reasoning
stringclasses 264
values | image
dict | text
stringlengths 32
301
| target
stringlengths 125
27.5k
⌀ |
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{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a mountain cabin with a stone chimney.
|
<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#4c4b5d" d="M48 32q-3 7-7 10l3-6z"/><path fill="#9e9ca3" d="m54 37 4 3h-3q-2-1-1-3"/><path fill="#666f82" d="M34 48q-5 7-11 10-2-2 1-5h4q2-3 6-5"/><path fill="#aabac3" d="m54 37-1 3 2 12-2 4q-10-4-17 2 3 5 0 9-4 0-5 3l-2-1-12 5q-2-7 5-10l10-7-2-1q-3 0-4 3l-3-1q6-3 11-10 1-9 10-12l-3 6q4-3 7-10 0-3 2-1z"/><path fill="#68626c" d="M65 49v6l6 8-6-5v2l-2-1-1 4-2-4q0 3-2 1l-3-15 1 1q6-6 9 3"/><path fill="#776a72" d="M53 56h-4q-1 3-3 0l-4 2h-4l1 9h-3q3-4 0-9 7-6 17-2"/><path fill="#6d7281" d="m22 64 4-5q1-3 4-3l2 1z"/><path fill="#3f3742" d="M54 37q-1 2 1 3v5l3 15q2 2 2-1l2 4 1-4 2 1q-1 3 1 7l-5-1v6l-6-4q-2-1-1-3h-4l2 6q-4-1-6 1-2-4-5-3l-1-7q0-3 2-4l4-2q2 3 3 0h4l2-4z"/><path fill="#b2bfc6" d="m65 49 15 20q-4 4-6 10-1-4-4-4l-2-5-2-3q-2-4-1-7v-2l6 5-6-8z"/><path fill="#60636e" d="M71 63q3-1 3 4z"/><path fill="#848f99" d="m66 67 2 3-5 4-2-2v-6z"/><path fill="#2b2a3c" d="M42 58q-2 1-2 4l1 7q3-1 5 3 4 4 11 1l-5-2-2-6h4q-1 2 1 3l6 4 2 2 5-4 2 5q3 0 4 4-13 12-30 8l-4-3q-16 0-28-9 2-2 5-1l12-5 2 1q1-3 5-3h3l-1-9z"/><path fill="#666b74" d="m52 71 5 2q-7 3-11-1 2-2 6-1"/><path fill="#949ca5" d="M39 73q3-1 6 1-2 2-5 1z"/><path fill="#6d7681" d="M56 80q11 1 0 4l-2-1q0-3 2-3"/></svg>
|
|
{
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",
"path": "emoji_u1f612.png"
}
|
Generate code for a svg of a unamused face
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="1104.9" gradientTransform="matrix(1 0 0 1 0 -1042)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</g>
<g id="facial_expressions">
<g id="unamused-face">
<path id="mouth" d="M63.89,82c-10.49,0-18,6.29-20.23,9.78c-0.85,1.13-1.02,2.62-0.46,3.91 c0.43,0.82,1.28,1.33,2.2,1.31c0.34-0.01,0.68-0.06,1-0.16c5.28-1.69,9.9-4.14,17.49-4.14s12.21,2.45,17.49,4.14 c0.32,0.11,0.66,0.16,1,0.16c0.92,0.02,1.77-0.49,2.2-1.31c0.56-1.29,0.39-2.78-0.46-3.91C81.86,88.29,74.37,82,63.89,82z" style="fill:#422B0D;"/>
<g id="eyes">
<g id="peepers">
<path d="M48.16,55.81c-6.05-1.58-12.44-1.34-18.36,0.69c-1.06,0.41-1.59,1.59-1.18,2.65 c0.38,0.99,1.44,1.52,2.46,1.24c2.37-0.46,4.79-0.59,7.2-0.4c0,0.06,0,0.39,0,0.39c0,4.89,3.17,7.85,6.67,7.85 c1.79-0.02,3.5-0.76,4.74-2.06c2.08-2.21,2.51-5.51,1.05-8.17C50.19,56.97,49.27,56.18,48.16,55.81z" style="fill:#422B0D;"/>
<path d="M96,55.81c-6.05-1.58-12.44-1.34-18.36,0.69c-1.07,0.38-1.64,1.55-1.26,2.62s1.55,1.64,2.62,1.26 l0,0c2.37-0.46,4.79-0.59,7.19-0.4c0,0.06,0,0.39,0,0.39c0,4.89,3.18,7.85,6.67,7.85c1.8-0.02,3.51-0.76,4.75-2.06 c2.05-2.21,2.45-5.49,1-8.13C98.06,56.99,97.12,56.19,96,55.81z" style="fill:#422B0D;"/>
</g>
<g id="eyebrows">
<path d="M87.68,44c-1.01,0.02-1.84-0.79-1.86-1.8c-0.02-1.01,0.79-1.84,1.8-1.86 c1.94-0.21,3.91-0.09,5.81,0.35c5.18,1.05,9.78,4.02,12.86,8.31c1.38,2.08-1.32,3.8-2.94,2.25C99.12,47.09,93.59,44.53,87.68,44 L87.68,44" style="fill:#422B0D;"/>
<path d="M37.88,44c1.01,0.02,1.84-0.79,1.86-1.8s-0.79-1.84-1.8-1.86c-1.94-0.21-3.91-0.09-5.81,0.35 c-5.18,1.05-9.78,4.02-12.86,8.31c-1.39,2.08,1.32,3.8,2.94,2.25C26.44,47.09,31.97,44.53,37.88,44L37.88,44" style="fill:#422B0D;"/>
</g>
</g>
</g>
<g id="peepers-2">
<path d="M45.06,59.18L45.06,59.18c1.42-0.68,3.13-0.08,3.82,1.34c0.53,1.11,0.29,2.44-0.6,3.3l0,0 c-1.42,0.68-3.13,0.08-3.82-1.34C43.93,61.37,44.17,60.04,45.06,59.18z" style="fill:#896024;"/>
</g>
<g id="peepers-3">
<path d="M93.06,59.18L93.06,59.18c1.43-0.67,3.13-0.06,3.81,1.37c0.52,1.11,0.28,2.42-0.6,3.27l0,0 c-1.43,0.67-3.13,0.06-3.81-1.37C91.94,61.35,92.18,60.03,93.06,59.18z" style="fill:#896024;"/>
</g>
</g>
</svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a green grasshopper jumping through the air.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f2f5cf" d="M0 0h96v96H0z"/><path fill="#87ac53" d="m46 35-4 2q-3-3-3 1-3 0 0 2-1 3-3-1l-2-1q-1-2 1-2h3l-4-6 1-1 7 5z"/><path fill="#222d29" d="M42 37v2l-3-1q0-4 3-1"/><path fill="#537c3d" d="M51 40q-3-1-3 2l-5-5-1 1v-2l4-2 3-3-2 4q0 3 4 4"/><path fill="#305c2b" d="m39 38 3 1 1-1 5 5-2 1-7-4q-3-2 0-2"/><path fill="#8aa76b" d="m58 49-2-3-1-6q-3-1-4 1v-1q1-4 4-1 1 5 5 9z"/><path fill="#9eac7f" d="m34 38 2 1-2 7q-6 3-1-1z"/><path fill="#f2f4a6" d="m56 46 2 3q-2 2-1 6H43q5-6 13-9"/></svg>
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",
"path": "24430bbf51e702dfa8e5738f170109c4a925bdebe72d5fd33381a24cc4f43814.png"
}
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Generate code for a svg of a a close up of a purple house with a black word in the middle
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 117.5 118.02"><defs><style>.cls-1{fill:#aea0ca;stroke:#737676;stroke-miterlimit:10;stroke-width:4.11px;}.cls-2{font-size:31.86px;fill:#1d1d1b;font-family:ArialMT, Arial;}</style></defs><title>Actor_1noWS</title><g id="Ebene_4" data-name="Ebene 4"><polygon class="cls-1" points="2.06 115.97 2.06 46.08 59.49 2.58 115.44 45.06 115.44 115.97 2.06 115.97"/><text class="cls-2" transform="translate(22.27 68.69)">Actor</text></g></svg>
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{
"bytes": 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",
"path": "1bb02fa9c699bac72985e8118bf330e75648452f1d21976d2325d6a99f87b3e6.png"
}
|
Generate code for a svg of a a close up of a cross in a circle on a white background
|
<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 36 36">
<defs>
<style>
.cls-1 {
fill: #f2f1ef;
opacity: 0;
}
.cls-2 {
fill: #8aa1b1;
}
</style>
</defs>
<g id="add" transform="translate(-40 -162)">
<rect id="safe_area" data-name="safe area" class="cls-1" width="36" height="36" transform="translate(40 162)"/>
<g id="icon" transform="translate(46 168)">
<path id="Path_23" data-name="Path 23" class="cls-2" d="M12,0A12,12,0,1,0,24,12,12.034,12.034,0,0,0,12,0Zm0,22.362A10.363,10.363,0,1,1,22.362,12,10.358,10.358,0,0,1,12,22.362Z"/>
<path id="Path_24" data-name="Path 24" class="cls-2" d="M22.5,17.591H19.227V14.318a.818.818,0,1,0-1.636,0v3.272H14.318a.818.818,0,1,0,0,1.636h3.272V22.5a.818.818,0,0,0,1.636,0V19.227H22.5a.818.818,0,0,0,0-1.636Z" transform="translate(-6.137 -6.137)"/>
</g>
</g>
</svg>
|
|
{
"bytes": "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",
"path": "845ee0e1b6416479dac445c89f2c9a451aae398efed8d086816a7c7ae132d072.png"
}
|
Generate code for a svg of a a close up of a computer screen with a diagram of a game
|
<svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
width="297mm"
height="210mm"
viewBox="0 0 1052.3622 744.09448"
id="svg2"
version="1.1"
inkscape:version="0.91 r13725"
sodipodi:docname="feature_counts.svg">
<defs
id="defs4" />
<sodipodi:namedview
id="base"
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1.0"
inkscape:pageopacity="0.0"
inkscape:pageshadow="2"
inkscape:zoom="0.7"
inkscape:cx="360.32228"
inkscape:cy="897.27822"
inkscape:document-units="px"
inkscape:current-layer="layer1"
showgrid="false"
inkscape:window-width="1855"
inkscape:window-height="1056"
inkscape:window-x="65"
inkscape:window-y="24"
inkscape:window-maximized="1" />
<metadata
id="metadata7">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title></dc:title>
</cc:Work>
</rdf:RDF>
</metadata>
<g
inkscape:label="Layer 1"
inkscape:groupmode="layer"
id="layer1"
transform="translate(0,-308.26772)">
<path
style="fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:3.34481382;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
d="m 82.905378,399.50299 75.684492,0 -16.37773,-9.45569"
id="path4136"
inkscape:connector-curvature="0" />
<path
style="fill:none;fill-rule:evenodd;stroke:#2ca02c;stroke-width:2;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-miterlimit:4;stroke-dasharray:none"
d="m 305.51885,457.75288 29.0282,27.83362 24.2499,-29.74495"
id="path4170"
inkscape:connector-curvature="0" />
<path
style="fill:none;fill-rule:evenodd;stroke:#2ca02c;stroke-width:2;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-miterlimit:4;stroke-dasharray:none"
d="m 392.36455,455.07703 57.22021,32.49247 53.03919,-32.61193"
id="path4172"
inkscape:connector-curvature="0"
sodipodi:nodetypes="ccc" />
<rect
style="fill:#afe9af;fill-opacity:1;stroke:none;stroke-width:5;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1"
id="rect4138"
width="233.81104"
height="47.302811"
x="72.73098"
y="411.00104" />
<rect
style="fill:#afe9af;fill-opacity:1;stroke:none;stroke-width:5;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1"
id="rect4138-3"
width="41.221024"
height="47.302811"
x="356.54785"
y="411.00104" />
<rect
style="fill:#afe9af;fill-opacity:1;stroke:none;stroke-width:5;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1"
id="rect4138-3-6"
width="131.09636"
height="47.302811"
x="496.76688"
y="411.00104" />
<path
style="fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:3.34481382;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
d="m 173.67641,400.11527 75.6845,0 -16.37774,-9.45568"
id="path4136-5"
inkscape:connector-curvature="0" />
<path
style="fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:3.34481382;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
d="m 132.48255,382.53207 75.6845,0 -16.37774,-9.45569"
id="path4136-5-3"
inkscape:connector-curvature="0" />
<path
style="fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:3.34481382;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
d="m 97.991917,366.96255 75.684503,0 -16.37774,-9.45569"
id="path4136-5-3-5"
inkscape:connector-curvature="0" />
<path
style="fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:3.34481382;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
d="m 556.75952,402.10179 75.6845,0 -16.37774,-9.45569"
id="path4136-5-3-5-6"
inkscape:connector-curvature="0" />
<path
style="fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:3.34481382;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
d="m 496.70492,402.73544 33.87433,0 -16.37774,-9.45569"
id="path4136-5-3-5-6-2"
inkscape:connector-curvature="0"
sodipodi:nodetypes="ccc" />
<path
style="fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:3.34481382;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
d="m 356.53823,402.73544 40.80287,0"
id="path4136-5-3-5-6-2-1"
inkscape:connector-curvature="0"
sodipodi:nodetypes="cc" />
<path
style="fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:3.34481382;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:3.34481378, 6.68962756;stroke-dashoffset:0;stroke-opacity:1"
d="m 395.9741,402.73544 101.24843,0"
id="path4136-5-3-5-6-2-1-2"
inkscape:connector-curvature="0"
sodipodi:nodetypes="cc" />
<path
style="fill:none;fill-rule:evenodd;stroke:#7f2aff;stroke-width:2;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-miterlimit:4;stroke-dasharray:none"
d="m 653.442,537.254 19.38535,29.97648 14.60704,-30.45924"
id="path4170-7"
inkscape:connector-curvature="0"
sodipodi:nodetypes="ccc" />
<rect
style="fill:#ccaaff;fill-opacity:1;stroke:none;stroke-width:5;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1"
id="rect4138-9"
width="88.349068"
height="47.302795"
x="566.92139"
y="492.64502" />
<rect
style="fill:#ccaaff;fill-opacity:1;stroke:none;stroke-width:5;stroke-miterlimit:4;stroke-dasharray:none;stroke-dashoffset:0;stroke-opacity:1"
id="rect4138-3-3"
width="166.9353"
height="47.302811"
x="686.08344"
y="492.64502" />
<text
xml:space="preserve"
style="font-style:normal;font-weight:normal;font-size:28.39495659px;line-height:125%;font-family:sans-serif;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;stroke-width:1px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1"
x="93.508789"
y="445.17764"
id="text4346"
sodipodi:linespacing="125%"><tspan
sodipodi:role="line"
id="tspan4348"
x="93.508789"
y="445.17764"
style="font-weight:bold;fill:#008000">Gene 1 ></tspan></text>
<text
xml:space="preserve"
style="font-style:normal;font-weight:normal;font-size:28.39495659px;line-height:125%;font-family:sans-serif;letter-spacing:0px;word-spacing:0px;fill:#000000;fill-opacity:1;stroke:none;stroke-width:1px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1"
x="695.28894"
y="526.26978"
id="text4346-0"
sodipodi:linespacing="125%"><tspan
sodipodi:role="line"
id="tspan4348-6"
x="695.28894"
y="526.26978"
style="font-weight:bold;fill:#800080">< Gene 2</tspan></text>
</g>
</svg>
|
|
{
"bytes": "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",
"path": "e2292003bac229d225b91a65974bede02823d3f8cf46b8ac2de2d370b4c7e9ef.png"
}
|
Generate code for a svg of a a black and white photo of three vertical lines of black
|
<svg version="1.0" xmlns="http://www.w3.org/2000/svg"
width="512.000000pt" height="512.000000pt" viewBox="0 0 512.000000 512.000000"
preserveAspectRatio="xMidYMid meet">
<g transform="translate(0.000000,512.000000) scale(0.100000,-0.100000)"
fill="#000000" stroke="none">
<path d="M415 4786 c-41 -18 -83 -69 -90 -109 -3 -18 -4 -982 -3 -2144 l3
-2112 21 -27 c11 -15 33 -37 48 -48 27 -21 39 -21 617 -24 l589 -2 0 2240 0
2240 -577 0 c-458 -1 -584 -4 -608 -14z"/>
<path d="M1920 2560 l0 -2240 640 0 640 0 0 2240 0 2240 -640 0 -640 0 0
-2240z"/>
<path d="M3520 2560 l0 -2240 589 2 c578 3 590 3 617 24 15 11 37 33 48 48
l21 27 0 2139 0 2139 -21 27 c-11 15 -33 37 -48 48 -27 21 -39 21 -617 24
l-589 2 0 -2240z"/>
</g>
</svg>
|
|
{
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79uxR900Qi8U3btwICwtjGs2Boqjw8HB2cWtVwAIKft/x6yqSMy6tODg4rF+/vqqqKiIigv7XjRs3onoHlX+vX79OSkoaNWqUXrLKgvsMJTExMfTyBtKGRkdH4/OQ+Pr6Pnv2DFX91KlTqIqdOnU6e/Yspuvy8vL58+cTTqaFhQWLaKB0YAEFd0hBQUGYhlDO4yyws7Pr27cv/Trdi0CJVCoFP0P/+te/9DUkiqJ27tyJuvd79+7Ry+t9nyQWi7WmdJk6dSrmAFMqlaL2+4MHDyYMinbs2DGtanxPT0+mcUBRwAK6dOlSeq9ffPEFpqEJEybgB607KK+A/Px8Q3dNUZSGwk+d+vp6cFGLscNlyvPnz3v37o0ZnlAo1KrEQfmr9OnTp6amhnwwJ0+exCzig4OD9WjpBgsoaMmCjwCRmZlp6BRY/fr1A7sGj+P1y7hx4/DzCLqg6EtnfOnSpfbt22OG17Fjx99//11rO6ASxtLSkiSIlwbgGoyiqLCwMP16NMACCmoEMOtuJaB1D0VRXbt2zcjI+Ouvvy5cuPDjjz+GhYUNGjSI5LRXA2NjY9BM67vvvmPaFEVRzs7OISEh//nPfw4fPnz79u309HRUPEtzc3Otnu9Dhw6lV/z1118JfwYUcrl8/fr1eJ3De++9R5LHsbKyElSWKa2/mVJbWwvmndH71hAWUFDHhPnGqQaNMo+ley/V1dVduHBh9uzZqGBUIDdu3KD3q1U7q07fvn03bdr09OlTjUaysrJQb6moqCit8wja6sbGxmqtiKGqqgrloKdi0aJFhIeHZ8+epVc3Nzdn/TkGI1n06NGDXWsoYAEFfyqSQFko72QK/aSKxeJ9+/YRhkuNiIjQqF5TU0OS7LBdu3YzZ85EPWMvX75EKdV79OhBIgGg9+327du1VkTx6tUr/NmMubk5IxeodevW0RsZO3Ys6xFmZWXRGxQIBFojKjICFlDwW0C45Adti5RgvAVkMtnhw4cxMWOVdO7cWUP5fPDgQXwVPp8/ffp0zDLr5cuXqHQqQqHwr7/+Irlr0I3u66+/JqlLp6amBr8l6tq168OHDxm1CWoAML8ICaDLQ0ZGhi5tagAIqEwmAyeFUONaWVmJOahYs2YNZhFdX1+/atUqvH+gxlL4vffewxQWiUR469Xnz59jXMU3bNhAcssKheKbb76hV8fEO8AzZswYzE05OTmxMMf+4IMP6E3hFZ9aAfcq+vXKAgS0oaEBnBfyRlNTUzGO+vRoaRqkpKRgolB89NFHqpLp6emYH3LhwoX4z83169cx8YkYJaPYsGEDvYUVK1YQVldn//79mJtSwiKknp+fH70dEr9KDKC/qH4DdQFihzr1Z6Q+OHz4MObIwcvL688//8RUr6ioQKXTfPvtt9V7AcuYmJjEx8dj2m9qavrqq68wp8y9evVipMUENQksjKYrKyvxJvFKjI2N8RNIBzT+P378ONMRqgOuQ/TrcAEIqFwuB2WLaQwm/Om8kZFReHg45oC7qalp6tSp9IrqVqGgJaiVlRU+5/utW7fwOfzc3d2ZOi6DEYRZhA746quvMANTx9XVFRV3DgSMA6pLvHapVAqGKsnJyWHdJh34ww1aqbHID4RyHlfRoUOHzZs3o44xZDKZxtKex+OdPn1aVUAul2sEBrK0tMRYHv31119aFTddunRhobgGvXAwxgMgDQ0NqOh5IB988AF5xLLNmzfTW9DFYODOnTv0Bk1NTfUb/wcWUFAHi/KhxrNz506ttm02NjZLliwBt6VSqXTlypXKJ7Vjx44xMTEaBV6/fj127Fjlx/qdd95JSUmhN1JXVxcfH0+S29jHx4dd2PmZM2fSW2Pq3gl6OFEUhTGYJ38F3r59m15dlyQ+YNClIUOGsGsNBSygPXr0oPdNcpgGcvr0acLEo926dQsPDz937pyGKadEIqmoqMAsgsViscaSUSKR3L9/f9euXaNHj8bnYFYRGBjI2ln5ww8/pDd48uRJRo2AUu7r61tVVYVSNQgEAsKNTmNjI+ixzi4CXG5uLrgP/s9//sOiNQywgIJ2QLpYT2VkZHh7e2sRkP/G0dExNDSU0TJLyYULFwYOHMjIMIDP569evVqXbxO4qE1KSmLUCHhYoAwomZGRgXrIHRwcCN/6M2bMAO8dPJ/DgAo2zePxlPEW9QgsoLNnz6Z3T/dJZ4RYLF68eDEjU3aKovr06cPID/D8+fNMu3B3d9dddQdKD6PY9WKxGBy56pz9xIkTKMXI4MGDSWbpzz//BKs7ODigQiuCgMZuFEX5+fmRN0IILKBff/01vXsWYSHo3LlzBx/3gs7Ro0fJ29eaFUAdExOTlStX4iPAkFBYWAg2TriDkcvlFRUVN2/epDfi4uKiXnLZsmWoeyHMWYqykXV0dCSJRdzY2Dhv3jzUGK5fv04yBkbAAnr8+HF69/SwM+yQyWQHDx5EZSShoxGo7OXLl4sXLx4wYMDIkSPVc+sqIXTxFggE06ZN01eSz4sXL9K78PHx0Vrx4MGDmOxkFM3CUCqVomIp8ng8kiXvw4cPUQ6AQqFw6dKlGF1NYmIiuDlRYqBABLCAPnnyhD4CpeekvjqWSCSHDx9GxfNVR90m6PXr1xqHTBo2KJgZVGJubr5gwQKMUwQLwA/OhAkT8LW0WhFQkAnsq1evUCZjmCDIKs6cOYN3UzYzM5s0aVJMTExqampOTs6TJ08uX768bt06vOaYoiiRSMQ0KAMJsIBKpVLwVYTJCMYCiUQyffp0/G137dpV9QmWSqX04yWBQKBudokKu6zC1NRU72GbwBxqWo308NEWlHTq1IleMSUlBWVN6+vriwp+JJPJIiMj9eKehYLcdIEc5Ak7aIG7adMmfXUslUq1eon4+fmphzkFnScpirK2tlbXoR44cACv7hYKhUwVQPgbAU1atUYiJ9nM8Xg8MNLlTz/9hKoCpmctLy/XmqpPd0gsu5mCFNCVK1fSRxAYGKiXXuVyOT6AZefOnTXec5gMthRFOTk5qSs4Kisrw8LCMBLQrl073c3dlSQnJ9PbFwqFWhPi4FefKg4cOABWBzUtSjQSZt69e1erHaO+GDNmjF5mVQVSQC9fvkzv3sTERC+JiFBpBZVMmTJF/YxeLpejPGDUcXR01LBHvn37tqurK6q8paUlGCuPKWAY8oEDB2qtqHU1oqRv375g9fr6etD3lfrvmF4xMTH4FDB6R19PvhKkgNbV1YGW6idOnNCxS0w+ZyMjIw3v3tra2vHjxxNOjYWFxalTp9Srl5eXY5yP3dzcWBwEaADuHlavXk1S99ChQyKRiMfjWVpauri4oOxoDx8+DFbPzc1FLWbc3d1fvnxJkgLmypUrjHRz1P+p544ePQr+1cPDQ4+53XBWnuBpgdbNKZ7CwkKUOZmZmZmGMfKDBw8IXUFU8Hi8xYsXq5uBSiQS8AhRyejRo3W5HVDdQbHdTYrFYjBIp52dHcp+5cqVKyijQfxuXT0FjFwuP3/+fFBQkNYoN87Ozl9++aXq7CA4OBgspscDT5yA/vjjj/S+TU1NMTZyWkEt1U1NTdV3FWKx+KuvvmLtx9ytWzf1E2q5XI5RL6MWeSSAnh5OTk6s0yKiPGO9vb1ReQFYOLWiUsDs2LEDLD9ixIgNGzYkJydr3NeLFy9AOwdTU1N9JfbFCWhpaSn4SLGLo6dQKOLj48H7FwgEqryOTU1N+/fvR2U6ZMSoUaNUHkUymQyVJMXW1pZdRjKpVArGUwkLC2M3P0+ePMHsnLp27aqRQEKJXC7/97//TT4tmBQwb968Ad+7S5YsQY0Z1AFT/+34oAtaHDnABRw719KamhpUyCulyrCoqOjbb7/Vi2iqM3z48EOHDonF4vr6+v79+4NlQNWMVlAurOzyl54/fx6TH0OJUChcuHAh/QCsqqqKUCegNQXM3Llz6bVsbW1RB8INDQ0oha6ODk9KtAgoGJ2VYuXLgkof6OnpuXHjxuHDh+sY5g+PhYXFmDFjVq1aBe7P+Hw+i1Uj6K/HLob/999/T27jwufzBwwYEB4e/sMPP+zZsycqKmratGlaY/cRpoC5e/cuWH3//v2oKqDCh6IoNzc3pikT6GgRUJSNd0BAAKNunj9/TuK9jkckEoFJl8eOHYsJMEtIv379GC0cf//9d7AdFjnEHj9+bNCHk6Kozp07p6amEo4H9NVExR1Sgsr6xdqvVYV2X03Usp2RsSOLHOXq8Hi8BQsW1NXVgZ50v/32W2pqKii7jNDQb+MBFz/m5uYssnhh8g7qBX9/f0ZZR2JjY8F2MCJeUFAALl6NjY0ZGfLR0S6ghYWF4G56+PDhhH1cvXpVl/nt3r27yo4LJaAKhaKhoWHNmjW6KKUdHBwILeqvX78OthAaGko4J+qgBNTX1/edd95hfTsURfF4vBUrVjA1xK6vrwdVgbNnz8bU2rhxIzgGHU8fibzdUadq6v5rKKRSqVYLIxRvvfXWzp071W1kMAKqJC8v75NPPmH9xcRsV1XIZDKU3Jibm4eGhjINjZmRkUEf8Lhx42pra+vr6xcsWMDOwsPJyUlrvDcU4NGdmZkZ5gFuampCKa11OdwhEtBnz56Bizx3d3etgXhQK2g8np6eu3btoi+xtQqoasALFiwgdIRSx9LSUuv7Bozuqw6Px/Pz8zt9+jT5q2vHjh0qGTUyMvr222/VHbB27drF6C7MzMwiIiJ0UVdnZ2eDTwU+VM7169fBWp06dWJ9Qk4aLwTUPlAEq+B9+/aRz6yNjc2MGTOuXr2K8o8jFFAlNTU1P//8c2BgICOFPz6Ua2lpKT5Upzpubm6bNm0iXJVmZmZu27Zt27Zt9Mh7Wr23VfTq1SsqKkovqX7Bc0QvLy98/I4pU6aAA2O9WyIV0OLiYnAVLBQK09LSMBVRfjAqBAJBv379VqxYce3aNa0Wr4wEVEVVVVVCQsLChQu1Hpx2794d3xQ+ahIIu+++OqDVbEBAwLx58+bOnfv5559HRUWdOnWKabAJPCgtLz6yTXFxMZhrwdTUlJ0lHoOIS6gzA5FIhFd3gVv4rl27zps378SJE4zMNdgJqDrFxcXx8fGzZ8+mW2YIhcJLly5h6oLJEghRffdZnIKCXlznzp1j2g4jJBIJeE6mNdg0mISNYuvTxkBAMWcGqBxwShobG9etW+fj4+Pp6TlhwoS9e/eydgbSXUDVycnJ2bt37+TJk/v27Tt+/Hgw6IOKJ0+e4M0vCGH03VcCejfo67AbAxhSVCgU4gM6SyQSMOWLQCB48uQJ0zEwEFCFQnHt2jXUjlIXkwtyQAG9cuWKofutqalBLQ+U70U/Pz9Ge21G3326gFpYWLC2RyGnqKgI3Bxrde24cuUKeNeTJk1iOgZmAqpQKFBmQcbGxs2QRx4MPUDfVegXmUyGsiuztLRUvcnS09NDQ0MZZQ4m/O7TYwJPmzbNoLesYuzYsfRhe3t7a60YFBRErygQCJjq7RkLaG1tLepD36FDB3bxm8hJSUnRUBn+61//MmiPCoVi0aJFKAmjfzcqKys3b97M1MUC/90vLS1V1yX7+vo2Wz56VAYVrc4I9+7dAz8p+NUgHcYCqlAo0tLSUF6Fbm5u7IJvkXPixAmlYQSPxwsODtbdJB4PGDpZCeaDJZPJWH/3Hz9+TG+wsbHx6NGjUVFRx44d06Pzt1ZkMhno5UziMgBujk1MTBhpwdgIqEKh2L17N2qWu3Xrpl99Bx2JRPL48WO9aPvwYEKcikQikuRXLL77AoGARV51wwGGM/H19dVa8e7du+DzySh0P0sBVSACoirx8PBgEWKztYF5d9rY2DBa+DL97gsEAr1H4WINqMnm8XhFRUVa64La/s6dO5OfsbEX0Kampvfffx81xS4uLvrKs9b8yGQyzLpTKBSyC+3O6Lu/ZcsWvd8XO+RyOWhpTpIF6tKlS+DdXbx4kbB39gKqUCgqKysxhiBWVlasjRVakJqaGtSenaIoHo+neyJ4ku++RkSqlgW0Fpo1a5bWinK5HNxSa9X2q9BJQBUKRXFxMZiWTolAIFi/fn0zaOz0xZMnT/DHoZic9UzBf/dblYCCjhWEvgNbtmyh1zUxMSG0ZdFVQBUKRX5+PiZrDEVRgYGBJMkkW5yff/4Zf1bENOY8CTKZDDTEaVUCCsaX5PF4JEL26tUr0Fjn559/JulaDwKqUCgKCwvxBu329vb0UImth9LSUrwVCI/H0yWvIR4wNkmrElCFQgEqm/DZVFSAS6ZRo0aR1GUWjBiFs7PzrVu3MLEUy8rKxo8fHxwcnJubq5ce9YVcLv/pp59EIhEqgQFFUUKhMCYmBrNt+icA2mg/evSIpO7kyZPpFxMTE2tra7XW1Y+AUhRlb29/7do1vIP22bNnRSJRZGRkTU2NvvrVhRs3bvTr1y80NLSiogJVxtbW9tKlS1rDRLZ5wN1wZmYmSd1Ro0bR4zs0NjaijuzV0ZuAUhRlZmZ24sSJ1atXY9Qo9fX133zzTZcuXTZs2EDyABmIpKSkwMDA999/H+Vlq0QkEiUnJ4NJBP9pgEu4nJwckrrm5uaglQ+Rt4VuKxOY8+fPk+Tzs7W1XbFiRUFBgSHGACKVSk+dOoXPP6ti8uTJWs+KfvnlF8KICc2Pl5dXXFycvqYOjDJJYjWiZO/evfTq7u7uWisaREAVCkVBQQEqmroGRkZGH3300cmTJ/WbZ1yDJ0+erFq1CrTApWNpaYmJU6CCJIZ3i8MopzyGoqIieuPt27cnrJ6fnw8OT6uZvaEEVKFQyOXyHTt2kBv5WllZTZo06dChQ/oy1ZFKpcnJyWvWrNEaX12dgIAAQnvqVvvuVEckEullMiUSCT32CY/HI49LD06X1ufHgAKqJC8vD3MwA8Ln83v27LlgwYKYmJh79+4xerMWFBRcunTp66+//vDDD8HI3BgcHBxiY2PJkzobNN67vuDz+ax+NwAwNCT52wRU92oNtMZTKBSGnyXq8uXLERER+PTuKPh8vouLi6urq4uLS/v27a2srFRBthoaGmpqaioqKl6/fp2fn//ixQt2+gFjY+OwsLDIyEit4bvU+VsIKEVR+vqJXV1d6V/qFy9eoOLuahAbG0u3N3/33XfBpLT/j45PFTlSqTQ2NhZzLtoiCIXCWbNmsfORaumxk6KvXxD8RpO7GYHBfs3MzPCWTc0noEqkUml8fHyvXr0M/rNoQ5kwSZdcXi19B6To67cDs62Su1PLZDJwQ4I3LGxuAVVx8+bNSZMmoSzzDYqXl9fWrVtZJzZWATauj7lppUMCVaGg/T+Kd999l96CRloBDYx0+aV1YejQoUOHDq2oqDh+/PjRo0dv3bolk8kM2qOzs3NISMikSZPA8IIcWmlsbKRfZPSKUR58aFzMysrCVGkxAVXSvn370NDQ0NDQsrKyixcvXr58+dq1a6Wlpfpq38jIqH///gEBAR988EHfvn2ZJkLmUKeuro5+kVE4QdA29Pnz55gqLSygKuzt7adPn6488s7KykpJSUlLS3v48KHS94i8HWNjYw8PD29v7969e/fv379fv356ibbAQVFUZWUl/SIjXR5olpmXl4ep0kxqJl2orq7Oz8/Pz89//fp1RUVFbW2t6lE2MjKytLS0sbFxcHBwcHBwdXXt2LFjs70mQTVTy86n4Yb05s0buh7U1NRULBaTN5KSkkJfhvr4+GCsolrLGxSDlZWVj48PGE2Fo9koLi6mX9QaGF8D0LcJv6Lj1mQcRIArRVTaFhQODg70d3xFRQVmf8wJKCkHDx708vLiqQEW47Uo7IbUvXt3VAorFeBeG+/qQ6ddu3b0qMJyubyqqgpV5W/wiW8NxMXFtWGb5czMzKlTp/L5fHoQKBUZGRn0iyQp7zWwsrKqrq7WuFhTU4MKC8y9QYlAxUZtS+DvEbTsZppJlaIo0Nm6oaEBVZ4TUCLwyuS2AcZ/QywWg4Y+LI6sQQ/PpqYmVHlOQIlo/co43ZHL5ag/paamSiQSjYv29vaEdkzqgAlYuE0Sh06AeaEGDBiA2pZhAB8DjOqaE1AO7YDebUOGDGHRFP1NTFGUkRFys87t4tnzt/7uk7/8Xr16BQa48/f3Z9FvfX09/SLG4oR7g3Jo4fTp0/TvcocOHdilaQR9zTFx1DgB5dDCkSNH6Bc/+OADFjYPCoXizZs39OsYixNOQDlw5Ofn37x5k34dH0IGRWVlpVQq1bhobm6OSdXOCSgHjn379tG/79bW1iNHjmTRWklJCf2ig4MDpgonoBxIGhsbwYggY8eOZeerA4Zx7NixI6YKJ6AcSI4cOQLaws2cOZNdg2Bsw86dO2OqcGom9rBQU/+NkMvlGzZsoF/v0aPH4MGD2bX57Nkz+kV8bgnuDcoBc+zYMdCTPSwsjHWbYINaQiXo4Ib6D4L1T/L3QnW/TU1NoCmdg4MDPrM1HvDsHp9Bk3uDEtG2v+ZK1PWa0dHRoAHX4sWLGblxqlNeXk5fg/J4PC02e6yfhn8Uf4tAdjqiCvZZWloKas7t7OyqqqpYzyGYM6lLly74WtwblIjVq1e39BAMTmRkpPIfERER4HnPsmXLrKysWLcPBgnr06ePlmqsH4h/GvHx8SKRqO1963k8nre39+HDh5W3ef78ebCYq6urLqtPhUIB5iXcvHkzvhYnoC0JqK9hmrAapKKiAvTysbKyKi0tRdV6/fq1k5MTKKA6ZhESi8XgeSZ+h6TgBLRl+eGHH+i/mbOzs14a3759OyhqoaGhqCqjR48Gq/j7++s4GDDvvIWFhdYAzZyAtiT5+fngmoFRyDgUKFWRQCAA8/zu2rULlE5TU9OsrCwdB7N48WJ6yyNHjtRakRPQFgb0O4uOjtZL46dPnwZlLjAwUKPkw4cPUSZFesm7DHrQb926VWtFTkBbmIiICPovN23aNH21j0qZrp4Qu66uDqWMHDp0qO65gNPS0sDG8aFrlXAC2sKcPXuW/ssRJhIm4e7du6BlsUgkkkgkyjJgegOKomxtbXNzc3Ufw7Jly+iNd+vWjaQuJ6AtDBhcks/n19XV6asLlPGRciFx4sQJ8K8URR0/flz33mUyGZie6ssvvySpzgloywP+fnfv3tVX+0VFRaDTT4cOHR4+fAgml6Eoau7cuXrp/ddffwXbv3//Pkl17iSp5QHXf6BlGjs6duy4dOlS+vXXr18PHDgQDEsrEom2bduml95Bk2cfHx9fX1+S6pyAtjweHh70i/rNW7506VIwVCIY1dvExOTIkSP0/MQsKCoqOnPmDP06eSQ2zmCZlMbGxlOnTqFyTuIRCoVBQUFglgwKYVIOuu+wxszM7JtvvqHn0QLZvHkzmHybBdHR0XQvOaFQyCBUoF7WGW2ekpISMEsQOQKB4IcffgAbj42NpZefMmWKfm9BJpNpt8ygqODgYPJkkHjq6urApNfjxo0jb4QTUCImTpyoi3SqZBTU/IH2GaNGjdL7Xdy4cQM/QhcXl7KyMn11hzqaunnzJnkj3BqUiHPnzuneiEwmu3DhAv06uMVmlJyAkGHDhmH82QUCQVxcHPjOY4FcLge3Wb179x46dCh5O5yAEgFuJlhADy5MIUJmgkG2dGfDhg1gdxRFrVq1atiwYfrq6MyZM6AiYsmSJYza4QS05WlOG1MPD48FCxaAf8KE92DBli1b6BddXFyYLpY4AW15wPjCQqHQQN199dVXoKnod9999/LlS710kZKSkpSURL8eFhbG9L44NRN7li9fjvnr77//Dv5IdMCAb+RqyIqKitTU1KysLOWy1dzc3MPDo1+/fqi0BLa2tqtXr6bbv9XU1KxevXrPnj2E/WIAX5+WlpaoQ38c+tqytW1YTN2aNWvoVdasWUMvefDgQXrJyZMn49tvaGg4cODAkCFDQFsQgUDw3nvvHThwoLGxkV4XYyr68OFD4lmBef78ORjne9GiRSxa4z7xLQ+ok8fvpk+ePOnp6Tlr1qzff/8dDKotk8lu3749a9YsT0/PhIQEjb8KhcKNGzeCtUDzP0Zs376dHnPeyMgItFnWCiegLQ94OoVK4tbQ0DBjxoyxY8cSnmnl5eWFhITMnDlTI5l2cHAwaCr622+/gf7BhFRWVh44cIB+PSQkhEXGBYoT0NZATk4O/SJ4/llXVxcUFASePOGJiYkJCgrS0K1u2bIFXB5ERETQzycJ+emnn8Al9RdffMGuQU5AW57Hjx/TL9IjFslksnHjxmk9DUJx/fr18ePHq68Hevfu/cknn9BLZmRkgCZIWmlqatqxYwf9+pAhQ/r378+iQYriNklksJg6wk1SWVkZXQ/K4/Gqq6s1Sq5bt47lb6zG119/rd4mxlT0zZs3TGcJ9WpPSEhg2pSKv0G++JYlIyPj119/Bb9QUVFRmIqJiYmJiYkaF/39/TWSY+Tl5f34448axbp06aLx3X/69GnPnj1RGdnat2/v5+endEzLycm5evUqaOVJUZSxsXF6err663ndunVr166ll1y2bBkYfhFDr169Hjx4oHHRw8MjMzOTRUD7/4W1aP8T2L59O6gxMTR0ex/UAYyFhcX27dsbGhrUC9fX12/ZsgWlSdWwk6qrqwM3ZMbGxs+fPyefqytXroDd6eihygkoksePH7eIdFI0f9yioiIw1ZW9vf2DBw9Q409LSwN19UKh8OXLl+olY2JiwGGMHz+efLrAqPV2dnY6OldxAooE1BQ2DxoOSeDOg8fjXb16FX8Lly9fBg/6d+/erV4MZSrK4/GSkpJI5io9PR3sKDIykum0a8AJKBJwl9MMODg4aLiigzZyY8aMIbmLjz/+mF6X/mpEKQcGDBhAYr88a9Ysel1jY+OSkhLyCQfh1EytjpEjR2psKR4+fEgvNnv2bJLWQNGhb2VQpqIpKSlgIi91SktL4+Pj6denTp3q6OhIMkgcOgp4G6al3qCnTp3SGAkY1LiiooLkLsA0HRYWFvSSWVlZoKmo1sCLq1atotfi8Xjp6enks42Cs2ZixuDBg9ll+aVz8eLFR48eaVy0srIKCgrSuEhPwMrj8VD+7BrY29vTL4IZXZWmonQz+Ly8vO3bt69cuRJsXywW7969m3595MiROnpx/S+6y3hbhdwciQX19fVghrWZM2fSC4Nv0PLycpKOQBNP8A2qQEcVtbS0REUVRTkeJSYmks8GBm4N2jLExMSAQW/mzJlDvwjqKcGI2oTFOnXqBBZWmorSrytNRenXUY5HvXr18vPzIxmeVjgBbQGamppAHVbPnj0HDRoEXqdfBI2G6Ozfv59+EeP2/tlnn4Gmovv3709PT9e4iHI8Cg8PJxkbCZyAtgD79u178eIF/frnn38Olh8xYgT9YkJCAv0oVYNff/0V9EfFvN4wpqL0896tW7fSS7JwPMKhl4VCmwRcg06YMEEqlerSbGVlJbj67Nixo8aJpYri4mLwJMnOzg4TYyw1NRXcSLVr1+7Vq1f4QZJEFU1OTgbLbNiwgd3MgHACigSlZvL396+srGTdLCqV4Pbt2zG1Jk2aBNYyMzPbvHmzhhpILBZv3LgRlXFr+vTpWgdJElV03Lhx9AKWlpa6TA4dTkCRYMzbevfuTaiG1CA5ORk83+/UqRNe1/j06VOUPztFUTY2NmPGjFm2bNnSpUtDQkLANFxKjI2Nnz17RjJUfFRR/ToeYeAEFAn+BGXo0KFaM1RoUFdX5+XlBbYWGxurtfr69esx4yEkKiqKcLR4U9FFixbR/2RkZPTixQtGc6IVTkCRNDQ04IO8RUREMGpw3rx5YDuE591SqXTUqFHs5FJJcHAwo4DzoJ0oRVFz5861sLCgX2dk/UQIJ6A4Xr58OX78eFTkDz6f/+effxI2BZ5WUxRlZGSUlpZG2EhtbS1q+6IVPz8/ppZvKFNRFCkpKYzaJ4ETUO0kJia+9dZb4E8ybNgwkhZSU1NRWxamr+GGhgbQ/gPP3LlzUSoCPChTUTpDhgxh0b5WOAElIjs7G5UjUOtr48WLF6i6IpGovr6exXgSEhLc3NxI5KZLly5nz55lddMKBXFUUUo3xyMMnICSkpSUBO5bMZkFFQpFaWkpeDBDUZSJiQlhIgGQxsbG2NjY999/HxyVkZHRiBEj4uLimO7k6JD4kXp4eOieTgmEc5pjwPz58+mWO46OjsXFxeA69eXLl/7+/vQTQiW7d+8ODQ3VfVTV1dV//vlnVlZWTU0NRVE2Njbu7u79+/fXJXW2BiEhIfTwJOpER0fPnz9fX939F4aQ+rbKs2fPQEF8+vQpvXBubi7q3UlR1KxZs5p//KxBmYoq0d3xCAN3Fs8Ad3d3MHkK3azz7t27gwYNysrKAtt57733oqOj9T8+g4GJKkpR1Pz58/WSEgSEE1BmgDuGwsJC9f8eO3Zs6NChxcXFYAvdu3c/ffq0sbGxQcZnMFBRRSmKGj9+vOH6/aesQR88eHD48OFbt25lZ2eXlZW19HDaOPb29p6ensOGDZs4cSJoK8gAAy0dWg9paWmguRpH8xAQEKCLsqKNC+iGDRtAQzWO5kQoFLJOOt+WBXThwoUt/dNw/D+LFy9m8SO2WQHFR/biaBFYvEfbpoCmpaVxX/ZWiFAoZBoDv20KKLcrarUEBgYy+inboIDeu3cPnBo+nx8aGnr//n2V0wKHIZBIJPfu3fv0009RZoqPHj0ib60NCuiKFStA6Tx8+HBLD+2fRVxcnO4h79rgSdKtW7foFz/99FN9+sJyEDBlyhTQsQn8gVC0wZMke3v78vJyjYv3798Hj9E5DEpaWlrfvn01Ljo4OJDnXGyDAsrn8+k3JZFIuH1989PY2EjPUSsQCMjT3LRBAQXXPW3vNv8u6PhztME1KEdbghNQjlYNJ6AcrRpOQDlaNZyAcrRqOAHlaNVwAsrRquEElKNV8085XEFZ1nC0crg3KEerhhNQjlZNGxRQ7mveygGj3yMLG24cLQUmIhJHa6B79+7khduggII50ThaD5GRkQxKG8LWv8WJj48XiUTct75VwePxvL29mTretEF7UI62RBv8xHO0JTgB5WjVcALK0arhBJSjVcMJKEerhhNQjlbN/wB4hZQV88QxgQAAAABJRU5ErkJggg==",
"path": "06880a70ae4f0fb1bc81337c6a3158b1d91ddaf3b1d2aa13fcda4b3f4ad5ad55.png"
}
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Generate code for a svg of a a black and white image of a microscope with a marijuana leaf
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{
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",
"path": "emoji_u1f442.png"
}
|
Generate code for a svg of a ear
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M56.6,12.19c23.03-6,50.65,13.56,44.91,46.11c-4.6,26.05-16.46,34.14-28.93,44.4 c-5.77,4.75-12.36,19.53-25.13,18.09c-15.34-1.72-18.14-14.15-17.68-22.98c0.73-13.96,2.77-22.02,1.84-31.97 C29.04,38.28,32.87,18.37,56.6,12.19z" style="fill:#FFCA28;"/>
<path d="M74.93,78.17c-2.11,8.54-8,9.09-13.67,11.86c-4.38,2.14-5.93,3.84-9.21,7.47 c-2.85,3.15-9.36,2.71-12.95-2.59c-1.23-1.81-1.64-6.45,0.5-9.87c4.72-7.56,0.07-11.61,0.81-15.41c0.8-4.06,4.8-4.46,7.26-2.82 c3.8,2.52,5.91,5.6,7.2,7.63c1.1,1.72,3.02,2.34,3.04-1.5c0.04-9.37-17.17-21.51-10.33-37.47c5.11-11.93,16.12-15.37,27.62-10.12 c11.33,5.17,19.44,16.02,18.53,28.99c-0.44,6.17-3.17,12.16-7.55,16.53c0.94-0.94,0.35-21.3-9.04-25.84 C72.92,43,66.9,44.6,65.5,49.04c-0.87,2.77,0.17,5.81,1.73,8.26s3.63,4.55,5.13,7.05C75.12,68.94,75.98,73.89,74.93,78.17z" style="fill:#FFB300;"/>
<path d="M41.09,67.84c-0.31,0.49-0.55,1.08-0.69,1.79c-0.74,3.79,3.9,7.84-0.81,15.41 c-1.52,2.44-1.74,5.48-1.31,7.69c2.34,0.91,5.57,0.98,9.37-2.49c2.42-2.2,3.19-5.81,2.68-8.96C49.01,73.2,45,72.66,41.09,67.84z" style="fill:#F09300;"/>
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Generate code for a svg of a a black and white image of a ladder over a body of water
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{
"bytes": 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",
"path": "4bccf204947e0a98a4634ba4a69b2a1c22cfe5651ef3f80e5b64250ec20007d7.png"
}
|
Generate code for a svg of a a close up of a cat in a circle with a hand
|
<svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 57 55.76">
<defs>
<style>
.squid {
fill: currentColor;
}
</style>
</defs>
<title>gitlab</title>
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Generate code for a svg of a black and white representation of a basketball jersey, featuring the number 11.
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2hHI4ePAgIUf38vLyTZs2weOdnJyocjfRJligCBHZAKytrQU+UseMGUMoh9bW1i1btsDTiIqKIuS++dlnnxHKhyVggSKEkKmpKbCKorm5Gfi97+fnR9T1/PLly5B+XA0NDREREYSOv5mbm/v4+BBKhiXo4E5SeXl5QUFBRUWFQqHo3bu3l5dXh6b/fD7fwsICuBdfUlIC+ZDX19ePi4ubN28eoRLMPXv2uLq6qo9ZtWoVoY1ZhFBgYCDnvt9V6JRAa2pq4uPjf/rpp/efwmKx2MvLKzo6Wn3tZu/evYECvXHjBrCZ1cCBAxMSEsLCwuA23hKJpLi4WM1yekFBQV5eHvBqKiwsLOBHk9mG7jzinz9/PnPmzJycnL++I168eDEoKEh9Syf4HuCFCxfgWbm4uHz77bfweNTRwvuRI0cIXQ0htHDhQiMjI6KjWIKOCLSqqmrBggVqtiurqqqioqLU3MkcHR2BcxUXFxM6Ne/v7z9p0iR4fG5ubnt5KpXKoqIi+KUQQk5OThMmTCA0hFXogkDlcjnEg+7x48dqjhzBu6ch4rexJUuWwI8NyWSy9jaHGhsbCb3RGhoarlq1itPm6xxOXYVSqYyJiQH2yTx9+nR7f2Rvb29hYQGc9OTJk4R6wZuZmYWGhsLj26vtNzQ0JLT+HxkZaW9vD49nIZwXaGZmJrzHcHFxcXsF7aruMMDryOXy5ORkYLCKSZMmwU/YXb58uc3/z+fz4eVIvr6+hAqr2Qm3Bfrw4UOxWAyPf/v2rZotb0I7gSdPniTUx01PT2/KlCnA4GfPnrW3pDB+/HjIFYYMGbJq1SpociyGwwJVKBSxsbGEGrGZmJio+Z718PCAP+VVfdwI+SD4+fkBu7eg9l2+Pv/88w43UW1tbRMSErj75f4+HBbosWPH7ty5Q2jI0KFD1UhEIBBMnjwZfrXKysqlS5fCf0N69eoF96hpb1/ewMBgy5Yt5ubm7Q20sbFJSUnp3r07cCKWw1WBNjQ0aFD+0+FDdsqUKXArQ4RQUVHRN998A68gGTZsGDCyvLy8vT+ys7M7cODAX2vneDyer69veno6S+wkKIGrO0mZmZmEvqMRQt7e3qNGjVIfY2lpOWHCBEL+YRcuXNi1axfwIx1e0K7e5cvKyiopKamkpOTixYtPnz7l8/k2NjajRo3SvZ7nnBRoU1NTZmYmoSHOzs7r1q2DRM6dO/fHH38k9Gr73Xffffnll2oeu++g1uVLJBJ1WGbAdTj5iM/JyamurobHi0SipKQkoAedtbV1QEAAoXyam5t//fVXSCR8uR5+Dk634aRACXnQCYVCoh50c+fOJXp+HHis3tDQEHhBuN2SbsM9gZaXl9++fRsev3z5cqKV5EZGRqtXrya0QwjcgYTLjtP7kxTCvZ8C8GGqwtPTU7Mew66urkFBQfB4yAsoQkgmkwEvyDmXL5rgnkDhzbV4PB6hPld/YuHChXDvd2Dkb7/9Brwg0Z7bugrHBCqXy+GL8yNGjCDzkSsQCOLj421sbDqM7NWrF3AfX4ddvmiCYwK9f/8+/DWOfKlEt27dduzYoV4rfD5/xYoVwOV9HXb5ogmOCRTeh0ooFLq7u5OfsXfv3qmpqb169WrzT/X09KKjo4GGCHK5/Pr168B5OefyRRMcEyj8KKOHhweh0kk12NnZff/991999dX7K6l8Pt/DwyM9Pf3TTz8FXic/Px9uH8I5ly+a4NhOEtxPhkJ7WISQUChcunRpeHj4/fv3X7x4YWpqOmDAAPiquwr48q2pqamDgwPxNHUQjgkU7kEH7wEMx8DAgNDJkPe5efMmvH7UxcUFr4Oq4NhPAd4toL23RkZQKpVJSUnweC66fNEExwTa2NgIjGTVOuKpU6fg3+98Pp+obY4OwzGBwltkUPWFRB6pVLp582Z4/Mcffwzcl+oMcEygcNkRqpejD5XLF6GzwvBlgc4AxwQK36EmVI9HEyqXL0IuD9bW1lx08aQPjgm0W7duwMinT5/SmUjHNDQ0hIWFEXX5mjFjBue6FdIKxwRqaWkJjIT3PaIDlTpv3rxJaJSVlRVHXTzpg2MChZRuqIBvKlKOZupECC1atIijJon0wTGBwvdXioqKGDk1obE6XVxcfH196UiJ03BMoHAPuubm5tzcXFqT+Ssaq9PIyCg6Ohpu69B54JhARSIR/HTR4cOHyTcahKOxOhFCUVFRtra2lKekA3BMoHw+v0OH7Hc8ePAgPz+f1nzeQUadfn5+n3/+OeUp6QYcEyhCqEPzhfdJSkrSwoo9GXX+7W9/0w2XL5rgnkC9vb3h+0lSqXTXrl205kNGnXZ2dtu2bYOfRe6EcE+g3bp1gxt5IoTS09MLCwtpSoaMOj/88MPk5GSdcfmiCe4JFBE8bKRQKJYvX15aWkp5GiTVuWvXLl1y+aIJTgrU3d2dUMG5TCYLDQ2lVqO1tbULFy7E6qQbTgqUx+PNmTOH0JDXr1/PnTsX3rlaPRUVFcHBwUT32VVgdRKCkwJFCPn4+MDNYFXIZLLw8HCxWEzyuz47OzsgIIBQJ8J3YHUShaxA4Udn4LXGwHmjoqKIbr0oFIr9+/dPnTr13LlzGqzh37t3LyQkJCYmRrNNVJ1Rp0KhAP70+Hw+ye0xsgLt0qULMJJQa14Irq6u/v7+GgwsLy9funTptGnTjh49Wltb22F8S0tLXl7eokWLgoKCIM1e20Rn1IkQksvlwEjyDlM8kpuBEydOBB4FPnXqFOVuGbW1tVOnTlVvRqwePT29oUOHuri4iEQiGxub7t27qxZZq6urf/vtt9LS0qKiIolEQrLuRJfUiRB68eKFn58fJNLS0vLMmTNk5iJ7cAd+Nq2mpoZygQqFwnXr1oWGhmr8/vD27VuJRCKRSKhN7H10TJ0I7DWJEAKaBqtBe494zb4qOsTV1TUsLIyOK1OC7qkTETn8Tcg3uE3IChRuwgY3diPKzJkzCXVr1Ro6qU6EUIdtUd/B/B0UvmBeUlJCci41fPvtt97e3vRdXwN0VZ0IIfWNzd+HvH0GWYHCHWZu3LhBX2GRQCCIi4tjj0ZtbW11VZ2IiEDJF7lqT6ByuVyzrRcgBgYG8fHxhFrF0cSQIUP27t2rq+pERN7WOuza2CFkBdqrVy/4i/ClS5dITqcegUCwevXqiIgIBp23fH19d+7cqcM1SpWVlWq64P0J5u+gPB7P2dkZGKzZ/g1RZsyYkZqaqv0bmKGh4fLly9evX68bXVzbA74kJxAI4I3L2oOCO42npycwsry8XDungV1cXLKysiZMmKC1Y2hOTk4ZGRk60J+9Q+ACdXBwINT4tE20KlCE0MmTJ8nPCEEoFMbGxu7cuZNuq2ILC4uYmJg9e/bY29vTOhEbaG1thb+nubm5kZ+RAoH26dMHfic/e/YsZPubKlxcXA4ePBgXF0dHT0tzc/PFixefPHly0qRJncRvtrCwEN7DF368UQ3U/FjhZzCampq+//57SiYFwufzfXx8MjMzk5OTP/nkE/LWHarX7tjY2Ozs7KCgIN1+4/wTp0+fBkYKBAJ473E1kC0WUXH37l14XzYzM7P//Oc/TBnM1tbW5ufnFxQUSCQSeN83hJCBgYGzs7OXl9fYsWOJ9lbUDerr6318fIAewoMHD/7uu+/IT0qNy+ugQYP69+//4MEDSLBMJsvKypo3bx4lUxNFKBROnDhx4sSJCoWirKzs7t27ZWVlFRUVL1++fPPmzTvJGhsbC4VCS0vL3r179+3bt3///o6Ojp3cOOmHH36AO1xT5WJOzR0UIZSVlbVp0yZgcJcuXY4ePWphYUHJ1Bgt0NjYOHHiROALKI/HO378ONzpTQ2Uvdr7+/vDz3fX1dUlJCRQNTVGCxw/fhz+efTRRx9Rok5EoUDNzMwI9RXOycmBt2XBMEtDQ0N6ejo8fvz48VRNTeXiyOzZs+GrLUqlMi4uDt55DcMgqampL1++BAYbGBj4+PhQNTWVAu3Tpw/wJICKR48ebd26lcIEMHRQUlKSlZUFjx83bpxQKKRqdoqXl4ODgwktWR85ciQvL4/aHDAU0traumHDhtbWVmA8n8+fNWsWhQlQLFBbW1uit/e1a9c+f/6c2jQwVJGamkqoSHL06NHUdhmlfoMuPDycUKF/TU1NeHg45YeSMeS5evXq/v37CQ0h6vjSIdQL1MrKKjg4mNCQhw8frlixAv4cwWiBysrKFStWEDou6+npOWjQIGrToKXEISAggGgp9aVLl+Lj4+lIBqMBNTU1YWFh8IVPhJBAIIiIiKA8E1oEqq+vr0FLgCNHjsTFxWnTVR7TJk1NTZGRkUSPiX/11Vd0tECnq0hs2LBhGhwPOnLkSHx8PNYogzQ2NkZFRRG1lbS0tAwJCaEjHxqrGJcuXarBkZTDhw+vX78ev48yQm1tbWhoqAYmlZGRkeSPwLcJjQI1NjaOi4vToALo+PHj4eHhhGrhMOSprKzUzPR05MiRFG4d/Ql668AHDBiwcOFCDQYWFhYGBQUR6hOMIYNEIpkxY4YG9kRWVlZr1qyhIaPfof2gQkBAgGZ+ChUVFbNnz87JyaE6I8wfaG1tTU5O/vrrr1+9ekV0rMovA96CWgMoqwdVg1wunz9//t27dzUbPm7cuBUrVtD6U+i0lJSUbNiwQWNDjfDw8JkzZ1Kb0p/QhkARQq9evZo5c6bGW5rm5uZRUVE+Pj64myVV1NfX79y5MysrS+PvUW9v782bN9P9L6IlgSKESktL58yZQ8YJdvDgwZGRkUOHDqUwq05IY2PjiRMn9u3bp8Ez/R1OTk4pKSlaaEGmPYEihCQSyeLFi+HnWtpk9OjRgYGBlJwY7GzU19f/8MMPGRkZhLaI/oqDg8OePXsorKlTg1YFihC6evXq4sWL4Sbn7dG/f/+pU6f6+vp2qlO/mtHa2lpYWHj69Olz586RrxC3trZOS0vTmrOQtgWKELp27drixYvhNtJqMDIy8vDwGDly5KhRo3r06EH+grrEixcvrly5IpFILl26RPKW+Q5ra+vk5GRtdg5nQKAIoRs3bixatIgSjarg8/m2trYikWjAgAEikcja2rpHjx4mJiadoU+rTCZraGiQy+U1NTXl5eVSqVQqlZaWlsI96IA4ODiIxWItu7IxI1CEUElJyZIlS4AdQjCMM2TIkMTERO0v9jHmKCQSidLT052cnJhKAAPH29t7165djCxFM3YHVdHS0rJhw4ZTp04xmANGDQKBIDg4eN68eUy5ozEsUBWHDh1KTEzER5DZhpWVVVxcHLNPOVYIFCEklUpXrVp1584dphPB/M7IkSNjY2O7du3KbBpsEShCqLW19cCBA6mpqS0tLUzn0qmxsLBYtGjRhAkTmE4EIVYJVEVxcfGmTZuKioqYTqQzIhAIpk2btmDBApqqjzWAdQJVce7cObFYLJVKmU6kE+Hp6RkeHk6HFTUZWCpQhNDbt2+PHj26e/fu6upqpnPRZfh8/ujRo4ODgx0dHZnOpQ3YK1AVjY2NZ86cycrKKi0tZToXXcPAwOCTTz6ZPXs2tV4g1MJ2gb7j3r17mZmZOTk5+DwdeRwdHf39/X19fdnfcIwzAlVRVVWVn5+fn59/5coV+jp/6iR8Pn/QoEGenp7jx4+nyl1WC3BMoO+Qy+WFhYUXLlxQmcy/ffuW6YzYiEAgcHBwcHV1dXNzc3FxId+9XftwVaDv09LSUlZWVlJSUlJSUl5e/vr165cvX8rl8sbGxs5wlzUzMzM2NjY2NjYxMREKhVZWVra2tra2tvb29h9++KGeHjV9MphCFwSK0WE6RX80DHfBAsWwGixQDKvBAsWwGixQDKvBAsWwGixQDKvBAsWwGixQDKvBAsWwGixQDKvBAsWwGixQDKvBAsWwGixQDKvBAsWwGixQDKvBAsWwGixQDKvBAsWwmv8DxpbBTShwMWIAAAAASUVORK5CYII=",
"path": "72cb410a4f9494061e46b9efc8276ec7888c2955469a88ad89707a2c05590ad5.png"
}
|
Generate code for a svg of a a black and white photo of a phone with a link symbol
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<svg id="Layer_3" data-name="Layer 3" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><title>attachment-link-square</title><path d="M0,0H24V24H0Z" fill="none"/><path d="M16.173,11.853a2.847,2.847,0,1,0-4.026-4.026L11,8.974A2.846,2.846,0,0,0,11,13" fill="none" stroke="#323232" stroke-linecap="round" stroke-linejoin="round" stroke-width="1.5"/><rect x="3" y="3" width="18" height="18" rx="5" stroke-width="1.5" stroke="#323232" stroke-linecap="round" stroke-linejoin="round" fill="none"/><path d="M7.827,12.147a2.847,2.847,0,1,0,4.026,4.026l1.23-1.23a2.846,2.846,0,0,0,0-4.026" fill="none" stroke="#323232" stroke-linecap="round" stroke-linejoin="round" stroke-width="1.5"/></svg>
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{
"bytes": 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"path": null
}
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Generate code for a svg of a black and white icon featuring a computer screen with a web page and a search bar.
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<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<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"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<g>
<path d="M501.801,84.51H10.199C4.567,84.51,0,89.077,0,94.709v322.581c0,5.632,4.567,10.199,10.199,10.199h491.602
c5.632,0,10.199-4.567,10.199-10.199V94.709C512,89.077,507.433,84.51,501.801,84.51z M491.602,407.093H20.398V166.93h44.318
c5.632,0,10.199-4.567,10.199-10.199v-21.211h57.204v21.211c0,5.632,4.567,10.199,10.199,10.199h349.283V407.093z
M491.602,146.531H152.518V125.32c0-5.632-4.567-10.199-10.199-10.199H64.716c-5.632,0-10.199,4.567-10.199,10.199v21.211H20.398
v-41.623h471.203V146.531z"/>
</g>
</g>
<g>
<g>
<path d="M469.163,115.625h-2.04c-5.632,0-10.199,4.567-10.199,10.199s4.567,10.199,10.199,10.199h2.04
c5.632,0,10.199-4.567,10.199-10.199S474.795,115.625,469.163,115.625z"/>
</g>
</g>
<g>
<g>
<path d="M432.446,115.625h-2.04c-5.632,0-10.199,4.567-10.199,10.199s4.567,10.199,10.199,10.199h2.04
c5.632,0,10.199-4.567,10.199-10.199S438.078,115.625,432.446,115.625z"/>
</g>
</g>
<g>
<g>
<path d="M395.729,115.625h-2.04c-5.632,0-10.199,4.567-10.199,10.199s4.567,10.199,10.199,10.199h2.04
c5.632,0,10.199-4.567,10.199-10.199S401.361,115.625,395.729,115.625z"/>
</g>
</g>
<g>
<g>
<path d="M447.745,207.934h-6.12c-5.632,0-10.199,4.567-10.199,10.199s4.567,10.199,10.199,10.199h6.12
c5.632,0,10.199-4.567,10.199-10.199S453.377,207.934,447.745,207.934z"/>
</g>
</g>
<g>
<g>
<path d="M405.928,207.934H64.255c-5.632,0-10.199,4.567-10.199,10.199c0,5.632,4.567,10.199,10.199,10.199h341.673
c5.632,0,10.199-4.567,10.199-10.199S411.56,207.934,405.928,207.934z"/>
</g>
</g>
<g>
<g>
<path d="M288.637,247.711H64.255c-5.632,0-10.199,4.567-10.199,10.199s4.567,10.199,10.199,10.199h224.382
c5.632,0,10.199-4.567,10.199-10.199S294.269,247.711,288.637,247.711z"/>
</g>
</g>
<g>
<g>
<path d="M446.725,296.797H64.255c-5.632,0-10.199,4.567-10.199,10.199v59.155c0,5.632,4.567,10.199,10.199,10.199h382.47
c5.632,0,10.199-4.567,10.199-10.199v-59.155C456.924,301.365,452.357,296.797,446.725,296.797z M436.526,355.953H74.454v-38.757
h362.072V355.953z"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
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",
"path": "56e823760a8b9273ecc312b4f2eff3a8a19c8c8d8d706c0939be4bad176a3b2f.png"
}
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Generate code for a svg of a a close up of a flag with a cross on it
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<svg width="15" height="15" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><defs><linearGradient x1="50%" y1="0%" x2="50%" y2="100%" id="b"><stop stop-color="#07319C" offset="0%"/><stop stop-color="#00247E" offset="100%"/></linearGradient><path id="a" d="M0 0h15v15H0z"/><linearGradient x1="50%" y1="0%" x2="50%" y2="100%" id="d"><stop stop-color="#FFF" offset="0%"/><stop stop-color="#F0F0F0" offset="100%"/></linearGradient><linearGradient x1="50%" y1="0%" x2="50%" y2="100%" id="e"><stop stop-color="#DB1E36" offset="0%"/><stop stop-color="#D51931" offset="100%"/></linearGradient><linearGradient x1="50%" y1="0%" x2="50%" y2="100%" id="f"><stop stop-color="#08B9D6" offset="0%"/><stop stop-color="#00A3BE" offset="100%"/></linearGradient><path d="M0 2.5V.714C0 .32.355 0 .8 0h2.4c.442 0 .8.315.8.714V2.5C4 4.286 2 5 2 5s-2-.714-2-2.5z" id="g"/><path d="M0 2.5V.714C0 .32.355 0 .8 0h2.4c.442 0 .8.315.8.714V2.5C4 4.286 2 5 2 5s-2-.714-2-2.5z" id="i"/><linearGradient x1="50%" y1="0%" x2="50%" y2="100%" id="j"><stop stop-color="#262626" offset="0%"/><stop stop-color="#0D0D0D" offset="100%"/></linearGradient></defs><g fill="none" fill-rule="evenodd"><mask id="c" fill="#fff"><use xlink:href="#a"/></mask><use fill="url(#b)" xlink:href="#a"/><g mask="url(#c)"><path d="M5 4.23L.648.5H2.66L6.16 3h.697L11.5.098V1.25c0 .303-.167.627-.418.806L8 4.257v.513l3.137 2.69c.462.395.204 1.04-.387 1.04-.245 0-.545-.096-.75-.242L6.84 6h-.697L1.5 8.902v-1.66l3.5-2.5V4.23z" fill="url(#d)" transform="translate(-2 -1)"/><path d="M5.5 4L2 1h.5L6 3.5h1L11 1v.25a.537.537 0 0 1-.208.399L7.5 4v1l3.312 2.839c.104.089.072.161-.062.161a.898.898 0 0 1-.458-.149L7 5.5H6L2 8v-.5L5.5 5V4z" fill="url(#e)" transform="translate(-2 -1)"/><path d="M2 3.5v2h3.5v2.505c0 .273.214.495.505.495h.99a.496.496 0 0 0 .505-.495V5.5h3.51a.49.49 0 0 0 .49-.505v-.99a.495.495 0 0 0-.49-.505H7.5V1h-2v2.5H2z" fill="url(#d)" transform="translate(-2 -1)"/><path fill="url(#e)" d="M2 4h4V1h1v3h4v1H7v3H6V5H2z" transform="translate(-2 -1)"/></g><g mask="url(#c)"><path d="M0 2.5V.714C0 .32.355 0 .8 0h2.4c.442 0 .8.315.8.714V2.5C4 4.286 2 5 2 5s-2-.714-2-2.5z" fill="url(#f)" transform="translate(9 9)"/><g transform="translate(9 9)"><mask id="h" fill="#fff"><use xlink:href="#g"/></mask><path fill="#A63D09" mask="url(#h)" d="M0 3.571h4V5H0z"/></g><g transform="translate(9 9)"><mask id="k" fill="#fff"><use xlink:href="#i"/></mask><path fill="url(#j)" mask="url(#k)" d="M2.4 1.429V.714h-.8v.715H.8v.714h.8V3.57h.8V2.143h.8v-.714z"/></g></g></g></svg>
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{
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",
"path": null
}
|
Generate code for a svg of a black and white icon depicting a weight scale with a ring on top.
|
<?xml version='1.0' encoding='iso-8859-1'?>
<!DOCTYPE svg PUBLIC '-//W3C//DTD SVG 1.1//EN' 'http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd'>
<svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512" xmlns:xlink="http://www.w3.org/1999/xlink" enable-background="new 0 0 512 512">
<path d="M511.413,475.717l-80-287.999c-1.922-6.93-8.227-11.718-15.414-11.718H272v-34.274c32-7.156,48-31.994,48-61.726 c0-35.289-28.711-64-64-64s-64,28.711-64,64c0,29.732,16,54.57,48,61.726V176H96.001c-7.188,0-13.492,4.789-15.414,11.718 l-80,287.999c-1.344,4.82-0.352,9.985,2.68,13.962C6.29,493.663,11.001,496,16.001,496h479.998c5,0,9.711-2.337,12.734-6.321 C511.765,485.702,512.757,480.537,511.413,475.717z M224,80c0-17.648,14.352-32,32-32s32,14.352,32,32s-14.352,32-32,32 S224,97.648,224,80z M37.048,464l71.117-256h295.671l71.117,256H37.048z"/>
</svg>
|
|
{
"bytes": 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",
"path": "424dc97b90e59421b3455946b96d3c93d83b44be9a5ec599f9f651810596f21a.png"
}
|
Generate code for a svg of a a gray question mark in a circle on a white background
|
<svg width="17" height="17" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M.5 8.5a8 8 0 1 1 16 0 8 8 0 1 1-16 0Z" fill="#ECE7E5"/><path d="M9.208 9.968c0-.708.156-1.032.684-1.44l.456-.336c.516-.384 1.056-1.128 1.056-1.992 0-1.428-1.128-2.316-2.628-2.316-1.812 0-2.964 1.104-2.964 2.868h1.596c0-1.068.504-1.584 1.344-1.584.696 0 1.128.408 1.128 1.08 0 .396-.18.768-.612 1.104l-.42.324c-.78.6-1.056 1.116-1.056 2.292h1.416Zm.204 2.532v-1.788H7.6V12.5h1.812Z" fill="#666564"/></svg>
|
|
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",
"path": "60125f76afce359c30a7433c44c590c960649307061ae070afa133a648df244d.png"
}
|
Generate code for a svg of a a black and white photo of a globe with a cross on it
|
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="100px" height="100px" viewBox="0 0 100 100" style="enable-background:new 0 0 100 100;" xml:space="preserve">
<g>
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c-0.034,0.372,0.001,0.749,0.143,1.105c1.2,7.951,4.185,15.507,9.548,21.332c17.213,18.695,52,14.13,67.514-4.317
c9.782-11.631,9.614-27.092,3.94-40.56C85.725,26.945,79.557,18.462,70.435,13.389z M20.062,24.633
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C13.673,57.377,13.625,57.079,13.597,56.772z M37.158,86.647c-12.069-3.142-19.4-11.685-22.311-22.762
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c-0.69,0.035-1.385,0.062-2.081,0.086C48.724,53.228,49.416,41.952,49.93,30.677z M49.406,85.282
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c6.284-1.115,12.482-2.684,18.507-4.618C85.535,69.849,81.023,76.047,74.428,80.513z M88.591,57.28
c-0.085,0.02-0.167,0.029-0.255,0.059c-5.764,1.951-11.657,3.486-17.625,4.642c0.738-3.16,1.141-6.479,1.14-9.974
c-0.002-6.834-1.688-13.478-4.481-19.678c5.712,1.144,11.292,2.897,16.619,5.33c0.344,0.157,0.682,0.23,1.008,0.244
c1.052,2.53,1.915,5.102,2.59,7.619C88.657,49.516,88.959,53.474,88.591,57.28z"/>
</g>
</svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a golden star shining brightly over the town.
|
<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f5e1c0" d="M0 0h96v89l-5-1v-4h-8l-5 3-2 1q-1-10-4-1h-5l5-7q-3-1-2-3h3q-12-11-12 4h-3q-1-2-3-1v-3H45l-1 3q-3-2-4-1v-3l-4-2q-3 0-3 3h-7v-3l5 2v-3h-5l-1-3h-9l-1 6-15-3z"/><path fill="#f9ce74" d="M47 14q3 2 3 7h9q-4 2-6 5l2 7q-6-8-14-1 0-4 2-6l-6-5 8-1z"/><path fill="#44302e" d="m77 63 3 8-4 1z"/><path fill="#372324" d="M25 70v8l9 3 1-2-2-2q0-3 3-3l4 2v3q1-1 4 1l1-3h4l5 1v6q7 0 2-3h5l2 1q-5 0-2 4l6 1h5q3-9 4 1l2-1h5v-3h8v4l5 1v7H0V73l15 3 1-6z"/><path fill="#bba180" d="m25 70 1 3h5v3l-5-2v3h7l2 2-1 2-9-3z"/><path fill="#a0866c" d="M49 77h6v3q2-1 3 1h-2q5 3-2 3v-6z"/><path fill="#513832" d="m67 87-6-1q-3-4 2-4l-2-1q0-15 12-4h-3q-1 2 2 3z"/><path fill="#816d61" d="M83 84v3h-5z"/></svg>
|
|
{
"bytes": "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",
"path": "5a3aca4228540248ca5c1e11d7d5f892c8fe15618815fe5cd522da7756bc86ca.png"
}
|
Generate code for a svg of a a close up of a black and white sign with a fork and a fork
|
<svg fill="currentColor" viewBox="0 0 24 24" id="electricScooter" height="1em" width="1em"><path d="M7.82 16H15v-1c0-2.21 1.79-4 4-4h.74l-1.9-8.44C17.63 1.65 16.82 1 15.89 1H12v2h3.89l1.4 6.25h-.01c-2.16.65-3.81 2.48-4.19 4.75H7.82c-.48-1.34-1.86-2.24-3.42-1.94-1.18.23-2.13 1.2-2.35 2.38C1.7 16.34 3.16 18 5 18c1.3 0 2.4-.84 2.82-2zM5 16c-.55 0-1-.45-1-1s.45-1 1-1 1 .45 1 1-.45 1-1 1z"/><path d="M19 12c-1.66 0-3 1.34-3 3s1.34 3 3 3 3-1.34 3-3-1.34-3-3-3zm0 4c-.55 0-1-.45-1-1s.45-1 1-1 1 .45 1 1-.45 1-1 1zm-8 4H7l6 3v-2h4l-6-3z"/></svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a snow-capped mountain towering above the valley.
|
<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#e1e1dd" d="M0 0h96v44q-3 0-4 2l-9 4-5-4q-7 0-12-4l-8-6 2-1q-2-3-5-4l-1-6-5-2-1 1q-5 3-7 8l-11 8-12 5q-3 3-1 5l-4 5-6-4-7-1z"/><path fill="#f5f5f3" d="M55 31q1 4-2 1l2 5v9l-2-9q-1 5 2 11-3 2-3 5l-2-6-4 5-4-5 3-5q0-10 3-18l1-1 5 2z"/><path fill="#a5b7c3" d="M48 24q-3 8-3 18l-3 5h-5l7-8-6-1 3-6q2-5 7-8"/><path fill="#d3d7d6" d="m30 40 1 2q-6 2-9 6v6q3 3 5-1l13 12q8 2 14-4h10l-17 7-10 7-3-4-7-2q-3-5-7-5l-7-9 4-5q-2-2 1-5z"/><path fill="#cad1d2" d="M55 31q3 1 5 4l-2 1 8 6q5 4 12 4l5 4-19 11H54q-6 6-14 4L27 53q-2 4-5 1v-6q3-4 9-6l-1-2 11-8-3 6 6 1-7 8h5l4 5 4-5 2 6q0-3 3-5-3-6-2-11l2 9v-9l-2-5q3 3 2-1"/><path fill="#364f72" d="M96 44v52H0V50l7 1 6 4 7 9q4 0 7 5l7 2 3 4 9 6q19-9 34-22l1 1q4-4 9-6l2-8q1-2 4-2"/><path fill="#f5f5f6" d="m92 46-2 8q-5 2-9 6l-1-1Q65 72 46 81l-9-6 10-7 17-7 19-11z"/></svg>
|
|
{
"bytes": 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",
"path": "emoji_u1f3c3_200d_2642.png"
}
|
Generate code for a svg of a man running
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path id="head_2_" d="M67.4,36.19c0,0,1.12,4.32-3.68,5.44c-4.2,0.99-5.08-3.25-5.08-3.25 s-0.93-4.28-2.85-4.7c-0.73-0.16-0.89,0.02-2.98-0.29c-3.57-0.54-4.51-2.27-4.81-3.84c-0.1-0.48-0.14-0.95-0.17-1.36 c-0.05-0.57-0.1-1.03-0.3-1.29c-0.16-0.21-2.38-1.06-2.08-2.13c0.4-1.42,3.02-2.55,2.91-3.87c0.01-0.34-0.21-1.45-0.24-1.6 c-0.21-1.26-0.14-3.02,0.26-4.76c1.1-4.8,4.23-8.43,9.6-8.94c4.81-0.44,10.31,3.14,12.56,7.41c1.44,2.74-0.65,9.81-3.11,13.55 C64.23,31.44,67.4,36.19,67.4,36.19z" style="fill:#FFCA28;"/>
<path id="mouth_2_" d="M50.48,29.02c-0.76,0.49-1.62,0.63-2.48,0.53c-0.1-0.48-0.14-0.95-0.17-1.36 c0.68,0.14,1.54,0.1,2.05-0.07C50.82,27.8,51.32,28.5,50.48,29.02z" style="fill:#795548;"/>
<ellipse id="eye_1_" cx="52.17" cy="21.9" rx="1.76" ry="1.14" style="fill:#404040;" transform="matrix(0.0384 -0.9993 0.9993 0.0384 28.2839 73.1922)"/>
<path id="eyebrow_1_" d="M51.54,19.45c-1.1,0.36-1.39-0.36-1.03-0.97c0.26-0.44,0.92-0.83,2.23-0.62 c1.23,0.2,1.76,0.89,2.1,1.31s0.32,0.85,0.04,0.89C54.49,20.14,52.9,19.01,51.54,19.45z" style="fill:#6D4C41;"/>
<g id="pants_x5F_back_2_">
<g id="pants_x5F_back_x5F_fill_2_">
<path d="M98.86,82.64l-18.57,3.71l-5.17-17.87l-12.43,8.33l9.06,18.2l0.04-0.03 c0.72,1.29,1.94,2.32,3.49,2.8c0.45,0.14,0.9,0.22,1.36,0.25l0,0.02l0.15-0.01c0.56,0.03,1.11-0.01,1.64-0.12l22.92-8.71 L98.86,82.64z" style="fill:#616161;"/>
</g>
</g>
<g id="shoe_x5F_back_2_">
<path d="M102.84,78.83c-0.32-0.54-1.01-0.71-1.55-0.39l-2.37,1.42c-1.61,0.96-2.48,3.69-2.48,3.69l3.52,5.91 l4.93,4.28c1.27,0.99,3.02,1.1,4.41,0.29l1.07-0.63c0.47-0.28,0.63-0.89,0.35-1.36L102.84,78.83z" style="fill:#325599;"/>
</g>
<g id="pants_x5F_front_2_">
<g id="pants_x5F_fill_2_">
<path d="M44.86,113.8L56.27,92c0,0,14.21-11.76,15.45-12.59c4.63-3.1,5.55-7.41,5.09-10.54 c-0.36-2.43-1.97-5.66-1.97-5.66l-18.65,5.56l0.88,3.42c0,0-5.71,7.38-7.04,8.92c-1.33,1.54-3.61,3.69-5.38,9.76 c-1.87,6.4-6.56,21.83-6.56,21.83L44.86,113.8z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoe_x5F_left_2_">
<path d="M44.85,120.59c0.62,0.1,1.2-0.32,1.3-0.93l0.44-2.73c0.31-1.85-1.22-4.27-1.22-4.27l-6.79-1.12 l-6.45,1.01c-1.58,0.34-2.79,1.6-3.06,3.19l-0.21,1.23c-0.09,0.54,0.27,1.05,0.81,1.14L44.85,120.59z" style="fill:#4568AD;"/>
</g>
<g id="arm_4_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="36.9427" x2="53.6869" y1="79.8359" y2="78.9056">
<stop offset="0.5979" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path d="M50.06,49.02l-8.96-6.82l-4.36,4.66l9.04,8.76l0.01-0.01c1.77,1.85,5.92,3.11,9.37-0.03 c3.28-2.99,7.33-9.36,7.33-9.36l-7.01-5.62L50.06,49.02z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="sleeve_x5F_left_2_">
<path id="sleeve_x5F_fill_6_" d="M50.27,44.94c2.57,7.19,8.87,7.41,8.87,7.41l5.02-8.6 c1.35-2.31,0.57-5.29-1.74-6.64l-0.83-0.49c-2.31-1.35-4.27-0.69-7.38,3.85C51.42,44.56,50.27,44.94,50.27,44.94z" style="fill:#04A287;"/>
</g>
<g id="shirt_2_">
<g id="shirt_x5F_fill_2_">
<linearGradient id="SVGID_2_" gradientTransform="matrix(0.9625 0.2714 0.2714 -0.9625 125.3515 -228.6859)" gradientUnits="userSpaceOnUse" x1="5.4799" x2="32.0632" y1="-286.8376" y2="-286.8376">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.4701" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#009E89"/>
</linearGradient>
<path d="M56.19,68.76c-2.48-9.84-2.94-16.75-2.38-22.29c0.72-6.98,4.05-11.15,7.79-12.47 c4.62-1.63,7.82,0.72,9.11,4.9c0.88,2.85,0.71,5.04,0.64,6.4c0,0-0.64,7.47,5.3,16.82c0,0-0.57,4.06-10.05,6.29 C62.38,69.4,56.19,68.76,56.19,68.76z" style="fill:url(#SVGID_2_);"/>
</g>
</g>
<g id="fist_x5F_left_1_">
<g id="tone_4_">
<path d="M71.46,59.61c0,0-4.34-2.16-4.39-2.18c-0.55-0.29-1.23-0.09-1.52,0.46l-0.93,1.74 c-0.15,0.29-0.16,0.61-0.06,0.9c-0.5,0.29-1.73,1.05-1.99,1.56c-0.3,0.58,0.04,1.19,0.36,1.33c0.37,0.16,0.54,0.68,0.43,1.07 c-0.12,0.4-0.11,0.81,0.08,1.14c0.19,0.33,0.43,0.46,0.89,0.55c0.22,0.04,0.45,0.32,0.45,0.54c-0.01,0.34-0.01,0.93,0.16,1.15 c0.34,0.45,0.9,0.31,1.19,0.64c0.11,0.13,0.12,0.7,0.35,0.91c0.68,0.64,2.89-0.54,2.89-0.54l4.22-3.91L71.46,59.61z" style="fill:#EDA600;"/>
</g>
<g id="hand_4_">
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="73.4472" x2="66.9356" y1="66.5063" y2="63.3436">
<stop offset="0.5979" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path d="M70.06,58.93l2.67,0.75l1.83,5.05c0,0-5.71,5.62-6.68,4.05c-0.31-0.49,0.26-1.02-0.57-1.33 c-0.59-0.22-1.03-0.5-0.86-1.41c0.07-0.34-0.2-0.76-0.44-0.79c-1.08-0.13-1.36-0.73-1.04-1.49c0.18-0.42,0.14-1.13-0.47-1.45 c-0.22-0.12-0.53-0.61-0.39-1.31C64.34,59.91,70.06,58.93,70.06,58.93z" style="fill:url(#SVGID_3_);"/>
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Generate code for a svg of a a purple circle with a white outline surrounding it.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#3a0379" d="M0 0h96v96H0z"/><path fill="#3a0379" d="m65 21 4 3 3 3q12 15 4 34l-4 8q-3 0-3 3-4 1-6 4-25 9-42-11-9-18 0-34Q39 9 65 21"/><path fill="#bdaad1" d="M65 21Q39 9 21 31q12-19 35-15 5 1 9 5"/><path fill="#c5b4d5" d="m65 21 4 3z"/><path fill="#b5a2ca" d="M69 24q3 0 3 3z"/><path fill="#bea8d0" d="M21 31q-9 16 0 34-7-8-5-17-2-11 5-17"/><path fill="#beacd1" d="M72 27a29 29 0 010 42l4-8q8-19-4-34"/><path fill="#9280b9" d="M72 69q0 3-3 3 0-3 3-3"/><path fill="#beb5d7" d="m69 72-6 4q2-3 6-4"/><path fill="#c2aed5" d="M21 65q17 20 42 11l-7 3q-23 4-35-14"/></svg>
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{
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Generate code for a svg of a a dark red door on a pale yellow house.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8e6b0" d="M90 0h6v82q-12-6-22-7-5-3-11 0l-1-52H34l-1 52-6-56 4-2 9 1 3-2 8 2 22-2 3-3 3 6-1 1 5 1q1 2-1 4l3 2q0-3 4-4l-2-1 1-3h2l-2-3 4-5-2-2z"/><path fill="#f8e5af" d="M0 0h90v9l2 2-4 5 2 3h-2l-1 3 2 1q-4 1-4 4l-3-2q2-2 1-4l-5-1 1-1-3-6-3 3 1 1q-2 4-5 1l-42 1 3 12-1 5 4 39h-2q-6-2-11-1L0 82z"/><path fill="#ae4941" d="M62 23H35v52l-4-1h2l1-52z"/><path fill="#9c0710" d="M62 24v53l-27-1V24z"/><path fill="#810910" d="m46 26-1 2q-3-2-6-1v17q-3 0 0 2v4l-1 26q-3-25-1-49 5-2 9-1"/><path fill="#94060f" d="M39 50v-4q6-2 0-2V27q3-1 6 1l1-2 1 8 2-9 11 1v46H48V53h-3l-1-3z"/><path fill="#a2050f" d="M50 27h8v44h-8l-2-21q-1-2-3-1 0-6 4-2z"/><path fill="#dfbe96" d="M39 44q6 0 0 2-3-2 0-2"/><path fill="#bd1718" d="m31 75 4 1 27 1q3 5 10 6 11 5 24 5v8H0V82l20-8q5-1 11 1"/><path fill="#e7805d" d="m62 23 1 52q6-3 11 0h-6l4 1 2 6-2 1q-7-1-10-6z"/><path fill="#ea593f" d="M74 75q10 1 22 7v6q-13 0-24-5l2-1-2-6-4-1z"/></svg>
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"path": "emoji_u1f468_1f3fc_200d_2696.png"
}
|
Generate code for a svg of a man judge: medium-light skin tone
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="robe">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="53.006" x2="53.006" y1="93.904" y2="121.904">
<stop offset="3.200000e-03" style="stop-color:#616161"/>
<stop offset="0.2772" style="stop-color:#545454"/>
<stop offset="0.7831" style="stop-color:#323232"/>
<stop offset="1" style="stop-color:#212121"/>
</linearGradient>
<path d="M50.14,95.9c-0.05,0-0.09,0-0.14,0c-18.21,0.02-36.76,3.6-46,12.07v2.09v2.29v11.56h95h1.5 h1.5v-3.01C102,104.03,75.91,95.9,50.14,95.9z" style="fill:url(#SVGID_1_);"/>
<path d="M84.03,110.16c-0.32,0.11-5.23,3.04-12.05,5.56 c-3.21,1.19-13.11,3.08-21.95,2.88c-15.88-0.38-27.44-5.31-34.09-8.77c-2.51-1.3-5.48-3.91-7.05-5.38l-1.93,1.26 c1.24,1.21,3.67,3.34,7.45,5.61c-4.11,4.5-5.3,10.6-5.59,12.59h2.03c0.35-2.1,1.59-7.68,5.34-11.57c2.61,1.44,5.76,2.88,9.48,4.16 c-2.09,3.27-2.39,6.5-2.43,7.41h2c0.05-0.86,0.38-3.86,2.4-6.77c6.03,1.86,13.43,3.24,22.35,3.45c0.69,0.02,1.37,0.02,2.04,0.02 c8.08,0,14.81-1.17,20.34-2.86c1.65,2.7,1.95,5.35,2,6.15h2c-0.04-0.85-0.31-3.74-2.06-6.79c3.75-1.3,6.89-2.83,9.47-4.38 c3.46,3.86,4.64,9.14,4.97,11.16h2.03c-0.28-1.93-1.42-7.78-5.28-12.25c3.6-2.37,5.9-4.64,7.07-5.93l-1.77-1.06 C89.61,105.93,87.39,108,84.03,110.16z" style="opacity:0.19;fill:#FFFFFF;enable-background:new ;"/>
</g>
<g id="face">
<path id="neck" d="M50.01,90.08h-9.08v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17 v-9.98L50.01,90.08z" style="fill:#C48E6A;"/>
<path id="ears" d="M77.33,50.43h-7.37H30.05h-7.37c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41 h7.37h39.91h7.37c5.89,0,10.71-5.14,10.71-11.41S83.22,50.43,77.33,50.43z" style="fill:#C48E6A;"/>
<path id="head" d="M50.01,11.07L50.01,11.07L50.01,11.07c-17.4,0-33.52,18.61-33.52,45.4 c0,26.64,16.61,39.81,33.52,39.81S83.53,83.1,83.53,56.46C83.53,29.68,67.41,11.07,50.01,11.07z" style="fill:#E0BB95;"/>
<g id="eyes_1_">
<ellipse cx="33.57" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
<ellipse cx="66.44" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
</g>
<path id="mouth_2_" d="M57.78,77.88c-1.08,0-14.46,0-15.54,0c-3.31,0-2.72,1.94-1.12,2.62 c2.51,1.07,6.06,1.36,8.87,1.37l0,0c0.01,0,0.01,0,0.02,0s0.01,0,0.02,0v0c2.81-0.01,6.36-0.3,8.87-1.37 C60.49,79.82,61.09,77.88,57.78,77.88z" style="fill:#6D4C41;"/>
<path id="nose_1_" d="M53.86,68.06c-0.11-0.04-0.21-0.07-0.32-0.08h-7.08c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69s4.25-1.99,4.55-2.69C54.86,68.98,54.51,68.32,53.86,68.06z" style="fill:#C48E6A;"/>
</g>
<g>
<path d="M50.01,118.15c0,0,6.12-3.24,10.47-10.19c-3.79-0.91-10.83-2.55-10.48-2.06L39.5,108.2 C43.82,114.88,50.01,118.15,50.01,118.15z" style="fill:#D8D8D8;"/>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="42.7465" x2="42.7465" y1="103.6447" y2="94.8846">
<stop offset="0" style="stop-color:#FFFFFF"/>
<stop offset="1" style="stop-color:#BDBDBD"/>
</linearGradient>
<path d="M40.96,96.22c-1.84,0.13-3.66,0.3-5.47,0.5c0.64,7.08,4.13,12.37,7.53,15.92L50,105.9 C43.66,101.22,41.54,97.49,40.96,96.22z" style="fill:url(#SVGID_2_);"/>
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="57.2465" x2="57.2465" y1="103.6447" y2="94.8846">
<stop offset="0" style="stop-color:#FFFFFF"/>
<stop offset="1" style="stop-color:#BDBDBD"/>
</linearGradient>
<path d="M59.03,96.23c-0.59,1.29-2.72,5-9.03,9.67l6.92,6.68c3.27-3.5,6.66-8.72,7.58-15.81 C62.69,96.56,60.87,96.37,59.03,96.23z" style="fill:url(#SVGID_3_);"/>
</g>
<g id="gavel">
<path d="M99.22,119.47l4.57-24.84c0.04-0.29,0.06-0.57,0.03-0.86l-0.67-8.86 c-0.18-2.33,1.63-2.63,3.95-2.39l0,0c2.32,0.24,4.03,0.9,3.39,3.14l-2.46,8.54c-0.08,0.28-0.13,0.56-0.14,0.85l-0.6,25.16 L99.22,119.47z" style="fill:#DD8A3E;"/>
<path d="M106.41,75.88l2.34,0.24c1.71,0.18,2.97,1.72,2.8,3.44l-0.06,0.56c-0.18,1.71-1.72,2.97-3.44,2.8 l-2.34-0.24c-1.71-0.18-2.97-1.72-2.8-3.44l0.06-0.56C103.15,76.96,104.69,75.71,106.41,75.88z" style="fill:#DD8A3E;"/>
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",
"path": null
}
|
Generate code for a svg of a black and white vector illustration of a tequila shot glass with a lemon slice on it.
|
<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<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"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<g>
<path d="M495.265,103.784C495.265,46.557,448.707,0,391.481,0c-50.121,0-92.052,35.713-101.696,83.027H64.318l27.676,304.432
H16.735L58.249,512h362.03l41.514-124.541h-75.258l16.413-180.539C454.796,201.194,495.265,157.134,495.265,103.784z
M368.751,124.541l-3.774,41.514H113.551l-3.774-41.514H368.751z M361.204,207.568L344.85,387.459H133.679l-16.354-179.892
H361.204z M404.195,428.973l-13.838,41.514H88.171l-13.838-41.514H404.195z M332.781,83.027
c8.568-24.159,31.64-41.514,58.7-41.514c34.336,0,62.27,27.934,62.27,62.27c0,29.039-19.98,53.494-46.914,60.35l7.374-81.106
H332.781z"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
|
|
{
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",
"path": "dd0694de128b3c396545aff23db0f9e1ceb39213084e951ce57eb9a9fa6630b3.png"
}
|
Generate code for a svg of a a group of people sitting around a circle with one person holding a hand
|
<svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
width="233.66614"
height="228.50476"
viewBox="0 0 61.824165 60.458549"
version="1.1"
id="svg1034"
inkscape:version="1.0.1 (3bc2e813f5, 2020-09-07)"
sodipodi:docname="clients.svg"
inkscape:export-filename="C:\Users\keega\Documents\cannlytics\assets\images\illustrations\multi-tone\clients.png"
inkscape:export-xdpi="96"
inkscape:export-ydpi="96">
<defs
id="defs1028">
<clipPath
clipPathUnits="userSpaceOnUse"
id="clipPath1824">
<path
d="m 466.283,741.164 h 63.482 v -19.581 h -63.482 z"
id="path1822"
inkscape:connector-curvature="0" />
</clipPath>
<filter
inkscape:collect="always"
style="color-interpolation-filters:sRGB"
id="filter3124"
x="-0.00024129886"
width="1.0004826"
y="-0.00024209845"
height="1.0004842">
<feGaussianBlur
inkscape:collect="always"
stdDeviation="0.0053203049"
id="feGaussianBlur3126" />
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Generate code for a svg of a bright pink boxing gloves punching the air.
|
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a close-up logo with a lightning on it:My primary focus is on capturing the essence of a logo, its form, and its visual appeal. I aim to create a visual representation that is both visually striking and conceptually clear. The lightning on the logo, a dynamic and energetic element, is crucial for conveying its power and dynamism. The precise placement and detail level are paramount to ensure the logo is easily recognizable and memorable.
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"path": "09be88e1aa77d8569e4d7cea4cb9040f35dfd2162701fc0c2ca2a94224fe50f9.png"
}
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Generate code for a svg of a a close up of a logo with a lightning on it
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 341.67 120.89"><defs><style>.cls-1{font-size:24px;font-family:Verdana-Bold, Verdana;font-weight:700;letter-spacing:-0.05em;}.cls-1,.cls-2,.cls-3{fill:#00aeef;}.cls-2{stroke:#00aeef;stroke-miterlimit:10;stroke-width:2px;}</style></defs><g id="Layer_2" data-name="Layer 2"><g id="Layer_1-2" data-name="Layer 1"><text class="cls-1" transform="translate(20.72 92.81) rotate(-90)">team</text><polygon class="cls-2" points="109.01 4.83 34.02 59.39 56.69 65.5 18.73 116.17 93.71 61.61 70.48 55.35 109.01 4.83"/><polyline class="cls-3" points="304.97 53.81 293.58 53.81 293.58 81.06 280.25 81.06 280.25 89.71 319.63 89.71 319.63 81.06 304.97 81.06 304.97 58.58"/><polygon class="cls-3" points="340.38 31.78 341.67 31.82 326.09 42.8 341.67 53.78 340.38 53.81 304.96 53.81 304.96 31.78 340.38 31.78"/><path class="cls-3" d="M130.32,89.78V60.37q0-7.42-5.51-7.42a7.87,7.87,0,0,0-5.27,2.22,38.57,38.57,0,0,0-5.31,6V89.78H103.39V27h10.84V42.46l-.53,8.18a30.72,30.72,0,0,1,2.8-3,15.49,15.49,0,0,1,3.06-2.2,14.9,14.9,0,0,1,3.56-1.35,17.81,17.81,0,0,1,4.22-.47,15,15,0,0,1,6,1.13,11.73,11.73,0,0,1,4.31,3.2,13.74,13.74,0,0,1,2.6,5,22.69,22.69,0,0,1,.87,6.51v30.3Z"/><path class="cls-3" d="M176.18,89.78l-.27-5.91a29.85,29.85,0,0,1-3,2.78,18.85,18.85,0,0,1-3.42,2.2,18.29,18.29,0,0,1-4.07,1.44,21.28,21.28,0,0,1-4.82.51,16.66,16.66,0,0,1-6.08-1,12.25,12.25,0,0,1-4.4-2.84,11.87,11.87,0,0,1-2.69-4.4,16.89,16.89,0,0,1-.91-5.69,13.09,13.09,0,0,1,1.35-5.91A12.61,12.61,0,0,1,152,66.28,21.52,21.52,0,0,1,159,63.21a38,38,0,0,1,9.75-1.11h5.91V59.39a9.35,9.35,0,0,0-.49-3.13,5.51,5.51,0,0,0-1.58-2.38,7.42,7.42,0,0,0-2.82-1.51,14.46,14.46,0,0,0-4.26-.53,34.3,34.3,0,0,0-7.89.91,41.73,41.73,0,0,0-7.53,2.55V46.64a42.8,42.8,0,0,1,7.49-2.13,44.43,44.43,0,0,1,8.82-.85,33.83,33.83,0,0,1,8.62,1,15.55,15.55,0,0,1,5.93,2.86,11.47,11.47,0,0,1,3.44,4.78A18.46,18.46,0,0,1,185.46,59V89.78Zm-1.56-20H168a17.42,17.42,0,0,0-4.67.54,8.9,8.9,0,0,0-3.11,1.46A5.68,5.68,0,0,0,158.47,74a6.2,6.2,0,0,0-.56,2.6,5.1,5.1,0,0,0,1.78,4.19,7.41,7.41,0,0,0,4.84,1.45,8.52,8.52,0,0,0,4.71-1.64,34.14,34.14,0,0,0,5.38-4.71Z"/><path class="cls-3" d="M221.3,89.78,204.64,67.21V89.78H193.8V27h10.84V63.74l15.77-19.1H234L215.66,65.21l19.82,24.57Z"/><path class="cls-3" d="M276.07,89.34q-2.93.66-5.91,1.07a43.39,43.39,0,0,1-5.64.39,27.9,27.9,0,0,1-7.67-.93A13.41,13.41,0,0,1,251.52,87a11.37,11.37,0,0,1-3.11-4.87,21.92,21.92,0,0,1-1-7v-22H235.28V44.64h12.13V33.09l11.11-2.89V44.64h17.55v8.44H258.52V74.32q0,3.87,1.78,5.84c1.18,1.32,3.17,2,5.95,2a30.66,30.66,0,0,0,5.2-.44c1.69-.3,3.23-.64,4.62-1Z"/></g></g></svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a a stone pathway leading to a small garden gate.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfdfd" d="M0 0h96v96H58l-5-10q9-1 17 5l3-1-12-5 12-2-2-2 7-1-8-1-2-2 8-1-7-1 1-2-11-1 8-1-11-1q-1-3-3-2-4-2-7-1l6-2-2-1 4-2 6 1h1l-5 2q3 4 11 4h9l-1-4q-4-2-4-5l-8-1-10-2-1-1V37l-3-2q-1 3-3 0l-2 4h2v2q-3 6-2 15l-2 2-10 2h-1q-3-7-9-4l1 2q-3 3-4 0l-4 2v5l2 2v4q-5-1-2 2 4 1 10-1 3-1 8 1-3-1-5 1l4 1-7 2 5 1-6 2-5 6-2 4 5 2q-5 0-8 2-2 0-1 2H0z"/><path fill="#696c6d" d="m52 37-6 2h-2l2-4q2 3 3 0z"/><path fill="#c4c4c5" d="M52 37v8l-7-1 1-3v-2z"/><path fill="#c0c1c1" d="M52 47v2h-6v-3z"/><path fill="#bfbfc0" d="M52 51v4h-7q-1-3 1-5z"/><path fill="#74797a" d="m46 41-1 3 7 1v2l-6-1v3h6v2l-6-1q-2 2-1 5h7v1q-3-1-3 1v3q-2-4-5-4-1-9 2-15"/><path fill="#ae7369" d="M22 56q2 0 1 2z"/><path fill="#d6dbd7" d="M22 56q6-3 9 4l-3-2q-1 4-3 1l-2 3h-3v4q-3-1-3 1l-2-2v-5l4-2q1 3 4 0 1-2-1-2"/><path fill="#567a53" d="M31 60h6q-6 2-9 6l1 1v1l-3 2h-4v-8l2-3q2 3 3-1z"/><path fill="#517555" d="m63 59 8 1q0 3 4 5l1 4h-9l-1-2-5-4h-1q-4-6 3-4"/><path fill="#bcc4bd" d="M44 56q3 0 5 4v-3q0-2 3-1l1 1 10 2q-7-2-3 4l-6-1-4 2 2 1-6 2 6 1H41q-3-1-2-3l-9 2-1-1q3-4 9-6h-6l10-2z"/><path fill="#a7b4a9" d="m61 63 5 4 1 2q-8 0-11-4z"/><path fill="#5c7258" d="M23 62v8h4l-2 2q-6 2-10 1-3-3 2-2v-4q0-2 3-1v-4z"/><path fill="#c5ccc4" d="M30 68h9l-6 5q-5-2-8-1l2-2z"/><path fill="#f0f3ed" d="m54 71 1 2-16-2z"/><path fill="#4e5f5a" d="M53 68q2-1 3 2l11 1-8 1-4 1-1-2z"/><path fill="#8a9890" d="M46 67q3-1 7 1l1 3H39l16 2 4-1 11 1-1 2 7 1-8 1h-3l2-2q-9-2-18-1h-2l-9-1q-4-1-6 2l-4-1q2-2 5-1l6-5h-9v-1l9-2q-1 2 2 3h11z"/><path fill="#9ba29f" d="m46 75-1 2-4 1-5-3z"/><path fill="#f2f3f0" d="M49 74q9-1 18 1l-2 2-17-1z"/><path fill="#5d6e67" d="M47 74h2l-1 2 17 1h3l2 2 8 1-7 1 2 2-12 2 12 5-3 1q-8-6-17-5l5 10h-4q2-6-3-7v-2l-2-3-10-1q-2-2 0-2l10 2 20-2q-6-4-13-3-6-1-12 2-3-1 0-2l3-1h-2l1-2z"/><path fill="#aeb5b0" d="M51 87v2q-27-1 0-2"/><path fill="#f0f2ee" d="m47 74-1 1H36l5 3 6-1-3 1q-3 1 0 2 6-3 12-2 7-1 13 3l-20 2-10-2q-2 0 0 2l10 1 2 3q-27 1 0 2 5 1 3 7H13q-1-2 1-2h6q5 0 10-4l-8 2-5-2 2-4 5-6 6-2-5-1 13-4z"/><path fill="#98a29c" d="M14 94q3-2 8-2l8-2q-5 4-10 4z"/></svg>
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{
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",
"path": "emoji_u1f575.png"
}
|
Generate code for a svg of a detective
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="hairGroup_2_">
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<g id="hairHighlights_2_">
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<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M81.43,84.91c-4.28-6.5,5.21-8.93,5.21-8.93s0.01,0.01,0.01,0.01 c-1.65,2.05-2.4,3.84-1.43,5.61c1.21,2.21,4.81,2.53,4.81,2.53S85.12,88.49,81.43,84.91z" style="fill:url(#SVGID_1_);"/>
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<stop offset="0.7247" style="stop-color:#6D4C41;stop-opacity:0"/>
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</radialGradient>
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</g>
</g>
<g id="suit_1_">
<g>
<linearGradient id="SVGID_5_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="53" x2="53" y1="34.7402" y2="-4.3297">
<stop offset="0.1609" style="stop-color:#606060"/>
<stop offset="0.2878" style="stop-color:#606060"/>
<stop offset="0.449" style="stop-color:#595959"/>
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</svg>
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|
Generate code for a svg of a a close up of a black and white photo of a person on a skateboard
|
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xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
version="1.1"
viewBox="0 0 642.43438 227.18016"
stroke-miterlimit="10"
id="svg2"
inkscape:version="0.92.1 r15371"
sodipodi:docname="bit_qubit_labeled.svg"
width="685.26337"
height="242.3255"
style="fill:none;stroke:none;stroke-linecap:square;stroke-miterlimit:10"
inkscape:export-filename="C:\Users\skais\git\crazy4pi314.github.io\public\media\figures\bit_qubit_labeled.png"
inkscape:export-xdpi="300"
inkscape:export-ydpi="300">
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<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title></dc:title>
</cc:Work>
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bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
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guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="3200"
inkscape:window-height="1695"
id="namedview35"
showgrid="false"
inkscape:zoom="2.65"
inkscape:cx="152.69952"
inkscape:cy="168.03795"
inkscape:window-x="-13"
inkscape:window-y="-13"
inkscape:window-maximized="1"
inkscape:current-layer="svg2"
fit-margin-top="0"
fit-margin-left="0"
fit-margin-right="0"
fit-margin-bottom="0" />
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d="M 0,0 H 960 V 540 H 0 Z"
id="path5"
inkscape:connector-curvature="0"
style="clip-rule:nonzero" />
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transform="translate(-138.72544,-87.100691)"
inkscape:export-xdpi="300"
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inkscape:export-xdpi="300"
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<flowRoot
xml:space="preserve"
id="flowRoot4195"
style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:0.01%;font-family:'Palatino Linotype';-inkscape-font-specification:'Palatino Linotype, Normal';text-align:start;letter-spacing:0px;word-spacing:0px;writing-mode:lr-tb;text-anchor:start;fill:#000000;fill-opacity:1;stroke:none;stroke-width:1px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1"
transform="translate(-99.640326,-69.140071)"
inkscape:export-xdpi="300"
inkscape:export-ydpi="300"><flowRegion
id="flowRegion4197"><rect
id="rect4199"
width="114.73808"
height="43.226906"
x="124.87772"
y="69.840698" /></flowRegion><flowPara
id="flowPara4201"
style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:30px;line-height:125%;font-family:'Palatino Linotype';-inkscape-font-specification:'Palatino Linotype, Normal';text-align:start;writing-mode:lr-tb;text-anchor:start;fill:#ffffff;fill-opacity:1">Bit</flowPara></flowRoot> <path
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id="flowPara4201-2"
style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:30px;line-height:125%;font-family:'Palatino Linotype';-inkscape-font-specification:'Palatino Linotype, Normal';text-align:start;writing-mode:lr-tb;text-anchor:start;fill:#ffffff;fill-opacity:1">Coin</flowPara></flowRoot> <flowRoot
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id="flowRoot4195-3"
style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;line-height:0.01%;font-family:'Palatino Linotype';-inkscape-font-specification:'Palatino Linotype, Normal';text-align:start;letter-spacing:0px;word-spacing:0px;writing-mode:lr-tb;text-anchor:start;fill:#000000;fill-opacity:1;stroke:none;stroke-width:1px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1"
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|
|
Okay, here's a concise summary of my thoughts on the mechanics of drawing a purple wine glass with a stem and a stemer:I'm drawn to the intricate and visually appealing nature of a purple wine glass. The subtle interplay of color and texture is captivating. The stem, a delicate and flowing line, adds a touch of elegance and visual interest. The shape of the stem, with its curves and rounded edges, creates a sense of movement and depth. The overall composition is balanced and harmonious, with the stem and stemer providing a focal point and a visual anchor. The color palette is rich and vibrant, with a deep purple dominating the scene. The overall effect is one of delicate beauty and a subtle sense of sophistication.
|
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",
"path": "26e1c2eb682ff65d234c2c60da00985e3d7ea8265dea0c123a67cbb2e64e27a3.png"
}
|
Generate code for a svg of a purple wine glass with a stem and a stemer in the middle
|
<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="64pt" height="64pt" viewBox="0 0 64 64" version="1.1">
<g id="surface1">
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Generate code for a svg of a a close up of a chinese character with a cross on it
|
<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 1010 1000">
<path fill="currentColor"
d="M137 494v96h80v-96h-80zM137 345v95h80v-95h-80zM357 440v-95h-83v95h83zM357 590v-96h-83v96h83zM280 646v77h161v65h-161v168h-69v-168h-164v-65h164v-77h-134v-357h134v-75h-155v-64h155v-106h69v106h156v64h-156v75h138v357h-138zM957 527v71h-216v264
c0 45 -11 65 -39 78c-28 12 -73 14 -146 13c-4 -20 -14 -51 -25 -71c54 2 105 1 119 1c15 0 21 -5 21 -21v-264h-218v-71h218v-350c-68 8 -137 15 -202 20c-2 -17 -11 -44 -18 -62c154 -13 338 -39 443 -72l44 62c-55 16 -123 30 -197 42v360h216zM478 258l60 -21
c36 74 67 170 77 234l-64 22c-7 -64 -39 -162 -73 -235zM843 497l-56 -22c31 -65 72 -175 91 -252l71 22c-33 84 -72 187 -106 252z" />
</svg>
|
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",
"path": "emoji_u1f64f.png"
}
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Generate code for a svg of a folded hands
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<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g>
<path d="M99.68,78.34C90.23,65,81.51,41.93,79.33,36.44c-2.18-5.5-4.68-19.49-4.61-26.02 c0.04-4.02-1.19-5.27-1.57-5.36c-3.67-0.9-5.68-1.14-7.17,1.82c-0.47,0.92-1,3.6-1.57,7.3c-0.51-3.18-1.27-5.75-2.37-7.3 c-1.91-2.71-3.5-2.72-7.17-1.82c-0.38,0.09-1.61,1.35-1.57,5.36c0.06,6.54-2.44,20.53-4.61,26.02c-2.18,5.5-10.9,28.56-20.36,41.9 c-4.48,6.32-8.94,10.97-8.94,10.97l18.79,26.3c0,0,8.2-9.94,12.71-11.63C57.57,101.46,64,97.78,64,87.69 c0,10.08,6.43,13.76,13.13,16.28c4.51,1.69,12.71,11.63,12.71,11.63l18.79-26.3C108.62,89.31,104.16,84.65,99.68,78.34z" style="fill:#FFCA28;"/>
<path d="M81.16,40.94c-1.3-3.58-3.84-10.92-4.68-15.89c-0.82-4.82-1.46-9.52-1.73-10.79 c-0.57-2.77-3.63-2.57-3.63-2.57c-3.02-0.04-4.13,1.83-4.78,2.46c0.05-0.85,0.02-2.51,0.25-3.81c0.77-4.27,3.44-5.21,5.1-5.14 c0.91,0.04,1.5-0.1,1.21-0.38c-2.05-1.93-8.84-0.56-8.84,5.37c0,0,0,0,0,0l0,0h-0.15l0,0c0,0,0,0,0,0c0-5.93-6.79-7.3-8.84-5.37 c-0.29,0.27,0.3,0.41,1.21,0.38c1.66-0.07,4.34,0.88,5.1,5.14c0.23,1.3,0.2,2.96,0.25,3.81c-0.65-0.63-1.76-2.51-4.78-2.46 c0,0-3.06-0.2-3.63,2.57c-0.26,1.28-0.91,5.98-1.73,10.79c-0.87,5.13-3.68,13.12-5,16.72c-0.31,0.86,0.64,1.63,1.41,1.15 c0.46-0.29,0.9-0.7,1.21-1.27c1.65-3.05,3.17-9.66,4.41-16.51c0.35-1.91,1.4-7.42,1.73-8.63c0.23-0.84,1.18-1.75,2.05-1.7 c1.49,0.09,2.6,0.2,3.95,4.15c0.9,2.63,1.28,7.3,0.73,14.95c-0.28,3.94-1.68,14.17-1.47,19.2c0.36,8.75,2.73,11.35,2.73,35.5 c0,0.99,0.74,1.4,0.74,1.4v0l0,0c0,0,0.72-0.4,0.74-1.4c0.34-21.91,1.75-26.42,2.73-35.5c0.54-5.02-1.19-15.26-1.47-19.2 c-0.55-7.65-0.17-12.32,0.73-14.95c1.35-3.95,2.46-4.06,3.95-4.15c0.87-0.05,1.82,0.86,2.05,1.7c0.33,1.21,1.38,6.73,1.73,8.63 c1.25,6.86,2.73,12.81,4.37,15.85c0.23,0.42,0.51,0.75,0.82,1.02C80.38,42.64,81.5,41.86,81.16,40.94z" style="fill:#EDA600;"/>
</g>
<g>
<path d="M45.45,110.43c-11.9-11.9-15.76-17.44-20.6-26.87c-1-1.95-4.02,0.01-4.02,0.01 c-3.59,3.33-6.63,4.82-10.52,7.37c9.24,23.69,23.39,32.99,23.44,33.06l11.47-9.84C46.3,113.23,46.45,111.43,45.45,110.43z" style="fill:#2686C6;"/>
<path d="M82.55,110.43c11.9-11.9,15.76-17.44,20.6-26.87c1-1.95,4.02,0.01,4.02,0.01 c3.59,3.33,6.63,4.82,10.52,7.37c-9.24,23.69-23.39,32.99-23.44,33.06l-11.47-9.84C81.7,113.23,81.55,111.43,82.55,110.43z" style="fill:#2686C6;"/>
</g>
</g>
</svg>
|
|
Okay, here's a concise summary of my thoughts on drawing a green picnic basket beside a soft blanket:I'm drawn to the visual appeal of a green picnic basket, a simple yet elegant element that evokes a sense of warmth, comfort, and a relaxed atmosphere. The soft, natural color of the green evokes a feeling of freshness and tranquility, while the blanket provides a soft, inviting backdrop. The basket itself is a simple, functional piece, suggesting a simple, thoughtful gift. The overall impression is one of understated elegance and a touch of natural beauty.
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a green picnic basket beside a soft blanket.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfd" d="M0 0h96v96H0z"/><path fill="#f8f9f4" d="m49 44 2 6-8-1q0-5 6-5"/><path fill="#8b9d4c" d="M49 44q-6 0-6 5l-2 2v-2q1-8 8-5"/><path fill="#d2e0a9" d="m43 49 8 1-4 2q-4-1-6 1v-2z"/><path fill="#f8faf4" d="m47 52 3 2q-5 0-8 2h-2l1-3q2-2 6-1"/><path fill="#95ae5c" d="M55 51h21l-4 7q0-6-4-4l-2-2q-6-1-9 1z"/><path fill="#4f7737" d="M57 53q3-2 9-1l2 2z"/><path fill="#e6edde" d="M79 53q4 1 8 7l-9 7-1-1 3-2-7-4z"/><path fill="#b4c96d" d="M41 49v4l-1 3q-3-2-5-1v13l-1-11-3-1-4-2q-1-2 1-2z"/><path fill="#5f813f" d="m35 55-5-2h6z"/><path fill="#7ca53f" d="m58 56 3 10-5 1v-8q-1-3 2-3"/><path fill="#b8bb64" d="m58 56 1-1q5 0 10 3l1 5q-6 0-9 3z"/><path fill="#9ea857" d="m27 54 4 2v12l-2-1z"/><path fill="#b4c868" d="m49 44 6 7 2 2 11 1q4-2 4 4l-2 5-1-5q-5-3-10-3l-1 1q-3 0-2 3v8h-2V54h-4l-3-2 4-2z"/><path fill="#a4b354" d="M50 54h4v13q-5 0-8 2l1-12q-3-1-3 2-3 4-3 11l-1-1 1-12 1-1q3-2 8-2"/><path fill="#d8d071" d="m46 69-2 1V59q0-3 3-2z"/><path fill="#8ea741" d="M35 55q2-1 5 1h2l-1 1q-2 1-2 5l1 7 1 1q0-7 3-11v11q-7 1-13-2V56l3 1 1 11z"/><path fill="#d9cb76" d="m41 57-1 12-1-7q0-4 2-5"/><path fill="#b8cf8c" d="m29 67 2 1q6 3 13 2-1 2 1 5l-1 1 2 4h-5q-1-5-4-5l2-3h-9q-3 1-2 4l8-1v4l-2 1-11-3-9-3q0-3 2-4l6-3z"/><path fill="#dce4d5" d="M54 67h2v2q-5 0-8 3l6 6-7-1-2-2q-2-3-1-5l2-1q3-2 8-2"/><path fill="#d3e3b9" d="M61 66q0 2 2 3-4 5-7 0v-2z"/><path fill="#d6dfc9" d="m71 69 17 1-20 1z"/><path fill="#dee3ce" d="M16 70q-2 1-2 4l-7-1q3-4 9-3"/><path fill="#97b26c" d="m41 80-5-1v-4l-8 1q-1-3 2-4h9l-2 3q3 0 4 5"/><path fill="#b9caa5" d="M64 74q3 1 5 4l-9-1z"/><path fill="#9abb6c" d="m45 75 2 2 7 1 2 1v1H46l-2-4z"/><path fill="#c2d3ad" d="m56 79 5 4q3-2 7-2l-7 4z"/></svg>
|
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",
"path": "emoji_u1f64d_200d_2642.png"
}
|
Generate code for a svg of a man frowning
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="shirt">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="33.8073" y2="5.927">
<stop offset="2.200000e-03" style="stop-color:#00BFA5"/>
<stop offset="0.4712" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#009E89"/>
</linearGradient>
<path d="M80.74,88.51c-2.85-0.54-30.62-0.54-33.47,0C29.22,91.94,16,100.9,16,117.88V124h1.5H19h90 h1.5h1.5v-6.12C112,100.9,98.78,91.94,80.74,88.51z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="neck">
<path d="M54.92,93.85v9.98c0,4.51,4.33,8.17,9.08,8.17s9.08-3.66,9.08-8.17v-9.98H54.92z" style="fill:#E59600;"/>
</g>
<g id="ears">
<path d="M91.33,58.43H36.67c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41h54.65 c5.89,0,10.71-5.14,10.71-11.41C102.04,63.57,97.22,58.43,91.33,58.43z" style="fill:#E59600;"/>
</g>
<path id="head" d="M64,19.07L64,19.07L64,19.07c-17.4,0-33.52,18.61-33.52,45.39 c0,26.64,16.61,39.81,33.52,39.81S97.52,91.1,97.52,64.46C97.52,37.68,81.4,19.07,64,19.07z" style="fill:#FFCA28;"/>
<path id="nose" d="M67.81,78.06c-0.11-0.04-0.21-0.07-0.32-0.08H60.5c-0.11,0.01-0.21,0.04-0.32,0.08 c-0.63,0.26-0.98,0.91-0.68,1.61c0.3,0.7,1.69,2.66,4.49,2.66c2.8,0,4.2-1.96,4.49-2.66C68.79,78.97,68.45,78.31,67.81,78.06z" style="fill:#E59600;"/>
<path id="mouth" d="M56.67,91.77c4.63-1.45,10.27-1.38,14.66,0c0.8,0.25,1.2-0.57,0.65-1.41 C71.2,89.18,68.31,86.9,64,86.9s-7.2,2.28-7.98,3.46C55.47,91.21,55.87,92.03,56.67,91.77z" style="fill:#795548;"/>
<g id="eyes">
<path d="M43.33,68.26c0.01-0.52,0.1-1.02,0.22-1.5c0.97-0.13,2.01-0.33,3.15-0.67 c1.68-0.51,2.94-1.34,3.91-2.24c1.07,1.01,1.76,2.62,1.72,4.43c-0.06,3.06-2.13,5.54-4.62,5.53 C45.23,73.81,43.27,71.32,43.33,68.26z" style="fill:#404040;"/>
<path d="M84.67,68.26c-0.01-0.52-0.1-1.02-0.22-1.5c-0.97-0.13-2-0.33-3.15-0.67 c-1.68-0.51-2.94-1.34-3.91-2.24c-1.07,1.01-1.76,2.62-1.71,4.43c0.07,3.06,2.13,5.54,4.62,5.53 C82.77,73.81,84.73,71.32,84.67,68.26z" style="fill:#404040;"/>
</g>
<g id="eyebrows">
<path d="M55.39,58.29c-1.2-1.14-3.8-2.64-8.22-1.79s-6.39,3.22-7.16,4.74c-0.34,0.67-0.12,1.33,0.25,1.68 c0.34,0.33,1.23,0.52,2.09,0.03c0.86-0.49,2.5-1.78,5.49-2.37c3-0.55,4.94,0.05,5.9,0.19s1.74-0.37,1.95-0.81 C55.92,59.49,55.92,58.79,55.39,58.29z" style="fill:#6D4C41;"/>
<path d="M88,61.26c-0.77-1.52-2.74-3.89-7.16-4.74c-4.43-0.85-7.02,0.65-8.22,1.79 c-0.53,0.51-0.53,1.21-0.3,1.67c0.22,0.44,0.99,0.95,1.95,0.81c0.97-0.14,2.91-0.74,5.9-0.19c2.99,0.6,4.62,1.88,5.49,2.37 c0.86,0.49,1.75,0.3,2.09-0.03C88.12,62.59,88.34,61.94,88,61.26z" style="fill:#6D4C41;"/>
</g>
<g id="hairGroup">
<path id="hair_7_" d="M64.02,11.51L64.02,11.51c-0.01,0-0.01,0-0.02,0s-0.01,0-0.02,0v0 c-45.44,0.24-36.13,52.14-36.13,52.14s2.04,5.35,2.97,7.71c0.13,0.34,0.63,0.3,0.71-0.05c0.97-4.34,4.46-19.73,6.22-24.4 c1.04-2.76,3.9-4.36,6.79-3.83c4.45,0.81,11.55,1.81,19.37,1.81c0.03,0,0.06,0,0.08,0s0.06,0,0.08,0c7.82,0,14.92-1,19.37-1.81 c2.9-0.53,5.76,1.08,6.79,3.83c1.75,4.66,5.22,19.96,6.2,24.36c0.08,0.36,0.58,0.39,0.71,0.05l2.98-7.67 C100.15,63.65,109.46,11.75,64.02,11.51z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_1_" cx="64.0005" cy="73.4217" gradientTransform="matrix(1 0 0 -1.1282 0 137.4114)" gradientUnits="userSpaceOnUse" r="38.0924">
<stop offset="0.7945" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights" d="M100.15,63.65c0,0,9.31-51.9-36.13-52.14v0 c-0.01,0-0.01,0-0.02,0h0c-0.01,0-0.01,0-0.02,0l0,0c-0.71,0-1.4,0.02-2.08,0.05c-1.35,0.06-2.66,0.16-3.92,0.31 c-0.01,0-0.03,0-0.04,0c-0.09,0.01-0.17,0.03-0.26,0.04c-38.25,4.81-29.83,51.74-29.83,51.74l2.98,7.68 c0.13,0.34,0.62,0.31,0.7-0.05c0.98-4.39,4.46-19.71,6.22-24.37c1.04-2.76,3.9-4.36,6.79-3.83c4.45,0.81,11.55,1.81,19.37,1.81 c0.03,0,0.06,0,0.08,0s0.06,0,0.08,0c7.82,0,14.92-1,19.37-1.81c2.9-0.53,5.76,1.08,6.79,3.83c1.76,4.68,5.25,20.1,6.21,24.42 c0.08,0.36,0.57,0.39,0.7,0.05C98.1,69.02,100.15,63.65,100.15,63.65z" style="fill:url(#hairHighlights_1_);"/>
</g>
</svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a toy airplane gliding over the bed.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8f3eb" d="M85 0h11v48q-9 0-15 5 8 6-1 6l-2 3q-12 5-21-3-8-2-14 1-2 0-2 2-4-2-7-1v3l-4 1v-4l10-6q5-3 9-2 2 0 3 2l12-5 1 1q3-6 9-9-3-3-4-1 3 1 0 2t-4-1q4-1 1-4l-2 1q-9-1-16 1l-3 3-6-3h-1l4 4-3 3-4-4q6-1 0-2l2-2-4-7 1-4q-8 0-13 3l2-1q-4-3-4-8 1-4 4-6l8 3q5-3 6 3 0-6 5-5-3 1 0 2l5-3q2 3 3 0l2 2 6-1q8 2 18 1 3-2 1-5 0-5 6-5h-3V5l1-1q-2 0-2-2 5 6 5-2"/><path fill="#f9f5ee" d="M0 0h85q0 8-5 2 0 2 2 2l-1 1-11 8q-1-3-3 0l-2-2-4 1-15-3q-3-1-4 2l-6-3-4 2-4-2-5 3-4-3-1 4q-2-3-2 0v3l-1-1-4 4v-4q-6 0-1 3l-1 1 4 5q-3 1-3 4-1-3-1 0l2 4q-3 2 0 5-9 15 8 22l4 6-2 3-21 4z"/><path fill="#f9f4ec" d="M81 5v3h3q-6 0-6 5 2 3-1 5-10 1-18-1l-6 1-2-2q-1 3-3 0l-5 3q-3-1 0-2-5-1-5 5-1-6-6-3l-8-3q-3 2-4 6 0 5 4 8l-2 1q5-3 13-3l-1 4 4 7-2 2q6 1 0 2l4 4 3-3q2 2 3-1l5-1-2-2q7-2 16-1-1 2 1 3 1 2 4 1t0-2q1-2 4 1-6 3-9 9l-1-1-12 5q-1-2-3-2-4-1-9 2-1 4-3 1l-7 5v4l4-1 1 1-14 2 2-3-4-6q-17-7-8-22-3-3 0-5l-2-4q0-3 1 0 0-3 3-4l-4-5 1-1q-5-3 1-3v4l4-4 1 1v-3q0-3 2 0l1-4 4 3 5-3 4 2 4-2 6 3q1-3 4-2l15 3 4-1 2 2q2-3 3 0z"/><path fill="#ad7e89" d="M46 43q-1 3-3 1l-4-4h1z"/><path fill="#f0bdbc" d="M66 42q-2-1-1-3l2-1q3 3-1 4"/><path fill="#c28386" d="m49 40 2 2-5 1z"/><path fill="#fbfaf9" d="M96 48v48H61l-4-6q0-12-8-20l-1-5-7-3q0-2 2-2 6-3 14-1 9 8 21 3l2-3q9 0 1-6 6-5 15-5"/><path fill="#f8eddd" d="m41 62 7 3 1 5q8 8 8 20l4 6H23Q12 83 0 74v-3l34-7v-3q3-1 7 1"/><path fill="#f0d7ba" d="M0 74q12 9 23 22h-6q-6-9-14-14v14H0z"/><path fill="#faefde" d="M17 96H3V82q8 5 14 14"/></svg>
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{
"bytes": "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",
"path": "2831f272048e19dd22b839a0a0366d421f4975aab11caa812e6e4dc5b1565e6e.png"
}
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Generate code for a svg of a a gray document icon with a white background
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<svg width="32px" height="40px" viewBox="0 0 32 40" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>36</title>
<desc>Created with Sketch.</desc>
<defs></defs>
<g id="ICON" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd" stroke-linecap="round" stroke-linejoin="round">
<g id="iPhone-7" transform="translate(-317.000000, -1065.000000)" stroke="#747474" stroke-width="2">
<g id="Group-11" transform="translate(317.875000, 1066.250000)">
<path d="M19.015042,0.4296875 L4.39317333,0.4296875 C2.37431456,0.4296875 0.737706163,2.0662959 0.737706163,4.08515467 L0.737706163,33.328892 C0.737706163,35.3477508 2.37431456,36.9843592 4.39317333,36.9843592 L26.3259764,36.9843592 C28.3448351,36.9843592 29.9814435,35.3477508 29.9814435,33.328892 L29.9814435,11.396089 L19.015042,0.4296875 Z" id="Shape"></path>
<polyline id="Shape" points="19.015042 0.4296875 19.015042 11.396089 29.9814435 11.396089"></polyline>
<path d="M22.6705092,20.5347569 L8.04864051,20.5347569" id="Shape"></path>
<path d="M22.6705092,27.8456913 L8.04864051,27.8456913" id="Shape"></path>
<polyline id="Shape" points="11.7041077 13.2238226 9.87637409 13.2238226 8.04864051 13.2238226"></polyline>
</g>
</g>
</g>
</svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a a stack of freshly folded towels on a bathroom shelf.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H81l1-3 4-8q-18-2-40-1L5 85l1 1 5 9v1H0z"/><path fill="#f1f4f4" d="M65 39q3 1 0 4h-7l-3-2H33q-3-3 2-2z"/><path fill="#e1e6e7" d="M33 41h22l3 2z"/><path fill="#f6f7f7" d="m65 39-32 2 25 2h7l4 3q-4 0-6 3l-25-1-1 1 30 1-1 1-37 1q-1 3 4 5l-4 2 4 2-4 3 1 1-1 2-1 3-1-4V56l1-11 1-11 2 3q14 2 24-3 6 0 11 4z"/><path fill="#e7ebea" d="M27 56v11l-2 5-1-7v-9z"/><path fill="#f6f8f8" d="m24 65 1 7 2-5v10h8l-7 2q-3-3-1 1l39 2 18-2 3 1-20 2q-23-3-43 0-4-3 1-5-3-3 1-5-3-3-2-8"/><path fill="#e9eeed" d="M8 80q1-1 4 1H7z"/><path fill="#f6f8f7" d="M86 85H5l41-1q22-1 40 1"/><path fill="#d7d9d8" d="m86 85-4 8q-2-1-1-3H13l-2 5-5-9q39-2 80-1"/><path fill="#eeefee" d="m82 93-1 3h-1v-5H14v5h-3v-1l2-5h68q-1 2 1 3"/><path fill="#fcfcfc" d="M80 96H14v-5h66z"/></svg>
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{
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"path": "emoji_u1f468_200d_2708.png"
}
|
Generate code for a svg of a man pilot
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="neck_2_">
<polygon points="73.63,112.3 73.63,89.51 64,89.51 54.37,89.51 54.37,112.3 " style="fill:#E59600;"/>
</g>
<radialGradient id="suit_back_layer_2_" cx="64.6139" cy="121.182" gradientTransform="matrix(1 0 0 0.5476 0 57.6522)" gradientUnits="userSpaceOnUse" r="52.4973">
<stop offset="0.7824" style="stop-color:#212121"/>
<stop offset="1" style="stop-color:#616161"/>
</radialGradient>
<path id="suit_back_layer_1_" d="M116.52,123.96v-3.11c0-9.38-8.44-15.34-15.73-18.43 c-6.45-2.74-14.28-5.1-23.99-5.8c0,0-2.92,19.52-12.65,19.38c-8.32-0.12-11.91-19.41-11.91-19.41 c-20.55,1.94-40.75,9.46-40.75,24.26v3.11H116.52z" style="fill:url(#suit_back_layer_2_);"/>
<g id="suit_top_1_">
<polygon points="71.91,123.96 75.34,106 52.66,106 56.5,123.96 " style="fill:#E0E0E0;"/>
<g>
<polygon points="66.85,113.53 61.22,113.53 59.44,106.03 68.56,106.03 " style="fill:#212121;"/>
<polygon points="67.96,123.96 66.82,113.53 61.18,113.53 60.04,123.96 " style="fill:#212121;"/>
</g>
<g>
<path d="M63.98,106l-8.65,7.19l-1.62,1.35l-3.49-17.81c0.5-0.06,1-0.11,1.5-0.15 c1.11-0.11,1.37-0.2,2.49-0.27c0,0,1.81,3.08,3.66,5.5C61.04,105.94,63.98,106,63.98,106z" style="fill:#FAFAFA;"/>
<path d="M77.76,96.78l-3.48,17.76L63.99,106c0,0,2.96-0.06,6.13-4.19c1.92-2.5,3.67-5.48,3.67-5.48 c1.12,0.08,1.38,0.17,2.49,0.28C76.78,96.66,77.27,96.71,77.76,96.78z" style="fill:#FAFAFA;"/>
</g>
<g>
<path d="M55.23,113.19l-3.61-16.61c-0.5,0.04-1,0.09-1.5,0.15c-3.16,0.34-8.08,1.18-8.08,1.18l-3.1,6.57 l7.12,4.36l-4.75,6.11l9.25,9.01h6l0,0h1.01L55.23,113.19z" style="fill:#424242;"/>
<path d="M72.77,113.19l3.61-16.61c0.5,0.04,1,0.09,1.5,0.15c3.35,0.22,8.01,1.03,8.01,1.03l3.17,6.72 l-7.12,4.36l4.75,6.11l-9.25,9.01h-6l0,0h-1.01L72.77,113.19z" style="fill:#424242;"/>
</g>
</g>
<g id="emblem_1_">
<path d="M92.2,119.78c-0.04,0.02-0.08,0.04-0.12,0.04h-4.12c-0.15,0-0.21,0.19-0.09,0.28 c0.1,0.07,0.19,0.14,0.29,0.2c0.33,0.23,0.73,0.34,1.13,0.34h3.23C92.43,120.34,92.32,120.05,92.2,119.78z" style="fill:#FFC107;"/>
<path d="M92,119.38c-0.22-0.42-0.43-0.74-0.59-0.96h-5.29c-0.11,0-0.17,0.14-0.08,0.22 c0.05,0.05,0.1,0.09,0.15,0.14c0.45,0.4,1.03,0.61,1.62,0.61H92V119.38z" style="fill:#FFC107;"/>
<path d="M92.65,121.1h-2.84c-0.09,0-0.12,0.12-0.04,0.16c1.72,0.86,2.69,0.8,2.69,0.8h0.33 C92.77,121.73,92.72,121.4,92.65,121.1z" style="fill:#FFC107;"/>
<path d="M102.04,119.82h-4.12c-0.05,0-0.09-0.02-0.12-0.04c-0.12,0.26-0.23,0.56-0.32,0.87h3.23 c0.4,0,0.8-0.12,1.13-0.34c0.09-0.06,0.19-0.13,0.29-0.2C102.25,120.02,102.19,119.82,102.04,119.82z" style="fill:#FFC107;"/>
<path d="M103.88,118.41h-5.29c-0.16,0.22-0.37,0.54-0.59,0.96h4.18c0.6,0,1.18-0.21,1.62-0.61 c0.05-0.05,0.1-0.09,0.15-0.14C104.04,118.55,103.99,118.41,103.88,118.41z" style="fill:#FFC107;"/>
<path d="M100.19,121.1h-2.84c-0.07,0.31-0.12,0.63-0.15,0.96h0.33c0,0,0.97,0.06,2.69-0.8 C100.31,121.22,100.28,121.1,100.19,121.1z" style="fill:#FFC107;"/>
<path d="M96.78,117.29c-0.32,0.15-0.7,0.24-1.04,0.29c-0.49,0.07-0.99,0.07-1.48,0 c-0.35-0.05-0.72-0.14-1.04-0.29c-0.2-0.09-0.44,0.01-0.52,0.21l-0.33,0.83c-0.09,0.22-0.07,0.36,0.01,0.47 c0.3,0.4,1,1.5,1.05,2.83c0.01,0.15,0.08,0.28,0.22,0.35c0.27,0.13,0.75,0.38,1.11,0.68c0.15,0.12,0.36,0.12,0.51,0 c0.36-0.3,0.83-0.54,1.11-0.68c0.13-0.06,0.21-0.2,0.22-0.35c0.05-1.33,0.75-2.42,1.05-2.83c0.08-0.11,0.1-0.25,0.04-0.37 c-0.09-0.23-0.25-0.62-0.37-0.92C97.22,117.3,96.98,117.2,96.78,117.29z" style="fill:#FFC107;"/>
</g>
<g id="face">
<path id="ears" d="M91.33,50.43H36.67c-5.89,0-10.71,5.14-10.71,11.41c0,6.28,4.82,11.41,10.71,11.41h54.65 c5.89,0,10.71-5.14,10.71-11.41C102.04,55.57,97.22,50.43,91.33,50.43z" style="fill:#E59600;"/>
<path id="head" d="M64,11.07c-17.4,0-33.52,18.61-33.52,45.39c0,26.64,16.61,39.81,33.52,39.81 S97.52,83.1,97.52,56.46C97.52,29.68,81.4,11.07,64,11.07z" style="fill:#FFCA28;"/>
<g id="eyes">
<ellipse cx="47.56" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
<ellipse cx="80.44" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
</g>
<path id="nose" d="M67.86,68.06c-0.11-0.04-0.21-0.07-0.32-0.08h-7.07c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63s1.71,2.69,4.55,2.69c2.84,0,4.25-1.99,4.55-2.69C68.85,68.98,68.5,68.32,67.86,68.06z" style="fill:#E59600;"/>
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Generate code for a svg of a a yellow dandelion growing beside the path.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4ebcb" d="M0 0h96v79q-24-1-46 1-2-3-1-5l2-5-2 3-3-8v14l-5 1q-2-3-5-3-1-3-4-3v-3l-8-2 1-2h-3q-2 0-1 3l-11 3-1-2-4 2q-3-3-5 0z"/><path fill="#fce15c" d="M43 59h7l1 5-8-1q-3-2 0-4"/><path fill="#dd9851" d="M46 61q2 0 1 2z"/><path fill="#b7b79b" d="m32 74-2-2-3 1q-4 0-6-3-1-3 1-3h3l-1 2 8 2z"/><path fill="#828672" d="M32 74q3 0 4 3l-9-4 3-1z"/><path fill="#f9d64e" d="M41 72q4-1 1 2z"/><path fill="#c9c2a7" d="m49 75-2 2-1-12 3 8 2-3z"/><path fill="#4b564c" d="M21 70q2 3 6 3l9 4q3 0 5 3l5 1v3q3-1 6 2l4 10H0V73q2-3 5 0l4-2 1 2z"/><path fill="#4c564c" d="M96 79v17H84l-3-5q-3-1-4 1-3-2 0-2l-8-3-4 1-10-7q-3 1-5-1 22-2 46-1"/><path fill="#868173" d="M49 75q-1 2 1 5 2 2 5 1l10 7 4-1 8 3q-3 0 0 2 1-2 4-1l3 5H56l-4-10q-3-3-6-2v-3l-5-1 5-1 1-2z"/></svg>
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"path": null
}
|
Generate code for a svg of a vector illustration of a yellow and black shovel icon, prominently featuring a black handle, set against a white background.
|
<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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<g>
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{
"bytes": "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",
"path": "fb206cac0784b9a4ea2119e4dd5fedb3b4be59942d707043035e1aec973da644.png"
}
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Generate code for a svg of a a black and white sign with a no entry symbol in the middle
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<svg fill="#000000" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" id="mdi-alarm-light-off-outline" width="24" height="24" viewBox="0 0 24 24"><path d="M10.5 7.3L9 5.8C9.9 5.3 10.9 5 12 5C15.3 5 18 7.7 18 11V14.8L16 12.8V11C16 8.8 14.2 7 12 7C11.5 7 11 7.1 10.5 7.3M20.1 4.8L18.7 3.4L16.6 5.5L18 6.9L20.1 4.8M19.5 10.5V12.5H22.5V10.5H19.5M4.5 10.5H1.5V12.5H4.5V10.5M2.4 1.7L22.1 21.4L20.8 22.7L20.1 22H4C4 20.9 4.9 20 6 20H18.1L17.1 19H6V11C6 10.1 6.2 9.2 6.6 8.5L1.1 3L2.4 1.7M8 17H15.1L8.1 10C8.1 10.3 8 10.7 8 11V17M13 1H11V4H13V1Z" /></svg>
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{
"bytes": "",
"path": null
}
|
Generate code for a svg of a blue sports bags resting on the floor near the shelves.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f7f8f8" d="M0 0h96v41q-2-8-1-14h-8V14q-39-1-75 2-4 0-4 4H0z"/><path fill="#41a9e3" d="m30 19-2 1v6H13V16l1-1 15 1z"/><path fill="#3687c7" d="M87 27v17l-2-18-1 1-4-2-4-3-2 1-3-4-1 2 1 8q-4 1-5-2l-8-1-12 2q-6-5-10-1-2 11-1 23h-4q0-2 3-1V27h-4v-8l-1-3-15-1-1 1h-1q36-3 75-2z"/><path fill="#a4cee3" d="M30 19v7h-2v-6z"/><path fill="#64a5cf" d="M12 16v10h17v1H12l-1-10q-2 4-1 10-3-4-2-7 0-4 4-4"/><path fill="#2e81c6" d="M87 44v7q-2 4-1 10H48q-1-6-4-9h-5l-4-2q-1-12 1-23 4-4 10 1l12-2 8 1q1 3 5 2l-1-8 1-2 3 4 2-1 4 3 4 2 1-1z"/><path fill="#cddfe3" d="m24 27-14 1q-4-1-7 1l-3-1v-8h8q-1 3 2 7-1-6 1-10l1 10z"/><path fill="#a7c6d4" d="M24 27h10v11l-19-4-6-2 1-4z"/><path fill="#5899d1" d="M3 29q3-2 7-1l-1 4z"/><path fill="#b7d5e3" d="M87 27h8q-1 6 1 14v6q-6 0-9 4z"/><path fill="#c3dce4" d="m15 34 19 4v11q-3-1-3 1-5-1-5 3h-5q1-2 4-1v-9h-6l-5-6z"/><path fill="#f6f8f8" d="m0 28 3 1 6 3 6 2-1 3-10 3 3 11q3 0 5 3-4 0-6 2l-5 4H0z"/><path fill="#afd3e1" d="m14 37 5 6v9q-3-1-4 1l-3 1q-2-3-5-3L4 40z"/><path fill="#f0f5f5" d="M19 43h6v9q-3-1-4 1h-6q1-2 4-1z"/><path fill="#488dc8" d="M15 53h11l-1 4q-5-4-11-3l-2 4q-6-6-6 3v-5q2-2 6-2z"/><path fill="#162f69" d="M31 50h4l4 2 1 4q-5 0-7-3-3-4-5 0l2 4h-5l1-4q0-4 5-3"/><path fill="#8bcbe3" d="M33 53h-5q2-4 5 0"/><path fill="#f8f9fa" d="M96 47v49H52l2-2 32-32 1-11q3-4 9-4"/><path fill="#4796d1" d="m87 51-1 11H50l1 5q-1 5-3 0l-2 1v-2l-2-1 2-3-2-10q3 3 4 9h38q-1-6 1-10"/><path fill="#2a8ccb" d="m39 61-15 1q-3-3 0-4l2 1z"/><path fill="#42c5f6" d="M39 62h7l-2 3 2 1-22 3q-13-3 0-6z"/><path fill="#c0ddeb" d="M86 62 54 94l-4-2h-5l3-6-2-1 1-5 2-2q-2-3-1-4l3-1v-6l-1-5z"/><path fill="#a8d5e2" d="m3 66 2 3-1 4-2-2z"/><path fill="#46b7ea" d="M39 52h5l2 10h-4v-4q-6-1-9 1l6 2-13-1-2-1q-3 1 0 4-13 3 0 6l6 1 21-3v6l-3 1q-1 1 1 4l-2 2-21-1H15l-3-3-8-3 1-4-2-3-2-6 5-4v5q0-9 6-3l2-4q6-1 11 3h5l-2-4h5q2 3 7 3z"/><path fill="#224685" d="M16 70q-2 0-1 2l-4-2-1-6 3-1 3 3q-4 1 0 4"/><path fill="#2762a8" d="M6 63q3 0 2 5z"/><path fill="#194281" d="M42 62h-3v-1l-6-2q3-2 9-1z"/><path fill="#11235f" d="M16 70q8-1 7 8-8 0-8-6-1-2 1-2"/><path fill="#1e336e" d="m0 60 2 6-1 5 2 2 8 3q-4 3-6 0l-6-3z"/><path fill="#b7c9d7" d="m0 73 6 3-6 1z"/><path fill="#19438a" d="M6 76q2 3 6 0l3 3q0 3 4 3l-2 2H0v-7z"/><path fill="#2e94cd" d="M15 79h11l-7 3q-4 0-4-3"/><path fill="#113178" d="m26 79 21 1q-15 4-30 4l2-2z"/><path fill="#b4d0e2" d="m47 80-1 5 2 1-3 6h5l4 2-2 2H0V84h17q15 0 30-4"/></svg>
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{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a collection of seashells scattered along the shore.
|
<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfdfc" d="M0 0h96v86q-7-3-1-4-5-3-8 0 0-3 2-5l-2-2v-4q-1 2-3 1l-3-6q-4-1-7 2l-3-2q-3-1 0-2-3 0-3-2-3-3-4 0v-4q12-6 26-7v-4h-7q-4 1-6 4l-25 5q-3-4-4 0l-32-1-1-4q-4 6-4 0H2q1 4-2 3z"/><path fill="#f7f8f5" d="m87 75 2 2q-2 2-2 5 3-3 8 0-6 1 1 4v10H65q3-4 8-5l-3-2q-5-5 1-8l3 8q3-5-1-9l5-2 2-3q-3-7-9-3-3 1-3-2-6 0-10-4v-3h-8l-5 4q0 2 3 2l-1 1q-5-1-2-6l-6 1-5-5-4 3-10 4-2-2v-2l-8-1q-4 4-6 10H0V54q3 1 2-3h9q0 6 4 0l1 4q4-2 8-1l28 2 25-5q2-3 6-4h7v4q-14 1-26 7v4q1-3 4 0 0 2 3 2-3 1 0 2l3 2q3-3 7-2l3 6q2 1 3-1z"/><path fill="#eeefea" d="M47 70q-1 4 4 4 0-7-6-7l5-4 2 6 6-2-5-4h5v3q4 4 10 4 0 3 3 2 0 2 2 2l7 1-2 3-5 2q4 4 1 9l-3-8q-6 3-1 8l-19-5-1-4 3 1 3-2-8-1-4 2-7-5q-2 1-1 4-3-1-4 2h-3q0 9-9 6-6-2-1-5l-6-3q-2-1-1-3l-8-2-4 2v-4h4q2-6 6-10l8 1v2l2 2 10-4 4-3v2l5 3 6-1q-3 5 2 6"/><path fill="#a5a6a1" d="m12 64 4 2q-4 1-4-2"/><path fill="#ded0c0" d="M50 63h3l5 4-6 2z"/><path fill="#c8b7ad" d="M45 67q6 0 6 7-5 0-4-4l1-1q-3 0-3-2"/><path fill="#adb2af" d="m17 71 8 4-10 1q-1-4 2-5"/><path fill="#c6c1b9" d="m80 75-7-1q-2 0-2-2 6-4 9 3"/><path fill="#888379" d="M87 75q-1 2-3-1z"/><path fill="#b9bab6" d="M60 74q5-1 9 2l-2 2h-7q-3-2 0-4"/><path fill="#bdc2bf" d="M44 80q-6 4-12 1 1-3 4-2-1-3 1-4z"/><path fill="#a09f98" d="M88 84q2 0 1 2z"/><path fill="#d6dad6" d="M32 81q6 3 12-1l4-2 8 1-3 2-3-1 1 4 19 5 3 2q-5 1-8 5H0V76l4-2 8 2q-1 2 1 3l6 3q-5 3 1 5 9 3 9-6z"/><path fill="#fbfbfb" d="M32 86q3-1 6 2-4 3-8 2l-1-1q0-3 3-3"/><path fill="#878f92" d="M22 80q4-1 4 4-6 2-4-4"/></svg>
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{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a vintage bicycle leaning against a stone wall.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4eed8" d="M0 0h96v96H0z"/><path fill="#e2dec5" d="M60 39q1 3-2 6l2 3 9 3q5-3 11-2l2 4h4l-1 7-1-6q-4-1-5 2l2 4-2 2 1 1v6h-4q-3-4-1-9-4 3-1 8l-2 2-5 2q-7 2-12-2v-4h9v-7l2-4q4-2 4 4l-1 11q4-7 1-15l-4-3q-6-5-10 1l-3-3-2 1v-3h2q-6-10 6-7z"/><path fill="#8a8a7b" d="M44 49h-1q-3-5-2-8l-3-1q2-2 5-1-2 4 1 10"/><path fill="#939382" d="m60 39-1 2q-12-3-6 7h-2v3q-2 0-2 3v-4h-4l-1-1 5-1q-1-13 11-9"/><path fill="#a7a48e" d="m36 57-1 2q-3-2-2-5h-3q-1 1 1 4l-5 1v3l-11 1-1 4q-9 0-1-2l1-3 3-2 7 2-1-4 6-1-1-4 4-2q3 2 4 6"/><path fill="#626158" d="m66 52 4 3q3 8-1 15l1-11q0-6-4-4z"/><path fill="#c7c3ad" d="M45 50h4v4q0-3 2-3l-1 8-2 4z"/><path fill="#525f51" d="M66 52h-7v4q-2-3-2 0t3 4l1 2q0-3 3-3v3q-2 2-4 1l-3-3-3-3-1 6-2 2q0-7 5-12 4-6 10-1"/><path fill="#efeee2" d="m59 56 1 4q-3-1-3-4t2 0"/><path fill="#bcbda9" d="M66 52v3l-2 4q-3 0-3 3l-1-2-1-4v-4z"/><path fill="#ced0b4" d="M39 53q3-1 6 2-4 8-3 0l-3 5-1-2z"/><path fill="#8c9d83" d="M56 53q-5 5-5 12l-3-1v-1l2-4 1-8 2-1z"/><path fill="#ccc8af" d="m23 58 1 4-7-2q-6-3-10-1l5-3-5-2v-3q5-3 9 1-3 2-2 6 4 0 8-3l-4-2q6-3 5 5"/><path fill="#705745" d="m43 49 1 1 3 13v1l-2-4-1-5q-3-3-6-2z"/><path fill="#f6f1d5" d="m35 59-1 2q-6 0 0 2v6h-5l1-6-4-1v-3l5-1q-2-3-1-4h3q-1 3 2 5"/><path fill="#9b9887" d="m45 55 1 5v3l-7-2-1 1-1-2q-1-2 1-2l1 2 3-5q-1 8 3 0"/><path fill="#d3d1c5" d="m57 60-4 3 1-6z"/><path fill="#5d6055" d="M79 56q3 2 3 6h5l-2 1h-5l-1-1 2-2z"/><path fill="#8d917e" d="m57 60 3 3q2 1 4-1v4h-9v4l-6-2 2-3 2-2z"/><path fill="#d4cfb7" d="m34 61 1 9-15-2 2-1h-8l1-4 11-1 4 1-1 6h5v-6q-6-2 0-2"/><path fill="#5f6058" d="M76 69h-4l2-2q-3-5 1-8-2 5 1 9"/><path fill="#c8c4ae" d="M80 63h5q-5 0-4 6h5q-2 3-1 7-1-9-9-6v-1h4z"/><path fill="#707267" d="M55 70q5 4 12 2-5 5-11 0z"/><path fill="#494e46" d="m39 53-1 5q-2 0-1 2-3 6 0 13 4 3 7-1l1-6-5 3-1-4 5-1-6-2 1-1 7 2v-3l2 4 3 1-2 3-9 9q-5-3-5-7l-1-9 1-2 1-2q0-3 3-4"/><path fill="#adaa95" d="m44 72-2-2q-3 7-2-1l5-3z"/><path fill="#dbd7bf" d="m37 60 1 2 6 2-5 1 1 4q-1 8 2 1l2 2q-3 4-7 1-3-7 0-13"/></svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a a quiet stream flowing through a forest.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4f4ee" d="M0 0h96v21l-2-1-1 7-2-10-2 3-5-13q-3 2-4 6l1 2q-6 1-4 7v4q-3 0-3 3-2-4-2-1l-2 12q-2 4-1 10-4-4-4 3-5-1-8 2h-5v3l-14-2-3-9-1 7v-3q0-6-3-11l-2 4q0-6-3-8l-3-4 2-1q-3-3-2-7l2-4h-1l-2-8q-2 2-1 5-2 0-2 3l-2-2-2-2-2 4q-1-1 1-3h-2L10 5v8l-4 2-1-3q-2 3-1 9v23H0z"/><path fill="#746b75" d="M24 20q-1-1-3 1v-4q-1-3 1-5z"/><path fill="#d6d4d3" d="m81 18-1 1-1-1q0-3 2 0"/><path fill="#837b82" d="M81 15v3q-2-3-2 0l1 1 2 1-4 4-1-2q-2-6 4-7"/><path fill="#c9c9c7" d="M21 17v4q2-2 3-1h1l-2 4-2-1-4 2v-7l2 2q0-3 2-3"/><path fill="#d3dddc" d="M96 21v19q-5 0-4-4l-1-19V8l2 19 1-7z"/><path fill="#bdbaba" d="m77 26-1 8-2-5q0-3 3-3"/><path fill="#312f39" d="m12 17-2 2 3 6 2-3-2-2 2-4 2 2v7l4-2 2 1q-1 4 2 7l-2 1 3 4v1q-6 3-7 10-1-9-3 0l-3 2-2-1-3 5-1-26q4-4-2-3l-1-3q-1-6 1-9l1 3 4-2V5z"/><path fill="#69646c" d="M12 17h2q-2 2-1 3l2 2-2 3-3-6z"/><path fill="#34363f" d="m91 17 1 19q-6-1-3 3-3 3-3 8l1 2q-12 2-22 8l-2-1 2-3q0-7 4-3 0-3 3-4l-2-6 2-12q0-3 2 1l2 5 1-8v-4l1 2 4-4-2-1 1-1v-3l-1-2q1-4 4-6l5 13z"/><path fill="#6d6e72" d="M26 36q3 2 3 8l-2-4-1 1z"/><path fill="#32383f" d="M26 37v4l1-1 2 4 2-4q3 5 3 11-3 1-5 4l-9-2-7-4 3-2q2-9 3 0 1-7 7-10"/><path fill="#7e7d84" d="m70 40 2 6q-3 1-3 4-1-6 1-10"/><path fill="#3e4f55" d="m4 21 1 3q6-1 2 3l1 26 3-5 2 1 7 4q-3-1-4 1l2 1-2 1-6-2 8 8-18 3V44h4z"/><path fill="#3c4a50" d="M92 36q-1 4 4 4v22h-6q0-3-3-3t-2 3H75q2-3 1-6 6-4 14-5l1-1q-3-2-4-1l-1-2q0-5 3-8-3-4 3-3"/><path fill="#5d726f" d="m41 57-23 5-8-8 6 2 2-1-2-1q1-2 4-1l9 2q2-3 5-4v3l1-7 3 9z"/><path fill="#bdb0af" d="M76 56q1 3-1 6h-5q0-6 6-6"/><path fill="#4c5c5b" d="M87 49q1-1 4 1l-1 1q-8 1-14 5-6 0-6 6h6l-3 2 4 2-3 1-20-4 6-5h-2q-2-1-1-3 3-3 8-2l-2 3 2 1q10-6 22-8"/><path fill="#d6d3d4" d="M90 62h-5q-1-3 2-3t3 3"/><path fill="#89877e" d="M58 58h2l-6 5q-3 0 0 1l-2 1-2-2z"/><path fill="#65827f" d="M76 62h20v7l-6-1-6 1q5-1-1-1-3-1-5 2l-4-3 3-1-4-2z"/><path fill="#9ecad4" d="M57 55q-1 2 1 3l-8 5 2 2 2-1q-3-1 0-1l30 6 6-1 6 1v1l-10 4-14-1h-1q0 2 3 2l-1 2q-10-1-19 2l-2-1 10-5q-7-4 2-4l-2-1 7-1q-6-1-10 2-4-3-7 0l5 2-11 1q-5-1-8 1l-1 2q-9 1-16 4l-8-3q-2-1-1-3l-5-1-2 2q-3-3-5 0v-9l52-7v-3z"/><path fill="#d9ccc5" d="M50 67q-6-1-11 2l-8-2q3-4 8-3 6-1 11 3"/><path fill="#c0a9a2" d="M16 68q3-1 8 1l-4 1z"/><path fill="#626670" d="m31 67 8 2q5-3 11-2l-2 2q-10 1-18-1z"/><path fill="#f1f4ef" d="M73 77q3-1 1 2l-16 1q9 4 20 5l1 1q-7 3-14 2-1-3 2-4-10 0-19-3v-7l-5-1 3-1 11-1-5-2q3-3 7 0 4-3 10-2l-7 1 2 1q-9 0-2 4l-10 5 2 1q9-3 19-2"/><path fill="#a6d0dc" d="M96 70v26H49l-1-3-13-2 14-3 2-2h-8l-18 4q0 3 4 6H0V74q2-3 5 0l2-2 5 1q-1 2 1 3l8 3 11 1v-3l7-1-2-1 1-2q3-2 8-1l-3 1 5 1v7q9 3 19 3-3 1-2 4 7 1 14-2l-1-1q-11-1-20-5l16-1q2-3-1-2l1-2q-3 0-3-2h1l14 1z"/><path fill="#8999a0" d="m37 75 2 1-7 1v3l-11-1q7-3 16-4"/><path fill="#eef2ec" d="M49 96H29q-4-3-4-6l18-4h8l-2 2-14 3 13 2z"/><path fill="#9196a0" d="M51 91h10q-6 3-10 0"/></svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a father and son watching the sunset together.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#db9984" d="M0 0h62l6 14q-3 1-5-1-3 2-5-1l-9 1-6-4q-3 1-2-2-9-1-2 4l-4 1q3 1 0 4-9 1-15 7-4-2-7 1-2-3-5 0l-1-4q-3 1-4-1-1-4 2-6v4l1 1 6-5q3 0 5 5 2-3 4 2l3-9 1 2 2-3-8-4-6 4-9-1-4-6z"/><path fill="#db9881" d="M62 0h32q-1 1 1 4l-2 1 2 3q-3 3-3 7v7l-6 5-5-5-4-1 7 8-1 2q1 8 4 15-6-6-7-12a44 44 0 00-40-16q-17 1-26 13l1 1q-6 8-9 17v11l-3-6v-5q1-4 4-6l4-11q3-6 9-9 6-6 15-7 3-3 0-4l4-1q-7-5 2-4-1 3 2 2l6 4 9-1q2 3 5 1 2 2 5 1-5-1-2-3z"/><path fill="#d99985" d="m0 3 4 6 9 1 6-4 8 4-2 3-1-2-3 9q-2-5-4-2-2-5-5-5l-6 5-1-1v-4q-3 2-2 6 1 2 4 1l1 4q3-3 5 0 3-3 7-1-6 3-9 9L7 43q-3 2-4 6v5l3 6 3 10q5 1 9 5l-4 9q-4 5-5 12H0z"/><path fill="#e4927a" d="M87 46q-2 7 1 13 0 5-3 8L73 38l-1 3-2-7 1-1q-14-13-32-9-13 3-20 14l-2 7q-3 6-2 14 0 6 5 14l-2 2q-4-4-9-5L6 60V49q3-9 9-17l-1-1q9-12 26-13 24-3 40 16 1 6 7 12"/><path fill="#f49c51" d="M70 34h-7q-3 2-2 6l2 10h-3q-1-16-16-12-3 0-4 3-2 4-1 10-2-3-1-4l-21-2 2-7q7-11 20-14 18-4 32 9z"/><path fill="#1e1722" d="m70 34 2 7q-2 1-1 4h-6l-4-5q-1-4 2-6z"/><path fill="#fccb4a" d="M60 50q-4 0-7 3l-4-3q-4 1-6 4-4-1-4-4-1-6 1-10 1-3 4-3 15-4 16 12"/><path fill="#f09c5b" d="m80 52-7-2q-3-2-2-5-1-3 1-4l1-3q5 6 7 14"/><path fill="#5f3c3d" d="m61 40 4 5h6q-1 3 2 5-7-1-13 1v-1h3z"/><path fill="#32232c" d="m73 50 7 2 5 15v5l-2 9-1-5-3 1-4-6q-9 2-15-3l-6-8-1-6q3-3 7-3 6-2 13-1"/><path fill="#f67f4e" d="m17 45 21 2q-1 1 1 4 0 3 4 4-1 1 1 4v3l-18-4-11 1q-1-8 2-14"/><path fill="#dd7b62" d="m44 59 2 4q-7 3-9 12l-17-2q-5-8-5-14l11-1 18 4z"/><path fill="#db9883" d="M94 0h2v96H85V67q3-3 3-8-3-6-1-13-3-7-4-15l1-2-7-8 4 1 5 5q1-4 2 0l4-5v-7q0-4 3-7l-2-3 2-1q-2-3-1-4"/><path fill="#261d28" d="m53 54 1 6q-2 0-2 2l5 13-3 3q-2-3-4 0-4-4-6 2l-6 1-1 3-3-3 1-3h-9l-2 4h-2l-1 2q-2-4-1-6l-6 6 4-9 2-2 17 2q2-9 9-12l-2-4q-2-3-1-4 2-3 6-4z"/><path fill="#2f222d" d="m54 60 6 8q6 5 15 3l4 6 3-1 1 5 2-9v24H64q0-3 3-4l-2-6-4-8-4-3-5-13q0-2 2-2"/><path fill="#27202b" d="m57 75 4 3 4 8 2 6q-3 1-3 4H9q1-7 5-12l6-6q-1 2 1 6l1-2h2l2-4h9l-1 3 3 3 1-3 6-1q2-6 6-2 2-3 4 0z"/></svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a a golden snow globe on a mantel.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4ebd9" d="M0 0h31v4l-7 2-1 3q5 3 9-2 4 2 1 6l3 1q3 0 1 3-3 2 1 2h1q-6 4-8 11l-5 4q0-6 4-9l-1-1q-8 7-8 19l6 20-2 6q-8-2-11 4L0 74z"/><path fill="#f4ecda" d="M31 0h65v74q-10 0-17-3-3-3-6-2l-2-7 2-4 3-8q2-15-7-25l2 6-2-1-12-13q-11-4-20 0 2-3-1-3l-3-1q3-4-1-6-4 5-9 2l1-3 7-2z"/><path fill="#f3e6c1" d="m71 31-7 4 3 3-4 5-7 4-2-1-4 2q-1-11 1-20l1-3 6-4-4-4H41q-3 0-3 2-4 0-1-2 9-4 20 0l12 13z"/><path fill="#f4eacc" d="M52 25q-3 0-3 3v17l-2 1q0-4-2-5l-1 2-3 1q-12 6-16-6l1-4 5-4q2-7 8-11h-1q0-2 3-2h13l4 4z"/><path fill="#f2ca52" d="m52 25-1 3h-2q0-3 3-3"/><path fill="#f3e2b2" d="m76 50-1-4-2 6q-3-5-3-10v2l-3-6-3-3 7-4-2-6q9 10 7 25"/><path fill="#f4e2ac" d="m26 34-1 4q4 12 16 6v3q-4-2-7 1l1 12q-3 0-3 3l-4-2-1 2-6-20q0-12 8-19l1 1q-4 3-4 9"/><path fill="#f6d24b" d="M37 39q2-1 3 1-3 1-3-1"/><path fill="#f3c33c" d="M44 43q3 3-1 6l-2-2v-3z"/><path fill="#f1ead2" d="m67 38 3 6q0 3-3 5 0-5-4-4v6h-6l-2 8q0-7-5-5v-6l4-2 2 1 7-4z"/><path fill="#f4e8c2" d="M49 45v14h-5l-5-4q-3 1-4 5l-1-12q3-3 7-1l2 2q4-3 1-6l1-2q2 1 2 5z"/><path fill="#e1ca8b" d="M49 28h2q-2 9-1 20v11h-1z"/><path fill="#ecdfbc" d="m67 49-6 12-9 1q0-2 3-2l-5-1v-5q5-2 5 5l2-8h6v-6q4-1 4 4"/><path fill="#f2dea3" d="m76 50-3 8-1-1-5 4h-6l6-12q3-2 3-5v-2q0 5 3 10l2-6z"/><path fill="#ecc65d" d="M44 59h6l5 1q-3 0-3 2-6 0-8-3"/><path fill="#f3d97f" d="m73 58-2 4-4 1v-2l5-4z"/><path fill="#eeecdf" d="M44 59q2 3 8 3l9-1h6v2l-4 1-24 1-7-2q0-3 3-3 1-4 4-5z"/><path fill="#ad8648" d="m63 64-3 1-17 1-4-1z"/><path fill="#bf9c66" d="m71 62 2 7-1 3-1-1z"/><path fill="#e9be5e" d="m32 63 7 2 4 1 1 6-15-2h-1l4 2-2 1-4-1-1-3 2-6 1-2z"/><path fill="#c99139" d="M71 62v8l-29 4-14-4h1l15 2-1-6 17-1 3-1 4-1z"/><path fill="#f1ecdf" d="m25 69 1 3q2 3 7 3l7 1h25q8 0 14-5 7 3 17 3v6H0v-6l14-1q3-6 11-4"/><path fill="#c3b9ab" d="M73 69q3-1 6 2-6 5-14 5H40l23-1 9-3z"/><path fill="#9d866e" d="m26 72 4 1 3 2q-5 0-7-3"/><path fill="#8d6630" d="m71 70-8 2-21 1z"/><path fill="#d4a141" d="m71 71-9 3H33l-3-2 2-1 10 2 21-1z"/><path fill="#d4ccc1" d="M0 80h96v2H0z"/><path fill="#beb5ad" d="M0 82h96v2H0z"/><path fill="#b6aaa1" d="M0 84h96v2H0z"/><path fill="#cbc3bb" d="M0 86h96v2H0z"/><path fill="#beb5ad" d="M0 88h96v8H86l-4-3-59-1-13-2v6H0z"/><path fill="#a99a93" d="M23 92q-7-1-11 2v2h-2v-6z"/><path fill="#ccc1b7" d="m23 92 63 4H75l-8-2z"/><path fill="#d9cfc3" d="m12 94 63 2H12z"/></svg>
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{
"bytes": 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",
"path": "emoji_u1f469_1f3fc_200d_1f393.png"
}
|
Generate code for a svg of a woman student: medium-light skin tone
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<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="hairGroup_1_">
<path id="hair_10_" d="M64.57,4.87c-41.01,0-40.68,35.92-40.68,36.52c0,24.56,1.88,59.25,11.71,72.9 c3.9,5.41,11.43,5.71,11.43,5.71L64,119.98L80.97,120c0,0,7.54-0.3,11.43-5.71c9.83-13.65,11.71-48.34,11.71-72.9 C104.1,40.79,105.58,4.87,64.57,4.87z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_2_" cx="64.0002" cy="68.5103" gradientTransform="matrix(1 0 0 -1.1901 0 141.0216)" gradientUnits="userSpaceOnUse" r="46.9632">
<stop offset="0.7936" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_1_" d="M64.57,4.87c-41.01,0-40.68,35.92-40.68,36.52 c0,24.56,1.88,59.25,11.71,72.9c3.9,5.41,11.43,5.71,11.43,5.71L64,119.98L80.97,120c0,0,7.54-0.3,11.43-5.71 c9.83-13.65,11.71-48.34,11.71-72.9C104.1,40.79,105.58,4.87,64.57,4.87z" style="fill:url(#hairHighlights_2_);"/>
</g>
<path id="neck" d="M73.78,89.18H54.1v19.48c0,4.89,4.01,8.85,8.95,8.85h1.79c4.94,0,8.95-3.97,8.95-8.85 V89.18H73.78z" style="fill:#C48E6A;"/>
<path id="head" d="M63.95,16.23c-17.2,0-33.13,12.79-33.13,39.91c0,21.79,13.49,34.67,25.23,38.83 c2.8,0.99,5.5,1.49,7.9,1.49c2.38,0,5.07-0.49,7.85-1.47c11.76-4.14,25.28-17.03,25.28-38.84C97.08,29.02,81.15,16.23,63.95,16.23z" style="fill:#E0BB95;"/>
<path id="nose" d="M67.76,68.24c-0.1-0.04-0.21-0.07-0.32-0.08h-6.99c-0.11,0.01-0.21,0.04-0.32,0.08 c-0.63,0.26-0.98,0.91-0.68,1.61s1.69,2.66,4.49,2.66c2.8,0,4.19-1.96,4.49-2.66C68.74,69.16,68.4,68.5,67.76,68.24z" style="fill:#C48E6A;"/>
<g id="eyes">
<ellipse cx="47.7" cy="59.06" rx="4.87" ry="5.04" style="fill:#5D4037;"/>
<ellipse cx="80.2" cy="59.06" rx="4.87" ry="5.04" style="fill:#5D4037;"/>
</g>
<g id="eyebrows">
<path d="M54.93,50.01C54,48.78,51.86,47,47.7,47s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18s1.64-0.03,1.9-0.39 C55.24,51.18,55.34,50.55,54.93,50.01z" style="fill:#AB872F;"/>
<path d="M87.43,50.01C86.5,48.78,84.36,47,80.2,47s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18s1.64-0.03,1.9-0.39 C87.74,51.18,87.84,50.55,87.43,50.01z" style="fill:#AB872F;"/>
</g>
<path id="mouth" d="M72.27,76.33c-3.15,1.87-13.46,1.87-16.61,0c-1.81-1.07-3.65,0.57-2.9,2.21 c0.74,1.61,6.37,5.36,11.23,5.36s10.42-3.75,11.16-5.36C75.9,76.9,74.07,75.25,72.27,76.33z" style="fill:#6D4C41;"/>
<path d="M114.45,120.99c0-14.61-21.75-21.54-40.72-23.1l-8.6,11.03c-0.28,0.36-0.72,0.58-1.18,0.58 c-0.46,0-0.9-0.21-1.18-0.58l-8.61-11.05c-10.55,0.81-40.71,4.75-40.71,23.12V124h101L114.45,120.99L114.45,120.99z" style="fill:#212121;"/>
<radialGradient id="SVGID_1_" cx="63.9495" cy="5.3966" gradientTransform="matrix(1 0 0 -0.5247 0 125.4353)" gradientUnits="userSpaceOnUse" r="54.167">
<stop offset="0.5981" style="stop-color:#212121"/>
<stop offset="1" style="stop-color:#616161"/>
</radialGradient>
<path d="M114.45,120.99c0-14.61-21.75-21.54-40.72-23.1l-8.6,11.03c-0.28,0.36-0.72,0.58-1.18,0.58 c-0.46,0-0.9-0.21-1.18-0.58l-8.61-11.05c-10.55,0.81-40.71,4.75-40.71,23.12V124h101L114.45,120.99L114.45,120.99z" style="fill:url(#SVGID_1_);"/>
<g id="hairGroup">
<path id="hair_5_" d="M64.57,4.87c-41.01,0-40.68,35.92-40.68,36.52c0,7.76,0.19,16.53,0.75,25.32l6.72-0.02 c-0.06-2.92,1.99-20.97,8.08-22.34c22.36-5.03,35.01-16.89,35.01-16.89c3.29,7.18,13.58,14.19,17.27,16.86 c3.03,2.19,4.26,18.55,4.2,22.38h7.41c0-0.05,0.02-0.1,0.02-0.16c0.56-8.75,0.74-17.46,0.74-25.17 C104.1,40.79,105.58,4.87,64.57,4.87z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_3_" cx="64.3333" cy="65.4037" gradientTransform="matrix(1 0 0 -1.2135 0 141.9667)" gradientUnits="userSpaceOnUse" r="49.7706">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights" d="M64.57,4.87c-41.01,0-40.68,35.92-40.68,36.52 c0,7.76,0.19,16.53,0.75,25.32l6.72-0.02c-0.06-2.92,1.99-20.97,8.08-22.34c22.36-5.03,35.01-16.89,35.01-16.89 c3.29,7.18,13.58,14.19,17.27,16.86c3.03,2.19,4.26,18.55,4.2,22.38h7.41c0-0.05,0.02-0.1,0.02-0.16 c0.56-8.75,0.74-17.46,0.74-25.17C104.1,40.79,105.58,4.87,64.57,4.87z" style="fill:url(#hairHighlights_3_);"/>
</g>
<g id="hat_1_">
<g>
<g>
<g>
<path d="M116.62,53.3c-1.24,0-2.25,0.96-2.25,2.14v9.2c0,1.18,1.01,2.14,2.25,2.14s2.25-0.96,2.25-2.14 v-9.2C118.87,54.26,117.86,53.3,116.62,53.3z" style="fill:#E8AD00;"/>
<path d="M112.12,53.3c-1.24,0-2.25,0.96-2.25,2.14v9.2c0,1.18,1.01,2.14,2.25,2.14s2.25-0.96,2.25-2.14 v-9.2C114.37,54.26,113.36,53.3,112.12,53.3z" style="fill:#E8AD00;"/>
<path d="M114.37,53.3c-1.24,0-2.25,0.96-2.25,2.14v11.19c0,1.18,1.01,2.14,2.25,2.14 s2.25-0.96,2.25-2.14V55.44C116.62,54.26,115.61,53.3,114.37,53.3z" style="fill:#FFCA28;"/>
</g>
<ellipse cx="114.37" cy="52.07" rx="2.76" ry="2.63" style="fill:#FFCA28;"/>
</g>
<path d="M114.37,52.04L114.37,52.04c-0.55,0-1-0.45-1-1v-38c0-0.55,0.45-1,1-1l0,0c0.55,0,1,0.45,1,1v38 C115.37,51.59,114.92,52.04,114.37,52.04z" style="fill:#504F4F;"/>
</g>
<g>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.366" x2="63.366" y1="128.3333" y2="99.6928">
<stop offset="3.200000e-03" style="stop-color:#424242"/>
<stop offset="0.4718" style="stop-color:#353535"/>
<stop offset="1" style="stop-color:#212121"/>
</linearGradient>
<path d="M115.37,12c-30.83-7.75-52-8-52-8s-21.17,0.25-52,8v0.77c0,1.33,0.87,2.5,2.14,2.87 c3.72,1.1,12.09,3.32,17.15,4.33c-0.08,0.08-1.29,1.89-2.05,3.35c0,0,9.39,6.12,34.76,8.68c25.37-2.56,36.65-8.5,36.65-8.5 c-0.88-1.81-1.92-3.34-1.92-3.34c4.5-0.74,11.46-3.3,15.18-4.48c1.25-0.4,2.09-1.55,2.09-2.86V12z" style="fill:url(#SVGID_2_);"/>
</g>
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.366" x2="63.366" y1="128.1667" y2="97.1667">
<stop offset="3.200000e-03" style="stop-color:#616161"/>
<stop offset="0.3237" style="stop-color:#505050"/>
<stop offset="0.955" style="stop-color:#242424"/>
<stop offset="1" style="stop-color:#212121"/>
</linearGradient>
<path d="M63.37,4c0,0-21.17,0.25-52,8c0,0,35.41,9.67,52,9.38c16.59,0.29,52-9.38,52-9.38 C84.53,4.25,63.37,4,63.37,4z" style="fill:url(#SVGID_3_);"/>
<linearGradient id="SVGID_4_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="13.2588" x2="114.087" y1="110.0005" y2="110.0005">
<stop offset="1.200000e-03" style="stop-color:#BFBEBE"/>
<stop offset="0.3" style="stop-color:#212121;stop-opacity:0"/>
<stop offset="0.7" style="stop-color:#212121;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFBEBE"/>
</linearGradient>
<path d="M115.37,12c-30.83-7.75-52-8-52-8s-21.17,0.25-52,8 v0.77c0,1.33,0.87,2.5,2.14,2.87c3.72,1.1,12.09,3.21,17.15,4.35c0,0-1.07,1.49-2.05,3.33c0,0,9.39,6.12,34.76,8.68 c25.37-2.56,36.65-8.5,36.65-8.5c-0.88-1.81-1.92-3.34-1.92-3.34c4.5-0.74,11.46-3.3,15.18-4.48c1.25-0.4,2.09-1.55,2.09-2.86V12z" style="opacity:0.4;fill:url(#SVGID_4_);enable-background:new ;"/>
</g>
</svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a blue berries arranged in small plastic containers.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v96H0z"/><path fill="#406ca7" d="M37 37q-6 3-6-3 2-3 5-2t1 5"/><path fill="#3a5e97" d="M60 36q-3 2 0 3-7 1-12-1l-1-2 2-2 1 3 4 1v-3q3-1 6 1"/><path fill="#a6bfd4" d="M72 37q1-3 4-1v5q-1-3-4-4"/><path fill="#78a4cd" d="m66 34 1 4h4q-3 1-3 4h-2z"/><path fill="#4977ac" d="M72 37q3 1 4 4v1q-3 4-8 4v-4q0-3 3-4z"/><path fill="#a9c3db" d="M31 34q0 6 6 3 2 3 5 0l3 3 2-4 1 2q5 2 12 1-3-1 0-3 2-3 3 0-3 1-2 4 4-1 1 3-2-1-2 1-4-2-9-1l10-2-17 1-4-2q-7 0-1 2-4 1-4 4l-3 1q0-6-3-9z"/><path fill="#4372ad" d="M42 37q-3 3-5 0z"/><path fill="#5282b3" d="M66 34v8q-3 2 0 3h-3l-1-2q3-4-1-3-1-3 2-4-1-3-3 0-3-2-6-1v3l-4-1-1-3-2 2q0-6 4-3l2-2q5 3 9 0 3 0 4 3"/><path fill="#295491" d="m44 42 4 1-3 3v3l-3-1 2-2-2-3q0-2 2-1"/><path fill="#bdd4df" d="M66 42h2v4q5 0 8-4l-1 11v-5l-1-2-11 1q1 2-1 2-1-3 1-4h3q-3-1 0-3"/><path fill="#4470a8" d="m35 46 2 4-2-2-3 1 3 1v3q-5-1-5 3l-1-4q-2 0-2 2-2 0-1 2-4 0-5-2l3-2v-5h8z"/><path fill="#6a98ca" d="M44 42q-2-1-2 1l2 3-2 2q-4-1-1 2h-4l-2-4q0-3 4-4-6-2 1-2z"/><path fill="#a8d0e7" d="M21 47q2-3 3 0v5q-4-1-1-3z"/><path fill="#4276b1" d="M51 43q5-1 9 1v1q-2 3-1 7l-4-1q-2-3 1-3l-2-1-4 2q-6-3 0-3-1-3 1-3"/><path fill="#5384b6" d="m21 47 2 2q-3 2 1 3l-3 2q-2-1-2-3z"/><path fill="#6c93bc" d="M51 43q-2 0-1 3-6 0 0 3v3h3q-6 3-10 1l-1-5 3 1v-3l3-3-4-1 17-1z"/><path fill="#265287" d="M75 48v5l-3-1v-2q-2 0-1 3l-8-1 2-4 1 4q5 0 3-4z"/><path fill="#1f4482" d="M37 50h4v1q-4 6-11 5 0-4 5-3v-3l-3-1 3-1z"/><path fill="#bcd2e9" d="M30 56q-3 1-3-2 0-2 2-2z"/><path fill="#95b5d4" d="M55 51q-2 6-2 15 2-1 3 1-2 1-2 4-3-2-2-4l-7-1-2 1-2-16v-1q-3-3 1-2l1 5q4 2 10-1h-3v-3l4-2 2 1q-3 0-1 3"/><path fill="#6b90af" d="M75 48h-6q2 4-3 4l-1-4-2 4 8 1q-1-3 1-3v2l3 1-1 1h-7l6 2-1 1q-5 1-8-1-5-3-2-7 2 0 1-2l11-1z"/><path fill="#608dbc" d="m60 45-1 17q4-1 4 5h-5q0 4-4 4 0-3 2-4-1-2-3-1 0-9 2-15l4 1q-1-4 1-7"/><path fill="#b2cbcc" d="m74 54-1 9q-12 3-9-7 3 2 8 1l1-1-6-2z"/><path fill="#5b88ba" d="m41 51 2 16-6-1-1-1v-7q-3-1-4 2l-7 1-1 3q-3-3-2-6l2 1q3 2 7-1h-5v-2q-1-2 1-2 0 3 3 2 7 1 11-5"/><path fill="#0d295c" d="M36 61q-3-2-4-1 1-3 4-2z"/><path fill="#1a3669" d="M24 59q0-2 2-1h5q-4 3-7 1"/><path fill="#5c8ec3" d="m45 66-1-11h8v11z"/><path fill="#345998" d="M32 60q1-1 4 1v4l-12-1 1-3z"/></svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a a vintage clock on a wooden mantel.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9f5e9" d="M0 0h96v96h-9V71l1-2v-2l4-2-1-9 1-5q-16-2-31-1 3-7 1-13 0-2-2-3l1-1q-2-4-5-4h-1q-2-10-11-7l-4 8q-2-3-2 0-4 1-2 4l1 1q-3 0-4 3-1 6 2 11L6 51q-6 0 0 3 1 5-2 9l3 3 2 6 1 24H0z"/><path fill="#c8bcb1" d="m55 29-1 1-6-6q-5 0-4 5h3q-1-3 1-3l3 3-4 1-7 2-2 6-1-3-1-1q0-3 3-3l-1-1q0-3 2 0l4-8q9-3 11 7"/><path fill="#6a463b" d="M56 29q3 0 5 4-4-1-5-4"/><path fill="#4d3537" d="M38 30q-3 0-3 3-2-3 2-4"/><path fill="#d0bbaa" d="m37 35-1 3 2 2h-3v4h4l-2 4q2 3 6 4-3-1-5 1-17-3-32-2l29-2q-3-5-2-11 1-3 4-3"/><path fill="#f5efe0" d="M47 30q-1 10 4 1l6 3-1 2 4 2q-6 2 0 3l-1 6-1-3-7 8h-8q-4-1-6-4l2-4h-4v-4h3l-2-2 1-3 1 3 2-6z"/><path fill="#9d806f" d="M47 43v2l-5 5v-2z"/><path fill="#ddd4c6" d="M55 29q1 3 5 4l-1 1q2 1 2 3 2 6-1 13-2 0-2 2h-8l7-8 1 3 1-6q-6-1 0-3l-4-2 1-2-6-3q-5 9-4-1l4-1-3-3q-2 0-1 3h-3q-1-5 4-5l6 6z"/><path fill="#edc2a1" d="M61 50q15-1 31 1-18-1-33 1 0-2 2-2"/><path fill="#ec8742" d="M6 51q15-1 32 2 2-2 5-1h16q15-2 33-1l-1 5 1 9-4 2h-1l-32-2-39-2-2-2q-4 1-7 5l-3-3q3-4 2-9-6-3 0-3"/><path fill="#f3cda3" d="M87 67v2z"/><path fill="#f9b46d" d="m80 71-5 2-57-1 1-1z"/><path fill="#e48847" d="m87 67 1 2-1 2H19l-1 1 20 2 12 3q-16-2-33-2v21h-7L9 72l-2-6q3-4 7-5l2 2 39 2-1 1z"/><path fill="#f49b4f" d="M80 71h7v1h-5v24h-1l-1-15H62l2 3 14 2q-17 0-32 3H22q14 1 27 5l-32-1V75q17 0 33 2l-12-3z"/><path fill="#d28147" d="M87 72q-3 10-2 23h-3V72z"/><path fill="#f6a25b" d="M87 73v23h-2q-1-13 2-23"/><path fill="#fba75b" d="M81 96H17v-3l10-1-5-3q3-2 6-1l26 4q12-3 25-1l-33-2q15-3 32-3l-14-2-2-3h18z"/></svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a a notebook open on a desk with a pen beside it.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfb" d="M0 0h96v96H80q-3-7 0-13l3-4-4-18q-2-4-5-6l-1-2-19-3q-4-1-7 1-2 3-1 5l-4-3H22q-3 0-3 2-3 2-3 5l-2-3-3 3-11-7z"/><path fill="#797e85" d="m93 18-2-4 1-4q3 3 1 8"/><path fill="#2d313c" d="m91 14 2 4v2q-3 9-4 20l-2 11q-1-19 4-37"/><path fill="#cccdcd" d="M93 20q0 10-4 20 1-11 4-20"/><path fill="#f7f6f4" d="m74 55 4 19-24-1q-6-1-10 2V58l-2 14-1 2-3-1-2-2q-12-1-23 3l-2-2h5q5-7-3-7-7-4-13-5v-7l11 7 3-3 2 3h4l2-5h-3q0-2 3-2h20l4 3q-1-2 1-5 3-2 7-1l19 3z"/><path fill="#9d9da0" d="M19 55h3l-2 5h-4q0-3 3-5"/><path fill="#76777c" d="M15 62q1-1 4 1l-2 1z"/><path fill="#b5b5b7" d="M13 65q8 0 3 7-2-3-4-2z"/><path fill="#63626b" d="M12 70q2-1 4 2h-5z"/><path fill="#a6a6a7" d="M78 74q-12 2-24 1l-9 2h-6v-1l1-1-2-2 3 1 1-2 2-14v17q4-3 10-2z"/><path fill="#57575a" d="m38 73 2 2-1 1H11q-3-3 0-4l2 2q11-4 23-3z"/><path fill="#72394b" d="M14 76h25v1l-13 1z"/><path fill="#75767d" d="M74 55q3 2 5 6l4 18-3 4-2-4-28-1-5-1 9-2q12 1 24-1z"/><path fill="#1a1e27" d="M0 60q6 1 13 5l-1 5-1 2q-3 1 0 4h3l12 2 13-1h6l5 1 28 1 2 4q-3 6 0 13H0z"/><path fill="#c09164" d="M66 88h-2q-9-3-15-7l1-1 15 6z"/><path fill="#747472" d="M64 88h2q3-3 3 2-4 0-5-2"/></svg>
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}
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Generate code for a svg of a a close up of a lion's head with a white background
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",
"path": "emoji_u1faf8.png"
}
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Generate code for a svg of a rightwards pushing hand
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<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path id="hand" d="M116.75,50.95c0.4-10.93,1.88-22.26,1.11-28.36c-0.56-4.46-1.3-7.98-6.13-8.78 c0,0,0.79-9.97-6.72-9.75c-3.06,0.1-5,1.47-5.26,5.72c-0.43,7.21-5.15,33.05-9.7,45.49c-1.89,5.16-9.74,25.8-10.4,27.66 c-1.76,5.01-4.64,6.36-9.84,6.03c-9.68-0.6-22.05-3.37-31.76-4.03c-1.58-0.11-3.04,0.8-3.63,2.26c-0.99,2.44-2.09,7.22-2.09,16.44 c0,10.22,1.49,15.58,2.65,18.2c0.6,1.36,1.99,2.24,3.48,2.13c10.23-0.74,24.88-2.34,36.5-2.03c12.3,0.33,28.43,3.59,38.01-4.12 c8.1-6.53,7.61-16.41,7.56-24.37c-0.04-6,2.47-13.89,3.01-19.38c0.82-8.3-0.15-13.47-6.31-14.48 C117.24,59.58,116.62,54.59,116.75,50.95z" style="fill:#FFCA28;"/>
<path id="tone" d="M118.89,58.05c-0.6-8.31-0.06-14.81,0.27-18.58c0.61-6.99,0.92-13.02,0.41-17.13 c-0.45-3.61-1.07-8.43-6.16-10.1c-0.28-3.03-1.23-5.23-2.9-6.63c-1.27-1.06-2.86-1.6-4.76-1.61c-0.76,0-2-0.08-2.07,0.98 s1.35,1.17,1.73,1.28c3.72,1,3.98,3.94,3.93,5.53c-1.4,0.19-2.43,0.76-3.1,1.3c-1.47,1.18-2.37,3.09-2.48,5.31 c0,0.2-0.15,20.03-6.45,40.17c0,0-0.85,2.02,0.44,2.48c1.29,0.45,1.95-1.39,1.95-1.39c7.52-18.31,8.05-40.4,8.05-41.14 c0.05-1,0.41-1.84,1-2.31c0.56-0.45,1.36-0.6,2.39-0.43c3.14,0.52,3.87,2.22,4.47,7.06c0.46,3.72,0.31,9.59-0.43,16.35 c-0.42,3.8-0.65,11.3-0.34,18.1c0,0-4.03-1.09-6.23,0.49c-2.42,1.73-2.34,4.97-2.67,8.49c-0.21,2.24-0.72,12.5-5.41,22.7 c0,0-1.08,1.5,0.03,2.37s2.4-0.56,2.4-0.56c5.64-10.86,6.31-22.88,6.41-24.55c0.21-3.69,0.91-5.45,2.37-5.73 c3.74-0.71,7.2,2.58,7.73,5.29c1.25,6.48-0.68,12.61-1.23,15.25c-0.88,4.26-1.99,8.45-1.97,12.44c0,0.54,0.01,1.09,0.02,1.65 c0.08,7.32,0.17,14.89-5.98,19.5c-3.66,2.75-10.48,4.49-20.15,4.08c-4.05-0.17-12.81-0.59-20.02-0.62 c-15.39-0.07-36.62-1.06-36.62-1.06s0.9,4.7,2.16,5.86c1.18,1.08,1.65,1.19,4.04,1.08c0.52-0.02,9.61-1.11,28.07-1.82 c6.05-0.23,15.19,0.4,21.21,0.88c11.58,0.93,18.74-0.98,23.95-5.07c8.19-6.42,7.72-16.28,7.67-24.23c-0.04-6,2.33-14.6,3.07-20.33 C124.86,64.41,122.54,61.15,118.89,58.05z" style="fill:#EDA600;"/>
</g>
</svg>
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a close-up black and white logo with a white z on it:My primary focus is on capturing the essence of a black and white logo, which is a visual representation of a brand's identity. The key mechanics revolve around the following:* **Composition:** The logo's shape and form are crucial for conveying its visual identity. The white z is the central element, providing a clear and distinct visual element.* **Positioning:** The logo's position is paramount. The white z is positioned centrally, creating a sense of balance and clarity.* **Detail:** The details of the logo, including the shape, color, and texture, are essential for conveying its meaning and personality.* **Color Palette:** The color palette is chosen to evoke the brand's desired mood and personality. The white z is a strong and versatile color, complementing the overall design.In essence, the drawing aims to create a visually appealing and memorable logo that effectively communicates the brand's core values and personality.
|
{
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"path": "dd7dac68cb60d72a903419c2b6653f81d9ef60e6120c1e383acad0f046815580.png"
}
|
Generate code for a svg of a a close up of a black and white z logo with a white z on it
|
<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" baseProfile="full" width="76" height="76" viewBox="0 0 76.00 76.00" enable-background="new 0 0 76.00 76.00" xml:space="preserve">
<path fill="#000000" fill-opacity="1" stroke-width="0.2" stroke-linejoin="round" d="M 22,17L 54,17C 56.6233,17 59,19.3767 59,22L 59,54C 59,56.6234 56.6233,59 54,59L 22,59C 19.3766,59 17,56.6234 17,54L 17,22C 17,19.3767 19.3766,17 22,17 Z M 31.8251,49.0833L 44.4409,49.0833L 44.4409,45.5367L 35.0817,45.5367L 44.1781,31.0914L 44.1781,27.8033L 32.8764,27.8033L 32.8764,31.35L 40.5724,31.35L 31.8251,45.2457L 31.8251,49.0833 Z M 52.25,47.5C 51.3756,47.5 50.6667,48.2089 50.6667,49.0833L 50.6667,53.8333C 50.6667,54.7078 51.3756,55.4167 52.25,55.4167L 53.8334,55.4167C 54.7078,55.4167 55.4167,54.7078 55.4167,53.8333L 55.4167,49.0833C 55.4167,48.2089 54.7078,47.5 53.8333,47.5L 52.25,47.5 Z M 52.25,49.0833L 53.8333,49.0833L 53.8333,53.8333L 52.25,53.8333L 52.25,49.0833 Z M 48.2917,47.5C 47.8544,47.5 47.5,47.8545 47.5,48.2917L 47.5,55.4167L 49.0833,55.4167L 49.0833,48.2917C 49.0833,47.8545 48.7289,47.5 48.2917,47.5 Z "/>
</svg>
|
{
"bytes": 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",
"path": "17cef6dc67a82779a89fc5367807ccc900b1cf74dad1d7aeb67b137a92043790.png"
}
|
Generate code for a svg of a a gray and white image of a letter at with a gray background
|
<svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:xlink="http://www.w3.org/1999/xlink"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
width="64px"
height="64px"
viewBox="0 0 64 64"
version="1.1"
id="svg6221"
inkscape:version="0.91 r13725"
sodipodi:docname="text-x-vcard.svg">
<metadata
id="metadata6246">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title />
</cc:Work>
</rdf:RDF>
</metadata>
<sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="1301"
inkscape:window-height="744"
id="namedview6244"
showgrid="false"
inkscape:zoom="7.375"
inkscape:cx="28.081591"
inkscape:cy="17.460278"
inkscape:window-x="65"
inkscape:window-y="24"
inkscape:window-maximized="1"
inkscape:current-layer="surface1" />
<defs
id="defs6223">
<g
id="g6225">
<symbol
overflow="visible"
id="glyph0-0">
<path
style="stroke:none;"
d="M 1.59375 5.65625 L 1.59375 -22.5625 L 17.59375 -22.5625 L 17.59375 5.65625 Z M 3.390625 3.875 L 15.8125 3.875 L 15.8125 -20.765625 L 3.390625 -20.765625 Z M 3.390625 3.875 "
id="path6228" />
</symbol>
<symbol
overflow="visible"
id="glyph0-1">
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style="stroke:none;"
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Okay, here's a concise summary of my thoughts on the mechanics of drawing an image of a champagne bottle on a white background:I'm drawn to the visual appeal of a champagne bottle, a symbol of luxury and celebration. The texture of the bottle, the subtle sheen of the glass, and the overall aesthetic of the background create a sense of elegance and sophistication. The precise positioning of the bottle, its shape, and the details of the surrounding elements contribute to the overall visual impact. I aim to capture the essence of champagne, its iconic shape, and the delicate beauty of its glass.
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Generate code for a svg of a black and white icon of a champagne bottle on a white background.
|
<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 490 490" style="enable-background:new 0 0 490 490;" xml:space="preserve">
<g>
<g>
<g>
<rect x="195.3" width="99.1" height="35"/>
<rect x="213.1" y="54.8" width="63.7" height="25.3"/>
<path d="M308.7,155.4l-27.2-55.6h-73.1l-27.2,55.6c-12.4,26-19,54-19,82.4v234.7c0,9.7,36.9,17.5,82.8,17.5s82.8-7.8,82.8-17.5
v-60.6H213.1V268.5h114.6v-30.7C327.8,209.4,321.2,181.1,308.7,155.4z"/>
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",
"path": null
}
|
Generate code for a svg of a black and white graphic of a three-dimensional cube, layered in a way that suggests depth and perspective.
|
<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<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"
viewBox="0 0 512.018 512.018" style="enable-background:new 0 0 512.018 512.018;" xml:space="preserve">
<g>
<g>
<path d="M512.009,106.652c0-0.491-0.019-0.977-0.051-1.457c-0.011-0.166-0.032-0.331-0.047-0.497
c-0.028-0.313-0.058-0.626-0.099-0.935c-0.031-0.235-0.071-0.468-0.11-0.701c-0.036-0.216-0.073-0.432-0.115-0.646
c-0.061-0.313-0.132-0.624-0.207-0.935c-0.021-0.087-0.043-0.173-0.066-0.259c-1.492-5.847-5.424-11.125-11.813-13.978
c-0.5-0.228-1.01-0.434-1.527-0.624c-0.002-0.001-0.005-0.002-0.007-0.003l-0.091-0.033c-0.172-0.062-0.341-0.129-0.515-0.187
L263.3,1.284c-4.709-1.713-9.872-1.713-14.581,0L14.658,86.398c-0.171,0.057-0.338,0.123-0.507,0.185l-0.098,0.036
c-0.003,0.001-0.005,0.002-0.008,0.003c-0.517,0.19-1.027,0.395-1.527,0.624c-6.39,2.852-10.322,8.131-11.813,13.978
c-0.022,0.086-0.044,0.172-0.066,0.259c-0.075,0.31-0.145,0.621-0.207,0.934c-0.043,0.215-0.079,0.432-0.116,0.65
c-0.038,0.232-0.079,0.464-0.109,0.697c-0.042,0.311-0.071,0.625-0.1,0.941c-0.015,0.164-0.035,0.327-0.046,0.491
c-0.033,0.486-0.052,0.977-0.052,1.473v298.667c0,8.971,5.612,16.983,14.043,20.049l234.667,85.333
c0.002,0.001,0.005,0.001,0.007,0.002c1.641,0.601,3.364,1.005,5.135,1.185c0.038,0.004,0.075,0.009,0.113,0.013
c0.328,0.032,0.658,0.052,0.988,0.068c0.123,0.006,0.245,0.016,0.368,0.02c0.226,0.007,0.453,0.005,0.68,0.005
c0.227,0,0.454,0.002,0.68-0.005c0.122-0.004,0.245-0.014,0.368-0.02c0.331-0.016,0.661-0.037,0.988-0.068
c0.038-0.004,0.075-0.009,0.113-0.013c1.771-0.18,3.493-0.584,5.135-1.185c0.002-0.001,0.005-0.001,0.007-0.002l234.667-85.333
c8.431-3.066,14.043-11.078,14.043-20.049V106.668C512.009,106.663,512.009,106.658,512.009,106.652z M234.676,206.943v42.46
l-192-52.364v-59.915L234.676,206.943z M42.676,241.264l192,52.364v62.442l-192-52.364V241.264z M256.009,44.033l172.242,62.633
L256.009,169.3L83.768,106.667L256.009,44.033z M42.676,347.931l192,52.364v59.915l-192-69.818V347.931z M469.343,390.391
l-192,69.818V206.943l128.676-46.791l63.324-23.027V390.391z"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
|
|
{
"bytes": "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",
"path": "ab77019fb55233dbe327989696a5a7333fc4af169578ffd2b96abade0c1777fc.png"
}
|
Generate code for a svg of a a close up of a black triangle on a white background
|
<svg width="10px" height="16px" viewBox="0 0 10 16" xmlns="http://www.w3.org/2000/svg">
<polygon points="0 14 10 8 0 2" fill="#000000"></polygon>
</svg>
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white image of a large, spherical object, reminiscent of a hot air balloon or zeppelin:My primary focus is on capturing the visual essence of a spherical object, a sphere that appears to be moving and expanding. I aim to create a sense of movement, dynamism, and a sense of scale. The key elements I'll prioritize are the shape, the perspective, and the overall visual impact. I'll strive for a clean, clear, and visually appealing representation, avoiding any distracting elements. The goal is to evoke a feeling of awe and wonder, capturing the essence of a moving, expansive sphere.
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{
"bytes": "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",
"path": null
}
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Generate code for a svg of a black and white image of a large, possibly spherical object, reminiscent of a hot air balloon or zeppelin.
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<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<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"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<g>
<path d="M374.068,323.164h-90.816l10.895,29.239h78.378l11.195-29.494C380.503,323.067,377.286,323.164,374.068,323.164z"/>
</g>
</g>
<g>
<g>
<path d="M75.428,170.207c-6.307-6.744-15.22-10.611-24.455-10.611H31.521c-4.883,0-8.842,3.958-8.842,8.842v30.343
c16.682-11.562,34.879-20.71,54.073-27.161L75.428,170.207z"/>
</g>
</g>
<g>
<g>
<path d="M22.677,284.75v30.343c0,4.884,3.959,8.842,8.842,8.842h19.453c9.232,0,18.146-3.867,24.455-10.609l1.324-1.415
C57.559,305.46,39.361,296.312,22.677,284.75z"/>
</g>
</g>
<g>
<g>
<path d="M374.068,178.053H145.633c-55.498,0-108.144,23.129-145.633,63.713c37.487,40.584,90.135,63.713,145.633,63.713h228.435
c53.568,0,103.442-23.13,137.932-63.713C477.511,201.182,427.638,178.053,374.068,178.053z M111.738,253.556H80.111
c-6.511,0-11.79-5.279-11.79-11.79s5.278-11.79,11.79-11.79h31.627c6.511,0,11.79,5.279,11.79,11.79
S118.249,253.556,111.738,253.556z"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
|
{
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"path": "807fd86d93486d094d4fab53892df2ca8681f715a5d80f6a7c8df040edab6676.png"
}
|
Generate code for a svg of a a black and white photo of a play button
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<svg viewBox="0 0 1195 1195" xmlns="http://www.w3.org/2000/svg"><path d="M346.333 138l558 476q12 11 12 26t-12 26l-558 476q-19 16-43.5 7t-24.5-33V164q0-24 24.5-33t43.5 7z"/></svg>
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a close-up of a blue and white sign with a bird:My primary focus is on capturing the essence of a sign, its form, and its overall aesthetic. I aim to create a visual representation that evokes a sense of calm, tranquility, and a sense of connection to nature. The bird's presence is crucial, as it adds a touch of whimsy and suggests a sense of peacefulness. The details are carefully considered to enhance the visual appeal and convey the meaning of the sign. I aim for a clean, precise, and visually appealing drawing that is easy to understand and appreciate.
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{
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"path": "de11adc43b39c21f8e2f80cae6d2257eb9247ad1e7783a2e027211cae96538cb.png"
}
|
Generate code for a svg of a a close up of a blue and white sign with a bird in it
|
<svg width="24px" height="24px" viewBox="0 0 24 24" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>webview</title>
<g id="webview" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="编组-22备份">
<rect id="矩形" x="0" y="0" width="24" height="24"></rect>
<path d="M12,2.25 C17.3847763,2.25 21.75,6.61522369 21.75,12 C21.75,17.3847763 17.3847763,21.75 12,21.75 C6.61522369,21.75 2.25,17.3847763 2.25,12 C2.25,6.61522369 6.61522369,2.25 12,2.25 Z M12,4.2 C11.1463114,4.2 10.3246548,4.33714505 9.55586054,4.59060469 L11.5753784,6.33691406 L7.54925537,10.1449585 L9.25488281,12 L11.5753784,12 L12.5755005,13.0001221 L8.86415397,19.1440274 C9.82376876,19.5658528 10.8845404,19.8 12,19.8 C14.0496262,19.8 15.914609,19.0094479 17.306662,17.7166302 L17.3063965,17.0141602 L14.4268799,14.2034912 L14.4268799,10.9454956 L16.2216797,9.43048096 L19.3666579,9.42988111 C19.1050227,8.67989439 18.7320911,7.98209471 18.2676509,7.35626984 L15.9351196,7.3560791 L15.3314209,6.25854492 L15.3319237,4.94543412 C14.3215357,4.4673797 13.1919928,4.2 12,4.2 Z M4.2,12 C4.2,14.1985954 5.10964472,16.1847319 6.57310938,17.6025846 L6.57348633,13.0001221 L4.24930243,11.1181141 C4.21672998,11.4075769 4.2,11.7018347 4.2,12 Z" id="形状结合" fill="#1485EE" fill-rule="nonzero"></path>
</g>
</g>
</svg>
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{
"bytes": 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"path": "541ef6f9f39bd1b55d309f846cd3fc2020cfac19cc610b041501025bd5abf123.png"
}
|
Generate code for a svg of a a close up of a black arrow pointing to the left
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><defs><style>.fa-secondary{opacity:.4}</style></defs><path d="M416 32H352C334.326 32 320 46.328 320 64S334.326 96 352 96H416C433.674 96 448 110.328 448 128V384C448 401.672 433.674 416 416 416H352C334.326 416 320 430.328 320 448S334.326 480 352 480H416C469.02 480 512 437.02 512 384V128C512 74.98 469.02 32 416 32Z" class="fa-secondary"/><path d="M344.73 273.453L200.629 409.453C193.654 416.031 183.428 417.828 174.625 414.047C165.822 410.25 160.115 401.578 160.115 392V320H32.023C14.336 320 0 305.676 0 288V224C0 206.328 14.336 192 32.023 192H160.115V120C160.115 110.422 165.822 101.75 174.625 97.953C183.428 94.172 193.654 95.969 200.629 102.547L344.73 238.547C354.332 247.609 354.332 264.391 344.73 273.453Z" class="fa-primary"/></svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a blue and green rolling suitcases filling the airport.
|
<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#55d5dc" d="M0 0h96v4l-5-3q-6 3-13 0L66 5l-8-2q0 3-2 1l-4 2q-8-3-14 3L28 2l-3 1q-7-3-14-2L3 2q3 3-1 5L0 5z"/><path fill="#50d5d6" d="M96 7v17l-8-1-1-4-10-3-5-8 1-2 11-2z"/><path fill="#51d5d7" d="M96 4v3L84 4 73 6l-1 2 5 8-20-1-40 3-1-1q-3 4-7 1-3 2-3 6l3 4q-2 2-1 5h5q-2 0-3 3-3-3-5 0l1 2H0V5l2 2q4-2 1-5l8-1q7-1 14 2l3-1 10 7q6-6 14-3l4-2q2 2 2-1l8 2 12-4q7 3 13 0z"/><path fill="#53d4d9" d="m57 15 5 2-5 4-6 2v6h-3v6l-1-1-5 1 8 3v3q-2-3-4-2-4 0-7 2-2 1-1 4l-9-3v-3h-2q-3-1 0-2-4 0-1-2l-3-2 1-1 7 3 7-2q-1-4-4 0l-6-2q3-2 0-4 0-4 5-7-6-2-10 1l-3-5z"/><path fill="#55d2d8" d="m57 15 20 1 10 3 1 4 8 1v3q-3 0-1 3-5 3-7-2l-15 3-1-1-6 2 1 2q-3 2-2 5-4-1-6 3 5 2-1 2l3 7h4l2 1q-6-1-9 2l-1-2-11-2-8 2v-7q-1-3 1-4h11v-3l-8-3 5-1 1 1v-6h3v-6l6-2 5-4z"/><path fill="#53d3d9" d="m20 16 3 5q4-3 10-1-5 3-5 7 3 2 0 4l6 2q3-4 4 0l-7 2-7-3-1 1 3 2q-3 2 1 2-3 1 0 2h2v3h-5q-9-4-18-4l-1-2q2-3 5 0 1-3 3-3H8q-1-3 1-5l-3-4q0-4 3-6 4 3 7-1l1 1z"/><path fill="#4fd1d8" d="M96 27v10L65 51h-4l-3-7q6 0 1-2 2-4 6-3-1-3 2-5l-1-2 6-2 1 1q3-5 6-1 0-6 3-1l6-1q2 5 7 2-2-3 1-3"/><path fill="#56d7cf" d="M0 38h6q9 0 18 4-3 4 2 8l-4 2h-3Q9 49 0 50z"/><path fill="#326093" d="M50 41H39q3-2 7-2 2-1 4 2"/><path fill="#5bdcc9" d="M24 42h5l9 3v7l-7 2-9-2 4-2q-5-4-2-8"/><path fill="#66d5d1" d="M96 37v10l-14 2q3 0 2 4l-4 1-3-3h-8v3q-4-1-6 1l-3-1 7-2-2-1z"/><path fill="#ace9e9" d="M96 47v6q-6-2-5 4H81l-1-3 4-1q1-4-2-4z"/><path fill="#ceebed" d="m77 51 3 3 1 3H71v-2z"/><path fill="#faf7eb" d="M96 53v4h-5q-1-6 5-4"/><path fill="#54b7c7" d="M0 50q9-1 19 2l-3 3q5 0 10 3-3 1-4-1h-5l-2 2q-3-3-7 0l21 1-29 1z"/><path fill="#58c5c8" d="M19 52h3l9 2-1 2q-2 0-1 2h-3q-5-3-10-3z"/><path fill="#2279a9" d="m58 54-11-2q-3-1-3 2l-3 29-1-2 1-1V54l-1 3q-3-1-1-3h-2l-2 5v22q-3 1-2 5l-3-1V56l1-2 7-2 8-2 11 2z"/><path fill="#1a8cbb" d="M40 81q-3-3-5 0l2-27h2q-2 2 1 3l1-3v26z"/><path fill="#32959c" d="m67 52-7 2 3 1v5h-1q-1-3-3-1-1 5 1 9 0 14 2 0l1 11-4-2v2l-1 4-1-2 1-27q3-3 9-2"/><path fill="#a9e0e8" d="M26 58h3v2L8 59q4-3 7 0l2-2h5q1 2 4 1"/><path fill="#97d9e1" d="m77 51-6 4v2l10 2-11 2-1-7v-3z"/><path fill="#216487" d="m62 60-1 7-1 1q-2-4-1-9 2-2 3 1"/><path fill="#2cc199" d="m69 54 1 7v17h-4l-3-18v-5q2-2 6-1"/><path fill="#68c6d5" d="M0 62q57 0 0 2z"/><path fill="#2cc6a1" d="m58 54-1 27q-3 0-5 2-4-4-7 0l1-17-2-12q0-3 3-2z"/><path fill="#50b6cd" d="M71 57h25v10H70v-6l11-2z"/><path fill="#99dae8" d="M0 67h29v3H0z"/><path fill="#a3deeb" d="M70 67h26v2H70z"/><path fill="#23a39f" d="m62 60 3 18v1h-3l-1-11q-2 14-2 0l1-1z"/><path fill="#5dc9dc" d="M0 70h29q-1 5 1 11v4l3 1q-1-4 2-5l1 2q-2 1-2 4-10 3-18-2-2-6-1-9L5 73l-5 2z"/><path fill="#5ccadb" d="M70 69h26v6l-2-3-8 3q0 7-7 10-2 0-2 3-4-2-6 1l-20 1 5-4v-1l2-2 1-4q3 3 7 0 3 3 4-1z"/><path fill="#55ccd9" d="M96 75v21H37q0-4 5-4l-2-2 4-2 12-2-5 4 20-1q2-3 6-1 0-3 2-3 7-3 7-10l8-3z"/><path fill="#56ccd9" d="M34 87h5l5 1-4 2 2 2q-5 0-5 4H0V75l5-2 10 3q-1 3 1 9 8 5 18 2"/><path fill="#3ea3c1" d="M30 56v25q-2-6-1-11v-3H0v-3q57-2 0-2v-1l29-1v-2q-1-2 1-2"/><path fill="#2a6b92" d="M66 79v-1h4q-1 4-4 1"/><path fill="#1a618c" d="M63 79h3q-4 3-7 0v-2z"/><path fill="#204a89" d="m40 81 1 2-3 2q0-2-2-2l-1-2q2-3 5 0"/><path fill="#266788" d="m57 81 1 2-2 2q-4-2-9 1-3-1-2-3 3-4 7 0 2-2 5-2"/><path fill="#2b9a90" d="M36 83q2 0 2 2l1 2h-5q0-3 2-4"/><path fill="#29939b" d="m44 54 2 12-1 17q-1 2 2 3 5-3 9-1v1l-12 2-5-1-1-2 3-2z"/></svg>
|
|
{
"bytes": 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",
"path": "3078375ad8982aa0f7cb042970a3ed0cfd2351dd42c387b4bf6425fecaf0b59f.png"
}
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Generate code for a svg of a a close up of a person with a no entry sign
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<svg xmlns="http://www.w3.org/2000/svg" height="36" viewBox="0 0 36 36" width="36"><path d="M14.7 27a12.266 12.266 0 014.311-9.342v-1.409a1.441 1.441 0 01.367-.93 11 11 0 002.5-6.866c0-5.2-2.756-8.1-6.919-8.1s-7 3.018-7 8.1a11.121 11.121 0 002.622 6.866 1.443 1.443 0 01.367.93v2.074A1.431 1.431 0 019.7 19.767C1.338 20.5.031 26.217.031 28.474c0 .251.048 1.484.048 1.484h14.994A12.288 12.288 0 0114.7 27zM27 18.1a8.9 8.9 0 108.9 8.9 8.9 8.9 0 00-8.9-8.9zM20.2 27a6.749 6.749 0 011.289-3.957l9.468 9.468A6.78 6.78 0 0120.2 27zm12.311 3.957l-9.468-9.468a6.78 6.78 0 019.468 9.468z"/></svg>
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{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a bouquet of red roses tied with a satin ribbon.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9f7ef" d="M0 0h96v96H0z"/><path fill="#cf281f" d="m28 35 5 3 2 4-2 3q-6-2-9-5l2-5q0-3 2 0"/><path fill="#6aae5a" d="M44 37v4h-1q-2 0-2-2 0-5 3-2"/><path fill="#d9ccbe" d="M44 37q8 1 0 4z"/><path fill="#982723" d="M33 35q0 3 5 5l-3 2-2-4-5-3q3-3 4 2z"/><path fill="#a31010" d="m40 44 2-2q2 0 5 4-1-7 6-6l-1 5q-2 1-2 4-3-2-5 1-5-1-5-6"/><path fill="#9baf8d" d="M41 39q0 2 2 2l-1 1-2 2q-2 0-2 3-4 0-5-2l2-3 3-2z"/><path fill="#cb261c" d="M59 50q-3 0-4 3l-2 1-1-2-3-1-3 3 2 1v2l-1 2-3-2-1 1q-6 3-11 9-1-6 5-8l4-5-2-2q-2-3-1-4v-1q0-3 2-3 0 5 5 6 2-3 5-1 0-3 2-4l1-5q-7-1-6 6-3-4-5-4l1-1h1q8-3 0-4-3-3-3 2l-3 1q-5-2-5-5-2-4 1-5 4 1 7 4l1-1q-6-10 5-9 1 4 5 1 3 0 3 5 6 1 11 7l-1 2h3q-2 3-1 8-6-3-8 3"/><path fill="#95b48c" d="M38 48q-1 1 1 4-6 0-7-4z"/><path fill="#5c6742" d="m52 52-4 3-2-1 3-3z"/><path fill="#86ad88" d="M59 50q4-1 7 3-5 3-8-1z"/><path fill="#838c64" d="m41 54-5 4q-2-1-2-3 2-3 6-2"/><path fill="#d8dabd" d="M47 60v12q-3-6 0-12"/><path fill="#cc4233" d="m52 52 1 2 2-1q0 3-3 3l4 18-1 2-3-4-2-13q0-2-2-2v-2z"/><path fill="#cb4133" d="m22 71 2 4-1 4q-2-5-1-8"/><path fill="#e66652" d="m43 58 1-1 3 2v1q-3 6 0 12l-1 2h-3q-1-9 2-15z"/><path fill="#97937d" d="M48 57q2 0 2 2l2 13v8l-2-3-1-12-2 11-2 4h-1l2-6 1-2V59z"/></svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a yellow bike lane markers painted on the road.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fadf74" d="M0 0h96v47q-4-2-4-5-3-1 0-3l-2-1 2-2-2-9-2 4q-1-3-2 0l2-11-5-9H73l-13 2q4 0 8 3 15-3 12 12h-4l-1 4q-1-3-3 0-3-1 0-3h-4l2 1-3 3-13 7h-5q-3 2 0 3-6 0-7 5-4-1-7 2-9 1-16 6l-8-8-2-14q2-4-1-7l3-1-7-2-1 1q0-3 2-3l-5-8z"/><path fill="#f9df79" d="M92 42 0 84V14l5 8q-2 0-2 3l1-1 7 2-3 1q3 3 1 7l2 14 8 8q7-5 16-6 3-3 7-2 1-5 7-5-3-1 0-3h5l13-7 3-3-2-1h4q-3 2 0 3 2-3 3 0l1-4h4q3-15-12-12-4-3-8-3 1-3 4 0l9-2h10l5 9-2 11q1-3 2 0l2-4 2 9-2 2 2 1q-3 2 0 3"/><path fill="#fbcf0c" d="M92 42q0 3 4 5v49H40q0-3-2-3h-7q-5-10-14-15 3-2 7 0h7q-10 0-3-5z"/><path fill="#b29652" d="m48 70 6 3 2-3v3h-7q-2-1-1-3"/><path fill="#f6e7bb" d="M89 65q2-3 5 0-6 2-9 6l-2-2z"/><path fill="#fdf4d9" d="M63 67q5 2 6 8z"/><path fill="#a3802d" d="M54 63h4q1 4-2 1-2 2-4 1z"/><path fill="#92752f" d="m88 61 1 4-5-1h4z"/><path fill="#f1d11c" d="M88 61v3h-4q-2-6 1-1 0-5 3-2"/><path fill="#c7a424" d="M70 59h2q-2 2-1 3 3-5 4 1-5 6-7-1-1-3 2-3"/><path fill="#b88e21" d="M88 61q-3-3-3 2-3-5-1 1-9-6 2-6z"/><path fill="#9b7723" d="M70 59q2-3 5-1v5q-1-6-4-1-1-1 1-3z"/><path fill="#8f712d" d="M76 55q3-3 8 0-3 0-5 3v-3z"/><path fill="#ae8b24" d="M28 73q-7 5 3 5h-7q-1-3 1-4z"/><path fill="#8e7042" d="M28 75q2 0 1 2z"/><path fill="#ebe3d3" d="M36 79h6q3 3 0 6h-8l-1-2q0-3 3-4"/><path fill="#f2bd2a" d="M36 81h5q-1 7-6 1z"/><path fill="#f9f3dd" d="M69 80q5-2 8 4 0 4-3 4H64l-2-2z"/><path fill="#fbd728" d="M71 82q4 0 4 5l-10-1z"/><path fill="#fdd729" d="M25 74q-2 1-1 4-4-2-7 0 9 5 14 15h7q2 0 2 3H0V84z"/></svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a the deep orange of sweet potatoes in the soil.
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a a sweater draped over the back of a chair.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefdfe" d="M0 0h96v96H65q-4-18 4-34l-5-5-5-13q-4-6-10-4-6-2-10 4-4 5-6 13-3-1-3 2l3 23-1 14H0z"/><path fill="#e6e7cb" d="m64 57 2 5q-3 7-3 16h-1q-2-3-5-2l-1-5q-3 2 0 4l-2 1H42l-1 2-1-2q0-2-2-2-3-3-1-6l1 1q3-9 2-16l-2 13-2-9v6q-4-3-3-6 2-8 6-13 4-6 10-4 6-2 10 4z"/><path fill="#4a342f" d="M45 41q3-1 7 1-6 3-7-1"/><path fill="#814d36" d="M33 57q-1 3 3 6v3l-3-1v4l-3-10q0-3 3-2"/><path fill="#f2eeea" d="M36 66q-1 4 1 10l-3 2-1-9v-4z"/><path fill="#a59b8d" d="M38 74q-2 0-1 2-2-6-1-10v-9l2 9 2-13q1 7-2 16l-1-1q-2 3 1 6"/><path fill="#614a3f" d="m58 55 3 15h-3z"/><path fill="#9e391d" d="m30 59 3 10 1 9-1 4z"/><path fill="#2f1a1e" d="M38 74q2 0 2 2h-3q-1-2 1-2"/><path fill="#9d8068" d="M62 78h-3l-5-2 2-1q-3-2 0-4l1 5q3-1 5 2"/><path fill="#904325" d="m64 57 5 5q-8 16-4 34h-2l-1-13-14 1-12-2q-2 6-2 14h-2l1-14 1-4 3-2h3l1 2h12l-13 2h-2q11 3 24 0h-6l7-2q0-9 3-16z"/><path fill="#bb6025" d="M40 80h22q-13 3-24 0z"/><path fill="#3c1f16" d="M53 78h10l-7 2H40z"/><path fill="#bb652f" d="m54 76 5 2H41l1-2z"/><path fill="#fbf9f7" d="M63 96H34q0-8 2-14l12 2 14-1z"/></svg>
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{
"bytes": "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",
"path": "9101784743bd705d27dd072991858b1ca4d41b333eed8ea3788954e9c93b1361.png"
}
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Generate code for a svg of a the linked logo is shown in black and white
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<svg width="100px" height="100px" viewBox="0 0 100 100" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>brand/linkedin-square-brand</title>
<desc>Created with Sketch.</desc>
<g id="brand/linkedin-square" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<path d="M85,84.9384 L70.5,84.9384 L70.5,62.2394 C70.5,56.8264 70.406,49.8644 62.962,49.8644 C55.412,49.8644 54.261,55.7644 54.261,61.8504 L54.261,84.9384 L39.761,84.9384 L39.761,38.2634 L53.676,38.2634 L53.676,44.6464 L53.874,44.6464 C55.811,40.9744 60.544,37.1074 67.599,37.1074 C82.289,37.1074 85,46.7714 85,59.3384 L85,84.9384 Z M23.407,31.8864 C18.759,31.8864 15,28.1184 15,23.4764 C15,18.8314 18.759,15.0614 23.407,15.0614 C28.044,15.0614 31.813,18.8314 31.813,23.4764 C31.813,28.1184 28.044,31.8864 23.407,31.8864 L23.407,31.8864 Z M16.151,84.9384 L30.662,84.9384 L30.662,38.2634 L16.151,38.2634 L16.151,84.9384 Z M94.48,0.0004 L5.52,0.0004 C2.471,0.0004 0,2.4714 0,5.5204 L0,94.4804 C0,97.5284 2.471,100.0004 5.52,100.0004 L94.48,100.0004 C97.528,100.0004 100,97.5284 100,94.4804 L100,5.5204 C100,2.4714 97.528,0.0004 94.48,0.0004 L94.48,0.0004 Z" id="Fill-1" fill="#000000"></path>
</g>
</svg>
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{
"bytes": 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"path": null
}
|
Generate code for a svg of a black and white silhouette of a car, viewed from the side.
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<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, 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="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="486.03px" height="486.03px" viewBox="0 0 486.03 486.03" style="enable-background:new 0 0 486.03 486.03;"
xml:space="preserve">
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c-12.976,5.276-21.155,14.162-23.816,22.662H7.333c-4.054,0-7.333,4.921-7.333,11C0,275.319,3.288,280.253,7.333,280.253z"/>
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{
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Generate code for a svg of a a dark brown leather suitcase sitting on the floor.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4edd8" d="M0 0h96v96H49v-5l6 1h10q-6-2-10-1l-9-3h-1v-8l25-3 1-3V43l-2-3-13-1q-3-1-3-4-6-2-11 1l-4 4q-2-6-2 1H25q-2 2-1 3v30q-5-1-8 2l-1-1-6-1-8 2H0z"/><path fill="#e3dcc9" d="M42 36h10l1 5-13-1z"/><path fill="#471c0c" d="m42 36-2 4 13 1 6 11 1 11 2 3 1-1 3-6-1-6-2-1q-8-5-7-11h12l1 2-1 15q0 8 2 15v4H28q-6-1-1-4l-3-29q-1-1 1-3h11q0-7 2-1z"/><path fill="#23110a" d="M42 36q5-3 11-1 0 3 3 4v2q-1 6 7 11v13l-1 1-2-3-1-11-6-11-1-5z"/><path fill="#77492c" d="m63 52 2 1 1 6-3 6z"/><path fill="#8e8273" d="m56 39 13 1 2 3v31l-1 3v-4l-2-32H56z"/><path fill="#7d4826" d="m69 43 1 30q-2-7-2-15z"/><path fill="#866a58" d="M15 75H5q3 2-1 2l-3-1 8-2z"/><path fill="#280b05" d="m28 77 41 1-24 2v8l-2-2-10-1 4-1q-7-1-9-7"/><path fill="#371208" d="m24 44 3 29q-5 3 1 4 2 6 9 7l-4 1 10 1-16 1 4 3 2-2 13 2 2 6H0V76h1l3 1q4 0 1-2h10l1 1q3-3 8-2z"/><path fill="#856d5b" d="m43 86 2 2h1v2l-19-3z"/><path fill="#baac97" d="m46 88 9 3v1l-6-1v5h-1l-2-6z"/><path fill="#574940" d="M55 92v-1q4-1 10 1z"/></svg>
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{
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",
"path": "3cf5dfe4dcd93a976de2097254303267cbd19f1fed149ec470e608a78a12e9cd.png"
}
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Generate code for a svg of a a black and white image of an eye with a dot in the center
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<svg xmlns="http://www.w3.org/2000/svg" width="16" height="17" viewBox="0 0 16 17"><path fill-rule="evenodd" d="M3.164 8.148c.316-.475.95-1.339 1.81-2.078.865-.744 1.9-1.312 3.026-1.312 1.127 0 2.16.568 3.026 1.312.86.74 1.494 1.603 1.81 2.078a.09.09 0 010 .105c-.316.475-.95 1.339-1.81 2.078-.865.744-1.9 1.312-3.026 1.312-1.127 0-2.16-.568-3.026-1.312-.86-.74-1.494-1.603-1.81-2.078a.09.09 0 010-.105zM8 3.61c-1.516 0-2.808.759-3.774 1.59-.971.835-1.673 1.794-2.018 2.313a1.238 1.238 0 000 1.375c.345.519 1.047 1.478 2.018 2.313.966.831 2.258 1.59 3.774 1.59s2.808-.759 3.774-1.59c.971-.835 1.673-1.794 2.018-2.313a1.238 1.238 0 000-1.375c-.345-.519-1.047-1.478-2.018-2.313C10.808 4.369 9.516 3.61 8 3.61zm0 6.12a1.53 1.53 0 100-3.06 1.53 1.53 0 000 3.06z"/></svg>
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{
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"path": "e0838b780500e031a580e5c9dcd3b2ec2b94ce5b990da68e2988dc075a5edab1.png"
}
|
Generate code for a svg of a the logo for the mobile app, mi
|
<svg
width="65.625511mm"
height="65.625511mm"
viewBox="0 0 65.625511 65.625511"
version="1.1"
id="svg903"
inkscape:version="1.1.2 (08b2f3d93c, 2022-04-05)"
sodipodi:docname="icon.svg"
inkscape:export-filename="/home/cristobal/minidev/ImTemplate/assets/icon.png"
inkscape:export-xdpi="49.54171"
inkscape:export-ydpi="49.54171"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns="http://www.w3.org/2000/svg"
xmlns:svg="http://www.w3.org/2000/svg">
<sodipodi:namedview
id="namedview905"
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1.0"
inkscape:pageshadow="2"
inkscape:pageopacity="0.0"
inkscape:pagecheckerboard="0"
inkscape:document-units="mm"
showgrid="false"
inkscape:zoom="1.3273709"
inkscape:cx="22.601068"
inkscape:cy="39.551869"
inkscape:window-width="1920"
inkscape:window-height="948"
inkscape:window-x="0"
inkscape:window-y="27"
inkscape:window-maximized="1"
inkscape:current-layer="layer1" />
<defs
id="defs900" />
<g
inkscape:label="Layer 1"
inkscape:groupmode="layer"
id="layer1"
transform="translate(-44.925495,-97.149658)">
<rect
style="fill:#ffffff;stroke:none;stroke-width:6.06011;stroke-linecap:round;stroke-linejoin:bevel;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1;paint-order:markers stroke fill"
id="rect39306"
width="75"
height="75"
x="40.238251"
y="92.462418"
ry="3.6303825" />
<rect
style="fill:#404040;fill-opacity:1;stroke-width:3.47958;stroke-linecap:round;stroke-linejoin:round"
id="rect45551"
width="65.625511"
height="65.625511"
x="44.925495"
y="97.149658"
ry="5.7931366" />
<g
id="g55929"
transform="matrix(0.91476208,0,0,0.91476208,4.7643864,11.146214)">
<g
id="g3959"
transform="matrix(1.2726449,0,0,1.2726449,-1.4574082,-33.988568)"
style="stroke:#ff9700;stroke-width:7.85765;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1">
<path
style="fill:none;fill-opacity:1;stroke:#ff9700;stroke-width:7.85765;stroke-linecap:butt;stroke-linejoin:bevel;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
d="M 58.224437,143.20123 58.224785,121.44982 68.714474,132.21202 79.204164,121.44982 V 143.20123"
id="path1262"
sodipodi:nodetypes="ccccc" />
</g>
<path
style="fill:none;stroke:#ff9700;stroke-width:10;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
d="M 60.205834,111.51926 V 148.25581"
id="path54315"
sodipodi:nodetypes="cc" />
</g>
</g>
</svg>
|
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{
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DXzt1N3tNkAAAsJsAxL34Twf/xg9LqlXb5l2EE1rNFgkAAG+Mm3qgXIzlfwn6zR8rzh3tC1gwTwIAwIYvfXvCEvxl5J/GxX7w286mlSmAnvezsmQUgPcI/nBZs2nlc0kCAMCKKV+eKMEfzicA21ampL4jAQBgw7gPT5LgDx80tneoAACAuV/Vpmq+Xib4w2k7dWu7UXpeBEgCAMDP+K+DP1v94LqWvQS1TAIAwKiwC6DTpMNfa3mTNwvO267VrTzupy++IQEAYJzZBYANw01Qthqq+WaNdwlesDT/XzLxICQAAKwyXaZvSG9/5v3hCUs9AMomHoQEAMB+88Yf0VDAlpP9KP3DqwTAziLA70w8CAkAgN+YeHS1avoxWzUzZdDmm1XeIHgjOqrZ1SSdBACAdSamAYLR/9oWFxMejf7tfF4/ffFNiQQAgB/qvXdCay6scx3hWQJgpfxvbIqOBACA/QpAryP3rQZz//COpSkAEgAAVpWMJgA9TgEw+od3SW+zaWsL4DMSAAB+/SD2MIJn9A/fbNlbAGgsOScBAHAQ41sBW6vdTQNI9aC11eAdgVcslf/LJjoAkgAAeJ9lVyoArcUa7wY8TACsVK1KJh+MBABAPBUAGcV3MZKn/A/fyPy/pR0Az0w+GAkAgIOUbTxos8NgTvkfPqqvWqtaPSEBAGDVxKOr8zYet9Xhan4a/8BHlk4AnP/0xTdGu3SSAAA49AfHeAIg+/k72BLY7cJBINEEwM4CwJLpByQBABBbAtBxFaC2zbsAr8jcv6X9/w9JAADE5ZmNB20u1493OqD+3zD/D/9G/1YWrVY/ffGN8YScBABArBUACezNXzaOrhTUdngH4J3NZStdK5/YeFASAAAHChcCVm08dmvxGAkACwDhGYvb/74lAQAQt5KVH0pZDLh0xFapOhUA+MXS9j8p/1MBABC7b209cPPN6pFJAuCTrTUrCcATW8+3j7csnSqX7xe3N+rF6k8Lu//u3L/9Ue7mJx5drXKFkGQFIArwzbdrKv/ByCG/piQA8IeU/+t2EgBrSXiOt80fr//Hzan66sZ4ob9vWraZ5PsKnzd3GuP5Qn681VJT8gHs+AOQz8sHN/iR149X1Y/3nWrP+84Pjp6snv+/t+e58plPJl/pu6KVBy/kVd9n54L7/Xaev+Hiwxuy+G/17ZLph5Xy/wQVgOz96E7rO7l93tjaKerAPyX/fvDUWZXP//pjeVDHqZ3NLdUMk4GjGlKESYP8HaWDv9xdiv5/+m+qlxduBFUDnRyUw+RAkgXjHangNClBXrPyyLIj4O8rKn9+nNE/vOZb+Z8KgDvBfjwMwl+G91Om/4YkApIUNMImFXLrsVtVWZKBwkDfdzpBKdnYowpnPp/yeXxu828UdAKQOz20mxQ0fljqqGMgkCQZSL374WcbD31R/7aWSADS+aMqo+0/2wj4xyVbVqRiIPfSwKLbLSy5Qr7aajQlW302fHas9Pv/87/KvMup+rzamwaIPkND/ToTyLX3/zeaXHR4w1L5v6yD/0c2nzdTAPEH/Sth4C+68Jz6BvuD295MdmujHlQHOkkIdPCXKsaM3NbfLcvUgVQEpHXlE/0hJhnwn71pgOgzxIgfnrJU/n9o+3lTAbAf9IthYLziStDvRDRVIB/wHla4kgykI3l9zpUA9iWu9sr/H9n+vSQBsPeDeWnPaD81H3RpdNFLMpAv5Oebjea9MBlgIaFfn2nr0wCAbyyV/2Vd1UXbz50pALM/kFEZ/Os0/lDKlsETY8PBLUoGNlfWO1pMqIO/jCQf6NudlxduSFn5HgsIvSGJ2x0uA/CrWmXVxsM+jOO5UwEwF/ivhYF/PGuvX6YJapW1IBPupheBam8tfKgTgTk+Tc5/zitcCeDX376lH433q7C6958EgMBvjSQBkhF3uZugrG+3SQSc/sxL9WaGKwEotbG4omTRs2F39W/gdRIAAr+3ZFpgfXG5q14D4ZbCe+EXgXUCbn32p/XdU64EoILRv1QBDPsorsXSJACd/wDK6OcOgd9+IqDaLYmvUxFw7jvAYkDw26Z/0/aetWJILIv/IpwG2MHIR99kG9QDgv/x9Z8cVON/nAxu8s8dkuv84OWFG6/0bYar6YzbXAJknSyAtuBhnK+BCsDRgV+C0E1luQkKFYHjZceqvUagxJVM/HtRIRFGVsli58W/vul20fNhrHf+owLQ2Y+c7OF/RfA3XxEY/eC0KvR3vAt1Wt+evrxwQ6oCBJ9k3eMSIKtkC7Th4B/76J8E4D2jfn17rP/xMaMcO6SXwETxd2r47Fg3//mMJGY6CSAxS85d1V6jAWSOpb3/d+N+HUwB/HPwl1GmzPMXuRrxkC2DawuVXqYFrtNMKJHvyi3Vnh4DMvV7VSm/Nf2wc/o3bJYKQPI/aE8J/vGSw4hkWmBksqtiiyRsz19euHGLK0kVAPB09J/IwloqAGp3od/jMJgg4ex69c1it42EpAowSzWAKgBgg6XFf7Fu/aMC8NsfMOlN/4rg7041YKL4gRqaGO3mP5f38ilrA6gCADZYWvyX2LbaTFcAwqY+D/hYu0naCq8tVLv9wj0JqwEEJ6oAgJnPevltt9XJw8zr36gvkno9ma0A6B+tOwR/t8lOgfF/mexmu6AItnC+vHBjiisZSxWgzGVAmskiZcPBXyS6nTZzFYBwvl+C/wwfaT9IBaD6t4VevnyyS+AuV9Lq92qGhBpptvp2KahKGhR7459MVwDC4P+U4O+XXD4frAuQikCX7tA8yK6JR1fnVHtLJpA6cuCP4eAvEm+pnZkEYE/wpyTsKeke2EMSIEnfU5IAq65zCZBG9ZUN0w9ZduGQs0wkADr4Fwn+JAHh+8+6AHtVgHnFQUFIoY0l43v/nfiepH4NQLjNT4J/akd+uYGCUnIr5FXuZP8RqeyOam01lGq0VKu27e1r7nE+TnYGyA6BJ/y0WfnOPSfZRlrI74z83hgkvz8fubBDqS/Nb1zqgr8E+JGBIMjnhvqCoJ8b6u/pIYMkoKaTgtW6aq1ttZMDTyoB0ZezC0Hjp5cXbsy6UIZLIWlp+pzLgDSw0Pnvnivbk1NbAQjn/F95HfyjgD860L7vMdgfi04AmsubqrWw7kUyYGBlLkmAne/fLUVvAHhOtv5Vf1pI5eg/tQmA1wv+dNDPjw2q3PgJlRs7kehTkYpAUxIBnRCkPAm4rb+Qt/i5M/49lO/gNFcCvlr5+Z2qr9VMPqRTvzWpWwToa/CXYF/4eEL1Xfidyp8fTzz4B89pZKD9nD6bDP7ZVXKIkLQQ7sFN2SbIz51xXynaBMNTsvXPcPCX74JT/UhSlQB4F/xltH9uOAiwEmhdCPoHGiiowidngluw4NC15CmfDzoGyn0PZkgCzJp4dLUaJgGAdzYWV0w/5D3XWpOnrQJwx4vgL4H/w1Ed+M+p/B9OtVfw+1ClkIrAn86q/OmhNCcBHCRkNgkoKbYGwjPSfVQO/jGo7OI0Y2oSgLC3/4zrz3M38H8wEiQC3pHk5fy4Kpx3b22lTAPIdECvSaROAmYUTCYB8sPHlkt4o1ZZM33qn5NJcCoSgLAPudMjNxk9S6nf28C///WcHgqmBFx7LdIkqIdGQZEHJAHGydbAeS4DfGC48U/Z1Z1G3keicK+/u3O3OkDK/H4QLD0p9XeS1BQ+Oe1cEiBVgC5PENyfBEzzU2isChCtB2BRIJwmO4qyMPoPfsM9D/5O7/UPVvafH0vFiP99ZJtg48eKU89JTg6Us7t7JMHqos7eGbmaTdhT3ZkTflv68U2wA8Dg6P8jV1+r75HJ2R8SWdwnI/+0B/8o0QkWMzpE1gMMnx3r9WGijoEEK3OVAEmmODQIzo7+DQZ/Mevy6/U2OoWL/txb8S8lf1kpf244U18ceb2ubWM8eeZUr/0BRFGSAH4ajSYBc67/MCKbDLf9LenRf4kEwHzwv6QcXPQnrXplhX8sLXsd5OJ0x8jkhImHmX554cYdfh6NJwFsD4QzpO2vTB0a5Pzn27sEIDza17lFf8F8v4ML4uLNAPLtJMAh/ScH1dDEqImHuqaTgEv8TBpNAm7puzmuBFywvrhs8uGeuD7697UCIMHfqTlZaYyTlfn+4yRCrrUNHj57qtcGQbufPZ0EFPmpNJoEzJIEwIXRv9wM8mKdi1cRKzxhbNq14J8/zxqx31yTD0edej4S/CUJMCBYFMg7TBIARv/vcVeP/sskAGaDvyz4c+p4UYL/IQF3ZMC5KoBMAxjoDSCmXl64cYt3mSQAjP4PIFuHvVnb4lMFwKl5f4K/X1UAMTxp7P26SZMgkgCkw+bKusmHu+3agT/eJwBh6d+ZLX+yyt+1fe9OVgEc63w4ODIULAo0lZDSH4AkAH6TPf+y998Qafpz16fX73wC4FrpPxccjXuaBX/HuVZnTrpXBThjbJdCUTk2JUUSAHTG8JG/3jW48iGKubP/Wk7CY7V/R1UA10gFwGAVQLYGTvFOW0sC6BMAX0b/0vTHuxMvnY5kevQvzX6mnYn/58cy2+QnLQmAOHHKaJfGB7zT1pKAW4qOgfBj9O/l59TZBCA86MeZEquLrW69SAIcPAFRjgs2tCNAyK6Aa7zT1pKAOZIAOD7692bbn08VACn9O7HIikV/PXD0CGQ5J8CgmywItJ4EXFQcJQz3Rv9ebfvzIgHQo/9pfTfjxJOReX/H2tuid4OjQ6a6A6owUWVBoN0koEQSAAdH/9d92vbnSwXAmYV/+Q9HmPfvxVbDyaclwV+SAIOu0SbYehIgRwnL2erzXA04MPqf18F/zudr4VwCoEf/MvJ3YmW1LGLL2rG+prUcTQCEoUOC9qIKYD8JqIaVgCdcDSQ9+vf9euQcC/5SSn2u2nusE1f401lG/70E/9q2avzlndPPsVJ+a/oI0C/0qIARajy/F1IpZAEmjm317ZKpBGBOf8+9X5zqWgXgmivBX1rZEvx7TADWtpx/jhaqAHd452OrBsgIjB0COBbp928o+FfTMPp3KgEIR/9fO/FkZOHfuZN8Y3pNABZrzj9Hw+sAxDRrAWJNAub03ReKxYE4gsET/277vPDP1QqAjP6d2EpVkC1/dPvrefQvUwCuCxYDjhhPAlgLEG8SwOJAHDn6N3Ti37xv/f6dTwD06L/oyo+mNK7JnR7iG9Oj5ptVb57rgPkEYIYqQOxJQFXfpBIwx9WAxdF/qqacXBnmutPxj4Y/Zkb/Hsz/RyxMA1AFSC4RmFWsC4Cd0f/dtC3wTTwBCEf/M06M/uUIW9r99qbRVM3Xfk2PWZoGuER3wMSSAKkCSDWgzNWAodG/fJZSdziVCxUAd0b/k+z571Xz7ytO7/0/jMETAiMS/C/xiUgsCZgPkwD6BWRYfa1mavR/PS0L/5xJAMKV/078SAZz/4z+ewv+v6yr5lLNy+duYR2AU8ltRpMAWRfwlUrJli10MfpfMBKzn/h41K8PFQBnVv7Lvn90r6UDv4z+fSWnAxo8ITBSfHnhxhSfjsQTgbuKKYHMkT3/0vmvR6nZ8+9UAuDSvn9W/vc+8m+89r86ZqkK8DWfECeSAKYEMsZQz//bvh7163oFYMaV0X/uDE1/ug7+OvD7PPLfy8I6AME6AHeSgGhKYFbROCj1wd/A6D9Ve/5dSwCcGRnlGf13LOrz7+uc/4EVADsJwPjLCzdm+MQ4lQjMqfaBQjQOSuNvU7OpNpaM9CFJ/XbSRBKA8MS/ohOjf1n4N1DgW3Ncss3v7VoQ/H3o9NfRZyGfV32DVs5/+DMfHOeSgPmwcdBtrka61CprQRLQo9tZONQrqQrAFWcuwBlG/50E/p3vf/Gqy1+n+k9a2QlCTwB3E4FbYTWgzNVIwc/U9o6J0X9ZB/9bWbhesScAevQvq6KnnXj1hTxb/47QWt4M5vl3A3+jmerXa6kCoJz5zOOgJKCk2gsE73I1/CZz/wZG/5npJNmXwN90Z+5/bJBvjNhqtJv36ODequ0otdMMyvs+tfM1VwGw9pmQaQBWoLubBATbvfQA5Zm+f6AcWaCMzkb/Bo77lXa/paxcs1zMo3/5UlVcefGFP51VuaH+1L65wRx9o/VrYBf1nd1OfVkM8Mfx7oefTYwi9qvqH5YJrq77wt8pSQLYweGR6k8LvXb9K+vbF2ns+OdKAiCNf+448cIHCqrw2WQqRu5RoG+t1gnsbvyQHOaLLCwsSlEicIlqgB/k+yrf2x5dzNLoX8S9BsCZ8r8c/ONdsA+77TV+WFQ7z9+one8Xgn+Wfyfz876dwueqvkFrnw1GlB6ZeHRVpmw+UkzdOG9toefC8t2sBf/gty7GbHpaObL1L0gAxh1f/Cdlewno1c32vYcH7PibAFibFvqSq+tdEiDl4K/CasAdl37D0Cbz/jv1nrYkl1VGt4PGWQG44tILd3L1vwR9Pcpv/FhROy/+EdxLox2Cf7wsnAkQmebqel0NYKeAY4KmP723/J3N0rz/b+JgTKN/mUN7pVxp/auDf+Fjd9ZjBSvuF9ZVc7me+m12vvjlP3+y9dAXs1hqTJOwmvmAakDyJPivv1vu5SGk9J/Z0yLjqgBcUg4tpMmNujH/L6V9mcPfbalL8KcKAB+qASV9k7UBdBFMevTfW9Ofctbfw7gSALfK/wkvAAwCf7iAj0V7jn4x+q21h/6cq5uaROCWai8SLHE14re2UO11u25mS/+xJQCVy/eLTo16pPtfQnv/d0f8EviZ13eaxZ0AU1zdVCUBZX2TVsKcMBgjWfTXY9Ofu0zFxVMBcGrrU24ogeaH0kf/dZURv09fjIK1r0aRcwFSmQjMhdUAFgnGMvrvaduf9OJg+iamBMCt8v9ovO1/pZd+0Ec/RcfmZkFh0GqViCpAOpOAqr7JgjKOGraovlbrtVFX5kv/sSQAYfnfqR+72CoAetQv2/jkxuI+D78YeatfjWmucKoTgVJ41LAkAwQaw9YXerqkt+nGGV8FwLnOZ3HM/0ejfrmHp18Me4sAxXmucCYSAZkOYFrAINn2J4f+dGk+K8f8upIAOFX+lwWAasDqD3u7VS+jfu9Z3AYoilzhzCQB0bSAVARKXJEeBla9bfsLOjpyFWNKADJX/t9qtPfz/7LOpwpHYQ1A9hKB+T27Bcpckc71uO1PSv9c9xgrAJkp/8vK/h0d/INT+ZAa/SetLRhlF0B2E4G5sBpwW7E+4Nh63PZX0sGfaZiYE4Arzr3aPvMvN+jd/8MiJX905OWFG9NchcwmAdWwiZAkAnNckeOM/rve9kfpP+4EIOz971yZ03QHwGBv/2uSeABdJQLSREimBGRqoMQVOZiM/HvY9seWvwQqAG6ee14wd/aRBH/29qebxW6ASrEOAL8mAiXWBxysx9P+pNvfE65i/AmAk+eeG1kDIPv7o8N7kO4vR8HqJhnWAWB/IjC355AhRq1arbLW7bY/uv1RATBMgv8PSyz2A2AzEbil6B8QBP4ejvql9J9EAlC5fH/KxdFNz/P/BH+Y9SWXAO9JAqL+AZIIzGXxGvTQ8e863f6SqwBMM/IHACOJQLRQMFONhGTRn/T878ITtvwlmwCka2RD8M+s/qFBLgJcSQSiRkKZ2DGw+napm/9MSgazfFqoAPyTrhYAEvwBuJUIRDsGZG97OY2vsYd+/18x759gAuDq/H+giyZA0tOf4A9LilwC9JAIPAl3DKRq66AE/i77/Uur3xKfjGQrAKnZ2yz7/KXFL0ACAIcTgbk0JQLr3fX755Q/RxKAVMz/y4l+7PMH4FMioDw/Y6DLhX+0+u2B6ePxvK8ASG9/TvQDzNvXIvxY7cJlMdghh8CUogDAlq/dJECC4S19nWUV/DV9+1p51HCqy4V/s5zy172c4S94y9UXmj83rPJ/OPX+4F/bDrr8AdGIpPrTgrXH1z9cubRdM/0bML0nuH++55/He30vtmt1tbWxeVhfeAl+kghIMHgdJgjzWV4UFiZcXiQCsvCvi6Y/0ur3Or9UDiQA4Rf/qbMvdKCgCp9NHv4/2GoER/pyqh9IADr6zk+Hgb6oYqoAyhzxln5vttZqqr5aO2rOuBwmA89U+1jYzI0WXU8EZOHf0o9vOv3PJLn7gl8pdxKAGX33wOUXmz89pPLnD/j8s90PJADHCSIS7L8M752Z7pMpgiAZON78sSQAckDMs6wdFONqIiDfsQ5P+5OqzheU/t1KAO6EHy63X/DIgMpPDqvc2Ikg8LeW66r5ZlW1thp8GkACcPAI/8/Kg/U9MpKsr2wE28iOuZK8GlYHvtXvxRyJQPwkaVv5ueNp16845c+9BOCpSmMbYJAA2FHWP2IfORgcLoUB/5Ly+MRCqQp02FCmGlYGHmZlP3mYCMyEiUAx7r8vSdriX990uu2PeX9HE4CK4ohTkAAcl8xHX3Qo6F9RKTzFUxKBWmVV7dQ7mt4rSyIQBptMLCIMp3BvxpkIrC1Ug/emA8z7O5wAtLicSJMuVyZ7kQCE5f0rvo/0O0nm1hYqnSYCYk7f7mVlq2FciYC8D5Xy207+E0nEPqLVr4MJgOs7AAASgOB7WgwDfiIlX1cqAl32mi+FiUAm5p7DqpB8TqatPL4O/h0mYxdp9WueqUZAlP4Bd3/Mo9H+TNavxYmx4eAmicBaZ21n5RpOv7xwo6zafefn0nyd5KwBffck/OzcNJkIdDElQ59/S0y1Ap7iUgIdeRZD4J/Rt1eqXZ2b4ZL/NhE4868fquGzYyqX7+hnsKhvD3Qi8ErfUn9N95w+KAtWe056pPKy/m6lk//kCX3+3a8AnOdSAk6M9r3p/pY0Cfwnz5xSg6dOBofQdNiHPkoErmRhhKqTgLK+m9Wfr9vhZ2umm89Xh4f9BH+TT6r7CUCRS4m02dn05zRIAn/3Cv196tTvz3a7UHBatacGJAFIfV/6MBG4HiYC8nm7ctzf//rxmzWJ4JAfFv1ZToIN/fi8IglA2nTRoawTRhY1hYFfmnBlYjV/HGSOWsrUXRxLK+6GFYHMBK5w54AknodOBXex5382S82ZkmJqDQDBH4h5xK9vt/Q/SvI9Q/A3Z2hiVE0Uf6f6Tw5285/LqDgT6wP2VAXm9E3258tagQN3SXS44PIuwd+vCgA9AJC+INv5VqVj67YNMKX+eEnJevXNUrfVgJLK4HG14XZT2TkQVKU6bKhFsx+fKgDhNhEgdWwF/x6+azKqfB7+uBL8YzA4MhTsFuiyGjAdVgNuZemayToBfZPFe7Jz4PrqP5aOmwBVwyoCfKkA0AQIafXLf/5k66E7agIUfsdknp/ttgmStQFSyu7SfFgNmM/itdNJ0KV8If91s9Gcfl/wz+r18bYCoJj/Rwp10SmuE8eKIuE8/4MwwSb4J6y9NuCDYNdAF+T9e64D4bUsXjvpoPjfnv/vqJ/A3QO+A9cJ/iQAgBOa21aPh/7uGME/WEymaODjlL7B/mCBoEwNdOmOTgKe6lsmp3BkPYSc5nfu3/4oiYBME0jQZ9FfUp9nLgEQu/n3BH4ZKUq5f5rL5CZpICR9A3o4K0LeW1kbMJvVc+0nHl2VCsCcMtBdEMlWAMa4jEib7Vrd5sOXDwn+t1R7kR/B3wPSRVASgQ5bCUekAvBYJwF3uJJILJnt9QH0j9ZTfrCQNjZPAty/BTAc9ctcP/P8HpLdItW/LXS7VVCUFF3v4GkFAEjfj7q9NsClQ0b9BH9PyboA2Soo912SAZQsEOQzABIAIGnN7kdzR5kPA38xrJ7d5Gq35QYKKjcyENxUwa+fJpkGGP+XyV6SgKK+Pc1SB0E4kLxyCYCDKgB2mgAVBvpe68AvHdKk5J+5leBBgB8dDIK9koA/1Hd0sN9qqJbc1rZUa2M7uFeNpnuvLUwCpHNghycLRuTzICcMFjkCF7F8Znt9AP1jVlF0JUPK2GoCNPaHc08Ghk9cytSofuyEyo2faI/sDWnVdCKwWFOt5c0gOXDN6tsltbm83stDzOkkgKNw4XwCwDkASNfov74dnANgmjSSGZnMQK6sR/T500Mqd0bfhvqt/7nWUk01FzfalYF0JQGyRXCWxYGwhTUAwP6AYri8HO0bT3vwl9F+4fy46vvsnMr/4VQswT/4uzrZKHxyJvjbLq0dGP3gdC8Ng4RUijLbNAgkAEDsTPYAkENkZIV4j4HAi8Bf+GwyCMZJBWH525J8yJSDM0nAh6d7WRgopkgCQAIAxMTUOQDDZ8fU+B8nu20U41/gd4FOPgofTwQVCCeuUe+7A0gCQAIA+JIABD/6OvBLpzgCf0I/bOeG21MCDiUBPSaCJAEgAQBs62ULYI/nx7tNFvfpkbXLgf83gVc/x/yHoyQBAAkAcDRp59ptS1dZ5NdDb3i3fyh0IA0W9+mRtVfP+4MRo9sPeyHTAAYWgpIEgAQAcGX0L+fDyznxss0vbSR49ukRvwRS37rz7b4/Du0OODE2HKwNMZEE8G0FCQBgUKc7AKTkL+fD97jIy73AL/P8H08E2+ukY5/X9PPPT7pTuZC1IQamiKZeXrjxgG8sEksAKpfvU4ZCJkmZX/Z5p7HkHyyg+9NZp7bT9f6aTjr1fMbMfG5mSAJABQAwpHCMkbyM9mVBl5RzU5XUDPUHgT/YQldI2U9D2J3QpQRSkgADZjhACIkkABOPrtKiEqkiJf33lfMl6BvY1+3eD8GHo+1R/1B/at9bOY/AJTINYGjdiBwgNM23F1QAgB5JgN8/Rxu185Wyf5pK/rujflnkl3IuTmnIrgBDyeRjOUWQby86+k70+gAcBoS0koZAze3G7mgtddn/uWFnOubF9p7+sOjcoUHbG3VV/WnBxEPN69tFDg8CFQCgR7K9TwJ/6oK/tMv95Ezmgn8w4nFwR4PBqQDZHniHby5IAAD8cwAM9vWfc6Y5TuwG+5x8WsNnT5maWmJRIEgAAOz7sstCP9nXX+Br71xipoO/weOi77AeACQAAH4t+WdgoZ/PZIeJoekmySQec0VBAgBkPvifzm7J3zPDZ8ZMPZR0CrzFFQUJAJDV+H9+LNV7+ztW33H66RledHpTJwFTvOkgAQAyRkb9aWrna0Jrq+H8c5ReEwbRKhhWE4AylxFw8Mt95iQXYX8C4FgPgIPI9lODbaaZCgAJAJDFCgD2BP/lTW+e64lTRs+Z+JpdAbCVAABwke/H+JpOAKr+JACG1wLIrgAaBIEEAEAGNZqquVz36ikb6g4YucSBQSABALIy4q1tcxFCzV82giTAJ3IypawHMIgqAIwnAGUuI+BgAuDBgrfYRv8L614+9aEJo82bpmgTDNMJwGsuI+BgAuBp0DM++n+z5t3oP2JwN0DkJp8ImEwAALiYAGw1VPOXbCcBUgXx+RrIGQEyFWBQ8eWFG9f4doAEAEj76PfvK9ldC6BH/Y0fK96/jAGzCUBQBdBJwDjfDphIAOa5jIDDcfCHJdVaqmUv+OvX7Wvpfy+ZBjB0VHBEgv8lvhkw8amqchkBx4Ph66oOiIvZqAaEwT9Nr3XAXE+A3SoAXwwwBQBkhMyHN/7yTjV1MpDaHQIpDP5BAmB+GqDIjgCwDRDImOZSLagGBBWBFE0NSFKz8/0vqaxyDI4O2XjYr/k2ZFvOxINULt9vcSkBTxXyKj82qHKTw34eHSz7/N+spX7HQ6X8Vu3UjSc3Fz998U2JL0E29XEJgIyTACqVAH3LDRSCI4Rzox4cJSzP+5eNdpOfFCz2O7oKcFInAMumH/aKvpEAUAHoqQLwSt8VuZxAyn4gomRgqN+N0wV1oJdSvxzs08zYzobtjbqq/rRg46EnPn3xDYu5qQB0rUwCAKSPHKG79xhdSQKCZOBkf3DaoNWkQIJ9bac9p7+x3Q78W43s/lifsDY9I1sC5/i0kwAAwOEJgQTh/TsICnmdFLR/SnKj4Xa1Qu7Y6wmCAN9oLyNqrdZ3/w5+S3oB9A3221gH8DUJAAlAL6QZ0DSXE8igsCxP4I6jCjBgIwGQQ4KKn774pswVzhZTfQCWuZQAYDkBGLQ6DQASgK6wgAQArCcA1tZcXOHqkgB0i/MAAMB2AmBvIWAwDcAVJgEAADjI8KFA+zENQALQuYlHV0tcSgCwr9/8wUCRL7m6JAAAgOyhAkAC0DXWAQCAZRYXAqqXF25Mc4VJALrBTgAAsP2jXbBauCUBIAGgAgAAGcQ6ABKArtAMCAAsKwxaPbJ5iitMAkAFAABc/NG2uxVw/OWFGyQBJAAdYw0AAPiPBIAEgAoAAGRQkUtAAtCRiUdXqQAAgP9YCEgC0JUSlxQAqAAgewkAVQAAIAFABhOA77ikAOA3dgKQAHSjzCUFAO+NcwlIAEgAAMAhO/WtOP5MkStNAtAptgICgEWtZosEAO4lAGwFBAAgmxUAUeKyAoAdje2dOP7M51xpEoBulLmsAOB1AsAiQBKArrzmsgKAHa1Gk4sAZxOAEpcVAOzYqW9zEeBsAsBCQACwIKbyP0gAujPx6CpbAQHAguZ2g4sApysAgiQAAAzbrtW5CHA+AShzaQHALKYA4EMCwKFAAGDYzuYWFwHOJwAlLi0AGE4A2AEADxKAMpcWAMzZ3mD+Hx4kABOPrpIAAIDR0T/lf/hRARAlLi8AeFkBYBBHAtATtgICgCFb8SYAtHQnAeADBABJk8V/rSZnAIAKAABkyvbGZtx/ssxVJwHo2sSjqyUuLwCYSABi3wFAAkACQBUAAJIkpf/6Wi3uP8uhbiQAZJEAkKStBPb/f/riGwZvJAA9oyUwAPSSAMQ/+mfgRgJgRIlLDADdq6+SAMDPBIAyEgB0G/z16D+B7X/8bpMA9G7i0dUq2SQAdCeB8r9g6pYEgGwSAJIiI//N5fUk/jSDNhIAskkASEoCc/+BT198U+LqkwCYwocJADq0uZLI6J+KLQkAHygASEpjeyeJ7n8M2EgAzAoXApIEAMAx1SprSf1ppmxJAKgCAEASElz8RwWABICsEgCSIov/Ejr6t/zpi2/KvAMkAGSVAJCAjcUVRv9ITwIw8egqUwAAcARZ+CcLABPyLe8ACQDZJQAkYH1xOck/z280CYA1VAEA4D2j/4S2/gXB/9MX31R5F0gAbHnG5QYAJ0f/lP9JAKgAAEDcdurbSY7+xRPeBRIAayYeXS0rDpkAgH+ytlBJ8s/Ps/2PBIAqAADELOG5f/GQd4EEIA6sAwCAPRKe+xeU/0kAYlHikgOAM6N/yv8kAPGgIRAAODX6v8e7QAJAFQAAYiQH/iQ8+heU/0kAYsU6AACZJof9JNjzPzJH8x8SACoAABCjWmUtyZ7/EVb/Z1wuiT9auXy/xaUHkEUS+CvlfyR15G9EFv99wbtBBSCRDx+XHkAWrS9Ukw7+gsV/SCwBKHHpAWRNfa0W3BJW1aP/Od4NJJUAsBAQQKbIqF9G/w5g9A8qAAAQl/V3Ky4s/BN3eTeQWAIw8eiqpMGsAwCQCXLaX62y6sJTYesfEq8AUAUAkBmrbxZdeSq3eTfgQgLAOgAAqScNf6QC4Mjov8w7AioAAGCZBP71d8uuPB1G/3AjAWAdAIA0k1X/DpX+Gf3DqQoAVQAAqSWr/h0p/TP6h5MJAOsAAKSOnPLnyKp/cZfRP6gAAIBlUvpf/vmdK0+nyugfTiYArAMAkDarb5Zc6PUfuce+f7haARDf8jYASAMp+zvQ6z9S1sH/Fu8KXE4ASrwNAHwnC/7WFpwabF/nXcH75Fx4EpXL91u8FQB8JSX/SvkfrvT6DwZWevR/kXcGrlcAqAIA8JrM+zsU/Bn9w6sEgHUAALwkrX4dmvcXsu2PxdWgAgAAtkjgd6jVrygrtv3BpwRg4tFVyVbZqgLAG7LoT0r/jrnOtj/4VgGgCgDAG1Gff4f2+4snOvg/4d2BjwkA6wAAeEFG/g71+Rcy6p/lnQEVAACwRPb6O7boT8xS+oe3CcDEo6tl1V7AAgBO2lxed+mQnwilf3hfAQg+yLwlAFwkJ/ytvnVu0R+lf6QmAeB4YADOkfl+h07424vSP7qWc+0J0RYYgEtkpf/iX9+4tuJfSMMfOv4hNRUAwTQAAGeCf/VvCy4Gf+mdQsMfpC4BYBoAgBMk+Du23S9C6R+pTABKvC0AkiYL/hwN/tfp9Q8Tci4+qcrl+6/0XZG3B0BSwV+2/DlItvx9xTuEtFYAqAIASIw0+nE0+Muony1/SH0CQFtgALFztNGPCPb7M+8PKgAAYCH4O9joJ8K8P7KRAEw8uipZLtsBARD82/v953iXkJUKgGA7IICsB/8SzX6QxQSACgCALAf/sr6x4h/ZSwA4HRBAhoO/TIN+xaI/ZLUCQBUAgBUbiysuB38xy6I/ZD0BYDsgAKMk8K+/W3Y9+DP4gXU5159g5fL9ir4b560CYCL4O9rkJzKngz/NfkAFIEQmDKAncppfpfyW4A94lgCwHRBA1+RAH4dP9YvIfD/b/UACQAUAQMaC/0VW/IMEYJ+wK2CJtwpAJ6TcL2V/Kf87jO1+IAE4ArsBABybnOjn+Da/KPjLyL/MOwYSgMMxDQDgSDLar/604OqJfgcFf/b6IzE5X55o5fL95/puircMwEGi+X7HS/4Ef1AB6EKJtwvAQWTE78F8f4SjfUEC0KGHvF0A9pKAv/Lzu2DO3xOzHO0LV+R8erKVy/df6bsibxsAKflL8G9s7xD8gZRXAESJtwxAVPIn+APZSQDYDghkmAR8WeXvUclfnugXBH+4KOfbE+ZwICCb6ms1tfpmyZeFflHwZ7U/qAAYRE8AIEOihX5yI/gD2U4AmAYAMjTqX/zrm+DeIxL0PyL4w3V9Hj7nEm8bkP5Rv5T7PQv80e8Tvf3hhZyPT7py+f5jfXeJtw9I56jfs7n+yJwO/LO8g/BF3tPnzTQAkMJRv4dz/ZFZgj9IAOLBQkAgRWRfv4dz/YJtfiABiNPEo6tVkgDAf8EBPuG+fg9H/Sz2g9f6PH7uMg3AOgDAQxLs19+t+HBs72Hu6sB/nXcSVACSQQUA8NDm8npQ7vc0+Ev1cZbgjzTI+fzk2Q0A+EPK/WsLFbW9Uff1JUipX7b4lXk3kQZ9nj//ZyQAgNtSUO4XlPyROnnPnz/TAIDDotX9Hgf/qKUvwR+pk/P9BVQu33+u76Z4KwF3yHa+9YWqT8f1HjbAmKWrH9KqLwWv4SEJAOAGmd9fX1z2eZ4/GvVL4KfCiFTLp+A18CUFEiYj/dW3S8Gefs+Dv/yefETwRxbk0vAimAYAkiEL/KSJj2zt8xyjfmROX0peB9MAQMyBv1ZZUxtLqz528Dto1M9cP0gAPP4C3+HtBAj8HSiHgb/EO4ssyqXlhdAUCCDwd+C2au/tZ9QPKgApwNkAAIH/KKVw1F/m3QUJQHrINMAD3lKAwH8ACfjXWeQH/CqXphfDNABA4N9HSvz3FOV+INUVAME0AEDgj8zp223K/UA2EgCmAYAOSAMfCfyyjz9Fgb8UBv4S7zBwuFzaXhDTAMDxAv/G4koaGvjsJSN9tvUBGa0ACKYBgENIm145mU8O60lZ4JcR/xzvMJDtBCBqCjTO2wu0yUh/c2Xd9z79+wUL/HTgv8U7DHQul8YXVbl8X9YBzPD2IstkTr++WgtK/Z4fy3tg4Fes7AeoABzgWxIAZFVKF/YR+AEqAMeuAlQU0wDIECnvS5k/ZQv7CPwAFYCOPaEKgCyQgC8L+3bq2wR+ACQA4Q8HCQBSKcVlflEOv79zBH7AnlyaX1zl8v1X+q7I24y0kO17dR30U7aNb2/gZzsfQAXACJkGuMbbDJ/JCL9d5l9L22r+SEnfHhL4ARIAkx6SAMBXKV7UtzdBv0fnPiAZubS/wMrl+8/13RRvNRjtO6EaBn4O6QGoAMRSBSABAKP9ZEmwZ2EfQAIQq6g1MOAUGeHXVzaCoJ/S0b4oqXaZ/wnvOOCWXBZeJCcEwiUS8LdkNX86V/ILGeHPhYG/zDsOUAFIEicEIlHSpCc4kCed+/Yj86pd5n9CmR8gAXAFJwQidtGCPrmlsEvf3tF+tJp/nncd8EcuKy+UEwIRlwyU+BntA1QAvMIJgbAmWsUvx++muMTPaB+gAuBtFYDWwDAmmteX0X6KV/GrMOh/S6c+gAqA7z9kdAZE1yTQS8BP+by+KKtfS/xl3nmABMB390gA0Ckp6UtpP6VH7u5FiR/IkFzWXjCtgdFJ0M/AYj4xp9olfpr1AFQAUl8FeMBbj4wH/WBeX7GKHyAByJAnJADIaNCXsr6cjUE/fgDZmwIQ9AQg6Gcw6LOYD0DmKwCCngAEfYI+ACoAGa0C0BOAoE/QB0AFIIPoCZBCsk9fuvKxkA8ASAAOQ0+AFAX9jDTnifbpPyPoA+hVLssvnp4A/pJAH4zyVzey0JEvCPrs0wdABcBsFYAtgZ6Qkn5U3k95732Zz49K+3TkA0ACYIGMqO7o2zgfBfdEi/i2a/UsnLJXUsznA4hRLusXgJ4Abonm82Wkn/JFfPNR0NcBv8Q7D4AKQPwekgAkKzpWd3tjM83z+XtH+SW26gGgAuBGFYCeADGSUv5WtFUv3aX9+T0Bn1E+ACoADpLFgHe4DPZEpf1oIV9KlfeN8pnLB0AC4Lg5EgDzMrBqn7I+AG8xBRCqXL7/WN9d4kr0NsqPAr6U+FNY2o8C/rMw4LNFDwAVgBR4SALQuWi1fkoX8BHwAVAByEgVgMWA2R7lE/ABUAHIcBXgJpchM6N8Aj4AEgAE5kgAUt2Mp7wn4M8T8AFkGVMA+2RxMWC0Lz+FK/Yl2M/vCfhlPuEAQAXgMJlYDCilfCnpp2hfflTO/07ReAcAqAB0WQVI3WLAFB6sE43uo4DP6B4AqAAYqQJ4vxYgRYv3yntG9/OM7gGABMCWOR8TgL2L9zzeolfeO7IPAz4tdQHAMKYADuHDYsC9h+pI0Pdw8V5V7Vmkp1ioBwBUABzg5GJAKeW3m/Bs+rZ4rxzeCPYAQAXA+SpA4osBPe28Nx8Ge8r4AEAFwEuJHBPs2eK9UhjwXysW6AEACUBKzMWRAHjSea+sfl2cRwkfADzHFMARKpfvP9B3M6YfN2rA42Dnvb0L8yTAlxnVAwAVgCx6aCIBcHCUHwX63fK9Yq4eAKgA4DdVgOf6bqrT/07m7zeX15Oeyy+rX1ffR/9MoAcAKgA4BlkM+OA4/0MZ3ctIP4F2u6VwVB/N0Vcp3QMASAB680S1FwOO7/9/RD32g6Bvv7Q/Hwb5Z2pPCZ/RPACgU0wBHFPl8n1JAK7t/XcbiytqY2nV9Ej/oCBfZsU9AIAKQDLuRQmALOhb+fldt/P65T2314p5eQAAFQDnqwCPddC/VP3bwvtG/YcFeEbxAAAqAD7a3qjfW/l/78Z18I8W24lSeM8IHgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA89v8FGAD7oqAYBOrYkAAAAABJRU5ErkJggg==",
"path": "emoji_u1f495.png"
}
|
Generate code for a svg of a two hearts
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g>
<path d="M105.23,4.62C94.79,7.26,93.65,18.91,93.65,18.91s-6.49-9.72-17.01-7.05 c-7.9,2-15.33,10.55-8.4,23.94c6.93,13.4,36.01,24.92,36.01,24.92S124.27,36.77,124,21.69C123.72,6.61,113.77,2.46,105.23,4.62z" style="fill:#EF5592;"/>
<g>
<path d="M75.3,13.32c8.2-2.07,14.5,5.71,16.72,8.95c0.32,0.46,1.03,0.3,1.12-0.25l0.6-3.75 c-3.06-4.98-9.15-8.43-17.1-6.42c-3.29,0.83-6.49,2.8-8.61,5.77C70.02,15.46,72.63,14,75.3,13.32z" style="fill:#DA2E75;"/>
<path d="M105.23,4.62c-2.52,0.64-4.68,1.77-6.19,3.33c1.14-0.8,2.67-1.3,4.21-1.69 c7.73-1.96,15.91,1.96,15.46,16.29c-0.41,13.04-16.4,37.35-16.4,37.35l1.95,0.81c0,0,20.01-23.94,19.74-39.02 C123.72,6.61,113.79,2.45,105.23,4.62z" style="fill:#DA2E75;"/>
</g>
<path d="M72.02,19.38c1.74-2.38,4.96-4.42,7.84-2.35c1.56,1.12,1,3.58-0.3,4.66 c-1.9,1.58-3.58,2.55-4.67,4.94c-0.66,1.44-1.03,2.99-1.18,4.57c-0.06,0.62-0.86,0.81-1.19,0.28 C70.28,27.88,69.48,22.85,72.02,19.38z" style="fill:#F386AB;"/>
<path d="M100.41,17.38c-0.86,0.09-1.56-0.67-1.33-1.51c0.43-1.54,1.02-3.05,1.79-4.42 c1.14-2.02,3.57-3.39,5.3-2.43c1.78,0.99,1.81,3.34,0.77,4.59C104.72,16.29,101.65,17.25,100.41,17.38z" style="fill:#F386AB;"/>
</g>
<g>
<path d="M85.16,59.17C69.82,50.17,55,62.53,55,62.53s3.64-18.93-11.8-27.99 c-11.6-6.81-30.23-5.39-37.61,18.38c-7.38,23.77,13.41,71,13.41,71s51.25-4.92,68.41-22.95C104.57,82.94,97.69,66.53,85.16,59.17z " style="fill:#EF5592;"/>
<g>
<path d="M39.91,34.71c12.03,7.07,10.41,23.51,9.26,29.89c-0.16,0.91,0.86,1.55,1.61,1l4.18-3.08 c2.18-9.39-0.11-21.13-11.77-27.98c-4.82-2.83-10.87-4.23-16.81-3.2C31.24,31.09,36,32.41,39.91,34.71z" style="fill:#DA2E75;"/>
<path d="M85.16,59.17c-3.7-2.17-7.55-3.35-11.13-3.27c2.26,0.37,4.64,1.56,6.91,2.89 c11.34,6.66,16.44,21.22,0.19,38.41c-13.95,14.76-49.09,21.97-60.75,25.75c-0.74,0.24-1.37,0.96-1.37,0.96 s51.25-4.92,68.41-22.95C104.57,82.94,97.71,66.55,85.16,59.17z" style="fill:#DA2E75;"/>
</g>
<path d="M24.79,38.65c4.55-1.73,10.82-1.69,12.96,3.76c1.16,2.95-1.81,5.85-4.59,6.18 c-4.05,0.48-7.24,0.34-10.9,2.67c-2.2,1.4-4.1,3.23-5.72,5.28c-0.64,0.81-1.92,0.35-1.9-0.68 C14.77,48.88,18.16,41.18,24.79,38.65z" style="fill:#F386AB;"/>
<path d="M62.82,70.24c-1.23-0.72-1.4-2.43-0.28-3.3c2.07-1.62,4.35-3.04,6.72-4.1 c3.49-1.56,8.06-0.99,9.42,2c1.39,3.06-0.88,6.21-3.48,6.84C69.6,73.03,64.59,71.28,62.82,70.24z" style="fill:#F386AB;"/>
</g>
</g>
</svg>
|
|
{
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"path": "a661cb459de411731f22f7d4ac1d7f4f55702f74a2409f8ab14ab5bd1f7c7747.png"
}
|
Generate code for a svg of a hubspot logo with a white background and blue letters
|
<svg width="120" height="35" viewBox="0 0 120 35" fill="none" xmlns="http://www.w3.org/2000/svg">
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Generate code for a svg of a a close up of a phone with a black phone receiver
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<svg width="29" height="27" fill="none" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 29 27"><g clip-path="url(#bbclip0_100_1050)"><path d="M14.762.063h-.007C7.127.063.924 6.045.924 13.402c0 2.918.975 5.623 2.634 7.819l-1.725 4.956 5.318-1.64a14.08 14.08 0 007.61 2.205c7.629 0 13.832-5.985 13.832-13.34 0-7.356-6.203-13.34-13.831-13.34z" fill="#fff"/><path d="M22.813 18.901c-.334.909-1.659 1.663-2.715 1.883-.723.148-1.667.267-4.846-1.004-4.065-1.624-6.683-5.608-6.887-5.867-.196-.258-1.643-2.11-1.643-4.023 0-1.915 1.008-2.847 1.414-3.247.334-.329.886-.479 1.415-.479.171 0 .325.009.463.015.407.017.61.04.879.659.333.775 1.146 2.69 1.243 2.887.099.196.197.463.059.722-.13.266-.244.385-.448.612-.204.226-.398.4-.602.643-.186.212-.397.439-.162.83.235.384 1.048 1.663 2.244 2.69 1.545 1.326 2.797 1.75 3.244 1.93.334.133.732.101.976-.149.31-.322.692-.855 1.08-1.38.277-.377.627-.424.993-.29.374.124 2.35 1.067 2.757 1.262.406.197.674.29.773.455.097.165.097.94-.237 1.851z" fill="#3F3C3C"/></g><defs><clipPath id="bbclip0_100_1050"><path fill="#fff" transform="translate(.924 .063)" d="M0 0h27.669v26.681H0z"/></clipPath></defs></svg>
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Generate code for a svg of a a quiet forest trail lined with autumn leaves.
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0h9v10q-4-1-6 1-2 0-1 2l-2-1 2-5q-3-4-2-7"/><path fill="#ced1cb" d="M52 0h8l-1 13-5 1-3-3 4-1-5-6h4z"/><path fill="#6d7472" d="M63 0h2q-1 3 2 7l-2 5 2 1-1 1-1 2q0 2 2 3v1h-2l-2-1z"/><path fill="#6e5d49" d="m38 4-2 4 1 1v3q-3-2-6-1l-8 2h-2q-3 0-1 3-1 3-3 1-3-3-2-7V9l2 3 6-5v3q-2 1 1 1 4-5 9-2h1l2-5q1-3 2 0"/><path fill="#b8b7ab" d="M34 0h9l11 14 2 3q-3-1-4 2 1 7-2 1l-2-9-5 3q-4 0-5 4l-2-1v-4l1-1V9l1 1q6-6 0-6-1-3-2 0l-2 5z"/><path fill="#bb905f" d="M38 4q6 0 0 6l-1-1-1-1z"/><path fill="#c58346" d="M87 8q2 0 2 2l-4-1q-2 0-1 2-7 0-2 4-2-1-2 1l8 5h-4l3 5-4 5-2 2q-9 2-15 6h-2q-2 0-2 3l-1-5q-3-2-3-5 0-2 2-2 0 3 4 6l2-2 5-3q3-3 9-3 3-1 3-4-1-5-5-5l-1-6q-1-3 2-4z"/><path fill="#766048" d="m89 10-1 1h-4q-1-2 1-2z"/><path fill="#a97440" d="m31 11 5 2v1l-1 1-2-2H23z"/><path fill="#e18738" d="M31 11q3-1 6 1l-1 1z"/><path fill="#e18c42" d="M84 11h4q0 10-6 4-5-4 2-4"/><path fill="#df8439" d="M21 13h12l2 2-2 1-4 1h-6z"/><path fill="#7f807c" d="m60 0 2 19-2 2q-1-5-5-4l-2-3 5-1z"/><path fill="#a5a597" 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Generate code for a svg of a red runners rushing down the track with fierce focus.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#d64e4f" d="M0 0h96v50h-1q-4 2-6 6v-2l-1-3q-5 2-8 6l-2-1q2-3 6-5h-7l-19 8h7q-5 4-8 10 3-4 4 0l-6 8 4 5-16-5q3-6 8-11l5-1q-4-1 0-4l-1-1q1-2-1-2l-12-3 1-8 1 1 1-8v-1l1-5q8-2 2-5l-2 1-2-5q-2 1-1 4h-1q-4-1-7 1l2 2q-3 2-2 6h3v1q-1 5 2 9h-4q-1-3-3-2v6h-7q-9-4-18-4v3H4l44 13-2 3-8 8L0 63z"/><path fill="#7c2421" d="m48 29-2 3-3-3q-1-3 1-4l2 5z"/><path fill="#dc3c36" d="m42 29-2 8q-2-1-2 1h-3q-1-4 2-6l-2-2q3-2 7-1"/><path fill="#e92c23" d="m42 29 3 3 2-3q6 3-2 5l-1 5q-4 0-5-2z"/><path fill="#e89995" d="M40 37q1 2 5 2v1h-3l-4-1v-1q0-2 2-1"/><path fill="#382224" d="M42 40h3l-1 8-1-1z"/><path fill="#e4332c" d="m38 39 4 1 1 7-1 8v1h-2l-6-4q0-3 2-4h4q-3-4-2-9"/><path fill="#432725" d="M36 48q-2 1-2 4h-1v-6q2-1 3 2"/><path fill="#db7f7b" d="M26 52h-4q-6-4-12-1l42 11-6 5 2-3L8 51v-3q9 0 18 4"/><path fill="#efd0cb" d="M22 52h9v1H20z"/><path fill="#de8583" d="M31 52h3l6 4z"/><path fill="#d44a4d" d="m22 52-2 1h11l9 3h2l12 4-2 2-4 1-38-12q6-3 12 1"/><path fill="#e2a4a0" d="M42 56v-1l12 3q2 0 1 2h-1z"/><path fill="#dd464c" d="M78 56q-5 3-5 11-4 8-4 19l-10-4-4-5 6-8q-1-4-4 0 3-6 8-10h-7l19-8h7q-4 2-6 5"/><path fill="#473334" d="M95 50v14q-6-8-1-14"/><path fill="#f4ebe1" d="M95 50q-5 6 1 14v26q-6-17-7-34 2-4 6-6"/><path fill="#cfbeba" d="M78 61q-3 14-2 29l-2-1q-1-9 1-18 0-6 3-10"/><path fill="#ba8b88" d="m73 67-4 19q0-11 4-19"/><path fill="#aa4c4e" d="m54 60 1 1q-4 3 0 4l-5 1q-5 5-8 11-3-2-4-1l7-9 6-5z"/><path fill="#822933" d="m0 63 69 23 2-7 3 10 2 1 7 6H0z"/><path fill="#cea39f" d="m46 67-7 9-1-1z"/><path fill="#e83d4a" d="m89 54-2 2 1 30-4-22 2 32h-3l-7-6q-1-15 2-29l2-4q3-4 8-6z"/><path fill="#b71e30" d="m88 86 1 10h-3l-2-32z"/><path fill="#ec4f58" d="M89 54v2q1 17 7 34v6h-7l-1-10z"/><path fill="#804249" d="m78 56 2 1-2 4q-3 4-3 10-2 9-1 18l-3-10 2-12q0-8 5-11"/></svg>
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dGA4AMAAA+POEywBYQwCqt8d7dg15sHRNgDHrI62vGeE3O0N4Kv9zon4SnrUfnEWGwYV+hUyA63FurOGALryDAAYAADeD5E4BuBd44VX/7JX+YABgAoor0BR5x/yDhwLIt9AvwAQEDQnkGhMW/3vx7gEYAAAcmEusDrs8gC72EYf4R2wzAEAJdqFA61/NLC50R/25hX7Ct0DQOf7vfA75ZwL6d+/acRveEwADAIADLZO+z50EcKT+Hcv9qqYRAKC0rIEnC0Aip1mQ33oA+U2A5on4hadw0DdTcSvqAQAMAADOD1Ukepf7FqMGwBD8iEP8jT1hKAAsKhuQpy4g75S/fGl/axaAZlkBIvKdZXIH3gsAAwCAiTkMMOjOAmQzAKqZBdBNAJsBaQQAWGg2wHcVwBwToPmbAMf4v7sI0N8UBAwFDOCdADAAAGS53W0AlJzI37quRozLACzUBAgKbvPr1+QnxwT4LBmckw1wrlXgyQJgVgCAAQBA8qM739+TmJvqyWRSEzyvm9d016d5ORfisWcFGOIfUaPGcAAAC3MBPpX9Pi2EfVL+ruvkGP8nnymBIrBdMJYQBnUHBl9BWXj0O9f0yJPudrldL7c+oeU2bSFNy+n+5hyntZbqBWAxpzSr7XS24ZTquU2121KT4rxPdXeq9ExhzZnS6m5pzS2we7F8MKgnojgEYDE89k/b+6Vq3yTFfLsdSXnFX9N8+rhr7vSrwII9oCypAPNzlE1uKgp/5lR9pF/RH6EZ9+urU/PnTjWtg7BewREdCftW73XjtRVvFuA2vAcAGQDQ0Dy+87p+Kd63SnHvd4q85hV8j/hbS/LmrP8OQLlPbq71Jzjed69HkXtZzS5W5Yn0AzMA7nUtkAUAyACAxkUvdhLiDinaA3792SlI/DWfSm1E/aCSuQD5+WLRtz9hihHFGx8587IrupefR8U/G8BPUszXsJ5vP06xYylkAUBdgSJAUIr498vdc/IUOOCefuVdta2Q+GuO5XoBqKwJIO/sAMrT918EFAlSdkVBqx+AcDQLcnATjjqAAQCNJv4DvJMnux6RM9Uq1whQ0IptmlXoB/EH1TMBwscEEOWZ6++pVaE85sAzK6ALfQEADABoJPG/Te52mmdTH7H3W9tdBA4DAFB9E+An9J4pf2R2/sszTTCbUfA8zt0lEFkAAAMAGkL8eUzzVvskSrkpVXdLVne1v7c3OwA1sgABff9FjqnNSfFTEbe5swB9WCMAwACAehf/AXL2OveumuY9cfrUA9j3a0j5gxCYAPJ2DRQFU/zC93FUaCgAWQAAAwDqVvz7nOKfG/0LT/tUzTeasrIDGPMH4fAAVlGfFcVr5G4BXHis3zl84J8V0NmOgw1gAEC9wmP+Xc7oiQKif/JZdz03rQpAWDyAzzBAyWl/yp89MIoBYQIADACou+ifx/37nOKfG/G7o3+7MIpyF14BIIwmQJSY9hcFswJmhiGbCbgWRxrAAIB6En+O+m91nyyzJ7bsOum5l4MLqgAIrwko1QgEZQV8CgKRAQAwAKCu4Ojfs7SpdWIjV7o/8DJljQAAIbYAVCjtTxTQ+KdgQaD++hgGADAAoK64ySdUckU+5snN3GXFPycbAEAdZAFKS/tTzu15jQLRJTjKAAYAhB4zWunyir+9/plwiL+rmtonMwADAOrIBBTs9pcn7e9bB5B9HWQAAAwAqAtyipasiN9eFMXR+9yO+oUjMyDcy6UCUAcWgArOAPAIO5li7zIKOc/TX7tn985P9OAYAxgAEHa2B54g7bR/dnU08hoBcg4FAFBfWQAqugeAX9qfgrMARP04wgAGAIQWc6W/rqD4yDYBzvF/ywg4T6KI/kEdm4Bccaci0v6eosDcLADqAEAoieIQAJP+gLOiO9J3ZANchYCOzAASAPVFR8d6+3JrazfNzo7a12dnRyiTSS4VC+BjZAUpLhvMe8W8XV5WFMd3QbHNAT9GMW/XhIYMAIABAKGm6CglOxPAedJ0Rv5wAGEW+86OdfqexT4SaSr4HDYAk1OHaWJimKamjlAiMdXQWQDFIfKkOGtasqJufxMcZkFxfv6VrGFQFLXnnq9t6drxlT0T+AQCGAAQRvoCpJ4cCu8TL3kvQfzDBAv88uU91NXVQ8vltuDXcDx/XBqBY8delGbgcMNmApy1Lgplo/yFZgFWrDlNfr/2DOITCWAAQKh44JuX8pm9q5gTo+sytD60sFh3rzx9waJf6LV542zAocPPNJwRyGYBiFxDXbrYU3FZAEXYWQPTFrDBhgEAMAAgXLS2d5dHJWAIQhHtr19/PsWbOir+8zo61tE7zriKjh17QTcCjVQrICigDkAojgyBmQVQHEMGlug7igGN5yob8QkFMAAgdGTSqb5INIYDUcfCv3bNu2iN3IoZ0y83/HO5pmD/8KCrgLDO0wC5om5d9mYBhCf9r5uCnOf24ZMKYABA+AQkGusq7pFK4buRBVgywu+ECwrfccbV9OprP24YE5CbBVACswCc8ncVDwqPaRAaDAAIHegDABao/YpR+5Rzp4JjVQVWrjydzj77Oj3dX2vxdxoSNgFsBhomC5DT1Mc1v9+dBXA0AnI+ysgIqF341AIYABA60qn5jUGqr/gIu2LkQN23K97Hg0pG2r09/VUZ51/qJiDbAsjd7jpnYSAid7MgV2Mg4777v35JDz7BAAYAhIpMJpX/xGSG+va/PuLvkn4FNqASwnrKhgvp7LOu04vvwv67skEJS2Zi8VkAh/B7ugNmu2TmeYx5X3NrBaZkALAIUAMAqJD4K8KqZVayQ57WiKfC5zzFzgwI+/GgXHCBXW/vJaGM+PNlKk5afz4dOPi0bQpaW1fqt0d9jAHXDSSSUyGtH/CsgUGe3gCKpybA9RiypwSiQyaAAQChIxZrGaK8C5Y4In2h2BObDPVX7JYo7vtxtisHHPVzkV89Yv3eXct7SjIv3F+Amw1x58EwdB10dQdU3AsA5TT9sacEUtYgCKMYMJ2aRy8AAAMAwoUaiZ7IK/78v6LYkb4u/M7MgKJkMwGKZQxwXBcbQXMavd7H0hdiXjr0VsXrdPPDZmBk9DUaGXm95lmArJhTNsJXnIsEKZ7FgLL382NjTc0oBAQwAKB+cKX4FWeK3xJ+yxhkLyvmfQI5zwXBFf6nbLioMcbQF4llBni2w8EDT+uZgdpkAcgh5s7pftloX3iif8UxZdD40qA2BsAAgPAxnC8DYI3t22P/pvBb0ZBlDPThAMUSfwwDLIR6TvlXEh5C2LTpo3pGgBsOVX9owCHmjlS/cET/iiP6J08jIOPp+D6AcIFZAKCAASBHlb8Z9TtqAIyOZ8beumzfjtkARWNNn4P4F84I8EwIzpLUIA+QnRIostX9ruWwbbMgHBMIhMMoAAADAMLFUF79V7KirlARl/XHq+gKUCTW3P6wT+8Lk1ni+gjOllRV/h3z+m2ht2cHkG0KcnsCUHaaIAAwACBMbB24Z4KKGAawi/+CLvOmRkhVo/IkHaNItEluce6ChoNcQPwbpnteFeFsCQ8LVL1WwmMEvF3/3GLvXUYYABgAED4GKX8awLABtvCrdqSv8haJ6sKvqqo7+iENRzYAnt/P4o9iv4XDyxJX9xiWNgxgJwAg/gAGAISYJ/Lrv+IeCjCjfY7u+eSmZVJyS8st4+iJLjATIAAew+aldCH+i4ezJ5s3XVal4D//MEB2vQCH8JtGIJWYwZsFYABAKLmv4CPsLIBqNjZJUCad0IXfWewkcnqhwwR4xZ/HsEH54PqJ3t4qHtOAYQDhMALejIASiQ7hnQIwACB0mHUABUyAQpqWplRyjjJS/Elo5F0NLXfVNLRAhfhX6dh2n16lWRTC4wP8x/y9RiCixibwLgEYABBWfhh0hyH8s3rUL6Tw22lOq/rZs/AJMgAQ/1rAMwO4tqLiwT9R7tS+gKEB62uQnJ/GGwRgAEBo4QzAhDfa4TR/OjkvA/6M5/zms/wpuc0AagAg/tVmc8VnBhRRByDc9f+8JeanMAQAYABAODGHAe7KBjQ8zp80Cvtc4U+uyPuul47IH+JfA/Q+AdWoB8hXB0Dk+g5o0jyvXHc6PgQABgCEmjs5C8CizpX92XS/V+g9Im/3PEH0D/GvPTw9kLeKZgFcPiBPRoBNSVTPSOzcvWsHFgQCMAAgvFkAKfpDPObvOqkJCr4cMBQA8Yf415INp1xYsaEA96LA3qI/zyOtoTEhWPx34p0BMAAglDy+87oBaQD6c0Tdc9mbEfAOBSz14J+L0SD+tYUXEFpbqVkBQWJv79z2QO+GaXx3tu/etQMfDAADAMLF7l2f6JO7O/yifWc7c1EwI0BLOgPA489Y1Ccc8PtQmSyA8Hz23V8Cd3mAMFbMJM3Kqt2KdwbAAICwsVOepbrs6MU75p8nI5BzeQnCQsO96Xk+OgjPe3LS+vMr+BP8CgGddxvfI26T7Zga2797144BvDsABgCEJPrfcZvc9ZFjfn9ghO8QfP/0/9IzANZyvpUtPAOhzALYPsB/SIDXysiZLYMsAIABACERfy5Ousl3xVLf8f88q5suweCfe9FvOefTWNEvxFSqFsBdDOgxyCa8Zoa3SFaagR5kAQAMAAgDd8ity1f0nREOeYf3g4YAlg7VX40OhCULIIJcr+cqGwDn4liOmQM34Z0BMACgltF/j9wNuOMZ94nM1dHMJfiUaxCWkP7z2HJN1qMHJcPv0fLlPeUP/ynfTAAyF9AiR8pM2CsKyn0fZgQAGABQM7RM+qZ80YsIiuw9LdCdC6AuBTFh4V9f0eIyUG7K/355x8G83xGhr56Zu1aGKwtwPd4ZAAMAavMBiEQHfE9tIqeeOedkly34E77nv0aEx/lR7FefcF+ASi8U5P1+2OP/nsWxRPb6ALoDAhgAUHUe+8drWfy73ALvEf6cCMeKYMjHHDS2A+DOfiz+KPar7/ewAlpP7ooA4/thib97BgC5sgDmN2kA7wyoBVEcgqWLPEFdmxu1+Ol4dq6zK8nvtwZ6A8Ip/1NOuQjz+0sgk0nS7OwoTU0dpkRyihKJaXl9RL/dDzZVHKHznqP0jo51Ffm9OHNzQL6fQb/HokyA4vl+6bfLOxRPkayikKeehocB7sSnBlRdA3AIli67d+0Yz2YApPhrGmm8+I+mGYsAaRljb97mus95v3kb399oVYAsSNzSF1F/YVjoJ8aHaWT0dV38F2u6uGhvzep3lf3Y7x8epJGR18tzAlVUvcufvldVo+WvXvin6AsAWbfZW851xbrcu3XgnmF8igAyAKAa4t9PzvR/qTG8R+gbcQSAp45xpT+q/PPDgs+CytF+OTMI/Jq8cUaA11YolxHo6uopmwHITQQYhX+KN8rPyQJY160YTGxHFgDAAIBq0Ud51T+3B0D2duF76msUB8CCv3nTZRVLQzcK4xPDdPDg05RITFX057CxeOnl7+uGjI3AYuFhgEglhwF4r6qmRzbFvpARIOVaGABQbVAEuHTZ4iv3eUN54XuTaKDQn8WBu/pB/IPhVP+rr91P+/Y9UnHxd3Ls2Au6ESiHcJe9J4ADPfp3zY5xCL4QQctn92M2AIABANWip1iRF7lpgADjUN9RP8/tR2OfwlH/Sy99v6zp/lLg2oJymICV3WdU5hcU5LNEtmM1Tet+4ZxCazcG6scnDMAAgGrQh0Pgjvoxtz8/PNbPUX/ZU+elZiASU3To8DOLeg3O8JS/NXDBKD/HSGdNgX7tEnzKQDVBDcDSpUzpxvoN/ePxDtqw4UIIf5Hiv3//YGh+n8XOMtCN3/IyFwPa/TH8x/0Vka8YUJ8eCFMOYAAAqDSo8C8eTvuHSfzL5oDLOBuAp8GSt/rfI/YiqBgwaxD68WkD1QRDAGBJwVPKzj7rOr2aHOJfGC74C6P4l6OjnzUboFwGwF43w0qKeSfGeC97Hse7x3dehywAQAYAgHKCbn4LY//+JxY15s/HvbV1JXV2rKOW1m6KRuLUFG/Xu/45sToHpjMJmpN7vjw7N5ozy4BfjzM35XofyzEMYDXAUqwoPyADYA0LKAEZAHPeYI/chvDJAzAAoAYoFX589WHBqMR68I2O1cq3VLi2gtPrLNLFNu/h98aaeumsybCMgUW5p2cufhhAOJpi5Yq9X7pf+Ai/Yl6WlzgDcB8+fQAGAFQSjjL6ihF1Y1RTyTY5ybmPfO+rNSwkG065MCfaBMUxMTFc0uM5Lc/T68op0k5jUKnPyGIQjo6YwrkegHlZcVymPJdF9vFb8MkDMACg4uf3ooXcdWfufYpQQqX9PM7PUX+pwmFFm9aiNZNTR/y/NHpau5ua4h36z1jqBoOFf7083vV6HNgEjJdodvJmAxyRvfAZBsiZDeB+DJoBARgAUHGekFu/W8id2q/4e4DAlL9S8zQAi/IpGy4qSfj5xM+R7pQU+1K62jkFI24agUosXFNLuqWw55tv3ygZlq7l5TIARMUMAwjnF8383llfK01kUAQIYABAxSlcaKS3NA0Qe4/W61drpP8swOtLKAxjsR8ZfY3Gx4fL0tSGjQNv1sI1C8k+hBEW9t7efjpw4CnXcWqkv9H4e8r3dziHAZS8qX+vITCzA4qKDACAAQAVZzA3gveL4ZUAkVccZzozyKmy/i9E+DmirWQbW37tV187rItkb+8ldR8d87HlbcocDvGr4G8Eo8OZm3I0F8pX7Oef+nc/FQu0g2qCj9sSZveuHbvJMQwgNE2elzL6nGZNv6yZt1mXM/ZtmvDcbz+38hag1AiUo1eey16+NG9xcAEbR9DoNBh+DktjuNj2wvZJVeGGQBFSVJUjemPzXFZ9brMup5Kz515+46OYCgiQAQAV5W7y1AEYIb4SUBRoRv059QJUlTGAhVSZW13satG/nn8m985nE4D+A+GGpwOWywB4MwGBxYEBMwVi8TYMAwAYAFBxeL7xHeS3LgBHMd7qfk/6n/+r9Lg/R9Fr17xLL0grNfUclv71/DtgtkC44SEA/qyVYhRVefqMqm2U1E64pd+R3g+sA3CYBJEzRIDELKgOaAW8hNk6cM8EeZuOeM49ei5AUfzusO/XU55Bj1skHD0vZIoZrx0fpha2E+PD+MCFHO4KWFL0JMW/K7o5MAFAzmWBybEaoHdpbZHdCfsfAGAAQOW53a3qio/IO0oEbZFXfD2BUubgZW4BhVkc+R84+HSoDnKtl9AFheHaklKJKHHqiJ6SxwS4r2a13WfJYABgAECVswAcmt7pCv6dIu9Qd/sWxWsYFP/n1ACu5A7j4jVdKAQMfwZgge9Ra2SdPhzgI/e+Ai9E0KiZoHpeXhvUH6gBAFYWYECKeFducZ9iFwZal20TIDx1fxWoB+BufKXEZfveeGTRP9O5gA1jLWLjNhpGt0BeLS+RmM47tZCHMRqpQVCjEjE7PBY7HVCliLmPUktkNc1kDrukPLcNsKMQkOxRgmzWzHysgAkAMACgilmAid27dtwiL+60iv+sJkA5MwEcMwVcjyXDHAjbMFT/JMbj/qV08/NGf9wRrthiPb+ZCNbiOVa6nwWFXxPFf/WVBSjWAMTUdvtyW2S9ywBY5jgwH+YwA8I5G4CQBAAwAKD6TOTcYgk8OYVdcXcI9JgDq4i5FkOa4xNvlvR4HvPlqYXlWheeo0dE+vXNQqcDci1Ak7rMMSPAWt1P+Eb5HjdgP5ZnAsxMj0zgnQAwAKCa9NlNfHwE3pX2tx/jHhpwXw5vGNNorWxB+ShlOmBUaXM/V13tnhLoGAewpga6Jtb6TBHk3fY/fhpNgAAMAKgql9gnqgICrwQJvzkMYF0WVU4DxOPtNDUF4QeLg6cD8roOhbBqACw4A1AIQ+dR7AdgAEC46DHOUEJv7Wt7gIBUf2Dhn9MUVPkkxysBGsv5jnqMQWlrBoClDRvFYgwA9wFwwsMAMaWNUmLGP8q3brKHBHLXBBCahvQ/gAEANTIA9knKMgH+mQARFP27xguqWwzAqdt3nHG13v43aRYDcgU/evE3Drt/toeOHB2jj199MTU3N1XkZxSbIVJ9Tp9sClKZGYf6k68ZyPUFhhlQVBXpfwADAKp4Ut21o88OTayCJCsTYIcrbrH3Vv/n9AIQVrKzulkANgGI9BuP+fkk/cv3Bmn/m0f160eOjVPvxjUV+VnFrA4YlO7nDMBcjur7fAeCZgkIQgYAwACAqtLlnJvsDNp1I6BljLF/b5dAexjAYwRsM0BUsykBoGF45fWD9IMf/0I3AdWChwHyGQBO9wcZAH+KHvffg3ccwACAatIT3J3MOHmJTEZfAliP/tWIp/e/cBX/ZbMAVJMsAGgM9r95TE/5W1F/NeFhI+4rEUSQ0EeUZn/tL3KSfyaTGsY7D2AAQFUNAOWcn5y9yh0xjJaRZiBlrnnujPiFTxbAuE2pwYwAUL889/wb+pZP+Jd3tVU4A5C/DiDYAMRL+jn6N8RhENRIFDUAAAYAVBtP73LPXV751tgI8MaFS7oZUA1D4M0C8NOFUlT0A+qL//HNH9DEiWnq3biWzj3nNDrz9A0LKszj1+BonwWf0/2FUv1dy9r1rRpZAC4o9T1xqpUxIJd97icwAAAGAITAD/jKtndxE0FaJqMXDBpmQBoBNWsAjAkBlhGAAWgk5hOGULNwW9H6ujUraO2a5VI82+V+BTXHcw3B0WNj+nNZ9McnpnUDUArnbTmtKn8fZwH8DABH+WoFTp2CBMQfwACA2ou+LfXCT/QD8gf6zIE0kZa9XVnk+sDc3AeEE474OVXv5IgUd94qCWcbqmMA/JehKqbhz0KQdvk3+FSBaoLlgAElEzNb8sh6QdMg8jzWMAViwdE/FtIJL+ees6nqP/PSD26pSvqf4amA3ETKS3Cl/yL9txBP4VMFYABAdQN/TevynInyV+67hgcE+RYJgIaH5+FzFqBa8PDChe85s6p/o18xYKUyAJJBfKoADACoKvGW9ie8kp5P9J3RPVjaVLIjnxP+GR+7+qKq/Cy3AVjvOWFG82YANErn3qgEXnF67uFtX3hoGJ8oAAMAapAG8FF5EfxgzO0HljD//mc+WlFhtn4GZwCqjbeNdJPamffxaW0m4B7FV/ytrtmKojyKTxOAAQA1FX9R8IEQfuCGhblSJoBf+4t/cFVNxJ/h1tJcC5A1APnT/66FgPIIf24GQPsJPkkABgA0JKU2SLFPuPH6LQLk+ezFzGtvFBPwf33x42WtCeCCvxul+Fer6K+YLEBpBkDxCfezl7NXleTlNz5yH84SoNpgGiDgWQATsaaW0hIGJdASWU0ZkdC3UqnXWQA8Fe5f7hnU57jztDUeK290OAPw6R1bF9XCl1+DTUQ1q/0L0SUNwKHDzxQc/2dyhgB8gn+fnADEH8AAgNoQi7cNkdAqo/6Stsh6SmhjlNROLInj+fSvX6HHpQBakf/EiZkl9Xni2QG9Gz+qmyDuE3D02HheM8BCbzxn7YK7CVYSHgI4+6zraGb0BCUm5gIfxwY3dwjAxw8ozjSAbgdgAAAMAKgNqeQcxWLxirw2p0w5akpT44tgLRevCSM8LLDuI9mxe86GjE/M5JiFeoBNQHpaowQFG4B5bTQg+jfWzVAot0225NjlNz78XXxaAAwAqAmXfe6Bwcf/+ePFPVgpLQvQqq42PmhqW8MePx7n56g/SPjrReQqTbV6+FcKbnmdj7nMcc8XxRB9RfEzBWYCANE/gAEANT+5CW1Cno+6yu0B4hEjAlxo9zRnBXY5RLprWRtd+N4zF11VbqW3X3ntYMFe9mtrVMEOyktqbj7wPm/6X1GKqf2Xj1HVO3FkAQwAqCmqog4JofXnF/fS+vqz6DsXTeHhgFLrAHgaVjngBWisCJ2F2znubF3OJ/Y8js+vceSofJ0Dx4qu7Ofx7N5TkAFodKYyB/y/L85Bf9fy2fr+4W1fePhVHD0AAwBqSiaTHlJVtb9wqF+8CWiOdOcYgiTVphDQm3rmqP2556dzFrMpN2EsagNl/u7I6N+d/g8Sf4/pViPfwtEDNQ38cAgAI6P/Pa4lfPNiFjQVeGDUk/av1CIqYRVi/nk8nQ0sweg/z/Q/xej8N4S5/wAGAIQjikkns2uR2xXLhU5o+R2AV/BLXUQlXsYmQCzGF723ugvJXPqBLXVd9AYKw+P+OdG/4iwA9MwAsO5TI7fh6AEYABAKZDTCNQAT/jFLcHSTPbHlPszb/Y+vl9IRsKnMTYC2SkGuVktZzjhcWGXDAarPidTewEg/5zthjwYoz11x46M/xNEDMAAgNAghBnPOV0pA+O94kOJjFoKEvoJLqRZFNVaUY5OxFDr/LTUSM+4eBtOZgwGNfxR3wV/u9a/gaAIYABAyA6A9kROtkEPgFSWfD3D5hIjS7Pu4uFJbA1DJhWsYbvtb6dXxQO2Z18ZoKn0gj/jnRv5m9P/glV96/GEcQQADAEJFcn76vqCUv+I6m3lOckrOeS6QUjIA8Xhlxs+tFeZ4CmC5YMG/4iPv0SP/MIs/N7PhSHZ6ZJQmjhylt383rO8zyRS+AEXCUb9f6t8QeEcLIMf4v3l9TghxI44gCAsKDgFw8uh3rt4vPxY9QmgktAzpe/2ysdccl+29fZkfL2yh74690/dnHE/+tqiFgU5afz6tl1sl4WmAjz+5p2Azn0JRP4t/mIQ/NT9PaSnqvM8kk/plbwrbFQlEIrTq1B6KNTfjSxBwPI/tfUMX/7Hki6RROsAAqNzcx9jbm6LfpqqRP7vqy0/8FY4mCAvoAwBcZNKp+yLRppvtcEY4In6RdYzCso/CYSVFcT0Cm9VumskcDsXfy+LNm9HV74DeMbDYLIL13FoKP4s6R+/plBT46Rk9wmexWkhmYPLYcereeAq+BAHHp5D4B6b/jfH/QYg/gAEA4T7Raem7I4o0ACLgBGee5BThYwKKpFldERoD4DUCDC/qw13/5hPubn/N8Sa9re+6NctrJvosRCeOHKW5yamCvelLf20NX4AAZudHCoh/3vQ/z665AUcRwACAUHPFFx8beuTbVw3Lk1YPn8pETpSfPdspIlvZLOwsgfGgnHXRHfDwALcIzncyZVrKtA5AqRgtgsPZvpfH7BcS4YPFMZcYKfh5tTMArpa/+h23X3Pzz4ZxFEHYQBEgyCGTTt6dLexzntDynPfIke3kaLLAydJaJCivO43E8WY44HR/JcW/bXkXDnLQsU9O5Zd+T8GfoxnA0DW3/BwL/gAYAFAfpNOJXXbE7xB2xTuf2fdyFv850gZcBwDCQ7QpRs2dHTgQQQYgUahI1BH9K5Q1AkS34OgBGABQN1z95SeGhabd52pkQl4z4LjBdTl7Q75Kf64DKNQVsFwrATbMlzUSqdhrL1u3rqKvX+/Mzo4UFf0b6q/Kz25MmqqWXdfe8otBHD0AAwDqikwmdZdb4HMjfsf8ZiKflsCFlv4tlAVobUWWwAlP0atEmp5fswXRf4HvQ7KI6F9f4Y9isThFYs18+XYcOQADAOqOy298ZFDT0sM5q/4FXPZWQBdjANoi63GgS47U15Z1rj6L//KTT8KBzcPU1JGion/OWEVZ/KNN8nJ0l/wODePoARgAUJ8IcTs5RF3JO/bv7Xdu1ADkKwbkIYBarw1Qd19Ys2FPOTIB7Su7If5FkL8A0Ej5qyz65qZKI4DoH8AAgLpm2xce3iXPb8Oucx0VUwfgOHlmxvL+jFZ1te/tHR3IDuQzASzcXevWLmjcngv+2ETw80FhZmdH87lkjval8MekCYjpl+V7ct9H/vB+RP8ABgDUPbfni/gVn3XPFSXbEa1Qw5+WyOqSlggG7gh+7RmbdSEvZliAx/lXSOOw9ozTKd7WhgNYBgOgqBG9zS8X/fGm8qZGsdQvqAvQCAjk5aN/+MCuh7617VYp6D3etsDGGdC8zXWfYQSE/I+HAXiLKcGC0xpZE7CyGigmG8BGgDejJXCSEjOz2S94TAqTjPgh+AtnaupwgPgbwq+qMb3nvxR++X7wKVW5D0cNwACAhkDLZG6JRKL3uhYCUMzuf+biPznrAlD2OmcBuqKb8xiAdTSTPuyqF8AMgNJhoYfYVyv6V2zBN9L+UX0GgDQCQ1sH7pnAkQN1EUDgEIBCXPHFR7knwKB3GMBZHBiw/Kn+/LnM8bw9AbgtcFvUPeYfRQ8AEOLoX+XV/XTRj9p7Hg7QtAzEH8AAgMYilZy7JXg6oM9sAE9nwMn07/K+PmcBVCSkQOgMwBHf6J/FXjU3/XIkohteef0JHDUAAwAaiqu+vHtIaNqd3mI/47KjCaCzDaqjGHBeG8vbF4DFvz26wb7egiEAEAImfTIAptDLfcQ2AnyZ0bTMJThqAAYANN6HRZ/brAz7zv/PWQhFcfZD15lI783bF4AbA1nFgvEmdKYDtYXH//06AHLxn1H0p9qXreEu+W8PjhyAAQANx2Wff9Bc19wv1e+T+lfcWQCuA5hM78/7Mzas/ACdc86nUAQIak5g9b9iTXVVuRTQFn/DHER6du/aARMAYABA47HtCw8NyvPdnYaue4YCcq5TThaACwJ5C2Jucoqi1IwDDUJgAALG/+0eGJbfzVkq+1YcPQADABoVHgoYMs+HngIAb1aAXFkAhocC8tUDzEygkBrUFk79j08M++m/PbzlI/wWA498+6p+HEUAAwAaMAvwsD4U4J7yR/5TAn1qAZjx1Kt6gyA/pkdGcZBBTZmcyt/BkptccQ8MbnUhrF4YDmJNLffu3rWjD0cSwACAhuPyGx/hDMAN+cf9PUWCjoiJiwHHki/6mgAtk6HZcWQB6omDb71Nu5/cQ//+/Sfoh/c/Rc8+t5cSiVTd/j0TftG/ofyG4LP465tmbjkmgFdr2v3od67ejk8HCCsKDgFYDD/524/sJKENOE+EQtMcJ0Yte6I0b885U0Y362sCOOFudrxgDQg3LPIs+GwAvHR2ttG1V11Iq1d11d3f9exzu3xnAOhRUyRGUcfqf8amrwEQ9HLcGvj2rQP3DOETA2AAQIOZgA8/J4W9Lyv8jshIM6MjjyHwwlMAuQ+AsxkQGwC0tQ0v+944TA89+pu8kX48HqPP3nCFvq8XeOx/375Hgk+aaiRrAHgRIH0J4JhuAnhKYB7YAPBCQYPSDAziEwRgAEAjGIAuqeq7dRPgE/G7U6V8uz5ymvM63AOgM9pLTeoywxQs78J69SGEo/2nf/Wyb9Tvx9YPbqHzzt1cP8ZGiv940BAAmY2ATOGPmMKvX3e0BC4OMaxlMsOalqZMRm7pxNCVf/T4LfiEgWqB3qtg0VzxxccmHvr7yz6VyaSeJqF02d7SXjPAvK6vGCgjJMU/C8D1AKOpF/XhgI7IKTQzPkGdq1frC9yAcET8zw7tLVr4bcNw6O26MQCB1f9O2daHuTLEwq3XtWTMOIoTXRFBqjS5+jLBvjMFhD1MpmmZHvk6Pfw66dQ8zc9OYogAwACA+mPbFx5+9YFvXrpVnhB3k14AlS0CNLQ+ezJU7NuF72tZvQLYCMSPtdCqDafiANeI429P0EuvvKmL/+TkzIJeo56KAUdGXivqcZoUcBmyZ2e3mOIvRIQ0bg/MrYFV96JYwlk4yAaC9/I10ukkJeen+D6sIwCqCoYAQFl54BuX9slT3G4Z4XSRX/rfvm7sKcAEOOHOgGgNXB1YrDnC56h9MaLv5KL3nUUXXnBWXfz9L738/TxLAOeePnkRIHtVQMfiQHZ7YCU7AdZtAPQMgJ5xSCXn+M7hHV/Z04tPIEAGANQtV37p8aH7v7FVzwQIcgwH6LEQF0hpxnUzKyCs8CkPhw8/Q709/Ti4FRT8t0cmDOEvMb1fDGef2VMXx4I7/xUv/sbnVpMRvD4lUJWirhrRvyH+arZlMGV7BTiLY1n8M2k7O3I3Po0ABgDUPVd9affQg3932TvS6fmH5OmvL2coQO+fbhoBosChAIuRkddp/frzGzILMDk5S0+ZBXUcbXO1/IaTV+miuem09WX9WfwzWPAtsT8hf3Y5IvxC0X9nZ2tdvBcjo68t6HkcyStmWt+I/hVzNoBilwAYH3F39O+YEstNL+7EmQNUGwwBgIpx/9cv6ZInvp3yRLedPE1T7OmAeaYGOlm58vSGywIUM42OzcCqVV3ULI3BqpVdBafTvf32BCWSxuvx+D2/trWvNjz//z98+sP1kQlJTtHzz3+3PCdVq/jVbpEtHAbA2Hu4ZcdX9sAAABgA0Hj8+K4P3iYF/lZjzD+3DiBrBPKbgEaqBWBB/s7On9R1t7x81Nv8/wMHn6Zjx16oxY8elOK/FWcJUAvQChhUnKtvevI2ueO6gAleQpXMFKni2JPiXlbVj4MHnm6YY/LSy8MNLf6/d90ldSP+PBZfbPV/mTGX1wYABgA0MNfc/LPBTDp5rpT8IcWxToBz0aBCJoDnZ/sv0Vp/7Pvd4YYW/3pq/8uRf1Db3wqL/1YZ/Q/j7ABgAEDD87E/+fVwYn5qKwm6z1UoRWrRJuDQ4WcaRigh/uGI/o9WP/VviT8a/wAYALB0kCe9iWv/+KmPKaq6KxqLm33Uo1L0I0WZgKmpwzQy+nrdH4cNJ61qqPeVF/6pN/GvUfQ/KLdzIf4ABgAsWa65+ec3CCHujDW1kLVFo816b3XVzAwEceDAU7VI2ZaVs8/qaZgsAIv+//HpD9ed+HPlfxWjf476udofaX8QGiI4BKBWfPehNx/+9LZTuqJNze9TVFUXft7rhYLCf+lgRghuo5qhZcs21O3fHo1GqGfjWnrt9YPSzGh1bWSu2/5+/e+pNw4efJpmZo6X+KySJ06x8P+l3D4lhX8Q33oQJjANENSch761baeM/Ae4OQp3VuMtnZrTV0jTMqnA6YHvOONq6uhYV9d/O8/Rf/jR3+r7eoKzF1s/2CcNwMa6PO5cTPrqaz8u/YRpNvoReiOfvNNWOcq/S267eNgL33IAAwBAAI/947W75cexX18aNZ00Nin+bAC4XapfNqC1tVsK0HV1/7fzdEDuBvjsc3vr4vfl5kTbPvKeuunw58err92v15OUJv6qvsgP77mANZ1KeD+XPK7PUf7dGOMHMAAAFMkD37y0p7VtxXOayHQZBsAUf90AJANNwEnrz9fbBDcC3BaYOwNWoh9/uaL+iy44q26W9g2CC/+48U9JJ0pzeMppAHhLzE/dbgk/In0AAwDAgrMA22+ORGN3cBZAS6fNxVIM8bcWTvEzAZwF4GxAo8AG4GlzfYCwwGP9Wz+4pe4LF/lztOf5fympiNQQ/4hdo2JdVxTlzqtvevIWfHMBDAAAZeDxf/74uDy5dulLpZrDAPaQQNpaPU14ItMO3QREIk0NdSyshYL2vXGoZl0DWfg56q/ndL+Tffse0RtKFX2CzBF+1ZqyOiGv91715UFE/aBuwSwAECo+c+WmtWok+j79ZGsupKIvomLurUWFvFFdvc8K8IOjbV4R8L3vfgct62zT7frY+FTVhH/7VRfpRX6NMl2Rhf9wsY2kFIVUFn/VIfp61G/epqiXS/F/Fd9YUM9gOWAQrg9kU/MP5e5mvqxGIlLso/pa66q+3nqGhH5bbgU2j+vyjIDlXT0NeVxYiHnjTACvInjw0Nv2EsLlgufxn33mxobqUWDBc/737x8sUvtV1zi/dVnVDYDepOrOK7+0exDfVlDvYAgAhIp7vralb+W605+zrttDAfqWoHTK2PPtXngI4Oyzr2uYFQOLgYcJ2AgcH5nQlwIuZelf7t63etUy2nTqSXplf6Ok+f0orupfkWKvGFF+Ttrf2OQ/Q1d9afe5+KYCZAAAKD+uMVU+EWveaIybBfkYAB4K4DFe7g/QaPUAwSLeamQHyD0fP58R4Oi+3rr2LQZO+xcSf2+0r3gMgGrcNiz/wdK9AAYAgEqwrHtDj+fMnLNksHXdrxHL7OwoHTj4FPX29C/p47iUBD4f3PAn3wJS2c9TgPhnL0/IR37s8i8+iqI/0DBgLQAQKuRJ9trc2ywjYC4WRNbmz8jI63pNAFja8Lj/3n0PBws/j+mrUXNvbKr/xhX/W6X4o7kPQAYAgEoRica2F+ESCsKNXpriHQ1bFAjyYw0Heef7ZzNJjmySM9r3XOeK/3Rq/parvvwExB8gAwBApXj4H664WUZhHsUWRqpfGHs96y/MKYEF4KpvHhIASw/ve6/Y0/qi2cg+EjU21dwiEWMz7zcNwg1S/HfhiIKGDLhwCEAY+NEd7+9rbV+xU15sdsm/FHu9M6DchLnpiwaJwivo8XTBsbE3aEX3aRSNxHGQl4r4Dw/q77s+oGRO33MJuzfFH1F90/7yM3f55Tc+ch+OKIABAKBC7N61oyve0nGvvNjjvU8X/kzGNgEZ2wwUt4QumwAuBOtesUk/sYPG5vDhZ+n48ZfMBj6BY/qkRALu029X9TH/bV946Jc4ogAGAIDKiX9fJpN6Ts1J/Zviry8RnDIMQMZcLlheJiGK/hmp1BydmDwIE9DgjI7tpbcO/dot9PlMgNnpT3WZAXUonZz72LYvPIwxfwADAECl+Ok/bb+NSPmuGok2e+J2Q+w54teXBE7bws974dMDACZgaTM2tk+f/qmaVf0uoVfM8f5AExAxPxNiUO4vv+zzDw7jiIKlADoBgqrz0Le2DcSbO26lnJS/0FP7+hi/Zkb7+pLAaXtpYN6LEqJ/L7xq4FJqFLQkxH/8d3TwraccfSL4tObuGeHtIZGt9jfvI+X2D/2f996GowlgAAAoM498+6ouKe4D0ab4TfLk6xZ+c4EfLuxjA6Cn/a1iPzP6tzIBQmiL/l1gAhqH8Yn9dPDQr1w9IrKi7xZ8cjb9yd43Ie/42KW///1BHE0AAwBAmbn/65fcEYnGb7bnV/PHTrGDfrKm+ukmgA0AL/bjygKYhX+LiPxhAhqPI8eG9HF/l9iT4mgapeYxAfxI5T75zw1bB76H7n4ABgCASnDP17b0R6JNu2OxZn0sloyTbzYBQM55/sYQgGUAjL1Gxcz7L5V4vIM2nfZR3QyA+uLQ0WfoxIk3PWl/r/DnXjYNAgu+FP57MMUPwAAAUAUTcIfc3WxMtYrpRsBOApiNfSwDoNcB8J7T/UJU9PfiDABnAmAC6gNNS9FbR35Ns3OjtuDbAk+qu2V0NtLXbzfZJbdbpPgj6gcwADgEoIomgOf6261+7bFaOwuQNQPVpre3n1Z2n443KcQkkpN05Pgevce/ru+UFXkrq+Q0BJ7T25Ap/IM4kgAYYC0AUE1uIKPyv8+I/LVKB/hFY7WOPWXDhXiXQsjk9CF6e+xVvRYk4hxGsqN/V5TvZFhut0vh34WjCAAyAKD2mQBu+TtQ/k+zsughAxQHho+R8dfpxNQBV2RvaH3e0xen+O8aOfL6nTu+sgfpfgBgAECITMDNcse9AMqycL01vcvIKixuGIHFf/Omy6ijYx3eqBqSTE3T2+Ov6PsSTlXDWiZ1txqJ3YlxfgBgAEB4TUCP3HFx4PbFfoyjsSbHqoGaXVC4GNaseReGBGrE5PRbNHpiX9GPF1pmWFEjSPUDAAMA6tAI3GQagZ6SI/Zok4zaY27hdxmBhWcEeEigt6cfswSqGPWz8M8nig7eWfDvRnEfADAAoP7NABcI8rbF3DP9Pg/lqm5WiYl4c0e//CR3ucXfcdmcYkh20WHpZuCk9efrGQHUBlQGLu6bnHmLxieHi3k4v/d3s/gjzQ8ADABYwvzgr97dF4u37ZTC3mfXADgyAGQbANMYWI2HzH2xcOMgzgagNqC8zM6P0OjEPkpn5gMfwyl++d7dp0aid0nRH8ZRAwAGAAArc9AVb+ncqaqR7S4TQO6sgG0GyNFzwDYDZN6fP0vQ0bGeensvoXhTBw78Ipifm6LxmTfypfsH5fZDud0H0QcABgCAvPz4rksGVFW9Q4p7l7PFMPlE/tm1BRyX9ftNA+AwAm47YFzjxkEbTn4fhgVKJJNM0dhbh2g+OUHpDpf4D5mi/wTvkd4HAAYAgJL44d9c2BONNd9Biro9V/BzMwHeDEA2O+ARfZ+kAIv/6tVn0aqVZ8IIFCAxM0PTI6M0NzllHNFoeiLdOX6XKfpDEHwAYAAAKAsP/u1H+oXQdpKi9DhFPjv270j3W7c7hF54FT9oaEBRKKLGaMXy02jlyjOoKdaGg++ABZ+Fnw2Ah8H3//HfbcURAgAGAICK8JNvfoiXIr5Vfty7stG98E33CzMj4FT9ghMH7NWNjX+Xd/VS94pN1BzvWrLHXMtkaHZ8gqZHRymdTAU9DAYAABgAACoLFwm2dnTfHI3Gr5dXe3zH/+1MgEfx8zmAnP7z5kLH8h82AJwV6GhbS6oaWzLR/vzkJM2MF5XNhwEAAAYAgOrxyLevHBCadpOiRvryF/2Jwi0DFI/wu1MC9iI1yzpOpvbWNdTWurphRZ/3HPmXAAwAADAAAFSfn3zzw33Rpjgbge1S6Ls8Ib8nCSD84nyfb5A5GGBnBhTzf2PPtQJsAtpaVlFzUxepav0tyMkiPy/Fnsf0FyD6MAAAwAAAEKaswFUDiqpeq6qRfqNWQBTXMNCzKp3iiP6dwwFBXzUeJmiRG5uBsNYMsMAnZmZ1wU9Mz1Bqfr5cLw0DAAAMAADh4dHvXL09Gmu+RNMy26Uh6Knmz2YT0BRrp2ZaTk3xNoo1N1dd7FngWfAzyaQu+nmK+GAAAIABAKAxeeCbl/bwWgOKom5RI1Fem6C/Gj83OtVFSsooHIw2xSgSa6JYSzOpkYhuCtSIqt8XbyttyiGLu5WyZ5HXb5ubk7dpftP0Kg0MAAA1JIpDAEAwV/7R48NkrDhn89C3tvVFIjFuNsSGYCPxrAIt06NUKFvAEThvNRBoAAAyAACAYnnk21f1x5pa7OuJ+SnOIuSYA3n7sLx92Hmbtaztz//mxt3VyjbUEGQAAEAGAIDG4aN/eP8gjgIAIOyoOAQAAAAAMgAAgDIx99839shdz0Keu4eSXWnC4kIAABgAAKot2Dwpv89x9zLPdb/HlI0WmpL/deNNAQDAAABQJnHvM4V7i7mvmIiD/LTSiT75vnCx45DcTph7XkRgqOVP3sTSwABUGMwCAI0m9Jag95si31OPAv+6+r6GzwB00Cidrv0y30MGTUOwxzQHw9IYDOFTDgAMAACW4LPYX2LuGyKahwHIy5C5vWmaBGQMAIABAEtE9Dmq326K/vZG/BthAEpm2DQFe2AKAIABAI0X6bPY30RLYMweBqCspuAJ0xAM4psEAAwAqB/h75e76+U2sJT+bhiAijHoMQXD+JYBGAAAwiX8A0sl2ocBqCnIEgAYAABCIPpdZqTPwt+zlI8FDEBNGTQNwSAMAYABAKA6Ef8dZMzLX/LAAISGCdMQ/NA0BMOFnnD7i0nOWvX5mFg923DrO5swlRHAAAAghX+7Kfw9OBoOpVC20KhyckP/jevFXlonXq+3X3vINAR3O3sSSNHnz++tZBSqFjKxbCru46dJMzCMTzuAAQBLTfj7TOHvx9HI5YhyOh1WNjf037hBvEyrxf669mmPv+M/3ffbnhv6FvE53gUjAGAAwFIRfo6ObjajJRDAlNJNryvva+i/8XTxS+oQo3X3eydinfTCSR+nZzYO0ImWk8rxkpwRuEWagF345INqgrUAQDXFn6OknYR0f0FaxWTD2/N6E//jnWfSb6XovyjFv8ywKd55+4vJLmkC7sSnHyADABot6r/VjPxBkbyifoBmqbMh/7YucYxOE7+ti9+VBZ+3AysuqMaPuwGZAAADABpF/PvMqB8r7pUacSq9dFA5qyH/th6xh7rFW6H9/TjNb0X7ZUrzl8JWaQIG8Q0AMACgnsV/gDC1b8EkqYVeUC9tuL8rQil6l7Zb31fkuLWfQiISp3TL6uyJLpOg6NxxUjPz+j7QdFUuzV8KXBPQK00A1jIAFQU1AKASwt9lCv8AjsbCaaI5PUputOmAnP4vt/iz6M+uPJ8Sy4qbORFJnpDbpDQDx0jVEjSX0eiZkz9Je9ZcEYpDRMZw2W34FgBkAEC9if9uQsq/LDTibIB3aY/r5qZcTG64guZWvLNsrzcW66bpSAeNy/1YdIV9HVkAgAwAAMHi32eKP1L+ZYIr5bvoGE0oaxri7+GMRjnFf2btxWUVf2ZFalTfTpkftm9jA3C0aR0di6+jA/EeSqpN1cgCDMgNswIAMgAg9OLPJyuM91cArgV4Wf0AZShW139HJcb+R878HGWallX9b9nXcjodbN5IB5p7Kvljhm99Z1MvvgGgUqg4BKBM4r8T4l8ZOGLmtrn1Dv8N5R77r4X4M5vmXqet44/Sdcf/lc6aeZGatGQlfkzP7S8mB/ANAJUz5QAsTvy5WOnvcSQqSxtN0LTSTUlqrcvfnwv/uPVvOeHCv/kyp/9LNmciSScl3qIz5l6hKGk0HWmnpBov2+u3JMd7frT5nte++siJYXwLQLnBEABYjPhz1I8IpUrwEAAPBfCQQD3RSpP6qn+VmPZ3bMt/DN3fy8MDv+m8sGx1AgNPXUOrJ1/hWoDbW/7kTRQFgrKBIQAA8a8TWEBP035bsfnz9fg783S+sMHDA9e9/V1amzxSltf7rT7Cpk8L3G+ungkADACA+C81KhlNV0L8+XctZ9W/k98tew+93LQplH871wRcNnq/bgYWCzcl4s6EZNTY3Cu/f/ea020BWBQYAgAQ/zqE1wh4Q313aIcD2Khw5F9u8Z+LdtBLKz5Ej268kSaaT9JPYJ+Z+TGtyoyF9r36Rdcl+rDAYrh43zfk9nXnTTwU8LGWP3lzEN8GAAMAqiH+txGW8Q0NXBPwhno+TVF3qH4vLvjjXv/lzFKMxdfTk+v/A/129XZKSBOgKHzyUvR9s7RBn5h5uKFNQDw9STc9dr7fXXdKE3ALvg0ABgBUUvw56t+JIxE+jiin02Flc81/DxZ8nuq3Wuwv22u+sOJSemLdZ+iNzve4RJ9PXIqSvdwsf/ZH535Op6UOhPZ9erj7Kr2Z0EK54oU/o3ce+oHfXUNmNmAY3wYAAwAg/ksMHgo4qJxds46B3OFvvXi9LCn/uUgH/WrVtTS49jM03rw+K/b63nPZMgTm5bNS++iC+SHq1KbD9x6pTfTjlR9fcFvh1VOv0MAvrgm6G0MCAAYAlF38ub3vczgS9QGvHXCceqtmBMop/KPx9fTA+i/QC8u36mP9BUXfkwVwPuas5D7qS7xMK0M2LMDrCrAJWCif+vVnaMPYr/I95BZpAtA+GMAAgLKIP3r712lGYEJZq68kyAWD5YQL/Fj4u8TRsgj/UNdWenz1/057O9+dJ7ovPgvgfHynmKZTkwfopPQRWp86SnGRrPl783LbO/U+AQth8/HH6GPPfqHQw3ZJE3ADvgUABgAsVPyxql8DmYFZpVNK9TKaUlYYmYIiCwc7aNTYizH5Kif0fTmK+2YjHfRU9zX009Wf1iP/YqL6UrMAfo/jQsGVmVHdDKxLHaGOTG2GChZTD/C5J/pp2dyhQg8bJGNIAI2DAAwAKNkAsPj340iAcnKg5Qx6dNWn6akVV5cm9IvIAuR7boc2TSvTY7oZ6E6Plq15TyG4DoCHAhbSLfDdb+6iS1/5alHJFblthQkAMACgFPHHXH9QVn62/Gr6uRT919rPL4twLyYLUOh1u6UhYDOwJnGEVqSNpYErwUKHAnhK4Oef2Erx1GSxJuAGaQKG8CkEMACgkPiz8KPiHywaTvM/1P0pXfxHm9YvXugrlAUIeq7FxRNPlKWjnx8LHQq49NWv0ruHdxX78AkzEwATAGAAQKD4o+gPLJo3m0+nB6XwP9l1dYAgU+izAE4TwG19ubd/JZb8XeisAK4B4FqAEoAJADlgLQBgib/eZxziDxbK4LKr6PaN36I/O/V/0RPyMpEw7hDmP8LxYOHZl3Sb53WdDxaU+wTh88sWexsZ8/dfaXtXRY4ZDy+cNfNiyc870XIS7V3z4VKeohf1miYfABgA4ILT/j04DKAUjsfW0b+v/Cxdf/pP6W/X/QW91HqerqP2Jsh93b5NOG4Tjsc5bheex+R9Pc99Obc5fobw+RnC+zOE7TOYofbzFtzApxBbpp9ZUHbhGWOVQJgAAAMAFhX981KjWGYUFM2LLefRN9b+BX2+9z76t+4/oBm1PX+EXi9ZgDxwP/9KwOL/nsmnS37egRUX6JmABZiAnVhNEDCoAYD4167TX7yd1JWb5BmQ90Yve4Wvx7NionSs1bd8iKmj+qaTmCYxso9EYorEqNxPOu4Di+anHVfSj5d/kvbHNy+qwK5StQBqBYsBGV7it1JTBb+/+pMlZxl4bQBeI2ABYIoggAFY4uJftWY/6kl9pHRvkgIvhaNzLanrq5uF1A4PGcZgZC9ph4ZgCkrgWHQdPdZxBf2o65M0KyP9kortyiX0CygGXKZN0zIxYz9mJLqCkkp8wcWATHtmiq47/q8VOc48G4BnBZTKTT89v9gpgV4GpQHYik84DABYmgbgDrm7uSIfLBnJR3o/QIoU/mqLfTGwAWAjoO3/mW4OOHMA3DzffC49KiP+x9qvCGmEbtx3inaM1mhjchvXBX+1vJyv5e+UNDGTkXYajXTTFO+j3br4FpsF6Jt+lrZMPVORY76QaYEX7/uG3L6+0B+JtsEwAGAJin+/Gf2XV/TfcTmpve8vmLYPG9r+n+tmIPPqQ0v6czEtxfGp1g/S/7fs9/UCv6LFuorDAGvFBPWIY3RG5qAu/uWCjcCR2Fp9at6RpvU0E2n3NQE8Zn/1yA/0bEAYsgALmBLohRsF7cJZEQYALA3x59Q/L9pelkKgyDu2UeScHcb4fb2TmKbMaw9RZs89S2qY4Gh0HX2/fQc9IqN9buCz8HR9ZYYB1tIEnav9js7QDlKXjPKrQVJp0gX5aHw9HZN7NgYW3BiIGwRVgt3LP0IHmntKeg7XAXA9wCLYiqWEYQDA0jAAPN9/0VX/uvC/54a6i/aLzgocHqLMb3bqQwWNylD8XPqeFP5ftHywJt328j1uOc3QReI1OlNfeXCm5seK+wEciPfQsfg63RiwAahEQSAXAnJBYCmsnnqFBn5xzWJ+LBcD9qIoEAYANLb4s/Dfu6gPjYz0Y5d+pTEi/iVoBDjN/7PmD9DOjhv0Ar/yi/7CswAtlKKz6S26iF6ndWI81MeRDUElugMyPOVwX8vpJT3nU7/+DG0Y+9VifiyKAmEAQAOL/6JT/xz1Ry/+kmuq3lKBjUD6p1+r26GBI5G19O9tO+gnLdtoxk7z177nPt93kjJB75eifzYdomZKLvnv6kKyAIuYEujkdmkCbsPZEgYANJ4BWNQqf1zcF7v8q0v+OGZ+s4vSz99TNzMHnoi/n/6t9RP0XNO5FUjfLy4L8B5lmD6gvE7rCZnncmQBFjEl0AnqAWAAQIOJfz8touqfx/mbfu+fior80yJNs+nsmO2k44TUGeu0L8fVZopH4nV5PDkLkH78a6EdFphS2un+5m303ZZP0NHo2uKFu0pZgG2Rl+iDUvg55Q/KlwX42HNfoM3HHlvsjx6W27moB2h8ojgES4ZFLfEb/dBXfMV/Rgr9ZOqEvk9kEvrlUmmLtulGoC3arhuEVnk9qoT7o8mGKHbtXZR5/nuU/vk3QvN7HVbX0j+0Xk+DMuqfUdpt4dXb3ircJtdUZ3Jc5ra69jw3YcQFwic8KPk2x53Wz5C7L0Z30yblbXwjC8DTDLnIsJS+AMc7ziqHAegxzxcfw7sAAwDqPfr/6423yRNvz0Kfrzqa+bDIjyVHdaGfTE7q0f5iYfPA21hizGUKOmPLaEV8hb4PK5FzPqEfm9RP/rzmtQHfarme/lfLdXqRny38TqEvVrid9zmEWzcQpBRvJnxe7+ORIYh/CXDDoaMl9AU4uOK9Ja9xEMB2ed7Y3vKnb96Hd6FxwRBA44s/C//+RX1Itt1Oo+tPp7fnj+tCXXWXqkRpuTQCK5q6dUMQShLTlHrwz2syJKBuOI9il/1nmmpeS6+OCZpKCbnX5J7oNXP/+oSo8FS+4moBvt70PXwpS6SU7oCnjP2KPvmrz5TrRxtTA/8UQwHIAIB6ZcGp/0ysmY6c/SE63hkjmt5fsz+AswxsPnhjM7CqeTWta1kfrvqBeDvFtt+lzxKoZjfByNlX6uLPcHXFe9canv5DGyI5j51KSkMwbhqCccMosDGYltf3ToiKZwE2RxD5VyMLUEZ4ttCtcrsF7wIMAKi/6J/n/Pcv5LnTq0+l4fdcR8m25aH6m9gMHJk7rG88NLChbUOohgi4VkLpXEfpX++s+M+KbLrEFv9i6GgievcaYwXwrSfn3j9lGoGppKC9J4hmzOszaaJ9ztKOBdYCzIoYvpQLgOsAuB6g1JUCy8TN8jzyw5Y/xawAGABQT+LP7v2OhTyXo37ewg7XIbw0cULPBPS0nRqa4YHIewak2q7VswGVgk1GKeJflEGQ+nzeKj15T5cELDM/NCLMvaHte0az+0JZgLe0LpqjGCr/F5QFeFafFliIzrlDlfjxfB45F+8CDACoE+T5l1f56ynlOZzyf/OCT9CJk86qq7+VCxNfm3wlVBkBbpjEpB6rjAmIXfgHNWnG1LdSMff+9z8/6twLemHMGP9/ccxwAbszm+mKyMv4gpYIrz2wp+O8glmA1Sde0b1Xud/22b/aOND6H7FgUKOBIsAGRH5ZWfhLGrRn8d976Wdprmtd3f/9XCPQ094biqmEmT3fo9TPyjtNkKP/5s/eW5fvzRtjKWrd9yQlp0/gi1oiezrOp6H28/I+5vqfX0OrpRmuAHpBoDQBKAhEBgCEnJJS/40k/gwXC44nxui0js01HxaIbPkEaSN7KfNK+QoDo+d/sm7fm9NWxCh51rvp2LNPkpYu/1DAa+oGepXW0fTUCdp87Enqms2mxOPNLRSJGKe8lrZ2UiMRam5u1S/XA2fOvJDXAPCywBUSf4aHFDmreBtOr8gAgPBG//1UQse/RhN/LzxbgLMBtSZ5701lmyLI0T9nAeoZFv+3X/glzY8vbmaAGo2R1rGKfji1UYr/yZRQmlzTEJfPHaZNR5+k9eMvUCwzF/g6rW0duhFo7+zSjUJYydce+OK936CL9n690r8CZwGGcaaFAQDhNAAs/v0Q/yzcVOisrnfWdkggMW2YgJF9i/vC1nH63/fz+vZhmnrrjaKNQFRG7E0dUqS7VlLz8lXU1O6u93jthKqf1l6fVHUD8PpkRD/JDY8npQl4kU4Z+TWtnMz/HnBmgI1Ae8cyfR8mxmLd9OOVH8+5nfv/f25waznWASjELmkAbsCZFgYAhO1k+pcbB6iEef+vbvtSw4u/fYKMxOmMzjN1M1ArhBT/5A9uIrGIRYS46U/8f/u7hnt/0vOzugnIyL2XmBR5Ndakiz1H/IthrzQErckxmn75F3T4lWcpnZgvygws6+oOzVABGwA2Ak4uffmrdP7+XdX6FXpb/wxZgEYANQCNxa3FPpCr/ZeK+OsBeCZBL0+8qGcCamUClJWbKPreGxZVFKiuPr0h3x+O7NvXbSz763KxYXpuhlJyz5c70ylKTk1Qs9yfuvksmpuZtoU+zKl/J2fOvOiaErhh9FfVFH/rPIMsADIAIETR/23FGoC3zruS3j794qXpeJVoTU0Ak3rgzynzu58v6Lmxi/6AonID/nBtAQ8rzI0c0TMKlSg0rDVJtYm+u+Z6/TIX/X3yl5+pRuofWYAGRMUhaAjx54HKm4p57FjveUtW/BnuJMiZgHIsYrRQYh/+Cinxdnxwy/m+zs/S6CvP0KGnHtL3bAIaUfyZJi2p9wWoofgTlZBtBDAAoLLw9JyC1Upzy9fJ6P+qJX+wam4CpPjzUMCCItzje/Fp90T843uf14V/+sibDSv6Xt459otaij8zIAOPHnwCYQBALaP//ya/hKJw9M8V/797/2f0PTCWIB6u4QJHkb5P6Mssl8qJyUm8eY6on/sJTB7ct+T+9k4lRU1aora/hCgu6wjCC2oA6t8AcNX/QKHH/e4Dn6ETJ5+FA+aBZwbUqlkQ9wVIfr+0c2hqtpMS3b9H86/tJW12jtTWFmo+YzO1nPsuaj33HP36Uon8j/z6p7oJWEoIR5/fzjcfpJbRF2v56xjdAf9vdAesVyI4BPUs/j090sPtMldhD9zePuNifQM+EXVygta0rCVVqX4yTOlcS2LyGImRN6jQezh/YiWdOLSZZsfXUuqofE7KGL7gPV+fe+4Fmn7iFzIsTuuGoNE5vuepJdZOWDh6/AtjgSVJ8/hrBT87Fdya5Xbsq49N/BJnkvoEQwD1TcFCHGPc/0ocqQC4DuCNqdqNq0cvGAg+5WsRmhk5id7eex5NHjmVMql4/qh4do4mfvggHbntLyl58FDDvmfzEyOL7iBYb1G/If5CX+VLmPqfbD85DL8ehgFgAEBtov/Cqf83L7gOB6sAY4kxfWnhWsBZgMiZ23KNSaKVxvafLQ3AehKZ0hJ1LP7H/urrDWsC5t4+vISEX7gyAIKyRkBT42EwAT3yXLQdZxEYABCy6P/ouz6kZwBAYQ7OHAxNFoAj/fED7ygY8RfKBjSqCZhteAPgFn5yZgDM9L8w/0u2bwjDL3w9ziAwAKBaJ8CvFY7+k23L6cg7L8XBKhLOAPAqgjXLApz6fvv61JHekqP+pWQCGrnwLyjdbwu/Kf6WF0i0nRSGX3u7eU4CMACg8vEB3Sqsk0HA9ub7kPovleM1MgAMTwvk921uYiUlZzvK9rpsAkb/6X/q+0aAx/8bV/iD0/1W1J8tADQyAIm2k6nQuaAqWxHDkQAGACySmSKif57uN726FwdrAVmAWtUCqCf36ZmA5HT5V5/jDMD4v/4Ab7AkMT+n9/+3Ni2TqbmdLzbdb9xkXzOUVx8GCEUxIIYB6hAsBlR/FBz7P3T+FThKi8gCdMaW1ebL2PcJSvzmVxV57elf/IraLr6Ams/YtLRM3cQozepiP0WpZDLwca1tHfpiQLzyX7VW/XPO6TeEnRxGwJ36t2J+6yb7mvwn1bySmqbfqvWh7pHBSX/bV4YHcRZBBgDUKPofO/U8ffwfLAyuA6hVi2C195KKvv7oP//P+j9hFbkc8OjxI7TvlT109K03aXJ8NK/4M7PSIIyPHqeD+1+n/a+/qD+/UtmB3HS/KCrdH5gBaFkVlrcHWQAYAFDL6P/ou1D4t1jGE2O1+TJ2raLm00+r2OunR8b0TEA909SePzvDKf43971SkoBz5M8ZAGuLxeL68MDRQ2/qr1dG6V90ut++LISdFcjEOsLy9mA6YJ2BIYB6if7/3x7u+Y/ovwqMJUdpVfPqmvzslnPOpvnX36jY65/40YPUfvEFdW8C/LoATk9O6KIdJPxWmj/e0qKLfLVS/VbU77iy4HS/45G2CeAhAMcL1pIueZ7a3vafhu/DWQQZAFDt6P8cRP9lMQA1ygDoBmDLOyv6+o2QBWhenpvy5oj98IHfucRfjUSoc3k3rT/lVNp05hY6uXczrVp3MnV2dVd1nL+c6X7bTDheM6M2hentwTAADAAoe/RfYOx/tPdcRP8NYAKi3cup6eT1Ff0ZU48O1vV707Zuo+t6KpWkQweyWZNYUxOtPXkjnXr6O2ntSRv1wj42A9WlMun+HDNhvqaeBQgH2+X5qgtnEBgAUMXo/9iGc3CUykitpgPqX8pTKtvchacF1nNzIB4CcNYCHHvLSPtbwt8rhZ+j/OqLvjPqt68UbOYjnCl+M0Mg7H+smx0ZApG7MJAWiYfpLUItAAwAKEv0/1XdTeeN/udbumhi+SnucUawuOOenqnZz472bqDjw/tI0yo3R32mzocBOjYY0xmNaX5TtLx7NW087Uxd+GtFNdL9buEXWTMRLi7BGQQGAJSHm61zRtB25NT36icKLaPhaDVABqBzyzmUSsxLE/BGxUzA7HPP1/X7075uo14LMD5ynDb0nq6P7dcq4q92uj/bKdBhJoSgQueJKm7IAMAAgDJF/wWX2xxdd4a+z8AANIQJiLa3UdtpvPxvkkYO7K+ICeBiwHpfIyC+fDWtPbmnqtX8/lG/faUq6X7hyBBYr5noXE9KeM7mXfLcBRMAAwAWHf3LL1Nek7BsDSVajfHQTDqDI1ZGEplEzX526yajHwBnAqZGKrNGwfyre+v6/Zk7/pY+ra92wr/wdD8tNt1vGgFn+l+JCVKioRkOwDAADABYJAWj/+OnbLFPRpwBEBrqAMpmALTaGQDOAFhMj49SJpUq/9/32r66fW94RUC/XgBVkP6ypPvFItL9LuE3v/tNCWORJCUiT+pNoTgHIAMAAwAWysxXewYKRf/MRPdG16pcqRSyAOXiRLJ2dQBtm051XZ8cLX8WIHnwrbp9b+bH365R1E+uCL0W6X53BsA8kTvNqhIKE9Ajz2F9OIvAAICFBRq3Fiq24Xn/0x3ujnWpRArHrkxkarQmgP7FPNm9wtvsifGyZwG4DqBu35v52SoLf0CEXot0v+cy+c3+cZqA2hUD9uMsAgMASmT6/+kZkN+fnkLfrykWf8/C3JqmoRagXFmYWk4FbG/LuW1uerL8kXQdDwNUw4WHMd3vnDHgsBeBJkAoNfMAqAOAAQALoKh2mie6T/H94iWTaRzBepceTbjqAJjE7AwOTFWjfnJF6JVP9xMVk+53vqb1izXPHQ42AbGaDQegDgAGAJQY/ffLXX9REeqytb63p6QB0FAMWBZqNRVQn9LZ4q5wn69ABqBeiRVYFXBxwl+rdL8oKt1v/xRHViEfPD1QqdGyb+b5DIQUrAYYPm4q9oGTqzaSCEj3p5Ipijc34WjWKelMmmKrcxe94WmBsXjzkj8+TR3laTfPiwjNz8/q+4w85rzXDUasidZu6JXfoWbfiNwluyJ3hT77EZ4sguMFgiN+IveKgc7X964YKP9vmT9cONKL8vCgQqL6rULYAAziGw0DAAq55f+qL/lbVNos09RM6TwV/4m5FDXFY6QoCg5snZHRNEql0qR257a1LXaN+4Y+PnPTNPrzf6PMTIoinaUv2zx6/Igu9NxCOAheYGjs7aO07uQe5wK8wUYgYKlet/BnBTzfa3qNQCFz0ZQcLerv5h4BIlH18wHqAGAAQJHcWuwD51asy3s/pxHnZhLU2o5ocVGRuFZ9wU0mks5A0X3f3AzFW9uW5Hsxd3gvvf2zf6Px3z6gX4/3nE8tnaUvgc2LBo0enyr4uJmpEyWKPXnW4/AZ56fyRP3O148nijQAKtcDSBNZ3YlC/TiLwACAwtF/wUV/XMIko/9Ci/8kEylqbm0iVUWpx0KZzczQCvlfVYVubp6qtb5L8xmbQv8ejEnBH/vtT2j6jWddtyfeepGaN11MSqy0lfA6u1ZQKpnUMwF5T46xptCl+/1es2X+SNF/uxKRT0orVM31g+S5rb/9Pw8P4mwCAwCCubmUB8+s6S1OwKbnqb2zFUe3TpifT1DaTPPH1672MX7lC9+aNpwU2uPAaX6O9kel+CfH/AVOpBI0t/cX1HpW8VkAyzSvWLWWJsdH9VR/EC2tbYvOABRK9y/WXHD6P5qeKv7AmrMCtGRVhwI4CwADAAMA8nBTKQ8u1sBzpiAxl6R4CwoC64HpmWyDm/iaNbnCmEewSqXt4gtC9/dzmv+4FP6x3zxQnGEafoai3Ruoac3mooTfKcxsAo4dPhD4nNb2znCl+73mgwsA546UfIy5XTAPB1SxIBB1ADAAIPCk/1+La/vrEoJ04SEA+6Q6m6BYU5TUCIYCwsyJySnKOIv8Irnvb7l6AaitLdQeIgPAkf7Yb35CU540f1Hfn+cfpM4LllHUtyAwWJhb8tRScPq/rb2D3NP6Ckfk2YdWJt3vvdw5s7AFnXjhoCoWBPbj2w0DAILD+VtLform3wE0KPqZmpyjZcvbcKzD+PbL9+fEiSmaT7gXH1JaNYpfMEfapNu4JWiC4tripsF1fqRfNwG1hNP8HO2P/CY4zV/U8Usm6MQv/5WWve+TLhNQKEKPxIKzYsu7VxdOzVc53e8V/3hyVN8WZABUMwtQpRrX6f/S09f+F8ND+LbDAAD3F4Pdcc9CXEMplTyZdJpmpuaoraMFBz1EcMHf5NS0f+Mms9eL0uHO1c6lj1J8ZuEGgCP/ZddcXrO/efbQXjr+pCH8ZTNR0gSMP3k3tZ99KTX3nBcszI4oey4gm8LRf/uyrtCl+72v3zX50qKOmZ4FyFQ1CwADAAMAPNy0kCctpIg3MZ+UJ7cIGgSFgFkp/NPTM0bHv6D3a9w/Kk5Fp2gufoxaEmtKi7jVBK0e+P2apf5HpeCPcJp/37MV+xnTLz1OiaN7qWPLNlKbOwOFmfspjB7zb6CzrGuFu8teSNL9TiOiaklqn3tzcQZANeoBqpQF2IJvPQwAcEf/HPkvqF92NBopegjA9TMn5/Q9TED14eY+LPxzc3NFtWpOjh8Nfh+bD5BQMtQ6v76w8YuN01zTMd04rFobq+rfzGn+YzLaZ/H//9n70ui2zjO9B/tOANwpkRJJSVYk2bHkOPEW23Ka9KQn6cRJlzinP+Kk/dHTacf2TDLjpJnYTtpGs5zGM9PpOT3TM3Z62umkZ2Zie1LHk6SxvCbxItljS7FEUaJIi6S4gACIfbu97wVAgSSI5W64AN7n+POFCODei7s9z/t87/d+aQU2f1PHeXUOoZ/9GdwHboNj9Mg2IZDLZLB45bIoiJNVv0/Jf0az+7eKi+D6GUkEKIWOLgBPDcwCgLEFj8g+cdlUw0mAW7EeSUgPFB4ZUBu5XB4ry2voHxqE0+mQtQ4i/bRIOIlEUnrd1Dm21b49444rSNpW4EnvgiMbhEmwbIr2ifDjjnkUzNdyCy78+e/g8G/9DzjqFJJS7HBcmdog/pa5LFM/l5p99xHYh/ZB8O9CJLQiXv9rNY65DRartUbtfp3t/q3iQ3xNxE8CQA3o6AKwADAguE5sq6L/x6TCP5fQZPZ/GWu9Yzh1y32K9sHX42YRUAXlKoqJeAqj7jEMu4fh7/HB3UDSHEX2GZHwk6kU0uns5qz+JpF562msvvgXjd/MogCw5t0S8deCXST/A1/+Pbh3H1D92K28pr3NL/u8mq3IOYPI233IuQLSv+l1JZwuD4ZH98JIdv/WdQ6HXoI/rt40zoKoSwv6jAi4x/sIFwRiB4BBuF8u+RMsNKRPYTUvcgKoD5rLBV8DDZmk4klCyaJ3W1wiqRewFo4gkUzC7XLB4bCLx78YbRPBS1F+OiNF+lkVC/UkrlxoqptHQB4Zy3rd6yK9uoBf/Zd/g92f/FcYvvvziveTbP7FF74vkb9eNr+8Hc3BGl+WmqPCBEgOHEbGN1JBzE1E/TpXCnSnFlQlf0k4iixgyunmArAAYAHAEGQm/21E78uX604D2gjisSRyuRx8fk9XTxyUSmZE4k9uS8qrmNIdqVRGanqBrF6tarUURNKe+cHjWBCJe/ST/xIDH/mUDIEyJX1/+TX5Nn+PHYhmWnvurbGFCgFQQcYGsPsrJYQ5n8Hw2suaHAPKBShonwvAiYAsABjrj0mFf8aVrseZjCLl6lG8P+lUFpl0RBIBDqeta84DRfkU8aeS6R2z8QWhdfuXrpEEqNo2xIh9+i/+Ay6LYiB4w92wHLwTGDuG8cGeHT8fvXBKJP1npaUc2C1AwAH0uQCLyDkLcWA12brjbEmuwZxZR4G6BnLZigi99XZ/5TpHRPK35WLaCACLLrkAnAfAAoAh4otqrMSdEgWAs0eVHaIHUHQtJgkAT4+72MXQoaDyyMl4sY9eqJuNL8hOtlQCm82miwDYOCZUe58i+VI0T1uODh/FqLd4HeST64hfmVK0DY+oLYPOIvlXYsQD0GlYS7XumnCuzyPRd1Caa4G6dTYm0Gqh3V+5fiJ/b3JWWyHkEMTrQNOJglgAsADo8uj/0XG6CY6rsS7/yixW/epO6EJWODUqGOT2OGEyd0a3ABE91UGgxD4SAA2TlsXbEgGQvnqxpe4DwbfwFiJKScVctPn7xWjfWeNps9tb5LtWiQBz+H1Y3IPIu4KiOFyHx+tvqd1f2f1Aff5q9/tXtwG0nyho/bHx4z5OBGQB0L0wPaCWwg6G5oB9t2myl1Q1kJrT7ZCEABUQalfSpy6OdCrTVvteiK2KnNC+4otsfiJ9ivgtpk0B8I4YFUWAU/ze1QSQL+i/z87QRSRGbkQktFqcCEgm8W8l+63Ev9lVqLFOEb3rZzEYeV0/IWQrjgrQsDbAOHMAC4Aujf4nKOv/frXWFwy9r3mUSMPhqJEAcIliwO6wGVoMZNI5ZDNZycVoJtLfUUS0KAzPr8615TVONv+ASPw98somSKKBHAMSAbq7AckIbCtTyAweEsVvBJ5yQaCtRK2F3V+lZPHI2ivwJy7ofg4tTgG5hGZdAZwIyAKga/Gg2ivsv3oBK0P7NN/xXDaH9UixkA0NgbM7rFKhGhIDJApaQpJimEj7RUSfSWelpia8Nh9a5cIn5s5AaJOLmiJ8v0j4Q+5i5K+GezDmA3Z5gZAoAuIZICae2rwOB8QaXYDF24fwqhlOtxfm0sgYvex+aZKiQga7Q8/DnV5szQmlrgC7oFVtAM4DYAHQtXhA7RX2rc3pIgA2E28eyQRF19cqzNFUw0VhYIPZbJKEQXGp/BIrEztF90KhgKxI+ET8mkfnLWJgu82G5ELrcwAaIWqK9ntdFTa/ysKC1j9Qqr9EAiBZUUyRugkuRTT4YVfehXOvHWvLLvQOjqAxu7/SAZBn99PCl5qVIn81yvwqAeUCCDmTFqMCWACwAOg+rD86cT8UFP7ZCQNL03jv4PGW/758riC1naLwZsUAEXwj9fK1hMfqbck4wPzqrJSVXwsUcccy+kTF1bbd6ywu9XYavLatLk3RHVBd+10+hULkKjKeO2F3+6pH/Sra/bZ8TCL+lkX91Y63s4Bcwqy2EA6sPzIR8D12KcyswAKgeyCoH/0TXMmolAwYCo4a+ufnRabK59srEc9usrUkByD1/q+q6g6XeLf2Oa9F3GSPX47qR7603UFXhc1vAIdi2ANMrWmzbtPaFVinfgzndbch6bxWKVBNu5+Ivz/6FvyJaePdAOVRAep3BXBFQBYAXRT9PzJxHBpaX7vmzxpeALQjnBZXS7abWzi/jXiJ+F1b7tbeUgVnLUUAkT2N06do32LAQQnkAHjtRTdEk3vLvgL3wt8i7h5H2H89ko6RLQ6APLvfl5yFPz4Nb2rW0PcA5QIIWRMEdUdlsABgAdBV+KKmJ/HCWZgP3I2CzcFHWk13RRQAejsAHrcL77/7crFSXgM2O4kAQQMRQNsfdG+33I0IEijnNRAAVjPgLh1/T2JGaml7H9a9B5AQhUDa3rud+HeI+q1ipO9OL8Cduir187e6j78pEeAqIB9XtTDYXn66sADoluh/HCoO/duKRLbYglOnsXLoFj7gqkWWvpYk4Zlm38CNA81F2yQU3OKdPB0G0gqStqhoT7+zSPx2SzudK1Eo2YFwWmUBWGWiTEdmFY7QqvS6YLZLgiBr8SJL+SKbIMCai0mle53ZUFsR/rZrUrwuzA5VuwI4EZAFQNfgfi1XvloaK91z+SwLABXht/lbsl3P/ClZk3RT98D1/cWa+vNxINOEECDxQKQfcBrT5m8E4+LpemdZ36RIInVXagGuLrgfVO4KGOcnDAuAbsEDWq2YCqVkSzekNRGVREBk72E+4moQsVX/EsA0zbDp0i8U5dbRBDvUyBWKldyhzJaHNpE8kb5LjJx9tmLk3+6g30QiYFrF3HKBb4PNIkC9rgAWACwAOh/r35y4X3yKBLRYN42QI8uzkqN6z/4SkT2H+MArhN1sh9PsVCQA0pkcMqUwnF6n61QlpBoKAXMKyeGPXYvMY3Ow5hIbry2l141G9dQaCk87hOkC9uIohasJlVbICmATpK4AleYKEJ+Nx33funSSjyoLAI7+ZYDIf6vdSS5A4MJbCO/nLjYl6GnQ/idiTyQzYssWSV4kfPp3von6BXa7HV6vF06nEyt5J7D312q7BKlVsa1IYsAdn9v4t6tCLHQzqIJgTjz8KypMLxxJ8r2wzQWgXICcKACUdwUE+GiyAOhYREWFK2iY7BLNVK9RU3YBeESAfAQdvZuzulEsOxyNpSWyX4+lpNeKHqRmM3w+n0T+TTkLzj6pEdb6j212EUgUiEKgJ3IOdlEYuGOz0r+7UQTES90fSkF1rRw2vicqb4eNuQKUgZ6NT/GBZQHQqdBs6B+Rf2YHBW7KpiURsPzBO/kMyEDR/ncVp6YVQ8D1eFoifCJ+tWCz2RAMBqWlmshb3VgPHJRaJXzhc5IooGWzXQntCMoHOCJqpIsR5U5APG0SBUAX9wVU+ekmiwCzyBySEyAfPBSQBUDHRv/j0DD7P1pnRFFg+i1E9x5C2t/PJ6MZFEywpH2YWltBOKqN/0uk39/fLzkAemFDFJQeuSQCgqunJUFArVMx6RejdwtwJSZ/Havid3u9XXYf1NE7JI6lroC8ohkDx/mBwwKgU28gzfr+Keu/kWB06I2fYPYffIHPRQOkn0/aUUiITVwWjX1tImQifb3JvxoS3jGpkSAgNyC48pYkBIIrpzvOHdjtKY50IDdATo2EiGR1d4kD0ADxX7MBxGvHLiCfku0CcKKSAWDiQ6BydP67E5TccgkaJbmsiQy13OAzOnToI1gVG6PKwyxtQz7ulEifRIAeGBgYgMNh7NwMEgEBURB0mhighNmFOPD+evPfvWmiAE+nptQ0Q/rVjmvCLHvGwJ5vX2L+aTHMfAhUx73QMMM12kTuWe+vXoMjvMJnpPKBFXcguxhAdsmPgvhaL/KnZD+jk78kMPuP4dIHvoS3bz0hLr+8LZ+gXUF5AXKLHF0JdSBPCbXJn4i/JvmXvm92yB8OIAZLx/mJ1FpwF4D6eESrFdPoslSTanvwzZ/iyp2f7e5RAWTzx1zIrTsrCF8/W5cs/56envYSSlY3VoZvlxoNNRx6/yfoX3y1rV2B5aS8s74SM2FSvPms7R4uNfDj65a+2PK+VBvArk5tAEYLhDEfAhWj89+doOj/X2u1/qRI/pEmS4pb0glYUwnERia6k/jXXciselFI2lrWlUvRv9vtbtvDSGIg0ns9lnbdjZR7ZFOBonYC5QHIFd5uu3genZ1J/M2S/laQCBDkjQi4/J0XwyeZOdgB6AwI2s76R+Oa5RSn815+D4n+3Yju+UBXRfz5TRF/60Dj/TsBla4A5QgMzf20bUYRSCNnFAjAy8smDPnbKBlQg2i/1vs0KiCfZBeABUC3Rv/fmBhHsf9fuwewgupbg2/+P2lYYKcPDSTSz0fdhiB+Ag37s1o77zajXAFqJAB2X3qmLYSAEvqmkTfhhAkBt9DWP1Ix6W/6zLV7zGQRm5WcgKb29m5mjtaCkwDVwwNab0Dq/xfkt90vPgVHePlahk8HtULKisx8ALk1t5SVTHX8jdCoxG8ng5IE3zv2VVw69GWkncYVlwKUX2YzywaOcFVK6qv7vlAm/u3HgnIBeFwZOwDdinv1us/lgqoEDv/iR5i7558jb7N3xlEXzMiFvMXhfAaE2tX+jIpy18DumWekrgGjJQs6LcpTQNbiBnMBdI32gR3ZXbimC8zi5V5oPE/pONMGOwBtj+g3pOS/cSOT/4biS6xj18tPw5xNt/1xp37+zELQsOQvHW9rd2nsK+O/hrdvO7FtnoJWw2FRZJ5ttEtGcAFaEu2btpN+uVVKBBu7ACwAug0CPqPK06VOM0Mdx9weXsGul56RHAEddlv1VsiZkV3qMZzdX611IyhZ8MINvy51DUjdAga5cDxW5etYiwHhuKkVz5iaxF15fysmfgA72fyoQvpb35e6Aho8ntF/z7UAWAC0P3Sx/yUbU1BPBOx+8RlY49H26utP2JBd9COfshqa+LtZAJRB+QFnPvxNXB37uCH2J6CSUaSrC6BWtC8oiPYbJP7ym1JCIA8wZwHQDRAVrKaV/7YKADVhj6xg7Gd/JS5XjW+yFExSX392xSe9ZrSPGzB74D7JEaDXrYRfpVpYlAuwpqULUI+0oXO0vxPx19hPGhbYYFcAOwAsANoX4mX+Gb221SNGMGaTus4odQNQd4Bzed6wgX8hY5Usfyrj224oFAp8kxBpDhzD27efwHqwdaWF+5zFoj5qtItLJk0eJo2QvtBQNK9PtL/j+ygOC2QYG2zUKMTX7go+ScG5XtujGc2SeXXXaSrk4Zs9h4LNjlRw0FgEmnAgt+qFkGtPrUqjAFwuF98oxAtmG1ZG7pBGCHiiF1uyDzSUNpZVvh6qC9DrAVxKuxV0LthTk/QV7ue2MsGWYoXAel898VL4e3x3sAPQdoh8fYKmtAzouc0Rt/xJTepGSO+8isFTJ2HOZgxxfPNhj2T7t7Pln0ql+EbZgrkD92Hm0Jdb5gKo5UxNX1VwXWod7UPHaL/GZ8w2gS94FgAdi3v1zmQm8icRoJXd7p09h10vP9PavADq71/1IR9r/yI66XSa75IqWBm5HWc//AjyFreu90+/U71cmpCcXAADFOxR0rff9H5YinMF1DgnR/luYAHQrmhJKcugo9i0EgG28Cp2/+yv0HPhHf0z5wtAZrkH+YStLbL867V8Po94PM53ShUkfGM4d9NXdU8OHHarJyguLzdB+nKH8DVNyK2J9svvCcLmj0nDAndGgO8EFgDtiuOt2vCYV4zWNS4yR10CIy//UCoepAeErEVK9hMynZWawgKgtgj4+ztOSEvdBIBHPVPhatSEZMZI0X5jBXtkbafO+7U+Zq7xrIp8fWKc74TWgJMAZUK8aIn872/lPtCwpmgWyGqYaE7k75s9D3Mhj1TfLk3JnyL/dk32q4VsNgu/3w+TiYcvVj33IjuEhj4Cf+hd2DJRzbdnNReTAdez6qzPJj5Fe70VZIjapN+QY9Dw+xol9TXxvtDAZ+jSF/I7Xv9Pn3gpPMN3AjsAHP03o97E+2m/H3BpPNyGkgID772JsZ/8bzhX5lW3yQuZIvmjQ8f301BAdgFqg7oBqDsgo9OEQhM96q3rSshkjII9Wyx4PaJ9odHfYaqZEMjdACwA2i1swY1G2A0SAQfF26fXAc0TqKzxdalLYOSVH4pCYEEdciTbf9nXseRfxurqKt8zDYiACx/Up2AQJQL2qzQiIJEBosmdSV/P8ryykvqayDGou40aoGTAHUwwTgRsFX/wIZCHr90ZPGEk5eq3Ay7xbEYzxUIlWsKaiEndArTMun3IO+U9sKU+/w6O/Le6AG63u2tmB5SLrMOPaN/16F18HeZCVtNt2cX7ZUGlSQstIrkN+K4Rf53goYn36wzhU207O78vyP1+tc+Zi7UBtuCFEy+HT/LVzw5AO2HcaDtEOQFH+sQHkUufUVVeUQTsfv5vJFeAKgk2EzZRol+3kD+7AM2BEgLnDt6n+XZoJA3ND6CGC7AYMRm+PG+z+6Ek2t9pPyQXYHvYeTdf9ewAtA0iX2t9AuCOis5ULBlMBU8oKskUgLwejsDcFLxiK9gcyLl9ECw7X1rU559b6aHsr666bnK5HLsATYgAqhjojWhbMZDyZ+ZVSM/I5oGhHgEOm4woWejQaH+H90kEbCnuNXPiZa4G2ApwtWZ5MHzSCtmbVDCIWiJXLH9Ky4z4oEoXisud4LZeqzZI63FUcHmtoYf5wjqS519AZtqOlYFxrPbvRXRo7xb2NyG3Vq7u131VwsgFGB0d5TuoAcxddx98a+fgXp/T1AXY5VFHBLy/ZsJhVz0mrUaUph0/o3Z5Xk2Iv9kRA6ZymeCNP3MOAAuAdoKprS5YInS3Tme6qIyy2BudAsQWu2TH1d69uNq3Bwu+EaTXBiBkzV1J/gQaDZBIJCQngFEf0zf+Wxz+xbckN0ArTPYAV2IqiDtaR70EAD2IXynpa0X8lb/cIkDIm8tv8CgAFgBtBC5v3TC8QgbelSnsE5sUJbn246pzDHPiMm71d+UxWVlZwZ49e/jiaABpZx+u7vk4dk0/o9k2KHlWDRcgmiwWBdo2QZAapK8H8ateo6BGDoF4HCQRkC0ej8jDkwH/iYthvuJZALQDOGlFJkaTF6T2obXnsWYbxLTniCQKYtaerjkG5ABEIhGpOBCjPuYn/7G0dK/Pwhc6r4kbsE81F8CE0V7BcNG+nsRfi/Q3uwDi//KQyn+j2A1wkq92FgCMLkEwu4Sbw9Sex7x9DJe9R3DJuR8Fi6Pjf/vS0hJ8Ph/MZh6I04wIKAqBOSk3QGoqCQJKBhx0ieclqWw9C1FRAASFuqRfl1PbIdqXSfybRYDQ1rN9sgDoQnAPgPoYycxhJDSHm8wOyRE47zqCVddYx/5emiRoeXkZQ0NDfPKbBI0QoEZdAwQSAoGltxBYPg17Uv5QywE3cFWhAFiJmVoX7etF/ApJf9MXzcUmFKTKquwAsABgdDPshTQm42ekFjH34D3vTZIzkDF3nisQCoUkF4ATApVhPXhQanMHPy8JABICffOvNj16gKppKhX3NBwwIooIv0tH4tdxCJ8i4t9h/WargHyGXQAWAGwBMCrgz0dxS+Qkbg6fxLT7CM6LLezurCF08/PzmJiYgMXCJTnUQMbVh6U9H5caiYGh2Z8isNSYM0DJgFaT8sm1qCiQ3yl05hA+JdH+TijOE7CXr179wbJLBsK/M/k8DDAZUDdi2TqAqZ6bcNFzpGN+k9frxdjYGJ9cDUHdBH1XXpWcgVr45RIQSinbVr8XuH2ywNE+mtoGjQCY6PnWJR4JoCM47JCBhz8avB8GLAXcDfAUEhhLTmMycUbqLgjZBpA3tfdlnMlkpGRA7grQ0hnoR3jwGJb2fhyC2Q5HagWW3PYOfxoJkMgp2xZNDvSB4UbS79ss2pfeqFGtUB7xl+EU2/B3Xgg/zVcrOwDsADAae7CbHZjx3YB3XR9EzNLeQwn37dsHp9PJJ1UnkBtAzRc6t/G3s2vApajydX90n4B+TzNFgWSQvl7Er3K0X3s7mOj59qUZvjr1AY9BYrQ1yAW4LvIGPrf457hj7cfw5qNt+1tmZmak0QEMfbC663acv/krOP/hr2C996D0N5tKT8SVWB0yVGMynkYm/GlwCuCqHxUqI34ZvwPVtyHU3s/v8pXJDoCxHYDfZgfAyJj2HMbbvlvbsrgQOQDj4+OcFNgCkBOQOv23mJ0+p3hdlAdw575Cd0b7DW9nR9zT8+1LJ/mK1B78lJGBh+8I3isuPsBHwpjozS7jUOw0PLkoQrZ+ZEztM4SQZgxMJpMIBoN8InUG5QkUJm+HY9dBZBbOQcjILwpAeQCHhoU2LNhj0ngbDa1j/Dsv8uyAeoC7AOThbT4Exsf+xFn8k8Un8OHUKamroF1AEwZduXKFT2CLYB85iMEvnEDPbZ+HyS4/MXNlvU4k3YjNX48sG+wG2Nl+N+1s8wuQbfPL3c8Sjke/IU25zmAHwJAOANWt/iQfifbAQHIWBxPvwIp8adSA8ctfpFIpaXRAT08Pn8BWCYGhSbgP341CIorsSvNTErsd4rXn5Whf7m/5zos8IkBrcA6ADIR/e5LU6fN8JNoPSXsQ7wRuw1nr/rbYX+oKGB0d5RPXYqTnz2Ht5BPIrzdeapjI/y7KA+iUgj1qEH9z70/0/EceEcAOgPEcACpW8TAfifaDLZ/C7vgUJrIziDsHEYGxx95TPgA1njiotbD6+uE+eDuEfA6ZpYsNfSdOeQBDgnyyVZX4NYz21Sf+jT+deCn8d3z1sQNgPBfgq5Nr4iLAR6K9sezag1/678SyudfQ++lyuTA5OcmjAwziBoSefwK5BtyAu/cJGPBqUxSoNiG3XbS//c8Cwv7/dImzYTUEhxTycZIPQfuD8gM+vfi/8LHEi3CZcobdT3IBpqampCWjtaBRAkP/7JtwTRytHygkK1hNraQ+1Bm3L9QZt99EQp6ipL4m3t+02WvvByJfn7ifrzjtwOGETDx8R/AQuBZAxyCQuopDqbOwmgpYsfQhb8Bbg4oEhcNhOBwOrhjYYpgsNrj3fwRmuxup2TM7P2DFEGssoF6UbNikPpnOhtDAOk68FP4+X3EaXcd8COQh/NVJkv+n+Uh0HhL2AP6eEgUt+4zrXAwMYNeuXXyyDADqElh+7r+ikE5se88m6sh7ry8oIlQDF+yR3bffpHCY8H+HkwFZABgMa5wH0NEIeSfwhvtDuGIZNuT+UV4AzSJIS0ZrkVmZE0XAn1bNC/iH1xUQcEHlIXzqROJGi/Z3+MJDogB4nK8y9cFdAArw8O1BqgZ4lI9EZ8KVCWNf/CwGC2tYcYwgBZuh9i+bzWJ1tUg4NKUwo4UPUrcf3oO3Izl7BvnE5vkoepxAn1sN0q9RsKdTov3qnxs+8XL4v/FVpj44CVAZuFBFF4CGDX5u4QncnDRmRcHFxUWcO3cOsViMT1YrH6YON4Y/8xXY+8c2/X0pVoPo9JqMR2h4Mp7mt1MjqU/Ofm6H6Wjk4clxvsLUB3cBKMTaV7gboJtA0w+/HrgL79kPGHL/ent7pcJBPFywdaBcgMWn/1DqFiBQHsDnynkAnVmwp/qfFA95NFW+/yX/iYtP8tXFDoDR8BQfgu4BOQB3hH6Cfxr+a4xk5g23f6FQCGfOnJFcAZ5auLVOgK1vDIJIYJkcEE6oFO0rqf0vM5qXFe3LnqrYdG0o4+b3P8NXFjsARnQAeDRAF+Oi9whedx1DzGK8mv3kAtBogcHBwa52BKhrxC6kMFyRJpE0uZHUuAokOQHzTxWdgFvGBEz0VgubO6Bgj/rRfrWvhAMnLnJRIBYAhhQBNC/AcT4S3Ym81Y23HUfwrucGQ049TOTf19cnCQG73d7R54IKJSUSiY0Syn22JA4P2+Cxb3/ULZlGsG7y6yICduVnceueykkB1Mvk15P4VSf95rZzLPB7F9/iJw4LAGMJgN+aJPLnyYG6HDGLD68F78JF6x7D7mMgEJDyBGjZ7qDZEstkT1H++vr6xnvjvdYdiV9vEUBDA0N/8xg+PZkwfrSvF/HL28ZDogDg4YAsAAwpAtgFYEhYsO/Cz313IGTrN+w+kivg9/slIdAOYqCS7InoaVktxyHgMuPobjsGvI2lNxVgwZx5HDmNh3imV+Zw09uPiYJEBiHrQfzGi/ar4SlRAHyWnzAsANgFYBge77o/iDe9NyNjMrbtTmKARADNOEit1d0EZaIn0ieyp3/XS2i0WUw4MmLDdQPNEzk5AOQEaI3J80+g/+orHO3L38ZM4PcvTvCThQUAuwCMtgCR/y/cN+M9zw1ts8801wAJAaow6Ha7paZ2EiEROhE7kXw6nd54TctmMdFnw7FRuyQC5IBcgEtm7Yd1BldP48CZP+2MaF8P4q/+flAUAWF+sqgDKx8CVfEQeEQAowJ2IYO74q/iSPocfu69HfN249fvJ0KmttUlKAsBWpaFQi23oLJPvhzFl4lfDZDdf2zMgUGvMnFiRh4OiL8Z2iZwRv0HtSN9vYhfKekrFzA06uokP1nYATCmC/Cbk98VFw/ykWBUwwX7OF4VhUDK5uODIRMU6VPET4l+JpM6j7B58x7NhwUSrj/1GNyxOY725QucxwJ/cPFRvgvYATAqHhPbvWIb50PB2Ir9mRnsWZvHKecNeMd9AwoWOx+UJoj/ukGr1M9vt7ZnDTNyAdzrcx0b7WtI/GX4+U5QD1wJUGUE/7PUP/UlPhKMnUDdArcm38R94b/GaHKGD0gDxH9k2IZPH3GKSzvsFvWNy4JO86Ktl7oBFFXpE5p7X3Zd/h2J37TjNgQF+9ngfvDkaywADC8CTooLHq/KqAlffh2fWv8x/lHoh9JrxmZQH/+Hx+z41GGHJABsFm16LIn8te7/33AAAgd1Lc/bECHX/YypLvGr8jsaEDGCwM6qmuAcAA0R+s3J06xYGY0gVwDecV2PNzwf6tpuAZo0Z8BrwaDHjF0BC7z2EvFI/5lKTytTaVF8dKmRAxA3+bBo2q3b7/zA238A39q5+kRYD+0whE9hjoFQ5f3gH15k3mIB0AYC4CFpCksSATxbIKMxMoIdr3pvw0X3dYbfV5dVgNsG9HuKjxK/o0jiBLdI3h7bdqKuJPKsKHoiqdJDXYz2pe+arhF8+RtaCwA9qgFWYuj9n2LPhb+UR5jtUbBH0X4I9dcRFEUADwVUAZwEqCF6v3txRhQBVLmKCwQxGoIHGXwi9gLm0+fxgvtWROx9htm3HocgTajT7xbE14DdUiJkiYSFa0TdYGhB3x/wlIm8Rc4LbLqSP2E9cLAzo33tib8MHgqoEjgHQHsRQBcqJwUymsKu7AK+EPkBbl17QZqCWBCEljSfvYDD/Xl8bDyHu/YUcLCvgD7XtUi/3REy6V+uOeEdQ9rZL6tfvum+fUBRUl/970NRjkFF374622GwADCgCHgSnBTIkIGjuSn8i9D3cSh+RtftjvYURMIn0s9jMlC0+jsNrYj+N1yAekWB1MrkF2qRvkmZuFAgPrZth0m/JeAuAP1EwEOhh/ZRLsD9fDQYzcAhZHE8+Ut8KHMG79oO4JJ9LyL2Xk22NeQp4MhAHm56Mpg6O0VoyTzSsm2HB46if/GVzURXhftqvb8jYaJWtK9wOwq7AQR1tjPOTwUWAG0oAqa/JIoAsAhgyIEvH8Nt+dO4LXUaccEuiYAr1iKJJf2jWEvktn2HEu2WHMN11+2yCTg6mEefS+h44idETL26VP7bCdFyHkDnFuxRm/QrP8MCgAVAG4uAB1kEMJSBkgU9mUXsEpuERI0pKNbF/yxezFiG8a5tP0LOzYJgMlDAgd68ZuPsjYY0nFgxDbZ0H/JWN9b6jyG4fFpX4m/1ED5Z22H7XzNwDkArRMDj05QU+CQfCYae7sENmQv4Qvw5fDT+2sbfbxzKSUl+nZLUVw9U9Ifq/hsBYVEAdHDBHuXVALnvnwVAh4sAHh3A0B03ps7intRruHM0i1FfoWt+d5n8CwZ57K0NHG2ecHeM9k3KRgwoHFHQdFKfDIFTFhYCiwIWAB0iAsgFoDoBXNSCoSsCE3ukcf3dRv56lfxtBNQNQC5Ax0f7Cvdj0zYYqoJzAFovAp4KPbhvRnz5A3ByC0MHpHoGkXEHmfwNgJXgDfAI68gMHEAuMIaCs6dI77k03FPPw77wbpVovzpJVv9HDcKV+Rk9+vaF2u9zwMQCoKNEwFuhB/YdK4mA43xEGJqiiyKpTE7AG4uAty8Hj8cYAiAejyOfisGHCBz9/Yjtvnf7KbI6ED/0SVjX5mBORdDqIXyCCutQTvwbSapv8U3MAqCzRMAfTZOqvUcUAo+Ky0f4iDA0I8Uuif5D8Ryef28dsXQemL0Kp9OJ3t5eDA0NiWLAo9t+pNNpRCIRqfXbUxjyCBjrLU/4VLsXNjuwH47ZUx0d7TdB/NwNwAKg44XAo6IIOCm+fALcJcDQAN0w2+DZ+SRen4lv+lsqlcL8/LzUrFYr/H6/JARo6XA4JIGgRnRP26ElET4tad6EQyMufGivHXZrcyUVBatT92hfL+Jn0mcBwKguAk6WugTICXiQjwhD1YjU3bmTU86G0hL5L0aytSPrbBYrKytSqwSJAYLX65VEQj2Ew+EN4s/lrhVi6vVYcd2gE3v2++B1KBhjmU21c8EerYifuwBYAHS8CKAny0OiEHia3QCGqg6AtXMdACLePb0Oqe+fugCaBUXtlctmt72fSL/Proz0K2CJLXdEwR41o/3ex6c5CZAFQHe5AYLAbgBDHWQ62AEg4j28yyU16vufXc1IbsBiNCOJArW3Ney3SY1Eh92qbiVFGglgDc11e7S/9f0ZvoNZAHSlG7D6G/u+Jy6/Cx4pwFDiAFjs6Iaiv5VigECOALXVWHFJAiGWytddDxF7r8cGr9MMn0T6dinaV5vwtz2c1+Y6O9qXtx0WACwAuhN9fzxNfV/3iELgfhTzA8b5qDCaQc7h6drfTqRdtOm3v0eCYKtDQJF9K2FbvqBvtK8X8SsTH9z/ryK4EmB7CoEnxQUlCT4GLorBYAGgijgo2/nl1kqQ/W+fP6NveV4ZZYI3lecVqpG+6Rr5K6wWWNrO23y1sgBgEfDH02GxPSq+nGAhwGAB0FmQxv7LIG1jlOetQvoK5iDYUv+fHQA1hSYfgs7A6m/so8yuB8Ub6QFxGeAjwqiG8Oj1YrsBJlPp9pf+M5WeBKbS4tpy46/l9zd9r/w308bTxFR+pGxdR611Vbxf+T0Tau/jpu910kNZjP57XvozaVmVMFHjz+1SsKfedoQdAx/mLHYAGOwIMNgB6Ey8+dKriCXSDUXJqs/CVyPar2vzqx/tb8VJvjpYADBqCYE/EYXAn2wIgYfAWbMMFgBtg7WlJbz35in8aKY+6QtKCVeAuja/TPFRJn2h/n4+zVcICwBG40LgcbGREPgsq2cGCwDj4+c/+juJCJcTwOtX2zjab4L4m/g+P8NYADBkiIGnxHZPyRV4HNw9wAKAYUDyf05yAMp4bRG4ElMp2m+Q+FWL9gWZ0f7O25gRn2GcAMgCgKFACNBN9JDYgiVX4Ck+Kt2DTi4B3O64+O4ZTItN2MKhz84AKwkVon1jDOGTLRz4WcUCgKG+K0AigMQA5Qqwuu5wdHIJ4HbG3NQFvCpG/9VAMxk/e7m4lEX8akT7cnMI5Ef71fA9vlLUBw+pYGxg9d/tGxcX94rti2I7ykeks5DoHcXSdR/F9uF8PAywVSDL/8d/+X+QSadrfq7fCXx2Eqg5x1DryvNuI34l36+Ct8Rg5RjfwSwAGCwGGDJRrAFwPQsAI0X+zz5Xl/w3RIBrBxHQ+vK8WhF/GV8SBcCTfAezAGC0RgwESmLg7tKSveQ2RGj8JkSHr2MBYABQf/8rzz7X9PdIBHxitOgI1OXaFhbsUYH0y5gpjWRisABgGEQQHEdxRsLPsDvQPlg8/DGkegZZALQYr//sefzqjVOyv08OwOcmt4uADon2OfpnAcBoM3fgeMkdOM6CgAUAC4DqIKv/+R88jcXZOVXWR07AoWBHRftbwX3/LAAYLAgYamDm1vs2bnsWAPpiduoCXv6/jff3N4rJnqIQ2JwX0ATpG5P4yzjGY/9ZADDaXxQcrxAFJAg4h4AFQFcIACL8l0TiJwGgFXrsRREw6tEx2teW+AmPlUqaM1gAMDpMEIyXBMGNJUFwnI+KtiDrn7oAWADoh7NvnMLpl19VPerfCYeDwF3DJtlDBVsc7VfiZKlyKUNjWPkQMPQGVSQUF09uEQVHS2KARQGjrUF9/C89+xxikai+gmMNmI4KONZnwi2DbRXtV4Is/8/yVcQOAIOdgq2igLsPZOJaDQB2ALQk/tOv/Fy1JD8l8NmBWwdMOBwwfLS/lfzvoYnM+I5lAcBgVBMF4xVioCwMxvnIsABoFabeOYMzb5xCqGIiH6OgxwbJESAhUO4aMCDxE2jm0of4TmUBwGDIEQbHS2JgL7gLYRuuXvdRJHtHWQCoBLL3z4vEP/XOu7pb/XJA5E8i4HDAhAGnYUi/HPXTBGUn+S5lAcBgaOkWlP/ddVg4dA/S/iEWAApAyXyXz1/AzNQFadmuIAFwRBQC+3xFh6CFxP9HXOSHBQCD0QphUBYDgZJrMF563ZEC4fLNn4OwMR0wC4BGsS5G95dFwl+YncNMG5N+LTEw5gb295gw6tZ8c9S3/1SJ+Hl8PwsABsPwIgFVhMFebM87MLR4uHTL5yvIkgWAZfV9afl+XEBajOxDV5dLhB+RSJ+i/dWrS1133Y95RFHgIGFggl/UiwpFwUwp0n8BxaF9TPosABgMht54439+/bhKAkAUOaaAgQRAuEQyO2L8E79+cqf3JiYmdosLV4ee9qDYepWu5LAfji9MmqSBhbcPmAZEYeCoyvYxRH8VEaJHe01Xrv/v0z/iu47BYDAYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMBoPBYDAYDAaDwWAwGAwGg8FgMBgMRgfg/wswAFZx8qLdYQ4yAAAAAElFTkSuQmCC",
"path": "emoji_u1f9d1_1f3fc_200d_1f37c.png"
}
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Generate code for a svg of a person feeding baby: medium-light skin tone
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<g id="baby_1_">
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",
"path": null
}
|
Generate code for a svg of a purple speaker icon with a red arrow pointing towards it.
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"path": null
}
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Generate code for a svg of a vector illustration of a PHP file format icon, represented by a document with the word 'PHP' written on it.
|
<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<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"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
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<path style="fill:#231F20;" d="M291.022,198.4c0-5.891-4.775-10.667-10.667-10.667s-10.667,4.775-10.667,10.667v42.667H242.31
V198.4c0-5.891-4.775-10.667-10.667-10.667c-5.891,0-10.667,4.775-10.667,10.667v106.667c0,5.891,4.775,10.667,10.667,10.667
c5.891,0,10.667-4.775,10.667-10.667V262.4h27.378v42.667c0,5.891,4.775,10.667,10.667,10.667s10.667-4.775,10.667-10.667V198.4z"
/>
<path style="fill:#231F20;" d="M302.994,387.733h-3.555c-5.891,0-10.667,4.775-10.667,10.667s4.775,10.667,10.667,10.667h3.555
c5.891,0,10.667-4.775,10.667-10.667S308.885,387.733,302.994,387.733z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
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{
"bytes": "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",
"path": "0280f1dc768354b52a7022c5abcaff19d734e8bc3699d0226686221081b22a3e.png"
}
|
Generate code for a svg of a a gray hexagon shaped object with a white background
|
<svg width="162" height="56" viewBox="0 0 162 56" preserveAspectRatio="none" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M126.852 0H3C1.34315 0 0 1.34314 0 3V53C0 54.6569 1.34315 56 3 56H126.867C127.542 56 128.198 55.7721 128.728 55.3532L160.051 30.5843C161.561 29.3899 161.571 27.102 160.071 25.8944L128.734 0.663253C128.2 0.23403 127.537 0 126.852 0Z" fill="#828282"/>
</svg>
|
|
{
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"path": "5aaf5ceb09c4e5dc3825bdef33c51823ebb1a962e626ba326a9e2a21d097722c.png"
}
|
Generate code for a svg of a there is a brown circle with a brown center on a white background
|
<svg xmlns="http://www.w3.org/2000/svg" class="md:w-10 md:h-10 sm:w-8 sm:h-8 w-6 h-6" viewBox="0 0 36 36"><path d="M18 33c2.761 0 5-2.686 5-6s-2.239-6-5-6-5 2.686-5 6 2.239 6 5 6z" fill="#664500"></path><path d="M18 23c-1.657 0-3 1.79-3 4h6c0-2.21-1.343-4-3-4z" fill="#F5F8FA"></path></svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a rainbow of pencils in a cup.
|
<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfcfd" d="M0 0h96v96H0z"/><path fill="#dad630" d="m56 43-1 19h-3V39l3-3z"/><path fill="#228499" d="M50 39v22l-3-21q0-2 3-1"/><path fill="#3941db" d="M50 39h2v27h-1q-2-3-1-5z"/><path fill="#74df26" d="m47 40 4 26-2 3-4-23v-3q-1-3 2-3"/><path fill="#273b9c" d="M55 71v-9l2-22h4q-3 15-3 31z"/><path fill="#ded20d" d="m45 46 4 23q-3-1-4 1-3-13 0-24"/><path fill="#2897a9" d="M52 62h3v9l-2-1-1-4z"/><path fill="#f04422" d="M45 43v3q-3 11 0 24l-4 1-3-31h6q-1 2 1 3"/><path fill="#355399" d="m51 66 1 4-8 2v-2q1-2 4-1z"/></svg>
|
|
{
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",
"path": null
}
|
Generate code for a svg of a vector illustration of a map pin icon in black and white, featuring a circular top.
|
<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, 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="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="403.172px" height="403.172px" viewBox="0 0 403.172 403.172" style="enable-background:new 0 0 403.172 403.172;"
xml:space="preserve">
<g>
<g>
<g>
<path d="M201.586,0c-85.468,0-155,69.532-155,155c0,51.179,24.938,96.635,63.294,124.878l80.073,117.154
c2.625,3.843,6.979,6.14,11.633,6.14c4.654,0,9.007-2.297,11.633-6.14l80.073-117.154
c38.356-28.243,63.294-73.699,63.294-124.878C356.586,69.532,287.054,0,201.586,0z M219.273,261.572
c-5.724,0.672-11.641,1.058-17.688,1.058s-11.965-0.386-17.688-1.056c-51.183-8.467-90.343-53.03-90.343-106.574
c0-59.568,48.462-108.03,108.03-108.03c59.568,0,108.03,48.462,108.03,108.03C309.616,208.544,270.457,253.107,219.273,261.572z"
/>
<circle cx="201.586" cy="155" r="56.364"/>
</g>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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</svg>
|
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{
"bytes": 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",
"path": "b2c0a2045b8c1816315f7932c06a1adddef1f1109a87220f8d590331d42daa75.png"
}
|
Generate code for a svg of a a close up of a orange and white logo with a white background
|
<svg viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg"><path d="m437 180c-8.402344 0-15-6.601562-15-15 0-90.902344-74.097656-165-165-165h-92c-90.902344 0-165 74.097656-165 165v182c0 90.898438 74.097656 165 165 165h182c90.902344 0 165-74.101562 165-165v-167zm-302-75h152c24.902344 0 45 20.101562 45 45s-20.097656 45-45 45h-152c-24.902344 0-45-20.101562-45-45s20.097656-45 45-45zm242 302h-242c-24.902344 0-45-20.101562-45-45s20.097656-45 45-45h242c24.902344 0 45 20.101562 45 45s-20.097656 45-45 45zm0 0" fill="#ff9f00"/><path d="m437 180c-8.402344 0-15-6.601562-15-15 0-90.902344-74.097656-165-165-165v105h30c24.902344 0 45 20.101562 45 45s-20.097656 45-45 45h-30v122h120c24.902344 0 45 20.101562 45 45s-20.097656 45-45 45h-120v105h90c90.902344 0 165-74.101562 165-165v-167zm0 0" fill="#ff7816"/></svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a bright orange marigolds dotting the edge of the field.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f3cf93" d="M0 0h96v28q-3-3-3 0v3l-3-4q-3 1-4-1v2l6 4q-4 3-5-2v5q-3-1-5 2-2-4-5-2v-1l-3 2q-2-6-5-3 4 0 1 3-3-4-7-4l-1-5q-3-1-4-4-3-1-5 2-2-6-4-1 0 5-3 8v6h-5l2-1-4-1q-8 3-14 0l-5 2-1-1-4 5-4-2q3 5-1 2l-3 1v-3q-7-2-7 5z"/><path fill="#eecb92" d="M96 28v68h-4V74l-2-10q3-2-1-2v-2l4 1v-3l-1-4v-8l-11 2q-10 6-21 8l-2 3h-1l-1-1-1 2q-3-1-5 1h-1q-6-4-12 0-3-2 0-2-1-2-3-1 1 6-5 7l-2-1v-3l-7-1q-1 2 2 3-1 1 1 4-7 0-13 3-1-5-4-5l3 7H0V45q0-7 7-5v3l3-1q4 3 1-2l4 2 4-5 1 1 5-2q6 3 14 0l4 1-2 1h5v-6q3-3 3-8 2-5 4 1 2-3 5-2 1 3 4 4l1 5q4 0 7 4 3-3-1-3 3-3 5 3l3-2v1q3-2 5 2 2-3 5-2v-5q1 5 5 2l-6-4v-2q1 2 4 1l3 4v-3q0-3 3 0"/><path fill="#d9832f" d="M31 52q1-1 4 1l-2 1z"/><path fill="#426441" d="m92 54 1 4-7-1 1-3z"/><path fill="#f79722" d="m92 52-4-3-5 4h-5l6 4-6 1q-3-1 0-2h-4l-3 3-1-2-6 3q-2-4-2 0-3-2-4-1l2-3q11-2 21-8l11-2z"/><path fill="#516230" d="M64 60h-2q0-4 2 0"/><path fill="#f3781a" d="m27 64-5-1q-3-1-2-3l7 1z"/><path fill="#525d30" d="m57 59 3 1-7 4q0-3 2-4l1-2z"/><path fill="#c77624" d="M55 60q-2 1-2 4-3 1-2 4h3q-2 2-5 1v3q-2 1-2 4l-2-3q0-2 3-1v-5l2-6q2-2 5-1"/><path fill="#f37110" d="M89 62q4 0 1 2z"/><path fill="#c35212" d="M13 65q2 0 1 2z"/><path fill="#ad9f6a" d="m22 63 5 1 2 1q-2 0-2 3l2 2q-3 0-2 3-2-3-1-5l-3-1q-2-3-1-4"/><path fill="#e77a19" d="m49 61-3 2q-1 5-3 0l-1 1q2 5-3 2l-10 4-2-2q0-3 2-3 6-1 5-7 2-1 3 1-3 0 0 2 6-4 12 0"/><path fill="#6b7049" d="M10 70q2 1-1 4v-2l-3-7q3 0 4 5"/><path fill="#364c2b" d="M54 68h2l1 1-9 3v-3q3 1 5-1"/><path fill="#ed8119" d="M48 67v5q-3-1-3 1l-4 1v-3z"/><path fill="#726833" d="m71 65-2 2 1 6-1 3-2-6-2-3q2-2 6-2"/><path fill="#7a5321" d="M41 71v3l-5-5 1-1z"/><path fill="#ee7e18" d="M92 52v2h-5l-1 3 7 1v3l-4-1-8-1q-2 4-5 1-1 2 2 5-3 2-3 5l-2-2q2-3 1-6l-3 3q-4 0-6 2l2 3-7 8-5 1-5-1-3-2q0-3 2-4l9-3-1-1q2-5 6-2l2-4h-1q-6 0-11 3l2 3h-4q-1-3 2-4l7-4-3-1h1q1-1 4 1h2l6-3 1 2 3-3h4q-3 1 0 2l6-1-6-4h5l5-4z"/><path fill="#c36616" d="M57 68h-2l-2-3q5-3 11-3h1l-2 4q-4-3-6 2"/><path fill="#e57515" d="m23 67 3 1q-1 2 1 5 6 0 11 6l-1 1 4 3q3-3 0-4 2-3 5 0-3 2 0 3l4-1 1 4h-6l-2 3-1-2-4 1q-1-6-6-7v-3q-3-1-4 1-5-1-5-4l-6 4v4h-1q-4-2-1-5l-5-2-4 4-6 1v-1q6-4 0-4v-3h9v2q3-3 1-4 6-3 13-3"/><path fill="#1d4c34" d="M17 72q4-1 1 3-2-1-1-3"/><path fill="#316646" d="M0 75q6 0 0 4z"/><path fill="#335536" d="m49 61-2 6-7 4-4-3-1 1 5 5 4-1 2 3 3 2v3l-4 1q-3-1 0-3-3-3-5 0 3 1 0 4l-4-3 1-1q-5-6-11-6-1-3 2-3l10-4q5 3 3-2l1-1q2 5 3 0z"/><path fill="#c8621d" d="M34 73q2-1 3 1-3 1-3-1"/><path fill="#dc7219" d="M69 77v-1l1-3q-1-3 2-3v4q6-6 7 2h-3l1 4-5-1z"/><path fill="#375836" d="M89 60v2l1 2 2 10q-6 0 0 3v19h-8l1-2 2-12q2-7-6-6v6l-1 1-3-1-8 2-2-2 4-1q-3-3-2-4l3 2 5 1-1-4h3q-1-8-7-2v-4q-3 0-2 3l-1-6 2-2 3-3q1 3-1 6l2 2q0-3 3-5-3-3-2-5 3 3 5-1z"/><path fill="#dd6512" d="M80 71q4 0 8 3-6 2-8-3"/><path fill="#e67715" d="M85 64q4 0 1 5-5 0-7-3z"/><path fill="#d87c1e" d="M92 74v3q-6-3 0-3"/><path fill="#e26a12" d="M69 77q-1 1 2 4l-4 1q-1-3-3-2-1-6 5-3"/><path fill="#e97f1e" d="M87 82h-6v-6q8-1 6 6"/><path fill="#58602f" d="m28 78-2 4q-1-6-7-3v3h-2v-4l6-4q0 3 5 4"/><path fill="#485229" d="m16 82-3 3-1-7H9l-5 5-2 7q-2 2-1 6H0V80l6-1 4-4 5 2q-3 3 1 5"/><path fill="#df6b15" d="M13 85q-3 3-4-1-3 1-2 5l-5 1 2-7 5-5h3z"/><path fill="#f17611" d="M26 82h-3v3h-1l-4-2 1-2v-3q6-3 7 3"/><path fill="#4d7a54" d="m50 78 5 1 1 17h-4q-7-8 1-2 1-3-2-4v-3l3 4q2-6-3-6l-1-4z"/><path fill="#346145" d="m67 70 2 6v1q-6-3-5 3 2-1 3 2l2 2q-4 0-3 4l6-1 5 3q6-3 3-7l1-1h6l-2 12-1 2H56l-1-17 5-1z"/><path fill="#ed801d" d="M80 83q3 4-3 7l-5-3-6 1q-1-4 3-4l8-2z"/><path fill="#d5641c" d="M57 81q2-1 3 1-3 1-3-1"/><path fill="#2f5439" d="M51 85q5 0 3 6l-3-4v3q3 1 2 4-8-6-1 2H1q-1-4 1-6l5-1q-1-4 2-5 1 4 4 1l3-3h3l-1 2q-3 1-1 4l5-2h1l2 2 4 1v3l2-5 5 3q1-3-1-6h-6q-1-2-3-1v-1l2-4q1-2 4-1v3q5 1 6 7l4-1 1 2 2-3z"/><path fill="#db751b" d="M7 89h4q0 5-5 5z"/><path fill="#db7114" d="M46 89q2 0 1 3-2-1-1-3"/><path fill="#ce6820" d="M23 90q2 0 1 3-2-1-1-3"/><path fill="#8c5d27" d="m18 84 4 2-5 2q-2-3 1-4"/><path fill="#d97519" d="M29 84h6q2 3 1 6l-5-3-2 5v-3l-4-1q-1-5 4-4"/><path fill="#956d24" d="M26 83q2-1 3 1-5-1-4 4l-2-2v-3z"/><path fill="#bf7432" d="M62 91q2 0 1 2z"/></svg>
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{
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"path": null
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Generate code for a svg of a the deep orange of ripened pumpkins against the green vines.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f68839" d="M0 0h2l4 3 3-1q2 6 7 2h3l2 5-2 1 1 4h3v-3h4v3l4-1 3 5 3 2q3-6 4 0 1-3 4-3-5-1-2-4 4 2 5 5l6-4 2 2q1-7 5-2l1 5q2-3 3 0l1-2q-7-5 2-4v9q-3 2-5 6-7-1-2 5l1 2-2 7q-1-3-4-3-8 2-8 11h-4q-9 0 0 2l-1 2q-3 0-5 2 2-17-12-20 8-10-3-14l2-3h-3l-3 6q-3-7-7-3-3 15 12 14 6 1 10 7l-1 4h-6l-4 8q-2-3-2 0-6-3-9 0l9 1-2 8q-3 2-4 6H8v-7l-2 1v6H0V56h7l4 2v-6q-3-1-4 1l-3 1-1-2q-3 0-3 2z"/><path fill="#f68537" d="M2 0h94v34q-1-1-3 1l-1-3q0 5-3 2l-1-2q-6-1-9-4h3l-1-4-4-2h-9v-9q-9-1-2 4l-1 2q-1-3-3 0l-1-5q-4-5-5 2l-2-2-6 4q-1-3-5-5-3 3 2 4-3 0-4 3-1-6-4 0l-3-2-3-5-4 1v-3h-4v3h-3l-1-4 2-1-2-5h-3q-5 4-7-2L6 3z"/><path fill="#787b36" d="M23 22q-2 1-1 4l-3-1 3-6h3z"/><path fill="#878e3c" d="m81 24 1 4h-3q-2-3-1-4z"/><path fill="#fa9a23" d="m19 25 3 1q-1-3 1-4 11 4 3 14h-2Q9 37 12 22q4-4 7 3"/><path fill="#b28531" d="M24 36h2q14 3 12 20 2-2 5-2l2 1-6 2q-2 1-2 4l-1-7-1-8-2 1 1-4q-4-6-10-7"/><path fill="#747d35" d="m66 41-6 1 2-7-1-2q0-2 2-2l3 1q-4 5 0 9"/><path fill="#fb9722" d="m60 42 6-1q11-2 12 10l-2 2 3 9 8 6q3 6 0 13-3 0-4 3-3 0-3 2l-14-1-2-2q-3-10 5-15l8-1q-2-4-1-7l1-1q-5-3-4 3l-4 5q-9 5-6 16l-1 1-5-5h-5l-1-1q3-8 9-14l8-3h-6q-5-7-5-14-2 8 4 14h-3l-6-3h-4v3H37q0-3 2-4l6-2h3v-5q0-9 8-11 3 0 4 3"/><path fill="#90882e" d="M12 48q3 0 0 3z"/><path fill="#67873a" d="M33 47q-2 1-1 4-6-1-7 3 8 1 2 8l-3-5-1-2 4-8z"/><path fill="#858c3d" d="M96 44v2q-3 4-3 10l-13-5 4-4q-1-2-3-1v-4q2-1 3 1 2-3 5-2l-1 4-2-1-1 4 6 3z"/><path fill="#a88c36" d="M7 53v3H0v-2q0-2 3-2l1 2z"/><path fill="#73823a" d="M7 56v-3q1-2 4-1v6z"/><path fill="#c58f2f" d="m21 55-9-1q3-3 9 0"/><path fill="#977f2d" d="m23 55 1 2q-5 2-2 8l-1 1q-3 0-4 3l-2 1q1-4 4-6l2-8v-1q0-3 2 0"/><path fill="#a98c37" d="m76 60-3 2q-1-6 4-3z"/><path fill="#768939" d="m76 53 7 1q-1 3 2 6-4-1-6 2z"/><path fill="#829040" d="M90 66q-3-1 0-3 1-4 4-1-3 1-4 4"/><path fill="#70983b" d="M22 65q2 0 1 3l-2-2z"/><path fill="#4c5e33" d="M76 60q-1 3 1 7l-8 1v-1l4-5z"/><path fill="#cd8c32" d="m85 60 5 3q-3 2 0 3l-3 2-8-6q2-3 6-2"/><path fill="#bf8631" d="M62 61h6l-8 3q-6 6-9 14h-2q2-6-1-9 0-3 2 0l2 5q3-9 10-13"/><path fill="#f58939" d="M68 22h9l4 2h-3q-1 1 1 4 3 3 9 4-5 1-8-2h-6l1-6q-8 0-4 7l-5 5 2 2q3-6 8-7l11 4 2-1q3 3 3-2l1 3q2-2 3-1v10l-5 7-6-3 1-4 2 1 1-4q-3-1-5 2-1-2-3-1v4q2-1 3 1l-4 4 13 5q0-6 3-10v50H0V79q6-6 15-9l2-1q3-1 6 1l16 13q1-3 4-3l-1-1 6 1 1 2 3-3h5l5 5 1-1h1l2 2 14 1q0-2 3-2 4 2 4-3 3-7 0-13l3-2q1-3 4-4-3-3-4 1l-5-3q-3-3-2-6l-7-1 2-2q-1-12-12-10-4-4 0-9l-3-1q-2 0-2 2-5-6 2-5 2-4 5-6"/><path fill="#9f8a30" d="M74 30h6q3 3 8 2l1 2-2 1-11-4q-5 1-8 7l-2-2 5-5z"/><path fill="#759245" d="m74 30-3 1q-4-7 4-7z"/><path fill="#948d3a" d="M11 70H1h5v-6l2-1v7z"/><path fill="#f89137" d="M0 72h6q-4 2-6 5z"/><path fill="#f58d2c" d="M36 54q-3 3-3 9l4-2h11l3 2 1-5 6 3h3q-6-6-4-14 0 7 5 14-7 4-10 13l-2-5q-2-3-2 0 3 3 1 9-2 0-1 2l-6-1q-3-3-6 0l-4-3q5 0 4-5l-3 4q-5-5-10-5-3-2-6-1 1-3 4-3l2 2q1-3-1-3-3-6 2-8l3 5q6-7-2-8 1-4 7-3-1-3 1-4l2-1z"/><path fill="#698d3e" d="M39 65h5q3 3-1 8-3-3 0-4h-4z"/><path fill="#67833a" d="m52 58-1 5-3-2v-3z"/><path fill="#4c6c31" d="m36 54 1 7-4 2q0-6 3-9"/><path fill="#66833b" d="M44 50h4v5h-3l-2-1 1-2z"/><path fill="#af8539" d="M44 50v2q-9-2 0-2"/><path fill="#a07c2c" d="M23 70q5 0 10 5l3-4q1 5-4 5z"/><path fill="#b88830" d="M0 70h14q-9 3-15 9v-2q2-3 6-5H0z"/><path fill="#7a8a3d" d="m42 79 1 1q-3 0-4 3-4-1-3-4 3-3 6 0"/><path fill="#6e8e41" d="m15 76-2 5q-3 9-4-1l3-1q0-3 3-3"/><path fill="#798a3f" d="M49 78h2l1 1-3 3-1-2q-1-2 1-2"/><path fill="#b17924" d="M69 67q-8 5-5 15h-1q-3-11 6-16"/><path fill="#798039" d="M32 82h3v3h-3z"/><path fill="#8d8d3a" d="M87 81q0 5-4 3 1-3 4-3"/><path fill="#b58e36" d="m13 81 2-5q-1-5 4-5-4 4-3 11 6 0 2 5 0 2 2 3l-1 1z"/></svg>
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",
"path": "emoji_u1f469_200d_1f9af.png"
}
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Generate code for a svg of a woman with white cane
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<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="hairGroup">
<path id="hair" d="M97.15,27.25c0.26-7.36,4.54-11.81-0.17-17.5c-3.11-3.75-9.3-2.18-10.39-0.74 c-2.11,2.79,1.49,5.3,2.32,6.69c1.22,2.05-1.03,10.41,2.66,16.39c5,8.08,10.12,6.82,10.12,6.82S96.9,34.33,97.15,27.25z" style="fill:#543930;"/>
<g id="hairHighlights">
<radialGradient id="SVGID_1_" cx="90.0763" cy="108.166" gradientTransform="matrix(0.9937 -0.1118 -0.1352 -1.2015 15.0711 161.7806)" gradientUnits="userSpaceOnUse" r="13.5031">
<stop offset="0.5264" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M97.55,23.82c1.03-5.43,3.36-9.32-0.57-14.07c-3.11-3.75-9.3-2.18-10.39-0.74 c-2.11,2.79,1.49,5.3,2.32,6.69C90.13,17.74,97.55,23.82,97.55,23.82z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="104.137" cy="95.7699" gradientTransform="matrix(-0.9855 0.1697 0.2093 1.2158 184.9042 -101.8112)" gradientUnits="userSpaceOnUse" r="14.4403">
<stop offset="0" style="stop-color:#6D4C41"/>
<stop offset="0.5264" style="stop-color:#6D4C41;stop-opacity:0"/>
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<path d="M97.15,27.25c0.07-1.84,0.4-3.64,0.84-5.43c0.39-1.58,0.79-2.93-0.23-4.39 c-1.62-2.29-4.85-3.29-7.48-2.32c-0.79,0.29-1.28,0.7-1.17,1.51c0.08,0.59,0.2,1.12,0.21,1.73c0.02,1.38-0.03,2.75-0.01,4.13 c0.06,3.3,0.49,6.73,2.25,9.59c5,8.08,10.12,6.82,10.12,6.82S96.9,34.33,97.15,27.25z" style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="97.9972" cy="104.8579" gradientTransform="matrix(-0.9849 0.1729 0.5515 3.1415 134.8777 -322.5777)" gradientUnits="userSpaceOnUse" r="7.9187">
<stop offset="0.5264" style="stop-color:#6D4C41;stop-opacity:0"/>
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<path d="M96.94,37.78c0,0-5.82-3.48-7.14-10.29c-0.53-2.72-0.57-5.02-0.5-6.57 c0.06-1.34,0.9-5.74-0.21-7.24" style="fill:url(#SVGID_3_);"/>
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<g id="head">
<path id="head_1_" d="M86.76,13.59c-2.51-4.06-8.2-7.22-12.91-6.44c-5.28,0.87-8.11,4.67-8.86,9.49 c-0.27,1.75-0.22,3.49,0.08,4.72c0.04,0.15,0.33,1.22,0.35,1.56c0.2,1.3-2.32,2.59-2.61,4.02c-0.22,1.08,2.03,1.77,2.21,1.96 c0.88,0.97-0.51,5.58,5.66,6.04c2.37,0.18,1.91,0.03,2.61,0.3c1.09,0.42,0.99,3.32,0.99,3.32s0.61,4.78,4.69,3.51 c4.66-1.44,4.84-4.74,4.84-4.74s-1.73-4.6,1.05-9.38C87.07,24.12,88.38,16.19,86.76,13.59z" style="fill:#FFCA28;"/>
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<path id="mouth_1_" d="M65.64,31.48c0.86,0.05,1.7-0.15,2.43-0.69c0.79-0.59,0.25-1.24-0.66-0.86 c-0.55,0.23-1.32,0.35-2.02,0.22L65.64,31.48z" style="fill:#795548;"/>
<ellipse id="eye_1_" cx="69.24" cy="23.63" rx="1.13" ry="1.74" style="fill:#404040;" transform="matrix(0.9995 -0.0315 0.0315 0.9995 -0.7101 2.1929)"/>
<path id="eyebrow_1_" d="M68.36,21.07c-1.12,0.26-1.34-0.48-0.94-1.04c0.29-0.42,0.98-0.74,2.25-0.42 c1.2,0.3,1.66,1.03,1.97,1.47s0.24,0.86-0.04,0.89C71.22,21.99,69.75,20.74,68.36,21.07z" style="fill:#6D4C41;"/>
<g id="hairGroup_1_">
<path id="hair_1_" d="M87.27,10.44c-2.33-2.83-6.11-4.64-10.13-4.83c-3.49-0.17-8.28,0.69-11.22,3.6 c-1.77,1.75-2.82,4.05-2.53,6.6c0.17,1.54,1.44,2.32,1.44,2.32s1.45-3.5,5.02-2.61c3.75,0.93,5.38,0.17,5.38,0.17 c-1.26,2.98-0.15,4.61,0.83,5.54c0.56,0.53,1.08,1.16,1.37,1.53c0.15,0.19,0.28,0.18,0.34-0.02c0.15-0.48,0.42-1.35,0.63-1.75 c0.69-1.37,1.81-0.88,1.81-0.88c1.51,0.53,2.05,3.64-0.43,5.47c-0.06,0.04-0.23,0.16-0.13,0.47c0.98,3.15,4.24,3.54,4.46,3.43 c0,0,0.01,0,0.01-0.01c0.02-0.01,0.04-0.02,0.05-0.03c0.5-0.23,0.79-0.64,0.88-1.22c0.31-2.09,1.7-2.98,2.35-3.89 c0.76-1.05,1.62-2.24,2.11-5.53C89.98,15.68,89.2,12.8,87.27,10.44z" style="fill:#543930;"/>
<radialGradient id="hairhighlights_1_" cx="76.4952" cy="112.4614" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" r="12.5648">
<stop offset="0.5264" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
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<path id="hairhighlights" d="M87.27,10.44c-2.33-2.83-6.11-4.64-10.13-4.83 c-3.49-0.17-8.28,0.69-11.22,3.6c-1.77,1.75-2.82,4.05-2.53,6.6c0.17,1.54,1.44,2.32,1.44,2.32s1.45-3.5,5.02-2.61 c3.75,0.93,5.38,0.17,5.38,0.17c-1.26,2.98-0.15,4.61,0.83,5.54c0.56,0.53,1.08,1.16,1.37,1.53c0.15,0.19,0.28,0.18,0.34-0.02 c0.15-0.48,0.42-1.35,0.63-1.75c0.69-1.37,1.81-0.88,1.81-0.88c1.51,0.53,2.05,3.64-0.43,5.47c-0.06,0.04-0.23,0.16-0.13,0.47 c0.98,3.15,4.24,3.54,4.46,3.43c0,0,0.01,0,0.01-0.01c0.02-0.01,0.04-0.02,0.05-0.03c0.5-0.23,0.79-0.64,0.88-1.22 c0.31-2.09,1.7-2.98,2.35-3.89c0.76-1.05,1.62-2.24,2.11-5.53C89.98,15.68,89.2,12.8,87.27,10.44z" style="fill:url(#hairhighlights_1_);"/>
</g>
<g id="cane">
<g>
<linearGradient id="SVGID_4_" gradientTransform="matrix(0.9991 0.0432 0.0432 -0.9991 3.7744 120.713)" gradientUnits="userSpaceOnUse" x1="52.4391" x2="31.491" y1="40.7398" y2="15.0242">
<stop offset="0.4697" style="stop-color:#E0E0E0"/>
<stop offset="0.9915" style="stop-color:#BDBDBD"/>
</linearGradient>
<polygon points="23.68,121.23 21.55,119.19 57.34,81.65 67.22,71.39 69.35,73.42 54.03,89.42 " style="fill:url(#SVGID_4_);"/>
<rect height="2.95" style="fill:#FF3D00;" transform="matrix(0.69 -0.7239 0.7239 0.69 -73.2029 56.184)" width="18.44" x="19.76" y="112.07"/>
<linearGradient id="SVGID_5_" gradientTransform="matrix(0.9981 0.0607 -0.0607 0.9981 -3.057 0.3117)" gradientUnits="userSpaceOnUse" x1="34.6211" x2="30.6055" y1="116.5502" y2="120.564">
<stop offset="0.4697" style="stop-color:#E0E0E0"/>
<stop offset="0.9915" style="stop-color:#BDBDBD"/>
</linearGradient>
<circle cx="21.81" cy="121.05" r="2.86" style="fill:url(#SVGID_5_);"/>
</g>
<path d="M57.34,81.65l2.15,2.05l11.79-12.28c0.39-0.4,0.37-1.04-0.03-1.43l-0.68-0.65 c-0.4-0.38-1.04-0.37-1.42,0.03L57.34,81.65z" style="fill:#636262;"/>
</g>
<g id="leg_x5F_right">
<path d="M104.36,108.76l-14-15.97c-0.87-1-1.39-2.25-1.47-3.57l-1.37-22.35l-15.42,1.7l4.86,23.06 c0.79,3.73,2.88,7.06,5.91,9.37l16.41,12.53L104.36,108.76z" style="fill:#646464;"/>
</g>
<g id="leg_x5F_left">
<path d="M87.33,63.18l-17.49,1.6l-4.5,20.29c-0.83,3.74-1.12,7.59-0.85,11.42l1.63,23.12h6.64l2.94-24.9 c0,0,4.98-13.26,5.14-13.33c3.26-1.54,7.38-3.89,7.38-9.64C88.22,70.92,87.33,63.18,87.33,63.18z" style="fill:#7C7C7C;"/>
</g>
<g id="shoe_x5F_left">
<path d="M73.85,123.98c0.63,0,1.14-0.51,1.14-1.14l0-2.79c0-1.89-1.92-4.05-1.92-4.05h-6.94l-6.25,2.06 c-1.51,0.59-2.51,2.05-2.53,3.68l0,1.26c0,0.55,0.44,1,1,1L73.85,123.98z" style="fill:#4568AD;"/>
</g>
<g id="shoe_x5F_right">
<path d="M108.72,111.9c0.44-0.45,0.44-1.17,0-1.61l-1.97-1.97c-1.34-1.34-4.22-1.51-4.22-1.51l-4.91,4.91 l-2.96,5.88c-0.65,1.49-0.33,3.23,0.81,4.39l0.89,0.89c0.39,0.39,1.02,0.39,1.41,0L108.72,111.9z" style="fill:#325599;"/>
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<radialGradient id="SVGID_6_" cx="73.7035" cy="77.3572" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" r="21.1882">
<stop offset="0.3637" style="stop-color:#651FFF"/>
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<path d="M86.15,73.76h-13.9c-2.26,0-4.09-2.17-4.09-4.84l2.14-22.39c0.43-4.09,1.87-7.95,4.66-9.61 c4.86-3.39,8.56-1.33,9.96,0.79c1,1.52,1.42,3.27,1.65,5.85l2.45,25.34C89.02,71.8,88.41,73.76,86.15,73.76z" style="fill:url(#SVGID_6_);"/>
<g id="arm_2_">
<linearGradient id="arm_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="78.1824" x2="75.3916" y1="63.4697" y2="76.4929">
<stop offset="0.5979" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
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<path id="arm" d="M86.11,57.33l-1.8-9.96l-8,0.86l2.46,9.94l-9.36,9.69c-2.65,2.67,2.19,5.24,3.9,4.14 l8.52-6.89C83.34,63.81,86.56,61.6,86.11,57.33z" style="fill:url(#arm_1_);"/>
</g>
<g id="hand_1_">
<linearGradient id="hand_2_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="72.515" x2="64.1429" y1="61.3425" y2="53.9006">
<stop offset="0.5979" style="stop-color:#FFCA28"/>
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<path id="hand" d="M70.57,68.37c0.16-0.12,0.24-0.34,0.18-0.55c-0.08-0.26-0.37-0.41-0.63-0.32 c-0.02,0.01-2.85,0.93-4.49,1.58c-0.47,0.19-1.9,0.75-1.94,2.5c-0.03,1.33-0.04,3.58-0.04,3.58l2.31-2.4 c-0.06,0.89-0.13,2.8-0.15,3.59c-0.04,1.33,0.98,1.86,2.35,1.12c2.06-1.11,3.26-1.39,4.19-2.88c0.29-0.48,0.78-3.59,0.96-4.24 L70.57,68.37z" style="fill:url(#hand_2_);"/>
</g>
<g id="arm_x5F_shirt">
<path d="M75.64,53.35l10.84-1.97l-1.75-9.67c-0.54-2.98-3.39-4.96-6.37-4.42l-0.05,0.01 c-2.98,0.54-4.96,3.39-4.42,6.37L75.64,53.35z" style="fill:#3615AF;"/>
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<path id="cord_2_" d="M77.28,73.04c-1.11-3.09-4.96-6.54-8.13-6.25c-2.2,0-2.12,1.77-2.12,1.77l2.25-0.78 c2.33-0.29,6.09,2.94,7.05,5.6c0.37,1.04,0.55,2.45-0.75,3.26c-0.18,0.11-0.36,0.13-0.56,0.06c-0.6-0.22-1.76-1.76-2.41-2.92 c0,0-0.11,0.6-0.26,0.83C72.26,74.74,72,75.08,72,75.08c0.63,1.03,1.86,2.26,2.68,2.55c0.19,0.07,0.39,0.1,0.57,0.1 c0.3,0,0.59-0.08,0.85-0.25C77.55,76.59,77.97,74.97,77.28,73.04z" style="fill:#504F4F;"/>
</svg>
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Generate code for a svg of a a cozy armchair beside a crackling fire.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f7ebda" d="M0 0h96v96H0z"/><path fill="#a77555" d="m52 62 2-1-4-3q-1-6-3-1l-2-2v6q-2-3-2 0l2 2 1 2q-3-1-5 1h-4l2-2 1-10q7-1 16 1-2 3-1 8z"/><path fill="#947664" d="M70 52q3 0 5 3l-3 10q-5 4-10 1 3-2-1-2l-2 2-1-3 7-2q2-6 5-9"/><path fill="#2a292f" d="M34 66h7v6h-7z"/><path fill="#a38673" d="M70 52q-3 3-5 9l-7 2 1 3 2-2q4 0 1 2 5 3 10-1l-2 8q-2 0-2 3-2-2-5-2-6-2-6 5-2-3-1-5l-8-1-1 3-2-5 1-6-1-2q3-2 7-1l3 1q-1-5 1-8-9-2-16-1l-1 10V53l25-2z"/><path fill="#edb039" d="M47 57q0 2 3 1l4 3-2 1q-4-1-7 1l-2-2q0-3 2 0v-6z"/><path fill="#ea8836" d="M50 58q-3 1-3-1 2-5 3 1"/><path fill="#c29b7d" d="m46 65-1 6-4 1v-6q2-2 5-1"/><path fill="#e2d1bd" d="M34 66v6h7l4-1 2 5 1-3 8 1q-1 2 1 5 0-7 6-5 3 0 5 2 0-3 2-3l16 4v2l-7 2q-30 3-59 0l-7-2q-3-3 2-4l17-2z"/></svg>
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I draw turquoise colors with a focus on creating a visually appealing and evocative image. I aim to capture the vibrant hues of the sea, emphasizing the dynamic interplay of light and shadow. The turquoise color's bright, clear light creates a sense of serenity and tranquility, while the subtle, swirling patterns of the sky add a sense of depth and movement. The overall effect is a harmonious blend of light and shadow, creating a visually striking and memorable image.
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Generate code for a svg of a the turquoise color of the sea reflecting the bright sky.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#55e2e6" d="M0 0h96v7q-3-3-3 1l-3-3q-4 3-9 0l-1 2q-2-4-4 0l-3-3q-4 3-9 0l-2 3q-3-4-5 0-2-3-5-2h-9l-3 2-1-1q-4 2-5 5l-7-1-22 2 2 3-6 1q2 3-1 4z"/><path fill="#5be4e8" d="M96 7v9l-7 4q-2-3-5-2l1 1q-4 0-6 4H0v-3q3-1 1-4l6-1-2-3 29-1q1-3 5-5l1 1 3-2h9q3-1 5 2 2-4 5 0l2-3q5 3 9 0l3 3q2-4 4 0l1-2q5 3 9 0l3 3q0-4 3-1"/><path fill="#6de9ec" d="M96 16v19l-13-1-48 2-1 1-3-3-2 2q-5-3-10 0-3-2-7-2-7-1-12 2V23h79q2-4 6-4l-1-1q3-1 5 2z"/><path fill="#78ecef" d="M96 35v5l-6-1v-1l-10 2q-3 1 0 2-9 3-16 0l-7 3q-1-4-4-1l-19-3-1 1q-3-4-8-3l4 1-8 1q8 1 0 2-12-2-21 1v-8q5-3 12-2 4 0 7 2 5-3 10 0l2-2 3 3 1-1q7 3 14-1z"/><path fill="#80edf0" d="M96 40v8H58l-1 2-13-3-2 3q-3-1 0-2-13 0-25 2-9-2-17-1v-5q9-3 21-1 8-1 0-2l8-1-4-1q5-1 8 3l1-1 19 3q3-3 4 1l7-3q7 3 16 0-3-1 0-2l10-2v1z"/><path fill="#8aedf0" d="M96 48v17q-5 3-11 3 1-3 5-4l-6-2q-1-3 1-5l-1 1-1-3-6-1H0v-5q8-1 17 1 12-2 25-2-3 1 0 2l2-3 13 3 1-2z"/><path fill="#3ad0da" d="M0 55h18q-3 0 0 2l4 2 1-2h4l4 2q3-1 6 1-4 4-6 1-3 0-3 2l-9 2 1 2-4 1 1 2 15 2-9 1 10 2q-10 1 0 2l-6 1q-6 0-11 3-4-4-8-2l-6-2 8-3-10-8z"/><path fill="#43d6dd" d="M18 55q27-1 56 1 5 2 0 5l7 3q-3 0 0 2l-5 2 2 1q0 2 2 3h-2l8 2H74l3 2h-3l-2-2q-3 1-4-1l-6-1v-5q-5-1-8 1l-2-1 2-1q-15-3-29 1v3h-8l-1-2 4-1-1-2 9-2q0-2 3-2 2 3 6-1-3-2-6-1l-4-2h-4l-1 2-4-2q-3-2 0-2"/><path fill="#69dde3" d="M0 55v-1h77l6 1 1 3 1-1q-2 2-1 5l6 2q-4 1-5 4-4-2-7 1l-2-1 5-2q-3-2 0-2l-7-3q5-3 0-5-29-2-56-1z"/><path fill="#36d4db" d="M74 76q-3-1-3 2 12 6 25 7v4H79l1-2h-4q-3-4-6-3v-5h-8q-4 3-6 7v-5l-4-1 5-1-10-2-14-1q-10-1 0-2l-10-2 9-1-15-2h8v-3q14-4 29-1l-2 1 2 1q3-2 8-1v5l6 1q1 2 4 1z"/><path fill="#d1f1f3" d="m96 70-9-2z"/><path fill="#96e6e6" d="M78 69q3-1 5 2l2-2 3 3h-8q-2-1-2-3"/><path fill="#61e3e0" d="M96 65v5l-9-1 9 2v2l-8-1-3-3-2 2q-2-3-5-2 3-3 7-1 6 0 11-3"/><path fill="#c9efed" d="M80 72h8l8 1v5q-6-3-14-2h-5l-3-2h12l-8-2z"/><path fill="#19b3c4" d="M74 77v-1h8v2z"/><path fill="#4dd2d2" d="M82 76q8-1 14 2v5l-9-3 3-1q-5-2-8-1z"/><path fill="#2fcfd7" d="m0 66 10 8-8 3 6 2q4-2 8 2 5-3 11-3h20l10 2-5 1 4 1v5q2-4 6-7h8v5q3-1 6 3-10 2-17-3-3 3 2 6l7 3 3 2H0z"/><path fill="#d3f3f3" d="m74 77 8 1q3-1 8 1l-3 1 9 3v3q-13-1-25-7 0-3 3-2"/><path fill="#0ea7b6" d="M76 88h4l-1 2-11 4-7-3q-5-3-2-6 7 5 17 3"/><path fill="#abebee" d="M88 90h8v6h-2z"/><path fill="#19adbd" d="M45 92q6-3 14-1-8 3-14 1"/><path fill="#57dee5" d="M79 90h9l6 6H71l-3-2z"/></svg>
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{
"bytes": "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",
"path": "2f3df55e7df9d8d20bc47c8e5f7551dd4a3f66cd671735861c3e0584b59551b3.png"
}
|
Generate code for a svg of a a black and white photo of a sound wave with four equal equal equal equal equal equal equal equal
|
<svg id="Icons" style="enable-background:new 0 0 32 32;" version="1.1" viewBox="0 0 32 32" xml:space="preserve" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><g><path d="M4,13c-0.6,0-1,0.4-1,1v4c0,0.6,0.4,1,1,1s1-0.4,1-1v-4C5,13.4,4.6,13,4,13z"/><path d="M8,11c-0.6,0-1,0.4-1,1v8c0,0.6,0.4,1,1,1s1-0.4,1-1v-8C9,11.4,8.6,11,8,11z"/><path d="M12,6c-0.6,0-1,0.4-1,1v18c0,0.6,0.4,1,1,1s1-0.4,1-1V7C13,6.4,12.6,6,12,6z"/><path d="M16,13c-0.6,0-1,0.4-1,1v4c0,0.6,0.4,1,1,1s1-0.4,1-1v-4C17,13.4,16.6,13,16,13z"/><path d="M20,9c-0.6,0-1,0.4-1,1v12c0,0.6,0.4,1,1,1s1-0.4,1-1V10C21,9.4,20.6,9,20,9z"/><path d="M24,6c-0.6,0-1,0.4-1,1v18c0,0.6,0.4,1,1,1s1-0.4,1-1V7C25,6.4,24.6,6,24,6z"/><path d="M28,13c-0.6,0-1,0.4-1,1v4c0,0.6,0.4,1,1,1s1-0.4,1-1v-4C29,13.4,28.6,13,28,13z"/></g></svg>
|
|
{
"bytes": 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",
"path": "44b5db7a4e0137524dd262add052a2d1d67a6bde16007335b3dd6296f14387d8.png"
}
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Generate code for a svg of a a close up of a star with a line of scissors
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<svg width="16" height="16" version="1.1" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
<g id="layercompo">
<path d="m7.2254 0.86546-1.1587 1.1587 0.81339 0.81339-1.1483 3.402-4.5247 0.12825 3.589 2.9004-1.2825 4.5646 2.8737-2.0727 0.83953 0.83953 0.59389-0.59389 2.2291 1.6095-0.36057 0.36058 1.1587 1.1587 1.1587-1.1587-1.1587-1.1587-0.13466 0.13466-0.74828-2.6685 0.83411-0.8346-0.42667-0.42667 2.2586-1.8226 0.5712 0.5712 0.4395-0.4395 0.1973 0.24121c-0.16582 0.2097-0.15448 0.51585 0.038968 0.70931 0.20832 0.20834 0.55032 0.20834 0.75864 0 0.20832-0.20834 0.20832-0.54882 0-0.75716-0.16093-0.16095-0.40106-0.19575-0.59833-0.10802l-0.21654-0.26537 0.53913-0.53914-1.1587-1.1587-0.37784 0.37784-0.16426-0.21408c0.16834-0.20998 0.15787-0.51936-0.036501-0.71375-0.10416-0.10417-0.2422-0.15636-0.37981-0.15636s-0.27516 0.052194-0.37932 0.15636c-0.20832 0.20834-0.20832 0.5503 0 0.75864 0.16031 0.16033 0.39951 0.19644 0.59636 0.11l0.183 0.23973-0.39658 0.39658-2.5053-0.070535-1.1271-1.1271-0.17018 0.17017-0.86271-2.5516 0.80352-0.80352zm0.0014799 0.66294 0.49671 0.49721-0.49671 0.49671-0.49721-0.49671zm0.13663 1.5192 0.86124 2.5531-0.76998 0.76998 0.16623 0.16574 0.99392 0.99442 0.92191-0.92191 2.5773 0.073497 0.31963 0.31964-2.2586 1.8226-0.5347-0.53469-1.1587 1.1587 0.16623 0.16623 0.99244 0.99294 0.098651-0.098653 0.74976 2.6671-0.23973 0.23972-2.231-1.6075 0.36748-0.36748-1.1039-1.1044v-7.2071zm4.8803 1.9509c0.072255 0 0.14485 0.027945 0.20076 0.083854 0.11181 0.11182 0.11181 0.2892 0 0.40102-0.11181 0.11182-0.28922 0.11182-0.40102 0-0.11182-0.11182-0.11182-0.2892 0-0.40102 0.055902-0.05591 0.12801-0.083854 0.20026-0.083854zm-3.6304 0.87505 0.49721 0.49721-0.49573 0.49573-0.49721-0.49721zm4.5888 0.2412 0.49672 0.49721-0.49672 0.49672-0.49721-0.49672zm1.0551 1.503c0.072252 0 0.14485 0.027942 0.20076 0.083854 0.11181 0.11182 0.11181 0.29118 0 0.40299-0.11181 0.11182-0.28921 0.11182-0.40102 0-0.11181-0.11182-0.11181-0.29118 0-0.40299 0.055907-0.055912 0.12801-0.083854 0.20026-0.083854zm-4.6169 1.3343 0.49721 0.49672-0.49721 0.49721-0.49721-0.49721zm-2.4135 1.9918 0.49671 0.49721-0.49671 0.49671-0.49721-0.49671zm3.621 2.5354 0.49671 0.49672-0.49671 0.49721-0.49721-0.49721z" fill="#363636"/>
</g>
</svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a yellow streetlamps glowing on a quiet avenue.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#efd53a" d="M0 0h96v63H80l-8-2q-1-3 1-5 0-2-2-2l-1-6q-1-8 1-14l-8-5-2-4 1-2-5 5v6q0 4 2 1 6 3-2 2-5-6-5 2l-1-2-3 5-6-2q-3 3-4-1l-1 1-5-2q-3 3-1 23-12 0-22 2l6 7q6 6 17 8l14 2h12l2 4-2 2 4 10H0z"/><path fill="#f3d834" d="m70 48-5 3-2-9v10q-8-1-14 4-9 3-17 1V38l5 2 1-1q1 4 4 1l6 2 3-5 1 2q0-8 5-2 8 1 2-2-2 3-2-1v-6l5-5-1 2 2 4 8 5q-2 6-1 14"/><path fill="#ecce37" d="M70 48v13H32v-4q8 2 17-1 6-5 14-4V42l2 9z"/><path fill="#786e3d" d="M71 54q2 0 2 2-2 0-2-2"/><path fill="#b5a136" d="m70 48 1 6q0 2 2 2-2 2-1 5h-2z"/><path fill="#a48a40" d="M31 61v5q-9 0-16 4l-6-7q10-2 22-2"/><path fill="#8d7a3e" d="M32 38v23h40l8 2q0 2 3 2-6-1-11 1-12-3-23-2 1 2-2 4l2 2v1q-4-1-3 3-11-1-20 1l6 3q-11-2-17-8 7-4 16-4v-5q-2-20 1-23"/><path fill="#9b8442" d="M80 63h16v6l-12-1-12-2q5-2 11-1-3 0-3-2"/><path fill="#7d6c3e" d="m72 66 12 2-1 3-4-2 1-1h-5l1 1-8 7-11 2 1 2H46q-8-3-14-2l-6-3q9-2 20-1-1-4 3-3l2 1-2-2-2-2q3-2 2-4 11-1 23 2"/><path fill="#cfc251" d="m49 70 2 2z"/><path fill="#968039" d="M32 78q6-1 14 2z"/><path fill="#877444" d="m84 68 12 1v27H62l-4-10 2-2-2-4-1-2 11-2 8-7-1-1h5l-1 1 4 2z"/></svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a a soft white pillow resting on a couch.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f5f6f6" d="M0 0h96v70q-11-3-20-1l4-3 3-3q-4 0-4-2l-2 1-5-24q-6-1-1-3v-7l-26 5q-1 3-3 0-5 0-8-3l-8-2-1 1q-3 3 0 7l-2 2-15-1-5 1 17 3v24L7 64l10 4q-3 3 0 6L0 75z"/><path fill="#fafbfb" d="M72 38q3 12 2 26l-2 2q1 3 5 6l-3 1-16-4q-5-2-8 4-1-6-4-1-4-4-9-5-4 0-5 5h-1q-7 3-13 1l5-4q0-5 3-8l-1-1q2-3 6-4-5-1-5-6l3-1q-4-5 0-8-4-6-4-12l1-1 8 2q3 3 8 3 2 3 3 0l26-5v7q-5 2 1 3"/><path fill="#dcdedd" d="M72 38q5 0 3 5l4 18q0 2 4 2l-3 3q-3 0-5 2l-1-2v-2q1-14-2-26"/><path fill="#545655" d="M74 64v2h-2z"/><path fill="#acaeae" d="M72 66h2l1 2q2-2 5-2l-4 3q9-2 20 1v1q-10-1-19 1-4-3-5-6"/><path fill="#6e6f6e" d="M31 72q3-1 5 2l-2 1z"/><path fill="#dfdfdf" d="M25 29q0 6 4 12-4 3 0 8l-3 1q0 5 5 6-4 1-6 4l1 1q-3 3-3 8l-5 4q6 2 13-1l4 3 2-1 15 4 8-2 9 1 1 19H0V75l17-1q-3-3 0-6L7 64l13 1V41L3 38l5-1 15 1 2-2q-3-4 0-7"/><path fill="#ecedec" d="M77 72q9-2 19-1v25H70l-1-19 4-3H52l8 2-8 2-15-4q-2-3-5-2 1-5 5-5 5 1 9 5 3-5 4 1 3-6 8-4l16 4z"/><path fill="#bababa" d="m69 77-9-1-8-2h21z"/></svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a a handwoven rug in the center of a room.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfc" d="M0 0h96v56H83l-1 1 7 2q0 20 2 0l5-2v39H0z"/><path fill="#e9c197" d="m96 56-5 2q-2 20-2 0l-7-2 1-1z"/><path fill="#ca9091" d="m36 69 2 1 2 2q-3 0-3 3-4-7-10-3 2 5-2 0l1-1z"/><path fill="#c68b8e" d="m23 82-3-2-3 1-8-4-3-3q7-2 16-1 8 4 0 7z"/><path fill="#6d3540" d="M23 82h16q-4 0-5 3l-24-4h7l3-1z"/><path fill="#c49699" d="M60 84q-3-1-4 2l-6-3q3 2 7-1z"/><path fill="#7a3540" d="m50 83 6 3 6 1h5l-5 3-18-6-4-1z"/><path fill="#84272d" d="m60 84-4 2q1-3 4-2"/><path fill="#a2444a" d="m36 69-10 2-1 1q4 5 2 0 6-4 10 3 0-3 3-3l-2-2q18 1 36 6l4 5-11 6h-5q0-3-2-3l-3-2q-4 3-7 1H40l4 1-6 1h-4q1-3 5-3H23l-1-2q8-3 0-7-9-1-16 1l3 3 8 4h-7l-8-9q16-3 34-3"/><path fill="#ce9d9f" d="m40 72 2 1v5l6 3q-5 0-8-4l-7-1 9-2z"/><path fill="#99333c" d="M14 74q5-1 11 2-7 3-13 1l-2-1z"/><path fill="#e5cfcc" d="M47 74h9l2 2-6-1h-3l4 1h-5z"/><path fill="#bf9597" d="M60 84q2 0 2 3l-6-1z"/></svg>
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{
"bytes": 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"path": null
}
|
Generate code for a svg of a vector illustration of a cube icon, depicted in black and white against a white background.
|
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|
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