forked from cal/tdf-2023-webseite
You can not select more than 25 topics
Topics must start with a letter or number, can include dashes ('-') and can be up to 35 characters long.
148 lines
74 KiB
148 lines
74 KiB
<?xml version="1.0" encoding="UTF-8"?>
|
|
<svg xmlns="http://www.w3.org/2000/svg" width="1200" height="849.56" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 1200 849.56">
|
|
<defs>
|
|
<style>
|
|
.cls-1 {
|
|
fill: #010000;
|
|
}
|
|
|
|
.cls-2, .cls-3 {
|
|
fill: #26175e;
|
|
}
|
|
|
|
.cls-4 {
|
|
fill: #dad2cf;
|
|
}
|
|
|
|
.cls-5, .cls-3, .cls-6, .cls-7 {
|
|
stroke-miterlimit: 10;
|
|
}
|
|
|
|
.cls-5, .cls-3, .cls-7 {
|
|
stroke: #26175e;
|
|
stroke-width: 7.5px;
|
|
}
|
|
|
|
.cls-5, .cls-6 {
|
|
fill: none;
|
|
}
|
|
|
|
.cls-8 {
|
|
fill-rule: evenodd;
|
|
}
|
|
|
|
.cls-8, .cls-9 {
|
|
fill: #401e13;
|
|
}
|
|
|
|
.cls-10 {
|
|
isolation: isolate;
|
|
}
|
|
|
|
.cls-11 {
|
|
mix-blend-mode: multiply;
|
|
}
|
|
|
|
.cls-12 {
|
|
fill: #ffff57;
|
|
}
|
|
|
|
.cls-6 {
|
|
stroke: #401e13;
|
|
stroke-width: 1.5px;
|
|
}
|
|
|
|
.cls-7 {
|
|
fill: #f2fff3;
|
|
}
|
|
|
|
.cls-13 {
|
|
fill: #d1ffe9;
|
|
}
|
|
|
|
.cls-14 {
|
|
fill: #cc673f;
|
|
}
|
|
|
|
.cls-15 {
|
|
fill: #37d4b4;
|
|
}
|
|
</style>
|
|
</defs>
|
|
<g class="cls-10">
|
|
<g id="Flächen">
|
|
<rect class="cls-13" x="-1356.04" y="-1022.12" width="2731.8" height="1937.45"/>
|
|
</g>
|
|
<g id="Beschritung">
|
|
<g>
|
|
<polygon class="cls-7" points="75.13 523.49 908.86 42 1115.54 400.1 1115.23 810.86 244.32 815.41 75.13 523.49"/>
|
|
<polygon class="cls-4" points="629.41 602.57 550.75 602.57 550.75 490.2 629.41 490.52 629.41 602.57"/>
|
|
<polyline class="cls-4" points="707.67 399.8 801.53 345.55 836.3 406.01 836.3 604.2 727.4 604.2 727.24 435.06 707.67 399.8"/>
|
|
<rect class="cls-12" x="433.37" y="606.1" width="331.82" height="106.99"/>
|
|
<polyline class="cls-2" points="438.36 547 515.79 545.91 516.22 606.53 436.93 606.03 438.36 547"/>
|
|
<polygon class="cls-4" points="931.09 717.87 769.72 722.83 769.72 651.49 922.14 651.36 931.09 717.87"/>
|
|
<line class="cls-5" x1="629.52" y1="556.82" x2="629.52" y2="533.25"/>
|
|
<polyline class="cls-5" points="629.52 500.02 629.41 462.91 630.09 443.41 619.11 424.37 550.75 490.2 550.75 602.57 629.41 602.57 629.52 590.94"/>
|
|
<line class="cls-5" x1="629.41" y1="490.52" x2="550.75" y2="490.2"/>
|
|
<line class="cls-5" x1="629.52" y1="545.48" x2="551.21" y2="545.48"/>
|
|
<polyline class="cls-5" points="711.04 405.63 707.67 399.8 801.53 345.55 836.3 406.01 836.51 602.9 727.62 602.9 727.52 593.06"/>
|
|
<polyline class="cls-5" points="727.57 562.64 727.24 435.06 725.9 432.74"/>
|
|
<polygon class="cls-2" points="627.5 446.45 629.41 462.91 629.41 490.52 550.75 490.2 627.5 446.45"/>
|
|
<polyline class="cls-5" points="629.61 442.56 579.19 355.23 436.83 437.42 436.93 606.03"/>
|
|
<polyline class="cls-5" points="437.19 549 516.22 547.97 516.22 602.74 550.75 602.57"/>
|
|
<polygon class="cls-2" points="439.27 438.56 579.13 357.81 629.96 447.14 550.75 490.2 547.84 600.98 516.22 602.74 515.79 545.91 438.36 547 439.27 438.56"/>
|
|
<polygon class="cls-3" points="670.88 420.84 619.36 331.6 895.44 172.2 1035.81 415.33 1035.47 721.39 923.67 722.16 922.82 604.03 838.42 602.97 836.3 406.01 801.53 345.55 670.88 420.84"/>
|
|
<polyline class="cls-5" points="790.24 651.81 768.89 651.97 768.89 723.31 923.67 722.16"/>
|
|
<line class="cls-5" x1="813.4" y1="651.2" x2="864.1" y2="651.2"/>
|
|
<line class="cls-5" x1="888.96" y1="651.57" x2="939.67" y2="651.57"/>
|
|
<line class="cls-5" x1="824.09" y1="722.9" x2="824.09" y2="651.2"/>
|
|
<polygon class="cls-3" points="631.38 327.65 576.66 233.85 908.86 42 1115.54 400.1 1115.23 810.86 780.64 812.61 779.93 723.23 956.87 721.93 961.61 440.31 844.46 273.19 631.38 327.65"/>
|
|
<line class="cls-5" x1="629.16" y1="482.95" x2="683.09" y2="482.68"/>
|
|
<line class="cls-5" x1="716.43" y1="482.56" x2="727.42" y2="482.59"/>
|
|
<g>
|
|
<g>
|
|
<path class="cls-9" d="M785.41,679.57h2.32l1.34,8.99h.24l1.95-8.99h2.56l1.95,8.99h.24l1.34-8.99h2.32l-2.08,10.88h-3.34l-1.71-8.27-1.71,8.27h-3.34l-2.08-10.88Z"/>
|
|
<path class="cls-9" d="M808.07,690.27c-1.13.25-2.15.37-3.06.37s-1.63-.11-2.18-.34c-.54-.22-.97-.58-1.28-1.07-.31-.49-.52-1.07-.64-1.73-.12-.66-.18-1.49-.18-2.5,0-2.1.3-3.56.89-4.39.59-.83,1.68-1.24,3.27-1.24.92,0,1.98.14,3.18.43l-.06,1.76c-1.06-.16-1.93-.24-2.63-.24s-1.2.09-1.5.28c-.3.19-.52.54-.66,1.06-.14.52-.22,1.41-.22,2.67s.15,2.13.44,2.62.88.73,1.76.73,1.82-.08,2.81-.22l.05,1.81Z"/>
|
|
</g>
|
|
<rect class="cls-6" x="782.68" y="670.88" width="28.35" height="28.35" rx="4.03" ry="4.03"/>
|
|
</g>
|
|
<g>
|
|
<path class="cls-8" d="M881.86,675.22c.39-.27.91-.43,1.47-.33.38.07.69.23.94.46.37.34.61.82.63,1.4.03,1.14-.87,2.04-2.09,1.96-.58-.04-1-.29-1.33-.69-.22-.27-.36-.53-.43-.96-.13-.82.33-1.51.82-1.85ZM872.09,684.13c.75-.71,1.65-1.25,2.83-1.5.08-.02.17,0,.24-.04.08-.03.21-.24.26-.29.91-.97,1.75-1.98,2.63-2.97-.52-.33-1.07-.63-1.61-.94-.63.53-1.22,1.1-1.86,1.66-.29.25-.78.53-1.3.32-.44-.18-.77-.62-.73-1.21.03-.49.41-.76.72-1.04.64-.59,1.3-1.19,1.97-1.77.23-.2.44-.43.79-.51.04,0,.11,0,.14-.05.01.05.15.01.25.02.3.03.55.21.79.35,1.2.69,2.41,1.39,3.62,2.08.23.13.48.28.71.42.24.15.51.25.72.42.43.32.62,1.04.38,1.59-.15.34-.45.6-.7.89-.56.65-1.16,1.33-1.74,1.99,1.21-.05,2.57-.14,3.74-.23.17.03.38-.01.59.03.57.11.98.6.92,1.31-.16,1.72-.28,3.56-.42,5.39-.04.5-.06.86-.32,1.16-.27.31-.8.53-1.29.33-.41-.17-.75-.54-.74-1.09,0-.26.05-.55.07-.84.08-1.26.22-2.66.3-3.88-.46,0-1.04.06-1.53.08.46.94.74,2.33.49,3.7-.22,1.21-.79,2.23-1.52,2.94-.51-.49-1-.99-1.51-1.48.39-.42.73-1,.89-1.64.16-.66.14-1.34-.05-1.99-.54-1.58-1.76-2.69-3.76-2.72-.48,0-1,.14-1.39.32-.41.19-.75.41-1.07.68-.5-.48-.98-1-1.49-1.48h0ZM878.28,691.57c.4.35.78.75,1.16,1.13.13.13.27.23.37.38-1.02.79-2.43,1.33-4.14,1.23-.63-.04-1.18-.21-1.69-.39-.15-.05-.3-.14-.44-.2-.31-.15-.62-.31-.88-.5-.27-.2-.5-.42-.73-.65-.87-.83-1.58-2.19-1.68-3.73-.05-.75.05-1.6.28-2.27.23-.68.56-1.24.95-1.77.39.34.74.72,1.12,1.09.13.13.27.25.38.39.05.05-.04.14-.08.19-.28.46-.49,1.05-.54,1.74-.06.81.17,1.55.5,2.1.31.52.75.99,1.29,1.33.54.34,1.24.58,2,.58.89,0,1.57-.29,2.14-.66h0Z"/>
|
|
<rect class="cls-6" x="864.25" y="670.42" width="28.35" height="28.35" rx="4.03" ry="4.03"/>
|
|
</g>
|
|
<image class="cls-11" width="1024" height="1024" transform="translate(572.8 554.55) scale(.04)" xlink:href="data:image/png;base64,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"/>
|
|
<image class="cls-11" width="1024" height="1024" transform="translate(571.27 496.25) scale(.04)" xlink:href="data:image/png;base64,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"/>
|
|
<image class="cls-11" width="1024" height="1024" transform="translate(740.22 550.65) scale(.04)" xlink:href="../../../Library/CloudStorage/Dropbox/Chaos/TDF/TDF4/Westspitze/Icons/stairs-person-ascend.png"/>
|
|
<polygon class="cls-14" points="695.72 414.09 717.05 419.81 711.34 441.15 695.72 414.09"/>
|
|
<polygon class="cls-9" points="709.65 563.55 725.27 579.18 709.66 594.79 709.65 563.55"/>
|
|
<polygon class="cls-9" points="648.77 588.73 633.15 573.11 648.77 557.49 648.77 588.73"/>
|
|
<polygon class="cls-9" points="648.3 531.03 632.68 515.41 648.3 499.79 648.3 531.03"/>
|
|
<path class="cls-14" d="M770.66,423.81c-.05-.88-.06-1.76-.18-2.63-.25-1.84-1.03-3.45-2.24-4.86-.32-.38-.65-.75-.98-1.12-1.32-1.5-1.49-3.59-.43-5.29.11-.18.23-.36.34-.54.25-.4.55-.43.85-.06.63.76,1.34,1.44,2.16,2,1.6,1.07,3.37,1.64,5.3,1.66.74,0,1.47,0,2.21,0,1.41,0,2.56-1.13,2.62-2.54.05-1.41-1.01-2.64-2.41-2.73-.76-.05-1.53-.02-2.29-.03-1.34-.01-2.44-.53-3.33-1.53-.58-.65-1.12-1.34-1.75-1.95-1.54-1.49-3.39-2.36-5.51-2.61-1.54-.18-3.08-.14-4.58.31-2.44.74-4.32,2.2-5.64,4.37-.18.3-.37.6-.54.9-.52.91-.55,1.84,0,2.75.54.9,1.37,1.32,2.41,1.28.9-.04,1.6-.46,2.09-1.22.22-.35.42-.71.64-1.06.47-.76,1.12-1.32,1.93-1.68.24-.11.43-.08.57.07.13.15.15.33.04.55-.76,1.53-1.13,3.14-1.05,4.85.04.75.17,1.49.38,2.21.1.36.02.53-.32.67-.92.37-1.84.73-2.76,1.1-1.43.59-2.05,2.19-1.41,3.59.59,1.26,2.06,1.84,3.38,1.32,1.26-.5,2.52-1,3.77-1.51.35-.14.51-.09.71.23.49.76.71,1.6.7,2.51,0,.83,0,1.65,0,2.48,0,1.4,1.08,2.58,2.44,2.65,1.48.08,2.71-.94,2.83-2.39.05-.58,0-1.17,0-1.76.02,0,.04,0,.05,0ZM740.76,432.37c-.66,0-1.01-.35-1.01-1.01,0-3.96,0-7.93,0-11.89,0-2.45,0-4.89,0-7.34,0-.57.36-.93.93-.93.87,0,1.75,0,2.62,0,.1,0,.19,0,.29.02.87.16,1.45.87,1.45,1.78,0,1.56,0,3.12,0,4.67,0,.43.14.57.57.57,2.13,0,4.26,0,6.39,0,1.12,0,1.87.75,1.87,1.87,0,1.54,0,3.07,0,4.61,0,.44.14.59.58.59,2.16,0,4.31,0,6.47,0,.99,0,1.77.78,1.77,1.77,0,1.45,0,2.89,0,4.34,0,.09,0,.18-.02.27-.1.44-.45.68-.96.68-3.49,0-6.99,0-10.48,0-3.49,0-6.97,0-10.46,0ZM750.26,399.73c-.42,2.39-2.26,4.13-4.72,4.39-2.3.24-4.43-1.06-5.35-3.16-.51-1.17-.52-2.38-.3-3.61.4-2.3,1.51-4.22,3.26-5.76.65-.57,1.37-1.04,2.16-1.4.22-.1.41-.06.54.1.12.14.14.35.03.54-.02.04-.05.08-.07.12-.82,1.48-.95,3.02-.41,4.62.15.44.5.51.83.18.29-.29.54-.62.69-1.02.12-.32.37-.42.68-.26,1.77.92,2.71,2.36,2.75,4.45-.02.22-.03.52-.08.81ZM772.38,391.79c2.44,0,4.4,1.98,4.4,4.41,0,2.44-1.98,4.42-4.41,4.42-2.43,0-4.4-1.99-4.4-4.41-.02-2.31,1.83-4.41,4.41-4.42Z"/>
|
|
<g>
|
|
<path class="cls-1" d="M472.23,639.36l24.5,31.42c.32.4.6.78.85,1.14.25.36.48.72.69,1.08.21.36.4.72.56,1.07.28.57.49,1.18.62,1.83s.2,1.31.2,2c0,1.53-.27,2.93-.82,4.2-.55,1.28-1.36,2.36-2.43,3.24-2.06,1.71-4.62,2.57-7.69,2.57h-15.75c-3.44,0-6.25-.91-8.44-2.73-1.2-.98-2.17-2.2-2.92-3.65-.76-1.49-1.14-2.99-1.14-4.49,0-.52.05-1.03.15-1.53.1-.5.25-.97.46-1.43.21-.46.47-.89.79-1.28.35-.43.75-.8,1.21-1.09.46-.3.95-.52,1.47-.66s1.06-.22,1.62-.22c.5,0,.98.07,1.45.2.47.13.91.33,1.32.59.41.26.78.58,1.11.95.93,1.07,1.4,2.35,1.4,3.83v.23c0,.07,0,.13.02.17.13.03.3.06.51.08s.45.03.72.03h14.98l-24.45-31.41c-.93-1.21-1.61-2.3-2.04-3.27-.25-.56-.42-1.15-.53-1.78s-.17-1.29-.17-1.99c0-1.18.18-2.29.53-3.34.36-1.05.88-2,1.57-2.87.69-.86,1.55-1.62,2.56-2.27.15-.1.31-.2.46-.29.16-.09.31-.17.47-.25.16-.08.31-.16.47-.23.16-.07.31-.14.47-.2.16-.06.31-.12.47-.17.16-.05.32-.09.48-.13.16-.04.33-.08.49-.11.48-.07,1.02-.12,1.62-.16.6-.03,1.28-.05,2.04-.05h15.17c3.36,0,6.14.94,8.35,2.81.29.26.57.53.83.81.26.29.51.58.75.89.24.31.46.63.67.95.21.33.41.67.59,1.03.38.75.68,1.5.87,2.26.2.76.3,1.54.3,2.32,0,1.68-.46,3.08-1.38,4.19-.51.63-1.14,1.09-1.88,1.4-.74.3-1.54.45-2.38.45-.73,0-1.43-.12-2.09-.36-.66-.24-1.24-.6-1.74-1.09-.34-.34-.62-.71-.85-1.13-.23-.41-.39-.84-.5-1.29-.1-.45-.16-.91-.16-1.39,0-.1,0-.21-.02-.31s-.02-.19-.03-.25c-.01-.06-.02-.11-.04-.16-.13-.05-.32-.09-.57-.12-.25-.04-.54-.05-.88-.05h-14.91Z"/>
|
|
<path class="cls-1" d="M509.15,682.4v-48.53c0-1.08.23-2.04.68-2.88s1.1-1.48,1.93-1.93c.83-.46,1.79-.68,2.88-.68,1.64,0,2.97.5,3.98,1.51s1.51,2.33,1.51,3.98l-.02,12.32,18.7-15.87c.72-.59,1.42-1.05,2.09-1.38.67-.33,1.37-.49,2.09-.49.29,0,.58.02.87.07.29.05.58.12.86.21.28.09.54.21.79.35.25.14.49.3.73.48.23.18.45.38.65.6.48.54.84,1.14,1.08,1.81.25.67.37,1.37.37,2.11,0,.35-.04.69-.11,1.02-.08.33-.18.65-.31.94-.13.3-.29.59-.49.88s-.41.57-.64.82c-.23.26-.47.51-.74.77l-23.02,19.63,22.84,19.59c1.64,1.39,2.46,2.9,2.46,4.53,0,1.54-.48,2.84-1.45,3.92-.5.56-1.09.99-1.77,1.28s-1.39.45-2.13.45c-.37,0-.74-.04-1.11-.13-.37-.09-.72-.22-1.06-.39-.55-.27-1.09-.62-1.63-1.05-.43-.34-.85-.67-1.26-1l-.04-.02-.04-.04-17.74-15.24v12.36c0,1.64-.5,2.97-1.51,3.99s-2.33,1.52-3.98,1.52c-1.08,0-2.04-.23-2.88-.69-.83-.46-1.48-1.11-1.93-1.94s-.68-1.79-.68-2.88Z"/>
|
|
<path class="cls-1" d="M581.45,660.14v22.26c0,1.64-.5,2.97-1.5,3.99s-2.32,1.52-3.97,1.52-2.97-.51-3.99-1.52-1.52-2.34-1.52-3.99v-22.26l-13.7-17.79-.38-.52v-7.95c0-1.08.23-2.04.68-2.88s1.1-1.48,1.93-1.93c.83-.46,1.79-.68,2.88-.68,1.64,0,2.97.5,3.98,1.51s1.51,2.33,1.51,3.98v4.23l8.62,11.18,8.62-11.18v-4.23c0-1.64.5-2.97,1.5-3.98s2.33-1.51,3.97-1.51c1.08,0,2.04.23,2.88.68.83.45,1.48,1.1,1.94,1.93s.69,1.79.69,2.88v7.95l-.4.52-13.72,17.79Z"/>
|
|
<path class="cls-1" d="M605.06,685.99v-57.6h21.95c5.71,0,10.02,1.67,12.93,5,2.87,3.26,4.3,7.74,4.3,13.44,0,4.56-1.32,8.34-3.97,11.34.7.79,1.29,1.6,1.78,2.43s.87,1.68,1.15,2.55c.69,2.13,1.03,4.78,1.03,7.95,0,1.12-.08,2.19-.24,3.22-.16,1.03-.4,2.03-.72,2.98s-.73,1.86-1.21,2.73c-.73,1.27-1.62,2.4-2.66,3.39s-2.22,1.82-3.55,2.5c-2.6,1.33-5.55,1.99-8.86,1.99h-21.95v-1.92ZM616.04,639.36v13.28h10.98c2.29,0,3.91-.44,4.85-1.33.94-.88,1.41-2.38,1.41-4.49,0-2.77-.45-4.75-1.36-5.92-.79-1.02-2.42-1.54-4.89-1.54h-10.98ZM616.04,663.62v13.28h10.98c2.29,0,3.91-.44,4.85-1.33.94-.89,1.41-2.38,1.41-4.47,0-2.77-.45-4.75-1.36-5.92-.79-1.04-2.42-1.56-4.89-1.56h-10.98Z"/>
|
|
<path class="cls-1" d="M652.38,681.88l14.03-48.46c.41-1.43.96-2.57,1.66-3.41.47-.55,1.03-.96,1.7-1.22.67-.27,1.38-.4,2.12-.4s1.37.13,1.99.38c.62.26,1.15.62,1.61,1.08.46.47.84,1,1.17,1.6.33.6.59,1.26.79,1.98l13.81,48.44.09.26v.26c0,1.57-.54,2.88-1.61,3.93-1.06,1.05-2.31,1.57-3.76,1.57s-2.6-.46-3.57-1.37c-.97-.92-1.68-2.11-2.12-3.59l-2.22-7.22-12.44.02-2.27,7.22c-.59,2.02-1.62,3.44-3.08,4.26-.8.44-1.68.67-2.64.68-1.43,0-2.68-.53-3.74-1.6-1.06-1.07-1.59-2.37-1.59-3.91v-.28l.07-.25ZM674.94,664.73l-3.06-10.78-3.11,10.8,6.17-.02Z"/>
|
|
<path class="cls-1" d="M711.96,659.48v22.93c0,1.64-.5,2.97-1.51,3.99s-2.33,1.52-3.98,1.52c-1.08,0-2.04-.23-2.88-.69-.83-.46-1.48-1.11-1.93-1.94s-.68-1.79-.68-2.88v-54.02h25.95c.73,0,1.46.05,2.18.17.72.11,1.43.28,2.12.5s1.37.5,2.04.82c1,.5,1.92,1.12,2.75,1.84s1.56,1.55,2.19,2.47c.64.96,1.12,1.98,1.45,3.07.33,1.09.49,2.23.49,3.42v4.95c0,1.25-.16,2.43-.48,3.54-.32,1.11-.8,2.14-1.44,3.07-1.26,1.82-2.92,3.19-4.98,4.12-.99.44-2.02.78-3.08,1-1.06.22-2.14.33-3.25.33h-2.92l14,20.05c.72.99,1.26,1.86,1.62,2.61.36.75.53,1.51.53,2.28,0,.49-.07.97-.2,1.43s-.33.91-.58,1.32c-.26.41-.57.78-.93,1.11-1.07.96-2.36,1.43-3.86,1.43-.96,0-1.83-.26-2.64-.78s-1.5-1.21-2.08-2.07l-17.91-25.59ZM711.96,639.36v7.34h13.98c.43,0,.84-.02,1.21-.05.38-.04.71-.08,1.01-.15.29-.06.55-.14.79-.22.02-.01.05-.02.07-.02s.04,0,.05,0c.01,0,.03-.02.04-.04s.03-.06.04-.11c.01-.05.02-.11.03-.19,0-.08,0-.18,0-.3v-4.95c0-.15,0-.27-.03-.36-.02-.09-.08-.2-.19-.34-.11-.14-.27-.25-.48-.32-.21-.08-.52-.14-.94-.2-.42-.06-.93-.09-1.54-.09h-14.05Z"/>
|
|
</g>
|
|
<g>
|
|
<path class="cls-2" d="M112.24,146.25v-61.65h38.88v8.73h-28.89v17.46h23.49v8.64h-23.49v18h28.89v8.82h-38.88Z"/>
|
|
<path class="cls-2" d="M184.78,109.62h-12.42v19.8c0,3.66.27,6.09.81,7.29.54,1.2,1.92,1.8,4.14,1.8l7.38-.27.45,7.83c-4.02.78-7.08,1.17-9.18,1.17-5.1,0-8.59-1.17-10.49-3.51-1.89-2.34-2.83-6.75-2.83-13.23v-20.88h-5.76v-8.37h5.76v-13.05h9.72v13.05h12.42v8.37Z"/>
|
|
<path class="cls-2" d="M226.09,115.11v20.52c.06,1.32.4,2.29,1.04,2.92.63.63,1.6,1.04,2.92,1.21l-.27,7.47c-5.16,0-9.15-1.11-11.97-3.33-4.8,2.22-9.63,3.33-14.49,3.33-8.94,0-13.41-4.77-13.41-14.31,0-4.56,1.22-7.86,3.65-9.9,2.43-2.04,6.17-3.27,11.21-3.69l11.61-.99v-3.24c0-2.4-.53-4.08-1.57-5.04-1.05-.96-2.6-1.44-4.64-1.44-3.84,0-8.64.24-14.4.72l-2.88.18-.36-6.93c6.54-1.56,12.55-2.34,18.04-2.34s9.45,1.19,11.88,3.56c2.43,2.37,3.65,6.13,3.65,11.29ZM205.93,126.27c-4.14.36-6.21,2.61-6.21,6.75s1.83,6.21,5.49,6.21c3,0,6.18-.48,9.54-1.44l1.62-.54v-11.97l-10.44.99Z"/>
|
|
<path class="cls-2" d="M277.75,152.37c0,9.84-7.11,14.76-21.33,14.76-6.84,0-11.91-.93-15.21-2.79-3.3-1.86-4.95-5.25-4.95-10.17,0-2.22.54-4.13,1.62-5.71,1.08-1.59,2.82-3.31,5.22-5.17-1.98-1.32-2.97-3.51-2.97-6.57,0-1.2.81-3.15,2.43-5.85l.81-1.35c-4.32-2.58-6.48-7.08-6.48-13.5,0-5.4,1.62-9.36,4.86-11.88,3.24-2.52,7.62-3.78,13.14-3.78,2.64,0,5.25.3,7.83.9l1.35.27,13.95-.36v7.92l-7.47-.45c1.62,2.1,2.43,4.56,2.43,7.38,0,5.88-1.49,9.95-4.46,12.2s-7.6,3.38-13.91,3.38c-1.56,0-2.88-.12-3.96-.36-.84,2.04-1.26,3.62-1.26,4.73s.55,1.88,1.67,2.29c1.11.42,3.79.66,8.05.72,7.14.06,12.03,1.02,14.67,2.88,2.64,1.86,3.96,5.37,3.96,10.53ZM245.89,153.27c0,2.1.84,3.6,2.52,4.5,1.68.9,4.56,1.35,8.64,1.35,7.26,0,10.89-2.07,10.89-6.21,0-2.34-.65-3.83-1.93-4.46-1.29-.63-3.86-.98-7.7-1.04l-8.82-.54c-1.32,1.08-2.25,2.08-2.79,3.01-.54.93-.81,2.05-.81,3.38ZM248.59,122.09c1.32,1.29,3.45,1.93,6.39,1.93s5.05-.64,6.34-1.93c1.29-1.29,1.94-3.31,1.94-6.08s-.66-4.78-1.98-6.08c-1.32-1.29-3.45-1.93-6.39-1.93-5.52,0-8.28,2.67-8.28,8.01,0,2.76.66,4.79,1.98,6.08Z"/>
|
|
<path class="cls-2" d="M317.71,138.15l2.52-.27.18,7.29c-6.84,1.38-12.9,2.07-18.18,2.07-6.66,0-11.45-1.83-14.36-5.49-2.91-3.66-4.36-9.51-4.36-17.55,0-15.96,6.51-23.94,19.53-23.94s18.9,6.87,18.9,20.61l-.63,7.02h-27.9c.06,3.72.87,6.45,2.43,8.19,1.56,1.74,4.47,2.61,8.73,2.61s8.64-.18,13.14-.54ZM312.31,120.33c0-4.44-.71-7.54-2.12-9.32-1.41-1.77-3.79-2.65-7.16-2.65s-5.8.93-7.33,2.79c-1.53,1.86-2.33,4.92-2.38,9.18h18.99Z"/>
|
|
<path class="cls-2" d="M351.82,95.85v-9h37.44v11.88l-21.87,48.51-9.36-2.7,21.15-45.99v-2.7h-27.36Z"/>
|
|
<path class="cls-15" d="M109.51,184.65v-6h24.96v7.92l-14.58,32.34-6.24-1.8,14.1-30.66v-1.8h-18.24Z"/>
|
|
<path class="cls-15" d="M158.83,193.83h-8.28v13.2c0,2.44.18,4.06.54,4.86.36.8,1.28,1.2,2.76,1.2l4.92-.18.3,5.22c-2.68.52-4.72.78-6.12.78-3.4,0-5.73-.78-6.99-2.34-1.26-1.56-1.89-4.5-1.89-8.82v-13.92h-3.84v-5.58h3.84v-8.7h6.48v8.7h8.28v5.58Z"/>
|
|
<path class="cls-15" d="M170.71,218.25h-6.54v-42.48h6.54v14.04c2.96-1.48,5.7-2.22,8.22-2.22,4,0,6.73,1.13,8.19,3.39,1.46,2.26,2.19,5.99,2.19,11.19v16.08h-6.54v-15.9c0-3.24-.34-5.54-1.02-6.9-.68-1.36-2.12-2.04-4.32-2.04-1.92,0-3.84.32-5.76.96l-.96.36v23.52Z"/>
|
|
<path class="cls-15" d="M217.99,193.83v24.42h-6.48v-24.42h-3.48v-5.58h3.48v-1.92c0-4.28.62-7.22,1.86-8.82,1.24-1.6,3.44-2.4,6.6-2.4l6.48.6-.06,5.34c-1.96-.08-3.59-.12-4.89-.12s-2.21.39-2.73,1.17c-.52.78-.78,2.21-.78,4.29v1.86h7.92v5.58h-7.92Z"/>
|
|
<path class="cls-15" d="M231.25,218.25v-42.48h6.54v42.48h-6.54Z"/>
|
|
<path class="cls-15" d="M247.72,191.49c2.06-2.6,5.49-3.9,10.29-3.9s8.23,1.3,10.29,3.9c2.06,2.6,3.09,6.5,3.09,11.7s-1,9.12-3,11.76c-2,2.64-5.46,3.96-10.38,3.96s-8.38-1.32-10.38-3.96c-2-2.64-3-6.56-3-11.76s1.03-9.1,3.09-11.7ZM252.61,210.99c.92,1.6,2.72,2.4,5.4,2.4s4.48-.8,5.4-2.4c.92-1.6,1.38-4.22,1.38-7.86s-.49-6.22-1.47-7.74c-.98-1.52-2.75-2.28-5.31-2.28s-4.33.76-5.31,2.28c-.98,1.52-1.47,4.1-1.47,7.74s.46,6.26,1.38,7.86Z"/>
|
|
<path class="cls-15" d="M279.52,191.49c2.06-2.6,5.49-3.9,10.29-3.9s8.23,1.3,10.29,3.9c2.06,2.6,3.09,6.5,3.09,11.7s-1,9.12-3,11.76c-2,2.64-5.46,3.96-10.38,3.96s-8.38-1.32-10.38-3.96c-2-2.64-3-6.56-3-11.76s1.03-9.1,3.09-11.7ZM284.41,210.99c.92,1.6,2.72,2.4,5.4,2.4s4.48-.8,5.4-2.4c.92-1.6,1.38-4.22,1.38-7.86s-.49-6.22-1.47-7.74c-.98-1.52-2.75-2.28-5.31-2.28s-4.33.76-5.31,2.28c-.98,1.52-1.47,4.1-1.47,7.74s.46,6.26,1.38,7.86Z"/>
|
|
<path class="cls-15" d="M309.67,218.25v-30h6.48v3.6c3.4-2.2,6.8-3.62,10.2-4.26v6.54c-3.44.68-6.38,1.56-8.82,2.64l-1.32.54v20.94h-6.54Z"/>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</g>
|
|
</svg> |
