1<?xml version="1.0" standalone="no"?> 2 3<svg 4 version="1.1" 5 baseProfile="full" 6 xmlns="http://www.w3.org/2000/svg" 7 xmlns:xlink="http://www.w3.org/1999/xlink" 8 xmlns:ev="http://www.w3.org/2001/xml-events" 9 x="0px" 10 y="0px" 11 width="312px" 12 height="279px" 13 viewBox="0 0 312 279" 14 > 15<title></title> 16<desc>Creator: FreeHEP Graphics2D Driver Producer: geogebra.export.SVGExtensions Revision: 12753 Source: Date: Wednesday, December 27, 2017 9:52:32 AM EST</desc> 17<g stroke-linejoin="miter" stroke-dashoffset="0" stroke-dasharray="none" stroke-width="1" stroke-miterlimit="10" stroke-linecap="square"> 18<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 19<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#ffffff"> 20 <path d="M 0 0 L 354 0 L 354 317 L 0 317 L 0 0 z"/> 21</g> <!-- drawing style --> 22</g> <!-- transform --> 23<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 24<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000"> 25 <path d="M 45.484375 235.859375 L 48.125 235.859375 L 48.125 236.65625 L 45.484375 236.65625 L 45.484375 235.859375 z M 51.7802734375 232.359375 Q 51.0302734375 232.359375 50.6396484375 233.109375 Q 50.2646484375 233.859375 50.2646484375 235.359375 Q 50.2646484375 236.859375 50.6396484375 237.609375 Q 51.0302734375 238.359375 51.7802734375 238.359375 Q 52.5615234375 238.359375 52.9365234375 237.609375 Q 53.3271484375 236.859375 53.3271484375 235.359375 Q 53.3271484375 233.859375 52.9365234375 233.109375 Q 52.5615234375 232.359375 51.7802734375 232.359375 z M 51.7802734375 231.578125 Q 53.0146484375 231.578125 53.6552734375 232.546875 Q 54.3115234375 233.515625 54.3115234375 235.359375 Q 54.3115234375 237.203125 53.6552734375 238.171875 Q 53.0146484375 239.140625 51.7802734375 239.140625 Q 50.5615234375 239.140625 49.9052734375 238.171875 Q 49.2646484375 237.203125 49.2646484375 235.359375 Q 49.2646484375 233.515625 49.9052734375 232.546875 Q 50.5615234375 231.578125 51.7802734375 231.578125 z M 56.033203125 237.765625 L 57.064453125 237.765625 L 57.064453125 239 L 56.033203125 239 L 56.033203125 237.765625 z M 59.2275390625 231.703125 L 63.1025390625 231.703125 L 63.1025390625 232.546875 L 60.1337890625 232.546875 L 60.1337890625 234.328125 Q 60.3525390625 234.25 60.5556640625 234.21875 Q 60.7744140625 234.1875 60.9931640625 234.1875 Q 62.2119140625 234.1875 62.9150390625 234.859375 Q 63.6337890625 235.515625 63.6337890625 236.65625 Q 63.6337890625 237.84375 62.8994140625 238.5 Q 62.1806640625 239.140625 60.8369140625 239.140625 Q 60.3837890625 239.140625 59.8994140625 239.0625 Q 59.4306640625 238.984375 58.9150390625 238.828125 L 58.9150390625 237.84375 Q 59.3681640625 238.078125 59.8369140625 238.203125 Q 60.3056640625 238.3125 60.8212890625 238.3125 Q 61.6650390625 238.3125 62.1494140625 237.875 Q 62.6494140625 237.421875 62.6494140625 236.65625 Q 62.6494140625 235.90625 62.1494140625 235.46875 Q 61.6650390625 235.015625 60.8212890625 235.015625 Q 60.4306640625 235.015625 60.0244140625 235.109375 Q 59.6337890625 235.1875 59.2275390625 235.375 L 59.2275390625 231.703125 z"/> 26</g> <!-- drawing style --> 27</g> <!-- transform --> 28<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 29<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 30 <path d="M 54.41565157552735 225.13443114482908 L 54.41565157552735 229.13443114482908"/> 31</g> <!-- drawing style --> 32</g> <!-- transform --> 33<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 34<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000"> 35 <path d="M 127.171875 232.359375 Q 126.421875 232.359375 126.03125 233.109375 Q 125.65625 233.859375 125.65625 235.359375 Q 125.65625 236.859375 126.03125 237.609375 Q 126.421875 238.359375 127.171875 238.359375 Q 127.953125 238.359375 128.328125 237.609375 Q 128.71875 236.859375 128.71875 235.359375 Q 128.71875 233.859375 128.328125 233.109375 Q 127.953125 232.359375 127.171875 232.359375 z M 127.171875 231.578125 Q 128.40625 231.578125 129.046875 232.546875 Q 129.703125 233.515625 129.703125 235.359375 Q 129.703125 237.203125 129.046875 238.171875 Q 128.40625 239.140625 127.171875 239.140625 Q 125.953125 239.140625 125.296875 238.171875 Q 124.65625 237.203125 124.65625 235.359375 Q 124.65625 233.515625 125.296875 232.546875 Q 125.953125 231.578125 127.171875 231.578125 z"/> 36</g> <!-- drawing style --> 37</g> <!-- transform --> 38<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 39<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 40 <path d="M 118.66669502231811 225.13443114482908 L 118.66669502231811 229.13443114482908"/> 41</g> <!-- drawing style --> 42</g> <!-- transform --> 43<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 44<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000"> 45 <path d="M 178.171875 232.359375 Q 177.421875 232.359375 177.03125 233.109375 Q 176.65625 233.859375 176.65625 235.359375 Q 176.65625 236.859375 177.03125 237.609375 Q 177.421875 238.359375 178.171875 238.359375 Q 178.953125 238.359375 179.328125 237.609375 Q 179.71875 236.859375 179.71875 235.359375 Q 179.71875 233.859375 179.328125 233.109375 Q 178.953125 232.359375 178.171875 232.359375 z M 178.171875 231.578125 Q 179.40625 231.578125 180.046875 232.546875 Q 180.703125 233.515625 180.703125 235.359375 Q 180.703125 237.203125 180.046875 238.171875 Q 179.40625 239.140625 178.171875 239.140625 Q 176.953125 239.140625 176.296875 238.171875 Q 175.65625 237.203125 175.65625 235.359375 Q 175.65625 233.515625 176.296875 232.546875 Q 176.953125 231.578125 178.171875 231.578125 z M 182.4248046875 237.765625 L 183.4560546875 237.765625 L 183.4560546875 239 L 182.4248046875 239 L 182.4248046875 237.765625 z M 185.619140625 231.703125 L 189.494140625 231.703125 L 189.494140625 232.546875 L 186.525390625 232.546875 L 186.525390625 234.328125 Q 186.744140625 234.25 186.947265625 234.21875 Q 187.166015625 234.1875 187.384765625 234.1875 Q 188.603515625 234.1875 189.306640625 234.859375 Q 190.025390625 235.515625 190.025390625 236.65625 Q 190.025390625 237.84375 189.291015625 238.5 Q 188.572265625 239.140625 187.228515625 239.140625 Q 186.775390625 239.140625 186.291015625 239.0625 Q 185.822265625 238.984375 185.306640625 238.828125 L 185.306640625 237.84375 Q 185.759765625 238.078125 186.228515625 238.203125 Q 186.697265625 238.3125 187.212890625 238.3125 Q 188.056640625 238.3125 188.541015625 237.875 Q 189.041015625 237.421875 189.041015625 236.65625 Q 189.041015625 235.90625 188.541015625 235.46875 Q 188.056640625 235.015625 187.212890625 235.015625 Q 186.822265625 235.015625 186.416015625 235.109375 Q 186.025390625 235.1875 185.619140625 235.375 L 185.619140625 231.703125 z"/> 46</g> <!-- drawing style --> 47</g> <!-- transform --> 48<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 49<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 50 <path d="M 182.91773846910888 225.13443114482908 L 182.91773846910888 229.13443114482908"/> 51</g> <!-- drawing style --> 52</g> <!-- transform --> 53<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 54<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000"> 55 <path d="M 245.234375 238.171875 L 246.859375 238.171875 L 246.859375 232.609375 L 245.09375 232.953125 L 245.09375 232.0625 L 246.84375 231.703125 L 247.828125 231.703125 L 247.828125 238.171875 L 249.4375 238.171875 L 249.4375 239 L 245.234375 239 L 245.234375 238.171875 z"/> 56</g> <!-- drawing style --> 57</g> <!-- transform --> 58<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 59<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 60 <path d="M 247.16878191589964 225.13443114482908 L 247.16878191589964 229.13443114482908"/> 61</g> <!-- drawing style --> 62</g> <!-- transform --> 63<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 64<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000"> 65 <path d="M 305.234375 238.171875 L 306.859375 238.171875 L 306.859375 232.609375 L 305.09375 232.953125 L 305.09375 232.0625 L 306.84375 231.703125 L 307.828125 231.703125 L 307.828125 238.171875 L 309.4375 238.171875 L 309.4375 239 L 305.234375 239 L 305.234375 238.171875 z M 311.4248046875 237.765625 L 312.4560546875 237.765625 L 312.4560546875 239 L 311.4248046875 239 L 311.4248046875 237.765625 z M 314.619140625 231.703125 L 318.494140625 231.703125 L 318.494140625 232.546875 L 315.525390625 232.546875 L 315.525390625 234.328125 Q 315.744140625 234.25 315.947265625 234.21875 Q 316.166015625 234.1875 316.384765625 234.1875 Q 317.603515625 234.1875 318.306640625 234.859375 Q 319.025390625 235.515625 319.025390625 236.65625 Q 319.025390625 237.84375 318.291015625 238.5 Q 317.572265625 239.140625 316.228515625 239.140625 Q 315.775390625 239.140625 315.291015625 239.0625 Q 314.822265625 238.984375 314.306640625 238.828125 L 314.306640625 237.84375 Q 314.759765625 238.078125 315.228515625 238.203125 Q 315.697265625 238.3125 316.212890625 238.3125 Q 317.056640625 238.3125 317.541015625 237.875 Q 318.041015625 237.421875 318.041015625 236.65625 Q 318.041015625 235.90625 317.541015625 235.46875 Q 317.056640625 235.015625 316.212890625 235.015625 Q 315.822265625 235.015625 315.416015625 235.109375 Q 315.025390625 235.1875 314.619140625 235.375 L 314.619140625 231.703125 z"/> 66</g> <!-- drawing style --> 67</g> <!-- transform --> 68<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 69<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 70 <path d="M 311.4198253626904 225.13443114482908 L 311.4198253626904 229.13443114482908"/> 71</g> <!-- drawing style --> 72</g> <!-- transform --> 73<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 74<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 75 <path d="M 0 225.13443114482908 L 352 225.13443114482908"/> 76</g> <!-- drawing style --> 77</g> <!-- transform --> 78<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 79<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 80 <path d="M 353 225.63443114482908 L 350 222.13443114482908"/> 81</g> <!-- drawing style --> 82</g> <!-- transform --> 83<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 84<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 85 <path d="M 353 224.63443114482908 L 350 228.13443114482908"/> 86</g> <!-- drawing style --> 87</g> <!-- transform --> 88<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 89<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000"> 90 <path d="M 93.484375 289.859375 L 96.125 289.859375 L 96.125 290.65625 L 93.484375 290.65625 L 93.484375 289.859375 z M 99.7802734375 286.359375 Q 99.0302734375 286.359375 98.6396484375 287.109375 Q 98.2646484375 287.859375 98.2646484375 289.359375 Q 98.2646484375 290.859375 98.6396484375 291.609375 Q 99.0302734375 292.359375 99.7802734375 292.359375 Q 100.5615234375 292.359375 100.9365234375 291.609375 Q 101.3271484375 290.859375 101.3271484375 289.359375 Q 101.3271484375 287.859375 100.9365234375 287.109375 Q 100.5615234375 286.359375 99.7802734375 286.359375 z M 99.7802734375 285.578125 Q 101.0146484375 285.578125 101.6552734375 286.546875 Q 102.3115234375 287.515625 102.3115234375 289.359375 Q 102.3115234375 291.203125 101.6552734375 292.171875 Q 101.0146484375 293.140625 99.7802734375 293.140625 Q 98.5615234375 293.140625 97.9052734375 292.171875 Q 97.2646484375 291.203125 97.2646484375 289.359375 Q 97.2646484375 287.515625 97.9052734375 286.546875 Q 98.5615234375 285.578125 99.7802734375 285.578125 z M 104.033203125 291.765625 L 105.064453125 291.765625 L 105.064453125 293 L 104.033203125 293 L 104.033203125 291.765625 z M 107.2275390625 285.703125 L 111.1025390625 285.703125 L 111.1025390625 286.546875 L 108.1337890625 286.546875 L 108.1337890625 288.328125 Q 108.3525390625 288.25 108.5556640625 288.21875 Q 108.7744140625 288.1875 108.9931640625 288.1875 Q 110.2119140625 288.1875 110.9150390625 288.859375 Q 111.6337890625 289.515625 111.6337890625 290.65625 Q 111.6337890625 291.84375 110.8994140625 292.5 Q 110.1806640625 293.140625 108.8369140625 293.140625 Q 108.3837890625 293.140625 107.8994140625 293.0625 Q 107.4306640625 292.984375 106.9150390625 292.828125 L 106.9150390625 291.84375 Q 107.3681640625 292.078125 107.8369140625 292.203125 Q 108.3056640625 292.3125 108.8212890625 292.3125 Q 109.6650390625 292.3125 110.1494140625 291.875 Q 110.6494140625 291.421875 110.6494140625 290.65625 Q 110.6494140625 289.90625 110.1494140625 289.46875 Q 109.6650390625 289.015625 108.8212890625 289.015625 Q 108.4306640625 289.015625 108.0244140625 289.109375 Q 107.6337890625 289.1875 107.2275390625 289.375 L 107.2275390625 285.703125 z"/> 91</g> <!-- drawing style --> 92</g> <!-- transform --> 93<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 94<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 95 <path d="M 114.66669502231811 289.3854745916199 L 118.66669502231811 289.3854745916199"/> 96</g> <!-- drawing style --> 97</g> <!-- transform --> 98<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 99<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000"> 100 <path d="M 109.171875 216.359375 Q 108.421875 216.359375 108.03125 217.109375 Q 107.65625 217.859375 107.65625 219.359375 Q 107.65625 220.859375 108.03125 221.609375 Q 108.421875 222.359375 109.171875 222.359375 Q 109.953125 222.359375 110.328125 221.609375 Q 110.71875 220.859375 110.71875 219.359375 Q 110.71875 217.859375 110.328125 217.109375 Q 109.953125 216.359375 109.171875 216.359375 z M 109.171875 215.578125 Q 110.40625 215.578125 111.046875 216.546875 Q 111.703125 217.515625 111.703125 219.359375 Q 111.703125 221.203125 111.046875 222.171875 Q 110.40625 223.140625 109.171875 223.140625 Q 107.953125 223.140625 107.296875 222.171875 Q 106.65625 221.203125 106.65625 219.359375 Q 106.65625 217.515625 107.296875 216.546875 Q 107.953125 215.578125 109.171875 215.578125 z"/> 101</g> <!-- drawing style --> 102</g> <!-- transform --> 103<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 104<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 105 <path d="M 114.66669502231811 225.13443114482908 L 118.66669502231811 225.13443114482908"/> 106</g> <!-- drawing style --> 107</g> <!-- transform --> 108<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 109<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000"> 110 <path d="M 99.171875 157.359375 Q 98.421875 157.359375 98.03125 158.109375 Q 97.65625 158.859375 97.65625 160.359375 Q 97.65625 161.859375 98.03125 162.609375 Q 98.421875 163.359375 99.171875 163.359375 Q 99.953125 163.359375 100.328125 162.609375 Q 100.71875 161.859375 100.71875 160.359375 Q 100.71875 158.859375 100.328125 158.109375 Q 99.953125 157.359375 99.171875 157.359375 z M 99.171875 156.578125 Q 100.40625 156.578125 101.046875 157.546875 Q 101.703125 158.515625 101.703125 160.359375 Q 101.703125 162.203125 101.046875 163.171875 Q 100.40625 164.140625 99.171875 164.140625 Q 97.953125 164.140625 97.296875 163.171875 Q 96.65625 162.203125 96.65625 160.359375 Q 96.65625 158.515625 97.296875 157.546875 Q 97.953125 156.578125 99.171875 156.578125 z M 103.4248046875 162.765625 L 104.4560546875 162.765625 L 104.4560546875 164 L 103.4248046875 164 L 103.4248046875 162.765625 z M 106.619140625 156.703125 L 110.494140625 156.703125 L 110.494140625 157.546875 L 107.525390625 157.546875 L 107.525390625 159.328125 Q 107.744140625 159.25 107.947265625 159.21875 Q 108.166015625 159.1875 108.384765625 159.1875 Q 109.603515625 159.1875 110.306640625 159.859375 Q 111.025390625 160.515625 111.025390625 161.65625 Q 111.025390625 162.84375 110.291015625 163.5 Q 109.572265625 164.140625 108.228515625 164.140625 Q 107.775390625 164.140625 107.291015625 164.0625 Q 106.822265625 163.984375 106.306640625 163.828125 L 106.306640625 162.84375 Q 106.759765625 163.078125 107.228515625 163.203125 Q 107.697265625 163.3125 108.212890625 163.3125 Q 109.056640625 163.3125 109.541015625 162.875 Q 110.041015625 162.421875 110.041015625 161.65625 Q 110.041015625 160.90625 109.541015625 160.46875 Q 109.056640625 160.015625 108.212890625 160.015625 Q 107.822265625 160.015625 107.416015625 160.109375 Q 107.025390625 160.1875 106.619140625 160.375 L 106.619140625 156.703125 z"/> 111</g> <!-- drawing style --> 112</g> <!-- transform --> 113<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 114<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 115 <path d="M 114.66669502231811 160.88338769803823 L 118.66669502231811 160.88338769803823"/> 116</g> <!-- drawing style --> 117</g> <!-- transform --> 118<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 119<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000"> 120 <path d="M 107.234375 99.171875 L 108.859375 99.171875 L 108.859375 93.609375 L 107.09375 93.953125 L 107.09375 93.0625 L 108.84375 92.703125 L 109.828125 92.703125 L 109.828125 99.171875 L 111.4375 99.171875 L 111.4375 100 L 107.234375 100 L 107.234375 99.171875 z"/> 121</g> <!-- drawing style --> 122</g> <!-- transform --> 123<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 124<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 125 <path d="M 114.66669502231811 96.63234425124739 L 118.66669502231811 96.63234425124739"/> 126</g> <!-- drawing style --> 127</g> <!-- transform --> 128<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 129<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000"> 130 <path d="M 97.234375 35.171875 L 98.859375 35.171875 L 98.859375 29.609375 L 97.09375 29.953125 L 97.09375 29.0625 L 98.84375 28.703125 L 99.828125 28.703125 L 99.828125 35.171875 L 101.4375 35.171875 L 101.4375 36 L 97.234375 36 L 97.234375 35.171875 z M 103.4248046875 34.765625 L 104.4560546875 34.765625 L 104.4560546875 36 L 103.4248046875 36 L 103.4248046875 34.765625 z M 106.619140625 28.703125 L 110.494140625 28.703125 L 110.494140625 29.546875 L 107.525390625 29.546875 L 107.525390625 31.328125 Q 107.744140625 31.25 107.947265625 31.21875 Q 108.166015625 31.1875 108.384765625 31.1875 Q 109.603515625 31.1875 110.306640625 31.859375 Q 111.025390625 32.515625 111.025390625 33.65625 Q 111.025390625 34.84375 110.291015625 35.5 Q 109.572265625 36.140625 108.228515625 36.140625 Q 107.775390625 36.140625 107.291015625 36.0625 Q 106.822265625 35.984375 106.306640625 35.828125 L 106.306640625 34.84375 Q 106.759765625 35.078125 107.228515625 35.203125 Q 107.697265625 35.3125 108.212890625 35.3125 Q 109.056640625 35.3125 109.541015625 34.875 Q 110.041015625 34.421875 110.041015625 33.65625 Q 110.041015625 32.90625 109.541015625 32.46875 Q 109.056640625 32.015625 108.212890625 32.015625 Q 107.822265625 32.015625 107.416015625 32.109375 Q 107.025390625 32.1875 106.619140625 32.375 L 106.619140625 28.703125 z"/> 131</g> <!-- drawing style --> 132</g> <!-- transform --> 133<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 134<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 135 <path d="M 114.66669502231811 32.381300804456544 L 118.66669502231811 32.381300804456544"/> 136</g> <!-- drawing style --> 137</g> <!-- transform --> 138<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 139<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 140 <path d="M 118.66669502231811 2 L 118.66669502231811 317"/> 141</g> <!-- drawing style --> 142</g> <!-- transform --> 143<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 144<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 145 <path d="M 119.16669502231811 1 L 115.66669502231811 4"/> 146</g> <!-- drawing style --> 147</g> <!-- transform --> 148<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 149<g stroke-linecap="butt" fill="none" stroke-opacity="1" stroke="#000000"> 150 <path d="M 118.16669502231811 1 L 121.66669502231811 4"/> 151</g> <!-- drawing style --> 152</g> <!-- transform --> 153<g id="misc"> 154</g><!-- misc --> 155<g id="layer0"> 156<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 157<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000"> 158 <path d="M 452.77212094563004 225.13443114482908 C 452.77212094563004 338.68601980523965 360.7203705763101 430.7377701745598 247.16878191589961 430.7377701745598 C 133.61719325548916 430.7377701745598 41.565442886169166 338.68601980523965 41.565442886169166 225.13443114482908 C 41.565442886169166 111.58284248441846 133.61719325548916 19.531092115098375 247.16878191589961 19.531092115098375 C 360.7203705763101 19.531092115098375 452.77212094563004 111.58284248441846 452.77212094563004 225.13443114482908 z"/> 159</g> <!-- drawing style --> 160</g> <!-- transform --> 161<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 162<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000"> 163 <path d="M 33 22 L 133 22"/> 164</g> <!-- drawing style --> 165</g> <!-- transform --> 166<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 167<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000"> 168 <path d="M 68 22 C 68 23.65685424949238 66.65685424949238 25 65 25 C 63.34314575050762 25 62 23.65685424949238 62 22 C 62 20.34314575050762 63.34314575050762 19 65 19 C 66.65685424949238 19 68 20.34314575050762 68 22 z"/> 169</g> <!-- drawing style --> 170</g> <!-- transform --> 171<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 172<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000"> 173 <path d="M 68 22 C 68 23.65685424949238 66.65685424949238 25 65 25 C 63.34314575050762 25 62 23.65685424949238 62 22 C 62 20.34314575050762 63.34314575050762 19 65 19 C 66.65685424949238 19 68 20.34314575050762 68 22 z"/> 174</g> <!-- drawing style --> 175</g> <!-- transform --> 176<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 177<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000"> 178 <path d="M 27.9375 33.4375 Q 27.75 33.34375 27.53125 33.296875 Q 27.328125 33.234375 27.0625 33.234375 Q 26.15625 33.234375 25.65625 33.828125 Q 25.171875 34.421875 25.171875 35.546875 L 25.171875 39 L 24.09375 39 L 24.09375 32.4375 L 25.171875 32.4375 L 25.171875 33.453125 Q 25.515625 32.859375 26.0625 32.578125 Q 26.609375 32.28125 27.390625 32.28125 Q 27.5 32.28125 27.625 32.296875 Q 27.765625 32.3125 27.921875 32.34375 L 27.9375 33.4375 z"/> 179</g> <!-- drawing style --> 180</g> <!-- transform --> 181<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 182<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000"> 183 <path d="M 29.16796875 43.171875 L 30.79296875 43.171875 L 30.79296875 37.609375 L 29.02734375 37.953125 L 29.02734375 37.0625 L 30.77734375 36.703125 L 31.76171875 36.703125 L 31.76171875 43.171875 L 33.37109375 43.171875 L 33.37109375 44 L 29.16796875 44 L 29.16796875 43.171875 z"/> 184</g> <!-- drawing style --> 185</g> <!-- transform --> 186<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 187<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#000000"> 188 <path d="M 39.3759765625 33.546875 L 46.8916015625 33.546875 L 46.8916015625 34.53125 L 39.3759765625 34.53125 L 39.3759765625 33.546875 z M 39.3759765625 35.9375 L 46.8916015625 35.9375 L 46.8916015625 36.9375 L 39.3759765625 36.9375 L 39.3759765625 35.9375 z M 53.4638671875 38 L 55.4013671875 38 L 55.4013671875 31.328125 L 53.2919921875 31.75 L 53.2919921875 30.671875 L 55.3857421875 30.25 L 56.5732421875 30.25 L 56.5732421875 38 L 58.5107421875 38 L 58.5107421875 39 L 53.4638671875 39 L 53.4638671875 38 z M 60.8955078125 37.515625 L 62.1298828125 37.515625 L 62.1298828125 39 L 60.8955078125 39 L 60.8955078125 37.515625 z M 67.3974609375 34.15625 Q 66.6005859375 34.15625 66.1318359375 34.703125 Q 65.6630859375 35.25 65.6630859375 36.1875 Q 65.6630859375 37.140625 66.1318359375 37.6875 Q 66.6005859375 38.234375 67.3974609375 38.234375 Q 68.1943359375 38.234375 68.6474609375 37.6875 Q 69.1162109375 37.140625 69.1162109375 36.1875 Q 69.1162109375 35.25 68.6474609375 34.703125 Q 68.1943359375 34.15625 67.3974609375 34.15625 z M 69.7412109375 30.4375 L 69.7412109375 31.515625 Q 69.2880859375 31.3125 68.8349609375 31.203125 Q 68.3818359375 31.09375 67.9443359375 31.09375 Q 66.7724609375 31.09375 66.1474609375 31.890625 Q 65.5380859375 32.671875 65.4443359375 34.265625 Q 65.7880859375 33.765625 66.3037109375 33.5 Q 66.8349609375 33.21875 67.4599609375 33.21875 Q 68.7724609375 33.21875 69.5380859375 34.015625 Q 70.3037109375 34.8125 70.3037109375 36.1875 Q 70.3037109375 37.546875 69.5068359375 38.359375 Q 68.7099609375 39.171875 67.3974609375 39.171875 Q 65.8662109375 39.171875 65.0693359375 38.015625 Q 64.2724609375 36.84375 64.2724609375 34.640625 Q 64.2724609375 32.5625 65.2568359375 31.328125 Q 66.2412109375 30.09375 67.8974609375 30.09375 Q 68.3349609375 30.09375 68.7880859375 30.1875 Q 69.2412109375 30.265625 69.7412109375 30.4375 z"/> 189</g> <!-- drawing style --> 190</g> <!-- transform --> 191<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 192<g fill-opacity="0.10196078568696976" fill-rule="nonzero" stroke="none" fill="#006400"> 193 <path d="M 154.53904724121094 282.778564453125 L 172.54957580566406 271.57049560546875 L 161.34149169921875 253.55996704101562 L 143.3309783935547 264.7680358886719 L 154.53904724121094 282.778564453125"/> 194</g> <!-- drawing style --> 195</g> <!-- transform --> 196<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 197<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#006400"> 198 <path d="M 154.53904724121094 282.778564453125 L 172.54957580566406 271.57049560546875 L 161.34149169921875 253.55996704101562 L 143.3309783935547 264.7680358886719 L 154.53904724121094 282.778564453125"/> 199</g> <!-- drawing style --> 200</g> <!-- transform --> 201<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 202<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000"> 203 <path d="M 178.9468221607791 322 L -5 26.4114799761894"/> 204</g> <!-- drawing style --> 205</g> <!-- transform --> 206<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 207<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000"> 208 <path d="M 154.53904829384888 282.7785681228254 L 247.16878191589961 225.13443114482908"/> 209</g> <!-- drawing style --> 210</g> <!-- transform --> 211<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 212<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000"> 213 <path d="M 80 163 L 80 225.13443114482908"/> 214</g> <!-- drawing style --> 215</g> <!-- transform --> 216<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 217<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#0000ff"> 218 <path d="M 250 225 C 250 226.65685424949237 248.65685424949237 228 247 228 C 245.34314575050763 228 244 226.65685424949237 244 225 C 244 223.34314575050763 245.34314575050763 222 247 222 C 248.65685424949237 222 250 223.34314575050763 250 225 z"/> 219</g> <!-- drawing style --> 220</g> <!-- transform --> 221<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 222<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000"> 223 <path d="M 250 225 C 250 226.65685424949237 248.65685424949237 228 247 228 C 245.34314575050763 228 244 226.65685424949237 244 225 C 244 223.34314575050763 245.34314575050763 222 247 222 C 248.65685424949237 222 250 223.34314575050763 250 225 z"/> 224</g> <!-- drawing style --> 225</g> <!-- transform --> 226<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 227<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#0000ff"> 228 <path d="M 258.734375 210.921875 L 258.734375 212.171875 Q 258.125 211.609375 257.453125 211.34375 Q 256.78125 211.0625 256.015625 211.0625 Q 254.515625 211.0625 253.71875 211.984375 Q 252.921875 212.90625 252.921875 214.640625 Q 252.921875 216.359375 253.71875 217.28125 Q 254.515625 218.203125 256.015625 218.203125 Q 256.78125 218.203125 257.453125 217.921875 Q 258.125 217.640625 258.734375 217.09375 L 258.734375 218.328125 Q 258.109375 218.75 257.40625 218.96875 Q 256.71875 219.171875 255.953125 219.171875 Q 253.953125 219.171875 252.8125 217.953125 Q 251.671875 216.734375 251.671875 214.640625 Q 251.671875 212.53125 252.8125 211.3125 Q 253.953125 210.09375 255.953125 210.09375 Q 256.734375 210.09375 257.421875 210.3125 Q 258.125 210.515625 258.734375 210.921875 z"/> 229</g> <!-- drawing style --> 230</g> <!-- transform --> 231<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 232<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#0000ff"> 233 <path d="M 260.61328125 223.171875 L 262.23828125 223.171875 L 262.23828125 217.609375 L 260.47265625 217.953125 L 260.47265625 217.0625 L 262.22265625 216.703125 L 263.20703125 216.703125 L 263.20703125 223.171875 L 264.81640625 223.171875 L 264.81640625 224 L 260.61328125 224 L 260.61328125 223.171875 z"/> 234</g> <!-- drawing style --> 235</g> <!-- transform --> 236<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 237<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#0000ff"> 238 <path d="M 83 163 C 83 164.65685424949237 81.65685424949238 166 80 166 C 78.34314575050762 166 77 164.65685424949237 77 163 C 77 161.34314575050763 78.34314575050762 160 80 160 C 81.65685424949238 160 83 161.34314575050763 83 163 z"/> 239</g> <!-- drawing style --> 240</g> <!-- transform --> 241<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 242<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000"> 243 <path d="M 83 163 C 83 164.65685424949237 81.65685424949238 166 80 166 C 78.34314575050762 166 77 164.65685424949237 77 163 C 77 161.34314575050763 78.34314575050762 160 80 160 C 81.65685424949238 160 83 161.34314575050763 83 163 z"/> 244</g> <!-- drawing style --> 245</g> <!-- transform --> 246<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 247<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#0000ff"> 248 <path d="M 86.359375 149.21875 L 86.359375 152.515625 L 87.84375 152.515625 Q 88.671875 152.515625 89.125 152.09375 Q 89.578125 151.65625 89.578125 150.859375 Q 89.578125 150.078125 89.125 149.65625 Q 88.671875 149.21875 87.84375 149.21875 L 86.359375 149.21875 z M 85.171875 148.25 L 87.84375 148.25 Q 89.328125 148.25 90.078125 148.921875 Q 90.828125 149.578125 90.828125 150.859375 Q 90.828125 152.15625 90.078125 152.828125 Q 89.328125 153.484375 87.84375 153.484375 L 86.359375 153.484375 L 86.359375 157 L 85.171875 157 L 85.171875 148.25 z"/> 249</g> <!-- drawing style --> 250</g> <!-- transform --> 251<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 252<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#404040"> 253 <path d="M 122 225 C 122 226.65685424949237 120.65685424949238 228 119 228 C 117.34314575050762 228 116 226.65685424949237 116 225 C 116 223.34314575050763 117.34314575050762 222 119 222 C 120.65685424949238 222 122 223.34314575050763 122 225 z"/> 254</g> <!-- drawing style --> 255</g> <!-- transform --> 256<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 257<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000"> 258 <path d="M 122 225 C 122 226.65685424949237 120.65685424949238 228 119 228 C 117.34314575050762 228 116 226.65685424949237 116 225 C 116 223.34314575050763 117.34314575050762 222 119 222 C 120.65685424949238 222 122 223.34314575050763 122 225 z"/> 259</g> <!-- drawing style --> 260</g> <!-- transform --> 261<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 262<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#404040"> 263 <path d="M 130.734375 210.921875 L 130.734375 212.171875 Q 130.125 211.609375 129.453125 211.34375 Q 128.78125 211.0625 128.015625 211.0625 Q 126.515625 211.0625 125.71875 211.984375 Q 124.921875 212.90625 124.921875 214.640625 Q 124.921875 216.359375 125.71875 217.28125 Q 126.515625 218.203125 128.015625 218.203125 Q 128.78125 218.203125 129.453125 217.921875 Q 130.125 217.640625 130.734375 217.09375 L 130.734375 218.328125 Q 130.109375 218.75 129.40625 218.96875 Q 128.71875 219.171875 127.953125 219.171875 Q 125.953125 219.171875 124.8125 217.953125 Q 123.671875 216.734375 123.671875 214.640625 Q 123.671875 212.53125 124.8125 211.3125 Q 125.953125 210.09375 127.953125 210.09375 Q 128.734375 210.09375 129.421875 210.3125 Q 130.125 210.515625 130.734375 210.921875 z"/> 264</g> <!-- drawing style --> 265</g> <!-- transform --> 266<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 267<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#404040"> 268 <path d="M 135.09765625 216.40625 L 135.09765625 217.15625 L 134.23828125 217.15625 Q 133.75390625 217.15625 133.56640625 217.359375 Q 133.37890625 217.546875 133.37890625 218.046875 L 133.37890625 218.53125 L 134.84765625 218.53125 L 134.84765625 219.234375 L 133.37890625 219.234375 L 133.37890625 224 L 132.47265625 224 L 132.47265625 219.234375 L 131.61328125 219.234375 L 131.61328125 218.53125 L 132.47265625 218.53125 L 132.47265625 218.15625 Q 132.47265625 217.234375 132.89453125 216.828125 Q 133.31640625 216.40625 134.23828125 216.40625 L 135.09765625 216.40625 z"/> 269</g> <!-- drawing style --> 270</g> <!-- transform --> 271<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 272<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#404040"> 273 <path d="M 65 135 C 65 136.65685424949237 63.65685424949238 138 62 138 C 60.34314575050762 138 59 136.65685424949237 59 135 C 59 133.34314575050763 60.34314575050762 132 62 132 C 63.65685424949238 132 65 133.34314575050763 65 135 z"/> 274</g> <!-- drawing style --> 275</g> <!-- transform --> 276<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 277<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000"> 278 <path d="M 65 135 C 65 136.65685424949237 63.65685424949238 138 62 138 C 60.34314575050762 138 59 136.65685424949237 59 135 C 59 133.34314575050763 60.34314575050762 132 62 132 C 63.65685424949238 132 65 133.34314575050763 65 135 z"/> 279</g> <!-- drawing style --> 280</g> <!-- transform --> 281<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 282<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#404040"> 283 <path d="M 68.359375 121.21875 L 68.359375 124.515625 L 69.84375 124.515625 Q 70.671875 124.515625 71.125 124.09375 Q 71.578125 123.65625 71.578125 122.859375 Q 71.578125 122.078125 71.125 121.65625 Q 70.671875 121.21875 69.84375 121.21875 L 68.359375 121.21875 z M 67.171875 120.25 L 69.84375 120.25 Q 71.328125 120.25 72.078125 120.921875 Q 72.828125 121.578125 72.828125 122.859375 Q 72.828125 124.15625 72.078125 124.828125 Q 71.328125 125.484375 69.84375 125.484375 L 68.359375 125.484375 L 68.359375 129 L 67.171875 129 L 67.171875 120.25 z"/> 284</g> <!-- drawing style --> 285</g> <!-- transform --> 286<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 287<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#404040"> 288 <path d="M 74.470703125 133.171875 L 76.095703125 133.171875 L 76.095703125 127.609375 L 74.330078125 127.953125 L 74.330078125 127.0625 L 76.080078125 126.703125 L 77.064453125 126.703125 L 77.064453125 133.171875 L 78.673828125 133.171875 L 78.673828125 134 L 74.470703125 134 L 74.470703125 133.171875 z"/> 289</g> <!-- drawing style --> 290</g> <!-- transform --> 291<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 292<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#404040"> 293 <path d="M 158 283 C 158 284.65685424949237 156.65685424949237 286 155 286 C 153.34314575050763 286 152 284.65685424949237 152 283 C 152 281.34314575050763 153.34314575050763 280 155 280 C 156.65685424949237 280 158 281.34314575050763 158 283 z"/> 294</g> <!-- drawing style --> 295</g> <!-- transform --> 296<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 297<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000"> 298 <path d="M 158 283 C 158 284.65685424949237 156.65685424949237 286 155 286 C 153.34314575050763 286 152 284.65685424949237 152 283 C 152 281.34314575050763 153.34314575050763 280 155 280 C 156.65685424949237 280 158 281.34314575050763 158 283 z"/> 299</g> <!-- drawing style --> 300</g> <!-- transform --> 301<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 302<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#404040"> 303 <path d="M 160.171875 268.25 L 161.359375 268.25 L 161.359375 271.84375 L 165.65625 271.84375 L 165.65625 268.25 L 166.84375 268.25 L 166.84375 277 L 165.65625 277 L 165.65625 272.828125 L 161.359375 272.828125 L 161.359375 277 L 160.171875 277 L 160.171875 268.25 z"/> 304</g> <!-- drawing style --> 305</g> <!-- transform --> 306<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 307<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#404040"> 308 <path d="M 83 225 C 83 226.65685424949237 81.65685424949238 228 80 228 C 78.34314575050762 228 77 226.65685424949237 77 225 C 77 223.34314575050763 78.34314575050762 222 80 222 C 81.65685424949238 222 83 223.34314575050763 83 225 z"/> 309</g> <!-- drawing style --> 310</g> <!-- transform --> 311<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 312<g stroke-linejoin="round" stroke-linecap="round" fill="none" stroke-opacity="1" stroke="#000000"> 313 <path d="M 83 225 C 83 226.65685424949237 81.65685424949238 228 80 228 C 78.34314575050762 228 77 226.65685424949237 77 225 C 77 223.34314575050763 78.34314575050762 222 80 222 C 81.65685424949238 222 83 223.34314575050763 83 225 z"/> 314</g> <!-- drawing style --> 315</g> <!-- transform --> 316<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 317<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#404040"> 318 <path d="M 84.75 210.25 L 86.03125 210.25 L 88.203125 213.5 L 90.390625 210.25 L 91.65625 210.25 L 88.84375 214.453125 L 91.84375 219 L 90.578125 219 L 88.109375 215.28125 L 85.640625 219 L 84.359375 219 L 87.484375 214.328125 L 84.75 210.25 z"/> 319</g> <!-- drawing style --> 320</g> <!-- transform --> 321<g transform="matrix(0.8823656448906823, 0, 0, 0.8823656448906823, 0, 0)"> 322<g fill-opacity="1" fill-rule="nonzero" stroke="none" fill="#404040"> 323 <path d="M 94.189453125 217.515625 L 94.189453125 220.265625 L 95.423828125 220.265625 Q 96.111328125 220.265625 96.486328125 219.90625 Q 96.876953125 219.546875 96.876953125 218.890625 Q 96.876953125 218.234375 96.486328125 217.875 Q 96.111328125 217.515625 95.423828125 217.515625 L 94.189453125 217.515625 z M 93.205078125 216.703125 L 95.423828125 216.703125 Q 96.658203125 216.703125 97.283203125 217.265625 Q 97.908203125 217.8125 97.908203125 218.890625 Q 97.908203125 219.96875 97.283203125 220.515625 Q 96.658203125 221.0625 95.423828125 221.0625 L 94.189453125 221.0625 L 94.189453125 224 L 93.205078125 224 L 93.205078125 216.703125 z"/> 324</g> <!-- drawing style --> 325</g> <!-- transform --> 326</g><!-- layer0 --> 327</g> <!-- default stroke --> 328</svg> <!-- bounding box --> 329