reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": "",
"path": null
} | Generate code for a svg of a a golden butterfly fluttering across a meadow. | <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="#f7ecc1" d="M0 0h96v93l-6-3 1-3-2-1v-4l-2-4-6-5h-7l-2 4 3 2q-3 0-4 3-1-5 2-8l-1-1-5 10q-2-9-2 0l-10-1v-1q2-3-1-3-2 0-1 3h-3q-1-3 2-5h-1l-4 4-2-2-4 1-7-2-1 1-1-3-5 2-10-1q-9-3-17-2z"/><path fill="#edcb4d" d="m38 35 8 5v1h-2q-4-3-6 1l-2-4z"/><path fill="#f1e88d" d="m44 41-6 1q2-4 6-1"/><path fill="#eed25c" d="m57 40-1 2q-12 0-2-4l1-3z"/><path fill="#d39835" d="m38 35-2 3 2 4 6-1h2v1q-2 0-2 3l-1-2q-6 2-3 6-5-7-7-15 2-1 5 1"/><path fill="#e5b542" d="m57 40-2-5-1 3q-10 4 2 4l-1 3q-4 0 0 1l-5 3-3-4 1-5q4-8 13-8z"/><path fill="#a95419" d="M46 40h2l-1 5-1-1z"/><path fill="#e7ba39" d="M46 42v2l-2 6q-3-2-4-1-3-4 3-6l1 2q0-3 2-3"/><path fill="#cb952f" d="M55 45q1 2-1 4h-4l5-3q-4-1 0-1"/><path fill="#c8943c" d="M40 49q1-1 4 1l-2 1z"/><path fill="#f7d369" d="M22 67q2 0 1 2z"/><path fill="#f4e8b8" d="M87 78q-1 2 2 4v4l2 1-1 3q-3-2-6-1v-5h-6l-2 3-11-4q0-9 2 0l5-10 1 1q-3 3-2 8 1-3 4-3l-3-2 2-4h7z"/><path fill="#e9ca6b" d="M0 74q8-1 17 2-3 0-2 3 4 0 4 6 3-3 3 2l-4-1q-2 5-2-1l-1 1q-5-7-5 0-5-4-5-7l-5 2z"/><path fill="#df9f20" d="M54 78q3 0 1 3-2-1-1-3"/><path fill="#dabb5c" d="M10 86q-2 4-1 10H0V81l5-2q0 3 5 7"/><path fill="#eddb9b" d="M54 78q-1 2 1 3v1l-14-2v-1l4-1 2 2 4-4h1q-3 2-2 5h3q-1-3 1-3"/><path fill="#f7d764" d="m87 78 2 4q-3-2-2-4"/><path fill="#d7ba60" d="m41 80 14 2 10 1 11 4 4 1v4q1-3 4-3 3-1 6 1l6 3v3H71l-2-9-2 7-2-5q-1 3 1 7H29l-2-9 1-1 3 5 1-10q2 5 5-1z"/><path fill="#ebd797" d="M84 89q-3 0-4 3v-4l-4-1 2-3h6z"/><path fill="#f4e7b7" d="M34 87q2 0 1 2z"/><path fill="#d0b461" d="m22 87 2 9H9q-1-6 1-10 0-7 5 0l1-1q0 6 2 1z"/><path fill="#e2c05c" d="M41 79h-4q-3 6-5 1l-1 10-3-5-1 1 2 9h-5l-2-9q0-5-3-2 0-6-4-6-1-3 2-3l10 1 5-2 1 3 1-1z"/><path fill="#bda85f" d="M71 96h-5q-2-4-1-7l2 5 2-7z"/></svg> | |
{
"bytes": 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",
"path": "3cc3fce5210639a5bda7d01b556022dc306573389457c58e33b571f96910644b.png"
} | Generate code for a svg of a a gray cloud with a white background | <svg id="04d" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 500 500">
<path id="cloud-outline" fill="#808083" d="M387.499,234.139c0.011-0.451,0.017-0.899,0.017-1.346c0-36.066-29.345-65.407-65.412-65.407 c-4.828,0-9.651,0.553-14.422,1.65c-20.89-27.869-53.414-44.28-88.513-44.28c-61.085,0-110.782,49.693-110.782,110.773 c0,0.025,0,0.051,0,0.077c-27.617,10.621-46.239,37.184-46.239,67.348c0,39.861,32.414,72.29,72.256,72.29h231.155 c39.863,0,72.294-32.429,72.294-72.29C437.853,271.04,417.191,243.508,387.499,234.139z M365.559,353.984H134.403 c-28.119,0-50.996-22.895-50.996-51.03c0-23.374,15.863-43.687,38.576-49.394c5.008-1.261,8.384-5.985,8.007-11.139 c-0.177-2.415-0.344-4.696-0.344-6.896c0-49.358,40.16-89.514,89.522-89.514c30.522,0,58.645,15.375,75.227,41.129 c2.688,4.173,7.902,5.934,12.573,4.234c4.984-1.814,10.076-2.734,15.136-2.734c24.347,0,44.15,19.805,44.15,44.147 c0,2.356-0.232,4.874-0.714,7.695c-0.985,5.785,2.901,11.273,8.687,12.263c24.549,4.199,42.365,25.313,42.365,50.203 C416.593,331.093,393.699,353.984,365.559,353.984z"/>
<path id="cloud-core" fill="#D8D8D8" d="M365.559,353.984H134.403c-28.119,0-50.996-22.895-50.996-51.03c0-23.374,15.863-43.687,38.576-49.394 c5.008-1.261,8.384-5.985,8.007-11.139c-0.177-2.415-0.344-4.696-0.344-6.896c0-49.358,40.16-89.514,89.522-89.514 c30.522,0,58.645,15.375,75.227,41.129c2.688,4.173,7.902,5.934,12.573,4.234c4.984-1.814,10.076-2.734,15.136-2.734 c24.347,0,44.15,19.805,44.15,44.147c0,2.356-0.232,4.874-0.714,7.695c-0.985,5.785,2.901,11.273,8.687,12.263 c24.549,4.199,42.365,25.313,42.365,50.203C416.593,331.093,393.699,353.984,365.559,353.984z"/>
</svg> | |
{
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} | Generate code for a svg of an icon of a USB flash drive with a blue cover. | <?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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| |
Okay, here's a concise summary of my thoughts on the mechanics of drawing an envelope icon with an arrow pointing towards it:My primary focus is on the visual representation of an envelope, a symbol of incoming mail. I aim to capture the essence of the process of opening and closing, the anticipation and the sense of anticipation. The arrow, representing the incoming envelope, is a key element. It's a visual cue that signifies the beginning of a new communication, a potential opportunity or a message that needs to be delivered. The curve and shape of the envelope, the placement of the arrow, and the overall visual arrangement contribute to the overall feeling of openness and the potential for a new message to be sent. | {
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} | Generate code for a svg of a there is a toothbrush with a blue handle on a white background | <svg width="3409" height="189" viewBox="0 0 3509 189" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M821.72 175.523C140.797 105.11 0 99.4972 0 99.4972V0H1798.8H3509V56.1266C3509 56.1266 3062.33 185.728 2569.54 99.4972C2076.75 13.2663 1502.64 245.937 821.72 175.523Z" fill="#00AAFF"/>
</svg> | |
{
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"path": "02b84f6356fdf5b5d9175b8681c2d6e1ce9e851f1aa3e313bc1c8dbee21e6c9f.png"
} | Generate code for a svg of a a black and white image of four horizontal lines | <svg width="14px" height="14px" viewBox="0 0 14 14" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>IconAlignmentSmall@1x</title>
<g id="Icons" stroke="none" stroke-width="1" fill-rule="evenodd">
<g id="Icons-/-Small-/-IconAlignmentSmall" >
<path d="M6.92018692,0.620186916 C7.38782241,0.620186916 7.76691589,0.999280389 7.76691589,1.46691589 L7.76691589,12.7734579 C7.76691589,13.2410934 7.38782241,13.6201869 6.92018692,13.6201869 C6.45255142,13.6201869 6.07345794,13.2410934 6.07345794,12.7734579 L6.07345794,1.46691589 C6.07345794,0.999280389 6.45255142,0.620186916 6.92018692,0.620186916 Z M2.84672897,0.620186916 C3.31436447,0.620186916 3.69345794,0.999280389 3.69345794,1.46691589 L3.69345794,12.7734579 C3.69345794,13.2410934 3.31436447,13.6201869 2.84672897,13.6201869 C2.37909347,13.6201869 2,13.2410934 2,12.7734579 L2,1.46691589 C2,0.999280389 2.37909347,0.620186916 2.84672897,0.620186916 Z M10.9936449,0.620186916 C11.4612804,0.620186916 11.8403738,0.999280389 11.8403738,1.46691589 L11.8403738,12.7734579 C11.8403738,13.2410934 11.4612804,13.6201869 10.9936449,13.6201869 C10.5260094,13.6201869 10.1469159,13.2410934 10.1469159,12.7734579 L10.1469159,1.46691589 C10.1469159,0.999280389 10.5260094,0.620186916 10.9936449,0.620186916 Z" id="Combined-Shape" transform="translate(6.920187, 7.120187) rotate(90.000000) translate(-6.920187, -7.120187) "></path>
</g>
</g>
</svg> | |
My thoughts on drawing a circular love icon with a heart-shaped banner are based on the mechanics of drawing an image. I'm interested in the visual representation of love, specifically the shape and the placement of the heart. I'm looking for a visually appealing and recognizable image that conveys the essence of love. The heart shape is a key element, and I'm drawn to a design that is both visually striking and emotionally resonant. I'm aiming for a design that is both detailed and expressive, allowing the viewer to fully appreciate the feeling of connection and affection. | {
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"path": null
} | Generate code for a svg of a circular love icon featuring a heart-shaped banner with the word "love" inscribed 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"
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<circle style="fill:#FD8469;" cx="252" cy="252" r="252"/>
<polygon style="fill:#4CDBC4;" points="349.6,409.6 252,338.8 154.4,409.6 154.4,94.4 349.6,94.4 "/>
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<path style="fill:#324A5E;" d="M200.4,210.8v-28h6.4v22.4h12v5.6H200.4z"/>
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</svg>
|
{
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"path": null
} | Generate code for a svg of a a square bloom emerges slowly under silver moonlight. | <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="#e1e0e1" d="M0 0h96v54l-2 12q-1 3-3 1-1-6-6-8-3-7-8-12h-6l-2 2-3-4-4 4-1-1-2 5q0 2 3 2l-5 3q-4-6-6 0l-8-10-6 5-2-1-3 8q-6 2 0 3l-5 2v-4l-3-1-5-7q-1-3 1-5h-9v-5q-9-4-9 5 0 2 2 3l-4 4z"/><path fill="#f7f8f6" d="M45 11q11-1 6 9-13 2-6-9"/><path fill="#dcdddd" d="M96 54v40L77 83l4-1-4-3v-2l11-5q-6-1-9 3l-1-2q-9 3 0-3l-2-3-3 5h-3q-5 8-4-1l-2 7q-15 1-28-5l-6-3L0 58v-3l4-4q-2-1-2-3 0-9 9-5v5h9q-2 2-1 5l5 7 3 1v4l5-2q-6-1 0-3l3-8 2 1 6-5 8 10q2-6 6 0l5-3q-3 0-3-2l2-5 1 1 4-4 3 4 2-2h6q5 5 8 12 5 2 6 8 2 2 3-1z"/><path fill="#2b3955" d="m30 70 6 3q-6 12-7-2z"/><path fill="#c4c5c7" d="m77 83-6-5h-7l2-7q-1 9 4 1h3l3-5 2 3q-9 6 0 3l1 2q3-4 9-3l-11 5v2l4 3z"/><path fill="#3f516f" d="m0 58 30 12-1 1q1 14 7 2 13 6 28 5h7l6 5 19 11v2H0z"/></svg> | |
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| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a gradient sky with silhouetted mountains. | <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="#47737a" d="M0 0h96v4l-4 2H0z"/><path fill="#547372" d="M96 4v10l-10-3q-6-1-12 1l-5-3-2 1-25 1q-3 0-5 2H27l-6-2-2 2H0V6z"/><path fill="#5f746d" d="M96 14v5l-5 3q-3-3-6 0l-13-4-6-1H0v-4h19l2-2 6 2h10q2-2 5-2l25-1 2-1 5 3q6-2 12-1z"/><path fill="#6f7969" d="M0 17h66l6 1q1 3 3 2l10 2q3-3 6 0l5-3v10l-57-5q-3 3-8 1l-3 2-11-1-3-1q-8-1-14 1z"/><path fill="#817e68" d="M96 29v6l-33 2-6-2q-13 3-25 0L0 36V26q6-2 14-1l3 1 11 1 3-2q5 2 8-1h8z"/><path fill="#968566" d="M96 35v2l-6 3-2-1-8 3q-9-3-17 0l-4-2q-13 3-27 0l-13 1-9-2q-4 0-9 4l-1-2v-5a843 843 0 0196-1"/><path fill="#a38a63" d="M96 37v8l-4-1q-10 4-21 4l-3-2-3 2H39l-3-2-9 2q-13-3-27 0v-7l1 2q5-4 9-4l9 2 13-1q14 3 27 0l4 2q8-3 17 0l8-3 2 1z"/><path fill="#b09062" d="M96 45v9q-10-3-19 0l-11-2-3 2-7-2-15 2q-21-4-41-1v-5q14-3 27 0l9-2 3 2h26l3-2 3 2q11 0 21-4z"/><path fill="#bc9561" d="M96 54v5L0 58v-5q20-3 41 1l15-2 7 2 3-2 11 2q9-3 19 0"/><path fill="#d3a060" d="M96 66v9H78q-5-6-11-6H43q-2 0-2 2l-4-5q-7 9-14 0l-10 8-13 1v-7l6-4 1 1q2-4 5-1l8-2h18l11 4q23-3 47 0"/><path fill="#c99b61" d="M96 59v7q-24-3-47 0l-11-4H20l-8 2q-3-3-5 1l-1-1-6 4V58l3 1 18-2a475 475 0 0075 2"/><path fill="#dea660" d="M96 75v13l-5-4H80L67 73q-5 0-4 5l-9-2-1 1-10-1q-3-2-2-5 0-2 2-2h24q6 0 11 6z"/><path fill="#060b0c" d="M41 71q-1 3 2 5l10 1-1 3-3 1 5 2-4 2 8 1v-3q4-3 10 2-3 3-7 2v-3l-2 5h2l2 4H51l-9 2q-1-2-3-2l-7 1-1-3q3-3-1-3l-6 1v5l-13-2q-2 3-5 1l-4 1 1 2H0V75l13-1 10-8q7 9 14 0z"/><path fill="#080c0e" d="M96 88v8H3l-1-2 4-1q3 2 5-1l13 2v-5l6-1q4 0 1 3l1 3 7-1q2 0 3 2l9-2h12l-2-4h-2l2-5v3q4 1 7-2-6-5-10-2v3l-8-1 4-2-5-2 3-1 1-3 1-1 9 2q-1-5 4-5l13 11h11z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a brown paper bag with groceries inside. | <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="#e8ba8c" d="M0 0h94q2 6-1 12l-1-1-10 6 4 1q-5 2-6 8v15l-3 3 1-9q-3 0-5 2l-3-4-1 6-1-6-1-4-2 15-2-4h-8l4-2q0-6 3-10l4-2q-6-2-11 1-2-1-1-3l-4-7q-2-3-5 0l-2 9H32q-3 3-3 9-3 0-4 3-3-9-4 0l-1-3q-1 3 3 4l-1 2q-3 1-3 5v6l1 13-2-5-1 5-1-3-10-4-2-6-4-32z"/><path fill="#eabc8e" d="M94 0h2v96H86l-4-2 2-1q-10-1 0-2l-1-4-7 1q-1-7-7-3h-5l-7-2q2-1-1-3l-8 2q-9-6-19-1l-10 9-4-4 2-4-7-2-4 2q-2-4-1-8l7-7 2 1q2-3 6-2v4q-2 2-1 5 5-1 9 1h40q-3-22 0-43l1 6 1-6 3 4q2-2 5-2l-1 9 3-3V26q1-6 6-8l-4-1 10-6 1 1q3-6 1-12"/><path fill="#eabd90" d="m0 20 1 2 3 30 2 6 10 4 1 3 1-5 2 5v1q-4-1-6 2l-2-1-7 7q-1 4 1 8l4-2 7 2-2 4 4 4 10-9q10-5 19 1l8-2q3 2 1 3l7 2h5q6-4 7 3l7-1 1 4q-10 1 0 2l-2 1 4 2H0z"/><path fill="#e9b580" d="M54 24q-6 5-1 12l-6 6-2 1-14 1-1-3-1 1-1 4-2-1-1-3 4-7q0-6 3-9l3 1v3h4q-1-3 1-3l1 4h3l-1-5 2-9q3-3 5 0z"/><path fill="#bb7c4b" d="M32 26h11l1 5h-3l-1-4q-2 0-1 3h-4v-3z"/><path fill="#796140" d="m29 35-4 7-1-1 1-3q1-3 4-3"/><path fill="#af8967" d="m25 38-1 3h-2l1-2q-4-1-3-4l1 3q1-9 4 0"/><path fill="#b45920" d="M22 41h2l1 1 1 3q-4-1-7 1 0-4 3-5"/><path fill="#cb9461" d="m29 42 1-1 1 3 14-1-7 2h-6v21q-3-7-2-14z"/><path fill="#cc3e1c" d="m47 42 5 2v3l-14-1v-1l7-2z"/><path fill="#d03a1a" d="m26 45 2 1v2l-4-2-5 3v-3q3-2 7-1"/><path fill="#e9b580" d="m38 45-1 1 14 1 1 8-2 15q-12-1-21 4l1-6 1 2 5-2-4-3V45z"/><path fill="#c3683f" d="m38 46 14 1-1 1-14-1z"/><path fill="#ca643f" d="m28 48-9 2v-1l5-3z"/><path fill="#dea771" d="M54 24q-1 2 1 3 5-3 11-1l-4 2q-3 4-3 10l-4 2v7h8v-7l2 4 2-15 1 4q-3 21 0 43-9-5-18-5l2-15-1-8 1-1v-3l-5-2 6-6q-5-7 1-12"/><path fill="#84775c" d="M55 40h8v7h-8z"/><path fill="#7d512f" d="m29 42 1 10H19v-2l9-2v-2z"/><path fill="#dda26c" d="M19 52h8l-2 21-5-3v-5z"/><path fill="#aa713f" d="M27 52h3q-1 7 2 14l4 3-5 2-1-2-1 6-1 1q-4-2-9-1-1-3 1-5l5 3z"/><path fill="#cb9765" d="M50 71q9 0 18 5H28l1-1q9-5 21-4"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a faraway star system with planets in orbit. | <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="#eff0f1" d="M0 0h96v96H0z"/><path fill="#2e2b38" d="M32 21q4-1 4 5h-4z"/><path fill="#dededd" d="M60 50q0-9-8-12-6-2-11 1-5-3-8 0l1 3-3-3q5-3 11-3 0-15 13-8 3 3 1 9l16 4q5 4 0 7z"/><path fill="#3a3a47" d="M60 50q-6 9-16 4-8-5-6-13l3-2q5-3 11-1 8 3 8 12"/></svg> | |
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",
"path": "4d6be01db36d1cf9ea325bc21c148cc798822fdb218ccbbc73423e23e61fb085.png"
} | Generate code for a svg of a an eye with a black outline on a white background | <svg width="48" height="48" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg" aria-labelledby="eyeIconTitle" stroke="#000" stroke-width="1.5" stroke-linecap="square" fill="none" color="#000"><path d="M22 12s-3 6-10 6-10-6-10-6 3-6 10-6 10 6 10 6z"/><circle cx="12" cy="12" r="3"/></svg> | |
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"path": "emoji_u1f49b.png"
} | Generate code for a svg of a yellow heart | <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="M93.96,8.97C72.05,8.97,64,31.35,64,31.35S56.06,8.97,33.99,8.97c-16.58,0-35.48,13.14-28.5,43.01 c6.98,29.87,58.56,67.08,58.56,67.08s51.39-37.21,58.38-67.08C129.41,22.11,111.87,8.97,93.96,8.97z" style="fill:#FFCC32;"/>
<g>
<path d="M30.61,11.2c17.2,0,25.74,18.49,28.5,25.98c0.39,1.07,1.88,1.1,2.33,0.06l2.52-5.88 C60.41,20.01,50.65,8.97,33.99,8.97c-6.9,0-14.19,2.28-19.86,7.09C19.14,12.77,25.01,11.2,30.61,11.2z" style="fill:#F2A600;"/>
<path d="M93.96,8.97c-5.29,0-9.77,1.54-13.53,3.85c2.64-1.02,5.56-1.62,8.8-1.62 c16.21,0,30.72,12.29,24.17,40.7c-5.62,24.39-38.46,53.98-48.49,65.27c-0.64,0.72-0.86,1.88-0.86,1.88s51.39-37.21,58.38-67.08 C129.41,22.11,110.53,8.97,93.96,8.97z" style="fill:#F2A600;"/>
</g>
<path d="M17,24.82c3.75-4.68,10.45-8.55,16.13-4.09c3.07,2.41,1.73,7.35-1.02,9.43 c-4,3.04-7.48,4.87-9.92,9.63c-1.46,2.86-2.34,5.99-2.79,9.18c-0.18,1.26-1.83,1.57-2.45,0.46C12.73,41.95,11.53,31.65,17,24.82 z" style="fill:#FFF170;"/>
<path d="M77.13,34.66c-1.76,0-3-1.7-2.36-3.34c1.19-3.02,2.73-5.94,4.58-8.54 c2.74-3.84,7.95-6.08,11.25-3.75c3.38,2.38,2.94,7.14,0.57,9.44C86.07,33.4,79.66,34.66,77.13,34.66z" style="fill:#FFF170;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a soft green leaf resting on a smooth rock. | <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 0h96v96H68q2-5-1-7-1-3 1-5 12-9 13-23-7-9-18-10h-1v-1q4-12 1-24l-3 3q-12 1-20 10l-7 7q-2 3-1 8-16 7-26 22v4q7 6 10 16H0z"/><path fill="#afd497" d="M60 29q-1 5-6 10l-4 4-2-5q0 6-4 10-3-4-2-7l-2-2q8-9 20-10"/><path fill="#afcb97" d="m62 50-8 7v-4l2-2-12-2 15-5h-9l4-5q5-5 6-10l3-3q3 12-1 24"/><path fill="#80a06a" d="m54 39-4 5h9l-15 5 12 2-2 2-11-2-3 1 2-11q-1 3 2 7 4-4 4-10l2 5z"/><path fill="#9fc289" d="m40 39 2 2-2 11-6 4q0 2 3 2l10 1-8 1-7-2v-4q-1-5 1-8z"/><path fill="#9dc980" d="M54 53v4l-7 2-10-1q-3 0-3-2l6-4 3-1z"/><path fill="#dad7ce" d="M63 51q11 1 18 10-3-1-4 1-2-1-1-3h-4l-7-3q-3-2-2-5"/><path fill="#6b7c68" d="M62 50q-5 10-17 10l-6-1 8-1 7-2z"/><path fill="#c8c4b9" d="M62 51q-1 3 2 5l7 3q2 3-1 7l-8 7-8 3h-1l-4-4-7-1q-3 1-3 4-10-8-21-5-2 0-1 2L6 76q10-15 26-22v4l7 2 6 1q12 0 17-10"/><path fill="#9b9f99" d="M72 59h4q-1 2 1 3 1-2 4-1-1 14-13 23-2 2-1 5l-11-8-1-5 8-3 8-7q3-4 1-7"/><path fill="#a8a89f" d="M54 76q-7 0-12 4l-5-6-19-2q-1-2 1-2 11-3 21 5 0-3 3-4l7 1z"/><path fill="#242e2a" d="m18 72 19 2 5 6q5-4 12-4h1l1 5 11 8q3 2 1 7H16Q13 86 6 80v-4z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red soccer ball skidding across a green field. | <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="#94d86e" d="M0 0h96v3L77 2 44 3q-8 1-14 4l-6-2H14q-3 0-1 3-5 0-7 5L4 5q3-3-1-4L0 2z"/><path fill="#92d866" d="M96 3v43l-37 2q-1-5-4-7l-4-3q-6-3-10-1-3 0-3 3l-1 1q-4 3-4 8H0V2l3-1q4 1 1 4l2 8q2-5 7-5-2-3 1-3h10l6 2q6-3 14-4l33-1z"/><path fill="#a75238" d="m51 38-13 2q0-3 3-3 4-2 10 1"/><path fill="#914f38" d="M55 41q3 2 4 7v2l-4-4z"/><path fill="#e64324" d="m51 38 4 3v5q-3-1-5 1l-2 8-9-1-2-13 1-1z"/><path fill="#3f5c1a" d="m55 46 4 4q-2 1-1 4l-6 6-4-5 2-8q2-2 5-1"/><path fill="#5aa825" d="M0 49h33v5q-4 2-1 6l-5 1 1 1q-3 0-3 2v3L0 75z"/><path fill="#27291c" d="m37 41 2 13-4 2q0-4-2-5v-2q0-5 4-8"/><path fill="#995943" d="M33 51q2 1 2 5l-2-2z"/><path fill="#59a728" d="M96 46v50H46q3-7-3-10-2-8 4-2 1-3 4-3l-2-1 4-2v2h2v-3l4-2q-3-5-1-8l3-6 4-2q-5-2-7-5-1-3 1-4v-2z"/><path fill="#53a027" d="m33 54 2 2v1l2 2-4 1 9 2h1l-8 3 2 2q8 2 16-3l-1-4 6-6q2 3 7 5l-4 2-3 6q-2 3 1 8l-4 2v3h-2v-2l-4 2 2 1q-3 0-4 3-6-6-4 2 6 3 3 10H0V75l25-11q0-2 3-2l-1-1 5-1q-3-4 1-6"/><path fill="#b1cb86" d="m35 57 7 5-9-2 4-1z"/><path fill="#7a2b20" d="m39 54 9 1 4 5-9 2h-1l-7-5v-1z"/><path fill="#478820" d="m52 60 1 4q-8 5-16 3l-2-2 8-3z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a silver teapot resting on a floral tablecloth. | <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="#f9fafa" d="M0 0h96v96H83l-5-5q0-3 2 0l1-1-3-2 4-3h5q-3-3-5-2h-4q1 2-2 4-6-3-7-9-3 0-5 3l1 2h-7q5-1 0-3 3-1 0-3l7-4-10-3 5-2 1-3 4-5 5-12 7-8q1-6-1-11-6-1-1 3 2 8-6 14l-2-10 2-3-1-3-2 5q-3-4-7-4 6 6-2 8l-1-12q-5-2-8-7l-3 6q-5-1-5 4-9 3-7 11l-2 8 2 2q0 8-4 3l-3-12q-3-10-11-3h6l2 3 1 13 9 8q-3 6-9 4 3-1 0-1l-4 1q-4-3-7-2l-2-2 8-3-5-2q-8-1-14 1z"/><path fill="#d4d6d4" d="M57 39H43l3-9 9-1-10-1v-2l3-6q3 5 8 7z"/><path fill="#272c2d" d="m33 41 1 10h-1l-2-2z"/><path fill="#d3d4d1" d="M61 65q2-9-6-7 0-5-3-5l1-11 14-6 2 10q8-6 6-14-5-4 1-3 2 5 1 11l-7 8-5 12z"/><path fill="#949594" d="m33 51 2 10-2 2h-1l-9-8-1-13-2-3h-6q8-7 11 3l3 12q4 5 4-3"/><path fill="#e2ccc3" d="M52 53q3 0 3 5l-3 2-4-2-4 5-3-3 5-9z"/><path fill="#e1dcd6" d="M13 65q-3 0-4 3 4 2 10 1l1-2 4-1q3 0 0 1 6 2 9-4h1q1 5 7 6-6 4 2 4H32l-4-2q-2 0-1 2-6-3-12-2l2 1q-2 2-1 3-6-1-10 3-2-2-4-1H0v-2l5-1q-3-3-5 0v-4l4-3q-3-1-4 1v-9q6-2 14-1l5 2-8 3z"/><path fill="#f0baa9" d="m73 59 9 2q-4 2-9 1-3-1 0-3"/><path fill="#3a5456" d="M0 70v-2q1-2 4-1z"/><path fill="#e4a499" d="M13 65q3-1 7 2l-1 2q-6 1-10-1 1-3 4-3"/><path fill="#b4b0ab" d="M45 26v2l10 1-9 1-3 9h14q8-2 2-8 4 0 7 4l2-5 1 3-2 3-14 6-1 11-6-2-5 9 3 3 4-5 4 2 3-2q8-2 6 7l-1 3-5 2-5 1-3 5q-2-1-1-3h-3q-8 0-2-4-6-1-7-6l2-2-3-20q-2-8 7-11 0-5 5-4"/><path fill="#6d7878" d="m69 66 4-1q3 1 3 5l-3-1v-2z"/><path fill="#cf7d79" d="M32 73q-3-1-3 1l-2-1q-1-2 1-2z"/><path fill="#626d6b" d="m27 73 2 1q9 2-1 1l-3 2q-15-1 0-2 1-2-1-1l-8 1q-1-1 1-3l-2-1q6-1 12 2"/><path fill="#93aa95" d="M0 75v-1q2-3 5 0z"/><path fill="#f0c0ae" d="M81 69q4-1 7 2l1 4q-6 3-12 1-3 3-6 0l2-4 2 1z"/><path fill="#ebd2c3" d="M25 77q2 3 1 8-4-9-9 0l2 1h-3l-2-1-2 2-2 1q-3-2-5-1v-1l3-1-4-3 3-2-5-3q2-1 4 1 4-4 10-3l8-1q2-1 1 1-15 1 0 2"/><path fill="#efece7" d="m55 70 10 3-7 4q3 2 0 3 5 2 0 3h7l-1-2q2-3 5-3 1 6 7 9 3-2 2-4h4v2l-4 3 3 2-1 1q-2-3-2 0l5 5h-8l-4-3 2-3-1-1-11 1q-2-4-5-1l1 4-6-1q-2-3-2 0l2 2 3 2H38q-3-6-8-3-2 0-2 3h-4q-3-5-7-2l2 2H0V84l5 2v1l-2 4 2 1 5-4 2-1v5q5 0 3-4-1 3-1 0 0-2 2-2h3l-2-1q5-9 9 0 1-5-1-8l3-2q10 1 1-1 0-2 3-1h14q-1 2 1 3l3-5z"/><path fill="#405558" d="M50 77h3q7 5-2 3z"/><path fill="#6a7575" d="m42 82-3-2 1-1q-3 0-3-2l7 3q3-4 6 0-9 0-7 9h-3q0-4 3-7z"/><path fill="#23343b" d="m39 80 3 2q-3-1-5 1-3-4 2-3"/><path fill="#c69c8e" d="M0 77h2l5 3-3 2 4 3-3 1-5-2z"/><path fill="#637a78" d="M82 83q2-1 5 2h-5z"/><path fill="#5a716e" d="m48 84 6 3q-4 0-6-3"/><path fill="#546060" d="M85 88q1-1 4 1l-6 2q0-3 2-3"/><path fill="#b49288" d="M5 87q2-1 5 1l-5 4-2-1z"/><path fill="#656d69" d="M16 86q-2 0-2 2 0 3 1 0 2 4-3 4v-5l2-2z"/><path fill="#e5998f" d="M23 86q6-1 5 6l-2-2-4 2q-1-4 1-6"/><path fill="#4a5557" d="M71 93q-6-5-3 2l-5-3-3-2h1l11-1 1 1z"/><path fill="#334847" d="M42 90q3-1 5 2-5 1-5-2"/><path fill="#304c49" d="M51 92v2l-2-2q0-3 2 0"/><path fill="#8fa297" d="M24 96h-5l-2-2q4-3 7 2"/><path fill="#4b6865" d="M38 96h-3q-2-4-2 0h-5q0-3 2-3 5-3 8 3"/><path fill="#ab8b84" d="M61 90h-1l3 2h-3l-1 4h-5l-3-2v-2l6 1-1-4q3-3 5 1"/><path fill="#d99e95" d="m71 93 4 3h-7v-1q-3-7 3-2"/><path fill="#e7ebe8" d="M35 96h-2q0-4 2 0"/><path fill="#efefec" d="m63 92 5 3v1h-9l1-4z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green spinach stacked on a wooden crate. | <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="#f6f6ea" d="M0 0h96v96H0z"/><path fill="#82ad59" d="m67 38-11-2q5-3-1-1-2 0-2-2 5-2 12-2z"/><path fill="#85b253" d="m51 34 1 2h-8v-5q4-1 7 3"/><path fill="#46683e" d="M53 33q0 2 2 2-2 0-2 3l-3 2-6-2-2 1-4-2q2-2 6-1h8l-1-2z"/><path fill="#75a44e" d="m38 37 4 2-2 3-6-2z"/><path fill="#3d563b" d="m67 38-2 4 1 1-2 1v-4l-11-2q0-3 2-3 6-2 1 1z"/><path fill="#597e3e" d="m44 38 5 3-6 2 5 4-5-1-3-4 2-3z"/><path fill="#6b9646" d="m44 38 6 2 3-2 11 2v4h-4l-1-1-11 4-5-4 6-2z"/><path fill="#80a54e" d="M28 40q3 0 5 5h-4q-4-3-1-5"/><path fill="#94bd57" d="M66 43h2v4h-9l-2-1 3-2h4z"/><path fill="#cccca6" d="m68 43 1 3q2-1 3 1h-4z"/><path fill="#445d39" d="M28 40h6l6 2 3 4 5 1 11-4 1 1-3 2 2 1v1H41q-2-4-5-5l-1 1 2 4-10-1 2-2h4q-2-5-5-5"/><path fill="#64953e" d="M41 48h-4l-2-4 1-1q3 1 5 5"/><path fill="#aa9063" d="m27 47 10 1h5l6 2 6 1-3 1v4l19-4-3-4h-8v-1h13v7l-23 4q-3-11-4-1-6-3-13-3l15 4q0 3-4 5l-15-3v4q-2-1-2 1l-1-9q0-5 2-9"/><path fill="#7e954c" d="M42 48h11l-5 2z"/><path fill="#c4aa7a" d="M53 48h14l3 4-19 4v-4l3-1-6-1z"/><path fill="#897e53" d="M49 58q-2 2-1 5 8 0 0 2l-18-4-2 3v-4l15 3q4-2 4-5l-15-4q7 0 13 3 1-10 4 1"/><path fill="#caaa79" d="M72 47v22l-24 5v-9q8-2 0-2-1-3 1-5l23-4z"/><path fill="#aa975e" d="M48 65v9q-9 0-16-3l-2 1-3-3q-2-3-1-4 0-2 2-1l2-3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a glowing blue triangle surrounded by purple lines. | <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="#1e024c" d="M0 0h44l-8 1v2l4 1q-1 3 1 8h2l-1 2 2 3q-3 0-5 3l-9 12q0 5-4 8l-2-1q-2 11-11 19l-3 5 1 2q-2 1-2 4-2 0-1 3 3-1 7 2l-4 5 1 5 5-7q5 4 11 1 3 1 2 5l-2-1 3 3-5 5q-3-2-6 1H10q-4-3-8-2l-2 4z"/><path fill="#1f024e" d="M44 0h52v38l-5 9 4 11-2 15-1 1-1-8-3 8h-3l1-4q-6-18-19-30L51 15l-5-4-2 6-2-3 1-2h-2q-2-5-1-8l-4-1V1z"/><path fill="#23005f" d="M86 70 9 69q0-3 2-4l-1-2 3-5q9-8 11-19l2 1q4-3 4-8l9-12q2-3 5-3l2-6 5 4 16 25q13 12 19 30"/><path fill="#2e037f" d="m76 55 7 10-4 2-1-1 1-1-4-1h4l-2-4z"/><path fill="#310067" d="M19 64h56l4 1-1 1z"/><path fill="#3a40c0" d="m21 58-1 3 28 1 29-2 2 4H19q-3-4 2-6"/><path fill="#270167" d="m27 53-1 4 2 1 45 2-2-7 6 7-29 2-28-1 1-3z"/><path fill="#362b87" d="m44 25 1 2q-2 6-8 10-4 5-7 13l-3 3-6 5q9-18 23-33"/><path fill="#3309a1" d="m58 29-2-1-7-8q-2-3-2-1-3 2-3 6a297 297 0 00-27 41q-3-2-4-1 15-26 35-50z"/><path fill="#22014d" d="m71 53 2 7-47-3 1-4 3-3q3-8 7-13 6-4 8-10l3-5q1 5 7 8 6 12 16 23"/><path fill="#3724a0" d="m49 20 7 8 2 1 19 31-6-7Q61 42 55 30q-6-3-7-8z"/><path fill="#568edb" d="m49 20-5 5q0-4 3-6 0-2 2 1"/><path fill="#21014c" d="M96 38v58H0v-3l2-4q4-1 8 2h10q3-3 6-1l5-5-3-3 2 1q1-4-2-5-6 3-11-1l-5 7-1-5 4-5q-4-3-7-2-1-3 1-3l77 1-1 4h3l3-8 1 8 1-1 2-15-4-11z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a wooden crate filled with freshly picked apples. | <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="#fcfcfc" d="M0 0h96v96H0z"/><path fill="#a3683f" d="m21 40-2 6q-1-4 2-6"/><path fill="#bb8658" d="M80 16q2 0 2 3v33l-7 4V40l3-23z"/><path fill="#eaaf74" d="m32 38 24 2h19v11l-16 2-15-1 17-1H21l-2-5 2-6z"/><path fill="#e8b272" d="m80 16-2 1-3 23V17H53l-34 3q-2 2-2 5l1 6v6q9 3 12-6l2 1 1 2q-2 1-1 4l-11 2q-3 2-2 6l2 5q-3 1-2 4l2 1v6q-4 2-4 6 2 7 9 10v1h-3l-3-1q-4-5-9-7 1-2 4-1V15q32-1 65 1"/><path fill="#e08154" d="m53 32 3 3 5-3q2-1 5 1-7-3-6 5h7l5 2H56v-4q-3-1-4 1l-1-1 2-2-1-1z"/><path fill="#e57159" d="m50 25-4 1v8l6-1 1 1-2 2-2 2q2 1 3-1t4-1v4l-24-2q-1-3 1-4l1 5 8-1q-3-7 2-12 2-2 6-1"/><path fill="#783b23" d="M51 36q-1 2-3 1z"/><path fill="#f07756" d="M68 32q5 2 6 8h-2l-5-2h-7q-1-8 6-5z"/><path fill="#c88743" d="M58 29q1 3 3 0v3l-5 3-3-3q-1-2 1-2 3 5 4-1"/><path fill="#eb5c54" d="m39 22 5 4q-5 5-2 12l-8 1q0-4 3-7-4-3 0-4z"/><path fill="#f5d278" d="M24 27q1-1 4 1l2 3q-3 9-12 6v-7l2-1 1 2h2z"/><path fill="#d09051" d="m24 27-1 4q-1-6-2 0l-1-2q1-3 4-2"/><path fill="#9d452f" d="M23 31h-2q1-6 2 0"/><path fill="#ec9f63" d="M71 27h4v13h-1q-1-6-6-8l-1-3z"/><path fill="#ef7f5c" d="m57 22 1 1-4 2 4 4q-1 6-4 1-2 0-1 2l-1 1-6 1v-8l4-1 3-2q1-2 4-1"/><path fill="#f67e5c" d="M64 22h5l2 5-4 2q-1-4-4-6z"/><path fill="#925135" d="M18 23h8q-2 1-2 4-3-1-4 2l-2 1z"/><path fill="#eab35c" d="m64 22-1 1q3 2 4 6l1 3-2 1q-3-2-5-1v-3q-2 3-3 0l-4-4 4-2-1-1q3-3 7 0"/><path fill="#c67245" d="M26 23h4l-2 5q-3-2-4-1 0-3 2-4"/><path fill="#f89072" d="M32 21h2q1 5-2 11l-2-1-2-3 2-5z"/><path fill="#86482f" d="M69 22h6v5h-4z"/><path fill="#f47564" d="M34 21h5v1l-2 6q-4 1 0 4-3 3-3 7l-1-5-1-2q3-6 2-11"/><path fill="#af784d" d="M19 20q6-1 13 1l-2 2-6-2q-4 0-6 2v8l-1-6q0-3 2-5"/><path fill="#6e3c28" d="M30 23H18q2-2 6-2z"/><path fill="#6f3a2a" d="M39 22v-1q7-1 14 2l-3 2q-4-1-6 1z"/><path fill="#d99b62" d="M53 17h22v4l-24-2z"/><path fill="#c68552" d="m53 17-2 2 24 2v1H64q-4-3-7 0-3-1-4 1-7-3-14-2h-7q-7-2-13-1-1-1 1-3z"/><path fill="#885937" d="m21 51-2 4q-1-3 2-4"/><path fill="#ebb175" d="M32 71q-2-6-5-7-3-3-6-2v-6l10-1-7-1h-2q6-3 13 0l-1 1 5 2-3 7 10 3q-6 0-1 3z"/><path fill="#e5aa73" d="M21 51h40l-17 1 15 1 16-2v5q-1 8 1 17l-2 2H50l-3-3H32v-1l13-1q-5-3 1-3l-10-3 3-7-5-2 1-1q-7-3-13 0h2l7 1-10 1-2-1z"/><path fill="#a6764e" d="M82 52q2 12-6 21-2-9-1-17z"/><path fill="#f7aa77" d="M21 62q3-1 6 2 3 6 1 14h-2q-7-3-9-10 0-4 4-6"/><path fill="#ed7d5f" d="M27 64q3 1 5 7v4l-4 3q2-8-1-14"/><path fill="#c27f4e" d="M32 72h15l3 3H32z"/><path fill="#d3cac0" d="m82 19 2 45-5 9-5 2 2-2q8-9 6-21z"/><path fill="#f2d489" d="M11 71q5 2 9 7l3 1q-3 4-8 4-8-4-4-12"/><path fill="#c0b5a9" d="M37 75h37l-2 3H39l-1 5h-2q3-5 1-8"/><path fill="#e2e2df" d="m72 78-32 1-2 4 1-5z"/><path fill="#c69c4c" d="M32 75h5q2 3-1 8l-7 1-3-5v-1h2z"/><path fill="#d7d7cb" d="M23 79h3l3 5-5-2q-4 3-9 1 5 0 8-4"/></svg> | |
{
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"path": "emoji_u1f64b_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman raising hand: 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">
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"path": "emoji_u1f9dd_1f3fc_200d_2642.png"
} | Generate code for a svg of a man elf: 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">
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Okay, here's a concise summary of my thoughts on drawing a purple dresses hanging on velvet hangers:I'm drawn to the visual appeal of purple, a color that evokes a sense of elegance, sophistication, and a touch of mystery. The draping of the dresses, with their flowing curves and intricate details, creates a visually captivating and sophisticated look. The velvet hangers, with their soft texture and subtle sheen, add a touch of luxury and allow the dresses to hang comfortably and effortlessly. The overall impression is one of understated elegance, a beautiful and sophisticated piece that complements any style. | {
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"path": "emoji_u1f466_1f3fc.png"
} | Generate code for a svg of a boy: 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">
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{
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"path": null
} | Generate code for a svg of a a white Christmas morning with fresh snow. | <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="#fafbfc" d="M0 0h96v96h-7l-11-7q-7 2-12-2L53 77l-13-1Q25 62 8 74l-8 2z"/><path fill="#e4e6ea" d="M89 96H0V76l8-2q17-12 32 2l13 1 13 10q5 4 12 2z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a green cucumbers resting on a cool white shelf. | <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="#fcfdfe" d="M0 0h96v96H0z"/><path fill="#88d554" d="M65 32h2L57 44v-1z"/><path fill="#b7e0a7" d="m83 42-2-10-1-1q0-2 3-1z"/><path fill="#64c139" d="m54 40-3 8-8 11-10-1q-4-1 0-3l-1-2q1-2 4-1h2l4-3 8-10q1-2 4 1"/><path fill="#acd797" d="M70 43v4h-3z"/><path fill="#65ca3a" d="M83 42q8 5 0 12h-4l-6-6-3-1v-4l2-5 1-1 4 6q1-2 4-1V32z"/><path fill="#6fd132" d="m67 32 2 3-3 9-9 10-4 1h-1q0-7 5-11z"/><path fill="#d3f5bf" d="M38 52h-2q0-10 2 0"/><path fill="#338529" d="M65 32q8-4 7 6l-2 5-3 4h3l3 1-2 8q-4 0-7 3 0-4-2-5l3-6 1-4 3-9-2-3z"/><path fill="#3a8b31" d="m54 40 3 3v1q-5 4-5 11l-9 4 8-11z"/><path fill="#42a226" d="m66 44-1 4-3 6q-3 5-8 3l-1-2 4-1z"/><path fill="#e1e6dd" d="m73 48 6 6h4l9 1q-3 5-3 12-2-3-1-6h-6l-4-3-5 5q-1 1 1 4l-7-1q0-3 2-3v-5l2-2z"/><path fill="#3b9e28" d="m71 56-2 2v5q-2 0-2 3-6-3-3-7 3-3 7-3"/><path fill="#e5e7e3" d="m32 53 1 2q-4 2 0 3l10 1 9-4h1l1 2q5 2 8-3 2 1 2 5-3 4 3 7l-39 1v-6h-3q-3 6 0-7l4 2q0-3 3-3"/><path fill="#52b034" d="M82 61q-2 6-8 6-2-3-1-4l5-5z"/></svg> | |
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",
"path": "a6c6e005167d7c2962e12d2c4cdbcab17012decb79d25abd7a8826ec7dc734b6.png"
} | Generate code for a svg of a a black and white picture of a fish with a long tail | <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"
class="ionicon"
viewBox="0 0 512 512"
version="1.1"
id="svg10"
sodipodi:docname="fish-outline.svg"
inkscape:version="1.0.2 (e86c8708, 2021-01-15)">
<metadata
id="metadata16">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
</cc:Work>
</rdf:RDF>
</metadata>
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"path": null
} | Generate code for a svg of a vector illustration of a coffee machine icon, featuring a cup of coffee and a spoon, presented in black and white. | <?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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{
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} | Generate code for a svg of a a glowing blue circle placed in the center of the page. | <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="#c3deee" d="M0 0h8q1 9 11 10v2l3 2-2 11q8-6 18-7-15 5-20 21l-2 14q0 7 5 14 3 3 8 2l7 6q2-3 6 0l14-1 4-2 13-10 5 2 9-4 2-5q-3-2-2-5V40q-9-18-26-25l-12-1 1-2 10-1q13 7 25 19 0 5 5 9l2 7q1-3 4-3v20q-5 0-8 5-9 2-14 9l-7 3-3 7-11 4h-9l-2-6q-2 6-8 1-2 2-2-1v-6l-14-9q-4 4-6 9 4 8-4 12l-8 2z"/><path fill="#c5ddec" d="M8 0h88v43q-3 0-4 3l-2-7q-5-4-5-9-12-12-25-19l-10 1-1 2-11 4q-10 1-18 7l2-11-3-2v-2Q9 9 8 0"/><path fill="#bddef0" d="m49 14 12 1q17 7 26 25v10q-1 3 2 5l-2 5-9 4-5-2 1-4 2-6 1-5-2-7-5-9q-3-6-7-7h-2l-4-3-2-2h-7q-5-1-9 2l-6 2-2 3q-6 2-7 8l-1 2q-3 1-3 4-2 5 1 11l1 1q3 16 20 22v1q-4-3-6 0l-4-2-3-4q-5 1-8-2-5-7-5-14l2-14q5-16 20-21z"/><path fill="#a2e8f8" d="M57 21q-9-3-18 0 4-3 9-2h7z"/><path fill="#95e1f4" d="M63 24q4 1 7 7z"/><path fill="#42baf6" d="M61 24h2l7 7 5 9v4l-1 14q-4 3-5 8l-9 6-18 2q-17-6-20-22 0-8 1 1 0-4 3-1l5-13 8 1q-1-4 2-7l15-3q3-2 3-5z"/><path fill="#48bdf7" d="m57 21 4 3-2 1q0 3-3 5l-15 3q-3 3-2 7l-8-1-8 14q-1-9-1-1l-1-1q-1-9 2-15l1-2 9-11 6-2q9-3 18 0"/><path fill="#42cbfe" d="M45 38q14-1 11 14-3 6-10 4-14-9-1-18"/><path fill="#a8eef6" d="M23 36q-3 6-2 15-3-6-1-11 0-3 3-4"/><path fill="#afedf1" d="m75 40 2 7-1 5-1-8z"/><path fill="#8ceffa" d="m75 44 1 8-2 6z"/><path fill="#c6ddec" d="M96 63v33H0v-3l8-2q8-4 4-12 2-5 6-9l14 9v6q0 3 2 1 6 5 8-1l2 6h9l11-4 3-7 7-3q5-7 14-9 3-5 8-5"/><path fill="#97f3fc" d="m74 58-1 4-4 4q1-5 5-8"/><path fill="#96edfa" d="m60 72-4 2-14 1v-1z"/></svg> | |
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} | Generate code for a svg of a a close up of a document with a cross mark on it | <svg width="40" height="40" viewBox="0 0 40 40" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M22.4 28.4668H27.5C28.163 28.4668 28.7989 28.2055 29.2678 27.7404C29.7366 27.2753 30 26.6445 30 25.9868V10.9609L22.5926 3.66675H12.5C11.837 3.66675 11.2011 3.92803 10.7322 4.39312C10.2634 4.85821 10 5.48901 10 6.14675V25.9868C10 26.6445 10.2634 27.2753 10.7322 27.7404C11.2011 28.2055 11.837 28.4668 12.5 28.4668H17.4" stroke="#A3A8B8" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M22.4001 3.66675V10.8667H30.0001" stroke="#A3A8B8" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M21.8307 21.0669H22.6561L20.4127 18.0712L22.6667 15.0669H21.8413L20.0318 17.5647L18.1587 15.0669H17.3333L19.5661 18.0454L17.3333 21.0669H18.1587L19.9471 18.5605L21.8307 21.0669Z" fill="#A3A8B8"/>
<path d="M19.9997 27.0669L19.9997 36.4002" stroke="#A3A8B8" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M23.3331 33.3479L19.9999 36.6811L16.6667 33.3479" stroke="#A3A8B8" stroke-linecap="round" stroke-linejoin="round"/>
</svg> | |
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LAAhA7VjbDtq/haTS/w4Fkwwy/29OUBAIqVO9TAK49ZyNGkJg9Ok/ue0h448DxqJ8yFiUx2/81BOTtZzxu3/2KwXS7I0TjBhnvYGZVfp0STsVLkEvFHnqwj9XHYhoFBAs2D1QjQhwRbdJzUMmwpr/leQhfmuAnR2wA6WDARCA2hG3Nh5mMu5M4HccqmJ1KLBkMg8cFgCmiG1Y07uZaVoyw2ju4ilrcdXNpkIyCWAObc3cjEWTjxnPxkRJa581iAARJyICR6podTcIvTjINW2kLKRlgc9cAWKsIvRZoPYvmlFytlWZgOQeUAt7W4sv0YQAX7/ViroaZLohqlgDEogNMKsGGtsu3HwABCAdBCBMJH4zLACjCV0/t//fc561a96WyIkvXjptLfq2wNetBV4zF/BST3oeoMUZC6jgo5UudaK8qEut7R2rvamll1+o9DVwPMpaPwsiAMKRssYYCECcViElEXCNg8pdj+IG8AskDLIGVCwAMbsERg/uv/uBXWOPPoD7DiSBVk8DbGjeuFUAqNAEApB49T/L/+/4bVT2l7YkcP780QiV4YRPLrk3BUynTS89Vt5TNN+nl99fdL4uHUd379P9y9aWXofwT44I6FK6nv8996T11bC5awioKg0mVDdgL6oFArAARBfGo004bSLnVHXhc5GOpAIADwVZU5LS/gnT0z+1NG+n+d+pcekurU/WBlnFJCs4q6j/DhnieFIx00uR+mWTvyQEmDoOQBUUCOHfIIuA0sVTe8pfGGuAPRb9XAQxWgOol8l7ca8BWACaq/1XiwFIgqmPN4N0KM7t+G3k9+/tXp/ISWfPH2Grq0s+rWGDOtEFa/9ljV33eU1xLF2l6et6qOY3EP6N5AGq5j7Cp/qfQmv3FCAKawWw7jfzqToYD0bIFYCbDIAARJg0CRyzmim+GR0AkzL/u/3/DkK1pveyxIL/ZmeOeMz/TFXrXQ8wvQvZpB+wyeZ/t9AP+rwefGygWTxAhCJqgW4B3a+ngHe8+bsGYncJ3IvugUDcaOUgwJ1NOGcS2ni1wMPE8/9V1zMp83+xuMzOTr1mmU9dEf+OQjDuVC855cvtArD2qUWG5Amwzfv2h6zn7kwAlQuAxa71AXUSAfkeO1L/7Of2mLHGkB1YWiru5A3ws0dRJTPAkYXidAm4/AKlYVmXS8BuwLUHdxeABSDchGkYEioAZB66yjmT+p2H/K5nd9egWf0vCczMTjLmSLPzCfrTq/V9152avXIrStp80ccVUKzuWpCC0YBU0QBFhobwdQ+IEAF+jrHIAlwC7kZGLJbxMfatr3xoFPcVgAWgOdp4w89XuPHz4wEv35Pg7/E9b5LBf1NTr0tanF7R2EyFTfcGZLnLxjKmsASoLADClQpo/+0M/rNr9jtrAIhKiiK0/iyYA4LrAjDutAZUCfCztX+PJYprpaHI5MRT3XvMOiwBXd39e1m4viAA0J4WgKSaAFURxkm4HNKS/19hjIbmn1Tw39LyHJubO+Fau0WI/u0Kjd+tsVu+fvm5LlsCdFdcgBxLoIwpKFZ60wMZ4QFevz8LEeDHPFYAv8+74gMUFgJWZ4xILt85CisAAAtAFVndIhaHiSokpxHV/xzo77sssQs4LWn/oTQ4d7MYVfofd2pwHo2u7O9njiJAZWtA2RLAPHEAQCZpgFVeWpXepznGiDK9z9zp1v5Vn9Mdx/XGBeiWJSC6NQBWAAAWgGA0tHBGggWAggIAdyf4k3xLD1P0f1KYmn49ggYX3iogb3qYVEDTOlD0xgLoSO9rKWuAR4sPyhrQ1fECTB2norIMqI5Ry1jStPzogT+4HlYAABYAHww2+HxJEY4gF8CdCf6ecT/hn1Tw3/z8NFtamgutwSl9/8xd+IeHOl4lFkAqA+zS+oGWZAEuy5Jc0rd0252au9UBsFwkSCuL77L2T3EqQjqePUzLBy5ls7g/GyVDgGsa6+rpvwdWAAAWADUanY+fFBufCLA4JHZOH///of4Etf/TZ34UdfX2LQGsh8zVd75edJYB1itR3EDrWwPchYQCc/2ZN9dfuLR6p0VBXYiIubMJIiCX7xx79Es7B3H3AFgAvCgkcMzZBhOOSb9APJas+V+pVVDqH21JYWZmsp4lvJK7b+f8lxUqHmBltSP8K8+BNiYBbk2beXP9HT59xxt1/7oBLq3fti6UXtetzADL4hDSEtDR2UOxALQO7MfdA2ABSJ4ABKHRVQdvSPC3KP3/m9ePbE9M+M9OmgWAYlzOffOyVc2EIPyByrhxlgNmQtUN0lXuVxnl74oxYEKZISBUxwuJzu6+O3HPAFgAZLU5uYI8QedLQjVuVgDguOI3JtlwyD/6HwCaZA0oaeZqrb8SF1DJBuBcc3mLnBYBVYaA/ZmyNYEbnxG2laC6JYCCAXG3AFgAGqP9TzZQ+/e1ABjCeDdLLshx3MftkNg5SfMvVf8DgHSRAOHW+pnXMuCo/c90T6wAC6wLoHv3RSgu1dHVO/jol3aiVTAAAtAAgXzEZ39S5viJBp+P4Jf+d29SJ5yaeg2zEEgrCwhIFaxS6MdBAkRA+eD6SEDfwEZYAYCa0YpBgNsbfL4kCMesoYn7qcWNNv+PJkiqqub+A0CTWYAliC1dqZzW52fGr7zuTRO09llvlssF1+oO6Ojs3ol7BIAAVFBo1Iks33jDAgCteIPEfp9PqePE+g1Q6V/K/weA9BsDJJ++I7dft8L6NQcJsOsGeAV+vCRA03JjT37lw2NavmOiuLI829HVc8h498TSwoWJO+79/iTuHNBuBKCRXfmSOpefKX60wdo/EZyxpE54+vSPMQOBDJEAUU7bk+V8JdVPChQsp/rVTgLMc/JSKKJviqDx/ly+k56M5Du76UCjxE66egbY039y2yTXtAPF1ZVDt3z2qQO4g0BLEwBLYCUVIDfZQIHsx9yT7P6nIh33JXm/ZhH8B2SVBHDNIbwr0f3RSACTKw6WzuBbJ8DR58K2AJiEQVSsEuaj9QfnBZrDuXzHfd/9s1+ZFaJ4QNPyj3zk1x+fwJ0EWtEC0OiI2KT8bxMKclNI+Pc5LABP/+nthSQJx9zcyZClfwEgIySAWyTAZQlgwqX1MzmOQHOUHbYbUjtJgHDVt5JIQOUEjurYpfbZ9nHNFwY5z40Zr4x998/umORa7sGZM4cP3P3Fl2ZxR0EAWgWFBp8vEQtA4cbPTzTQ2mDijSNPDxpawgPGknGDscCNrundmOiFm5pG9D/QopYAlztAGRhY3ifKcrxUkFJ3Vgx07SvL/HLfC6u7oVWcwHQZWB8ufUcFIeBawXiyb3D99oe+9xdvf8R49eEP//vHQATaEK2WBtgwAmBp5Em4G8Z99idW9WthcYYWoseM5WEvCX9aJQbWvC2xa0e5/7Pnj2L2AZknAWbaH1N0AFTVBGDCd5+zYqDzWPLn3OmBul6sfBdH+2pvMytH6qLpauCDxl/UWvjw9/7yrgfQWwAEIOtIMkfenQs/lhS38NmfWPrfwuK0Y8HJ57vZmr5NiV1IEv7UdIdrOcxAoHVIAPMX3EJRUphJdQA85IEpPucmB/J3sImEZBUQbkLA5O/AZMIwaPyzd92mK1783l9+bAx3tX3Qai6AJBnsbkPrP8hKwXI7ExTILymsDUnm/rP5xXNShzLBhtbuSPQmUfAfddtj5uIHANknAeXsAEeKoHD590ti3Onft7R0y79f9tnTXmkfY5I5nz5nCXsi0rZAr4QDUH0COy6Al94rBQeKsjtAfp/5UsHYse+ZP7/zXi2X3/OhPX+NYEEQgEwh6SDAUZawL56pawAk2vRjfmHaUb1sbX9y5v/l5Tmr81/0FqgAkG4S4AzWs8d3xZdfCehT7Su/1/4ckwP/hTI90HQBWBK9HAvAmJMQKDIEAkgAWeZGjBdefHbfxx82jvCgQQQQH9CiaBkXQKObACUFn2I8CZr/z3mEv6Z1JPb7ZmaOSKVUAaC1SABzdRBkbv8+071uAub9nAhwH8j7i6srlffK34HJcQHM5Q5gLMAdYD2aB6A0YIMIfGIUdxcEIO1ohQCWSR9ik9hvI+1fXmSGBt+e6A88feZHmHVAq1IAl4DWowX/qWIIbIHtaF1dea4XV73xBm5CUB8JKBj/HDRIwEMIEgQBSDNagaWqzP9JFv8xCMBUeSHq7uo3trXJnWt+Grn/QMuTgIowZh6t3leYS8JbbTmQrQHMEv5Fi2Qw6fNMEfBXLwkw/7lv/WXvOHhw/93oPggCkEqsbYHf8FKjic2l+Slr0dEN7f+KRH8cGv8AbUEB/KL2lZkBKsuBN23QQQ6s/asri05ioIz6l47vEe5+JIAp3yfMGCtBJGAMdxkEIG1oBWbqSGO0zP+J/S7T/G9Nco3n2eDAtmQJAFr/Au1EAmTt3RKuIsDvXy4L5En1k4lAJUiwuLrsfJ9DWHtT/2QLQTAJEGoSUPoNg8bjPoME7MNdzj54q/wQQ1jOsNaIA9hvbF+3fsu+JH/T1LnX2Nnpn5hmxHWG9n/Zxvck9qNmZifZG288jRkHtNXySg18zCY+vNQ6uNTQx38f/c2sz5RK+GreY1DegDFnlxYvlhbw8uetJZ3z8n5u/V36k/u+zst1hrnzO7o/53yNXJa7do09iiwBWACajlYJUBkzNqo38FjSv8k0/1uaxfDQlYn+KDT+AdrQDsD8fP/qeABXJoF8DDmmwPhvZXmh/B61D58FBARGswRUEnbcVgXTOnkYcQEgAM3W/kdxK6Njfv6sWYynt3c96+joTew8VPp3agr+f6ANKYBvlD9jTlcAq+oKsIW50Ium+V9d4c8Txe8S5rWQALVrwWIGpKRQXMBu3G0QgGahgFsZUfgvTJUXpaS1/xlo/0BbkwDmCuSThKwrToBVSw3kjC0vzZcP7BXaTJXKV4UEqLIDmPO4zmBAV1CiSQIeQ3AgCAAIQEZwydD+aWJ35HtZ/5otiZ7r9Gnk/gNtTQFYkNlf3iequAJWlxeZXlypUuufOYmEEFVIgCpF0EVWfNIDRSVPkEDBgQ/gfoMANBo7cSujEoApc/YOrt2e6HmWlufM/H8AaG8rQEXIVrR9V1YAC3YF6Lpu+v7Vef3MG/WvrBCoJgHMjwQI4bAG+GQGyNiLDAEQAFgAUo6VlUuW+f8diZ5nGr5/ACjr0RW/PnPl+rOKAJYFa1lo62x5cY45ggUVQtsTEBiSBDiPx1wC3lsjgDEneXCV9h4DCQABaCQQhRqVMW39ZXZl4SMsl+tI9Dwo/gMATsFZNum7c/0dAYEVAa5bKX/lHhrK/P6Ayn6RSYBs4ldVFZSNBsJJCEACQAAaiVZpAtRoUNR/d3eymZNzcydR+hcAHFYA5vLtM6cVgMlWgFK3v+Wy8GeSps+Y2ufPXP5/5hX4DgnuTPXzuAUqHwjIDGCqeACQABCAxiizuI3pxNQ0Kv8BQK1WgNWVJUP4X/KWA/ZL/QvKBHA3JXK9R2kRCMoMCBcPABIAApA4YAFIKWZmJnERACCiFcDU+pcumbX+nSTBnYuviAXwIwEiKglgihoBUmZAQDyAggWMITsABCApIAMgldr/62YBIAAAwlgBmFngZ3V1sdTkR+hlAa8u8uNDAkRIEuBTB8AR2Od6zRsU6I4HYO76ADL2ok4ACEASKOA2pg+z0P4BoCoRIEGvm5X9lgzCvGKQAF1pMwgu86soJ1yNBKi7/XlaEjOPn1/datjpblAZAUzsQ8VAEIC4ARdAykC5/6j+BwBBsr8k/Eng29p+lU8oy/gyT0BgFRKgSucTKgHuzQxgHvM/Y6p4AJ/UQJkEYM0GAagfh5/+yogQwmEmA6D9A0BLEwe/CoAiBAmoWhHQ2wRIHRSoigcoUxW/1ECC3TtgEHcTBKBeFJyTo+IzAyFoHpD7DwCJsgBvjwDZVx9EAoK6/QUU+FEGBVZLDWS+rgCTBOBGggDUOxNGfFhmACEAKUgSVPYXpX8BoAEkwG36D0MCHEn7CjLgIhiMudZN6RCe+gBKS4KvK2AE6YEgAPXOgZ3yQPQMViUhgJUA2j8AtAQLCE8CmLp4j4cEODIDmEKQy1kCwrl8etT+QFcAYQyZASAA9aBQHl4ewlqdEPhbCYCaCcAUiv8AQOpIgF+3P5f5X/gGBTKnNaGKth/SFUB4yCABBdxHEIBaBr/HBeDPAUQEKwHcBrWAIv+R+w8AKSIBrn1lxdxH0DNP1L/wKSXMnG2EA1wBAQWCCBQP8BjuIQhAJLz51B+OOmW5WsC7OYAI/IwfIYCVIAxmkfoHAOkiAT51/P0L/Li0fVU8gLPyT0XzkrUw90sicNUcQaVAEICow70gJaL4yHK1gIfbIH6Q5j+F1r8AkC4SIOX9B5KAwKBA/3iAYFeA8CUZCuxFfQAQgCgolAe9478g5b4KIWAgBLUChX8AIIUkwNP1z8ct4JD2YeMBWKArwM+VELA+IiugwchneJzfUH7OmXsUu4YYZ1w15tQ7nZ8V8imE61yek0sTxPUNuPq9rYLTp38U27G6uvpZZ2c/6+0dZvlcp/I9F+ZOsuXlObQbBgAlCTDWPF4SybTMGX+WljtjIaL1yXxNlNYl53t46dEmB5xVHpnrefl05YM7XlceX9qvALkCxnaNPbof9xAEoNoQL3B5AAbKZeElBExBRP13Oo0I8uG5qEoIVKSglQgBlf6tN/efhP364avY4FCBdRnCvxq2SOeeM8gAuR/m5k5gRgOATALM5VG4SAArS2NaGeXXKkKal4S3Q4gb7+a89GitYdWEvBDS6YR7iVSuf3uNDQSgQcisBHrj2w8L/x/DI/5Srn45/E7nXh79EmeZEBw99nzNFoD+/i3s8i3vNx431/09iAgcP/ECiAAASAuLubpxa42T/zYXncpj6X/1a+aj32cd54jwXu673j24a+zRB3DzYAFQC/8nHxp1KOqcObV065mDEIgoFgKLFDTRbcB5djhaLdH/ZObfuvV6NjRYiO17EIl459W3m8WIjh59DimJAFBWwZmlvVsWAbeWLlkFymuYe63zcwW4XAW+1gDX/rIZwYt7jA0EoAHIahBgwRGcJ9XDliWxFAcrhQdKwS+BMX7e4ELXQWvPNmih9EPSuqP64devv4q969qPxyr8HccfvsogAnewnE/8AAC0FwdwN/xhvpkBwvd9km4jtyQOFfWvDggMWM0KqBAIAuA/oOUKgB6KGoYQqEhBEwlBhrMNpqbDV/4jgbxjxyjbURhNXDhTTAGRAAAAmKKtr3BJdVc0v1/DH1n4Myc5kI/lfi6UNQGC0wJx10AA/EbzDWUBHyi3fQhBKCtBdELgX48oXPqhyFjVQjKxz4Rs/UsmfxLIpJ03CkQCKL4AAACpKJCyra9QVOzxNg8Kel7NCiCipQWSFWAUdw0EQDk4KgPUK+BFGJEbh9tAQTbCWQlCfMMMuA3Clv4lQUwmf3psNDZtug6uAAAoa9xuWe/T1tfRYthb09/NFby1AfwtAn6fVeAe3DMQAMUwtgmAWgh7SEEtVgKl7E5RHEEK3AZhKv+Rv7+Z/ng679BQATMdAFzrndrPL1ydA0VwrX9l2+DKeurvRghlBaBugYO4Z8khc1kAr3/zD0YdASRW+hwPGvCOscWrJAW4a1tzx5u85KGebIPSi+GyDbiHUDsTDOLPNli4dNH3qq6szldNtyPte9vW65s+Znp7hjHTAaC8Bggr6p8povq5ogCQcCbyy68zqYaAuZ7w8vFLUf/cb3mpHJYFFgcaM7aHcddAAGwUvDLYSwj8xpySEDBvLSEPIVCRgqrph4EHZr5VC5mCEEdOP/QnESTYi3qRLS8usJXlJbayslxV4LuxVDwd+DoF+zXS3x9IAHrXY6YDgEsRUFUKVBf44VYxIV61AJBDklsvlt/DFMWBmIuIeFfte0AAQADkoVsI0nDlDlXCKQ39CYFH4PIqxQVFSEJQ+iuQEISwEtRTtXBh/iJbNAT7kiHsabOFfb1YKaor/5HJnUz+zfD3AwAQeh01VyZ1FUAfcqAS2K7n1XP/XbUGWFUrAJUHLuwae3QS9wwEgAZJuQcAD1OGVygEayu6DayZSUL+0twFU/BH0eijQuOdrMjmHfsor580fwTdAUBWzAAsgisgnJB3CHLPZ4X3s1WsAKvLi/caD/fjhoEAmIxQHr9uwc3DlOFtuNuAe95UT9VCt+6/vLjI5s7PGIL/fGwafjV05bewVX3OuAdFs3a/WdUPwXYAkDEOIKrX8g9R3U9lEYjLCpDLd+wGAUgGmSo+/9rf/P6g8Y1nonx9zmv4yVXdBj4fitSCgAe+gVc5iq4XTaE/e26KrSYg9Hv61pQmn5ZjXd095a/RaTzPaSXemO/sNAjHnNLcn6beBlQa+PDhccx2APBZbVR1+t21/Et/0l7N2m9/VvOt/R+6l4DjNWVy2g64AdrcAmCQwxGH6dsnMM7JcN2CKdtug9WVFXZu6jS7dPEC04vFmq9lR0cnyxsbCXotp5lCXjOFfW91QsLl4wz7aBZOO0UzCUG9nQoBoMXtAB7tXRmhL2zLp3B1DBS+QX2hrACe8wlVoyCyAiAYsJ0JgDE0RhwGc0/Uu1PohCEE9boNYicE5adOQkBa/szUGVPrj3yTSdD39plCnjR4el41KNL1LbPc7KiWZkUA0FYUoOwKsNr9qkz9zNUjiPvwCKvzYJCbwBELwEI1CLoTBKDtCQDbrhJSwo8QKK0EfsLJjxAEWQmEQoHnIeMILMHq6zYovZlM/dNnTkUS/Foux/rWDBiCfo0p7IkAeH9GvNkGzksQ5ZonayUg83/UZkUA0K52gJLw5/7R/u6Of0wRK2Cvda7PeqwA7rlefk2oiMAoFQXaNfboLO5UuxIAYQUA8mCt1W0lCCYE1a0EzXIbXJiZNrV+IgFhtHwS+v2DQ6yzq1shqqNnG8RGCLw3wUcLiZcQUJniEydewCwHgHBmgIACP9Xa+gZbAZjifYKJAAuBct0cNbYDuFFtSgCMATNSkSe8ikwWvoTApbCztLkNlpcW2fTZU2xx/lLVa9K/doj1Dwyybsus755o9WQbxF210PFKA9wGR489B+0fAKJygDBCvlpaoMsK4C4s5Pb/ey0ESj/DDSAAbUoAXn3896gm9KCveBLhCYElwmsmBF5SUI/bwGkMM7X+6bOBWj8F660dGmYD64bN58rfmMKqhYFWghjdBkvLc+zw4UNVSxUDAOCzTkYu8BPFCiAqHgVPnACXdSH3ujqK+9OuFgBhaf8+6Xb1EwKnVtw4t0HpfVSa99zZ0+ziBX8XV76jgw0Nb2RrBgaV7Fl9tuxULfR87xBWltXV5XKU/7Ih+Gdnj5hdCgEAqHWplQMCwxb4qcEKwJgiTkA43QHOuT+COIA2JQDCKgDEffzm1QiBx23AA9gvi99tEEQISNs/9dYR0/Tvp/EPDK0zhb/yO7dRs6Pl5YuGgD9iRvaT4A/TjhgAgOh2AC5ExAI/9VkBykqHnHUglFYAuAHazgJgZQB4xUY4QuARTxHjCBz6cYxxBCT0T7111Nfk37umn63ftMUkAaI8Iduv2RFp9mfO/pjNzZ3ErG0R9PdvMR+7utaY1ST9sFqsWHng1mmYGUDhl+cxWgG4T80A4SoP7FnlRkAA2pEA2C4A14AQCgHIFQIwjW6DpcVFdvq4WviTwCfBTwTAe9L2aXY0Pf1TduLkP5uaP5A9UF8I6sY40L+ZdXb1m4K+33heD4oWISAyQI8XjEdYgpKyAshCXkSwAnAPMXDW+xeu1/wKA3mCAW7AnWlPC8CIjypdhRQIhYBpvttgeWnJV/j39vWz4U2bjcUz5/ri7dPs6KKh6b/11g/Y/AKq+GUJVBaaNPvS4+ZAzb4eUkHHlokEWYYo9oNcQ8j8SIMVQDh4AHN/3vOaszAQk1wCjtYBuj6KGxMfMtML4OXHviRCf3HOI/5oHvpKVHcbBJ+N/lpe9hf+g+vWs7XrNoT8aTzCXeYRPqG2mvAwv7Fqb4NgCwFp+iT4Z88fwezMiIZPTaBI6Ccl8KOCiMD01OsIBo1JRKjr9fvX+K+8pgW85v6cpnxNPre9UCwtzr33ls88NYF70yYWgJe/8TsjZc2fO/R6H6VSRLAQWEdrkNugqOts+sxJj/Ank//wxs2sd80a6TPxph+W/43dbRBPHMGZsy+zk6dehDk35ejq6meDgwVT4FML6LSBvhNtlA5KhaCmDDIA1GwGcDwNZQVgtntAeAv8MK4u/kPv9hyTK4MB8/kusgaDALQLAWBS/r9f3lg9hMArppNzG0ydOu6J9tc0jW3csrVUwa8Nmx0tLEyzI0f/1ng8hxmZck1/08brlN0fU0lUOvvZjsKo+Z2PHnseAYS1UgCPWd4/FsDh83QV+HEsqo7XXMqCkAiERAbKYzHfWcBdaSMCYFcA5FWEmVfj5OEIQQgrQRzZBudnptniwrzjvZ1dXWzdhs3mY+WT7dPs6OzUK9D6UwzSpIfXX5VKTT8siLC88+rb2enTP2LHT7yAsVajFcAdC+Bb759Vagk4X6ueEhgYDGitKLpeRCBgW1kARMkCILgyfjxAlRcujTNht0EAIVhaXDAIwJRT+Hd2sY2bt5nteEPYI1qq2VGxuMSOHPs7dv78UczCtGnOXf2G1vxuNmho/Gnw6ceFTZuuM3/TG288jRbRNVAAd0aAX8dAWYgHpwRy51okBwMyV2VA6VjG/7AAtBUBYGytSgoLV7U4HqjdqqwEMbsNFAKQ/td1nZ07c8p54fMdbMOWrYxr3IqYDQqka61mR/ML59jhyWeR2pcyUCDfpk3vzrS2X5XcGITmXdd+3Bh/44gNiMQAREWLF15FXV4jbCHOFC4BZ0qgcJEL7mIcUhyBtAZzLQcC0F4EwC4DrBBQwp8QVLcSNMZtcPH8DFtdXSnvJ5//+su2mI8KsdrSzY7OnXuDHT3295h5KcL69VexLVve31LafjVQbEBvz7AZGwBEsQIIn4A/18x3FwZiQtntT7Ys2D7/iovAFUcgnfDg/rtHdo09ikDAdiAAQjgUyGCB5rYSNNltQNr/nEEAZOG/cfPbWEdHp4shK6wbDsU++82OSPCfm3kDsy4FoKC+yzZdZ/r320nwyyCXQC7fxQ4fHseAqMEK4O3oJ7yFgaS1IjgYUFUZUDg7gDqPO4gb0jYWACfjlMdVIoQg0EoQjRCcNzv76eVdg8MbWL6zqxxW4+c2iJ8QOFhNQ5sdUdDVzw4/jSj/FAl+U/gZz9ve+jF8lfkIElALEbA1fK5OCWSV8r4qYe+s8++qDOgKH3ZYHigQsLgyajzBTWsPAiBGlcJGXfZeihgNQQjqjiNwHl/+tF4ssksXL5T/pi5+vWsGAsR06zU7Wlg8x44de858BCD400oCKCiQsgSAELLfEfBXUSBqCwbkihRCdxaBs0EQHUzLdeBmtAsB8HaE8tFY1fVrFITAnxREjyNwSlBZsMqtfbu6e8wqf1GzDbLc7GhxccbU/JF21WQB14Y+/qjYtvV6trw0h+qB1Vdj54NfSiBTBQNyhZVAuPz8XNkgSF5g6ZwCqYBtZQGwBAwPkJ0+AqpJbgMy+9sEgPz+Q+s3quv7pbhqYT1ugwVD+L8J4d9UUFT/jh03QPCHxI4do2z+lb9GL4GoCpmcEsgCggGlyoBqN4DzWP5uAO4IoAZangD4CCgRDyEoa9phCUEIt8Hi/KWy739oeCPL5fLM2R43rmyD9DU7mpl9k504+U8Q/k0C5fFTlHu9XffaDeQaoev2k9eewMUIsQ6HCQZUaf7R3QDebABdFwXch3YhAKK6cKrITh6SEDi127jdBhfOl3ze3b195uY9ifCNI6jXStBMt8GsIfyPHX8OM6tJAoz8/GTuB2q1mmw24yQQDxDWFBAcDKgS9m7LQHU3gEQEykugBgLQLgRASAKNB5i8PRprk9wGVOu/uLpqmqnWDg1b+a3h4wgcgjUGQtAotwFp/m8dR151cwQXzP1x4XKDQE1NvQYLVjXZHxgMyCvrno8boLyq+roBuGdtUvUGAGpH5hwpwv5PlDZzMIhq5oPKZn5E2oLeK+92fK7K++cvlnyI/WuHSqZ/UWKx8n/Vv679BUVZLCu+WWU2+v8o1VUI+lHq6y1dd9UXoYC/k6dewIxqgtZ/5ZU3mbXuIfzju6aXw4pSdSUub0KtdFSUFWmxcDzIa5yjaWll9RFet6X97ke/tBO1ANqNAIQmBKKBhEAalNTmd/7SHMvl86yvf8B/zgiPaI1ICER4QiAEq/7LwhECDykw3ruwMMPenHwGGlODQSV7d77nky1durdZIDcAxVIAwRSg8o/wCmy3e1V411HPoiqvhMK54rjXsYF1bxvBXagPGYkBqB4YJw8V9wALdhvEEEcgMdP5i6X69oPrNvh8Jr1VC90nCtPsiIT+4SMQ/o3WUCliHYI/WVB9AOoeCASsy5y73ACsrFiFcQOoKgA6agzLC5SjRTBnHZ3duAftQACUIjREsx4PKWhAHMGCof13dnWbm+Mr1pJ+mIFmR4ePfA/Cv8FaPwl/FPNpjBUABCDk6izV9/dKbVE1G8Dh81cIe1WmQcACDrSUBYAJSqgfDBShcRCC0FYCf0JQLK6ydcOXSZ+Jmn7oTwrS1uzo1OkXTN8/0Bitn/zSJJSAxlpa6DGf6/J93/z8lEmCL8ydZMvLc21VR0BV3z9qNoCs+Qe1CGYSGZBiDoGWJwCCUdenUaYQgL4itElug41bttWZfhjRStAkt8Hc3Fts+txrmEENQG/vcKl7nfEINBZ2r4Ag2PUWtlh/LxkkgEoLz85OGvPkZGsTAqUbQGrz61MUSDbzO3V5n88yuSogD1hbgZYjAG73kEvSK4VlltwGza5a6PwK1QlBUV9hx0/+ALOnASCNn8rUAtkBZWPQZsdomH0GzvyIzcxMtqi7rFIX2GGt9xQF4m7ewGRLadR0QAEXQJtYAJiYFS6R5EsIPFaC9LsNml21MJgQOI9Pz0j4w++fsBBBNb+Ws+Bs27ps9ho4ceKFlrIKVAS8s2a/e6kRDpHNncqdFCfgdfELnzgAjK32IACCvWT8u9vhZ1IIPzUpqMNtEIYQlE8RlRC4vntGmh1dmDtumv+B5IBAv9YE3U9yKdA2Nf166xABwTzd+hz1/H1bBAc1B3K7DrxxAEDbWADYrL9cFAqZVcVKENZtkGgcgfOMWXAbFIsr7ARM/4kKCKT3tQdsIkAlhynTINsWNX/N3y7jqyrx6ywBzL2phMyqROpLHhAD0BYEwBgKE776vtq2nwwhqEjqaFaCFnEbnD7zoun/B6D1A/GAYjwGhwrs2NHns9+K2NEbgPu8zn3+LOcJKDz+PnEAAmaAdrEATMpmJllq1UMIXC87hWuIOAKllaBF3QbzC2fZ7PnDmDHQ+oGYQQGDVM45y9YATwCfO6XPndvvWldrigMA6kYmSgG/71f/D6LGs6rKvP7FcT1vkHa7PyW8JXUdn1EeRHn4MGV4ZcFaT2+D0meS721ga/9AvFi//iqU8gUc1oB3Xn1HRksQu5QsaZ1VlTkXwqNlMM8C5d7lWZfgAmgLAmDd7AmPgFLIZWXTG4UA9O6OQghYeEKgIgWB0yh9zY6mpl9mi0uzmC1xaXzGAk8LPUWGw+QPyKCMgXdd+/GM1nwQarksmJMIVOsB4FoNVXvNQEMMl/YhAMbNPhRK3FYhBKJOQiD8PiMaTAga1OxoeeUSOzfzOmZKTKBqfrTAI70P8AORQiKIZCHKHgfw1/ol1d/vT/U+hTUAiAf5DA0sKxBQ8sd7XOiKAIDAXT618EJlGySYfmjuTEezozNnX0LgXwzo79/Cduy4AS17gdAkgCxEhKmpbBDwqnEA0hrmCsuuWipY9Zm52ZMYKG1DABgb9wgp4RKsPIS4VUSOCtegVdbCE9UIQeW9rVK18OLFE2zu4nHMkjoX8m3bPhiqpCwAuJE1EiDJbFfBfkVxIJ8mQf6Ewk4rLO2867d+MI4RUh8y4wJ4///0n8kJPeE/5FxObBHBSw+3AXO7DSjn//TUS5ghdYCCuijID8IfqJcEZCMmwLWmugR3gBri88zP9A8fQNsRAGsQfb0c+R44DHwIgaiNELBaCIEI9alQ2QbqQyeZbSDY1LmX2crKJcyQGkDm/ve851fNGv4I8gPiAMUEZCcwUPiIaWkVVPr5he/q5QYpKECbEQADB8oDzBJ6jlS4qszUSQqECClua0k/ZCyG9ENfe0Ci2QZLS7NsZvYNzI6IsKP733n17fD1A7HCjglIO6EUzL1uMZ+sAJfsd5OHKoGAmpYfx6hoMwLwc//2dyaZ0g1QEe5CJgVVh2qNboMQ6YciqfTDBrgNTp55ATMj4uJM2v57rvtVRPcDicFsKrRjNAvKv2tl8b6uWOmc65bvZ4A4kc/gd37E2PaFGonCFaAXWEjKzVaTzDaoo2ohY4k2O5qeedW0AADhBP9lm64zff0w9QONABWNovFGVQPTywC4fyAgU2j2XPWaf2lgitouFpcmMRrakwCQG+AhYxuMPDCFQrD6koJ6sg2STD+sfDLuZkcLi1Ns+tyrmBUhQDnaW7a8H6Z+oOGgWhKzs5Mp7iSo7tUrKi1//N8ZovwvHSeX7zyCkdAmBGDhy9t3Gw93GluBnfpvo4sdQ2wl18cudW4yt8X8UI2DlMVjJYgp/bBeK0E9hEDXV9gpmP4h+IHUw44H+MlrT6T4WyqEt2UNCO4M6Nb67bXO2S2wWFyBBaDVCYAh+EdYydw/Iu/vXpkxt/7FSl96IgLzJiHYyIggFHlnjYO2Bd0GIZodnT77AltZnceM8AFF9pPmBR8/kI7xuNkko6mtD1AW9jzAwsoVfwmmrgvgfH8u1wEC0MoEwBL+B1lIU3/f8mlz22D9TSRAthCQxSAuQuCS715C4GIBaXcbzF54g128hKpaEPxAlrBt6wfZzMxk6roHKkW7pwhQlb9ZsHtgduroBEZA/Uhlc0VD+BeMhxdZZD+/P2yXgU0ManMb+FzCSF0q1QyCh709gZ/jEe5yaSf5/Y+f/DvMBAh+IIM4ceIFs4Vw2sQKVeszK/bZj0xz7mOV1zjXvJ8xX1d/huT/zZ9+cgh3v3UtAHvjFP6EjuIlNrjwpiHxSn8XtU6TBNhuAyIFNfPdROIIXGq6j8ZfTxzB0vJ5dvL0DzALJNhR1hD8QBZA8ShT06+nOCCQSZkAvKpq7+cYkJ8ahADaf6sSAEP7J8E/lvR5cvpyutwGDYkjqLzBDPo7/UPzEUBwH5BtEnD48HjaJL46hU+ZChhMENyf0otFEIAWtgCMNuvEdnDh8KWfmH/H4zYQLhmfZPqh2pTgLrdBQv/EqefaPuiPoqmHhgoQ/EC2yevwVaYrIF1WALXvP1QqoGf9dGcT6GhS0sIEYCQtX0TlNpinLIP8ujrcBkmmHyqsBK43mcL/9HOm+b9dQSV7adFEAR8AVoDm8AL13yFcAbQOF1dhAWhhArA2tRqjvmymHvazt8puA9lCQOQgzvRDxuJ1GywtX2BnpyfaVvhTKVUS+ujOB7QaKHblqEFm05UR4KfbS7UAPC8Jn9bnJduBKK6y237zWRAAWADSATuOwO02sIlBWtwGy4bwJ82/HX3+5N9fP3w1AvuAlgVZstavvzpdJYKTqAUgxDjudmsTgEKWL6jtNjBdBywdboPzc4fZ9MzLbbcgUp3+YUP4w78PtAM2bXp3aghAkAnfd3dwMIC17PFDuNMgANkRRA12GziiZQ1t/+z0S+zSwqm2GdCUv1/S+GHmB9oLRHTJFTAzO5nOL6gU8P5uAlUmgdCLsADEiFQVArIKAB1ut5tguwps10Ft6YdOXLg4yWbOv94WJn/b/EkaELR9oJ1BNQHSEQzoLgakLvZT7XW5GBC1Kv/o557muMutawEotONNsNMP3W4DO/Uwitvg4qW32MyF19nq6kLLXzfSdsjET48AAJRSAo8efS515YH9kvtV+r+vTUDXof23OAEYwS2R3AaKZkcLHUMet8FqcYHNL5xm5+febHnBT5H8tMgNDhWg7QOAihgbcyOdTYKCnPzBrgDzmSjC/9/iBGAQt0QNO9vABrkJLnRvZa8vrbBzSzOmecxMoWlBUN7+oKHlk+AnAgAAQMAiOpgeAlAW32EC/ALeRK8sL80fwN1tbQKwE7ckHCjbgFIPf86YMJO8m70uulkriX+7Sh/S9wAgogXAIAC51NUEqCLkq2QECF2fvOt/+QHy/2EBABxEwJgp79AWWA8rsolib0sIfdJg4NcHgDpIQNPdAKFU/tAwyMw47mrrE4BR3JLa8DZtmc0zjb1e7M7U97bN+yTwoekDQDygdNh0xgHURiaKK0uP4662PgEA6sBV2iJ7S+9k80JL9fckPz4JfBL8Sfj0yfQ5Pz9tbFPl56uWObRYXDL/dn+fXK6rNCFyndbf9Li+/BzIHtp5HND8Sms+ddSGQELobO3w1gnG/gGDulUJwMKXt0P7jwE7tCX2crEnVd/JNu2TVmL7J+PE0vIcm5s7aWwnzMeoXdHcgsBdSIWsFGSdoO9Pj8g+SCcwDpxzjkiL+zdlEdZ6sdfY9mCUx4vUFFUwCMBu4+Ex3JL6cEHk2PdXm78wlYT9dvMxKS1/auo1s/BJoxc5OxWRig/BOtB8LR/jQI2jx55vamlgs7iPVcSnVNRHLvKjSUWAOKsUAdI8RYI6u9awXL7DNGzsGnt0FqO+BS0ADDUAYsEALzaFoQ9Ygt7WjpLU8qj3eTP9myRojs4/by6wVHZ408brkJ7YhHtw+syPMA4CSfjmdDUHCgWvM0DL5ez9Y8Y/D2P0tyYBWIvbkU28771jiZ+DBP/hw4dM826aQAKINiI+O3bcAPcAxkFqxgGR8swLqI6ucs8Tztk9IADxIk3RYrAAAB6QiZc0rH/5l/83dYu+DPpu9B3pu6Yz/xrjoN3GgR0HkFVQsKCm5c1Hq+3ZyMH9dxcwG1rTAoAbC7gW05Ps8OR45GCuZoJMrrOzk2xHYRRpjRgHTR8HWQ4EJAJTig+wGYEgM8C9xrP7MStazwIAApDRSZrUAvqT157I1KJvg74zfXeKVQDqA11DjIM6CEBPNi0AlPqn5fIlvd8qc25VOt2NWdFiBMBqAwxkEJQjHTdI2yMTatZx3Fj46bcAtY+D4y1Aopo5DpKYn+HAA17hVT9HgX9mRoDV30T6t3Bw/91wF7eYBQAEACgv+q1TwawUHAYSgHHQrHGQRTcUaf+5fFflb7nLSYkQwArQYgQAjC6jGIhxgWm1RR8kAOMgDeOgmYGAPKRlQN6raZb27xb8FTfAnZglrUUA0AQoJkyLbFZ3JpN/Ky768uLfCm4NjIPsjYNUpKZGKDmX7+iW5L5QuQEoGwAyo4UIANoAZxT9MeQaU5R39gqWRAf9Rnd5WaACujYYBy1iAeC1sQCu2SJJlIR/5S+nNQBuAFgAgOaDynTWr/U91zbXC5kBuDaN/q09qagFwEO9nMt3Wub+iuh3CP6KG+AGzJjWIQCjuBXZRBzmxVZoWBLlt6JQkBd2t752GgdZmqNxiHte5Q1arqMs72WN38cNAJkRA9AOGKgZcZj/k14IqYNbp7EA5kNURaMys0tLF9my+Zhc3jn9ZhQJas446OpaU1Ug2m2DGzEOGmGeT001QB78IgX/OZsFk+Dn0ufkPgGC0gELu8YencTsyTABQBvgJCYaLzPmZBfV+s3/cS5OdjMieqQCKPUe2+wlvzBtPlKJ17iEFIR/stckK+OgkYK5KRUBuf0Pr8IJeMn0zyRBLywKwEX5PcL+V3C7NwBlj4EAZNwCAP9/zLOOM4fnLDkCEJNpkRbrWuq7UxXCoaGC1Xq4EHtVQlOA0CJtrdNkpqbgLfquMzOTNZny+1ugQUtyJADjIMm52ngXC6+u+JPmn8uXBb8QlvbPhSXwbVuAQQQsUkCvWUclAnAAMyfbBAA1ABKZeMlTgLgWsW1br2cvv/LXod9Pi/ygseBTL/ZGggSL2f/d2HYUSlHr01OvR4ropt8KxDcOhtdfZT42cxxMTb/OZg0ikOZxQAQmdRkotjy36/0LW7jLtMES9qIi+Cv/IhCwFQgA2gAnMrmSdwPEZcKk47zr2o+zN372tK/PlXy4mza+m61ff3Vi/QeiggQPbaQBTk29xk6f+XHg96fGMFnuztYIIfXOq+8IbPyTxnFgkwGKISEiUG0cXHnFTQ0fB51djQwElMz+QemAxvKk5fOWriIsd7+k8VuC33zOXftLf0B5jIeDNQ8LX95+kCGiMzacEx3seX3AmBy6I482btBC9p7rfjX245KZclbSVGiRt/25WYDtJ5bNwoMGSYDgxzho5jigWhvUmKhRYoUEtim06ZFZj+W/NVPy5HIdZsW/0n7N+oxW/ozjb/dzVn6+A4GA2bYAFHAb4md1wmFCS0BbS6jLWNnfmmEtFsIe1zFt37+h34X7/c3L2nsp4l8FqwaAQuNXxwEIkh8gADUiDXUAQABixIo0+3iC9h0IOQDIDhrpLlHX/+euN3BZ5FuCX0heS0clAOnBVQ9AIA4gswQAbYDjxwUy6limtiQ9PIhmB4BsoaFzljufyMpIqdGPJOb9Kv9Jgt/pznRQA2SRZdgCAAKQ8PzjCZkBYAEAACB4BeJebwCXXZNOwe+p/G++xSv4Je2fgEDADBMA3LyYQb209WJRYszxEwAKAExLBDYAAOEw0JACVMEZALKiL4Rb43csZExFDRTuAFgAMkwAcPMSQI53mkTA3mLX/nug/QMA4CP/fdSOSr6/8CEG3jgAzzs8VgEokfWg2VkAaAMcMzp4HxvIv53NrLya2Dmyav6fPX+Rzcxe8uzfsX0TBk4b4vCR0559Q4N9bHDtmpb8vaUYgGS7EHLlDqt0j7Ai+rkrn99R7Ef6m3ny/h0nkAoCARklALAAxIxubZhpIteAhSQbAv/V146xV18/xk6ePscWF/1Ltm7etI5dtmmIXXP1NnbNVVsxkFoQNA5efe0oO3V6xhwPvnOou9McDzQOrrl6a8sQgoa57WQhLawiPgrhXiEGliD3i1eyrf5ceAsFGXh23yd2fmjPX72EEZ49AjCKW5BFTSLdzWxIs3v+h6+YC35YkECg7cV/+Zm54L9v5xXs+g9cYwoDILsg0vf8P77K/vmln5mEMOxnDh85ZW5PfvcfTSJw/c9fm3lLUfKWO+7chKTJ+wjvkvSvEALPu6QSwF4zQPn5EEZ6NgkAgEUkVo3/yaf/MZLg9zvOs99/iT33w1fZh35pp7H4X4Mbn0E8b9y/Z//2pUDLT2jLgbEREbj1pg+0rIsgTtixR9yR8y8Jb4sclMr/umv8e8mBr8vAtBzgemeOAKANcHJYEZfajgCQ5k7aWr2LvVsTpGPS4v/JT4zCGpAhrf+//9W4qcHHCRoHh4+eZrfe+AH23vdckclrU2vHxVD6f1k+C5MA2Pn+ymp+HqHtFPzmJ8K7DNBPpkY0MwsA/v+k2DcrJrqApA0kpL/xxN/HKvxlkCD5g69+I9BvDKQDdI/oXsUt/GVyQWONxhygXn0qmUfCG6InHO9UfTzMLvdr78V1zx4BQPpGBpG2FEBajMnU2wit8i//n6dBAlIu/OkeJUUEZdCYo7GXNSRXC8DS8IV/Xn+09D7hxxqAFiEAMNskgHk2kNixKYo4TS4A0sLI9N8ogARA+Muw3U4As2L+hFpHVwh+wfyFvfBT9YWyXiBIASwAgI0iTy6sYyBF5n9afBuh+atIwGNPPNdQQQOk957QGGwkCa0XPUkReKFU+h0NfJSafWBFQKkkcNAxwAAySQAKuPzZQlq0fzPav4maF2mbFF0OpAN0L5pplaGxGDbFsNnI57qSESQ8F5UfBPj7hYtFACAAQNORlgDAb6RAAyfNT1VJDmgsSjUfXm3qdygFBj6XievV2ZVMCmNfbksVCS+Z7h3d/8KzBv+eAECmCADaAGeVADS/ABAt+ElFeEfFQVgBcA/K4/JUJghhV2d/7MfM8S62JrfVfFRJ8eAofr9gP6e3X2kjAAfIrAUABADaf+aFblYW/VbW/tNCBrNECOMuCZzj3aU1Iretukovgq0DfhJdnU4I0Z9VAoAAwIwhDf5/8rOmacEnUMlhANfeJoRZiAXo7V0fr1VBKyV0deXWGQIlH07+q14OmwoIZJ4AoAhQ5iwAzTf/P9dkX68KVB0OGQGNB13zeks+t8sYTdyiwLosYZJnffktCkU9aipgdUMCkG0CgDbAGUMaUgAnU2pup/KwAK55mseo0wIQrzVP9v33aBtjENYBcQPCSxyWFy9OYkbAAgAkhK6u/sa1Eg3Q+NJagCdtbom2IAApvebV2k6nAfmY53KnttZBBrq1dVXU9ijR/MFVAGlXZ1cfCEDGCABiADKENJj/T56eSe31OZXi79aqSPM1P5ny8dDZFV8mQAfv8+zr1oariXKFVu//DnUxIAAWAMCDIutIgAA03/x/KsXld2EBwDXPylglxJkKmNe8BICCAatr/tVYQbX3VHaurixiQmSFAKANcLJIohdAGiwAi0sItAOygXYaqyoLAAUDqt0Asvj2TwkQoZlBCTd/5tvjGHXZsgAAGQH5/5MoHgIAQHMQJ6GX/f9h9tcGmP5biQDAApAwOMu1lPYPAEAahUdeaQHwEoAaTf9+lgP5b704iTuRLQKANsAJw29S1oLenmFcUABoMcSR1dOpDQSuQXJRIFGrhi+CP8e5BgKQMQKADIAMoT9FLYABAIiJ2MdQDbCamV8VIBhGx48CHRaAzBEAZABkSEtISwvgyzatS+11Gly7BoMF1zwTYzVOVCMAXVryxl5Nyx3BbIAFAEgAAynS/gfX9qX2Om3eNITBgmueibFasQDUR+yp4E81V2M+pCvSvz5AdWtAcXV5ArMhIwQAbYDTwczDIk0BgJsNraq7uzOV13vH9ssw6HDNTdAY3ZwBC0C91QDDrDFaDMHIosprxeLKJGZDdiwAIAAZQtr8/zu2bUrldSps34TBgmue6jEaO9HRqlsQOhvgArj188/AAgACAMSNNPn/bVxz9bbUXSfyRW9uE59vmkDXPI1xAGkco0mQ+2qFfhoBoesQ/iAAQBLseyCF0f/vfc8VqXMDfPDnr8Fgw7UvCUVjbNIYbX3tP7zwD5OSzGt8jQkBApAxAoA2wAlimfXEqCGkswBQmhb9dlnw04q0EcIskcHOrtqtJ2HM/2UBzvO1f0nOgy0AQryEWZAtAoAUwASxxHvLz+Ue3bURgHTm/1//gWtSs+jTgp/WwMR2AF37tAhd+i40NrOCesp7O5v9NA+6vgoLQMYIAFIAG4Q87675s2n0/8sL7a03fqDp34P8z1la8FsVdA/SEAvwoV/a2RZkkMz/coW/+MFDv/Ojn3t6HDMAFgBAJcRZ7RaAgZRX/yPTb7PTwD52x7+C9p8SQkj3opmgsXh9BmNBaiH5Ucz/slDntQp9/5cg/LNEANAGuMEEoA4XQBYaAH3yE6NN0/zIArEDqX+pAd2LZlmFaAzSWMzkGpGLvkbEZv7ndR/hEEZ+9iwAQMMIQO0ugCzU/yfN75N3jzZcCyfrw/WI/E8d6J40OiCzWWOwWejJbYzN/G/aBHj4dytsCbAAZIwAwAKQAQtAmv3/blAu+K/925satgCTgGm2uRnwB92bRpEAGnM09rJcA2IgoqWvNvN/dLWfh3jvjZ96AgQgYwQAbYAbjFraAg9krPsfLcCf//XbE1+IycQM4Z8NEpC0O6BRYy5dgiJfU/GfolgKFv9hOIHrPUIvQvhnkAAgAyADVoAs+P/dID8saWNJmOZLx74ZZv8Mge4V3bMkYkRKx76pJTpA5iL0AyDzfy2oEADuI9E5q3gDuL/855JtQMs9jlEeD/INPBcyABptAdDWsEX9XEQCsCWTv9VODyQT8Le/+0/s8JFTdR+Pcsx3/RJqV2URFBj4W1/4GDv4ty+x5374KltcXK7zeJexj974cy2l9ff2rg/93r5c9HVBZ6slmV2Dll/lhQMY4dkjALAANPrmRnQBZMn/7wc7LuDk6XPseWPhf/X1Y5EWf/o8aXnXXLUVaX4tACJwVCuAxgGNBxoXUUggjQMaD+3c74HKitdiTVzVL1U0e+4V6DzAKhDgLpi86Te+OYmRnSECgDbATbIARCQAAxnV/v0Eue2zp0V/8shpNnP+Ijt1esa5yHd1sM2XrWOXGe+nTm4Q+q0Hu2QzbUQGDx89bYyDc+zkqXNscWnF8d7LNg2xobVrzG6DrS70w7oAerV6zf8VAc5rsgJA+8+6BQAEoAG4yJzae1TWPjjUmreJFnJ07ANkrZ62dkcYax8F/9Xq/18Rl5g/A/Bq/yU3f0CsQAlfxyiOD40KAgQBaBKidAXMYgAgAADJoVbhXyEAPHq3P+67a/KmT38L9f9BAICwCOsG6Orqr6tBCAAA2QPN+yDUEvxnY1m/oJbqnFXT8k1LAPfuh/k/owQAodQptwBA+weANlwfAkh/rcF/JeF/nvmLee6bHeBIB/S+DvN/RgkAUgBTbgHob6EAQAAA6kdd2r+4UHLn8wAtP0QNACkmYOLmTz8J839GCQBSAJsEYvBhWDwsAADQfvALBKQ1o5bKfzYWi9MOIe8W/txl7veR/mX+wDn/c9wtWACAGlDNDQD/PwC0J/I+qYD9uW01H5PS/zwZAOTTV2YAuHepgwaFEP8NdyuDBABtgJuPLh5MAAYHC7hIAABYQiFfV9vfRX06UJg7ZX6YFEC2/+bPfHsWdya7FgAgxRYAmP8BoD2hiv3py2+pq+3vQvEM8zP3cx5cC6AUHOjMAOBcg/k/wwQAFoAmg/x5QcGAAwgABADAQo9WX+4/bVUDABV+f1UGgEEYXr7500/+Pe5KdgkA2gCn2ApAQUBRuoIBANBCyoFr7lPhn1pT/wiXiiecIp3bDwqLALd5gH8GgBDiy7hL2SYAyABoEFYDzHZ+Fb2Q/gcA7Qt3FkC9wX8l879DzDP/EsDe11w04cwtn31qP+5ScmhELwBkADQIC3zA9zVyARCzdzfoGEIAIAC0Na688iY2dfxnjK921qX9L+hnFEKe+zytVALyCwDkXPt93B1YAICY0K0NKywACAAEgHYGKQF9/PK68v51tsourZ5gZVnOVRq9XwVAZQDgrBA6gv+yTAAWvrwd2n+K4HYDwPwPAEBxeYXpxWJdx7iwetgkAQ6h7uv/5x7/vyIA8JFbPvsdpP4ljKRdAND+UwS3G2AA2n9LYGVxse4FPLLmkMuxju5uXPwWwLIxfuoaf+KSw/cfyf/vogYWSPA/jDuTfQJQwCVOFwbz72BzxWOsq2cN27TpOlyQDOPi1DS7cOZsw4W/TAIGNm5ga9YP42ZknEDWq/2XxbgjoE+d/+/w/3OmSAnkj3z0c09D+wcBAOIGpQMOG1tXVx/S/zKMmbeOs0szzV0jiXjMnjxlCpCht12Om5JRLF28VPNnKe3P3fmPeYr9BOX/u/z/nJ/p7l37e7grDSLxCR9/Oy5xSif9pUu4CBm+d80W/g4hYHwXjKf2WwvIlXhx9ZhLmEt6v6P+v3/+v+Nfnvu9XWOPLuCutAYBgAUgxajX9Ac0B/Mzs/hOQNPXgNnVnzoC//zM/0wp7FX5//y1Wz771H/FXWkdAoAgwDQz/4vQ2rKI1eUVfCegqWsA+f09pn+bBTis/O70P1dGgPR+Tcv9R9yR1iIASANM8+SH2RYAsAZEBEX8O0v+VrR6p/k/fPof17S/MbT/b+COtAgBWPjydmj/DYYuihEn/zwuWgbRM9CP7wTERACirQGU8idH/cuKv10ByBP9X938v5TPd92Hu9FaFgBo/w3G0ZU3zQkamjAUi4gDyCB6hwbNFLzULCLGd6HvBGQLUetH0NpybvnHroI/Lu3fYeqXI/wrFKAs9m3zP+cP3Pgb3zyMO9JaBGAUl7exWBZFc4JGIQGIA8jgpLXy79MC+i5pIiRA/HPfX/i7M/ssMuAJCFSb/znXXurpG0LRnxYkAEATQBM0CglAHEA2QcV3uvr6mv496DugEFBGCUDIuR8k/B0sgLuK/iqL/0jmf84XtVx+bNfYozBDtiABuAGXN/0kYOHCHC5YRjG8fSvLd3Y07fx0bvoOQDYRZu5XFf48OPivQg5kG4FFFrj2e7d85qkJ3InWJABwCqaABFRqdMMK0HKTN5czBPC2ppjfm3luoDHaP60d1TR/7tD+vcF/vgGBnP9DT9/Q7+JOtC4BQBZACkgAFetQRe3CCtAaoIY8G95eaKglwD4nmgG1rvZPa4a70E8o7V8R/Keo/b+Y7+j5NzD9tygBQBvgdIFydqeWJ8pdAD3aAAIBM08CNl55RUNiAugcEP4tYAHwmfO0RtBa4c3zD9D+ZU1fivhXB/9xKvjzmZs//a0juAutawGA9p8ykC/Pb2JTOlARldyyPZFzOVMwD26+LBGzPB2Tjk3ngNk/26C5rkr/tRWFUAHE3J36Vwny48w/+I9z7aFbP//M13EX0oGkugHCApBCkDmPTHuL+jnWn9tqdga0sXDhAqK5WwB0Dykn/+L0ObNdcL2tgknY0zHXDK+D4G8R0FyXQSV9qUW4srRvBO3fk/pnBf/xyt7ne/uHv4g70PoEABaAFIMm+rSx9eQ2GkRgG8vxLtMnCALQOtYAys0nob1o3Fda8KPGeVBlv56BAdZtPELwtxoBKI0FMvfPFY+GChQOrf07Uv+sf0sR/2/m8p137Rp7dAl3oPUJANoANwM0+YQIvxAYE582IgJ9F7ew4eJWLPYtRgTIGmBX6aPI75WFRabreqkK5ELJDNzR022+V9M083ka6gsAyYDu+8WLpVr+kQV/ZO2/vHNWCPHxj37u6dO4A+1BAAq4tE2Q/8YmavicTQT6ZwfZ+uGrcCFbFCTYIdzbG+dmf2b6+WvXMbzaPw/Q/o19C/l8190f/fx3ke+fRiUBBKA1MC06KpOwRszOTOJCAkALo745bgfzufL+g7X/zxnC/xlceRAAIGHtX/bF1YKZ2UlWLC7jYgJAC4LmNs3x2rV/5mrkV0X7Z2zPHfd+fz+ufBsRALQBbh4DsM1ydRgB6logAABIL+qb29yh4fvm/Ve0/z133Pe3EP5taAFACmDTSIBcfKM2FnD69I9wHQGgBVHP3OZStH+llr8679/Y/zu/AuHftgQAFoCmGQEqwp/X6AqYn59mS8soDQwArQSa0zS3axP+7sA/acVxkQID+++492//E644LABAg8W/p/BGja6A6anXcTkBoIVQ+5xWBf65go0rsQEHfuX+v9uDq93eBABtgJttBZDMc7WwgKlpEAAAaCXUOqe5K9XPG/hX/nvC2CD8QQCApgl/F0uv1RWwtDTH5uZO4oICQAuA5jLN6ZrWE8n0z7lT45dM/7PGH7sM7X8WVxsEYBSXtXn6v8cVUGM84NT0a7icANAS2n/0uVwW/krTv9nRj+XyHSzf0W1sXbvuvP/vIfxBAICmiX5NY7lch1nO1ebmvj67MIvG1OuoCQAAGQfN4anI/n/ZfShH/WtMy1lCP99tEIBOWnfuv+0Lz6LKHwiAWQMA2n/TdH9uTshcR5cxObuMiZnzputEJgGwAgBAprX/yHOYS35/mweUlAtD0y+tMYbmr+XytP/ArZ9/5mFcZRAAG8gAaBIWtU5zUua0fOnRnKid5uS12byI2Cjg9Jkf48ICQIYRfQ4LVk4o1koav7mWmNZFa33RqHFUbtL4G0F/GUfczYBQA6BJWM51mYJf8IrWr1vP9eIqKxZXWNRWQXYwYH//ZlzgiHj5lSPsjTePszNnz7MLFy6Z+7a+bQO78u1b2JVXXM4GBnpxkSRcuDDP3vjZceOanTCu2awx9lZYV1eHdc0uZ++6Fg1Go6LW4D9T8Schn8ubQt8S+CWropaz3Ix8z02/8U34/UEAHFiLS9occKHPGpN0UNjavuTDI9Vf11dL5CCiGYCqh4EAhAcJr8e/+XxZ6Ms49tZZczv4/ZfY+977DvbBX7jWFHLtDBL0/zzxU/bcP7yifO2Nn50wt+d+8Aq78/br2cYNMDJGmbu1LSbcEvp5q0103hL8uZJFUYj9N336m+O4wiAAsACkBBuWzu0/0nP5bp7LFTTdIgB6yecv9KI5iQm68TwKCaD64VRFrKuzHxc5hPD///76kCm4quGfX/wpe/mVSUOzLbD3j7yj7SwCpPG//Ooke8G4DmGuFxGq//u/P8P+h4/fYFoFgCrEypiztdT+55bgN0lALl8hAqb2rxm7c7PG0nI/rjAIgAqg501CN9fPF1eXHuzo6t1Hwl9npQAPIfTSpJbM/1FJwIkTL7AdhVFc5CqabFjh79B+DQFIGwm1d11TMB9blQyUNfo3j5uPteDxbz7HPrXn1ra3nISZs7UK/7LWb1oC8mXzv2YSAO2RD/3aN2D6BwGABSBtuOWz39n/zJ/fudeYrAUS/kQCOGn/xoR2Qy8WWdiYgJmZSbZt6zLL5TpxkX1AJuoowt8N2z1AIDP32wwisPXyDSYhyKqwo+tBVpG3jp81BT49j+OYdK13/fJODDofmG1/Z6Jp/2aKn+n3t0mAGeVf0vppHzctALPTp95A1D8IgBcLX94O7T8Vk3/lkc58x0PC1P6FOZErEJbmL6y4gGLoBYX8iVu2vB8X2Adkzo8LJChpI8sAYWCgzyAFa01isGH9oGkhSJsv3A7cI2F//sI8O2v9hqSuNQiAP2iuRqnhUcrvrwT7VbYSCSgJf/L/80fu/uJL0P5BAKD9pxUXzh3fv27jjofMCS1yHqFPG/3HRWkjF0EYnDIWlU2broMVwEcrrUf7r3pPL1wyN7fZnIjBWoMMkIXAJgREEGyLgby/9nPPGwK9EtBIAp5AQp6+k/3Y6OtN3wuZFGqyfipS8B+XovvzZe2/8mj7/kud/nCFQQD8UMDlbD6IoX/3z7Yf0HJ8N03ekuC3snsFM4W+JpEBXRempQBWgPq036aQPYsYEGrxqRM5WDSF6aXMXXMiJSAA9Wv/5NcvbZU0Py5bASxXgK4XJz78a9+YxBVuLcRZCAgEoLkoSyFdXz1UIvc2u7f8e4qJXioUFA6nak0ranFkNTWNiEsWhX+Wr3matP+Sj5/WgJwVA6B5cv7L64PQH8cVBgEIApxyzUW5HvfCxZkJ7yTXKuye5yoBPhFIgG0FAJwgUzuZ44HGgK41sgDq1/5Lpn2trCCU1wmbDEjrgpbrGMcVBgGABSAD2P1bz48LveLbt8189uTm7r8j9Ag4fuIFNAlS4N2oVIdrnTXtXxb+3EsG5Dai8xenJ3GVQQCCgCDA5sJhE11dXZKnu2nmM4W+Q/BXJn1YEgArgBrvG3kHtNIGgK4xXWugTu3f6u5nKwDcWhs0H6Xgti88CwIAAqDGwpe3Q/tvPkaqTXgmT3jXcxYxFgBWAK9guuXGD+BCJIw7b/8giFad2j8rz3/uUQZYWRnguLAgAKEBApAydHT2KCY9lwS+9Dxiq2BYAdS48ootIAEJgq4tygDHoP2X24RrkmJgrQdMrQz8zUP/GhZeEIDatE+gsTjwB9ePqid+SfA7J7898bnD5xfGCkD1xgEnqGsdSEAywh8dAb2gORg1O8erBHCLFsh/O9GzZghKHgiAL5CTkyKsWbtpxIf629Pc+kOa8DYJiGAFqKXeOEgAAOEfH07UEpQrEX9mrQX2GuCnBOQ7um/A1QYB8AMGR/MhrZDiHubHAMqCX/qbRbcAEKamXjd7jgNqEgB/dX2ga0fXEMJfDZp7NAcjSn9WofqqtcAXu3HFQQCA9KJA/3zrKx8azeU7R/zEv3MhkDWC2sJ+jsMK4AuKCaD2tShaEx10zeja0TUE4pt7FY7Pnf9y1RrhXF+e+uNbxnDVQQBUGMWlTInW1N2/1+81UUUzqE0LOcGmpl/Hha8iyN51bQEXA8QpNtCco7kXHW5LH3csDkFrRGdn715ceRAAIJ0YffKrN95naP8BZExqCmS2BArFDKri6NHnkBYYRMrMFMGfg0sg1HX6AK5TFdBcozlXG4Rjvgu5WVh586EOWq7wvb/Y/QDuAAhAGagBkB709A0GMnQhSo1/zP/ck16ImnkALUhwBYTTbD+151aYtRWg9L5/98kb4e8PgfqrcbrnvSgTASFsQuAjMHIde5/+09tHcRdAAGyAAKQEAytzgwHS39kW2NUeuKIJ1AbKRZ6fn8ZNCKHlkoZLG/oHVLR+Mvmju1910ByrpwaHOeUd8925DpQfA9DR2fPYwf13I/UbBABIE/JitYr2r1ubcFgDHOSgDhyeHMdNiGAN+Hef/Aj74C9e27bXgOIiyCICrb+Rc0wS+C6LYHmNMPuIBK4FpGgcfObP7xzDHck26q73uPDl7ZQe8hguZfPxVu/l5qYU/voq9fQubUV6bmzFovVY+bteEnD5lvezLcYGhMeFC/Ps4Pcn2Bs/O9EWv5fM/aO/vBNBfhFBOf9xuNpKDX/yTMvlpcec67nVEKg6Hja2B3eNPTqLO9SeFgCYglKCvtV5JeMXwhD0FrMXBgGoWAJ0h1Wg7mhAVvJPwhUQDWT6JpcAmcFbudQt/Tb6jYjwjw6aU7HF2QjJ6mevC/Y6YK0PuvV3CNxnbC/CGtC+FoAHjAekh6QAS7ku9uLQTqfmbwh/YWv+uvXc1vwta0Dp9VWLBNSP3t5h9q5rP44bUiOOvXWWPf+DV8zHVhH877qmAFN/HXj5lb+OlVjbGj/PWZo//W1p/1yyANitgsOguLoymct3kDVgP+4YCADQBPzT8PvZKs+VfXmm0CcLgKX9l0iALfwtwW/tjxNwBdSPM2dn2T9PvGEs/pOZFfzX/8K1aOBTJ+Iy/TsWfs5LBEAS/Grhnyu3CY5QKZQG7AFj+7pBBiZwB0EAgEZpCgNXs/P5vopZj0iAaQXQKxaA8mMlLoDFpP3LICsAWQOA+kAxAi+/Osl+/MoR4/mlVH9Xiuq/8orL2QcNwY+o/vpBWj9p/4ks/nYsgJ/wt7R/zWwRnHN0DoyAyWJxZVwvrhwyzjX+kV9/fBJ3FQQASAhHuy9jR7s2WoF/lj/PJAO20NddJKAY1tdXgzDoN0lALteJGxMTKFCQyEDaAgbJp/++kXeY2Q0o4hMPKNefhP/SUlJdN3lJuFsCvyz0JdN/SfsvWQHKXUTl5kGuFmJCeibK2QZS9pFenDWeTxRXVyZu+81n78ddbi7yuAStheHlWTaZXydPOBcJ0Bsi/Am0cB099hzbURjFjYkJJGBpW1paMUnAG28ebxoZIKH/rmu2mxo/tP0EyLwxd5IT/iUhTesCiXRd0gjJ468bawcJfS5yTGjGc1FpIV6KCXC1DabnkhXRDip2pB/r5vNBvbg8urx4CVkDIABA3OjTF1nn6gJbYDkHCShnAQhb+9cTFf42qFtZf/8Wtn74KtycWK0rHWZQHW1EBihg8Njxs+wt45FiB5IAFS4if/7WyzeYjxD6Cc6b6ddr6PRXKwkoGkJfmCTALfy5Q/hr5RbCPKB1sKOoULm6YGm9WV1ZYivL87TvEdxlEAAgAaxbvcCO8v7ypKMJaMcB2CRAJODz99Vkjj7HenuGEQ+QIBmwLQMly8uKSQLeOl4iAxRDEJUUkLBfawh4U9D390HgNxDk96+91n/tJIBbQttP+JdcAHLrcO7hAKVlRaowarsBjOMvLy8wvbhCbxi/+4svjeNOtwYBQJRnyrC5eIFN8m5F9b+iVeWrsSBfJlUwe+fVdyAeoEGEwNTUXdH3NjEIwlpD8EPQNw/2XGlGcy3TPchFsPAvm/8Zc/QQljqL2STAFv70W1ZXl2UXwR7c6dYhAPDlpAz9YoV1iSU2L7RyJkBchX7q0moQD5AKYgCkFzRHmllIq6QorCqEv8v8bwp+rjqAdJwi1QZwuxofNrT/Sdzp1iEAQAqxQZ9nh/Wuhpr6q4F8muQK2LTpOtwgAHCBmvw0xu8flghQbRDd0vxLZv+K+d+K/+fOz5Qedb8YIxL8D+JOtxIBEHABpBHr2Ap7U6TP3H702POst3c96+/fjJsEABbm5k6acyN9sAP57L9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<linearGradient id="hand_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="32.5607" x2="24.5984" y1="118.0452" y2="83.7461">
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<path id="tone" d="M35.85,29.52c-3.12,0.14-6.24,0.51-8.95,1.9c-1.36,0.71-2.56,1.69-3.58,2.86 c-0.82,0.93-1.48,1.98-2.08,3.11c-0.02,0.05-0.07,0.08-0.11,0.08c-0.07,0-0.11-0.05-0.12-0.11v-0.01c0-0.03,0.9-2.51,1.64-3.59 c0.93-1.38,2.23-2.53,3.71-3.35c1.47-0.82,3.08-1.35,4.71-1.62c1.52-0.27,3.05-0.35,4.56-0.29c-0.02,0.07-0.05,0.14-0.07,0.2 c-0.01,0.02-0.02,0.03-0.02,0.04C35.42,29.07,35.58,29.39,35.85,29.52z" style="fill:#BA8F63;"/>
</svg> | |
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} | Generate code for a svg of a a small stone path leading to a garden gate. | <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 0h96v54l-4-4-3 3q-5 0-8-3l-6 2q0-3-2-3-3 0-3 3-3 0-1 3 9 5 19 6l2 3q3-7 3 1h3v31H40v-3l21-2-11-1 7-2-2-4-1-2q-8 1-14-1 2-4 8-3v-6q-2-3-1-5v-6q-4-1-5 3v-4q-6-1-5 5-4 0-6 2-3 2-3-1l8-6-4-1-1-4-1 1-1-4q-2 3-2-1l-2 5-5 1h-5q-3-3-5 0l-4-3v1q-3 1-4-2l-2 2z"/><path fill="#5b5e49" d="M45 34q2 0 1 2z"/><path fill="#8a8778" d="M45 44q2 0 1 2z"/><path fill="#6b6b5e" d="M45 47q2 0 1 2z"/><path fill="#85966f" d="M75 52h-5q0-3 3-3 2 0 2 3"/><path fill="#cadbbd" d="M96 54v2q-5 0-7-3l3-3z"/><path fill="#b7d181" d="M89 53q2 3 7 3v9h-3q0-8-3-1l-2-3q-10-1-19-6-2-3 1-3h5l6-2q3 3 8 3"/><path fill="#acaeab" d="M49 34h5l-3 14q5-1 0 2-2 3 1 6l-3 1z"/><path fill="#608151" d="m15 57-3 3q-3-1-2-3 2-3 5 0"/><path fill="#869f65" d="m32 59-12-2 5-1 2-5q0 4 2 1l1 4 1-1z"/><path fill="#263b26" d="M6 55v5l3 1q-3 7-9 8V55l2-2q1 3 4 2"/><path fill="#d4ddbf" d="M47 64q-3 1-2 5l-8-2 4-3-3-1-1 2q-1-6 5-5v4q1-4 5-3z"/><path fill="#e4e7db" d="M28 66q0 3 3 1l5 2-10 1 5 2 4 7-11-1q-4-3 0-5l-3-2z"/><path fill="#b2cb7f" d="M10 57q-1 2 2 3l3-3h5l12 2 4 1-8 6-7 5-2 2q-6 1-9 7l3 1-8 2-5 6V69q6-1 9-8l-3-1v-6z"/><path fill="#647d4b" d="M12 63h3q0 4-4 4-1-3 1-4"/><path fill="#e3e7d9" d="M47 67q-1 2 1 5h-2l1 4q-8 3-11-4 4-3 10-2-1-3 1-3"/><path fill="#f0f1eb" d="m19 73 1 3q-4 3-7 9l-5 3-1 5q-1-5-3-2-2 2-1 5H0v-7l5-6 8-2-3-1q3-6 9-7"/><path fill="#adc584" d="M47 64v3q-2 0-1 3-6-1-10 2 3 7 11 4l-1-4h2v6q-6-1-8 3 6 2 14 1l1 2 2 4-7 2 11 1-21 2v3H3q-1-3 1-5 2-3 3 2l1-5 5-3q3-6 7-9l-1-3 2-2 3 2q-4 2 0 5l11 1-4-7-5-2 10-1-5-2q2-2 6-2l1-2 3 1-4 3 8 2q-1-4 2-5"/><path fill="#efefe9" d="m20 80 17 2q3 13-9 9l-10-4-2-2z"/><path fill="#edeee6" d="m55 84-1 3q-7 2-13 1-3-2-2-4z"/></svg> | |
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"path": "f66d8facc6cdd4a23ffff531b6f4aca5e09e92f59a5b2ca22588e48aaad64e9b.png"
} | Generate code for a svg of a there is a man riding a horse on a dirt road | <svg id="svg" version="1.1" width="400" height="387.5" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" style="display: block;"><g id="svgg"><path id="path0" d="M181.008 324.612 C 181.008 324.932,181.182 325.194,181.395 325.194 C 181.609 325.194,181.783 324.932,181.783 324.612 C 181.783 324.293,181.609 324.031,181.395 324.031 C 181.182 324.031,181.008 324.293,181.008 324.612 " stroke="none" fill="#000000" fill-rule="evenodd"></path><path id="path1" d="M181.008 3.869 L 181.008 7.737 179.942 7.952 C 173.765 9.199,170.543 12.340,170.543 17.113 C 170.543 17.494,170.201 18.465,169.784 19.271 C 169.118 20.558,168.969 22.157,168.554 32.439 L 168.082 44.141 166.696 44.337 C 165.934 44.446,164.339 44.639,163.153 44.767 C 160.442 45.059,158.645 46.134,157.905 47.906 C 156.972 50.138,155.864 65.456,155.829 76.605 L 155.814 81.312 151.841 81.590 C 147.388 81.902,145.641 82.456,144.922 83.785 C 144.281 84.969,143.461 99.615,143.433 110.368 L 143.411 118.605 82.849 118.702 C 49.540 118.755,17.316 118.798,11.240 118.798 L 0.194 118.798 0.095 149.322 L -0.005 179.845 2.918 179.845 C 4.965 179.845,6.130 180.034,6.804 180.476 C 7.525 180.949,9.080 181.157,13.008 181.307 C 19.229 181.544,18.827 181.167,19.089 187.016 C 19.372 193.340,19.234 193.222,26.767 193.614 L 31.636 193.868 32.055 197.648 C 32.872 205.006,34.595 205.824,50.621 206.465 L 56.087 206.683 56.341 211.706 C 56.698 218.763,56.242 218.359,64.385 218.830 L 68.886 219.091 69.288 223.507 C 69.945 230.732,69.897 230.712,88.857 231.667 L 93.411 231.897 93.411 244.049 L 93.411 256.202 92.539 256.221 C 88.266 256.318,83.179 256.965,82.668 257.476 C 81.701 258.443,81.447 260.911,81.160 272.158 L 80.885 282.882 79.493 283.127 C 73.958 284.099,70.543 287.625,70.543 292.370 C 70.543 292.785,70.195 293.688,69.770 294.375 C 69.067 295.514,68.264 307.796,68.222 318.063 L 68.217 319.266 64.581 319.483 C 57.297 319.917,57.203 320.105,56.192 336.423 C 55.961 340.147,55.738 343.225,55.696 343.263 C 55.654 343.300,51.783 343.534,47.093 343.782 C 30.341 344.669,31.622 343.066,31.602 363.178 C 31.585 381.472,31.251 380.654,38.857 380.935 L 43.411 381.103 43.411 384.350 L 43.411 387.597 68.798 387.597 L 94.186 387.597 94.186 384.745 L 94.186 381.893 98.934 381.618 C 101.546 381.467,103.834 381.195,104.020 381.012 C 104.206 380.830,104.585 380.768,104.862 380.874 C 106.042 381.327,106.336 379.509,106.569 370.310 C 106.588 369.545,106.866 369.480,111.249 369.233 C 119.215 368.783,118.986 369.022,118.990 361.143 L 118.992 356.589 127.616 356.543 C 132.359 356.517,137.243 356.533,138.469 356.579 C 139.695 356.624,140.698 356.494,140.698 356.291 C 140.698 356.088,141.160 356.010,141.724 356.118 C 142.427 356.252,142.665 356.175,142.479 355.875 C 142.310 355.601,142.415 355.515,142.755 355.645 C 143.445 355.910,143.725 354.392,144.055 348.592 L 144.300 344.278 155.192 344.096 C 169.526 343.857,168.565 344.370,168.890 336.781 L 169.099 331.895 173.794 331.641 C 181.208 331.240,181.793 330.787,181.248 325.872 C 181.132 324.821,181.203 324.031,181.414 324.031 C 181.617 324.031,181.783 322.984,181.783 321.705 L 181.783 319.380 184.302 319.380 C 185.688 319.380,186.822 319.238,186.822 319.064 C 186.822 318.891,187.868 318.825,189.147 318.917 C 190.475 319.013,191.473 318.928,191.473 318.717 C 191.473 318.515,191.864 318.363,192.342 318.380 C 193.033 318.405,193.285 318.113,193.573 316.957 C 193.987 315.295,194.389 315.101,194.716 316.406 C 195.070 317.814,196.684 318.277,202.254 318.566 C 207.948 318.862,207.907 318.842,208.279 321.557 C 208.883 325.963,212.782 329.457,217.093 329.457 C 218.196 329.457,218.992 329.891,218.992 330.492 C 218.992 330.814,219.284 331.008,219.671 330.945 C 220.044 330.884,220.568 330.970,220.835 331.138 C 221.102 331.306,223.501 331.546,226.164 331.672 L 231.008 331.901 231.009 332.908 C 231.022 344.200,230.660 343.682,238.803 344.057 L 244.080 344.301 244.285 348.033 C 244.529 352.449,245.251 354.485,246.784 355.072 C 248.421 355.699,259.446 356.569,265.930 356.584 L 268.489 356.589 268.709 361.725 C 269.026 369.092,268.504 368.571,275.879 368.888 C 281.858 369.145,281.266 368.524,281.521 374.806 C 281.774 381.013,281.544 380.817,289.099 381.228 L 294.186 381.505 294.186 384.551 L 294.186 387.597 325.194 387.597 L 356.202 387.597 356.181 376.066 C 356.145 356.307,356.364 356.901,349.038 356.657 L 344.186 356.496 344.177 354.120 C 344.143 345.673,343.376 333.150,342.824 332.043 C 342.496 331.386,341.964 329.707,341.642 328.312 C 340.581 323.725,338.159 321.490,333.430 320.737 C 331.801 320.477,331.783 320.457,331.770 318.861 C 331.719 312.343,330.980 295.817,330.649 293.779 C 330.425 292.404,330.067 290.145,329.852 288.760 C 329.196 284.517,327.596 283.181,322.328 282.476 L 318.992 282.029 318.992 273.742 C 318.992 261.903,318.073 249.872,316.987 247.488 C 316.358 246.106,314.134 245.025,311.366 244.754 C 307.440 244.370,306.589 244.168,306.589 243.623 C 306.589 243.277,307.288 243.011,308.624 242.848 C 315.714 241.984,317.107 240.636,317.702 234.059 L 317.934 231.489 323.252 231.215 C 330.957 230.818,330.790 230.986,331.231 223.201 L 331.464 219.077 336.953 218.867 C 354.607 218.192,355.124 217.948,355.686 210.022 C 355.910 206.876,355.998 206.588,356.744 206.577 C 360.960 206.516,367.247 205.787,367.730 205.304 C 368.237 204.797,368.920 199.423,368.975 195.505 L 368.992 194.305 373.934 194.038 C 394.794 192.908,393.411 193.573,393.411 184.671 L 393.411 181.395 396.705 181.395 L 400.000 181.395 400.000 150.000 L 400.000 118.605 334.550 118.605 L 269.101 118.605 268.827 109.787 C 268.341 94.138,268.542 94.571,261.550 94.158 C 258.928 94.003,256.739 93.859,256.686 93.838 C 256.633 93.816,256.586 90.092,256.583 85.562 C 256.574 74.604,255.921 59.752,255.391 58.455 C 254.841 57.110,253.301 56.590,249.845 56.585 C 248.332 56.583,246.466 56.477,245.699 56.350 L 244.306 56.120 244.029 42.885 C 243.510 18.103,243.852 19.356,237.529 19.108 C 235.328 19.022,233.135 18.870,232.655 18.771 L 231.783 18.590 231.783 9.295 L 231.783 0.000 206.395 0.000 L 181.008 0.000 181.008 3.869 " stroke="none" fill="#ffffff" fill-rule="evenodd"></path></g></svg> | |
{
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} | Generate code for a svg of a a pink eraser sitting next to an open workbook. | <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 0h96v96H0z"/><path fill="#f3bdcd" d="M77 58q-10 3-18 9l-9-9q-1-3 1-4l14-7q6 3 12 11"/><path fill="#f8cfe1" d="M43 62h-7l-2-2-7 2q-1-1 1-3h13z"/><path fill="#e1dee2" d="m50 58 9 9 2 3h-2l-4-3q-4-6-10-6 0-4 5-3"/><path fill="#4f3b57" d="M45 61q6 0 10 6l-4-1z"/><path fill="#c8b3c2" d="m36 62 3 1-6 3-14-2 11-1-3-1 7-2z"/><path fill="#8e7590" d="m45 61 6 5H33l6-3-3-1h7z"/><path fill="#9c8e9f" d="m51 66 4 1 4 3z"/><path fill="#b191a9" d="M77 58q3 0 2 3l-18 9-2-3q8-6 18-9"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a bright white snow against a dark sky:My primary focus is on capturing the visual essence of snow, a soft, ethereal, and ethereal light that evokes a sense of tranquility and purity. I aim to create a visual representation of the snow's soft, diffused light, highlighting its delicate curves, shapes, and the subtle, almost imperceptible details that define its ethereal quality. The overall effect is one of a soft, warm glow, suggesting a peaceful and serene atmosphere. | {
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"path": null
} | Generate code for a svg of a the bright white of snow against the dark sky. | <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="#171d29" d="M0 0h96v71l-20-4-5 2q-12 0-22 3l-14-2-3-3-12-4-20 6z"/><path fill="#dddedd" d="M18 15h4q-1 8-5 2z"/><path fill="#e5e6e2" d="M79 17q5 0 0 3-3-1 0-3"/><path fill="#ebebeb" d="M64 19q8 0 5 8-11 1-5-8"/><path fill="#ededee" d="m21 25 7 5-6 7q-10-6-1-12"/><path fill="#a1a4a5" d="M76 28q2 0 1 2z"/><path fill="#eee" d="M70 35q8 0 4 7-10 0-4-7"/><path fill="#e8e7e5" d="M18 45h4q0 3-3 5-4-2-1-5"/><path fill="#bbbebb" d="M43 59q3 0 0 2z"/><path fill="#f5f5f5" d="M96 71v25H0V69l20-6 12 4 3 3 14 2q10-3 22-3l5-2z"/><path fill="#e7e9eb" d="M27 79q23 2 45 12l-20 1 2 2-5 1q-10-4-21-5l-14-6H8l1-1z"/></svg> |
{
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} | Generate code for a svg of a a close up of a black and white image of a play button and a x | <svg aria-label="volume off icon" viewBox="0 0 24 24"><path fill-rule="evenodd" clip-rule="evenodd" d="M7 8l5.146-5.147a.5.5 0 01.854.354v17.586a.5.5 0 01-.854.354L7 16H4a1 1 0 01-1-1V9a1 1 0 011-1h3zm-2 2v4h3l3 3V7l-3 3H5zm16.182.232L19.414 12l1.768 1.768a.5.5 0 010 .707l-.707.707a.5.5 0 01-.707 0L18 13.414l-1.768 1.768a.5.5 0 01-.707 0l-.707-.707a.5.5 0 010-.707L16.586 12l-1.768-1.768a.5.5 0 010-.707l.707-.707a.5.5 0 01.707 0L18 10.586l1.768-1.768a.5.5 0 01.707 0l.707.707a.5.5 0 010 .707z"/></svg> | |
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} | Generate code for a svg of a birthday card invitation featuring a prominent "HBD" (Happy Birthday) text repeated multiple times and a yellow envelope icon, possibly indicating an email invitation. The envelope appears to be open with a letter inside it. | <?xml version="1.0" encoding="iso-8859-1"?>
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",
"path": "emoji_u1f973.png"
} | Generate code for a svg of a partying 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">
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<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="M63.6,124.8c-24.81,0-51.6-15.56-51.6-49.71s26.79-49.71,51.6-49.71 c13.78,0,26.5,4.53,35.93,12.8c10.22,9.08,15.65,21.88,15.65,36.91s-5.43,27.75-15.65,36.82C90.1,120.18,77.29,124.8,63.6,124.8z" style="fill:url(#face_1_);"/>
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</g>
<g id="facial_expressions">
<g id="face-with-party-horn-and-party-hat">
<g id="blush">
<radialGradient id="SVGID_1_" cx="69.6326" cy="-1087.7263" gradientTransform="matrix(0.98 0 0 -0.88 -34.44 -882.08)" gradientUnits="userSpaceOnUse" r="19.4365">
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</radialGradient>
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</radialGradient>
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</g>
<g id="prop">
<g id="confetti">
<ellipse cx="24" cy="15" rx="7" ry="5" style="fill:#FF00A2;"/>
<ellipse cx="49.56" cy="25.38" rx="4.2" ry="5.5" style="fill:#FD3B3B;" transform="matrix(0.7071 -0.7071 0.7071 0.7071 -3.4319 42.4789)"/>
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<ellipse cx="96.5" cy="110.5" rx="3.5" ry="5.5" style="fill:#F63BBE;"/>
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<ellipse cx="19.19" cy="116.02" rx="2.5" ry="6" style="fill:#0048FF;" transform="matrix(0.8361 -0.5486 0.5486 0.8361 -60.5046 29.5428)"/>
<ellipse cx="15" cy="99" rx="6" ry="2.5" style="fill:#7ACDED;" transform="matrix(0.9975 -0.0708 0.0708 0.9975 -6.9716 1.3106)"/>
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<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 -820)" gradientUnits="userSpaceOnUse" x1="82.19" x2="119.38" y1="-902.7255" y2="-902.7255">
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a vector illustration of a tank icon, focusing on the visual aspects:My thoughts on the mechanics of drawing a vector illustration of a tank icon are primarily centered around the following:* **Composition and Layout:** The core of the illustration is the visual arrangement of the tank icon, its handle, and the flag. The layout is designed to be visually appealing and easy to understand. The overall shape and size of the icon are important, and the placement of the handle and flag is crucial for conveying the icon's purpose.* **Color Palette and Style:** The color palette is chosen to evoke a sense of power, stability, and a sense of adventure. The use of contrasting colors and a bold, impactful color scheme is essential to create a strong visual impact.* **Detail and Texture:** The details are carefully considered to enhance the visual appeal and provide a sense of realism. The texture of the handle and flag can add a tactile element to the illustration.* **Balance and Harmony:** The overall balance between the icon and the background is important. The icon should be positioned in a way that it doesn't distract from the background, while the | {
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<path d="M120.75,105c-10.614,0-19.25,8.637-19.25,19.25s8.636,19.25,19.25,19.25S140,134.863,140,124.25
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<path d="M78.75,105c-10.614,0-19.25,8.637-19.25,19.25s8.636,19.25,19.25,19.25S98,134.863,98,124.25
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<path d="M33.25,101.5c-12.544,0-22.75,10.206-22.75,22.75S20.706,147,33.25,147S56,136.794,56,124.25S45.794,101.5,33.25,101.5z
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|
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} | Generate code for a svg of a a close up of a black and white sign with an arrow pointing to the left | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 32 32"><path d="M4 23h8v2H4zm20.523-9H4v2h20.5a3.5 3.5 0 0 1 0 7h-5.672l2.586-2.586L20 19l-5 5 5 5 1.414-1.414L18.828 25h5.705a5.5 5.5 0 0 0-.01-11zM4 5h24v2H4z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a yellow car doors swinging open to let passengers out. | <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="#f9e89e" d="M0 0h30v15q0 2 2 3l-1 2q4 0 7 4 6-5 10 4l2-7 2 7q3-6 9-9l1 1 3-4h2q1-6 5-11l-3-3 3-1 5 3 9-4h10v96H80l-1-5-11-4v-2q0-4 3-7-1-3-3-2-1-3 1-4l2-6 1-4 1-3h10q-3 6-3 13-3 5-2 12 3 3 6 1l8-36q-16-3-33-2-5 0-7 3-3 0-5 2-5 1-8 4l-1-1-3 4q-5 0-7 4l3 1v5l-11-2-20 7z"/><path fill="#faeba6" d="M30 0h56l-9 4-5-3-3 1 3 3q-4 5-5 11h-2l-3 4-1-1q-6 3-9 9l-2-7-2 7q-4-9-10-4-3-4-7-4l1-2q-2-1-2-3z"/><path fill="#f4dc48" d="M91 56q-4-6-9-7h-9l-1 9-2 3 2 1-1 4h-3v-3l2-14H59l-7 1q2-3 7-3 17-1 33 2z"/><path fill="#6b593a" d="m59 49-1 2q-6-1-11 2v-1q2-2 5-2z"/><path fill="#6f5e45" d="M64 49h6l-2 14h-1q-1-3-3 0h-1v-4q1 2 4 1l2-8h-7l-3 1q3-3 9-3z"/><path fill="#f4ea90" d="m58 51-2 6-11 7-1-5-3-2 6-4q5-3 11-2"/><path fill="#fbee7b" d="M62 52h7l-2 8q-3 1-4-1l-1-3z"/><path fill="#453537" d="m47 52-6 4 3 2 1 5q-4 0-6 2l-1-7h-3l3-4 1 1q3-3 8-4"/><path fill="#eddc7b" d="m82 49 1 8v1H73l-1 3-2-1 2-3 1-9z"/><path fill="#897d51" d="m82 50 3 3-2 5z"/><path fill="#a79d61" d="M62 52v4l-4 2 1-5z"/><path fill="#ab9151" d="m86 56 1 4-2 8v-9z"/><path fill="#20212d" d="M59 49h5l4 1q-6 0-9 3l-1 5 4-2 1 3v4q-2 6-2 13l3-13q2-3 3 0l-2 9-4 7q-2-1-2 1-6-1-7-4 0-5 2-8 2-5 1-8l-8 7q-3 3 0 9-10-2-8-10 2-2 6-2l11-7 2-6z"/><path fill="#e8d7a3" d="M54 68h-5l-2 8q-3-6 0-9l8-7q1 3-1 8"/><path fill="#2b272e" d="m85 53 1 3-1 3q-3 6-3 13h-2q0-7 3-13v-1z"/><path fill="#fbd326" d="M35 59h3l1 7q-2 8 8 10l2-8h5q-2 3-2 8-7 1-13-2-21-3-39 5v-5l20-7 11 2v-5l-3-1q2-4 7-4"/><path fill="#c18f3b" d="M67 63v3h3l-2 6h-4z"/><path fill="#f7c720" d="M82 50v-1q5 1 9 7l-7 29q-3 2-6-1-1-7 2-12h2q1 1-1 2 0 2 2 1l2-7 2-8-1-4-1-3z"/><path fill="#d2bd68" d="M85 59v9l-2 7q-2 1-2-1 2-1 1-2 0-7 3-13"/><path fill="#d9be52" d="m63 63-3 13q0-7 2-13"/><path fill="#fcbd0f" d="M52 76q1 3 7 4l9 7 11 4 1 5H0V79q18-8 39-5 6 3 13 2"/><path fill="#97653c" d="M65 72h4q-2 1-1 4-3 5-7 3z"/><path fill="#f6e677" d="M68 76q2-1 3 2-3 3-3 7l-5-2-4-3q0-2 2-1 4 2 7-3"/><path fill="#9f7443" d="m63 83 5 2v2q-4-1-5-4"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the golden glow of early morning sunlight. | <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="#f8ce75" d="M0 0h44l-5 3-1 11q-2 1-2 4l-6 2h-2l4-5-3-2q-5 3-7 7-3-5-6-1l-1-1q-1 4 2 7 0 4 4 7v1h-2v9l-2 1 3 11q3 3 0 5-1 2 2 4-2 2-1 5-6-3-9-7 0-6 3-13l-2-4v-7l-8-4-2 3q-2-6 4-8l-2-3 3-1 3 2q3-3 0-4l2-1q-2 0-3-2-1 2-3-1l1-1L4 5Q3 2 1 5L0 16z"/><path fill="#f9cf74" d="M44 0h25l2 1-1 1 4 2-7 5q-2 0-1 3l1 2q-3 0-3 3-4-1-4-4l-1 1-6-4-4 1q-3-1 0-2h-2q-3 1-4 4-3 2-5 1l2-2-1-9z"/><path fill="#f9ce76" d="M69 0h27v2l-2 9-3-3q-4 2 0 6-5 2-5-3l2-1q-3-1 0-2L70 2l1-1z"/><path fill="#f8ce77" d="M96 2v21l-7-1-2 2q1 3-2 2l-3 2q-1-2-3-2-3-6-9-9h6q-5-2-4-5l-4-2-2 2q-1-3 1-3l7-5 14 4q-3 1 0 2l-2 1q0 5 5 3-4-4 0-6l3 3z"/><path fill="#f8cf78" d="M8 24q-3-4-7 0l-1-4v-4L1 5q2-3 3 0l4 12-1 1q2 3 3 1 1 2 3 2l-2 1q3 1 0 4z"/><path fill="#f8ce6f" d="m49 11-3 2v3h-3q-4-1-7 2 0-3 2-4 2 1 5-1 1-3 4-4h2q-3 1 0 2"/><path fill="#fad06d" d="m64 17-1 1 5 3 7 9q-5 2 1 2l-2 12 2 6q0 6-4 11 2 2-1 3l-7 8q-10 4-21 5-12-4-19-15l-4-3q3-2 0-5v-8l2-4q-2-4-1-9v-1q-1-3 1-5l8-7 6-2q3-3 7-2-9 4-16 10-3 3-3 7l1 19 4 12 13 10q10-1 19-5l8-9-1-1 5-8-3-17q1-2-1-2l2-1q-3-7-11-12h-3q-5-6-11-3v-3l3-2 4-1 6 4 1-1q0 3 4 4"/><path fill="#fbd167" d="M57 19q-12-3-19 5l-1-2q-9 7-10 19 2-1 3 2v7l3 4v2q0 8 9 13 8 3 14-4l12-6 1 1-8 9q-9 4-19 5L29 64l-4-12q1-3-1-4V33q0-4 3-7 7-6 16-10h3q6-3 11 3"/><path fill="#f8ce77" d="M28 20q-4 0-7 3-7-7-1 1l-3 1q-3-3-2-7l1 1q3-4 6 1 2-4 7-7l3 2z"/><path fill="#fcd160" d="M57 19v3q3-1 5 3 0 3 3 5l-1 2 4 5v12l-4-9v-1q-4-7-5-13l-1 2-5-5q-2 3-5 1-5 0-7 4l-3-1q-4 4-6 10l1 1v1l-3 4q-1-3-3-2 1-12 10-19l1 2q7-8 19-5"/><path fill="#f8ce75" d="M79 26v2q-5-1-7-4v-4l-8-3q0-3 3-3l-1-2 2-2 4 2q-1 3 4 5h-6q6 3 9 9"/><path fill="#fbd166" d="M57 19h3q8 5 11 12l-2 1q2 0 1 2l2 4 1 13-5 8V37l-4-5 1-2q-3-2-3-5-2-4-5-3z"/><path fill="#f8cf73" d="M28 20h2l-8 7q-2 2-1 5-4-3-4-7l3-1q-6-8 1-1 3-3 7-3"/><path fill="#f8cf74" d="m0 20 1 4q4-4 7 0l-3 1 2 3q-6 2-4 8v1q-1-3-3 0z"/><path fill="#facf77" d="M96 23v17q-3 4-7 5 2 1 1 4-2-4-5 0l-3-1v-2l-3 1v-4q1 2 4 1l-3-4q-1-3-2 0v-3h3l-2-9v-2q2 0 3 2l3-2q3 1 2-2l2-2z"/><path fill="#fdd25a" d="m64 39-3-3q-3 1 0-2-4-2-9-1-7-5-13 1-4 1-6 4l-1-1q2-6 6-10l3 1q2-4 7-4 3 2 5-1l5 5 1-2q1 6 5 13"/><path fill="#facf73" d="m64 17 8 3v4q2 3 7 4l2 9h-3v3q1-3 2 0l3 4q-3 1-4-1v4l-2-1v4h-1l-2-6 2-12q-6 0-1-2l-7-9-5-3z"/><path fill="#fdd756" d="m52 33 3 4-7-1-6 2-2 1-1-5q6-6 13-1"/><path fill="#f8cd77" d="m21 68 2 6-2 2 6 4 5 9q-7 1-13 4l-2-1q-3-1 0-2l-4-2H9q-1 2-4 1-2-8-1-14 0-3 2-1l3-3q-1-1-3 1 0-2-2-3l2-2-3-6v-6l2-1-2-3V36l2-3 8 4v7l2 4q-3 7-3 13 3 4 9 7"/><path fill="#f9ce72" d="M21 33q-1 5 1 9l-2 4v8l-3-11 2-1v-9z"/><path fill="#fdd65a" d="M52 33q5-1 9 1-3 3 0 2l3 3v1l-3 5q-1-6-6-7v-1zm-13 1 1 5q-3 0-3 3l-4-3v-1q2-3 6-4"/><path fill="#f7cf7a" d="M3 37v14l-3 4V37q2-3 3 0"/><path 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{
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"path": null
} | Generate code for a svg of a a warm wool scarf draped over a chair. | <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 0h96v96H29q-1-7 7-6 0-5 3-8l-2-4v-4h7q2-4 8-3-1 8 2 1l2-1h2l4 14V70q2-8 1-14l-3-4-3-5q-1-4-4-5-6-2-10 1l-4 4-5 5-3 2q-2 7 1 16l-2 11-13-7q-9-2-17 1z"/><path fill="#c1bdbb" d="M43 43q4-3 10-1 3 1 4 5l-3 1-2-3q-4-2-9 1z"/><path fill="#937f72" d="M43 43v3q5-3 9-1l2 3-3 2q3 3-1 4-6-1-9-6l-2-1z"/><path fill="#c6a287" d="m57 47 3 5q-2-1-2 1l-2 4-1 1h-9l5-2q-9-1-10-8 3 5 9 6 4-1 1-4l3-2z"/><path fill="#5c656a" d="m58 53 2 1 2 16v2q-1 3-1-1h-5V57z"/><path fill="#a88771" d="m39 47 2 1q1 7 10 8l-5 2q-4 0 0 2l5 1q-4 1-6 4v2l-10-3-1-12z"/><path fill="#4a4342" d="m46 58 7 1-7 1q-4-2 0-2"/><path fill="#897e76" d="M46 58h9q-3 6-10 7 2-3 6-4l-5-1 7-1z"/><path fill="#6e6e6e" d="m34 52 1 12 10 3v1q-6 2-9-1-3 2 0 5l-3-3-1 1q-3-9-1-16z"/><path fill="#bab6b2" d="M56 57v14l-2 1-2-1q-6-1-8 3-1-4 1-6v-3q7-1 10-7z"/><path fill="#bdbfc2" d="M58 53q0-2 2-1l3 4q1 6-1 14l-2-16z"/><path fill="#8f8e8f" d="M45 68q-2 2-1 6h-7l-1-2q-3-3 0-5 3 3 9 1"/><path fill="#7e716d" d="m52 71 2 1q-3 7-2-1"/><path fill="#584c4b" d="m36 72 1 2v4l-3-2-3 8q-2-1-1-3l2-11 1-1z"/><path fill="#6f5c56" d="M58 71h3q0 4 1 1v13z"/><path fill="#e6dfdb" d="M30 81q-1 2 1 3l3-8 3 2 2 4q-3 3-3 8-8-1-7 6H0V75q8-3 17-1z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a superhero image:I'm drawn to the concept of a superhero with a dynamic and engaging form. I want to create a visually appealing and memorable image that conveys a sense of power, agility, and a sense of action. The key to this is to capture the essence of the hero's personality and the way they move and interact with the world. I want to create a visual representation that is both visually striking and emotionally resonant, conveying a feeling of confidence and heroism. | {
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Qq9VOenw5+RfTDCvQGb7ecAMNjI21OGYBlyYFj890T+i/8EmPdSexOzAwCN1WxscHqTCaIVmblGBjLWbaC2PFwsIcuqXipLU7JxEoyr3FdC/ItbPhsbEWf/zRLqNYkLATb9h9kgxRoC0tL+EeLBQKjKux+3Rvj2++PCiV2DLtiFHi5go5g6KuQdthy39Ce8wgnh6u//LPX6xOjEep8TI1cXN1ghuoUAxQB5FNElHf0QkrUEx9ng2MpaXFuqSENYnxVdV1MllbX79cr76jWi3IysmTyxX0echOXF2dCIKAOy/v7OymCNubTKAdkEFors6OcAPZAEmS/n6+/n76RYyP9rWYguoEAFhZWkpsbeD20+2dXe7uLhP9dJJXPPQMOtU6Hmm12rMXrqXdz2baEcaA/sY7KbOQqQQ6PDyigE3jtLOTwA00RkbnzrT0LKYdYRJ7e8hvnDpNnkqgfX39cI8kCMJOags31ujg5s5R7O0gZ9D+PjnFT6nWoNBZ8DbWYvSmuUbB3+bOKa9OgPDOlCuoVu1UMyj0el9sLYIbaFxwc+d4rMWQX7pcTjUPUgm0H1qgsGkARsTf1Dm1153jgT48pp5BqV7E0DskocDED7q5N/ubQCcnUcuMagYdGRmBe6RQZMoC5dT5VqDLiY2MKClO+KkECp3raGlhDjeQ/XDrzokwN4f80rVarVo94XUdpUBhS33zeKa5hefWnRTw+Tzo+jEq1YTNPKkEqoadQXk8EwxQ59Q5KTweZPcBiqmQSknKiXVNjZnJHYJy6tQF6O9dNXE7ZMqpDjaZE7C7VJi+YL/JJAhi5fJFuKyxB4KE/N4hN0nQt0Fq2KmXhWDfFREEsXvnluj5kbgMsgeKiZAaCqVRCRR+ScFE2Ww6wP5m/091RuAyyCqgd9UUrbOoZ1BYgcL+JbEKTp16odFo9AruHg/FDEr1Eod+xSthu9ezB+yn8aatTgCAEmFWgpxBzcwgBQp9R8oSOHVCAP2l8/l8igNUKoEiXP8bsUBp2xWZsjoBAP1yqrBOCqjvSKkECn39b7x5Ody6ExrqqDkKRJSRG1QvcejrfyMVKPdmRwE+9k1INQ/SMoP29PZBV2xkCu7NjkhnVw/cQOoZlBaBqlRq4ypbTMdd0ZRSJwCgEzYBmDq8nVKgQoEFbOBcZ2cP3EDDw82dWIAuQiOVUiUzTRJ2BJ0JBZ1Qb2C4uRMX1OntFNhTamwSgULnkra1vYIbaEi4uRMXKpUKegalrvhA1wwKXZfZYHAnShhpbX2lhr2Ip54EJ7krcoCdQVnVEO1NuBMlvEA3IjQ3N6Pu0z7JDOrsPA3uwd3dvWzuzXrh0g1m1QmdHcHOtryTFkqeCGenadS/0SQChS7zqdVq6xua4cbSTXZu/p17D3FZg5s7oY/woOsj0MqL+ia4gZOW6ZxEoBKJDfSNPKua9o3R09N36nQyLmvQb3ahwMrS0gLiiXaUhzKMoFar6xsgBerqMknl28mz26An0do6NvbAvJmaPoIpGhBl3UkQRFAATBNBlNaDNNHU1DI8DFlCYVJ16SJQyOrOdXWN0BGsNKHVavMKirGYQt8VzZs7W98hFhbm4aGsa85bjfCqxCBQby/IRmyDQ0MNjTK4sTTRLGvr74eMChsPlj17WGigvk0Ely+Lo97zMkJlZS3cQDupxHqyOnOTCxS6jxjQuWm9weiG7fk0HlwnSgRB7Hn/HYry7K/h6eG2gn25oCqVuqKyBm7sDF+vST8zuUDt7aXQ7VbZJtCREdTVJ97zTidHh48P7NJFo+5uzr/7ZLe5Ges6OdXUvoBegProMPfpVAIEumfci/omVkXXi9HOaOg4jfebOf0fv/mE4l1PEMTCBXP++NXH7OyFV1IKPwfpMoPqlHXk6+NV8LQEwgONRlNcUhE9jy33K66uTiRJwm3d6LsrcnJ0+IevPy4qLs99/LSsvGqsAbBUYhsaEhAXOx96n2oACovL4QYKBFaTnjEBHQUK3W8ZAJBfUMwegYqEAp/pntU1L/QdSPdNJkEQYaFBYaFBAACFYmBwcMjaWsz+1oyNTbKXL9vhxvrP9NHlVkynV7yri5MUtilCWXkVq5I8E+Jj9R1i4Ht2oVBgby9lvzoBAHn5RdBjg4P9dPmYrmXoggN1MvcmarW6sAjyLUAHYaGBenXomuJRIBRotdp8hENlHRWls0CDIAUKAMh5VAA9FjsEQRzYv8PBwU7HD3PqnIia2nroGFAXF0cd38m6CjQgwBe6VFNVdR30SoUORELBV3/40MPdlfpjVpaWnx58n1PnRGRmPYEeq/t8p6tArSwtobdKWq02Mxv+l6EDqdT2j18dXJuUYGVp+eZPCYKIigz9b//0+5BZAYb3zSgYGBjMfwr/fo8In6XjJ/UobhMVEVpS+hzKH5CdW7BuzQroamR0YG5ulpQYH780pqysqrKqtru7V6VWW4tFnp5uobMCplqvUX15/OQZ9K2HnVSi+x2vHgINDw8yO82HqxHV3y9/nPdsAfuKYlpZWkZGhERGhDDtiDGh1WrTM3Kgh0dFhugedq1HMXkrS0u4CLFR7tx9aHTVHDjeSmFReStCUmRkRKjuH9av28GcqDD9fBmHrKWtrLwKejgHe7hz7wH02GkOdp4ek2xPx6OfQMPDgqED7AEAqXfgfzEOllBb21BdUw89PGbBHL3SqvQTqJkZHyLMdoznlTWVVZCxgxws4er1O9BjSZLU995b74ZGsTFz9B0ynuSrt1GGczBLdU19eUU19PDQkABbW/1CN/UWqKuLk75x4OOpqUX6DTmY5UoK0vyycIHesxtMS7jFi6IhRo1xKfkWt503RopLKlBWaPb2UogLcxiBzokMlUpsIQaO0tDYnJ2bDz2cgxHUavX5i9dRLCxbupAk9dYbjEB5PN6SxaiT6ODgEIoFDgOTlp7dhhBQIRBYxURHQQyE7PoaGzMXru7AKP398hu30qGHcxiYvj759VtpKBYWx82HqzULKVCBwApiwTueu2mZ7K+AxzHK2fMpKJW2zMz4SxYvgBsL3zd7RUIcStS3Wq0+9ts5tlV24HiTktLnT/ILUSzELZwHnfEHL1AbG+tFcfOhhwMAmppa7qVxDa5ZzfDwyKmzV1AsmJuZrUhYBD0cXqAAgFXLF6OsRAEAySmp0JX7OAzA2fMpHbBh86MsWRyt7+H8eJAEKhIJl6CdiSqVqiM/n0Zp88hBH08LSxEjzS0szJcvi0OxgCRQAMCKhEXQpS5HkbW0JaekIrrBgZ3u7t7fTlxENLJ8WRxisQxUgQoEVmuTEhCN3L2XCR2rz0EHGo3m6C9nEPPFpVJblNXnKKgCBQDELZyLWPpCq9UeOXamvb0T3RkOLFy8fLOyqg7RyOYNiejZ/RgESpLk1i1rEI0MDAwe+vE4enEvDnSeFpbeTctENOIz3RNLIg0GgQIA/P18Z4ehFlZtlrUeP3mRiyNhlmZZ68+/nEX8FkiSfHfrWiz9HvAIFACwfds63UtdTsSjJ89Srt/F4g8HBD09fd8e+gW6nOIY8UtjPD3csLiETaA2NtYb1q1Et3Ptxj0u1okRhoaG/3roWBds0+Ix7KSStatR981jYBMoACBu4dwZvt7odo6fvMSl1xkYlUr945GTTU0t6KZ27tgI3YP4TXAKlCCIXe9tQq8CrFarD/34G0SRRA44Rg+VsJTDjp4fERSIsw8JToECAJwcHTZtTES3MzKi/Pb7X+ph20Nx6I5Wqz1x+jJKnboxpBLbrZtRz3NeA7NAAQCL4+ZjKWk0ODT079/93NjErj4hJoZWqz119gpKGbAxSJLcv/dd9I3y62bxmgP/WbIQS0F1uWLgz385XFvLxoZgJoBGo/ntxMWMB7lYrK1etRSlIcxE4BcoAEAsFr6/czOWY7DBwaG/fHvkOWwnHo6JUKnUh4+eysrJw2LNx8dz9aqlWEy9Bi0CBQDMCvZPXLkEi6nh4ZG/fv8zXBcHjrcyODT07aFjuP5Lra1FB/bugEiI0wW6BAoAWJuUMCvYH4sppVL145GT3Bk+Fnp6+v78/w7jqk5AkuSHe7dLJDZYrL3FPk12AQAEQezdvRVXoU2tVpty/e6pM8lclggKjU2y//m/vsW49dy0fpXfTB9c1t6EoPvuu6mp5V//7w/ot2dj+M30ObBvO2KU4dQk9/HTE6cuYYzImRMZtu+DbVg2GxNBu0ABACWlz7/74VeMM5/E1ubA/h0+0yH7301BNBpN8tXUW7czMNr09nL/6vMDdLfLMYRAAQDpGTmn0XKvXoPP523akLh08QJa/3xNg46OriPHztTW4Tytm+Zg94/ffIKYTKELBhIoAODchWvoUYavERgwY8+ud1Byskye/ILi46cuoWS1v4lIKPiHrz92dHTAaHMiDCdQrVb709HTeQXwvcneilgs3Ll9U3hYEF6zJoBCMXD63NXHT57hNWthYf757/ZB9xfWF8MJFACgVqt/OHyiCLb9KAUhswLee3cDfYcdRkdRcfnJ08ndPb14zfL5vI8P7MJ1eqgLBhUoAECpVH176FjF8xrslgUCq80bE2Oio6b4qrSrq+fkmeTikgrslnk83kcfvhcWEojdMgWGFigAYHh45N++PVpTW0+HcW8v961b1kzNDf7IiDL1TkbqnQw6UrtIkty7eytKFw04GBAoAGBoaPi7H36lqV49QRBzo8I2rF+JUsTUuNBqtXn5RRcv3+zq7qHDPo/H27t7a1SkHu1jcMGMQAEAKpXqxyOnCovKaLLP5/Oi50euSVxm8nv88orqS8m3GhqbabLP5/P3730XPSkSDsYECgBQqdQ//Xzq6bNS+h5hbm62KG7+8mVxWML/WIVWqy0pfZ5y4x6tYd0WFuafHnxfrwbmeGFSoAAAjUZz4vRlLAGzFPD5/HlzwhOWxbo4O9L6IMOgUqkfP3l2595DWQu9ddfEYuGnB3ej9MxAh2GBjnIz9X7y1VS6PSEIIjjILy52XkiwP02xYXTT3d2blZOX8fBRb28f3c9ycnT4/Sd7HBzs6H4QNawQKADgSX7hsV/Pq1SGKHNna2O9IDoqZkGUg5G0NFap1CWlzx9mPS4rrzJMMNfMGdM/PrATpasgLtgiUABAdU39D4eP9/fLDfZEby/3qIjQyIgQqdTWYA/VHY1GU/G8Ji+/6GlhKd67Smqi50Xs3LGRz9ejEzZ9sEigAIDu7t7/+OlE3YtGQz6UIAhvL/fgIL/gID9vL3fGz/nlckVZeVVpWWVJWaVcrjDko/l83pZNSYg1X/HCLoECAFQq9dnzVzMePmLk6SKRMMDP19fXy9fHy93N2WBLVblcUVPXUFPzorKqrr6hmZEvxdbG+qP97xnskl1HWCfQUbJz80+fvYIxzBkCS0sLL093dzdnV1cnN1dnFxdH9JoUY3R198hkbc2ytmZZa0Oj7OXLdma/CH8/n30fvMvCwziWChQA8PJl+5FjZ+ob6Dp/hsDWxtreXmpvJ7Gzk1qLhUKRUCQUiIQCoUgIADDj88eidxUDgwAApVKpUAzI5QNyhULer+ju6e3o7O7o7Oro6GJPoUkej7cuKWHF8kWMr23eCnsFCgDQaDTXb6Zdv5nG5SHRhL29dN+ebWwOXWC1QEeprKr79cQFrv4yXgiCWBQ7b9OGRIyFvujACAQKABhRKlNvZ9y4la5Wq5n2xRSY5mC3c8cmfz8aszFxYRwCHaWpufW3kxe5imIo8Hi8hPiFa5MSWHLMOSnGJFAAgEajyXj46Oq1O4gNKKYmwUF+WzcnOTlNY9oRPTAygY4yMDB46/b9u2mZKhX3xtcJx2n269euwNLVwMAYpUBHaWl9efHyTTpyG0wJkUiYuHLJkkXRPB6PaV9gMGKBjlL3ovH6zTROpm9iaWmxOG7+qhVLrKwsmfYFHqMX6ChV1XVXr91B7z1lGlhZWcYviUmIjzVqaY5iIgIdpaFRdi8t83Fe4ZQ92LexFsfFzotfEoO90jFTmJRAR2lv77yTlpmTm8/sVb6BcXd3WR4fGxUZaqRrzYkwQYGOMjg0lJdXlPOogKb8ZpZgZsYPDQmMjZkbGDCDaV9owWQFOkZDoywz+0lefpEpHZ2OxrDGLIiaExlmaWnBtDs0YvoCHUWj0dTWNeY/LX6S96y/36BRwHhxcXaMjAiZOyfccZo9074Ygqki0DFUKlV5RXVRcUVpWWVnVzfT7ugEn8/z9fEODvKLCA9mPIvNwEw5gY6nte1VSenzsvKq2rqGoaFhpt15HSdHB39/3+AgvwA/X5bHHNHHlBboGBqNplnWWl1TX1NbX1vbQFMBmUnh8/meHq4+Pp4zfLx9fTy5MueAE+hbUSgGmmWtzbI2maytWdba3tFFR64pn8+zk0qcnKa5uTq5uTq7ujo5OToYacI+fXAC1Ynh4ZHOzu6Ozq5RscoVA3K5Qi5XyOUDw8PDarVmaHh49GNqtdrS0oIkSZIkrSwtSJIUCgUikVAkFIz+Qyq1tbeT2ttJbG2t2ZllwSo4gXKwGu6FwsFqOIFysBpOoByshhMoB6vhBMrBajiBcrAaTqAcrIYTKAer4QTKwWo4gXKwGk6gHKzm/wNgAKeYHXkjegAAAABJRU5ErkJggg==",
"path": "dcddac80bc5023e3c0003d55410b8101ab77d61f96cde4bee2b354b6777f9ad4.png"
} | Generate code for a svg of a a close up of a circle with a arrow in the middle | <svg width="16" height="16" viewBox="0 0 16 16" fill="none" xmlns="http://www.w3.org/2000/svg">
<path fill-rule="evenodd" clip-rule="evenodd" d="M8.01887 1.80902C4.71271 1.80902 2.03253 4.4892 2.03253 7.79536C2.03253 11.1015 4.71271 13.7817 8.01887 13.7817C11.325 13.7817 14.0052 11.1015 14.0052 7.79536C14.0052 4.4892 11.325 1.80902 8.01887 1.80902ZM0.671875 7.79536C0.671875 3.73773 3.96124 0.448364 8.01887 0.448364C12.0765 0.448364 15.3659 3.73773 15.3659 7.79536C15.3659 11.853 12.0765 15.1424 8.01887 15.1424C3.96124 15.1424 0.671875 11.853 0.671875 7.79536ZM8.9886 7.78748V8.97395C8.9886 9.34968 9.29319 9.65428 9.66892 9.65428C10.0447 9.65428 10.3493 9.34968 10.3493 8.97395V6.14552C10.3493 5.76979 10.0447 5.46519 9.66892 5.46519H6.8405C6.46476 5.46519 6.16017 5.76979 6.16017 6.14552C6.16017 6.52126 6.46476 6.82585 6.8405 6.82585H8.02596L5.88754 8.96427C5.62185 9.22996 5.62185 9.66072 5.88754 9.9264C6.15322 10.1921 6.58398 10.1921 6.84967 9.9264L8.9886 7.78748Z" fill="#636775"/>
</svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white photo of a camera with two eyes:My primary focus is on the visual representation of the camera's shape, its position, and its detail. I aim to capture the essence of the camera's form, its texture, and its overall aesthetic. The key mechanics I'm interested in are:* **Shape and Form:** I want to create a visually appealing and recognizable shape, whether it's a simple rectangle, a complex curve, or a stylized depiction.* **Position and Orientation:** I want to accurately represent the camera's position relative to the subject, the background, and the environment.* **Detail and Texture:** I want to capture the subtle details of the camera's surface, including the texture of the lens, the lens itself, and the surrounding environment.* **Composition and Balance:** I want to create a visually balanced and harmonious composition, with the camera's form in the foreground and the background in the background.Ultimately, my goal is to create a visually captivating and informative image that effectively communicates the camera's role in capturing and showcasing the subject. | {
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AIO5bsIRMX2JtxdJbPgbRDQEgZVdY21yK55KMZkoks5G/+/4AjsqAGIgCuwHimgkCscXcon9bXkDrPq549u+XYUDKAJwIKPFvIKil7z0fXTfZ2PVcruXPkxAQiYA2wqAHLgAEgITR/zJK+usTk4SHC9CW/J1FgoBggxITJVgy1SUp0DRtY4n+W6+1iTu4ANlhtb/iMt5zzH7mqgH//c0snvyUYA46HcOxou9jH4XohgCQKuBcbY8WvVwAtwjfM1mNYSCKGpm0zbmwJwZapnNcXZwVz/x9PwakFMEJgKL/Pr+k4kX+sPyT7XOtpZNhKwQ6DuprEN0QANJE/7cYgxFztYpFhOKMKlkz8U8VJJ8BURRae6dFtFGT1a2xJHUy475QvQcMSPJF/96uAMg/PREgrsXgnq/hwxVYgSsMASBLQ1/eIgcB0bexlK2JaM7MdCBOEVD3zLVgqqgokJuTY3Fn7sf1TS36r3hF/34sZpB/NiLAKzkz4OZMPUs+evMArjAEQKZ45u/7K8yUiORvCkCcjMaYM/oEkhiU3ESAOPpnIjfAOQ1Qeebv7u3H1U2FVFZ77dYXtB4AyD8rEcCiTgXABYAAyLx1D9hJ340s3L8WRf4YiLIXAe1FnSVxUIULkDR41NfDL/dAFOLwiv6B9ESA/+WZrm5A7y0339SLqwsBkGXDXsGYkzx8uwCm6QGQvyQiwDHHbxJ0zEjGVK3/NfI0+p/+75+u4Momec+ikT8if3lEgJ+iQT7uGUQ3BEA2eObv7v0dSgAzF5JhdoIwJ5DZkwOZuDAQkLEIEK0KYKrgfqmCmg4qpgGSvWMr/Ef4dd9RJZCVExB5RcAArioEQFaN+TMu88GWiLJJHMwqEkRzzEC2IoCp7gmBztfURecRkSQEsnsp18LvTpB+o0ogOxEQtiSzKXm352M33QjRDQGQLp7+75/qaUR74ixxsf1f95wSAGQYlETLAUV5HbZ73BJ3vU/97T0VXNFE7tH9wZL/GCL/3DgBoVcD0HEvrigEQNroV1VBZC+wtJzEL6gQCLAZM65k5523KKshyVf+ht3NUVlreodhGiBh0jD1OQ+i9+sQlB1d48exaxfMzZEIcPsZhv4GAZB6472XeUSCTWLwQywAmzevj10490Y2e/ZH2Jgx4zMTAfbkPmeyn7vQa91ftgR3NF589MYbe/mFrbSP6pnf5LFSY3LXBHbL5fPZzJ5uNn/6VIlFQPv7TXlYN99wA1YDQACkg6f+9h7N/leZu/VvIXlh5nizilypryWR/RWX38fOm9aI/DvHd7OZM67MdEByX/Nfd7/fVpmAiCT+O3O/KMoXTsExbzeg7Jg7rYctuWw+GzdmjPb1otnnN5/L7gS4uTtw3SAA0myy/fbscP+5ALad6UqM7u7Z7KoPf451dU2znCcXoLOzO2MR4DENIHJ8bN978lt3Y0CK9Z6I7H+GpX4BQCTfW5mtHfbzJAJkEABm98Z9Kkd43+G6QQCk1WLZEiGxN8VA3b1gDMhfwxxO8pdeco+r3T+v0pcx4dR9zP27rQDRvsaAFBNuvuGGSsP+N+4D820V26cDygqy/G9adJEW/YtA0wDTuidJ5gKwNk4AM4kE1oeeAgGQEv+rfU0S8LD97VY/BqKG5X/pJZ/Sonxvd2CWJhIyvs+tvR2ac/8e8//WqR7MScZ3J/qDRfzM0s/K3ueI9In8SQR44doFF2Q+FRBGDBhC4Kbrr4MIgABIFk9+6+5eRmuRmyV8rTaw31yAMuLcnopm+RO5+wGJBJomyHBEcin/a537t1dzbHwfEUmMxLCk3eDfLvu/jCAypyx/svz9ELsxRZDxvW4z7+8pAtHnIACShcKUm13J3mcuQBmj/osvvkM7gmb4LwzxM0kMSMxtKsCjHfzsm3diQIoHfU7blzEs93MHZfffduXF2mPQn7tEknwAb9IXnsO0GwRAsqir9Wu8Ij9hSWBzHkBJo356DCseaMogUxHgOhXgMu3TilwwDRARN11/Hc399wQt/GMRbyWM+ukIa+cvmnW+a65AdiLAufJDIAjR3yAAEm+dfc7BxoMULIIAUX8Y0CqBCy+8Kct77uPeCpYFqupV6DCRyaDP3d5nTNQXyxr9h436Rbhi7oy2OQPpC4G2IrDnhmuvqaDX+MdYXAL/+Nk376T1/xX7gN9snI5iMeW0/qma34Vzb4o1ajfqBGzbVs1sMDLuu6Iwk7vDLG4PM76n0usUDEbRtddVZqK32//O+f/yRf5U0a+3ModN6+6K1UmgxMHnN73Hjhw/mVF/Y9SHtOfU51rOjqLf79ajojS/pj5XQ8+BAEiiWfZaBhnv6M8mCEowEFGkzonfb5Jf3kQAa678aJG+op9nitEOLIKgD30mep/zN9fPSjn3T/P186ZPTSR7XwYRYCd9QwjYHw1RyAUD9bkq+o0/YAog0PDPesXRv33+lwmSwooLivSpjC9V9EuK/M0igMoGZ+YCCO6rKspS1v/76V9/HC5ANAegzx79u9n/ZSJ/WrN/25ULtfn6JJfu0e9efNHszJYH+pn2sU3/TEGvgQOQCLjYvLwujP6Z57KwIoM28JmTcv3+LJ0A7X6abH6hC6AzV6MdMBIANfSe4Lj+GprP9ZMMxhyPRUUSdn87GEWEXt66gx0/dTr9/ub52LL/G+cUJAJCACTVGOsLXaN/1zXixQTN82sle8dnU7I3OxFA91ZpiT9FbfoArXuuNMUAH57gAIS/1hVE/y3ip3K9WWXnG5sHZTkd0MoHUIT2vykHAIAASKIRsl7mFv277AlQNFBhnjlagZ5Zmb+XrESA3QVQmFUQmEWCigEpUn9z2+rXrfhP0UDW+/wZUxOb5w/6XrLICfCK/q1JgJooQH+DAEisKfYY5X9Fmf/mc0WL/mUifpEI2L79eXb27KkUXQDWxgWg83yAqp/FnGSU/iZY7y1yAczEAOIvnghwdwEUvR2YVwYAEAAx44lv3N7rsPZFdn/Blv3JSvx2EdA1cRp7+53HUxMBjelGtY0LoA1QmJMMP+BfJdr8p8jRv6zEb3+PtJ3wUG0X23FgODMXwG1FwEd6e/t+PTRURQ+CAIgTPSoTZ3qbM/+LEv3ngfjNoCWIVDFwW63Kjh8/kIkLQPMCdP8Vox3o54DQIqtHvPtb8aL/PBC/HbRvQFfnOPbOrn2ZuACiOgCKoqLjQAAk0vB6WrxuW/tvyvzPe/SfdXJfHCJg85an2MjIrtRdAD3pj6mKqkmBMiwBTfgKV/yQfp77W9bJfVFByxAn8s/wxo497PTZs6m5AM46AJgCgABItvn1Our+mwvD5Djzn5bwzZxxJZvGyT+PxG//LJdecg/bvuMFtmfPaym4AG4JgE1xUEHfCS2wKmby99r1L2+gdfzzebQfR9nerEHiZcrECaktExRH/2ZRoPSg90AAxB/uCev+M8EmMPmJmGkdv5FIVyRQYSL6fEknBzZWBCgWF8AmBCAAIggsK/nn2/ona58InyJ+ivyLBGOZ4Mtb32cHRo6l5AK4TQVomwKtQ/+BAIgz1rOSvyUKzE/0TxHyuedW2IzpV2oEWWQYyYFbtj7FRkdHEnQBrGv/HUIAiKC5VZsQYLnb7Y/I0Yj28zK/H1bg0AqBN3Z8wN7dezAFF8B9NQAAARD7aGQK+oVTATKPRZTUR/P7tC1vllvrZuFyUIliqhVwaLiWXKSqJf8pza808kcOQAzRnoj85XfbiAznTpui2eNZ76qXNq6YO1Ob4qBVAknkBVgJ32L9N78GIAAS8ABsEZ6lGBCTbrAn8qMouIdH/Hmf24/qetC2xJQTQLkBiQxIREqt6n96QUAIgMjCSkj+clr/hsVvHGUGff7GlMCOROoF2KP+Vh6AwlR0OQiABAwAl+S/Vg6ALKRPUX4REvriBuU7kBOSzJSAaw4AEKHPNSffPKYCQPpygvIcqF5AElMC9ikAezIgAAGQgANgNQNU09K/LGUnIv1g1yqJKQG1ueQfOQDJOADykD9IPxiSmhJwFwFQABAAyVgA4pUAKQ/yRiIfRbNlm9OP6/rRlMD+A5tiXCVgTgY0qwIIgGhdTkz+aQsAmsefRYQ/pbt0c/pxgITSbVdeHPsqAZEIQJ+DAEgk/rdX/mtKgRTaW4PsL9Iei569nxbINaFKh1u2PBVT9UCTMEQVwJiuJ8uE/Mm+JtKiyJW23i1y9n6azgmtEti0e18s1QOdyYAgfwiAhAcjYTXAmBsdRaiTOdETOXV1nZebcrx5BE2Z0JTArl2/Zjv5EXVAEi8FBKI6AM3rm2CEf945XSD8FEDVA8lJiaNwUIv4zQWCAAiARCwAe/Z/vORPxE/19ylZDUgXVP6Yrn/kVQJGc1BsXwPhBFXC9j8RvlbTvmCFeWSHUTjo2de2RM4LcNYEwPWFAIid/63Z/6oar/1Ptv68Sl9oe5/mse02dhGdg9FTI+zU6NHm1+M7z4kt8ZGEF+UFRJsOsE8DQAFEdQHMDkCc5E/JaVSgJyyGjx1np8+0yKtrQieb1FmsfBz6fPQ5zTh/Sjz9jVwWEl/kBMTlAGAZIARAghYAa2b/x+kAdHZ2a5vYBEnmowz2YX4QWbUjLMobmMzFQE9PJVf5A0T2w4dqbGRkNzt+4oDn0j26hlT1j0RPlNUQ5ARQTkAkwrJE/xiNojkALJF1/0HJ/9joKbbzwDDbxY9DNuK3Y9KE8RpJTufHnKk9bNzY/Ewn0Gfcd5j3u2Mn2N7D3ktl6fP1TJrIKjOm8ceuUH+P8izIfYkyFWDPAeCPNfQeCID4+V9VHXogDly84A5f5E9RPhWz+YAfQTLXaWc8OmiOm4iSSE7m+v8kaGhOPsgyPRIHdNDPkI1PVQ/DlDumVRV0jcLXCbBF/yobRueJLgLsz6OASMcv+RMZvrF9d1sytIiFk6f4cYDV9jSEORHkFRfOltYdIDGzaddeVtu7X3vvfkHXhA76WRI99Bkr04MHGLQ3Ai0RjKOtUA5Ava5CAEAAxM3/qnWAZ/FE/zTn74ekiNho7XrUJWtEbPR7SEhEmXJIAvTZSKTEsYvf/v2btINs/Tn6/L5fkFMS7T2YRICiDKH3RFHdVus/qgigaJNsZz+k+MvNNS0ijgoSAnQQQV5xoVzTciRw6HMGIX430fPLTTUulnax6xZWAk0TRK2l4FwFgCQAv+jAJQgypttr/0cbjIxovB221aqaLR3nrnYUZb/9zuPanLcs5E/vJ+4tfOn30e8Ncu2iuiP2hSJA2IE9fgeArP92Gf405/3jX70WC/mbQeT4r29t9Zw+SBO1vQfYhtc2RSZ/uxCg30m/2y+MwkrxOAAsl9tDQwDkJBpx+zIMKAL3Q/4UySZFuslukhOM/ONZi+8udvyKAHJFIhVXMotEKIBYHIA4QBn/7YiGyJ8ILCmSJlFBv18G8qeIPSnQ7w4iAujeRCV/AAIgLSsgsgLo1tf5e4GIOSnyt4iMGKYWov79pMjfLAK273je9+upDkOcehEI5wBYo7toF/WSWef7IK73Eo/QSWRQXkFWoL+fJPmbRQAlT/oB1WCIp82oEAMBgBwA3+O5aee/GEBJau1wIgAp0nTCeFvm+/Hj+30Ru7GEMKtlg0EciG4BMVOCox+QmPLjujT+zqyIzgi2A5ZpQKd151Tgxw85+sV02zz3KcGSOTfs05IKs+lvOw8c9v1aSu6b1NlpOXdsdNT3tEEj92GWr/tDUwFhawJY8wAACIAEAv/WBoBqpLWmRNZ+5pm9bGjKVieSalca2CB3IslD+rJBEWg9fVag9y96X8aeB8byRa+lfbRkkH4HLY08dKgmFD5BEh6pAiMgQ6drDfBR4Dfrn5bsiRwAIkJa0mcs7/Na2kciwFhGR5a/6Pd1TchuRQAt3XP/Xpe2auFc/pp2iXz7tFUAR7XP6CZ8vP6WSARE3ScAIgACICUXIPyA5DfJ7LzzLtHWvxvTAMauf3Te7xw1va4hFGZpCYdElHv2vM5/5zsaSdL3L7zwpkx3EaSonHIdDBFgbGdMj75FFX//dNDPzKs0XIUD/LoZUbxRaMm/0zAr4kDEWrsDAuGvYQzXjyLLudN6fL2WMtiHtu3QIlwi+Tn85+ZNnxYoq51IVCNSWhK3sDHfTpGwsZSQBMTieXMzu670mRbNns628fdF4oTETWX6eRrxB1mqSNeEDorwyerXVjvoSwnp2tF1m+PzumvjXXdXJAFgrgYIQAAkE43E0LamnedPABA5E2kFIS4/RHnh3Bu1QxYYW/TGCRICQQREEGfCd3vRlgIiGokqAqIO6EEyzImwgpCWH5AQCLM+Pkn0zp+rHXGBhAMJgSjLHCdPxC6LaQNJgL6hHLXsAxCBVLKMtoFg9you3QhEu3hRRMDcmAkdSKi/xbAfA5IAIQASikTqv4rDBJC5Ah9gRXShhiTAiNF/LY7CP36S/4DsQTkAUckfCAZMAYSJSSK0M6pTHzeGDx9lb72zg2177wN2crRRU3vmjHPZrBlT2WWL5rIJE4qxQcnuPQfZ25voc+5pnpt30Qx2Kf+M9FnjRmPFwa+jtxcgLGr8qEQZ2KOuL3eDuWY+gea8jQS6omwIRPkBOw8Oa7kLx/Wsf0peTHKPAxIBR46fRMuHAJCR/KNNAcRt/5/knXL9LzayF375luN7JAYIRP63fuwqduN1l+Wa+H/69K+an8n+Odf/fCMXAjPZXR+/JlYhEKkYEDNSACABsozo4qgwZ4ZX6VwSBVTtjwjy2kWVXAsBqlOwadce5wqGw42lfUT+i2bPiL20MTk2EADpAVMAQUbziCFdd9TiMrao/9v/8JSQ/O0i4YmnX2Y/ePxfc3nZX3l1K/vrv/uxkPztQoBeR6+PbTCKnAOgrRipofNkhzgFAJGin9K5FDE/9cqbgWoKyBT1P/XKW5qQ8SqIRN+j19Br4yycNCWGaYBNW7dW0fIhAKRD1Kx0M6n/43erWmQchEjzJgLe2rQj8Hum15unCKKCajZExHto+dm4AHHa/7SUjwgvCJGSWMibCAj6num1tL9BXBg7ZgwaPQSArKNRNAsgrkp7FNEHIX+zCCBSzQNI5IQVLP/4vQ3az8eB8bEkAgJZiIDzYkr+ozXuYUrnajsKbsqP/iOHI4xg2atvmRyLA4ClgBAAcnJ/tIzuuOx/sv6j2NxPPPVyLq73Cy+/FZrE6efo5+NxAM5B489h9K85AOfE4wAEifxFEXKQTXGyAokVmvMPC2G+QAiMGwNKggAoICbHFP1HneMmARHGPUgbv9m4NdOfbwqAiA4A4v/sEMfyPyI1SnqLgri3FU4ClO0fhcCNFQORx0ksBYQAkPJCdYx9X/MAQraviV3xVAKLY377bcmnAUik0BH1d8QxDRB1JQAUQLTbGJ7844n+45jDN0oAy4w43uPw0eNosRAAxcSy//jSlmgOQDxTAIeGjxb+Wh8aPhbL79m951Dk34FNgTLFxrAR3ZSJnfG0RX2df1QXQXYcj0EsD8dwreIUbwAEQMwIlwdAmeSRI0lTZAvkrc0AaSOqlZwn8gasQyQuAQSAVOiaGN9GIElUvAPcEcM2yVVcxZDSKcJ8blzZ5JMKUkUzV+NltD0BhnAFIQCkCua6uuITAD1TJsXwO+TObKfyvrL8HmzcVG4HIMh+9nkWEXF8ziBbJnuOl53j0IAhAIqDiTEKgMsuuVAagk1WBMyMdp0WzUXDA/nHQIxdkQk8LmJMEnFsgTxn2hQ0PgiAAkNhoSbg44wio27us/jDC6R3AIz3Gennr7o4tvcSQzVAIEXEsa2sGZXp0RJBr7hwtvTXjERKFKFD+x+QWIolYBoPBwACQEao6q9CDUgxOgDG5j6hf/aWq3JxqUkAhHUB6OfidADGYxogK1TD/NCUrniryS2aPT00OWo/m5NNga5bWIkgcuLbFKhrPPIuIACKEo3ESP4GaGe/MBHy3R+/NhfRv4HPfbYvsNtBn49+TiIgKzllTI65nCztfHfzZQsCb39LEXEeon+zCxDm/V63qCLTNEcNPQACQBqMGdOZyO/9zKdu9r3FL5EovT6qrZ426H1/4ffv8b3ygV5Hr58gUdLVb/3ZRmQlp4xxCWwoQ2S+9MpFvp0AmlOn1wcVDVmDIvne+f7dMyL/yvRpMn0EbL4VAGNxCfLnAJgj+ssWXcg2/GKj63a5RPpk++cp8rdH9H/MSZ0+I5X3FdVBoNdcfdUCtvRjVyV2D0dGdqEx58UB6EpGdJMIuKP3crZp117X2vf0mkVzpstGioFA0xbTeZ+iDX7cyhhXZkzT3IIkpjeSun8ABEDqOH482Y1AKKN/3kV3aMRIFfQ+2HNQi4CJFPOQ7e8XRO500D4Gw4cbn3Mmj/hpWWTStRHGjsGcZJ5w5PhoLPsACN0FHtFTlEzHvsMj2k6Bx06e0giza0Jnbub7/YgdmvYgkUPlkI2KiOdOmqh9L0lnYxy2BIYAkBTP8aMvyA+kFTkS4ReN9EUgsqcDy/xKgVDTJweOHktMAJhB897nF/wGENFrn3MKEmGLCOQApICRkd24COUEEgAjYPO774a6fvtHsClNWaEoSg1XAQJAMgGA+WNEsEBaODByDBehpFBVFQIAAkAuHIEDAAApiwC4AAAAARAjFKXjtbAOwNmzp3ABASA4QkV0HwwfwZUDAAiA+KCq9dAp/UcwDZBbRFjJgRyAjATA/qNwAPKKI8dPhv7ZMWM60OcCAKsAgqilMWMbW5Tyo7FVqep7y9Lh4Ro7t6eS289+4sgIO37oEKufrQf6uYmTu1nXuT382uVzaQ85N4eG/XOQoij0b+NRUTai10TDGN5uVLXVz+p1f+2PSOT4qdOx7wuQFs6cPcu279nHjp4MRoYTxo1jM6b2sCmTJuX2nu84MBywvzUe6di0dSvybiAAEhIAHePIBdAORo/aYORPABw6VGPzcsr/RP4H3tse6mdHjx3Tfv78+fn88EHIXx+JWIcyhikdHdpzIOIANXasRvrGQYO8X9H9wfAImz99ai4/96vv1tixE8Ej4cP82HNomF29cAGbFHNJ5LRA9y3YuNzRPICAnIZLEAhDLOSYHjSSlAmnT56M9PMkAvKK4UMB7hlFIaYGojAIgBhQM0d4SUWSskX/YcjfjANHRnL52Q3nJqgDAEAAJI7+P3lhWDHsXRrcA7a94ZwKgKjKetyEfEYige1/yxOlSV5AJLwXdpAPSiayYOyYMdoRBXmN/sOINpM4RH+DAEgHSjPC8z847d+/KZerAWgOf2yEudSe2TNzeY/3738nVKswtQkMSFH7mRIt4tu250AuP/eFM8LXGJxyziQ2bXI+K/ftOHA4dPTPv0R/gwBIfEgaNkf/QYOT4KQiQSPh0ci0iy4Mlcg39YI5rDOnCUn7D2wKpwytLgAQUWo38imVUHZv0PlkWTDnvGlsBhfeYSL/yy/KZ5lsiv5Pnz0bIvq3dz4AAiA5DLlEe76wZ+/rufzQZONTIp9fO5/EApF/V4hBTAZQ+ebAy/900jf+w3gUC6r2CxlECNAUQF5zARbNncMumjE9UOT/Yd5Hx+Z0xU2Q6N8pErU2gSWAAYFVAGEjPFV/rgb78dHREY1curtn5VIEzFi4gB0/NMxG9h8QJgcS8dPSv8nTp7MxOV2C1Yj+Azo1SpP2m22k/z+8UEWHibHr6S6A31UAZmKZOy2fQpSmAqZzEb19z14tu98t6g/rGMgCEmpBSzgLpgCw7BYCIGn+NxIA+aHywUh/DKIEdu76Nbv0kntyew0oqqfjLO+0Z06fspB/XhP+LCLt1IiWrxFGFzIlnDMEeA3yaijiN0DEQgmBk7vy2TYncCFNbgAdh20raibx/ja2ANvnbtq1L5IoVDDlFgqYAgiO5+wDf9CpSSoNTCSTd1CET/P7xlEE8ifs2RNmmkaxNgSMRbHgtTffrJovZthcgHf3HizE9aACP+ajCOQfZprG2Q7Q4SAA0glJWlFehGhv165f41pKCFqlESpR0zz/35gOqOJqxtnlrAN+mJoAeVwSWAa8HyFHw+wA8AN9DgIghQHJnOAVUniSxVwEF6Bo2LPnteBLNQXz/0C8PS6qA0AIazMDyYGy/t/dE9ydcbYBTLtBAKSDajPWMyq/KXABigASZB/sCb7ho2L8a3aEUKEs1j5nuABhHQC4AHLijR17Qi39s0f/OrAKAAIgjejfPNCHywMwXABaEQDIARJk4Qo12Zb8NZ4/hysaU58zWSt2IRAUQzXsyikLoizRtK//p69fe/NNbAQUEFgFEHysH7YuAWytCAi8JpBltyJgdPQ0e/6lN9m+fY0OePH82ezqxQtTfx873t/HfjO0WXs/nZ3j2NW9C9ncC85P/X3Qmv+gmf/MFPk3HSHzdAAQV6cbVhRjJUBrVUCYlQG0IuDAyHE2rbsr9U+xk5Ndbe8BdvrMWdY1YTxbNHs665mU7vugv71p116273Bj+nH2tB42b/o0Nm5s+smEb+z4IDT5m4kfZhsEQGr49Mp/GfrRwx+1EL8aQQTQigCqOHfetEWpkv8/f/85tnffsIWIfz20hX3o8ovYFZdV2OTJXYn+/S1bd7E33qppf9cMOn/vPTexixfMTvW+bt/xQujoVGmGqS37nxMT7Mj4HICNnPj7DREQZUkg4fX3P2BLLpuf6mcg0h16d0frxGHGansOsDmcgCucgOckXKdg+Nhx7e9t0wWIgb1cCND5OxZflur1IBEWpUqjffkff15DT4EASMsFaEB3AhTT8zDj0vbtz7NzeypszJjx6SjvN2sW8jdw5Mgx9vyLb2rH5MmTtEh8+nlT2Pnn97Ap/OswooDInv7WkSPH2d79w5rjYCd9O1546c1UBQAJMBJioRuDYPmf0jEGdmSMHY7IvxX9s0hCgGoC0LLANLcKfmP7LldXYKdug0+f0s3O50fPpIlsPI/I6XlYsieS33v4qPacSN5M+qLX03uYk2KxpKHazhiIv+UCMOy7AQGQ4oDEB3eltxX1R5sGoHlnmgq4cO6N6TgAPhKhSAy88SY/bOfJpp9+fvuB4jAnfPodYSASJ0mBrj0JsPDhv8j+hycZswNQI/KPaxqgEZHvYzN7ullXCtUqj42e8iRgczS+97AzKqZpgvE+LHrRz/oXDSdSEwCbdu8LnYzpZv9jW2AIgBQHJGXYQvwsfFVAA7T8jFyANEoEd0YY9CiibxfBRwW5D2lh27Zq6B0aWzX/bdn/jYEJDkB8Pa6mdS2TCDCIP6wAoMxzSgi8adFFib/7SZ3jtTl2PyLALUJP/D1OSMd9JPflnQhV/5wuQNMBQNJtCGAVQEjB3Fp22toWUGHRElK21aqpbBd8xeUVLZKXFUtvuSqVv3NouKYd4XmJibL/NXxqxS+QAxBjf2vW32JWEogS/VFCYFoVAhfNniHtxSWHgfIQ0sAr70VbhWGtA2EpAgRAAKQWkWw0LwNsiQAWqSXSRkHbdzyf+Lsn8v8/7lsipQggcZLG/D8JLYr+Iw1ETGD/K0hIihtDr702ZPQ3O/FHtX5pKoCi0sTb9YWzWGXGNOmuLTkTN1++IJW/RdZ/lGvtfu+1toE+BwGQEv0rHgTAog1KtBQt1D70AUHz+LKJAIr87/z4Nan8rc1bnorotijWstDWglAYjBLqc87n0fobTQVQVBq0GE0YXLewIpUIoMj/nmuu1KYokgZl/b8ToRKjG/mbHAD0OQiA1IajqisBKNFLUlJSWuC96EOKgD9Yfncm6+5FjkRadQio4E/4rH9mTf5zOADa92H/J9DnWsSvxCoCKCqlinRpgETAdYsqmay7N4OEyNIrF6XyPkhcvbx1R0QB6E7++viLPgcBkF44YnC9YmqUlqSwCAOSZk+nlA9gkC9F31m4AWT5pylCaM5/Z8QSzNb73DIETBsCYV/yBBwAK/ErseQBGKCKdDsOpMMhNN9+x+LLtWV/aYOS/W6+bIEmRNISIc9vei+Sw9KO/On5K6++iqTbEMAqgFAEwIZUi+2rNrL/jYFJXyGgsvDFSsgBoDnqiy++I5XPRNH3xQvmaNUBqU5A0iDCv/H6y1N1H4xrGvnum4mfublAQMy9bohf1j7rcsB4VgQYoFUBUyZOYJO7kt/Wmmz3Ph6BU2VAqhFw7GSyYp/InhIRqfpgmu4DXdM4cizEUwCoBAgHIAN88ksbhp32fysCbNkD0VomRavkBKQFKvRDc/C/87nbtcg8CdC0w50fv1ZzHdIkf3JTtmx9KrKr0nB6zEuRhGWAq+glcTsAymGv6D+OhEAjWk0jKdDsBnzymivZFRfOTmQpHpE92f3kOFAiYprkTyssoroqln6muLoA6G9wANJ2AUzFgJi5IJBq+TqKC0CgpMDu7tmplgpukPQ17CYeof96aLPmCND6/yggQXHFZRdlkm9ApP/2O49rqyyiR//MI+8jnhwQQEQEbMioCGiP/g0yiMMFMJICqT7AuDHpkSWRMx3kCFBp3ihFfTSHgYuJhTziz6rOPxF/2Fr/7tG/UwjEJfwgAICgrXLYSvxmIaBaSUGNJgIM2zpNEWA4ApQbQAfV6N/y7i6tCJCfCn+UT0Bkf/H8OdqyvixXGxD5x5FU6Yj2XRIBP/ml9YhI4u9ww+aoT1Fa1QDtYkCN2N/IASAnIG0RYDgCdFD1QCrPu4sffsUAZfVPn3KOFvGnvcmQnfzj2HXRTvBi6197RBEgCIC0HQAtIumzEr0tAozJBchSBBggEjfW5xv1/amuv72s8AVzzg+9b0ASoCmUeFZUeKz6UOzTQEBSDoC9JLCbGMizCNAi+M7GboF0EKgaIOUJUMlee6RPrz0/g4RCt+sW54oKe6Tfiv4Za1UBRKeDAEh/RDrcJIYUXAAZRIA9us96+aAf8g+3xa9b9M88ov/m6gBE/wng5d+8Mnzt1YtNxK/aiN+6NFCNob9lLQLs0T0daW7YE/Z6xVFTwX3uXyQIkHMTFkgCDN9Eh/Tm6J4QZjoXG6lxEZBGoaA8ozHn/+PYyN8R6Yui/9Y5rEdOss8pdmtYEc4HxzUvHCepFRlk+8d5ncT32Bn96wf6HARA2gaAMmwqBCAkBvv8MERAWuT/eLRCP/Z73byPHe7Rf1PooQZAkn3OSgrMQQxJJIZBBLQnf5rzj5P8WyLAO/qnc7/89W9QAwACIF3c9cdPVYVJYKKCQAnMU5EISHOJYB4wemoktoQ/t0ikTfTPVPUsopHEBAB7Tkz03m5AXCLg2de2pLpEMA+g+v5xJPyFj/5RAhgCILshadiNDNymBeIEWdxbtjyVSsVA2UGk/8Yb30+ghLJ5i1/vaR567OgYi2gkyf7GvO1/0REXKMIlJ+CD4RHcCtYo8hOlvn878vee6mkKAQgACICsIhKakzQlgJkbrDBi7Ii9ShwVC4o76s0b9ux5jb3x5vdjF0JNy5/Z7quHG0BtAj0j6f7mZf8zYdGYOEUA1bWnyLe0YvvUafbcW+/GXjrZn5hzfI3+BgGQ2ZBU8zP33zg6WlMDCUS/JALKlhdg7JmwfccLSZCN0OoXRv6m83f+0ZOYAkhMALCaqAhMu+g/iUIxFPmSEChbXgC5Hz9/891EpkLc76Nnrsdh9AwIgKwikvea5O429+9CHomQoZ4XUIYpAc3y51F/bJn+zrvLLPfWK7+jdY+r6BXJ4YVfvlzza/0nmQ9gJkPKC6CtbssAquyXlOjxJny3+4slgBAA2UqAqnt02OFcBZDgVIABIkQixpGR3YW96rSdL33G6KV93QajNoLO1eXBfGQKorvqRfhe4iAJNPICaho5FtUNoGifLH+q7Z/QPY1yoM9FAAoBRQsSa9rOf3pCimquCNho2Y0BSdNZdV0o6M/VeCoEikDESFMCM2ZcyebM/ggbM2Z8IS43iZrtO55PNN9BEZJ9h4nsO7xWBryHTpF4pxtW9P026FFUFKh5H5nV/o+jQqAbiBzJEeitzGHTursKcaVJ0GzjnyvuRD+/AsCPqHv+pV9CAMAByAaf+MMnan4yxC1JYpbIMdnLT8lxG1/9x9znBhhz/cknO5rvZYdwQLLnfJjve/3MaSQkJe4AsI1BVgCk5QQQKDmO3ACyyY+fOp3r62zM9WdF/qI8AHvtB0y5wQGQYEDSGqG2T3mrHHAjyleajoBBLh38acsJUPTnSUUlTfLcVtXEwIVzb2Ld3bNyRfz0vj/gRxp5DYot2nc4AfbpnabAa0zp1OtnEY0kf4+GdCHQJATnY8sJ6Oig+8IcbkCSfY7Ik/IC5s+YyuZNn5p5GeEgoPf9zu59/PFYOv0tlICD/Q8BIM+QVFOaI5LJ4tc3LtG+Vup69M+YeccY1SQEkhyQtOhEXylAWwvTtIDsQoBci+3bn08todEc8ZunbhSbI+CV3PnJL62HAyCFAFBMKTat52kJAALZ5xQ9v7vnoCYEFsyYxsZ0yGu40jz/6+/vSYX425G/rdCPlyuAKTcIgMwHpPdUG7ErFjeg9T3jda2cgMajauQMMDXx90slct/dfIzN7rmenXPeNDZxcrc017LOB82jBw6yo/sPsJ3Hf57mPbSQu73kr9n6V0RTBFgBkBp+8fwLtY/ddGNkAZBkPoBICBw7epjNOPdcdt6UyWz8uHHSXM+R4yfYLt7fagdH2Kmzaqr9rVE4yznVRq6NTzcAfQ4CIHMJUOVtcbU5+U+1uQGK3RlovKjlCCiGEEhHBBBGjx3TjrHjx7Fzpk1jXef2sI6MrMrTJ09qpH/iyIgmAlIWcE0L3zrv39FcsSGy/gXTAzX0hdTuGe9zal9UAZCGE2Dg7Nm6RrR0kAiYNmUK6+6amMn1O1uvs+GRo9p7GT19Oov7F4X0sQIAAkCqwWhIVY2BRpDtb6wOUJlVCJjyAVpTA+kNSAbOnDrNhnd/oB3kBkycPJlN4I9Ji4Gz/O+eOHKER/wHtPeQ0b0zEXyHjfgVd/u/mcrZYbYtsQlQeqCKgH2Ne6j6FgDmfACKPOv6F2n3uf2Hj2hH57hxrKf7HC4GJrOuzs7E/+7w0aMa8dPfzgqiiN/taCMKhn/+r89DAEAAZIvbf/+Hw8/83b0H+UAz1TEV0HQFGnkAKmtNCbRIvyEEzNMCqlrP5LNQBE4HgcRA56RJrPOcSWzchAmx/X7NeTh6TIv6M1Zujj0bRPs4OJMAOwRbPaMEcMrC7T17JG8XADTd3uB3sxige1d3uABZiADNhePR956Dh7TDEAPkCnR3dcWSL3B8dJSNHD+u2fxE/BLcN1eCD7GqA/0NAkCaEelV3pz7mtG/qlv6ur2vOFwBAenrj0rGIkAkBsgNIBFAYmAsH6jGjB/XPCcc2I4d0x+P80j/FDt14mT2hG+9Ya0IvpmTYS7e1MFaKzWcWwEzk0tgOAhcCFbREdJz3doJAOc5bxcgKxEgEgOErgmdmitA+QIkCIxzImFwiv/s6Okz+uNpjfCPj57Uph0kumeC6L8j5BSA9hufQ0+AAJCFTp7jgX4fUxXbIGTN9m/lAzS+rzrcgMZr9QVMoUTAmVPdbGT/Jey0/kg4tOuaBqmPzNaOmRdsZp+47xHfv5Pm5Y2cgbTw1N80xvips3+lPU7o3sUm8mNs5wibPO0d7bGbP4a6WxZb3zn/L7L/FbedHhuvRzSSIqq/+Jdq38c+6iEA9L7mcAO8BUFYETDr1OVsYn1y87HnzBx27pkLtO/NP3mD9vi1KxYGi95PjmpHA8lv9PXvP/hfbM6x69mhse9rB2HbhJe0x13j32QnO440H+Mg/yCEL34tQ5+DAJBG3g41piIVUzSvWCL6Vj6AIQS83YB2IoBI3SB0em4m/CLhoC5eXBuwLggMgUCCwXguuE+WaF5s93c4ohPL6gCTI2CaGsBglI0L0GsXAE7r3ywGRIKgg39dbysCiNDpmH/yejZBJ/vZ/KDnRYLxOc3ixY7dXAic4EJg24QXdcGwk73Lnwcjf3H0H0AYoM9BAEjjAFSZyXp0Rv+2BEC1Ef235iC9RcDBnVezIwcu0Qh+RH8EdMdjtNsiErbahEH3ee+wc7komHzeJjZx8u5m4h4TJP45EwE9VgeYqzoiAVAaAeAtBkSCwCkCiABnjl6qkTyR4KxTl2mRvRhqIa6nGuCz0PVoCITrLefJIRjWxcDu8W+xbRNfCpD01+HjeSsBcMPPf1FDL4AAkAK3/u73h9evvY83yI6KY9mfKR/AuezPcAgao1Yjn7mDHdl3MTvw/mK2591bOLl9JPZBR83FoBXtPZ4ZPUe7dnS89+rntHMTu3ezqXN+zY9X2MwFP2fjJxwzkb/iOQXAPFcHdCAaSV8A0BzwQKviH5G9HzFgFwSMR/Hd7KJj17JLjt7G5h2/XrPwi0nzSfa4xlQIHZcd/3jzHImA2sRfsne6n2V7JrzjGf23s/1N59DfIACkjEgqjQqALcu/NRg5E/0awqDx+MGWW/jxMU78vez4kVly9/Q0BqME3iNd1+NH7mHvv3UPe/UZxiafv5nNvfynbNbCf2WTpuxxWRYomve3JgHeuvx7VfSATPqbcG2/UwA0+lhLBHTwKH8WW3hkKbvkyK3souPX4oImhHknrteOpQe/xE6OGdGEwKbuDWzzlA0OIR3A/kcCIASAdEPSc3ys6W9E+FbSt+4G2Er02735o2zX5pvZ7i03s9M8YgXSxZF9C9kbz9HxZdY1+QN24YeeZBdd+TSb1LNXJxPT6gBHjYAOVCPLEM9sqA7dvrRvmF//HrsAaBC9nfQVNvnUbHbx8BJ25cFPs+knMI2WNiac7WZXDfdrB9vBNBHw+tTH2Zae5wI5AehzEAAyomokAToT/xoDEAmB4T3z2OaX72W7Nt0I0pcIx4/MZG8/f792TJm+lS28dh2bc8mLbPyE49algsy2ERBDNnKGGOro6OgzlvK1CnG1XIDOM91s/qGPscV7/g2bfnyR2WPC1bNATf2aLDzcpx2jY0Y0EfDKzP/N9k/a0tYJ4OIPAgACQC4sHfju0IbB32rUGLcU/GkMSrWNt7NNv/w0FwDzcbEkx+G9C9ivfvInbOOzx9icRS+yRdc/zs6dWRMWAOKAHZkd6Nr3ifIAppyaya7b8bts/sFbWOdZCG2Z0Xm2m11x4B7t2Ne1mW2c9c9s27R/YafGHRNt5QzBDQEgsQugDUgN0j998hz29gufZJteuoedOjkJVydnOM3vWe3V27RjeuV1duWSf2Yz5r3ZSghs3XMgu/622pwHMOfIYnbNe8vZnMO9uDo5xPnHF7Lbt/5nNvreUfbq7O+y1y74PjvNhUBHqwAS+hsEgNwRCZH92y/cxd554W4Qf0Gwt/Yh9iw/ZlTeYFcu/V5DCPBoZOnAd4dxdbIBWcG3L+3Tns/mhH/1ts+zWcMN4pfN4O88O5mNjjki7bVUJbtm48+cw67Zvpx9eNdvsde5CHh97g/YqbFHjTEWgACQMyJ5bcNnV78tOfEf3DdH6ov4wfsLpX1ve2pXsD1rr+AC4A1WufJfhxj7Llp9hpi3d0n18p2f7jOIX1acd/JStnPSL6V9f5QgKSNICFxdu5996P37uAj4via6n4EJEBsUXIJ48HsXnu3nDw8r2lJA+fG5P/pTNr7zhJTvbfvWD7P1j/9BLu47j5oG+cOqv98+Bk5Aivgndoay/x/mx0Ae3u+zc/6MvdXzmLTv74tvvJ2XW1+j/vZv2Nh16AXR0YFLEJH4557t4Qf1bDoqhpUm+yFzlL2bv7e8XEeNgFS2jbeBlegNqZE/kf62vJA/Yc6x6/De4gEFWI/xNrCBHxX0BgiALMm/Xx+I+nPDWPrx3pYPS3tdt9N7y9P1ZEyLRnl72ECCED0juaifHyS01+rXPDeYN3K7tO9tvsTvzQN9/HiFt4d+9AwIgCzI/2E96s/lgE82+6nRidK9L3Imjh6ZmtdmQYPSNl0YArGS/+m+ptjOIWip2/yR26R8b5cO57a59uhuwFrePiC8IQBSIX6y/F/hT3Nt+RL5v/nKUune1ysv3JX3JqINSryNPIjeEg/+Fzu9UmVsg8rUHpXl978PH/i8hOS/jI3n4kTN938D1D54O6mgt0AAJEn+vXoUUohFxm/8pk8qF4Cif5lzEwJiNW8va9FrIpM/XcOHi/BZaK5dpvl2ciWu2/uFojQVGpNf4e0FBSAgABIj/w0sp5a/mwvwygt3S/N+Xqp+pmjNZoDcIuQFhCL+Hn5Qfxso0ue6bed/0YhXBly774us+/ScIl1e6mfkBPShB0EAxEj+Zzj5q3wwUntY3rL92hxvvrJEywfIGr948t/p9QnUoh1a2+FtCCIgAPnrYrtwAzkR7kc/+DMp3IirJJySiFEEDKAnQQBExu9y8lcLFvm7k2822Pzm9WwLPwoMrQ39LkSAD/I/1aOL7d4CikHtoKS7LMmXihLdtePrrKjXVz/W8rYEJwACIBr565FIT5G7yujoRPbEd7+ciQgg8icBohZ8OGKNOcrH0Kva4mFWkBwbL3z0g69kkn1P5N9fe1SaaYiE8RgXAcgJ8AAqAbqR/wVatLatyJG/HVQZ8Pq+H7CFV7yUyt+jOX9KRCwZBr/9/tjl6GHC6J8S/gbK9Jnf7lnHnp3z56n8rXkjt0mVg5ASqELn4n/LxtfQwyAAggiAV8oQiYhwxdVVtvjGnyZWKpichp//7Lel35MgQaziIuAR9LIW/pGdIuIv5aqJ/RPeZuu5CKDHJECEf+2+L0i5DDEl0BbCSz/HxqNcNwSAL/InG7LUpV2J/EkI0BGXEKACP7TOf/Mb16OR8QGJi4AqLgOR/ygX2sorZb8O5Aa8PP0bbGTcztiIn6L+mz/4irYbYckxyAUAnDcIgLbkTxNzmKs1CYGLLn6VXbjgNe0xKGipIZUd3r71SqnLD2cAikbmcRFQ6qiEkz9NsRH5V9AkGtjW/SzbNnm99jg6ZiTwz885di27ZLhfI/+S2f3tsPxzrHMQlwECwIX8T+vz/gqytV0wa+5mds7kg9rhBbL3Rw5P5Y8X4KK5Ql337ffHLSu5ACCxjdLJLqBpgVNcBOyc9LLn67pPzWaTT89hszn5A56iezEXATVcCggAkQDAYASkHpVwEVDKqISTP9w2IG1UuQBYissAAWAdhS843a9gMALS9gD0qYC1748r1VSAbv2XapUNIA1WcRGAJFwIgCb5YzACssQgFwClSlD6n+xk6RNtgcygie5/xyaUflUACgE1sBLkD2SIAS5C+0pE/r0gfyBD0Fj/MC4DHAC2fI62heQ2NAUgY1TX7hxXirlJLgAKWecfyB3IBajBASg3VuMSABKgj4vRgRKQfx/IH5AEpd+uu9QCYPkcrU70APoBADGaFtS1uM2ALKL7f7ITpRajY0veAB5ubtUCANmjwkXpwNqd4weLGf2fILFdQZ8DJBPdVTgA5Yz++9D+AbgAKcX+mG4DJHQB/qHELkBpBQAfjFag7QMyugADc7SNcQqFf9Cj/6Jv+4wjl1t1l1aYlnIVAB9gKwyZ/4C8qA3uHD+vYAIAmf+AzJj322xiDQ5AOQArEpDdBSgMWf4DO84/i9qHWBOHxEcpOaF0AmBg9ikqAoF6/wBEanrAdBsgPTVwoVqBACjBjeaCrweCF4fkRx8Xq7kfkPRBFYIbyAc3QAAUHeoKsAsO2JKI/gHAhvvL9oFLlQQ4MBvbjwK5grZpyeCuztxuWvI/2LFDDPtsAPnB8t9hkwbhAEDhAUDWyHW+Cif/AZA/AI6AAMj+rs4erTDMRQI5Q87rVUBwA3lDHxeuFQiA4mEAs8o4clikpJeL194cRv80iPaBT4AcojR5K2USAIhGAAxIeM8A0DZYLMsHLUUSII+gKBLZgHYN5BRaMuCjOUoG/B/sKJL/gDxj2e+wc9bBASgCVBXRP5Bn9PA2nJv8le+wo/0qf8+YwsGR46MUnFF4B+D+WScpCjkEDgFyjuqjuycszYkAoKW2SLgF8o5zP8/OGS7yByyDA4CBCCgC+riYreSA/FFqGygKBor+AceWIXLix6A+KGFOEsgjavx4lDVyASSHtnbhIdawUCu4dUAOQf1snc4dhUZpKgHqUwEkAig7uRdtHJAd5806UN2/e9qaR3dPyGUy0nfYSJ8uBAZwN4EcYIgfa4j8P8+6h8vwgZUy3uXPN6zUFfrABFcAkAbTL9jLrln6G7bwqq1swsTRoSs+8+eL8/6ZuBDo2TfzX1ZPPD575TlH5uMmA7JF+4P8eJST/lDZPrxS9rvPxUB/V/eJFcdHJvahLwBZoHPiKLvyhjfYh/gx44J99h4674plf17L+2f8/TuXrCXBPeHEDDan9mk2Y+ftbOyZSbj5QCY4Men9oYnHLljDSX+wzNdBQVNg7M11/8/A4f3da1978Qr22ouXs8MHJuOiAIlj4Ye38Eh/i0b8iqgraqeUVVcs+7NH8v5Z/+DOJVpdANV0btqeG7gQuI1N23sjGgOQOEYn7mF7LniW7Z3zLH++d+hvf1pdXPZrAgHQEADbGCUsqY3hafvmC9hrL1yuiQEAiBNTph1hH7q+Ee3Tcw/iN74zdPmyP8v1QPUHd/VRzs0r2hd6HzMLgQnHp3MRcAOb/d69bMKJ6WgkQKwgwj8w4yV2cMaLpj6m9a6lf/vEhioEQInxFo/++cNa84BkDFInT3SyTRsXsF+tX8z27jgfPQkIhc6uUS3av/KGN9ncRTuYhd4dPVEgCRRl3uX9X6nl9fP/+7v6HuYPK0V9zH5u0sh8NocLAXIHMEUAhMWxydvYnjmNaP/suGN24jewjguAZRAAZRYAP/x/qURwHw0+qv2bauvMnvfPb7gC/BjlwgAA2mH6Bfv0hL4tmggIQfzGs4e4AHgwtwLg7qUWh82PEBjDyX/anhvZzF23sSkHr0RjAtriDCf6g9NfZDsrP9IEgCLuS3bim/etJzbUynrNSi0A3v7hf+3jtN/aI0Bt/KO6iADj2WsvXMZef/EKtn3TBeh1gDXa1xP6PsKJnyx+o4eJiV9xdkLxQFW7rP8r8/J4Pf7w7qUV/rDND+m7neukxMH3Pq1NE2CKALDj8NTX2d4L1rMDnPzP6NG+W58SnB/81k/WL4cAKKMA+NF/XctHnAFH7O8xGLXOq1qy4GsvXMHFABIHyw4tme/6N7VHc8+KSPyNZ40vFl927/+Vu2VKf/jJW1fyvvOwXUQL+5lAbBvnja9JBDQSB29AoysxRifuZQdmvMh2XfQ4G+3a60XwYqJTLH3w3L/5yfrhMl7HsWVtQJz8KTIZ0MZXVWGW2N9oHOZpAaMx8XNG05kybYR99J4X2Ec/+QLbvHEB27TxYiQOlggU4ZPFTxE/Rf4JEb8BKqiTOwHAP8L9qqPv6ARP583nbK8z9z1FFwcU5dFB+QEkBOigvAGgHKBEvj1z1mtWf5vI3vN7tt65kh8PwgEolQD4C21dsiXWUJlVCDTPtZ8W0J7x/yk/gPIEXt5wNVyBAoKIfhGP8on4p5vX7CvMM6Pf9yClKIJfoZ2rXXrvn+ZqGuD/vOc2mvff5ugrov7jca7dVMGkI/OaUwRjz5yDRlq4aH8P21V5XEvoOzP2mC+CD3h++G9+/Oy5EAAlwTuP/wVV/9vGR5EeoemoOijf97SA+QWUOEgrCGglweiJCejJOcaFC3doS/cWXbW1Fe2nQ/zmX7D00k//aTUv1+yP7rltgHeHtUmQvtu5Gbtu0w4kDuYbjYS+l7RM/iNTX49K8GKys7oBy7/542cHy3adO8rZvJSV/OjRBm9FMExr5xXrwK40XqzYB21TI1Ksv1Cr6vbJzz/Frr31FYYdtvN7EPn/25Xf1Zbxma1+RxtpNoRmaxC2lVZ7cZ43iF8x2pFi+Ym87VF+r+hzup1r18/8nCN7+NVr/pwNT30NLJpj0Nz+5ivXtMhf1H68ztsI3nHe3nYYW13G61xSAcDutwzDTd5WnEKACYSAfdh3DGRWIQAUyC9Li/htP6H/+txss/vHn7qdC2ylvx3pKzGQvvAcpGuuD2bOxxJF8W7n3QleLDhb36v80aduL9021qUTAJt+/JcDfJCtKIrAiLW4AYpNIyiOwV4RCQHLT5saKXp1nkcjsRgUtAVv4leCE7/S1BX0T887j/9/eRmk+oNE/4kIATTefHc6kXBud15RXAWBDzdgBQRA8bG6OexaxmK7G+BnWoD5mBYQ6k0gd8G/4nACXEWgK/HbSN8P8TuHrXvzccGUJUKC93BC7K+LIgSAvHe4GO1+5nsaoO+PP3V7qbaKL5UA2PyTv+ojq8fXYBt0WkDxJgKgECrAVKc/GvELRqR2xK9/T+nf9OO/7MnBpeoXkr6PKRHFa7D3sPwVSO0CQY3F7he2CfdpADpK5QKUzQFYLRqEzIOvY7T3Oy3AmOe0AEy9nBuSzfl9xTkw2QgoIeI3zhH5Sz0N8IV776C5/x5P0vcSAu0cAh+vQ4stwrwbi2z3s+BiYeALn/54BQKgaNH/Ew9X+E3ucw5CNqNXEQiByNMC0POFCf5do/1mg/BN/Eow4jf/6L2SX6t7fUf/ouguYM6A2znQaM7pP1m738slKI0L0FGiAXy1YorkzMOw06pPYloA3TqvR1LEzwITv2IIzv7NP/krmacB+rMifY9V30DuJHfCdr+7SzDwxXvv6CnDVS6FANjy00cq/K4OmAL0toNSlGkBuxDAUFSE8chj3jo14reclHIa4Ev9n+hXyP7PgvQtohvCNd+iW22zwoPFYfe7nSfyH4AAKA4GzJXZRAOQdaCyuwF+pgXa5AcAhYhJPNfwM2HxnriJ32h4sk4DLPEb/Uclfc+lg0AxRLePCD4Ol6Cs0wCFFwBbf7qmh9/eFYo1/HcOIrZpAbEQiLhsEMg1+Qes2mdrbopluGrlDwYmfuO39G+hvBbpxuxW8Z+0on+hEFAQR+f6CErw7kTuyyUQ9L/Kl/o/UXgXYGwJRm6ySnt4i2pag6p5hDCsJkV/phr2YWMI116rquahizcO1VTG3Ij89d+jKrZKVua/BeQ6GrERv2DksNxyJhh2FEU4FFkGMMfvFBaVVIy2/Ygsl+jLy+6kNdQVg5AbXUm1kL5xzm0HQM9z5t/V9nW2bHIgZ1DD1vQPf97ZB8kFGIQDkO+RezWzDcjWQE1xDtxhpwVa4zXDquSi6knfVfuYz4x+z4jfWVHaYjlJtTcA/wz3Oz+ayzSA1UfzLAjk+bsEP8sU9L1COG5u7aKdGxB2GsApwHu/tOzOPgiAnOLdJ782oGgRiWIfMWzrua3RWxLTArD18n2ErNrnSfyKqG6EP+I3/nLv1p+uqUjU5foVfSAVCgGrWPAnBELWEACK47olPQ2guCRq6+cLnQtQcAeARySi7HyREBDlByjMx7LB9tUEGSRAro9TJ8cNJ0H8TDSoeRC/pdBQ64QUqwFW3ne3Zv+7EbzXOS8yDyoEWjcF9n+eobp5qCHm89uJBeYiCgxR++Vld1aKep0LmwOw7cmv9/FG1Ne47arpwTRH35o41M6qZjfAlB/QyhkQz2eaTStxfgA6dJ6x+73zh/jDsLH0Tjj1YxmfFKGnKRxuhAOa4tJ8RO1JK10qQx7A/cagqbY6AHM755UfEPScMBdAOyACchu6BSF+Fmmev/35xv4xy+EA5KsF3e9Ypmd5sFXv8zstECo/AMh/c1JW8Xs6HHvEbyd4RdROre235UVp3628++TXZNjApD9I9B/I3g+xigAoSseLt/iP4p717+UGDKz4zF2FLAxUSAGw7an/VmkU/nFZrx9lWoAx9/wAO2VgPCoMLvn0f6rxhzUhqvYFI35mJ37mRvzmBplpMqDd/m8nBFgMQqBd8uCYMxOG0WrzT/5hpwEUUVsM6gZYv7cSAiA37UbP/LeRviI4x1wHW7s4cMsPcB/cBF4DkGcR8Kn/9CB/qPkjfocNEIz4rWUDWtsH29qo/iTrPID72/THWEjfb/TP/611HZ43hPyVHB9KDNX9TP3RB8G3EwuFTAYsnACoPf0Nbbc0cfU+e5JVu2kB5jotwFiwaQGgMEHJ8gjFe/wTvzPeFxG/IUYr2576epbTAG0FiJ8lgXFF//x4CBRaiL0A/RE8i8fuV7zFQs/K++4egACQH2TV9DSHT4E1n+q0gLm2EI7cj0iL7vmPVf6wLjXiVzyJ39TustnH3M3+DyQEvJYOBq8hUPvrHz09CKlaHMXNWOAqfqHsfh8uwWoIAPlxf3tl12ZaQPGeFgi8bBD8WayIhLFV/D4PtyveEwvxO3/CpZ1lNg0QKv/AT20Av6+zR/8MPa4YPS5kTf8Y7H638xUuePuLRJaFEgC1p78x4BWN+J4WYEyQhc0iVRNEhy6OBFh0z5/UFC0h0KsdBSF+pT3xK862ZouUe3j7z2JwivQ3g9QL8JFQWPvGD59C9F+U4D8I8cdk97tOA7RQqFyAojkAq/00K9+7+4nyAyJUEwSKg4Wf/A8P8ntbi4f4mcDmd9tMyN0i50h1h0AeDfWxAPZ/XELAIz9gDVpmMTD+xLQhC/mzWJf1+T/vRJ8+7QUBIFn0H3AwCjctEKKa4PCvf37JI+jSBYxQKCHQhfiV0MTPwhB/LNF4CNwf/zUNXUOApmSa0b+K/3L937nbb/kho/sZxu73IP4g0wBlcAGK5ACsjmfA8Z4WYMwrP8AyQhnfWHbk4KTDoMvi4eK7V1WZlhAoSvqLmfgVT+I3kPY0QGJ/K0z0//V1T2Ltf7GwStGX3UaJ+gNn/bfHwMr77q4U4QIXQgDwQY9uRl/0AccezfmcFmDMbVrgEZ0kgOLaAKsYVQhkvqr2hSd+/zFKKkWB9GSonuQvr6/aABT9w2UrGL7xw6dI0C2LRPzR7P7CuwBFcQBiWp7hMS0QfNng0MV3rVyFblxwF+CulTV+r9cEqNqXFPE3o3K9FkbSSC3fwMeSwDVfe+xntugfiatFSLz9bz98aojf54cSWtYXBeQC5L48cO4FAB/sKCFjIO6oI1B+AHNMC9BgtBxjESvsOkAzFty14kF+z2s+q/YlRfwWEZBw9N8Td58LLQQafXUQUrS4+Pq6Jx/kD1XfUX+A8xFAfSD35YGL4ACsTdJ+DFlN8CFOCkMt/sd/ef/PB5b7rNpnXtNnOa/Et2ok6eg807XQtuh/cM0PflqzvwaatXCae7m49kYqdr+r85z3FQG5FgA8+idl2Jv0cBMwP2DdgjtXYD6yZOD3nCKUdf6IXxTRxjpIJT0NIMX8pz7oPyT+Lii0SBLg6+uepNoby30TfLx2fyYBKASAN/kT8adYmtHXtIDV+gfKBYWtarSBtlX7/GT0R0Ui9qSe/SxL1DP4yPefqKHhlQNfe+xnVIJ70CIA3YRhem+rl/eJByEA0kcmyqvNtMCy+Z/4MpYilRT83msVAn1U7Uvj7azI2e8Ng4fQ6kqHVbwP1UJW8UsKuZ0KyKUASMf6b+8G2ITAI/M+8aUq+me5wdvAg1qFwOyI30CPXho7zug/k+Q/F6xD9F9KF6C1NLDF/FkRf+YBaekEQPrWf3shwDGEaAQwYXmGxG+JTGL+fams/fcJz7K/SFstbuLtmh/8tDnepmz3eyGXUwF5dACkU1q8ES6fd8cXYf0DDRfgji9WeZtYx7KPSioxVwaUxf6v8ui/ipZWXnAR8CDvY7K1gdxNBeRKAGRv/QuxqvLxLwx5RiOqiiPnR5h2wQ8ZRGEspK0PbLL0PbhtgOG0yRZ4PZanAkG5EQByWf+tSISTP5b8Ac7Q++NfqDE5dqfr0/tOyaJ/LKMrdPUtDj0HRLZVVxUJeaoQDoBs1r8zGQUArCKAHKta3l0APaLpl+SyPurnRaDPotN/UwRYlgZKgpX6VtkQADFF/zSQymb9L+cDPOb9gbbtRIL3MKBvmBUWsiT/1fiAP4gmBdiwShKhbQlY8zAVIL0AkNT6f4ST/zr0O8CHC1Bl2pbBuXYBZLH/A8z9I4YuhweguQAyurEVloOpgDw4ALJZ/1jyB4SJULJ2iwbClAeWqPIfon/ASwTIOC5LPxUgtQAojvUPNV+WaMTFBahJMDiF2r1MVdUcRv9ASUUA8UVVtgBW5qkAaQWApNZ/2yV/4kEUR96PqNBXiwxl3H7vD+McRFgKGRdIcAeaRkEZnVLswCkM0JhcSwMrTOKpACkFgG5VPibZ28KSPyCygMx6MApSHnjFZ+4aYKbkvwyFwBp9nhcA2rkANQn6mR3STgXI6gCs1pWTLMCSPyAOF6DKsl+y5Dsa4WR/vyo+n3bfg/AGgoiAQSZH4q0ZUk4FSCcAeIRCSmmlZG8LS/6AOF2ALNuSr/LAX152JwnwPuYS9afoBoSM/pG3Uua8G9aYCqjJpP+ZhFMBUgkA3fqXLes/hiV/6MwlH4zMLgCRWdYJbW0T+yj5z0zwGuG7uAEJCgFE/0BYF2CYyVclULqpANkcANmsfyz5A+IPBbJPCOzTnTYvDDgI3tgbwUUIJIB1Yef+IVkhufWS0bKN31JNBUgjAGD9AyVD1olKrnbkF++9gzL/e1Q3gk9vWiDC4A0KhQRoLg0ckqjfV5hEUwFSCABJrf9QS/6EQxGW0ZV+GaDABaDoZDBjF6Aibq968p+N0FXR18m5AYN6RjcARAUlcMsUyEkzFSCLAyCb9Y8lf0BaLsBwxv3Ogj/+1O0V1Uj+M2IxAfHb3QA1fjcAU29AXC5Ajcm3NFCKqYDMBYCE1j+W/AGpQIKEQMcmQSolCBrkr9sfqiDidxB8vNMCkaN/GOiYALCJgEEm19JA6neZu96ZCgBJrf8E5v3RnTEcuYqArBMCV9sYu1X5zyB8c5SfzrTAo+hzOJIY25lcSwP7V953d6bbbGftAMhm/Q9ilz8gA2RpTzZdgD+8e+lAnZL/DPI3Hwb5uxB9jG5AVc/eBoC4XQAZlwZmOhWQmQCQ0PqvMfnmiYASQIKEwAE9Zr5ftRE/s5G/KnADVC83ILgQwNw/kKQIqErWxjJ1wTMRAJJa/8uSWvKHLHqsAvDpAmSVELjir778272clPscRG9zAxKeFogx+oeFjikAVxHwIJNraWBmUwFZOQBE/hWJbsBDcS35A4CQLkCWCYE9M2f0bFDrdYftLxICLLlpgf87NtGNA/TfJuBjci0NzGQqIHUBoNch75fowtOSvwdBQYAEIiCzhMCrr7q4p7NznJP8+WPdLALMRB92WkDsBtR4ZLYerQBIAxIuDczEFU9VAEho/aeUFAI9n+djwvQPelNsk5kMShM4+V/3kUUtQq/XrRG/fr6uuwTMK09AEPH7KCn8EPocjjQ9AAmXBqY+FZC2A7CWmfYXlwC05K8GPQx4dpJxp1Nrs1kmBF7PBUDn+LHWyN88LcCY97QA864dYHxt+sL4urbmBz8dREsDsuAAJtfSwFSnAlITABJa/1jyB8iKTBICJ3SOb7gAbqRuOiecFrD9TIAkwdhzHxA/I/736QLItjQwVZc8FQEgofVfY1jyB0iKLBMCb7jmEtY5fpwW+ddNJG53AyzTAu1WC5idA6cbUPvaYz9LIPoHhUIC+BYBVSbX0kCaChgokgMgm/W/LM1d/rCMDssAQ4iATBICyQW4/ppF1tUABvGbI38TofupHcDckwQfZQCQMSRcGvgwFwGV3AsACa1/LPkDQkSTmSATl+rGay5l400rAuqimgCCJMF68NoBJMKx6RYgC2gqQJalgam45okKAE7+vUwu6z+jJX+w82BFhnIBqiyDhMAJE8ZrIsCc9a8KEgKDTAu41A5Y8/V1Tw6jz+GQod898v0nKDCUaSqgb+V9dyfKn4kJAJ38NzB5rH8Z60ADgB8XIPWo5MZrL9VWBJgjfkuUbzgAzN+0gKB2wDA/Eov+QZ+g/5AigNqkTMnhA0mKgEQEgITkr9k7WPIH5A1ZJQRqLsB1l1kTAU3Rfl2U/OdSO8BlWmDwGz96ehh3GJAQMk0FGCLgwVwIAEnJH0v+gDyLgEwSAm/92FXs3CnnOKYC6iaibzct4Fo7gLE1yb57xNDwAEK7AET+yyQbBlYnsTIgVgFgWu4nE/lT1I8lf0DekUkbvvuOa1uUakT5ZqJnguQ/xoT2v+l1g998/JkabikgK/SlgbIlqK6NWwTE7QBQ5N8r2UVLdcmfMBYRzYfiyM+RYTRicgEyGZAuWzSX/d5vf4LNmjG1GVfXzcsCbUmCjnwA8bQAtvwF8iACVjG5lgYSaHlgbBwbmwDg0f/DEpI/lvwBRQIRZ+pidt5FM9gXfv8edvfHr9VyAwxRa58W8Kwd0Pr+4Lee2JB49A8DHRMAMUG2fABy1x+Lq1xwLAJAX+u/UrLBErv8AYWC7mRlNp1103WXsS9yITDvoplWd8s8LeBWO6AlGv4yJd8NByRAHC6AbEsDtaGAxbS8XomB/EmJbGNyzfvTQLlYpqz/Bx54QGVAbvHVr35VkeW98D5HU219Wb6H53/5Flv/i43s5MlTrcFEUbTD/FxpfGF8Xf37J3++NKX+lvk1AiJhKe9zVVneDI+4H2NyFbTT3Al9R8NMHYCHJSN/wios+QMKjMyTWskN+L3fvqOZG8BaEb6jdoBpagBz/0BeIdtUgMa9UacCIgkAHomQFTEg2UVZx8l/EO0VKCr0vJbMM5SJ/EkEXP3hBZbzLrUDqt9+6hdV3D0gj5B0aSCRf6Sp96gOwGrJLkiNodofUA5kkhBoByUFfuZTN7P7+GGGIEkQ0T+QdxFQZfItDVwRxQUILQAkjf6XZ73kDwBScgEyTQi0Y/GHF2grBYxVAjYhMPSd9S8g+geKIAJkWxoYyQWI4gCskC0i0tdKA0BZRMAgf5CmzRtTAua8AB1rcLeAAkE2l/n+LASAbNE/yB8oI6SqcikQAbV/qL40iNsEFMgFGJLMBaisvO/uUCsUQgkAfd2/VJn/iP6BkroAUiQEmkHTACYRgLl/oIioSfZ+7k3TAbgXNwMApIEUCYEiEfDV//x5VOIEioiNkr2f9BwAJl+BDQgAoMwugFQJgWYRwLFBTxgGADgAyaEnzDRAYAGgb/crW4dGlAGUXQQMMjnzYLTa5XrFUACAAEgOS9JwAPok/ODvoT0CgLTbXlPQsBa3BygK9JoAsiF5B4DJN/8PBwAAGpC5BkZ/7elvrMQtAtDfEgOtBqiU0QGooS0CgHSVOR3vD/kAQIEgY+AZiJ8DCQDeeWUkf4aNf4CyQ59jH5D8bfbkQKQAQJ4FQKA8gLEFiP6raIcAICb/F3/1Ftv4+lZ24sQptnDBHHbDtZexaedOzvR9crGyRq9fAAB5xmEJ31NvkgLgKgk/MGr/A4CtHOj7u/ax7/zTM9qjgU1b32c/eeolduvHetln770ly/dKZcSxaReQd1DwKZujlagA6JXwJmxEOwTKDH1evdk3T5wYZd8a/Ak7cPCI8PXrfzHExcBO9sk7rmebuSh4f9d+NnVqN1u04AJ21RXz2cSJnYm7ABAAQBG6noxvauV9d/f5XaUQVABUEnzfQyEFBqxEoOzoM3/x3R/9XCP/cyZNYuf2TOGEPpEdGRlhe/ft17boNRyCbw3+uPVDWxl78eW3NPInh4DEQcKipb/y8S+sw60D8gpOsjVOtmGFQ5Jc2st8To13BOiwfQm+YdrGdzF/XBbiZzEFAJQdzam5A4eOaEQ+c8Z0NnvWTI38CZO7u9ncObPb/iJyD2ia4JFv/kB7nvAgBQB5R9AAdB0XDvP447wEuct30a0OCS7gOr2KWahoHpsAAUCLTDe+/q5G/kT4dnR2drIuXRC0A+ULkJOQIC7CbQMKgFrA12803IOQAa8f+F4JEEQAJKXYH4rwN2pofwDQ6je7PzgsJH9h5+/o0KYIyCk4/7zztK/NICdh89adSb3nCm4bUAAEzUFrunX6PH2mHBZEACRRy7tmWw4UtJYx5v8BQO+bR0ZOsH0Hjnq+8ORow9YfN26sNiVAxG/kCsyvXKSdt4xur29N6j2j7wJldAD6bF+vSWo8iFsAJAF7ElDQWsbYaxwAjIj9V5s8v3/ixAktCZAi/dkzZ2pTAnZHgASBGbRCICEcxh0D8g4exQ8GFLO0a1+vBwfGAd9OetYC4IdNGdVYylQJcu1RTESefqAfQEag6P/Nd973fM3RY8e0x2lTpzrI3wC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Okay, here's a concise summary of my thoughts on drawing a singer:I'm drawn to the concept of a singer's body, a dynamic and expressive form. I'm interested in the interplay of light and shadow, the way the skin tone interacts with the form, and the overall sense of movement and emotion conveyed through the drawing. I'm drawn to the idea of a singer's body as a canvas, a space for expression and a dynamic representation of their personality and personality. | {
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NMyzo5tymXjRSQwaX2jqGk5I2AEjSlz53DYsBASCOGIahO77wSaWkeKOuddm0sVFfSjgXv9+nL37uSltqx4ukDgDlgwr19X+80fZnUAMA+ua2W2ZrykUjLKllGIa+/Y1Pq7goz5J679f1GLrrn27SoIGFltaNN0kdACTp0mlj9J27Ps2ZAABwkGEYuu3W2frMLbMsrZuTnaEfP/BlDbugzJJ6/jSf7r7r065YR5bidAOxcMnFo1U+qFCP/+lVtggGgBgbPnSQvvR3V2vMyEpb6ufnZenh+/5ezy1epecXr1Yw2NOvOlMvGqEvfe5qlQ0cYHGH8ckVAUCSyssKde+3b9fBwye0Zv1O7dh1SI2NbTrVZt1zqQEAUiCQpoL8XA27YKCmTRmlMaMqbb8Um5aWqttuma3rr7lYa9bv0sbNe1V7okEtrR0Kh8JnfU92VoYKCrI0dnSVpk8drcEV9t9VEE9cEwDeU1VZoqrKEqfbAADYICszoKvmXKSr5lzkdCtxL+nXAAAAgA8jAAAA4EIEAAAAXIgAAACACxEAAABwIQIAAAAuRAAAAMCFCAAAALgQAQAAABciAAAA4EIEAAAAXIgAAACACxEAAABwIQIAAAAuRAAAAMCFCAAAALgQAQAAABciAAAA4EIpTjcQa+FQWNt3HdL2XYfV2Niqru4ep1sCXC0jkK4B+dmaMK5KI4dVyPAYTrcEuIJrAkBPT0iLl67Rc4tWq6290+l2AJzhqQXSgPxsffrmWbpi9oXyejlBCdjJFQGg5nijHnrkT6qpbXC6FQAfoaHplP7zt4u0bPkm3fPN25SXl+V0S0DSSvqIffhInb713f/L5A8kkD3Vx/Sv3/2NGppOOd0KkLSSOgCcauvUg488qfaOoNOtADhPDY2tevgnT6mnN+R0K0BSSuoA8Ke/vK66+han2wDQT/sO1GrxS2ucbgNISkkbAOrqW/Xq6xudbgNAlJ5duErBIHfrAFZL2gDw1rrtCofCTrcBIEodnV3auGWv020ASSdpA8Dmd/Y73QIAi2x+Z5/TLQBJJ2kDQF19s9MtALDISdbyAJZL2gDQ1t7ldAsALNLWxuZdgNWSNgBkZQWcbgGARbL59wxYLmkDQGFBjtMtALBI4QD+PQNWS9oAcOHEoU63AMAiF04c5nQLQNJJ2gBwycVj5U3xOt0GgChlBNJ1EQEAsFzSBoCiwhxdNecip9sAEKVbbrhMfr/P6TaApJO0AUCSbp8/R0WFXDsEEtUFVaWa+8npTrcBJKWkDgDZWQF991u3KxDwO90KgPNUkJ+l737rs/L5XPHUciDmkjoASFJVZYl+8tAdGlhS4HQrAPpo+NBBevThr2oAd/MAtnFFtC4vK9TPHvlHLXppjZ5btFodnWwSBMSjvLwsfeammbpqzkUs4k0wvaGQao83qqa2UXX1zQoGexXs7lFHZ1DhUFgpKV5lZKTL7/fJn5aqkuJ8DRo4QCVFefysHeKKACBJaWmpuvXGGbph7iXatv2gtu88rMbmVrW2digcMZ1uD3Alr9ej3JxMFQ7I0YSxQzR6ZKU8HsPpttAHtScatW37QW3dcUB799eqrr5ZkX58l3pTvCopytOIYeUaP6ZK48cN0YD8bBs6xplcEwDek5qSogsnDuO+YgA4T/sO1OqNFVu0Zv0uNTS2WlIzHAqrprZBNbUNen35ZknSwJICXTp9jGbPmKBBAwstGQcf5roAAADou/aOoF59baNeX7FZR47WxWTM2hONWvD8Ci14foWGDx2kOTMm6hOzJiktLTUm47sFAQAA8CGtpzr00qvrtWjJWkfXTVXvO6bqfcf01ILXdd01F2vuJ6crM4M7u6xAAAAAvK+zs1tP//VNvfTqOvX0hJxu532n2jr15wVvaNGStbpx7iW6cd6lSk1hCosGnx4AQJK0fuNu/fr3Syy7vm+Hjs4uPfnMa3rtzc36yt9fx3quKBAAAMDlGhpb9bNfLdQ72/Y73UqfHT/ZpO//8AldPn2cvvrl65WVme50SwmHAAAALvbOtv169Bd/VUtru9Ot9MvKNdu0q/qIvvX1WzRqRKXT7SSUpN8JEADwYeFwRH948hV97wd/TNjJ/z0Nja2654HHtfDF1TJN9nXpK84AAIDLdHf36sc/fUYbNlU73YplwqGwHnviFR06clL/fOen2F2wDwgAAOAi7R1BPfjjP2nXnsNOt2KL15dvUXt7UN/+xnweJPUxuAQAAC7R3NKuu+/7XdJO/u9Zv3G3vveDx9XV1eN0K3GNAAAALtDZ2a37f/hEzHbzc9rO3Uf00E/+pN5Q/OxlEG8IAACQ5EKhsH74v57WgUPHnW4lprbtOKif/HRBvx5S5AYEAABIYqZp6j9+viCh7vG30tq3d+mxJ152uo24RAAAgCS28MW39Na6nU634ahFL63R8tVbnW4j7hAAACBJVe87pieeXuZ0G3Hhl79dpJraBqfbiCsEAABIQh2dXXrkp88oFAo73Upc6Orq0aO/eJbP4wMIAACQhP741DLV1cfvQ32csO9ArRa++JbTbcQNAgAAJJm9+2v08msbHO0h1etRSY5PQ4v9Gl4S0AVFfhVlp8rrMRzt65nn3iQYvYttkgAgiUQipn71u8UyY3zrW056iqYMydT48gyNLAmoKMens8314Yip2pYe7T7eqa1HOvT2wTZ19kRi1md3d69++/gSffdbn43ZmPGKAAAASeSNFVu070BtzMYbNyigeZMGaHJVZp+O7r0eQ+X5aSrPT9OVY/LUEzK1Zv8pLdzYoP11wRh0LK3bsFtbtx/Q+LFDYjJevCIAAECSiERMPbtwRUzGGlrs15dnlGp0WSCqOr4UQzNH5GjmiBxtONim3y0/odoW+7fwfea55QQApxsAAFhj9brtqjneaOsYqV6PvnBZka6fWHDWU/zRmFyVpQkVGXpmXYMWvN1g66N9t+04qN3VRzRyeIVtY8Q7FgECQBIwTVPPPr/S1jGKslP1yKerNG+S9ZP/e1K9Hn3ukiI9cGOFsvz2PtL3L88tt7V+vCMAAEAS2F19RAcPn7Ctfnl+mn50a5UuKPLbNsYHTajI1I/mV6kwK9W2MTZu2aeTdc221Y93BAAASAKvr3jHttqlOT794ObBGmDjZHw25flp+sEtg5UXsOdqtWmaenOVe7cIJgAAQILr6Q1p1Vs7bKmdG0jRgzcPVm6GM0vGSnJ8uu/GCqWl2jNdvbliiy11EwEBAAAS3Nsb96ijs8vyuoZh6JvXDFJRdmyP/M80pDBdX5lVakvtmuONqt53zJba8Y4AAAAJbtOWvbbUvX5CniZWZNhS+3xdMSZX04dm21J742Z7Pr94RwAAgAS3dcdBy2vmZ6bo9unFlteNxpdnlsifYv20ZcfnlwgIAACQwOrqW21ZyT5/SqECafE1RRRmperaifmW192z96iC3fZvPhRv4uunCwA4L9t2HLC8Zm4gRVeMybO8rhVumFQgX4q1mxCEQmHtqT5qac1EQAAAgAR26MhJy2vOGZ1r+SRrldyMFE27wPq1AHZ8jvGOAAAACaymtt7ymrNH5Vhe00qzR1rf37HaBstrxjsCAAAksGMW7/0/ICtVlQWx2e2vv8ZVZFp+hqL2OAEAAJAgQqGw6ixeADi+PD5u+/soPq+hkaXRPYXwTMdq7X2IUjwiAABAgmpr61QkYu0T86oGxPfR/3uqCq3ts7W13dJ6iYAAAAAJqsuGW9fK8nyW17RDWV6apfUiEVPd3b2W1ox3BAAASFBdXdYHgNyAs9v+9pUdDwgKBt21FwABAAASVFdXt+U1033xefvfmdJ91k9fdnye8YwAAAAJyrT28r+k0w8ASgQeG9oM2/GBxjECAAAkqHS/9afrg71hy2vaobMnYnnNQLq16wriHQEAABJUug0T1qku6ydWO5zqsj6opPsTYwGkVQgAAJCg/H7rA0BNc2JcB69psbZPw2MoLS0xFkBahQAAAAkqKzPd8mv2hxuCltazy+EGawNAVob1n2W8IwAAQILy+VJUkG/tg3G2H+u0tJ4dwhFTO2us7XNg6QBL6yUCAgAAJLCygdZOXMeau1V3Kr43xNlzvEudPdauASgbWGBpvURAAACABDbIholr+e5Wy2taafke6/sbZHGQSgQEAABIYBWDiiyvuWxHsyx+xIBlgr0Rraxusbxu+aBCy2vGOwIAACSwMaMGW17zeGuPVu+Nz7MAL21tUnvQ2lsVPR5Do0cOtrRmIiAAAEACKx9UqLzcTMvrPr22XuE4Ow3QHozo+Q3WP7Z3SNVAZWYkxlMQrUQAAIAEZhiGxo2psrzu0aZuLdxo/WQbjSfXnFRrV8jyuhPGDrG8ZiIgAABAgps0fqgtdf+8rk6H4mRfgC1HOrR0a7MttSeOv8CWuvGOAAAACW761FHy+ax/PG5PyNSPlxyz/Ja789XQ3qtHXz4q04aH9RTkZ2ncaOvPoCQCAgAAJLhAwK+LJ4+0pXZNc7ceWnRUPWFn1gN09oT14AtH1NppTwiZedkEeex4tGACIAAAQBKYM2OibbW3H+vQw4uPKBiK7YOCWrtCuvevh3Ww3r7LELMvt+9zi3cEAABIAhPHD1VRYY5t9Tcdate/P3tITe3WL8I7m5rmbt39l4Pae7LLtjFGDB+kygrr91FIFAQAAEgCXq9HN8293NYxqk906etP7dOmQ+22jvPGrlbd9dQB1TT32DrOrTfMsLV+vCMAAECSuGLOhcrLy7J1jNbOsL6/8LB+svSoGtqtfWZATXO37nvusP73K8cU7LX3ckNVZYmmXDjC1jHinfXLRgEAjvClpujG6y/RY0+8YvtYK/ec0tp97bpiTK7mTSpQWZ6v37UO1Hdp4cYmrdjTErMtiOffONN1j/89EwEAAJLItVddrJf++22dONFk+1i94YiWbm3S0q1NGlGarkuG5mh8eYaGFKZ95OQajpjae7JL7xxp16q9p3S4odv2Xj9o5PAKXTJtdEzHjEcEAABIIj5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"path": "emoji_u1f93d_200d_2640.png"
} | Generate code for a svg of a woman playing water polo | <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">
<linearGradient id="body_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="60.4642" x2="71.3479" y1="44.7323" y2="73.4764">
<stop offset="0" style="stop-color:#FFB300"/>
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"path": null
} | Generate code for a svg of a black and white icon featuring a computer with an arrow pointing towards its screen. | <?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 0 489.9 489.9" style="enable-background:new 0 0 489.9 489.9;" xml:space="preserve">
<g>
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<path d="M390.5,292.3H99.3c-54.1,0-98.8,44.7-98.8,98.8s44.7,98.8,98.8,98.8h291.3c54.1,0,98.8-44.7,98.8-98.8
C489.4,337.1,444.6,292.3,390.5,292.3z M390.5,449.4H99.3c-32.3,0-58.3-26-58.3-58.3s26-58.3,58.3-58.3h291.3
c32.3,0,58.3,26,58.3,58.3C448.8,423.4,422.8,449.4,390.5,449.4z"/>
<path d="M108.6,249.7h272.6c11.4,0,19.8-9.4,20.8-20.8V20.8C402,9.4,392.6,0,381.2,0H108.6C97.2,0,87.8,9.4,87.8,20.8v208.1
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<path d="M258.4,69.7c-8.3-8.3-20.8-8.3-29.1,0s-8.3,20.8,0,29.1l5.2,5.2h-29.1c-11.4,0-20.8,9.4-20.8,20.8s9.4,20.8,20.8,20.8
h29.1l-5.2,5.2c-8.3,8.3-8.3,20.8,0,29.1c4.2,4.2,16.1,11.6,29.1,0l40.6-40.6c4.4-3.7,11.7-16.3,0-29.1L258.4,69.7z"/>
<circle cx="373.9" cy="391.6" r="20.8"/>
<circle cx="115.9" cy="391.6" r="20.8"/>
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</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a white snowman holding a carrot nose. | <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 0h96v96H0z"/><path fill="#ec491c" d="M48 23q2 0 1 2z"/><path fill="#ee812e" d="M66 35q1-1 4 1l-8 8q1-6 4-9"/></svg> | |
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"path": "2daf653897dda393fd8db78fd196724a35ef743ff58bccdf0fd61120ac281b06.png"
} | Generate code for a svg of a a close up of a dice with four dots on it | <svg width="4" height="11" viewBox="0 0 4 11" fill="none" xmlns="http://www.w3.org/2000/svg">
<path fill-rule="evenodd" clip-rule="evenodd" d="M0 2C0 3.10457 0.89543 4 2 4C3.10457 4 4 3.10457 4 2C4 0.89543 3.10457 0 2 0C0.89543 0 0 0.89543 0 2ZM0 9C0 10.1046 0.89543 11 2 11C3.10457 11 4 10.1046 4 9C4 7.89543 3.10457 7 2 7C0.89543 7 0 7.89543 0 9Z" fill="black"/>
</svg> | |
{
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",
"path": "1f20ffda116452139e115524d72c3aeba5b0adb27de28eabfa0eecf258487268.png"
} | Generate code for a svg of a a close up of a rocket ship with a blue eye | <svg width="244" height="254" viewBox="0 0 244 254" fill="none" xmlns="http://www.w3.org/2000/svg">
<g filter="url(#filter0_d)">
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<path d="M198.564 60.536L180.251 43.92C180.251 43.92 200.721 34.2135 203.48 36.7173C206.24 39.2211 198.564 60.536 198.564 60.536Z" fill="#C0392B"/>
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<path d="M74.7274 168.648C77.7676 165.654 82.845 161.51 82.845 161.51L86.831 165.127L90.817 168.743C90.817 168.743 87.1849 174.198 84.4995 177.515C81.7918 180.858 80.1288 182.677 77.0696 185.704C73.9498 188.791 72.1175 190.509 68.7397 193.076C64.208 196.519 61.5064 197.704 56.8665 200.219C55.469 200.977 53.2905 202.094 53.2905 202.094C53.2905 202.094 54.1907 199.817 54.8092 198.353C56.8626 193.491 57.7803 190.687 60.7677 185.843C62.9945 182.232 64.5275 180.242 67.2975 176.837C70.0137 173.499 71.6621 171.668 74.7274 168.648Z" fill="#F39C12"/>
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<g filter="url(#filter1_d)">
<ellipse cx="158.439" cy="86.1085" rx="17.7839" ry="18.3256" transform="rotate(42.2177 158.439 86.1085)" fill="#4E342E"/>
</g>
<ellipse cx="158.431" cy="85.8654" rx="13.5496" ry="13.9623" transform="rotate(42.2177 158.431 85.8654)" fill="#B2EBF2"/>
<path d="M76.6317 156.108L81.0422 146.206L106.38 169.195L96.9523 174.545L76.6317 156.108Z" fill="#4E342E"/>
<path d="M106.38 169.195L96.9523 174.545L86.4157 164.985L97.2234 160.887L106.38 169.195Z" fill="#3E2723"/>
</g>
<defs>
<filter id="filter0_d" x="6.10352e-05" y="0" width="251.949" height="261.1" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0"/>
<feOffset dx="4" dy="4"/>
<feGaussianBlur stdDeviation="2"/>
<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"/>
<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow"/>
<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow" result="shape"/>
</filter>
<filter id="filter1_d" x="140.408" y="68.0253" width="43.0611" height="40.1665" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0"/>
<feOffset dx="6" dy="3"/>
<feGaussianBlur stdDeviation="0.5"/>
<feColorMatrix type="matrix" values="0 0 0 0 0.752941 0 0 0 0 0.737255 0 0 0 0 0.737255 0 0 0 1 0"/>
<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow"/>
<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow" result="shape"/>
</filter>
</defs>
</svg> | |
{
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} | Generate code for a svg of a vector illustration of a coffee cup, presented in black and white, on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
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c-15.2,0-28.4,10.8-31.6,25.6c-0.4,2-0.8,4.4-0.8,6.8c0,6.4,5.2,11.6,12,11.6s12-5.2,12-12c0-4.4,3.6-8,8-8h7.6
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<g>
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| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a delicate glass jar filled with dried flowers. | <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 0h96v96H0z"/><path fill="#b38783" d="m51 36 4 2-2 1q-2-1-2-3"/><path fill="#e8e9e9" d="M38 73q2 3 6 3 6 2 12-3l-6-1-2-7q-1-9 3-15v-4q0-2 2-2 3 0 0-2l-1-3 2-1-4-2-2 2q-1-3-4-3h-8q-3-2-1-2h3l-3-3 2-4 1-8h19v6q3 2 4 6l-1 41q-3 5-8 6H39q-4 0-5-3 1-2 4-1"/><path fill="#83464a" d="M54 29q5 0 0 3z"/><path fill="#c96564" d="M50 23q2 0 1 2z"/><path fill="#88676e" d="M54 42q3 2 0 2-3-2 0-2"/><path fill="#e4ddd9" d="m38 26-2 4 3 3h-3q-2 0 1 2h8q3 0 4 3l2-2q0 2 2 3l1 3q-3 0 0 2-2 0-2 2v4q-3-5-4 1-2-3-2 0l1 1q-6 3-1 8l-6 12-1-3 2-6q-3-6-2-10 5-2 0-6-6-2 0 2l-2 2q-2 10 2 22h-1l-3-5V29q0-3 3-3"/><path fill="#877f86" d="M45 41h4l-2 8-1-4q-2 5-2 0z"/><path fill="#8a4349" d="M40 37q5 1 0 5-3-3 0-5"/><path fill="#c1b7b3" d="M52 50q-4 6-3 15l-1 1-1-2-1-4q-5-5 1-8l-1-1q0-3 2 0 1-6 4-1"/><path fill="#eef1f0" d="m46 60 1 4 1 9h-3l6 1q-7 1-12-1-4-12-2-22l2-2q-6-4 0-2 5 4 0 6-1 4 2 10l-2 6 1 3z"/><path fill="#de8074" d="M54 61q10 0 5 9-5 2-8-3v-3z"/><path fill="#c4c9cc" d="m47 64 1 2 1-1 2 7 6 1q-6 5-12 3-4 0-6-3 5 2 12 1l-6-1h3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red hummingbird feeding from a flower. | <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="#be8382" d="M43 28h-1l-4-3z"/><path fill="#d06b5c" d="M59 30q2-3 5 0l-7 6q0-3 3-5z"/><path fill="#e34133" d="M42 28q5 0 9 4 3-3 7-2l1 1q-3 2-3 5l-2 1q-6-2-10-1 0-5-3-8"/><path fill="#d4605b" d="M45 36q4-1 10 1l-2 2 2 8-3-3q1-4-2-6z"/><path fill="#e35f58" d="M46 41h-3v3h3l5 3q-5 3-8-1l-2 3h-1q0-3 2-4l-6-3q3-2 3-5 4 0 7 4"/><path fill="#ed2d28" d="M46 41v3h-3v-3z"/><path fill="#ad6760" d="M43 50q2 1 1 4-2-3-1-4"/><path fill="#bfb5b2" d="M40 49q-6 6-7 15l-1-7-6-7q2-3 3 2l2-1 3 6q1-5 5-8"/><path fill="#b7bcaf" d="m27 71-5 4q-3-7 2-12l1 7q2-2 2 1"/><path fill="#b5b69d" d="M31 71q6 2 0 3z"/><path fill="#96858b" d="m31 71-9 7v-3l5-4 3-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a white horse grazing in a green pasture. | <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="#f7f7f5" d="M0 0h96v42l-45 1-25 6 14 1q7 6 7 17h-3l-3-7q-1-5-6-2l1 3h-2l-2-2h-8q-2 0-3 2v5l-2-3-2 6q-2-1-1-3l1-6v-4q-1-4 2-6l-1-2-18-1z"/><path fill="#bdd78a" d="M96 42v4l-33 4-17-2q-4-1-6 2l-14-1 25-6z"/><path fill="#91ba6a" d="M96 46v8q-16-4-33-4z"/><path fill="#9dc376" d="m0 47 19 3q-4-1-6 2-7-1-13 2z"/><path fill="#a3c861" d="M63 50q17 0 33 4v25l-6-8q-2 2 1 3-7 3 1 5h-3l-1 4-4-6-3 1-2-7q-2 0-2 3l-1-4q-2 3-5 2l-1 3q-1-8-4-1l-2-2-6 1q-1-6-3 0l-1-2-3 6q-1-4-3 0-2-6-4 1-3-4-6-1l1 1-5 7-4-6 3-1 1-7v-1q1-4 5-1l1-2q1 3 4 0h3q0-11-7-17 2-3 6-2z"/><path fill="#d7dcc6" d="M19 50q-3 2-2 6l-2-3v8l-1 1q-5 0-2-2l1-8q2-3 6-2"/><path fill="#7fb05d" d="M17 56v4l-2 1v-8z"/><path fill="#a5c765" d="m13 52-1 8q-3 2 2 2v9l3-2 2-6 2 3v-5q1-2 3-2h8l2 2v4l1-1 2 3q1-4-1-6l-1-3q5-3 6 2l3 7q-3 3-4 0l-1 2q-4-3-5 1l-1-3-6 3q-2-6-3 0-1-3-3-1t1 5l1-3h11l-1 7-3 1 4 6 5-7-1-1q3-3 6 1 2-7 4-1 2-4 3 0l3-6 1 2q2-6 3 0l6-1 2 2q3-7 4 1l1-3q3 1 5-2l1 4q0-3 2-3l2 7 3-1 4 6 1-4h3q-8-2-1-5-3-1-1-3l6 8v17H0V54q6-3 13-2"/><path fill="#7da852" d="M34 70H23l-1 3q-3-3-1-5t3 1q1-6 3 0l6-3z"/><path fill="#6b9246" d="M16 66q-1 2 1 3l-3 2v-4z"/><path fill="#cbd5bb" d="M34 61h2q2 2 1 6l-2-3-1 1z"/><path fill="#5f7053" d="m17 60-1 6-2 1v-5l1-1z"/></svg> | |
{
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",
"path": "emoji_u1f631.png"
} | Generate code for a svg of a face screaming in fear | <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="1992.9" gradientTransform="matrix(1 0 0 1 0 -1930)" 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_);"/>
</g>
<g id="faces">
<g id="screaming-face">
<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;"/>
<linearGradient id="effect_1_" gradientTransform="matrix(1 0 0 1 0 -1930)" gradientUnits="userSpaceOnUse" x1="63.6" x2="63.6" y1="2048.8" y2="1937">
<stop offset="0.39" style="stop-color:#40C0E7;stop-opacity:0"/>
<stop offset="1" style="stop-color:#5F7AFF"/>
</linearGradient>
<path id="effect" 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(#effect_1_);"/>
<linearGradient id="face-2_1_" gradientTransform="matrix(1 0 0 1 0 -1930)" gradientUnits="userSpaceOnUse" x1="63.6" x2="63.6" y1="2048.8" y2="1937">
<stop offset="0.16" style="stop-color:#F4A223"/>
<stop offset="0.33" style="stop-color:#F7C02B"/>
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"path": "emoji_u1f46e_1f3fc_200d_2642.png"
} | Generate code for a svg of a man police officer: 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">
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<g id="ears">
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<path id="head" d="M64,11.07L64,11.07L64,11.07c-17.4,0-33.52,18.61-33.52,45.4 c0,26.64,16.61,39.81,33.52,39.81S97.52,83.1,97.52,56.46C97.52,29.68,81.4,11.07,64,11.07z" style="fill:#E0BB95;"/>
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<g id="eyes">
<ellipse cx="47.56" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
<ellipse cx="80.44" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
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<g id="eyebrows">
<path d="M40.02,50.73c3.18-4.51,10.66-4.66,14.41-0.82c0.65,0.67,1.34,1.53,0.85,2.5 c-0.54,1.07-1.65,0.9-2.56,0.53c-2.43-0.98-4.94-1.42-7.55-0.89c-1.13,0.23-2.1,0.7-3.17,1.08C40.56,53.62,39.09,52.12,40.02,50.73 z" style="fill:#AB872F;"/>
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<g id="hairGroup">
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<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights" d="M100.15,56c0,0,9.31-51.9-36.13-52.14v0c-0.01,0-0.01,0-0.02,0 h0c-0.01,0-0.01,0-0.02,0l0,0c-0.71,0-1.4,0.02-2.08,0.05c-1.35,0.06-2.66,0.16-3.92,0.31c-0.01,0-0.03,0-0.04,0 c-0.09,0.01-0.17,0.03-0.26,0.04C19.44,9.07,27.85,56,27.85,56l2.98,7.68c0.13,0.34,0.62,0.31,0.7-0.05 c0.98-4.39,4.46-19.71,6.22-24.37c1.04-2.76,3.9-4.36,6.79-3.83c4.45,0.81,11.55,1.81,19.37,1.81c0.03,0,0.06,0,0.08,0 s0.06,0,0.08,0c7.82,0,14.92-1,19.37-1.81c2.9-0.53,5.76,1.08,6.79,3.83c1.76,4.68,5.25,20.1,6.21,24.42 c0.08,0.36,0.57,0.39,0.7,0.05C98.1,61.37,100.15,56,100.15,56z" style="fill:url(#hairHighlights_1_);"/>
</g>
<g id="police_x5F_hat_1_">
<g id="visor">
<g id="visor_x5F_fill_1_">
<linearGradient id="SVGID_4_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64.255" x2="64.255" y1="103.7539" y2="82.9202">
<stop offset="4.000000e-03" style="stop-color:#666666"/>
<stop offset="0.0985" style="stop-color:#606060"/>
<stop offset="0.6803" style="stop-color:#3F3F3F"/>
<stop offset="1" style="stop-color:#333333"/>
</linearGradient>
<path d="M64.01,24.14c-30.63,0-35.54,11.39-35.54,11.39s9.44,9.94,35.54,10.13 c26.1-0.19,36.02-10.76,36.02-10.76S94.64,24.14,64.01,24.14z" style="fill:url(#SVGID_4_);"/>
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<linearGradient id="SVGID_5_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64.2045" x2="64.2045" y1="123.787" y2="93.7481">
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<stop offset="0.0115" style="stop-color:#3B77E6"/>
<stop offset="0.2985" style="stop-color:#335BC2"/>
<stop offset="0.5675" style="stop-color:#2D46A8"/>
<stop offset="0.8091" style="stop-color:#293998"/>
<stop offset="1" style="stop-color:#283593"/>
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<path d="M24.05,34.44c1.56,6.21,3.05,8.84,3.05,8.84c1.58-2.01,10.99-11.34,37.04-11.34 c0.01,0,0.11,0,0.11,0l0,0c0,0,0,0,0.03,0c26.05,0,35.03,9.39,36.61,11.39c0,0,1.88-2.8,3.45-9.01 c3.62-14.36-14.3-30.45-40.09-30.45C38.52,3.86,20.45,20.1,24.05,34.44z" style="fill:url(#SVGID_5_);"/>
<path d="M97.06,35.55c-0.19-1.12-0.76-2.11-1.58-2.81c-3.45-2.91-13.75-10.12-31.22-10.12 c-17.92,0-27.95,7.21-31.27,10.12c-0.79,0.7-1.33,1.67-1.52,2.76l-0.01,0.06c-0.23,1.32,0.08,2.57,0.72,3.55 c5.33-3.29,15.19-7.17,31.97-7.17c0.01,0,0.11,0,0.11,0s0,0,0.03,0c17.05,0,26.79,4.02,31.92,7.36 C96.94,38.29,97.3,36.97,97.06,35.55z" style="fill:#3B78E7;"/>
<path d="M72.22,13.81l-0.31-0.4c-0.14-0.18-0.37-0.29-0.61-0.29c-0.26,0-0.5,0.12-0.64,0.33 c-0.55,0.84-1.36,1.4-2.79,1.4c-1.39,0-2.4-1.28-3.01-2.07c-0.19-0.25-0.49-0.41-0.82-0.41c-0.33,0-0.63,0.16-0.82,0.41 c-0.6,0.79-1.56,2.07-2.95,2.07c-1.43,0-2.24-0.57-2.79-1.4c-0.14-0.21-0.38-0.33-0.64-0.33c-0.24,0-0.47,0.11-0.61,0.29l-0.31,0.4 c-0.37,0.48-0.43,1.12-0.15,1.65c0.42,0.8,0.64,1.68,0.64,2.57v3.48c0,2.54,4.14,7.72,7.65,7.72s7.65-5.18,7.65-7.72v-3.48 c0-0.89,0.22-1.77,0.64-2.57C72.65,14.92,72.6,14.29,72.22,13.81z" style="fill:#FFCC00;"/>
</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a a soft cream-colored pillow on a couch. | <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="#ece5d7" d="M0 0h96v40l-16-1q0-6 3-11l-2-2q-9-1-18 2-17-3-32 0-7-3-13-2-9-1-7 8L0 33z"/><path fill="#dcd4c2" d="m18 26 1 8-1 6q3 2 3 6v7h-3l-3-13q-1-4-4-6-2-9 7-8"/><path fill="#f5ecd8" d="M21 46q0-4-3-6l1-6 1 5q0-7 5-9l3-1 8-1h15l3 14q3 5 9 0-2-5 2-2 3-2 7-2-1 1 2 4l-3 1-2 5q-4-3-9-1-1 5 1 10-6 3-4-3-9 1-1 4l-5 2q-7-6-12 0-3-3-6-2l-1 4 2 5q8 0 0 2-3-3-4 0-5-5-2-11l4-2q-4-3-6-7l-3 1z"/><path fill="#efe9d5" d="m0 33 11 1q3 2 4 6l3 13q-3 3-3 9-7 5-4 12-4 0-6 5v8l-2 1V75L2 65l-2-3z"/><path fill="#c1b5a4" d="M79 43q2 11 1 24l-4-2 2-5-1-10q0-4 2-7"/><path fill="#f5eed7" d="M18 26q6-1 13 2 15-3 32 0 9-3 18-2l2 2q-3 5-3 11-2 1-1 4-2 3-2 7l1 10-2 5 4 2 5 6-17 1-42-2H11v-3l7-6q-1-2-3-1 0-6 3-9h3v-7l2 4 3-1q2 4 6 7l-4 2q-3 6 2 11 1-3 4 0 8-2 0-2l-2-5 1-4q3-1 6 2 5-6 12 0l5-2q-8-3 1-4-2 6 4 3-2-5-1-10 5-2 9 1l2-5 3-1q-3-3-2-4-4 0-7 2-4-3-2 2-6 5-9 0l-3-14H36l-8 1-3 1q-5 2-5 9l-1-5z"/><path fill="#d7d0c2" d="m80 39 16 1v46H6q-1-6 3-10 11-4 23-4h-6l4-1 38 3 17-1-5-6q1-13-1-24-1-3 1-4"/><path fill="#89877d" d="m0 62 2 3 1 10q-2 0-2 3l-1-1z"/><path fill="#a6a193" d="M3 75v13l2-1v9H0V77l1 1q0-3 2-3"/><path fill="#d1c7ba" d="M15 62q2-1 3 1l-7 6v3h21q-12 0-23 4-4 4-3 10h90v10H5V79q2-5 6-5-3-7 4-12"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pair of glasses perched on the edge of a desk. | <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="#f5f1e0" d="M0 0h96v96H74L0 59z"/><path fill="#5b5c5f" d="M57 44q5-3 9 0v1z"/><path fill="#474749" d="M45 45H32v8l-3-9q7-3 16 1"/><path fill="#14151e" d="M66 45v-1q5-2 4 4l-2-1z"/><path fill="#f3efde" d="M45 45v6q-2 0-1 2-6 3-12 0v-8z"/><path fill="#1e2028" d="m57 44-3 1-2 4v-3q-4-1-6 2l-2 2v-6z"/><path fill="#f7f3e1" d="M58 45h8l2 2-1 8-9 1-3-3v-7z"/><path fill="#f4f4e7" d="m53 50-1 1-5-2q2-3 6-2z"/><path fill="#a3bdc5" d="m33 50 2-1 8 2-3 1z"/><path fill="#9a9b97" d="M55 46v7q-6-3-11 0-1-2 1-2l2-2 5 2 1-1z"/><path fill="#91918b" d="m68 47 2 1-3 7z"/><path fill="#7d7873" d="m55 53 3 3q-3 0-3-3"/><path fill="#92928d" d="M32 53q6 3 12 0-3 4-7 4-5 0-5-4"/><path fill="#81817f" d="m67 55-1 1h-8z"/><path fill="#6c7075" d="M36 58q2-1 5 1-11 3-20 2z"/><path fill="#675b5a" d="m84 60-7 5q2-5 7-5"/><path fill="#3d4157" d="m0 59 74 37H0z"/><path fill="#4e4443" d="m77 65-3 2q0-3 3-2"/><path fill="#403c41" d="m74 67-7 5q2-5 7-5"/><path fill="#f3b89b" d="m59 78 8-6 7-5 3-2 7-5q0-3 2 0v26q-10 4-19 4l-7-3q-2-4-1-9"/><path fill="#3d3945" d="m67 72-8 6q2-4 8-6"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a star going supernova in a distant part of the universe. | <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="#efede2" d="M0 0h96v96H0z"/><path fill="#1b1a23" d="M91 6q-2 20-1 42l-6-1 1-2q-4-3-6 0 2 1 1 3l-7 3q3 2 0 4 3 1 0 4l1 2-4 1 1 3h-4l-7 5q-4-3-1 2-1 2-4 1v-6l-9 2q1 2-1 3-2-3-5-3l-2 2q-2-3-5-3 1-2-1-2 2-9-2-17v-5l-1 2-5-12v-2h2l1-4q2-2 6-1v-3l4-3-4 1-6-7h-6l-1 3 1 1-4 2-2-2-6 2 3 5q-4 5 0 12H7L5 10V5q42-1 86 1"/><path fill="#181821" d="M91 6v86H5V10l2 28h5q-4-7 0-12l-3-5 6-2 2 2 4-2-1-1 1-3h6l6 7 4-1-4 3v3q-4-1-6 1l-1 4h-2v2l5 12 1-2v5q4 8 2 17 2 0 1 2 3 0 5 3l2-2q3 0 5 3 2-1 1-3l9-2v6q3 1 4-1-3-5 1-2l7-5h4l-1-3 4-1-1-2q3-3 0-4 3-2 0-4l7-3q1-2-1-3 2-3 6 0l-1 2 6 1q-1-22 1-42"/><path fill="#762b25" d="M50 37v2q-5 2-5 8h-3q-4 0 0 3l2 5-2 2-4-1 3-2v-3l-6-3 3-1q3-6 8-10z"/><path fill="#301c20" d="m68 42 1 4q1-1 4 1L62 58l3 3-5-2q-3 1-5 5-3-2-5 1l-2-2h-8l2-3q3-3 8 1l9-5-2-3 2-3q0-8 9-8"/><path fill="#c84929" d="m51 40 4 1v4h4q-3 2-2 5h-3q-2-3 1-4-6-1-4-6"/><path fill="#472021" d="M50 31v6h-4q-5 4-8 10l-3 1q0-6 2-11l2 1q3-7 11-7"/><path fill="#391e22" d="m71 39-8 3-3-6q2-1 1-3l-6 7q-2-6-5-9-8 0-11 7l-2-1q-2 5-2 11l6 3v3l-3 2 4 1-5 7q-4-9-5-18 0-6 3-11l1 1 2-4 13-4 15 5q0 3 5 6"/><path fill="#80372b" d="M50 31q3 3 5 9l6-7q1 2-1 3l3 6 8-3h2l-5 3q-9 0-9 8-6 6-14 6v-1q3-3 9-2v-3h3q-1-3 2-5h-4v-4l-4-1-1-5z"/><path fill="#ea9f4b" d="m50 35 1 5q-2 5 4 6-3 1-1 4l-6 1v-3q-2-1-1-3h3z"/><path fill="#f8eba4" d="M48 48q1-4 4 0-3 3-4 0"/><path fill="#a93227" d="M42 47q3 2 3 8h-1l-2-5q-4-3 0-3"/><path fill="#d8592e" d="M50 39v6h-3q-1 2 1 3v3l6-1v3q-6-1-9 2 0-6-3-8h3q0-6 5-8"/><path fill="#501e1f" d="m59 50-2 3 2 3-9 5q-5-4-8-1l3-4q8 0 14-6"/><path fill="#ba773c" d="m44 55-3 4-2 3-4 4 1-3 5-7z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a whiteboard covered with math problems written in green ink. | <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="#f8faf8" d="M0 0h96v96H0V59l2 12 1-1-3-47z"/><path fill="#9eccb1" d="M65 14q3 2-1 1z"/><path fill="#acd3b3" d="M49 16q2-1 5 1l-3 1z"/><path fill="#8fcf93" d="M81 17q3 0 0 3-3-1 0-3"/><path fill="#b5cec0" d="M84 17q4 1 1 4-2-3-1-4"/><path fill="#90d595" d="M45 21q2 0 1 2z"/><path fill="#a1d9b0" d="m36 22 2 1q-4 2-2-1"/><path fill="#99e1ad" d="M35 25h3v3h-3z"/><path fill="#b5dcc0" d="M65 27q7-1 1 2z"/><path fill="#daedde" d="M82 40v-1l2-7-4-4q1-2 4 0l2-3-3 17z"/><path fill="#dadcd9" d="m0 23 1 5 2 42-1 1-2-12z"/><path fill="#b3e1bf" d="M52 35h3v3h-3z"/><path fill="#c0e3c9" d="M37 36q3-1 4 3h-5z"/><path fill="#87dd9f" d="M82 39q-2-1-2-3v-2z"/><path fill="#abc0ad" d="M74 38q1-1 4 1l-2 1z"/><path fill="#bcdfc8" d="m64 37 5 3-5 1-2-2z"/><path fill="#b2debf" d="M36 42q1-1 4 1l-2 1z"/><path fill="#acdabc" d="M80 44q3-1 5 3l-4 1q-1 1 2 4l-3 1z"/><path fill="#b2dfc1" d="m75 43 2 1-1 6q-2-1-1-3l-3-1z"/><path fill="#88bb96" d="M36 53v3z"/><path fill="#94c99f" d="M44 55q1-1 4 1l-2 1z"/><path fill="#c3eed3" d="m15 52 2 6-6-1z"/><path fill="#ade1b2" d="M67 63q2 0 2 3-5 0-2-3"/><path fill="#b8d5c0" d="M44 70q1-1 4 1l-2 1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pink highlighter resting on top of a workbook. | <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="#fab1dc" d="M0 0h96v96H0z"/><path fill="#fe88d9" d="m52 21 2 2q-12 9-21 20l4 1-4 1-2-1-2-3z"/><path fill="#fc6dcb" d="m56 26-1 1-18 17-4-1q9-11 21-20l-2-2q1-3 4 0z"/><path fill="#ee9ed0" d="m56 26-3 12q0 3 2 5l-1 1q-9 2-15 7-4 1-7-1l-1-6 2 1v3q5-1 10-5l11-12 1-4z"/><path fill="#da85be" d="m55 27-1 4-11 12q-5 4-10 5v-3l4-1z"/><path fill="#f7cfe7" d="m54 44 23 10q-9 5-14 14-5 3-8 9l-8-2-1-1-7-1q-11-7-22-11l-1-2 16-10q3 2 7 1 6-5 15-7"/><path fill="#ddc4dc" d="M79 56 58 81q-7-1-12-5l1-1 8 2q3-6 8-9l5-5q1 3 4-1-3 0-1-2z"/><path fill="#cfafd5" d="M77 54q2 0 2 2l-8 4q-2 2 1 2-3 4-4 1l-5 5q5-9 14-14"/><path fill="#ec3396" d="m39 73 7 1-2 2z"/></svg> | |
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OThfmDWDVSh0VScASlDXRL7f12QFOxb9vSt85v9d3rzk2R2sELMx15Pkkkcj/+wj+H6SQ2TFod+LbCU2uyiHzge17eQ+bZCDwJfRo4ALyXTlUBIDf4P8hCpXbAvcmNl3uzyt3o7O9hTYA7sP/PfHMNGDNqo0U8TAceAv/D1Go5LYj2yn490xpL4f2+E4205LAaTT7ytWVlbso4uCT+H94QuV+8lqQZQs0gSrHvITWel/cnsAr+L83Xjm4egtF6nUJ/h+cUPlU4N7ENBC4E/+eKZ3l++9+SxtvNWw5be/3xiOvYTtwimRhGcqZtPM0MChse6L6PP49UzrPLGDtd72rsiS2CI73++OR0wP0T6QWh+L/gQmVYwL3JqaV0L7qJeSSxd/YDgwBlscOJN4L7AJ8OMDP9dQFfB3bGMn7Paoz87BVESWinO7rpuxq7MsmdzOxBVhe8y6kRedie6pL/vbC5posDYzqJUtjV9l6+u96WzZ4F2yPh5ztBfwKWyCoKe4EtsYmQIokaQzlTDY7J2xrotqC5p0RKe3nAfK6jdWbLWneDpX/FKRzIpEcif+HJFRy2mbzJvz7peSRf6MM69OsvQFeoJkbQUkmrsH/QxIit4duTET74d8vJZ9MopwZ5KsBE/DvaV35epi2iYQ1Eput7P0BCZGDA/cmliHAk/j3S8krp1COFYF78e9pHZmCTeQUSco++H84QuRVYGjg3sTyb/j3S8kvc7DL5qUYjU2Q9O5rHTk5UM9EgjkT/w9GiPw4dGMiGQo8h3+/lDxzDWVZAXgE/77Gzmy0FoQkpAt4Ef8PRohsHrg3sfw7/r1S8s5elGU14Fn8+xo72gZakvFe/D8QIfJg6MZEMgKYiH+/lLzzBLAEZXkPtk+Cd29jZh6wbqiGibbUrGIP7wICOce7gBZ9HrvMKVLFWpS3d/zjwG7AVO9CIhoA/Id3ESJgj8Z5Hw1XzVxg5dCNiWBJmr3TmRI2U4GxlOdDlLPgWE+ZDawRrFsNpzP/ziyPrTCXuz9jC2mk7lD0uI+EMxL4tncREVwFfNW7iIgGA1/xLkKa7WD8j4JD5BOhGxPBQOw+rXevlLIyj7xWtGzHL/Dvb6zMJI+rlcnTmX9ndvMuIIC3CLObWmwfx+7TioQ0ADiJMjc3OxK41buISJYAvuRdhDRXCY/4XRC8K3HcjX+vlHKTw9WvTozBbul59zdG3sR2cpQKdObfvnUoY7LQ77wLaMH7gc28i5Ci/RAY7l1EBBOBT2G3N0ozAjjEu4jcafBv3/u9CwhgFnCFdxEtOMK7ACneKsCXvYuI5EbgRO8iIjkSjV9Ss3Pxv+xVNZcG70p4Y7FHe7x7pZSf6dhKeSUaDNyGf49j5MMB+9Q4OnJqXwln/r/3LqAFh2NfXCKxDQNO8C4ikjnAAdh98tIc6V2ANMdq+B/tVs0c0t/bfDBlTKpU8sl8YAfKdSj+PQ6deWjDn47pzL89JZz13wS87l1EP3anjEmVko8ubOvYUr8Tzwau9S4isAHAv3gXkatS/9BjKWHw/5N3AS042LsAaaTNgc94FxHJAuBfsUVySnIgMMi7CCnfBPwvdVXNBsG7Etay2BeUd5+UZmYiZT9Dfhz+PQ6d3YN2qCF05t+6FbGtM3P2AvCwdxH9+DTlbbkq+VgB+Lp3ERF9D3jEu4jADvQuIEca/Fu3nXcBAVyNHSmn7CDvAgozn/TneKTmKPI/0O/NbODfSP97oB17U/bVmig0+LeuhJXmrvYuoB/jsfuuEsatwDbY/gjSuiGUuzgOwA3Ahd5FBDQU/Y1LRJfhf2+rSuZjlzRTVuL9SI+8gF1BWXTTmt8lUFduKWEDr96sQVlza24K2x6Rt+W+Scbd4VsS3P349ynnTAe+Rc9r1a8JzEigxpzyEGXPJD8Z/x6HynxsqWaRoMbg/8ddNamvYLYe/j3KORfQ/xK1302gztzy+X56mrPlgSn49zhUtBeIBLcb/n/YVbNH8K6EdSz+Pcoxd9P6+hMj0cqJ7WYS6a+IWcVx+Pc4VFKf0yQZ+g/8/7CrZD7pf4Hdg3+fcspE4J9pf9LuwQnUnlt+2maPc7IM5Zz9zwaWDtseabqL8P/DrpLUn+0fix2gePcph8zG7tV2+mhTF3B7Aq8jp8wFNu6k2Zn4Hv49DpUDAvdGGu5J/P+oq+SM8C0J6jD8e5RDribMCo3boIOtdlPauviLWg7b9c+7xyFyUeDeSIONIv8vysOCdyWs3+Lfo5TzMOEfOzsvgdeVWz7aUafzUMrM/zfRCqESyI74/0FXzfjQTQloMDAZ/x6lmDeAY7BFZ0JbmXLO9urKk9iCMiVaC9si17vHIbJj2NaUSSv89S/lgbMVbwCPeRfRh+3R0pyLmwf8DFti9vvYff7QXuj+2dK6NYEveBcRyZPAVd5FBLKzdwE50ODfv9zX+L4du22Rqg96F5CY67Eljv8VeC3y7zoR+Hvk31Gar2ETVEt0qncBgeg7pQUa/PuX++B/j3cB/Wj1GfXSPQXsi31x3V/T75wBfLmm31WKkdjs+BJdBTzhXUQAW2Hvk0glj+J/D6tK9g/fkmCWQEvOTgOOx/de8vX49yGnzMcGmBJ9Df/+hsjuoRsjzTIQmIX/H3KVrBe8K+G8D//+eGU+trPaqpW7WN0GwBz8e5JT/so7N04qxcrYugbe/a2akndlDEKX/fu2GnFmWtdlJmlfxnufdwFObuPtrXafda4FbAObM72LyMw2pH1VrVMvADd6FxHATt4FpE6Df9/W9i6gooewo/hUNe1+/wvAgcB2wN+ca1ncg94FZGQG8B3gj96FRHKudwEBbAQs6V2E5OsI/C9fVclZ4VsSzCBgKv49qiMLB4uettpNwRZo7kWruZD+d0/M3UjK+HvYLnRjSqIz/77lPtP/Pu8C+jCeZszI/ROwPvANbHJfakZjA1qpi9eEci/wAexWzTPOtcT2JnCNdxEBbOldQMo0+Pct98v+D3gX0IdNvQuI7D7svuOewNPOtfRmIDbwr+FdSMJeBQ7Hro7c5FxLnS7xLiAADf7Sscfwv3RVJSnMJO/Nifj3J0ZeAT6LDaypOwH/fqWa2djfaFO3iB1D/sv9pryyqSRuOv5/wJ1mJmlf2bkO/x6FzGzgJPIZLPYl/w2rYuUyYN3OW1uMm/F/L6pkPvl8HiUho/D/462SR8K3JJguYBL+PQqV3AaL8TRnsmW7n5kPV+hrab6J/3tSNXrkrxcpnxl6W8m7gIqe9C6gD6sDy3gXEcAE7J7+HuRziXEEcDHNmGzZqsnAV7F5KFc415KS67wLCCD3jdmiGeRdQMLGeBdQ0VPeBfShhMl+x2FrvM/xLqQNXcAvsacPxO5pnwEci03sk3e6HXgLO2DMVcornLrSmX/vct+5K+Uz/9yPxmcBPyCvgR/s7HYf7yIScSPwXuBf0MDfmznYff+cafDvhQb/3unMP561vAuo6B5sQmVOdgG+7V1EAv4O7AfsSNrrYKQi96V+Nfj3QoN/73I/80958M99/YRbvQto02rA/5LH44exTMMWWhqPzXmQ1qS2DHW7ViHv2xbRaPDvXe6D/4veBfQh98H/Fu8C2jAUG+yW8y7EyQLgImznwv8ivys23u7CHpnLVRd5PYlTGw3+vcv5sv9sbAZzipYk/wOrO7wLaMNPsdXpmuhv2PruTViSN5Yp2FMtOct9mfYoNPj3bkXvAiqYiJ3xpGgt8t4HfTLwnHcRLTocONS7CAcvAYdg2+7e5ltKEXI62O3Jyt4FpEiP+vUu98E/Vblf8k95v4RFbQ2c7F1EzWYBP8Iu77/lXEtJct/uWYN/DzT49260dwEVvOxdQB9W8S6gohwG/xWw+/xLeBdSoz8BR5H2RNdcPepdQEUa/Hugy/49G0reB0Ypn/mv4F1ARamfBQ0CLiD/g6xWPQDsjK20qIE/jpSXCm+FBv8eaPDvWe6PhqQ8+Oc8kRLgCe8C+vF97Bn20k0CjgA2p4xlaFP2NHZLJVdNORBuiwb/nuU++L/iXUAfch/8n/YuoA/7A0d7F1GTJ4HTgLnehTTAXPK+qjIWjXXvoob0LPfBf6p3AX3IefCfDzzrXUQvNsTWqW+KLYA1vYtokOe9C6hgCNra9100+Pcs9x3PUp7pnPNTFC9gayikZiRwIfkftLajC3t+X+rxgncBFS3lXUBqNPj3bLh3ARWlPPgv711ABSme9XcBvyL/zZI6ocG/PrkP/qO8C0iNBv+e6cw/jsHYCn+5SnEuxTeAvbyLcLIZ2rilLrkP/jrzX4wG/57pzD+O3Ps6ybuAxewGHO9dhLOPeRfQELlve6x7/ovR4N8znfnHkfNZP6R15r8acB76DOvSfz1SnkTcCp35L6bpXxy9yX3i1DTvAnqhM/8whgF/oLk79S1qI5o536FuU7wLqEj3/Bejwb9nQ7wLqEiDfxxvehfQ7WfApt5FJERn//HlfuY/zLuA1Gjw71mqO+K1KtWFT3K/7J/CXvBHAAd5F5GY/b0LaIDcz/w11i1GDZE65X7m7z34bwec5FxDisZjl/8lnjneBVSksW4xakiZ5nsX0Ivc/948B/8x2EI+ud+SikWX/uPK/Wpo7t89wakhPcv9Dz1V87wLqMhrc5PBwEVod7K+aPCPK9UTilZprFuMGlKmVA9eUq2rVQOdfu+JwPucfncu1sEW/ZE4NPgXRg3pWe6DVKpyP/Mf5PA7DwA+5/B7c6Szf+mNxrrFqCFlSvXgJfezh8E1/76NgdNr/p05+zi214GEl/uTOrmfeASnwb9MGvzjqPPMfxngd+T/pVunNbGtfiW83P8Op3sXkBoN/j1LdfBs1VDvAnqR++Bf1xfgAGzp3rVq+n0l0aX/OHJ/TDfVhc/caPDvWe6XDlM9Ss/96HuZmn7PccAeNf2u0uxP/p/fFKX6ndIqDf6L0eDfM69HukJJdW+C3FcJq2NnsD2wbXqlM+OArb2LKFDuu+LlfuIRnAb/nqW6K16rUj1Kz3198Nhn/qsDv0Sfy6q03G94K3oXUJHO/BejL5mepbKBS6dSvT+X+5n/6Mg//zRg2ci/owk+hr7bQlvBu4CKdOa/GH1AeqbBP4655H0EHnuFvbMi//ymWAXbB0HCyf3Mf7J3AanR4N+z3C/7pzr4Q96X/sdF/vkXAzdE/h1NoVn/YY3xLqCiid4FpEaDf8905h9Pzpf+VyH+Z+YLaEGSED6G33LMJVrDu4AK5gGveReRGg3+Pct98I99b7qKl70LqGAw8S9/3gf8IvLvaIKxaD+EkNb2LqCCV8h/jZHgNPj3LPfBP+XJOc97F1DRmjX8jm+ie5Qh6NJ/GKOA5byLqOAV7wJSpMG/Z7nf81/eu4A+vOBdQEXja/gdrwLfquH3lO5j+GzGVJqcz/oh76uN0Wjw79k08r5MlPLknNwH//Vr+j0/AR6t6XeVanlgR+8iCrCOdwEVabJfDzT492wBeZ/967J/PHWc+QPMAY6u6XeVTJf+q9vEu4CKcv/OiUKDf+9yvuea8uCvM//WXQFcXuPvK9E+1L8Vc2k28y6goie8C0iRBv/eveRdQAUpD/65H4WPo97bKkcDs2v8faVZFtjZ4feuDQxz+L0x5D74P+ldQIo0+PfuRe8CKhhFutv6vkTet1Sg3o1jHsPu/0vn6rz0PwI4HngQuApYqsbfHcMqpD2BuBWPexeQIg3+vcv5zB/iL0XbqQXYgJazrWr+fd9CjytVsTcwJPLvGAD8M3aWeRywBLbOwLXkvV/Dlt4FVDQNzfbvkQb/3uU++NfxPHqncp/FXveWsVOAY2v+nSVZBviHiD9/a+BW4HTefcttC+AvpHsw3p/3exdQ0RPYCYcsRoN/7zT4x1PC4F/3JLIzgXtr/p0libHN72rAhcBt9H1AOB64kTyXyM19lUTd7++FBv/e5XzPHzT4xzSS+i/9z8PW/Y8h5ydbWrUX4ebBDMduxTwC7Nfi/89a2BWAuh4VDWEpYFPvIip6xLuAVGnw79Vm4EwAACAASURBVJ3O/OPJffAHnxnkNwIXBfx5s4EfYmekuS9p3Z9RwIcq/owu4ADs7/dY2p/NvzL2Hm5esY66bE/+myPd412A5GcMdq8o19wVviXBDMUWsfHuUZXcFLwrrVkdmN5Cff3lUuA9i/zcGwL8zNRzfht9XtyW2H39EHVMBnaoUEtdfoT/e1Y1awXvihRvAHZm5P3H22neCN+SoO7Bv0dVMgu7/O/hWy3W2FMeAnbt4Wf+d4WfmUvepP2z9bHA2dhtl5C1TKP6lYjYJuD/nlXJZOxqjUjbnsf/D7hKlgnfkmBOx78/VeO1dOww4JkWa1yYScAx9P7I2yfa/Hm5Zt9WGoxN6DwKe9IiVi2zsM2HUrQO/u9V1VwfvCsF0T3/vj3nXUBF63kX0Ic7vAsI4KNOv3cG8LUW/7dzgdOwS/zfp/fVAu8MUFcOWjlg+yg2UezHxF2kZwjwG+DgiL+jU//oXUAAejpGOnYu/kevVfLZ8C0JZlP8+1M1b+K3kmIXNnu8r/quAzZu4+e91s/PKyHTsFX4erIetpdC3TXNB77YS01e/or/e1U1BwbvijTGsfj/AVfJqeFbEsxgwkxc884eoRvThi3p+V70k3R2VeLPPfysErP4M//LAj/FfxLq13t9Z+o1Djsg8X6fqiblK5+SuNzvg94YviVBhZo97ZnzgnelPWcvUstb2LrynV6N+C5+fawzv+1+vYOwq2OvJFDTwpyC/yS1o/HvQ9W8gn8fJWOb4f9HXCWTwrckqJPw71HVTMNv1j/YbPQpwDnd/17FPvj3s45Mx66MPJRALT3lZ/jOx/pbL3XllIuDd0UaZQT5X/4aF7wr4eyJf39C5NDQjWlTqF3XVsW/l4rl19S/hDTABh3Wm1qOCt2Y0mi2f9/eIv+V/lqd8OXhBmw2eu4Ocv79rwb6Oc+iHdBS8Sng97S/LkFV3geyoXgtwpUNDf79m+BdQEUbeRfQhzcp4xGz9/PO1fJydrd3AfL/9gD+RO9PJ4Q2GFu+OHdTgPu9i0idBv/+5T74p76O+HXeBQTQBRzhXUQgJay/UJIPAldTz4Jd+2DLmufuVuwpGOmDBv/+5T74b+ddQD9KGPwBDsF34l8oJVyJKc022C2y2APzkZF/fl2u9S4gBxr8+/e4dwEVrYztO56qW4CZ3kUEMAr/e/8h6Mw/TRtjC+/E2q1zU/LYbKgVl3kXkAMN/v0rYfvZbb0L6MNMypmccyT5f6YmYntaSHrWwNarXyfCzy5ldvxTlPGdHV3uX1R1eBybQJKz1C/9/8G7gEDWw+6b5k5n/+laFTtY3jTgzxyHPV1Qgsu9C8iFBv/+LQDu8y6iotQH/0uwPpfgG+S/sthd3gVIn8ZgVwBCfa6/TO+7PeZGg3+LNPi3Jvcvw02A4d5F9OFFbFWxEmyC73r/IejMP31LA1cBO1f8OWOAw6qXk4Rp2MRIaYEG/9bkPvgPwjaBSVkpl/7Bzv5zdhflXIkp2QhsHYC9KvyMr1L/QkKxXI5tdy0t0ODfmtwHf7CFaFJW0uC/NZ3tqpeK14GnvYuQlgzF1rHv5J79OOBfwpbj6iLvAqQ8A4Cp+K9XXSU3B+9KeI/g36dQeRS74pKrC/DvodJ65gGH9/hO9u4XCdQdKtNI+9ZmcnTm35r5wD3eRVS0NfYsesr+17uAgNYl73upWuwnLwOA/wG+0uL/fn1sYapSXI4dAEiLNPi3LvdL/4OwpUJT9ivsKL4Ux1HfuuyhadJffrqA7wPfaeF/exJ5X5lanLbwlWgOwP/SVtWcFrwr4d2Ef59C5r/Dtqc2I7FLyd79UzrLafR+clfKVtoLMwVYspfXKlLZePz/yKvmyeBdCe8w/PsUMnMIuyBLnUqag9HEnAMMXOw9XQJ4LIHaQuZ0RCIagB1hev+hV83aoRsT2ChgOv59CpnbyPMW23n4906plt9iA/5CxydQU+ikvohZknL8QvIynzxmzPdnV+8C+jEFuNS7iMC2pv2Z2CnQpL/87QNcgc09WQc4xrec4CZgGx5JmzT4t+d67wIC2N27gBac7V1ABN8FVvQuok0a/MuwE3YAcCa2LkBJzsHO/qVNua9BXrctyX8Z2tnYIPSGdyF96MLuN6/rXUhgV2BL/+byZbUkdiWmpFnhUo452E6HL3gXkiOd+bfnbmCydxEVDSH9s/8F2DPLpfkwea2oNh142LsIkV78Dg38HdPg3555lHHff1/vAlpwFraqYmlOAjbyLqINuvQvqfqpdwE50+Dfvhu9CwhgN9JffOZNbNGf0gwFziefe68a/CVFD1HGiZgbDf7tK2HS3zDsEnTqfkI+98fbsSHwX95FtEiDv6ToVMr8bpCEDcQmy3k/21o1vwndmEiuxr9XMTKfPG6/LAHMwr9firIwr6FNfCrTmX/75gF/8S4igD3IYx/vXJfH7U8XtojOe70L6ccs4H7vIkQW8RO0iU9lGvw7c713AQGMwA4AUncV5W4yMwzbkGQ570L6oUv/korp2OAvFWnw78x13gUEcoh3AS3K5f54J1YHLgIGO9fRFw3+koozscv+Ii66gGfwv/dVNXOAsYF7E0MXdunZu18xk/KOi5vg3x9FmQ2shgShlbs6swD4I3CEdyEVDQI+DfzQu5B+LMCWx/1f70Ii+lfgZeBb3oX04CFgBnnMEenEfGxFyQe6/zkRmLTIf780sCq2KdZWwJp1FygA/Bo76RJxtSv+R8Ih8lDoxkQyEHgU/37FTqoHlLfg35uQmQP8ATgAWKHNXozBtp6+DJibwGtpQmajgy5JxBDK2OJ3AbbrXA4+jX+vYmce8KlQDQvoZPx7EyKTsW1tQ22ytCpwArYapfdrKzk/a/UNEanDBfh/KEIkl3X0BwD34N+v2JlNevsvHIh/X6pkDvbY6OjQjek2Bpu3oSsB4TMTGNf6WyES3wH4fzBC5A3yWW62lNst/WU6aa3COB7/nnSae4BNw7ekR9the8x7v+aSckpb74BIDUZjZxTeH44QOThwb2L6M/79qiOzgH0C9ayqAeR5adtjD/vhwG8D1K7Y39yY9tovUo/r8f+AhMhdoRsT0abYvXHvntWROdhchxTcgH8/Ws184D+idKE1A4Dv91CX0l4830ORPn0R/w9IqOwQuDcxnYt/v+rKPODwMG2r5If496LVfC5SD9r1Xfx7kWv+Tj63I6WB1sL/QxIqFwbuTUyrYffFvXtWV+YDx2ILHnnZv4e6UkxqK0L+DP+e5JhPdNJskTrdh/8HJUTmkNes2uPw71nd+TV+Z0M5HOheiu8BUk+GYJuBefcmp9xKeu+jyLt8Bf8PS6h8L3BvYhoKPIl/zzy+GD0mQXUBr3dQb115lniP8lW1MrbGgHePcshc0t/tUgSwD3Ypz/dOApYM256odsO/Zx55Htg8QP/alfKTFh+J+LpD+Gf8e5RDTu60wSIersX/QxMqhwXuTWyX4t8zj7wJHBSgf+1IdQLb5TFfdCBd2A6J3r1KOS8AS3XaYBEPn8H/gxMqj5PXpk8rYQsVeffNK+cCIyp3sTX71PSa2s2WMV90QHvj36uU8/HOWyviYynKmn3+ybDtie4I/HvmmUeAjSt3sX/jnF5fX7kq6isOq4tyJgiHzpUV+iri6n/x/wCFyoPYQiW5GIBmVM/ADoJiz5J+OYHXumj2jftyg/tX/HuWWiaT15NGIu+wB/4foiZ/qa6HDYDeffPOjcB7KvayL39K4DUuzBvA4IivNYYxlDNBOFQOrdRREWeDgVfw/yCFyt3k96ztF/DvWwqZDhxDnLkbxyfw+hbm/Aivrw434t+7VHJZxV6KJOEU/D9MIbNn2PZENwC4Bv++pZK7gO2xx1GXIcytnJSucH0mwOup02hsxb+m7E3RXyZhE3alZrmd1eVgK+B27yICuh3YxruINo0D7geW9i4kUbOBadiOabOwRwbfwvZNn9r9380EpmC3UWZil9dndv/nIcCvaq+6Zxth81NS14X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<linearGradient id="leg_2_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="69.3621" x2="78.1528" y1="86.086" y2="123.4813">
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<path id="neck" d="M76.54,81.63L76.54,81.63c1.24-1.07,3.11-0.92,4.16,0.34l1.76,2.1l-4.49,3.89l-1.76-2.1 C75.15,84.6,75.3,82.7,76.54,81.63z" style="fill:#C48E6A;"/>
<path id="ears" d="M81.36,99.47l1.63-1.27l8.84-6.86l1.63-1.27c1.31-1.01,1.51-3,0.45-4.41 s-2.99-1.74-4.3-0.72l-1.63,1.27l-8.84,6.86l-1.63,1.27c-1.31,1.01-1.51,3-0.45,4.41S80.05,100.49,81.36,99.47z" style="fill:#C48E6A;"/>
<g id="pants_3_">
<g id="pants_x5F_fill">
<polygon points="77.34,61.66 74,56.74 76.44,46.08 63.18,42.6 59.63,55.17 48.16,51.93 44.15,65.19 55.38,69 58.8,74.06 " style="fill:#7C7C7C;"/>
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<path id="head" d="M93.6,102.74L93.6,102.74L93.6,102.74c3.82-2.97,5.16-8.57,0.47-14.6 c-3.76-4.84-8.99-5.38-12.32-4.28c-0.79,0.26-1.48,0.62-2.01,1.03c-0.53,0.41-1.04,0.99-1.49,1.68c-1.9,2.95-2.68,8.15,1.09,13 C84.03,105.62,89.78,105.71,93.6,102.74z" style="fill:#E0BB95;"/>
<path id="mouth_1_" d="M81.37,90.81c0.38-0.96,2.67-2.74,3.69-2.87c0.59-0.07,0.71-0.76,0.26-0.99 c-0.44-0.23-2.34-0.09-3.42,0.75s-1.67,2.63-1.56,3.12C80.47,91.32,81.16,91.36,81.37,90.81z" style="fill:#6D4C41;"/>
<path id="nose_1_" d="M83.77,91.83c0.03-0.01,0.06-0.02,0.08-0.04l1.55-1.21c0.02-0.02,0.04-0.04,0.06-0.07 c0.1-0.17,0.06-0.37-0.13-0.48c-0.19-0.1-0.83-0.3-1.46,0.18c-0.62,0.48-0.59,1.16-0.54,1.37C83.39,91.8,83.59,91.89,83.77,91.83z" style="fill:#C48E6A;"/>
<g id="eyes">
<ellipse cx="89.82" cy="90.41" rx="1.37" ry="1.42" style="fill:#5D4037;" transform="matrix(0.7897 -0.6135 0.6135 0.7897 -36.5749 74.1161)"/>
<ellipse cx="82.59" cy="96.02" rx="1.37" ry="1.42" style="fill:#5D4037;" transform="matrix(0.7897 -0.6135 0.6135 0.7897 -41.538 70.8641)"/>
</g>
<g id="eyebrows">
<path d="M89.77,93.67c0.42,0.11,1.2,0.14,2.13-0.58c0.93-0.72,1.09-1.49,1.09-1.92 c0-0.19-0.13-0.31-0.26-0.35c-0.12-0.03-0.35,0.03-0.49,0.24c-0.14,0.21-0.36,0.7-0.99,1.19c-0.63,0.48-1.15,0.58-1.39,0.66 c-0.24,0.08-0.36,0.29-0.36,0.41C89.5,93.47,89.59,93.62,89.77,93.67z" style="fill:#AB872F;"/>
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<path id="hair" d="M95.02,104.17c7.82-6.35,2.92-16.29-2.61-17.87c0,0,2.55,3.54,0.92,5.97 c-3.12,4.66-3.72,8.63-3.72,8.63c-1.82-0.75-4.85-0.3-5.97-0.16c-0.92,0.11-5.17-2.37-5.17-2.37 C78.98,103.27,87.77,110.06,95.02,104.17z" style="fill:#AB872F;"/>
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</svg> | |
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} | Generate code for a svg of a father and son watching a football game together. | <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 0h96v26H0z"/><path fill="#dee1e4" d="M91 34v2h-4l-1-2q2-3 5 0"/><path fill="#778996" d="M0 26h96v10h-5v-2l4-1-47-1q-25 0-47 2v6q33-3 66 0-9-1-13 2l-6-2-4 2-5-2q-5 3-11 1v2L4 44l6-1q-4-3-9-2v19H0z"/><path fill="#687785" d="M1 34h85l1 2H1z"/><path fill="#243144" d="M91 34q-3-3-5 0H1q22-2 47-2l47 1z"/><path fill="#314051" d="M1 27h94v4H1z"/><path fill="#7f939e" d="M75 40h10l4 3q-8 2-8 9-2 7-8 4l4-10q-5-3-11-2-3-2-5-1-1-2 1-2 6-1 11 1z"/><path fill="#9ebfbc" d="M67 40h8l-2 2q-5-2-11-1-2 0-1 2H28v-2q6 2 11-1l5 2 4-2 6 2q4-3 13-2"/><path fill="#d2f56e" d="M33 43h10q-3 2-2 7v3l-7-2q-2-3-5-3l-4-4z"/><path fill="#cde984" d="M43 43h18q2-1 5 1 0 3-3 3l2-3H52l2 1-4 2q-6-3-8 3h-1q-1-5 2-7"/><path fill="#d0f276" d="m63 47-10 7-3-7 4-2-2-1h13z"/><path fill="#cde7a5" d="M28 43h5l-8 1 4 4q-9-7-17 1l5 5-11-7q1-2 4-2z"/><path fill="#d2f76b" d="m29 48 5 3-8 2 15 2-9 1h-7l-8-2-5-5q8-8 17-1"/><path fill="#d1f378" d="M66 44q6-1 11 2-3 2-5 7-1 2-3 1l-3-3-4-2 1-2q3 0 3-3"/><path fill="#ecf8c8" d="M29 48q3 0 5 3z"/><path fill="#21202e" d="m50 47-1 9-7-2-1-5q2-6 8-3"/><path fill="#607789" d="M89 43q3 0 6 5-7 1-9 8-2-4-5-2v-2q0-7 8-9"/><path fill="#384a5e" d="M1 36h95v24l-21-1h-3l1-3q6 3 8-4v2q3-2 5 2 2-7 9-8-3-5-6-5l-4-3H67q-33-3-66 0z"/><path fill="#d0deab" d="m63 47-1 2 4 2q-6-1-5 5l-10 2-1-1 1-9 2 6z"/><path fill="#314155" d="m6 47 11 7 3 4-18 2H1V41q5-1 9 2l-6 1q-1 2 2 3"/><path fill="#202132" d="m66 51 3 3-1 5q-6 2-7-3-1-6 5-5"/><path fill="#e3e9ca" d="m77 46-4 10-1 3h-4l1-5q2 1 3-1 2-5 5-7"/><path fill="#dadc9f" d="m41 50 1 5q2 3-3 4-3-5-3 1l-1 1v-1l-4-4 9-1-15-2 8-2 7 2z"/><path fill="#7c8273" d="m40 59-3 1q0-6 3-1"/><path fill="#a9b2b5" d="m17 54 8 2 3 1v3l-7-2-19 2 18-2z"/><path fill="#a9b496" d="M25 56h7l4 4h-7l-1-3z"/><path fill="#b3b6ae" d="M61 56q1 5 7 3h7q-4 0-4 2l-11 1 1 15h-3V63q-3-4-7-5z"/><path fill="#f9f9f9" d="m28 57 1 3h7v1q-3 1-3 4H0v-5h2l19-2 7 2z"/><path fill="#7097ad" d="m71 61 2 6v10H61l-1-15z"/><path fill="#ef7f49" d="m43 55 7 2 1 1q4 1 7 5v13l-2-1v-8H36q-2 1-1 4v3l-2-1v-8q0-3 3-4l1-1 3-1q5-1 3-4"/><path fill="#caced0" d="M0 65h33v2H0z"/><path fill="#fafafa" d="M96 60v36H0V67h33v6l2 1 3 5h33l2-2v-2q3-5 0-8l-2-6q0-2 4-2l9-1z"/><path fill="#f3935a" d="M36 67h20v8l2 1v1l-20 2-3-5v-3q3-2 1-4"/><path fill="#f0a46e" d="M73 67q3 3 0 8z"/><path fill="#5d453f" d="M36 67q2 2-1 4-1-3 1-4"/><path fill="#2b3444" d="M58 77h15l-2 2z"/><path fill="#d1b5a6" d="m58 77 13 2H38z"/></svg> | |
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} | Generate code for a svg of a a black and white image of a building with columns | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><defs><style>.fa-secondary{opacity:.4}</style></defs><path class="fa-primary" d="M501.6 92.13l-234.4-90.07C264.3 .8958 259.2-.0039 256-.0039c-3.188 0-8.219 .8997-11.22 2.056L10.38 92.13C4.656 94.25 0 100.1 0 107.1V144C0 152.8 7.156 160 16 160h480C504.8 160 512 152.8 512 144V107.1C512 100.4 507.9 94.44 501.6 92.13z"/><path class="fa-secondary" d="M512 464v32c0 8.799-7.199 16-16 16h-480C7.199 512 0 504.8 0 496v-32C0 455.2 7.199 448 16 448H32v-32c0-17.67 14.33-32 32-32V160h64v224h96V160h64v224h96V160h64v224c17.67 0 32 14.33 32 32v32h16C504.8 448 512 455.2 512 464z"/></svg> | |
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"path": null
} | Generate code for a svg of a silhouette of a woman holding a heart, depicted in black and white. | <?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="97.208px" height="97.208px" viewBox="0 0 97.208 97.208" style="enable-background:new 0 0 97.208 97.208;"
xml:space="preserve">
<g>
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c-3.059,0.563-4.74,2.949-3.952,7.826c0.565,3.504,1.876,5.96,4.051,7.238l0.016,12.391c-6.58,5.791-12.717,16.471-13.673,34.971
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c3.595,0,6.968-1.156,9.914-3.241c1.055,0.758,2.231,1.549,3.563,2.366c1.697,1.04,3.254,2.35,4.677,3.887
c-5.19,2.846-11.443,4.524-18.188,4.524c-6.693,0-12.894-1.665-18.063-4.472C31.896,52.804,33.418,51.546,35.07,50.533z
M52.41,17.324c1.021,2.043,3.938,6.044,11.545,7.84c-0.714,11.84-7.121,20.207-15.525,20.207c-7.42,0-13.272-7.284-14.837-17.321
C44.405,27.306,51.333,18.742,52.41,17.324z M76.306,84.3c-0.819,0.044-4.071,0.208-5.618,0.287v-6.192
c0-0.853-0.69-1.541-1.542-1.541c-0.63,0-1.168,0.377-1.407,0.916c-1.831-3.475-5.63-5.852-9.835-5.852
c-3.988,0-7.468,2.138-9.384,5.324c-1.917-3.187-5.397-5.324-9.384-5.324c-4.161,0-7.843,2.393-9.692,5.809
c-0.262-0.48-0.765-0.81-1.349-0.81c-0.853,0-1.542,0.69-1.542,1.542v6.21c-1.341-0.067-4.82-0.321-5.709-0.369
c-0.107-0.132-0.295-0.465-0.268-1c0.619-12.021,3.713-21.596,8.867-27.815c5.082,2.821,11.148,4.539,17.701,4.761v8.97h3.084
v-8.953c6.512-0.257,12.529-2.016,17.572-4.846c5.099,6.25,8.156,15.842,8.772,27.788C76.601,83.738,76.416,84.168,76.306,84.3z"/>
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| |
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"path": "62080e38d011269364836e5593c7c674eaecf560681c08d578bfa17b2d1df02b.png"
} | Generate code for a svg of a a black and white photo of a window with four squares | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 128 128"><path d="M3.976 15.931v96.038h120.048V15.931H3.976zM88.01 33.938v20.008H66.001V33.938H88.01zm30.011 46.018h-24.01V59.948h24.01v20.008zm-30.011 0H66.001V59.948H88.01v20.008zM9.979 59.948h50.02v20.008H9.979V59.948zm50.019-26.01v20.008H9.979V33.938h50.019zM9.979 105.967V85.959h50.02v20.008H9.979zm56.022 0V85.959H88.01v20.008H66.001zm28.011 0V85.959h24.01v20.008h-24.01zm24.009-52.021h-24.01V33.938h24.01v20.008z"/></svg> | |
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<path style="fill:#BFAF86;" d="M320,400c0,4.4-3.6,8-8,8H144c-4.4,0-8-3.6-8-8V168c0-4.4,3.6-8,8-8h168c4.4,0,8,3.6,8,8V400z"/>
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| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a vintage camera resting on a sunlit windowsill. | <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="#fcfbf4" d="M16 0h69v64l-22-1V40q2-4-1-6l-7-4H43q-3 0-3 3v1l-2 1q-2 0-2 2-3-2-5-1-1-2-3-2t-2 2l-2 4h-1q0-6-2-1v6l1 18h-6z"/><path fill="#f7f5eb" d="M90 0h6v32h-5l-1-1z"/><path fill="#99816b" d="M8 0h4l-1 49-1-6-1 4-1-35z"/><path fill="#e5d0b6" d="M13 0v63q3 2-1 2z"/><path fill="#766156" d="M14 0h2v30l-2 33z"/><path fill="#f5f3e9" d="M0 0h6v63H0z"/><path fill="#ebd7bb" d="M7 0v66h14v1H0v-1h7z"/><path fill="#af967e" d="M12 0v65q4 0 1-2l2-33v33h6v3H8V12l1 35 1-4 1 6z"/><path fill="#bfbcb9" d="m62 34-4 1-2-2H40q0-3 3-3h12z"/><path fill="#797e82" d="M31 36h-5q0-2 2-2t3 2"/><path fill="#5c5f60" d="m38 35-1 4-1-2q0-2 2-2"/><path fill="#b7b7b7" d="m40 34-2 6H24l2-4h5q2-1 5 1l1 2 1-4z"/><path fill="#f3e4c6" d="M91 32h5v17l-5-2z"/><path fill="#b2b3b2" d="M53 37h5q2 1 2 5-3-3-6-2l1 2h-2l-6-4z"/><path fill="#2a3034" d="M23 40h14v1l-5 7q0 2 3 2l1 14 7-1q7 3 16 1l-1-4 2-5v-6l2 13v1l-4 4H22v-3l2-11z"/><path fill="#e0dfda" d="M40 33h16l2 2v2h-5l1-2q-6-2-10 1l2 2-8 5v-3z"/><path fill="#242a31" d="M62 34q3 2 1 6l-2 4-1-2q0-4-2-5v-2z"/><path fill="#85878a" d="m53 37-6 1 6 4q2 3 2 0 3 0 5 4l1 3v6l-2-6-1 5q0-7-6-9-6-5-11 1-4 6-2 13v4h5l-7 1-1-14a22 22 0 0110-12l-2-2q4-3 10-1z"/><path fill="#21282e" d="M60 42v4q-2-4-5-4l-1-2q3-1 6 2"/><path fill="#757b7e" d="m23 40 1 13-2 11v-1l1-9-2-9v-6q2-5 2 1"/><path fill="#252730" d="M53 42h2q0 3-2 0"/><path fill="#ac9076" d="M85 0h5v31l-4 35H64q-3 1 0 2-4 1-5-1l4-4 22 1z"/><path fill="#575a5e" d="M63 40v22l-2-13-1-3v-4l1 2z"/><path fill="#5a6065" d="M38 41v2q1-2 4-2-4 3-6 9-3 0-3-2z"/><path fill="#b1b3b2" d="m21 45 2 9-1 9z"/><path fill="#f9f6e9" d="m91 47 5 2v15h-5z"/><path fill="#c9af92" d="M90 31v32h5v6l-10-4z"/><path fill="#676b6e" d="M52 45q-10-1-11 8 3 12 13 6l4-5 1-5 2 6-2 5-1 2-5 1 7 1q-9 2-16-1l-5-4q-2-7 2-13 5-6 11-1"/><path fill="#22292e" d="M52 45q6 2 6 9l-4 5q-10 6-13-6 1-9 11-8"/><path fill="#707778" d="M53 50q3 3-1 6t-7 0q7 2 8-6"/><path fill="#20252d" d="m39 59 5 4h-5z"/><path fill="#cececa" d="m59 60 1 4-7-1 5-1z"/><path fill="#a98b70" d="M6 0v66H0v-3h6z"/><path fill="#fbfaf5" d="m86 66 10 4v1H0v-4h59q1 2 5 1-3-1 0-2z"/><path fill="#a18b79" d="M0 71h96v4H0z"/><path fill="#fcfaf4" d="M0 75h96v21H0z"/></svg> | |
{
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"path": "3d52f308268d0ffdd0bcaacc4064a9c7de56a1622c89770f7d4f4c61087b70c7.png"
} | Generate code for a svg of a a drawing of a white wall with a line of lines going through it | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 282 177">
<g fill="none" stroke="#000" stroke-miterlimit="10">
<path d="M282 0v177L0 139V0h282z" />
<path d="M282 0v177L0 139V0h282z" />
</g>
</svg> | |
{
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",
"path": "emoji_u1f9df_200d_2640.png"
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"path": "emoji_u1f499.png"
} | Generate code for a svg of a blue heart | <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="M93.99,8.97c-21.91,0-29.96,22.39-29.96,22.39S56.09,8.97,34.03,8.97 c-16.58,0-35.48,13.14-28.5,43.01c6.98,29.87,58.56,67.08,58.56,67.08s51.39-37.21,58.38-67.08 C129.45,22.11,111.91,8.97,93.99,8.97z" style="fill:#1976D2;"/>
<g>
<path d="M30.65,11.2c17.2,0,25.74,18.49,28.5,25.98c0.39,1.07,1.88,1.1,2.33,0.06L64,31.35 C60.45,20.01,50.69,8.97,34.03,8.97c-6.9,0-14.19,2.28-19.86,7.09C19.18,12.77,25.05,11.2,30.65,11.2z" style="fill:#0D47A1;"/>
<path d="M93.99,8.97c-5.29,0-9.77,1.54-13.53,3.85c2.64-1.02,5.56-1.62,8.8-1.62 c16.21,0,30.72,12.29,24.17,40.7c-5.62,24.39-38.46,53.98-48.49,65.27c-0.64,0.72-0.86,1.88-0.86,1.88s51.39-37.21,58.38-67.08 C129.45,22.11,110.57,8.97,93.99,8.97z" style="fill:#0D47A1;"/>
</g>
<g style="opacity:0.3;">
<path d="M17.04,24.82c3.75-4.68,10.45-8.55,16.13-4.09c3.07,2.41,1.73,7.35-1.02,9.43 c-4,3.04-7.48,4.87-9.92,9.63c-1.46,2.86-2.34,5.99-2.79,9.18c-0.18,1.26-1.83,1.57-2.45,0.46 C12.77,41.95,11.57,31.65,17.04,24.82z" style="fill:#FFFFFF;"/>
</g>
<path d="M77.16,34.66c-1.76,0-3-1.7-2.36-3.34c1.19-3.02,2.73-5.94,4.58-8.54 c2.74-3.84,7.95-6.08,11.25-3.75c3.38,2.38,2.94,7.14,0.57,9.44C86.11,33.4,79.69,34.66,77.16,34.66z" style="opacity:0.3;fill:#FFFFFF;"/>
</g>
</svg> | |
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",
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} | Generate code for a svg of a illustration of a plant with a long stem and a long tail | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 323.1 236.49"><defs><style>.cls-1{fill:#7c4eff;}.cls-2{fill:#1765a5;}.cls-3{fill:#00e9b1;}.cls-4{fill:#010080;}</style></defs><g id="Layer_2" data-name="Layer 2"><g id="_ÎÓÈ_1" data-name="—ÎÓÈ_1"><path class="cls-1" d="M29.57,235.22H323.1a58.91,58.91,0,0,1-21-11.71c-13.55,10.88-45.92,9-55.83-3.3-8.34,7.4-31,4.63-34.09-4.17-18.37,4-41.09-3.07-46.57-14.55,2.12,9.89-21.84,15.17-35.51,9.74s-18.64-16-23-25.59S96.59,165.51,82.05,161c-16.92-5.22-38.46.58-49.69,9.93-1,.83-1.91,1.69-2.79,2.55Z"/><path class="cls-2" d="M115,188.77c-.29,9.43-1.63,20.06,3.74,27.18,6.28,8.32,18.2,7.1,26.31,13.08a19,19,0,0,1,5.4,6.19h11.48c-.95-9.19-4.73-18.67-9.07-22.6-4-3.6-9.18-5.34-12.75-9.44-6.39-7.34-5.43-19.25-8-29.14-4.16-15.71-17.42-25.95-30.81-32.25C111.3,154.25,115.53,171.78,115,188.77Z"/><path class="cls-3" d="M159.72,219.05c3,3.58,5.78,9.38,8.21,16.17h14.88c.44-5.14.81-9.57,1-12.61,1.37-18.25,2.27-38.23-8.47-53-6-8.28-15.17-14-20.33-22.87-4-6.84-5.22-14.95-5.47-22.87a82.83,82.83,0,0,1,1.89-21c1.11-4.84,3.1-11.56,4.56-17.4-9.94,11.6-17.95,26.56-22.93,41-6.08,17.6-7.34,37.43-.33,54.68C138.63,195.57,149.69,207.13,159.72,219.05Z"/><path class="cls-4" d="M168.66,233.57h17.07c2.19-16.54,9.93-32.29,17.94-47.14,6.83-12.67,14.19-26.15,13.08-40.51-1.46-18.88-16.88-33.23-31.23-45.54,7.56,13,5.13,29.58-.42,43.55s-13.94,26.78-18.21,41.19a77.62,77.62,0,0,0,0,42.9C167.39,229.88,168,231.73,168.66,233.57Z"/><path class="cls-3" d="M184.58,235.22a20.85,20.85,0,0,1,3.38-2.37c9.9-5.57,23.63-3.43,31.6-11.55,6.82-6.94,6.13-18,6.56-27.73.78-17.55,7.12-35.31,19.81-47.4-16.05,5.5-32.27,15.08-38.38,31-3.85,10-3.72,22.35-11.73,29.44-4.48,4-10.66,5.38-15.57,8.79s-9.51,11.42-11.74,19.86Z"/><path class="cls-1" d="M75.88,181.48c9.62,15.61,1.82,35.48,2.63,53.74h84.13c.09-.31.17-.62.25-.93,5.5-20.86,7.51-44.28-3.74-62.8-5.64-9.3-14.43-17-17.34-27.45-5.75-20.65,13.69-43.55,4.25-62.87-3-6.12-8.48-10.69-12.25-16.37-9.24-13.92-7-31.9-6.56-48.47.14-4.93-.19-10.5-4-13.76-8.15-7-20.86,1.84-25.67,8.54-8.34,11.64-14,29-11.94,43.19,1.37,9.58,6.22,18.94,4.6,28.49C88.12,95.4,75.82,103.4,67,112.81c-12.22,13-18.51,33.46-8.89,48.37C62.94,168.74,71.16,173.83,75.88,181.48Z"/><path class="cls-3" d="M93,89.53c4.93,5.67,10.22,11.57,16.16,18,.57,7.63,1.33,15.23,2.15,22.79-6.29-6.58-11.25-11.82-15.88-16.77l-.87,1.13c4.91,5.25,10.17,10.8,17,18,.39,3.55.8,7.09,1.2,10.62q.7,6.06,1.38,12.16-6.39-6.69-12.84-13.38l-3.2-3.33-.85,1.14,3.2,3.33q7,7.27,13.94,14.54c.81,7.56,1.55,15.16,2.09,22.78-4.67-5.09-9.76-10.55-15.53-16.64l-.86,1.14c6.19,6.54,11.61,12.35,16.55,17.76.49,7.6.77,15.23.72,22.87-4.42-5.27-9.14-10.72-14.4-16.6l-.89,1.11c5.61,6.27,10.6,12,15.26,17.63a214.08,214.08,0,0,1-1.55,23c-3.84-5.34-8.07-10.9-12.62-16.58l-.94,1.05c4.82,6,9.28,11.9,13.29,17.52-.11.81-.21,1.62-.33,2.43h1.32c.07-.49.13-1,.2-1.45l.21-.22c5.91-6,11.83-12.35,17.6-18.84l-.89-1.11c-5.45,6.13-11,12.12-16.61,17.82a212.86,212.86,0,0,0,1.6-22.93l.11-.13c5.17-6,10.27-12.16,15.59-18.83l-.94-1.05c-5,6.3-9.84,12.14-14.71,17.81.07-7.72-.2-15.42-.69-23.1,4.42-5.67,9.1-11.83,14.32-18.84l-1-1c-4.9,6.57-9.32,12.4-13.5,17.77-.54-7.77-1.28-15.5-2.11-23.19q5.17-7,10.29-14l3.45-4.72-1-1L125,142.92q-4.76,6.48-9.53,13-.7-6.45-1.44-12.84-.6-5.16-1.18-10.36c5.51-7.49,9.8-13.25,13.9-18.65l-1-1c-3.92,5.16-8,10.65-13.16,17.65-.85-7.69-1.63-15.42-2.21-23.18,5.16-6.68,10-12.76,14.81-18.57l-.93-1.07c-4.56,5.52-9.16,11.29-14,17.56-.54-7.68-.87-15.39-.86-23.11,5.52-6.5,10.9-12.56,16.43-18.5L125,62.68c-5.25,5.63-10.35,11.36-15.56,17.47a193.63,193.63,0,0,1,4.58-41.86l-1.25-.4a196.22,196.22,0,0,0-4.63,42.39c-5-5.94-9.46-11.5-13.63-17l-1,1c4.44,5.81,9.21,11.73,14.58,18.09,0,7.64.32,15.27.85,22.87-5.51-6-10.46-11.53-15.1-16.86Z"/><path class="cls-4" d="M21,185.53c9,14.71,1.52,33.35,2.18,50.52l79.08.44.24-.87c5.27-19.57,7.29-41.57-3.19-59C94,167.81,85.79,160.5,83.11,150.69c-5.3-19.45,13.1-40.86,4.33-59.07C84.67,85.86,79.53,81.53,76,76.16c-8.61-13.12-6.43-30-5.9-45.58.15-4.63-.12-9.87-3.66-13C58.82,11,46.83,19.24,42.28,25.51,34.37,36.41,29,52.73,30.83,66c1.23,9,5.74,17.84,4.17,26.81-2.09,11.83-13.69,19.29-22.07,28.09C1.38,133.06-4.64,152.29,4.31,166.35,8.86,173.48,16.56,178.31,21,185.53Z"/></g></g></svg> | |
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"path": null
} | Generate code for a svg of a green shrubs trimming the edges of city sidewalks. | <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 0h96v75L59 60l2-9h-3v3h-3v4H42l-6-6q-5-4-8 0l-9-2-7 1q-13 12 0 24l4 3h15l10-4v-4q12-1 2-6v-1l1-4 14 1 38 25v11H0z"/><path fill="#30763e" d="M41 32q8 8-3 14l-4-2 2-2-1-4 2 1q0-5 4-7"/><path fill="#53a04d" d="M41 32q-4 2-4 7l-2-1 1 4-2 2q-6-10 4-14 2 0 3 2"/><path fill="#65b85d" d="M36 52q1 8-5 2-3 1-3-2 3-4 8 0"/><path fill="#46873f" d="M71 50q5 2 0 6-3-3 0-6"/><path fill="#58a653" d="m19 50 2 1-2 2 4 5-1 1q6 4 1 10v-4h-2v-4l-5 3-1-3-1 4q-2-3-4-1v5l3 4-1 2q-13-12 0-24z"/><path fill="#62aa57" d="M87 53q-1 8-7 3v5l-4-2 3 6q-7-2-6-8 5-8 14-4"/><path fill="#e1dcdc" d="M59 60h-1l-14-1-1 4-1-5h13v-4h3v-3h3z"/><path fill="#57a44e" d="M70 57q2 1 2 5-5 0-5-4z"/><path fill="#387a44" d="M87 53q2 0 3 2 3 14-11 10l-3-6 4 2v-5q6 5 7-3"/><path fill="#378147" d="m19 50 9 2q0 3 3 2 6 6 5-2l6 6 1 5v1q-3 9-11 11l-16 3-4-3 1-2-3-4v-5q2-2 4 1l1-4 1 3 5-3v4h2v4q5-6-1-10l1-1-4-5 2-2z"/><path fill="#c3c9bd" d="M43 64q10 5-2 6v4l-10 4 1-3q8-2 11-11"/><path fill="#9e9e83" d="m58 60 37 15v10z"/><path fill="#9bb496" d="m32 75-1 3H16z"/></svg> | |
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} | Generate code for a svg of a a bright yellow butterfly fluttering through the meadow. | <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="#f6ec9e" d="M0 0h96v5l-2-2-1 6-2-1-1 4q4 0 1 3-2 1-1 4-8 0-5-6-6-1-1 2-3 0-4 3-1-1 1-3-4-3-4-6-3 3-3 7l-5 2-1-2-2 7 2 5-2 6h-2q-2 0-2 2h-1q-8-3-8-10l3 3q2-9-4-16-6-1-9 3v5l4 3q-3 0-2 3l-6-4q-3 3-6 0-2-1-1-3-3-1-5 1l-1-1q0-2 3-1 5-9-5-10l-2-3-1 1-3-3q-3-1-6 1l1 8-2 10-1 2-4-3-1 3 1 10-2 4v12l-3 6q2-3-1-4z"/><path fill="#f5eb99" d="M96 5v47l-3-1-1-9-2-2h-4l-4 5q-1-13-6-25l5 31-3 1-3-2-1-13-1 1 1 22-2 8q-2 1 1 2-3 5-4 11l-2-8q0 12-3 1l-1 3-1-6-2 5-3-18h-2q-3 6-6 1l-1 1-5-2q0-2 3-2-9-5-9 5 0 2 3 2l-4 3-1-7-2 1 2 11 3-5q6 0 11-4 6 2 8 9h-6q-1-6-3-1-1-5-3-2l2 3q-3 4-2 10v9l-2-6-1 1-4-14q-2 1-1 4v2l3 1q-1 6-6 11l-2 4V49l-3-5-1 19h-3l1-8q-4-1-5 2l2 5-6-1q0-12 6-22l-1-1q-3 2-4 7l-2 10-1-7q-4 3-4 9l-5 3q-2 3-2 7v6q-1-4-1-1l2 5-1 10-4-7V53q3 1 1 4l3-6V39l2-4-1-10 1-3 4 3 1-2 2-10-1-8q3-2 6-1l3 3 1-1 2 3q10 1 5 10-3-1-3 1l1 1q2-2 5-1-1 2 1 3 3 3 6 0l6 4q-1-3 2-3l-4-3v-5q3-4 9-3 6 7 4 16l-3-3q0 7 8 10-5 0-8 3h-3l-2-1-1-3v-1q-1-4-4-5-2 1-1 4l1 2-3 6q-1 2 2 3h2q3 0 1 3l3 1 6-3 1-3h2l6-4q1-2-1-2 0-2 2-2h2l2-6-2-5 2-7 1 2 5-2q0-4 3-7 0 3 4 6-2 2-1 3 1-3 4-3-5-3 1-2-3 6 5 6-1-3 1-4 3-3-1-3l1-4 2 1 1-6z"/><path fill="#a58135" d="m47 34-5-1q-1-3 1-4 3 1 4 5"/><path fill="#e6cf3b" d="m42 33 5 1v1l-1 2-3-2z"/><path fill="#8b5f29" d="M61 36q2 0 1 2l-6 4q4-4-2-3h-2q3-3 8-3"/><path fill="#bd923a" d="m43 35 3 2 1-2 1 3-3 4-2-1q4-1 1-3-3 2-2 6-3-1-2-3z"/><path fill="#494820" d="m48 38 2 1-1 3-4 1v-1z"/><path fill="#f2dc41" d="m45 42-1 1h-2q-1-4 2-6 3 2-1 3z"/><path fill="#f7ce2f" d="M55 39q6-1 2 3h-2q-3-1 0-3"/><path fill="#c78326" d="M50 39h5q-3 2 0 3-3-1-5 2l-1-2z"/><path fill="#d8ab2c" d="m49 42 1 2q2-3 5-2l-1 3q-4 0-6 3l-3-1q2-3-1-3l1-1z"/><path fill="#9f8441" d="m54 45-6 3q2-3 6-3"/><path fill="#f2e88a" d="m60 76-7 1-3 4-1-9q-3 8-3 17l-1-8q-1-6 2-10l-2-3q2-3 3 2 2-5 3 1h6q-2-7-8-9-5 4-11 4l-3 5-2-11 2-1 1 7 4-3q-3 0-3-2 0-10 9-5-3 0-3 2l5 2 1-1q3 5 6-1h2z"/><path fill="#efe788" d="M28 63q0 8-4 16l2 1-7 11v-2q2-8-3-2l-1-11-1 10-1 1-1-4-3 10-2-3q-2-8 1-14-1-6-4-9 0-4 2-7l5-3q0-6 4-9l1 7 2-10q1-5 4-7l1 1q-6 10-6 22l6 1-2-5q1-3 5-2l-1 8z"/><path fill="#fddf55" d="M16 63q9-1 9 9-3 3-7 0-8 4-5-5z"/><path fill="#fbe751" d="m74 60 2 2-2 6h-2z"/><path fill="#d5761e" d="M37 75q3 0 0 2z"/><path fill="#e0e186" d="M32 93q-2 0-1 3H0V80l4 7 1-10-2-5q0-3 1 1v-6q3 3 4 9-3 6-1 14l2 3 3-10 1 4 1-1 1-10 1 11q5-6 3 2v2l7-11-2-1q4-8 4-16l1-19 3 5z"/><path fill="#f4dc51" d="M29 84q2 0 2 3-5 0-2-3"/><path fill="#d0d978" d="M96 81v15H81V83q3 1 8-1v-5l3-23-1 31v4z"/><path fill="#e7e48b" d="M96 52v29l-5 8v-4l1-31-3 23q-9-4-8 6v13H46l-1-6v-9l1 8q0-9 3-17l1 9 3-4 7-1 2-5 1 6 1-3q3 11 3-1l2 8q1-6 4-11-3-1-1-2h2l2-6-2-2-1-22 1-1 1 13 3 2q-2 3 1 7l1-2 3 11 5 1-1-14q-1-5-5-8l-1 4-5-31q5 12 6 25l4-5h4l2 2 1 9z"/><path fill="#f9e052" d="M89 77v5q-5 2-8 1-1-10 8-6"/><path fill="#fce359" d="m78 52 3-1 1-4q4 3 5 8l1 14-5-1-3-11-1 2q-3-4-1-7"/><path fill="#ece181" d="m45 90 1 6H31q-1-3 1-3l2-4q5-5 6-11l-3-1q3-2 0-2-1-3 1-4l4 14 1-1z"/></svg> | |
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EoKvu/ZvKWlbpLc5BCNbNlTbOl/JaYJ8WgQIAh9CGOvmOeXSOJGVEWc3cWz78aRaWmfzW4fKqLz+63ZvRUJFDH6hXVszM+6hWiiOhAkw1V4v3L1ZkTwZJq+sWffFf/lw6YzYL46wey0BRyUM/fqJh9Z2M7BdGUEIfbVLqygq5zwWf/kbLVG0x//GlaonqrZ607qbbvvTos8UV1YzsM/xtJSXwtz94bOkdH2B3ibyoCvGfWKpWFpqFOb09aJISldvWpMwMe6UjbVq/5fP/5w9MKx2xfRwFUVq15WPsslmnQBLQ4ipucwNfFQIAWFDOf3SxEpiwhpkH9HpQcFDySRXR1ialsUIAgBIV3T6fm1+OhOnoVTmOX33fJwRJZnoVhitJlmns/MU/vfH0b908YbY8iBoqUH0FV1uKeA4AoL0Pn7nK3TrHiTYBAFTZDsg2lZrL8QSvJZw+tIcuGzWleGk1BwCGDWf7cVsfae8jw7p73zZCaN22z933xf8uiBKrS7BTz57//NmuXz/CyHgqAgdzy7j6ClRfyZWp6a929qFiKe8p0UQU0Q5SSgmN6bxe6ImxqURMs648/fZdHSHtfaStj1wcwu7sfNry0Hfu+szXGBlnGGCrnteIEMMHoFhF9RWovoKrK0PiJLfbtLhiWaAyfsT0qqFNsQqfF0WiaFqWKIxbapoRRjPCaF0d6Bbf0Ufa+nB7H2FXIQIhVD2vkZFxYNqDAsDuf/3RK//+E4oGOQQzwqixkmuoRNVhlDHzaAxC0HBMyHr4UI5IAg4H6FSfG4kLU5/pkTscIiUhc+rvAQB6o6S1l3T243ODhE63em2ks+lvv3nPZ79Fw2Jm2AqUEPLk979xePefHNoJiFBXhhqquIYKTsnZXcd0QTeoTR9EnhQF6SQ0RWKiSe+sMFnCISXXJyduwtkB0tprt/YS3fFv07zxQw9+9+dZ+glnsBUoANim+du/f7DjvQOA8o6vVIZQQyWaX87NK0X5bqu0LDSsiRSDQzxPSigJdCgm2lQPsysKpDv6rGACV0dIay8504u7RwpRwbxltzz04yfYTY+SMBcoAMQjg49++cN9FztzebPEw7wy1FDJ1VdyRYVGMOg69yQUc5Yny1YuGA7hkpBVcEcWM0hHPznTgzv6SdajIpOU1cz9ys+fC5aUF3jJnHFDoADQ33X+0S99KDbUP9kbSgOosQLVV3FzS0bDQ06IaTz14wwRgrIwnQPKBkYk6t+6LNkhxWmQARO4NERa+3BnP7kSmbSJgaKSLz/6l8paNw4OdkmgAHD22Nu/+W+fTD2ETuCgtgTNL+cWVaHyILUexbS4SJxJdKI8bFCYyhPoj0osKvgXBUxRoGZ3UCOd/SQZXjVSlM8Lwud+9IcFK9fRutDUuCdQAHhv99NPfP/rskCWVXP1ldy80knDQwVDAIZpO9AxysIGhfkAgf4RJuM2joOSII0Wjse04dwAae3Frb14xECfePinKza7t1HC1UTDFZu39Xedrzn+03llqd8izfMwNZ1npE4AIASc336K8dR0yxhiOk+3wAQAiDzUV6L6Sr55iLu45OtuqhNc7kEBAEe6tX9ZQ2vvRBqmzUViDB+5kqDJ805bbmM0lFs6fSEgKFLzntFPyfXugwBSv/omV8QqcSkjbmcZ4NZdjNRJCMQ0tlkpVDLuMNPDwQhEdZ5qn4NS/kVw626KpnPBbYHaLay20WkJhs79BgJjFNdZuRG7ZScjy5PhqkBJfMC++A4Ly5aNNPanwlFZJHQhgUO3ONNi8qzaFw6S2KSxQha4KlC7dTdg+oepEQK9Q5KuIT2BEglkmMi0wLLAtgnG07aXiKmRUVMAhCCMwbbAspBpgGGghIF0DfUPi0wmF8S2215iYHdSXJ3F22d2sTA7EhOGhrM8aQgBQgQhhBBBAAgBh0YfTy71JQSjf65/BJIvAaWk+tRUJkIQIYQQRAgQkhQcYAKAgQDCGAikvDr6J/mR7ClRiiyUhOh3B3bLTmH5J6mbnQz3BEoSI/bZN6hbBUCqYgdVPqZNpdGUO5rxvk7x0nUqy7AqOZ0gx3Wub4AnuXalU7R2KoIqDshMKj7Y5w4QPYKUIhbGJ+Kei7fb94BNZ6kwBQQAokBKiuyAmlsH56AbpFIHHCHAhH7J5lQCKi4OY1ZHjNqm3fYyE8uZcFGgLCeAAQWHgjgnjToQGZW8MtaBBlUhoQAJ5JyAVwBuzuXdEqip2R372JkXeCzyOBTAAZVlJSNEod9jmTwJqkzCQSwKmOKi/ETszn3EiLGzn4pLArU7XgUzzvQSAcUGBKEAydXX50lytkTDECAaQp+IKpNwCANAQGZcy8lK4I69bC9xDbcEyiw+P4bAE4nHABAKYFWhrwCBpzWNB56n34sqyqg6RQELLLvPJNZpl+oWuiJQ27Db97hwncC1hMhwkL5GBZ7QWeokIDpe0E9Dlkg4ODq2UdlM3tOwO/aCpbtwITcEap/dTxIjLlyI54l8LQwUDmJVpqkDQUhGH51ZIUAI0O3hFIkUhUcXeUURU80UmRwjZne+7sJ1XBEoe/8+hirZY544HMIKPY0KPACdIxQQTy/6LEskHL6egsB89JmCO3N59gIltpthM54nknRdRRQ1muz2iLN8lOQgQaDk4iWRFKeoUxIJLcu5YLe9DDbzwx6YC9Q+/zaJD7C+SioB2UbXUvpQ/hrtTggjVnreCc+PhoccDkOTIwQOwcR9V1Gb69Dy2CWYVOf1/yMIyAxjnxMhesQ+d4D1VdgL1PUELZ4jkni9XxnVqJRdo2c16dGLFd9snfVcX/o63ljP5HAMOraAPjHx+fm+8MNt1d/tmPHWUDBr1v1o35nyLlnEzpOp88WFm8t4LZ5g2/UUVwAIyJZhXt85iQDCYUyiXCKR+WiiE1FlZ1/RochoYaddfaEPVwyHUmYbgnD9zU4Ya5IggJHiHjXM7e4vAoCWmNISU6qvWveWj9xdHpVQhhmPKEBSndeT3RGoLo4+x7Bbd8N93wOOoYrYChR3HSEjV5leIiMcB7KIU8uKIIDiIB7CnGFe16hF0OuDwR29RZcS4/Zg6Jh7cSD8sarhsZ+M9aBOXfy1f4j8uJ1Yu/pC0ZRiON0J4bGu0u29RfeWR+4pHwmmdI2iCCVhe5w6ASQR85QOeMiLZIIvP3cNu0uwFah92m3/PoYq2wmTS/XIoYBdXmLoCW4wIvRGhReuhnf2Fw1Okua8s7fo/vKIck0Z1ycfTrvQUVGlRpoMwr3Ql+EMl0GT/2N36TM9xXeVxbbOGKotNsNBOxTAhomiWsrhDwiC09F9JrFbdt7AArXYJIDmAscRRbS1lCqHgoABQJHxzEqjusIQS3HZVXvf1eDJQcWe0C9Gbe7lgfD9lREAQAh4Stn6Y6rkeEDXjqHf0x8czlRLjENkSUli/Yzo7dWxpmKdu7ZAKokA2vW3ySKmdT5OAdgtO2HzPwJiNZlhKFDcfYIMXWBnPyuqYusGR8Y8YcpNRAgWl+iLS/QvNPYNGcIbPYHXu0Nv9ASHUwS9o69oS8WIiAjVuPqoKQTA82BZYBN4bnz3WSTZayvjt8+IrpsRLcvWNaJpGn2OQaK9+PJ73OxVjOwzFKib8fmMIASyjPVrtYzJJOXLSiTrg7MjH5wdwQS1DMtv9QT3XQ2+NxAYNPnXBkKbykeoV5dIIvLEstC+wVCfwQPA7KC5YcbIHTNjN5fHpi7pjVMGLvI0jT5TsVtevDEFemb6z0EMyDhhjG7DzXobOUSaSvSmEv2zDf0DCf5AT+hwnwooQ0iICoJAwEAXsPCdZT1310Sq1dyjmGNzd1Ad12NyjtWyU9z0MKNMV1aFG3Bfm/7Le1hYzpnRaW5cHy0IXxQspKKBTcC2ONNCuskDgYBiO3GpusHFNAEhUCRb4Akv4AISmywbDUdFAFAlO0C7jkhhKJ/bwVUvZWGZ1dh22v372AOtynYyoF3Yg8gjkEQcVG2Z3g4KScABxZbEQtQJ16L9CIGieOWcWXYRe2YC9YB/T4JQMoMEiLO7SWmohwCAdzrrIgAgSzbHJvG5AKzTLzCyzESgZPgS7j7FwnJhKApGyOkYiWIehkNTBBACMr2T9zTIwFnc28rCMhOBWqdfoHoym1MQkIBsOxxsUww2iZyzzhyDImMqW0wpwsjLMxGoBwag6ciO97MjIM6n84QAlxKZLQyMkDtp83lxwwiUjHTjriPUzToEISLwTm8qFS/vfL+lgDCjbXdOwD0tuD+nYwjygr5A7TO7nM5H2OB8uVJwPk9CFIy4sCeuMOxW+ivbDATqPf+exPmYjULEnlAYJ3gWFreeskCJNsiowKIXoODiEc1ogNfAXcfI8GW6NikLdPBXH2dRYNEjJIvdObPAqmqDNyD6vv9L1yJlgYpFVXQNeg2HsXGvxYaoY3W30DVIOVlEuuOrQ/92kN0KR1xD1rVDBNOWdjg0rjINQiRNDRyPgyp2eEqYw8xLznF42LYhpnPYHvdrYAypsStCxmU8AQC2OYIIAIg8qMzKVxGCwmu/RNcmZYHKdbdYYimOD2d/a2EgGB7hCj/OGkFVmVleXPggxKGL55w9HpGo0NVbeOlkhKCsFOsGq24ciYrScDtdm7Rn8Ryv1DM8g4zjIBR00AkRGIkJkZhQcKF4h86hYH0TQFFN6B8WnKyHhUNsk0eVhWuQqNK1ST/MpCzakPwHo29CVYjs4KA2jiOmzQ3HJKug84YdT5IK+VZsjIZjQsLknISoJIlQrLOSkbFbTxH6AlUb7wSOB5aVWsMhu+C5cHIMijFE4mLqjiXPYljc8LXjuwseISA0WvuOKUrjHdRt0hcoFyyVZi+jbnbcJRw4+rH1JEIgrvNRzcNhSQLxBD+iXXfrBS+GhYPE+RnSUyPObBRKZ1E3y6TVKoOuPv0ShTp6bvw9Tpj8cIzV4bNOIAQimqAl+NShEl+Q35AkojAomJoGo5vORKDK4g0szKZRgKNHmeJEto2GY6Jhjn0V09+lWpgbikn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"path": "2f5d508da5c4aebb4aa7c18f917a98bcde2317eba33b4fe5b82c27ca924c8a7b.png"
} | Generate code for a svg of a a close up of a fox's head with a white background | <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
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<path d="M20.5887 9.15717L21.1901 6.23233L20.2825 3.49884L13.3395 8.63781L16.0128 10.8847L19.785 11.9836L20.616 11.0159L20.2552 10.7535L20.8292 10.2287L20.3919 9.88974L20.9659 9.45239L20.5832 9.15717H20.5887ZM2.81006 6.22687L3.42236 9.15717L3.02874 9.44692L3.61371 9.88428L3.17635 10.2287L3.74491 10.7535L3.38409 11.0159L4.21507 11.9836L7.98729 10.8902L10.6606 8.63234L3.71758 3.49884L2.81006 6.22687Z" fill="#763E1A" stroke="#763E1A" stroke-width="0.25" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M19.7851 11.9836L16.0129 10.8902L17.1501 12.6014L15.4553 15.9089L17.6968 15.8816H21.048L19.7851 11.9836ZM7.98739 10.8847L4.21517 11.9836L2.95776 15.8816H6.30903L8.55049 15.9089L6.85572 12.6014L7.99286 10.8847H7.98739ZM13.099 12.7873L13.345 8.63235L14.4384 5.68018H9.56188L10.6553 8.63235L10.9013 12.7873L10.9942 14.0884V17.3139H13.0006L13.0115 14.0884L13.099 12.7873Z" fill="#F5841F" stroke="#F5841F" stroke-width="0.25" stroke-linecap="round" stroke-linejoin="round"/>
</svg> | |
{
"bytes": "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",
"path": "29b1364366da05d03c468ef2f0af2a965579f183f2b5a8ef8f60e946c54838fb.png"
} | Generate code for a svg of a a black and white photo of a stair with a handrail | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 30 30"><path d="M23 6h-4a1 1 0 0 0-1 1v3h-3a1 1 0 0 0-1 1v3h-3a1 1 0 0 0-1 1v3H7a1 1 0 0 0-1 1v4a1 1 0 0 0 1 1h16a1 1 0 0 0 1-1V7a1 1 0 0 0-1-1zm-1 16H8v-2h3a1 1 0 0 0 1-1v-3h3a1 1 0 0 0 1-1v-3h3a1 1 0 0 0 1-1V8h2v14z" fill="#333"/></svg> |
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