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 yellow butterfly fluttering in the garden. | <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="#faf0b0" d="M0 0h78q-3 2 1 2-3 1-3 4 3 1 0 4l-4-3-2 6 3 2 3 7q-4 3 0 6-3 2-3 6-2 3-4 0l1-1q-6-2-5-8l2-5q3 0 3-3l-10-5-4 9q0-6-3-1l-3 8-8-8-1 1-4-8-4 4-7-2q3-4-1-6l-2 2q-3-3-5-1v3q-3-4-6-5l-7 5-2 5 1 4q3-2 6 1l-3 3H3l-3 4z"/><path fill="#f9eeac" d="M78 0h18v49q-3 3-3 7l-5 2q-7-3-12 1l-4-10-3-4q1-5-1-8-1-3-3 0-1-6-3 0l-1-4 1-3 3-5q-1 6 5 8l-1 1q2 3 4 0 0-4 3-6-4-3 0-6l-3-7-3-2 2-6 4 3q3-3 0-4 0-3 3-4-4 0-1-2"/><path fill="#f9efab" d="m67 20-2-2-2 1q-4 0-5 3-4 2-6 6l-4 2-5-4-3-2q-3-2-4-1-3-2-5-1 0 3 4 6 0 5 6 6l-1 2q-3 0-1 3l8 5h3q-1-4 3-4l2 1 3 1q-2 5-8 3l-3 2q-9 1-13-7 1-3-2 0l-8-9q1-4-2-4-2 0-2 2 3 3 1 9l-2-4h-7q-3-4-4 0L7 78l-1-1-4-14 3-3q-3-4-2-7H0V30l3-4h4l3-3q-3-3-6-1l-1-4 2-5 7-5q3 1 6 5v-3q2-2 5 1l2-2q4 2 1 6l7 2 4-4 4 8 1-1 8 8 3-8q3-5 3 1l4-9 10 5q0 3-3 3"/><path fill="#e69d39" d="m36 23-3 1 2 4q-4-3-4-6 2-1 5 1"/><path fill="#f8de34" d="M36 23q1-1 4 1-1 3 2 5l-7-1-2-4z"/><path fill="#c49445" d="m40 24 3 2h-1l2 3h-2q-3-2-2-5"/><path fill="#f9efaf" d="m58 42 4-5q2-6 3 0 2-3 3 0 2 3 1 8l3 4 4 10q-7 2-8 9 3 3 2 8-1-3-3 0l-2-2q-3 5-2 12l-10 1-1-3-6 2q-4-1-3-4 0-3 3-5-3-1-5 1-4 3-6 8l2-9q2-6 6-9l-1-1-8 7q0-6 3-9-5-5-7 1v2l3 1-1 5q0-3-2-3l-1-1-3-3v-5q-1-6 2-10l-2-2-5 4-3-4q3-5-1-4v-3l-4-2-1-3q-2 3-1-1l1-3h7l2 4q2-6-1-9 0-2 2-2 3 0 2 4l8 9q3-3 2 0 4 8 13 7l3-2q6 2 8-3"/><path fill="#d9a445" d="m63 19 2-1 2 2-2 5-3 5-1-1q3-1 0-3 3-1 4-6z"/><path fill="#e2ca4c" d="m43 26 5 4-4-1-2-3z"/><path fill="#f6dd3e" d="m63 19 2 1q-1 5-4 6 3 2 0 3l1 1-1 3q-4-3-7-1 3 1 4 4-9-4-1 3l-2 2-3-9 1-3 7-5-2-2q1-3 5-3"/><path fill="#ecc03f" d="m58 22 2 2-7 5-1 3 3 9-2-1-3-8h-4l2 1-3 3 2 1-2 3h1l1 2-5-3 1-1q-3 0-3-2l1-2q-6-1-6-6l7 1-4 2 2 2 8-3 4-2q2-4 6-6"/><path fill="#f9e940" d="M42 29h2l4 1-8 3-2-2z"/><path fill="#e8a738" d="m58 36-1 3q-8-7 1-3"/><path fill="#f3d745" d="M53 40q-4 0-3 4h-3v-2l-1-2h-1l2-3-2-1 3-3-2-1h4z"/><path fill="#e7c044" d="m61 33 1 4-4 5-3-1 2-2 1-3q-1-3-4-4 3-2 7 1"/><path fill="#cd9f52" d="M40 36q0 2 3 2l-1 1 5 3v2l-8-5q-2-3 1-3"/><path fill="#ede696" d="m12 34-1 3q-3 8 0 18l3 2q-4 4-6 10V34q1-4 4 0"/><path fill="#eeeca6" d="M11 37q-1 4 1 1l1 3 4 2v3q4-1 1 4l3 4 5-4 2 2q-3 4-2 10-2 0-1 3l-12-1-5 11q-3-6 0-11v3q2-6 6-10l-3-2q-3-10 0-18"/><path fill="#f7d164" d="M17 43q-1 2-3 1 0-2 3-1"/><path fill="#f6eda7" d="M96 49v29q-3 2-2 6v5l2 1v6H81l-3-6q-8-6-13-14l3 10v6q-3-4-8-4l4 8H34l5-11q1-3 4-3-1 3 3 4l6-2 1 3 10-1q-1-7 2-12l2 2q2-3 3 0 1-5-2-8 1-7 8-9 5-4 12-1l5-2q0-4 3-7"/><path fill="#f3e999" d="M0 53h3q-1 3 2 7l-3 3 4 14 1 1 1-3 5-11 12 1q-1-3 1-3v5q-6-2-10-1-1 3 2 5v3q-3-1-3 1l3 4 6-1q-4 2-6 6l-2 1-3-3q-3 2-2 6 2-4 4 0-2 3-1 8h-1v-7l-4-2-2 4-7-9z"/><path fill="#fb9451" d="m26 67 3 3q-1 3-4 3-3-2-4-1l-3-1q-3-2-2-5 4-1 10 1"/><path fill="#f9e35d" d="M21 72q1-1 4 1l-2 10q0 3 3 1h1q-3 5-6 3l-1-3h-2q2-4 6-6l-1-1-3-1z"/><path fill="#ebe89c" d="m37 77-1-1-7 7 2-6-1-6q2 0 2 3l1-5-3-1v-2q2-6 7-1-3 3-3 9l8-7 1 1q-4 3-6 9"/><path fill="#f5cf42" d="m18 71 3 1-1 4 3 1-5 2-3-4q0-2 3-1z"/><path fill="#f9ea93" d="m29 70 1 6-3 8q0-6-2-1-3 2-3-1l2-10q3 0 4-3"/><path fill="#d9d985" d="m37 77-2 9-1 2-5 2-2-1 1-4 1-2 7-7z"/><path fill="#f3e279" d="M18 84h2l1 3-6 1q-2-4-4 0-1-4 2-6l3 3z"/><path fill="#f1e78d" d="M43 82q-3 0-4 3l-5 11h-4q1-4 4-6h-5l5-2 1-2q2-5 6-8 2-2 5-1-3 2-3 5"/><path fill="#f8e878" d="M96 78v12l-2-1v-5q-1-4 2-6"/><path fill="#f5e472" d="m0 82 7 9 1 5H0z"/><path fill="#fae66b" d="m28 85-1 4 2 1h5q-3 2-4 6H14q-1-5 1-8l6-1q3 2 6-3h-1q2-5 2 1"/><path fill="#e3e393" d="M81 96H64l-4-8q5 0 8 4v-6l-3-10q5 8 13 14z"/><path fill="#e4e5a4" d="M13 96H8l-1-5 2-4 4 2z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a red leaf resting on a smooth rock:I'm drawn to the intricate and dynamic interplay of form and texture. The leaf, a vibrant red, is a captivating focal point. The smooth, cool surface provides a grounding element, while the rock itself offers a subtle, textured surface that adds depth and visual interest. The leaf's curve and the way it rests on the rock create a sense of movement and balance, emphasizing the interplay of light and shadow. The overall effect is one of delicate beauty and a subtle sense of tranquility, reflecting the natural beauty of the landscape. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a red 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="#faf4ea" d="M0 0h96v96H0z"/><path fill="#e63829" d="M51 52q-3 0-3 3-3-1-5 1l-6-6q-2-4-1-9l6 3q3-7 9-11 5 9 0 19"/><path fill="#d7cfc6" d="m37 50 6 6q2-2 5-1l8-2-1-1q11 3 20 11l-11 4q-3-3-7-2l-14 1q-9-5-17-5-1-4 2-5 3-4 9-6"/><path fill="#817976" d="M51 52h4l1 1-8 2q0-3 3-3"/><path fill="#bab6b2" d="M28 56q-3 1-2 5 8 0 17 5l14-1q4-1 7 2l-3 9 2 1-3 5 1 1-2 1-18 2-2-1q-12-7-23-18v1q-3-1-1-3 6-6 13-9"/><path fill="#a09fa0" d="m75 63 2 5q-5 12-16 15l-1-1 3-5-2-1 3-9z"/><path fill="#8e8d8e" d="M39 85q-17-3-23-17v-1q11 11 23 18"/></svg> |
{
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",
"path": "0b9c1174cc503335463b3be35fe2375a3bf555afcc1d849acac038b1e7c7eaae.png"
} | Generate code for a svg of a a black and white image of a letter t with a curved tail | <svg version="1.0" xmlns="http://www.w3.org/2000/svg"
width="16.000000pt" height="16.000000pt" viewBox="0 0 16.000000 16.000000"
preserveAspectRatio="xMidYMid meet">
<g transform="translate(0.000000,16.000000) scale(0.100000,-0.100000)"
fill="#000000" stroke="none">
<path d="M125 155 c-5 -2 -36 -6 -67 -10 -56 -6 -58 -7 -58 -36 0 -22 5 -29
20 -29 18 0 20 -4 14 -40 l-7 -40 37 0 36 0 0 45 c0 38 3 45 19 45 11 0 22 4
25 8 3 5 -8 6 -25 4 -27 -4 -29 -7 -29 -48 0 -40 -2 -44 -25 -44 -28 0 -29 2
-16 48 9 30 8 32 -15 32 -17 0 -24 6 -24 19 0 16 9 21 47 26 27 3 56 8 66 10
9 2 21 -4 27 -13 8 -15 9 -14 10 6 0 20 -10 26 -35 17z"/>
</g>
</svg> | |
{
"bytes": 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} | Generate code for a svg of a sun icon featuring a green and yellow color scheme, set against a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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<title>tsl::detail_hopscotch_hash::hopscotch_bucket< ValueType, NeighborhoodSize, StoreHash ></title>
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<g id="node1" class="node">
<title>Node1</title>
<g id="a_node1"><a xlink:title=" ">
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<title>Node2</title>
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<text text-anchor="start" x="61.5" y="-101" font-family="Helvetica,sans-Serif" font-size="10.00">tsl::detail_hopscotch</text>
<text text-anchor="start" x="61.5" y="-90" font-family="Helvetica,sans-Serif" font-size="10.00">_hash::hopscotch_bucket</text>
<text text-anchor="middle" x="118.5" y="-79" font-family="Helvetica,sans-Serif" font-size="10.00">_hash< StoreHash ></text>
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<title>Node2->Node1</title>
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<title>Node3</title>
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<text text-anchor="middle" x="118.5" y="-7.5" font-family="Helvetica,sans-Serif" font-size="10.00">+NB_RESERVED_BITS_IN_NEIGHBORHOOD ></text>
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<g id="edge2" class="edge">
<title>Node3->Node1</title>
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} | Generate code for a svg of a black and white illustration of a vihuela, a guitar-like instrument with a long neck. | <?xml version="1.0" encoding="iso-8859-1"?>
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{
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} | Generate code for a svg of a a black square button with a white and gray icon | <svg width="28px" height="28px" viewBox="0 0 28 28" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>4.组件/2.通用/icon/tuning/配置参数/Disabled</title>
<desc>Created with Sketch.</desc>
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<g id="4.组件/2.通用/按钮/4.图标按钮/下载/按下备份-3">
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</svg> | |
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} | Generate code for a svg of a black and white illustration of a hat, possibly stylized or symbolic. | <svg width="32px" height="32px" viewBox="0 0 32 32" xmlns="http://www.w3.org/2000/svg"><path d="M 31 4.96875 L 29.78125 5.28125 C 23.492188 6.796875 20.863281 12.449219 19.5625 15.46875 C 18.808594 14.714844 17.578125 14 15.8125 14 C 13.15625 14 11.117188 15.496094 9.59375 17.25 C 8.171875 18.886719 7.1875 20.757813 6.375 22.15625 C 4.746094 22.839844 1.96875 23 1.96875 23 L 0.46875 23.03125 L 1.09375 24.40625 C 1.09375 24.40625 1.445313 25.152344 2.21875 25.78125 C 2.992188 26.410156 4.242188 27 6 27 C 8.457031 27 11.789063 26 15 26 L 20 26 L 20 25.9375 C 20.503906 25.949219 21.015625 25.757813 21.28125 25.3125 L 23.78125 21.125 L 23.8125 21.125 C 24.3125 20.28125 23.714844 19.109375 22.75 19 L 21 19 C 20.691406 19 20.453125 19.050781 20.15625 19.0625 C 20.257813 18.828125 20.261719 18.816406 20.375 18.5625 C 20.472656 18.339844 20.558594 18.152344 20.65625 17.9375 C 20.664063 17.921875 20.679688 17.890625 20.6875 17.875 C 20.839844 17.574219 21.171875 16.953125 21.34375 16.5625 C 21.414063 16.53125 21.480469 16.507813 21.59375 16.46875 C 21.9375 16.355469 22.421875 16.238281 22.9375 16.09375 C 23.453125 15.949219 24 15.78125 24.5 15.5625 C 25 15.34375 25.503906 15.097656 25.84375 14.46875 C 26.222656 13.773438 26.320313 13.058594 26.4375 12.34375 C 26.554688 11.628906 26.652344 10.917969 26.84375 10.40625 C 27.449219 8.792969 28.601563 7.910156 30.34375 7.25 L 31 7 Z M 24.71875 10.90625 C 24.640625 11.285156 24.523438 11.691406 24.46875 12.03125 C 24.355469 12.714844 24.207031 13.277344 24.09375 13.5 C 24.066406 13.503906 23.9375 13.609375 23.6875 13.71875 C 23.40625 13.84375 23.003906 13.976563 22.59375 14.09375 C 23.183594 12.929688 23.773438 12.03125 24.71875 10.90625 Z M 15.8125 16 C 17.125 16 17.816406 16.476563 18.25 16.9375 C 18.554688 17.261719 18.5625 17.386719 18.625 17.53125 C 18.589844 17.609375 18.566406 17.671875 18.53125 17.75 C 18.191406 18.527344 17.996094 18.972656 17.875 19.25 C 14.179688 19.773438 11.648438 21 10 21 L 10 23 C 13.109375 23 16.003906 21 21 21 L 21.53125 21 L 19.71875 24 L 15 24 C 11.398438 24 7.835938 25 6 25 C 5.292969 25 4.765625 24.882813 4.34375 24.71875 C 5.324219 24.566406 6.449219 24.367188 7.4375 23.90625 L 7.71875 23.78125 L 7.875 23.5 C 8.75 22.015625 9.773438 20.082031 11.09375 18.5625 C 12.414063 17.042969 13.902344 16 15.8125 16 Z"/></svg> | |
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"path": "6d42d3fc8b765ebb9f973041eb5396fc4df6ff459a7b4b1f13d26f9c6e73ee6f.png"
} | Generate code for a svg of a a picture of a chemical structure with the letters h and n | <svg version='1.2' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink' width='70.0mm' height='50.0mm' viewBox='0 0 70.0 50.0'>
<desc>Generated by the Chemistry Development Kit (http://github.com/cdk)</desc>
<g stroke-linecap='round' stroke-linejoin='round' stroke='#000000' stroke-width='.54' fill='#FF0D0D'>
<rect x='.0' y='.0' width='70.0' height='50.0' fill='#FFFFFF' stroke='none'/>
<g id='mol1' class='mol'>
<g id='mol1bnd1' class='bond'>
<line x1='32.7' y1='11.59' x2='29.47' y2='12.16'/>
<line x1='32.46' y1='10.24' x2='29.24' y2='10.81'/>
</g>
<line id='mol1bnd2' class='bond' x1='26.54' y1='9.44' x2='25.34' y2='6.14'/>
<line id='mol1bnd3' class='bond' x1='25.59' y1='12.88' x2='20.81' y2='15.64'/>
<line id='mol1bnd4' class='bond' x1='20.81' y1='15.64' x2='15.54' y2='15.64'/>
<line id='mol1bnd5' class='bond' x1='20.81' y1='15.64' x2='27.41' y2='19.45'/>
<line id='mol1bnd6' class='bond' x1='27.41' y1='13.72' x2='27.41' y2='19.45'/>
<line id='mol1bnd7' class='bond' x1='27.41' y1='19.45' x2='25.67' y2='24.22'/>
<line id='mol1bnd8' class='bond' x1='27.41' y1='19.45' x2='34.91' y2='20.77'/>
<line id='mol1bnd9' class='bond' x1='34.91' y1='20.77' x2='39.81' y2='14.93'/>
<line id='mol1bnd10' class='bond' x1='39.81' y1='14.93' x2='45.22' y2='15.89'/>
<g id='mol1bnd11' class='bond'>
<line x1='48.53' y1='13.75' x2='49.95' y2='12.05'/>
<line x1='49.58' y1='14.63' x2='51.0' y2='12.93'/>
</g>
<path id='mol1bnd12' class='bond' d='M57.84 11.41c.04 -.23 -.15 -.51 -.39 -.55c-.23 -.04 -.51 .15 -.55 .39c-.04 .23 -.32 .43 -.55 .39c-.23 -.04 -.43 -.32 -.39 -.55c.04 -.23 -.15 -.51 -.39 -.55c-.23 -.04 -.51 .15 -.55 .39c-.04 .23 -.32 .43 -.55 .39' fill='none' stroke='#000000' stroke-width='.54'/>
<line id='mol1bnd13' class='bond' x1='34.91' y1='20.77' x2='37.52' y2='27.93'/>
<g id='mol1bnd14' class='bond'>
<line x1='45.02' y1='29.25' x2='37.52' y2='27.93'/>
<line x1='44.01' y1='30.47' x2='38.06' y2='29.42'/>
</g>
<line id='mol1bnd15' class='bond' x1='45.02' y1='29.25' x2='47.63' y2='36.41'/>
<g id='mol1bnd16' class='bond'>
<line x1='44.27' y1='40.42' x2='47.63' y2='36.41'/>
<line x1='43.22' y1='39.54' x2='46.07' y2='36.14'/>
</g>
<line id='mol1bnd17' class='bond' x1='40.71' y1='41.89' x2='35.23' y2='40.93'/>
<g id='mol1bnd18' class='bond'>
<line x1='32.62' y1='33.77' x2='35.23' y2='40.93'/>
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} | Generate code for a svg of a a close up of a drawing of a person with a dog | <svg baseProfile="full" height="102.74850146584409" version="1.1" width="110.85581136804794" xmlns="http://www.w3.org/2000/svg" xmlns:ev="http://www.w3.org/2001/xml-events" xmlns:xlink="http://www.w3.org/1999/xlink"><defs /><rect fill="white" height="102.74850146584409" width="110.85581136804794" x="0" y="0" /><path d="M25,25 m0.0,0.0 m20.876320416749905,3.814856964728278 l0.07139000392220175,0.5540485009737888 -0.26973678948601587,1.0899283743505468 l-1.4634924430596574,1.4321072716756988 -5.449014404748348,5.387438378648375 l-5.511613578481228,4.503063584920024 -6.270878761976177,4.612248751332983 m0.8524491946198005,-15.02649851382372 l2.242004388133153,1.4671556415101583 3.978750452195604,3.379738590480637 l1.6537802111610844,1.891914955347588 2.788271870619468,3.9289147561173703 l3.0147112454428107,6.2692095945453 1.6631387956821646,6.379135814886892 l0.47742250796269736,4.070400920475078 -0.0440117545206796,3.997666036525076 l-0.4477980308202914,3.663853884463176 -1.3565802030712089,4.585454168051101 l-2.017086881634609,3.1114775113635638 -1.58707548585305,1.0411975279260435 l-1.744213277430679,0.1021495463518355 -1.7601081931154943,-0.979100726023269 m4.306528911135826,-26.869002985878765 l-0.07228481153527232,1.5192324330660993 -3.9523768769830214,6.048905241679141 l-3.8243004731298917,4.1447138583943035 -4.843747747943421,4.222893115775148 m35.70056607811402,-34.776471464934964 l-0.3690560596885357,1.8086335371297186 -3.275020852995441,5.927029922346449 l-3.3442426147008355,4.756945487008727 -3.917524237278982,4.801265316600899 m8.92203143021233,-7.695005604311893 l3.4537968115440836,0.29828730808534065 18.715150995138558,-1.8864874669860712 l3.6596615338670624,0.01650066586583023 m-19.718559992335454,3.062958236260548 l0.665728244820345,1.581798161927468 0.09673447344655255,3.2237084293050775 l-0.025484094966030317,4.901795363800755 -0.823838134824719,5.340084022931025 l-1.296694167613013,4.048636431393703 -1.8748105364486547,3.600712267330547 l-2.553505169907101,3.079067353454231 -3.244225583613455,2.5524275908986804 l-3.4221181195293697,1.7861672532721453 m-1.5532450176114228,-14.789268774932902 l2.174800591386803,0.32389383757132306 2.3767601155999256,-0.07738285120865021 l19.021522662794254,-3.302824082017908 1.095666659891687,-0.20613843867139178 l0.7826081954074524,0.30650040424698244 0.270099868233892,1.095787891542585 l-3.1279668162828815,2.051001737946113 -7.639226975161482,4.250743407917816 m-1.9825702469482822,-0.259638741415811 l2.779676864512642,2.073177439196406 2.5386856432511498,2.696732110199879 l1.8544672487922382,2.716124971578985 1.212677837303124,2.6276646983114476 m-31.826787019319788,-38.0680610248605 l2.1867820929526993,1.0426810557175592 2.6584951178741605,1.6221468603329028 l2.1265804444812493,1.6499626609921685 0.9492931642709294,1.103181565677292 m-11.845388796559805,6.224784854214271 l2.6920029319331364,1.8166213182012105 2.1478863911586825,1.7235424780664723 l1.65054035324196,1.6556074061744785 0.7641140630644957,1.1307387822249648 m-9.58995417254207,8.551983575079056 l1.6794386772066907,0.3112603964350473 1.2487792666372473,-0.13458001142997583 l6.882321335256464,-2.415206085333352 0.855366082967849,0.015537973012107239 l0.7334640361738074,0.35577628022195423 0.34297733409392944,0.5790522918838464 l-3.6842388203448637,0.661732018234213 -4.570294405240678,2.809130919714798 l-0.4194335430393345,0.7789996494515834 0.7914628503811855,0.8257680541338556 l3.601505030371615,1.4707472197824645 1.112446130932544,1.9413793803454966 l0.08441212195892066,0.9115261859929664 -0.25498215881066394,5.4458428661036935 l-6.335079669484582,5.722845889401456 m-2.452210062422205,0.737969286568504 l7.406965500630581,-0.6690582067625223 27.324828025919167,0.3289995313187736 l5.71743062568038,-0.12978862275997033 5.616999578865891,-0.20849876435331574 " fill="none" stroke="black" stroke-width="1" /></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a soft wool blanket draped over a cozy 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="#faf8f3" d="M0 0h96v96H0z"/><path fill="#e07166" d="M77 56h4l3 1-8 9z"/><path fill="#f1a37e" d="M81 56h6l-3 1z"/><path fill="#786360" d="M75 56h2l-1 10 8-9h2q-5 6-7 14l-7 1q-3-9 3-16"/><path fill="#eee8d6" d="M75 56q-6 7-3 16v3q-2 0-1 3l-1 3q-3-4-2-7l3-1q-9-5-10 4l1 4 7 1h-8l-6-3-1-4-7 1v-7l15-4 5-9z"/><path fill="#c56658" d="m79 71 1 3q-2 0-1 2h-2q-3-2-5-1v-3z"/><path fill="#d1cdc0" d="m70 81-1 1-7-1-1-4q1-9 10-4l-3 1q-1 3 2 7"/><path fill="#764e4c" d="M72 75q2-1 5 1 1 6 5 12l1 4q-5-6-7-12-2-3-5-2-1-3 1-3"/><path fill="#e8e6e0" d="M48 80v8l2-9v5l17 3-1 1-23 2q-19 0-25-16 14-1 27 7l1 7z"/><path fill="#814a4b" d="M55 79h-5l-2 9v-8l-1-4 7-1z"/><path fill="#e28f6b" d="M77 76h2l3 9v3q-4-6-5-12"/><path fill="#efbfa1" d="M82 85q2 3 1 7l-1-4z"/></svg> | |
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} | Generate code for a svg of a grandfather teaching his grandson how to tie his shoes. | <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="#f5eed7" d="M0 0h96v96h-8q-23-3-38-17h1q10 2 19-2v-2q-7-4-10-10-1-3 1-5 0-4 3-6-3 0-3-2l1-1h3l-2-6q-4-2 0-5l-1-1q-3 1-3 4l-2-2v-3l4-4q-4-3-6 3 0 4 3 7l-2 5 1 2-4 2v3q-6 0-5-4l-8-1q-2-3-1-5l-1-9-1-1-3-6 1-2q2 2 5 1l1-1 1-6h-5q-5 0-5-2-3 4-3 10-4 3-5 8-3 11-1 24 5 4 4 10l-8-2q-9 5-19 6z"/><path fill="#a9b0a6" d="M37 22q-2 1-1 4h-3v3q-3-2-4 1 0-6 3-10 0 2 5 2"/><path fill="#d3b18c" d="M37 22h5l-1 6-1-1q-3 0 0 2-3 1-5-1l-1 2-1-1v-3h3q-1-3 1-4"/><path fill="#493333" d="m41 28-1 1q-3-2 0-2z"/><path fill="#bbab96" d="M63 45q-2-1-2 1l-2 1-1-3q-3-3-3-7 2-6 6-3l-4 4v3l2 2q0-3 3-4l1 1q-4 3 0 5"/><path fill="#7a7356" d="m37 36 1 1 1 9-2 5h-2v-2l-4 2v-1l4-3-3-9-2-1q2-6 7-1"/><path fill="#5d7862" d="m63 45 2 6h-3l-1-5q0-2 2-1"/><path fill="#635950" d="m58 44 1 3-3 2z"/><path fill="#1a1416" d="m61 46 1 5h-5l-1-2 3-2z"/><path fill="#65b1ae" d="m60 59-2-1h-1l-2-4q5-1 5 5"/><path fill="#a9a888" d="m30 37 2 1 3 9-4 3v1l4-2v2h2l2-5q-1 2 1 5l8 1q-1 4 5 4v2l1 4-2 1-1-5-2-1h-1l-19-2q-5-10 1-18"/><path fill="#616954" d="m33 29 3 6q-5-5-7 1-6 8-1 18l19 2q-8 5-16 7-2 3-1 6h4l-1 1q-2 0-2 3t3 5l-8-4h3l-3-3q1-6-4-10-2-13 1-24 1-5 5-8 1-3 4-1"/><path fill="#486466" d="M57 51h5l-1 1q0 2 3 2-3 2-3 6l-1-1q0-6-5-5l2 4h-4v-5z"/><path fill="#161615" d="m49 57 2 1 1 5-2 2-2-1z"/><path fill="#1a1c20" d="M53 58h5l-2 4h-2z"/><path fill="#3b453a" d="m49 58-1 6 2 1q-6 0-8 6 2 5 8 6l1 2h-1l-2-1-4 3-9-2 7-1q-3-5-8-7l1-1q6-7 14-12"/><path fill="#ac9875" d="m58 58 2 1 1 1q-2 2-1 5l-4 1v-4z"/><path fill="#e9e6d2" d="M48 57q-8 5-14 12h-4q-1-3 1-6 8-2 16-7"/><path fill="#f4f0dc" d="M54 62h2v4q-3 0-3 2v7l-3 2q-6-1-8-6 2-6 8-6l2-2z"/><path fill="#020202" d="m27 72 3 3h-3l8 4 9 2 4-3 2 1q15 14 38 17H0V76q10-1 19-6z"/><path fill="#171314" d="M60 65q3 6 10 10v2q-9 4-19 2l-1-2 3-2v-7q0-2 3-2z"/><path fill="#c8cec4" d="M61 72q3 0 0 3z"/><path fill="#131212" d="M34 71q5 2 8 7l-7 1q-3-2-3-5t2-3"/></svg> | |
{
"bytes": "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",
"path": "86ee4173e709f9211ad9c8ba790e80a8449a1f245ac52c3243334b31727e12a4.png"
} | Generate code for a svg of a a white arrow pointing to the left with a cross on it | <svg width="100" height="100" viewBox="0 0 100 100" xmlns="http://www.w3.org/2000/svg">
<title>SIIT</title>
<g id="group-back">
<rect id="back-global" x="0" y="0" width="100%" height="100%" fill="#3f3f3f" stroke="none"/>
</g>
<g id="group-generic"
stroke-linecap="square" stroke-miterlimit="100"
stroke="#fefefe" stroke-width="6" fill="none"
>
<path id="generic-t"
d="M50,50 m-25,-40 l50,0 m-25,0 l0,80"
/>
<path id="generic-bracket"
d="M50,50 m-20,-10 l-25,20 l25,20 m40,0 l25,-20 l-25,-20"
/>
</g>
</svg> | |
{
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} | Generate code for a svg of a black and white line drawing of an astronomy telescope on a tripod. | <?xml version="1.0" encoding="iso-8859-1"?>
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{
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} | Generate code for a svg of a green traffic lights glowing in the distance. | <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="#a8da8b" d="M0 0h96v85q-7-6-15-3l-8-2q-6-4-13-6-6 0-10 5v-6h3V37q-10-6-12 5-1 15 2 31h3v7l-3-1Q25 60 6 76l-6 1z"/><path fill="#132f16" d="m50 73-2-4q8-7-2-9-2 1-2 4l3 5-1 4h-3q-3-16-2-31 2-11 12-5v36z"/><path fill="#2dd034" d="M45 47q5-2 7 4-3 8-9 2-1-4 2-6"/><path fill="#26d22f" d="M47 36q6 0 4 7-5 4-7-3 0-3 3-4"/><path fill="#37da40" d="M50 73h-4l1-4-3-5q0-3 2-4 10 2 2 9z"/><path fill="#030b07" d="M46 80v16H0V77l6-1q19-16 37 3z"/><path fill="#7cc16b" d="M50 74v5q4-5 10-5 7 2 13 6l8 2q8-3 15 3v5l-7-1-1-5q-4 2-7-1-9 4-13-2l-14 1-5-1q-1-4 1-7"/><path fill="#143021" d="M46 73h4v1q-2 3-1 7v15h-3z"/><path fill="#020a06" d="m49 81 5 1 16 7q11 1 22 7H49z"/><path fill="#61a75c" d="M96 90v6h-4q-11-6-22-7l-16-7 14-1q4 6 13 2 3 3 7 1l1 5z"/></svg> | |
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} | Generate code for a svg of a yellow pumpkins stacked on the ground. | <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="#fbfafa" d="M0 0h96v73q-4-2-7-1-3-2-6-1v-3q0-9-8-9v-3l-2 4q-7-3-12-2 1-5-2-8l-1-2h-6l-1-4-2 4q-3-1-3 1-3 0-4 2-2 3-1 8-3-1-5 1 0-3-2-3-3-2-4-1-3-6-3 0-9 1-5 10-3 1-4 4L0 72z"/><path fill="#4f473a" d="m52 48-3-1 2-4z"/><path fill="#f0e6a1" d="M52 49v-1h6l1 2q-4-2-7-1"/><path fill="#313333" d="m30 56-1 1h-2v-1q0-6 3 0"/><path fill="#e7b21f" d="m49 48 3 1q3-1 7 1 3 3 2 8-2 0-1 2-3 1-3 4-4-6-9-3l-1-2q-6-5-1-10 0-2 3-1"/><path fill="#50504c" d="M75 59q-1 2-2 1l2-4z"/><path fill="#493c28" d="m47 59 1 2h-2q-3-3 1-2"/><path fill="#f4cd32" d="M27 57h2q3 3 3 8l-3-1zl-2 2q-1-3 2-3"/><path fill="#b8984c" d="M60 60q10-3 10 9-7 6-13-1v-4q0-3 3-4"/><path fill="#ce9721" d="M27 56q-3 0-2 3l2-2 2 6 3 1 3 2-2 7v-3q-3-2-4-1l-2-2-6 2-1-1v4h-1l-1-3q1-3 4-4-4-9 5-10"/><path fill="#e0a518" d="M83 68v3l-1 2q-10 5-21 6-5-1-7-4l3-7q6 7 13 1l3-7 1 1 1 7h4v-4z"/><path fill="#f4d64b" d="M61 58q5-1 12 2 1 1 2-1 8 0 8 9l-4-2v4h-4l-1-7-1-1-3 7q0-12-10-9-1-2 1-2"/><path fill="#e2a81a" d="M46 49q-5 5 1 10-4-1-1 2-3 3 0 8l1-8h1l1 11h3v3q-7 3-13 0 0 5-5 6h-6q-4-3-3-6-4 0-5-2v-4l1 1 6-2 2 2q-2 1-1 4h5l2-7-3-2q0-5-3-8l1-1q1-1 4 1h-3l2 6 3-3q2-2 5-1-1-5 1-8 1-2 4-2"/><path fill="#f7da36" d="m46 61-1 8q-3-5 0-8"/><path fill="#f8db41" d="M34 57q2 0 2 3l-3 3-2-6z"/><path fill="#876727" d="M29 70q1-1 4 1-6 0-1 3h-4q-1-3 1-4"/><path fill="#f4cd2e" d="M57 64v4l-3 7h-2v-3h-3l-1-11q5-3 9 3"/><path fill="#23242a" d="M33 71v3h-1q-5-3 1-3"/><path fill="#86704b" d="M69 72q2-1 3 1-3 1-3-1"/><path fill="#a58f63" d="m18 70 1 3-8 2q-3-3-4 2l-6 5h24l-1 3q-6-3-9 1-3 0-1-2H0V72z"/><path fill="#54483b" d="M19 73q1 2 5 2-1 3 3 6l-3 1H1l6-5q1-5 4-2z"/><path fill="#342f2c" d="M52 75h2q2 3 7 4l-14 2-4-2-8 3-1-1q5-1 5-6 6 3 13 0"/><path fill="#cba75f" d="M89 72q3-1 7 1v23H40l1-2 14-3q2 0 3 2 3-4 8-4 2-4 6-6l11-2q-1-6 5-4v-3l-3-1q1-2 4-1"/><path fill="#be9d5d" d="M83 71q3-1 6 1-3-1-4 1l3 1v3q-6-2-5 4l-11 2q-4 2-6 6-5 0-8 4-1-2-3-2l-14 3-1 2H0V84h14q-2 2 1 2 3-4 9-1l1-3 3-1h6l1 1 8-3 4 2 14-2q11-1 21-6z"/></svg> | |
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} | Generate code for a svg of a green beans arranged neatly on the 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="#fafbfb" d="M0 0h96v96H0z"/><path fill="#477932" d="m37 23 1-1 1 4-2 1-4-1h-5l-2-4q6 2 11 1"/><path fill="#538c35" d="m23 21 1 3-1 1 4 10q-2-1-2 1-4-5-6-11l-1 1q1-7-5-7-2-2 1-2 5 0 9 4"/><path fill="#61a136" d="M37 23q-5 1-11-1l2 4q2 6 5 0l4 1-5 6 4 8-1 1q-8-7-11-18l-1-3 2-1z"/><path fill="#273b20" d="M28 26h5q-3 6-5 0"/><path fill="#406a2c" d="m14 22 1 2-2 12h-1l-2-8z"/><path fill="#36492f" d="m39 26-1 7q-1-7-3 0l3 12v5h-1l-2-8 1-1-4-8 5-6z"/><path fill="#223423" d="M25 36q-3 2-4 6l-2-13q-2 3-1-1v-2l1-1q2 6 6 11"/><path fill="#5b9b29" d="m38 33 1 5 1 6-1 5-1-4-3-12q2-7 3 0"/><path fill="#6fb23a" d="M13 19q6 0 5 7v2q-2 1-1 4l-1 7-4 8z"/><path fill="#69ab3b" d="M73 38q-1 5 4 10l-2 2 1 5h-4l-3 2v-2l2-6-2-3q-3-12 5-21l1 3q-2 4-2 10"/><path fill="#717357" d="m39 38 2 6h-1z"/><path fill="#324e2c" d="m73 38 3 3v4l5 5h-2l-2-2q-5-5-4-10"/><path fill="#243723" d="m17 32 3 15-1 2v-1l-2-2-2 6z"/><path fill="#698e47" d="m53 35 1-1 3 17-3-5z"/><path fill="#5b9235" d="m12 36-1 11 4-8 1 7 2 2-3 5q-2 5-1 12h-1v-2l-1-7v-7l-1 1-1-5z"/><path fill="#2f5427" d="M24 24q3 11 11 18l2 8h-9v9l-2-3-3-7 4-4-3-5q2-3 3 0 3 3 4 9 1-9-4-14l-4-10z"/><path fill="#568437" d="m40 44 1 8 1 3q-2 2-1 5l-1-1-2-9h-1v-5l1 4z"/><path fill="#417931" d="m69 46 2 3-6 8-6 3q-1-4 3-6z"/><path fill="#569231" d="m76 41 9 7q8 1 0 2-2 4 4 7l-5 1-7-5-1 2-1-5 2-2 2 2h2l-5-5z"/><path fill="#5b9b33" d="M18 28q-1 4 1 1l2 13q1-4 4-6 0-2 2-1 5 5 4 14-1-6-4-9-1-3-3 0l3 5-4 4 3 7-3-3-1 1 2 6v1q-1-2-3-2l-1-6-1 15V49l1-2-3-15q-1-3 1-4"/><path fill="#67ab37" d="m53 35 1 11 3 5v7l-3-7q-1 8-1 0z"/><path fill="#f19484" d="M39 54v5H29v-8h9q-1 2 1 3"/><path fill="#182116" d="m71 49-2 6-4 2z"/><path fill="#996e5f" d="M37 50h1v4q-2-1-1-3h-9v8h11l-6 1h-5l-1-1v-9z"/><path fill="#2b3422" d="m39 50 2 9h-2z"/><path fill="#69b42f" d="m26 56 2 3 1 1q2 2-1 3l-4-3-2-6 1-1z"/><path fill="#cbaa88" d="M69 55v2l3-2 9 3-1 11h-1l-1-11q-1 3-3 0H65v-1z"/><path fill="#eff3f0" d="m40 59 1 1v3h-5q-3 0-3-3z"/><path fill="#23311e" d="m13 56 1 7q-4-3-1-7"/><path fill="#7bc13f" d="M19 48v23h-2l-2-7q-1-7 1-12z"/><path fill="#77ba40" d="m43 55 1 7 2 1 3 3q-4 1-6-2l-1-1v-3q-1-3 1-5"/><path fill="#374d2b" d="M44 51q-1 6 4 10-5-3-2 2l-2-1-2-10z"/><path fill="#32412a" d="M65 57v3q-4-1-6 3-3-3 0-4z"/><path fill="#3a4d29" d="m84 58 1 11-4-11-9-3h4l1-2z"/><path fill="#9cc89b" d="m48 61-2 2q-3-5 2-2"/><path fill="#f5ae86" d="M65 58h10q2 3 3 0l1 11-13-1q-2-4-1-7z"/><path fill="#76bc44" d="M21 59q2 0 3 2-1 3 1 8 3 2 1 6-3 2-3-1-3-7-2-15"/><path fill="#6dab3b" d="m10 28 2 8-1 9 1 5 1-1v7q-3 4 1 7v2l-2 2 5 5h2v3l-5-1q-4-6-10-9v-1l4 3V36l1-10z"/><path fill="#2a3b1f" d="m24 60 4 3q3-1 1-3h5q0 3 3 3v2h-1q-3-2-5-1h-5l-1 5q-2-5-1-8z"/><path fill="#648469" d="M37 63h5l1 1v6q-2 0-2-2l1-3h-5z"/><path fill="#e2eae0" d="M38 65h4l-1 3z"/><path fill="#303927" d="m48 61 5 4q-4 3-5 7l4-1v1l-6 1q0-6-3-2v-7q2 3 6 2l-3-3z"/><path fill="#5d9a30" d="m81 58 4 11q-2 9-5 0z"/><path fill="#233020" d="m14 65 2 7-5-5z"/><path fill="#908365" d="M31 64v12h3l-2 1-6-2q2-4-1-6l1-5z"/><path fill="#5a9033" d="M46 53q2 5 9 6l-1-3h-2q-1-3 1-5 0 8 1 0l3 7-1 14h4l-7 2q2 2 0 3l-11-2-1-1q6 0 2-3 3-4 3 2l6-1v-1l-4 1q1-4 5-7l-5-4q-5-4-4-10v-2z"/><path fill="#33502f" d="m46 53 6 3h2l1 3q-7-1-9-6"/><path fill="#aa7b77" d="M31 64q2-1 5 1l2 6-4 5h-3z"/><path fill="#71b331" d="M36 65h1l3 3q0 2 2 2v1q4 3-2 3l-3-3z"/><path fill="#4b6230" d="m57 52 2 3 3-1q-4 2-3 6-3 1 0 4 2-4 6-3-1 3 1 7l13 1q-3 5-7 5-2-5-5-2l-1-1q-3 4-6 4l2-3q-2-3-2 0h-4l1-14z"/><path fill="#5c9c3a" d="m66 68 2 1q-8 2-10-4l3-2q3 1 2 4z"/><path fill="#2d4023" d="M21 59q-1 8 2 15l-4-2v-4l1-15z"/><path fill="#77b73e" d="M72 74q-5 2-5-2 3-3 5 2"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a close-up of a blue play button on a white background:My primary focus is on capturing the subtle nuances of the button's shape and texture. I aim to create a visual representation of its delicate, almost ethereal quality. The button's shape is crucial; it's a simple, almost imperceptible element, yet its presence evokes a sense of quiet, delicate movement. The background, while seemingly simple, provides a backdrop for this subtle detail, adding a sense of depth and texture. The overall effect is one of understated beauty, emphasizing the delicate interplay of light and shadow. | {
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"path": "b3b53c96c0a73da957a41dfabd532d59d1ab78d4db91e77d0f2617da4519d5ba.png"
} | Generate code for a svg of a a close up of a blue play button on a white background | <svg width="27px" height="31px" viewBox="0 0 27 31" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>svg/medium/skip-back</title>
<desc>Created with Sketch.</desc>
<g id="**-Sticker-Sheets" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd" stroke-linecap="round" stroke-linejoin="round">
<g id="sticker-sheet--all--page-5" transform="translate(-572.000000, -3509.000000)" stroke="#046B99" stroke-width="2">
<g id="icon-preview-row-copy-229" transform="translate(0.000000, 3482.000000)">
<g id="Icon-Row">
<g id="skip-back" transform="translate(561.000000, 18.214286)">
<path d="M37,38 L19,24 L37,10 L37,38 L37,38 Z M12,37 L12,12"></path>
</g>
</g>
</g>
</g>
</g>
</svg> |
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"path": null
} | Generate code for a svg of a a distant galaxy full of swirling galaxies. | <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="#fdfdf7" d="M0 0h7Q5 1 5 4v2Q3 48 4 92h87L0 94z"/><path fill="#eef0e8" d="M7 0h89v1q-3 44-3 90L92 6l-1 86V5Q47 3 5 4q0-3 2-4"/><path fill="#192338" d="M90 8h-5v3l-2-2-8 7q-2-2-2 1-2-4-2 1l-4-2-2 4q0 3 3 4l-4 4 2 1q-2 1-1 4 9 2 1 7l-5-8h-5l-1 5h-7q-8 3-11 11l-1-4q-1 3 2 8l-4-1v2l-4-2q-2-6 1-10l-2-2h-2q3-1 0-3-2 1-1-1 0-6 3-1 4-3 1-5v-3l2-1-1-4q-3 1-4-1l-7-8q-4 1-4 5l-5-2-4 1Q6 28 9 39q-3 0-1 2l-2 3V7q42-1 84 1"/><path fill="#141f33" d="m71 18 3 2 1-2q3 2 2 6l4 6 1-4q1 2 3 2-4 0-1 3l-3 3 3 3q-3 2 0 3l-2 4q-2-3-2 0l2 3-2 1q0-3-2-3l-3 3q0-4-3-3-3-1-5 2-1-3 1-6l-2-1q8-5-1-7-1-3 1-4l-2-1 4-4q-3-1-3-4l2-4z"/><path fill="#151f34" d="m34 53-2 3q-1-3-2 0l-6-4-3-2-1 4-5-5q2-5-2-8l2-1 1-3q-1-6 1-1 2-3 5-3 0-3 3-4-3-5-2-8l-7-4q0-4 4-5l7 8q1 2 4 1l1 4-2 1v3q3 2-1 5-3-5-3 1-1 2 1 1 3 2 0 3h2l2 2q-3 4-1 10z"/><path fill="#192337" d="M90 8q-1 15 1 30v1l-2 25-2-10-6 7v6q-2 1-2-1l-4 3v-7h4q0-3-2-3l2-4 3-1q-4-3 0-4-2 0-2-2l2-1-2-3q0-3 2 0l2-4q-3-1 0-3l-3-3 3-3q-3-3 1-3-2 0-3-2l-1 4-4-6q1-4-2-6l-1 2-3-2q0-5 2-1 0-3 2-1l8-7 2 2V8z"/><path fill="#a1a5a3" d="m16 37-1 3q-5-3 1-3"/><path fill="#a79195" d="M48 37h7l2 1 2 2v2q-6-4-12-3z"/><path fill="#131e32" d="m16 17 7 4q-1 3 2 8-3 1-3 4-3 0-5 3-2-5-1 1-6 0-1 3l-2 1q4 3 2 8l5 5 1-4 3 2q1 3 7 5l-5 8q-2-5-5-5l-2 2q0-3-2-2l2-2q-6 0-1-2l-8-8v-2q-3 1-3 5l-1-2v-5l2-3q-2-2 1-2-3-11-2-23l4-1z"/><path fill="#635c6c" d="m66 40 2 1q-2 3-1 6 2-3 5-2l-1 2-11 8-1-1q4-1 1-3l4-2v-1l-3-2q2-6-1-10l-3 2-2-1 1-5h5z"/><path fill="#fbfbf4" d="M96 1v95H0v-2l91-2 1-86 1 85q0-46 3-90"/><path fill="#965e56" d="M47 50q-3-5-1-8 11-4 9 8-8 5-2-1v-2z"/><path fill="#faeec2" d="M47 44h4v4h-4z"/><path fill="#4e4e62" d="m48 37-1 2q-3 0-3 3-3 0-3 4-4 2 0 5-3 0-3 2v-1q-3-5-2-8l1 4q3-8 11-11"/><path fill="#9a8086" d="M41 46q0 3 4 6l3 1h-4l-3-2q-4-3 0-5"/><path fill="#6a474d" d="M44 42h2q-2 3 1 8-6-3-3-8"/><path fill="#1f2035" d="M44 42q-3 5 3 8l2 1-4 1q-4-3-4-6 0-4 3-4"/><path fill="#182236" d="M12 51q-4 2-5 5 3 1 2 4l-2-2q-1 5 2 8-2 3-2 8 0 4 2 7-3 3-2 8h15l6-2q13 5 6-6-4 3-6-2l1-1 4 2q-2-4 4-6-5-4 1-6-5-1-8 2v-1l3-2-4-3-1 5-3-3q-2 3-5 2l3-5-2-1-5 1q-1-3 1-3 2-1 2 2l2-2q3 0 5 5l5-8q-6-2-7-5l6 4q1-3 2 0l2-3v-2l4 1v1q0-2 3-2l2 5v4l4-1 3 2q-1 3-3 0v3q1-1 4 1l-2 1 2 4q-6-1-10 1l2 1q-3 1-3 4 3 0 0 3-5-2-1 1l-1 9 2-2 3 3H6V49l1 2q0-4 3-5v2z"/><path fill="#8b8284" d="M64 48v1l-4 2q3 2-1 3l-2-1q2-5 7-5"/><path fill="#373244" d="M60 36q3 4 1 10l3 2q-5 0-7 5l-14 3-2-5 3 2h4l-3-1 4-1-2-1 6-3v2q-6 6 2 1 2-12-9-8h-2q0-3 3-3 6-1 12 3v-2l-2-2z"/><path fill="#6e6775" d="M57 53q-1 2 1 3l-9 1-2 2-4 1v-4z"/><path fill="#141f34" d="M91 39v52H52l9-2q-4-6 2-3 0-2 3-3l-5-5q2-1 1-3l-7-6 4-1-2-1q6-2 0-4l5-3q3 3 4-1h3v-2h-2l1-3h7q-3 2 0 3l5-9q0 2 2 2-4 1 0 4l-3 1-2 4q2 0 2 3h-4v7l4-3q0 2 2 1v-6l6-7 2 10z"/><path fill="#172136" d="m80 48-5 9q-3-1 0-3h-7l-1 3h2v2h-3q-1 4-4 1l-5 3q6 2 0 4l2 1-4 1 7 6q1 2-1 3l5 5q-3 1-3 3-6-3-2 3l-9 2h-4q-3-2-5-1l-3-3-2 2 1-9q-4-3 1-1 3-3 0-3 0-3 3-4l-2-1q4-2 10-1l-2-4 2-1q-3-2-4-1v-3q2 3 3 0l-3-2 2-2 9-1q-2-1-1-3l2 1 1 1 11-8 1-2q3-1 3 3l3-3q2 0 2 3"/><path fill="#141f33" d="m12 51 7 7-2 2q-2 0-1 3l5-1 2 1-3 5q3 1 5-2l3 3 1-5 4 3-3 2v1q3-3 8-2-6 2-1 6-6 2-4 6l-4-2-1 1q2 5 6 2 7 11-6 6l-6 2H7q-1-5 2-8-2-3-2-7 0-5 2-8-3-3-2-8l2 2q1-3-2-4 1-3 5-5"/><path fill="#1c253a" d="M91 5v33q-2-15-1-30Q48 6 6 7v83h37q2-1 5 1H5V6q42-2 86-1"/><path fill="#f0cf9d" d="M60 36q-3-1-1-2z"/><path fill="#9a957f" d="M14 27q2 0 1 2z"/><path fill="#626b76" d="M5 6v85h86v1H4Q3 48 5 6"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a shining golden diamond inside a red octagon. | <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="#df3431" d="M0 0h54q4 1 7 7l-7-1-1 1q-3-4-4 0l19 10-2 1-18-6-25 8v-3q8-5 18-8-2-3-5-1 0-3-3-3 0 4-3 1l1-2q-5 0-8-3l-5 5-6-5-9 2q-3 8 2 14l-1 3-4 4z"/><path fill="#df302e" d="M54 0h42v16l-3-9-9-5-5 2v5l-2 1 8 3-7 3q-3 2 0 3-3 0-3 2l-9-3 2-1L49 7q1-4 4 0l1-1 7 1q-3-6-7-7"/><path fill="#e23330" d="M19 22q-3 2-3 7l-2 7q-3 1-4 5-3-3-4 2l-3-3 2-23Q0 11 3 3l9-2 6 5 5-5q3 3 8 3l-1 2q3 3 3-1 3 0 3 3 3-2 5 1-10 3-18 8v3q-3-1-4 2"/><path fill="#e3332f" d="M96 16v34l-2 4-1-1q-1 2-3 1l-3-8q-7-12-8-24l-4-1q0-2 3-2-3-1 0-3l7-3-8-3 2-1V4l5-2 9 5z"/><path fill="#d32323" d="m66 18 9 3 4 1q1 12 8 24-5 11-8 23l-2 2q-4 0-7 2-11 2-20 7v-2l3-4 14-5q0-6 7-10l3-6v-5q-3-11-13-14l1-3-4-1q-1-3-4-4-3 0 0 1l-4 1H43l-4-1v-1l-3 1-7 7q0 5-4 2-3 0-3 3l-5-7q2-4-1-3 0-5 3-7l29-10z"/><path fill="#e43632" d="M4 20 3 40l3 3q1-5 4-2 1-4 4-5L9 47l4 8q1 8 5 15l28 10h4q9-5 20-7h2q-6 2-9 5v10q-3 1 0 5l27 2 4-3-2-8 1-12-4-1-8 3-4-3 2-2q3-12 8-23l3 8q2 1 3-1l1 1 2-4v46H0V24z"/><path fill="#d62623" d="M43 28q-7 3-10 10l-2 1 15 17 1 2q0 2 3 2l-5 7-3 1v-6q-4-4-9-3l-6-11-9 2q-1-4-3-1l3 3-5 3-4-8 5-11 2-7q3-1 1 3l5 7q0-3 3-3 4 3 4-2l7-7 3-1v1z"/><path fill="#f3b81f" d="M43 28h10l5 2q2 5 7 9L48 58l-1-15-6-4q-1-3 2-3l11 2-4-8q3-1-1-1-4 2-6 6l-2-2-8 5q3-7 10-10"/><path fill="#f5f25e" d="M43 36v-1q2-4 6-6 4 0 1 1l4 8z"/><path fill="#f69b1b" d="M43 35q-3 0-2 3l6 4 1 15h-1l-1-2 1-1-7-15q-3-3-6 0l-1-2 8-5z"/><path fill="#f2b11b" d="m33 38 1 2q3-3 6 0l7 15-1 1-15-17z"/><path fill="#d32625" d="M50 78v2h-4L18 70q-4-7-5-15l5-3-3-3q2-3 3 1l9-2 6 11q5-1 9 3v6l3-1 5-7q-3 0-3-2h1l17-19q-5-4-7-9l-5-2 4-1q-3-1 0-1 3 1 4 4l4 1-1 3q10 3 13 14v5l-3 6q-7 4-7 10l-14 5z"/><path fill="#e33330" d="m77 71 4 3 8-3 4 1-1 12 2 8-4 3-27-2q-3-4 0-5V78q3-3 9-5h-2q3-2 7-2"/><path fill="#efc726" d="m50 78-2 2q-6-3-1-7 5 0 3 5"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a brown stone bridge crossing over a stream. | <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="#d9d6c2" d="M0 0h69v20h21V0h6v45l-4 2-9 1q-1-2-3-2H69q-12-9-26-6l-9-3q-6-4-11 0l-2-10-21 1z"/><path fill="#d0bc9b" d="M69 0h21v20H69z"/><path fill="#dcd6bf" d="M43 40q-7 2-13 7v1l-9 1v4q-4-1-7 1l-3 5q-1-2-3-2l-8 3V28l21-1 2 10q5-4 11 0z"/><path fill="#9e8773" d="m69 46-3 6-2-2q-14-15-29-3h-5q6-5 13-7 14-3 26 6"/><path fill="#d3d3c3" d="m64 50 2 2 1 4-9 3h-4l-5-2q-4 1-5 4h-3l-7-3-2-3q0-4 5-6l16 8 2-1q-6-8-14-10 6-3 13-2z"/><path fill="#614e45" d="M30 47h5l-5 5z"/><path fill="#9a7c64" d="M30 48v4l-1 3h3l2 3q-3 1-2 4h-7l2-8-3 3q-3 1 0 4H14q0-4 4-6-3-2-4-1 3-2 7-1v-4z"/><path fill="#efe7c8" d="M41 46q8 2 14 10l-2 1-16-8q1-3 4-3"/><path fill="#b49a80" d="m80 51-1 2-5 1-1-4 6-1z"/><path fill="#3e2e2e" d="m64 50-10-6q-7-1-13 2-3 0-4 3-5 2-5 6h-3l1-3 5-5q15-12 29 3"/><path fill="#5c473f" d="m83 48-1 1-2 2-1-2-6 1 1 4q-4-1-6 1 1 2-1 1l-1-4 3-6q-1 3 1 7 2-1 1-3 1-2 4-1v-3h5q2 0 3 2"/><path fill="#a0785d" d="M69 46h6v3q-3-1-4 1 1 2-1 3-2-4-1-7"/><path fill="#ae8b6c" d="M96 45v18l-6 2q-1-13-3-1l1 5h-5l-3 4-1-1v-2l3-7q5 0 0-3V49l1-1 9-1z"/><path fill="#776459" d="M14 54q1-1 4 1-4 2-4 6v1q-4-3-6 0l-8-1v-1l8-3q2 0 3 2z"/><path fill="#4c4b56" d="M54 59h4q3 0-1 2-3 0-3-2"/><path fill="#aab5b7" d="M54 59q0 2 3 2l1 2 1 2 2 2q-3 0-3 2l-3-6-7-4q-3 0-3 3l-1-1q1-3 5-4z"/><path fill="#342928" d="M82 49v11q5 3 0 3l-3 7-7-1 1-1 6-1q-3-3-6 0h-6l-1-1h6l-1-4h3v-8l5-1 1-2z"/><path fill="#a9866a" d="M75 55h4q-1 1 2 4l-5 2z"/><path fill="#372c2b" d="M34 58v5q-3-1-4 1h-4l-12-2v-1h10q-3-3 0-4l3-3-2 8h7q-1-3 2-4"/><path fill="#3e302e" d="m0 61 8 1 13 3q3 3 0 5l3 4-1 4q-5 3-7 8l14 7 6-3 1-10h5l1 1v4q-3 3-3 8-3 0-3 3H0z"/><path fill="#cbd6d3" d="m34 58 7 3-1 1h5q0-3 3-3l7 4 3 6v1q-5 0-8 3l-1-1q4-1 1-3h-6l9-2q-6-2-11-1-5-3-8 0l-4-2q1-2 4-1z"/><path fill="#423b40" d="M41 61h3l1 1h-5z"/><path fill="#aa896c" d="M74 54v8h-3l1 4h-6l-3-4q-2 3-5 1l-1-2q4-2 1-2l9-3q2 1 1-1 2-2 6-1"/><path fill="#413230" d="M66 66q-4-2-7-1l-1-2q3 2 5-1z"/><path fill="#a88970" d="M8 62q2-3 6 0l12 2 3 5-2 5h-3l-3-4q3-2 0-5z"/><path fill="#383538" d="M42 66v3l-9-1 1-2q3-3 8 0"/><path fill="#c7a483" d="M73 68v-1q3-3 6 0z"/><path fill="#8d7563" d="M5 66h13q3 5-1 8H6q-6-4-1-8"/><path fill="#8c979a" d="M59 65q3-1 7 1l1 1 12 12-6 1q0-2 3-2-3 0-2-2l-14 5q1-3-1-3l-2-2q2-2 5-1-3 2 0 3 16-4 1-5v-2q-3-4-4 0l-1-1v-1q0-2 3-2z"/><path fill="#2c2527" d="M63 71h-4q1-4 4 0"/><path fill="#403938" d="m29 69 8 2 1 4q-6 1-11-1z"/><path fill="#a3b2b5" d="M26 64h4l4 2-1 2 9 1v-3q5-1 11 1l-9 2h6q3 2-1 3l1 1q3-3 8-3l1 1h4v2q-2 0-1 2-3-1-5 1l2 2H46l8 2 6 1 14-5q-1 2 2 2-3 0-3 2l-16 3-14-2-1-1q-1-4-4-5l-1-4-8-2z"/><path fill="#2f2829" d="M63 73q15 1-1 5-3-1 0-3-1-2 1-2"/><path fill="#856b58" d="M82 82v-4l5-1q-4-5 2-7 6 6 4 15-3 1-4-1h-4z"/><path fill="#2c2425" d="M50 78q2-1 4 2l-8-2z"/><path fill="#716057" d="M24 74h3q5 2 11 1 3 1 4 5h-5l-1 10-6 3-14-7q2-5 7-8z"/><path fill="#515458" d="M50 78h9q2 0 1 3l-6-1q-2-3-4-2"/><path fill="#858e8e" d="M67 67h6v1l-1 1 7 1v2l-1 1 4 5v4l-1 1q-5-3-8-2-2 1-1 4l10 4 5 7H37q0-3 3-3 0-5 3-8v-4l14 2 16-3 6-1z"/><path fill="#ada59b" d="m81 83 1 2H72q-1-3 1-4 3-1 8 2"/><path fill="#382c2a" d="M96 63v33h-3L82 85l-1-2 1-1 3 2h4q1 2 4 1 2-9-4-15-6 2-2 7l-5 1-4-5 1-1 1 1 3-4h5l-1-5q2-12 3 1z"/><path fill="#403d40" d="M62 88h5v3l-5-1q-3-2 0-2"/><path fill="#606161" d="M72 85h10l11 11h-6l-5-7z"/></svg> | |
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"path": null
} | Generate code for a svg of a black and white silhouette of a man drinking from a bottle while holding a book. | <?xml version="1.0" encoding="utf-8"?>
<!-- Uploaded to SVGRepo https://www.svgrepo.com -->
<svg version="1.2" baseProfile="tiny" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"
x="0px" y="0px" viewBox="0 0 256 256" xml:space="preserve">
<path d="M215.6,34.6l-1.6-1.8l-0.2,0.2l-3,2.7l-44.1,39l-3.2,2.8c0.2,0.2,0.3,0.4,0.5,0.6l15.7,17.8l3.3,3.8l-11,51.7l-71.6-36.7
c-5.1-1.1-12-1.7-18.5-0.9c0,0-1.7,0.3-2.3,0.3c-34.5,6-59,57.9-70.4,96.1c-4.8,16-7.4,29.4-8,40.5h128l-0.1-74.2l52.5,20.8
c11.1,2.9,22.5-3.7,25.4-14.8l13.5-60.3l31-27.4c5.2-4.6,5.8-12.7,1.3-17.8l-10-11.3 M183.1,86.7l-7.2-8.3l37.4-33.8l19.4,22.1
L183.1,86.7z"/>
<circle cx="116.5" cy="54" r="47"/>
</svg>
| |
{
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"path": "576b5d505eb9bad14b2838967b8c7ca6d34c4f7233a8b4c1ab7961051a4cf035.png"
} | Generate code for a svg of a a black and white map of portugal with the capital highlighted | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 37 77">
<path d="M15 0l1 1 1 1h-1v1h-1v1h1v1h1l1-1V3l1 1h3v1l1-1 1 1h1l1-1V3l1-1v1h6l1 1v1l-1 1h1l1 1 2 1h1v1l-1 1v1h-1l-1 1-1 1h-1l-1 1-1 1-1 2h-1 1v2l1 1v8h-1l-1 1v1l1 1v4l-1 2h-6l1 1v1h1v1l1 1v2h1v1l1 1h1l1 2-1 1v1h-1l-1 1v1h-1v3l-1 1 1 1 1 1 1 1v1h2l-1 1v1h-1l-1 1h-1v2l-1 1h-1v2l-1 1 1 1v5h-2l-1 1h-1v1h-1l-1 1h1v-1h1-1v1l-1-1-2-1h-5l-1-1H9v1H7l-1 1v-3l1-1v-1l1-1v-7l-1-1 1-1v-4l-1-2v-1l1 1h2-1v-2 1H6v1H3l1-1-1-1v-1l-1-1h2v1h1v-1h1l-1-1h1v-2l1-1v-1h1-1l-1 1-1 1v2l-2 1H0v-2l1-1v-3l1-1v-3l1-1v1h1v-1H3l1-1 1-1v-2l1-1 1-4 1-1v-1H7l1-1v-1l1-5v2l1-1v-1h1l-1-1v1-1h1l-1-1h1-1v2H9v-1l1-5v-3l-1-2V7L8 6V4h1l1-1V2h1V1h3l1-1zm-5 19v1-1z"/>
</svg> | |
{
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"path": "1ef632ac798a01db3e98b528ccdc9511fea5fecef7627b1fcea828746921d4f9.png"
} | Generate code for a svg of a a black and white image of a letter h with a wave | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 15 15" fill="currentColor"><path fill-rule="evenodd" clip-rule="evenodd" d="M5.636 1C4.15 1 3 2.203 3 3.727V4h6v-.364C9 1.57 10.633 0 12.682 0v1C11.167 1 10 2.14 10 3.636V10H9V9H3v3H2V3.727C2 1.688 3.56 0 5.636 0v1zM3 8h6V5H3v3z" fill="currentColor"/><path d="M7.44 13.442c-.895.504-1.877 1.058-3.485 1.058-1.483 0-2.614-.762-3.33-1.568l.75-.664c.584.66 1.462 1.232 2.58 1.232 1.339 0 2.128-.442 3.004-.935l.01-.007c.895-.504 1.877-1.058 3.485-1.058 1.531 0 2.884.82 3.852 1.572l-.612.79c-.923-.716-2.052-1.362-3.24-1.362-1.339 0-2.128.442-3.004.935l-.01.007z" fill="currentColor"/></svg> | |
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"path": null
} | Generate code for a svg of a black and white image of a GPS screen displaying a map, possibly mistaken for a camera due to its lens-like appearance. | <?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">
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width="502px" height="502px" viewBox="0 0 502 502" style="enable-background:new 0 0 502 502;" xml:space="preserve">
<g>
<g>
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"path": "b3431295bb0bc180b14221d02f792ac1a70782fa51605a6c1863e401af74aa18.png"
} | Generate code for a svg of a a close up of a black arrow pointing left and right | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 13 14"><path d="M12.648 1.102q.148-.148.25-.102t.102.25v11.5q0 .203-.102.25t-.25-.102L7.1 7.35q-.06-.07-.1-.147v5.547q0 .203-.103.25t-.25-.102L1.1 7.35Q.952 7.204.952 7t.148-.353L6.647 1.1q.148-.148.25-.102t.102.25v5.547q.037-.086.1-.148z" /></svg> | |
Okay, here's a concise summary of my thoughts on drawing a black and white icon featuring a downward-pointing arrow:I'm drawn to create a visually appealing and informative icon that represents a file folder. The arrow, a simple and easily recognizable shape, is central to the design. The contrast between the black and white color scheme is crucial for conveying the visual information. The downward-pointing arrow, while seemingly simple, provides a clear and concise representation of the folder's purpose. The overall aesthetic is clean and modern, suggesting a professional and organized workspace. | {
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"path": "be30d87dd499950995f3ad12a7e81099971b277e3828b2bebdfcd561b6824cde.png"
} | Generate code for a svg of a a white hammer and wrench on a black background | <svg version="1.0" xmlns="http://www.w3.org/2000/svg"
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<metadata>
Created by potrace 1.11, written by Peter Selinger 2001-2013
</metadata>
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</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a control panel filled with switches and levers. | <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="#797274" d="M7 6q-3 2 0 5l1-3 84-1v30l-7-2 2-2q-3-4-2-9-3-1-4 2-6-3-6 3l4 1-1 1 6 4-80 2Q1 22 3 8q1-2 4-2"/><path fill="#46474e" d="m68 11 1 8q-6 0-1-2-3-3-2-4z"/><path fill="#f38247" d="M10 13h3q-1 5-3 0"/><path fill="#f06a2a" d="m28 15-3-1q0-3 3-2z"/><path fill="#cda561" d="m68 11-2 2q0-2 2-2"/><path fill="#f4d879" d="M84 9h4q0 3-3 5-4-2-1-5"/><path fill="#544a4d" d="M7 6h77L8 8l-1 3Q4 8 7 6"/><path fill="#d4d6d8" d="M17 16q2-1 5 1l-3 1z"/><path fill="#f3f3f4" d="M74 16q2-1 3 1-3 1-3-1"/><path fill="#6e686b" d="M46 10q-3 9 8 11l-2-9q2-1 3 1 2-4 6-3l2 8-1 1-4-2 2-1q-1-3-3-2-4 3 0 8l-8 2-7 7q-2 2 1 3H26l3-2h3l-3-6q3-1 2-4l-5-2 1-3q-2-1-2-3l3 1 1-2 3 3q-3 2 0 5l4-9q0-3 3-2 3 3 7 0"/><path fill="#f4f4f5" d="M57 14q2-1 3 2-3 0-3-2"/><path fill="#4c4e55" d="M46 10q3-1 6 2l2 9q-11-2-8-11"/><path fill="#ebebeb" d="M36 12h4l-3 6q-2-3-1-6"/><path fill="#f3f3f3" d="m81 26-2 4-4-1q0-6 6-3"/><path fill="#e8613e" d="M35 26h3v3h-3z"/><path fill="#d95e39" d="M53 26q4 1 1 4-4-2-1-4"/><path fill="#494c53" d="M65 25q6 0 4 6-8 0-4-6"/><path fill="#605d5f" d="m92 37-8-2-6-4 1-1 2-4q1-3 4-2-1 5 2 9l-2 2z"/><path fill="#f0f0ef" d="m47 45 3 1-3 1q4 1 7-2l2 2h4l1-4h3v11l2-11v3l3 1-1 8-1 1H44l-3-7q-2 0-1 3l-7-4h-1l2 3q-2 0-2 3l2 1q-7 1-12-1l2-9v5h4l-2-7q-4-1-5 3 0-3-2-3 6-5 12 2l4-1q5 3 9 0l1 3z"/><path fill="#5c6572" d="M75 43h4v3h-4z"/><path fill="#a17e7b" d="m50 46-3-1q2-3 3 1"/><path fill="#d6997a" d="M60 47h-4q-1-5 4-4z"/><path fill="#d97440" d="M66 43h3v3h-3z"/><path fill="#999a9f" d="M13 47q3 2 2 6l-3-4-4-1q3-2 0-5h5z"/><path fill="#979699" d="M19 43q2 0 2 3 1-4 5-3l2 7h-4v-5l-2 9-3-3q-2-3-1-4z"/><path fill="#5e6067" d="M56 48h3l-1 4q-3-2-2-4"/><path fill="#aaacb0" d="M84 44q0-3 2-1l6 8-4 2v2q-1-6-6-7 8 0 2-4"/><path fill="#d4d5d7" d="M18 47q-1 1 1 4-2 1-1 4h4l-9 1-2-2q3-3-1-3l2-2 3 4q1-4-2-6 3-4 3 2z"/><path fill="#8f9094" d="M78 53q-2-9-2 0-2-3-1-5h4z"/><path fill="#4e555f" d="M10 51q4 0 1 3-2-1-1-3"/><path fill="#8c493f" d="M47 49h3v3h-3z"/><path fill="#4b515d" d="M78 53h-2q0-9 2 0"/><path fill="#c0bec0" d="M40 52q-2 2 1 3l-5 1q0-4-2-5l-2-3h1z"/><path fill="#987c74" d="M47 53q2 0 1 2z"/><path fill="#9b9798" d="m69 43 2 1 1 5-2 6h-2l1-8-3-1h3z"/><path fill="#6e6568" d="M3 57q16-1 31 2H5q-2 0-2-2"/><path fill="#848184" d="M66 56q-17 0-32 3-15-3-31-2 4-2 10-1l9-1h-4q-1-3 1-4l3 3q5 2 12 1l-2-1q0-3 2-3 2 1 2 5l5-1q-3-1-1-3-1-3 1-3l3 7z"/><path fill="#a57460" d="m24 51 4 2q-4 1-4-2"/><path fill="#5a5455" d="m66 56 25 1-1 2H5h29q15-3 32-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red popsicle dripping down your hand in the heat. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefdfe" d="M0 0h96v96H0z"/><path fill="#f1a59b" d="m53 17-8 1q1-3 4-2z"/><path fill="#f74e47" d="m53 17 1 1q2 17-1 33l-1-4q-2 0-2 2l-2-1q-2-3-5-3V19l2-1z"/><path fill="#f9d6c0" d="M48 54q-1 3 3 5l3 5-5 7h-1q-1-4-3-1-3 2 0 5-3 16-18 9l-2-22 12-14 2 2v7q3-4 9-3"/><path fill="#ef8976" d="m48 48 2 1q-1 4 1 10-4-2-3-5z"/><path fill="#ef4e42" d="m48 71-1 3-1-3-1 4q-3-3 0-5 2-3 3 1"/><path fill="#de7467" d="m48 71-1 9q-3-3-1-6z"/><path fill="#edbcaf" d="M47 74q-2 3 1 6 2 1-1 4l-2-9 1-4z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a vector illustration of a fork and knife icon 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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"path": "72cfb0033b5636fe3f1545dbc0a89e5fc8053dd46ef36b863f18a8c48773f1f2.png"
} | Generate code for a svg of a a close up of a blue banner with a white background | <svg version="1.1" id="Layer_1" x="0px" y="0px" viewBox="0 0 99 167" style="enable-background:new 0 0 502.418 502.418;" xmlns="http://www.w3.org/2000/svg" xmlns:bx="https://boxy-svg.com">
<g transform="matrix(1, 0, 0, 1, -5, -5)">
<path d="M 5.032 4.998 L 5.032 171.998 L 54.53 133.913 L 104.032 171.998 L 104.032 4.998 L 5.032 4.998 Z" style="fill: rgb(0, 102, 204); paint-order: fill;" bx:origin="0.474424 0.5"/>
</g>
<g/>
<g/>
<g/>
<g/>
<g/>
<g/>
<g/>
<g/>
<g/>
<g/>
<g/>
<g/>
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<g/>
<g/>
</svg> | |
{
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"path": "emoji_u1f46c.png"
} | Generate code for a svg of a men holding hands | <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="couple_x5F_holding_x5F_hands_x5F_man_x5F_right">
<g id="arm_4_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(-0.9876 0.1567 -0.1567 -0.9876 135.9082 118.1856)" gradientUnits="userSpaceOnUse" x1="48.3728" x2="65.0297" y1="71.2562" y2="49.2226">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.4016" style="stop-color:#FFCA28"/>
</linearGradient>
<path d="M71.96,53c0,0-3.53,11.93-5,15.33l-4.39,11.02c-0.7,1.55-0.08,3.58,1.39,4.43l0,0 c1.69,0.97,4.14,0.24,4.95-1.53l12.54-26.41l-1.01-3.46L71.96,53z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="pants_2_">
<g id="pants_6_">
<path d="M105.56,74.61v48.08h-5.65l-7.87-38.21c-0.04-0.24-0.24-0.41-0.46-0.41s-0.42,0.17-0.46,0.41 l-7.87,38.21h-5.65V74.61H105.56z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoes_3_">
<path d="M102.61,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.5-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63C98.16,124,102.61,124,102.61,124z" style="fill:#424242;"/>
<path d="M80.56,124h-4.45c-0.82-0.02-1.41-0.96-1.17-1.78c0.74-2.5,2.99-4.32,5.62-4.32 c2.68,0,4.96,1.9,5.66,4.46c0.22,0.82-0.39,1.63-1.21,1.63C85.01,124,80.56,124,80.56,124z" style="fill:#424242;"/>
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"path": null
} | Generate code for a svg of a black and white vector illustration of a pair of VR glasses. | <?xml version="1.0" encoding="iso-8859-1"?>
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} | Generate code for a svg of a handshake: light skin tone, 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_u1f46c_1f3fc.png"
} | Generate code for a svg of a men holding hands: 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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} | Generate code for a svg of a black and white icon of a calendar secured with a lock. | <?xml version="1.0" encoding="iso-8859-1"?>
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{
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",
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} | Generate code for a svg of a black and white vector illustration of a crab icon. | <?xml version="1.0" encoding="iso-8859-1"?>
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c0,26.747-21.759,48.508-48.507,48.508C369.969,169.765,349.876,152.005,346.219,128.854z M69.362,121.257
c0-24.162,17.759-44.255,40.91-47.912v55.509h55.51c-3.657,23.151-23.749,40.911-47.913,40.911
C91.121,169.765,69.362,148.004,69.362,121.257z M283.932,163.919c0-5.073,4.128-9.199,9.199-9.199
c5.072,0,9.198,4.127,9.198,9.199s-4.127,9.199-9.198,9.199C288.058,173.119,283.932,168.992,283.932,163.919z M209.671,163.919
c0-5.073,4.127-9.199,9.198-9.199c5.073,0,9.199,4.127,9.199,9.199s-4.127,9.199-9.199,9.199
C213.798,173.119,209.671,168.992,209.671,163.919z M386.536,333.867h-0.001c0,58.11-47.276,105.385-105.385,105.385H230.85
c-58.109,0-105.385-47.275-105.385-105.385v-62.404c0-29.093,23.669-52.763,52.764-52.763h155.544
c29.094,0,52.764,23.669,52.764,52.763V333.867z"/>
</g>
</g>
<g>
<g>
<path d="M286.684,408.663c-1.826,0.134-3.688,0.202-5.533,0.202H230.85v15.193h50.301c2.214,0,4.45-0.082,6.644-0.242
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</g>
</g>
<g>
<g>
<path d="M356.149,333.867c-0.001,32.38-20.669,60.996-51.431,71.207l4.786,14.42c36.988-12.276,61.839-46.687,61.839-85.626
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</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
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<g>
</g>
</svg>
| |
I draw a giant gas planet swirling with violent storms, such as curves, shapes, positioning, and detail level. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a giant gas planet swirling with violent storms. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfc" d="M0 0h96v96H0z"/><path fill="#858f96" d="M33 27q-4 0-6 5v-1q2-6 8-9 1-3 5-2z"/><path fill="#5d6977" d="m33 27-5 13q0-2-2-2l2 6q-5-3-5-7 0-3 1 0l1-2 2-4v1q2-5 6-5"/><path fill="#d0d5ce" d="M45 27q11-3 23 0l5 7q0-5-3-8h2l5 9-2 2 2 13q-4-7-11-10-9-12-22-9l-7 2q4-4 10-6z"/><path fill="#3b4557" d="M35 22q-6 3-8 9l-2 4q-5-3-7 2l3 2 7 12h-7q-2-4-1-8l-1-1q-4 0-7-3v-3h5l2-8 9-6z"/><path fill="#bdbfb6" d="M30 36v8l2-4v5l-1 1 3 5q-6-2-6-7l-2-6q2 0 2 2z"/><path fill="#b3bcbb" d="M66 40q7 3 11 10l-7 7-10 4-4-2h4q5-2 7-7 1-7-1-12"/><path fill="#7a838b" d="M45 27h2q-6 2-10 6l7-2q13-3 22 9 2 5 1 12-2 5-7 7-3-5-6-2h-4l4-4q-3-1-3 1h-6q9-1 11-10 2-1 1-3-2-5-5-5-2-2-3 1-1-3-3-1l2 1-1 1q-3-1-5 1l-3-1v-2l-3 3v10l-4-4v-5q2-7 8-12 2-2 5-1"/><path fill="#c19f75" d="M52 36q3 0 5 5 1 2-1 3l-5-8z"/><path fill="#8e8f8b" d="M52 36h-1l5 8q-2 9-11 10h6q0-2 3-1l-4 4h4q-3 3-7 3 3-5-2-2l-5-2q-2-2 1-2l-5-3-1 2-1-2-3-5 1-1 4 4V39l3-3v2l3 1q-5 7 4 9l-5 2q12 3 9-9l-3-3 1-1-2-1q2-2 3 1 1-3 3-1"/><path fill="#d1b693" d="m47 38 3 3q3 12-9 9l5-2q-9-2-4-9 2-2 5-1"/><path fill="#5f6873" d="m35 53 1 5q-3 0 0 1l7 3-2 2-7-3q-2-3-5-3v1l-1-1q2-3 3-1v-2l-5-1q5-3 9-1"/><path fill="#9ea2a9" d="m15 56 5 4q-4 0 0 3h-2q-3-3-3-7"/><path fill="#dad9ce" d="m45 58-1 3-8-3-1-5 1-2 5 3q-3 0-1 2z"/><path fill="#3f4959" d="m26 54 5 1v2q-1-2-3 1l1 1q6 14 23 17h-4l-8-1-10-6q-4-6-10-9l-5-4q-6-4 0-2 3-4 8 1z"/><path fill="#414f61" d="M60 59h-4l-11 5h-4l2-2-7-3q-3-1 0-1l8 3 1-3q5-3 2 2 4 0 7-3t6 2"/><path fill="#dbdfdb" d="m56 59 4 2-14 4-1-1z"/><path fill="#bdc7c8" d="M82 54v7l-8 7q0-4 3-6l-1-1q2-4 6-7"/><path fill="#d9ad6e" d="m34 61 7 3h4l1 1q-8 2-14-4z"/><path fill="#465263" d="M82 54q-4 3-6 7l-7 6-10 4-9 2q-17-4 1-6l-5-2 14-4 10-4 8-8 8-3z"/><path fill="#8e9091" d="M34 61h-2q6 6 14 4l5 2q-18 2-1 6l5 1-3 2q-17-3-23-17v-1q3 0 5 3"/><path fill="#d9ded9" d="m69 67-9 9-8 2-4-2h4l3-2-5-1 9-2z"/></svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a busy street with cafés and shops lining the 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="#f4f6f5" d="M0 0h82l-4 15v11q-6 8-15 12l-1-12-2 11-12-11-1 8q0-9-8-10-2 2-1 6 4 0 7 3l-11-3-1 4-2-7q-2 6-1 15-3-1-3 1-1 5-6 5l-5-2Q8 39 0 35z"/><path fill="#f0ae8c" d="M89 0h7v18q-3 1-3 4-3-7-2-13-3-4-2-9"/><path fill="#e6ac93" d="M84 0h3l-1 12-2 3z"/><path fill="#b6b2b5" d="M82 0h2v2q-5 3-2 8-1 3-3 1l-1 4h-2z"/><path fill="#9b9899" d="M87 0h2q-1 5 2 9h-3l-1 9-3 2v-5l2-3z"/><path fill="#394763" d="M91 9q-1 6 2 13l-3 3q-3-2-6-1v-4l3-2 1-9z"/><path fill="#574f59" d="M96 18v2l-3 2q0-3 3-4"/><path fill="#eecdba" d="M84 2v22l5 1-4 5-2 1-2-7q-2 0-1 2h-2V15l1-4q2 2 3-1-3-5 2-8"/><path fill="#6f7b82" d="m83 31-1 2h-2v-7q-1-2 1-2z"/><path fill="#c3837d" d="M96 20v4l-11 6 4-5-5-1q3-1 6 1l3-3z"/><path fill="#3a4865" d="M96 24v6l-4 4 4-1v13q-2-1-2 1l1 18-2 18-2-41-1 3-2 4q-2-7 4-12l-2-1-5 7-7 3q-3-1 0-3l4-10 1-2 2-1z"/><path fill="#8996a0" d="m62 26 1 12 2 4h-3z"/><path fill="#d5cfc7" d="M96 30v3l-4 1z"/><path fill="#8b7175" d="m80 33-3 7q0-5 3-7"/><path fill="#e25f5b" d="M80 33h2l-4 10-1-2v-1z"/><path fill="#e5e6e5" d="M62 26v17q-3 0-3 3-3-3-6-2v-5h4l-2-1q2-1 1-3-2 0-2 2l-6 4q0-5-4-5l-1 3-2-4-1 3-1-4q-2 3-1 8l9 2q0 3-3 1-1 8-2 0l-2-1q-3 3 0 7l6 3q4-3 9-2v3q-1 6 1 13l-20 6h-3v-1q0-10 2 0l1-3q3-2 5 1v-5h3v4q0-3 3-3v-6h-3q0-2 3-2l-5-3-2-3-7-1 4-1q-2-2-1-4l-2-2-7-2q0-2 3-1-1-9 1-15l2 7 1-4 11 3q-3-3-7-3-1-4 1-6 8 1 8 10l1-8 12 11z"/><path fill="#5a6e89" d="m55 38-1-1q0-2 2-2 1 2-1 3"/><path fill="#7a919b" d="m43 39 4 3v2l-9-2q-1-5 1-8l1 4 1-3z"/><path fill="#7a5a6b" d="m77 41 1 2q-3 2 0 3v1h-3z"/><path fill="#41596d" d="M62 42h3l-1 5h-3z"/><path fill="#c85551" d="m16 46 5 2 2 2-5 1q-3-2-4-1-1-3 2-4"/><path fill="#fbd9a9" d="M36 47q-1 2 1 4l-4 1q-3-2-6-1v-6z"/><path fill="#edaa8f" d="M85 43v3l-7 4v-4z"/><path fill="#8d9399" d="m91 42 1-1 1 42h-1q-2-3-1-5z"/><path fill="#cccfd0" d="m54 37 2 1h-4v5q3-1 6 2h-4v6q-5-1-9 2l-6-3q-3-4 0-7l2 1q1 8 2 0 3 2 3-1v-2l-4-3 1-3q4 0 4 5z"/><path fill="#858d95" d="m62 43-1 4v4l-2 1-4 1v-7h4q0-3 3-3"/><path fill="#f8f9fa" d="M59 52h-3v-4h3z"/><path fill="#c39587" d="M61 47h3v6h-3z"/><path fill="#d9dbda" d="M0 35q8 4 16 11-3 1-2 4l-1 1 3 3-4 17v-6H6l5-3q-3-3-5 0v-5h3q0-5-2-2l-3-5 9-2H0z"/><path fill="#779d9d" d="M14 50q1-1 4 1l3 3h-5l-3-3z"/><path fill="#e23f49" d="M61 51v2l-1 3q-3-2-5-1v-2l4-1z"/><path fill="#eff0ef" d="M78 26h2v7q-3 2-3 7v1l-2 6h3v3q-3 1-4-1-2-3-2 0-2 0-1 3l12-3v17q-4 1-1 5-3 2 0 5v4h3q4 1 8 7l1-1-2-3h1l2-18-1-18q0-2 2-1v50H82l-4-8 2-3-3-1 1-1-2-1 2-10q-3-1-4 1-10 0-1-2v-4l-1-1-1-1-2 4-1-5-1 3q-2-3-1-4 0-6-4-7l2-3v-6l1-5-2-4q9-4 15-12"/><path fill="#809195" d="m84 48 2 18h-3V49z"/><path fill="#a49998" d="m85 46-1 2-1 1-12 3q-1-3 1-3 0 3 2 0 1 2 4 1z"/><path fill="#cb333e" d="M74 49q-2 3-2 0t2 0"/><path fill="#dccfc7" d="M0 50h3L2 75 0 65z"/><path fill="#d68c8b" d="M22 54q6-1 15 2l1 2q-4-3-9-1l-3-1q-3 1-3 5z"/><path fill="#e0c9c6" d="m27 43 7 2 2 2-9-2v6q3-1 6 1l7 1 2 3q-3 4-2 10l-4-4-1-4h3l-1-2q-9-3-15-2h-1l-3-3 5-1-2-2q5 0 6-5"/><path fill="#42365d" d="m90 45 1 31-3 2z"/><path fill="#93a3ac" d="M46 57q4-3 7 2l-1 2z"/><path fill="#5b6f7d" d="m80 52 1 6-3-1v-4z"/><path fill="#70858e" d="m4 50 3 5q2-3 2 2H6v5q2-3 5 0l-5 3q-2 3-1 8-2-12-1-23"/><path fill="#434c63" d="m26 56 3 1 1 2-1 1q-3 1-3 4z"/><path fill="#bfc2c0" d="M30 59q3-1 5 3l-4 5 2 6v1l-5-1q-1-7 1-13z"/><path fill="#f49477" d="m42 56 5 3q-3 0-3 2v5h-4q-1-6 2-10"/><path fill="#8c9098" d="M61 53h3l-2 3q4 1 4 7l-2 1v10h-4q-1-3 1-4-1 2 1 3l1-8-2-7q-3-2-4-1v7q-1 2 2 3-1 5-3 0v1q-2-7-1-13 2-1 5 1z"/><path fill="#e0e3dd" d="M61 58v7l-4-1v-7q1-1 4 1"/><path fill="#364c60" d="m61 58 2 7-1 8q-2-1-1-3z"/><path fill="#d3656a" d="m29 57 6 1 1 4q1 6-5 5l4-5q-2-4-5-3z"/><path fill="#505b6d" d="M44 61h3v6q-3 0-3 3z"/><path fill="#446681" d="m72 66-1 2q-3-3 0-3"/><path fill="#535a67" d="m36 62 4 4h1v5q-2-3-5-1l-1 3q-2-10-2 0l-2-6q6 1 5-5"/><path fill="#567583" d="m47 67 3-5 1 8h-4z"/><path fill="#389a52" d="M83 66h3l-1 6h-1l-2-1q-3-4 1-5"/><path fill="#f0f1f0" d="M4 50Q3 61 5 73q4 4 7-2l4-17h6l1 7q0-4 3-5v8q-1 5 2 9l5 1h3l-23 9h4l39-16q2 5 3 0h2v3q-2 1-1 4h4V64l2-1q-1 1 1 4l1-3 1 5 2-4 1 1q-3 0 0 3l1-2v4q-9 2 1 2-5 0-9 5l-8-4q-3 1-3 5-3-3-4 2-2-2-5 1l-1-2q-2 1-1 4-6 0-10 3-3-3-3 2h-6l-2 3q-3-3-7-3 0 9-4 2-2 3-5 2-2 0-1 3H0V65l2 10 1-25H0v-2h13z"/><path fill="#385969" d="M6 65h6v6q-3 6-7 2-1-5 1-8"/><path fill="#d27a86" d="m57 64 4 1v2h-2q-3-1-2-3"/><path fill="#77929a" d="M29 60q-2 6-1 13-3-4-2-9 0-3 3-4"/><path fill="#868382" d="m82 71 2 1-2 4q-3-3 0-5"/><path fill="#f2f4f3" d="M82 96H5q-1-3 1-3 3 1 5-2 4 7 4-2 4 0 7 3l2-3h6q0-5 3-2 4-3 10-3-1-3 1-4l1 2q3-3 5-1 1-5 4-2 0-4 3-5l8 4q4-5 9-5 1-2 4-1l-2 10 2 1-1 1 3 1-2 3z"/><path fill="#b5777e" d="M84 72v8h-3v-4z"/><path fill="#b9ada4" d="M91 42v36-2l-1-31z"/><path fill="#556978" d="M88 49v29l3-2v2q-1 2 1 5l2 3-1 1q-4-6-8-7v-8l1-6-2-18 1-2v-3l5-7 2 1q-6 5-4 12"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a brown picnic basket with a checkered cloth. | <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="#f5eedf" d="M0 0h96v96H0z"/><path fill="#e1c8b9" d="M30 51h24l1 5v6l-2-2q-4-3-1-6l-5-2q-4 0-3 5l-5-1q-1-3 1-4l-6 1z"/><path fill="#c99884" d="M54 51h9v3l4-2 1 2-4 4v-3h-3q-1 2 2 5l-4 2v-2l1-5q-3-1-5 1z"/><path fill="#c1866d" d="M53 60q-4 2-1 6l-2 5-2 4V58q-4-1-5 2-3-2-5-1-1-3 1-3l5 1q-1-5 3-5l5 2q-3 3 1 6"/><path fill="#af5d42" d="M59 60h-4v-4q2-2 5-1z"/><path fill="#e8d8cb" d="m68 54-4 6-5 4-2-1 1-2 4-2q-3-3-2-5h3v3z"/><path fill="#f9f3ea" d="m53 60 2 2v4l-2 6-1 1-2-2 2-5q-3-4 1-6"/><path fill="#bf886b" d="M61 67q-3-3-6-1v-6h4v2l-1 2 2 1 5-4 4-6-1-1-1-2 2-1q3-1 4 2-5 5-7 12z"/><path fill="#cba28e" d="M34 55q-2 3-1 7h-6v5h4l-2 5q-4-3-7-2 1-2 4-1V57q2 3 3-1z"/><path fill="#ab654a" d="M61 67q-2 1-1 4h-3q0-6-2-1v-5q3-2 6 1"/><path fill="#bc8568" d="M67 67q2 1 1 4-3-2-1-4"/><path fill="#bc895c" d="M22 70q3-1 7 2 6 5 17 5l4 1q-5 2 1 3l-9 3q-16 1-30-8-3-2 0-4 4-3 10-2"/><path fill="#e6d1c4" d="M55 66v5q2-5 2 1l4 1-9 2-2 3-4-1 2-2 2-4 2 2 1-1z"/><path fill="#b3735a" d="m30 51 4 2 6-1q-2 1-1 4-2 0-1 3l-1 5h5q-1-3 1-4 1-3 5-2v17l-2 2q-11 0-17-5l2-5h-4v-5h6q-1-4 1-7l-3-1q-2 0-2 2-1 4-3 1-2-6 4-6"/><path fill="#d8ae9b" d="M37 68h4l-1 8q-4-3-3-8"/><path fill="#d9b19d" d="M38 59q2-1 5 1-2 1-1 4h-5z"/><path fill="#e1c8be" d="m34 55-5 1q0-2 2-2z"/><path fill="#ae7652" d="M61 68q3 2 3 6l-13 7q-6-1-1-3l2-3 9-2-4-1h3q-1-3 1-4"/><path fill="#f0ce9d" d="M64 74q3 3 0 8-11 8-22 2l9-3z"/></svg> | |
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"path": null
} | Generate code for a svg of a colorful triangle logo, featuring three distinct colors. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<polygon style="fill:#E6EAEA;" points="256,503.982 8.017,503.982 132.009,255.999 256,8.017 379.991,255.999 503.983,503.982 "/>
<polygon style="fill:#E6EAEA;" points="132.009,255.999 379.991,255.999 256,8.017 "/>
</g>
<polygon style="fill:#FF8C29;" points="8.017,503.982 256,503.982 132.009,255.999 "/>
<polygon style="fill:#4ACFD9;" points="379.991,255.999 503.983,503.982 256,503.982 "/>
<polygon style="fill:#CDD4D5;" points="202.555,397.093 256,503.982 309.445,397.093 "/>
<polygon style="fill:#FD6A33;" points="61.462,397.093 8.017,503.982 256,503.982 202.555,397.093 "/>
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Okay, here's a concise summary of my thoughts on drawing a close-up of a brown icon of a pair of scissors:My primary focus is on capturing the essence of a brown icon, a simple yet powerful symbol. I aim to create a visual representation of the scissors' functionality and their inherent shape. The key is to capture the subtle details, the curve of the scissors, the precise positioning of the tip, and the overall form. I want to evoke a sense of precision and the tactile feel of the scissors, emphasizing their inherent utility. | {
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bt/71SceDbhEgr92hosDgUwEIAAC8/9EXirF0v9c6cjcKMD5ZUlNzC6l+V2oBXBiEZEIEiABoRULAcjr1AAgAAHDN+y+rnKv/J1JeKVyOAGSJAkg43Oa2QNMiYG/jtQsC6M7Ji5sVBAAAuMQDV55o035P8FLS7AcY9IRdEUC6RYAUBbpQCxF6FAABAID3bwzXCwGFK1evpf5d29sCTYqAo9peZzaC5ZRDnhKIAADA+zdKy/EogNQBpO2blwiIA0bwjAhYWP5U25wAiYK07W8HfaACBQEAgPdvFBcq4kcZxbS1AH0j6FIthBQ/6hoW1JkPsPGaKAACAABC9FRcrwMQ0s4E6BvBfTeW5pwicwJmP7mu5bEkDeRAa2CQUQAEAIAL3v+Lm2U1e7UwL2UygzMoBsCFlrhRXnEWEeCIETwrehYW1czSVS2P5UAqIMgoAAIAwBXvf2rW2ScvBWGuk6UYsG8EXauHmL12XZWu6PncOdAVENxabQQAgAvev+T+J6edfQ0tD9IAEgXIagwd6Y8/w/zyZ1rqARwoiKz0vmsIAACwhu7ykolS91bUxSLD1eJof9+LNyJrFKBTD+DGvPxT+p0BOpAoiOUCaAUBAAC2eP+V6O73xSUFpgEmxjK8jsjw+RAFkMFAWaMArrUG9l+3jnoAB1YmB5UGQAAAuOD9n16JZ5x9Ia63A+qKAghiBF0bkyyvW8eQIFmZbLEYlGLAWwgAACja+19R3f3lyooIQMY0sA+FgLqiAMLeP185VQ8gqYD568taHqu2tWnzS60gAACgSOO/9IH337E+09GVeKKQ5zQ2lu33ZUGO68uBdEYB5DxcGhXcEYHT01peu7RFNvZ2bH2ZXyEAAKBIZDDJxfvKS8V0A4xpeAyLL/qJowBZ5gKcnsfujnNnIgIg7YKkQepvN22NgBABAIDCvH8J+98b+gMFpQEmNQQefEkD9A2hjvY4MYQOzMs/g45UgBQE2royOZQ1wQgAAPt4fOn/LRUjAMY0hAB8SgPIXAAd4XBH5uWfFYOaIiDSDWFpFCCIQkAEAIBdnod4/pd7H6ViOgEmNF0tfEkDCLIkSEdlvIujgmev3cgcAbE4CvBnBAAA5Gn8Jec/einJ2HhhA4F0RAF8SgMIuirjXRsVnHVLouVRACIAAJArz9Swwr/zFFUHoOGK4VMaQNBVGS/I1kCXWgN1FARaGgVAAABAbt6/TPu7E98SF5QG0NSB6FMaoG8IdaQCRBy5lgrQIX5sjAKEsBcAAQBQ/IVmqef9J3DFC2oFHNPzONL+5hu6UgHiDbs0NVHWBuuIAliYGkIAAIBx4of++xSUAihpigB0L/j7Xr2JOlMBsjrXpVSADvFj4X6EJeU5CACAYr3/FZUk9H8mCpB/GmB8TN9jNT0rBhREAOgYEywCSUSAK+gYjyydEJbVhnhfB4AAACjO+JfVqJ7/S13O/DsBxjVeMSQN4JKXG5e5G8taBgRJSNypVICGbYG+1YYgAABgGMlD/4MUNBK4pHEVwZGHUQAZEDT7yXUtj+VSKmBqbj5zLYCPnwcEAACc9/4fqqwzxwuaCDihUQBYmPfV4w0vLEYGcSH756R97FRXQNYaCOmCsGgs8hcIAADQbfzF8D/I/EAFDQOa0HjVkLyva3Pw46IrFSBdAa4MCBLhk/U1Nx0ahoQAAIAkxl9C/t/rscSlQlYDT2r+J32NAsikvIXlT7U8lgwIcoWs0wFbCAAEAICniPHX115UQB3AhOarho8zAU7F0pXZyCBmL45zaUBQ1iVBRAAQAAA+ev8Ple5d4wVNBNRZCCh5bp+rv3WMyxUkUuJCukSKILPUP4jY8bE7BAEAEK7xF8P/QPsDF1QHMDmp9/HGxsbv+vreSypAx6AcEUr1t5tOvObS/Hym35faEEAAAPhg/MtKV97/A0tcTCugzjTA2MTE+vT/eb0a/bHq62dAVypA2uRcyJFnLQYkDYAAAPDB+PeL/syMFS0oAqAzBTA+PvFd74+PfP4s6EoF1LbciAJMZYgCUAiIAADwAZn0Z26kaEECQJYC6YgCiEFc/OO/Pu/9p9xv+/pB0JUKkPC4CzUTpQx1AC2P1kUjAADC9P4fRncrxv+hogoBNdQBTJSmno/dflntGMjbL8X4P/X5MyGpgKxV8oJ0BNheKCeTAdOmAaTewdf5EAgAAP+Nvxj+B/l8i4v5GuuYBzB77foP5/5q1ffPxuy1G5mH5UilvAwIsp1MaQCiAAgAAAeNv4T8H+f2Dzq6GnhqfmF78n//esbg96IBXosASQXoWBssbYG2RwGypAHoBEAAALhm/MvR3Y8qgF3iUgeQRQTMLF0dZugf+X52Mi1vYjpb6kbC5LZHAbKkASgERAAAuGT8zVb8D3WzZgt7zWnrAGR3/OTMlQvz/b0owJrvn5e5a9k3BroQBUibBiAFgAAAcAkx/rdCesFTKQXA9GRrvV/8F2oUQAoCs24MdCEKkDYNQCEgAgDAFe//mdI95je2FS4uAiD1h0nbAeV3ptTRd5f9TCQO1kKIAsx+kj0KYHtLoER70lJwFGAdAQAAo4z/PZVHu5+lTCccRXBlqtPrvxrjR72PAsjc/KxtgdIRYLMIkKLHtCKg4ELAHe8/f1y+ATIZfzH8jwt/IgUNBBKSpAHE+48Ew/Ox/xw98CeUKICOjoAjyzcqpk0DHFMHgAAAsNT4S77/mRVPpkABkCQN0IsWJPHsiQLEQGbn22ws00YAWke0AiIAAOw0/j9yEl1mpkb/jLQN9rz/atzHJQoQn8Mde4sBJ6anU+1BkPQGIAAAbDL+Sz3P355e/4LGAfeRNIAY+FEiYXws1ajf+0QBRnO0v291S2DqKADzABAAABYZf/H87Wr3Gy/2qyzG/7JaAPn/MyW1Fnn/ib35sdsvpRp71ffP1sxitnXB0jYn64KtFQAp6wCYB4AAALAFs9v9HObK1MgIQZZ8vvzuts/nJ2HyLC1zggwG8i0CUOAsgCoCAAD63r+E/VesfHJjE4U/hV6F/8Xe7VQ6738gCiAX46e+f8amMqYBpG3O1mJAaQdMM/64wFZABAAAnLb7rVj7BCenrY0CiCiYGNdSzf/E94vy9MJiqmK5M1EAi4sB00QBmtQAIAAACjb+zziJeFGA8x0BWb3/gSiApAC8bwsUEZAFKQa0Vqe6lwZAAAAEbPzt6fV3BIkC9GsSe97/XV2PHYmAVeV5W2DWbgApBrR1MqBsB0wlAGgHRAAAFGD86fVPaqTHlFq4ctr3v5qk7z8md30+P2kJzFoMaPNkQIfSANu+f1cRAAAXG/9iVvt6gkwGXJpT25OL17SH7HsFgU98Pr8pDZMBbQ2bp0kDFPFaeu2nCACAAI2/eP5lTiNTJODp2JdbVUMP73VboNQBjI1n6+ywtRYgTQSAFAACACAvJOfvVq9/gSuBh1BVN24a89JDKAicmp/P9Pu2dgOkaQWkEwABAJCH9y/G/w4nkZGZhUc9I20uwnD7pddtgVknA4rXbONMgLTzAOgEQAAAmDT+D5XNvf7OXFUm1sb+Y281p3/N2yhA2gU6g9jaDeBAGmA9iK8qVyuA017/B5xEVvduQtIRuS3v6bUFelsLkDUKYOtugEn7OwG2Q/i6IgAA4//iZkW53ut/YskWuPGxJ5H3n7f35O2I4Kx1AOI1H9XsKwYsOdIJgAAA8Nv4S7Hf986/kOahDc+iqq79exEh+Se+emw6ZgI0LYwCSB1A0vQGnQAIAACdxr+suu1+9Prr4a7pwr8LjUn333zubRTgIz9HAycVNjmnAKoIAAB/jT+DfvSyqmPefwb8TQPMLWT7rLePrUwDpKkDOGnnlur6OwIAwF/E87/FMWhBPPD7RT6B3tQ2Lyu3JVyeVQTYmAaYnHJqNTACAMAT79+9QT92cz/y/m3IwXsbBShlLAa0MQ0gbY5Jpx22LJxrgAAAcMf4P1Y+9voX1wUgq35XLTkFb+sAso4GtjYNEImApK8jr881AgDAL+Mvhv+ely+uVVho1JpBPN4XA2aMAliZBkhYB9BiJDACACCF8a8o13v97aPowr+L+MHXwy5lrQOw0HgmHQncbrf51iEAABIZfz96/e3C1mU8/kYA5uYzpQFs3A2QtBUwxyLAKgIAwH3j31/t63e731Hu3t3TyPu37iJJGuBybNsNkGogUA4TAaPPEQIAAOMPQ7yjJxY/v598PfisaYAjD9oBmQiIAACIQzjtfse5XhQfWdL2N4znx562i+lIA9g2Uz9xIaD59zaIRUAIAPDZ+xfjfyeYF5yfAKha1PZ3IRK+Pdx55+1bPeXZTAALWwGDWAWMAABfjf+K8rHX3w7v/64LR9LY3clzbGyulDybCkgrIAIAQJfxr6jQ2v3yEwBrFrb9XSoCvIwAZEwDSDugbeIoSTtgDq2ApAAAHDT+Ybb7tXLLdz9y6Vhsq3jXKgKyDgWyzItOkgbIoRXwFwQAgFvGP9ztfvlEAJzy/vuGwraCN134lgaYSNgJcMJAIAQAwADS7lcO8pXnMwb4kYtHY+MSHC0RAA1pAFcjADlEAUgBADjk/Ye93a9pPAXgnPdvq6erVQRkSAPYNhUwaSGg4ToAugAAHDH+stxnJdwDiC6EJ8bboh65ejw2FrwVZTRtjwIkKQTMcSQwAgDAUuNfie4eB30ITeMXwlVXvX9bDZ22CEDGOoCWw2kAw6KOFACA5cafBT8d62b8Iv6d80fkaRpA5uhnEQFHDhcCmowAjN1+SQoAwGLjL5X+kvdnxr/ZJUBrrnv/PkcAhFLGdkCbogBJIgCsBUYAQLiEXfR3xroZLeR65MMR2Tj/XhdZ0wA2iaMkNQ0GIwDBeP8IAHDR+3+oQprxf6n71jBZAOiF9+97FEDSAEmK52yOAHQMUoLVwIbqAILJ/yMAwDXjL4b/ASfRw2z4/5FPR+Xz/PjphUVvhNHkFJ0ACACAD42/hPyfcRK5CACvvP+OAPB0PbAw5VEdwETCgUAG+AkBAGCX8afo7yIaxqq4n/p2VD57i+OTpUxpAJuiAKUEdQBNtgIiACAIKPr7wPgbG3Fbjbz/5z4emc9pgFKGoUA2nUuSGgBTn38EAIA93v9DRdHfh5gL/z/y9ch8TgP4Ugcg0Yy4Ow4MjTJGAABYYvwriqK/IREAI+H/7cj7X/X1yI6P/E0DSO48i/fs4jyAk/Yx1wEEAHhq/MuKSX/DXFlTK4Cf+nxsMg/AZ7KkAVycB3BsYLbD2O2XawgAgOIR40/R30Uc7Jh65Cd+66aG1x+LUoahQC7WAfgu6BAAEKr3Lwt+KPobhpnwvyz98XoIiu8h46m59O2ANomjJLMANFNFAAAUa/yl4O8eJzEEKf4j/O+Fp2tGBKSLAog4OrZEBCSZBaD5/UQAABRo/MuKYT+Xc2gk/C+Df9Y5XPfJshyoadVAoEKiANuhfV4QAGAT5P0vd9MiAWCk//+7UI7Q9+ExWQoBbeqSmJiMWQegdx/ALwgAgGK8f/L+I73/PRPLf7xu/Qvugp5hKqBNdQBx0wDsA0AAgPvGn7x/HGpbJh41KON/7HknQJYogBhTQxv2cnsNGVlDAADka/zLirz/aCj+0/N5C2B4TJapgLZ41LFbAVu0AiIAwGVY8lOc9y/Ff9WQjrEVQARAwudxx+mex5YaifHJQmYBBFcIiwCAIr3/h9FdhZMY5ZY1Tc3+/y64z1wg42PTrgi2KUWSdxpg7PbL4LoAJrm6QkHGXww/c/6L8/7lYpfr1r//+S9Vju7KA38lkZ9hhZ9/VoYiQxI2juthOnthj4xnYzd5y2jLok6AThrgYIRg0ZcCqIZ4aUEAQBHGXy7s5P3jev9mRv8+1zH5LzLqld4fbw0Y7C8GfqRi25FK2Nh3ASADgWpqI9XZSCHg2HjxweGJzkTAnZHPFwGAAAC3eHzOE4R8vX/hh4Ree9/Af2GrYY9t5CypdDeJGHBpB0xT1Ce/M1lMFf5Z45RgIiACAAEAbnj/0vK3wkkU6v1XI+//+TlD3w/Hi2H/Y8/oV7w8VjGKGebmuxMFmFcHKQSAFALaIADizjPQFLH4OwIAwKzxF6NC6D8uuxtGHrZ9otZ6oXu5/bln+MvBfA4DiAB0BcCCOniXPIJkS2udGHXpZhhVuKkpYhFcASACAPKGlr+4SNW/psp/sXfN6Bra6t2O250IzEqoRxvK9Lh+O2DSzgerNgNGryGn1sQgd2EgACAv7/+eouUvF+//5KRr8Jut7n0gDi9cFAWYn0/cDWCTQJI0QE4CgAgAgCHjX1a0/MVHCv8STv07bncNfqPZ/TMMx/eFQGcu8GnbAS2pA4jTrSGtgFkN2djtl0QAAAxB6D+2JY8seO19bKMvBv+ohZcPQyIAKdsBdRhVLQYqRieAhlbA7VA/HwgAMO39E/pPgoT+L9n4h9HXgy0ermnStgNqHrGbmrSbDROyHur3AAEAJo1/WXV7/iEO9fcXFv6JoT/E6EPqKEDydsCWJWmSnAYSBRsBYBcAmISWv7hI6H//95YtKeQTT38vug5v1yIBcITx1xoBCGApUJ80M/WPLdqyl8NOgF+IAADo9f4J/SehF/oXI39w1PX2RQSAoc9nIEuBOhf5yIAmbQe0JQXQ8VJH7ATQEK2oEgEA0Gf8y4qq//jUtlSjVj/19sXzx/ib5TigCEBaL7rl2GpgBAARALADqv5jeaFt1dh5pw7fbxHeJwJgVgDMz6uj2l6i37FlZ4KIlwMEAAIAnPD+Cf3HMPyH25Hh334fnCFKdOGfuMQrHO/eLjZc3SjKpREAi3LctkYAbNmZ0EkBGGTs9ksEAIAG4y9eP6F/DP8Z4z0R/XlsbOC/xXgP/Lf8vwmNyUgZdzxKANiU487FiE6WOoY0yeu2JU1iOAUQbAsgAgB0Q+h/CI29HVV/u+ms4RcjPTn+oUHvG3rdRjwPZOlNDvlla5ChQCJA4wtWez6raVcbxyDYFkAEAOj0/ivR3R1O4kMvqr71xurxs33j3jHiE2cN+8T4We/dJ8QbDkkAdAYfJRAANn1mJ6L3aZgAyPg8iQAAZDT+S4qe/w+QVaxp1rEauYD2wu6T0Tde7PnkhJteu1YBEFjlZcnhyYey2VAlLGKMyY4KGAQA6EAK/8ocQ08QRYZlf+NV7h6UFMVNnDPyYvTHafa9EFuK3PIizVhgW0YmGxwJvIYAAEjv/Yvhp/Dv1Kg01P7mhtGVqv2QvRj68Z4XPznB2cNoko4FtiVKMm5OxVIDAJABQv8Dxn/39W9ai6f6xl2uf5KX9zknnzetgNYC90naU29LlMRUFCLUNcAIANDh/a8oev67ZyFh/8jzz2L8B428GH28eijakJ5YVCeRdJxxDKrBfx74SkBK4y+Ff2z661F7kzzsL8Zewvh49sXQDDACIEg7YNypgCZTWYmN1fS07vcMAcBlAFIihX/0/Ktu6H/UBVWMe6nn1Zcmw66+h+KjAEdmKuqNIoWAmgXAevCfBb4OkML7LysK/0656GKKwXdHvHVazAIiSTugTVGSsSGFgBlGBe+E/vlHAEAaKPwbQEKqMlVOHex08vhTGHx3xGyAuxhE8BjIp+ciXC4qYJycSt0iuIYAAEjm/VcUhX8fXFDnri8rdbTYc5sir+lwX6nWIYdjOa1Gw4o+9yKMafw6ADuiJMNmAWR4/6qhf/7xUwDvX1soYLZ7m7um1L+Ulfr48+5/AxEA2zy/BEbTljOSFIBE2z742s2na1MMeQsgAgDSeP9M/EsqCEQELNyIrjb09NlIO7C1wIMRABeZ/eR6J33RZ/qjxbT7HNb59CMAIL7xZ9Vv6qvWx0pd/RwRYKMAaIYpACSkH7d4zqZCQDH2i5+X1czS1Y7xn712I+1DVfn0IwAgPrT9ZWFyGhFgIceBRgBcjgKICJi9dr1TdzOWfkTwL3z6EQAQz/sv4/0jAogAePZxvBJ0fQoRAAQAxATjr1MEzF/jHGwSuIGtBU4aAfB0ZwICAAEAMbz/SnS3wkloRGoC6A6wBpvG3eZ68Z8sZRmi4zRjt1+u8clHAADefzF8tMwZgDNRALx/BACE6f1XOAkDTESe15VFzsECQl0K1PkYpp+ihwBAAADeP6RmBgFggvYJZ6AzAuChQPqJdx4BAJd7/3fw/g0jdQATJc5BM8cJa/paIUcAensBAmObbwkCAC7nMUeQkwgAvQLgmDPQHQXwDKYAIgDgEu9/RTHyN6erLwJAJ9LRd9RKGAFoNII+s9DmAdABgACAyyH3n5sAmOEMNHJwlELwtsMOGUxasOkvR6p8SxAAgPdvy9WXM9CEeP6NlIP9jgOOAgQWAUAAIAAA7x98Qgr/ahnm+YQeBQioDoAOAAQA4P2DL7Qi271bjz6/Gdr/Ql4KFFgUgAjA4PvOEcAA33IE4BKS8z/QEL0PeSmQMDE9k+r/OQgdAAgAuMD7r0R3tzgJcMXrl5D/saY9Pu3QIwCXFAL6VCQ4dvslAmAAUgDQh9w/2C1ST7pFfju1bsj/WOMSv9AjALIYaGbp6ocGc3xCXbnqzfZKjD8RABji/Vc4iQI4qnMGw4xyZOBb7a6hb7WUah6b/LfawZ/37LXrncmAR7s7XVFQikTB4tWOOPCEKt8qBAB8CLl/KBQJ6ctN5vjLJL9mzkX5oa4EPs/0wmLn5im/8A4jAOCs91+O7u5wEkVZvvD6z8Wjb7Z6nv2x3lA+wCWscQQIADgLuf9CraHfuWfJ2zeP8wnjA4yAGgAEAAx4/0vR3QonUWQEwK/Qc9/gi2ff9/IBLKA6dvslWwARADDAPY6gYBwvAvTF4HvW6w4XCACOAAEAZ6H4r1Dv3838fz+H3/QopB/YQpwQYQQwAgBOPbfu2N8lTgLvP9ZTHTD4PnbMeVz5Dl3I/yMAAO8fARBLIJ50jb6E9uU+y5x925FFOIFtxEMAAAIgYO+/ohj7iwAYYvTF05f7EJBJd/PLn/FZ9JvtsdsvqxwDAgC6fMMRFExjP7K4diTQ+0a/Edg0XCn8W1j+NBIBTETH+0cAQBjeP61/VgiAvUL/eSnkE4MvN5/D+8O8/pmlj32acQ+XQwEgAgB60PpnA4f7+Yu/k9+Nfoj9+eLxi+GfmlvA6ycCAAiAICH8X7j3n2/4Xwr5+oY/NIMv7X1S4CeFfh4ttYFkrHEECIDgOXlxU2b+lzmJgjnYyUdnRAb/8CgMb182101OzXS22VHVDwMwARABAD2+4giKVmFto/l/CfMf9gy/z7l98e77hl68fLx7GALhfwQAUPxnCfV3Rh5WhvMcHPkb5u8be7x7SAgFgAgAwPhbgubwv4/5fanSHzT4E4zpBSIACADIBJP/bDD+mtb/iuE/aPgzi18q8zH4oF1M3n65xikgAILm5MVNmfpX5iQKpraV+SGkoK9+6L7hJ6QPOYDxRwCAovWveGTsbwbv3/Ucv1TpD3r59OFDDhD+RwCAIv/vrPcvlfxi+KWq3yX6efzS/Dw9+FAUFAAiAMKm1/vP2t+ivf8Ui3/6ht+Vdr5BL39qbp73HYpmjSNAAIQOvf9Fs7uR6MelwG//sBv2t52Olx8Z/anI08fLB4tgABACIHjvn97/oklQ+S8Gv96wfxWvePkS2memPuD9IwDAXu5wBAUTM/cvof4DS8P9ks8XD188fQr4wBHI/yMAgofwf9HGf4T3L219+wf2zesfNPrk84EIgJ+McQR+0gv/v+ckinoDIov+9m+Xbv0Tj1+G+dgE4X3wAMn//4ljIAIQMoT/i2TvzVDjb5vXL4t1phcW1fRHixh9wPtHAIAHEP4vCmn5GzLz35Zcv4T4xeDPLH1M9T74Bvl/BEC49ML/RAAK8/43P3xPIoNfOyy+wl+K+KYiwy8eP4CnPOcIEAAhg/EvCin8ax2e+SsJ9e8dFNfXj7cPAbFO/z8CIHQI/xeBVPzXztZdSsi/XlChn0zmu3L1GgV9EBJrHAECgAgA5I9M/OsV/knIXwx/Ect7CPNDwPzAESAAgqU3+x/ypv7+dN6/GP/dev5V/mL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} | Generate code for a svg of a a toy fire truck racing across the floor. | <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="#fafafa" d="M0 0h96v77H0z"/><path fill="#89898c" d="M40 39q4-2 10-1v7q-4-1-6 1v-1q-1-3 1-5-3-2-5-1"/><path fill="#897986" d="M63 39q-3 1 0 4h5v1h-7v-5h-8v-4h-3q2-3 6-2v5z"/><path fill="#c4595e" d="M63 40v-1q2-2 6-2v3z"/><path fill="#4c6584" d="M38 38v2q-3 0-3 3-1-5 3-5"/><path fill="#70a7a5" d="M68 42v2h-5v-3q2-1 5 1"/><path fill="#b0bfbe" d="M53 40h8v5h-7zh-1z"/><path fill="#e5a7a1" d="M50 36h3v4l-1 1h1l1 4h14q3-1 6 2 1 2 5 2l-7 1q0-3-2-3-7-2-13-1l-5-1v-8q-2-2-2 1-6-1-10 1l-1 6h-1l-1-2 1-3v-2q5-3 12-2"/><path fill="#224254" d="M40 39q2-1 5 1-2 2-1 5h-5z"/><path fill="#12314e" d="M46 39h3v5h-3z"/><path fill="#d1797e" d="M68 42q5-1 11 1v4h-5q-3-3-6-2z"/><path fill="#f74c49" d="M57 46v2q-2-1-2 1-6-2-11-1v-2q2-2 6-1v-7q0-3 2-1v8z"/><path fill="#e1e9e1" d="M38 45h5v3l8 2h-8q-3-2-6-1z"/><path fill="#fa8b6f" d="M57 46q6-1 13 1h-4l-9 1z"/><path fill="#de5451" d="m37 43 1 2v4l4 1v3h-5q-1-6-6-3 0-6 6-7"/><path fill="#f44640" d="M74 47h5v2q-4 0-5-2"/><path fill="#b8bc4c" d="M66 47h4q2 0 2 3l-1 1h-5z"/><path fill="#e84142" d="M62 52h-1q-4-2-6 1v-2q4-3 7 1"/><path fill="#536359" d="M66 51h5q2-1 3 1-4-1-7 1h-1z"/><path fill="#fb9082" d="M66 50v2l-3-1v-3z"/><path fill="#ebb2a6" d="M44 48q5-1 11 1v2l-2 2-15 1v-1h4v-3l-4-1q3-1 6 1v3h8v-3z"/><path fill="#f64d4c" d="M44 50h8v3h-8z"/><path fill="#e96b5e" d="M76 52q2-1 3 1-3 1-3-1"/><path fill="#29334d" d="m37 53-1 5q-11-1-5-8 5-3 6 3"/><path fill="#9aa4af" d="M32 52h3v3h-3z"/><path fill="#faf9de" d="M55 51v4l-17-1 15-1z"/><path fill="#738494" d="M61 52v2q-1 3-4 2 3-1 0-3 0-2 3-1"/><path fill="#3a4b65" d="M74 52q3 8-6 6l-1-5q3-2 7-1"/><path fill="#6a818e" d="m37 53 17 1q-1 4 5 4l-8 2v3q-7-1-9-6h-7z"/><path fill="#28314d" d="M61 52q-3-1-3 1 3 2 0 3 3 1 4-2l1 4q-3-1-3 1-6 0-5-4v-2q2-3 6-1"/><path fill="#463440" d="M0 77h96v19H0z"/><path fill="#59667d" d="m89 82 6 6q-6 1-11-1z"/></svg> | |
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"path": "a5660a812a85435ab23c1635fb06256f8a8b459a0744f755bc85894ee65b0052.png"
} | Generate code for a svg of a a diagram of a computer screen showing a computer and a keyboard | <svg width="524pt" height="61pt"
viewBox="0.00 0.00 524.00 61.00" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="graph0" class="graph" transform="scale(1 1) rotate(0) translate(4 57)">
<title>adb.common.UsbHandle.FindAndOpen</title>
<polygon fill="white" stroke="none" points="-4,4 -4,-57 520,-57 520,4 -4,4"/>
<g id="node1" class="node"><title>Node1</title>
<polygon fill="#bfbfbf" stroke="black" points="0,-0.5 0,-30.5 146,-30.5 146,-0.5 0,-0.5"/>
<text text-anchor="start" x="8" y="-18.5" font-family="Helvetica,sans-Serif" font-size="10.00">adb.common.UsbHandle.Find</text>
<text text-anchor="middle" x="73" y="-7.5" font-family="Helvetica,sans-Serif" font-size="10.00">AndOpen</text>
</g>
<g id="node2" class="node"><title>Node2</title>
<g id="a_node2"><a xlink:href="../adb.common_cli.html#adb.common.UsbHandle.SerialMatcher" xlink:title="adb.common.UsbHandle.Serial\lMatcher">
<polygon fill="white" stroke="black" points="182,-22.5 182,-52.5 334,-52.5 334,-22.5 182,-22.5"/>
<text text-anchor="start" x="190" y="-40.5" font-family="Helvetica,sans-Serif" font-size="10.00">adb.common.UsbHandle.Serial</text>
<text text-anchor="middle" x="258" y="-29.5" font-family="Helvetica,sans-Serif" font-size="10.00">Matcher</text>
</a>
</g>
</g>
<g id="edge1" class="edge"><title>Node1->Node2</title>
<path fill="none" stroke="midnightblue" d="M156.111,-25.3712C164.729,-26.4073 173.46,-27.4569 181.992,-28.4827"/>
<polygon fill="midnightblue" stroke="midnightblue" points="156.41,-21.8821 146.064,-24.1634 155.574,-28.8321 156.41,-21.8821"/>
</g>
<g id="node3" class="node"><title>Node3</title>
<g id="a_node3"><a xlink:href="../adb.common_cli.html#adb.common.UsbHandle.Find" xlink:title="adb.common.UsbHandle.Find">
<polygon fill="white" stroke="black" points="370,-6 370,-25 516,-25 516,-6 370,-6"/>
<text text-anchor="middle" x="443" y="-13" font-family="Helvetica,sans-Serif" font-size="10.00">adb.common.UsbHandle.Find</text>
</a>
</g>
</g>
<g id="edge2" class="edge"><title>Node2->Node3</title>
<path fill="none" stroke="midnightblue" d="M344.193,-27.2582C352.728,-26.2321 361.337,-25.1972 369.72,-24.1894"/>
<polygon fill="midnightblue" stroke="midnightblue" points="343.736,-23.7879 334.225,-28.4565 344.572,-30.7378 343.736,-23.7879"/>
</g>
<g id="edge3" class="edge"><title>Node3->Node1</title>
<path fill="none" stroke="midnightblue" d="M359.78,-13.819C351.076,-13.6884 342.357,-13.5774 334,-13.5 266.447,-12.8746 249.553,-12.8746 182,-13.5 170.374,-13.6076 158.044,-13.7805 146.034,-13.9806"/>
<polygon fill="midnightblue" stroke="midnightblue" points="359.912,-17.3215 369.966,-13.9806 360.023,-10.3224 359.912,-17.3215"/>
</g>
</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a a warm amber light glowing from a lantern. | <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="#df8834" d="M0 0h96v96H0z"/><path fill="#9b5c2f" d="m50 25-5 1q0-6 6-3z"/><path fill="#54281a" d="m50 25 3 3-8 3q-3-3 0-5z"/><path fill="#c26c1b" d="M53 28v2q-1 8 1 17l-2 7h-1V31h-6z"/><path fill="#f9b334" d="M53 31q3 0 5 5v18l-6 4v-3l2-7q-2-9-1-17"/><path fill="#f7b032" d="M43 55v3l-5-5q-2-11 1-20l3-3z"/><path fill="#f9c137" d="M45 31h6v24h-7q-1-13 1-24"/><path fill="#ee8d14" d="M46 43q2-1 4 1l1 6h-6q-1-4 1-7"/><path fill="#e77713" d="M39 33q-3 9-1 20l5 5v2l-6-6V35z"/><path fill="#84411d" d="M43 55h8v5h-9v-5"/><path fill="#df7816" d="M53 29q5 0 6 6v21l-7 4v-2l6-4V36q-2-5-5-5z"/></svg> | |
{
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",
"path": null
} | Generate code for a svg of a black and white silhouette featuring multiple trees and a house, accompanied by an arrow icon. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<g>
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{
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"path": null
} | Generate code for a svg of a a golden desert with sand stretching to the horizon. | <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="#fcdb86" d="M0 0h31v2q1 8-1 17-3 0-7 3l-2 6 1 2-3 4q-8 2-14 7l-4-8-1 11z"/><path fill="#fee18c" d="M31 0h29l-2 3 1 1-1 1q-9-5-4 4-3 3-5 0l-5 3q-2-3-4 0l1-3-5-4h-3l1-3h-3z"/><path fill="#fddd87" d="M60 0h36v8q-5 5-8 0l-10 4-6-5-3 2-11-6z"/><path fill="#fddd8b" d="M31 2h3l-1 3h3l5 4-1 3q2-3 4 0l5-3q2 3 5 0-5-9 4-4l1-1 10 5 3-2 6 5 10-4q3 5 8 0v41l-11 2H45l-5-1 31-1q-1-5-6-8l-5 4-7-7v-1l-3 4q0-4-3-5l-12 6q-18-4-30 7l3 1-8 1v-7l1-11 4 8q6-5 14-7l3-4-1-2 2-6q4-3 7-3 2-9 1-17"/><path fill="#fdde91" d="m40 50-9-1q-12 3-23 1l-3-1q12-11 30-7l12-6q3 1 3 5l3-4v1l7 7 5-4q5 3 6 8z"/><path fill="#fbc240" d="m31 49 9 1 5 1 4 2q-6-1-10 1l1 2q-15-3-28-2H9l6-2q8 1 15-2z"/><path fill="#fdd257" d="m31 49-1 1q-7 3-15 2l-6 2H0v-3l8-1q11 2 23-1"/><path fill="#fed858" d="M45 51h21l-4 2H49z"/><path fill="#fecd49" d="m85 51 2 1q-10 1-17 4l-8-3 4-2z"/><path fill="#fed864" d="M0 54h12l20 1-13 5-19 2z"/><path fill="#f9b938" d="M49 53h13l8 3q6 0 9 2l-39-2-1-2q4-2 10-1"/><path fill="#fed659" d="M96 49v9l-13 8-11 2-3-1 7-7-3-1 6-1q-3-2-9-2 7-3 17-4l-2-1z"/><path fill="#fed053" d="M12 54q13-1 28 2l39 2-6 1 3 1-7 7 3 1-18 5h-2q-6 0-9-3l-2 1q-1 8-1 0-6 0-5-6l-3-1-5-4-4 1-4-1 13-5z"/><path fill="#fecb4d" d="m19 60 4 1 2 1h-4q-5 2 1 3-3 3-7 1v5l-6 1 3 1q1 7 7 4l8 2-15 4q-3-3-6 0l-6-1V62z"/><path fill="#fecd53" d="m52 73-25 6-8-2q-6 3-7-4l-3-1 6-1v-5q4 2 7-1-6-1-1-3h4l-2-1 4-1 5 4 3 1q-1 6 5 6 0 8 1 0l2-1q3 3 9 3"/><path fill="#fec94e" d="M83 66h4q2 4 6 5v9q-6 7-9 16H53q-3-3-6-2 0-4 3-7h3l3-12-2-2 18-5z"/><path fill="#fec647" d="M52 73h2l2 2-3 12h-3q-3 3-3 7 3-1 6 2H0V82l6 1q3-3 6 0l15-4z"/><path fill="#fec748" d="M96 58v38H84q3-9 9-16v-9q-4-1-6-5h-4z"/></svg> | |
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} | Generate code for a svg of a smiley face icon outlined in black, set against a white background. | <?xml version="1.0" encoding="UTF-8"?>
<svg width="24px" height="24px" viewBox="0 0 24 24" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<!-- Uploaded to SVGRepo https://www.svgrepo.com -->
<title>ic_fluent_emoji_24_regular</title>
<desc>Created with Sketch.</desc>
<g id="🔍-Product-Icons" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="ic_fluent_emoji_24_regular" fill="#212121" fill-rule="nonzero">
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</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a a pair of round spectacles resting on an open book. | <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="#faf9f4" d="M0 0h96v56q-3 0-3 2-6-7-13-12l-1-3-5-3q0-4-3-5l-7-1-2 1q-6 0-9 5h-4l-10-6q-7-2-12 1l-6 5q-2-1-2 1l4 2q-12-1-23 2z"/><path fill="#826870" d="M27 35q5-3 12-1l10 6h-4l-3-3-12-1 6-1z"/><path fill="#ece7df" d="m62 35 2-1 7 1q3 1 3 5l-3-1 3 5-2 9h-2L55 41q2-5 8-6z"/><path fill="#8f7780" d="m71 39-7-2q4-1 7 2"/><path fill="#381329" d="M45 40h8l1 3-2 4-2-5q-3-1-3 2z"/><path fill="#766571" d="m21 40 2 3-4-2q0-2 2-1"/><path fill="#3a1f32" d="M27 35h2l-3 4v10l-3-6-2-3z"/><path fill="#3c202f" d="m71 39 3 1 5 3v3q-3-1-3 2l-2-4z"/><path fill="#806d75" d="m45 41 2 3q0 7-6 10 4-5 4-11z"/><path fill="#6f4d59" d="M62 35q-6 1-8 6l15 12h2l2-9 2 4-3 7q4 7-2 1-6 3-12 1l-1-1q5 2 11-1L54 43l-1-3q3-5 9-5"/><path fill="#f0eee4" d="M29 35h7l-6 1 12 1 3 3v1l-11 5 11-3q0 6-4 11-8 1-13-2 0-3-2-3V39z"/><path fill="#64444e" d="m0 58 7 5-7-1z"/><path fill="#ebe7dd" d="M52 47q0 6 6 9l1 1q6 2 12-1 6 6 2-1l3-7q0-3 3-2v-3l1 3q7 5 13 12 0-2 3-2v40H84Q71 77 54 60q-11 1-20 7v5l-9-4h-8l2 1-5 2q-3 2-5 1l-9-7v-3l7 1-7-5V45q11-3 23-2l3 6q-1 2 2 3 0 2 4 3h8l1-1q6-3 6-10 0-3 3-2z"/><path fill="#77626c" d="M28 52q5 3 13 2l-1 1h-8q-4-1-4-3"/><path fill="#836970" d="M54 43q-2 7 4 13-6-3-6-9z"/><path fill="#523847" d="M26 49q2 0 2 3-3-1-2-3"/><path fill="#eeebe2" d="m54 43 15 12q-6 3-11 1-6-6-4-13"/><path fill="#f8f7f0" d="M84 96H66Q51 83 34 72v-5q9-6 20-7 17 17 30 36"/><path fill="#d2cdc0" d="M34 72q17 11 32 24h-6l-1-1q-6-6-14-9-6-6-12-7-9-8-19-8l5-2-2-1h8z"/><path fill="#bcb6af" d="m33 79 12 7q0 2 3 2l-1 1-31-17z"/><path fill="#330d1f" d="m0 65 9 7q2 1 5-1 10 0 19 8l-17-7q-3 0 0 2l44 22H0z"/><path fill="#6a4c53" d="M33 79q6 1 12 7z"/><path fill="#836a6b" d="M45 86q8 3 14 9l-12-6 1-1q-3 0-3-2"/></svg> | |
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",
"path": "4ef86b94aae598a984828c8b1322a8859c29f7857f27a4578abf76f064aacfb1.png"
} | Generate code for a svg of a a black and white photo of a pair of letters with a white background | <svg fill="none" height="16" width="16" xmlns="http://www.w3.org/2000/svg"><path clip-rule="evenodd" d="M2.785 3.9A1.75 1.75 0 114.5 6H1.75a.75.75 0 000 1.5H4.5a3.25 3.25 0 10-3.185-3.9.75.75 0 001.47.3zm7.25 2.5a1.75 1.75 0 111.715 2.1h-10a.75.75 0 000 1.5H9.5a1.75 1.75 0 11-1.715 2.1.75.75 0 00-1.47.3 3.25 3.25 0 105.902-2.433A3.25 3.25 0 108.565 6.1a.75.75 0 001.47.298z" fill="currentColor" fill-rule="evenodd"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a black panther blending into the shadows. | <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="#f7f7f8" d="M0 0h96v96h-4l-7-16q-6-5-13-5l-2-5q9-6 8-17V43l-2-6q6-19-9-7-17-6-29-16-13-8-25 1L2 12q-1 4 1 7l-3 7z"/><path fill="#050605" d="m70 70-5-1-6-6q-5 0-8 5v3q5-5 3 1l-2 1-1 7q2 6 1 13-2 0-2 3h-2l-4-4q-8-24-20-46l-7 20q-4-5-6 1 3 8 7 0 3 2 3 6 5-1 9 1-17 6-8 22H0V26l3-7q-2-3-1-7l11 3q12-9 25-1 12 10 29 16 15-12 9 7l2 6v10q1 11-8 17"/><path fill="#d8d8d8" d="m16 39 2 1-4 7q-1-5 2-8"/><path fill="#504f52" d="M76 47q2 0 2 3-5 0-2-3"/><path fill="#616262" d="m59 47 2 1 2 7q-2-4-5-5z"/><path fill="#e5e4e3" d="m70 70 2 5q7 0 13 5l7 16H63v-4l7-1v-1l-1-9q-3-2-6-1h-1l-4-12h-2l-2 4q2-6-3-1v-3q3-5 8-5l6 6z"/><path fill="#f3f3f3" d="M48 96H22q-9-16 8-22-4-2-9-1 0-4-3-6-4 8-7 0 2-6 6-1l7-20q12 22 20 46z"/><path fill="#f6f5f6" d="M62 80v11h8l-7 1v4H50q0-3 2-3 1-7-1-13l1-7 2-1 2-4h2z"/><path fill="#9f9fa0" d="M62 80v10h7v1h-8z"/><path fill="#0c0c0c" d="M63 80q3-1 6 1l1 9h-7z"/></svg> | |
{
"bytes": "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",
"path": "79950253d912ebcb66f59f9f9f1239fd43f245862734057ab34ceb6c447e5153.png"
} | Generate code for a svg of a a close up of a black and white picture of a letter d | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16"><path d="M24 23H19a2 2 0 01-2-2V15a2 2 0 012-2h5v2H19v6h5zM15 23H9a2 2 0 01-2-2V11A2 2 0 019 9h6v2H9V21h6z"/></svg> | |
{
"bytes": "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",
"path": "8be31c8662aa508c05da03ac6da69abc9dd9072fd2eb2da4a9d4d11aac36c5ef.png"
} | Generate code for a svg of a a black and white image of a line of four horizontal bars | <svg width="18" height="18" viewBox="0 0 18 18" fill="none" xmlns="http://www.w3.org/2000/svg">
<path fill-rule="evenodd" clip-rule="evenodd"
d="M0 2.65943C2.414e-06 2.16237 0.402948 1.75943 0.900004 1.75943L17.1 1.75951C17.5971 1.75951 18 2.16246 18 2.65951C18 3.15657 17.5971 3.55951 17.1 3.55951L0.899996 3.55943C0.402939 3.55943 -2.46762e-06 3.15648 0 2.65943ZM0 8.74285C2.414e-06 8.2458 0.402948 7.84286 0.900004 7.84286L17.1 7.84294C17.5971 7.84294 18 8.24589 18 8.74294C18 9.24 17.5971 9.64294 17.1 9.64294L0.899996 9.64286C0.402939 9.64286 -2.36033e-06 9.23991 0 8.74285ZM0 14.8263C2.62858e-06 14.3292 0.402949 13.9263 0.900005 13.9263L17.1 13.9264C17.5971 13.9264 18 14.3293 18 14.8264C18 15.3234 17.597 15.7264 17.1 15.7264L0.899995 15.7263C0.402939 15.7263 -2.6822e-06 15.3233 0 14.8263Z"
fill="#404040"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow boarding passes held tightly in passengers’ hands. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfdfc" d="M0 0h96v87l-4-3-4-17q-8-6-10-15-3-1-4 1-15 6-6 20h7q0 6 5 10l1 3q-1 4 1 10H22l7-14-1-3v-2l3-3 5-10 4-2 8-7 3-3 22-20q-3-6-8-9L35 52q-3-4-2-7 6-6 8-13l-4-1q-2-3-5-4l-13 5q-1-3 1-4l12-6-6-9q-2 0-3 2l-6 5q-2-4-5-1l-1 1q0 3 3 5l-4 4q1 6 7 11l1 3-7 13v18L0 92z"/><path fill="#dfcfb3" d="M23 15q2 3-1 6l-1-1-6 2v-3h-3q3-3 5 1z"/><path fill="#f9e464" d="M20 28q-9-2-4 4 10 0 1 5v3q-6-5-7-11l4-4q-3-2-3-5l1-1h3v3l6-2 1 1q3-3 1-6 1-2 3-2l6 9z"/><path fill="#fde064" d="M81 21q4-1 4 4h-4z"/><path fill="#d6ab5f" d="M23 22q2 0-1 2l-6 1q3-3 7-3"/><path fill="#f1f3e3" d="m37 31-1 1h-4l-15 8v-3q9-5-1-5-5-6 4-4-2 1-1 4l13-5q3 1 5 4"/><path fill="#fbd74e" d="M51 52q-5-1-2-4l11-13h-3l-1 3q-5 4-9 10-2 0-2 2l-5 4-6 3q-1-3 1-5l30-29q5 3 8 9z"/><path fill="#fbd958" d="M72 38q4-1 4 4-5 0-4-4"/><path fill="#f7de4b" d="m36 32-6 6q-5 1-8 4l3 3q-3 0-3 3l-5-8 15-8z"/><path fill="#e0e0c2" d="m30 38-5 7-3-3q3-3 8-4"/><path fill="#dfbc51" d="M49 48h-2q4-6 9-10l1-3h3z"/><path fill="#ebbda0" d="m37 31 4 1q-2 7-8 13-1 3 2 7-2 2-1 5v1q-1 8-7 14l1 5v2l-11-7q-4-1-6 2V56l7-13 4 5q0-3 3-3l5-7 6-6z"/><path fill="#f9d338" d="M74 44q2 1 1 4-4-2-1-4"/><path fill="#a88a54" d="m45 50-5 5v-1z"/><path fill="#ebd973" d="M47 48h2q-3 3 2 4l-3 3-1-1-7 3v-2l5-5q0-2 2-2"/><path fill="#f2d555" d="M40 54v2l7-3 1 1-8 7-4 2-2-6v-1z"/><path fill="#ebbb9e" d="M74 53q1-2 4-1 2 9 10 15l4 17q-6-1-11 2l-1-3q-5-4-5-10l-1-4-4-6q3-5 6 1z"/><path fill="#d6a089" d="m74 53 2 11q-3-6-6-1l4 6 1 4h-7q-9-14 6-20"/><path fill="#d3a794" d="m34 58 2 6-5 10-3 3-1-5q6-6 7-14"/><path fill="#f8df4a" d="M55 74q2 0 1 2z"/><path fill="#fdd148" d="m28 79 1 3-7 14H0v-4l11-18q2-3 6-2z"/><path fill="#fdd543" d="m92 84 4 3v9H82q-2-6-1-10 5-3 11-2"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a white sailboat gliding on a deep blue sea. | <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="#f6f6f7" d="M0 0h96v59q-16-3-31 0l-2-6a88 88 0 00-12-28l-1 13-2-4-1-19v39H37v2l-7 1 23 4H31l-2-2q-15-2-29-1z"/><path fill="#98c3e1" d="M53 27q7 12 10 26v3H50z"/><path fill="#e4e4e3" d="m53 27-3 29h13v-3l2 6-2 1q-6-3-9 1h-1l-23-4 7-1v-2h10V15l1 19 2 4 1-13z"/><path fill="#134985" d="M0 58q14-1 29 1l2 2 13 6 2-1-10-4 27-2 2-1q15-3 31 0v37H0z"/><path fill="#a8b3b8" d="m63 60-2 1h-7q3-4 9-1"/><path fill="#2e6494" d="M31 61h30l-25 1 10 4-2 1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green snake resting on a branch. | <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="#a3cea0" d="M0 0h96v96H75l-4-5-12-7-14-2-9-8-12-2-5-2-19 7V67q3-2 7-2l4 1q-3 9 3 2l6-2q-4-2-7-1l5-4q11-4 23-6 6 0 12-5 4-1 7 1 5-5 12-2 3-6 9-6-6-1-9 2l-14 2-3-2v-8l1-2 2-2h-7q-2 1-1 4v8q-11-2-11 8l-14 5q-6-1-10 3L0 63z"/><path fill="#73c85d" d="M56 35h-3v3l-3-1q-1-3 1-4h7z"/><path fill="#46694d" d="m56 35-1 2-2 2v-4z"/><path fill="#338331" d="M55 37v8l3 2-5 1v-9z"/><path fill="#9cb78c" d="m50 37 3 1v10q-3 0-4 3l-1-1 1-2h-4l5-3z"/><path fill="#342b3c" d="M53 50v-2l5-1 14-2q3-3 9-2-6 0-9 6-7-3-12 2-3-2-7-1"/><path fill="#379b32" d="m50 45-5 3q-2 0-1 2-4-1-4 3h-1q0-10 11-8"/><path fill="#1c1f33" d="M45 48h4l-1 2h-4q-1-2 1-2"/><path fill="#60c747" d="M53 48v2q-6 5-12 5l-1-2q0-4 4-3h4l1 1q1-3 4-3"/><path fill="#2b1f33" d="m39 53 1 2q-12 2-23 6l-5 4-2 1-4-1q-4 0-7 2v-4l15-2q4-4 10-3z"/><path fill="#376741" d="M13 65q3-1 7 1l-6 2q-6 7-3-2z"/><path fill="#201c28" d="M75 96H0V77l19-7 5 2 12 2 9 8 14 2 12 7z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a flat icon depicting a music mixer with various buttons, resembling a computer screen interface. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<circle style="fill:#88C5CC;" cx="256" cy="256" r="256"/>
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"path": "emoji_u1f626.png"
} | Generate code for a svg of a frowning face with open mouth | <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="1696.9" gradientTransform="matrix(1 0 0 1 0 -1634)" 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_);"/>
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</g>
<g id="facial_expressions">
<g id="frowning-open-mouth-face">
<path id="mouth" d="M64,99.9c3.85,0,7.67,0.66,11.3,1.93c7.7,2.69,14.37-6,9.9-12.8 C80.54,82,73.29,80,64,80s-16.53,1.91-21.19,9c-4.48,6.81,2.2,15.48,9.9,12.8C56.34,100.53,60.16,99.89,64,99.9z" style="fill:#422B0D;"/>
</g>
<path d="M44,49.94L44,49.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.2,0,8-3.54,8-9.41 S48.24,49.94,44,49.94z" style="fill:#422B0D;"/>
<g id="peepers">
<path d="M43.65,53.87L43.65,53.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C44.78,56.06,44.54,54.73,43.65,53.87z" style="fill:#896024;"/>
</g>
<path d="M82.4,49.94L82.4,49.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.19,0,8-3.54,8-9.41 S86.59,49.94,82.4,49.94z" style="fill:#422B0D;"/>
<g id="peepers-2">
<path d="M82,53.87L82,53.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C83.13,56.06,82.89,54.73,82,53.87z" style="fill:#896024;"/>
</g>
</g>
</svg> | |
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} | Generate code for a svg of a the emerald moss glowed softly in the morning light. | <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="#6cb05d" d="M35 0h3q-2 0-2 3v4q3 2 0 4l1 1-3 8 2 6q-3 0-1 2l-2 4-1 26q0 4-5 4l-1 4h-8l5-3-1-1 5-4 2-12q-4-3 0-7l2-9-1-13q0-4 1 0l2-6V6z"/><path fill="#68b063" d="M76 0h20v35l-2-1q0-7-3-12l-12-5-4 3q-4 6-6 13l5 6-2 4-2-3h-1q2 3-1 2l-2-2 6-33 2-1q-2-2-1-4z"/><path fill="#65ad62" d="M0 0h35l-2 6v5l-2 6q-1-4-1 0l1 13-2 9q-4 4 0 7l-2 12-5 4 1 1-5 3-18-6z"/><path fill="#6db261" d="M60 0h16l-3 2q-1 2 1 4l-2 1-2 7-2 28 3 6 2 7q-2 2 1 6l-1 2-2 2q-3-12-9-23 1-7 5-15-3-2 0-4-3-5-2-10-6-5-6-8l2-3z"/><path fill="#66ac61" d="M94 34q-1 9-9 7-1 4 2 7l-1 3-7 2 2 3-2 5q-3 1-5 5l-1-3 1-2q-3-4-1-6l-2-7-3-6q3 1 1-2h1l2 3 2-4-5-6q2-7 6-13l4-3 12 5q3 5 3 12"/><path fill="#79b45b" d="m60 44-4-17h-2q-3-6-7-2-3 2-1 4-6 6-10 13 5 13-4 25h-1l-4-1q5-1 7-5l2-8q-2-8-1-14l12-22 3-1v2q3 3 5-1-5-3 1-5 7 15 4 32"/><path fill="#81b75a" d="m60 44 3 6 1 21h-1l-1-1q0-11-6-20v-5l-5-5h-4l-2 2-1-1-4 5-1 14-3 7h-4q9-12 4-25 4-7 10-13-2-2 1-4 4-4 7 2h2z"/><path fill="#73b35c" d="M38 0h22l1 2-2 3q0 3 6 8-1 5 2 10-3 2 0 4-4 8-5 15 6 11 9 23-1 3 1 8h-2l-6-2-1-21-3-6q3-17-4-32-6 2-1 5-2 4-5 1v-2l-3 1-2-2-10 24q-1 6 1 14l-2 8q-2 4-7 5h-1l1-4q5 0 5-4l1-26 2-4q-2-2 1-2l-2-6 3-8-1-1q3-2 0-4V3q0-3 2-3"/><path fill="#5fa95d" d="m94 34 2 1v30q-3 0-4 3l-4 6-12 2-2-1 2-1q-3-2-4-1-2-5-1-8l2-2 1 3q2-4 5-5l2-5-2-3 7-2 1-3q-3-3-2-7 8 2 9-7"/><path fill="#8dbb57" d="m62 70-9-21q-6-6-12 0-1 5 1 10-3 3-3 8h-3l3-7 1-14 4-5 1 1 2-2h4l5 5v5q6 9 6 20"/><path fill="#99c057" d="M62 70h-3v-1q-5-4-5-8-1-2-3-1l-2-4q0-3-3-3l-3 4-1 8-4 1q0-5 3-8-2-5-1-10 6-6 12 0z"/><path fill="#a5c355" d="M60 70q-6 0-8-5h-6v5q-4-2-7-1h-4l-4-2h8l4-1 1-8 3-4q3 0 3 3l2 4q2-1 3 1 0 4 5 8"/><path fill="#3b8c3f" d="m0 60 18 6q-3 0-4 3l-1 5q-3-2-4 1v-2q3-3 2-7L0 63z"/><path fill="#b4c459" d="M60 70q-4-1-9 1l-5-2v-5h6q2 5 8 5"/><path fill="#308241" d="m0 63 11 3q1 4-2 7-2 0-1 2l-3-3-5 1z"/><path fill="#74ac2d" d="M19 66h8l4 1 4 2z"/><path fill="#1c552b" d="M27 73q-5-1-5 3h-1l-4-4h-1q1-2 5-2h5z"/><path fill="#438e2c" d="m18 66 16 3h4v1l8 5h-4q0 4 5 5l1 1H37q-2-4-5-3l-10-1q0-4 5-3h3l-1-5q-9-2-15 0 1-3 4-3"/><path fill="#c2ca37" d="M39 70v-1q3-1 7 1l5 2q5-2 9-1h3l-4 2H49z"/><path fill="#89b329" d="m63 71 6 2H59z"/><path fill="#48952a" d="M59 73h13q1-1 4 1l-2 1-8-1q-8 0-14 3-4 0-5-2 5 2 10-1z"/><path fill="#2f7a2c" d="M27 74v-1q2-1 1-3H15q-1 2 1 3h1l-6 3-3-1q-1-2 1-2v2q1-3 4-1l1-5q6-2 15 0l1 5z"/><path fill="#23672b" d="m27 73-1-2h-5q-4 0-5 2-2-1-1-3h13q1 2-1 3"/><path fill="#2f722a" d="m33 73 8 4-2 3q-3-5-8-5-1-2 2-2"/><path fill="#5e9f27" d="m41 77-8-4q0-3 3-2l5 3z"/><path fill="#8cb621" d="M49 73h10l-2 1q-5 2-8-1"/><path fill="#3a8b47" d="M96 65v12q-7-1-13 2-3-2-5-1l-2-2 12-2 4-6q1-3 4-3"/><path fill="#5fa822" d="m39 70 10 3q3 3 8 1-5 3-10 1t-8-5"/><path fill="#2e7d2f" d="m74 75 2 1 2 2h-4l-1-2h-6q-4 0-6 2l-3 1-6-2q6-3 14-3z"/><path fill="#27753c" d="m8 75 3 1-2 2-9 3v-8l5-1z"/><path fill="#236930" d="m17 73 4 4q-5 0-8 4l3 1q-3 4-7 1v-5l2-2z"/><path fill="#27692b" d="M47 75q1 2 5 2l6 2q-4-1-6 2l2 1-2 2h-1l-3-4q-5-1-5-5z"/><path fill="#2e7d41" d="M96 77v8q-9 3-15-5l-7-2h4q2-1 5 1 6-3 13-2"/><path fill="#2d7a2d" d="m21 77 10 1q3-1 5 3h12l-1-1 3 4-16-3-1 1-4 1q-3-1-1-4-8-1-13 3l-3-1q3-4 8-4"/><path fill="#226c39" d="m74 78 7 2q6 8 15 5v11H65q-3-4-7-6 2-3 5 0l1-4 1 1 2 2 9-2 2-2q-8-7-17-7 2-2 6-2h6z"/><path fill="#1f6a2f" d="M34 82v4q-4-1-7 2-1-2-3-2l-1-3-7-1q5-4 13-3-2 3 1 4z"/><path fill="#16542d" d="m65 87-1-1-1-1-1-2q-1-3 1-4l11 4 1 4z"/><path fill="#1c6030" d="M61 78q9 0 17 7l-2 2-9 2-2-2h10l-1-4-11-4q-2 1-1 4h-1q-4-2-7-1l-2-1q2-3 6-2z"/><path fill="#39872b" d="M54 82q3-1 7 1l-5 2-4-1z"/><path fill="#185d30" d="M35 81v3q9 0 16 6h7q4 2 7 6H26l-4-6-8-4q1-2 4-2l9 4q3-3 7-2v-4z"/><path fill="#2b772b" d="m61 83 1 2-12 2v-3h1l4 1z"/><path fill="#226938" d="M9 78v5q4 3 7-1l7 1 1 3-6-2q-3 0-4 2l8 4 4 6H0V81z"/><path fill="#206a2d" d="m35 81 16 3v3l12-2 1 1-1 4q-3-3-5 0h-7q-7-6-16-6z"/></svg> | |
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"path": "8a0ee670a01de1284532c3c4960b667e274d2f28480bb2c2a94914b08b7d9dff.png"
} | Generate code for a svg of a a close up of a blue and white logo with a white background | <svg width="21px" height="18px" viewBox="0 0 21 18" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>icon-window-off</title>
<desc>Created with Sketch.</desc>
<defs></defs>
<g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="Conference-Share-Screen" transform="translate(-536.000000, -765.000000)">
<g id="share-popup" transform="translate(496.000000, 617.000000)">
<g id="btn-share-window" transform="translate(30.000000, 138.000000)">
<g id="icon-window-off" transform="translate(10.000000, 10.000000)">
<rect id="icon_screen" stroke="#000A38" stroke-width="2" x="1" y="1" width="19" height="16" rx="2.07407407"></rect>
<path d="M1,7 L20,7" id="Line" stroke="#000A38" stroke-width="2" stroke-linecap="square" fill-rule="nonzero"></path>
<circle id="Oval" fill="#000A38" fill-rule="nonzero" cx="4" cy="4" r="1"></circle>
<circle id="Oval-Copy" fill="#000A38" fill-rule="nonzero" cx="7" cy="4" r="1"></circle>
<circle id="Oval-Copy-2" fill="#000A38" fill-rule="nonzero" cx="10" cy="4" r="1"></circle>
</g>
</g>
</g>
</g>
</g>
</svg> | |
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<polygon fill="none" stroke="#bfbfbf" points="195,-.5 195,-20.5 240,-20.5 240,-.5 195,-.5"/>
<text text-anchor="middle" x="217.5" y="-7.5" font-family="FreeSans" font-size="10.00" fill="#000000">string</text>
</g>
<g id="edge4" class="edge">
<title>Node1->Node5</title>
<path fill="none" stroke="#191970" d="M177.0737,-57.1457C185.4649,-47.4636 194.6068,-36.9152 202.0711,-28.3025"/>
<polygon fill="#191970" stroke="#191970" points="204.73,-30.5787 208.6344,-20.7296 199.4401,-25.9942 204.73,-30.5787"/>
</g>
<g id="node6" class="node">
<title>Node6</title>
<polygon fill="none" stroke="#bfbfbf" points="258.5,-.5 258.5,-20.5 318.5,-20.5 318.5,-.5 258.5,-.5"/>
<text text-anchor="middle" x="288.5" y="-7.5" font-family="FreeSans" font-size="10.00" fill="#000000">iostream</text>
</g>
<g id="edge5" class="edge">
<title>Node1->Node6</title>
<path fill="none" stroke="#191970" d="M203.5283,-57.3594C223.0603,-46.5881 244.588,-34.7162 261.0877,-25.6171"/>
<polygon fill="#191970" stroke="#191970" points="263.1018,-28.5033 270.1684,-20.6094 259.7215,-22.3736 263.1018,-28.5033"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a wooden shelf filled with antique books. | <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="#f5e6c3" d="M0 0h96v35l-2-2-1 3V21L92 6H5v13L3 81l-2 4-1-4z"/><path fill="#946035" d="M93 21q-2 8-1 18L89 9l-2 1H8L6 55 5 19V6h87z"/><path fill="#a06b3a" d="M92 39v16h-4l-1-21H8v20l2-11v9l1 2q1-6 2 0h3l-2 2q-6-1-9 1l1-2 2-45v22h19q2-2 6-2l5 2 6-1q-3-2 1-2v3h20V20h-3v-6q3-2 7-1v3h6v5h-5q-3 2-1 11h20V9l1-2z"/><path fill="#6f4d33" d="m10 15 1-1 4 2 1 14h3q-1-8 1-14 2-3 7-2v18H15q-3-2-6-1-1-7 1-12l1 8 1-6z"/><path fill="#825837" d="M89 9v23H69q-2-9 1-11h5v-5l2-1v16h3V15h7v-5z"/><path fill="#be8b50" d="M77 15h3v16h-3z"/><path fill="#8a5e39" d="M55 18h6v-4h1v6h3v12H48V14h3v17h3q-1-7 1-13"/><path fill="#7c5536" d="M20 16q-2 6-1 14h-3l-1-14v-3h5z"/><path fill="#ba8448" d="M61 14v4h-6q-2-3-1-4z"/><path fill="#6a452e" d="M71 10h16v5H77l-2 1h-6v-3q-4-1-7 1h-8q-1 1 1 4-2 6-1 13h-3V14h-3v18h-3V14H29v14q2-1 5 1l-1 1q-4 0-6 2V14q-5-1-7 2v-3h-5v3l-4-2-1 1q-2-3-1-4z"/><path fill="#96693f" d="m29 18 5 1q-1 6 1 12V19l1-1 1 7h4v-5l3 1v8q-4 0-1 2l-6 1-5-2 1-1q-3-2-5-1z"/><path fill="#b6844c" d="M29 14h16v7l-3-1v5h-4l-1-7-1 1v12q-2-6-1-12l-5-1h3v-4z"/><path fill="#e0ad63" d="M29 14h4v4h-4z"/><path fill="#7a4d2e" d="M8 10h63zq-1 1 1 4l2 6-1 6-1-8q-2 5-1 12 3-1 6 1H8z"/><path fill="#764c2f" d="m63 34-7 1 5 1-5 2v16h-7v-4l-1-12H35v16h-1l-1-2 1-14q-4-1-6 1l-8-1v16h-3l-1-3V38q-4 0-7 2l4 2-3 1-2 11V34z"/><path fill="#7d5131" d="M63 34h24l-1 20-2-16q-6-2-11-1v17h-4q0-6-5-6h5V38H56l5-2-5-1z"/><path fill="#e2bc7e" d="M33 52h-5V39q2-2 6-1z"/><path fill="#cfa262" d="M16 51v3h-3q-1-6-2 0l-1-2v-9l3-1-4-2q3-2 7-2z"/><path fill="#ca9d60" d="M41 38v16h-6V38z"/><path fill="#e7c388" d="M84 38v17l-7-1V38z"/><path fill="#906239" d="M84 38h-7v16a310 310 0 01-63 2l2-2v-3l1 3h6q0-24 1 0h17V38h4v8h3v-8l1 12h-4v4h16v-4h-5v-2q5 0 5-5h-5v-2h5v-3h1v3q12 0 0 1v12h11V37q5-1 11 1"/><path fill="#d8af70" d="M62 38h7v10h-5q5 0 5 6h-7V42q12-1 0-1z"/><path fill="#d5aa6c" d="M56 43h5q0 5-5 5z"/><path fill="#d0a665" d="M45 38h3v8h-3z"/><path fill="#daaa65" d="M56 38h5v3h-5z"/><path fill="#a47745" d="M28 39v13h5l1 2H24q-1-24-1 0h-3V38z"/><path fill="#cea769" d="M56 50h5v4h-5z"/><path fill="#ca9d5c" d="M49 50v4h-4v-4z"/><path fill="#6f4a30" d="m54 58-12 2h-5v4l-1 1 1 9 4 1v2H31l-1-4H12l2-9 14-1q-5-3-8-2h-6v-3z"/><path fill="#67442d" d="M54 58h25l-6 2 1 1-10 1v4l7-2q3 6 1 13l-4-6h3v-3h-6l-1 9-1-10h-6q-2-4-1-7-6-1-9 1v16h-6v-2l1-7 1 7h3l-2-10 2-5h-4z"/><path fill="#f3e4c3" d="M93 21v15l1-3 2 2v53q-1-2-3-2v-1l-1-5q-3-14 0-25V39q-1-10 1-18"/><path fill="#825532" d="M5 57q3-2 9-1l29 1h44v19q-2-9-1-18H14v3h6q-4 0-6 3l-2 9-1 5q-2-3-2 0-2-10-1-21z"/><path fill="#865d39" d="M42 60h4l-2 5 2 10h-3l-1-7-1 7-4-1-1-9 1-1h5z"/><path fill="#b18854" d="M23 69q-5-1-8 2-2-3-1-6h18v3q-6-1-9 1"/><path fill="#be8d4b" d="M47 61h8v3h-8z"/><path fill="#cb9a56" d="M42 60v4h-5v-4z"/><path fill="#bc935b" d="M20 61q3-1 8 2l-14 1q2-3 6-3"/><path fill="#b48750" d="M47 67h3v6h-3z"/><path fill="#795032" d="M79 58h7q-1 9 1 18l-22 2h-1v-1l1-9h6v3h-3l4 6q2-7-1-13l-7 2v-4l10-1-1-1z"/><path fill="#eac788" d="M57 67h6v5q-9-1-1 2v3l-1-2q-2-1-2 1l-2 1z"/><path fill="#d9af70" d="M23 69v3l-8-1q3-3 8-2"/><path fill="#b78249" d="M13 73h17v5l-7-1q2-2-1-2l-2 2-1-1-6 2z"/><path fill="#845c3a" d="M47 61q3-2 9-1-1 3 1 7v1q-2 4-1 10H30v-5l1 4h16v-4h3v-6h-3v-3h8v-3z"/><path fill="#dbae6a" d="M51 69h4v3h-4z"/><path fill="#9b7a54" d="m63 67 1 10v1h-8q-1-6 1-10v9l2-1q1 1 2-1l1 2v-3q-8-3 1-2z"/><path fill="#292422" d="M61 75q-1 2-2 1 0-2 2-1"/><path fill="#99663a" d="m87 34 1 21h4q-3 11 0 25l-61 2 16-1-19-1q15-3 31 0l5-1 1-1 22-2V57H43l34-3 7 1V38l2 16z"/><path fill="#a46d3b" d="M31 78h34l-1 1-5 1q-16-3-31 0l19 1-16 1 12 1 12 1-10 1h29l-3 1 20 1q-1-5 2-2v1q-2 0-1 2l-77-1q3-3 7-3l-6-1 3-1-1-1z"/><path fill="#9c6637" d="m92 80 1 5q-3-3-2 2l-20-1 3-1H45l10-1-12-1q22-3 49-3"/><path fill="#a26e3f" d="M5 57h3Q7 68 9 78q0-3 2 0l1-5h1v5l6-2 1 1 2-2q3 0 1 2l7 1h1l-13 3 1 1-3 1 6 1q-4 0-7 3l77 1-87 2-2-9q3-12 2-24"/><path fill="#f7e5bf" d="m0 81 1 4 2-4 2 9a947 947 0 0091-2v8H0z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green vine climbing up a brick wall. | <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="#faf9f3" d="M0 0h96v50h-4v3q-2-1-1-3H79l-18 2-2-2-2 5h-4v-3h-4q-1 2 2 3-6 13-4-2l3-11q1-3 4-3t4 3v3l3-1 3-3q0-3-3-3v-4l7-3q0-5-4-4l1-3h3v-4h-6q-3 2 2 3l-2 4q-3-5-5 1l3 1-5 4-1-1q0-5 3-8v-3q-2 0-2 2l-2 5q-3-1-4 2l3 1v2q-3-1-3 2h3q3 0 1 3-3 0-4 3l-2 8v-3q-5-1-2 3-3 3-5 1H29l-1 3h-5l-10-2q-4 0-7 2H0z"/><path fill="#91af6e" d="M65 24q0-3-1-1-5-1-2-3h6v4z"/><path fill="#6ba254" d="m57 24-2-1q0-2 2-2z"/><path fill="#7fab56" d="m62 27-2 2-3-1q2-6 5-1"/><path fill="#8abd78" d="M64 27q4-1 4 4l-7 3q-1-5 3-7"/><path fill="#74a758" d="m53 28-1 3-3-1q1-3 4-2"/><path fill="#9fa292" d="m55 23 2 1q-3 3-3 8l-2-1 1-3z"/><path fill="#7fb062" d="M45 30q4 0 1 3-2-1-1-3"/><path fill="#312f21" d="m52 31 2 1q0 3-2 1z"/><path fill="#76c359" d="M52 33v2h-3q0-3 3-2"/><path fill="#57534c" d="m65 24-1 3q-4 2-3 7v4l-2 2v-8l-4 3v-2l5-4 2-2 2-4q1-2 1 1"/><path fill="#ebeadd" d="M59 37q-3-1-3 1-2-1-1-3l4-3z"/><path fill="#7a8769" d="M54 32v2q-1 2 1 3l3 1v1l2-2v3h3l-3 3q-1-3-3-2-1-3-4-3l-1-1q2-3-1-3v-2q2 2 2-1"/><path fill="#90c05d" d="M56 38q0-2 3-1v2z"/><path fill="#66a055" d="M61 38q3 0 3 3h-3z"/><path fill="#60ae46" d="M45 40h3q-1 5-3 0"/><path fill="#8bb446" d="M58 42q2-1 3 2l-3 1z"/><path fill="#709a45" d="M53 46h4q-1 8-5 2z"/><path fill="#719458" d="m47 49-4 2h-4l-3-1 4-1q2 2 5-1-3-4 2-3z"/><path fill="#ebbe92" d="M92 53v3q-10-1-18 2H58q-1-2-3-2t-2 2h-1v-3h5l2-5 2 2 18-2h12q-1 2 1 3"/><path fill="#f2a170" d="M0 53h6q5-1 11 1L0 55z"/><path fill="#70913d" d="M53 55h-2q-3-1-2-3h4z"/><path fill="#67a343" d="M73 53q2 0 1 2z"/><path fill="#f4d9b8" d="m40 50-4 1 3 1-3 4-7 1q2 1 1 3-3-1-1 1h9l1-1q-4-2-7-1 0-2 2-1l10-1q-3-3 1-4l-2-1 4-2q-2 3-2 9-8-1-2 3l3-1v6h-2q-3-2-4-1v3l-3 1-1-1 3-1q-3-2-6-1v3l-4 2v-5q-3-2-6-1v3H13v3h5q-1 2 1 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fill="#f6ad77" d="M92 63v2q-36-2 0-2"/><path fill="#f4ad77" d="M0 63q24 0 0 2z"/><path fill="#f3a871" d="M14 63q6-1 12 1l-6 1z"/><path fill="#f5a96f" d="M28 63q5-1 11 1l-6 1z"/><path fill="#b85c38" d="M92 63h4v2h-4z"/><path fill="#62843c" d="m54 67-2-3q0-4 2-1z"/><path fill="#faa66d" d="M7 66q4-1 10 1l-5 1z"/><path fill="#b95633" d="M96 66v2h-4q1-3 4-2"/><path fill="#f89d69" d="m37 70-2 2q0-2-2-2v-3q3-1 6 1l-3 1z"/><path fill="#f2b083" d="M29 72h-7v3h-3q-2-1-1-3h-5v-3h10v-3q3-1 6 1z"/><path fill="#639439" d="m44 67-2 3-2-1v-3q1-1 4 1"/><path fill="#f3b386" d="m52 64 2 3-5 1q13 2-1 3l8 2q-6 1 0 4l-14 1q-1-3-3-2l1-2h-7v-1l8-1q5-2 8-7z"/><path fill="#efad7e" d="M0 66h5v4h7v5H7q-2-6-2 0H0z"/><path fill="#c8985e" d="M92 68h4v5h-1l-3-2-17-1z"/><path fill="#ac9774" d="m40 69 2 1-4 1 3 1-8 1q0-2 2-1l2-2z"/><path fill="#89b24c" d="M12 73q6 0 0 2z"/><path fill="#94a562" d="M33 70q2 0 2 2-2-1-2 1v1l-1 1-6-2 3-1z"/><path fill="#d47445" d="M95 73v2l-4-1q0-2 3-1"/><path fill="#da8e5d" d="M0 76h21L0 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fill="#e2976a" d="M96 79v12H81q4-3 11-2v-6l3-2H85v-1z"/><path fill="#f5c9a1" d="M48 83h4l-9 2v3q2-3 5-2v3h-8q-2-3-2 0l-6-1 2-1q-7-3-12 0l-5 1q-1-6-1 0-8 0-2-4h4z"/><path fill="#f0af85" d="M63 83q8-1 17 2v6h-7l1-6z"/><path fill="#f1b98e" d="M0 86q3-1 7 1l-2 2 1 1v1H0z"/><path fill="#ef8e5a" d="M6 91v-1q9-3 20 0z"/><path fill="#f7e0c0" d="m51 59 1-1h40v1h-6v3q3-1 6 1-36 0 0 2h4v1q-3-1-4 2l-17 2 17 1 3 2q-3-1-3 1l4 1v1l-8 1q-4-2-7-1-11-1-19 2-3-1-3 2l4 3 11 2-1 6h23v1q-11-1-20 1l7 1h-8q-2-3-4-2H58l-1 3-1-1q-2-3-4-2H13v3H0v-1q24-2 0-2v-1h6l20-1q-11-3-20 0l-1-1 2-2q-4-2-7-1v-2h14q-6 4 2 4 0-6 1 0l5-1 6 1-1 2 5 1 6-2q0-3 2 0-3 0 0 1l22 1h9v-3l-11-3 1-1q-4-3-7 0l5 1v3h-3q-1-2-4-2l-3 1q2 2-1 2v-3q-3-1-5 2v-3l9-2H27q5-2 11-1v-3q-4-1-6 1-3-2-5-1v-1h11v-3h-6l1-1h7l-1 2q0 3 3 2l14-1q-6-3 0-4l-8-2q14-1 1-3l5-1v-4q-2-3-2 1l-3 1 1-4 6-1q-3-2-5-1"/><path fill="#f7aa78" d="M56 88h-4q5 0 10 3l-22-1q-3-1 0-1h8q3 0 1-2l3-1q3 0 4 2"/><path fill="#f4a979" d="m38 89-6 2-5-1 1-2-6-1q5-3 12 0l-2 1z"/><path fill="#f6c499" d="M62 91q-5-3-10-3h7v-3l-5-1q3-3 7 0l-1 1 11 3v3z"/><path fill="#f9bc86" d="M49 79q3-1 8 1l-4 1z"/><path fill="#9db553" d="M39 76q2-1 3 2-3 1-3-2"/><path fill="#f39d70" d="M77 74q6-3 14-1-8 3-14 1"/><path fill="#f4b78b" d="M62 66h8q0 3 3 4l-1 1 3 1v3h-7q-1-6-1 0l-5-1q1-3 4-2l-1-3z"/><path fill="#f9a96f" d="M87 66q1-1 4 1h-5z"/><path fill="#fca671" d="M81 66q1-1 4 1l-2 1z"/><path fill="#f1a66f" d="M57 63q2-1 5 1l-3 1z"/><path fill="#f6ba8a" d="M57 59h10v3H57z"/><path fill="#fdb177" d="M81 59q1-1 4 1l-2 1z"/><path fill="#f8ab76" d="M69 59h11v3H69z"/><path fill="#f59e70" d="M0 92q24 0 0 2z"/><path fill="#f5b181" d="M27 92v3q-3-1-5 1H0v-1h13v-3z"/><path fill="#f7cfa4" d="m27 92 2 2 2-2h1l7 2 7-2h5l4 2 1 1 1-3h6l6 2-1 2H22q2-2 5-1z"/><path fill="#fea16c" d="M52 92q2-1 4 2z"/><path fill="#f9aa7a" d="M33 92h14l-7 2z"/><path fill="#f29463" d="M28 92h4l-2 2z"/><path fill="#f0b589" d="M64 92h7l4 2h8l-7-1q9-2 20-1v4H69l1-2z"/><path fill="#969349" d="M71 92q2-1 4 2z"/></svg> | |
{
"bytes": "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",
"path": "843b31011601b1aa38690a2730847e7d4bdd4d381009b36a1d31cc118e3811f8.png"
} | Generate code for a svg of a a black and white image of a sign with a letter e | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 930 1000">
<path fill="currentColor"
d="M127 282l555 -18c1 -31 1 -59 1 -87v-10h-534v-67h615v77c0 83 0 173 -25 296l-81 -6c11 -53 17 -99 20 -141l-539 25zM238 676v197h545v67h-627v-264h82zM465 533h398v66h-809v-66h329v-130h82v130z" />
</svg> | |
{
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"path": "emoji_u1f632.png"
} | Generate code for a svg of a astonished face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="1696.9" gradientTransform="matrix(1 0 0 1 0 -1634)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</g>
<g id="facial_expressions">
<g id="astonished-face">
<g id="mouth">
<path d="M64.6,85.6c3.81,0.01,7.61-0.19,11.4-0.6c0.05-6.63-5.29-12.04-11.92-12.08S52.05,78.2,52,84.83 C56.18,85.35,60.39,85.61,64.6,85.6z" style="fill:#FFFFFF;"/>
<path d="M52,84.83c0,0.26,0,0.51,0,0.77v11.8c0,6.63,5.37,12,12,12s12-5.37,12-12V85.6 c0-0.21,0-0.42,0-0.63c-3.78,0.42-7.57,0.63-11.37,0.63C60.41,85.61,56.19,85.35,52,84.83z" style="fill:#422B0D;"/>
</g>
<g id="eyes">
<g id="peepers">
<path d="M83.7,40.6c3.8,0,7.3,4.4,7.3,11.8s-3.5,11.8-7.3,11.8s-7.3-4.4-7.3-11.8S79.8,40.6,83.7,40.6z" style="fill:#422B0D;"/>
<path d="M44.3,40.6c-4.1,0-7.7,4.4-7.7,11.8s3.7,11.8,7.7,11.8S52,59.8,52,52.4S48.3,40.6,44.3,40.6z" style="fill:#422B0D;"/>
</g>
<g id="eyebrows">
<path d="M45.6,28.9L45.6,28.9c2.3,0.2,3.2-2.9,0.8-3.6c-1.89-0.51-3.85-0.71-5.8-0.6 c-5.29,0.2-10.3,2.42-14,6.2c-1.7,1.8,0.7,4,2.5,2.7C33.92,30.23,39.73,28.57,45.6,28.9z" style="fill:#422B0D;"/>
<path d="M82.2,28.9L82.2,28.9c5.9-0.34,11.75,1.31,16.6,4.7c1.8,1.3,4.2-0.9,2.5-2.7 c-3.71-3.76-8.72-5.98-14-6.2c-1.95-0.11-3.91,0.09-5.8,0.6c-0.98,0.28-1.55,1.29-1.27,2.27C80.47,28.44,81.31,29,82.2,28.9" style="fill:#422B0D;"/>
</g>
</g>
</g>
<g id="peepers-2">
<path d="M44.28,44.87L44.28,44.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C45.41,47.06,45.17,45.73,44.28,44.87z" style="fill:#896024;"/>
</g>
<g id="peepers-3">
<path d="M83.31,44.87L83.31,44.87c-1.43-0.67-3.13-0.06-3.81,1.37c-0.52,1.11-0.28,2.42,0.6,3.27l0,0 c1.43,0.67,3.13,0.06,3.81-1.37C84.43,47.04,84.19,45.72,83.31,44.87z" style="fill:#896024;"/>
</g>
<path d="M76,85.6c-0.58-2.94-2.12-5.61-4.37-7.6c-4.37-3.81-10.89-3.81-15.26,0 c-2.25,1.99-3.78,4.66-4.37,7.6c-0.56-3.35,0.44-6.77,2.71-9.29c4.49-5.13,12.3-5.65,17.43-1.15c0.41,0.36,0.79,0.74,1.15,1.15 c1.13,1.28,1.96,2.79,2.44,4.43C76.19,82.32,76.28,83.98,76,85.6z" style="fill:#EB8F00;"/>
</g>
</svg> | |
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} | Generate code for a svg of a green escalators moving people up to the platform. | <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="#a9eb9a" d="M0 0h96v38q-4 0-6 2l-8 7v7q-2-3-1-5l-2-1-8 4q-11 4-20 10-3-2-2-5l1-3q-7-2-13-1-3-1-5 1l-10 9-10 3q-3 1-3 4l-1 1q-3 3-1 7 1 3 5 4l7 1-3 2q-9-4-16-1z"/><path fill="#6da16d" d="M37 53q6-1 13 1l-1 3-4 6q6-1 0 4l-1-1-2 2q12-26-9-5 2-6 7-9z"/><path fill="#77a575" d="m71 52-16 9-4 1q9-6 20-10"/><path fill="#8dd782" d="M81 49q-4 0-7 3v5q-2-3-4-2L49 67l-2 6-4 2q-1-5 2-8 6-5 0-4l4-6q-1 3 2 5l4-1 16-9 8-4z"/><path fill="#338a28" d="m37 53 3 1q-5 3-7 9l-3 2H20l2-2 10-9q2-2 5-1"/><path fill="#2e7e2d" d="m42 68-2 4q-6-1-9 1 11 3-1 4v-5l2-4-2-1 3-4q21-21 9 5"/><path fill="#bcf3aa" d="M96 38v58H81q-3-2-6-1v-6h-5l-2-1 1-3 5-11h-3q-1-12-3 0l-5 1q-1 4 2 7 0-3 3-3l-1 4h-5v-3q0-8-3-13-3 3-3 9 0-3 2-3l1 1q-2 3-1 7l-4 2h-1v-6q-4 0-5-2l3-6-2-2 21-12q2-1 4 2v-5q3-3 7-3-1 2 1 5v-7l8-7q2-2 6-2"/><path fill="#53875a" d="M85 60q2-6 6-9v2z"/><path fill="#1e4f29" d="m10 72-2-1 1-1 6-4h3q-5 2-8 6"/><path fill="#a1cca9" d="m33 63-3 4 2 1-2 4-1-1v-4l1-2z"/><path fill="#242e2a" d="m62 80-3-1-1 2q-1-4 1-7l-1-1q-2 0-2 3 0-6 3-9 3 5 3 13"/><path fill="#324734" d="m49 67 2 2-4 4z"/><path fill="#469f3f" d="M29 67v4q-2 0-2 3-2 0-1 3l-13-1 12-1-9-2q18-1 0-2l11-1-8-1q4-3 10-2"/><path fill="#2d752d" d="m22 63-2 2h10l-1 2q-6-1-10 2l8 1-11 1q18 1 0 2l9 2-12 1 13 1q-1-3 1-3-1 3 1 7l-2 1q-1-2-3-1l-13-2q-3-4 0-7 3-4 8-6h-3l-6 4q0-3 3-4z"/><path fill="#151c19" d="m8 71 2 1q-3 3 0 7l13 2-11 1q-4-1-5-4-2-4 1-7"/><path fill="#4ba346" d="M40 72v4l-10 3v-2q12-1 1-4 3-2 9-1"/><path fill="#2d735f" d="m74 74-7 9 1-4v-5q2-12 3 0z"/><path fill="#18201d" d="M29 71v7l1 3-3-1q-2-4-1-7 0-3 2-3"/><path fill="#478a4b" d="m47 73 1 2q1 2 5 2v6h-3q-9 0-7-8z"/><path fill="#409156" d="M68 74v5q-3 0-3 3-3-3-2-7z"/><path fill="#497b4e" d="M40 76v2l-8 2 5 1-2 2h-4v-1l-1-3z"/><path fill="#181e1d" d="M45 67q-3 3-2 8-2 8 7 8l-1 1-5-1q-4-2-4-5v-6l2-4 2-2z"/><path fill="#254330" d="M23 81q2-1 3 1l-7 1-7-1z"/><path fill="#5a9162" d="M62 80v3h5-13l4-2 1-2z"/><path fill="#bef3a7" d="m28 81 3 1v1L2 96H0V84q7-3 16 1l3-2 7-1z"/><path fill="#20392c" d="M85 60 69 85H56l-7-1 1-1h17l7-9q4-8 11-14"/><path fill="#6bc672" d="m44 83 5 1 7 1 8 3-23-1-1-2z"/><path fill="#469a56" d="M56 85h13l-1 3 2 1 4 2q-6 2-10-3z"/><path fill="#b5f0a0" d="M40 78q0 3 4 5l-4 2 1 2 23 1q4 5 10 3l-4-2h5v6q3-1 6 1H11l24-13 2-2-5-1z"/><path fill="#54b465" d="M31 83h4L11 96H2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a superhero mask lying on a table. | <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="#f9fbfc" d="M0 0h96v96H76Q52 82 28 71q-10-4-17 3l-9-2-2-15z"/><path fill="#aeabb3" d="m42 39-3-1q-3 0-2 3 5-3 8 3l-5-2-2 1-2 1q-1-5 2-8z"/><path fill="#6b4567" d="m45 44 2 2q-3-1-4 1-6 0-5-4l2-1z"/><path fill="#dcced1" d="M43 47q1-2 4-1l-2 1 3 4h-9l2 6-1 2-2-4-3-9q3 6 8 1"/><path fill="#ececee" d="M60 48q-4 3-6 7h-7l-6 2-2-6h9l-3-4 2-1-2-2q-3-6-8-3-1-3 2-3l3 1 4 2v-8l-5 2q-3-1 0-2 11-6 18 5l2 8z"/><path fill="#643655" d="M58 42q0 5-5 5l-2-2q2-3 7-3"/><path fill="#8b838f" d="M58 42q-5 0-7 3l2 2q-4 0-4-3l5-3q3-2 4 1"/><path fill="#aeaab1" d="m60 48-4 12-2 1q-8-3-14-1-3-2-2-5l2 4 1-2 6-2h7q2-4 6-7"/><path fill="#7b8496" d="m0 57 2 15 9 2q7-7 17-3 24 11 48 25H0z"/></svg> |
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