From cd631bffcd6b864dbcc7f2f54fbff01d8f9af333 Mon Sep 17 00:00:00 2001 From: amandaghassaei <amandaghassaei@gmail.com> Date: Sun, 7 May 2017 22:10:07 -0400 Subject: [PATCH] more patterns --- assets/Tessellations/hyperbolic_limit_cp.svg | 2072 +++++++++++++++++ assets/Tessellations/oval_tessellation_cp.svg | 84 + index.html | 17 +- js/model.js | 12 +- 4 files changed, 2180 insertions(+), 5 deletions(-) create mode 100644 assets/Tessellations/hyperbolic_limit_cp.svg create mode 100644 assets/Tessellations/oval_tessellation_cp.svg diff --git a/assets/Tessellations/hyperbolic_limit_cp.svg b/assets/Tessellations/hyperbolic_limit_cp.svg new file mode 100644 index 0000000..5aa6a6a --- /dev/null +++ b/assets/Tessellations/hyperbolic_limit_cp.svg @@ -0,0 +1,2072 @@ +<?xml version="1.0" encoding="utf-8"?> +<!-- Generator: Adobe Illustrator 16.0.3, SVG Export Plug-In . SVG Version: 6.00 Build 0) --> +<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"> +<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" + width="2048px" height="2056.48px" viewBox="0 0 2048 2056.48" enable-background="new 0 0 2048 2056.48" xml:space="preserve"> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="662.785,1341.519 885.946,1048.128 + 921.055,935.112 697.894,1228.501 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="662.785,1341.519 697.894,1228.501 + 617.872,1153.953 531.12,1166.851 486.027,1224.646 490.434,1297.819 554.607,1357.602 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="552.535,943.563 921.055,935.112 + 1031.305,892.096 662.785,900.548 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="552.535,943.563 662.785,900.548 + 671.176,791.503 607.003,731.72 533.702,732.499 479.242,781.567 472.512,869.014 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="794.929,609.245 1031.305,892.096 + 1133.676,951.474 897.299,668.622 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="794.929,609.245 897.299,668.622 + 987.786,607.195 994.515,519.748 948.204,462.925 875.885,450.94 803.32,500.2 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1207.439,590.312 1133.676,951.474 + 1151.08,1068.532 1224.844,707.37 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1207.439,590.312 1224.844,707.37 + 1329.287,739.816 1401.851,690.555 1417.403,618.918 1381.683,554.904 1297.926,528.885 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1479.438,901.022 1151.08,1068.532 + 1070.411,1155.123 1398.77,987.613 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1479.438,901.022 1398.77,987.613 + 1438.521,1089.5 1522.279,1115.519 1587.983,1083.013 1615.76,1015.174 1583.881,933.468 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1406.104,1307.403 1070.411,1155.123 + 952.416,1146.042 1288.108,1298.323 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1406.104,1307.403 1288.108,1298.323 + 1233.235,1392.928 1265.114,1474.634 1331.494,1505.736 1401.851,1485.157 1445.855,1409.291 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1042.659,1503.443 952.416,1146.042 + 885.946,1048.128 976.189,1405.528 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1042.659,1503.443 976.189,1405.528 + 868.011,1421.612 824.007,1497.479 841.077,1568.769 901.034,1610.945 987.786,1598.047 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="552.535,943.563 697.894,1228.501 + 921.055,935.112 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="617.872,1153.953 472.512,869.014 + 366.541,1102.621 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="552.535,943.563 472.512,869.014 + 617.872,1153.953 697.894,1228.501 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="976.189,1405.528 662.785,1341.519 + 554.607,1357.602 868.011,1421.612 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="671.176,1586.105 554.607,1357.602 + 490.434,1297.819 607.003,1526.322 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="671.176,1586.105 607.003,1526.322 + 540.938,1545.646 516.517,1587.75 522.728,1629.527 558.342,1662.704 627.172,1661.972 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="425.994,1514.63 490.434,1297.819 + 486.027,1224.646 421.586,1441.458 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="425.994,1514.63 421.586,1441.458 + 361.333,1422.74 324.546,1443.267 312.184,1473.458 320.968,1506.548 359.929,1533.954 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="339.383,1286.837 531.12,1166.851 + 279.789,1115.519 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="486.027,1224.646 294.289,1344.632 + 421.586,1441.458 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="339.383,1286.837 294.289,1344.632 + 486.027,1224.646 531.12,1166.851 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="366.541,1102.621 279.789,1115.519 + 531.12,1166.851 617.872,1153.953 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="794.929,609.245 662.785,900.548 + 1031.305,892.096 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="671.176,791.503 803.32,500.2 554.607,563 + "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="794.929,609.245 803.32,500.2 + 671.176,791.503 662.785,900.548 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="366.541,1102.621 472.512,869.014 + 479.242,781.567 373.27,1015.174 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="366.541,1102.621 373.27,1015.174 + 316.971,975.571 268.827,982.729 240.037,1013.633 236.303,1062.162 279.789,1115.519 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="269.554,866.366 479.242,781.567 + 533.702,732.499 324.014,817.297 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="269.554,866.366 324.014,817.297 + 301.082,758.519 262.096,742.556 230.784,751.715 210.39,779.214 213.254,826.762 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="393.649,656.623 607.003,731.72 + 490.434,503.217 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="533.702,732.499 320.347,657.402 + 324.014,817.297 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="393.649,656.623 320.347,657.402 + 533.702,732.499 607.003,731.72 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="554.607,563 490.434,503.217 607.003,731.72 + 671.176,791.503 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1207.439,590.312 897.299,668.622 + 1133.676,951.474 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="987.786,607.195 1297.926,528.885 + 1093.757,373.588 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1207.439,590.312 1297.926,528.885 + 987.786,607.195 897.299,668.622 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="554.607,563 803.32,500.2 875.885,450.94 + 627.172,513.739 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="554.607,563 627.172,513.739 623.033,445.03 + 587.419,411.853 545.307,408.612 505.037,435.95 490.434,503.217 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="678.848,339.87 875.885,450.94 + 948.204,462.925 751.167,351.855 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="678.848,339.87 751.167,351.855 + 782.823,297.278 770.997,256.845 744.314,238.075 710.099,239.276 674.71,271.161 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="920.204,306.119 994.515,519.748 + 1100.487,286.141 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="948.204,462.925 873.892,249.295 + 751.167,351.855 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="920.204,306.119 873.892,249.295 + 948.204,462.925 994.515,519.748 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1093.757,373.588 1100.487,286.141 + 994.515,519.748 987.786,607.195 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1479.438,901.022 1224.844,707.37 + 1151.08,1068.532 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1329.287,739.816 1583.881,933.468 + 1578,677.016 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1479.438,901.022 1583.881,933.468 + 1329.287,739.816 1224.844,707.37 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1093.757,373.588 1297.926,528.885 + 1381.683,554.904 1177.514,399.608 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1093.757,373.588 1177.514,399.608 + 1228.652,353.532 1232.387,305.003 1208.664,270.058 1162.183,255.618 1100.487,286.141 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1345.671,331.604 1381.683,554.904 + 1417.403,618.918 1381.39,395.618 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1345.671,331.604 1381.39,395.618 + 1443.798,386.34 1468.036,351.884 1466.074,319.319 1443.802,293.317 1396.809,285.529 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1522.541,499.26 1401.851,690.555 + 1650.564,627.755 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1417.403,618.918 1538.092,427.623 + 1381.39,395.618 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1522.541,499.26 1538.092,427.623 + 1417.403,618.918 1401.851,690.555 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1578,677.016 1650.564,627.755 + 1401.851,690.555 1329.287,739.816 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1406.104,1307.403 1398.77,987.613 + 1070.411,1155.123 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1438.521,1089.5 1445.855,1409.291 + 1642.691,1244.796 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1406.104,1307.403 1445.855,1409.291 + 1438.521,1089.5 1398.77,987.613 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1578,677.016 1583.881,933.468 + 1615.76,1015.174 1609.879,758.723 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1578,677.016 1609.879,758.723 + 1677.786,769.977 1718.056,742.639 1730.587,702.304 1712.895,656.96 1650.564,627.755 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1767.89,847.793 1615.76,1015.174 + 1587.983,1083.013 1740.112,915.632 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1767.89,847.793 1740.112,915.632 + 1786.277,958.639 1828.328,956.106 1852.564,934.269 1859.008,900.644 1835.797,859.048 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1747.088,1090.608 1522.279,1115.519 + 1726.448,1270.816 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1587.983,1083.013 1812.792,1058.102 + 1740.112,915.632 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1747.088,1090.608 1812.792,1058.102 + 1587.983,1083.013 1522.279,1115.519 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1642.691,1244.796 1726.448,1270.816 + 1522.279,1115.519 1438.521,1089.5 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1042.659,1503.443 1288.108,1298.323 + 952.416,1146.042 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1233.235,1392.928 987.786,1598.047 + 1239.116,1649.379 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1042.659,1503.443 987.786,1598.047 + 1233.235,1392.928 1288.108,1298.323 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1642.691,1244.796 1445.855,1409.291 + 1401.851,1485.157 1598.686,1320.664 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1642.691,1244.796 1598.686,1320.664 + 1632.227,1380.773 1678.709,1395.212 1718.056,1379.86 1742.477,1337.757 1726.448,1270.816 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1627.566,1499.736 1401.851,1485.157 + 1331.494,1505.736 1557.209,1520.316 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1627.566,1499.736 1557.209,1520.316 + 1552.368,1583.223 1580.566,1614.521 1612.751,1619.855 1643.057,1603.927 1661.107,1559.845 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1424.757,1634.865 1265.114,1474.634 + 1270.995,1731.086 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1331.494,1505.736 1491.137,1665.967 + 1557.209,1520.316 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1424.757,1634.865 1491.137,1665.967 + 1331.494,1505.736 1265.114,1474.634 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1239.116,1649.379 1270.995,1731.086 + 1265.114,1474.634 1233.235,1392.928 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="671.176,1586.105 868.011,1421.612 + 554.607,1357.602 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="824.007,1497.479 627.172,1661.972 + 798.269,1722.195 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="671.176,1586.105 627.172,1661.972 + 824.007,1497.479 868.011,1421.612 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1239.116,1649.379 987.786,1598.047 + 901.034,1610.945 1152.365,1662.277 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1239.116,1649.379 1152.365,1662.277 + 1126.282,1725.978 1143.973,1771.322 1180.509,1792.513 1228.652,1785.355 1270.995,1731.086 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1030.366,1796.506 901.034,1610.945 + 841.077,1568.769 970.41,1754.33 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1030.366,1796.506 970.41,1754.33 + 918.208,1789.767 911.32,1831.328 927.217,1859.816 958.565,1873.58 1004.283,1860.207 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="841.077,1568.769 815.339,1793.485 + 970.41,1754.33 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="798.269,1722.195 815.339,1793.485 + 841.077,1568.769 824.007,1497.479 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="425.994,1514.63 607.003,1526.322 + 490.434,1297.819 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="540.938,1545.646 359.929,1533.954 + 431.703,1636.933 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="425.994,1514.63 359.929,1533.954 + 540.938,1545.646 607.003,1526.322 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="798.269,1722.195 627.172,1661.972 + 558.342,1662.704 729.439,1722.927 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="798.269,1722.195 729.439,1722.927 + 700.137,1760.482 701.359,1794.697 721.97,1819.985 763.138,1828.922 815.339,1793.485 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="623.033,1789.514 558.342,1662.704 + 522.728,1629.527 587.419,1756.336 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="623.033,1789.514 587.419,1756.336 + 551.968,1770.167 541.468,1791.751 545.077,1810.606 560.926,1825.371 593.731,1827.069 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="496.402,1758.424 522.728,1629.527 + 516.517,1587.75 490.191,1716.646 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="496.402,1758.424 490.191,1716.646 + 452.249,1713.726 434.811,1729.907 432.037,1746.643 439.559,1761.848 460.951,1772.255 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="516.517,1587.75 407.282,1679.036 + 490.191,1716.646 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="431.703,1636.933 407.282,1679.036 + 516.517,1587.75 540.938,1545.646 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="361.333,1422.74 234.036,1325.914 + 246.812,1441.208 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="294.289,1344.632 234.036,1325.914 + 361.333,1422.74 421.586,1441.458 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="431.703,1636.933 359.929,1533.954 + 320.968,1506.548 392.742,1609.526 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="431.703,1636.933 392.742,1609.526 + 361.851,1620.695 350.982,1639.432 353.015,1658.522 369.34,1676.116 407.282,1679.036 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="311.734,1609.352 320.968,1506.548 + 312.184,1473.458 302.949,1576.262 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="311.734,1609.352 302.949,1576.262 + 275.041,1573.409 261.565,1583.841 258.075,1596.286 262.84,1609.466 280.842,1620.52 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="256.842,1517.758 324.546,1443.267 + 210.025,1461.736 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="312.184,1473.458 244.48,1547.949 + 302.949,1576.262 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="256.842,1517.758 244.48,1547.949 + 312.184,1473.458 324.546,1443.267 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="246.812,1441.208 210.025,1461.736 + 324.546,1443.267 361.333,1422.74 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="339.383,1286.837 295.896,1233.479 + 248.264,1233.986 222.276,1256.274 215.355,1288.155 234.036,1325.914 294.289,1344.632 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="295.896,1233.479 236.303,1062.162 + 177.493,1191.804 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="279.789,1115.519 236.303,1062.162 + 295.896,1233.479 339.383,1286.837 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="246.812,1441.208 234.036,1325.914 + 215.355,1288.155 228.131,1403.45 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="246.812,1441.208 228.131,1403.45 + 197.705,1401.109 182.16,1412.632 177.348,1428.122 183.627,1446.425 210.025,1461.736 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="161.643,1373.289 215.355,1288.155 + 222.276,1256.274 168.565,1341.408 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="161.643,1373.289 168.565,1341.408 + 143.952,1327.945 127.635,1332.718 120.186,1342.676 119.876,1355.649 131.217,1370.948 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="151.657,1270.332 248.264,1233.986 + 129.861,1192.31 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="222.276,1256.274 125.669,1292.62 + 168.565,1341.408 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="151.657,1270.332 125.669,1292.62 + 222.276,1256.274 248.264,1233.986 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="177.493,1191.804 129.861,1192.31 + 248.264,1233.986 295.896,1233.479 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="269.554,866.366 373.27,1015.174 + 479.242,781.567 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="316.971,975.571 213.254,826.762 + 177.493,947.084 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="269.554,866.366 213.254,826.762 + 316.971,975.571 373.27,1015.174 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="177.493,1191.804 236.303,1062.162 + 240.037,1013.633 181.227,1143.275 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="177.493,1191.804 181.227,1143.275 + 148.31,1124.182 124.889,1129.429 112.398,1144.006 110.736,1165.604 129.861,1192.31 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="122.847,1073.416 240.037,1013.633 + 268.827,982.729 151.638,1042.512 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="122.847,1073.416 151.638,1042.512 + 130.264,1011.028 106.74,1007.482 91.927,1015.748 84.729,1031.109 89.93,1054.323 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="268.827,982.729 129.349,954.242 + 151.638,1042.512 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="177.493,947.084 129.349,954.242 + 268.827,982.729 316.971,975.571 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="301.082,758.519 297.415,598.624 + 215.239,680.498 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="320.347,657.402 297.415,598.624 + 301.082,758.519 324.014,817.297 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="177.493,947.084 213.254,826.762 + 210.39,779.214 174.629,899.535 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="177.493,947.084 174.629,899.535 + 146.636,882.347 125.21,885.532 111.553,899.024 107.976,922.757 129.349,954.242 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="124.257,836.092 210.39,779.214 + 230.784,751.715 144.651,808.593 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="124.257,836.092 144.651,808.593 + 129.481,784.994 112.923,780.962 101.017,785.993 93.683,797.936 96.265,818.903 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="161.643,736.068 262.096,742.556 + 176.253,664.535 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="230.784,751.715 130.332,745.227 + 144.651,808.593 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="161.643,736.068 130.332,745.227 + 230.784,751.715 262.096,742.556 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="215.239,680.498 176.253,664.535 + 262.096,742.556 301.082,758.519 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="393.649,656.623 408.251,589.356 + 378.158,552.432 344.529,546.01 315.288,560.477 297.415,598.624 320.347,657.402 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="408.251,589.356 505.037,435.95 + 367.012,470.801 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="490.434,503.217 505.037,435.95 + 408.251,589.356 393.649,656.623 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="215.239,680.498 297.415,598.624 + 315.288,560.477 233.113,642.351 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="215.239,680.498 233.113,642.351 + 215.972,617.103 197.272,612.134 182.16,618.03 171.765,634.35 176.253,664.535 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="215.239,571.564 315.288,560.477 + 344.529,546.01 244.48,557.097 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="215.239,571.564 244.48,557.097 + 239.66,529.461 225.755,519.679 213.325,520.064 202.988,527.91 198.099,546.315 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="289.508,499.563 378.158,552.432 + 336.918,433.877 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="344.529,546.01 255.879,493.141 + 244.48,557.097 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="289.508,499.563 255.879,493.141 + 344.529,546.01 378.158,552.432 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="367.012,470.801 336.918,433.877 + 378.158,552.432 408.251,589.356 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="678.848,339.87 627.172,513.739 + 875.885,450.94 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="623.033,445.03 674.71,271.161 + 558.342,318.22 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="678.848,339.87 674.71,271.161 + 623.033,445.03 627.172,513.739 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="367.012,470.801 505.037,435.95 + 545.307,408.612 407.282,443.463 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="367.012,470.801 407.282,443.463 + 401.686,405.823 382.981,390.783 363.795,390.106 345.873,402.273 336.918,433.877 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="425.5,354.264 545.307,408.612 + 587.419,411.853 467.612,357.505 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="425.5,354.264 467.612,357.505 + 478.902,321.164 467.007,300.562 451.308,294.134 434.811,298.084 419.904,316.624 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="587.419,411.853 522.728,285.043 + 467.612,357.505 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="558.342,318.22 522.728,285.043 + 587.419,411.853 623.033,445.03 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="782.823,297.278 905.548,194.718 + 790.301,181.518 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="873.892,249.295 905.548,194.718 + 782.823,297.278 751.167,351.855 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="558.342,318.22 674.71,271.161 + 710.099,239.276 593.731,286.335 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="558.342,318.22 593.731,286.335 + 589.716,253.733 573.867,238.968 554.804,236.702 534.018,248.702 522.728,285.043 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="611.927,207.397 710.099,239.276 + 744.314,238.075 646.142,206.196 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="611.927,207.397 646.142,206.196 + 655.134,179.622 647.962,164.163 636.605,157.991 622.695,159.704 607.912,174.794 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="713.439,174.263 770.997,256.845 + 778.474,141.085 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="744.314,238.075 686.755,155.492 + 646.142,206.196 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="713.439,174.263 686.755,155.492 + 744.314,238.075 770.997,256.845 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="790.301,181.518 778.474,141.085 + 770.997,256.845 782.823,297.278 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="920.204,306.119 981.9,275.595 + 992.005,229.045 976.059,198.75 946.517,184.908 905.548,194.718 873.892,249.295 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="981.9,275.595 1162.183,255.618 + 1048.877,169.435 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1100.487,286.141 1162.183,255.618 + 981.9,275.595 920.204,306.119 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="790.301,181.518 905.548,194.718 + 946.517,184.908 831.269,171.708 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="790.301,181.518 831.269,171.708 + 840.323,142.565 832.548,124.846 818.516,116.708 799.275,118.757 778.474,141.085 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="875.469,113.598 946.517,184.908 + 976.059,198.75 905.011,127.44 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="875.469,113.598 905.011,127.44 + 923.613,106.441 922.591,89.471 914.54,79.993 901.961,76.803 884.523,84.455 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="978.068,126.773 992.005,229.045 + 1058.983,122.885 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="976.059,198.75 962.121,96.477 + 905.011,127.44 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="978.068,126.773 962.121,96.477 + 976.059,198.75 992.005,229.045 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1048.877,169.435 1058.983,122.885 + 992.005,229.045 981.9,275.595 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1345.671,331.604 1177.514,399.608 + 1381.683,554.904 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1228.652,353.532 1396.809,285.529 + 1287.462,223.89 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1345.671,331.604 1396.809,285.529 + 1228.652,353.532 1177.514,399.608 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1048.877,169.435 1162.183,255.618 + 1208.664,270.058 1095.359,183.874 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1048.877,169.435 1095.359,183.874 + 1121.298,156.031 1121.395,132.03 1109.962,116.608 1089.276,110.181 1058.983,122.885 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1176.457,142.503 1208.664,270.058 + 1232.387,305.003 1200.18,177.448 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1176.457,142.503 1200.18,177.448 + 1235.631,163.617 1244.322,141.472 1239.561,125.19 1226.186,114.755 1202.396,114.659 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1232.387,305.003 1291.197,175.361 + 1200.18,177.448 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1287.462,223.89 1291.197,175.361 + 1232.387,305.003 1228.652,353.532 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1443.798,386.34 1600.5,418.345 + 1538.964,320.011 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1538.092,427.623 1600.5,418.345 + 1443.798,386.34 1381.39,395.618 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1287.462,223.89 1396.809,285.529 + 1443.802,293.317 1334.456,231.678 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1287.462,223.89 1334.456,231.678 + 1357.442,208.213 1359.104,186.615 1348.99,170.298 1326.648,161.529 1291.197,175.361 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1407.517,196.687 1443.802,293.317 + 1466.074,319.319 1429.789,222.689 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1407.517,196.687 1429.789,222.689 + 1456.171,213.151 1463.787,197.905 1461.531,185.178 1451.52,175.37 1430.504,173.221 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1496.714,255.394 1468.036,351.884 + 1563.202,285.555 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1466.074,319.319 1494.752,222.829 + 1429.789,222.689 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1496.714,255.394 1494.752,222.829 + 1466.074,319.319 1468.036,351.884 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1538.964,320.011 1563.202,285.555 + 1468.036,351.884 1443.798,386.34 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1522.541,499.26 1584.872,528.465 + 1627.567,507.342 1641.311,475.986 1633.713,444.259 1600.5,418.345 1538.092,427.623 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1584.872,528.465 1712.895,656.96 + 1709.631,514.64 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1650.564,627.755 1712.895,656.96 + 1584.872,528.465 1522.541,499.26 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1538.964,320.011 1600.5,418.345 + 1633.713,444.259 1572.178,345.925 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1538.964,320.011 1572.178,345.925 + 1600.607,334.833 1609.613,317.706 1607.227,301.662 1593.629,287.896 1563.202,285.555 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1645.168,344.251 1633.713,444.259 + 1641.311,475.986 1652.765,375.978 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1645.168,344.251 1652.765,375.978 + 1680.781,377.428 1693.411,366.048 1695.802,353.844 1690.453,342.021 1673.597,333.159 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1698.837,432.679 1627.567,507.342 + 1752.326,493.517 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1641.311,475.986 1712.581,401.323 + 1652.765,375.978 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1698.837,432.679 1712.581,401.323 + 1641.311,475.986 1627.567,507.342 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1709.631,514.64 1752.326,493.517 + 1627.567,507.342 1584.872,528.465 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1767.89,847.793 1609.879,758.723 + 1615.76,1015.174 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1677.786,769.977 1835.797,859.048 + 1815.812,735.126 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1767.89,847.793 1835.797,859.048 + 1677.786,769.977 1609.879,758.723 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1709.631,514.64 1712.895,656.96 + 1730.587,702.304 1727.323,559.984 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1709.631,514.64 1727.323,559.984 + 1765.265,562.904 1784.09,548.014 1789.02,529.461 1781.145,509.281 1752.326,493.517 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1810.232,597.594 1730.587,702.304 + 1718.056,742.639 1797.702,637.929 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1810.232,597.594 1797.702,637.929 + 1830.619,657.022 1853.351,650.01 1863.112,636.135 1862.931,619.172 1848.174,600.514 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1718.056,742.639 1856.082,707.788 + 1797.702,637.929 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1815.812,735.126 1856.082,707.788 + 1718.056,742.639 1677.786,769.977 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1786.277,958.639 1858.957,1101.109 + 1897.471,991.688 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1812.792,1058.102 1858.957,1101.109 + 1786.277,958.639 1740.112,915.632 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1815.812,735.126 1835.797,859.048 + 1859.008,900.644 1839.023,776.722 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1815.812,735.126 1839.023,776.722 + 1871.701,780.063 1889.623,767.897 1896.074,749.816 1888.999,726.881 1856.082,707.788 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1911.933,812.028 1859.008,900.644 + 1852.564,934.269 1905.49,845.652 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1911.933,812.028 1905.49,845.652 + 1929.396,860.332 1946.064,856.78 1954.609,847.081 1956.034,833.139 1944.611,815.369 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1921.648,918.367 1828.328,956.106 + 1939.521,989.155 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1852.564,934.269 1945.885,896.53 + 1905.49,845.652 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1921.648,918.367 1945.885,896.53 + 1852.564,934.269 1828.328,956.106 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1897.471,991.688 1939.521,989.155 + 1828.328,956.106 1786.277,958.639 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1747.088,1090.608 1763.117,1157.549 + 1806.252,1177.76 1839.336,1168.954 1859.405,1143.233 1858.957,1101.109 1812.792,1058.102 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1763.117,1157.549 1742.477,1337.757 + 1851.712,1246.47 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1726.448,1270.816 1742.477,1337.757 + 1763.117,1157.549 1747.088,1090.608 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1897.471,991.688 1858.957,1101.109 + 1859.405,1143.233 1897.918,1033.813 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1897.471,991.688 1897.918,1033.813 + 1924.316,1049.125 1943.321,1045.486 1954.378,1033.618 1956.662,1014.403 1939.521,989.155 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1944.736,1089.835 1859.405,1143.233 + 1839.336,1168.954 1924.667,1115.556 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1944.736,1089.835 1924.667,1115.556 + 1941.001,1138.364 1957.773,1141.144 1968.805,1135.404 1974.713,1123.85 1971.133,1105.146 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1909.062,1186.929 1806.252,1177.76 + 1894.847,1266.681 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1839.336,1168.954 1942.146,1178.125 + 1924.667,1115.556 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1909.062,1186.929 1942.146,1178.125 + 1839.336,1168.954 1806.252,1177.76 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1851.712,1246.47 1894.847,1266.681 + 1806.252,1177.76 1763.117,1157.549 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1627.566,1499.736 1598.686,1320.664 + 1401.851,1485.157 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1632.227,1380.773 1661.107,1559.845 + 1745.532,1466.957 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1627.566,1499.736 1661.107,1559.845 + 1632.227,1380.773 1598.686,1320.664 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1851.712,1246.47 1742.477,1337.757 + 1718.056,1379.86 1827.292,1288.573 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1851.712,1246.47 1827.292,1288.573 + 1848.665,1320.058 1872.043,1325.493 1889.623,1317.778 1900.491,1299.041 1894.847,1266.681 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1849.58,1376.844 1718.056,1379.86 + 1678.709,1395.212 1810.232,1392.196 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1849.58,1376.844 1810.232,1392.196 + 1815.828,1429.836 1835.484,1443.237 1852.417,1442.217 1865.567,1431.5 1870.953,1408.329 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1678.709,1395.212 1792.014,1481.396 + 1810.232,1392.196 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1745.532,1466.957 1792.014,1481.396 + 1678.709,1395.212 1632.227,1380.773 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1552.368,1583.223 1486.296,1728.875 + 1595.857,1690.763 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1491.137,1665.967 1486.296,1728.875 + 1552.368,1583.223 1557.209,1520.316 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1745.532,1466.957 1661.107,1559.845 + 1643.057,1603.927 1727.482,1511.038 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1745.532,1466.957 1727.482,1511.038 + 1745.245,1538.67 1765.931,1545.096 1784.09,1538.867 1797.61,1519.036 1792.014,1481.396 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1745.338,1590.054 1643.057,1603.927 + 1612.751,1619.855 1715.033,1605.981 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1745.338,1590.054 1715.033,1605.981 + 1718.461,1633.825 1731.63,1644.642 1744.54,1645.275 1756.33,1637.696 1763.101,1617.686 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1668.256,1663.951 1580.566,1614.521 + 1624.056,1722.061 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1612.751,1619.855 1700.441,1669.285 + 1715.033,1605.981 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1668.256,1663.951 1700.441,1669.285 + 1612.751,1619.855 1580.566,1614.521 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1595.857,1690.763 1624.056,1722.061 + 1580.566,1614.521 1552.368,1583.223 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1424.757,1634.865 1382.414,1689.135 + 1393.507,1735.458 1421.018,1755.836 1453.64,1755.489 1486.296,1728.875 1491.137,1665.967 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1382.414,1689.135 1228.652,1785.355 + 1368.13,1813.843 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1270.995,1731.086 1228.652,1785.355 + 1382.414,1689.135 1424.757,1634.865 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1595.857,1690.763 1486.296,1728.875 + 1453.64,1755.489 1563.202,1717.378 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1595.857,1690.763 1563.202,1717.378 + 1567.689,1747.563 1582.383,1760.153 1598.556,1761.398 1615.003,1751.204 1624.056,1722.061 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1548.592,1788.91 1453.64,1755.489 + 1421.018,1755.836 1515.97,1789.257 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1548.592,1788.91 1515.97,1789.257 + 1508.322,1816.248 1516.605,1831.094 1527.972,1836.14 1540.689,1833.556 1553.08,1819.095 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1450.438,1821.557 1393.507,1735.458 + 1379.223,1860.167 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1421.018,1755.836 1477.95,1841.933 + 1515.97,1789.257 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1450.438,1821.557 1477.95,1841.933 + 1421.018,1755.836 1393.507,1735.458 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1368.13,1813.843 1379.223,1860.167 + 1393.507,1735.458 1382.414,1689.135 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1030.366,1796.506 1152.365,1662.277 + 901.034,1610.945 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1126.282,1725.978 1004.283,1860.207 + 1129.546,1868.298 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1030.366,1796.506 1004.283,1860.207 + 1126.282,1725.978 1152.365,1662.277 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1368.13,1813.843 1228.652,1785.355 + 1180.509,1792.513 1319.987,1821 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1368.13,1813.843 1319.987,1821 + 1308.697,1857.341 1319.025,1879.007 1336.016,1887.942 1357.442,1884.756 1379.223,1860.167 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1264.871,1893.462 1180.509,1792.513 + 1143.973,1771.322 1228.335,1872.27 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1264.871,1893.462 1228.335,1872.27 + 1202.396,1900.114 1204.174,1923.837 1215.529,1936.439 1232.107,1940.038 1253.581,1929.803 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1143.973,1771.322 1147.237,1913.642 + 1228.335,1872.27 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1129.546,1868.298 1147.237,1913.642 + 1143.973,1771.322 1126.282,1725.978 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="918.208,1789.767 763.138,1828.922 + 861.245,1890.819 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="815.339,1793.485 763.138,1828.922 + 918.208,1789.767 970.41,1754.33 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1129.546,1868.298 1004.283,1860.207 + 958.565,1873.58 1083.827,1881.671 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1129.546,1868.298 1083.827,1881.671 + 1073.298,1912.786 1081.172,1932.966 1097.364,1943.279 1121.298,1941.485 1147.237,1913.642 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1033.183,1944.897 958.565,1873.58 + 927.217,1859.816 1001.835,1931.134 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1033.183,1944.897 1001.835,1931.134 + 982.204,1951.174 981.958,1968.214 989.512,1978.702 1002.787,1983.195 1022.654,1976.012 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="927.347,1930.705 911.32,1831.328 + 854.357,1932.379 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="927.217,1859.816 943.244,1959.194 + 1001.835,1931.134 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="927.347,1930.705 943.244,1959.194 + 927.217,1859.816 911.32,1831.328 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="861.245,1890.819 854.357,1932.379 + 911.32,1831.328 918.208,1789.767 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="623.033,1789.514 729.439,1722.927 + 558.342,1662.704 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="700.137,1760.482 593.731,1827.069 + 668.32,1858.674 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="623.033,1789.514 593.731,1827.069 + 700.137,1760.482 729.439,1722.927 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="861.245,1890.819 763.138,1828.922 + 721.97,1819.985 820.077,1881.882 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="861.245,1890.819 820.077,1881.882 + 799.275,1904.211 798.593,1923.548 807.703,1936.969 825.928,1943.471 854.357,1932.379 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="755.042,1915.059 721.97,1819.985 + 701.359,1794.697 734.431,1889.771 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="755.042,1915.059 734.431,1889.771 + 708.56,1900.62 702.118,1916.352 705.259,1928.385 715.209,1936.716 734.24,1937.388 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="701.359,1794.697 669.542,1892.888 + 734.431,1889.771 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="668.32,1858.674 669.542,1892.888 + 701.359,1794.697 700.137,1760.482 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="496.402,1758.424 587.419,1756.336 + 522.728,1629.527 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="551.968,1770.167 460.951,1772.255 + 503.917,1816.661 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="496.402,1758.424 460.951,1772.255 + 551.968,1770.167 587.419,1756.336 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="668.32,1858.674 593.731,1827.069 + 560.926,1825.371 635.515,1856.976 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="668.32,1858.674 635.515,1856.976 + 621.508,1872.789 620.783,1886.786 627.743,1897.677 643.671,1903.738 669.542,1892.888 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="589.716,1881.807 560.926,1825.371 + 545.077,1810.606 573.867,1867.041 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="531.964,1850.658 541.468,1791.751 + 493.417,1838.244 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="545.077,1810.606 535.573,1869.513 + 573.867,1867.041 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="531.964,1850.658 535.573,1869.513 + 545.077,1810.606 541.468,1791.751 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="503.917,1816.661 493.417,1838.244 + 541.468,1791.751 551.968,1770.167 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="452.249,1713.726 369.34,1676.116 + 395.312,1737.728 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="407.282,1679.036 369.34,1676.116 + 452.249,1713.726 490.191,1716.646 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="503.917,1816.661 460.951,1772.255 + 439.559,1761.848 482.525,1806.253 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="445.245,1813.159 439.559,1761.848 + 432.037,1746.643 437.723,1797.954 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="409.46,1774.88 434.811,1729.907 + 377.873,1753.909 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="432.037,1746.643 406.686,1791.615 + 437.723,1797.954 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="409.46,1774.88 406.686,1791.615 + 432.037,1746.643 434.811,1729.907 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="395.312,1737.728 377.873,1753.909 + 434.811,1729.907 452.249,1713.726 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="311.734,1609.352 392.742,1609.526 + 320.968,1506.548 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="361.851,1620.695 280.842,1620.52 + 313.236,1661.321 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="311.734,1609.352 280.842,1620.52 + 361.851,1620.695 392.742,1609.526 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="395.312,1737.728 369.34,1676.116 + 353.015,1658.522 378.986,1720.133 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="338.658,1716.438 353.015,1658.522 + 350.982,1639.432 336.626,1697.348 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="350.982,1639.432 302.368,1680.059 + 336.626,1697.348 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="313.236,1661.321 302.368,1680.059 + 350.982,1639.432 361.851,1620.695 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="275.041,1573.409 216.572,1545.096 + 231.29,1587.408 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="244.48,1547.949 216.572,1545.096 + 275.041,1573.409 302.949,1576.262 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="313.236,1661.321 280.842,1620.52 + 262.84,1609.466 295.234,1650.267 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="262.751,1651.012 262.84,1609.466 + 258.075,1596.286 257.986,1637.832 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="238.267,1616.305 261.565,1583.841 + 217.814,1597.84 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="258.075,1596.286 234.777,1628.75 + 257.986,1637.832 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="238.267,1616.305 234.777,1628.75 + 258.075,1596.286 261.565,1583.841 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="231.29,1587.408 217.814,1597.84 + 261.565,1583.841 275.041,1573.409 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="256.842,1517.758 230.444,1502.447 + 212.431,1508.626 205.336,1519.492 205.831,1531.917 216.572,1545.096 244.48,1547.949 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="230.444,1502.447 183.627,1446.425 + 182.602,1501.558 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="210.025,1461.736 183.627,1446.425 + 230.444,1502.447 256.842,1517.758 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="231.29,1587.408 216.572,1545.096 + 205.831,1531.917 220.55,1574.23 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="194.211,1568.291 205.831,1531.917 + 205.336,1519.492 193.716,1555.864 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="181.25,1532 212.431,1508.626 + 164.589,1507.737 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="205.336,1519.492 174.155,1542.865 + 193.716,1555.864 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="181.25,1532 174.155,1542.865 + 205.336,1519.492 212.431,1508.626 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="182.602,1501.558 164.589,1507.737 + 212.431,1508.626 230.444,1502.447 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="161.643,1373.289 228.131,1403.45 + 215.355,1288.155 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="197.705,1401.109 131.217,1370.948 + 144.847,1416.816 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="161.643,1373.289 131.217,1370.948 + 197.705,1401.109 228.131,1403.45 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="182.602,1501.558 183.627,1446.425 + 177.348,1428.122 176.323,1483.255 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="146.761,1468.335 177.348,1428.122 + 182.16,1412.632 151.573,1452.845 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="182.16,1412.632 129.302,1428.339 + 151.573,1452.845 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="144.847,1416.816 129.302,1428.339 + 182.16,1412.632 197.705,1401.109 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="143.952,1327.945 101.057,1279.157 + 99.247,1325.058 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="125.669,1292.62 101.057,1279.157 + 143.952,1327.945 168.565,1341.408 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="144.847,1416.816 131.217,1370.948 + 119.876,1355.649 133.506,1401.518 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="105.675,1391.939 119.876,1355.649 + 120.186,1342.676 105.986,1378.966 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="95.685,1353.626 127.635,1332.718 + 82.93,1329.83 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="120.186,1342.676 88.236,1363.585 + 105.986,1378.966 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="95.685,1353.626 88.236,1363.585 + 120.186,1342.676 127.635,1332.718 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="99.247,1325.058 82.93,1329.83 + 127.635,1332.718 143.952,1327.945 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="151.657,1270.332 132.531,1243.625 + 111.435,1242.533 100.04,1250.693 95.864,1262.925 101.057,1279.157 125.669,1292.62 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="132.531,1243.625 110.736,1165.604 + 84.563,1223.3 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="129.861,1192.31 110.736,1165.604 + 132.531,1243.625 151.657,1270.332 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="99.247,1325.058 101.057,1279.157 + 95.864,1262.925 94.053,1308.826 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="70.798,1294.045 95.864,1262.925 + 100.04,1250.693 74.974,1281.813 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="71.421,1253.711 111.435,1242.533 + 63.466,1222.208 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="100.04,1250.693 60.026,1261.871 + 74.974,1281.813 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="71.421,1253.711 60.026,1261.871 + 100.04,1250.693 111.435,1242.533 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="84.563,1223.3 63.466,1222.208 + 111.435,1242.533 132.531,1243.625 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="122.847,1073.416 181.227,1143.275 + 240.037,1013.633 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="148.31,1124.182 89.93,1054.323 + 82.001,1115.602 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="122.847,1073.416 89.93,1054.323 + 148.31,1124.182 181.227,1143.275 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="84.563,1223.3 110.736,1165.604 + 112.398,1144.006 86.225,1201.702 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="72.908,1158.727 124.889,1129.429 + 58.58,1120.849 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="112.398,1144.006 60.417,1173.304 + 86.225,1201.702 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="72.908,1158.727 60.417,1173.304 + 112.398,1144.006 124.889,1129.429 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="82.001,1115.602 58.58,1120.849 + 124.889,1129.429 148.31,1124.182 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="130.264,1011.028 107.976,922.757 + 75.999,981.477 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="129.349,954.242 107.976,922.757 + 130.264,1011.028 151.638,1042.512 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="82.001,1115.602 89.93,1054.323 + 84.729,1031.109 76.8,1092.388 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="48.158,1067.547 84.729,1031.109 + 91.927,1015.748 55.355,1052.185 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="55.774,1015.702 106.74,1007.482 + 52.475,977.931 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="91.927,1015.748 40.96,1023.968 + 55.355,1052.185 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="55.774,1015.702 40.96,1023.968 + 91.927,1015.748 106.74,1007.482 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="75.999,981.477 52.475,977.931 + 106.74,1007.482 130.264,1011.028 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="124.257,836.092 174.629,899.535 + 210.39,779.214 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="146.636,882.347 96.265,818.903 + 84.563,869.669 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="124.257,836.092 96.265,818.903 + 146.636,882.347 174.629,899.535 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="75.999,981.477 107.976,922.757 + 111.553,899.024 79.576,957.743 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="57.321,923.909 111.553,899.024 + 125.21,885.532 70.979,910.418 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="125.21,885.532 63.137,872.854 + 70.979,910.418 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="84.563,869.669 63.137,872.854 + 125.21,885.532 146.636,882.347 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="129.481,784.994 115.162,721.628 + 91.258,759.516 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="130.332,745.227 115.162,721.628 + 129.481,784.994 144.651,808.593 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="84.563,869.669 96.265,818.903 + 93.683,797.936 81.981,848.702 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="61.146,823.77 93.683,797.936 + 101.017,785.993 68.479,811.827 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="73.015,782.989 112.923,780.962 + 74.7,755.484 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="101.017,785.993 61.109,788.019 + 68.479,811.827 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="73.015,782.989 61.109,788.019 + 101.017,785.993 112.923,780.962 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="91.258,759.516 74.7,755.484 + 112.923,780.962 129.481,784.994 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="161.643,736.068 157.156,705.883 + 141.094,695.653 128.175,696.88 118.769,705.015 115.162,721.628 130.332,745.227 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="157.156,705.883 171.765,634.35 + 128.022,667.924 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="176.253,664.535 171.765,634.35 + 157.156,705.883 161.643,736.068 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="91.258,759.516 115.162,721.628 + 118.769,705.015 94.864,742.903 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="83.086,718.607 118.769,705.015 + 128.175,696.88 92.493,710.473 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="103.378,685.847 141.094,695.653 + 111.96,657.693 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="128.175,696.88 90.459,687.074 + 92.493,710.473 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="103.378,685.847 90.459,687.074 + 128.175,696.88 141.094,695.653 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="128.022,667.924 111.96,657.693 + 141.094,695.653 157.156,705.883 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="215.239,571.564 233.113,642.351 + 315.288,560.477 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="215.972,617.103 198.099,546.315 + 170.736,585.57 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="215.239,571.564 198.099,546.315 + 215.972,617.103 233.113,642.351 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="128.022,667.924 171.765,634.35 + 182.16,618.03 138.417,651.603 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="131.65,619.188 182.16,618.03 + 197.272,612.134 146.761,613.292 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="197.272,612.134 152.035,580.601 + 146.761,613.292 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="170.736,585.57 152.035,580.601 + 197.272,612.134 215.972,617.103 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="239.66,529.461 251.059,465.505 + 214.044,492.708 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="255.879,493.141 251.059,465.505 + 239.66,529.461 244.48,557.097 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="170.736,585.57 198.099,546.315 + 202.988,527.91 175.626,567.165 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="165.762,539.434 202.988,527.91 + 213.325,520.064 176.098,531.588 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="189.487,507.737 225.755,519.679 + 200.139,482.927 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="213.325,520.064 177.057,508.121 + 176.098,531.588 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="189.487,507.737 177.057,508.121 + 213.325,520.064 225.755,519.679 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="214.044,492.708 200.139,482.927 + 225.755,519.679 239.66,529.461 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="289.508,499.563 298.463,467.959 + 286.163,450.784 272.679,446.963 260.512,451.324 251.059,465.505 255.879,493.141 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="298.463,467.959 345.873,402.273 + 284.446,417.783 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="336.918,433.877 345.873,402.273 + 298.463,467.959 289.508,499.563 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="214.044,492.708 251.059,465.505 + 260.512,451.324 223.496,478.528 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="220.553,451.13 260.512,451.324 + 272.679,446.963 232.72,446.768 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="252.476,426.469 286.163,450.784 + 272.146,400.608 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="272.679,446.963 238.991,422.648 + 232.72,446.768 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="252.476,426.469 238.991,422.648 + 272.679,446.963 286.163,450.784 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="284.446,417.783 272.146,400.608 + 286.163,450.784 298.463,467.959 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="425.5,354.264 407.282,443.463 + 545.307,408.612 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="401.686,405.823 419.904,316.624 + 367.05,348.631 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="425.5,354.264 419.904,316.624 + 401.686,405.823 407.282,443.463 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="284.446,417.783 345.873,402.273 + 363.795,390.106 302.368,405.616 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="327.665,368.41 382.981,390.783 + 348.345,333.591 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="363.795,390.106 308.48,367.733 + 302.368,405.616 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="327.665,368.41 308.48,367.733 + 363.795,390.106 382.981,390.783 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="367.05,348.631 348.345,333.591 + 382.981,390.783 401.686,405.823 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="478.902,321.164 534.018,248.702 + 468.172,260.313 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="522.728,285.043 534.018,248.702 + 478.902,321.164 467.612,357.505 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="367.05,348.631 419.904,316.624 + 434.811,298.084 381.957,330.092 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="383.521,292.21 434.811,298.084 + 451.308,294.134 400.018,288.259 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="428.803,265.839 467.007,300.562 + 456.277,239.711 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="451.308,294.134 413.104,259.411 + 400.018,288.259 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="428.803,265.839 413.104,259.411 + 451.308,294.134 467.007,300.562 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="468.172,260.313 456.277,239.711 + 467.007,300.562 478.902,321.164 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="611.927,207.397 593.731,286.335 + 710.099,239.276 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="589.716,253.733 607.912,174.794 + 560.926,197.297 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="611.927,207.397 607.912,174.794 + 589.716,253.733 593.731,286.335 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="468.172,260.313 534.018,248.702 + 554.804,236.702 488.958,248.312 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="501.535,209.817 554.804,236.702 + 573.867,238.968 520.598,212.084 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="573.867,238.968 545.077,182.532 + 520.598,212.084 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="560.926,197.297 545.077,182.532 + 573.867,238.968 589.716,253.733 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="655.134,179.622 695.747,128.919 + 651.221,133.853 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="686.755,155.492 695.747,128.919 + 655.134,179.622 646.142,206.196 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="560.926,197.297 607.912,174.794 + 622.695,159.704 575.709,182.207 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="582.211,150.372 622.695,159.704 + 636.605,157.991 596.121,148.659 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="621.496,134.225 647.962,164.163 + 644.049,118.393 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="636.605,157.991 610.139,128.053 + 596.121,148.659 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="621.496,134.225 610.139,128.053 + 636.605,157.991 647.962,164.163 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="651.221,133.853 644.049,118.393 + 647.962,164.163 655.134,179.622 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="713.439,174.263 734.24,151.934 + 732.224,132.998 723.21,123.662 710.985,121.38 695.747,128.919 686.755,155.492 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="734.24,151.934 799.275,118.757 + 745.753,105.489 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="778.474,141.085 799.275,118.757 + 734.24,151.934 713.439,174.263 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="651.221,133.853 695.747,128.919 + 710.985,121.38 666.459,126.314 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="678.11,101.958 710.985,121.38 + 723.21,123.662 690.335,104.24 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="716.375,97.397 732.224,132.998 + 743.737,86.553 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="723.21,123.662 707.361,88.062 + 690.335,104.24 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="716.375,97.397 707.361,88.062 + 723.21,123.662 732.224,132.998 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="745.753,105.489 743.737,86.553 + 732.224,132.998 734.24,151.934 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="875.469,113.598 831.269,171.708 + 946.517,184.908 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="840.323,142.565 884.523,84.455 + 836.771,87.537 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="875.469,113.598 884.523,84.455 + 840.323,142.565 831.269,171.708 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="745.753,105.489 799.275,118.757 + 818.516,116.708 764.994,103.44 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="786.118,77.939 818.516,116.708 + 832.548,124.846 800.149,86.078 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="832.548,124.846 828.996,69.819 + 800.149,86.078 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="836.771,87.537 828.996,69.819 + 832.548,124.846 840.323,142.565 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="923.613,106.441 980.723,75.477 + 936.376,63.498 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="962.121,96.477 980.723,75.477 + 923.613,106.441 905.011,127.44 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="836.771,87.537 884.523,84.455 + 901.961,76.803 854.21,79.885 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="869.741,54.884 901.961,76.803 + 914.54,79.993 882.319,58.073 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="909.315,53.669 922.591,89.471 + 935.354,46.529 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="914.54,79.993 901.264,44.191 + 882.319,58.073 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="909.315,53.669 901.264,44.191 + 914.54,79.993 922.591,89.471 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="936.376,63.498 935.354,46.529 + 922.591,89.471 923.613,106.441 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="978.068,126.773 1008.36,114.069 + 1014.12,93.744 1008.699,80.82 997.703,74.026 980.723,75.477 962.121,96.477 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1008.36,114.069 1089.276,110.181 + 1038.85,71.826 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1058.983,122.885 1089.276,110.181 + 1008.36,114.069 978.068,126.773 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="936.376,63.498 980.723,75.477 + 997.703,74.026 953.356,62.047 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="972.942,42.664 997.703,74.026 + 1008.699,80.82 983.938,49.457 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1012.126,52.246 1014.12,93.744 + 1044.609,51.501 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1008.699,80.82 1006.706,39.322 + 983.938,49.457 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1012.126,52.246 1006.706,39.322 + 1008.699,80.82 1014.12,93.744 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1038.85,71.826 1044.609,51.501 + 1014.12,93.744 1008.36,114.069 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1176.457,142.503 1095.359,183.874 + 1208.664,270.058 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1121.298,156.031 1202.396,114.659 + 1144.418,93.294 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1176.457,142.503 1202.396,114.659 + 1121.298,156.031 1095.359,183.874 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1038.85,71.826 1089.276,110.181 + 1109.962,116.608 1059.536,78.252 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1104.398,74.833 1121.395,132.03 + 1144.514,69.292 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1109.962,116.608 1092.965,59.411 + 1059.536,78.252 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1104.398,74.833 1092.965,59.411 + 1109.962,116.608 1121.395,132.03 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1144.418,93.294 1144.514,69.292 + 1121.395,132.03 1121.298,156.031 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1235.631,163.617 1326.648,161.529 + 1276.516,117.288 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1291.197,175.361 1326.648,161.529 + 1235.631,163.617 1200.18,177.448 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1144.418,93.294 1202.396,114.659 + 1226.186,114.755 1168.207,93.389 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1198.799,70.992 1226.186,114.755 + 1239.561,125.19 1212.174,81.427 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1247.65,89.954 1244.322,141.472 + 1285.207,95.143 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1239.561,125.19 1242.887,73.672 + 1212.174,81.427 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1247.65,89.954 1242.887,73.672 + 1239.561,125.19 1244.322,141.472 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1276.516,117.288 1285.207,95.143 + 1244.322,141.472 1235.631,163.617 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1407.517,196.687 1334.456,231.678 + 1443.802,293.317 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1357.442,208.213 1430.504,173.221 + 1383.615,150.516 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1407.517,196.687 1430.504,173.221 + 1357.442,208.213 1334.456,231.678 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1276.516,117.288 1326.648,161.529 + 1348.99,170.298 1298.858,126.056 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1336.796,111.888 1348.99,170.298 + 1359.104,186.615 1346.91,128.206 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1359.104,186.615 1385.277,128.919 + 1346.91,128.206 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1383.615,150.516 1385.277,128.919 + 1359.104,186.615 1357.442,208.213 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1456.171,213.151 1521.135,213.291 + 1489.516,181.555 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1494.752,222.829 1521.135,213.291 + 1456.171,213.151 1429.789,222.689 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1383.615,150.516 1430.504,173.221 + 1451.52,175.37 1404.63,152.665 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1433.574,137.9 1451.52,175.37 + 1461.531,185.178 1443.586,147.707 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1470.691,158.547 1463.787,197.905 + 1497.131,166.309 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1461.531,185.178 1468.436,145.82 + 1443.586,147.707 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1470.691,158.547 1468.436,145.82 + 1461.531,185.178 1463.787,197.905 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1489.516,181.555 1497.131,166.309 + 1463.787,197.905 1456.171,213.151 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1496.714,255.394 1527.141,257.735 + 1540.689,244.352 1542.367,231.484 1536.529,220.504 1521.135,213.291 1494.752,222.829 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1527.141,257.735 1593.629,287.896 + 1570.631,237.779 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1563.202,285.555 1593.629,287.896 + 1527.141,257.735 1496.714,255.394 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1489.516,181.555 1521.135,213.291 + 1536.529,220.504 1504.91,188.768 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1531.217,182.691 1536.529,220.504 + 1542.367,231.484 1537.055,193.672 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1558.641,209.764 1540.689,244.352 + 1584.179,224.396 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1542.367,231.484 1560.319,196.896 + 1537.055,193.672 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1558.641,209.764 1560.319,196.896 + 1542.367,231.484 1540.689,244.352 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1570.631,237.779 1584.179,224.396 + 1540.689,244.352 1527.141,257.735 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1645.168,344.251 1572.178,345.925 + 1633.713,444.259 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1600.607,334.833 1673.597,333.159 + 1641.415,297.747 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1645.168,344.251 1673.597,333.159 + 1600.607,334.833 1572.178,345.925 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1570.631,237.779 1593.629,287.896 + 1607.227,301.662 1584.23,251.544 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1617.338,252.16 1607.227,301.662 + 1609.613,317.706 1619.723,268.204 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1609.613,317.706 1650.421,280.62 + 1619.723,268.204 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1641.415,297.747 1650.421,280.62 + 1609.613,317.706 1600.607,334.833 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1680.781,377.428 1740.597,402.773 + 1722.312,360.633 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1712.581,401.323 1740.597,402.773 + 1680.781,377.428 1652.765,375.978 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1641.415,297.747 1673.597,333.159 + 1690.453,342.021 1658.271,306.609 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1687.501,303.164 1690.453,342.021 + 1695.802,353.844 1692.85,314.987 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1713.125,333.348 1693.411,366.048 + 1734.942,349.253 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1695.802,353.844 1715.516,321.143 + 1692.85,314.987 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1713.125,333.348 1715.516,321.143 + 1695.802,353.844 1693.411,366.048 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1722.312,360.633 1734.942,349.253 + 1693.411,366.048 1680.781,377.428 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1698.837,432.679 1727.656,448.443 + 1747.137,440.273 1753.863,427.977 1752.318,415.144 1740.597,402.773 1712.581,401.323 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1727.656,448.443 1781.145,509.281 + 1779.693,445.942 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1752.326,493.517 1781.145,509.281 + 1727.656,448.443 1698.837,432.679 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1722.312,360.633 1740.597,402.773 + 1752.318,415.144 1734.034,373.004 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1761.4,376.231 1752.318,415.144 + 1753.863,427.977 1762.944,389.064 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1778.339,412.841 1747.137,440.273 + 1799.174,437.773 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1753.863,427.977 1785.064,400.545 + 1762.944,389.064 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1778.339,412.841 1785.064,400.545 + 1753.863,427.977 1747.137,440.273 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1779.693,445.942 1799.174,437.773 + 1747.137,440.273 1727.656,448.443 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1810.232,597.594 1727.323,559.984 + 1730.587,702.304 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1765.265,562.904 1848.174,600.514 + 1828.73,541.863 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1810.232,597.594 1848.174,600.514 + 1765.265,562.904 1727.323,559.984 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1779.693,445.942 1781.145,509.281 + 1789.02,529.461 1787.566,466.122 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1818.211,499.064 1784.09,548.014 + 1847.555,526.974 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1789.02,529.461 1823.14,480.51 + 1787.566,466.122 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1818.211,499.064 1823.14,480.51 + 1789.02,529.461 1784.09,548.014 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1828.73,541.863 1847.555,526.974 + 1784.09,548.014 1765.265,562.904 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1830.619,657.022 1888.999,726.881 + 1892.332,660.102 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1856.082,707.788 1888.999,726.881 + 1830.619,657.022 1797.702,637.929 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1828.73,541.863 1848.174,600.514 + 1862.931,619.172 1843.487,560.522 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1880.072,570.476 1862.931,619.172 + 1863.112,636.135 1880.252,587.438 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1895.705,620.491 1853.351,650.01 + 1915.064,653.09 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1863.112,636.135 1905.465,606.616 + 1880.252,587.438 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1895.705,620.491 1905.465,606.616 + 1863.112,636.135 1853.351,650.01 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1892.332,660.102 1915.064,653.09 + 1853.351,650.01 1830.619,657.022 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1911.933,812.028 1839.023,776.722 + 1859.008,900.644 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1871.701,780.063 1944.611,815.369 + 1933.128,764.553 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1911.933,812.028 1944.611,815.369 + 1871.701,780.063 1839.023,776.722 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1892.332,660.102 1888.999,726.881 + 1896.074,749.816 1899.407,683.037 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1934.138,703.865 1896.074,749.816 + 1889.623,767.897 1927.686,721.946 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1889.623,767.897 1951.05,752.387 + 1927.686,721.946 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1933.128,764.553 1951.05,752.387 + 1889.623,767.897 1871.701,780.063 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1929.396,860.332 1969.791,911.21 + 1974.889,866.702 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1945.885,896.53 1969.791,911.21 + 1929.396,860.332 1905.49,845.652 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1933.128,764.553 1944.611,815.369 + 1956.034,833.139 1944.551,782.323 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1974.141,795.746 1956.034,833.139 + 1954.609,847.081 1972.715,809.689 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1981.141,837.639 1946.064,856.78 + 1991.557,863.15 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1954.609,847.081 1989.686,827.94 + 1972.715,809.689 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1981.141,837.639 1989.686,827.94 + 1954.609,847.081 1946.064,856.78 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1974.889,866.702 1991.557,863.15 + 1946.064,856.78 1929.396,860.332 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1921.648,918.367 1938.788,943.616 + 1957.698,945.864 1968.805,939.153 1973.75,927.743 1969.791,911.21 1945.885,896.53 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1938.788,943.616 1956.662,1014.403 + 1981.506,965.175 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1939.521,989.155 1956.662,1014.403 + 1938.788,943.616 1921.648,918.367 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1974.889,866.702 1969.791,911.21 + 1973.75,927.743 1978.848,883.235 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="2000.001,900.014 1973.75,927.743 + 1968.805,939.153 1995.056,911.424 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1995.933,938.334 1957.698,945.864 + 2000.417,967.423 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1968.805,939.153 2007.04,931.623 + 1995.056,911.424 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1995.933,938.334 2007.04,931.623 + 1968.805,939.153 1957.698,945.864 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1981.506,965.175 2000.417,967.423 + 1957.698,945.864 1938.788,943.616 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1944.736,1089.835 1897.918,1033.813 + 1859.405,1143.233 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1924.316,1049.125 1971.133,1105.146 + 1978.755,1057.906 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1944.736,1089.835 1971.133,1105.146 + 1924.316,1049.125 1897.918,1033.813 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1981.506,965.175 1956.662,1014.403 + 1954.378,1033.618 1979.222,984.39 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1999.383,1010.658 1954.378,1033.618 + 1943.321,1045.486 1988.327,1022.527 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1943.321,1045.486 1997.759,1054.269 + 1988.327,1022.527 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1978.755,1057.906 1997.759,1054.269 + 1943.321,1045.486 1924.316,1049.125 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1941.001,1138.364 1958.48,1200.932 + 1980.027,1160.363 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1942.146,1178.125 1958.48,1200.932 + 1941.001,1138.364 1924.667,1115.556 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1978.755,1057.906 1971.133,1105.146 + 1974.713,1123.85 1982.335,1076.61 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="2003.253,1097.315 1974.713,1123.85 + 1968.805,1135.404 1997.345,1108.869 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1995.631,1136.167 1957.773,1141.144 + 1996.798,1163.142 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1968.805,1135.404 2006.663,1130.428 + 1997.345,1108.869 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1995.631,1136.167 2006.663,1130.428 + 1968.805,1135.404 1957.773,1141.144 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1980.027,1160.363 1996.798,1163.142 + 1957.773,1141.144 1941.001,1138.364 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1909.062,1186.929 1914.706,1219.289 + 1933.239,1229.427 1947.046,1227.019 1956.116,1217.81 1958.48,1200.932 1942.146,1178.125 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1914.706,1219.289 1900.491,1299.041 + 1949.105,1258.414 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1894.847,1266.681 1900.491,1299.041 + 1914.706,1219.289 1909.062,1186.929 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1980.027,1160.363 1958.48,1200.932 + 1956.116,1217.81 1977.663,1177.24 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1992.202,1200.648 1956.116,1217.81 + 1947.046,1227.019 1983.132,1209.857 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1974.141,1236.717 1933.239,1229.427 + 1967.639,1268.552 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1947.046,1227.019 1987.947,1234.309 + 1983.132,1209.857 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1974.141,1236.717 1987.947,1234.309 + 1947.046,1227.019 1933.239,1229.427 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1949.105,1258.414 1967.639,1268.552 + 1933.239,1229.427 1914.706,1219.289 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1849.58,1376.844 1827.292,1288.573 + 1718.056,1379.86 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1848.665,1320.058 1870.953,1408.329 + 1904.686,1356.558 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1849.58,1376.844 1870.953,1408.329 + 1848.665,1320.058 1827.292,1288.573 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1949.105,1258.414 1900.491,1299.041 + 1889.623,1317.778 1938.237,1277.152 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1931.588,1321.65 1872.043,1325.493 + 1928.062,1361.993 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1889.623,1317.778 1949.167,1313.935 + 1938.237,1277.152 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1931.588,1321.65 1949.167,1313.935 + 1889.623,1317.778 1872.043,1325.493 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1904.686,1356.558 1928.062,1361.993 + 1872.043,1325.493 1848.665,1320.058 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1815.828,1429.836 1797.61,1519.036 + 1851.898,1480.005 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1792.014,1481.396 1797.61,1519.036 + 1815.828,1429.836 1810.232,1392.196 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1904.686,1356.558 1870.953,1408.329 + 1865.567,1431.5 1899.298,1379.73 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1914.326,1414.539 1865.567,1431.5 + 1852.417,1442.217 1901.177,1425.256 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1884.97,1457.945 1835.484,1443.237 + 1871.553,1493.406 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1852.417,1442.217 1901.903,1456.925 + 1901.177,1425.256 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1884.97,1457.945 1901.903,1456.925 + 1852.417,1442.217 1835.484,1443.237 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1851.898,1480.005 1871.553,1493.406 + 1835.484,1443.237 1815.828,1429.836 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1745.338,1590.054 1727.482,1511.038 + 1643.057,1603.927 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1745.245,1538.67 1763.101,1617.686 + 1795.67,1577.025 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1745.338,1590.054 1763.101,1617.686 + 1745.245,1538.67 1727.482,1511.038 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1851.898,1480.005 1797.61,1519.036 + 1784.09,1538.867 1838.377,1499.836 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1843.748,1539.976 1784.09,1538.867 + 1765.931,1545.096 1825.589,1546.205 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1765.931,1545.096 1816.357,1583.451 + 1825.589,1546.205 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1795.67,1577.025 1816.357,1583.451 + 1765.931,1545.096 1745.245,1538.67 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1718.461,1633.825 1703.869,1697.129 + 1741.845,1673.364 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1700.441,1669.285 1703.869,1697.129 + 1718.461,1633.825 1715.033,1605.981 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1795.67,1577.025 1763.101,1617.686 + 1756.33,1637.696 1788.899,1597.035 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1796.854,1628.539 1756.33,1637.696 + 1744.54,1645.275 1785.064,1636.117 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1768.465,1660.131 1731.63,1644.642 + 1755.014,1684.181 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1744.54,1645.275 1781.375,1660.765 + 1785.064,1636.117 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1768.465,1660.131 1781.375,1660.765 + 1744.54,1645.275 1731.63,1644.642 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1741.845,1673.364 1755.014,1684.181 + 1731.63,1644.642 1718.461,1633.825 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1668.256,1663.951 1659.202,1693.094 + 1669.235,1709.281 1681.407,1713.78 1693.411,1710.532 1703.869,1697.129 1700.441,1669.285 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1659.202,1693.094 1615.003,1751.204 + 1668.98,1739.935 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1624.056,1722.061 1615.003,1751.204 + 1659.202,1693.094 1668.256,1663.951 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1741.845,1673.364 1703.869,1697.129 + 1693.411,1710.532 1731.387,1686.767 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1731.457,1713.767 1693.411,1710.532 + 1681.407,1713.78 1719.453,1717.015 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1698.961,1734.479 1669.235,1709.281 + 1679.014,1756.121 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1681.407,1713.78 1711.133,1738.979 + 1719.453,1717.015 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1698.961,1734.479 1711.133,1738.979 + 1681.407,1713.78 1669.235,1709.281 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1668.98,1739.935 1679.014,1756.121 + 1669.235,1709.281 1659.202,1693.094 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1548.592,1788.91 1563.202,1717.378 + 1453.64,1755.489 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1567.689,1747.563 1553.08,1819.095 + 1594.765,1795.6 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1548.592,1788.91 1553.08,1819.095 + 1567.689,1747.563 1563.202,1717.378 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1668.98,1739.935 1615.003,1751.204 + 1598.556,1761.398 1652.534,1750.129 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1644.567,1782.27 1598.556,1761.398 + 1582.383,1760.153 1628.395,1781.025 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1582.383,1760.153 1609.458,1808.191 + 1628.395,1781.025 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1594.765,1795.6 1609.458,1808.191 + 1582.383,1760.153 1567.689,1747.563 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1508.322,1816.248 1470.302,1868.924 + 1515.455,1860.475 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1477.95,1841.933 1470.302,1868.924 + 1508.322,1816.248 1515.97,1789.257 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1594.765,1795.6 1553.08,1819.095 + 1540.689,1833.556 1582.374,1810.061 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1579.229,1839.325 1540.689,1833.556 + 1527.972,1836.14 1566.512,1841.909 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1544.1,1857.59 1516.605,1831.094 + 1523.739,1875.321 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1527.972,1836.14 1555.466,1862.636 + 1566.512,1841.909 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1544.1,1857.59 1555.466,1862.636 + 1527.972,1836.14 1516.605,1831.094 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1515.455,1860.475 1523.739,1875.321 + 1516.605,1831.094 1508.322,1816.248 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1450.438,1821.557 1428.657,1846.145 + 1432.287,1866.957 1442.778,1876.25 1455.633,1877.599 1470.302,1868.924 1477.95,1841.933 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1428.657,1846.145 1357.442,1884.756 + 1419.516,1897.434 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1379.223,1860.167 1357.442,1884.756 + 1428.657,1846.145 1450.438,1821.557 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1515.455,1860.475 1470.302,1868.924 + 1455.633,1877.599 1500.786,1869.15 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1491.55,1895.112 1455.633,1877.599 + 1442.778,1876.25 1478.695,1893.762 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1452.089,1903.48 1432.287,1866.957 + 1423.145,1918.245 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1442.778,1876.25 1462.58,1912.773 + 1478.695,1893.762 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1452.089,1903.48 1462.58,1912.773 + 1442.778,1876.25 1432.287,1866.957 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1419.516,1897.434 1423.145,1918.245 + 1432.287,1866.957 1428.657,1846.145 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1264.871,1893.462 1319.987,1821 + 1180.509,1792.513 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1308.697,1857.341 1253.581,1929.803 + 1315.088,1923.897 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1264.871,1893.462 1253.581,1929.803 + 1308.697,1857.341 1319.987,1821 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1419.516,1897.434 1357.442,1884.756 + 1336.016,1887.942 1398.09,1900.62 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1359.155,1923.166 1319.025,1879.007 + 1325.415,1945.563 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1336.016,1887.942 1376.146,1932.1 + 1398.09,1900.62 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1359.155,1923.166 1376.146,1932.1 + 1336.016,1887.942 1319.025,1879.007 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1315.088,1923.897 1325.415,1945.563 + 1319.025,1879.007 1308.697,1857.341 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1202.396,1900.114 1121.298,1941.485 + 1185.661,1959.594 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1147.237,1913.642 1121.298,1941.485 + 1202.396,1900.114 1228.335,1872.27 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1315.088,1923.897 1253.581,1929.803 + 1232.107,1940.038 1293.613,1934.133 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1275.768,1967.585 1232.107,1940.038 + 1215.529,1936.439 1259.191,1963.986 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1223.528,1971.696 1204.174,1923.837 + 1187.439,1983.317 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1215.529,1936.439 1234.884,1984.299 + 1259.191,1963.986 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1223.528,1971.696 1234.884,1984.299 + 1215.529,1936.439 1204.174,1923.837 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1185.661,1959.594 1187.439,1983.317 + 1204.174,1923.837 1202.396,1900.114 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1033.183,1944.897 1083.827,1881.671 + 958.565,1873.58 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1073.298,1912.786 1022.654,1976.012 + 1074.751,1976.125 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1033.183,1944.897 1022.654,1976.012 + 1073.298,1912.786 1083.827,1881.671 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1185.661,1959.594 1121.298,1941.485 + 1097.364,1943.279 1161.726,1961.388 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1133.693,1990.613 1097.364,1943.279 + 1081.172,1932.966 1117.501,1980.3 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1081.172,1932.966 1082.624,1996.304 + 1117.501,1980.3 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1074.751,1976.125 1082.624,1996.304 + 1081.172,1932.966 1073.298,1912.786 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="982.204,1951.174 923.613,1979.235 + 965.87,1994.108 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="943.244,1959.194 923.613,1979.235 + 982.204,1951.174 1001.835,1931.134 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1074.751,1976.125 1022.654,1976.012 + 1002.787,1983.195 1054.884,1983.307 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1035.214,2009.167 1002.787,1983.195 + 989.512,1978.702 1021.938,2004.676 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="992.813,2006.67 981.958,1968.214 + 965.624,2011.149 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="989.512,1978.702 1000.367,2017.159 + 1021.938,2004.676 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="992.813,2006.67 1000.367,2017.159 + 989.512,1978.702 981.958,1968.214 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="965.87,1994.108 965.624,2011.149 + 981.958,1968.214 982.204,1951.174 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="927.347,1930.705 898.918,1941.797 + 892.518,1959.733 896.589,1972.055 906.613,1979.416 923.613,1979.235 943.244,1959.194 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="898.918,1941.797 825.928,1943.471 + 868.393,1978.648 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="854.357,1932.379 825.928,1943.471 + 898.918,1941.797 927.347,1930.705 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="965.87,1994.108 923.613,1979.235 + 906.613,1979.416 948.871,1994.289 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="927.805,2011.178 906.613,1979.416 + 896.589,1972.055 917.781,2003.818 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="891.351,1998.685 892.518,1959.733 + 861.994,1996.583 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="896.589,1972.055 895.422,2011.007 + 917.781,2003.818 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="891.351,1998.685 895.422,2011.007 + 896.589,1972.055 892.518,1959.733 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="868.393,1978.648 861.994,1996.583 + 892.518,1959.733 898.918,1941.797 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="755.042,1915.059 820.077,1881.882 + 721.97,1819.985 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="799.275,1904.211 734.24,1937.388 + 778.6,1955.33 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="755.042,1915.059 734.24,1937.388 + 799.275,1904.211 820.077,1881.882 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="868.393,1978.648 825.928,1943.471 + 807.703,1936.969 850.169,1972.145 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="820.073,1985.955 807.703,1936.969 + 798.593,1923.548 810.962,1972.535 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="798.593,1923.548 777.917,1974.667 + 810.962,1972.535 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="778.6,1955.33 777.917,1974.667 + 798.593,1923.548 799.275,1904.211 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="708.56,1900.62 643.671,1903.738 + 678.429,1933.772 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="669.542,1892.888 643.671,1903.738 + 708.56,1900.62 734.431,1889.771 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="778.6,1955.33 734.24,1937.388 + 715.209,1936.716 759.568,1954.658 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="734.727,1970.445 715.209,1936.716 + 705.259,1928.385 724.778,1962.114 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="698.545,1954.368 702.118,1916.352 + 671.987,1949.504 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="705.259,1928.385 701.686,1966.401 + 724.778,1962.114 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="698.545,1954.368 701.686,1966.401 + 705.259,1928.385 702.118,1916.352 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="678.429,1933.772 671.987,1949.504 + 702.118,1916.352 708.56,1900.62 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="589.716,1881.807 635.515,1856.976 + 560.926,1825.371 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="621.508,1872.789 575.709,1897.62 + 605.299,1911.042 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="589.716,1881.807 575.709,1897.62 + 621.508,1872.789 635.515,1856.976 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="678.429,1933.772 643.671,1903.738 + 627.743,1897.677 662.501,1927.711 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="636.445,1936.677 627.743,1897.677 + 620.783,1886.786 629.485,1925.786 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="620.783,1886.786 604.574,1925.039 + 629.485,1925.786 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="605.299,1911.042 604.574,1925.039 + 620.783,1886.786 621.508,1872.789 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="885.946,1048.128 662.785,1341.519 + 976.189,1405.528 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="921.055,935.112 885.946,1048.128 + 952.416,1146.042 1070.411,1155.123 1151.08,1068.532 1133.676,951.474 1031.305,892.096 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="482.525,1806.253 439.559,1761.848 + 445.245,1813.159 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="378.986,1720.133 353.015,1658.522 + 338.658,1716.438 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="295.234,1650.267 262.84,1609.466 + 262.751,1651.012 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="220.55,1574.23 205.831,1531.917 + 194.211,1568.291 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="176.323,1483.255 177.348,1428.122 + 146.761,1468.335 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="133.506,1401.518 119.876,1355.649 + 105.675,1391.939 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="94.053,1308.826 95.864,1262.925 + 70.798,1294.045 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="76.8,1092.388 84.729,1031.109 + 48.158,1067.547 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="79.576,957.743 111.553,899.024 + 57.321,923.909 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="81.981,848.702 93.683,797.936 + 61.146,823.77 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="94.864,742.903 118.769,705.015 + 83.086,718.607 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="138.417,651.603 182.16,618.03 + 131.65,619.188 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="175.626,567.165 202.988,527.91 + 165.762,539.434 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="223.496,478.528 260.512,451.324 + 220.553,451.13 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="381.957,330.092 434.811,298.084 + 383.521,292.21 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="488.958,248.312 554.804,236.702 + 501.535,209.817 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="575.709,182.207 622.695,159.704 + 582.211,150.372 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="666.459,126.314 710.985,121.38 + 678.11,101.958 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="764.994,103.44 818.516,116.708 + 786.118,77.939 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="854.21,79.885 901.961,76.803 + 869.741,54.884 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="953.356,62.047 997.703,74.026 + 972.942,42.664 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1168.207,93.389 1226.186,114.755 + 1198.799,70.992 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1298.858,126.056 1348.99,170.298 + 1336.796,111.888 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1404.63,152.665 1451.52,175.37 + 1433.574,137.9 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1504.91,188.768 1536.529,220.504 + 1531.217,182.691 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1584.23,251.544 1607.227,301.662 + 1617.338,252.16 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1658.271,306.609 1690.453,342.021 + 1687.501,303.164 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1734.034,373.004 1752.318,415.144 + 1761.4,376.231 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1843.487,560.522 1862.931,619.172 + 1880.072,570.476 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1899.407,683.037 1896.074,749.816 + 1934.138,703.865 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1944.551,782.323 1956.034,833.139 + 1974.141,795.746 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1978.848,883.235 1973.75,927.743 + 2000.001,900.014 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1979.222,984.39 1954.378,1033.618 + 1999.383,1010.658 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1982.335,1076.61 1974.713,1123.85 + 2003.253,1097.315 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1977.663,1177.24 1956.116,1217.81 + 1992.202,1200.648 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1899.298,1379.73 1865.567,1431.5 + 1914.326,1414.539 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1838.377,1499.836 1784.09,1538.867 + 1843.748,1539.976 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1788.899,1597.035 1756.33,1637.696 + 1796.854,1628.539 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1731.387,1686.767 1693.411,1710.532 + 1731.457,1713.767 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1652.534,1750.129 1598.556,1761.398 + 1644.567,1782.27 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1582.374,1810.061 1540.689,1833.556 + 1579.229,1839.325 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1500.786,1869.15 1455.633,1877.599 + 1491.55,1895.112 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1293.613,1934.133 1232.107,1940.038 + 1275.768,1967.585 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1161.726,1961.388 1097.364,1943.279 + 1133.693,1990.613 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="1054.884,1983.307 1002.787,1983.195 + 1035.214,2009.167 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="948.871,1994.289 906.613,1979.416 + 927.805,2011.178 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="850.169,1972.145 807.703,1936.969 + 820.073,1985.955 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="759.568,1954.658 715.209,1936.716 + 734.727,1970.445 "/> +<polyline opacity="0.25" fill-rule="evenodd" clip-rule="evenodd" fill="none" points="662.501,1927.711 627.743,1897.677 + 636.445,1936.677 "/> +<path fill="none" stroke="#0000FF" stroke-width="0.7" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="3.239" d=" + M662.785,1341.519l223.161-293.391 M885.946,1048.128l35.109-113.017 M552.535,943.563l368.52-8.451 M921.055,935.112l110.25-43.016 + M794.929,609.245l236.375,282.851 M1031.305,892.096l102.371,59.378 M1207.439,590.312l-73.764,361.162 M1133.676,951.474 + l17.404,117.058 M1479.438,901.022l-328.357,167.51 M1151.08,1068.532l-80.669,86.591 M1406.104,1307.403l-335.692-152.28 + M1070.411,1155.123l-117.995-9.08 M1042.659,1503.443l-90.243-357.4 M952.416,1146.042l-66.47-97.914 M697.894,1228.501 + L552.535,943.563 M552.535,943.563l-80.023-74.549 M976.189,1405.528l-313.404-64.009 M662.785,1341.519l-108.178,16.083 + M671.176,1586.105l-116.569-228.503 M554.607,1357.602l-64.173-59.783 M425.994,1514.63l64.44-216.812 M486.027,1224.646 + l4.407,73.173 M339.383,1286.837l191.737-119.986 M339.383,1286.837l-45.094,57.795 M366.541,1102.621l251.331,51.332 + M279.789,1115.519l86.752-12.898 M794.929,609.245L662.785,900.548 M794.929,609.245L803.32,500.2 M366.541,1102.621 + l105.971-233.606 M479.242,781.567l-6.73,87.447 M269.554,866.366l209.688-84.799 M479.242,781.567l54.46-49.068 M393.649,656.623 + l213.354,75.097 M393.649,656.623l-73.302,0.779 M554.607,563l116.569,228.503 M554.607,563l-64.173-59.783 M1207.439,590.312 + l-310.141,78.31 M1207.439,590.312l90.486-61.427 M554.607,563l248.713-62.8 M803.32,500.2l72.565-49.26 M875.885,450.94 + L678.848,339.87 M875.885,450.94l72.319,11.985 M994.515,519.748l-74.311-213.629 M873.892,249.295l46.312,56.824 M1093.757,373.588 + L987.786,607.195 M1093.757,373.588l6.73-87.447 M1479.438,901.022L1224.844,707.37 M1479.438,901.022l104.443,32.446 + M1093.757,373.588l204.169,155.297 M1381.683,554.904l-83.757-26.019 M1345.671,331.604l36.012,223.3 M1381.683,554.904 + l35.721,64.014 M1522.541,499.26l-120.69,191.295 M1538.092,427.623l-15.551,71.637 M1578,677.016l-248.713,62.8 M1650.564,627.755 + L1578,677.016 M1406.104,1307.403l-7.334-319.79 M1406.104,1307.403l39.752,101.888 M1578,677.016l5.881,256.452 M1583.881,933.468 + l31.879,81.706 M1767.89,847.793l-152.13,167.381 M1615.76,1015.174l-27.776,67.839 M1747.088,1090.608l-224.809,24.911 + M1812.792,1058.102l-65.704,32.506 M1642.691,1244.796l-204.17-155.297 M1642.691,1244.796l83.757,26.02 M1288.108,1298.323 + l-245.449,205.12 M1042.659,1503.443l-54.873,94.604 M1642.691,1244.796l-196.836,164.494 M1401.851,1485.157l44.005-75.866 + M1627.566,1499.736l-225.716-14.579 M1401.851,1485.157l-70.356,20.579 M1424.757,1634.865l-159.643-160.23 M1424.757,1634.865 + l66.38,31.103 M1233.235,1392.928l5.881,256.451 M1239.116,1649.379l31.879,81.707 M671.176,1586.105l196.835-164.493 + M627.172,1661.972l44.004-75.867 M1239.116,1649.379l-251.33-51.332 M987.786,1598.047l-86.752,12.897 M1030.366,1796.506 + l-129.332-185.562 M841.077,1568.769l59.957,42.176 M824.007,1497.479l-25.738,224.716 M798.269,1722.195l17.07,71.29 + M425.994,1514.63l181.009,11.691 M359.929,1533.954l66.065-19.323 M798.269,1722.195l-171.097-60.223 M627.172,1661.972 + l-68.83,0.731 M623.033,1789.514l-64.691-126.811 M522.728,1629.527l35.614,33.177 M496.402,1758.424l26.326-128.897 + M522.728,1629.527l-6.211-41.777 M431.703,1636.933l109.235-91.287 M431.703,1636.933l-24.421,42.103 M294.289,1344.632 + l127.297,96.826 M294.289,1344.632l-60.253-18.719 M431.703,1636.933l-71.774-102.979 M359.929,1533.954l-38.961-27.405 + M320.968,1506.548l-9.234,102.804 M320.968,1506.548l-8.784-33.09 M324.546,1443.267l-67.704,74.491 M256.842,1517.758 + l-12.362,30.19 M246.812,1441.208l114.521-18.469 M210.025,1461.736l36.787-20.527 M279.789,1115.519l59.594,171.318 + M279.789,1115.519l-43.486-53.357 M246.812,1441.208l-12.776-115.295 M234.036,1325.914l-18.681-37.759 M161.643,1373.289 + l53.712-85.134 M215.355,1288.155l6.921-31.881 M151.657,1270.332l96.607-36.346 M125.669,1292.62l25.988-22.288 M177.493,1191.804 + l118.403,41.675 M177.493,1191.804l-47.632,0.506 M269.554,866.366l103.716,148.808 M269.554,866.366l-56.3-39.604 + M177.493,1191.804l58.81-129.643 M236.303,1062.162l3.734-48.528 M122.847,1073.416l117.19-59.782 M240.037,1013.633l28.79-30.904 + M316.971,975.571l-139.478-28.487 M177.493,947.084l-48.144,7.158 M320.347,657.402l3.667,159.895 M320.347,657.402l-22.932-58.778 + M177.493,947.084l35.761-120.322 M213.254,826.762l-2.864-47.548 M124.257,836.092l86.133-56.878 M210.39,779.214l20.394-27.499 + M161.643,736.068l100.453,6.488 M161.643,736.068l-31.311,9.159 M215.239,680.498l85.843,78.021 M176.253,664.535l38.986,15.963 + M490.434,503.217l-96.785,153.406 M490.434,503.217l14.603-67.268 M215.239,680.498l82.176-81.874 M297.415,598.624l17.873-38.147 + M315.288,560.477l-100.049,11.087 M315.288,560.477l29.241-14.467 M289.508,499.563l88.65,52.869 M289.508,499.563l-33.629-6.422 + M367.012,470.801l41.239,118.555 M367.012,470.801l-30.094-36.924 M678.848,339.87l-51.676,173.869 M674.71,271.161l4.138,68.709 + M367.012,470.801l138.025-34.852 M505.037,435.95l40.27-27.338 M545.307,408.612L425.5,354.264 M587.419,411.853l-42.112-3.241 + M558.342,318.22l64.691,126.81 M558.342,318.22l-35.614-33.177 M873.892,249.295l-122.725,102.56 M873.892,249.295l31.656-54.577 + M558.342,318.22l116.368-47.059 M674.71,271.161l35.389-31.885 M611.927,207.397l98.172,31.879 M744.314,238.075l-34.215,1.201 + M713.439,174.263l57.558,82.582 M713.439,174.263l-26.684-18.771 M790.301,181.518l-7.478,115.76 M790.301,181.518l-11.827-40.433 + M1100.487,286.141l-180.283,19.978 M1162.183,255.618l-61.695,30.523 M790.301,181.518l115.247,13.2 M946.517,184.908 + l-40.969,9.811 M875.469,113.598l71.048,71.31 M976.059,198.75l-29.542-13.842 M978.068,126.773l13.937,102.272 M962.121,96.477 + l15.947,30.296 M1048.877,169.435L981.9,275.595 M1048.877,169.435l10.106-46.55 M1345.671,331.604l-168.157,68.004 + M1345.671,331.604l51.138-46.075 M1048.877,169.435l113.306,86.183 M1162.183,255.618l46.481,14.44 M1176.457,142.503 + l32.207,127.555 M1232.387,305.003l-23.723-34.945 M1287.462,223.89l-58.81,129.642 M1291.197,175.361l-3.735,48.529 + M1538.092,427.623l-156.702-32.005 M1538.092,427.623l62.408-9.278 M1287.462,223.89l109.347,61.639 M1443.802,293.317 + l-46.993-7.788 M1443.802,293.317l-36.285-96.63 M1443.802,293.317l22.272,26.002 M1496.714,255.394l-28.678,96.49 + M1496.714,255.394l-1.962-32.565 M1538.964,320.011l-95.166,66.329 M1538.964,320.011l24.238-34.456 M1522.541,499.26 + l128.023,128.495 M1650.564,627.755l62.33,29.205 M1538.964,320.011l61.536,98.334 M1600.5,418.345l33.213,25.914 M1645.168,344.251 + l-11.455,100.008 M1633.713,444.259l7.598,31.727 M1698.837,432.679l-71.27,74.663 M1712.581,401.323l-13.744,31.356 + M1709.631,514.64l-124.759,13.825 M1709.631,514.64l42.695-21.123 M1767.89,847.793l-158.011-89.07 M1767.89,847.793l67.907,11.255 + M1709.631,514.64l3.264,142.32 M1712.895,656.96l17.692,45.344 M1810.232,597.594l-79.646,104.71 M1730.587,702.304l-12.531,40.335 + M1815.812,735.126l-138.026,34.851 M1815.812,735.126l40.27-27.338 M1740.112,915.632l72.68,142.47 M1812.792,1058.102 + l46.165,43.007 M1815.812,735.126l19.984,123.922 M1835.797,859.048l23.211,41.596 M1911.933,812.028l-52.925,88.616 + M1859.008,900.644l-6.443,33.625 M1921.648,918.367l-93.32,37.739 M1921.648,918.367l24.236-21.837 M1897.471,991.688 + l-111.193-33.049 M1897.471,991.688l42.051-2.533 M1726.448,1270.816l20.64-180.208 M1726.448,1270.816l16.028,66.941 + M1897.471,991.688l-38.514,109.421 M1858.957,1101.109l0.448,42.124 M1944.736,1089.835l-85.331,53.397 M1859.405,1143.233 + l-20.069,25.721 M1806.252,1177.76l102.811,9.169 M1942.146,1178.125l-33.084,8.805 M1851.712,1246.47l-88.595-88.921 + M1851.712,1246.47l43.135,20.211 M1627.566,1499.736l-28.881-179.072 M1627.566,1499.736l33.541,60.109 M1742.477,1337.757 + l109.235-91.287 M1742.477,1337.757l-24.421,42.103 M1849.58,1376.844l-131.524,3.016 M1718.056,1379.86l-39.347,15.353 + M1745.532,1466.957l-113.306-86.184 M1745.532,1466.957l46.481,14.439 M1491.137,1665.967l66.072-145.651 M1491.137,1665.967 + l-4.841,62.907 M1745.532,1466.957l-84.425,92.889 M1661.107,1559.845l-18.051,44.082 M1745.338,1590.054l-102.281,13.873 + M1612.751,1619.855l30.306-15.928 M1668.256,1663.951l-87.689-49.43 M1700.441,1669.285l-32.186-5.334 M1595.857,1690.763 + l-43.489-107.54 M1624.056,1722.061l-28.198-31.298 M1270.995,1731.086l153.762-96.222 M1270.995,1731.086l-42.343,54.269 + M1595.857,1690.763l-109.562,38.111 M1486.296,1728.875l-32.656,26.614 M1548.592,1788.91l-94.952-33.421 M1453.64,1755.489 + l-32.622,0.348 M1393.507,1735.458l56.931,86.099 M1450.438,1821.557l27.513,20.376 M1368.13,1813.843l14.284-124.708 + M1368.13,1813.843l11.093,46.324 M1030.366,1796.506l121.999-134.229 M1030.366,1796.506l-26.083,63.7 M1368.13,1813.843 + l-139.478-28.488 M1228.652,1785.355l-48.144,7.158 M1264.871,1893.462l-84.362-100.949 M1180.509,1792.513l-36.536-21.191 + M1129.546,1868.298l-3.264-142.32 M1147.237,1913.642l-17.691-45.344 M815.339,1793.485l155.071-39.155 M815.339,1793.485 + l-52.201,35.438 M1004.283,1860.207l125.263,8.092 M1004.283,1860.207l-45.718,13.373 M1033.183,1944.897l-74.618-71.317 + M958.565,1873.58l-31.348-13.764 M927.347,1930.705l-16.027-99.377 M927.347,1930.705l15.897,28.489 M918.208,1789.767 + l-56.963,101.052 M861.245,1890.819l-6.888,41.561 M623.033,1789.514l106.406-66.587 M623.033,1789.514l-29.302,37.555 + M763.138,1828.922l98.107,61.896 M763.138,1828.922l-41.168-8.938 M755.042,1915.059l-33.072-95.074 M721.97,1819.985 + l-20.611-25.288 M668.32,1858.674l31.817-98.192 M668.32,1858.674l1.222,34.214 M496.402,1758.424l91.017-2.088 M496.402,1758.424 + l-35.451,13.831 M668.32,1858.674l-74.589-31.605 M593.731,1827.069l-32.805-1.698 M589.716,1881.807l-28.79-56.437 + M560.926,1825.371l-15.849-14.765 M531.964,1850.658l9.504-58.906 M503.917,1816.661l48.051-46.493 M407.282,1679.036l82.909,37.61 + M407.282,1679.036l-37.942-2.92 M460.951,1772.255l42.966,44.405 M460.951,1772.255l-21.392-10.407 M445.245,1813.159 + l-5.686-51.311 M439.559,1761.848l-7.522-15.205 M409.46,1774.88l25.351-44.974 M395.312,1737.728l56.937-24.002 M392.742,1609.526 + l-81.008-0.174 M311.734,1609.352l-30.892,11.168 M395.312,1737.728l-25.972-61.612 M369.34,1676.116l-16.325-17.594 + M338.658,1716.438l14.357-57.916 M353.015,1658.522l-2.033-19.09 M313.236,1661.321l48.615-40.626 M244.48,1547.949l58.469,28.313 + M244.48,1547.949l-27.908-2.853 M313.236,1661.321l-32.394-40.801 M280.842,1620.52l-18.002-11.054 M262.751,1651.012l0.089-41.546 + M262.84,1609.466l-4.765-13.181 M238.267,1616.305l23.298-32.464 M231.29,1587.408l43.751-13.999 M256.842,1517.758l-46.817-56.022 + M210.025,1461.736l-26.398-15.311 M231.29,1587.408l-14.718-42.312 M216.572,1545.096l-10.741-13.179 M194.211,1568.291 + l11.62-36.373 M205.831,1531.917l-0.495-12.426 M181.25,1532l31.181-23.373 M230.444,1502.447l-47.842-0.889 M228.131,1403.45 + l-66.488-30.161 M161.643,1373.289l-30.426-2.341 M182.602,1501.558l1.025-55.133 M177.348,1428.122l6.279,18.304 M146.761,1468.335 + l30.587-40.214 M177.348,1428.122l4.812-15.489 M144.847,1416.816l52.858-15.707 M125.669,1292.62l42.896,48.788 M125.669,1292.62 + l-24.612-13.463 M144.847,1416.816l-13.63-45.868 M131.217,1370.948l-11.341-15.299 M105.675,1391.939l14.201-36.29 + M119.876,1355.649l0.31-12.973 M95.685,1353.626l31.95-20.908 M99.247,1325.058l44.705,2.887 M151.657,1270.332l-21.796-78.021 + M129.861,1192.31l-19.125-26.706 M101.057,1279.157l-1.81,45.901 M101.057,1279.157l-5.193-16.231 M70.798,1294.045l25.066-31.12 + M95.864,1262.925l4.176-12.232 M71.421,1253.711l40.014-11.179 M84.563,1223.3l47.968,20.324 M122.847,1073.416l58.38,69.859 + M89.93,1054.323l32.917,19.093 M84.563,1223.3l26.173-57.696 M110.736,1165.604l1.662-21.598 M72.908,1158.727l51.981-29.298 + M82.001,1115.602l66.309,8.58 M129.349,954.242l22.289,88.271 M129.349,954.242l-21.373-31.484 M82.001,1115.602l7.929-61.279 + M84.729,1031.109l5.201,23.214 M84.729,1031.109l-36.571,36.438 M84.729,1031.109l7.198-15.361 M106.74,1007.482l-50.966,8.22 + M130.264,1011.028l-54.265-29.551 M124.257,836.092l50.372,63.442 M124.257,836.092l-27.992-17.189 M75.999,981.477l31.977-58.72 + M107.976,922.757l3.577-23.733 M57.321,923.909l54.232-24.885 M111.553,899.024l13.657-13.492 M84.563,869.669l62.073,12.678 + M130.332,745.227l14.319,63.366 M130.332,745.227l-15.17-23.599 M84.563,869.669l11.702-50.766 M96.265,818.903l-2.582-20.967 + M61.146,823.77l32.537-25.834 M93.683,797.936l7.334-11.943 M73.015,782.989l39.908-2.027 M129.481,784.994l-38.223-25.478 + M176.253,664.535l-14.61,71.533 M176.253,664.535l-4.488-30.185 M91.258,759.516l23.904-37.888 M115.162,721.628l3.607-16.613 + M83.086,718.607l35.683-13.592 M118.769,705.015l9.406-8.135 M141.094,695.653l-37.716-9.806 M128.022,667.924l29.134,37.959 + M215.239,571.564l17.874,70.787 M215.239,571.564l-17.14-25.249 M128.022,667.924l43.743-33.574 M171.765,634.35l10.395-16.32 + M131.65,619.188l50.51-1.158 M182.16,618.03l15.112-5.896 M170.736,585.57l45.236,31.533 M255.879,493.141l-11.399,63.956 + M255.879,493.141l-4.82-27.636 M170.736,585.57l27.363-39.255 M202.988,527.91l-4.889,18.405 M165.762,539.434l37.226-11.524 + M202.988,527.91l10.337-7.846 M189.487,507.737l36.268,11.942 M214.044,492.708l25.616,36.753 M336.918,433.877l-47.41,65.686 + M336.918,433.877l8.955-31.604 M214.044,492.708l37.015-27.203 M251.059,465.505l9.453-14.181 M220.553,451.13l39.959,0.194 + M260.512,451.324l12.167-4.361 M252.476,426.469l33.687,24.314 M284.446,417.783l14.017,50.176 M425.5,354.264l-18.218,89.199 + M419.904,316.624l5.596,37.64 M284.446,417.783l61.427-15.51 M345.873,402.273l17.922-12.167 M327.665,368.41l55.316,22.373 + M367.05,348.631l34.636,57.192 M522.728,285.043l-55.116,72.462 M522.728,285.043l11.29-36.341 M367.05,348.631l52.854-32.007 + M419.904,316.624l14.907-18.54 M383.521,292.21l51.29,5.874 M434.811,298.084l16.497-3.95 M467.007,300.562l-38.204-34.723 + M468.172,260.313l10.73,60.851 M611.927,207.397l-18.196,78.938 M611.927,207.397l-4.015-32.603 M468.172,260.313l65.846-11.611 + M534.018,248.702l20.786-12 M554.804,236.702l-53.269-26.885 M573.867,238.968l-19.063-2.266 M589.716,253.733l-28.79-56.436 + M686.755,155.492l-40.613,50.704 M695.747,128.919l-8.992,26.573 M607.912,174.794l-46.986,22.503 M607.912,174.794l14.783-15.09 + M582.211,150.372l40.484,9.332 M622.695,159.704l13.91-1.713 M621.496,134.225l26.466,29.938 M651.221,133.853l3.913,45.769 + M778.474,141.085l-65.035,33.178 M778.474,141.085l20.801-22.328 M651.221,133.853l44.526-4.934 M695.747,128.919l15.238-7.539 + M678.11,101.958l32.875,19.422 M710.985,121.38l12.225,2.282 M716.375,97.397l15.849,35.601 M745.753,105.489l-11.513,46.445 + M875.469,113.598l-44.2,58.11 M875.469,113.598l9.054-29.143 M745.753,105.489l53.522,13.268 M799.275,118.757l19.241-2.049 + M786.118,77.939l32.398,38.769 M818.516,116.708l14.032,8.138 M836.771,87.537l3.552,55.028 M905.011,127.44l57.11-30.963 + M962.121,96.477l18.602-21 M836.771,87.537l47.752-3.082 M884.523,84.455l17.438-7.652 M869.741,54.884l32.22,21.919 + M914.54,79.993l-12.579-3.19 M922.591,89.471l-13.276-35.802 M936.376,63.498l-12.763,42.943 M1058.983,122.885l-80.916,3.888 + M1058.983,122.885l30.293-12.704 M936.376,63.498l44.347,11.979 M980.723,75.477l16.98-1.451 M972.942,42.664l24.761,31.362 + M997.703,74.026l10.996,6.794 M1012.126,52.246l1.994,41.498 M1038.85,71.826l-30.49,42.243 M1176.457,142.503l-81.098,41.371 + M1176.457,142.503l25.939-27.844 M1038.85,71.826l50.427,38.355 M1089.276,110.181l20.686,6.427 M1104.398,74.833l16.996,57.197 + M1144.418,93.294l-23.12,62.737 M1291.197,175.361l-91.018,2.087 M1291.197,175.361l35.451-13.832 M1144.418,93.294l57.979,21.365 + M1202.396,114.659l23.789,0.096 M1198.799,70.992l27.387,43.763 M1226.186,114.755l13.375,10.435 M1247.65,89.954l-3.328,51.518 + M1276.516,117.288l-40.885,46.329 M1407.517,196.687l-73.061,34.991 M1407.517,196.687l22.987-23.466 M1326.648,161.529 + l-50.133-44.241 M1348.99,170.298l-22.342-8.769 M1336.796,111.888l12.194,58.41 M1348.99,170.298l10.113,16.317 M1383.615,150.516 + l-26.173,57.697 M1494.752,222.829l-64.963-0.14 M1494.752,222.829l26.383-9.538 M1430.504,173.221l-46.889-22.705 + M1430.504,173.221l21.016,2.149 M1433.574,137.9l17.945,37.47 M1451.52,175.37l10.012,9.808 M1470.691,158.547l-6.904,39.358 + M1489.516,181.555l-33.345,31.596 M1496.714,255.394l66.488,30.161 M1563.202,285.555l30.427,2.341 M1489.516,181.555 + l31.619,31.736 M1521.135,213.291l15.395,7.213 M1531.217,182.691l5.312,37.813 M1536.529,220.504l5.838,10.98 M1558.641,209.764 + l-17.951,34.588 M1570.631,237.779l-43.49,19.956 M1645.168,344.251l-72.99,1.674 M1645.168,344.251l28.429-11.092 + M1570.631,237.779l22.998,50.117 M1593.629,287.896l13.598,13.766 M1617.338,252.16l-10.111,49.502 M1607.227,301.662l2.387,16.044 + M1641.415,297.747l-40.808,37.086 M1712.581,401.323l-59.816-25.345 M1712.581,401.323l28.016,1.45 M1641.415,297.747 + l32.182,35.412 M1673.597,333.159l16.856,8.862 M1690.453,342.021l-2.952-38.857 M1690.453,342.021l5.349,11.823 M1713.125,333.348 + l-19.714,32.7 M1680.781,377.428l41.531-16.795 M1752.326,493.517l-53.489-60.838 M1752.326,493.517l28.818,15.764 + M1740.597,402.773l-18.284-42.14 M1740.597,402.773l11.722,12.371 M1761.4,376.231l-9.082,38.913 M1752.318,415.144l1.545,12.833 + M1778.339,412.841l-31.202,27.432 M1779.693,445.942l-52.037,2.501 M1727.323,559.984l82.909,37.61 M1810.232,597.594l37.941,2.92 + M1779.693,445.942l1.451,63.339 M1781.145,509.281l7.875,20.18 M1818.211,499.064l-34.121,48.95 M1828.73,541.863l-63.466,21.041 + M1797.702,637.929l58.38,69.859 M1856.082,707.788l32.917,19.093 M1828.73,541.863l19.443,58.651 M1848.174,600.514l14.757,18.658 + M1880.072,570.476l-17.142,48.696 M1862.931,619.172l0.182,16.963 M1895.705,620.491l-42.354,29.52 M1892.332,660.102l-61.713-3.08 + M1911.933,812.028l-72.909-35.306 M1911.933,812.028l32.679,3.341 M1892.332,660.102l-3.333,66.779 M1888.999,726.881l7.075,22.935 + M1896.074,749.816l38.063-45.951 M1896.074,749.816l-6.451,18.081 M1933.128,764.553l-61.427,15.51 M1945.885,896.53 + l-40.395-50.878 M1969.791,911.21l-23.906-14.68 M1933.128,764.553l11.483,50.816 M1944.611,815.369l11.423,17.77 M1974.141,795.746 + l-18.106,37.393 M1956.034,833.139l-1.425,13.942 M1981.141,837.639l-35.076,19.141 M1974.889,866.702l-45.492-6.37 + M1939.521,989.155l-17.873-70.788 M1939.521,989.155l17.141,25.248 M1974.889,866.702l-5.098,44.508 M1969.791,911.21l3.959,16.533 + M2000.001,900.014l-26.251,27.729 M1973.75,927.743l-4.945,11.41 M1995.933,938.334l-38.234,7.53 M1981.506,965.175l-42.718-21.56 + M1944.736,1089.835l-46.818-56.022 M1971.133,1105.146l-26.396-15.311 M1981.506,965.175l-24.844,49.228 M1956.662,1014.403 + l-2.284,19.215 M1999.383,1010.658l-45.005,22.96 M1954.378,1033.618l-11.057,11.868 M1924.316,1049.125l54.438,8.781 + M1942.146,1178.125l-17.479-62.568 M1942.146,1178.125l16.334,22.808 M1978.755,1057.906l-7.622,47.24 M1971.133,1105.146 + l3.58,18.704 M2003.253,1097.315l-28.54,26.535 M1968.805,1135.404l5.908-11.554 M1957.773,1141.144l37.857-4.977 + M1980.027,1160.363l-39.026-21.999 M1894.847,1266.681l14.216-79.752 M1894.847,1266.681l5.645,32.359 M1980.027,1160.363 + l-21.547,40.569 M1958.48,1200.932l-2.364,16.878 M1992.202,1200.648l-36.086,17.162 M1956.116,1217.81l-9.07,9.209 + M1974.141,1236.717l-40.901-7.29 M1949.105,1258.414l-34.399-39.125 M1849.58,1376.844l-22.288-88.271 M1849.58,1376.844 + l21.373,31.484 M1949.105,1258.414l-48.614,40.627 M1889.623,1317.778l10.868-18.737 M1931.588,1321.65l-59.545,3.843 + M1904.686,1356.558l-56.021-36.5 M1792.014,1481.396l18.219-89.2 M1792.014,1481.396l5.597,37.64 M1904.686,1356.558 + l-33.732,51.771 M1870.953,1408.329l-5.386,23.171 M1914.326,1414.539l-48.759,16.961 M1865.567,1431.5l-13.15,10.718 + M1884.97,1457.945l-49.485-14.708 M1851.898,1480.005l-36.07-50.169 M1745.338,1590.054l-17.855-79.017 M1745.338,1590.054 + l17.763,27.632 M1851.898,1480.005l-54.288,39.03 M1797.61,1519.036l-13.521,19.831 M1843.748,1539.976l-59.658-1.109 + M1784.09,1538.867l-18.159,6.229 M1745.245,1538.67l50.425,38.354 M1700.441,1669.285l14.592-63.304 M1700.441,1669.285 + l3.428,27.845 M1795.67,1577.025l-32.569,40.661 M1763.101,1617.686l-6.771,20.01 M1796.854,1628.539l-40.523,9.157 + M1756.33,1637.696l-11.79,7.579 M1768.465,1660.131l-36.835-15.489 M1718.461,1633.825l23.384,39.539 M1624.056,1722.061 + l44.2-58.11 M1624.056,1722.061l-9.053,29.143 M1741.845,1673.364l-37.976,23.766 M1703.869,1697.129l-10.458,13.402 + M1731.457,1713.767l-38.046-3.235 M1693.411,1710.532l-12.004,3.248 M1669.235,1709.281l29.726,25.198 M1668.98,1739.935 + l-9.778-46.841 M1563.202,1717.378l-14.61,71.531 M1548.592,1788.91l4.488,30.186 M1668.98,1739.935l-53.978,11.269 + M1615.003,1751.204l-16.447,10.194 M1598.556,1761.398l46.012,20.872 M1598.556,1761.398l-16.173-1.245 M1567.689,1747.563 + l27.075,48.037 M1477.95,1841.933l38.02-52.676 M1477.95,1841.933l-7.648,26.991 M1594.765,1795.6l-41.685,23.495 M1553.08,1819.095 + l-12.391,14.461 M1579.229,1839.325l-38.539-5.769 M1540.689,1833.556l-12.718,2.584 M1544.1,1857.59l-27.494-26.496 + M1515.455,1860.475l-7.133-44.228 M1379.223,1860.167l71.215-38.61 M1379.223,1860.167l-21.78,24.589 M1515.455,1860.475 + l-45.153,8.449 M1470.302,1868.924l-14.669,8.675 M1491.55,1895.112l-35.917-17.513 M1455.633,1877.599l-12.854-1.35 + M1452.089,1903.48l-19.802-36.523 M1419.516,1897.434l9.142-51.289 M1264.871,1893.462l55.116-72.463 M1253.581,1929.803 + l11.29-36.341 M1419.516,1897.434l-62.073-12.678 M1357.442,1884.756l-21.427,3.186 M1359.155,1923.166l-40.13-44.158 + M1315.088,1923.897l-6.391-66.556 M1147.237,1913.642l81.098-41.372 M1147.237,1913.642l-25.939,27.843 M1315.088,1923.897 + l-61.507,5.906 M1253.581,1929.803l-21.474,10.234 M1275.768,1967.585l-43.66-27.548 M1215.529,1936.439l16.578,3.599 + M1204.174,1923.837l19.354,47.858 M1185.661,1959.594l16.735-59.48 M1033.183,1944.897l50.645-63.226 M1033.183,1944.897 + l-10.528,31.115 M1185.661,1959.594l-64.363-18.109 M1121.298,1941.485l-23.934,1.794 M1133.693,1990.613l-36.329-47.334 + M1097.364,1943.279l-16.192-10.312 M1074.751,1976.125l-1.453-63.339 M943.244,1959.194l58.591-28.06 M943.244,1959.194 + l-19.631,20.041 M1074.751,1976.125l-52.097-0.112 M1022.654,1976.012l-19.867,7.183 M1002.787,1983.195l32.427,25.973 + M1002.787,1983.195l-13.275-4.493 M992.813,2006.67l-10.855-38.456 M982.204,1951.174l-16.334,42.934 M854.357,1932.379 + l72.99-1.675 M854.357,1932.379l-28.429,11.092 M965.87,1994.108l-42.257-14.873 M923.613,1979.235l-17,0.181 M927.805,2011.178 + l-21.192-31.763 M896.589,1972.055l10.024,7.36 M891.351,1998.685l1.167-38.952 M898.918,1941.797l-30.525,36.851 M755.042,1915.059 + l65.035-33.177 M755.042,1915.059l-20.802,22.329 M868.393,1978.648l-42.465-35.177 M807.703,1936.969l18.225,6.502 + M820.073,1985.955l-12.37-48.985 M807.703,1936.969l-9.11-13.421 M799.275,1904.211L778.6,1955.33 M669.542,1892.888l64.889-3.117 + M669.542,1892.888l-25.871,10.85 M734.24,1937.388l44.36,17.941 M734.24,1937.388l-19.031-0.672 M734.727,1970.445l-19.518-33.729 + M715.209,1936.716l-9.95-8.331 M698.545,1954.368l3.573-38.016 M678.429,1933.772l30.131-33.152 M589.716,1881.807l45.799-24.831 + M678.429,1933.772l-34.758-30.034 M643.671,1903.738l-15.928-6.061 M636.445,1936.677l-8.702-39 M627.743,1897.677l-6.96-10.892 + M621.508,1872.789l-16.209,38.254"/> +<path fill="none" stroke="#FF0000" stroke-width="0.7" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="3.239" stroke-dasharray="3,3" d=" + M921.055,935.112l-223.161,293.39 M697.894,1228.501l-35.109,113.018 M1031.305,892.096l-368.52,8.452 M552.535,943.563 + l110.25-43.015 M1133.676,951.474L897.299,668.622 M897.299,668.622l-102.37-59.377 M1151.08,1068.532l73.764-361.162 + M1207.439,590.312l17.404,117.058 M1070.411,1155.123l328.358-167.51 M1479.438,901.022l-80.668,86.591 M1288.108,1298.323 + l-335.692-152.28 M1406.104,1307.403l-117.995-9.08 M976.189,1405.528l-90.243-357.399 M1042.659,1503.443l-66.47-97.915 + M697.894,1228.501l-80.022-74.549 M472.512,869.014l145.36,284.938 M554.607,1357.602l313.404,64.01 M976.189,1405.528 + l-108.178,16.084 M490.434,1297.819l116.569,228.503 M671.176,1586.105l-64.173-59.783 M421.586,1441.458l64.441-216.812 + M425.994,1514.63l-4.408-73.172 M531.12,1166.851l-45.093,57.795 M486.027,1224.646l-191.738,119.986 M617.872,1153.953 + l-86.752,12.898 M531.12,1166.851l-251.331-51.332 M662.785,900.548l8.391-109.045 M803.32,500.2L671.176,791.503 M479.242,781.567 + L373.27,1015.174 M366.541,1102.621l6.729-87.447 M533.702,732.499l-209.688,84.798 M269.554,866.366l54.46-49.069 M607.003,731.72 + l-73.301,0.779 M533.702,732.499l-213.355-75.097 M671.176,791.503l-64.173-59.783 M607.003,731.72L490.434,503.217 + M897.299,668.622l90.487-61.427 M987.786,607.195l310.14-78.31 M875.885,450.94l-248.713,62.799 M554.607,563l72.565-49.261 + M751.167,351.855l197.037,111.07 M751.167,351.855l-72.319-11.985 M994.515,519.748l-46.311-56.823 M948.204,462.925 + l-74.312-213.63 M987.786,607.195l6.729-87.447 M994.515,519.748l105.972-233.607 M1224.844,707.37l104.443,32.446 + M1583.881,933.468l-254.594-193.652 M1381.683,554.904l-204.169-155.296 M1093.757,373.588l83.757,26.02 M1417.403,618.918 + l-36.014-223.3 M1345.671,331.604l35.719,64.014 M1401.851,690.555l15.553-71.637 M1417.403,618.918l120.688-191.295 + M1329.287,739.816l72.563-49.261 M1401.851,690.555l248.714-62.8 M1398.77,987.613l39.752,101.887 M1438.521,1089.5l7.334,319.791 + M1615.76,1015.174l-5.881-256.451 M1578,677.016l31.879,81.707 M1587.983,1083.013l152.129-167.381 M1767.89,847.793 + l-27.777,67.839 M1522.279,1115.519l65.704-32.506 M1587.983,1083.013l224.809-24.911 M1438.521,1089.5l83.758,26.02 + M1726.448,1270.816l-204.169-155.297 M1288.108,1298.323l-54.873,94.605 M1233.235,1392.928l-245.449,205.119 M1401.851,1485.157 + l196.835-164.493 M1598.686,1320.664l44.006-75.867 M1331.494,1505.736l225.715,14.58 M1627.566,1499.736l-70.357,20.58 + M1265.114,1474.634l66.38,31.102 M1331.494,1505.736l159.643,160.231 M1233.235,1392.928l31.879,81.706 M1265.114,1474.634 + l5.881,256.452 M868.011,1421.612l-44.004,75.867 M824.007,1497.479l-196.835,164.493 M901.034,1610.945l251.331,51.332 + M1239.116,1649.379l-86.751,12.897 M841.077,1568.769L970.41,1754.33 M1030.366,1796.506l-59.956-42.177 M841.077,1568.769 + l-17.07-71.29 M815.339,1793.485l25.738-224.716 M607.003,1526.322l-66.065,19.324 M540.938,1545.646l-181.009-11.692 + M558.342,1662.704l171.097,60.224 M798.269,1722.195l-68.83,0.732 M522.728,1629.527l64.691,126.81 M623.033,1789.514 + l-35.614-33.178 M516.517,1587.75l-26.326,128.896 M496.402,1758.424l-6.211-41.778 M540.938,1545.646l-24.421,42.104 + M516.517,1587.75l-109.235,91.286 M421.586,1441.458l-60.253-18.719 M361.333,1422.74l-127.297-96.826 M392.742,1609.526 + l-71.774-102.978 M431.703,1636.933l-38.961-27.407 M312.184,1473.458l-9.235,102.804 M302.949,1576.262l8.785,33.09 + M324.546,1443.267l-12.362,30.191 M312.184,1473.458l-67.704,74.49 M361.333,1422.74l-36.787,20.527 M324.546,1443.267 + l-114.521,18.469 M339.383,1286.837l-43.487-53.358 M236.303,1062.162l59.593,171.317 M215.355,1288.155l12.776,115.295 + M228.131,1403.45l18.681,37.759 M222.276,1256.274l-53.711,85.134 M168.565,1341.408l-6.922,31.881 M248.264,1233.986 + l-25.988,22.288 M222.276,1256.274l-96.607,36.346 M295.896,1233.479l-47.632,0.507 M129.861,1192.31l118.403,41.676 + M373.27,1015.174l-56.299-39.603 M316.971,975.571L213.254,826.762 M181.227,1143.275l58.81-129.642 M177.493,1191.804 + l3.734-48.529 M268.827,982.729l-117.189,59.783 M122.847,1073.416l28.791-30.903 M316.971,975.571l-48.144,7.158 M129.349,954.242 + l139.478,28.487 M324.014,817.297l-22.932-58.778 M301.082,758.519l-3.667-159.895 M210.39,779.214l-35.761,120.321 + M174.629,899.535l2.864,47.549 M230.784,751.715l-86.133,56.878 M124.257,836.092l20.394-27.499 M262.096,742.556l-31.312,9.159 + M230.784,751.715l-100.452-6.488 M301.082,758.519l-38.986-15.963 M262.096,742.556l-85.843-78.021 M393.649,656.623l14.602-67.267 + M505.037,435.95l-96.786,153.406 M315.288,560.477l-82.175,81.874 M215.239,680.498l17.874-38.147 M344.529,546.01L244.48,557.097 + M215.239,571.564l29.241-14.467 M378.158,552.432l-33.629-6.422 M255.879,493.141l88.65,52.869 M378.158,552.432l30.093,36.924 + M378.158,552.432l-41.24-118.555 M623.033,445.03l4.139,68.709 M623.033,445.03l51.677-173.869 M545.307,408.612l-138.025,34.851 + M367.012,470.801l40.27-27.338 M467.612,357.505l119.807,54.348 M425.5,354.264l42.112,3.241 M623.033,445.03l-35.614-33.177 + M522.728,285.043l64.691,126.81 M751.167,351.855l31.656-54.577 M782.823,297.278l122.725-102.56 M710.099,239.276l-116.368,47.059 + M558.342,318.22l35.389-31.885 M744.314,238.075l-98.172-31.879 M611.927,207.397l34.215-1.201 M744.314,238.075l26.683,18.771 + M686.755,155.492l57.559,82.583 M770.997,256.845l11.826,40.433 M770.997,256.845l7.477-115.76 M920.204,306.119l61.696-30.524 + M981.9,275.595l180.283-19.977 M946.517,184.908l-115.248-13.2 M790.301,181.518l40.968-9.81 M905.011,127.44l71.048,71.31 + M905.011,127.44l-29.542-13.842 M976.059,198.75l15.946,30.295 M976.059,198.75L962.121,96.477 M981.9,275.595l10.105-46.55 + M992.005,229.045l66.979-106.16 M1177.514,399.608l51.139-46.076 M1228.652,353.532l168.156-68.003 M1208.664,270.058 + l-113.305-86.184 M1048.877,169.435l46.482,14.439 M1200.18,177.448l32.207,127.555 M1200.18,177.448l-23.723-34.945 + M1228.652,353.532l3.734-48.529 M1232.387,305.003l58.811-129.642 M1381.39,395.618l62.408-9.278 M1443.798,386.34l156.702,32.005 + M1334.456,231.678l109.346,61.639 M1287.462,223.89l46.994,7.788 M1466.074,319.319l-36.285-96.63 M1407.517,196.687l22.272,26.002 + M1468.036,351.884l-1.962-32.565 M1466.074,319.319l28.678-96.49 M1443.798,386.34l24.238-34.456 M1563.202,285.555l-95.166,66.329 + M1522.541,499.26l62.331,29.205 M1584.872,528.465l128.022,128.495 M1633.713,444.259l-61.535-98.334 M1538.964,320.011 + l33.214,25.914 M1641.311,475.986l11.454-100.008 M1645.168,344.251l7.597,31.727 M1627.567,507.342l13.743-31.356 + M1641.311,475.986l71.271-74.663 M1584.872,528.465l42.695-21.123 M1627.567,507.342l124.759-13.825 M1677.786,769.977 + l-67.907-11.254 M1677.786,769.977l158.011,89.071 M1730.587,702.304l-3.264-142.32 M1709.631,514.64l17.692,45.344 + M1718.056,742.639l79.646-104.71 M1810.232,597.594l-12.53,40.335 M1677.786,769.977l40.27-27.338 M1718.056,742.639 + l138.026-34.851 M1740.112,915.632l46.165,43.007 M1786.277,958.639l72.68,142.47 M1859.008,900.644l-19.984-123.922 + M1815.812,735.126l23.211,41.596 M1852.564,934.269l52.926-88.617 M1911.933,812.028l-6.442,33.624 M1828.328,956.106 + l24.236-21.837 M1852.564,934.269l93.32-37.739 M1828.328,956.106l-42.051,2.533 M1828.328,956.106l111.193,33.049 + M1747.088,1090.608l16.029,66.941 M1742.477,1337.757l20.641-180.208 M1859.405,1143.233l38.513-109.42 M1897.918,1033.813 + l-0.447-42.125 M1839.336,1168.954l85.331-53.397 M1944.736,1089.835l-20.069,25.721 M1806.252,1177.76l33.084-8.807 + M1839.336,1168.954l102.811,9.171 M1763.117,1157.549l43.135,20.211 M1806.252,1177.76l88.595,88.921 M1598.686,1320.664 + l33.541,60.109 M1632.227,1380.773l28.881,179.072 M1718.056,1379.86l109.236-91.287 M1851.712,1246.47l-24.42,42.103 + M1678.709,1395.212l131.523-3.017 M1849.58,1376.844l-39.348,15.352 M1678.709,1395.212l-46.482-14.439 M1678.709,1395.212 + l113.305,86.184 M1557.209,1520.316l-4.841,62.907 M1552.368,1583.223l-66.072,145.651 M1643.057,1603.927l84.426-92.89 + M1745.532,1466.957l-18.05,44.081 M1612.751,1619.855l102.282-13.874 M1745.338,1590.054l-30.305,15.927 M1612.751,1619.855 + l-32.185-5.334 M1612.751,1619.855l87.69,49.43 M1552.368,1583.223l28.198,31.298 M1580.566,1614.521l43.489,107.54 + M1424.757,1634.865l-42.343,54.271 M1382.414,1689.135l-153.762,96.22 M1453.64,1755.489l109.562-38.11 M1563.202,1717.378 + l32.655-26.615 M1421.018,1755.836l94.952,33.421 M1548.592,1788.91l-32.622,0.348 M1393.507,1735.458l27.511,20.378 + M1421.018,1755.836l56.933,86.097 M1382.414,1689.135l11.093,46.323 M1393.507,1735.458l-14.284,124.709 M1152.365,1662.277 + l-26.083,63.701 M1126.282,1725.978l-121.999,134.229 M1180.509,1792.513L1319.987,1821 M1368.13,1813.843l-48.143,7.156 + M1143.973,1771.322l84.362,100.948 M1228.335,1872.27l36.536,21.192 M1143.973,1771.322l-17.69-45.344 M1143.973,1771.322 + l3.265,142.32 M970.41,1754.33l-52.202,35.438 M918.208,1789.767l-155.07,39.155 M958.565,1873.58l125.262,8.092 M1129.546,1868.298 + l-45.719,13.373 M927.217,1859.816l74.618,71.318 M1001.835,1931.134l31.348,13.763 M911.32,1831.328l15.897,28.488 + M927.217,1859.816l16.027,99.378 M918.208,1789.767l-6.888,41.561 M911.32,1831.328l-56.963,101.052 M729.439,1722.927 + l-29.302,37.555 M700.137,1760.482l-106.406,66.587 M820.077,1881.882l-98.107-61.897 M820.077,1881.882l41.168,8.937 + M701.359,1794.697l33.072,95.074 M755.042,1915.059l-20.611-25.288 M701.359,1794.697l-1.222-34.215 M701.359,1794.697 + l-31.817,98.191 M587.419,1756.336l-35.451,13.831 M551.968,1770.167l-91.017,2.088 M560.926,1825.371l74.589,31.605 + M668.32,1858.674l-32.805-1.698 M545.077,1810.606l28.79,56.435 M541.468,1791.751l3.609,18.854 M545.077,1810.606l-9.504,58.907 + M551.968,1770.167l-10.5,21.584 M541.468,1791.751l-48.051,46.492 M490.191,1716.646l-37.942-2.92 M452.249,1713.726l-82.909-37.61 + M482.525,1806.253l-42.966-44.405 M432.037,1746.643l5.686,51.311 M434.811,1729.907l-2.774,16.736 M432.037,1746.643 + l-25.351,44.972 M452.249,1713.726l-17.438,16.181 M434.811,1729.907l-56.938,24.002 M392.742,1609.526l-30.891,11.169 + M361.851,1620.695l-81.009-0.175 M353.015,1658.522l25.971,61.611 M350.982,1639.432l-14.356,57.916 M361.851,1620.695 + l-10.869,18.737 M350.982,1639.432l-48.614,40.627 M302.949,1576.262l-27.908-2.854 M275.041,1573.409l-58.469-28.312 + M262.84,1609.466l32.394,40.801 M257.986,1637.832l0.089-41.546 M261.565,1583.841l-3.49,12.444 M258.075,1596.286l-23.298,32.464 + M275.041,1573.409l-13.476,10.433 M261.565,1583.841l-43.751,13.999 M256.842,1517.758l-26.398-15.312 M230.444,1502.447 + l-46.817-56.021 M205.831,1531.917l14.719,42.312 M193.716,1555.864l11.62-36.372 M212.431,1508.626l-7.095,10.865 + M205.336,1519.492l-31.181,23.373 M230.444,1502.447l-18.013,6.18 M212.431,1508.626l-47.842-0.89 M228.131,1403.45l-30.426-2.341 + M197.705,1401.109l-66.488-30.161 M177.348,1428.122l-1.025,55.134 M182.16,1412.632l-30.587,40.213 M197.705,1401.109 + l-15.545,11.523 M182.16,1412.632l-52.858,15.707 M168.565,1341.408l-24.613-13.463 M143.952,1327.945l-42.895-48.788 + M119.876,1355.649l13.63,45.869 M105.986,1378.966l14.2-36.29 M127.635,1332.718l-7.449,9.958 M120.186,1342.676l-31.95,20.909 + M143.952,1327.945l-16.317,4.773 M127.635,1332.718l-44.705-2.889 M151.657,1270.332l-19.126-26.707 M110.736,1165.604 + l21.795,78.021 M95.864,1262.925l-1.811,45.9 M100.04,1250.693l-25.066,31.12 M111.435,1242.533l-11.395,8.16 M100.04,1250.693 + l-40.014,11.178 M132.531,1243.625l-21.096-1.092 M111.435,1242.533l-47.969-20.324 M148.31,1124.182l32.917,19.093 M89.93,1054.323 + l58.38,69.859 M112.398,1144.006l-26.173,57.695 M124.889,1129.429l-12.491,14.577 M112.398,1144.006l-51.981,29.298 + M148.31,1124.182l-23.421,5.247 M124.889,1129.429l-66.309-8.58 M151.638,1042.512l-21.374-31.484 M107.976,922.757l22.288,88.271 + M84.729,1031.109l-7.929,61.279 M91.927,1015.748l-36.572,36.437 M106.74,1007.482l-14.813,8.266 M91.927,1015.748l-50.967,8.22 + M130.264,1011.028l-23.524-3.546 M106.74,1007.482l-54.265-29.551 M174.629,899.535l-27.993-17.188 M146.636,882.347 + l-50.371-63.444 M111.553,899.024l-31.977,58.719 M125.21,885.532l-54.231,24.886 M146.636,882.347l-21.426,3.185 M125.21,885.532 + l-62.073-12.678 M144.651,808.593l-15.17-23.599 M129.481,784.994l-14.319-63.366 M93.683,797.936l-11.702,50.766 M101.017,785.993 + l-32.538,25.834 M112.923,780.962l-11.906,5.031 M101.017,785.993l-39.908,2.026 M129.481,784.994l-16.558-4.032 M112.923,780.962 + L74.7,755.484 M161.643,736.068l-4.487-30.185 M157.156,705.883l14.609-71.533 M118.769,705.015l-23.905,37.888 M128.175,696.88 + l-35.682,13.593 M141.094,695.653l-12.919,1.227 M128.175,696.88l-37.716-9.806 M157.156,705.883l-16.062-10.23 M111.96,657.693 + l29.134,37.96 M215.972,617.103l17.141,25.248 M215.972,617.103l-17.873-70.788 M182.16,618.03l-43.743,33.573 M197.272,612.134 + l-50.511,1.158 M197.272,612.134l18.7,4.969 M152.035,580.601l45.237,31.533 M244.48,557.097l-4.82-27.636 M239.66,529.461 + l11.399-63.956 M175.626,567.165l27.362-39.255 M213.325,520.064l-37.227,11.524 M225.755,519.679l-12.43,0.385 M213.325,520.064 + l-36.268-11.943 M239.66,529.461l-13.905-9.782 M225.755,519.679l-25.616-36.752 M289.508,499.563l8.955-31.604 M298.463,467.959 + l47.41-65.686 M260.512,451.324l-37.016,27.204 M272.679,446.963l-39.959-0.195 M286.163,450.784l-13.484-3.821 M238.991,422.648 + l33.688,24.315 M286.163,450.784l12.3,17.175 M286.163,450.784l-14.017-50.176 M407.282,443.463l-5.596-37.64 M401.686,405.823 + l18.218-89.199 M363.795,390.106l-61.427,15.51 M382.981,390.783l-19.186-0.677 M363.795,390.106l-55.315-22.373 M401.686,405.823 + l-18.705-15.04 M382.981,390.783l-34.636-57.191 M467.612,357.505l11.29-36.341 M534.018,248.702l-55.116,72.462 M381.957,330.092 + l52.854-32.008 M451.308,294.134l-51.29-5.875 M467.007,300.562l-15.699-6.428 M451.308,294.134l-38.204-34.723 M478.902,321.164 + l-11.895-20.602 M467.007,300.562l-10.73-60.851 M593.731,286.335l-4.015-32.602 M589.716,253.733l18.196-78.939 M554.804,236.702 + l-65.846,11.61 M573.867,238.968l-53.269-26.884 M589.716,253.733l-15.849-14.765 M573.867,238.968l-28.79-56.437 M646.142,206.196 + l8.992-26.574 M655.134,179.622l40.613-50.703 M622.695,159.704l-46.986,22.503 M596.121,148.659l40.484,9.332 M647.962,164.163 + l-11.357-6.172 M636.605,157.991l-26.466-29.938 M655.134,179.622l-7.172-15.459 M647.962,164.163l-3.913-45.77 M713.439,174.263 + l20.801-22.329 M799.275,118.757l-65.035,33.177 M710.985,121.38l-44.526,4.934 M723.21,123.662l-32.875-19.422 M732.224,132.998 + l-9.014-9.336 M707.361,88.062l15.849,35.6 M734.24,151.934l-2.016-18.936 M732.224,132.998l11.513-46.445 M831.269,171.708 + l9.054-29.143 M840.323,142.565l44.2-58.11 M818.516,116.708l-53.522-13.268 M832.548,124.846l-32.399-38.768 M840.323,142.565 + l-7.775-17.719 M832.548,124.846l-3.552-55.027 M905.011,127.44l18.602-20.999 M923.613,106.441l57.11-30.964 M901.961,76.803 + l-47.751,3.082 M914.54,79.993l-32.221-21.92 M922.591,89.471l-8.051-9.478 M914.54,79.993l-13.276-35.802 M923.613,106.441 + l-1.022-16.97 M935.354,46.529l-12.763,42.942 M978.068,126.773l30.292-12.704 M1008.36,114.069l80.917-3.888 M997.703,74.026 + l-44.347-11.979 M1008.699,80.82l-24.761-31.363 M1014.12,93.744l-5.421-12.924 M1008.699,80.82l-1.993-41.498 M1008.36,114.069 + l5.76-20.325 M1014.12,93.744l30.489-42.243 M1121.298,156.031l-25.938,27.843 M1121.298,156.031l81.099-41.372 M1109.962,116.608 + l-50.426-38.356 M1121.395,132.03l-11.433-15.422 M1109.962,116.608l-16.997-57.197 M1121.298,156.031l0.097-24.001 + M1121.395,132.03l23.119-62.738 M1200.18,177.448l35.451-13.831 M1235.631,163.617l91.018-2.088 M1226.186,114.755l-57.979-21.366 + M1212.174,81.427l27.387,43.763 M1244.322,141.472l-4.762-16.282 M1242.887,73.672l-3.326,51.518 M1235.631,163.617l8.691-22.145 + M1244.322,141.472l40.885-46.329 M1357.442,208.213l-22.986,23.465 M1357.442,208.213l73.062-34.992 M1348.99,170.298 + l-50.132-44.242 M1359.104,186.615l-12.193-58.409 M1357.442,208.213l1.661-21.598 M1359.104,186.615l26.174-57.696 + M1456.171,213.151l-26.382,9.538 M1521.135,213.291l-64.964-0.14 M1451.52,175.37l-46.89-22.705 M1461.531,185.178l-17.945-37.471 + M1463.787,197.905l-2.256-12.727 M1461.531,185.178l6.904-39.358 M1456.171,213.151l7.616-15.246 M1463.787,197.905l33.344-31.596 + M1496.714,255.394l30.427,2.341 M1527.141,257.735l66.488,30.161 M1536.529,220.504l-31.619-31.736 M1542.367,231.484 + l-5.312-37.812 M1542.367,231.484l-1.678,12.868 M1542.367,231.484l17.952-34.588 M1527.141,257.735l13.549-13.383 + M1540.689,244.352l43.489-19.956 M1572.178,345.925l28.43-11.092 M1600.607,334.833l72.989-1.674 M1607.227,301.662l-22.996-50.118 + M1609.613,317.706l10.109-49.502 M1600.607,334.833l9.006-17.127 M1609.613,317.706l40.808-37.086 M1652.765,375.978l28.017,1.45 + M1680.781,377.428l59.815,25.345 M1658.271,306.609l32.182,35.412 M1692.85,314.987l2.952,38.857 M1693.411,366.048l2.391-12.204 + M1695.802,353.844l19.714-32.701 M1693.411,366.048l-12.63,11.38 M1693.411,366.048l41.531-16.795 M1698.837,432.679l28.819,15.764 + M1727.656,448.443l53.488,60.838 M1752.318,415.144l-18.284-42.14 M1762.944,389.064l-9.081,38.913 M1747.137,440.273l6.727-12.296 + M1753.863,427.977l31.201-27.432 M1727.656,448.443l19.48-8.17 M1747.137,440.273l52.037-2.5 M1727.323,559.984l37.941,2.92 + M1765.265,562.904l82.909,37.61 M1789.02,529.461l-1.453-63.339 M1784.09,548.014l4.93-18.553 M1789.02,529.461l34.12-48.951 + M1765.265,562.904l18.825-14.89 M1784.09,548.014l63.465-21.04 M1797.702,637.929l32.917,19.093 M1830.619,657.022l58.38,69.859 + M1843.487,560.522l19.443,58.65 M1863.112,636.135l17.14-48.697 M1853.351,650.01l9.762-13.875 M1863.112,636.135l42.353-29.52 + M1853.351,650.01l-22.731,7.012 M1853.351,650.01l61.714,3.08 M1839.023,776.722l32.678,3.341 M1871.701,780.063l72.91,35.306 + M1896.074,749.816l3.333-66.779 M1889.623,767.897l38.062-45.951 M1871.701,780.063l17.922-12.166 M1951.05,752.387l-61.427,15.51 + M1929.396,860.332l-23.906-14.68 M1929.396,860.332l40.395,50.878 M1956.034,833.139l-11.483-50.816 M1954.609,847.081 + l18.105-37.392 M1946.064,856.78l8.545-9.699 M1954.609,847.081l35.076-19.141 M1946.064,856.78l-16.668,3.552 M1991.557,863.15 + l-45.492-6.37 M1921.648,918.367l17.14,25.249 M1938.788,943.616l17.874,70.787 M1978.848,883.235l-5.098,44.508 M1968.805,939.153 + l26.251-27.729 M1957.698,945.864l11.106-6.711 M2007.04,931.623l-38.235,7.53 M1938.788,943.616l18.91,2.248 M1957.698,945.864 + l42.719,21.559 M1897.918,1033.813l26.398,15.312 M1924.316,1049.125l46.816,56.021 M1954.378,1033.618l24.844-49.228 + M1943.321,1045.486l45.006-22.959 M1924.316,1049.125l19.005-3.639 M1997.759,1054.269l-54.438-8.783 M1924.667,1115.556 + l16.334,22.808 M1941.001,1138.364l17.479,62.568 M1974.713,1123.85l7.622-47.24 M1968.805,1135.404l28.54-26.535 + M1957.773,1141.144l11.031-5.74 M1968.805,1135.404l37.858-4.976 M1957.773,1141.144l-16.772-2.78 M1957.773,1141.144 + l39.024,21.998 M1909.062,1186.929l5.644,32.359 M1914.706,1219.289l-14.215,79.752 M1956.116,1217.81l21.547-40.57 + M1947.046,1227.019l36.086-17.162 M1933.239,1229.427l13.807-2.408 M1947.046,1227.019l40.901,7.29 M1933.239,1229.427 + l-18.533-10.139 M1933.239,1229.427l34.399,39.125 M1827.292,1288.573l21.373,31.485 M1848.665,1320.058l22.288,88.271 + M1889.623,1317.778l48.614-40.626 M1889.623,1317.778l-17.58,7.715 M1889.623,1317.778l59.544-3.843 M1848.665,1320.058 + l23.378,5.435 M1872.043,1325.493l56.02,36.5 M1810.232,1392.196l5.596,37.641 M1815.828,1429.836l-18.218,89.199 M1865.567,1431.5 + l33.73-51.77 M1852.417,1442.217l48.76-16.961 M1835.484,1443.237l16.933-1.02 M1852.417,1442.217l49.486,14.708 M1815.828,1429.836 + l19.656,13.4 M1871.553,1493.406l-36.068-50.169 M1727.482,1511.038l17.763,27.633 M1745.245,1538.67l17.855,79.016 + M1838.377,1499.836l-54.287,39.03 M1765.931,1545.096l59.658,1.108 M1745.245,1538.67l20.686,6.426 M1765.931,1545.096 + l50.427,38.354 M1715.033,1605.981l3.428,27.844 M1718.461,1633.825l-14.592,63.305 M1756.33,1637.696l32.569-40.661 + M1785.064,1636.117l-40.524,9.158 M1731.63,1644.642l12.91,0.633 M1744.54,1645.275l36.835,15.49 M1718.461,1633.825l13.169,10.817 + M1755.014,1684.181l-23.384-39.539 M1668.256,1663.951l-9.054,29.144 M1659.202,1693.094l-44.199,58.109 M1693.411,1710.532 + l37.976-23.765 M1681.407,1713.78l38.046,3.235 M1669.235,1709.281l12.172,4.499 M1711.133,1738.979l-29.726-25.199 + M1669.235,1709.281l-10.033-16.187 M1669.235,1709.281l9.778,46.84 M1567.689,1747.563l-4.487-30.185 M1553.08,1819.095 + l14.609-71.532 M1598.556,1761.398l53.979-11.269 M1582.383,1760.153l46.012,20.872 M1582.383,1760.153l-14.693-12.59 + M1609.458,1808.191l-27.075-48.038 M1515.97,1789.257l-7.647,26.99 M1508.322,1816.248l-38.021,52.677 M1540.689,1833.556 + l41.685-23.495 M1527.972,1836.14l38.54,5.769 M1527.972,1836.14l-11.366-5.046 M1527.972,1836.14l27.494,26.496 M1508.322,1816.248 + l8.283,14.847 M1516.605,1831.094l7.134,44.227 M1450.438,1821.557l-21.78,24.588 M1428.657,1846.145l-71.215,38.611 + M1455.633,1877.599l45.153-8.449 M1442.778,1876.25l35.917,17.513 M1442.778,1876.25l-10.491-9.293 M1462.58,1912.773 + l-19.802-36.523 M1428.657,1846.145l3.63,20.812 M1432.287,1866.957l-9.143,51.288 M1308.697,1857.341l11.29-36.342 + M1308.697,1857.341l-55.116,72.462 M1336.016,1887.942l62.074,12.678 M1319.025,1879.007l16.99,8.935 M1376.146,1932.1 + l-40.131-44.158 M1308.697,1857.341l10.328,21.666 M1325.415,1945.563l-6.39-66.556 M1228.335,1872.27l-25.938,27.844 + M1202.396,1900.114l-81.099,41.371 M1232.107,1940.038l61.506-5.904 M1215.529,1936.439l43.662,27.547 M1204.174,1923.837 + l11.355,12.602 M1215.529,1936.439l19.354,47.86 M1204.174,1923.837l-1.777-23.724 M1204.174,1923.837l-16.734,59.479 + M1073.298,1912.786l10.529-31.114 M1073.298,1912.786l-50.644,63.227 M1097.364,1943.279l64.361,18.109 M1081.172,1932.966 + l36.329,47.334 M1073.298,1912.786l7.874,20.181 M1082.624,1996.304l-1.452-63.338 M1001.835,1931.134l-19.631,20.04 + M982.204,1951.174l-58.591,28.061 M1002.787,1983.195l52.097,0.112 M989.512,1978.702l32.426,25.975 M981.958,1968.214 + l7.554,10.487 M989.512,1978.702l10.855,38.457 M982.204,1951.174l-0.246,17.04 M981.958,1968.214l-16.334,42.935 M927.347,1930.705 + l-28.429,11.093 M898.918,1941.797l-72.99,1.674 M948.871,1994.289l-42.258-14.873 M896.589,1972.055l21.192,31.763 + M892.518,1959.733l4.071,12.322 M895.422,2011.007l1.167-38.952 M898.918,1941.797l-6.4,17.936 M892.518,1959.733l-30.524,36.851 + M820.077,1881.882l-20.802,22.329 M799.275,1904.211l-65.035,33.177 M807.703,1936.969l42.466,35.176 M810.962,1972.535 + l-12.369-48.986 M798.593,1923.548l0.682-19.337 M798.593,1923.548l-20.676,51.119 M734.431,1889.771l-25.871,10.849 + M643.671,1903.738l64.889-3.118 M715.209,1936.716l44.359,17.941 M705.259,1928.385l19.519,33.729 M705.259,1928.385l-3.141-12.033 + M705.259,1928.385l-3.573,38.016 M708.56,1900.62l-6.442,15.732 M702.118,1916.352l-30.131,33.152 M635.515,1856.976 + l-14.007,15.812 M621.508,1872.789l-45.799,24.831 M627.743,1897.677l34.758,30.034 M620.783,1886.786l8.702,39 M621.508,1872.789 + l-0.725,13.997 M620.783,1886.786l-16.209,38.253"/> +<path fill="none" stroke="#000000" stroke-miterlimit="10" d="M589.716,1881.807l-15.849-14.767 M531.964,1850.658l3.609,18.855 + M503.917,1816.661l-10.5,21.583 M503.917,1816.661l-21.392-10.407 M445.245,1813.159l-7.522-15.205 M409.46,1774.88l-2.774,16.734 + M377.873,1753.909l17.439-16.181 M378.986,1720.133l16.326,17.595 M338.658,1716.438l-2.032-19.09 M313.236,1661.321 + l-10.868,18.738 M295.234,1650.267l18.002,11.054 M262.751,1651.012l-4.765-13.181 M234.777,1628.75l3.49-12.444 M231.29,1587.408 + l-13.476,10.433 M231.29,1587.408l-10.74-13.178 M194.211,1568.291l-0.495-12.427 M181.25,1532l-7.095,10.865 M164.589,1507.737 + l18.013-6.179 M176.323,1483.255l6.279,18.303 M146.761,1468.335l4.812-15.49 M144.847,1416.816l-15.545,11.523 M144.847,1416.816 + l-11.341-15.298 M105.675,1391.939l0.311-12.973 M95.685,1353.626l-7.449,9.959 M99.247,1325.058l-16.317,4.771 M99.247,1325.058 + l-5.194-16.232 M70.798,1294.045l4.176-12.232 M71.421,1253.711l-11.395,8.159 M84.563,1223.3l-21.097-1.092 M84.563,1223.3 + l1.662-21.599 M72.908,1158.727l-12.491,14.577 M82.001,1115.602l-23.421,5.247 M76.8,1092.388l5.201,23.214 M48.158,1067.547 + l7.197-15.362 M55.774,1015.702l-14.814,8.266 M52.475,977.931l23.524,3.546 M75.999,981.477l3.577-23.734 M57.321,923.909 + l13.658-13.491 M84.563,869.669l-21.426,3.185 M84.563,869.669l-2.582-20.967 M61.146,823.77l7.333-11.943 M73.015,782.989 + l-11.906,5.03 M74.7,755.484l16.558,4.032 M91.258,759.516l3.606-16.613 M83.086,718.607l9.407-8.134 M103.378,685.847 + l-12.919,1.227 M128.022,667.924l-16.062-10.231 M128.022,667.924l10.395-16.321 M131.65,619.188l15.111-5.896 M170.736,585.57 + l-18.701-4.969 M170.736,585.57l4.89-18.405 M176.098,531.588l-10.336,7.846 M189.487,507.737l-12.43,0.384 M214.044,492.708 + l-13.905-9.781 M214.044,492.708l9.452-14.18 M220.553,451.13l12.167-4.362 M252.476,426.469l-13.485-3.821 M284.446,417.783 + l-12.3-17.175 M284.446,417.783l17.922-12.167 M327.665,368.41l-19.185-0.677 M367.05,348.631l-18.705-15.04 M367.05,348.631 + l14.907-18.539 M383.521,292.21l16.497-3.951 M413.104,259.411l15.699,6.428 M468.172,260.313l-11.895-20.602 M468.172,260.313 + l20.786-12.001 M501.535,209.817l19.063,2.267 M560.926,197.297l-15.849-14.765 M560.926,197.297l14.783-15.09 M582.211,150.372 + l13.91-1.713 M621.496,134.225l-11.357-6.172 M651.221,133.853l-7.172-15.46 M666.459,126.314l-15.238,7.539 M678.11,101.958 + l12.225,2.282 M716.375,97.397l-9.014-9.335 M745.753,105.489l-2.016-18.936 M745.753,105.489l19.241-2.049 M786.118,77.939 + l14.031,8.139 M828.996,69.819l7.775,17.718 M836.771,87.537l17.439-7.652 M869.741,54.884l12.578,3.188 M909.315,53.669 + l-8.051-9.478 M936.376,63.498l-1.022-16.969 M936.376,63.498l16.98-1.451 M972.942,42.664l10.996,6.793 M1012.126,52.246 + l-5.42-12.924 M1038.85,71.826l5.76-20.325 M1038.85,71.826l20.687,6.426 M1104.398,74.833l-11.434-15.422 M1144.418,93.294 + l0.096-24.002 M1144.418,93.294l23.789,0.095 M1212.174,81.427l-13.375-10.436 M1247.65,89.954l-4.764-16.282 M1276.516,117.288 + l8.691-22.145 M1276.516,117.288l22.343,8.768 M1336.796,111.888l10.114,16.318 M1383.615,150.516l1.662-21.597 M1404.63,152.665 + l-21.015-2.149 M1433.574,137.9l10.012,9.807 M1470.691,158.547l-2.256-12.727 M1489.516,181.555l7.615-15.246 M1489.516,181.555 + l15.395,7.213 M1537.055,193.672l-5.838-10.981 M1558.641,209.764l1.679-12.868 M1570.631,237.779l13.548-13.383 M1570.631,237.779 + l13.6,13.765 M1619.723,268.204l-2.385-16.044 M1641.415,297.747l9.006-17.127 M1658.271,306.609l-16.856-8.862 M1687.501,303.164 + l5.349,11.823 M1713.125,333.348l2.391-12.205 M1734.942,349.253l-12.63,11.38 M1722.312,360.633l11.722,12.371 M1761.4,376.231 + l1.544,12.833 M1778.339,412.841l6.726-12.296 M1779.693,445.942l19.48-8.169 M1787.566,466.122l-7.873-20.18 M1818.211,499.064 + l4.929-18.554 M1828.73,541.863l18.824-14.889 M1843.487,560.522l-14.757-18.659 M1880.072,570.476l0.18,16.962 M1895.705,620.491 + l9.76-13.875 M1892.332,660.102l22.732-7.012 M1892.332,660.102l7.075,22.935 M1934.138,703.865l-6.452,18.081 M1933.128,764.553 + l17.922-12.166 M1944.551,782.323l-11.423-17.77 M1974.141,795.746l-1.426,13.943 M1981.141,837.639l8.545-9.699 M1974.889,866.702 + l16.668-3.552 M1974.889,866.702l3.959,16.533 M2000.001,900.014l-4.945,11.41 M2007.04,931.623l-11.107,6.711 M1981.506,965.175 + l18.911,2.248 M1981.506,965.175l-2.284,19.215 M1999.383,1010.658l-11.056,11.869 M1978.755,1057.906l19.004-3.637 + M1978.755,1057.906l3.58,18.704 M1997.345,1108.869l5.908-11.554 M1995.631,1136.167l11.032-5.739 M1996.798,1163.142 + l-16.771-2.779 M1980.027,1160.363l-2.364,16.877 M1992.202,1200.648l-9.07,9.209 M1974.141,1236.717l13.807-2.408 + M1967.639,1268.552l-18.533-10.139 M1949.105,1258.414l-10.868,18.738 M1931.588,1321.65l17.579-7.715 M1928.062,1361.993 + l-23.377-5.435 M1904.686,1356.558l-5.388,23.172 M1914.326,1414.539l-13.149,10.718 M1884.97,1457.945l16.934-1.02 + M1851.898,1480.005l19.654,13.4 M1851.898,1480.005l-13.521,19.831 M1843.748,1539.976l-18.159,6.229 M1795.67,1577.025 + l20.688,6.426 M1795.67,1577.025l-6.771,20.01 M1796.854,1628.539l-11.789,7.578 M1768.465,1660.131l12.91,0.634 M1741.845,1673.364 + l13.169,10.817 M1741.845,1673.364l-10.458,13.403 M1719.453,1717.015l12.004-3.248 M1698.961,1734.479l12.172,4.5 + M1668.98,1739.935l10.033,16.186 M1668.98,1739.935l-16.446,10.194 M1628.395,1781.025l16.173,1.245 M1594.765,1795.6 + l14.693,12.591 M1594.765,1795.6l-12.391,14.461 M1579.229,1839.325l-12.717,2.584 M1544.1,1857.59l11.366,5.046 M1515.455,1860.475 + l8.284,14.846 M1515.455,1860.475l-14.669,8.675 M1491.55,1895.112l-12.854-1.35 M1452.089,1903.48l10.491,9.293 M1419.516,1897.434 + l3.629,20.811 M1419.516,1897.434l-21.426,3.186 M1359.155,1923.166l16.991,8.935 M1315.088,1923.897l10.327,21.666 + M1315.088,1923.897l-21.475,10.236 M1275.768,1967.585l-16.576-3.6 M1223.528,1971.696l11.355,12.604 M1185.661,1959.594 + l1.778,23.723 M1185.661,1959.594l-23.936,1.794 M1133.693,1990.613l-16.192-10.312 M1074.751,1976.125l7.873,20.18 + M1074.751,1976.125l-19.867,7.183 M1035.214,2009.167l-13.276-4.491 M992.813,2006.67l7.554,10.488 M965.87,1994.108l-0.246,17.041 + M948.871,1994.289l16.999-0.181 M927.805,2011.178l-10.024-7.36 M891.351,1998.685l4.071,12.322 M868.393,1978.648l-6.399,17.936 + M868.393,1978.648l-18.224-6.503 M820.073,1985.955l-9.111-13.42 M778.6,1955.33l-0.683,19.338 M778.6,1955.33l-19.032-0.672 + M734.727,1970.445l-9.949-8.331 M698.545,1954.368l3.141,12.033 M671.987,1949.504l6.442-15.732 M589.716,1881.807l-14.007,15.812 + M678.429,1933.772l-15.928-6.061 M636.445,1936.677l-6.96-10.892 M605.299,1911.042l-0.725,13.996 M573.867,1867.041l-38.294,2.473 + M575.709,1897.62l29.59,13.423 M531.964,1850.658l-38.547-12.414 M482.525,1806.253l-37.28,6.905 M406.686,1791.615l31.037,6.339 + M409.46,1774.88l-31.587-20.972 M378.986,1720.133l-40.328-3.695 M336.626,1697.348l-34.258-17.289 M295.234,1650.267 + l-32.483,0.745 M234.777,1628.75l23.209,9.082 M238.267,1616.305l-20.453-18.465 M220.55,1574.23l-26.339-5.939 M193.716,1555.864 + l-19.561-12.999 M181.25,1532l-16.661-24.263 M176.323,1483.255l-29.562-14.92 M151.573,1452.845l-22.271-24.506 M133.506,1401.518 + l-27.831-9.579 M105.986,1378.966l-17.75-15.381 M82.93,1329.83l12.755,23.797 M94.053,1308.826l-23.255-14.78 M60.026,1261.871 + l14.948,19.942 M71.421,1253.711l-7.955-31.503 M86.225,1201.702l-25.808-28.397 M72.908,1158.727l-14.328-37.878 M48.158,1067.547 + l28.642,24.841 M40.96,1023.968l14.395,28.217 M55.774,1015.702l-3.299-37.771 M79.576,957.743l-22.255-33.834 M63.137,872.854 + l7.842,37.564 M81.981,848.702L61.146,823.77 M68.479,811.827l-7.37-23.808 M74.7,755.484l-1.685,27.505 M94.864,742.903 + l-11.778-24.296 M90.459,687.074l2.034,23.399 M103.378,685.847l8.582-28.154 M138.417,651.603l-6.767-32.415 M146.761,613.292 + l5.274-32.691 M175.626,567.165l-9.864-27.731 M177.057,508.121l-0.959,23.467 M189.487,507.737l10.652-24.81 M223.496,478.528 + l-2.943-27.398 M238.991,422.648l-6.271,24.12 M252.476,426.469l19.67-25.861 M302.368,405.616l6.112-37.883 M327.665,368.41 + l20.68-34.819 M381.957,330.092l1.564-37.882 M400.018,288.259l13.086-28.848 M428.803,265.839l27.474-26.128 M488.958,248.312 + l12.577-38.495 M520.598,212.084l24.479-29.552 M575.709,182.207l6.502-31.835 M596.121,148.659l14.018-20.605 M621.496,134.225 + l22.553-15.832 M666.459,126.314l11.651-24.356 M690.335,104.24l17.026-16.178 M716.375,97.397l27.362-10.844 M764.994,103.44 + l21.124-25.501 M800.149,86.078l28.847-16.259 M854.21,79.885l15.531-25.001 M901.264,44.191l-18.945,13.882 M909.315,53.669 + l26.039-7.14 M953.356,62.047l19.586-19.383 M983.938,49.457l22.768-10.135 M1012.126,52.246l32.483-0.745 M1059.536,78.252 + l33.429-18.841 M1104.398,74.833l40.115-5.541 M1168.207,93.389l30.592-22.397 M1212.174,81.427l30.713-7.755 M1247.65,89.954 + l37.557,5.189 M1336.796,111.888l-37.938,14.168 M1346.91,128.206l38.367,0.713 M1404.63,152.665l28.944-14.765 M1443.586,147.707 + l24.85-1.887 M1497.131,166.309l-26.439-7.762 M1504.91,188.768l26.307-6.077 M1537.055,193.672l23.265,3.224 M1558.641,209.764 + l25.538,14.632 M1584.23,251.544l33.107,0.616 M1650.421,280.62l-30.698-12.416 M1658.271,306.609l29.229-3.445 M1692.85,314.987 + l22.666,6.156 M1713.125,333.348l21.817,15.905 M1734.034,373.004l27.366,3.227 M1762.944,389.064l22.12,11.481 M1778.339,412.841 + l20.835,24.932 M1823.14,480.51l-35.573-14.388 M1818.211,499.064l29.344,27.91 M1843.487,560.522l36.585,9.954 M1880.252,587.438 + l25.213,19.178 M1915.064,653.09l-19.359-32.6 M1934.138,703.865l-34.73-20.828 M1951.05,752.387l-23.364-30.441 M1944.551,782.323 + l29.59,13.423 M1972.715,809.689l16.971,18.251 M1991.557,863.15l-10.416-25.511 M1978.848,883.235l21.153,16.779 M1995.056,911.424 + l11.984,20.199 M1995.933,938.334l4.484,29.089 M1999.383,1010.658l-20.161-26.268 M1997.759,1054.269l-9.432-31.742 + M1982.335,1076.61l20.918,20.705 M1997.345,1108.869l9.318,21.56 M1995.631,1136.167l1.167,26.975 M1992.202,1200.648 + l-14.539-23.408 M1983.132,1209.857l4.815,24.452 M1974.141,1236.717l-6.502,31.835 M1938.237,1277.152l10.93,36.783 + M1928.062,1361.993l3.525-40.343 M1899.298,1379.73l15.028,34.809 M1901.177,1425.256l0.727,31.669 M1884.97,1457.945 + l-13.417,35.461 M1838.377,1499.836l5.371,40.14 M1825.589,1546.205l-9.231,37.246 M1788.899,1597.035l7.954,31.504 + M1785.064,1636.117l-3.689,24.648 M1768.465,1660.131l-13.451,24.05 M1731.387,1686.767l0.07,27 M1711.133,1738.979l8.32-21.964 + M1698.961,1734.479l-19.947,21.642 M1652.534,1750.129l-7.967,32.141 M1628.395,1781.025l-18.937,27.166 M1582.374,1810.061 + l-3.146,29.264 M1566.512,1841.909l-11.046,20.728 M1544.1,1857.59l-20.36,17.73 M1491.55,1895.112l9.236-25.962 M1478.695,1893.762 + l-16.115,19.011 M1452.089,1903.48l-28.944,14.765 M1398.09,1900.62l-21.943,31.48 M1359.155,1923.166l-33.74,22.397 + M1275.768,1967.585l17.846-33.452 M1234.884,1984.299l24.308-20.313 M1223.528,1971.696l-36.089,11.621 M1161.726,1961.388 + l-28.032,29.225 M1117.501,1980.3l-34.877,16.004 M1054.884,1983.307l-19.67,25.86 M1021.938,2004.676l-21.571,12.482 + M992.813,2006.67l-27.189,4.479 M948.871,1994.289l-21.066,16.89 M917.781,2003.818l-22.359,7.189 M891.351,1998.685l-29.357-2.102 + M850.169,1972.145l-30.096,13.81 M810.962,1972.535l-33.045,2.133 M734.727,1970.445l24.841-15.787 M724.778,1962.114 + l-23.092,4.287 M671.987,1949.504l26.558,4.863 M662.501,1927.711l-26.056,8.966 M629.485,1925.786l-24.911-0.747"/> +</svg> diff --git a/assets/Tessellations/oval_tessellation_cp.svg b/assets/Tessellations/oval_tessellation_cp.svg new file mode 100644 index 0000000..0675b5a --- /dev/null +++ b/assets/Tessellations/oval_tessellation_cp.svg @@ -0,0 +1,84 @@ +<?xml version="1.0" encoding="utf-8"?> +<!-- Generator: Adobe Illustrator 16.0.3, SVG Export Plug-In . SVG Version: 6.00 Build 0) --> +<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd"> +<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" + width="1152px" height="1230px" viewBox="0 0 1152 1230" enable-background="new 0 0 1152 1230" xml:space="preserve"> +<path fill="none" stroke="#0000FF" stroke-width="4" stroke-linecap="square" stroke-miterlimit="10" d="M774.379,503.641h131.363 + M697.028,609.665l77.351-106.024 M692.359,653.676l4.669-44.011 M675.023,697.018l17.336-43.342 M641.016,734.359l34.008-37.342 + M592.337,753.031l48.679-18.672 M539.658,746.362l52.679,6.669 M497.648,717.023l42.01,29.339 M472.309,675.682l25.34,41.342 + M462.307,631.671l10.002,44.011 M462.307,587.66v44.011 M472.309,543.65l-10.002,44.01 M497.648,502.307l-25.34,41.344 + M539.658,472.968l-42.01,29.339 M592.337,466.298l-52.679,6.67 M641.016,484.97l-48.679-18.672 M675.023,522.312l-34.008-37.343 + M692.359,565.655l-17.336-43.343 M697.028,609.665l-4.669-44.01 M745.039,445.628L872.4,414.287 M692.359,565.655l52.68-120.027 + M694.361,392.282l110.69-69.35 M675.023,522.312l19.338-130.03 M612.341,357.607l73.351-108.691 M641.016,484.97l-28.675-127.363 + M510.318,364.275l16.004-130.696 M592.337,466.298l-82.019-102.023 M418.964,421.622l-46.678-122.029 M539.658,472.968 + l-120.694-51.346 M366.952,512.977l-95.355-90.021 M497.648,502.307l-130.696,10.67 M356.95,606.331l-121.362-49.345 + M472.309,543.65L356.95,606.331 M372.286,683.682l-130.029-15.336 M462.307,587.66l-90.021,96.021 M396.292,745.03l-130.03,15.337 + M462.307,631.671L396.292,745.03 M434.301,801.042l-121.361,50.012 M472.309,675.682l-38.008,125.36 M500.983,848.386 + l-95.355,90.021 M497.648,717.023l3.335,131.362 M595.671,865.057l-46.677,122.695 M539.658,746.362l56.013,118.694 + M696.361,832.383l16.67,130.03 M592.337,753.031l104.024,79.352 M770.378,754.365l74.017,108.023 M641.016,734.359l129.362,20.006 + M800.385,658.343l110.692,69.349 M675.023,697.018l125.361-38.675 M795.05,571.656l127.363,32.008 M692.359,653.676l102.69-82.02 + M774.379,503.641l-24.672-14.003 M745.039,445.628l-33.341-9.336 M694.361,392.282l-48.012,2 M612.341,357.607l-53.345,25.339 + M510.318,364.275l-38.676,51.346 M418.964,421.622l-10.002,62.015 M366.952,512.977l15.337,52.012 M356.95,606.331l25.339,32.675 + M372.286,683.682l24.006,18.004 M396.292,745.03l28.006,12.002 M434.301,801.042l41.342,6.001 M500.983,848.386l52.678-12.668 + M595.671,865.057l48.679-39.343 M696.361,832.383l25.339-59.348 M770.378,754.365l-4.668-59.348 M800.385,658.343l-22.672-42.676 + M795.05,571.656l-25.339-24.006 M881.07,489.638l-8.67-75.351 M838.393,404.952l-33.341-82.02 M757.041,324.266l-71.35-75.35 + M633.013,274.922l-106.69-41.343 M487.646,284.923l-115.36,14.67 M362.284,361.608l-90.688,61.348 M286.933,474.968l-51.345,82.019 + M260.928,589.66l-18.671,78.686 M266.262,686.35v74.018 M293.602,772.369l19.337,78.685 M354.282,856.388l51.346,82.02 + M458.306,925.738l90.688,62.014 M597.672,948.41l115.359,14.003 M737.704,903.066l106.69-40.678 M839.727,803.709l71.351-76.018 + M888.405,685.016l34.008-81.352 M983.76,398.283h130.697 M905.742,503.641l78.018-105.357 M897.074,578.992l8.668-75.352 + M924.413,294.26l127.362-32.008 M872.4,414.287l52.013-120.027 M823.057,192.903l110.692-70.685 M805.052,322.932l18.005-130.029 + M655.686,121.553l73.35-108.691 M685.691,248.916l-30.006-127.363 M443.636,132.222L459.64,1.525 M526.322,233.579l-82.687-101.357 + M251.592,248.249l-46.677-122.694 M372.286,299.593l-120.694-51.344 M140.9,432.957L45.545,342.27 M271.597,422.956L140.9,432.957 + M120.229,618.334L-1.133,567.656 M235.588,556.986l-115.359,61.348 M151.569,763.034L20.872,747.697 M242.257,668.346 + l-90.688,94.688 M200.914,873.727L70.217,889.062 M266.262,760.367l-65.348,113.359 M276.264,977.082l-120.694,50.012 + M312.939,851.054l-36.675,126.028 M410.295,1069.104l-95.355,90.688 M405.628,938.407l4.667,130.696 M605.673,1105.777 + l-46.677,122.697 M548.994,987.752l56.679,118.025 M817.722,1041.098l16.005,130.696 M713.031,962.413l104.69,78.685 + M973.758,883.061l73.35,108.691 M844.395,862.389l129.363,20.672 M1036.439,690.352l110.691,70.016 M911.077,727.691l125.362-37.34 + M1025.77,522.979l127.363,32.008 M922.413,603.664l103.356-80.686 M983.76,398.283l-50.678-28.673 M924.413,294.26l-68.015-19.338 + M823.057,192.903l-96.021,4.001 M655.686,121.553l-105.358,51.345 M443.636,132.222l-76.684,102.024 M251.592,248.249 + l-20.004,122.695 M140.9,432.957l30.674,103.357 M120.229,618.334l50.011,66.016 M151.569,763.034l49.345,36.675 M200.914,873.727 + l56.013,24.672 M276.264,977.082l82.686,10.67 M410.295,1069.104l104.691-25.338 M605.673,1105.777l96.689-78.684 M817.722,1041.098 + l49.345-117.36 M973.758,883.061l-8.002-117.359 M1036.439,690.352l-44.011-85.354 M1025.77,522.979l-50.679-49.346"/> +<path fill="none" stroke="#FF0000" stroke-width="4" stroke-linecap="square" stroke-miterlimit="10" d="M749.707,489.638H881.07 + M697.028,609.665l52.679-120.027 M711.698,436.292l126.694-31.34 M692.359,565.655l19.339-129.363 M646.35,394.282l110.691-70.016 + M675.023,522.312l-28.674-128.03 M558.996,382.946l74.017-108.024 M641.016,484.97l-82.02-102.023 M471.643,415.621l16.004-130.698 + M592.337,466.298l-120.694-50.677 M408.962,483.637l-46.678-122.029 M539.658,472.968l-130.696,10.669 M382.289,564.988 + l-95.356-90.021 M497.648,502.307l-115.359,62.682 M382.289,639.006L260.928,589.66 M472.309,543.65l-90.02,95.355 M396.292,701.686 + l-130.03-15.336 M462.307,587.66l-66.015,114.025 M424.298,757.032l-130.696,15.337 M462.307,631.671l-38.009,125.361 + M475.643,807.043l-121.36,49.345 M472.309,675.682l3.334,131.361 M553.661,835.718l-95.355,90.021 M497.648,717.023l56.013,118.694 + M644.35,825.714L597.672,948.41 M539.658,746.362l104.691,79.352 M721.7,773.035l16.004,130.031 M592.337,753.031L721.7,773.035 + M765.71,695.018l74.017,108.691 M641.016,734.359l124.694-39.342 M777.713,615.667l110.692,69.349 M675.023,697.018l102.689-81.351 + M769.711,547.65l127.363,31.342 M692.359,653.676l77.352-106.025 M749.707,489.638l-4.668-44.01 M711.698,436.292l-17.337-44.01 + M646.35,394.282l-34.009-36.675 M558.996,382.946l-48.678-18.671 M471.643,415.621l-52.679,6.001 M408.962,483.637l-42.01,29.34 + M382.289,564.988l-25.339,41.343 M382.289,639.006l-10.003,44.676 M396.292,701.686v43.345 M424.298,757.032l10.003,44.01 + M475.643,807.043l25.341,41.343 M553.661,835.718l42.01,29.339 M644.35,825.714l52.012,6.669 M721.7,773.035l48.678-18.67 + M765.71,695.018l34.675-36.675 M777.713,615.667l17.337-44.011 M905.742,503.641l-24.672-14.003 M769.711,547.65l4.668-44.01 + M872.4,414.287l-34.008-9.335 M805.052,322.932l-48.011,1.334 M685.691,248.916l-52.679,26.006 M526.322,233.579l-38.676,51.344 + M372.286,299.593l-10.002,62.015 M271.597,422.956l15.336,52.012 M235.588,556.986l25.34,32.674 M242.257,668.346l24.005,18.004 + M266.262,760.367l27.34,12.002 M312.939,851.054l41.343,5.334 M405.628,938.407l52.678-12.669 M548.994,987.752l48.678-39.342 + M713.031,962.413l24.673-59.347 M844.395,862.389l-4.668-58.68 M911.077,727.691l-22.672-42.676 M922.413,603.664l-25.339-24.672 + M933.082,369.61h131.364 M881.07,489.638l52.012-120.028 M856.398,274.922l127.361-32.007 M838.393,404.952l18.006-130.03 + M727.035,196.904l110.691-70.018 M757.041,324.266l-30.006-127.362 M550.327,172.898l73.35-108.691 M633.013,274.922 + l-82.686-102.024 M366.952,234.246l16.004-130.031 M487.646,284.923l-120.694-50.677 M231.588,370.944L184.91,248.249 + M362.284,361.608l-130.696,9.336 M171.574,536.314l-95.355-90.02 M286.933,474.968l-115.359,61.347 M170.24,684.35L49.546,633.67 + M260.928,589.66L170.24,684.35 M200.914,799.709L70.217,784.372 M266.262,686.35l-65.348,113.359 M256.927,898.398l-130.03,15.336 + M293.602,772.369l-36.675,126.029 M358.95,987.752l-121.361,50.011 M354.282,856.388l4.668,131.364 M514.986,1043.766 + l-94.688,90.687 M458.306,925.738l56.681,118.027 M702.362,1027.094l-46.677,122.694 M597.672,948.41l104.69,78.684 + M867.066,923.737l16.004,130.03 M737.704,903.066l129.362,20.671 M965.756,765.701l73.35,108.691 M839.727,803.709l126.029-38.008 + M992.429,604.998l110.692,70.015 M888.405,685.016l104.023-80.018 M975.091,473.633l126.696,32.01 M897.074,578.992l78.017-105.359 + M933.082,369.61l-8.669-75.35 M856.398,274.922l-33.342-82.019 M727.035,196.904l-71.35-75.352 M550.327,172.898l-106.691-40.676 + M366.952,234.246l-115.36,14.003 M231.588,370.944L140.9,432.957 M171.574,536.314l-51.345,82.02 M170.24,684.35l-18.671,78.685 + M200.914,799.709v74.018 M256.927,898.398l19.337,78.684 M358.95,987.752l51.345,81.352 M514.986,1043.766l90.687,62.012 + M702.362,1027.094l115.359,14.004 M867.066,923.737l106.691-40.677 M965.756,765.701l70.684-75.35 M992.429,604.998l33.341-82.02 + M975.091,473.633l8.669-75.35"/> +<path fill="none" stroke="#000000" stroke-width="4" stroke-linecap="square" stroke-miterlimit="10" d="M1114.457,398.283 + l-50.011-28.673 M1051.775,262.252l12.671,107.358 M1051.775,262.252l-68.017-19.337 M933.749,122.219l50.011,120.696 + M933.749,122.219l-96.022,4.668 M837.727,126.887L729.035,12.861 M729.035,12.861L623.677,64.207 M623.677,64.207L459.64,1.525 + M459.64,1.525l-76.684,102.69 M382.956,104.215l-178.041,21.34 M204.915,125.555L184.91,248.249 M184.91,248.249L45.545,342.27 + M45.545,342.27l30.674,104.025 M76.219,446.295L-1.133,567.656 M-1.133,567.656l50.679,66.014 M49.546,633.67L20.872,747.697 + M20.872,747.697l49.345,36.675 M70.217,784.372v104.69 M126.897,913.734l-56.68-24.672 M126.897,913.734l28.673,113.358 + M155.57,1027.094l82.019,10.669 M314.939,1159.792l-77.351-122.029 M314.939,1159.792l105.358-25.34 M420.298,1134.452 + l138.698,94.021 M558.996,1228.475l96.688-78.687 M655.686,1149.788l178.041,22.006 M833.727,1171.794l49.345-118.026 + M883.07,1053.768l164.037-62.016 M1039.105,874.393l8.002,117.359 M1039.105,874.393l108.024-114.024 M1147.131,760.367 + l-44.01-85.354 M1103.121,675.013l50.012-120.026 M1153.133,554.986l-51.346-49.344 M1101.787,505.643l12.67-107.359"/> +</svg> diff --git a/index.html b/index.html index 95e0b9c..ae3924d 100644 --- a/index.html +++ b/index.html @@ -415,7 +415,6 @@ <li><a href="#" class="demo" data-url="Origami/randlettflappingbird.svg">Randlett Flapping Bird</a></li> <li><a href="#" class="demo" data-url="Origami/singlesquaretwist.svg">Square Twist (single)</a></li> <li><a href="#" class="demo" data-url="Origami/squaretwistManyAngles.svg">Square Twist (many angles)</a></li> - <li><a href="#" class="demo" data-url="Origami/hypar.svg">Hypar (not fully working yet)</a></li> </ul> </li> <li class="dropdown-submenu"> @@ -425,10 +424,22 @@ <li><a href="#" class="demo" data-url="Tessellations/waterbomb.svg">Waterbomb (six-crease base)</a></li> <li><a href="#" class="demo" data-url="Tessellations/waterbombTwist.svg">Waterbomb (eight-crease base)</a></li> <li><a href="#" class="demo" data-url="Tessellations/reschtritessellation.svg">Resch Triangle Tessellation</a></li> + <li><a href="#" class="demo" data-url="Tessellations/oval_tessellation_cp.svg">Lang Oval Tessellation</a></li> + </ul> + </li> + <li class="dropdown-submenu"> + <a tabindex="-1">Curved Creases<span class="pull-right fui-arrow-right"></span></a> + <ul class="dropdown-menu"> + <li><a href="#" class="demo" data-url="Curved/creaseMesh.txt">Curved Crease 1</a></li> + </ul> + </li> + <li class="dropdown-submenu"> + <a tabindex="-1">Problematic Patterns<span class="pull-right fui-arrow-right"></span></a> + <ul class="dropdown-menu"> + <li><a href="#" class="demo" data-url="Origami/hypar.svg">Hypar</a></li> + <li><a href="#" class="demo" data-url="Tessellations/hyperbolic_limit_cp.svg">Lang Hyperbolic Limit</a></li> </ul> </li> - <li class="divider"></li> - <li><a href="#" class="demo" data-url="Curved/creaseMesh.txt">Curved Crease 1</a></li> </ul> </li> <li class="divider"></li> diff --git a/js/model.js b/js/model.js index 20c142c..892390d 100644 --- a/js/model.js +++ b/js/model.js @@ -188,8 +188,16 @@ function initModel(globals){ } function buildModel(_faces, _vertices, _allEdges, allCreaseParams){ - if (_vertices.length == 0 || _faces.length == 0 || _allEdges.length == 0) { - console.warn("bad geometry"); + if (_vertices.length == 0) { + console.warn("no vertices"); + return; + } + if (_faces.length == 0) { + console.warn("no faces"); + return; + } + if (_allEdges.length == 0) { + console.warn("no edges"); return; } -- GitLab