94 lines
42 KiB
XML
94 lines
42 KiB
XML
![]() |
<svg xmlns="http://www.w3.org/2000/svg" style="isolation:isolate" width="256" height="256" viewBox="0 0 256 256">
|
||
|
<defs>
|
||
|
<filter id="wwxQvZ9ZohVkPhdLuuufaIDNDCMLG5ra" width="400%" height="400%" x="-200%" y="-200%" color-interpolation-filters="sRGB" filterUnits="objectBoundingBox">
|
||
|
<feGaussianBlur xmlns="http://www.w3.org/2000/svg" in="SourceGraphic" stdDeviation="4.294"/>
|
||
|
<feOffset xmlns="http://www.w3.org/2000/svg" dx="0" dy="4" result="pf_100_offsetBlur"/>
|
||
|
<feFlood xmlns="http://www.w3.org/2000/svg" flood-opacity=".4"/>
|
||
|
<feComposite xmlns="http://www.w3.org/2000/svg" in2="pf_100_offsetBlur" operator="in" result="pf_100_dropShadow"/>
|
||
|
<feBlend xmlns="http://www.w3.org/2000/svg" in="SourceGraphic" in2="pf_100_dropShadow" mode="normal"/>
|
||
|
</filter>
|
||
|
</defs>
|
||
|
<g filter="url(#wwxQvZ9ZohVkPhdLuuufaIDNDCMLG5ra)">
|
||
|
<linearGradient id="_lgradient_113" x1="0" x2="0" y1="0" y2="1" gradientTransform="matrix(244.648309,0,0,228.338396,5.7,11.9)" gradientUnits="userSpaceOnUse">
|
||
|
<stop offset="0%" style="stop-color:#4C5561"/>
|
||
|
<stop offset="100%" style="stop-color:#2E3842"/>
|
||
|
</linearGradient>
|
||
|
<path fill="url(#_lgradient_113)" d="M 165.708919 11.9 C 239.764626 11.9 250.348309 22.457198 250.348309 96.443859 L 250.348309 155.694653 C 250.348309 229.68091 239.764626 240.238396 165.708919 240.238396 L 90.339393 240.238396 C 16.28369 240.238396 5.7 229.68091 5.7 155.694653 L 5.7 96.443859 C 5.7 22.457198 16.28369 11.9 90.339393 11.9 L 165.708919 11.9 Z"/>
|
||
|
</g>
|
||
|
<g opacity=".4">
|
||
|
<linearGradient id="_lgradient_114" x1=".517" x2=".517" y1="0" y2="1" gradientTransform="matrix(244.65,0,0,228.34,5.68,11.95)" gradientUnits="userSpaceOnUse">
|
||
|
<stop offset="0%" style="stop-color:#FFF"/>
|
||
|
<stop offset="12.5%" stop-opacity=".098" style="stop-color:#FFF"/>
|
||
|
<stop offset="92.5%" stop-opacity=".098" style="stop-color:#000"/>
|
||
|
<stop offset="100%" stop-opacity=".498" style="stop-color:#000"/>
|
||
|
</linearGradient>
|
||
|
<path fill="url(#_lgradient_114)" fill-rule="evenodd" d="M 165.06803 11.951234 C 169.395994 11.941409 173.723944 11.990533 178.051908 12.088781 C 181.927398 12.167379 185.802873 12.31475 189.678362 12.540721 C 193.1309 12.737216 196.583423 13.022134 200.026115 13.395476 C 203.085193 13.729518 206.144271 14.181458 209.173842 14.741469 C 211.888645 15.242533 214.57394 15.881143 217.219897 16.6573 C 219.619947 17.354858 221.970814 18.219439 224.242988 19.241215 C 226.357793 20.184394 228.384061 21.304417 230.302129 22.591462 C 232.141505 23.829383 233.862851 25.244151 235.436659 26.80629 C 237.000621 28.378252 238.417046 30.087764 239.656409 31.924995 C 240.944972 33.840824 242.066305 35.864728 243.020409 37.967229 C 244.043389 40.246576 244.908985 42.584873 245.617197 44.972292 C 246.394255 47.615155 247.033606 50.297317 247.535265 53.008956 C 248.095924 56.034984 248.548399 59.080665 248.882828 62.13617 C 249.256611 65.574836 249.541856 69.013506 249.738578 72.462003 C 249.964823 76.323139 250.112361 80.194101 250.200884 84.055237 C 250.289421 88.378131 250.338591 92.701032 250.32876 97.014106 L 250.32876 155.225886 C 250.338591 159.54878 250.289421 163.861854 250.200884 168.184747 C 250.112361 172.05571 249.964823 175.916853 249.738578 179.777981 C 249.541856 183.226485 249.256611 186.674975 248.882828 190.103826 C 248.548399 193.15933 248.095924 196.214835 247.535265 199.240851 C 247.033606 201.942664 246.394255 204.624837 245.617197 207.267703 C 244.908985 209.655115 244.043389 212.003235 243.020409 214.272755 C 242.066305 216.38509 240.944972 218.399156 239.656409 220.314999 C 238.417046 222.152226 237.000621 223.871561 235.436659 225.433697 C 233.862851 226.995832 232.141505 228.410601 230.302129 229.648532 C 228.384061 230.935575 226.357793 232.055598 224.242988 232.998768 C 221.970814 234.020552 219.619947 234.885137 217.219897 235.592507 C 214.57394 236.368672 211.888645 237.007276 209.173842 237.498515 C 206.144271 238.068354 203.085193 238.510465 200.026115 238.844519 C 196.583423 239.21785 193.1309 239.502777 189.678362 239.699269 C 185.802873 239.925235 181.927398 240.072615 178.051908 240.161035 C 173.723944 240.249454 169.395994 240.298581 165.06803 240.288762 L 90.941963 240.288762 C 86.614006 240.298581 82.286049 240.249454 77.9581 240.161035 C 74.08261 240.072615 70.20712 239.925235 66.331638 239.699269 C 62.879108 239.502777 59.426578 239.21785 55.983886 238.844519 C 52.924808 238.510465 49.865733 238.068354 46.836162 237.498515 C 44.121356 237.007276 41.436057 236.368672 38.7901 235.592507 C 36.390053 234.885137 34.039187 234.020552 31.767009 232.998768 C 29.652213 232.055598 27.625943 230.935575 25.707871 229.648532 C 23.868489 228.410601 22.147143 226.995832 20.573343 225.433697 C 19.009377 223.871561 17.592955 222.152226 16.353586 220.314999 C 15.065036 218.399156 13.943701 216.38509 12.989584 214.272755 C 11.966612 212.003235 11.101021 209.655115 10.392811 207.267703 C 9.615746 204.624837 8.976389 201.942664 8.47474 199.240851 C 7.914072 196.214835 7.461604 193.15933 7.127172 190.103826 C 6.753394 186.674975 6.468142 183.226485 6.271417 179.777981 C 6.045183 175.916853 5.897639 172.05571 5.809112 168.184747 C 5.720586 163.861854 5.671405 159.54878 5.681241 155.225886 L 5.681241 97.014106 C 5.671405 92.701032 5.720586 88.378131 5.809112 84.055237 C 5.897639 80.194101 6.045183 76.323139 6.271417 72.462003 C 6.468142 69.013506 6.753394 65.574836 7.127172 62.13617 C 7.461604 59.080665 7.914072 56.034984 8.47474 53.008956 C 8.976389 50.297317 9.615746 47.615155 10.392811 44.972292 C 11.101021 42.584873 11.966612 40.246576 12.989584 37.967229 C 13.943701 35.864728 15.065036 33.840824 16.353586 31.924995 C 17.592955 30.087764 19.009377 28.378252 20.573343 26.80629 C 22.147143 25.244151 23.868489 23.829383 25.707871 22.591462 C 27.625943 21.304417 29.652213 20.184394 31.767009 19.241215 C 34.039187 18.219439 36.390053 17.354858 38.7901 16.6573 C 41.436057 15.881143 44.121356 15.242533 46.836162 14.741469 C 49.865733 14.181458 52.924808 13.729518 55.983886 13.395476 C 59.426578 13.022134 62.879108 12.7372
|
||
|
</g>
|
||
|
<g>
|
||
|
<linearGradient id="_lgradient_115" x1="0" x2="0" y1="0" y2="1" gradientTransform="matrix(144.999998,0,0,16.414987,55.524156,178.585013)" gradientUnits="userSpaceOnUse">
|
||
|
<stop offset="0%" style="stop-color:#E0E5E7"/>
|
||
|
<stop offset="100%" style="stop-color:#C7CED2"/>
|
||
|
</linearGradient>
|
||
|
<path fill="url(#_lgradient_115)" d="M 186.679323 178.629102 L 186.679323 178.585013 L 193.707971 178.629102 L 193.707562 186.815113 L 200.524154 186.815113 L 200.524154 195 L 55.524156 194.999376 L 55.524156 186.814852 L 62.340748 186.814852 L 62.340748 178.628841 L 69.369022 178.628841 L 69.369022 178.628841 L 186.679323 178.585013 L 186.679323 178.629102 Z"/>
|
||
|
<path fill="#666666" d="M 186.679323 178.585013 L 186.679323 170.443091 L 69.369059 170.443091 L 69.369238 170.44283 L 69.369022 170.44283 L 69.369022 178.585013 L 186.679323 178.585013 L 186.679323 178.585013 Z"/>
|
||
|
<path fill="#666666" d="M 75.734386 98.062878 L 180.310277 98.062878 L 180.310277 106.247401 L 75.734386 106.247401 L 75.734386 98.062878 Z"/>
|
||
|
<linearGradient id="_lgradient_116" x1="0" x2="0" y1="0" y2="1" gradientTransform="matrix(129.550473,0,0,35.604575,62.245547,63.17002)" gradientUnits="userSpaceOnUse">
|
||
|
<stop offset="0%" style="stop-color:#E0E5E7"/>
|
||
|
<stop offset="100%" style="stop-color:#C7CED2"/>
|
||
|
</linearGradient>
|
||
|
<path fill="url(#_lgradient_116)" d="M 191.795395 93.771212 L 127.022335 63.17002 L 62.245547 93.771212 L 62.245956 98.774187 L 191.795804 98.774596 L 191.795804 93.771248 L 191.79602 93.771248 L 191.795395 93.771212 Z"/>
|
||
|
<g>
|
||
|
<path fill="#666666" d="M 173.549062 101.992384 L 173.549062 102.781765 L 174.338443 102.781765 L 174.338443 101.203052 L 172.759729 101.203052 L 172.759729 103.571186 L 175.127864 103.571186 L 175.127864 100.41363 L 171.970308 100.41363 L 171.970308 104.360608 L 175.917285 104.360608 L 175.917285 100.41363 L 179.864263 100.41363 L 179.857189 104.390474 L 176.706771 104.360616 L 176.706771 101.20306 L 179.074906 101.20306 L 179.074906 103.571195 L 177.496192 103.571195 L 177.496192 101.992481 L 178.285573 101.992481 L 178.285573 102.781862 M 169.547369 101.992481 L 169.547369 102.781862 L 168.75798 102.781862 L 168.75798 101.203157 L 170.336694 101.203157 L 170.336694 103.571283 L 167.968559 103.571283 L 167.968559 100.413735 L 171.126115 100.413735 L 171.126115 104.360705 L 167.179138 104.360705 L 167.179138 100.413735 L 163.232168 100.413735 L 163.239234 104.390571 L 166.389652 104.360713 L 166.389652 101.203157 L 164.021525 101.203157 L 164.021525 103.571291 L 165.60023 103.571291 L 165.60023 101.992578 L 164.81085 101.992578 L 164.81085 102.781959 M 156.072637 101.992578 L 156.072637 102.781959 L 156.862018 102.781959 L 156.862018 101.203253 L 155.283313 101.203253 L 155.283313 103.57138 L 157.651439 103.57138 L 157.651439 100.413832 L 154.493892 100.413832 L 154.493892 104.360801 L 158.440861 104.360801 L 158.440861 100.413832 L 162.387838 100.413832 L 162.380773 104.390667 L 159.230355 104.360809 L 159.230355 101.203253 L 161.598481 101.203253 L 161.598481 103.571388 L 160.019776 103.571388 L 160.019776 101.992675 L 160.809157 101.992675 L 160.809157 102.782064 M 152.070945 101.992675 L 152.070945 102.782064 L 151.281564 102.782064 L 151.281564 101.20335 L 152.860277 101.20335 L 152.860277 103.571485 L 150.492142 103.571485 L 150.492142 100.413929 L 153.649698 100.413929 L 153.649698 104.360906 L 149.702721 104.360906 L 149.702721 100.413929 L 145.755744 100.413929 L 145.762813 104.390764 L 148.913235 104.360906 L 148.913235 101.203358 L 146.545101 101.203358 L 146.545101 103.571485 L 148.123814 103.571485 L 148.123814 101.992779 L 147.334433 101.992779 L 147.334433 102.78216 M 103.777503 101.992779 L 103.777503 102.78216 L 104.566884 102.78216 L 104.566884 101.203447 L 102.988174 101.203447 L 102.988174 103.571582 L 105.356305 103.571582 L 105.356305 100.414026 L 102.198753 100.414026 L 102.198753 104.361003 L 106.145728 104.361003 L 106.145728 100.414026 L 110.092701 100.414026 L 110.085632 104.390861 L 106.935214 104.361003 L 106.935214 101.203455 L 109.303347 101.203455 L 109.303347 103.571582 L 107.724635 103.571582 L 107.724635 101.992876 L 108.514018 101.992876 L 108.514018 102.782257 M 99.775808 101.992876 L 99.775808 102.782257 L 98.986425 102.782257 L 98.986425 101.203544 L 100.565136 101.203544 L 100.565136 103.571678 L 98.197004 103.571678 L 98.197004 100.414122 L 101.354558 100.414122 L 101.354558 104.3611 L 97.407582 104.3611 L 97.407582 100.414122 L 93.460608 100.414122 L 93.467677 104.390966 L 96.618095 104.3611 L 96.618095 101.203552 L 94.249963 101.203552 L 94.249963 103.571678 L 95.828673 103.571678 L 95.828673 101.992973 L 95.039292 101.992973 L 95.039292 102.782354 M 86.301082 101.992973 L 86.301082 102.782354 L 87.090464 102.782354 L 87.090464 101.203641 L 85.511753 101.203641 L 85.511753 103.571775 L 87.879885 103.571775 L 87.879885 100.414219 L 84.722331 100.414219 L 84.722331 104.361197 L 88.669307 104.361197 L 88.669307 100.414219 L 92.616281 100.414219 L 92.609212 104.391063 L 89.458794 104.361205 L 89.458794 101.203649 L 91.826926 101.203649 L 91.826926 103.571783 L 90.248216 103.571783 L 90.248216 101.99307 L 91.037597 101.99307 L 91.037597 102.782451 M 82.299387 101.99307 L 82.299387 102.782451 L 81.510005 102.782451 L 81.510005 101.203737 L 83.088715 101.203737 L 83.088715 103.571872 L 80.720584 103.571872 L 80.720584 100.414316 L 83.878137 100.414316 L 83.878137 104.361293 L 79.931162 104.361293 L 79.931162 100.414316 L 75.984187 100.414316 L 75.991257 104.391159 L 79.141675 104.361301 L 79.141675 101.203745 L 76.773543 101.203745 L 76.773543 103.57188 L 78.352253 103.57188 L 78.
|
||
|
<path fill="#CCCCCC" fill-rule="evenodd" d="M 178.422721 102.787491 L 178.422721 102.156447 L 177.945287 102.156447 L 177.945287 103.422686 L 179.215678 103.422686 L 179.215678 101.363491 L 177.156482 101.363491 L 177.156482 104.215642 L 180.000331 104.240552 L 180.004482 100.570535 L 176.363526 100.570535 L 176.363526 104.531164 L 172.087375 104.531164 L 172.087375 100.255013 L 175.57057 100.255013 L 175.57057 103.738208 L 172.880331 103.738208 L 172.880331 101.047969 L 174.781766 101.047969 L 174.781766 102.949403 L 173.673288 102.949403 L 173.673288 101.998686 C 173.673288 101.95717 173.689894 101.915654 173.718955 101.886593 C 173.748016 101.857532 173.789532 101.840925 173.831048 101.840925 C 173.872564 101.840925 173.914081 101.857532 173.943142 101.886593 C 173.972203 101.915654 173.988809 101.95717 173.988809 101.998686 L 173.988809 102.62973 L 174.462092 102.62973 L 174.462092 101.363491 L 173.195853 101.363491 L 173.195853 103.422686 L 175.255048 103.422686 L 175.255048 100.570535 L 172.407049 100.570535 L 172.407049 104.215642 L 176.048004 104.215642 L 176.048004 100.255013 L 180.324156 100.255013 L 180.315852 104.560225 L 176.840961 104.531164 L 176.840961 101.047969 L 179.531199 101.047969 L 179.531199 103.738208 L 177.629765 103.738208 L 177.629765 101.840925 L 178.738243 101.840925 L 178.738243 102.787491 C 178.738243 102.833158 178.721637 102.870523 178.692576 102.899584 C 178.663514 102.932797 178.621998 102.949403 178.580482 102.949403 C 178.538966 102.949403 178.49745 102.932797 178.468389 102.899584 C 178.439328 102.870523 178.422721 102.833158 178.422721 102.787491 Z M 164.909254 102.787491 L 164.909254 101.840925 L 166.017732 101.840925 L 166.017732 103.738208 L 164.116297 103.738208 L 164.116297 101.047969 L 166.810688 101.047969 L 166.810688 104.531164 L 163.331644 104.564377 L 163.323341 100.255013 L 167.599492 100.255013 L 167.599492 104.215642 L 171.240448 104.215642 L 171.240448 100.570535 L 168.392448 100.570535 L 168.392448 103.422686 L 170.451644 103.422686 L 170.451644 101.363491 L 169.185405 101.363491 L 169.185405 102.62973 L 169.658687 102.62973 L 169.658687 101.998686 C 169.658687 101.95717 169.675294 101.915654 169.704355 101.886593 C 169.733416 101.857532 169.774932 101.840925 169.816448 101.840925 C 169.857964 101.840925 169.89948 101.857532 169.928542 101.886593 C 169.957603 101.915654 169.974209 101.95717 169.974209 101.998686 L 169.974209 102.949403 L 168.865731 102.949403 L 168.865731 101.047969 L 170.767165 101.047969 L 170.767165 103.738208 L 168.076927 103.738208 L 168.076927 100.255013 L 171.560122 100.255013 L 171.560122 104.531164 L 167.28397 104.531164 L 167.28397 100.570535 L 163.643015 100.570535 L 163.647166 104.244703 L 166.491014 104.215642 L 166.491014 101.363491 L 164.431819 101.363491 L 164.431819 103.422686 L 165.70221 103.422686 L 165.70221 102.156447 L 165.224775 102.156447 L 165.224775 102.787491 C 165.224775 102.833158 165.208169 102.870523 165.179108 102.899584 C 165.150046 102.932797 165.10853 102.949403 165.067014 102.949403 C 165.025498 102.949403 164.983982 102.932797 164.954921 102.899584 C 164.92586 102.870523 164.909254 102.833158 164.909254 102.787491 Z M 156.14522 101.998686 C 156.14522 101.95717 156.161826 101.915654 156.190887 101.886593 C 156.219948 101.857532 156.261464 101.840925 156.30298 101.840925 C 156.344496 101.840925 156.386012 101.857532 156.415074 101.886593 C 156.444135 101.915654 156.460741 101.95717 156.460741 101.998686 L 156.460741 102.62973 L 156.938176 102.62973 L 156.938176 101.363491 L 155.671937 101.363491 L 155.671937 103.422686 L 157.72698 103.422686 L 157.72698 100.574686 L 154.878981 100.574686 L 154.878981 104.215642 L 158.519936 104.215642 L 158.519936 100.255013 L 162.796088 100.255013 L 162.787784 104.564377 L 159.312893 104.531164 L 159.312893 101.047969 L 162.003131 101.047969 L 162.003131 103.738208 L 160.105849 103.738208 L 160.105849 101.840925 L 161.210175 101.840925 L 161.210175 102.787491 C 161.210175 102.833158 161.193569 102.870523 161.164508 102.899584 C 161.135446 102.932797 161.09393 102.949403 161.05
|
||
|
</g>
|
||
|
<g>
|
||
|
<linearGradient id="_lgradient_117" x1="0" x2="0" y1="0" y2="1" gradientTransform="matrix(15.229912,0,0,63.623513,79.4092,106.532076)" gradientUnits="userSpaceOnUse">
|
||
|
<stop offset="0%" style="stop-color:#BDC3C7"/>
|
||
|
<stop offset="100%" style="stop-color:#AEAFB3"/>
|
||
|
</linearGradient>
|
||
|
<path fill="url(#_lgradient_117)" d="M 80.9999 106.535346 L 92.821701 106.535346 L 94.639112 170.155135 L 79.4092 170.155589 L 80.999863 106.532076 L 80.999863 106.532297 L 80.9999 106.535346 Z"/>
|
||
|
<linearGradient id="_lgradient_118" x1="0" x2="0" y1="0" y2="1" gradientTransform="matrix(22,0,0,7,76.024156,106.28501)" gradientUnits="userSpaceOnUse">
|
||
|
<stop offset="0%" style="stop-color:#E0E5E7"/>
|
||
|
<stop offset="100%" style="stop-color:#C7CED2"/>
|
||
|
</linearGradient>
|
||
|
<path fill="url(#_lgradient_118)" d="M 92.075646 112.28501 L 81.972665 112.28501 C 81.341287 112.903487 80.476922 113.28501 79.524156 113.28501 C 77.592454 113.28501 76.024156 111.716719 76.024156 109.78501 C 76.024156 107.853308 77.592454 106.28501 79.524156 106.28501 C 79.599893 106.28501 79.675073 106.287421 79.749619 106.292174 L 79.749619 106.28501 L 94.524156 106.28501 L 94.749619 106.28501 L 94.749619 106.292174 C 96.576425 106.408553 98.024156 107.929045 98.024156 109.78501 C 98.024156 111.716719 96.455857 113.28501 94.524156 113.28501 C 93.571389 113.28501 92.707025 112.903487 92.075646 112.28501 Z"/>
|
||
|
</g>
|
||
|
<g>
|
||
|
<linearGradient id="_lgradient_119" x1="0" x2="0" y1="0" y2="1" gradientTransform="matrix(15.230656,0,0,63.623508,106.742161,106.534307)" gradientUnits="userSpaceOnUse">
|
||
|
<stop offset="0%" style="stop-color:#BDC3C7"/>
|
||
|
<stop offset="100%" style="stop-color:#AEAFB3"/>
|
||
|
</linearGradient>
|
||
|
<path fill="url(#_lgradient_119)" d="M 108.332674 106.534977 L 120.154103 106.534307 L 121.972817 170.157815 L 106.742161 170.157815 L 108.332827 106.538025 L 108.332674 106.534977 Z"/>
|
||
|
<linearGradient id="_lgradient_120" x1="0" x2="0" y1="0" y2="1" gradientTransform="matrix(22,0,0,7,103.357489,106.28501)" gradientUnits="userSpaceOnUse">
|
||
|
<stop offset="0%" style="stop-color:#E0E5E7"/>
|
||
|
<stop offset="100%" style="stop-color:#C7CED2"/>
|
||
|
</linearGradient>
|
||
|
<path fill="url(#_lgradient_120)" d="M 119.40898 112.28501 L 109.305998 112.28501 C 108.67462 112.903487 107.810255 113.28501 106.857489 113.28501 C 104.925787 113.28501 103.357489 111.716719 103.357489 109.78501 C 103.357489 107.853308 104.925787 106.28501 106.857489 106.28501 C 106.933226 106.28501 107.008406 106.287421 107.082953 106.292174 L 107.082953 106.28501 L 121.857489 106.28501 L 122.082953 106.28501 L 122.082953 106.292174 C 123.909758 106.408553 125.357489 107.929045 125.357489 109.78501 C 125.357489 111.716719 123.789191 113.28501 121.857489 113.28501 C 120.904723 113.28501 120.040358 112.903487 119.40898 112.28501 Z"/>
|
||
|
</g>
|
||
|
<g>
|
||
|
<linearGradient id="_lgradient_121" x1="0" x2="0" y1="0" y2="1" gradientTransform="matrix(15.230281,0,0,63.623513,134.075682,106.657852)" gradientUnits="userSpaceOnUse">
|
||
|
<stop offset="0%" style="stop-color:#BDC3C7"/>
|
||
|
<stop offset="100%" style="stop-color:#AEAFB3"/>
|
||
|
</linearGradient>
|
||
|
<path fill="url(#_lgradient_121)" d="M 135.666303 106.660719 L 147.488106 106.661128 L 149.305963 170.280923 L 134.075682 170.281366 L 135.666342 106.657852 L 135.666342 106.658074 L 135.666303 106.660719 Z"/>
|
||
|
<linearGradient id="_lgradient_122" x1="0" x2="0" y1="0" y2="1" gradientTransform="matrix(22,0,0,7,130.690822,106.28501)" gradientUnits="userSpaceOnUse">
|
||
|
<stop offset="0%" style="stop-color:#E0E5E7"/>
|
||
|
<stop offset="100%" style="stop-color:#C7CED2"/>
|
||
|
</linearGradient>
|
||
|
<path fill="url(#_lgradient_122)" d="M 146.742313 112.28501 L 136.639331 112.28501 C 136.007953 112.903487 135.143589 113.28501 134.190822 113.28501 C 132.259121 113.28501 130.690822 111.716719 130.690822 109.78501 C 130.690822 107.853308 132.259121 106.28501 134.190822 106.28501 C 134.266559 106.28501 134.341739 106.287421 134.416286 106.292174 L 134.416286 106.28501 L 149.190822 106.28501 L 149.416286 106.28501 L 149.416286 106.292174 C 151.243091 106.408553 152.690822 107.929045 152.690822 109.78501 C 152.690822 111.716719 151.122524 113.28501 149.190822 113.28501 C 148.238056 113.28501 147.373691 112.903487 146.742313 112.28501 Z"/>
|
||
|
</g>
|
||
|
<g>
|
||
|
<linearGradient id="_lgradient_123" x1="0" x2="0" y1="0" y2="1" gradientTransform="matrix(15.229532,0,0,63.623508,161.40939,106.534977)" gradientUnits="userSpaceOnUse">
|
||
|
<stop offset="0%" style="stop-color:#BDC3C7"/>
|
||
|
<stop offset="100%" style="stop-color:#AEAFB3"/>
|
||
|
</linearGradient>
|
||
|
<path fill="url(#_lgradient_123)" d="M 162.999267 106.534977 L 174.821071 106.534977 L 176.638921 170.158484 L 161.40939 170.15786 L 162.999415 106.538065 L 162.999267 106.534977 Z"/>
|
||
|
<linearGradient id="_lgradient_124" x1="0" x2="0" y1="0" y2="1" gradientTransform="matrix(22,0,0,7,158.024156,106.28501)" gradientUnits="userSpaceOnUse">
|
||
|
<stop offset="0%" style="stop-color:#E0E5E7"/>
|
||
|
<stop offset="100%" style="stop-color:#C7CED2"/>
|
||
|
</linearGradient>
|
||
|
<path fill="url(#_lgradient_124)" d="M 174.075646 112.28501 L 163.972665 112.28501 C 163.341287 112.903487 162.476922 113.28501 161.524156 113.28501 C 159.592454 113.28501 158.024156 111.716719 158.024156 109.78501 C 158.024156 107.853308 159.592454 106.28501 161.524156 106.28501 C 161.599893 106.28501 161.675073 106.287421 161.749619 106.292174 L 161.749619 106.28501 L 176.524156 106.28501 L 176.749619 106.28501 L 176.749619 106.292174 C 178.576425 106.408553 180.024156 107.929045 180.024156 109.78501 C 180.024156 111.716719 178.455857 113.28501 176.524156 113.28501 C 175.571389 113.28501 174.707025 112.903487 174.075646 112.28501 Z"/>
|
||
|
</g>
|
||
|
</g>
|
||
|
</svg>
|