1 + 1 file changed, 1 insertion(+) diff --git a/CHANGELOG.md b/CHANGELOG.md index 7397f2a..d88b0ae 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -11,6 +11,7 @@ and this project adheres to [Semantic Versioning](https://semver.org/spec/v2.0.0 ### Changed +* Updated examples & documentation * Fixed Windows install script trying to install from offline wheels. * Fixed issues related to using ARA on Mac. From ac271ed702cfe27e010483fa9c1bcd170c10c3d2 Mon Sep 17 00:00:00 2001 From: Aleksandra Apolinarska Date: Wed, 11 Sep 2024 10:04:52 +0200 Subject: [PATCH 4/5] #46 linter --- src/aixd_ara/components/ara_DatasetGenerator/code.py | 6 ++++-- 1 file changed, 4 insertions(+), 2 deletions(-) diff --git a/src/aixd_ara/components/ara_DatasetGenerator/code.py b/src/aixd_ara/components/ara_DatasetGenerator/code.py index 40a48f3..dae6c10 100644 --- a/src/aixd_ara/components/ara_DatasetGenerator/code.py +++ b/src/aixd_ara/components/ara_DatasetGenerator/code.py @@ -3,8 +3,10 @@ path = dataset_generator.__file__ txt = "INSTRUCTIONS\n------------\n" -txt += "How to generate random samples for a dataset, by harnessing the parametric model defined in this Grasshopper file?\n\n" -txt += "Prepare the inputs and outputs to/from your parametric model as shown in the online documentation>tutorial at https://gramaziokohler.github.io/aixd_ara/latest/tutorial.html\n\n" +txt += "How to generate random samples for a dataset, " +txt += "by harnessing the parametric model defined in this Grasshopper file?\n\n" +txt += "Prepare the inputs and outputs to/from your parametric model as shown in the online documentation>tutorial at " +txt += "https://gramaziokohler.github.io/aixd_ara/latest/tutorial.html\n\n" txt += "Close all other Grasshopper files in this Rhino app.\n\n" txt += "Locate the 'dataset_generator.py' file in:\n\n" txt += "{}\n\n".format(path) From 9f687a84992b753df399a0740c70df4e6c73a39a Mon Sep 17 00:00:00 2001 From: "Aleksandra (Ania) Apolinarska" Date: Wed, 11 Sep 2024 10:32:00 +0200 Subject: [PATCH 5/5] Update CHANGELOG.md --- CHANGELOG.md | 4 ---- 1 file changed, 4 deletions(-) diff --git a/CHANGELOG.md b/CHANGELOG.md index 49356d4..60f92e0 100644 --- a/CHANGELOG.md +++ b/CHANGELOG.md @@ -10,13 +10,9 @@ and this project adheres to [Semantic Versioning](https://semver.org/spec/v2.0.0 ### Added ### Changed -<<<<<<< 46-update-examples - * Updated examples & documentation -======= * Fixed domain init in DataInt * Changed output options in Plot components. ->>>>>>> main * Fixed Windows install script trying to install from offline wheels. * Fixed issues related to using ARA on Mac.