reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": 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"path": null
} | Generate code for a svg of a vector illustration of a video game controller set against a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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"path": "a2e3d68c96dc52ec956112c5a83928eb58c71d7d0870829324272b3b457e2c07.png"
} | Generate code for a svg of a a close up of a black check mark on a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 1200 1200"><path d="M465 723l571-571q8-8 18-8t17 8l177 177q8 7 8 17t-8 18l-783 784q-7 8-17.5 8t-17.5-8L46 764q-8-8-8-18t8-17l177-177q7-8 17-8t18 8l171 171q7 7 18 7t18-7z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green bike tire tracks left on the dusty road. | <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="#e2f9c4" d="M0 0h96v49q-22 9-46 10l-6-1q-22-8-44-8z"/><path fill="#a6da75" d="M0 50q22 0 44 8l10 7-2 1q-7-7-16-9l4 3-1 1-1 1-2 1-3-3-7-3-2 7-3 3Q8 69 0 61z"/><path fill="#ebf6bb" d="M96 49v23l-25-8-21-5q24-1 46-10"/><path fill="#cff0a7" d="M0 61q8 8 21 6-3 1-3 4-3-1-4 1l8 2h-7l6 1-2 2-9-2-3 1q3 0 5 3l5-1-1 2q-6-1-10 1l5 2v1l-3 1-8-4z"/><path fill="#70a354" d="m44 58 6 1 2 1q9 6 18 17 0 4 2 7l-1 6h-5q-3 0-3-2l7-1q-1-3-3-2-1-3-3-2l-1-2q3-1 0-2-2-3-5-2l-4-9-6 2q-3-7-8-10l-4-3q9 2 16 9l2-1z"/><path fill="#538246" d="M33 60q-4 1-4 7l-4 2 10 1-6 1 4 1-8 1q-3-3-7-2 0-3 3-4l3-3 2-7z"/><path fill="#2d4630" d="M18 71q4-1 7 2l-3 1-8-2q1-2 4-1"/><path fill="#335335" d="m22 74 1 1 9 2H19l2-2-6-1z"/><path fill="#2e5032" d="M58 77v3q-4-2-7-1 9-3-1-4 9-1-1-3l4-1-5-1 6-2z"/><path fill="#5a9d48" d="m38 62 1-1q7 7 7 19H35l4-2q-6-1-1-3-3-1 0-3l4-1-2-6q0-3-2-3"/><path fill="#334f35" d="m19 77 4 2-2 2q-3-2-5-1l1-2-5 1q-2-3-5-3l3-1z"/><path fill="#518946" d="M58 77q3-1 5 2-6 0 0 2l1 2h-7q-6 0-6-4 3-1 7 1z"/><path fill="#d4c593" d="m52 60 44 12v22l-6-7q-7 0-12-4-2-1-1-3l-5-1-2-2q-9-11-18-17"/><path fill="#e9f8ac" d="M63 79q3 1 0 2-6-2 0-2"/><path fill="#38533b" d="m16 80 1 1 11 2q-8 1-15-1l-2 1-5-2q4-2 10-1"/><path fill="#2f5734" d="M38 72q-3 2 0 3-5 2 1 3l-4 2h11l-7 2q-4-1-6 2 3 2 6-1 3-1 7 1-5 0-8 3h-7v-1l6-21 2 5z"/><path fill="#bad893" d="M39 82q-3 3-6 1 2-3 6-2"/><path fill="#7acc56" d="m39 61 1-1q5 3 8 10l5 1-4 1q10 2 1 3 10 1 1 4 0 4 6 4l-1 1h-5v3h6v3h-5q-1 3 3 6H44l1-8-2-2-3 2-2-1q3-3 8-3-4-2-7-1v-1l7-2q0-12-7-19"/><path fill="#324d36" d="M64 83q2-1 3 2h-5q-1 2 1 3 0 2 3 2l5 1H58q6-1 2-5l-8-1 4-1 1-1z"/><path fill="#c0eb8d" d="M0 84q3-1 6 3l-2 2-4-2z"/><path fill="#6db851" d="m33 60 3 3 2-1q2 0 2 3l2 6-4 1 1-2-2-5-6 21q-5 4-5 10h-5v-1l1-1-13-7-1-2 3-1v-1l2-1q7 2 15 1l-11-2-1-1q2-1 5 1l2-2-4-2h13l-9-2-1-1 3-1 8-1-4-1 6-1-10-1 4-2q0-6 4-7"/><path fill="#395339" d="m11 84 14 4-13-2z"/><path fill="#497241" d="M25 75q3-3 8 0z"/><path fill="#c9ec95" d="M67 85q2-1 3 2l-7 1q-2-1-1-3z"/><path fill="#3d6540" d="m0 81 8 4 1 2 13 7-1 1q-9-2-15 1H0v-9l4 2 2-2q-3-4-6-3z"/><path fill="#386937" d="m31 86-1 3h6l1-3h1l2 1 3-2 2 2-7 3 5 2-9 1q-4-3-6 2h-2q0-6 5-10"/><path fill="#c4e695" d="M31 87h6l-1 3h-6z"/><path fill="#8ca267" d="m70 77 2 2 13 17H74l-2-3-1-2-5-1h5l1-6q-2-3-2-7"/><path fill="#417440" d="m56 84-4 1 8 1q4 4-2 5h13l1 2h-7v3H55q-4-3-3-6h5v-3h-6v-3z"/><path fill="#caf49f" d="M34 94v2h-6q2-5 6-2"/><path fill="#45883e" d="m45 88-1 8H34v-2l9-1-5-2z"/><path fill="#b1b07d" d="m72 79 5 1q-1 2 1 3 5 4 12 4l6 7v2H85z"/><path fill="#4e9444" d="M21 95H6q6-3 15-1"/><path fill="#cbec9a" d="m72 93 2 3h-9v-3z"/></svg> | |
{
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} | Generate code for a svg of a a black and white image of a bell with a light coming out | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 20 20" fill="none"><path d="M1.7964 2.0985C1.57549 1.93282 1.26208 1.97759 1.0964 2.1985C0.930714 2.41942 0.975485 2.73282 1.1964 2.8985L3.1984 4.40001C3.41932 4.5657 3.73272 4.52093 3.8984 4.30001C4.06409 4.0791 4.01932 3.7657 3.7984 3.60001L1.7964 2.0985ZM1 7.00003C0.723858 7.00003 0.5 7.22389 0.5 7.50003C0.5 7.77617 0.723858 8.00003 1 8.00003H2.5C2.77614 8.00003 3 7.77617 3 7.50003C3 7.22389 2.77614 7.00003 2.5 7.00003H1ZM9.99766 2C13.1466 2 15.7416 4.33488 15.9821 7.3554L15.9955 7.57762L16 7.80214L15.999 11.398L16.9244 13.6202C16.947 13.6743 16.9647 13.7302 16.9774 13.7871L16.9926 13.8733L17.0013 14.0046C17.0013 14.4526 16.7048 14.8387 16.2521 14.9677L16.1358 14.9945L16.0013 15.0046L12.4996 15.004L12.4946 15.1653C12.4095 16.469 11.3252 17.5 10 17.5C8.67453 17.5 7.58998 16.4685 7.50533 15.1644L7.49962 15.004L3.99891 15.0046C3.91096 15.0046 3.82358 14.993 3.73902 14.9702L3.61456 14.9277C3.20378 14.7567 2.96181 14.3392 3.01221 13.8757L3.0333 13.7483L3.07572 13.6202L3.99902 11.401L4.0001 7.79281L4.0044 7.56824C4.12702 4.45115 6.77104 2 9.99766 2ZM11.4996 15.004H8.49962L8.50697 15.1454C8.57552 15.8581 9.14275 16.425 9.85556 16.4931L10 16.5C10.7797 16.5 11.4205 15.9051 11.4931 15.1445L11.4996 15.004ZM9.99766 3C7.37511 3 5.22717 4.92372 5.01715 7.38498L5.00393 7.59723L5.00002 7.80214V11.5L4.96161 11.6922L3.9989 14.0046L15.9566 14.0066L16.0019 14.0045L15.0384 11.6922L15 11.5L15.0001 7.81241L14.996 7.60831C14.8909 5.0349 12.6947 3 9.99766 3ZM18.9036 2.1985C18.7379 1.97759 18.4245 1.93282 18.2036 2.0985L16.2016 3.60001C15.9807 3.7657 15.9359 4.0791 16.1016 4.30001C16.2673 4.52093 16.5807 4.5657 16.8016 4.40001L18.8036 2.8985C19.0245 2.73282 19.0693 2.41942 18.9036 2.1985ZM19.5 7.50003C19.5 7.22389 19.2761 7.00003 19 7.00003H17.5C17.2239 7.00003 17 7.22389 17 7.50003C17 7.77617 17.2239 8.00003 17.5 8.00003H19C19.2761 8.00003 19.5 7.77617 19.5 7.50003Z" fill="currentColor"/></svg> | |
{
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"path": "4a853125d9324680d03953b78d6472a6246d7c7d8b730ea0820fce45c38c9f35.png"
} | Generate code for a svg of a purple square icon with three mountains on it | <svg xmlns="http://www.w3.org/2000/svg" version="1.1" viewBox="0 0 224 224" width="96px" height="96px">
<g fill="none" fill-rule="nonzero" stroke="none" stroke-width="none" stroke-linecap="butt" stroke-linejoin="none"
stroke-miterlimit="10" stroke-dasharray="" stroke-dashoffset="0" font-family="none" font-weight="none"
font-size="none" text-anchor="none" style="mix-blend-mode: normal">
<path d="M0,224v-224h224v224z" fill="none" stroke="none" stroke-width="1" stroke-linejoin="miter"/>
<g id="Two-Tone">
<g fill="#673ab7" stroke="none" stroke-width="1" stroke-linejoin="miter" opacity="0.3">
<path
d="M186.66667,177.33333h-149.33333c-5.152,0 -9.33333,-4.18133 -9.33333,-9.33333v-112c0,-5.152 4.18133,-9.33333 9.33333,-9.33333h149.33333c5.152,0 9.33333,4.18133 9.33333,9.33333v112c0,5.152 -4.18133,9.33333 -9.33333,9.33333z"/>
</g>
<path
d="M186.66667,177.33333h-149.33333c-5.152,0 -9.33333,-4.18133 -9.33333,-9.33333v-112c0,-5.152 4.18133,-9.33333 9.33333,-9.33333h149.33333c5.152,0 9.33333,4.18133 9.33333,9.33333v112c0,5.152 -4.18133,9.33333 -9.33333,9.33333z"
fill="none" stroke="#673ab7" stroke-width="18.66667" stroke-linejoin="round"/>
<path d="M170.33333,149.33333l-35,-46.66667l-32.66667,37.33333l-23.33333,-23.33333l-25.40533,32.66667z"
fill="#673ab7" stroke="none" stroke-width="1" stroke-linejoin="miter"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a copper kettle resting on a stove. | <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="#f9f8f2" d="M2 0h94v5q-4 1-6 7l3 4-2 2-4-2-3 1v-1l5-3q-1-2-3 0l-4-5 2-2-27-2-7 2q2 3 6 1l-1 4q-3-3-1 0-9 3 0 3l2 3-1 1-6-2-5 2 5 3q-3 2-2 5h-4l3 2q-3-1-4 1h-1q-4-3 0-6-1-4-3-1 1 2-2 3-2-3-4-2v-6q7-1 1-6-3 2-1-1l-6-2V6l2-1h-5l-2 5q0-4-3-6h-2l-5 4q-4-1-1-3H7L6 8Q2 5 2 0"/><path fill="#faf9f4" d="M0 0h2q0 5 4 8l1-3h3q-3 2 1 3l5-4h2q3 2 3 6l2-5h5l-2 1v2l6 2q-2 3 1 1 6 5-1 6v6q2-1 4 2-5-1-8 3-3-4-4-1l1 5-8-10q-4 0-6-3-1 6-2 0l-2 7H4v7q-3 2-3 5l-1-2z"/><path fill="#faf8f3" d="M91 18q-3 0-3 4l1 8-2 2 3 5-2 3v3l3 1q-3 0-3 3l1 9-4 4-3-4 1-6q-2-6 4-7h-4l-1-3 4-2q-3-1 0-3-4-3-5-6v5h-5v-3l-3-1q4-6-2-3l-2-7q2-3-1-3 3-1 0-2l-2-1q-3 0-4 3l-2-1q-3 0-3 4l-2-2 1-1-2-3q-9 0 0-3-2-3 1 0l1-4q-4 2-6-1l7-2 27 2-2 2 4 5q2-2 3 0l-5 3v1l3-1z"/><path fill="#f9f8f1" d="M36 25q3-1 2-3 2-3 3 1-4 3 0 6v2l-6 8-1 4q-2-3-5-2-6 1 0 4l2 11 2 3 1 7-1 2-16 2-7-2q-2 1-2-1l4-2q-7 0-3-5l-1-3 6 1 1-3-5-1q3-1 3-4-7 0-6-5 3 5 6 0l-1-17-1-2q-3 8-4 0l2-7q1 6 2 0 2 3 6 3l8 10-1-5q1-3 4 1 3-4 8-3"/><path fill="#3f2f2e" d="M46 28h3q3-1 6 1H42q1-2 4-1"/><path fill="#695b56" d="M41 29h13l2 1-15 1h-1z"/><path fill="#f7f6f0" d="m82 40-2 1v7l2 2q-3 2 0 3l-3 6 3 7q-3 1 1 4h-5q-6-2-11-1l-1-1-1-3V44l3-4q5-3 4-8-6-3-10-1l-3 4-2-5-2-1q-3-2-6-1v-5q-2 2-1 5h-2l-3-2h4q-1-3 2-5l-5-3 5-2 6 2 2 2q0-4 3-4l2 1q1-3 4-3l2 1q3 1 0 2 3 0 1 3l2 7q6-3 2 3l3 1v3h5v-5q1 3 5 6-3 2 0 3z"/><path fill="#c78a6d" d="M49 28h-1q-1-3 1-5z"/><path fill="#faf6ef" d="M66 33h5l-3 7q-3 0-4 3l-1-3q-1-6 3-7"/><path fill="#cda994" d="m68 40 3-7h-5q-2-3-2-1-3 2-3 5l-2-2 3-4q4-2 10 1 1 5-4 8"/><path fill="#faf9f3" d="M96 5v91H10q-1-3 1-4l73-1V77l-1-3v-1l-4-3h4q-4-3-1-4l-3-7 3-9-2-2v-7l2-1 1 3h4q-6 1-4 7 2-3 3 0l-4 6 3 4 4-4-1-9q0-3 3-3l-3-1v-3l2-3-3-5 2-2-1-8q0-4 3-4l2-2-3-4q2-6 6-7"/><path fill="#e3a87e" d="M41 31q5 2 9 9l1 26h-8v3h-6l-4-3-1-7 1-16 1-4z"/><path fill="#a6694a" d="m57 30 2 5 2 2q0-3 3-5 0-2 2 1-4 1-3 7l2 23v2l-3 2-18 2v-3h8l-1-26q-4-7-9-9z"/><path fill="#d8c4b2" d="m29 41 2 15-2-11q-6-3 0-4"/><path fill="#deb79c" d="m63 40 1 3q1-3 4-3l-3 4v19z"/><path fill="#8f5e45" d="M29 41q3-1 5 2l-1 16-2-3z"/><path fill="#f9f9f4" d="M7 26q1 8 4 0l1 2 1 17q-3 5-6 0-1 5 6 5 0 3-3 4l5 1-1 3-6-1 1 3q-4 5 3 5l-4 2q0 2 2 1l7 2-5 4q-2 0-1 3l-2 2v12h75l-73 1q-2 1-1 4H0V36l1 2q0-3 3-5v-7z"/><path fill="#b8aaa1" d="m65 65 1 3-3 1-10 1h-9l-6-1h6l18-2z"/><path fill="#212329" d="M67 69q5-1 11 1h-1q-3-1-5 1l-1 1z"/><path fill="#525a60" d="m66 68 4 3 1-1h6l-1-1h2l4 3H52l5-2h7l-1-2z"/><path fill="#e8e9e8" d="M72 71q2-2 5-1l1 1z"/><path fill="#3d434b" d="m34 66 4 3 6 1 4 2 5-2 10-1 1 2h-7l-5 2h31v1q-36 3-71 0l5-4 16-2z"/><path fill="#626a6d" d="M30 70q5-1 11 1-7 2-15 1z"/><path fill="#dcddde" d="M19 70q3-1 6 1l-3 1z"/><path fill="#798588" d="M44 70h9l-5 2z"/><path fill="#919697" d="M12 74q35 3 71 0l1 3H11q-1-3 1-3"/><path fill="#3d444c" d="M11 77h12l-4 1v2q5 2 8 7-3-1-3 1l48-1-7-2q0-4-4-6l4-2h19v13H11z"/><path fill="#53595d" d="M23 77h42l-4 2q4 2 4 6l7 2H27q-3-5-8-7v-2z"/><path fill="#1e1f24" d="M32 78q2-1 5 1l8 6-8 1q-2-5-5-5z"/><path fill="#9d9995" d="M27 87h45l2 1z"/><path fill="#babbb9" d="M11 77v13h66v1H9V79z"/><path fill="#818385" d="M84 77v14h-7v-1h7z"/></svg> | |
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"path": null
} | Generate code for a svg of a black and white image of a crosshair symbol, featuring a cross at the center. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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</g>
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<g>
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<g>
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<path d="M511.979,232.625C500.953,109.511,402.941,11.09,279.376,0.023c-3.348-0.3-6.24,2.335-6.24,5.697v109.323
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<g>
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</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a red brick houses lining the quiet street. | <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="#fcfbfc" d="M0 0h96v19q-9 2-14 8l-1-7q-3-3-4 0-2 5-1 11-3 1-4 4l-8-1q-5 1-8 4l-6-1-1-4q-1-1-3 1v5q-4 4-8 1 0-9-8-12l-1-1q-3-6-2-10h-3l-1 3q-7 4-13 11l-1 1q-6 3-7 9l-2-2z"/><path fill="#ca4b3f" d="m82 27-4 5h-2v-1q-1-6 1-11 1-3 4 0z"/><path fill="#be332f" d="m29 27-2 1q0-3-2-3-3 5-9 6l2 1-4 3 3 2-1 1q-3-2-6-1v-6q6-7 13-11l1-3h3q-1 4 2 10"/><path fill="#62393d" d="M96 19v4L86 33q-2 0-1 2h-7v-3l4-5q5-6 14-8"/><path fill="#cd3832" d="M29 27v34H9v-8l2-13q3 2 3 8l7-1 1-8-7-1 1-1 1-1-3-2 4-3-2-1q6-1 9-6 2 0 2 3z"/><path fill="#ba2f26" d="m49 33-1 7-2-1v-5q2-2 3-1"/><path fill="#ba302e" d="M96 23v15H86v-5z"/><path fill="#bdb8b8" d="M9 32v9q-3 2-4 5l2 1q-2 3-2 7l-3-1 3-4q-2-3-2 0-3-4-1-7l-2-1v-2l2 2q1-6 7-9"/><path fill="#b19f93" d="M76 32h2v8h-3v-4q-1-3 1-4"/><path fill="#c14a45" d="M10 31v6q3-1 6 1l-1 1 7 1-1 8-7 1q0-6-3-8H9v-9z"/><path fill="#c5bfb9" d="M68 38v7h-5v-6q2-2 5-1"/><path fill="#744b49" d="m49 33 1 4 6 1v1q-3 0-3 3h-1q-3-1-3 1h-4l-1 6q-2-4-5-6-2-1-1-3 4 3 8-1l2 1z"/><path fill="#cec3b8" d="M16 41h5v7l-6-1h5v-4z"/><path fill="#d27d69" d="M52 42v5h-3v-4q0-2 3-1"/><path fill="#c24339" d="M30 28q8 3 8 12-1 2 1 3l-2 12h-1l-5 1h-1z"/><path fill="#b03939" d="M86 33v5h10v2l-6 1-2 19h-3V35q-1-2 1-2"/><path fill="#a28377" d="m16 41 4 2v4h-5q-1-4 1-6"/><path fill="#c43b2f" d="m68 38 2 11h-8l-3 4v-4h-3q-1 3 2 5v2h-2q-2-1-2-3-2-6-1-11 0-3 3-3v7h3v-7h4v6h5z"/><path fill="#c6a89e" d="M56 39h3v7h-3z"/><path fill="#bb302b" d="M49 43v4h3v7q-3-1-3 1l-3-1q0-4-2-5l1-6z"/><path fill="#b2513e" d="M39 43q3 2 5 6 2 1 2 5h-1q-5-3-5 3h5q5-1 10 3l-15 1q-2-3-2 0-2-3-1-6z"/><path fill="#c7c8c3" d="m59 53-1 1q-3-2-2-5h3z"/><path fill="#41292b" d="M76 31q-2 1-1 4-3 0-3 2-3 9 0 18l-1 3-12-1-1-2v-2l1-1 3-4q3 3 8 0l-2-11q-3-1-5 1h-7v-1q3-3 8-4l8 1q1-3 4-4"/><path fill="#dcd8ca" d="M62 49h8q-5 3-8 0"/><path fill="#6d2c26" d="M81 35h4v25h3v1h-4V36z"/><path fill="#6d7c34" d="M45 54v3h-5q0-6 5-3"/><path fill="#9f4743" d="M52 42q-1 5 1 11 0 2 2 3l-2 1q-2-3-5-2 0-2 3-1V42"/><path fill="#b86d5b" d="M76 52q-2 3-1 8h-4v-1l1-3 1 3q0-8 3-14z"/><path fill="#6e484d" d="M96 40v28l-8-7v-1l2-19z"/><path fill="#3d3833" d="m76 52 1 1v1l-3 6q-1-5 1-8"/><path fill="#ca4139" d="M78 35h3l3 1v25h-6v-8l1 3 1-8h-3v4h-1v-7q-3 6-3 14l-1-3q-3-9 0-18 0-2 3-2v4h3z"/><path fill="#d4cbc3" d="m78 53-1-1v-4h3l-1 8z"/><path fill="#d0958b" d="M78 41h3l-2 4q-2-3-1-4"/><path fill="#fbfafc" d="m0 41 2 1q-2 3 1 7 0-3 2 0l-3 4q2 3 1 8l3 1-1-8q0-4 2-7l-2-1q1-3 4-5v21h21l3 2 7-2 38 2 2 6h16v26H0z"/><path fill="#623136" d="m2 53 3 1 1 8-3-1q1-5-1-8"/><path fill="#654227" d="M36 55v8h-5v-7z"/><path fill="#b1a59c" d="M36 55q-1 3 1 6 0-3 2 0v1l-7 2-3-2v-6h1v7h5z"/><path fill="#624320" d="m55 60 1 2H40v-1z"/><path fill="#a1827e" d="m45 54 3 1q3-1 5 2l2-1h2l1 2 12 1v3H56l-1-2q-5-4-10-3z"/><path fill="#d1cdcc" d="M40 62h31q4-1 7 2z"/><path fill="#483232" d="M78 54v7h10l8 7v2H80l-2-6q-3-3-7-2v-2h4z"/></svg> | |
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"path": "46d19232e7c829afd0aa3d85680b04d2aabc520e2479689ec4fc9ebb73e2f1ec.png"
} | Generate code for a svg of a a close up of a yellow door with a blue background | <svg xmlns="http://www.w3.org/2000/svg" width="48" height="48"><circle fill="#66A3C6" cx="24" cy="24" r="24"/><path fill="#EACE80" d="M12 37l8-2V13l-8 2v22zm15-23v24l9-2V13l-9 1z"/><path fill="#D0A939" d="M20 13v22l7 3V14z"/><path d="M27 16l-7-1-7 2v18l7-2 7 3 8-1V15l-8 1zm7 18l-7 1-7-3-6 2V18l6-2 7 1 7-1v18z" opacity=".161"/><path fill="#947725" d="M30 21v1h1v-1h-1zm3 3v-1h-1v1h1zm-3 0h1v-1h-1v1zm1-2v1h1v-1h-1zm2-1h-1v1h1v-1zm-2 6h1v-2h-1v2zm-6.806 1.633l1.396 1.433.717-.698-1.396-1.432-.717.697zm-1.643-3.506l.421 1.956.978-.21-.42-1.956-.979.21zm-2.363-2.475l1.422 1.406.703-.711-1.422-1.406-.703.711zm-4.052.443l.521.854 1.707-1.042-.522-.854-1.706 1.042zm-1.577 3.783l.979.202.404-1.958-.979-.202-.404 1.958zm14.53 2.671l.828.56 1.12-1.657-.829-.56-1.119 1.657z"/></svg> | |
I draw images of how to draw a black and white icon featuring a bottle of shampoo and a shaver. The goal is to create a visually appealing and recognizable icon that conveys the idea of a clean, refreshing, and effective shaving tool. The key is to capture the essence of the shampoo and the shaver in a clear and concise manner. | {
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"path": null
} | Generate code for a svg of a black and white icon featuring a bottle of shampoo and a shaver. | <?xml version='1.0' encoding='iso-8859-1'?>
<!DOCTYPE svg PUBLIC '-//W3C//DTD SVG 1.1//EN' 'http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd'>
<svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 297 297" xmlns:xlink="http://www.w3.org/1999/xlink" enable-background="new 0 0 297 297">
<g>
<path d="M114.968,41.786c-0.276-6.139-1.82-11.952-4.38-17.183h10.701c5.369,0,9.722-4.353,9.722-9.722s-4.353-9.722-9.722-9.722 H91.837C85.696,1.871,78.687,0,71.247,0C47.778,0,28.568,18.569,27.526,41.786C17.468,46.344,10.451,56.47,10.451,68.212v219.066 c0,5.369,4.353,9.722,9.722,9.722h102.149c5.369,0,9.722-4.353,9.722-9.722V68.212C132.043,56.47,125.026,46.344,114.968,41.786z M71.247,19.444c11.855,0,21.751,8.525,23.893,19.765H47.354C49.497,27.969,59.392,19.444,71.247,19.444z M112.6,277.556H29.894 V68.212c0-5.271,4.288-9.559,9.559-9.559h63.586c5.271,0,9.559,4.288,9.559,9.559V277.556z"/>
<path d="m270.5,218.876c-0.253-12.619-6.232-24.394-16.041-32.082-0.447-22.666-19.025-40.967-41.795-40.967-2.95,0-5.74,1.34-7.585,3.64-1.846,2.301-2.546,5.317-1.904,8.195 1.454,6.529 0.797,11.515-2.012,15.242-5.121,6.797-16.785,8.92-20.808,9.163-1.505,0.078-2.972,0.504-4.284,1.247-12.865,7.276-20.948,20.845-21.244,35.563-10.026,7.857-16.049,19.985-16.049,32.918 0,23.05 18.753,41.804 41.804,41.804h64.164c23.05,0 41.804-18.753 41.804-41.804-0.001-12.935-6.025-25.062-16.05-32.919zm-25.755,55.278h-64.164c-12.33,0-22.36-10.03-22.36-22.36 0-7.711 4.015-14.879 10.532-18.957h27.869c5.369,0 9.722-4.353 9.722-9.722s-4.353-9.722-9.722-9.722h-21.434c1.45-4.895 4.546-9.214 8.835-12.147 6.61-0.778 23.014-3.942 32.583-16.529 2.842-3.74 5.74-9.277 6.531-16.838 7.065,3.762 11.886,11.205 11.886,19.752 0,0.929-0.064,1.879-0.196,2.903-0.505,3.921 1.416,7.757 4.856,9.703 7.02,3.97 11.38,11.433 11.38,19.476 0,0.929-0.064,1.879-0.196,2.903-0.505,3.921 1.416,7.757 4.856,9.703 7.02,3.97 11.38,11.433 11.38,19.476 0.003,12.329-10.028,22.359-22.358,22.359z"/>
</g>
</svg>
|
{
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"path": "face60d0c524f561550883c2fa130b8c10e0bef9ad7b5873731136e3bfb0d364.png"
} | Generate code for a svg of a a gray and blue computer with a white keyboard and a blue screen | <svg xmlns="http://www.w3.org/2000/svg" width="32" height="32" version="1">
<rect style="opacity:0.2" width="29" height="23" x="2" y="-28" rx="2.073" ry="2.3" transform="rotate(90)"/>
<rect style="fill:#8d8d8d" width="29" height="23" x="1" y="-28" rx="2.073" ry="2.3" transform="rotate(90)"/>
<path style="fill:#01dfd8" d="M 8,16.937501 V 4.5390621 c 0,0 0,-0.539062 0.548386,-0.539062 H 24.451614 C 25,4.0000001 25,4.5390621 25,4.5390621 V 16.937501"/>
<path style="opacity:0.2" d="m 8,17.9375 v 9.173828 C 8,27.111328 8,28 8.796875,28 H 19 l 6,-6 v -4.0625 z"/>
<path style="fill:#e4e4e4" d="M 8,16.9375 H 25 V 21 L 21.015625,23.152574 19,27 H 8.796875 C 8,27 8,26.112134 8,26.112134 Z"/>
<path style="fill:#cccccc" d="M 19,27 V 21.818182 C 19,21.818182 19,21 19.818181,21 H 25 Z"/>
<rect style="opacity:0.2" width="29" height="3" x="2" y="16" rx=".725" ry=".75"/>
<rect style="fill:#ffffff" width="29" height="3" x="2" y="15" rx=".725" ry=".75"/>
<path style="opacity:0.1;fill:#ffffff" d="M 7.3007812 1 C 6.0265809 1 5 1.9237794 5 3.0722656 L 5 4.0722656 C 5 2.9237794 6.0265809 2 7.3007812 2 L 25.699219 2 C 26.973419 2 28 2.9237794 28 4.0722656 L 28 3.0722656 C 28 1.9237794 26.973419 1 25.699219 1 L 7.3007812 1 z"/>
<path style="opacity:0.2;fill:#ffffff" d="M 8.5488281 4 C 8.0004421 4 8 4.5390625 8 4.5390625 L 8 5.5390625 C 8 5.5390625 8.0004421 5 8.5488281 5 L 24.451172 5 C 24.999558 5 25 5.5390625 25 5.5390625 L 25 4.5390625 C 25 4.5390625 24.999558 4 24.451172 4 L 8.5488281 4 z"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red-roofed house standing on a hill. | <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="#f0aa99" d="M0 0h96v13l-2 16-1-1-2 3-5-5h-3q-9-3-13-7l-2 1 3 6q-7-2-8-8l-8-9-4-8q-3 0-3 3L35 3l-6 5q-1-3-2 0 0 8-8 6-3 1-3 5l-3 1v-3q-9 2-10-6-1-2-3-2z"/><path fill="#edae9d" d="M96 13v24q-8 2-5 10l-2 3-1 7 4 7q-18-9-36-10l1-1 8 1v-5l3-1-5-4h3l-1-4 2-3-6-9-10-5-4-6-5-5q-7 0-12 3l-9 7-5 20-1-2-8 4-1-2V26l-2-4-4-8V9q2 0 3 2 1 8 10 6v3l3-1q0-4 3-5 8 2 8-6 1-3 2 0l6-5 13 1q0-3 3-3l4 8 8 9q1 6 8 8l-3-6 2-1q4 4 13 7h3l5 5 2-3 1 1z"/><path fill="#edb1a0" d="m63 44-5-5h-3l-8-2-11 11h4v2q-4 0 0 2l-2 2 2 1-4 2q-12 2-23 7L0 61v-1h3Q2 40 4 22l2 4v16l1 2 8-4 1 2 5-20 9-7q5-3 12-3l5 5 4 6 10 5 6 9-2 3 1 4z"/><path fill="#d34147" d="M55 39q-4-1-6 1l-4 2-5 6h-4l11-11z"/><path fill="#ec2d32" d="M55 39h3l5 5 5 4-3 1-11-2-4-5-1-2q2-2 6-1"/><path fill="#e3b6a1" d="m0 14 4 8Q2 40 3 60H0z"/><path fill="#b57978" d="m49 40 1 2-1 1 4 8-3 1v-6h-4l-1-4z"/><path fill="#e4b7a2" d="M96 37v29h-1l-3-2-4-7 1-7 2-3q-3-8 5-10"/><path fill="#b7333d" d="m54 47 11 2v1l-8-1q-2 1-1 4z"/><path fill="#f73c43" d="M65 50v4l-8-1h-1q-1-3 1-4z"/><path fill="#783043" d="M40 50v2q-4-2 0-2"/><path fill="#f5d3b4" d="m45 42 1 4v7l4-1 3-1-4-8 1-1 4 5 2 6h1l-1 1q-3-1-5 1H40l-2-1 2-2v-4z"/><path fill="#80112a" d="M46 46h4v6l-4 1z"/><path fill="#f73a35" d="m36 57 15 4v5l-12 3-33-2 7-3q11-5 23-7"/><path fill="#ee4540" d="M40 55h11l4 2 9 2q-8 1-13 7v-5l-15-4z"/><path fill="#c44446" d="M56 54a100 100 0 0139 12l-9-3q-3 0 0 1l-11 4q-5 4 1 7-3 1-1 4l-13 4-2 2-8 2q-4-3-6 2v2l-6 2H21l-4-1q2-4 6-4 2 0 2 3l2-2 4 1 12-3 4-4 2 2 2-6-9-5 5-3q-5-2-8 1H9q-7 0-9-4v-7l13 3-7 3 33 2 12-3q5-6 13-7l-9-2-4-2q2-2 5-1"/><path fill="#c8464b" d="M95 66v30H30q4-3 10-3l6-2v-2q2-5 6-2l8-2 2-2 13-4q-2-3 1-4-6-3-1-7l11-4q-3-1 0-1z"/><path fill="#c24348" d="M0 68q2 4 9 4h30q3-3 8-1l-5 3 9 5-2 6-2-2-4 4-12 3-4-1-2 2q0-3-2-3-4 0-6 4l4 1h19q-6 0-10 3H0z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing an anatomical heart:My primary focus is on capturing the intricate and detailed anatomical features of the heart. I aim to create a visually stunning and informative image that accurately represents the structure and function of the heart. I'll consider the precise curves, the subtle variations in shape, and the overall proportions to convey the heart's dynamic and complex nature. I'll strive for a high level of detail and realism, ensuring the image is both visually appealing and informative. | {
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"path": "emoji_u1fac0.png"
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"path": null
} | Generate code for a svg of a speech bubble icon depicted in black and white, featuring three lines within the bubble. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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<g>
<path d="M115,363.836v80.1c0,7.4,9,11.1,14.2,5.9l77.3-77.3h114c92.8,0,168.1-75.3,168.1-168.1s-75.2-168.1-168.1-168.1H168.1
c-92.9,0-168.1,75.3-168.1,168.1C0,278.736,48.2,341.636,115,363.836z M138.6,145.736c0-8.4,6.8-15.1,15.1-15.1h188.8
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</g>
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</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a silver snowman standing on the front porch. | <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="#fdfefe" d="M0 0h96v84l-3 2-1-1V75l-4 6-2-6-1 5q-4-2-4-5h-4q-4-1-7 1l5 1-4 1q-2 6-1 13-2-7-1-13l-3-1 3-1q-4-2-7-1 3-5 3-11l-1-6-3-4q2-9-2-16 6-6-1-1-7-6-2-13-3-10-12-7-4 5-4 11-4 2-7 6 0 2 3 2v17q-9 9-2 21-5 2 1 3l-3 1-1 11V75h-5l-1 14V74H14l-1 10-1-2 1-7H8l-1 8q-2-3-1-6H3L2 89 0 75z"/><path fill="#dde0e3" d="M62 75q3-1 7 1l-3 1H35q-6-1-1-3-7-12 2-21V36l6-3q0-6 4-7-3-2-1-4h5v4l-5 2 8 2q-4 1-6 4 1 2-1 2 5 2 0 3v4q2-1 3 1l-3 3 2 3q-3 2-2 5l8 1-15 1v16l2 2q11 3 21 0"/><path fill="#f2f4f5" d="M62 75q-10 3-21 0l-2-2V57l15-1-8-1q-1-3 2-5l-2-3 3-3q-1-2-3-1v-4q5-1 0-3 2 0 1-2 2-3 6-4l-8-2 5-2v-4h-5q-2 2 1 4-4 1-4 7l-6 3q-3 0-3-2 3-4 7-6 0-6 4-11 9-3 12 7-5 7 2 13 7-5 1 1 4 7 2 16l3 4 1 6q0 6-3 11"/><path fill="#666867" d="M47 63q2 0 1 2z"/><path fill="#f3f4f4" d="M35 77h31l3 1q-1 6 1 13-1-7 1-13l4-1-5-1q3-2 7-1-2 8 4 14l-1-4h1l9 6 6-5v10H0V75l2 14 1-12h3q-1 3 1 6l1-8h5l-1 7 1 2 1-10h11v15l1-14h5v14l1-11z"/><path fill="#d8dcde" d="M77 75h4q0 3 4 5l1-5 2 6 4-6v10l1 1 3-2v2l-6 5-9-6h-1l1 4q-6-6-4-14"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a golden snow globe capturing a winter scene. | <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="#fbf9f0" d="M0 0h96v96H0z"/><path fill="#fbf8ed" d="m71 65-9 4q-15 3-29 0l-7-3q-15-24 6-42 6-2 10-7 9-1 19 3-2 2 1 3-3 2 0 3 5-7 8 1 13 18 1 38"/><path fill="#f5c66b" d="M50 18q8 2 0 6l-6 1v-6z"/><path fill="#f2c470" d="M60 28q6-1 4 5-8 1-4-5"/><path fill="#d2c7af" d="M54 52h-3l-2-6v3h-2l3-11q0 6 4 14"/><path fill="#f5ca76" d="M54 52q2 3 6 2l2 2 2 1 7 3-6 1q-17-4-32 0l-4-1q3-10 12-3l6-3 2-5v-3l2 6z"/><path fill="#cdc7b2" d="m64 57-2-1V45l4 7q-1 3-2 1z"/><path fill="#c8905e" d="m23 65 1 3-3 7h-1q0-6 3-10"/><path fill="#7e4f49" d="m73 65 2 6q-6 6-7-1l4-3z"/><path fill="#f4c65f" d="M24 68q20 8 43 3-1 2 1 3l-2 1-22 4 7 1-1 2q-15 1-27-5l-2-2z"/><path fill="#c7914c" d="m23 65 3 1 7 3q14 3 29 0l9-4h2l-1 2-4 3q1 7 7 1l1 4-6 4-4-2a76 76 0 01-27 1l27-3 2-1q-2-1-1-3-23 5-43-3z"/><path fill="#6d4c4e" d="m20 75 2 2q12 6 27 5l20-3 6-4-4 5q-11 4-22 4l-20-2q-8-1-10-7"/><path fill="#e5b65e" d="m70 79-20 3 1-2-7-1 22-2z"/></svg> | |
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| |
Okay, here's a concise summary of my thoughts on drawing a face with a medical mask:My primary focus is on creating a visually appealing and detailed representation of a face, drawing it with a medical mask. I aim to capture the subtle nuances of the face's anatomy and the subtle details that contribute to its overall appearance. The mask acts as a visual guide, providing a clear and accurate representation of the face's contours, proportions, and overall shape. I aim to achieve a realistic and detailed look, emphasizing the subtle differences between the normal and the mask's appearance. | {
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<g id="face-with-medical-mask_1_">
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",
"path": "15618676a7c79d87ed29026d3a547bc908eba16b8f91686d9ee59a37d04ca050.png"
} | Generate code for a svg of a a black and white image of a radioactive symbol in a circle | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
class="ionicon"
viewBox="0 0 512 512"
version="1.1"
id="svg841"
sodipodi:docname="nuclear-sharp.svg"
inkscape:version="1.0.2 (e86c8708, 2021-01-15)">
<metadata
id="metadata847">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
</cc:Work>
</rdf:RDF>
</metadata>
<defs
id="defs845" />
<sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="776"
inkscape:window-height="480"
id="namedview843"
showgrid="false"
inkscape:zoom="0.18717497"
inkscape:cx="77.426192"
inkscape:cy="270.49761"
inkscape:window-x="263"
inkscape:window-y="1165"
inkscape:window-maximized="0"
inkscape:current-layer="svg841"
inkscape:document-rotation="0" />
<title
id="title833">Nuclear</title>
<path
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} | Generate code for a svg of a the feel of wind on your face on a snowy day. | <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="#fcfbfb" d="M0 0h96v96H0V49q9 1 18 7h7l-6-1 5-2q-13-2-24-6V34q3-1 7 1l-6-4q5-2 9 1v-2q-6-3-10-1v-2q7-3 14 2l8 2h2l-7 1h9v-2q-2-3-5-3l1-1-19-6H1q7 2 14 7L5 25l-5 1z"/><path fill="#999b9e" d="M36 28q-6 0-11-3z"/><path fill="#b3b5b9" d="M26 30q-3-1-4 1l-8-2q-7-5-14-2v-1l5-1 10 2q-7-5-14-7h2l18 7q3 0 5 3"/><path fill="#a7a7a7" d="m36 28 7 1-5 2z"/><path fill="#6b6d74" d="M22 31q1-2 4-1v2h-9l7-1z"/><path fill="#c1c2c3" d="M7 35q-4-2-7-1v-5q4-2 10 1v2q-4-3-9-1z"/><path fill="#b5b5b6" d="M30 33q8-3 11 6-5-7-11-6"/><path fill="#a7a8a9" d="M7 35q6-1 14 2L9 36z"/><path fill="#a7a9ab" d="m6 39 11 1 6 2-3 1q-6-4-14-4"/><path fill="#313236" d="M32 41q3-2 8 1l-2 1z"/><path fill="#404245" d="M32 45q1-3 4 0z"/><path fill="#7a7c7e" d="M16 58q-8-4-14-5 8-1 14 5"/><path fill="#b2b3b5" d="M0 47q11 4 24 6l-5 2 6 1h-7q-9-6-18-7z"/><path fill="#a3a5a7" d="M14 62q-4-1-1 2l-8-3 4-1-7-2q6-2 12 4"/><path fill="#858689" d="m16 58 7 2q-7 2-2 6l-7-4 6-2z"/><path fill="#e0e0e1" d="m14 62 7 4 10 3h-7q-5 0-5 3-8-5-16-2-3-1 0-2l11-3-1-1q-3-3 1-2"/><path fill="#bfbfc0" d="M60 70h12q4 4 10 5-6 2-9-3-18-1-35 3l-13 5q11-8 23-8z"/><path fill="#aeaeaf" d="m3 80 5-1q3-1 6 1z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a black and white representation of the Star Wars Jedi Order logo, featuring a sword encased within a star. | <svg width="32px" height="32px" viewBox="0 0 32 32" xmlns="http://www.w3.org/2000/svg"><path d="M 15.486328 3 C 15.486328 3 15.173922 14.949516 15.044922 19.853516 L 13.292969 17.292969 L 14.419922 20.388672 L 10.927734 20.896484 L 14.419922 21.404297 L 13.070312 24.048828 L 14.994141 22.029297 C 14.894141 25.867297 14.871094 26.810547 14.871094 26.810547 C 14.871094 26.810547 6.2579219 22.810656 11.044922 13.972656 C 11.044922 13.972656 5.0754219 7.3820312 10.482422 3.3320312 C 10.482422 3.3320312 1.2494219 8.9074688 7.1074219 18.480469 C 7.1074219 18.480469 2.263875 13.74975 4.796875 8.96875 C 4.796875 8.96875 0.4068125 15.160656 5.7578125 21.972656 C 5.7578125 21.972656 4.2959531 21.075672 3.0019531 17.638672 C 3.0019531 17.638672 3.9437187 27.865047 15.386719 27.998047 L 15.615234 27.998047 C 27.051234 27.866047 28 17.640625 28 17.640625 C 26.683 21.071625 25.216797 21.974609 25.216797 21.974609 C 30.566797 15.162609 26.175781 8.9707031 26.175781 8.9707031 C 28.708781 13.757703 23.865234 18.482422 23.865234 18.482422 C 29.723234 8.9144219 20.490234 3.3359375 20.490234 3.3359375 C 25.896234 7.3919375 19.927734 13.974609 19.927734 13.974609 C 24.714734 22.811609 16.101562 26.8125 16.101562 26.8125 C 16.101562 26.8125 16.079516 25.86925 15.978516 22.03125 C 16.218516 22.28225 17.902344 24.050781 17.902344 24.050781 L 16.552734 21.40625 L 20.046875 20.898438 L 16.552734 20.390625 L 17.679688 17.294922 L 15.927734 19.855469 C 15.803734 14.961469 15.492328 3.1 15.486328 3 z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a white dove fluttering in the breeze. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v96H0z"/><path fill="#d9d8d9" d="M56 34h4q0 6-5 10l-7-6v-1q1 3 4 2z"/><path fill="#d4aeae" d="M53 49q4-1 1 3-2-1-1-3"/></svg> | |
{
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} | Generate code for a svg of a detailed illustration of a beer glass, filled to the brim, against a yellow and white background. | <?xml version="1.0" encoding="iso-8859-1"?>
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| |
{
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"path": "4a5677ded329c11ce6563781a29982810412525194572b080a25d9a28575ec61.png"
} | Generate code for a svg of a a close up of a blue square with a white square in the middle | <svg width="7px" height="7px" viewBox="0 0 7 7" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>crossing-m</title>
<desc>Created with Sketch.</desc>
<defs>
<path d="M0.411764706,0 C0.183647059,0 0,0.183647059 0,0.411764706 L0,6.58823529 C0,6.81635294 0.183647059,7 0.411764706,7 L6.58823529,7 C6.81635294,7 7,6.81635294 7,6.58823529 L7,0.411764706 C7,0.183647059 6.81635294,0 6.58823529,0 L0.411764706,0 Z M0.823529412,0.823529412 L6.17647059,0.823529412 L6.17647059,6.17647059 L0.823529412,6.17647059 L0.823529412,0.823529412 Z" id="path-1"></path>
</defs>
<g id="POI-Clear" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="rect11284">
<use fill="#3C3E38" xlink:href="#path-1"></use>
<use fill="#21659A" xlink:href="#path-1"></use>
</g>
</g>
</svg> | |
{
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"path": "893ece014cbebe8334039c43b5fdaca32d5649a325fa06c393923c08bdf85b0b.png"
} | Generate code for a svg of a a close up of a drawing of a half circle with a line going through it | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
version="1.0"
width="300mm"
height="600mm"
viewBox="0 0 300 600"
id="svg10"
sodipodi:docname="egg.svg"
inkscape:version="1.0.1 (3bc2e813f5, 2020-09-07, custom)">
<path
style="fill:none;stroke:#ff0000;stroke-width:0.75px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1"
d="M 0,0 C 145.68542,2.7585625 255.49589,246.15792 227.13532,410.79477 211.89113,499.28932 141.02717,599.13458 0,600 Z"
id="path839"
sodipodi:nodetypes="cscc" />
</svg> | |
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6hAP/SzA2UAgXVHeNIdUlFfvCvaS/F4laM59/FYClljEC3JSmE2h9wVUwNlAoO866MrWgWn5mHPZcLqjuDkOqC1MNE2J6LwJgwlc9obysPBhKUX1AOnohranqpPQ87x4IfmEapHjB0fn8U0IqKdVWrFgxUHbdV0PUvMt5W9lA0Q2GVBfUcc6AfeftWYBcotlWo5R3/6Xkum8sl8uzQygvlQqFQh7AX9hG6f+m8Wwl8e0dZ20+fjIp53IjxXzhk1vuf2BMFd+B4lnWOQR66tS7a+oEQ6orckIXgx0AL4fiq5hsbSjl81dwXcWBOb5/Nqx/b9VJRcPEniSDhnkMcJrrunPCqCctisXioqLrvrWcc3+l4twl0HfD/N75CRaPb99uOaWbHodHdXQnF8QkChwCyNsVeHs57/6fKq4daE9++Z716x8IYv60OB7IjkLOso4TtG2PxRLC9/WdHQw71FF9LYCbg64n4ZxiLvciRzJnatt/LYC5GuDpZOpLIL8r+hHvpLrzSNATKvB0CD49mR3YUM7nbyvnCq8/nl8mAABjrnsCgGXWcb5kUrfJ6nA+XwDw6k7GsuPsMeVl5cFizn1/Ke/eK+L8RKGnApgb+IUcfTjwOfsETzLtQinv3gzgTT241EYIbtGWc3VtrPa7Hlwvlkr5wvcA7eQR67a2IOd53pbAi4pIMV/4rED/ptPxDvSp9zYavw+ypqQol8uzMdF+FcQ/TSGvgOFQww75Wb89tHZ01LabOgHgnVRXVJ3P9+hSR0HxDsn4/1fK539edN0z+20le6lUGgL05R0OX5hJUYfV4ODgIR2sE3sCHzA/Nk26QqHw7FLO/YJOtu5T0a8r5ESEH1AAcCsDqnMMqS7UmrVfQPCZHl5SADlOFNfumvfIxnLevbaYKx6HPrgj1sn2WejmF4rqO1asWDEQXEXRmZPNnifA/O5mkdP7oau0VCodXs7n313Ku3c5vv4KgrcCWNzDEjZKK/uOHl4vdXrxLSLVHtqy5ceHLF7kAPKn6Omfp8wC8AwRPeuQRYtPOfTgxQsOW7Cg/sDDD6dmwerjZA5ZtPgGCBZ1PINg0c4dO+55aOvWRD8uHRkZmdWamLwZQLeH6s2H+nc9tGVL6jY5Ph7IZocKJx588OJPwNcrMfVIr5vuvE79RtvOCdX1VS+Ca6dG6r+B94hTyufPB+SjiPbPtA3gh6JyHWZlbqtUKuMR1hKYYj5/gkC+1/1MsrraqD+z+3miU3Ld06G4PqDpflpteNbF6LF1dD7/FB84E5CVAI6Mthq9S1oDr6isr4xFW0fyMaS6I+Vc4URf9GIB4rb1yRYIvi6qX0z6QtaS694KxauCmEsEL6p43u1BzBWFYt79TYB/11TbznBtrHZvQPP1XLlcPkgn2idB/JXTu7/E6XfaBATXt1QvbDQaph3U6TFx+h+aKMVc8aUi/mUAkrAA925V3OjMyl5bqVRsu2dHLJ/PH5WFNAAE8j5JoN+rNBqvDGKuXivkCn/uiP4oyDlF8YlK0zs/yDl7oZTLrYDjnAvVUwCJexPRDgiubgMf9zzvvqiLSRqGlFExV3ypOP6lnWyPEgPjAv0x1LlxsFn/9u1AK+qCDqSUL3wI0IsDnFId6EgS269LOfdfIdYtoQ5o0+LDDh1avXr1ZMDzBm754OCylpN9swjOAVCKuh4rBbY7gs/uarX+cWxs7MGo60kKhtQMTXXR+R8TwQujriUgG0SwSluZq6tj1UrUxeyDU8q7VQBuoLMKrqp63nmBzhmy0lDpj+C070QIP7Oi8vpKs/6NoOcNwhPXNOHlgKRgYbs+IiKfawGfSNPavbAwpA6gmCseJ+JfDOBFUdcSHlkNxVVzds67ec3mNYHvotGpUj7/CkB+EMLU474j+Xq9vimEuUNRzrvXKnBmGHOr4ke1phf0HVpXyrncCBxnpaqeDchhUdcTkm0i+LzvOB+v1Wpboy4mrhhS+1AYKrzAcfRiAMeHfKmHAP0kgF8DchqAkwBEtQHoNoV8XbR9XbXZvCOiGh5VyrvfBPDaMOZWxYW1pndRGHMHzXXdIzMKD0BY65r8jPpHT52XFJ1yubzEb7VOFeAsKJ4WXSV6l4hc66uuFeB8QI4L+Xr3Q+Xy+eM7P3fnpk3bw71W8jCk9lB23edC9YLp1egh2vstf7FYXCQtfSMEpwH6/HBr2K91IvhKW+S6er1u3m27W9O/mJsIqGFiLzaPt1v5sbGxnSHNH5hSvnAJoBeEexX5WLVR/4dwr7FXTjFXfLE4/rlQvBpAVEdabIXga+o7q2rN2hM2JJ5+mnIJgD8LtwS9X1X+aVdr4gqe3P0YhtS04lDxmeL4FwH4y5AvtQ2Qz4y3Jz91oJenhULhWEf1LKieGuEjj7ZA/8UHrpu7YMH31qxZM9GLi5Zd93xVXBrqRVTOrTbrsT7GY+nSpfPmDgw0Ovj/vwu2O/KNiw87NN+rBopCoTCcUT1TFacBOKoX19wLH9CfKnCdL/Itz/N27e/DxXz+LwW4CJCw19pthMrHZVbmqrSsdexG34fU0a77xz5wERSvRIh/HgpsF8HnMhOzLl+3Yd39lrEjIyOzdj7yyCsFzpnT+9dFtVPIZlF82feda0Pe6NYp5d17ARQNYxT2/3+/rza8ERiPYe+louu+TRSmPSJV8R8C3D29BZBl5Gurjca3bWNmbnh4eGF716436NRxK5Gdr6RAHYobNCPXd/CUQMqu+ypfcWH4ayN1TEU+Nnf+/Gt79eUwjvo2pMq53FNV5AOAnIpw9zAMdEFfPp8/KqPyBnFwdrTP7afWXmVbs66xhu6BlAuFl6mvPzQO+4oAz1DgGMsghZ5YazS+b7xWrzjlvLvG+t8kKq9qZ9B0fP2t8Xr/Um14gT9JiMmapl0Q3Ca+rKo06z/A1O4s3ZByrnCiil4E4BkB1Lc/TVV8ypmVvbIf76z6LqRc1z0mo/pBQE5BuHckExBcn2m1Ll43NrY+jAs89sOPN6H7vdw6NQ7Bd8WXVYPN+r/cHsDaq2I+f4tATraMEcHxPvBU610HgJ9VG96LjWN6ouS6J0FhvbNZV214TwHgl/KF/wV0hWGs7ztSDOId5PDQ0NJJyawU0bcAUu52vs7JalVdNas9eVNIh4g65VzhBIh+VIGnhzD/4zWgculQs37t7QlY4xiUvgkp13XdDHA+VM8Kea3FJKBfzahe2KtuKdd152R9eaWKf27EW8OsF8FNaLe/VBkdrXYywfKlyw9rD0yMwdbJtq7a8I5ZunTp3E7e36jvPLs2WvsfW6XhK+XzPzd3lgneWvW8LwJAyXXPg+JK03DBxRXP+4jpmtOm1zS9TB1dCdXXRLWmSYAHVfANB/jCvZ5nvZvslFPOFV6nopcAWB7mhRSoi8onqs36Nej+jjD2Uh9ShUIh76h+sFfhJL5/Uae/oINQKpWGdLJ9iky9j3CjqqPTtVfFnPt+EXzCeK2/rzbq/wQApXz+YkA+ZBoN+XKlUX+z7Zrhmm7kMQWnAA/O27Uzt7uNeWTJyIJd87ZvgO0ue+NQw8vdbvim/tiaJpwFYIml5gC1Af2ZqHPVoiWHfCfCHTSmw8q/tAd3kL/HVFh9GSkOq9SGVKlUGkK7/V4ozkN460sAwIfgm9pyLojZRp1Trb3SPg2Q1wGYF1EdDwN6q2rmxlqz9m/Yf5OClHLuWgiONsw/gWxmqFqt/gGYOj8IrXYDts62Sc045Vqt1jSMCVXJdb8GxRssY/Z2F1TK56+C8bh48eXVldH6d/f3Gdd1F2d8eQNEz0OE+1cKcI+vuH66CSI2i7NXrFgxsGXzg2+C6EdgawDqxBpRuWh615DYNgF1KnUhVSqVDpd2+92qeCfCXRTrQ/BNX+RD9Xp9bYjX6dpjv1AiX3u1VgRf9R3n2r0FQjGXe4mI8xPjnF+tNrw3PWGefOFqgZ5tm0YvrzYa7zNeOxSFQiHv+H7FeOc/3ha4e25gWhwqPksc/78t19/PJryP/+JzMoC5lnkDZPniE6mRkZFZu7btOAOiHwawLNSLCX4nvnw0bWGVmpAql8tL0Gq9RxXvQLg/PCrQ74vIh3r4vDswcXs0M3vhvFt3t9eWcu5XIXijbSp9SbXR+Onj/0mhUBh2fL0btq7NhzXj5OKwPU0x735KgHfZRunV1UZjr3dMpbz7a9g60HzNOIXdXySKxeJyx/dPUcXpiO4Rsg/If0Fx4/zxHV9O2s4MjwurjwBYGua1BPg/qHys0qzfEuZ1eiXxIVUul5fo5OT7APlrhPtISwHc6jvykXq9fmeI1+mJ3Rt3quiZAF6G6NZe/UEhN2Uc3Or7+iOYHs1qpdpoLMdevjWW8u4PALzCUogK3lXzvP9nGRO0YrG4SNp+E8BBhmEq6j+t0mzu9ZTdTtZaAXq5ivxept7lPh/R/a5oiOCGjOr1axuNekQ1BGZqcfbsvwb0fQj9S6LcAfgf3vNLXNIkNqQGBwcPmZPNvkMV74LtB7oD+hP1M+fXRmv/G+51ovFouzBwtvF9UKRU8YFa07tsb/+uw0eHjaGGV749wvbeUr7wXkAvNw77QbXhnbCvf1ksFheh7a8XYH6X5fXKo8saAlrTFDvHHnHE/Edmz32LCM4HcES4V0t2WCUupFzXXZwF3qWKv0PY4aT4oePgI/d63q9CvU58SGGocJwjehZET475YXITviO5/b0sL+fd31rXrojgxwpEd3yC4ngYv2Gr+i+tNZv/tr/PlPPuNQqc1U1poRP8jwLX+cBX+uUIi3K5fJA/0fo7EbwLwOJwr6Y/EeDDlUbjv8K9TrASE1IjS0YW7Jy7/W9E8H4AB4d7NbkD8D9UbTR+Fu514mtwcHDuHGfgxBisvdo7wS1Vz9tv91s5V1ipojf2qqSI3FlteH+MA7woL+fzf6qQ/+xRTRYPQXCLqF5ZaTR+E3UxURkeHl44uXP8r0XwAfQgrHzHuaBer5saaqISr188e9Hb22L8p6r/4QN9K+03j3txfgaAfNT1AICv8rJ6s/7j/X1mqg34gSoEQ72qq9dEZWWlWb9pJp8t5t3fhL/f3Iz4gP50z8YZ4muMvYltSJXL5dk60T4dU3tjHRny5X4pKpdWmvXbQr5O0sWiBVmBeq3hlQH4B/psZ4uDE2P9nAXzizP9JV/KFf4Wop8Ju6j92O8SBHrM8qXLD/NnTbxXFX+LkBvCBPp9TD0GjOWdbOxCqpetmgDuFJVL0tKq2UtRLuYUwQcrnvfxmXzWdd3FGdXRmL9f64zi/dWm948z/fh05+AG9HZhd2LWNMVRr5fWtB3nH+r1+v+FeB2z2ITU9ArtM3uy6A16l6hzcdoWvUWlt0d9ayvr+/m1o6MbZjqi5LqfxtQPeWoosH2i3cod6EyyPZVc9wZMneEUss62xaK96+dNCiIPqcdtH/JhAKWQL3c3VC6rTj3DP+CjIrLp0Qaj36o2vNdZBriu62ZU741qw9NQCD5d9by/sw6bPmX252GUBGCDCFZpK3N1daxaCekafa0ft3uLMqSmNmKEfizstTkC3KMqH0/7RoxxEtpRDYJXVD3vX63DOjn+I8ba4reHO93IuJR37wIwElAtgR/VQgfWTxtnRxFSTjlXOEWhHw594ajiXoFcXGnWvwKGU1Sk7LovVOAsVbyuywWlXrXhldDBXXDZdZ+rikStD9mnGbTf708x575TBF3urCGrBf51E6o3N5vNh7qbizpVHCwejUz7wzJ1Pl6oh7cq5Opse/LSsM7H25dehpSUc4UTeThY/yqXywfpRPskiL+yk7VXonJapVlf1en1S3n3ZgBvOuAH423cd+Tp3bwvGBwcnDs7k70b9n34tkDwdVH9YqXR+HWn16fgHZ3PP8UHzu/VYa7Zdvsiy3vhbvQipKSYz79GRC7swXHnTahcsnjJIddHeJ4MzYDrusdkgDOhWAngqAN9XgW31Tzv1eii0WX6QMUfIsKjJbqjLYisrHreV7udqZTPvwKQb+PA7zXagPyrwr9u7oIFty3+318AACAASURBVHFNU7wVB4tPk4x/IYDXINzf7zsA+YIMZC6rVCqbQ7xOqP8RUs4VTtSpdU6WHZg7sV6gH5+9YMGX+EOULMcD2Wau+HIR/ywAJwCY9cRPaEvhXHXwYYf8XRBfPEaWjCzYNX/7x1RxdoL2spvaMsh33l1r1n4R1JTT+xteCyC3l3+9TgXXDbTbN/bqGzMFp5zPP8MXuUgUJyLU3/P6iKh8Ntue/Kd71q9/IIwrhFJ8KZ9/BUQuguJZYcz/OPep4hO+gy96nrcr5GtRyMrl8hKdaJ8E6AqIOoCzLgv/m2Hsfj21Z5p/rDh+CYrLEd2xJQem/nHVZvOOMKZesWLFwJYHHngtgD+BjyPEQQOq/5q0/d1o76bPE7sIxhMBOvAwoJ9ui3wq6H0XAw2p6fbWjwI4Psh5n0zvV5V/2tWauGLDhg07wr0WpZyU8u4jiO7k4gMLMaSoP5Rd97lQvUAhJ4Z8qW0i+HwL+ERQYRVISJVyuedDnIsBvDiI+fZFgAchuALZ7KcqlcrDYV6L+sP0cfOxOXZ8bxR6aq3RuDnqOij5Svn88wDnYkBfEuZ1dv+u9h3nn7s9SLSrkCrn838K4INJTGciACgUCs92fI31USwCvaDSaFwadR2UHtNPvS4G8KKQL/WACD6bmT37k2vXrt3WyQQdhVShUHi6o3oBFK/vZPzM6SMi8rkJ37+MazEoDOVc4fUq+vWo69gvwVVVzzsv6jIofYq54ksd+B9TwbNDvtRmVXxywm99ZmxsbKdloGnxV3Gw+LSS637d8fU3YQaUAtsh+IzvOOWK532AAUVhUYnH0SP75SegRkqkWrP2k0rTe46q8+eAhnlkxxIRfGJ2JusVc+77Xded8f6DM7qTKudyI+o4H4Hi5JmO6dAOCK5uAx/3PO++EK9DBAAo5fNXAPL2qOs4gLXVhndM1EVQ+hVzxZeK+Jch7LWEilEFPunMyl5ZqVTG9/fR/QZOOZd76uPCKcwtN3ZB8MX21DsnhhP1TNF1vyuKV8708wq9CZA/6vHhgTurDW8+uGM/9YZTzhVO1qnjkp4a5oUUqEPw0Zznrbp9H7sD7TWkhvP5QkvkA1CcjR5ssZFptS7u9X5QRABQct07LTuhqDp/XmvWfjL9jfOjAJ4bYnmP8h05sl6vx7oLkVJnahNw0Y8CGA75Wh5UPr63reyeEFK93lk3o3rhumazFuJ1iParlHe3wnBMt7ad5Y8/uqCYKx7nSPv9YXe4+o48p16v/3eY1yDah0hPrNgdUlLMuR8WwQfxpG1pgqQtgazKQD8axi4CRBa5XO7gAXEshwZqWzBvb7ubTK8VvAAhrewXlTdWmvV4dyFSqq1YsWJg6/0Pnq7QfwBCb+b5JdqZldWxakWAnrw8biv0K2hnLo76AC2i3Y523T/2Fb8xDNlYbXhL9/eBUi63YjqsTkKgTUbyvmqjfnlw8xF1ZmRkZNbO7dvPFtUPAjIY4qU2Ipt5jlPMFV8aYkD5AL7aFvxRrdFYyYCiOPHtR1U0DvSBarO5utrwXgs/c6wANyOgc8zUXitRKNasWTNR87wvyMBAGSrvALAxpEsdpe325xyBH0ZAqUC+CT/z9GrDe5PnefeEcA2irqh9/ZE30w9WR6t3VRreqdp2niLAtQC62sFdwn+8QmRSqVTGq836FePtVkmg7wHwh6CvIYoTHQiOC3BOheC7juBPKo36ydXR6l0Bzk0UKMd4dyJy4DupPdXGavdWGt7ZviNHK+RzADrcrd9nSFEsjY2N7aw0Gp+av2tnURUfAPT+AKcXB4bOpgP4gfrOs6ue9+p7Pe+3Ac1JFBrrbhP+DB737Uu9Xm/UGvW3t6BFQD6pwHbbDMKQoli7c9Om7bWmd1l2zpwiIB8CEMhOQQ6A0W4mEMGPBfq8asM7oTZaC3NbDaKgmX7xi6rX7QUbjcbGaqP+Xslmiph6ZztTC49ZtuzQbq9PFLa1a9duqzbql2jGKYjgIgBd7YLuQPC9Dsfe7vvywornvYwHpFFCWUOq4zupPVWr1T8AMO2u0spmeTdFiVGr1bZWPO/C8XarCMilgD5inUOB7Y5MZi+H6bZM7gD0JdWG96L6aP3n1osSxcHw8PBCAKY7k3nj44GF1DTTfMrmCUqgsbGxB6uN+gWZydkFQC+3POoWyGVOZX1lTFROB7Df7dMV+JUIXl5t1I+rNho/7bpyogi1drSMv/D1/js3bTK+Rzogz/JhEXEDvj5Rz6zbsO7+aqPxPnWkpMA/4wCZA8Wt1Ub9UgcAKs36bQI9DsBP8cRNLBWQOxR6Yq3hPbfieT8M7b+AqIfUsYaULVBmQpR3UtR/6vX6plrDe3fWb5cBvQJPfmd1HxTvrza91wJoP7o/X6XR+DWAlxSLxZyjeoz6fkYzmTW1Wq3Zy/8Aol5wANeypbjACfpRH3wHDbEUoQwpSo+1o6MbALzDdd33ZXx/BRxniag2Zy9YcNeaNWsmdn/uSZvITocSg4lSzXpXoqHcSWnDuHMSQ4pSZ3ovzDv29e/DPCOKKL6s73eMj+ZmwrEHnxt0DURxx5CiviTGLZGs749mYvvkpHXOg4vF4qKg6yCKM4YU9SXrbhPtbPCP+zZs2LADwGbToAnkgq6DKM4YUtR3BgcH5wI43DJGRAK/k5piXCDs8L0U9ReGFPWd7NTODZaOhS21Wq2rrV32xdqQIaJuGHUQxRVDivpONgadfbvZW9u5Gzr1F4YU9R3rAYJhNE08yjq3cDd06i8MKeo75sMOnfBCqoMAdMOogyiuGFLUdxxjZ1+Qu5/vydw1yF0nqM8wpKjvqPEAQT/Ed1KZTMY69+HHHnHE/DBqIYojhhT1IVuHXJh3UpVK5WEAWyxjHp47dyikcohihyFFfWVkZGQWgKMsYwbabS+caqZYuwczfC9FfYQhRX1l/OGHh2D4e6/A9nvWr38gxJI6aZ7geynqGwwp6ivqOLamiRDfRz3K2D1o7k4kSjCGFPUV6xopGI9474T1nZcIH/dR/2BIUV9xjIthFeKFVMqjOuge5J0U9Q2GFPUV66OyMDv7urgGQ4r6BkOK+ov1UVmIu03s1kH34FHlcnl2GLUQxQ1DivqN6S6kg9Nzzaa7B7cZhji6S7lWivoCQ4r6SQbAMsuAyR40TkxrWj6sziQf+VFfYEhR3ygWi8sADBiG7PI8b1NY9eyBu6ET7QVDivpGRs0HBjYBaAilPIm1i9DapUiUVAwp6hvaNh52qD1YyDvN2uHXwXovokRiSFHfUGNnn0j47eePsnYR8sgO6hMMKeobal9f1LOQ6qCL0A2hDKLYYUhR3xD4xoW8Ts9Cyt5FqMuOB7KhFEMUIwwp6ieu5cN+D7ZE2m26i3DnzEdItlEomNrpiZKIIUX9QgAZNA0YkN69k5rqIhy1DMhyeyTqAwwp6gvDQ0NHAZhjGDJZrVY3hFXP3li7Cf0230tR+jGkqC+0jedIYequph1GLfti7iYU3klR+jGkqC/4Iq5xSC8f9XV0zQ66FYkShyFF/cL2C91+pHvXrN2EwjZ06gMMKeoLYj1HqgdHdOzJ3k1oa6knSiKGFPUH4/sb7cERHXuydxNKDvwZppTjX3DqF67p0z04kXdP092Ek4Yhs4aHho4Mqx6iOGBIUV9QIGf5fDaCOylMdROa1kq1HMcNpxSieGBIUeqVy+UlAsw3DGkvOOywsdAK2j9bhx+P7KCUY0hR6vnjvmsaoNiwevVqy2O34Bi7Ch12+FHKMaQo9RxR291GL4/o2PPSxq5CNXYtEiUNQ4pST8XWqh1FZ1/H1+auE5RyDCnqB7Y1UujdER1PYu8qZEhRqjGkKPXUuiVSBLtN7NZBV6ELQIKvhCgeGFKUemI8at2P8HHfdFehZWPbuaVSaUlY9RBFjSFF/cD2uC/b03OknmD16tWTUJiOCNEJY2MIUYIwpCjVXNddDGCRYYhOTEyYFtQGzthd6Ii6IVVCFDmGFKXagH0d0aaxsTH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} | Generate code for a svg of a black and white icon depicting a cityscape with tall buildings. | <?xml version="1.0" encoding="utf-8"?>
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"path": "emoji_u1f469_1f3fe_200d_2764_200d_1f48b_200d_1f468_1f3fc.png"
} | Generate code for a svg of a kiss: woman, man, medium-dark 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">
<g>
<g id="head_331_">
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<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
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<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
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<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
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</svg> | |
{
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} | Generate code for a svg of a red ribbons tied around colorful shopping bags. | <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="#fcfbf5" d="M0 0h96v96H0z"/><path fill="#d48a83" d="M55 28h-1q-6-18-3 0h-2l-1-9-2 1v8h-5q0-8 7-11 7 3 7 11"/><path fill="#f7f6f4" d="M54 28h-3q-3-18 3 0"/><path fill="#fafcf9" d="M49 28h-3v-8l2-1z"/><path fill="#254240" d="M33 32h2l-3 9z"/><path fill="#ee3932" d="m60 32 4 1v6l-3-4v2q2 10 1 22-5-4-1 0l-13 1q-1-15 2-27h-5l-1 10q-2 8-1 17l-15-4q-1-3 1-4l3-11 3-9q0-6 6-4h14q5-3 5 4"/><path fill="#d65448" d="m48 60-1-1-2-7-1-9 1-10h5q-3 12-2 27"/><path fill="#cd5455" d="M60 32h5l1 19q-3-6-2-12v-6z"/><path fill="#48cda0" d="m33 32-1 9-3 11V32z"/><path fill="#7e9289" d="M29 38v14q-2 1-1 4-2-10 1-18"/><path fill="#7a3c35" d="m44 43 1 9q-2 3-1 7l-1 1q-1-9 1-17"/><path fill="#1e896b" d="m45 52 2 7h-3q-1-4 1-7"/><path fill="#c6322f" d="M64 39q-1 6 2 12l2 5-4 4H48l13-1q-4-4 1 0 1-12-1-22v-2z"/><path fill="#de786e" d="M70 66q2 0 1 2z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a toy airplane soaring through the air. | <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="#edece6" d="M0 0h96v96H0z"/><path fill="#c66b75" d="M60 31v3l-3 4q-1-6 2-9z"/><path fill="#949dab" d="m60 31-1-2q-3 3-2 9l3-4 1 2q4-6 10-3l-9 9q-2 1-1 4l-5-1 4-2-6-2 2-2-6-1 8-10h3z"/><path fill="#a8adb5" d="m54 41 6 2-4 2-15 9-1-1 3-7H32l-6-4v-4q4-1 8 2 1-3 4 0l2-2q6 0 11 5z"/><path fill="#b0b5ba" d="m62 42 1 2 16 4q1-3 4-2l-7 5-12-2-3-3q-1-3 1-4"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a brown bat hanging upside down in the cave. | <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="#47322e" d="M0 0h45q0 5-3 10-6 6-4 14l-4 5v6l1 1-4 1q0-10-7-15-8-1-8 6l1 15 15 18 1-9 2 9 1-1 4 3q-3-1-3 2l7 6q-5 4 1 3-3 1 0 4h3q3 3 6-1v4q1-3 4-1l-2 1 3 3 2-5 1 10 11-4q2-9 7-16l-2-10 1-33q-3-4-8-3-3-1 0-2l-5-1h-3l-2 2q-3-7-4-1 0-3-2-3L51 0h45v96H0z"/><path fill="#523b33" d="M45 0h6l4 18-3 11-4-2-5 1q-6-9-1-18 3-5 3-10"/><path fill="#44271b" d="M42 10q-5 9 1 18l5-1 4 2 3-11q2 0 2 3 4 12-5 21 0-6 5-9l-1-1-17 1q3 3 5 9l-7-8q-1-6 1-10-2-8 4-14"/><path fill="#e8c7a4" d="M71 23q5-1 8 3l-1 33 2 10q-5 7-7 16l-11 4-1-10q1-26 5-50 2-4 5-6"/><path fill="#e6c4a0" d="M31 37v23L17 43l-1-15q0-7 8-6 7 5 7 15"/><path fill="#4d3730" d="M71 23q-3 2-5 6l-7 55-3-3 2-1q-3-2-4 1v-4q-3 4-6 1h-3q-3-3 0-4-6 1-1-3l-7-6q0-3 3-2l-4-3-1 1-2-9-1 9-1-1V37l4-1-1-1v-6l4-5q-2 4-1 10l7 8v6q-8-3-5 5 6 1 10 5v-5q6 4 6-4h-3v-7q9-9 5-21 1-6 4 1l2-2h3l5 1q-3 1 0 2"/><path fill="#4b2b1c" d="M52 42v7h3q0 8-6 4v5q-4-4-10-5-3-8 5-5v-6q-2-6-5-9l17-1 1 1q-5 3-5 9"/><path fill="#e5c39e" d="M19 61q5-1 8 3l3 23-12-4-2-2V64z"/></svg> | |
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",
"path": "b3aca38d755dd98555df1111f99065c1255a30a0d6222d71e82da2084f064f52.png"
} | Generate code for a svg of a a close up of a circular blue and white logo with an arrow | <svg xmlns="http://www.w3.org/2000/svg" height="48" width="48" version="1.1" viewBox="0 0 16 16">
<g transform="translate(0 -1036.4)">
<circle cx="8" cy="1044.4" r="7" fill="#4c76af"/>
<path d="m13 1044.4h-2a3 3 0 0 1 -3 3 3 3 0 0 1 -3 -3 3 3 0 0 1 3 -3v1l3-2-3-2v1a5 5 0 0 0 -5 5 5 5 0 0 0 5 5 5 5 0 0 0 5 -5z" fill="#fff"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a lone tree silhouetted against a sunset. | <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="#eed5b4" d="M0 0h27l3 1v4l-7 6v2q1-3 2 0l-4 1q3 5-2 6 3 3 3 7-3-3-5-1l2 2h-3q-3 1 1 4 0-2 3-2l-4 3q1 3-2 1l-1 2 4 1q0-4 5-3-3 2-2 6l-1-2-5 1q-2 4 4 5l1 5q-8-1-5 7 5-1 6-5 3 4-3 7l-1-1-5 5q2 0 1 2l3 5-7 1 1 15q5 3 2 8l3 3H0z"/><path fill="#eed5b5" d="M27 0h57q-1 4-6 2L66 3l-1 2 5 4-4 3-2 3q6 1 0 2l9-1-4 4q-2-3-2 0l-8-4h-1v4q3 0 5 3 2-2 3 1 3-5 6 1l2-2 4 1-1 6q1 4 7 4-1 3 2 4-3 3-2 6l-7 9-1 3q-1-3 1-5-1-2-3-1-3-6-2-10l-8-6-1-4-7-2q-1-6-3-1-1-5-6-5l1 2h-3l-1-3-6 7-2-2-4 3q2 1 1 4h-3q-1 3-3 0-6 5-1 11l-5-1-3 1q-6-1-4-5l5-1 1 2q-1-4 2-6-5-1-5 3l-4-1 1-2q3 2 2-1l4-3q-3 0-3 2-4-3-1-4h3l-2-2q2-2 5 1 0-4-3-7 5-1 2-6l4-1q-1-3-2 0v-2l7-6V1z"/><path fill="#eed5b3" d="M84 0h12v63q-3-1-4 2-3-2-5-1l-1-3-6 2v3l-2-3q0 3-2 1l-4 2q-1-6 1-10-1-2-3-1v-4l1 2q0-3 3-3 2-1 3 1-2 2-1 5l1-3 7-9q-1-3 2-6-3-1-2-4-6 0-7-4l1-6-4-1-2 2q-3-6-6-1-1-3-3-1-2-3-5-3v-4h1l8 4q0-3 2 0l4-4-9 1q6-1 0-2l2-3 4-3-5-4 1-2 12-1q5 2 6-2"/><path fill="#f4a95a" d="M44 31q22-3 25 20-3-1-5 1l-4-7-7-5q1-3-2-3l-8 2H33q3-7 11-8"/><path fill="#ebd2b0" d="M45 24q-3 0 0 2l-2 2 9 1-8 2q-8 1-11 8-9 11-1 23 6 9 18 8l-1 6-19 5-1 2q4 3 4 11l3 2H14l-3-3q3-5-2-8L8 70l7-1-3-5q1-2-1-2l5-5 1 1q6-3 3-7-1 4-6 5-3-8 5-7l-1-5 3-1 5 1q-5-6 1-11 2 3 3 0h3q1-3-1-4l4-3 2 2 6-7z"/><path fill="#37231a" d="M59 45q2 3-1 6l-4-2v-4l-5 2-4-1 4-4 2-1z"/><path fill="#f19d50" d="M60 45h-1l-8-4-2 1q-4 0-5 3l-3 6v2l3-3 4 2q-1 3 2 6l1 6-1 6q-12 1-18-8-8-12 1-23h10l8-2q3 0 2 3z"/><path fill="#754428" d="m49 42-4 4 4 1-3 2 2 3-4-2-3 3v-2l3-6q1-3 5-3"/><path fill="#a36a3d" d="m58 51 1 2v2l-3-2q-1 2 2 3l-3 3-1-2-2-5-1-2q-2 0-2 3l-1-1-2-3 3-2 5-2v4z"/><path fill="#271c17" d="m59 53-1-2 3-1q1 2-2 3"/><path fill="#60432d" d="M52 52q-3 2-1 5l3 4-1 2-1-1-1 2-1-6q-3-3-2-6l1 1q0-3 2-3z"/><path fill="#754d32" d="m59 45 4 7-5 3v-2q3-1 2-3l-3 1q3-3 1-6"/><path fill="#ead0ae" d="M74 50q-3 0-3 3l-1-2v4q2-1 3 1-2 4-1 10l4-2q2 2 2-1l2 3v-3l6-2 1 3q2-1 5 1 1-3 4-2v23l-20-7-23-4q-2-3-1-5 12-2 13-14l4-5q-3-23-25-20l8-2-9-1 2-2q-3-2 0-2h3l-1-2q5 0 6 5 2-5 3 1l7 2 1 4 8 6q-1 4 2 10"/><path fill="#f4b86f" d="m52 52 2 5v4l-3-4q-2-3 1-5"/><path fill="#3c2b21" d="m69 51-4 5-2-1-9 6v-4l1 2 3-3q-3-1-2-3l3 2 5-3q2-2 5-1"/><path fill="#eb9f57" d="M65 56q-1 12-13 14-1-4 1-7l1-2z"/><path fill="#040403" d="M53 63q-2 3-1 7-1 2 1 5l23 4 20 7v10H40q-5-3-5-8-4-3-5-7l19-5 1-6 1-6 1-2z"/><path fill="#816f59" d="M30 81q1 4 5 7 0 5 5 8h-4l-3-2q0-8-4-11z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red wagon full of colorful toys. | <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="#fdfcf6" d="M0 0h96v96H0z"/><path fill="#f8b431" d="M56 41q-4-1-7 2v-2l5-3z"/><path fill="#ed472f" d="M49 41v2q3-3 7-2l2 6-1 3q-2-2-4-1-4-8-9-1l-4-1q-3-3-2-6 4-5 7 1 1-2 4-1"/><path fill="#e7a180" d="M61 42q-6 0 1 3l-4 2-2-6 3-1 1-8q0-2 3 0-2 4-2 10"/><path fill="#f65032" d="m64 41-2 4q-7-3-1-3z"/><path fill="#dd8e5f" d="M68 42v3q-4-1 0-3"/><path fill="#98cbb2" d="M68 42q-4 2 0 3l6 3-14 3h-8l1-2q2-1 4 1l1-3 4-2 2-4q1-3 4 1"/><path fill="#42a59e" d="m37 47-1 3h-5v-2l5-4z"/><path fill="#ddeaad" d="M37 47h3l4 1 1 2h-9z"/><path fill="#389e9a" d="m53 49-1 2h-1l-6-1-1-2q5-7 9 1"/><path fill="#f79e30" d="M31 48v2h-7q-2-3-1-4 3-1 8 2"/><path fill="#d03322" d="M74 48q3-1 6 1-2 1-2 4l-24 2v-3l6-1z"/><path fill="#d63923" d="M24 50h21l6 1 2 4-29-2z"/><path fill="#a92a21" d="M51 51h8l-6 1v9h6l-10 1h-8v-1h11v-6z"/><path fill="#d93525" d="M42 61H32q-3-2-5-1l-1-4q-1-2 1-2 13 0 26 3v4z"/><path fill="#d72e20" d="m77 54-1 3q-4-1-6 1l-10 3h-6v-4q11-3 23-3"/><path fill="#96382e" d="M70 58q2-2 6-1l6 7-1 1z"/><path fill="#d7ccac" d="m74 60-1 3q-3-3 1-3"/><path fill="#4b3032" d="M70 58q2-1 4 2-4 0-1 3l-1 2q-4-3-3 2l2 1 4-2q-1 3-4 3l-3-1-4-4-5 1v3l-2-3-4 5-1 3-3-2q-1-6 1-9l10-1z"/><path fill="#220f13" d="m74 60 2 1-1 5q0-3-2-3z"/><path fill="#31141c" d="M27 60q2-1 5 1l1 6q-1-2-3-2l-3 4q-2-1-1-3zq-5 0-5 5v2q-3-3-1-6t5-2"/><path fill="#b69e93" d="M30 65q-3-1 0-3z"/><path fill="#6d5659" d="M35 61h7v1q-4 2 0 3 3-3 2 1h-6q-4-2-3-5"/><path fill="#b1a097" d="M26 66h-3q0-5 5-5z"/><path fill="#2a1b21" d="M42 62h4q2 6-6 5l-2-1h6q1-4-2-1-4-1 0-3"/><path fill="#693b3e" d="M30 65q2 0 3 2-6 7-10 1v-2h3q-1 2 1 3z"/><path fill="#b29f92" d="M73 63q2 0 2 3l-4 2-2-1q-1-5 3-2z"/><path fill="#846864" d="M59 68q-1 6-7 5l1-3 4-5z"/><path fill="#e5ddd9" d="M53 70q-3-1-1-2z"/></svg> | |
{
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<path id="hand" d="M91.32,74.16c2.6,0.2,6.29,0.95,8.14,0.64c1.64-0.27,2-1.82,3.71-2.21 c3.62-0.82,18.26-4.12,19.78-4.49c2.14-0.53,2.89-4.53-1.67-5.28C116.76,62.07,107.4,64,107.4,64s0.5-1.43,0.15-2.38 c-0.88-2.29-3.87-1.52-5.65-1.1l-10.56,2.99C85.9,65.38,86.16,73.9,91.32,74.16z" style="fill:url(#hand_1_);"/>
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<g id="eyebrows">
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</svg> | |
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} | Generate code for a svg of a a fiery red star rising in a distant constellation. | <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="#870e1a" d="M0 0h96v96H52q0-4 2-7-2-4-5-4v-4l-1-2-1-5q3 0 5 3h3q2 5 8 8 0-2 4-1l-3-10q5-3 2-7l1-2q-7-5-6-13l-1-2v-2l2-2-3-4 2-2h-2l-5 3 3 3q-7 2-10 8-3-5-2 1l4 4q-3 3-4 8l-5-5q-3 2-5-1l-5 5v7h3l6 6q3-2 7 1-3 1 0 4l-6 6q0 3 1 0l4 6H0z"/><path fill="#ed181d" d="m39 27 5-2 4-11 4 10 8 1-6 5-1 7q-4-4-9 0l-2-6z"/><path fill="#c8161e" d="m44 25-5 2-2-2z"/><path fill="#810e1a" d="M48 79q-2 0-1 3-2 0-1 2-3-3 0-4-4-3-7-1l-6-6h-3v-7l5-5q2 3 5 1l5 5q1-5 4-8l-4-4q-1-6 2-1 3-6 10-8l-3-3 5-3h2l-2 2 3 4-2 2v2l1 2q-1 8 6 13l-1 2q3 4-2 7l3 10q-4-1-4 1-6-3-8-8h-3q-2-3-5-3z"/><path fill="#ea2323" d="m48 79 1 2-1 3-1-2q-1-3 1-3"/><path fill="#950d1a" d="M49 81v4q3 0 5 4-2 3-2 7h-7l-4-6q-1 3-1 0l6-6q-1-2 1-2l1 2z"/></svg> | |
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",
"path": "90d92ca267cbdc2e1fa5b9dfab73f17217025c89e27ecb577386e0592d6d2868.png"
} | Generate code for a svg of a a close up of a speedometer with a clock on it | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" width="16" height="16" viewBox="0 0 16 16" fill="currentColor" class="tm-icon"><title></title><path d="M13 7.3L13.4 8.2L9.7 9.8V9.9C9.7 10.9 8.9 11.7 7.9 11.7C7.4 11.7 7 11.5 6.6 11.2L5.3 11.8L4.9 10.9L6.3 10.3C6.3 10.2 6.3 10.1 6.3 10C6.3 9 7 8.2 8 8.2C8.6 8.2 9.1 8.5 9.4 8.9L13 7.3ZM5 15H11V14H5V15ZM8 2C3.6 2 0 5.6 0 10C0 10.6 0.1 11.2 0.2 11.7C0.3 12.4 0.6 13 0.9 13.6L1.8 13.1C1.5 12.6 1.3 12 1.2 11.4C1.1 11.2 1 10.8 1 10.5H2V9.5H1C1.1 7.9 1.7 6.5 2.7 5.4L3.4 6.1L4.1 5.4L3.4 4.7C4.5 3.8 6 3.1 7.5 3V4.3H8.5V3C10.1 3.1 11.5 3.7 12.6 4.7L11.9 5.4L12.6 6.1L13.3 5.4C14.3 6.5 14.9 7.9 15 9.5H14V10.5H15C14.9 11.5 14.7 12.4 14.3 13.2L15.2 13.7C15.7 12.6 16 11.3 16 10C16 5.6 12.4 2 8 2Z"></path></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red sled waiting at the top of a snowy hill. | <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="#ebc7ca" d="M0 0h96v52q-14 2-26 7l-5 4q-2-1-1-3-5-1-7 3-3-3 0-6h-3q-6-2-12-1-1 1 1 4-4 4 3 4h4-10q-8-3-14 2l3 1v3q4-1 1 2-3-2-6 1-2-3 2-5h-5q-6 5-13 6l-8 9z"/><path fill="#f6f6f6" d="M96 52v44H25q-1-4 1-6l12-11 1-6 7-5-5-1 24-4 5-4q12-5 26-7"/><path fill="#e1bdc3" d="m53 58 1 4h-5l-5-3q3-2 9-1"/><path fill="#c88a91" d="M54 57h3q-3 3 0 6l-6 1v-2h3l-1-4z"/><path fill="#d07273" d="m54 57-1 1q-6-1-9 1l5 3q-3-1-3 2-7 0-3-4-2-3-1-4 6-1 12 1"/><path fill="#e63b3c" d="M49 62h2v2h-5q0-3 3-2"/><path fill="#d2c9cf" d="m65 63-24 4-1-3h11l6-1q2-4 7-3-1 2 1 3"/><path fill="#ede2e5" d="m40 64 1 3 5 1-7 5-1 6-12 11q-2 2-1 6H5q3-8 8-14l17-10q3-3-1-2v-3l-3-1q6-5 14-2"/><path fill="#ec5355" d="M30 72 13 82q-5 6-8 14H0V83l8-9q7-1 13-6h5q-4 2-2 5 3-3 6-1"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pair of soft woolen mittens on a chair. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefdfd" d="M0 0h96v96H74a551 551 0 014-72q-11-4-20-1-3 2-5 6-3 8-3 17-2 0-2 3l-1-3-3-11q-2-6-6-9-11-1-11 9v27l-6 4q-6-1-11 2 3 13 3 28H0z"/><path fill="#fad9b8" d="m78 24-4 18q-3 5-4 13v-5q1-13-11-12-5 2-5 6-3 1-4 4v-2q0-9 3-17 2-4 5-6 9-3 20 1"/><path fill="#ebe0d8" d="M47 46v9l-2 1q0-11-3-20-7-8-15-1 0-10 11-9 4 3 6 9z"/><path fill="#fbf5e9" d="m45 56-2 4-13-1-3-3V35q8-7 15 1 3 9 3 20"/><path fill="#dbc1a4" d="M78 24q2 0 2 3l-1 3q-1-6-2 0z"/><path fill="#e9e0da" d="M70 50q-3 1-3 4 2-9-6-10h-7q0-4 5-6 12-1 11 12"/><path fill="#fbf8f3" d="M54 44h7q8 1 6 10l-7 10-13-9v-9l1 3q0-3 2-3v2q1-3 4-4"/><path fill="#e0c5b0" d="M70 50v5q-3 9-12 12l2-3 7-10q0-3 3-4"/><path fill="#eddfd3" d="m27 56 3 3 13 1v4l-16-2z"/><path fill="#d0cac8" d="m47 55 13 9-2 3-4-1q-4-6-10-5v3h-1v-4l2-4z"/><path fill="#ece3da" d="M54 66h-7l-3-2v-3q6-1 10 5"/><path fill="#f6d8b7" d="m27 62 16 2h1l3 2v1l-26-1z"/><path fill="#f6d3b1" d="M79 30q-5 32-5 66h-2v-3l-1-25q-9 8-21 11l4 17H15l-2-23q-1-4 3-6h12l21 4 10-2 13-7z"/><path fill="#fbdbb7" d="M74 42q0 11-4 21-6 2-11 6l-10 2-33-4q-4 2-3 6l2 23h-2q0-15-3-28 5-3 11-2l37 1q9-3 12-12 1-8 4-13"/><path fill="#e4d1c1" d="M47 67v-1h7l4 1q-6 3-11 0"/><path fill="#fdfcfb" d="M71 74q-2 4-1 10-2 5-1 12H54l-4-17q12-3 21-11z"/><path fill="#ddcab4" d="M71 74q-1 9 1 19-3-4-2-9-1-6 1-10"/><path fill="#e8e4dc" d="M70 84q-1 5 2 9v3h-3q-1-7 1-12"/></svg> | |
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",
"path": "70dad9fcb98f31a49fa279a4eb310c8aa5600cc83cb66b5488a3c9c6b70f6026.png"
} | Generate code for a svg of a a close up of a colorful hexagon with a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 64 64">
<path d="m 56 20.5 -10 5.214 0 12.571 10 5.214" style="fill:#cf8c3b;fill-opacity:1;stroke:none;fill-rule:nonzero"/>
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SbcUANQAVMP621viH1mfbGuMfKfILvXcgnxy/DEzpmgiZWgeHl6SpUKEhxj+TGAiuNIjWDBiLMZWu8VO0kK/3TE1diP58Ub7C05jagEi/iULqAroiIM7w5Slyq9NkTU//Pj192VfB6xQpXVYnSoiKiBiQpdzPe3+rXcexQgAMyfgHt+rVVPlHCv001f5KX+SnLfSy9Y1gkgx/ZGWBsSqdMH+RYiCyckCZtnc2CQGlbwSlWzoYc+5EC0OjfyN43tpFLBVMEgGtHMM8PSJGsDVq148YYecmxdYHSjL6JuRv7ZO/7aUZEAAY/3jjH17iF1nnH1l+ldXrV9qlXipSOR5v+FW4dbBh3TkULAZsFRMVUOYNnnQd/iKbP9nZzyMVFarh5YLRczS0cqD4SEBmml7UVZBIqqvh36eG2wNB/vYBLyJQizoMBMCAjL8dMf5BI6xsTchf+aIB/siBSu+5KV0DH9OucHZMgxkVbR4Eg44KRHs6qCQhoGzNctFoZ7/Ec8o2pKpCKQE7UqDqFzF9i4AWZ0JmDjb9A0qUw7ndWQHDr4sIPOzVHyAARsD4i5eyO24SD1f6B72mqCAI9l8Pt2BN9vqVivYQMPZ9TzD8/jA/DDMqYEdFXuR7D9dtKG1HSDtuXX/s+RUVBFnqAvpIFYkI6LdZ0MjSlCr1GOMve6lIqL+qRtY9b53j3F3lcUQAFGP8jZv6RCdPXd5UIwj8tQG6STRFvtbU1MXWFPfFG36+52oJgXBUxzameoI7AKrEtIAuGhAVscGUQDBtFV6RoikOzC4Cun0CcouAuuVoIfL9jXnh/t2qHssdt3m1AZU8VgRAPuM/lmj8lR2q9NcU+2ny/XEhf+2ErGkalGaTFxvD3xghoGKEQNymUbE1JgbBaVolYOsiECYRkO38EsN9p/dzHu+2TpEExErQ+Ledu4dV/fY6kOOtpAhAAAzI+CulCc0b8/3JIX/bEJJVppoCFRf+xfA3QQgEagRUtm2j43f9U/rzV5nqAuxQNMt3bikVEprZJlJvA6E8zXxadfF0c4iVxuX/nfGYUCm2T6+4mKucCEAA9M/tJoUeDs/qJs9wsZ9WEKTwwGyj12/6WVcApjD8jRACuq2AbU19gK0/R5S5BiUSgTLVBWjrWXQiom8RMHHwjGU3NV0A5PT+G5X/l6p6lbC6ChGAABik9y/5py1m468ixt+OM/62/rHEHGxKr1+f56eqf1SEgL7vRFc02ubtpFWyIDWdk7riwKJEwFOLF+cx4ptq8jW2c7x2f1POZc/4TzTo8vSnshAANTT+cjJu00+8ymj89culdMV+tjZqEOdtJXv9Sj9xY/gbLwSUbeu3g9aeL3bmVSi2Mm9kVZYIOLwo17TVrsnXd32O1zYiBdBA4987B53PthMBUD/jb1zuZ8r5mydBzURqnCAN+dbIeyuD129HNgjC9I+ICFC6+gBlLBzN0odCd54qW3PumnoF9CkCnl60OK9hqfT6bC9EnCcFUHsB0GDj32VHFdoHIwDSG/8xL3Qzls3426mMf6JnpWsZHI4GaNZfE+4HpVK0/dWcT0mdKHV1AbbS1ApoRICKEwEJn+WEZbm3IXnXgyCP4av9FrYjYPy7DL1jIAIgw5elNAVE/klL7/krrfHXdgZUKlVu1bzcShm8fgw/hCJLmmhAuJpf25siplC1Z/Dt9CJAGUVzQhRgca4owJaKt2q9Ocdrp2pu/CdGxPgrz57sQABU3/uXnP8WrfG3s4f99Z0BdYVV5upqU6Gf3uvnO4SYaIAybEgVEq9ZVquEO/+ZREBkwyDf6+N4bHGunczHVEU7yHlh4VaOt6htAaDXpKnsan9ZIbHXue1ybpvldslXD1jdm/P7Vd7ju7znlb2iYtswN25aoiDJ+Jvb/IYmK9tXBZjV+Ac8JRWfn414/ZrJOHA8AAYhYFlW73xSElaXny05mSxlyZllya/OT85jnXvVebzzD95TnefKeSf33fPO/5h33/kT/td23tf9W1b0dco7Ph2PLlmiXnci18cXz2uygl9LXo9wb02Nf7evSplG/y7HyMeOj/PvB8ORFK9mRKIy7RK/863DGHdLQZzx756U41ovymDE+zX+QU9M001NGUL+Sp9XBUg9CXjGW7kGvjMtdI2v5f2DZXUnDCvwWPe5wX/zPRa6D76f1fubpteZRMAHjhxSy/Kd61udCb8yIsAzNHmWiO11Ps8NNRUAd5YQlRHDf6tz21PE3ghedGZHSULg4mHUbpACSFZmQzf+5vaq+pA/QKZIgDL1CtC0rc64ksW0EVZ8OkCfXguTMw0g7K5KLYB3HHk3jrmrpsZ/WwnGf49nVHcWtTGS8z5Tzk3SA9tV8amBodQCEAEwe/9tXUjKzjSZZTD+BhFgbhUcDvmT64cCJoSu12/w2HvxAY3XHnx93kiAL+JgiARsPHVSve3YbN6PXAmvuYDK9xnnc6ypofEX4SP9/YsSYtNeZGeq5OPuNvRpFfi2awa9iyMRAL3xl5Pxdp3x77pMZRp/fdfAGONPoR8UFQ0INw9Suq2r4xv7qBSRAH+UK7gqwA49riKrBbr8cMnSvMsBhS1e5fkwjeCEyl/5vremp1yRu/rJGFxVtvH3ogFSKyAFg0X2XBh4YSoCwByOaQUnRhUx2tHJKvx4BuNvJ3UN1C/xo6kPFC4CVEIfixSNfXQCwXwdKIN49r2P79i6iPEXEVAAtw9rm+ACK9931dD7b6vilvxNSiRnkB6097c2e1GHIrh50N8BAiDq/ctJuS08IfoW3SVMVirlpGdHJ1KD8dd5VuT7YRDRgEg0Ks2+Fsp8DqdZOhu5rkKv9fOdM5YV9XH3DVoEeH+viMr3qZo2/ykq773L+fxDqaL3RICkkIoQHuODrklBAGi8Ac1MGJnczMbfzm38Y3dQM4RDAcoSAb3zNu3OlrYdK2STRYC+wZauKFAaAj22pJDVzGODFAGe91vU9rZ19f7bBXn+O4f5Wbx0QFHfwUDTAAiAoPcvJ1JL5wVF1vorf3/1hSYpRRj/5D3UMf4waBFgx7b/1W1vrUL3ERGgNHUDauGCCuf/TSsD7l16RlEftSsCJko2ftsKNP5Tg8h5l8BNBbzH5LA8f40IkFUHRXwPA92tEgGwYPzF8N+s836CFf/BvKWKTFohgaBb6pfa+FPsB1URAb5zPWCEw/tP6KNhvWvCDr5n+JpItzwweH3e5wiAnDsEhkWA1ATcWXQ4Vjq+eevddxf4tnX0/mWuzSuyxOveXrGPVsR30R7kASMAFghUo9rKYOztNHUAoYkuzttJafwp9oNKiICYZbCpUmIqS+8Mc7FtuCjw7hUri/64Eop9uIhogAgJb/vXA6rYEG9dvf8ixmDroJfMpYgCTBUQBWgNsg6AVsCqV/i3JTzbmYr+8hcBZjf+AJUQAUrFtvi1vNa+/tbBqtdyWN/q1z29rV4H4t77qUCrYF8LYRV8L7mXpkBSC3DB6dNFftxuNECK1e5QnZDzdAbDL/UEN3nebhmT+q01PY3yVrvv8rXsrRq3FuDFj6sBbepEI6COAJBGFK0F26/bqMfs6ccbeYw/NBOrj8Y++tfpW/9a/vbEKV6zen5eve+Fw2V/7Glvcr5H6deAy+S/wbtvlexx1m7+9kTRgTzj73zuiyv+GR/O+d0PrEX1yEcAvJ3+AsY/EAEIhfIDRX+atf7xxn/hjXThTYw/1CoaEPHo4zb76UYIvPPb572bIwP2QvdALzpgedECf9Sg+7vUAXxz2XL1uhPHy/zYLVWN7Wqnanra5A3/16HmQRoSbct5jg2Eka4B8Dr+7fAb+K6hNuX9A/0AYoy9qetZ2q6BGH+oiwiwNYI5+TxPWDargoWDsak439X7DUcAyNJAqCzX5/T+J2vwGfNuyXw2AmAwiEob881mkSVMprx/csW/StkyWGH8oWEiIH2Bn7ZmJmVRoK30/QE+t2JVES2CoWC84rY8fRbqsuIhb3RmYA2pRlYAeN7/zbpJLDwZGSefcCog9aSX3BgFoAkiQKVo9euX0mYBrbQev+66lVRACasCqsZYDY+5neO1MzXx/rvdAWfqcKyjHAHY0b2IepOPdsKJ/zfdMqfelKbtE6Cim5tg/KEZKsAsoheeFLlO0qXQbOO1aGuEuOwRMLV8RZNHe7yGx5ynyU3dNjs6WIeDHEkB4DX92RaeuGKbkSR4HdoQqEpub2rqcQ5QO/uvO78z5v9jowlx/QF811v3+QfOWOY2CWoqXkOdUREtd3GFIQCK9P71k0+a9f6aiU5f9KfSbXCiaPIDjQkCqLQbZ0Wvk/iImvG6DF2Hyve7pAIaLALqFgVo9/vCS756YC9XFwKgKO9/YmFqUfpcvgqH6w15SZWu6C92i1OsPzROBCRvnW2nrqnRX4fKcI2GL6cGi4DaCICcmyxNcVUhAIriZv/sEhf6Dy/5i8txhr2U+KVLKloHANAoEWBrxHXykj6l9F69LrVmSgXoampEBEiPgIaxqUbHmkcAHByxy2dgBYQjJQC8yv+JgNdt3InMMDnZSVuURov+WO4HoyoCdD0ClMaLt5PqazTFtaZUQDgq0EV6BHxuZaOWCLYHvX98Dlo5XvvIiF069yAAysG37n9hO99IHjI0gQSWMam44iWlLfrTT4YYfxgtERA26EEvXlcP4H+faJrNlArQFe52kdUBn1x1VpOaBbVrcpxXjlgEoFWHgxw1AXCzblIK5ydNof/ktsAJhYMYfxhNFWBcGZCmP4Cp0FapmBRezPUmfQJEBEhKoAHRgOtrcpxjI3bW5xEAUwiAgvnQ2zdPyEloLvwL7muuC/1rPZq4+oGYlqUAI2P/k4x1XIvfLKsClD5iYEJSAiIEnl20eKrGw7ul6gfopSnao3K+O58372edRgAUz46AVxCZiAKzlTacb1zyp5KblOhykgAjFATQC287aKMTI2+mVQG999ILA1PUTaIBnzjzLJlwNzu3yRoO7ZhjcKouAraN2OmeSwBk2XIaAZDO+5cvpKUt/Ivz0jVNesw7AsY3DCL0D4iAtO22NRtyqYTC29jVO4E7rRe9e/XYQWfi3er8LFvN7hmkF1YAlU0DeN7/zSN2qudZnTE1yAMdlQjAzb2JQiWt+Tc3/MkS+ifvD6APBaStB8iWClDaIl7de+i8aOWF0sX7cm7bvT3nb1D1WIM+UeFju1ONUP6/gHTH/kEeb+MFgNf4Z0vqwr+YSmRz6D/dVqUAI2//A6Jbk4bTLA1M1SAodC3qhHi8BljoDtpFus85N0kNbK6yEHj6/IsrWSXvGMPdqpjcf7tGp3heMUYEoMwvJLHwT8V5Hcq8KZCKmZyw/wC+68Nk2PVLA5NWBWh7A2iuxwQx3vJShUojBKY8IbBdVWiXt5PLVqhvvPVX1d2/8rvjH/7sVKW6AjrGX+bdonL/G2p0eudKd8i5hgAolptM3r8dmZhS5B0J/QMUIgLS7sGRRpQHrl//NZzQITA8VyRMznu8aMDQPe5HX/pKtffX/5P64cbXdh/aXTHjf3uBb1mLCIBXjNnK8RYD3++g0QLAUfQLX4jG29BNNCrUSUzr0Ueq/uPzlgCglQHxK3KUSp2W0xUEBgSEnSoRN+F1C40TAQeHKQKOrl6r9v/Sr7s3iQD4jeSHPzs1dEPphf1vL/htWzXZ+TBvsePAdzxsegTgpnDRUPyyP0Phn7HgKH7tMeYfIC4KYDLsCdE1ZSoIjGruQJOudFGAxCV1jgiYGYYIuP+qTeoL7/4PrvdvYMcQDb8sRxTDX9aSv0ovdfSiHnkE2AwRgGK9/15lr3+r0UjRngpa7KTCv367jwGATgTEpwKUYWmuviDQvCwwQxQglRc3SBEgXv9X3vVB9U+btoS9/jASBRi4ofS8832q3NUIN1XY+IutyZuC2eudUwiAgpiIev8q2Hgktlo4vvDP93JNRADjD5BBBhiW78U0/VHR0H9QQASv0wxRgHFv5VAWETBd1sh893XXuF7/UxdcmvYlA60F8PLeB1T5WxOPF9BhryxkzPMudbxjGAe+qLlTiqcYE7z/iJFXUe8/cbvgmB3IACApChD8IXZ5rdLt5aFr/atZIVBwFMAnAm4oekyeP3e9a/i/+7q3JXn9YVof/uzURNnfmRfyF8M3yHX+O6p27nqh/7zjPTXo6v9GCwBXwdv2eBrvP67ff3Rdcsjbz5ZbBACjCEguCAyKBb93b0cFRL4oQKYwulcYuKuIcRBj3/X6RQRU0VB6IW8J+Q+6xW+7SlEA51jGC4q43DGsz9BIAWB3FVl469AU3r9uMkmzxhgAirl4027SFdemO2cUQHoCZAppOyJgp8qZCpAw/xc9rz8nEgUozTg7AkXee1h9B273BMiwjX9XBOU9Fuk8OYkAKNaduClc+R/n/SdNJGm6jOH9AxQTBTB361SZhHv6KID2cPopOtvar9cvBX5S6PfC6rVFDecORwQUaiglteDcHnYEyo6MaYkiaanilxkOy/gL24f5WRonAH7nOle5t4IXfLz3r1JOIn32GQeADCEA834ddmzqrv8oQP40gBcFmFIZW7l2G/rIEr+CEeNUSBSga/g9w+vOrSUcbxa2OEZ455CMv9iXoooeJfe/d5gD2cAIgOf923Hr/vNNIBl3GgOA1FEAZRDh5usvbxTAoN8zpwE8UtUCiAdtaOhTJDfniQLoDH/PEG58zbBPlR1eAd4gjX/b8/xbBb3l9mEPYhNTAO0s3n/WyUPn/RP6ByhWBYT3BNCJc7tvEa8CUYCYpbuZ0wBeFGA61pBsfK3r9cc09CkyCpC5IDDO8HeRVMUAjj+J273mQ4Mw/rtVcWF/YY9XPIoAKIrfua7dckMzdnzXv9zev6ZdMAAUZP9VWHgnNQdKKeR9f8FO17Kz36Y62rBut6HP/3rrr6oB5tC3OcY8lceaxvBXLAogTDjG+UBZrYLF63duMiZFFlWKQNxVhcFrWgRgS9SIq/iuf5m9/2i7YAAoOgig8drtnFEAzSqehEhev2mAyLKubhvfDA19imRHkYa/i0QAjhZXtJgHNy8vdQFFrRDwDP8+VWzIv8vWYXT902E1LAKwz7mG2x0DvqDy/cuIOhOLlxKwgx69bfsbj+geC1YqIwAASpycLMudoOReuf9z/vPdK9+/W8p7jv8x77lK85j7+u77ea/v/hxi+0c+v29PHwZEDGpL1vKLx59jTX9RXHzLje3psOH3xEHfBu5V37zbuX25SqeNGNZJ53arY2SnM35n3fbxN6vyljnu8paMVoIlDTL+Y7ab/9flDaO79Oi6/uH9A1QrCtCx1Lay7I6Bd69dz0ZbtvI9ZneMfe813iUtL/O9j7y49/rgX5O/4r4oJAKkDmBPH4d/1dQ73rfvsUt+arwiwyne/eaiDH/PaG58TdUEQHf1wzbHoEuOfcq53aM6YfeDXc/bSxl0b1eqTu1Y2d/VVJWMf6MiAI4AmHAu79u7nn/H6Ou8/673HnxM5/3Hvx4BAFCNKEBMZKD3uLXwfv736bzAFwnQRgHWfOTz+zKHbB1Du1sNvluekQefenL7PY88cv35a9a0f/aylxX2vpv+9uPqwh/+CydrPCJArqpK6L9LY2oAHFO8KbxoP7L0L2C89d5/XL4R7x9g8FGA5BUBoT0EIvU/oa2Ek5YERg+j32LAQ1Uay7NXrhRB0v7x88+rf3roocLetyLFgFXG3S+iasa/UQJATuxUS/98l3h4x7/AxKJZd0zlP8DwFH7PyNsmQ558fS9c47ZBKChdU4B+u94crNIQnnvWanXu6tXuz48887R68MknC3nfChUDVtX4b67Ckr/GCoAPXtced67cVm+KsPUTSBYPIVojgPcPMKQwQEwUwM4U4TMtCbTjlwS2c0z+leLVF1/S+/meHz3iCoEi+OHG13Ke1sz4NykC0DYV/+nW++r2EY8Ifzv15AAA5Tv/+ihAyM7r2vvqlgRqRb7yi/zAg/0uB6zcxL9y2TK14Zxze79LKmBmdjb3+5IGqJ/xb44AsNUmO3zJ2/1NDElrhen5DzDMKIDqr8eH7xnh3UFT7g+QOQpwy43tmSoO5cb1wSWJX/3efblFQEU6A2L8RzMCYLeDBjzoxQcmkNShQWWMHgDAsKIA8V0+TY2BlB1u+RtXDKg9hH7rAKaqGAW49Lzzer+fmptT33jgB+59Hu6/6o2cqJ2oz1V1MP6NEACS/7dl7acdnjBso7HWFwfF7xpmY/4BKiEDdMW+ShO1U74oQGwxYOR12jRAu0kjuXH9BWrp4sW932dPnHAjAXlEgHQ5HPFiwL2e5z9dlwNe1IA5ob1wMQeVfRqPwA7PCErT+Me8YxgADOpStzVC3NYvCVTagl9DxM8OiQulUQuOk9FnHcD+Ko6lGP/LzntJ4DFJA/zTQz/M9b7fG80ogIT8tzuGv5JL/ZotAJS9yT8TaCcDbcFPQvGfMhUJAUAFAgHB3H+fNT8Z0wCNigJIGsAfBRDy9gh4aPRWA0ypTsh/Tx0PflED5oK2ijHg4VnD1hYTmYv/WPoHUKUogH5JYEQQhO5M12/GNEA/dQBTVR1LMf6SCgiTp0eA7HI4IiJAPH3Z1KdWIf9GCYAP/uImCcmNGXP0piV8Pg9CpSz+A4DqRQGStvwuOA0w3rRhlCiAFAWGydMj4IfNXhIohl+28r3YMfyTdf8wdY8AjPuudkP1v3lJUPBijyn+w/sHqJz11xcDJqT7VK40gPQDaGU50ltubE9VfTTDywK7SCrg6SOHM79fQ4sB/YZ/Z91y/Y0UAJ3+/+HH7L4mAP0aY2r/ASp33dv6iF/Szp86ByDwuhih0eQogDQGGlu5Uvtv3/jBD/rqEdCgYkBZzre1aYa/S923Ax43Nf9JE/7XtgU1TgYAULlAgNU1+paKbOIX2CZYLex9anqd+3jnH23f8y3fFsOeANib8UglCtCu8lC+asMG9dXvfS/yuCwLlOWB145fFSkYjEPqAF69f2+eQ5ryjO8jytxRUcb0Su87aRVs9O+Q77nO+f2READxzX/SqX8VszEIxX8A1QwD2N0tfnvGumPQ5QHbs95WWC34ZgArqBR6D3Tsva0Mu6VvauJwdjcKevrwYaMIeOMrNqYWAd1iwEvu+3baQ5jxhNVdjtFNqxymeoLjjVeN+wRBK4PgmvZu+z3DP9U0L7+RAuADv7iprfPfba2bsPBTcvhf0zMAAKro/Kuga+8z7j5vXvnu5Lq2ut58yMZHhUFPDYS9zqzsVzVYQviK9eu1AsC1zrOzbrfAN17+itTvJ8WAKQSAGN9dnrfdt+H1Ou9FIgWOMDCN+8FRMvRNjACM6wp5utesrvNXfPW/zbp/gJoqgaQ0gDwp6NR7oX7fe1ihSEBQOCzoAGkI9JHP78vS6rUWhkaiAFIPYKr+F3EghYGvvuSSVO/XLQZcdfg5o+Evu5Leef8pLhIzdS4CvDLeYKcsBiT8D1BT42/HVvWrmOtf2XHtvXWNwALPa2U80oN1GVLTioAuIg6ytAs2FANKiP+qJiyjQwAMMwKQ0P1vYZ7Q9/43bgmK4QeohfNvMvOmpkBJ84FKmEsW5p5M1CbUHN4uWPthZo+mfj+pA5B6AN84bK1jy1wEQCUFQHqPP17xh/YMAIAaKgFdc5+U84NKXg7oI1Mh4C03tg/WaTiv3LAhU8V/HGL8//W1bxGPfxdef/WoZQ3AB6QDoCHkZ1z+p20eosx7BhAFAKiJ9bdCefpoVb+yFhYKJOX4VaiA0LYWvASvgLCfXgDi8Y4V+ckXO0Z61arlauXKZWqJ8/PhI7PqxImTzu1UrvftbhR03+OPFXGYk+/6v3Zt5TxFABRJK6lgL92/p27+AQBVNP/+Aj4VrQD0ugBEBIP/Gte/1rAqoIPsDDj2kc/vyxLGlihAu4jPvGzZUrV+/bnq3HOCeqKbvRch8PjjT6vDh4/2/TekRfADTz6hzfefOp26BuDgLTe2Mf4Vpq4pgMz5/7j2n4re/wD1DwT4ru24eSFS4FujOoA1a85Sr/ypSyLG38/qs1aqV1y+QZ13Xv/teCUKIKkAHYfSdQYUwbOZExMBUMbFfmVU6cfn/3vPiln+ZyoqAoD66ICklUHKNE+oTHUAmQTA80eP5hYAK1cuVy+77EI39J+GDRedl0sESDGgbqOgtMbf8f4p9EMAlHKRt8KKfeFXc/4/5mHNhiAAUI8JIcVywMTeIMpcQKh/zoa0h3fl//GHrR89+8xEno8oRl+Mf2Yj7ogAEQ79knbNv49pjD8CoGzGy8z/A0C9vH7z9ZvO61cJ9UCav5ElAnD7oT421PFz7rlnu7n/frhg/bn9/92zVkc2Cjo5d9r0dDH6N2D860PtigBlBYBtx2//u6D6c6/3HQrnrrVVa72tLr5gXm28dN597EXOY/K4cO+DHd02/fgi9fSzlnNv9R4DKJpVK5RzPs6rKy6bd89BuXUf656HR48pNXvMOxcfWDSc8zG0J4Dd28xHRdoCd+cHKf23NK9NsS9AK6X333bu2qdOn843J5zT/wICqRuQCMJchgY+fs5fszawI6BBzMx4nv9BrhgEQJkX+Viyt59W4avK5P9lUn3tK+dV++q53sRq4gpPFHTvuzz9nKV+4tzucybfnzjCQH5HGEBWQy/i89x1du/nVSvirwn/+fqaVyr1y9d0fv7//mWx+vZ3F7n3IhAGHRGw+vx343OCOqCV8nB2uNYxZwQgTxjf/W5XLe97VcDZhq2CMf4IgGHQVgbznj3HZ8c/Z0CG/1euPa3ar50r5L3kZhIG/oiB/C6Pw+jRNep+jz6Noc/Ka145596OHjutvrh/sfrC1JLyhEDs7oAL17x2e+DUSwODjyXtCeB4/xP++Wr2xIl+i+qGyqm5xOjFVow/AmBQ6v7shavZYND7igYM1vKLtzVx46lCDH+/wkDohm8lanB0FnHQRCO/0vPs/WmkwZ7rtvrla06rX9w0p/7mS0vUF/YvLmNe0O4OaDbf/lyA6m0oZGk2Awo+JxAZSIrL7/D/cvRkPQXA7ImTQUEQTGeI8d/LFYcAGJQEGE+aCGyjbbdTPKd8XvPKefXBd58q3OPqz1Do0wn+yMHT3q2bVjjq5XpheHS/L9fQr+x48CtXlOPJFykEXNF79Zz66F8tLecc0th/23uwv5SARlosbBEs3v2UwfvfqUJpAokAqLP6+1iSv1+coz3v6dP9Oxrhoj9fOkOM/yRXIwJgkIwlhfI716ihs39oadCgPf+JG0+r6zadrsVAn5vCY/QXJM4eU70ogj+6ANnG/EXemIv37v8e/IV39Y5OzKudHzqpJj+7RE19e3FJf2WhEHChyE9fCGhZVsjWhwoBYwWC1vhLZODmJE86C4cPz7rFfP2Kh9nZ433/bUPR33aMPwJgGIwbvXijvc+8xKcUxOsfRMh/GJ6oLoKgEwrCfb6fH36sIxx0z6s7YYPtGvd1nXNspe/fmmLYs0YD5HoQyhABRRQCBnWDNrVg2hRom9KkB45KBKBPnnzqub4FwJNPPlf08E46xn8P5hMBMFB++9pNY+HEf7oOgJmbfBSOeDxJRrLJ+D97lnHQRRGeTqhRCIuKvj3xdXaMF9sJufsZVo69zhQqAkyFgH7DnaIQMFYg2PGq4cOfnWp95tvf2qH7t9mT/QsAqeB//vkjmUWAbAz0RE4BMHM0sHpg8p7//Pv090cADM/71xlx7QqAihQAyiQ3ysY/D6PmGSMC8nn92kLAaL1f3IsTCgoDj7U177Tj3NWr1dOHD6siIwDCDx/6sdr4ig2plwRK6P8HDzza9/r/Lr4NgQ5i/JtFzeKtdozBtjOkBAZn/4ta4gfQdBEgUZUy5w47xYVva1cXRX+29d6/CIKJpYZivdmcAkAM+X3fe8SNBCQhOX95bp7cf9j4Kzb3QQAMmXZmA5+mA2BJiNcvy58AIJn/+P6Tbj1EYX6C79ekOp+kTYQiz/Me+tDbN/vnJDf0P7ZyldkwFyACxKv/3v2PqKefmYl49yIOHnrox+pf/vWh3MZfmJl1w//TYvwd758Wvw2jjn0AQr9kWAGQ+oIvzqsBgHRI/cQvX3vaXR1QmNdvW8qKWdffnS96KwES5gzL8Jvn/btiIK5zXlG9AKQmQG4PlW0gFi12+/tj/IkAVIErs1jtNDn/slYASOifgjCAbMgS2Xz1Mumv6MSeIQkhf4+Wd39794GlS8y1DIeOztbq+1izapUU/dHlDwFQCcbivXdDlm/AKwAkjCldzwAgOxIFyGP/Y1cG9SH4E1KGLcf7n/AJAXcHPROn5mo3LxzijEQAVJCEML+d9lIv3ku/rn26st3YAKqORAD6LQg0LgLqY9WQcXbwPbho1WppTb47/BRTmN/LqdcJQv8IgMrQ1l2L+ZYAlnCQVP0D5BbReR2EPJLfTjlnLF69Vtv0Z5VBANQwAkD4HwFQOec/9LPd/5RQsCaQPv/k/gHyX0eFrAgIXeyxPr6ddkpZ+MdTT0xrn2EqBAw11QFAAKTht69941h/et/0vHKM9GtfhfcPkBdJoclWwkUGAOx+X5zwwhOP3B89/jOIAAACoEjGk67GtBW9ZWYCxHMBgCLEdBHXki6QnyM9oKktOvmj70cjAKvMSwFnZuuzEuCWG9vUACAA6oOdopy/LPsvuX+K/wCKEtNzxTcGsvt19DUSws4eAehEAWrTHAzjjwCog9XPbuDtzK8YlMcCAH4RUPD00LfjEH0/L7pw8rg6/kAwUh7X7KdGvQAI/yMAKsO4sQtgvxd9gfZfPJUiJisAyCuq7f7mgRQvMv3TsXu/FXlMNgXSRwCYJwABkJWx7IY6pgGIXaTvj/EHKCsCkDkNkOHaTgz7p+wncvq5J9WpJ6cDj5k2BapRL4D9nIEIgHpjF/KURK64jPA/QFkiIP9lX/424C988+6gx2LYFIgIACAAyrPn5udS/Q9QO7KmAeyyrvmEtKNEAY7d+83e76ZeAE8fPlyXoZ/m7EMAVIUN8de0nfRjqcaf6n+A8iIAZawGyOVMGDh6YL+ae6FTPB+3KRACABAA2WgNN54Q56EQ0gMok42XDirClm9OkBUBR/7xLvfnuE2Bnj5ymC8VEADDNd3FcMWlhP8ByqRokV1amkB12gPPHujUz8UtB6w6t9zYnuLMQwBADLJrGb3/AcqlvxqbYq7Lft7l6IEpt0GQaVOgZw4f4UsFBEDd/X/C/wDlIzU2/W4RPCwkFbDqWG1D/dOcdQgAKMUzAYCstK+ukNhOs7z45HF1/nf/Xp15POrt16AGAAGAAGgSxXsPUpncWo8AABgEday1WTJ3Sr3q4W9rRQAAAiCDA1A975/wP8CgELFdyHLAIYmAdYd/shABqH4vALoAIgAg1iOh+x8AojulCLjiR99R6599hC8REACDxyphMkIAACC60/PSJ77nCIEDjiA4XfU6gGnOtuazhCHoD6lIpvsfwKAjABURADn8iXWHn1I/ffywWta6QKmYZkEIACACMCBvPrMnQvMfgIFTx+WAOpafPKaWPFlpGzvD2YYAQAKYBAD5f4CKi2+rkPmjrLlm/uTxyo7xLTe2D3KmIQDAACsAABoivq3huBayeyAAAmBo3n9/70T4H6D+4nvYUQD7RGUjAHj/CIAaywKr3AuX8D/AkKMA/YhwqwiLXtyMUuEIAPl/BED9vX+rpGt3IxEAgOEKgBgRnj6in3FCKMGbsKtZB4AAQABU0PRb/b0sQ8CgPO8DAAojVoRrpwqrkp+jolGAezjDEAANwEp8DOMPUMMIQIrrMM21bWVwOsqQEPPVrQOAEaBWjYDkArQDvwQeMT836f3SPLk78ZD/B6iMCLj3wUWxZr0vEWClfW5+STD33FNKbbi8akNbeBHgb77t59tnLF2i5ubn286vZy9etGjcud/+kc/vo+AQAZDR+Cf8Yybjn/oVHcj/A1REAFxmEgAxRttgsy0rvTEvMhIwX8MagHf97PiYcze+bvVZSoy68MKx4+0zVyx3fz41N3fl0sWLx+Zt233eIt/YOoa/87lte+ajX5jC+CMAChYKzslm23asxc/g8Gu9jqrz4CNn9H5+YHpZ4N/Wjp1W68Y6y6jWnj3n/E4/g1HguZnF6rlDi92fn5WfZxYu/RXL59UF553q/LzMVuu9n6tOajFucvGtLIZd4/sXoASqWAPw/N6P7fvQ2zdnek3X+AuO8XfvF8WIKuffbuWqRAAUGguI/Ispxp+QPqiL8T92fJF6wDH2jz+51DX6jz25xH0sKzLhr3PEwKWtk64huHTDSa6MGiPnQ/e8eOypJe59VkQYilCUc+Gy1olKnhPprkcrk9duZXhCEZGA+SPVK7gfgCiRD72HKxUBkPWkGTNZesfvT2XOc3n/Fcj/iyf3rXtWqu9+f1lfE7vJYMjtu99f3vMIL3Mm/Fdefly96uUn3N+h2sh39y/3L3fPi35EoDZi4NwemD5DfWn/me5jlzkC8ZUvl3PieGUiR8Y6AKsP4+5/ZiE9A5KZe2H0VtzNzc9P3vbF/Sw1RABkQvJFbe21aqfL+Sud8c+gCIaV/5cJXSb2qW+tKszoJ/+95e7tr5zfr77ymLp6fJbIQMUQA/2l/WcVZvSTEDEgt8/evdoVASIQ5dwYJrIx0L0PpjfsVgqX3lLZ0gFFiIDFZ45V4pw6Vf4GRTOLFy3axdWLAMiGwVBHVwbEvSDtY+bJZtCGX4z+1LdWDmSCN/Gte1a4N/H6rt10ZOiT/qgjIvCzf7faNcbDjDjITQSInBPDihRJVO4L+xdnMtLZ0gHl9w+Yr5AAKJuTp07f+rG7/xHvHwGQXxHEhv1NRX995gDE+MtWpINCDL+EXodp+HUe51/dNeZO+je+7bDrBcJgBaF43yLGKndODEkchqNyxor/0M9W4gtixELBmmDuyIxael41vs+5EmsS5m17+tnDR8j9IwDyBwOU1o5HrbsrEyI5Au95vjv5PzvGvg+qAFCK+T7jTPKDCPXnmfT//H+scXPC737HDCsJRlQQ6oSAHOc7HXE4qHSRiHIR59OPWwHjnrxe38oWCSiq7F8bAThUme+xzGOZm5vf/ulvHMT7rxA16wSYrTjHSnFhp20Z0rqgfAEgnvUf37Gu0sbfj4Sg//BPz3EnfSjPsH7kE+tcz7+qxt+PnLtyDg/yeFvr57VXvZVyDtA/UH4XwJ5hHIFCwFNzc3v/+5e/upcrGgGQy/M3Bun8F6tlJYbuqtQCWCZKmeS71dZ1ohuWlohAHQxUnZAcuwisYeb680Qs/vgTawciZs2rc3QOQ4b5IofDUFcBcLKEIkBp+rN08eKtXNEIgDyk6hoVq+gj80C6i3jVCqXOXVtO/l8myLpO8mFjJRO+eKyQnyaIKjca4JwTZdcsRIpzrTSOQ4q5w+BkFJ0NqGIvgEIjHHPzWz/y+X2E/hEAuThkCs91H0sX8s++QLis5X/dCbIpRrMrZuqSwqgiYvDF8DclrSKfR2oDyhQBkgJYtSLpgrZSlfhZKdOMRaYEqhQBKFqMzM3P7yH0jwDITdwFZ2Wo6u3ncr64hPx/1/g3LWwun2dQod8mGn8Zu25DpiYxCBFgpbi806wSWIgYWJnnirqLgCKPY962D972xf3bubIRAKXJgtSNPRJygZHnlBgBkIn+zz7V3Jw5IoAxG7QIcOsAvFx+MEQfzQdYKQ37IJYA9oxlwwoBJe+/yLI2c2UjAIpiOnwdps/rxWf3kgp7ii4AHIVcuRi0T37ubAoDUxvHs0dCMH22pCWu4TqApPnBSpoVIvn+chsCnX52+JsCFdgF0DX+5P0RAEV6+9M9rz9rZa8p1Jfiwi66+99nK77Gv0jkc4phg3g67XyXj8Rn7QrDoulF6UJ1Qla/80QfzkYe7JMnmvQ1b3eMP1v9IgCKtP/p1/UmVfNqn2OZBEBx3r8YxFFbMy+Gzb89MQTp9PM/c6Q+s1wHRacCpCHQi9yVOvrCvnT9AOJTAwvpheLlQBW2BS4oCiEV/5Nc2QiA0oRAQBEEftXt821lutDD/9K6oLgIwKg2zJn6Jo2C4rz/UUR2LiyanliPKe6L+wd9rVDS+xTD/Mnht9UuIAqxHeOPACiFj35haipueU9SBXBSIaBJ3RcZAXhgRD3hUQlv9zc2y0bycz/2VDl1ALE1PRmcBGuAKwAK9L6HKUImHeNPn38EwCC8f/+FmvzEuELApLRCkQWAo9wkhzRAFAmFj2qRZBnXwsZL5xacAqufeUMzixhqB4r3vocfAciRhtjlGH86/dWQmu4GKBe4vbB5j7upT3CDn44z39nhx+49p+sG2AtPNby261EUiWyaU6YIkPdf59zWnj2XuEGPHMdzhxarZ+We7n1D4diJ8realS16LzjvdOScWH/eKbXS+bfHQiKkK9TK7kxZxgZSG2JXAqQtALQMPQEGY4CXrD2vbqcxOX8EwMA46FyM46pnp/V7+5p3CwxGBKKbCXfer/uuRYb/hcs2nFTfmimm+Ekmdnm/S1snnQn+VO7d18QbfeypJe69pCqKXqkwqN3h6sT6F58u3NjLObHeMfiXtU647y+P9fu9iDCUUL2cCyIMihQFl5VwPkghoLTsfub5oPuftMJ/2AWAVYkC9JGGwPgjAAbp96sZO2z3Ax5/x5u3I978gmEPbPsb8v4t73HbixwUWQAoyH7peaqfZTJ/1ctPqKvHZws3qOIRyk15+7mLVyhCQIq15D5PlGDQe8TXBfk+ZWzynBPynck58aqXH+98fwV76XKT9/ZHCL7rnBNS15HrnHDO4TIQ0f7M84uinrypW2jqAsCkjiLFGOCl57WGdj5mECCyvn8zS/0QAINmRuf1W95jtsab7/7YifpnixgUHQGQyfTaTS9kXvYlE/Brx48FJuJBGCf5e92/2V26lXXil/cR4QN6bnzbYbcQMEstQNcot68+WkooPSliIDc57n7PCTn2siJCkrb753tNzn66aEA/+4UUY4CH1wsgg/EXo3+DY/ynuXoRAIPmHudC3OLP5Xvp/FLqAMrYArhrDJNEgEzsMsGLh5gUxh0E4l3eKDfXYC13IwNJnqsc92/8m+cHbqTqFgX43fc+5zbHSUq7XNY6qTY558QghWDac0IiA986uDLxnJDXvPv6Q6Ud04b1cq4tjc3/Wyo5/78QEbAGNp6yFe9KtWko32XKAsA9juGntz8CYPiky/P3XwfwonV2accuIuDqK2fdNeD+8HrXsxOjX3Q4t0i6kYGu9ypiQHLF/s8hOV75nBj/dIZURID0iZj61spANED+TcZyGN5+v5EB+RwiBPxRATl2Oa/LjgZtON/fCyB//j9Nq/ARQEL+ku9nVz8EwFA52DPsGm++J+J1dQBeJCCuDsDyPb/oFQA6D//d19e7VXY3h02Ov5ixFOMoNxEAYjyrLALTfo7Hn1qSalVKUUgRoGwNPOsLklim9f8ZGgDFbRZWFKeemB7a9xZTALjXM/709UcADN3vn+lYaHMdQNDrtzS/BWsD/AWEti8NULYAGBRPPr/YvYUZv4Sq/Cob0fXnlZP2OfhQtJL/vDVz7q2MzzGM1R8SBfjeQ4tTrP8ffgOgqqCpPxA1sh2vHwFQHfNvqWk7YP+T6wAsn/cfqQNw5YC+gPCKS+sZuhZj/7V7l6uv37tMPfjjpeqFY+bJ69LzTzu3U+r1V5xQb7jiOFdDA/GfCw/+2Hy5n7nCDpwLZQiCgQmA9fPq/oeWBMP7Gdb/R/L/A7T/siPfMFYCzC1sRyw/3Ko6+X68fgRAdZDK09+5rh3R5frqfkuT4V94XqBGQLMc8Ny19YoAiGf3mX9c5Uz46VvLikGQ25f/aYU74V/z6mPqnW+YdYzBPFdGjXnh2CL1ma+tdL9XXfRH/xpLHfzhGe7to587yxEBJ9Q7f/5oLSNFG3yrdwLL/0Idfnoev2FnsFHK/3sCYFJ1uvpNcxUhAKoaBpixbHtMKX8dgNL0A+gad1/Cv2fjHWngrxtQ/td1ZENdBIBM8B/93OpMht/0PpNfOVN9+mur1E1veUG96w1HuTpqiHx/dzjfY1zkJ13kYJl7EyHwwXccrlVE4Nw18/rlf4b+/5bf5A8p/9+LADzxyFAiAGe+5q03fPjf/SrhfgRAxe2/4+w6prmty+8rbTi/a9wXhICtSSEo37ttvLQeHrB4eB/929W5J/uwJygeoISN/+C9M0QDauT1/6dPjLkefJGICDj40Dnqg7902I0Q1YFXvHROG/7vLv+LagDLvN24NRqV/xj/0aSOO5FMhy/eVLv8pVL+nd/OXVt9oyde/x9+6uxCjb8fMSS/+p/PdXPHUG3kO5Lvqmjj7xeFcq7JOVcXzlkzn+661zoLpmLA8pFeAAAIADOPBHJ0pk08Epf+WNrrX173orXVHgCZjD/9tZUD8Cottf1jaxEBFTf+8h2VJQT9yDkn514dcFN43hwQCf9buvlDpd4ivIGgOhAA9eANl01vWijs0bX5MDf/6Fb/WqEIQjhS8IoKrwAQL0xC/4MCEYDx9+OmnWoQCZA0QFDwm8L/C8WAxnljgMc9pF4ACAAEQPV5/DY1cdG659vRi9gKBgBypgHcIqIKIpPvIDx/nQjopBsWccVUBPkuykwBJUUCBilC++GcwDWsu96Dc0cwODD45X9+hrArIMv9EACVN/5S+b/7orUzEXUeV8VrSgNElgD5nlbFFQButf/fDs/zkuWCUl0O1UC+i7h1/WUj52LaJYbDQK7h+PC/uXbIuHRwQKTsy18k93BFIQCqzjbn5i7/W770tAqkASIdvyyj129qAtIVBFUN/w/L2wt7frpOcjBY5DsYRiQoGIGwKl0PcNFL5jKF/6NYA13+52f+BE25AAHg9/5bzt2O7u+vbj2muZj7SwOEL/JVK6rn/cuEX1aFdz+eJ/AduOelNA6qqCBc6VzHcvNf3NHaoWp0/wsz99xTA/8quaoQAFVmh/+XN1z2sDp7xfGQitdHBIKrAaKdwMKTQW83MSb82k36o+L9V0UMVl0QbnjJXCrRnzX8f9G6GSlGdu/981AO4zs1Pz8/6dzvOj03t3Xp+pfuGfBQUQMwolS+EZCX+98SfvzNGx9Qn/nnV3o9/kM7AioV7fGfuDdA58eqCQDJs1Zpwhek5TCbCQ1v7CslSJxzU87RKnYKPGetrb7/cEzazzJX/5vC/5J+fOdP/4ta5tz7jOfF6z+gZj709s3ttMMW12f/w7/xYXmfbQgAGHkBoHy5fz+XvfgZV4E/8szZgQ1+LE8IRHr8d/cG0G4R3BEQ0ihwZcVSAFWb8AXpDidV6HQJHCwy5nlbPpd1jkq74MoJAP9KgNje/+nD/5J+9Bl/5c1NMkftdIz6VB0N8i03tkkBjCh1SAHcZPqHN7/iAZXUFKj7uC6sp+sJ0Fs/XBUPq6LhdtIAjHnVj+ui8+d8xX/JHUCthOY/Eu6X9GOWOQqDDAiAPnn8Njf03zL9+4tWv6BedeGT2nYdQbUfLQYMTwzDqvhN8viGudQrjnt+iABgzDvIOVrFHhErl9tGoR/s9BcJBWiDAAbjL7S8uapIBhUFQGwgACrL9UlPkCiA5OX8LX4tSyMIkooBrep5/w8+Ud0MTZWPralwPmTj8ktOh4y6fu2/eSmgL5qwbka98oInc81VFTXM5P8RAJUlUVVLPu41Fz9mUPOaIp/Q2mC/3u96DNXxrKrbfvcgEQDGvAbnalzPj/ATe/1DNKHAGO8/9VxVUcM8zZWFAKgcXkhtLM1zZUmOuxzHF9a3DD0B9N3BqrkC4OgxizMUakFVz9WXX3I6tutnmuI/8fwXOpAaGSs4DTCo7nyPcPYiAKrIpixPfvMVD4Yuap9l1y7riXYGXFnBJkAAkCMCYIUKgkPzglLxa/8lvZjC++9rzsIzBwSAmXaWJ7/sxc+oDetmlL4YUIWKATWCwPlFqoYBoDm8/OJTKtzsS5suNKz9l2V/GZr9tAs89EEJgCnOEgRApfCa/4xnfd2bNz6oLwaMdAY0RwEAoGFRgPB1Hyr+09QMu4jhf03r0Sx/atybu4gAAAIgB+P9vOjFsizwgicjzT4spVkdoNkfoFc1DADNiAD0rmkrpihYX/wnof9Q05/S5q4wt9zYHpQAYBkgAqBytPt9oUQBli9duOjTLgm0rOrFAF56fnUFSRVbvzadKo95lc9V7dI/01bhHimW/RU+dw0jCuAIDZYBIgAqx5X9vlCM/2sueUy74ceC+o9GAdztQ5nwU3Pp+URLGPPqn6sXvuS0Mvb9j+n8l6Hwr7C5awgCAOOPAKgkufJoPy/LAleeCEQBwuuBw1GAKq4AuPT8U+rMiq5MuPKlbAbEmHeQc1TO1SoS7e0RTgVGO/+lXPZXytw1YAFA+B8BUEnaed/gLVc8qF0SaIoCVHUJYFV33WM3QMa8LueCXNuWoRg4bP4zLvsrZe7ywRp9GEkBkBtZFth68ZHUUYAqpgCE119xvHLHJOHeqnp8TUbGvIqh9iqeo346aQBd4x/Lf+eScdlf2RABgNESAI/fVkwVrXDd1U+kjgJUlWtefaxyaYB3/vwsVw5j7yLnppyjVcZK2finj2V/Zc9hZQuAQ1xRCICqUVgO7YLzTqmrx4+nigIE9g6vGO96w9FqTfg/c4wrZ1iC8GeqJQirdG6aWLdmTuv9hwuF37zxgX6W/ZU5h5UtAKa5ohAAjeZd1xxxC4GSogDrKiwA3vmG2cpM+jLhn7linitnaAJsvjJGV85JOTcrLwDG5hO9f1n2d9mLn6nUcQ+gFwACAAHQXE7NnlArls+rza+bTYwCVH3S/+AvHR76cUj+uQ4TftOR76AKtQA3veWFWojBNN7/28YrawvLzNOzDBAB0Fzsuc4k+YvtFxwvYE4fBfAmhqptBRxG8qzjQ14G9vv/5hDef0UEoXwXw0TOxTqE/wNCwOD9X33lMXX+OSeqetilGelbbmxTBIgAGA0kFaCNAnh0K4WrzB+8d2Zont8H33GEpX8VQr4L+U6GgZyDci7WhZf5NwQKef8SIbzxbYerfPgYaUAA9MOJIwvh6lddfkK9rHUyEAWwAlGAenh+f3DTzMDrAST6UDdvbyRErfOdDLoCX869zjlYr0iQad1/++pZVwT454qKUVaoZ4orCBaN0od9z5bDAeMf3imwDsha8N2/+dzARIAYmN//FVYLVRX5bgYlAuSck3Ovtj0gQuv+147NqWs3Han6UZcVASD/D5UUANNFvpkUAnaRC/4XXjcb8Pi7OwXWTQT82bZnSu8NLyFmjH89REDZ6QA51zrnXD2Nv87774b+/XNEBeewsgz1PVw5UDkBsP4DxQqAbiFgFykIdJcF+qIA62q4s53kYcUbe1cJVfnue//Wc4T9a4R8V/KdlVEjIueYnGt13QFSQvxh7/+y1kn1qpcf184RFZvDyooATHPVQFVTAIWp3tMnT4UmA9sVAT1HwLmvchOgONzlge847HhmzxayQkBCvBNveUH99f/5NAV/NUS+M/nuJtzleflTRHJOybkl51idV39ccN7pyI5/737HjHGOqJLHXuJ2vQgAUEsqelyiettFvNHciejFLX0BvnlwhXrsCfn4tqpdIUCIbl3Agz9eqj7ztZXqa/cuVy8cszK8/rR6p+NBvuGKEyzzawCyPl96BXzt3mXO+bDKOS/SX+YiHN5wxXH39U3b76F7RbSvPuqmA+PmiIp57PKe4yW8JyAAKklh6nTOoO5lWeCeyTWO/bca82XKhC354N9Xh1wxcPChM9RTzy1WDz4R/JrPXN7ZvvWljuEXrxGj3zzkO5XiQLm9cGyRey780BECcl68cDx4zl/6ktPqxWvn3HOhqZs8WZ73L+mAaze9kGqOqJBnXXQUYLrEyAIgAHJTWIGKSd1LDvDKy0+oe+5fpqwGfrEykbNjH3TFgHj1b7iCsZDCP7cmIMUcMey5K+Stt/H+oWiqWgNQ2Akal9/r7hPQSAUAABHRL13/sswRFTGuRS/FYQUAVFcArP9AcU0q4tS95AEX9gkAgEZ7/289nHmOGObc5WOq4u8HCIDqnvRx63xlRcCF553mTABoMFL4t/68U5nmhqYa1ltubCMAoPICYH9Rb5S0zved1xzhTABosvdv6PdfcAHg/jKOvWCDvZezAeogAAo7USvc5xsAhsip2eOVnLPq4FgBAqA01n/ALaaZLuK9Clb5ANAQCpwbpr05qyyKigIQAYBaRAAKO1kLXuYDAE0RAMXNDXUwrHtvubE9zbcOdREAdxTxJqQAAKDkueGOkg91fw2OERAAxeGF1AoJq5EGAICS5oSDJYf/CzlGx/sn/A+1igAItxbxJiVs+QkANabAOeHWARzuVM7Xb+cbh9oJAEdZT6oCigELrvYFgNoLgELmhGlvjiqbPL3797D2H+oaARBy565OUgcAAMXPCQPJqzsGvN8Ug4T+8f6h1gJgT04FXHS/bwCofQQgdwpgxpubBkXWOVC8/s1801BrAbD+A+6Jn0vFynIfCgEBwJ0PnLlgPqFDaAq2e3PToEgTBZDjmRTD73j+m9n2F+JYUpcDlTzb47epm50fx/Mo/sVnLOVbb4j3ZuefwDNhLV6slq5cxuDj/bvGeEC5f10EYMr32LRze8QTB9M5UgWAAKg8EgXY1/9Ff1wtHzuTb73GHH3qeXXkx88U4b31xSJHBJx1/jlq1YvX8GXUWgDkLgAceF7dMe438M1BofNZnQ7W22qz75wbhYD1Zmb6CXXo0aeGZvwF+dtyDHIsUF9yzgV7Str2FwABkMAu1eeyQDoC1nvCnn3mUGWOR44FQVlfcswF094cBIAAGEIUQPJgfYfCaAhUT2afPcQxQSHknAO2DrjwDwABEBIBUujSVw4Or62eVHFDJzaZqic55oDthP4BAVANESC1AJNZX0caAGC06XMOmPTmHAAEQEWQKECmZS9EAOrJ8rGzOCYYVgSg74gjAAKgvCiA5OI2ZxEBUsVNHUD9WHHO2e4SvMpcOM6xyDFBvZBrP+MqEplbNpP3BwRAQ0QAUYAanqiLF7nr76uCHIscEzTa+8f4AwKgaSKAOoB6Is13lp21cujHIcdAI6B6kuHax/gDAqCJIuD4zBG++Zqy5tIL1OJlw2vnLH9bjgHqScprH+MPCIAai4DJpOeSBqjpCbt4kVr70guGUg8gf7Pztwn915GU1/wkxh9GBaupH+zx29Q252636d9XvXitOvvCF3EG1BQp5nruh48NbC3+0pXL1VjrJWwGVGMOPfoTdfSp5+Kesp2lfkAEoBnRALmQr1KGtsFEAOqNGOJzN148kJoA+RvrXn4Rxr+5EQCZI67C+AMCoFki4KAnAvZEPcjj7p7gUOOTd/Ei1zCffeGLS0kJyHvKe8vfIOxfb+RaN+wAuMcz/myjCyOHNSof9PHbVNu52+Hc2t3HZHKnmrsZzM/Nu+Fd2S44726BYvjlvJA0EYa/Gch5Ibs4+phybrto7QsIgBHCEQITnhBodUO70CwhIJXex59/IfNqD+nst3zNme49hr9ZPPv9H3WXAE57hn+SUQEEwIjiCYGbz7vqZeNM9s1F8r7d7m8iDk57YeAlK5e7Rl68fcntn1GB/gJQnih88sAPJMR/K4YfAAHQw/725bc7dxOcCgCNZdJ67f1bGQaAILi+St3FEABwjQMQARjNKMDzzt0YIwHQOGYc759KXwAiAEb2MgQAXNsACIDR41aGAIBrG2CUIAXgYX/78oeduxYjAdAYpq3X3n8xwwBABCCJOxgCAK5pAATA6DHJEABwTQMgAEYM67X3TytFW1CAhjDlXdMAgABIBSFDAK5lgNFwfBmCIPQEAKg9rP0HIALQF5MMAQDXMAACYPRg3TAA1zBA4yEFoMH+9uX7nLs2I5GN7/zrmeq+B1eqJ35yhnr+0BL3sUsuPK5ecdms2njprFpz9mkGyYeMkYzX9x5YqX7sjNnxE4vU8mXz6pKLjrvj9dM/9QKDlB0p/tvMMAAgAPoVAFucuzsZiXSIwf/k3hf1jL6J1//MYfWm18+4Rm6UEUP/9X9erf7+6/GlJiKYfm3LT9RLXnSSkyw9NzgCgPa/AAiAXCKAzoApjf+f/b/nuUYtDWL8f8bxbH/OEQOjFhEQgfSde89UX/+n1anHS/iNf/ukuvjC45xsydD5DwABUIgAmHDubmck4j3Z//KxCzIZMz+SHpAwtxi3pooBGZv7Hljphvrlvh9ENP3H33xs5CMnKdjqCIBJhgEAAZBXAEh8VqIALAk08IV/WOuGsotAwtwiCEQMSA68rsZODL5ERR56dLlr8OXnIpD0yXW/8BwnnZkZ53axIwBmGAoABEARImCnc7eDkdDz4T++qG/vPwmJCIgocG/nnuz9XiWe8Ar3xNhLeF9+L8rg66IAt/zujzjpzOxyjP9OhgEgPUsYglj2OLebiQLoPd2yjL8gBtWtkg+FzUUIrFl9Wi1fPt8TBCIQVizvRAzGnH/Lm06QvztzeOHSEAPfe1yO6/CSxILHMsZb/iYrKYze/x6GAQABUBgSTrS/ffmtRAH03u8w6AoDoZ+cuoiGrjGtnZU7jAAwcCuhf4Ds0AgoXRQANIa0rsKljsa/zmOO9w+AAKhtFIAJJorkpPFGB4eMNasA8P4BEACDZ5fnaYAPOtUx1nj/AAiAUYgC0F88hCxNwystHxljGWvA+wdAAAyHPUQBoobpXdc+w0CUzHtu+AlCC+8fAAFAFKBabLxsFhFQIjK2tAHG+wdAAFQjCjDNMASR/DQioBzjT+5fyzTePwACYBhRgF2MBCIA4z9UduH9AxRg0xiC7Njfvnyfc9dmJKJIc55Pf+mcUrsENpluXYWkVkDLlGP8NzMMAEQAhuaBMAR6xHDJ9rU0rcmOjJmMHcafaw+ACEC1owCyVfAEI6FHIgCf/4e16jv/eiaDkVI4iedPtX8sk473v5VhAEAADFsAsF1wCkgJxCMG/+2/8Bz5/mTY7hcAAVApEbDNudvNSCRHA0QE9LN5T5O55MLj6p2O109L5VRsd4w/lf8ACIBKiYADzt04I5EuGvCFfWtruxk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",
"path": "emoji_u1f469_1f3fc_200d_1f91d_200d_1f468_1f3fb.png"
} | Generate code for a svg of a woman and man holding hands: medium-light skin tone, light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="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:#FFD29C"/>
<stop offset="0.4016" style="stop-color:#F9DDBD"/>
</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;"/>
</g>
<g id="arm_x5F_right_1_">
<g id="arm_x5F_right_x5F_fill_1_">
<linearGradient id="SVGID_2_" gradientTransform="matrix(-1 0 0 -1 127.4631 128)" gradientUnits="userSpaceOnUse" x1="23.7347" x2="4.2757" y1="74.508" y2="41.4066">
<stop offset="0" style="stop-color:#FFD29C"/>
<stop offset="0.4007" style="stop-color:#F9DDBD"/>
</linearGradient>
<path d="M100.1,54.1l9.7-0.6c0,0,4.5,10,6,13.33c0,0,4.24,6.32,6.17,9.17 c1.88,1.92,2.36,2.62,3.04,5.19c0.75,2.83,0.4,4.38,0.04,5.06c-0.35,0.69-2.25,2.46-3.42,1.38c-1.24-1.15-1.15-5.22-2.31-4.94 c-0.6,0.15,0.16,1.36,0.23,2.56c0.07,1.2-0.85,1.41-1.5,1.08c-0.33-0.17-1.85-2.71-1.85-2.71l-0.65-4.21l-15.13-21.23L100.1,54.1 z" style="fill:url(#SVGID_2_);"/>
</g>
</g>
<linearGradient id="shadow_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="66.8654" x2="70.2904" y1="50.9231" y2="56.5203">
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} | Generate code for a svg of a a green circle with a white tick on it | <svg xmlns="http://www.w3.org/2000/svg" width="11.986" height="11.986" viewBox="0 0 11.986 11.986"><defs><style>.a{fill:#24aa34;}</style></defs><path class="a" d="M12.548,6.555A5.993,5.993,0,1,1,6.555.563,5.993,5.993,0,0,1,12.548,6.555ZM5.862,9.729l4.446-4.446a.387.387,0,0,0,0-.547l-.547-.547a.387.387,0,0,0-.547,0L5.589,7.815,3.9,6.122a.387.387,0,0,0-.547,0L2.8,6.669a.387.387,0,0,0,0,.547L5.315,9.729A.387.387,0,0,0,5.862,9.729Z" transform="translate(-0.563 -0.563)"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pale pink seashell resting on the sand. | <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="#f7ddd3" d="M0 0h96v72l-4-2-31-9q5-8-2-2l-8-2h-5q-4-7-5-14-2-4-5-3 2 1 2 3l5 13h-3l-7-13-1 2q4 5 5 12l-8-11v2l5 11-9 2q-9 0-14 6l4 2 20 2 3 6 2 3q2-2 3-1l3 1q7 1 14 5l1 2-5 6 1 3H0z"/><path fill="#fce9e0" d="m51 57-3-2V37q3-4 8-3-2 2-1 3 3-4 8 0l6 9q-3 2-5 6l2 1q-1 3-4 2-2 3-4 0z"/><path fill="#f5c6b9" d="M46 57h-1l-5 1q-1 4 2 1l3 3-11 2-6-1h9l3-1-5-5-6-9v-2l8 11q-1-7-5-12l1-2 7 13h3l-5-13q0-2-2-3 3-1 5 3 1 7 5 14"/><path fill="#e6a99d" d="m35 57 5 5-3 1-3-4q-5-5 1-2"/><path fill="#ea9782" d="M45 57h5l8 2-7 3q0-4-3-1-1-4-2 0z"/><path fill="#eaa794" d="m61 61-6 3-3-2 7-3q7-6 2 2"/><path fill="#f2ab97" d="m45 57 2 4q1-4 2 0 3-3 3 1h-7l-3-3q-3 3-2-1z"/><path fill="#f8dccb" d="M25 61q0 2 3 2l6 1 11-2h7l3 2q-12-1-19 6l2 7-3-6-24-4q5-6 14-6"/><path fill="#d7b5ad" d="m34 59 3 4h-9q-3 0-3-2z"/><path fill="#f8e2cf" d="m61 61 31 9 1 4q-10-2-18 4l-1-1H55l-12 2q-1-1-3 1l-2-3-2-7q7-7 19-6z"/><path fill="#f6ddcd" d="m92 70 4 2v24H57l-1-3 5-6-1-2q-7-4-14-5l-3-1 12-2h19l1 1q8-6 18-4z"/></svg> | |
{
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"path": "f306190707a36d06aa075a8779c7bddcb100bbebeab8d3c8250a54342cf2d278.png"
} | Generate code for a svg of a a gray and green battery icon with a white background | <svg data-slug-id="storage-files" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 50 50" class="fxs-portal-svg" id="FxSymbol0-05f" role="presentation" focusable="false" xmlns:xlink="http://www.w3.org/1999/xlink">
<path fill="#A0A1A2" d="M0,45.1c0,1,0.8,1.9,1.8,1.9h46.3c1,0,1.9-0.8,1.9-1.9V12H0V45.1z"></path>
<path fill="#7A7A7A" d="M48.1,4.1H1.8C0.8,4.1,0,5,0,6v6h50V6c0-1-0.8-1.6-1.9-1.6"></path>
<rect x="4" y="25.5" fill="#B8D432" width="42" height="7"></rect>
<rect x="4" y="15" fill="#FFFFFF" width="42" height="7"></rect>
<rect x="4" y="36" fill="#B8D432" width="42" height="7"></rect>
<path opacity="0.2" fill="#FFFFFF" d="M2,4C0.9,4,0,4.9,0,6v7.3v3.3v28c0,1.1,0.9,2,2,2h2.2L43.6,4H2z"></path>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a spiral galaxy glowing within an ornate circular frame. | <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="#090c1b" d="M0 0h96v96H0z"/><path fill="#0a0d1c" d="M41 13q2-1 5 1l1 3q-1-3-3-1l4 3 4-2q-4-4 2-3-1 2 1 3v-3q17 2 23 18l5 13q-6 6 2 4l-4 4q-6 27-35 30l-10-2 11 3q-12 1-19-5l2-2q-14-9-14-25l2-2 1 6 3 2 3 7q2 3 5 2-7-9-6-18v-1l2 6 2 1 2 4 2 3 5 3q2-3 2 1l1-3q6 1 6-5-6 0-2-3-1-3-3 0-3-8-1-14l-2-2q-3-3 0-5-4-4-9-5l-2 1q4 0 7 3l-5 1q-3-2-5-1 0-6 4-9-1-3 1-5 5-4 12-6"/><path fill="#c6cad0" d="M26 21q0 4-4 7l-2-1q2-4 6-6"/><path fill="#76637b" d="M28 24q-4 3-4 9 2-1 5 1h-6l-1-5v-1q4-3 4-7z"/><path fill="#332d43" d="M38 39v3h-1q-3-6-8-7v-1l5-1q-3-3-7-3l2-1q5 1 9 5-3 2 0 5"/><path fill="#f4f3e1" d="m20 27 2 1v1q-3 3 0 6h7l2 2-1 1-11-1q-2-3-1-7-1-3 2-3"/><path fill="#e6a3a9" d="m22 29 1 5h6v1h-7q-3-3 0-6"/><path fill="#a0a5a7" d="M18 30q-1 4 1 7l11 1v1l-12-1q-2-3-1-6-1-2 1-2"/><path fill="#d4b1ab" d="M29 35q5 1 8 7l-1 4-3-5q-1-3-3-2v-1l1-1z"/><path fill="#686879" d="M17 32q-1 3 1 6l12 1q2-1 3 2l-2 2-4-3-8 2-2-1q-3-6 0-9"/><path fill="#a4a3a7" d="m27 40 4 3h-3z"/><path fill="#32344f" d="M33 41v3q-9-2-6 7l1 4-2-1-2-6q0-4 4-5h3z"/><path fill="#61536c" d="m33 41 3 5 1-4h1l-1 10q-4 0-1 3l2-2 3 3q-5 3 1 4l2-1v2H33l-1-2 7 1-6-4q-2-4 1-6l2-1-4-4q-3-1-4 2-2 1-1 4-3-9 6-7z"/><path fill="#575e76" d="m27 41 1 2q-4 1-4 5v1l-2 5 1-11q1-2 4-2"/><path fill="#202034" d="M41 13q-7 2-12 6-2 2-1 5l-2-3q-4 2-6 6-3 0-2 3-2 0-1 2-3 3 0 9l2 1 8-2v1q-3 0-4 2l-2 2q-7-4-10 3l2 5q-3-4-2 0l2 10-6-16 6-18q7-13 22-19h4l-11 5q-3 2 0 3 5-5 13-5"/><path fill="#201e35" d="m38 39 2 2q-2 6 1 14 2-3 3 0-4 3 2 3 0 6-6 5l-1 3q0-4-2-1l-5-3-2-3h2l1 2h11v-2l-2 1q-6-1-1-4l-3-3-1-1 1-10z"/><path fill="#151728" d="m13 63-2-10q-1-4 2 0l-2-5q3-7 10-3-3 6 1 13l-3-2-1-6-2 2q0 16 14 25l-2 2q7 6 19 5l-11-3 10 2q29-3 35-30l4-4q-8 2-2-4l-5-13q-6-16-23-18v3q-2-1-1-3-6-1-2 3l-4 2-4-3q2-2 3 1l-1-3q-3-2-5-1 9-4-1-4 30-5 44 25 8 30-18 48-28 13-49-10-3-4-4-9"/><path fill="#545971" d="m28 55 4 4h-2z"/><path fill="#3d3a54" d="m23 43-1 11 2-5q-1 9 6 18-3 1-5-2l-3-7q-4-7-1-13z"/><path fill="#fdefc9" d="m38 53-2 2q0-2 2-2"/><path fill="#cba398" d="M37 52q-2 0-2 2-3-3 1-3"/><path fill="#beb4b2" d="M28 47q-1 3 2 7l1-4q2-3 3 0-3 2-1 6l6 4-7-1-4-4-1-4q-1-3 1-4"/><path fill="#8d8ba0" d="m32 45 4 4-2 1q-1-3-3 0l-1 4q0-6 2-9"/><path fill="#dbd9cb" d="M32 45q-2 3-2 9-3-4-2-7t4-2"/><path fill="#837d8c" d="M14 47q3 0 0 3z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a snowy mountain with a pale blue sky. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#c6e1ea" d="M0 0h54l1 1-7 2-2-1v4h13l2 2q4-3 7 2l2-3 3 1 4-6q6 3 3 8l1 3-8 1 2 8h-3l-1-3-4 4 8 2v3q-12 0-1 3l12-2q-3-1 0-1 4 1 2-2-1-2-3-1v-3l-8-1 1-2 6-2q-3-1 0-3l5 1q-4 6 4 9-3 0-3 2 2 3 6 4v22l-9-1v5l-4 8-10-4q0-3 2-4-4-2-9-1l-5-1-9-5v2h-1l-2-4-10 7 1 3q-3 0-3 3h-2l2-3-3-1q-6 2-8 6 0 2 3 2l-2 2-4-3v-3q-6 0-9 5L0 57z"/><path fill="#c9e3ea" d="M54 0h42v30q-4-1-6-4 0-2 3-2-8-3-4-9l-5-1q-3 2 0 3l-6 2-1 2 8 1v3q2-1 3 1 2 3-2 2-3 0 0 1l-12 2q-11-3 1-3v-3l-8-2 4-4 1 3h3l-2-8 8-1-1-3q3-5-3-8l-4 6-3-1-2 3q-3-5-7-2l-2-2H46V2l2 1 7-2z"/><path fill="#f1f6f5" d="M51 51v5q-9 4-16 10-5 3-11 3l3-3 2-2 5-2 1-2h2v2l6-4 2-4q-3 0-5 3l-1-3 10-7z"/><path fill="#e1edee" d="m66 55-3 1 1 2-4 5q-3-2-5-1 2-2 5-1-1-3 1-4l-6-4q2 1 1 4l-4-6v-2l9 5z"/><path fill="#d8ecf2" d="M37 60q0-3 3-3 2-3 5-3l-2 4-6 4z"/><path fill="#bfdde9" d="m51 51 4 6q1-3-1-4l6 4q-2 1-1 4-3-1-5 1-10 4-15 14v1q-5-4-11-6 5 0 6-5 7-6 16-10z"/><path fill="#e0edee" d="m35 60-1 2-5 2q-3 0-3-2 2-4 8-6l3 1z"/><path fill="#a9cedf" d="m73 60 10 4q-4 2-5 7-8 6-12 16l-12-6 17-16z"/><path fill="#f7f9f9" d="M96 52v44H82l-16-9q4-10 12-16 1-5 5-7l4-8v-5z"/><path fill="#f5f8f7" d="M55 62q2-1 5 1l-4 10-13 6-1-1q2-3 6-4 1-3 4-5l-12 7q5-10 15-14"/><path fill="#bbdbe7" d="M61 62q2-1 3 1l-8 10 4-10z"/><path fill="#d6e8ec" d="m27 66-3 3-10-4q3-5 9-5v3z"/><path fill="#f6f9f8" d="M66 55q5-1 9 1-2 1-2 4l-2 5-17 16 2-8 8-10q-1-2-3-1z"/><path fill="#d8e6e9" d="M35 66q-1 5-6 5l-5-2q6 0 11-3"/><path fill="#cae3ec" d="m42 78-2-1v-1l12-7q-3 2-4 5-4 1-6 4"/><path fill="#8eb9cf" d="m0 57 14 8 10 4 5 2q6 2 11 6l2 1 1 1 11 2 12 6 16 9H0z"/><path fill="#aed1e1" d="m56 73-2 8-11-2z"/></svg> | |
{
"bytes": "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",
"path": "eff53aed1315be1036a80f65c6e29e3a4e935324b991f6785aadc5dfb749e076.png"
} | Generate code for a svg of a a black and white image of a computer mouse with a arrow pointing up | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 900 1200"><path d="M600 400h300v380H720V580H380v200H0V25Q0 15 7.5 7.5T25 0h575v400zm300-100H700V100zM600 900h162l-212 212-212-212h162V700h100v200zm-180 300H25q-10 0-17.5-7.5T0 1175V780zm480-220v195q0 10-7.5 17.5T875 1200H680z"/></svg> | |
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} | Generate code for a svg of a blackberry logo on a black background | <svg width="18" height="18" xmlns="http://www.w3.org/2000/svg"><path fill="url(#paint0_linear)" d="M0 0h18v18H0z"/><path d="M13.2 9h-1.537L12 7h1.588c.93 0 1.25.568 1.25.946 0 .534-.361 1.054-1.637 1.054zm1.129 1.862c0 .534-.35 1.138-1.555 1.138h-1.637l.353-2h1.594c.937 0 1.245.486 1.245.862zM9.563 7H7.941l.353-2h1.648c.815 0 1.176.477 1.176.855C11.118 6.389 10.78 7 9.563 7zm.835 1.811c0 .395-.352 1.189-1.4 1.189H7.204l.353-2h1.82c.71 0 1.02.553 1.02.811zm-.693 3.01c0 .535-.372 1.179-1.31 1.179H6.529l.353-2h1.89c.606 0 .933.443.933.82zM5.197 7H3.706l.353-2h1.518c.947 0 1.305.477 1.305.855C6.882 6.389 6.472 7 5.197 7zm.98 1.811C6.176 9.345 5.81 10 4.633 10H3l.353-2H5.01c.812 0 1.165.434 1.165.811z" fill="#F6F8FD"/><defs><linearGradient id="paint0_linear" x1="3.349" y1="3.122" x2="21.904" y2="24.434" gradientUnits="userSpaceOnUse"><stop stop-color="#1A1E21"/><stop offset="1" stop-color="#06060A"/></linearGradient></defs></svg> | |
Okay, here's a concise summary of my thoughts on drawing a narrow canal winding through the city:I'm drawn to the intricate and dynamic interplay of shapes and lines within a narrow canal. The winding path, with its curves and defined boundaries, creates a sense of movement and a sense of depth. The detail level is high, with a focus on capturing the subtle nuances of the water, the buildings, and the overall atmosphere. The overall effect is a visually captivating and evocative image, emphasizing the interplay of form and texture. | {
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"path": null
} | Generate code for a svg of a a narrow canal winding through the city. | <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="#f4f1e7" d="M21 0h75v66h-5V5H72l-1 5q-3-2 0-2-4-3-4-7l-1 17-4 11-2 14-2-2q-2 2-1 5l-6 1q-2-4-1-7h6q-6-3-7-7-2 0-2 3-2-4 1-6l-2-2-8-15 3 19-3 4q-3-1-1 6l-1 14-1 1V41L34 6h-7V5h6l-1-3-4 2-8-2q3 0 1-2"/><path fill="#423c5a" d="M35 7q-3 16 0 34v16q0 7-3 14l1 1 3 15q-2 0-2 2l3 3v2q-3-4-4-1L8 94v-7l2 6v-2q6-10 7-21l-2-9 1-11-7-34-1 33V7l22-1h4q0-8 1 1"/><path fill="#3b3554" d="M27 6h3L8 7v42l1-33q2 0 2 3l5 31-1 11 2 9q-1 11-7 21v2l-2-6v7H7V6z"/><path fill="#6b6878" d="M27 5H7v88H6V5z"/><path fill="#f2efe2" d="M77 22v23l-1 32q-9-10-11-22-1-3 2-3l2 1q3-9 2-16l-2-1V16l2-5 1 2q-3 6-2 14 3-5 7-5"/><path fill="#798695" d="M77 45V22l1 1q1-9 7-13 3 4 3 10l1-14v59l-1-7-2 7q-3-4-7-5l-1 3z"/><path fill="#dfaa91" d="M43 40q-2-4-5-4l3-4V22l1 1 2 14z"/><path fill="#7a696f" d="m46 28-2 27-1-14v-1l1-3-2-14-1-1v10l-3-19z"/><path fill="#d3cfc9" d="m46 28 2 2q-3 2-1 6 0-3 2-3 1 4 7 7h-6q-1 3 1 7l-2 2-3 2z"/><path fill="#312d42" d="M38 36q3 0 5 4v1l-2 2h-2l-2-1q-2-7 1-6"/><path fill="#d8d5cd" d="M69 16v10l-2-3-1 2 1 11h-1l-2-5v7q0 4 2 7h2l1-9 2 1q1 7-2 16l-1-6q-2 2-1 5-3 0-2 3l-4-5-4-4q-1-3 1-5l2 2 2-14 2-1q1-7 5-12"/><path fill="#2b2a4b" d="m66 36 1 9h-2z"/><path fill="#716f76" d="M66 36v9q-2-3-2-7v-7z"/><path fill="#919198" d="M69 26v10l-1 9-1-9-1-11 1-2z"/><path fill="#ce604d" d="m43 41 1 14-3 2V43z"/><path fill="#494955" d="m57 46 4 4h-1q-5-4-8-1h-3l2-2z"/><path fill="#e7e4d7" d="m60 50-1 2h-8l1-3q3-3 8 1"/><path fill="#737680" d="m69 53-2-1q-1-3 1-5z"/><path fill="#a0acad" d="m60 50 1 6-8 2-4-2-2 7-1-8 4-1v-2h8z"/><path fill="#f4f1e6" d="m47 55 1 8 2-7 4 2 8-2 3 8 3 20-2 6 2 6H33L6 94h2l29-2-3-3q0-2 2-2l5-2v-7l4-2v-2l2-7q-3-6 0-12"/><path fill="#7f8995" d="M96 66v29l-14-1q-6-6-9-13l-8-17-3-8-1-6 4 5q2 12 11 22l2-14 1-3q4 1 7 5l2-7 1 7V6l-1 14q0-6-3-10-6 4-7 13l-1-1q-4 0-7 5-1-8 2-14l-1-2-2 5q-4 5-5 12l-2 1 4-11 1-17q0 4 4 7-3 0 0 2l1-5h19v61z"/><path fill="#8d9399" d="m37 42 2 1q-3 6 0 13l1-13h1v14l3-2 2-4 3-2h3l-1 3v2l-4 1q-3 6 0 12l-2 7-2-13-5 8q3 3 1 7l-3-6-3 2-1-1q3-7 3-14l1-1z"/><path fill="#ccced0" d="m39 43-1 13q-3-7 0-13"/><path fill="#9a8584" d="M45 74v2l-4 2-2-2q2-4-1-7l5-8z"/><path fill="#595f71" d="m39 76 2 2v7l-5 2-3-15 3-2z"/><path fill="#f8f4e9" d="M0 0h21q2 2-1 2l8 2 4-2 1 3H6v89l27 2H0z"/><path fill="#a2a2a1" d="M73 81q3 7 9 13l14 1v1H78l-7-15z"/><path fill="#6b7685" d="M73 81h-2l7 15H68l-2-6 2-6-3-20z"/><path fill="#5f5b6d" d="M37 88q1-1 4 1l-2 1z"/></svg> |
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"path": "emoji_u1f627.png"
} | Generate code for a svg of a anguished 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_);"/>
</g>
<g id="faces">
<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="anguished-face">
<path id="mouth" d="M52.7,103c-3.35,0-6.45-1.74-8.2-4.6c-1.68-2.77-1.53-6.29,0.4-8.9 c4.3-6,10.9-9.2,19.1-9.2s14.8,3.2,19.1,9.2c1.93,2.61,2.08,6.13,0.4,8.9c-1.75,2.86-4.85,4.6-8.2,4.6 c-1.05-0.01-2.1-0.18-3.1-0.5c-5.33-1.73-11.07-1.73-16.4,0C54.8,102.81,53.75,102.98,52.7,103z" style="fill:#422B0D;"/>
<g id="eyes">
<g id="eyebrows">
<path d="M83.4,31.31h-0.1c-1.01,0.08-1.9-0.67-1.99-1.68c-0.08-1.01,0.67-1.9,1.68-1.99 c1.93-0.29,3.9-0.27,5.83,0.05c5.23,0.8,9.96,3.56,13.22,7.73c1.49,2-1.14,3.9-2.79,2.4C94.85,33.93,89.27,31.64,83.4,31.31z" style="fill:#422B0D;"/>
<path d="M44.85,31.31H45c1.02,0.02,1.85-0.79,1.87-1.81c0.02-0.92-0.66-1.72-1.57-1.85 c-1.93-0.29-3.9-0.27-5.83,0.05c-5.24,0.79-9.97,3.56-13.23,7.73c-1.48,2,1.15,3.9,2.79,2.4C33.43,33.95,39,31.65,44.85,31.31z" style="fill:#422B0D;"/>
</g>
</g>
</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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"path": "74453acdfbd25383a89ae6f62411e4f4fb8f4f619752956e3a1c95bba9b23ab3.png"
} | Generate code for a svg of a a black and white image of a book with a sign in the middle | <svg class="icon" viewBox="0 0 1024 1024" xmlns="http://www.w3.org/2000/svg" width="200" height="200"><defs><style/></defs><path d="M864 938.667a35.627 35.627 0 01-9.387-1.28l-333.226-101.12a31.36 31.36 0 00-18.774 0l-333.226 101.12A32 32 0 01128 906.667V181.333a96.213 96.213 0 0196-96h576a96.213 96.213 0 0196 96v725.334a32.64 32.64 0 01-13.013 25.813A32 32 0 01864 938.667zM224 149.333a32 32 0 00-32 32V864l292.053-88.533a96 96 0 0155.894 0L832 863.573v-682.24a32 32 0 00-32-32z"/><path d="M504.533 418.987a32.64 32.64 0 01-22.826-9.387l-85.334-85.333a32 32 0 1145.44-45.227l85.334 85.333a32.213 32.213 0 01-22.614 54.827z"/><path d="M519.467 418.987a32.213 32.213 0 01-22.614-54.827l85.334-85.333a32 32 0 1145.44 45.226l-85.334 85.334a32.64 32.64 0 01-22.826 9.6z"/><path d="M642.133 456.533H381.867a32 32 0 010-64h260.266a32 32 0 010 64zm21.334 121.387H360.533a32 32 0 110-64h302.934a32 32 0 010 64z"/><path d="M512 699.307a32 32 0 01-32-32V405.333a32 32 0 0164 0v261.974a32 32 0 01-32 32z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a row of colorful balloons floating in the breeze. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v96H0V70l4 2 4-8 5-7h2l-4 11q0 4 3 7-10-2-7 7 3 3 7 3l5-5 1-3q-3-1-4 1l-1-2 5-3q3 10 9 1 6-2 6-8h-6l2-3q3-5 0-11-3-2-6-1-1-12-9-6l-1-1-2 2q-1-9-9-4v5q-5 4-2 11l-2 1z"/><path fill="#f1f3d4" d="m13 46-1 2q-5-2-8-1v-5q8-5 9 4"/><path fill="#f9e335" d="M25 51q-5 0-8 5l-3-4v-2l2-5q8-6 9 6"/><path fill="#fc8377" d="M4 47q3-1 8 1l2 2v6l-1 1-5 7-6-6q-3-7 2-11"/><path fill="#7ebdcf" d="m16 45-2 5-2-2 1-2 2-2z"/><path fill="#dc7583" d="M84 48h4q0 3-3 5-4-2-1-5"/><path fill="#eea98c" d="m25 51-5 6h-7l1-1h3q3-5 8-5"/><path fill="#fd9b47" d="m14 52 3 4h-3z"/><path fill="#aec5da" d="M25 51q3-1 6 1 3 6 0 11-5-6-11-6z"/><path fill="#91b3d8" d="M15 57h5q6 0 11 6l-2 3q-3 0-3 2-6 0-6 5l-5 3-1-1q-3-3-3-7z"/><path fill="#a2bbdc" d="m2 58 6 6-4 8-4-2V59z"/><path fill="#f87970" d="M75 54q8-1 6 8-5 6-8-1-1-5 2-7"/><path fill="#eddd44" d="M29 66h6q0 6-6 8 0-4-3-6 0-2 3-2"/><path fill="#ea7b7e" d="M82 69h3v3h-3z"/><path fill="#f9756e" d="M26 68q3 2 3 6-6 9-9-1 0-5 6-5"/><path fill="#f56f69" d="m14 75 1 2q1-2 4-1l-1 3-5 5q-4 0-7-3-3-9 7-7"/></svg> | |
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"path": null
} | Generate code for a svg of an icon featuring arrows pointing to both the left and right, presented in a black and white design. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="45.513px" height="45.512px" viewBox="0 0 45.513 45.512" style="enable-background:new 0 0 45.513 45.512;"
xml:space="preserve">
<g>
<path d="M44.275,19.739L30.211,5.675c-0.909-0.909-2.275-1.18-3.463-0.687c-1.188,0.493-1.959,1.654-1.956,2.938l0.015,5.903
l-21.64,0.054C1.414,13.887-0.004,15.312,0,17.065l0.028,11.522c0.002,0.842,0.338,1.648,0.935,2.242s1.405,0.927,2.247,0.925
l21.64-0.054l0.014,5.899c0.004,1.286,0.781,2.442,1.971,2.931c1.189,0.487,2.557,0.21,3.46-0.703L44.29,25.694
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</g>
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</svg>
| |
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",
"path": "da6e6ddd7ad1cb1978753c57d17aa3a8c7847761b884d28552ba44b96380480e.png"
} | Generate code for a svg of a a close up of a blue circle with a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 36 36">
<defs>
<style>.cls-1{fill:#293BB2;}</style>
</defs>
<title>Asset 10</title>
<g>
<title>Layer 1</title>
<g id="Layer_2">
<g id="people">
<circle class="cls-1" cx="18" cy="18" r="18" />
</g>
</g>
</g>
</svg> | |
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"path": "843bd68f9239afea95ca93c8991bd5d8ed9e8a7bad7550321fbef4b8d021aae7.png"
} | Generate code for a svg of a a close up of a cell phone with a green monster logo | <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 30 66" style="enable-background:new 0 0 30 66;" xml:space="preserve">
<style type="text/css">
.st0{fill:#414040;}
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<path d="M2.1,5.7c0,0,8.3-2.9,25.2,0c0,0-0.4-2.7-2.7-3.2H4.5c0,0-2.4,0.3-2.7,3.2H2.1z"/>
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</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a a teal notebook with the word ‘Math’ written on the cover. | <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="#8bead8" d="M0 0h96v3q-4 1-5 4-5 0-8 3-2-3 1-4l-2-1-1 7-4 3V7q-3 1-4-2h-3l-2 4q3 2-1 2V3q-3 0 0 1l-14 7q0-5-2-2v3L41 5l-3 1-2-2-2 3q4 0 1 3v3l-5-6-3 6 2 1q-3 5-6 3l1 1-3 3 5 8q0-3 2-3l-3 33-1 18q-3 1-4 4l3 3-5 4q-3-3 1-4l-1-1q-7 2-13-4-2-5 1-8H3l4-8q-5-5 2-8-3-3-1-7-3-2-4-5 0-2 2-3-2-8 4-14-3-2 0-2l-5-2 5-1 1 1 2-4q2 3 6 2-4-2-3-5h5v-3l5-3q1-8-3-2-1-8-6 1l-2-5-8 2q3-4-2-3-4 0-5 3z"/><path fill="#89ead8" d="M27 61v22l5 1h31l3-1-1-61-32 1-1 2-3 1h-1q-2 0-2 3l-5-8 3-3-1-1q3 2 6-3l-2-1 3-6 5 6v-3q3-3-1-3l2-3 2 2 3-1 10 7V9q2-3 2 2l14-7q-3-1 0-1v8q4 0 1-2l2-4h3q1 3 4 2v8l4-3 1-7 2 1q-3 1-1 4 3-3 8-3 1-3 5-4v93H0V5q1-3 5-3 5-1 2 3l8-2 2 5q5-9 6-1 4-6 3 2l-5 3v3h-5q-1 3 3 5-4 1-6-2l-2 4-1-1-5 1 5 2q-3 0 0 2-6 6-4 14-2 1-2 3 1 3 4 5-2 4 1 7-7 3-2 8l-4 8h3q-3 3-1 8 6 6 13 4l1 1q-4 1-1 4l5-4-3-3q1-3 4-4l1-18z"/><path fill="#618583" d="M32 25a292 292 0 010 49l2 1v9h-2q-1-2-3-1V26z"/><path fill="#89d8ce" d="M28 26v57q2-1 3 1l-5-1V61z"/><path fill="#34ac9b" d="M33 23q0-2 2-1v60l28 2H34v-9l-2-1q3-8 1-16z"/><path fill="#338d7b" d="M33 23v35l-1-33z"/><path fill="#62ddcc" d="M35 22h30l1 3v58l-3 1-28-2z"/><path fill="#58afc5" d="M46 64q4-1 4 4h-4z"/><path fill="#c9f3e9" d="M45 51q4 0 1 4-2-3-1-4"/><path fill="#6c99b7" d="M58 49q3-1 3 3-4 2-3-3"/><path fill="#b0e7de" d="M47 36q4 3 7 0 1 2 3 2-3 2-3 5-2-3-1-4h-3v3h-5q-1-4 2-6"/><path fill="#b6ebe0" d="m42 34 2 4q-1 9-2 0-1 2-1-1z"/></svg> | |
{
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"path": "d553c174761564b83bf07d9cd1d287394eb8ca70be88b00ddf1e9015a64a40df.png"
} | Generate code for a svg of a a white computer monitor with the number 25 on it | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16">
<g style="fill:#ececec;fill-opacity:1;stroke:none" transform="matrix(1 0 0 1 -0.031 -1037.04)">
<path d="m 5.681,1045.21 h 2.041 v 0.879 H 4.351 v -0.879 l 1.693,-1.495 q 0.227,-0.205 0.336,-0.401 0.109,-0.196 0.109,-0.407 0,-0.326 -0.221,-0.525 -0.218,-0.199 -0.581,-0.199 -0.28,0 -0.612,0.121 -0.332,0.118 -0.712,0.354 v -1.019 q 0.404,-0.134 0.799,-0.202 0.395,-0.071 0.774,-0.071 0.833,0 1.293,0.367 0.463,0.367 0.463,1.022 0,0.379 -0.196,0.708 -0.196,0.326 -0.823,0.876 l -0.991,0.87 z"/>
<path d="m 8.402,1041.45 h 2.974 v 0.879 h -2.02 v 0.718 q 0.137,-0.037 0.273,-0.056 0.14,-0.022 0.289,-0.022 0.848,0 1.321,0.426 0.472,0.423 0.472,1.181 0,0.752 -0.516,1.178 -0.513,0.426 -1.426,0.426 -0.395,0 -0.783,-0.078 -0.385,-0.075 -0.767,-0.23 v -0.941 q 0.379,0.217 0.718,0.326 0.342,0.109 0.643,0.109 0.435,0 0.684,-0.211 0.252,-0.214 0.252,-0.578 0,-0.367 -0.252,-0.578 -0.249,-0.211 -0.684,-0.211 -0.258,0 -0.55,0.068 -0.292,0.065 -0.628,0.205 v -2.61 z"/>
</g>
<path style="fill:#ececec;fill-opacity:1;stroke-width:1" d="M 1,1 C 0.446,1 0,1.446 0,2 v 9 c 0,0.554 0.453537,1.091077 1,1 h 6 v 2 l -2.998047,2 h 8 L 9,14 v -2 h 6 c 0.554,0 1,-0.446 1,-1 V 2 C 16,1.446 15.554,1 15,1 Z m 0.5,1 h 13 C 14.777,2 15,2.223 15,2.5 v 8 C 15,10.777 14.777,11 14.5,11 H 1.5 C 1.223,11 1,10.777 1,10.5 v -8 C 1,2.223 1.223,2 1.5,2 Z"/>
</svg> | |
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<path d="M113.63,116.48c-1.46-0.41-3.27-0.93-5.19-0.93c-3.65,0-5.5,0.28-7.28,0.56 c-1.42,0.22-2.89,0.44-5.53,0.55l-0.08,0l-0.08,0.01c-0.97,0.09-1.95,0.14-2.94,0.15c-9.59,0-17.46-5.33-21.56-8.73 c-1.29-1.07-5.49-4-9.17-5.06c-8.25-2.38-16.76-0.11-18.16,0.26c-2.04,0.53-7.47,3.05-12.21,3.64c-2.14,0.27-7.29,0.01-10.83-5.23 c-1.62-2.4-1.18-5.76-0.33-8.53c-1.9,2.15-3.49,5.05-8.65,6.31c-1.59,0.39-4.18,0.3-5.68-0.38c-0.15-0.07-0.7-0.33-0.67,0.01 c0.02,0.32,0.38,0.76,0.59,0.99c2.68,2.96,8,3.43,11.6,0.25c0.21,2.88,1.88,5.89,4.94,7.74c5.8,3.51,12.95,1.62,15.35,1.04 c5.75-1.38,7.37-3.18,10.57-3.57c1.83-0.22,8.73-1.25,15.58,1.87c6.15,2.8,14.99,12.54,28.63,12.54c1.16-0.01,2.22-0.07,3.22-0.16 c6.14-0.24,6.38-1.1,12.69-1.1c2.73,0,5.48,1.43,7.4,1.43c0.45,0,0.85-0.08,1.19-0.27c1.02-0.56,2.03-1.98,2.93-4.18 C116.85,118.16,114.37,116.69,113.63,116.48z" style="fill:#BA8F63;"/>
<path d="M41.93,72.61L41.93,72.61c0.76,0.53,1.79,0.37,2.35-0.37c6.46-8.5,42.04-56.66,44.06-59.26 c1.3-1.67-2.6-4.47-4.47-2.2L41.5,70.21C40.96,70.99,41.15,72.07,41.93,72.61z" style="fill:#82AEC0;"/>
</svg> | |
{
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"path": "cfde6f2835ec780cf0d93d2d205752d22ff0c8f35fb139eb0f6fac460584537a.png"
} | Generate code for a svg of a a close up of a white background with a text box that says test passer in the middle | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<text id="a" font-size="0">
<textPath xlink:href="#a"></textPath>
</text>
<text>Test Passes if there is no crash. See bug https://bugs.webkit.org/show_bug.cgi?id=112078.</text>
<script>
if (window.testRunner)
testRunner.dumpAsText();
</script>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow arrivals board showing incoming flights. | <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="#fbe262" d="M18 0h78v26q-2-1-1-3h-3L91 5H12q2-4 6-5"/><path fill="#f8d950" d="M12 5h79v10q-2 0-2 3-2-6-4 0l-7-1-1-6q-2 2-5 1l-5 5q-4-4-9-4h-5q0 3-3 4l-2-4-2 4-2-2q-2 4-5 1l4-3q-3 1-6-1h-5q-3 1-1 4l-5 1v-4l3-1q-5-2-8-1-5-4-10-4l-6 3V5z"/><path fill="#f6d753" d="m91 15-1 20-56 1-8-1-4-2-6 3h-6q-5 0-4-4l2 2q0-4 3-6l-5-7q3-4-1-7v-4l6-3q5 0 10 4 3-1 8 1l-3 1v4l5-1q-2-3 1-4h5q3 2 6 1l-4 3q3 3 5-1l2 2 2-4 2 4q3-1 3-4h5q5 0 9 4l5-5q3 1 5-1l1 6 7 1q2-6 4 0 0-3 2-3"/><path fill="#f7db62" d="M0 0h18q-4 1-6 5H5v9L3 31l2 2q-3 2 0 3l-2 4 6 6Q0 57 7 69l-7 3z"/><path fill="#f8da5c" d="m91 5 1 18h3q-1 2 1 3v23q-8 8-14 18l-10 6q-6 1-10-2v4l2 1q-3 4-7 5 1 2-2 2l-2 3q-3-6-9-4-3 0-4 3l-1-9-6-4H20L0 80v-8l7-3Q0 57 9 46l-6-6 2-4q-3-1 0-3l-2-2 2-17q4 3 1 7l5 7q-3 2-3 6l-2-2q-1 4 4 4h6l6-3 4 2 8 1 9-2 12 2 35-1 1-20z"/><path fill="#fae996" d="M96 49v39q-1-3-3 0l-1-2-10 7-13 1v-4l3-17 10-6q6-10 14-18"/><path fill="#f6ebbf" d="M70 57h3q-1 3 1 6l-2 1-8-6z"/><path fill="#fbf2c5" d="m57 62 1 3q-8 0-1-3"/><path fill="#f6dc62" d="m72 73-3 17q-4 2-4 6H35l6-5q-2-3-1-6t4-3q6-2 9 4l2-3q3 0 2-2 4-1 7-5l-2-1v-4q4 3 10 2"/><path fill="#f6d64e" d="m33 72 1 3q-4 4-5 10-3-2-4 1l-8-5-1 3q-3-4-3 2-6 2-4 8l-6-2q3-1 0-1l-3 1V80l20-8z"/><path fill="#f4d654" d="m33 72 6 4 1 9q-1 3 1 6l-6 5H0v-4l3-1q3 0 0 1l6 2q-2-6 4-8 0-6 3-2l1-3 8 5q1-3 4-1 1-6 5-10z"/><path fill="#fbe88b" d="M96 88v8H65q0-4 4-6v4l13-1 10-7 1 2q2-3 3 0"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a factory floor buzzing with energy and activity. | <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="#faf9f8" d="M0 0h96v34h-3V15q2-12-9-10L73 7l-1-2-46-1-3 7q1 2-2 3 3 3 2 9 3 3 0 5l2 1h2l-9 3 2 2h-4l-1 2-1-7-1 5q-3-2-5-1v15l-2-3q-2 0-1 3H0v-8l1 3h4V30H0z"/><path fill="#f6f4f2" d="M63 20h-6q-1 3 1 7v7q-2 3-1 7-4-2-7-1l-1-1q-2 3-1 7h-3l-1-9-3 12h-3l-1-9q0-3 2-1 3-4-2-3V14h-3v22q-18 0 0 2v12h-1q-3-1-4 1 0-3-2-3v-4q0-4-2-5l-2 6-1-3-8-2v3q0 2 2 3l-2 2 3 1-5 1V38H8v-5q2-1 5 1l1-5 1 7 1-2h4l-2-2 9-3h-2l3-5-2-1q2-2 6-1v-4l-8-2 6 1 3-3-6-8q21-2 42 1-4 3-5 8 3 3-1 5"/><path fill="#f9f8f7" d="M93 15H83v5q-7-1-11 3l-2 13q-3-6 0-12l-2-2-5 1v-3q4-2 1-5 1-5 5-8-21-3-42-1l6 8-3 3-6-1 8 2v4q-4-1-6 1l2 1-3 5-2-1q3-2 0-5 1-6-2-9 3-1 2-3l3-7 46 1 1 2 11-2q11-2 9 10"/><path fill="#7b8696" d="M57 14q3-1 6 1l-3 1z"/><path fill="#f59353" d="M84 24q-2-1-1-3l1-5h8v8z"/><path fill="#7e7f8d" d="M37 26h-3V14h3z"/><path fill="#e59c75" d="M93 15v10h-6l-3-1h8v-8h-8l-1 5v-6z"/><path fill="#6c5c6c" d="M62 20v6q-3-1-4 1-2-4-1-7z"/><path fill="#dcc9af" d="M62 20v3l5-1 2 2h-6v6q-2 3-1 9l-1 1V20"/><path fill="#7c8390" d="M70 24q-3 6 0 12l-4-3q-3-1-2-3v-6z"/><path fill="#626672" d="M87 25h6v9h-6z"/><path fill="#66758e" d="M0 40v-2h4v-5H0v-3h5v13H1z"/><path fill="#985959" d="M62 26v8h-4v-7q1-2 4-1"/><path fill="#eceded" d="M0 33h4v5H0z"/><path fill="#65697b" d="M83 20q-6 0-10 3v18l-5 2v-1l2-7 2-13q4-4 11-3"/><path fill="#df743f" d="M87 34h9v3H86z"/><path fill="#e26f57" d="M34 26h3v10q5-1 2 3-2-2-2 1l1 9v1h-4V38q-18-2 0-2z"/><path fill="#f4a15b" d="M58 34h4v7h-5q-1-4 1-7"/><path fill="#cc7a63" d="M64 30q-1 2 2 3l2 4q-2 0-2 2h-3q-1-6 1-9"/><path fill="#feb14a" d="M68 37v3l-2-1q0-2 2-2"/><path fill="#fc862f" d="M8 38h4v8H8z"/><path fill="#f4f1ee" d="M83 21q-1 2 1 3l3 1v9l-1 3v11l-4-1 3-1q-2-3-5-2l-5-2v9l-2-9V24q4-3 10-3"/><path fill="#f0dec7" d="M96 38v12h-3v-1l1-1q-5-2-8-1v-1h5q0-6 5-8"/><path fill="#fdd18c" d="M86 37h10v1q-5 2-5 8h-5z"/><path fill="#4d5c7a" d="M50 40q3-1 7 1h5v1q-7-1-12 1h-1q-1-3 1-3"/><path fill="#e07152" d="M38 40q2 0 1 3-2-1-1-3"/><path fill="#516079" d="M80 44v2l-3-1-2-1v-2z"/><path fill="#dbcec6" d="M50 40q-2 0-1 3v3q-9 2 1 3l-7 2 1 2-3-1q0-2-2-2h-1v-1h3l3-12 1 9h3q-1-4 1-7z"/><path fill="#d6976e" d="M50 43q5-2 12-1l-1 3h-3l-2 1q-1-4-4-3z"/><path fill="#e76636" d="m68 43-3 2v-3z"/><path fill="#f4ce94" d="M52 43q3-1 4 3v4l-4-1z"/><path fill="#e0ad54" d="M8 46h4v2H8z"/><path fill="#afb1ba" d="M27 44q-3 0-2 3-3 1-2 5-2-6-1-10l1 3 2-6q2 1 2 5"/><path fill="#fed376" d="M27 44v4l-2-1q-1-3 2-3"/><path fill="#70636c" d="m49 46 1 3q-10-1-1-3"/><path fill="#f2c980" d="m73 42 2 9q-1 3 2 5l1 2-1 2q-7-3-13-2-1-3 1-4v3h4q-1-3 1-3h4q-2-1-1-3h-5v-3q-3 0-3-2l3-2z"/><path fill="#eae0d6" d="m66 33 4 3-2 7h-3v3q0 2 3 2v3l2 2q-3-1-5 1-2 1-1 4-4 0-5-2l-2-3 7-1-8-2v-4l2-1-1 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"path": "2850e492955b380dcbad80fc0f55ba7e9ffeed2026050074413e6c812f185b1d.png"
} | Generate code for a svg of a a close up of a flag with two spears on it | <svg id="svg548" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns="http://www.w3.org/2000/svg" height="480" width="640" version="1.1" xmlns:cc="http://creativecommons.org/ns#" xmlns:dc="http://purl.org/dc/elements/1.1/">
<metadata id="metadata4657">
<rdf:RDF>
<cc:Work rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
</cc:Work>
</rdf:RDF>
</metadata>
<defs id="defs550">
<clipPath id="clipPath5873" clipPathUnits="userSpaceOnUse">
<rect id="rect5875" fill-opacity="0.67" height="514.11" width="685.48" y="-2.1096" x="-84.325"/>
</clipPath>
</defs>
<g id="flag" clip-path="url(#clipPath5873)" fill-rule="evenodd" transform="matrix(.93365 0 0 .93365 78.73 1.9696)">
<rect id="rect551" height="509.73" width="750.87" y="1.1357" x="-116.04" fill="#fff"/>
<rect id="rect552" height="147.04" width="750.87" y="364.96" x="-116.04" stroke-width="1pt" fill="#008900"/>
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",
"path": null
} | Generate code for a svg of a vector illustration of a salt shaker, marked with the letter 'C', presented in a black and white silhouette style. | <?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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} | Generate code for a svg of a a black and white image of a file formatting icon | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 256 256"><path d="M60,162H44a6,6,0,0,0-6,6v48a6,6,0,0,0,12,0V206H60a22,22,0,0,0,0-44Zm0,32H50V174H60a10,10,0,0,1,0,20Zm90-26v48a6,6,0,0,1-4.1,5.7,6.3,6.3,0,0,1-1.9.3,6.1,6.1,0,0,1-4.8-2.4L114,186v30a6,6,0,0,1-12,0V168a6,6,0,0,1,10.8-3.6L138,198V168a6,6,0,0,1,12,0Zm72,37.8a5.6,5.6,0,0,1-1,3.3A27.4,27.4,0,0,1,198,222c-15.4,0-28-13.5-28-30s12.6-30,28-30a26.5,26.5,0,0,1,15.5,5,6,6,0,1,1-7,9.8A14.7,14.7,0,0,0,198,174c-8.8,0-16,8.1-16,18s7.2,18,16,18a15.5,15.5,0,0,0,12-6.1V200h-6a6,6,0,0,1,0-12h12a6,6,0,0,1,6,6ZM202,128a6,6,0,0,0,12,0V88a6,6,0,0,0-1.8-4.3l-56-55.9A5.6,5.6,0,0,0,152,26H56A14,14,0,0,0,42,40v88a6,6,0,0,0,12,0V40a2,2,0,0,1,2-2h90V88a6,6,0,0,0,6,6h50ZM158,46.5,193.5,82H158Z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a glowing green circle surrounded by silver rays. | <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="#093d00" d="M88 0h8v13z"/><path fill="#0a4500" d="M11 0h6Q6 5 0 16v-5Q3 3 11 0"/><path fill="#063600" d="M0 0h11Q3 3 0 11z"/><path fill="#0f5101" d="M61 0h27l8 13v7q-7-7-11-15-11-8-20 4l-1-2-3 4q-1-3-2 0 0-6 2-11"/><path fill="#155f02" d="m34 0 4 13 1-4 7 4q-1 3 2 2v3q2-3 5 0l-10 2h-3q-1-4-5-3h-3q1 2-2 4-1-4-3 0l-3-5 3-3q-5-3-8-7-9 3-12 14l-7 3v-3q6-9 15-16l10-3 9 3q-1 4 2 7z"/><path fill="#125102" d="M35 0h12v13l-7-4-1 4z"/><path fill="#316021" d="M47 0h2v15q-3 1-2-2z"/><path fill="#185b06" d="M60 0q-2 5-2 11 1-3 2 0l3-4 1 2q9-12 20-4 4 8 11 15v5l-10-2 6-4-3 1-5-3-3-3v-1l4-6q-6-6-13-2-5 3-7 8h-5q-9 9-3-3 0-6 3-10"/><path fill="#1d6c08" d="M41 20q-9 3-16 11l-3-1q-3 8-4 0L6 24q-3 0-5 3L0 38V23l7-3Q10 9 20 6q3 4 8 7l-3 3 3 5q2-4 3 0 3-2 2-4h3q4-1 5 3"/><path fill="#125002" d="M49 0h11l-5 9-2 5-4 1z"/><path fill="#0d5100" d="M17 0h17l2 11q-3-3-2-7l-9-3-10 3Q6 11 0 20v-4Q6 5 17 0"/><path fill="#167400" d="M84 9q-3 1-3 4-2-3-5-2-4-1-6 3l2-6 1 1q6-4 11 0"/><path fill="#1c6705" d="M84 9q-5-4-11 0l-1-1-2 6q-3 2-4 6l-7 2q-7-3-15-2l5-2v-3l4-1 4-4q-6 12 3 3h5q2-5 7-8 7-4 13 2z"/><path fill="#1d8b00" d="m81 13-5 4q-6-3-10 2 1-4 4-6 2-4 6-3 3-1 5 2"/><path fill="#186e02" d="m81 14 3 3 1 4-5 4q-6 5 2 8l9-2q2 3 5 0v8l-7-4q-5-2-8 1l-4-2-3-6v-6l2-4z"/><path fill="#2aa700" d="m76 18-2 4-2 1q-1-3-4-2l-6 2-3-1 7-2q4-5 10-2"/><path fill="#3fc100" d="M72 23q-3 2-3 6l-7-6 6-2q3-1 4 2"/><path fill="#166503" d="m84 17 5 3 3-1-6 4 10 2v6q-3 3-5 0l-9 2q-8-3-2-8l5-4z"/><path fill="#7ef001" d="M41 20h3q8-1 15 2l3 1 7 6q4 4 5 11v11l-1 5-11 13-20 3-10-5q-7-6-10-14l-1-2q-2-11 4-20 7-8 16-11"/><path fill="#2ca800" d="M62 27q12 9 9 25l-4 8 3-12-16 8q-7 1-13-2-7-7-16-12v8q-3-6-1-10l2-1 1-1q9 4 17 13h12q5-7 3-15l-4-1-2-6-1 1q-3-4 2-4z"/><path fill="#2fad00" d="m62 27-8-1q-5 0-2 4l1-1 2 6 4 1q2 8-3 15H44q-8-9-17-13l-1 1q2-12 14-16h16z"/><path fill="#207c09" d="M25 31q-6 9-4 20-3 3-7 3l-1-2 2-6-15-2v-6l1-11q2-3 5-3l12 6q1 8 4 0z"/><path fill="#298a0b" d="M91 46h-7v-4H74v-2h16z"/><path fill="#125d02" d="m0 44 15 2-2 6 1 2-7 2-7 1z"/><path fill="#40b509" d="M74 42h10v4l-4 2-6 3z"/><path fill="#5da53c" d="M84 46h7l-1 1q-3-1-4 1h-6z"/><path fill="#2e9411" d="M80 48h6l1 1-3 1v5l-2-3q-2 3-5 1-1 3-4 3l1-5z"/><path fill="#1f7608" d="M74 22v6l3 6 4 2q3-3 8-1l7 4v20h-2l-4-2-4-4 4-6 1-1-1-6H74q-1-7-5-11 0-4 3-6z"/><path fill="#289c01" d="M67 60q-4 6-10 9-26 5-32-19v-8q9 5 16 12 6 3 13 2l16-8z"/><path fill="#26850f" d="m21 51 1 2q-1 3 1 6-4 4-5 10 0 3 2 1v2l5 1-3 3q-6 0-7-5 2-4-2-3L7 56l7-2q4 0 7-3"/><path fill="#105901" d="M0 58q3-1 5 2L0 82z"/><path fill="#156803" d="m7 56 6 12q-7 0-3 5l-4 6 2 2q-3 1 0 2l4-2 5 1L5 96H0V82l2-2 3-20q-2-3-5-2v-1z"/><path fill="#30a50c" d="M22 53q3 8 10 14l-5 5-2 1-5-1v-2q-2 2-2-1 1-6 5-10-2-3-1-6"/><path fill="#1a6b07" d="m90 57 4 2-9 7-1-1-4 3 2 2-4 6q-4-1-6-4-1-3 2-4l-1-2 5 1-3-3q9-3 15-7"/><path fill="#1c7909" d="M13 68q4-1 2 3 1 5 7 5l-5 6-5-1-4 2q-3-1 0-2l-2-2 4-6q-4-5 3-5"/><path fill="#0b4f00" d="M96 67v29H62l-1-7 8-10 6-3 6 7v-3l5-5q4 1 1-2z"/><path fill="#257c0e" d="M86 48q1-2 4-1l-4 6 4 4q-6 4-15 7l3 3-5-1 1 2q-3 1-2 4-3-3-3 0v3q-1-3-3-2l-7 9-3-6q-4-2-7-1-3 2-4 6l-4-4-1 1v-4h-6q-2-5-5-1l-2-1 5-5 10 5 13 2 1-2q3 0 4 3l2-6 11-13q3 0 4-3 3 2 5-1l2 3v-5z"/><path fill="#389d0f" d="m62 69-2 6q-1-3-4-3l-1 2-13-2z"/><path fill="#146104" d="M94 59h2v8l-9 6q3 3-1 2l-5 5v3l-6-7-6 3-8 10q-3-4-2-7l7-9q2-1 3 2v-3q0-3 3 0 2 3 6 4l4-6-2-2 4-3 1 1z"/><path fill="#165e05" d="M56 76q0 5 2 9-6 2-8 8l-1-3v6H5l12-14 5-6 3-3 2-1 2 1q3-4 5 1h6v4l1-1 4 4q1-4 4-6 3-1 7 1"/><path fill="#468533" d="m56 76 3 6q-1 3 2 7l1 7h-1z"/><path fill="#0d5000" d="m58 85 3 11H49v-6l1 3q2-6 8-8"/></svg> | |
{
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} | Generate code for a svg of a a purple folder with class papers inside. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#6630a7" d="M0 0h96v96H33l3-5 2 2q1-3 4-3l12-1v-3h30V14q-37-3-73 0l-1 71q0-4-2-1-4-3 0-4V67q-4-1-5 2v15H0z"/><path fill="#5f23a3" d="M83 41v44h-3V15h3z"/><path fill="#5f2ca0" d="M84 41h-1V15h-3v70h-1V15H17v16l1 4-2-1V15h-3v70l41 1v3l-12 1q-3 0-4 3l-2-2-3 5H0V84h3V69q1-3 5-2v13q-4 1 0 4 2-3 2 1l1-71q36-3 73 0z"/><path fill="#6429a6" d="m18 35 1 3-4 3 3 4q-3 0-3 2l1 1v2q0 8 6 12l-1 2 5 2 10-2h-8l-5-2 15-4h6q2-1 3 1l-4 2h5q1 2-1 3l3 2-6 4-1-2q-9 1-3 8l6-3h4q4 5 11 4 3 3-1 5h16l1-9 2 4v8H13V15h3v19z"/><path fill="#9f80c1" d="M28 64h8l-10 2z"/><path fill="#532a87" d="m16 50 7 3q3-3 8-2l-12 5 2 3 2 3 5 2-2 2-5-2 1-2q-6-4-6-12"/><path fill="#7254a8" d="m38 58-15 4-2-3h2l5 1q4-2 10-2"/><path fill="#3a1974" d="m28 60-5-1q3-3 5 1"/><path fill="#73519a" d="m39 49 5 6h3l2 2-5 1h-5q0-2 3-2l-1-1-3-5z"/><path fill="#dfd8dd" d="m41 55 1 1q-3 0-3 2h-1q-6 0-10 2-2-4-5-1h-2l-2-3h1l18-3v1z"/><path fill="#9e86bf" d="M35 48h2l2 1-1 1 3 5-3-1v-1l-18 3 12-6z"/><path fill="#c5b9d0" d="M16 48q7-1 16 2l-1 1q-5-1-8 2l-7-3z"/><path fill="#553685" d="M34 46q2-1 3 2h-3z"/><path fill="#f8f5ee" d="M15 47q9-1 19 1h1l-3 2q-9-3-16-2z"/><path fill="#ebe1e1" d="m44 49 3 6h-3l-5-6-2-1q-1-3-3-2l-5-2 6-2 3 4-4-11q1-2 4-1z"/><path fill="#c9bac8" d="m33 35 4 11-3-4-6 2 5 2v2q-10-2-19-1 0-2 3-2l-3-4 4 3 2-1q7 2 14-3z"/><path fill="#ad73b6" d="M19 38q2 1 2 5l-2 1-4-3z"/><path fill="#682daa" d="M79 68v9l-2-4-1 9H60q4-2 1-5-7 1-11-4h-4l-6 3q-6-7 3-8l1 2 6-4-3-2q2-1 1-3h-5l4-2q-1-2-3-1l5-1-2-2-3-6 1-7 1 1q5-4 11-6l-1 1q3 3 2 8l7 24 5 1 3-6h2l2-5z"/><path fill="#f2e7e1" d="M17 31h14l2 4 2 5q-7 5-14 3 0-4-2-5l-1-3z"/><path fill="#f79060" d="M23 36q6-1 4 5-8 1-4-5"/><path fill="#6c2fac" d="m79 68-2-8-2 5h-2l-3 6-5-1-7-24q1-5-2-8l1-1q-6 2-11 6l-1-1-1 7-6-15q-3-1-4 1h-1l-2-4H17V15h62z"/><path fill="#4b2084" d="M83 41v45H54l-41-1h70z"/></svg> | |
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"path": "emoji_u1f926_1f3fc_200d_2640.png"
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} | Generate code for a svg of a a close up of a suitcase with a handle and a barcode on it | <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M9.5 18H8V9H9.5V18ZM12.75 18H11.25V9H12.75V18ZM16 18H14.5V9H16V18ZM17 6H15V3C15 2.45 14.55 2 14 2H10C9.45 2 9 2.45 9 3V6H7C5.9 6 5 6.9 5 8V19C5 20.1 5.9 21 7 21C7 21.55 7.45 22 8 22C8.55 22 9 21.55 9 21H15C15 21.55 15.45 22 16 22C16.55 22 17 21.55 17 21C18.1 21 19 20.1 19 19V8C19 6.9 18.1 6 17 6ZM10.5 3.5H13.5V6H10.5V3.5ZM17 19H7V8H17V19Z" fill="black"/>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a student:I'm drawn to a medium-light skin tone, with curves, shapes, and detail. I aim for a soft, approachable look, emphasizing the subtle nuances of the skin. The focus is on capturing the texture and movement of the skin, allowing the viewer to appreciate the details and the overall impression of the student. I'm interested in the way the skin interacts with the background, creating a sense of depth and texture. | {
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"path": null
} | Generate code for a svg of a black and white image of a square, possibly a wallet, with another square inside it, possibly representing the compartment of the wallet. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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| |
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"path": "emoji_u1fae4.png"
} | Generate code for a svg of a face with diagonal 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">
<radialGradient id="face_1_" cx="63.6" cy="-7019.0771" gradientTransform="matrix(1 0 0 -1 0 -6956.1772)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.9188" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
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<path d="M44.67,45.94L44.67,45.94c-4.19,0-8,3.54-8,9.42s3.81,9.42,8,9.42l0,0c4.19,0,8-3.54,8-9.42 S48.86,45.94,44.67,45.94z" style="fill:#422B0D;"/>
<g id="peepers_57_">
<path d="M44.28,49.87L44.28,49.87c-1.03-0.72-2.58-0.49-3.58,0.95c-1,1.45-0.67,2.97,0.36,3.69l0,0 c1.03,0.72,2.58,0.49,3.58-0.95C45.64,52.11,45.31,50.59,44.28,49.87z" style="fill:#896024;"/>
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<path d="M83.02,45.94L83.02,45.94c-4.19,0-8,3.54-8,9.42s3.81,9.42,8,9.42l0,0c4.19,0,8-3.54,8-9.42 S87.21,45.94,83.02,45.94z" style="fill:#422B0D;"/>
<g id="peepers_56_">
<path d="M82.63,49.87L82.63,49.87c-1.03-0.72-2.58-0.49-3.58,0.95c-1,1.45-0.67,2.97,0.36,3.69l0,0 c1.03,0.72,2.58,0.49,3.58-0.95C84,52.11,83.67,50.59,82.63,49.87z" style="fill:#896024;"/>
</g>
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</svg> | |
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"path": "38ac283234f0ac743c53a1275250611c177a1e38c970f497bbff0b2675625d07.png"
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<title>vintage camera</title>
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} | Generate code for a svg of a a dark walnut table set with dinnerware. | <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="#f9f9f9" d="M0 0h96v41h-5l1-1q-5-5-11-2l-8-6h-3l-2 2q-3-3-7-3h-4l-18 7H29l-13-7-5 4-1 1-2 2-1-2q-3 3-4-1 5-3 0-5l5-1q-4-2-6-5 1-3-2-3z"/><path fill="#f3f3f1" d="M0 21q3 0 2 3 2 3 6 5l-5 1q5 2 0 5 1 4 4 1l1 2 2-2v3l4-2q-1-3-3-2l5-4 13 7h10l22-7q4 0 7 3l2-2h3l8 6q6-3 11 2l-1 1h5v55h-4l-1-9-3-14V43q-6-2-12-1h-1q-9-2-17-1-11-5-20 1h-9l8 2-2 3 1 4q-6 5-12 5l-8-4q-1-6 3-7h4v-3l5-1-3-1-19 2-3 2H0z"/><path fill="#5e4840" d="M11 35q2-1 3 2l-4 2v-3z"/><path fill="#503126" d="M58 41v6q-3 1-3 5-6-2-12-1l-7-4q-2 3 1 6-3-1-2-3l-1-4 2-3 1-2q9-6 20-1"/><path fill="#c8bab0" d="M19 45q0-2 3-2-9-2-16-1l19-2 3 1-5 1v3z"/><path fill="#9e8271" d="m38 42-1 2-8-2z"/><path fill="#e0dcd7" d="M58 41q8-1 17 1-3 0 0 1l-7 1-4 1v2l-2-1q-1-3 1-4z"/><path fill="#a97659" d="M6 42q7-1 16 1-3 0-3 2-4 1-3 7l-2-3q0 8 10 8 3-1 6 1L5 59q29 0 0 4v3l-1-2Q2 53 3 44z"/><path fill="#635e5b" d="M75 42v2q-3 3-8 3v-3l7-1q-3-1 0-1"/><path fill="#725545" d="M59 42h4q-2 1-1 4-2 0 1 2l4 1v1q-4-1-5 2-2 0-2 2h-2l-2-1q0-4 3-5z"/><path fill="#191615" d="m62 46 2 1 3 2-4-1q-3-2-1-2"/><path fill="#b9b3aa" d="M68 44v3q5 0 8-3h3l-5 4 2 2h-9v-1l-3-2v-2z"/><path fill="#160e0d" d="m44 52-5 1h-1q-3-3-1-6z"/><path fill="#94674f" d="M76 42q6-1 12 1v19l-5 8-2 1q-5 0-2-2l-5-2 7-2q2-3-1-4h4l-2-4q4-4-2-6l-4-1-2-2 5-4h-3z"/><path fill="#e6ded3" d="M67 50h9l4 1q3 3 0 6l-7-1q5-5-2-4-7-1-2 3l-4 1-3-4q1-3 5-2"/><path fill="#7e736c" d="M44 53v-1q6-1 12 1l2 1-1 2z"/><path fill="#2c201b" d="m62 52 3 4 7 2h-8q-1-3-3-2l-1-2q0-2 2-2"/><path fill="#b2a69b" d="m80 57-8 1-7-2 4-1q-5-4 2-3 7-1 2 4z"/><path fill="#3b2820" d="m16 52 8 4v1q-10 0-10-8z"/><path fill="#b8aa9f" d="m44 53 13 3 1-2h2l1 2q-2-1-2 1-3 0-5 3l-9-2-5-2v2l4 4-3 1-7-6q2-3 5-3z"/><path fill="#9e9b9b" d="M0 44h3q-1 9 1 20-3 0-4 2z"/><path fill="#eae6e0" d="m34 57 7 6 7 3-7 1q-8-1-8-9z"/><path fill="#96857b" d="M61 56q2-1 3 2 2 5-3 8l-6 2q4-5 4-11 0-2 2-1"/><path fill="#55453c" d="m54 60-6 3v3l-7-3 3-1-4-4v-2l5 2z"/><path fill="#e8e1da" d="M59 57q0 6-4 11h-1q-9 1-3-5h-3z"/><path fill="#825743" d="M80 51q6 2 2 6l2 4h-4q3 1 1 4l-7 2 5 2q-3 2 2 2l-5 3h3l1 2-7 5-4-4 1-1q-6-2-10 1h-5l-15-1q-1-4 2-5l13-2 6-3q5-3 3-8h8l8-1q3-3 0-6"/><path fill="#925e45" d="M36 51q-1 2 2 3h1q-3 0-5 3l-1 1q-4 2-3 6l7 6-3 1-23 1q-4-1-6-6v-3q29-4 0-4l19-2v-1q6 0 12-5"/><path fill="#1b1412" d="M33 58q0 8 8 9l7 2 6-1h1l6-2-6 3-13 2q-3-2-5-1l-7-6q-1-4 3-6"/><path fill="#a6a09b" d="M48 63h3q-6 6 3 5l-6 1-7-2 7-1z"/><path fill="#27120e" d="m4 64 1 2q2 5 6 6 0 2 3 2l41 3v12h-3v7H0V66q1-2 4-2"/><path fill="#5b3122" d="M37 70q2-1 5 1-3 1-2 5l-29-4z"/><path fill="#b09180" d="M88 62v11l-2-3-6 6-1-2h-3l5-3 2-1z"/><path fill="#6c6968" d="m88 73 3 14 1 9H61q0-6 3-2l2-1q-2-9 7-12l7-5 6-6z"/><path fill="#4d2f22" d="M60 77q4-3 10-1l-1 1 4 4q-9 3-7 12l-2 1q-3-4-3 2h-1v-9q6-1 2-5 0-2 3-5z"/><path fill="#3e2117" d="M55 77h10q-3 3-3 5 4 4-2 5v9h-8v-7h3z"/></svg> |
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