reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": 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| |
{
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} | Generate code for a svg of a magical energy shooting out from the wizard’s hand. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfd" d="M0 0h96v96H0z"/><path fill="#f6eee4" d="m44 21 1 6 7-2v7l-2 2-1-4q-2 3-1-1h-3l-4-3q-4-9-3 0l-5-3q-6-6 0-1 3-1 2-3l2-3 5 7z"/><path fill="#dea084" d="M31 26v2l-4-2-7-4h1z"/><path fill="#f9cf9f" d="m52 25-7 2-1-6q3-8 8-1z"/><path fill="#fdf9f3" d="M47 20h3l-2 4q-2-3-1-4"/><path fill="#f18948" d="M41 26q-3 3 2 4l-3 1h-1l-7-6 1-2 5 3q-1-9 3 0"/><path fill="#b6bbca" d="m58 27 1 7q-5-1-5 3l-1-5z"/><path fill="#ebcf9f" d="M45 29h3q-1 4 1 1l1 4-3 2v-3z"/><path fill="#d2cfd5" d="M60 25q0 5 5 10v1l-1 1q-3 0-4 2z"/><path fill="#e8aa5f" d="m41 26 4 3 2 4q-3-1-4 2-3-1-3-4l3-1q-5-1-2-4"/><path fill="#f5eee0" d="m32 25 7 6-2 2-4-1 6 3q-5 2 1 2l-9 1 11 3-1 1-10 5-1-1 3-3-5-4-4 2v-3q-8 0-1-3-5-2 1-2-12-2 1-2-1-4 2-5l4 2v-2z"/><path fill="#edd280" d="M39 31q0 3 3 4 1-3 4-2v3q-2 1-1 4l-4 1-11-3 9-1q-6 0-1-2l-6-3 4 1z"/><path fill="#fbf4e3" d="m50 34 3 5-5 2-2-1q-1-3 1-4z"/><path fill="#c69d90" d="m52 32 1 5v2q-1 1 1 4l1 1q-3 1-4-1l1-4-3-5z"/><path fill="#97858f" d="M60 25v14q1-2 4-2l-4 3h-2l-1-5-3 4v-2q0-4 5-3l-1-7q0-2 2-2"/><path fill="#a2888c" d="m69 46 2-6q-1-4-3 0h-3l2-4h-2v-1q1-1 4 2l4-3 1 1-3 9z"/><path fill="#f6cdb9" d="m58 40-3 3q-2-3-1-4l3-4z"/><path fill="#69596c" d="M65 40h3q-5 3-5 8h-1q0-5 3-8"/><path fill="#f3b8a2" d="m69 46-3 6-3 1-2-4 1-1h1q0-5 5-8 2-4 3 0z"/><path fill="#c7b7b7" d="m47 52-3-5q0-3 2-3 2-4 4 0z"/><path fill="#afa1a5" d="m69 46-1 5-2 1z"/><path fill="#896e84" d="m66 52-4 3 1-2z"/><path fill="#f2ac8b" d="M65 36h2l-2 4q-3 3-3 8l-1 1 2 4-1 2-5 3-1 12q-4 3-6 8l-3 1H33q-4-2-6-5l-2-2q-1-1 1-3l14-8 7-9 3-8q-2-4-4 0-2-4-5 0v-2l1-1 4-1 2 1 5-2-1 4q1 2 4 1l4-4 4-3z"/><path fill="#524a68" d="M58 40h2l-4 4-1-1z"/><path fill="#b49ca4" d="m25 72 2 2q-2 0-1 2-2-3-1-4"/><path fill="#edd2c6" d="M33 79h14l-16 2z"/><path fill="#61395a" d="M27 74q2 3 6 5l-2 2q-3-1-4 1l-1-6q-1-2 1-2"/></svg> | |
{
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} | Generate code for a svg of a green soccer ball bouncing on a sandy beach. | <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="#d0ecc3" d="M0 0h8l1 2 15 3q-1 3 1 6 3-2 4 1-1 3-3 0-1 1 1 4-8-1-13 2l-5 4q2 1 0 4l-1-2-4 2q3 3-1 6l-3-4z"/><path fill="#d3eec5" d="M8 0h43q-4 2-1 6 3-3 8-3l1 4-6 6-6-3q1-4-2-1-3-1 0-3-4-3-6 1-2-3-4 0v6l-3 1 1 2h-6q-2-3-1-4 2 3 3 0-1-3-4-1-2-3-1-6L9 2z"/><path fill="#d3eec6" d="M51 0h45v16q-8-2-11 4-3-3-1-4-3-1-4 2l3 1q-5 3-4-2l-16-2q-2-3 1-3-3-2-4-1l-1-4-1-4q-5 0-8 3-3-4 1-6"/><path fill="#d3ecc1" d="m53 13 1 2q3-6 7 0l-17 1 8 3 1 5h11l-1 3 2 2q0-3 2-3l1 1v6q-4 6-7 1-4 0 0 3l1 4 14 1 1 1-10 2q-3-3-4 1l-8-11v5h-3l1-4-6-2q-7 0-9 7-4 0-3 5h-2q-16-7-33-7v-1h34l10-7-3-9q2-1 1-3l-1 1-1-2q-3 0 0 2h-3q-4-1 0-2l-1-1-3-1-1-2 3-1V7q2-3 4 0 2-4 6-1-3 2 0 3 3-3 2 1z"/><path fill="#d6edc5" d="m59 7 1 4q1-1 4 1-3 0-1 3l16 2q-1 5 4 2l-3-1q1-3 4-2-2 1 1 4 3-6 11-4v22l-13 3-4 3q-1-2-3-2l-14-1-1-4q-4-3 0-3 3 5 7-1v-6l-1-1q-2 0-2 3l-2-2 1-3H53l-1-5-8-3 17-1q-4-6-7 0l-1-2z"/><path fill="#d5edc5" d="M27 16h6l3 1 1 1q-4 1 0 2l-2 4-8-3-1 3q-2-2-2 0l1 1q-3 3-3 7-3-3-2-5l-3 6q-2-3 1-5-3-3-5 0 3 3-1 2-6 5-12 5v-7l3 4q4-3 1-6l4-2 1 2q2-3 0-4l5-4q5-3 13-2"/><path fill="#d6ecc4" d="M0 38v-3q6 0 12-5 4 1 1-2 2-3 5 0-3 2-1 5l3-6q-1 2 2 5 0-4 3-7l-1-1q0-2 2 0l1-3 8 3 2-4h3q-3-2 0-2l1 2 1-1q1 2-1 3l3 9-10 7v3l-3-2z"/><path fill="#e8f3cc" d="m47 34 6 2-1 4-5-1q-3-3 0-5"/><path fill="#38712f" d="M47 34q-3 2 0 5l-6 4h-1l-2-2q2-7 9-7"/><path fill="#dfecc4" d="M76 42q2 0 3 2l4-3 13-3v7l-33 2v4h-1l-2-2-5 1-2-2q-2-3-1-6v-2h3v-5l8 11q1-4 4-1l10-2z"/><path fill="#fdfdfc" d="M55 40q5 1 5 7h-5z"/><path fill="#f8efbb" d="M0 39q17 0 33 7l-1 2-4-1q-2 6-8 3l-3 3 1 3-6-3q-1 3-4 2l-1 6q-7 0-1 4l-4 1q4 5-2 6z"/><path fill="#a2ce9a" d="m47 39 5 1v2l-2 6-2 1-1-6h-6z"/><path fill="#94ca8c" d="M40 43h6l1 6q-3 3-6 1l-2-3z"/><path fill="#f9f2be" d="M96 45v8l-2-2q0 3-2 2l-2 2q-9 3-18 2l3-1-7-1q1-3-2-3-2 0-3 2v-7z"/><path fill="#f8eeb6" d="M33 46h2q-1 7 7 13-13 2-24 6 2 1 1 4-6 1-7 7L0 81v-9q6-1 2-6l4-1q-6-4 1-4l1-6q3 1 4-2l6 3-1-3 3-3q6 3 8-3l4 1z"/><path fill="#5c8852" d="m40 47 2 3h-4q-1-3 2-3"/><path fill="#598856" d="M52 42q-1 3 1 6l-7 4v4l-4-6q3 2 6-1l2-1z"/><path fill="#87c686" d="m53 48 2 2v6q2 1 5-1l-6 6-3 1-5-1q10-1 1-3l-1-2v-4z"/><path fill="#347029" d="m62 51-2 4q-3 2-5 1v-6l5-1z"/><path fill="#84c178" d="m38 41 2 2v4q-3 0-2 3h4l4 6 1 2-3 2-2-1q-8-6-7-13-1-5 3-5"/><path fill="#f9f0bb" d="M62 51v3q1-2 3-2 3 0 2 3l7 1-3 1q9 1 18-2l2-2q2 1 2-2l2 2v17l-18-1-24-8 6-6z"/><path fill="#1f531a" d="M47 58q9 2-1 3l-2-1z"/><path fill="#c3c175" d="m42 59 2 1 2 1 5 1q-4 8-12 9H23l-4-2q1-3-1-4 11-4 24-6"/><path fill="#f8edb6" d="m54 61 24 8q0 3-3 4l1-2h-8q-2 0-2 3-3 0 0 1h-5l-3 4-1-1q-3 4-8 4l6 4q0-9 4-2l7 2q3-3 5 0 3-4 6-1l3-2 3 6 3-3 10 8v2H79q-6-11-16-5l7 5H34l-4-10 13-5-4-3-14-2q-3-2-2-5h16q8-1 12-9z"/><path fill="#d4c27e" d="m75 73-9 1q0-3 2-3h8z"/><path fill="#f9f0bc" d="m78 69 18 1v24q-1-3-3 0l-7-8-3 3-3-6-3 2q-3-3-6 1-2-3-5 0l-7-2q-4-7-4 2l-6-4q5 0 8-4l1 1 3-4h5q-3-1 0-1l9-1q3-1 3-4"/><path fill="#d0bd7b" d="m19 69 4 2q-1 3 2 5l14 2 4 3-13 5q-8 2-10 10H0V81l12-5q1-6 7-7"/><path fill="#e8d79b" d="m30 86 4 10H20q2-8 10-10"/><path fill="#e7d99f" d="M79 96h-9l-7-5q10-6 16 5"/></svg> | |
{
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"path": null
} | Generate code for a svg of a simple, black and white representation of two quote marks on a white background. | <?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="91.674px" height="91.674px" viewBox="0 0 91.674 91.674" style="enable-background:new 0 0 91.674 91.674;"
xml:space="preserve">
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| |
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} | Generate code for a svg of a crystal chandeliers hanging from the ceiling of the grand hall. | <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="#d1bdad" d="M27 0h21q2 2-1 2 3 0 2 3l1 11q2-1 3 2-6-1-9 1-2 2-1 5l-3 12v-9l2-3-3-9v5q-5 0-1 2l-3 2-1-7-3 4-1-1-2 4q-3-3-5 0l-1-4q-2 2-1 6h-4q1 3-2 4-1-10-2 0l-2 2q-6-6-9-13 3-5 8-8 3 1 1 4l1 6 4 1v-5l2 1v-4l3-1q2-4-1-7h4l1 4q0-3 3-5-6-2-12-1V1z"/><path fill="#d3bead" d="M48 0h35l-3 5q3 0 5 5l-5 10v10q0-7-2-1-2-3-4-2-2-1-1-3-4-1-7 1l-2-2-2 3q-3-12-7-1l-1-1-1-6q-1-3-3-2L49 5q1-3-2-3 3 0 1-2"/><path fill="#cebaab" d="M83 0h13v23Q83 35 74 50l-2-2q3-3 1-7l2-3q-3-3-2-6h2l3 4 3-3q-2-1-1-3V20l5-10q-2-5-5-5z"/><path fill="#a09289" d="M66 25v6l-2 1v-4h-4v5q-2-3-1-6l3-1 2-3z"/><path fill="#c3b2a6" d="m62 26-3 1q-1 3 1 6v-5h4v4l2-1 3 5-2 1-2 9h-4q-3 0-3 3l-3-3 5-2q-3-3 1-4l-7-1q2 2 1 5l-4-2V24h3l1 1q4-11 7 1"/><path fill="#e2d7d0" d="m74 27-1 2q-2 0-2 5l-1-2-1 4-3-5v-6q3-2 7-1-1 2 1 3"/><path fill="#aa9f97" d="M80 30q-1 2 1 3l-3 3-3-4q-2-1-2-3l1-2q2-1 4 2 2-6 2 1"/><path fill="#cdbbac" d="M0 0h27L16 1v3q6-1 12 1-3 2-3 5l-1-4h-4q3 3 1 7l-3 1v4l-2-1v5l-4-1-1-6q2-3-1-4-5 3-8 8 3 7 9 13l2-2q1-10 2 0v4l3 5q2-1 3 1 0-3 2-3-1 3 1 7l1-13 6-3 1 1q-4 2 0 5-3 3-1 7 0-6 6-9-6 0-2-4-3-2-4-1 1-10 4-2 2-1 3 1 2-3 1-6v-5l3 9-2 3v9l3-12h4v7h-3v8h-6q1 2-1 3l-2-1q-2 2 1 3l3-1v2q-2 0-2 2-4-2-4-5-3 5 0 11l-16-2L0 33z"/><path fill="#a09893" d="m21 26-4 4 4-1q3 2 0 5-1-4-4 0l3 4q0-3 3-3v2q-2 0-2 3-1-2-3-1l-3-5v-4q3-1 2-4z"/><path fill="#ded2c8" d="M35 24q-3-8-4 2v1l-6 3-1 13q-2-4-1-7v-2q-3 0-3 3l-3-4q3-4 4 0 3-3 0-5l-4 1 4-4q-1-4 1-6l1 4q2-3 5 0l2-4 1 1 3-4z"/><path fill="#867c77" d="M39 20q1 3-1 6-1-2-3-1v-1l3-2q-4-2 1-2"/><path fill="#a1948a" d="M31 28v-1q1-1 4 1-4 4 2 4-6 3-6 9-2-4 1-7-4-3 0-5z"/><path fill="#dad0c9" d="m53 18 1 6h-3v18q-1 2 1 3-1 5 1 9-1 6-7 9l-2-7q2-1 1-3l5-1 1-1q-3-3-5 0l-1-2-1-3q-5 9-1-1-3 0-3 2l-1-2v-2l5-4v-8h3v-7h-4q-1-3 1-5 3-2 9-1"/><path fill="#837c7b" d="m44 39-5 4-3 1q-3-1-1-3l2 1q2-1 1-3z"/><path fill="#7b736d" d="M43 45q2-6 3 0z"/><path fill="#968d88" d="m58 49-1 2-5-6q-2-1-1-3l4 2q1-3-1-5l7 1q-4 1-1 4l-5 2z"/><path fill="#9d948f" d="m39 45 1 2q0-2 3-2-4 10 1 1l1 3-3 5-5-7q0-2 2-2"/><path fill="#cab8a9" d="m0 33 17 18 16 2-1 28-1-25-1-2H19l-2 3v27h63q-1-15 2 0l1-5 1 2 1-4 2 8-1 2v3l-72-1q-2-2-1-4h3V70q-1-3-2 0l-1 10-2-6V50l-2-4-1 1 2 3-3 1q0-10-7-14z"/><path fill="#cfbdae" d="M96 23v64H86l1-2-2-8-1 4-1-2-1 5q-3-15-2 0H34V55l2 25q1-4 5-7l-1-9 2-2h3l-3-5v-3l3-5 1 2 4 1-5 1q1 2-1 3l2 7q6-3 7-9-2-4-1-9l5 6 1-2q0-3 3-3h4l2-9 2-1 1-4 1 2q0-5 2-5 0 2 2 3h-2q-1 3 2 6l-2 3q2 4-1 7l2 2q9-15 22-27"/><path fill="#7c7675" d="m50 52-4-1q2-3 5 0z"/><path fill="#cdbcad" d="M0 37q7 4 7 14l3-1-2-3 1-1 2 4v24q-1 7 1 16H9v-3H0z"/><path fill="#d1bfb0" d="M37 47v4l2-1 6 12h-3l-2 2 1 9q-4 3-5 7l-2-25v29H17l2-30h11l1 2 1 25 1-39q0 3 4 5"/><path fill="#c7b3a4" d="M86 87h10v9H0v-9h9v3h3q-2-9-1-16l2 6 1-10q1-3 2 0v15h-3q-1 2 1 4l72 1z"/></svg> | |
{
"bytes": "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",
"path": "156653bd986afc07f1faf18cef783804f5b5771ab9133b97c0161f49878fea50.png"
} | Generate code for a svg of a there is a picture of a clock on a white wall | <svg xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink' width='1024' height='768'><text x='512.0' y='243.9999999999999' text-anchor='middle' font-family='sans-serif' font-size='28' style='fill:black;'><tspan font-variant-numeric='lining-nums'>X</tspan></text><text x='512.0' y='344.7999999999999' text-anchor='middle' font-family='sans-serif' font-size='28' style='fill:black;'><tspan font-variant-numeric='lining-nums'>C</tspan></text><text x='512.0' y='378.3999999999999' text-anchor='middle' font-family='sans-serif' font-size='28' style='fill:black;'><tspan font-variant-numeric='lining-nums'>C1</tspan></text><text x='512.0' y='411.99999999999994' text-anchor='middle' font-family='sans-serif' font-size='28' style='fill:black;'><tspan font-variant-numeric='lining-nums'>C2</tspan></text><text x='512.0' y='445.59999999999997' text-anchor='middle' font-family='sans-serif' font-size='28' style='fill:black;'><tspan font-variant-numeric='lining-nums'>D</tspan></text><text x='512.0' y='479.2' text-anchor='middle' font-family='sans-serif' font-size='28' style='fill:black;'><tspan font-variant-numeric='lining-nums'>E</tspan></text></svg> | |
{
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C2N0ojem0LyOD4Y45MjkDato/FxTjVnGuFqYfwD78IJOBzVeKwv/vlBrfC08g/PDctejkFBwbOj7i8sJ/PXXgzkP1Xi6TgZ3Xy2bsOgN9KWaZv7u9GXaL09cH/PqeCcoTCMub2zGLAADw4bQJdKize6FYsuJI5ucXCzQpEJlb3Rj668l7eFShKuW0zth1toLL03CcO/UtEbvO1PK6YAT1DBqCLJ/gAXHAkSlrau0QiOQfP1PkRk2TMu+GsDCm0+B+wyKJdPnhjBOlVZoP1dDJj9qTgnE58AfN7XOTz7Xw4RTIeNLeFbk7Ba6j0Z7YlfaVSGWFT5vkHz8TFG6Pb4XMcLOHmMjdJ5GuOJJ5vrwG1oBcvmBOcipmjlZwedHJqbDslAPd0Ul21lguifZP0p4JWlDbhN3FAQiF92wkkcpWH8s6C3uHFjNHq1o7ovekNqEw8YXrqDGdZm2CXW7ujdoX76BlHExnXWOt4JSMk0hla09kQ3lnfxkMHK1p74pOTkWv4xRcR7E8qdyfMo8AABo7+XDfXxRiCaMAi1QmW3/q8p/FjzQfajhQdbSuoztqTwra64sQHRVj2J6ghd8rr/iJAABKsb19AgA037mRycC7Z3PVXpFRHpQcbezkR+1JfdIO8zlmOGA5yuULoMSjJPKfOdL/EZZ0/rWIoB4yGXj/XJ6SFVA1B7qjzd290cmpVSo2ZNEEzR1t6urBuIycfNqJAACwX/bTsLfkx+fzd15XXFoSIhAdbeH3RienYt8MTUNHMd7HAQCU9d9BKzD/Yd2pa1H7tZ9fLPjlGg4lS6E42tYrjNl7Dq92FJo4eu7BE9jhKEDe1hEBAGAzExpIhnK75C/z1aXCzVeKoMejJBo6yhMIY/eew/dIt3qOtvUKsT9KWd3eCQBA+CIxxo/wAICGTn6O6k3uv8+58002zs1G1Ha0UyiK/z3tTr36bx2wUMPRn/MUl0KGTlN3T0+fGKlpx6fV+JYRi+69zNbc4n9l3kQnFtVQw9FuUd+8fedvPiVKtUCVHH3E5eFSBl4mA0953UgN1B1b5cmurEt/qOzm5I78UlV7PKKKSo729IkXHEjH/iFjZJR0VCCWrDyapWRPI+jUtHchNe24nYLfcPqqMrOLXQX3Pkq7hkE8KqGkowKxZNEfF64+bsAmKpWQO1oz/BOIUCxZefQSjtOSJ+1dCPYT0H4aOvnLD2WMXEYvufDBeym5GCZaqYDc0YKnw6YxtPUK5+0/n11Zh2VUKvGkvSt856kTpVUv/4RvPm2e/ttp6EkOKsHl91LeS8nFeE1xEAFjWHsWz/RhD246yBeJ/515c3t+CTHt7EePimwI9XknzNeR+byXUk+f+M/iR19n3cLrGLeqeLDM5o51crM0oyKUWl5XdmX9LQLU134nzJey4s/MYyU4VwujIpTYcc5xXk5jrczpVKS+g5/7pOFw0SMc7+5q4GZpNs6KaaBHa+jg323kEqTAqlbzygQPytzk1CwCvweRjGaiPB2Q1h5MMwBISJSnlS9ANMzbICFBD55AhEA/pUpCAguRRIJocgaShARVhGIJIpKQd1ASgtInkSIi8g5KQlTIOygJoRFKJNpUiJBkFILQqTh3cCIhGQ59KhWBWyCJhAQi+jQqeQclIS56VASh08g7KAlB0adREX3yDkpCVPSpVKS/GDgJCdFgGuojlsZEbMVOQgIAsDQyQCyNiNI5gIRkEHJBIRSaIyFBA0tjUlASAmNppI+wyDkoCVGxNDKkOZlra+9rlbBhGHlYmiEIpba9C/taVLCgIhRnc1MzA3pzd29dB24FDTDD2ZxBczbX5QbDFApY7u/x3hT/gDGs/n980t6183rZzhtlQu05TeDBMts0PWD+eNf+ZcGmrp4/7z768WqxvBKxTuJswaDwRX0W/95D8LPn6sHQ1/tj+ey5Y52G/Gwpp3XhgQtwe7WgxBuTvbfEhuvThthSaesVrj6ahVebalShUADvy3WIkR5NJ6ehhnq0M6tihrMTAODLtsx6I8HJnDHcFxCE96b4bZ83bUg7AQAWhvonX58TM27Yb1N7YTOMDWhUBADgzCT6L0kNfls4XWEDYEcmIzMpwYFJ3Fn438L9/hsTNvLX6FGRg8sjvW0Gl2bRduRaIgAAT0x6tWPJUj/35f5KdbJzMmdkJiVg2YhSed4N99scq8BOOcZ02r6lM2mITuX9eLDMgFxQX7Yl3sHAxFCP9kNMqPJf72JhmpEUP8bUGL2Q1OCdMN/Niu6dA/G3Za0JHIdePNjjZ2sJ/hJUp94dVgR4qmqbm6VZRlI8m4FdJ7WReTvMd0tsuKqtBz+aHoBg2a4QZXzYfwnqo1t30NVq3Ug8WMyMpARrE/yfF98K9flRdTsBAM7mjOmuY1CICB98bCyAXFA2w8iKAL8YKNgwjCbZWav32rFWzIykBHx/FOtDfH6Km6L2fTDOyxlmNPhh85eTz6bVOjMNDbLXqCmvl7X5hcR4K5zW3daHjN8Wr76dAIDJ8Lr04ku/kM8EDdGVb0z+6KcJPmyL84lx2OfQrA8Zvy1+qoZzSHdLTb99gtDfDxv56//Z+AUDEwtDCGL52VqeT4yzwLC57xuTvTW3EwDANNDXvA8qEQhzeibkX3dQJxvd+MZgMWEMKy0xjmmAhaPrgr1/SZgG5flbNx7iqQglyOHFO6ipPt3LGk4Pd3xp74XW8HSindW5xFi0z2wlBXtvnwfHTgAATyCUSLU+r8KPbcnQ15N//Hzvof+mqtVUQm0hHGRvnbom1lQfLUfXBnntgGcnAKCqFZ+2bHAJHaDic0EjXO3wCAYyhXXNcDOzJjvYnF0d0/8HDZHEIK8d82HaCQAoqB22J44WMcPtuYrPBZ3lYa8Dm7mNnfziRi7cMcOc2GdWxRjTaRDHXBM47tf506Bv/KSVK9u8j7DoUZHprkMJyjTQn+yo5hI3odh3qxz6mFOcbc+tiTOH9Fz/dpjvzgUR0O18yuvOqdL6hi2hTuyB8/4XbplRHo6YxwOfA7fLm7p6oA8b5sTOfWvByw3HVMKARv1l3tStcersZCpky9ViHXhCivZwGPi/LwgaPVYXBO3pE//jAiqdZz1YzGsbFn0SMVG9koDhzuzrby96c/J46IEBAO41tSUX3kdjZIwZJOELP+gJtiyiZZ2px8GiitNlj9EY2YBG/SoquPSDVxKDvAyGyXJ/mUB762OvRWetm49SWnFvn3jNsWwd6IfhwDTxsXlh150ie/Gh96O0/O3XcGgODh0Tut6FpPggexRn1W29wtNlj9Mf1lyrbmx7af2VhiATxrBmudsv8nX1t2UNOQIUJFLZa0cyUfqDxJj3p/p/P/eFXN7Bgt6obZr+22lso0ILc0P984lxE+2sMLhWQye/uq2LJxAKxRJzQ302w8jN0gyD4sBSmWzdiZyDRRVoXwgbrm1YGPjiPWWwoDIZ8Nx8SCvOOioD00D//Nq4SZg4ij0yGXj37NXdN3Vh6gkAcDZnlH/02qDHx8F/4hQKWOjjil1QKMMTCGOSz92pb8E7EPjIZOC9lFydsRMAsMTP/eXFjSHeg5b6u2MRDlbwBML4fWllnDa8A4GJTAY2pubuKriHdyAwWeLn9vI/DiHoJDsrVCf12MPlC+Ykp95r0hFHZTLw/rm8327olJ0Th7Fu6Fm8jp0PBAC08Hujk1Pv64Sjn128sfN6Gd5RQGZNoNeQ/z60oK8GeBrpwdx6JgIt3b1RyakPmtvxDkQjPrtY8OPVYryjgIyhHm2p/xDv72A4Qc0M6At06FGpn5bu3qg9Kdrr6BcZBVuuFOEdBXyW+rkPlxs+7ELd2iBv1OLBk+bu3qg9KeVa6Oi/Mm/+97IO2gkASAwa+v0djCBouDM72EEXkpteprm7N+b3c4/btCm398tLhd/n3ME7ClQItLce4czmSFsdfwv3RyEeQlDfwY/cnaItjv4n69a32bfxjgItPpo2YYTPjiToQh9XFwudLW9b19EduTulmvCObs0t/jrrFt5RoIWzOSPB22WELxhJUCpCeTvUB3ZIBKKuoztyTwqRK4Jvy7v7aToqqYME4f2p/iMfJ1aQzbA60AvL4+HY85TXHbk7pYaQjv5yreST89fxjgJFrIwNV05SsOKuQFCGvt7GqTo7E5VTy+uau/dcQycf70BeYPu1kk1p+XhHgS4fTpugcLldcT7YO2F+OlNabDiqWjsid6c0EsbRPTfvbzqv43baMIzeDFF8uECxoMZ02odTJ0CIiNhUtnZE7iGEo3sLH7xz9qpOtrUYyCfTA5TZrVQqo/atUB/dOAoyMo+4HVF7UjkoHLhTnt9vlb99RvfttDU1HmFxfiBKCWpAo34SMVGzkLSDCi4vcncKGodClWH/7fINp69IdV5PAL6YFWioXLKHsmcS1gV7a3jiVluo4PIi9+Dg6B93Hq4/NSrs9LdlrVb08N6PsoJSEcqPseHqhqRlPGzhxf6exuULMLvi8ZKqN09dHg12AgC2xIUpX0pRhVNdEW52OlNhWiGlnNa5e1Nbe7Bw9GRp1epjWTpQc0EZFvq4TnNRoZC+ascON8eGDdfyTPcoaWydm3wObUdPlT1eeTRLLNX6I+3KYECjfjdXhQ5BQFVBXS1M39f1dfuB3G3kxuw99/KZd1icuVe98uilUWInAODjiInOKvaeVPng9j9mTNKNUrdKUtzAjUlOhVgXt5+z96pXHMnUgXIgSjLWijly4tKQqCyoPo3620L4ldmITFEDd96+851CEcQxL1bUvn700uixE6FQflsYocb8UJ3SFyGONknBSq2y6gwFT5vif0/rEvZBGS2j4unSgxe1qFu95qwPGa9eCW81a7P8JzrEzkz395YGcqMWjqOXHj1dcvCCYDTZ6chkfBU1Wb3XqimomQF9/9LZo60xyPVaTsK+tG6R+o5mVdYtPnhxVNmJUCh7FkeoXUNd/epWU11s39PdMyHDkV/DWbA/Xb35aPrDmkV/XOjtE0OPish8HBEwXYP2B4OLh6lEn0QasevMrbpmtUfQUrxtLA6/Eqn8aoZUJtuWd/eLizdHz4qSnIl2VlfWL9Ckyp9GggIAypvbQ3892TPK7goAAAMa9YNpE96f6q+wSc3Np82b0q7d0In+GyphTKcVvLPYg8XUZBBNBQUA/Fn8aPWxLA0H0VLMDOivBngu9HENcWQPuk9wunrSH9YeKnqYW92IV3j4krxk5ooATw0HgSAoAOC9lFwdq2WlKvo0qieLyWYYGerR2nsFj9s66zvwz33Gkb+F+22ODdN8HDiC9kmkc5JT856M0lsFySBCHdkZ6xKgFJiGU6Naj4ocfiXSdhRk3ZMoxIZh9OerkbDKn0Mrom7DMDr8SqTyjS9IdBJDPdqJFXMg3qpgVvkPc2LvXTJzVG3TkwwEoVB+XzITbkkvyG0oFvm6fRkZDHdMEm3hu7kh0Kt2wu+T8nFEwHolzjuT6Bhrg7w2ToG/s4hKI58f48JjxzmhMTIJMUnwdtk+bxoaI6MiKA1BjrwWHeXpoPhLSbSfme72fyxHK3MIrVZodCpy9LXoqS62KI1PQhBCHG2Or4hGb/UGxV59Rnq0Uyvn6mqXNxIAgL8t68yqGBO6mql0yoBuM0lTfXrqmlhsumWSYEygvfWFpHhzlKtzwtnqHJluUd/CAxeuPK5H+0IkmDHF2fb0qrkKM7k0BwtBAQA9feIlBy9eevQUg2uRoM10V7tTK+eg+s7eD0aCAgAEYsmrhzPSymuwuRwJSswb7/LHstmY1e/ATlAAgEQq+0DnmkyOKhKDvLbPm0pD0H10GQimgsrZkV+6KS1/lBTK0hkoFPDZzMAvZgVifV3sBQUAnC57vOZ49mg7Pqa96NOoexbPWOqHQ592fAQFAFyv5Sw/lIFvOWMSZbA1NT76WtRkh2GbwaEKboICAFr4va/9eYlcfiIy4c7sw69EsRlGeAWAp6AAALFU+q/MQp3s4KsDJAV7b4ufogcpN149cBZUzqGiinfPXuWLyCkpUTCh6/3fgunL/HGYdA6CEIICAJ60d606emkUHh4nIIH21vuWztTwPDssiCIoAEAslX6Xc+e7nNujpBg2AaFQwIZQ3+/nhsI68qY5BBJUzpXH9YnHc+o6uvEOZNThyGTsXTKTaBmShBMUAMAXib/Nub31ajG5mI8NFApYG+T93dwQDJI/VIWIgsq5Xst569SVB83teAei47hbmu1cMH2aqwqdN7CEuIICAIRiyQ+X72y5WjyqihFjhgGN+nHExE3TA4gz43wZQgsqp66j+58ZNw8VVeAdiE4RM85pa1y4i4Up3oEoQAsElXPlcf1Hafklja14B6L1jLM23xIbFumhHUcatUZQAIBEKksufPBtzm0iNM3WRuzMjD+bGbh60jgtqt2uTYLKEUmkB26Xf511i0w0UR4rY8ONU/zeDvNVsscwcdA+QeXwReKd10u35t7Fpp2m9sIyNvhw2oT1IT5G2qamHG0VVA5fJP6zuOLnvJIKLg/vWAiHsznj3XC/NYFexnStVFOOdgsqRyqTpT+s3Xy56HotB+9YCEHAGNY74X7L/d2xPJuBErogaD/5NZy9hQ9OllaNwqYOAAAjPdpiX7e1wd4hjvgkF6OBTgkqp1MoOna3cs/N+0UNXLxjwQgva/MVAZ6Jwd4WKJdRwB4dFLSfogbusbuVJ8uqatq78I4FFZzNGYv93Jf6ufnbsvCOBS10WVA5MhkorGs+XlJ5quyxbiRJOTBNFvm4LfZzC7KHWcuYmOi+oAOpbutMK69JK6/Jq24QaVUrbCpC8bdlxYxzih3nFDDGavSUWR9dgvbTIRBlV9ZdqW7If8Ipa2olZoo0FaH4si1DndgzXO1muNsRMBcOA0apoAPpFIpu1jbl13Bu1DaVcFpbuntxDMbaxNDPlhXiaBPmxA52sFG7SbDOQAo6mObu3jJOaymnrYzT+ojbUd3eid6eKpth5GJu6mnFHG9j4cu28GVbWpkYonQtLYUUVDECseRJW2cNr6umvbuF39vaI2jrEbT2CNp6hPKN1k6BSCqT9Umk8lbyJnQ9PSqCUCimBnQAgKWRgYWRvqWRgfw/lrGhsznDyZzhZM4g20op5P8BhekStLi7xIAAAAAASUVORK5CYII=",
"path": "200b0071fb9eeb5d232b0d545e8c8ca840228146b2cd9f72af48b75035a7c3c1.png"
} | Generate code for a svg of a a blue and white logo with a wave in the middle | <svg viewBox="0 0 32 32" xmlns="http://www.w3.org/2000/svg"><circle cx="16" cy="16" r="16" fill="#067997"/><path d="M20.77 17.83a1.09 1.09 0 0 0-.78.33l-2.09 2.1a2.62 2.62 0 0 1-3.74 0l-2.08-2.11a1.09 1.09 0 0 0-.78-.33 1.09 1.09 0 0 0-.78.33 2 2 0 0 0 0 2.85l4.12 4.17a2 2 0 0 0 1.4.59 2 2 0 0 0 1.4-.59L21.55 21a2 2 0 0 0 0-2.85 1.09 1.09 0 0 0-.78-.32zM25.91 11.61L22 7.63a1.83 1.83 0 0 0-1.31-.55 1.91 1.91 0 0 0-1.37.58L16 11l-3.18-3.29a1.83 1.83 0 0 0-1.31-.55 1.91 1.91 0 0 0-1.37.58l-4 4.06a2 2 0 0 0 0 2.73 1.07 1.07 0 0 0 1.49 0l2-2.05a2.57 2.57 0 0 1 1.84-.77 2.49 2.49 0 0 1 1.78.74l2 2a1 1 0 0 0 .56.29 1.08 1.08 0 0 0 1-.3l2-2.05a2.57 2.57 0 0 1 1.84-.77 2.49 2.49 0 0 1 1.78.74l2 2a1 1 0 0 0 .73.3 1.07 1.07 0 0 0 .76-.32 2 2 0 0 0-.01-2.73z" fill="#fff"/></svg> | |
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} | Generate code for a svg of a black and white vector illustration of a radio tower icon, with a person depicted on it, symbolizing wireless signal diffusion. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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{
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} | Generate code for a svg of a a printed calendar with important dates marked. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H37q-14-9-26-22Q3 62 0 49z"/><path fill="#bee1f0" d="M60 37h8v6H58q0-4 2-6"/><path fill="#b4b7bf" d="M31 39q2-1 3 1-3 1-3-1"/><path fill="#f9f0ec" d="M50 52h6v10h-9q-1-6 3-10"/><path fill="#929eac" d="M0 49q3 13 11 25 12 13 26 22H0z"/></svg> | |
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} | Generate code for a svg of a a historic landmark illuminated at night. | <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="#071127" d="M0 0h96v96H0z"/><path fill="#e3d1af" d="M17 22h13v12H17z"/><path fill="#e5d6b3" d="M66 22h13v12H66z"/><path fill="#62463b" d="M46 28h4l-1 3q-1-3-1 0 1 3-2 3z"/><path fill="#4a4847" d="M17 34h4v13q-2-6-1-12z"/><path fill="#786f61" d="M66 22v12h13l-4 1v12h-3l2-12h-8v16q-3-15 0-29"/><path fill="#98836b" d="M72 47q-2 0-1 3-3-1-5 1V35h8z"/><path fill="#a27c4e" d="M56 45H41q-2-3-4-2v-3l20 2v-4l2 7z"/><path fill="#aa8e6e" d="M21 34h9v21q-4-6-9-8z"/><path fill="#695e57" d="M17 22q6-2 14-1-1 14 1 29l2-2v4h-4V22z"/><path fill="#443c38" d="M56 45H41z"/><path fill="#a07149" d="m39 46 1 5-1 1h-5v-4q1-5 5-2"/><path fill="#695544" d="m39 46 23 2v3H40z"/><path fill="#573f3e" d="M54 54q-1-2-3-1v5h-1v-4h-9q2-2 7-2l7 1z"/><path fill="#c46c40" d="m30 52 3 1q-2 4 1 1 1-2 4-1l-2 7h-6l-1-5z"/><path fill="#987d58" d="M54 54h-1l2 4h-4v-5q2-1 3 1"/><path fill="#945139" d="M31 52h8l2 2v4l-4 2 2-7q-3-1-4 1-3 3-1-1z"/><path fill="#a45c44" d="M56 52h5v8h-5z"/><path fill="#b6965e" d="M45 54h5v4h-5z"/><path fill="#bea26b" d="M41 54h3v4h-3z"/><path fill="#82624f" d="M22 64h3v4h-3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a soft wool blanket folded 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="#f2efe6" d="M0 0h96v96H66l-2-7v-2q2-4 7-4l2 4q2-3 6-3l10-27q2-12-9-10-8-1-7 8l-7-3-8 2v4l-3-1q-7 6-12 15l11 2q-4-1-5-4h-3q3-8 11-10l-2 16-5 2q-4-3-4 2-4 0-5-2-3-4-2-7l4-2q-1-2-3-1-12-1-22 1l2 4-10 1q-4 2-1 5 18 8 38 10l14-3 3 7v3H0z"/><path fill="#faf8f5" d="M71 83q5-1 6-6 6-13 9-26h-3l-1 4q-8 4-9 13l-4 3 8 1-2-6 1-1q0 4 3 1 0 6-4 11l-8-1q-5-3-8 2l-2-3q4-9 1-17v-4l8-2 7 3q-1-9 7-8 11-2 9 10L79 84q-4 0-6 3z"/><path fill="#cec3b3" d="M77 77h-2q4-5 4-11-3 3-3-1l-1 1 2 6-8-1 4-3q1-9 9-13l1-4h3q-3 13-9 26"/><path fill="#a16b47" d="M18 69q5 2 9 7l-1 1z"/><path fill="#958572" d="M40 68q2-1 3 1l-4 2-1-1-1-1z"/><path fill="#eadfcd" d="M18 69q10-2 22-1l-3 1 1 1-7 1h-3l5 3q-4 1 0 2l-2 1-4-1q-4-5-9-7"/><path fill="#947c64" d="m31 71 7 2q-2 3-5 3-4-1 0-2l-5-3z"/><path fill="#c2b5a3" d="M58 58q3 8-1 17l2 3q3-5 8-2l1 2q-8 0-14 3l-3-1-1-2 5-2 2-16q-8 2-11 10h3q1 3 5 4l-11-2q5-9 12-15z"/><path fill="#cfc1ae" d="M38 70q-1 3 2 7h-9v-1l2-1q3 0 5-3l-7-2z"/><path fill="#c0bcb1" d="m20 73 2 1q-3 3 2 4a81 81 0 0036 7l1 1-14 3Q27 87 9 79q-3-3 1-5z"/><path fill="#af957b" d="m22 74 5 2 4 1v1l11 2q-1 1 1 4-10-2-19-6-5-1-2-4"/><path fill="#5d3624" d="m50 78 1 2h-5q0-5 4-2"/><path fill="#98755a" d="M31 78h10q1 2 5 2h1l-3 2 6 1h9l1 2-17-1q-2-3-1-4z"/><path fill="#d5bda1" d="M47 80h4l-1 3-6-1z"/><path fill="#946d54" d="m63 85-1-2q4-3 10-3-6 2-9 5"/><path fill="#5f3827" d="M59 83h3l1 2 1 2v6l-3-7-1-1z"/><path fill="#eadac3" d="m67 76 8 1h2q-1 5-6 6-5 0-7 4l-1-2q3-3 9-5-6 0-10 3H50l1-3 3 1q6-3 14-3z"/><path fill="#9f603d" d="m64 89 2 7h-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a shared moment in front of a cozy fire. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfb" d="M0 0h96v96H54V70l4-2V51l-1-1-3 4q-2-7-6-12l-8 15q-20-2-40-1z"/><path fill="#f6d4ab" d="M54 54q-2 2-1 5l-1-1q0-6-3-2 1-7-4-2-2 2-2 6h-1v-6q2-7 6-12 4 5 6 12"/><path fill="#f5c88a" d="M52 58h-2l2 4h-1l-2-3q-1-3-3 0l-3 1q0-4 2-6 5-5 4 2 3-4 3 2"/><path fill="#5f4644" d="M58 63h-3l-1-1-1-3q-1-3 1-5l3-4 1 1z"/><path fill="#a85440" d="m52 58 1 3h-2l-2-4z"/><path fill="#8f433e" d="m46 59-1 3q-3 0-3-2h1z"/><path fill="#c5ab97" d="M49 59q-3 1-2 4l-2-1 1-3q2-3 3 0"/><path fill="#79544d" d="m49 59 2 3-4 1q-1-3 2-4"/><path fill="#797177" d="M76 60h12v3q-3-1-6 1z"/><path fill="#a09998" d="M55 63h3v5l-2-4q-1 9-1-1"/><path fill="#f6f3f2" d="M42 54v6q0 2 3 2l2 1 4-1h3l1 1q0 10 1 1l2 4-4 2v26H0V56q20-1 40 1 0-3 2-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red square with a diagonal yellow line. | <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="#b1424f" d="M0 0h96v10l-4 2q-1-3-3-1-25 18-47 39L8 75q-3 3 0 5l1 1-7 5q-2-6 1-11l-3-3z"/><path fill="#b0434f" d="M96 10v86H0V72l3 3q-3 5-1 11l7-5-1-1 84-68z"/><path fill="#e8dc21" d="M92 12 8 80q-3-2 0-5a622 622 0 0081-64q2-2 3 1"/></svg> | |
{
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",
"path": "d83e16c45fedb53e42b8bdfdb4f8bf3d36f41d96f5f7e4cf75f25155ae762e5a.png"
} | Generate code for a svg of a a green circle with a white padlock on it | <svg width="32" height="32" version="1.1" xmlns="http://www.w3.org/2000/svg">
<path d="m16 1c-8.2759 0-15 6.7241-15 15s6.7241 15 15 15 15-6.7241 15-15-6.7241-15-15-15z" color="#000000" fill="#69e07f" overflow="visible"/>
<path d="m16 8c-2.216 0-4 1.784-4 4v3c-1.108 0-2 0.892-2 2v4c0 1.108 0.892 2 2 2h8c1.108 0 2-0.892 2-2v-4c0-1.108-0.892-2-2-2v-3c0-2.216-1.784-4-4-4zm0 1c1.662 0 3 1.338 3 3v3h-6v-3c0-1.662 1.338-3 3-3z" fill="#fff" fill-rule="evenodd" style="paint-order:fill markers stroke"/>
</svg> | |
{
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} | Generate code for a svg of a a picture of a chemical structure with the letters f and n | <svg version='1.2' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink' width='70.0mm' height='50.0mm' viewBox='0 0 70.0 50.0'>
<desc>Generated by the Chemistry Development Kit (http://github.com/cdk)</desc>
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<line id='mol1bnd3' class='bond' x1='26.04' y1='18.7' x2='20.86' y2='15.71'/>
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</g>
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</svg> | |
{
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} | Generate code for a svg of a black outlined shield icon depicted on a white background. | <svg width="24px" height="24px" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><g data-name="Layer 2"><g data-name="shield"><rect width="24" height="24" opacity="0"/><path d="M12 21.85a2 2 0 0 1-1-.25l-.3-.17A15.17 15.17 0 0 1 3 8.23v-.14a2 2 0 0 1 1-1.75l7-3.94a2 2 0 0 1 2 0l7 3.94a2 2 0 0 1 1 1.75v.14a15.17 15.17 0 0 1-7.72 13.2l-.3.17a2 2 0 0 1-.98.25zm0-17.7L5 8.09v.14a13.15 13.15 0 0 0 6.7 11.45l.3.17.3-.17A13.15 13.15 0 0 0 19 8.23v-.14z"/></g></g></svg> | |
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"bytes": "",
"path": null
} | Generate code for a svg of a a whiteboard covered in deadlines and tasks. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f6f6f7" d="M0 0h96v47q-9 0-7-7l-1 16-2-19-2 2 2 2-4 5q-3-3-1-5l-1-4-5 3q-4-2-9-1l-1-9q6-2 11 4l1-4 1 3 9-1-7-1q-3-1 0-3-3-1-1-3l-5-1 4-2h7l3 5V14L3 17l-3 4z"/><path fill="#a07e80" d="M88 27V16H5L3 63l-1-1V49l2-35h84z"/><path fill="#eee" d="m88 27-3-5h-7l-4 2 5 1q-2 2 1 3-3 2 0 3l7 1-9 1-1-3-1 4q-5-6-11-4l1 9q5-1 9 1l5-3 1 4q-4-2-8 1l-7-2 1 14h-4q3 0 1-2l1-1q-1-2-3-1l-4-3v1q-3-2-6-1v-1q3-3 7 0-1-3 2-3l2 1 1-16q6-3 0-4l2-3-7-2q-2 3-1 9 4-2 4 4-3-2-6-1l-1-11-1 9q-4 1-6-1l-3 1 3 1q-8 3 1 4-4 1 0 3l-2 1 13 3-12 1q-4 4-9 1-3-3-1-4-3-4-7-6l5-2h-7l-3-6-1 4h-6l-1-1q9-1 0-3l-7 1 5 2q-4 2-7-1 0 2-2 1l1 13q6 0 0 2v6h6v9H6L5 43l-1 2 1-29h83z"/><path fill="#e8ae70" d="M78 22q-4 2-5-1 3-5 5 1"/><path fill="#f8f8f9" d="M96 47v49H40l-2-24 1 4q1-4-1-6 3-3 1-6 1-3 4-3l2 4-1-6q-2 2-5 1l2-1-4-1 8-2q-6-2-10 1-2 3 1 6l-5 1q3 4-2 4l1-7h3l-1-5-1 1v-2l2-1-6-2 6-1 25-3q-1 3 4 4h2q2 2-1 2h4l-1-14 7 2q4-3 8-1-2 2 1 5l4-5-2-2 2-2 2 19 1-16q-2 7 7 7"/><path fill="#f5f5f5" d="M3 17v46l1-18 1-2 1 15h8v-9H8v-6q6-2 0-2L7 28q2 1 2-1 3 3 7 1l-5-2 7-1q9 2 0 3l1 1h6l1-4 3 6h7l-5 2q4 2 7 6-2 1 1 4 5 3 9-1l12-1-13-3 2-1q-4-2 0-3-9-1-1-4l-3-1 3-1q2 2 6 1l1-9 1 11q3-1 6 1 0-6-4-4-1-6 1-9l7 2-2 3q6 1 0 4l-1 16-2-1q-3 0-2 3-4-3-7 0l-18 4h-3l2 1-6 1 6 2-2 1q-3-2-4-1v4l4-1 1-1 1 5h-3l-1 7q5 0 2-4l5-1q-3-3-1-6 4-3 10-1l-8 2 4 1-2 1q3 1 5-1l1 6-2-4q-3 0-4 3 2 3-1 6 2 2 1 6l-1-4 2 24h-3V75l-1-4h-9q1-3-2-2-3 0-3 2-4-1-7 1l4 2-15 1-2-6-2 8V21z"/><path fill="#949294" d="m12 40 11 2H13z"/><path fill="#767377" d="M38 39h6l-6 2z"/><path fill="#eba35b" d="M39 30q1-1 4 1l-2 1z"/><path fill="#f3c07b" d="M48 28q-6 0-3-5 5 0 3 5"/><path fill="#978d8f" d="M12 20h10v3L7 22z"/><path fill="#9c8c94" d="M62 50v2q-5-1-4-4v-1z"/><path fill="#afafb3" d="m52 46-1 2-17 1z"/><path fill="#e16554" d="M62 50q2-1 3 1l-1 1h-2z"/><path fill="#f9f9fa" d="M8 50h5v7H8z"/><path fill="#bababc" d="M72 49q6-2 14-1l-1 11q-2-6-1-10z"/><path fill="#865e72" d="M31 55v2l-4 1v-4q1-1 4 1"/><path fill="#4d2533" d="M2 49v13q-3-7 0-13"/><path fill="#f5c893" d="M21 63h3q-1 8-3 0"/><path fill="#c8c7ca" d="M68 64q3-1 7 1l-6 1v6q3-1 7 2 2-3 6-1-3 0-5 3-2-3-5 0-1-1 1-3h-5z"/><path fill="#a6a4a5" d="M7 65q6-1 12 1l-6 1z"/><path fill="#f26134" d="M27 71v3l-3-3h-2q0-2 3-2 3-1 2 2"/><path fill="#853f45" d="M22 71h2v3h-5l-4-2q3-2 7-1"/><path fill="#663e49" d="M27 71h9l1 4h-1q-4-2-9-1z"/><path fill="#e6d4cf" d="m24 71 3 3q5-1 9 1h-6q-3 0-5 2l-1-3z"/><path fill="#db554e" d="M65 78h-1q-1-2 1-2z"/><path fill="#b7b5b9" d="m64 78-1 10-1-4q-12-5 1-2z"/><path fill="#8d6568" d="M19 74h5l1 3q2-2 5-2h7v21H0V77l2-8 2 6z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red mitten left in the snow. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f1f4f6" d="M0 0h96v96H0z"/><path fill="#d54946" d="M43 46v4q7 1 14 6l-15-5q-1-3 1-5"/><path fill="#dd211d" d="m42 51 15 5q-7-5-14-6v-4q-1-19 17-12l4 7-10 26q-7 8-16 2-7-7-3-15 3-3 7-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a brown bear curled up in a cozy blanket. | <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="#f9ecd7" d="M0 0h96v74q-4-3-3 3-6 0-1 3l-1 1-8 2 2 2 2 4-5 1q-4-3 0-5l-2-5q3-3 0-5l-1 2-5-2 8-12 2-4v-7q-5-22-26-30-7-2-12 1-3-2-5-1l-1 6q-7 5-4 12v2l-3 5-9 14v1l-1 8q-1 3 3 4-1 2 1 3-4 3-5 8-2 4-5 1-1 2-3 1l1-1-7-1q3-1 0-2 0-3 3 0 2-11-3-2l-3-2q5-3 7-8H8q-2 6-8 8z"/><path fill="#3a1f18" d="M64 32v3q-6-3 0-3"/><path fill="#996639" d="m46 23 1 2 11 5h7l-1 2q-6 0 0 3l2 5v3l-4 5-6 1v-3q-3-1-5 1l-4-4-3 1q-1-4-4-3l3 3-3 2q-1-4-4-6-3-7 4-12l1-6q2-1 5 1"/><path fill="#381f17" d="M42 24q5 2 0 3z"/><path fill="#faf6e1" d="M84 52 62 74l-4 1-8-2-12-7H28l-1-5h1q8-1 15 3h1l3 2 8 4q5 4 11-2h-5l1-3q8-6 12-13 2-3 1-7L65 30h-7l-11-5-1-2q5-3 12-1 21 8 26 30"/><path fill="#a2885e" d="m65 30 10 15q1 4-1 7-2-7-8-12l-2-5v-3z"/><path fill="#1e1313" d="M44 44h-1l-3-3q3-1 4 3"/><path fill="#7d6d4d" d="m36 42 2 2-2 6h-3v-3z"/><path fill="#c5a371" d="M51 47v3l-3 2-7-2-3 1 2-5 3-2h1l3-1z"/><path fill="#291d19" d="m62 48-3 2h-8v-3q2-2 5-1v3z"/><path fill="#ac9a70" d="M33 47v3h3l-10 5z"/><path fill="#5f3a26" d="m66 43-4 9-3-2 3-2z"/><path fill="#935c31" d="M43 64q-7-4-15-3 2-5 6-8 9-5 13 5-2 4-5 4z"/><path fill="#8c5a32" d="M66 40q6 5 8 12-4 7-12 13-6-4-12 0l-3 1-3-2 4-3h9q-9-1-9-9l3-2h8l3 2 4-9z"/><path fill="#4a3124" d="M36 40q3 2 4 6l-2 5 3-1 7 2q0 8 9 9h-9l-4 3h-1l-1-2q3 0 5-4-4-10-13-5-4 3-6 8h-1l-3 1v-1q-1-4 2-6l10-5 2-6-2-2z"/><path fill="#bab08b" d="M26 55q-3 2-2 6-7-6 2-6"/><path fill="#b0a380" d="M84 52v7l-2 4v-3l-6 1q3-6 8-9"/><path fill="#ded4b4" d="m62 65-1 3h5q-6 6-11 2l1-1q-4-1-6-4 6-4 12 0"/><path fill="#8a826e" d="M50 65q2 3 6 4l-1 1-8-4z"/><path fill="#c9c09d" d="m27 61 1 5h10l12 7 8 2-3 1H44l-14-6q-4-3-7 0l1-8z"/><path fill="#f7ead6" d="M26 74q23 13 47 1l5 2 1-2q3 2 0 5l2 5q-4 2 0 5l5-1-2-4-2-2 8-2 1-1q-5-3 1-3-1-6 3-3v22H0V79q6-2 8-8h4q-2 5-7 8l3 2q5-9 3 2-3-3-3 0 3 1 0 2l7 1-1 1q2 1 3-1 3 3 5-1 1-5 5-8-2-1-1-3"/><path fill="#736750" d="M30 70q-3 1-3 4h-1q-4-1-3-4 3-3 7 0"/><path fill="#483e33" d="m82 63-8 12q-24 12-47-1 0-3 3-4l14 6h11l3-1 4-1 14-13 6-1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a cup of steaming coffee beside a book. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#faf6ea" d="M0 0h96v96H0z"/><path fill="#dfceb8" d="M54 21q5 3 3 11-5 2-8 7v-4q8-6 5-14"/><path fill="#e3d6c3" d="M65 49q-4 2-1 6 2-5 6-4-1 6-9 9-8 15-22 7l1-1-5-5q0 3-2 1-4-7-5-15 1-4 5-1-4 4 3 5l10 2 11-2q4 0 4-5-12-4-24-1-1-1 1-3l6-1q-3-2-1-4l2 4q9 0 18 4z"/><path fill="#191010" d="m57 51-11 2-10-2q2-5 6-4 7-1 1 2v1q6-6 13-1-3 2 1 2"/><path fill="#895034" d="M57 51q-4 0-1-2-7-5-13 1v-1q6-3-1-2-4-1-6 4-7-1-3-5l4-1q12-3 24 1 0 5-4 5"/><path fill="#857a72" d="M28 47q1 8 5 15-6-7-5-15"/><path fill="#b9ad9c" d="M65 61q-6 3-10 9l5 8 2 4v2h-2l-1-3-5-10q-10 3-18-4l-3-5q2 2 2-1l5 5-1 1q14 8 22-7 8-3 9-9-4-1-6 4-3-4 1-6l2-1v1q2 1 5-1 2 3-1 8z"/><path fill="#dedacb" d="m65 61 4 6q-11 6 1 2l2 1q-7 3-12 8l-5-8q4-6 10-9"/><path fill="#221818" d="m34 78-3-1q-1-3 1-4z"/><path fill="#91776c" d="m90 76-3 1q2-4-3-3-9 0-16 6h-3q9-9 23-7z"/><path fill="#79352e" d="m15 71 19 7 21 9v1z"/><path fill="#c0a490" d="m59 81 1 3q-3 0-5 3l-21-9-2-5q-2 1-1 4l-16-6q-2-9 5-4l20 4 9 7z"/><path fill="#c0a08a" d="M87 77q-12 3-23 9l-2-1v-3l3-2h3q7-6 16-6 5-1 3 3"/><path fill="#6f2b28" d="M90 76q2 2-1 2-14 4-26 10h-8 7v-3l2 1z"/><path fill="#321415" d="M60 84h2v4h-7v-1q2-3 5-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a golden lanterns hanging from tree branches in the enchanted forest. | <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="#535439" d="M0 0h7v2L0 16z"/><path fill="#596740" d="M71 0h10l-1 6-8 3q-2-4-1-9"/><path fill="#728153" d="M87 0h9v13l-5-7-4 2z"/><path fill="#4a5436" d="M17 0h10q-5 2-7 6l-4 1V4l-3-1z"/><path fill="#606f46" d="M7 0h10l-4 3 3 1v3h-2l-2 4Q8 7 7 2z"/><path fill="#edd661" d="M61 6v4h-3q-2-3-1-4z"/><path fill="#452f25" d="M56 0h4q2 3 6 0h2q0 12 2 0h1q-1 5 1 9L57 4q1-3-1-4"/><path fill="#56623c" d="M68 0h2q-2 12-2 0"/><path fill="#586d43" d="M60 0h6q-4 3-6 0"/><path fill="#585837" d="m61 6 11 3v1q-6-2-7 4l-10-1 5-2-2-1h3z"/><path fill="#647349" d="m47 8 6 5-3 1-5-4 1 3-3 3-3-1 3-2q-3-5-7-5l-1-1q5-3 8 2 1-2 4-1"/><path fill="#5e6942" d="M42 0h14q2 1 1 4l4 2h-4q-1 1 1 4-3-1-4 1l-7-3-2-3-6-1z"/><path fill="#5c6640" d="M86 0v8l4-2 5 7v8l-6-3-7-9z"/><path fill="#637549" d="M81 10q3 0 3 4-6 0-3-4"/><path fill="#e6bf4d" d="m72 10 3 6-1 2q-2 2-1 6h-5v3h-2l-1-9-1-1v-3q1-6 7-4"/><path fill="#483228" d="m47 8 7 3q1-2 4-1l2 1-5 2 10 1v3q-7-3-13 1l-1-2-7 1-1-1 3-3-1-3 5 4 3-1z"/><path fill="#4b4931" d="m73 10 5 3q0-3 3-3-3 4 3 4l1 4q-1-1-3 1l-3-5-3 2z"/><path fill="#53583b" d="M32 9q-3 5 4 5V8q4 0 7 5l-3 2 3 1 1 1-2 1-4-3-11 7-6 1 2-2-3-1q2-4 7-7l-1-1q-1 2-3 1l2-5 2-1z"/><path fill="#e8cb5b" d="M32 9q1-1 4 1v4q-7 0-4-5"/><path fill="#402c25" d="M27 0h4l-3 5q2 1 4-2 4 0 7-3h3l-3 4 6 1 2 3q-3-1-4 1-3-5-8-2l1 1v2q-3-2-4-1l-5-2-2 1-2 5q2 1 3-1l1 1q-5 3-7 7l3 1-2 2h-1q-6 1-11 5l-9 3V16L7 2q1 5 5 9l2-4q4 8-4 14h3l8-8V9h-4l-1-2 4-1q2-4 7-6"/><path fill="#4b5037" d="M14 7h2l1 2h4v4l-8 8h-3q8-6 4-14"/><path fill="#cfc068" d="M17 9h4v4h-4z"/><path fill="#657a4c" d="M31 0h8q-3 3-7 3-2 3-4 2z"/><path fill="#4b3127" d="M42 18q-6 0-9 5-1-4-2 0l-4-1 11-7z"/><path fill="#626743" d="m85 18 7 7-2 2q-3-1-4 1 3 0 5 3-3 1-4-1-3 2 0 5l-2 1-2-3v-8q-7-1-8-7l1-2 3-2 3 5q2-2 3-1"/><path fill="#453027" d="M81 0h5l-3 9 7 9 6 3v9l-6-3 2-2-7-7-1-4q0-4-3-4t-3 3l-5-3h-1V9l8-3z"/><path fill="#dfc46a" d="M57 27q2-9-6-7l-1 8h-1q-3-6 2-9h6z"/><path fill="#efce5c" d="m57 27-7 1 1-8q8-2 6 7"/><path fill="#788256" d="M51 16v3q-5 3-2 9-4 1-7 4h-1v-5l-1-2q-4-2-7-1v-1q3-5 9-5l2-1z"/><path fill="#dbc46f" d="m66 18 1 9q-2 3-5 2v-5q1-3 2 0z"/><path fill="#a0b080" d="M33 24q3-1 7 1-3 3-4 7l-1-1z"/><path fill="#675638" d="m33 23 2 7h-5q-1-5 2-8h-1q1-4 2 0"/><path fill="#777e4e" d="m27 22 4 1h1q-3 3-2 8h-2q-3-1-4 1l-4-2v-7h1z"/><path fill="#787e4f" d="M19 30q-3 0-5 3 0-3-2-3 2-4 6-6z"/><path fill="#bfb766" d="M41 27v5l-2-1z"/><path fill="#4c3a2c" d="M20 23v7h-1l-1-6q-4 2-6 6-6 0-8 5-3 0-4 2v-6l9-3q5-4 11-5"/><path fill="#e6c050" d="m19 30 4 2 1 11-2 1h-8l-1-6v-5q2-3 5-3"/><path fill="#d3d7ae" d="M57 40q-2-3-5-4h-8l-1-2 6-5 7 1z"/><path fill="#e4c051" d="M83 28v5q-3 1-3 4h-2q-7-8 2-11 2-1 3 2"/><path fill="#c8bb76" d="M28 31q-4 4-1 10l-2 2-1-11q1-2 4-1"/><path fill="#ebc453" d="M28 31h7l1 1v10q-3 0-5 3-1-2-3-1l-1-3q-3-6 1-10"/><path fill="#d1b35b" d="m87 35 3 1 2 3-1 2q-2-4-5-3h-1v-2z"/><path fill="#c7cda4" d="m90 27 6 3v9l-6-5v2l-3-1q-3-3 0-5 1 2 4 1-2-3-5-3 1-2 4-1"/><path fill="#959462" d="m40 25 1 2-2 4 2 1h1q-1 2 1 2l1 2-3 2 2 2q-2 0-2 2l-2-2q-1-3-3-1v-7q1-4 4-7"/><path fill="#cfdab5" d="M38 33q4 0 1 3-2-1-1-3"/><path fill="#ccd3ac" d="M4 35 3 55l-3 3V37q1-2 4-2"/><path fill="#7b835a" d="M96 39v2h-1l-3-2-2-3v-2z"/><path fill="#d5dab6" d="m14 38 1 6h8q3 25 3 52H1q-3-32 13-58"/><path fill="#737450" d="M12 30q2 0 2 3v5Q-2 64 1 96H0V58l3-3 1-20q2-5 8-5"/><path fill="#e4c55b" d="M44 36h8q3 1 5 4 1 6-2 13l-6-1-5-11-1-1-2-2z"/><path fill="#aba679" d="m92 39 3 2-1 8-3-8z"/><path fill="#d5dbb4" d="M75 18q1 6 8 7v3q-1-3-3-2-9 3-2 11 0 9 2 0 0-3 3-4l2 3v2q0 5-3 10-3-1-3-4h-2q-1 7-7 12v-7q-2 1-2 4-4 5-6 13-3-15-1-29 3-6 8-10v-3h5q-1-4 1-6"/><path fill="#716848" d="M70 49q0-4 3-5V29l3 13z"/><path fill="#bfaa6d" d="M78 37h2q-2 9-2 0"/><path fill="#afa679" d="M73 31v9q-5 3-2-1v-6q-1 2-3 1 2-3 5-3"/><path fill="#909166" d="M85 38q2 6-1 13l-3-3q3-5 3-10"/><path fill="#d9dfb9" d="M86 38q3-1 5 3l3 8v8l-4-1-4-3-1-2q3-7 1-13"/><path fill="#9b8757" d="M19 49v6q-3-4 0-6"/><path fill="#aa8450" d="m49 52 6 1v1q-3 0-3 3z"/><path fill="#d6dbb7" d="m44 41 5 11 3 5q0-3 3-3l2 17-2 25h-8z"/><path fill="#d6dcb7" d="m39 40 2 2 1 5q-2 24-2 49h-4q-3-17-4-35 2-8 6-14z"/><path fill="#69593f" d="m82 48 3 3 1 2v2l-2-2q-2-4-6-4L68 61q-1 3-3 0 3-3 3-8 0-3 2-4v7q6-5 7-12h2q0 3 3 4"/><path fill="#d5ddb7" d="m84 53-1 3-14 6 1 3q-3-2-2-4l10-12q4 0 6 4"/><path fill="#6b6b48" d="M95 41v33l-2 7q0-11-3-20l-5-5v-3l4 3 4 1v-8z"/><path fill="#dbd497" d="M84 58v5q-4-1-6 2-1-2-3-2 3-5 9-5"/><path fill="#797850" d="m39 40-1 7q-4 6-6 14 1 18 4 35H26q0-27-3-52l2-1 2-2 1 3v14q6-7 8-16v-3q2-2 3 1"/><path fill="#d5dbb4" d="M36 42q-2 9-8 16V44q2-1 3 1 2-3 5-3"/><path fill="#b7b78d" d="m84 53 2 2v1l-2 2q-6 0-9 5-4 0-5 3v-1l-1-3 14-6z"/><path fill="#d5dab3" d="m86 56 5 5q3 9 3 20-4 5-6 11-3-6 2-9l-2-2 1-3h-3l-2 6q-1 3 2 5l-1 1-2-2q0 3 5 5l1 3H66V69q1-3 4-3 1-3 5-3 2 0 3 2-2 9 7 9l1-7-2-4v-5z"/><path fill="#edca5b" d="m84 63 2 4-1 7q-9 0-7-9 2-3 6-2"/><path fill="#675b3e" d="M96 74v16q-7-1-6 6h-1l-1-3v-1q2-6 6-11z"/><path fill="#74734d" d="m51 16 1 2q6-4 13-1l1 1-2 6q-1-3-2 0v3q-3 1-2 4v4l2-6q3 1 5-2h2q-5 4-8 10-2 14 1 29 2-8 6-13 0 5-3 8 2 3 3 0-1 2 2 4v1q-3 0-4 3v27H55l2-25-2-17v-1q3-7 2-13l-1-10-7-1-6 5q-2 0-1-2 3-3 7-4h1l7-1v-8h-6z"/><path fill="#b3c69a" d="M62 27v2l-2 6v-4q-1-3 2-4"/><path fill="#817a62" d="m83 88-8-5 2-1q-3-4 0-5-2-3-1-4 3 5 3 11l2-4z"/><path fill="#847a61" d="M88 92q-5-2-5-5l2 2 1-1q-3-2-2-5l2-6h3l-1 3 2 2q-5 3-2 9"/><path fill="#7f7e56" d="m43 40 3 55h-7z"/><path fill="#d2d9ac" d="M96 90v6h-6q-1-7 6-6"/></svg> | |
{
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} | Generate code for a svg of a a white gazebo with creeping ivy hanging from the beams. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#88968b" d="M52 16q-2 0-2 2h-8q2-2 6-1 0-6 4-1"/><path fill="#4d7144" d="M52 16q5 1 10 7l-7-3-1 1q0 3 3 5-1 3 1 8v1l-2 3-1-3v-6l-1-3-3-1q-1-4 1-6l-2-1q0-2 2-2"/><path fill="#79887a" d="m50 18 2 1q-2 2-1 6-2-3-1-4h-3l-2 4 1-6q2-1 3 1z"/><path fill="#d5d5d9" d="m51 25 3 1-5 1-4-2 2-4h3q-1 1 1 4"/><path fill="#d0d0d2" d="M62 23h2q-3 2 0 3h-7q-3-2-3-5l1-1z"/><path fill="#476d3f" d="m64 23 12 5-5 1-1 4q-2 0-1 2v2h-1q-3-4 0-7-3-4-4 0l2 7-2 1-2-4v-6l2-2q-3-1 0-3"/><path fill="#35582f" d="M42 18h8l-1 2q-1-2-3-1l-1 6q-5-1-2 3l-2 2q-2-4-5-1l-3-1v2h-1q-2-3-2 0l1 5h-1q-3-1-2-3-1-4 1-7-1-2 1-2z"/><path fill="#bfc4c6" d="m37 23 2 1q-4 2-2-1"/><path fill="#647e5e" d="M29 25q-2 3-1 7l-2-5q-2 3-5 1l-1-1z"/><path fill="#84ae75" d="M79 30v-1q-1-2 1-2 2 3 1 7l-1-1-1 2z"/><path fill="#e2e0e5" d="m55 29-11-1q5-3 11 0"/><path fill="#a3a39a" d="M57 26h7l-2 2v6h-4q-2-5-1-8"/><path fill="#a1a9a5" d="m45 25 4 2 5-1 1 3q-6-3-11 0l11 1v5q-6-4-13-3l-1-2 2-2q-3-4 2-3"/><path fill="#a4b0a4" d="M36 29q-1 4-3 1v-2z"/><path fill="#527d47" d="M41 30q-3 2-3 7h-3l1-2-4-5h1q2 3 3-1 3-3 5 1"/><path fill="#abb5b1" d="M68 37v2q-2 0-2-2l-2-7q1-4 4 0-3 3 0 7"/><path fill="#f8f9f9" d="M42 32q7-1 13 3l1 3v5q2-9 4 0v-6l-2-2v-1h4l2 4 2-1q0 2 2 2l-1 4-2-2-2 5 2 6q2-2 2 1 4-3 1-6l2-2q-2-5-1-8v-2l3 4 2 3-2 1 2 32q-3-1-3-4-6-3-11-1l10 2q-18 5-35 3l5-1 5-4H26q-1-9 1-17-4-8 0-16 1-3 2 0v1l1 2 2 2 1 15 2-4q-3-4 0-9 2 0 2 2z"/><path fill="#b3b5bb" d="m76 28 3 1v1q-8 6-2 14-2 7-2 16l1 15h-2l-2-32 2-1-2-3-2-6 1-4z"/><path fill="#c5d2c6" d="m32 30 4 5-1 2-2 1-2-3-1-5q0-3 2 0"/><path fill="#d5e1d0" d="m41 30 1 2-5 14q0-2-2-2 0-4 3-7 0-5 3-7"/><path fill="#81947d" d="m70 33 2 6-3-4q-1-2 1-2"/><path fill="#8cb37a" d="M20 27v16l-2 3v-1l-2-2 2-1v-9l-2-6q0-2 3-1"/><path fill="#d2e0c7" d="m58 35 2 2v6q-2-9-4 0v-5z"/><path fill="#9ebd8e" d="m30 35 2 3 2-1h3q-3 3-3 7-3 5 0 9l-2 4-1-15v-2l-3-2v-1z"/><path fill="#cee3c1" d="m29 38 3 2v2l-2-2-1 5q-2 3-2 1z"/><path fill="#b1cca0" d="M68 37q-1 3 1 8l-2 2q3 3-1 6 0-3-2-1l-2-6 2-5 2 2 1-4z"/><path fill="#86ae7d" d="M17 53q2 0 1 3-2-1-1-3"/><path fill="#ebecee" d="m25 75-3 1-3-3h3l-1-24q-2 0-2 3-2-3 1-4-3-1-1-2v1l2-3V33l2-1z"/><path fill="#7eaf68" d="M66 54q2 0 1 2z"/><path fill="#81b56c" d="M18 61q2 0 1 2z"/><path fill="#becfb2" d="m18 75 2 2-4-1q-2-4 2-1"/><path fill="#5b8c46" d="m19 73 3 3-2 1-2-2q-1-2 1-2"/><path fill="#bfbfc4" d="M28 32q-1 2 2 3l-1 2q-1-3-2 0-4 8 0 16-2 8-1 17h19l-5 4-5 1H25l-4-42v-5q3 2 5-1z"/><path fill="#f7f7f7" d="M30 72h10q-6 2-12 1z"/><path fill="#d6d7d9" d="M74 75h6q-5 2-8 1l-2-2-33 4-11-2q-3 3-6 1l2-1 3-1h10q17 2 35-3l-10-2q5-2 11 1 0 3 3 4"/></svg> | |
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"path": "b619e83fbc09730b66a468b1e994fd866efe506b6d761894b6ff0e849e0c7cb0.png"
} | Generate code for a svg of a a black and white photo of a calculator and a plus sign | <svg width="24" height="24" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M2 11.46v5c0 2.29 1.85 4.14 4.14 4.14h11.71c2.29 0 4.15-1.86 4.15-4.15v-4.99c0-.67-.54-1.21-1.21-1.21H3.21c-.67 0-1.21.54-1.21 1.21Zm6 5.79H6c-.41 0-.75-.34-.75-.75s.34-.75.75-.75h2c.41 0 .75.34.75.75s-.34.75-.75.75Zm6.5 0h-4c-.41 0-.75-.34-.75-.75s.34-.75.75-.75h4c.41 0 .75.34.75.75s-.34.75-.75.75ZM13.5 4.608v2.93c0 .67-.54 1.21-1.21 1.21H3.21c-.68 0-1.21-.56-1.21-1.23.01-1.13.46-2.16 1.21-2.91S5 3.398 6.14 3.398h6.15c.67 0 1.21.54 1.21 1.21ZM19.97 2h-2.94C15.76 2 15 2.76 15 4.03v2.94C15 8.24 15.76 9 17.03 9h2.94C21.24 9 22 8.24 22 6.97V4.03C22 2.76 21.24 2 19.97 2Zm.94 3.93c-.1.1-.25.17-.41.18h-1.41l.01 1.39c-.01.17-.07.31-.19.43-.1.1-.25.17-.41.17-.33 0-.6-.27-.6-.6V6.1l-1.4.01a.61.61 0 0 1-.6-.61c0-.33.27-.6.6-.6l1.4.01v-1.4c0-.33.27-.61.6-.61.33 0 .6.28.6.61l-.01 1.39h1.41c.33 0 .6.27.6.6a.68.68 0 0 1-.19.43Z" fill="#292D32"/></svg> | |
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</svg> | |
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} | Generate code for a svg of a black and white icon depicting a cross symbol, designed with two intersecting sticks. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.1.1, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 201.611 201.611" style="enable-background:new 0 0 201.611 201.611;" xml:space="preserve">
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<polygon style="fill:#010002;" points="50.243,145.097 52.863,147.717 100.802,99.782 148.744,147.728 151.367,145.097
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| |
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} | Generate code for a svg of a a swirling cloud of interstellar dust. | <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="#fbfbf9" d="M0 0h96v55q-3-3-4 2-3-3-2-6l-5-1 1-1q-10-4-3-12V26l-2-1-3-6-9 3v-3q-6-3-9-1-3-2 0-4l-6-1q-2-1-2-3l-1-3-10-3q-8 3-14 8-10-4-16 4v3q-1-3-3-1-3 2 0 3-6 3 0 8L4 39q3 2 0 5-2-6-4-2z"/><path fill="#fbf5e8" d="M52 10q0 2 2 3l6 1q-3 2 0 4 3-2 9 1v3l9-3 3 6-4-2-7 1-6-2h-7q-2-8-8-10-4 6-9 2l-10 2-7-1v-1q5 0 10-3l3 2q4-3 8 0l5-4z"/><path fill="#f7e6d2" d="M23 14q-4-1-6 3l1 2q-4 4-5 10l-1-2 4-12q3-3 7-2"/><path fill="#f0c9ae" d="M54 20q-2 0-1 3l-1-1-5-2q2-8 7-2z"/><path fill="#f5d5bc" d="m23 15 7 1q5-1 9 2 3-3 5 1l-2 2q-3-2-6-1-6-4-11 0l-4-2-3 2-1-2q2-4 6-3"/><path fill="#ebb99b" d="m44 19 3 1 5 2q-5-1-8 3h-8v-5q3-1 6 1z"/><path fill="#d19a80" d="M36 20v5q-3-2-3-5h-5l4 3q0 7 8 8l-1 4 2 1 7-1q4 0 1 3l-2-1q-4-1-7 1-3 3-3 7h-1l-3-5v-4l-3-7q-1-3 2-4-7-4-11 3l-1-1-2 3q-3-4 0-9 4 2 7-1 5-4 11 0"/><path fill="#faead5" d="M64 22q-4 3-9 0l-1-2v-2q-5-6-7 2l-3-1q-2-4-5-1-4-3-9-2l10-2q5 4 9-2 6 2 8 10z"/><path fill="#dba68a" d="M52 22v3q-4-1-6 2 0-3-3-3 3-4 8-3"/><path fill="#fadcc0" d="m54 20 1 2q5 3 9 0l6 2v2q-4-4-7-1-6 1-10-2-1-3 1-3"/><path fill="#f9d0b0" d="M53 23q4 3 10 2 3-3 7 1h6l3 3-4 7-1-2-1-3q-4-3-9 0 0-6-4-4 2 4-3 5h-1l-1-2-9-2h1q2-3 6-2z"/><path fill="#e6ae90" d="m30 29 3 7v4l-4-4-9 2-5 4v-2q3-2 1-4l2-6 2-3 1 1q4-7 11-3-3 1-2 4"/><path fill="#f3be9c" d="M30 29v5l-10 1 5-9z"/><path fill="#bb836e" d="M36 25h8q3 0 3 3h-1l-6 3q-8-1-8-8l-4-3h5q0 3 3 5"/><path fill="#f9e8d3" d="m81 25 2 6-1 3q0-4-3-6v1l-3-3h-6v-2l7-1z"/><path fill="#e9bea3" d="M25 20q-3 3-7 1-3 5 0 9l-2 6q2 2-1 4l-2-9v-1q1-6 5-10l3-2z"/><path fill="#e4ac8d" d="m46 28 9 2 1 2q-6-2-10-1-2 2-1 3-3 0-4 2l-2-1 1-4z"/><path fill="#d99a7d" d="m56 32 4 5-7-3h-9q-1-1 1-3 4-1 10 1"/><path fill="#bd846d" d="M45 34h9l7 3 3 1 2 9-1 18-2-2 2-7-3-14q-6-7-13-2v-2q3-3-1-3l-7 1q1-2 4-2"/><path fill="#ae7560" d="m33 40 3 5-5-3-4 2-6-2q4-6 10-1z"/><path fill="#fbe3c5" d="m47 37-1 7q-6-2-9 4l-10 3q-2-3-5-3v-3l6 3 4-2q3 1 5-1 0-4 3-7 3-2 7-1"/><path fill="#ecc5a9" d="m82 34-1 2-4 2q-4 4-6 10 0-8 3-14l1 2 4-7v-1q3 2 3 6"/><path fill="#cd967b" d="m33 40-2 1q-6-5-10 1l6 2q-6-2-8 4-3 1-2 4l-2-3q6-9-2-3-1-3 2-4l5-4 9-2z"/><path fill="#f2d8c2" d="m13 31 2 9v2q-3 1-2 4h-1l-3 1q3-5 1-10z"/><path fill="#f8d5b4" d="M36 45q-2 2-5 1l-4 2-6-3v3q3 0 5 3-4 2-7-1l-1-2q2-6 8-4l4-2z"/><path fill="#956252" d="m63 63-1-4v-9l-7-8-5 3q-2-3-1-5 7-5 13 2l3 14z"/><path fill="#f8e9d6" d="m81 36-5 7 1 11q2-1 3 1-2 1-1 4-5 1-7 4 0-5 4-8l-4-3q-2-3-1-4 2-6 6-10z"/><path fill="#e7b191" d="m58 45 4 5-14-1z"/><path fill="#f6ccaa" d="m47 37 2 1v2q-1 2 1 5l5-3 3 3-10 4 14 1-6 1v3l-19-6q3-6 9-4z"/><path fill="#b8826d" d="m17 52 3 2q-1 2 1 3l7 4h-4q-2-3-5-2l-8-11 1-2h1q8-6 2 3z"/><path fill="#f5c9a7" d="m19 48 1 2q3 3 7 1l10-3-1 2q-6 1-7 5l-5-2-2 3-2-2-3-2q-1-3 2-4"/><path fill="#ecb898" d="m37 48 19 6v-3l6-1v3l-2 5-1-1-6-4-6 1-4-2q-1-3-3-2l-9 8 3 5-2 6q-5 0-5 4l-1-1q0-3 4-4-3-1 0-3l-6-1-5-5q3-1 5 2h4l-7-4q-2-1-1-3l2 2 2-3 5 2q1-4 7-5z"/><path fill="#b57d68" d="m43 52 4 2 6-1 6 4-2 3-2-1q-5-5-10-3z"/><path fill="#fbfbfa" d="M45 96H0V57l4-2 6 6 5 10 4 1v2q2 3 6 5l10 4q1-3 4-3l16 2-4 9z"/><path fill="#e8c4ae" d="m12 46-1 2 8 11 5 5-7-1-2-3q-1-5-6-4l-1-7q-6-2 1-2z"/><path fill="#c98f77" d="M40 50q2-1 3 2l2 4q5-2 10 3l-7-1-12 3v-3l5-4q-2-3-1-4"/><path fill="#ebbb9d" d="M74 34q-3 6-3 14-1 1 1 4l4 3q-4 3-4 8v6l-3 2v-1l2-1q-4-7 0-13-2-5-1-10l-4-1-1-7q-1-3-1 0l-3-1-4-5q5-1 3-5 4-2 4 4 5-3 9 0z"/><path fill="#fbf8f0" d="m81 25 2 1v11q-7 8 3 12l-1 1 5 1q-1 3 2 6 1-5 4-2v41H60q-3-3-2-6 10-3 13-12-1-2-3-2h-9l8-2 2-3 3-2v-6q2-3 7-4-1-3 1-4-1-2-3-1l-1-11 5-7 1-2 1-3z"/><path fill="#d9a489" d="m69 70-7-1-6 2-4 3-5-2q-1-4-4-5h8l2-4 5-2-1-1 2-3 1 1 2-5v6q-1 3 1 8l5 1q-1-7 1-13l-3-8-2-9q0-3 1 0l1 7 4 1q-1 5 1 10-4 6 0 13z"/><path fill="#fbf9f5" d="m52 10-3-1-5 4q-4-3-8 0l-3-2q-5 3-10 3-4-1-7 2l-4 12 1 2v1l-3 6q2 5-1 10-7 0-1 2l1 7q5-1 6 4-1 4 4 7l5 10 4 2q5-2 9-1h2q5-1 8 3l11-3 1-2h9q2 0 3 2-3 9-13 12-1 3 2 6H45l6-5 4-9-16-2q-3 0-4 3l-10-4q-4-2-6-5v-2l-4-1-5-10-6-6-4 2V42q2-4 4 2 3-3 0-5l4-10q-6-5 0-8-3-1 0-3 2-2 3 1v-3q6-8 16-4 6-5 14-8l10 3z"/><path fill="#e5ac8d" d="M40 50q-1 1 1 4l-5 4v3l12-3 7 1 2 1 1 1-5 2-2 4h-8q-5-1-4 4l-4-3-3 1 2-6-3-5z"/><path fill="#cd9880" d="m66 47 3 8q-2 6-1 13l-5-1q-2-5-1-8l1 4 2 2z"/><path fill="#efc9ae" d="m24 64 6 1q-3 2 0 3-4 1-4 4-3-5-2-8"/><path fill="#ad7764" d="M43 67q3 1 4 5l-6-2-2 1q-1-5 4-4"/><path fill="#faf4e7" d="m69 70-2 3-8 2-1 2-11 3q-3-4-8-3 0-3 3-2l11 2 3-7 6-2z"/><path fill="#c39079" d="m39 71 2-1 6 2 5 2-3 3-5-4-9-2q-3 0-3-2l3-1z"/><path fill="#f8f0e5" d="m15 60 2 3 7 1q-1 3 2 8l1 1 10 5q-4-1-9 1l-4-2-5-10q-5-3-4-7"/><path fill="#d5a68f" d="M32 69q0 2 3 2l9 2q-6 0-7 5l-10-5q0-4 5-4"/><path fill="#ebccb4" d="m56 71-3 7-11-2q-3-1-3 2h-2q1-5 7-5l5 4 3-3z"/></svg> | |
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} | Generate code for a svg of a there is a man riding a skateboard on a ramp | <svg width="303" height="1" viewBox="0 0 303 1" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M0.518555 0.5H302.291" stroke="black" stroke-opacity="0.2"/>
</svg> | |
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",
"path": "emoji_u1f469_1f3fe_200d_1f91d_200d_1f468_1f3fc.png"
} | Generate code for a svg of a woman and man holding hands: 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 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:#CCA47A"/>
<stop offset="0.4016" style="stop-color:#E0BB95"/>
</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:#CCA47A"/>
<stop offset="0.4007" style="stop-color:#E0BB95"/>
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{
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"path": null
} | Generate code for a svg of a a red apple sitting on a white ceramic plate. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfdfd" d="M0 0h96v96H0z"/><path fill="#4b3634" d="M51 26q-1-3 1-3 1 2-1 3"/><path fill="#816960" d="m51 26-1 5h-1q-1-4 2-5"/><path fill="#e7bab4" d="M39 32q4-2 10-1l-6 1 3 1v2l-4-1z"/><path fill="#c42523" d="M49 31q8 2-1 3l-3-1-3-1z"/><path fill="#b65148" d="M50 31q3-1 6 3l-10 1v-2l3 1q9-1 1-3"/><path fill="#de433a" d="m39 32 3 2 4 1 10-1 3 2q-5 13-14 22-6 2-10-3-4-8-3-16 1-6 7-7"/><path fill="#e4e1dc" d="M32 39q-1 8 3 16 4 5 10 3l11 1 9-12q0 2 2 1l2-4q9 2 12 13l-3 6-13 5q-23 4-42-8-11-13 5-16l2 2z"/><path fill="#a82321" d="M59 36q8 2 6 11l-9 12-11-1q9-9 14-22"/><path fill="#bebcb9" d="m29 62 1-1 7 2 3-2 11 1q-9 1 0 2l18-3q-9 6-20 6t-20-5"/></svg> | |
The gentle sway of wildflowers in the breeze is a captivating visual representation of the natural world. The soft, undulating curves of the petals, the delicate, almost ethereal shapes of the flowers, and the subtle movement of the breeze create a sense of tranquility and serenity. The overall effect is a harmonious blend of natural beauty and the subtle, yet powerful, movement of the wind. | {
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"path": null
} | Generate code for a svg of a the gentle sway of wildflowers 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="#f4efdf" d="M0 0h96v49l-2 2-3 22-2-7q-1-3-2 0l-2-11q-3-3-4 0l3 1 1 9-2 4-2-7 1 8 1 2-2 7q-2-3-1-6-3-2-4-1l-2-10v5q-3 2-3 5-3-3-3 1l-1 10v3l-2-9-2 6v-8l-3 9-2-14-3 5q-3 3-3 8l-4 1q-1-4 3-6-2-3-2 0-2-3-1-4l2-4-3-1q1-3 4-4-2-3-4-2l-1-5-6 18q-1-4 3-7-3-1-4 3l-1-2-1 2q-3 1-3 5-6-3-1-6l2-9q-1-3-3 0 2 5-2 10l-1 6h-1v-8l-2 7-1-2 1-4-1-3h-7q-1 2 1 3l1 1-1 10h-4v-6l-2-30q5-3-1-3v3q-2 7 1 16l-4 5q-1-6-5-10-3 2-3 6 2-3 5-2-1 2 1 5l-2 6-5-7z"/><path fill="#f1ca67" d="M13 46h-1v-3q6 0 1 3"/><path fill="#f1d890" d="m85 55-1 1-3-1q1-3 4 0"/><path fill="#a09d89" d="M54 67q2 0 1 2z"/><path fill="#f6cb62" d="M22 68v3h-3q-2-1-1-3z"/><path fill="#e4deca" d="m12 46 2 30-4-1q0-12-2-1 0-3-2-3l-2 7-5-2V65l5 7 2-6q-2-3-1-5-3-1-5 2 0-4 3-6 4 4 5 10l4-5q-3-9-1-16m37 28-2 8-1-6q-2 4-5 4-2-3-2 0-2-5-1-8l1-2 1 2q1-4 4-3-4 3-3 7l6-18 1 5q2-1 4 2-3 1-4 4l3 1z"/><path fill="#dcc593" d="M22 68h3l1 3-4 1h-2l-1-1h3z"/><path fill="#e5e0ce" d="m71 72 6 7 2-1 3 6-2 5-3-6q-2 0-2 3l-7 2-1-5 1-10q0-4 3-1"/><path fill="#a2784a" d="M82 70h4q-2 2-1 3l-2-1z"/><path fill="#e4decc" d="M96 49v27q-3 3-2 9-3 3-2 7-3-6-1-11l-1-1q-2 0-1 3-1-1-3 1v-8l-2 9v-2q-1-6 1-10-1-1 1-3h-4l-1-8 2 7 2-4-1-9 1-1 2 11q1-3 2 0l2 7 3-22z"/><path fill="#d2c9b1" d="M34 77v2q-3-2-5-1l6-16-2 9q-5 3 1 6"/><path fill="#c7c0a9" d="M15 76v6h-1l-1-2-1-3-3 2-1-2q-1 2-3 1l2-7q2 0 2 3 2-11 2 1z"/><path fill="#ccc7b2" d="M28 78q-3 0-3 2l-2 3q-2-6-1-11l4-1-1 4 1 2 2-7z"/><path fill="#8c8374" d="m0 76 5 2q2 1 3-1l1 2-1 4q-1-3-1 0l2 13H0z"/><path fill="#dcd5be" d="M60 84h-6q-1-5 2-8l-1-1 3-5z"/><path fill="#f2d280" d="m17 76 2 2q-3 0-2-2"/><path fill="#c2bba5" d="M76 72q-2 1 1 2l3-1q-1 3 1 6l2-7 2 1q-2 4-1 10-2-1-2 1l-3-6-2 1-6-7q0-3 3-5v-5z"/><path fill="#e0ac64" d="M76 72q1-1 4 1l-3 1q-3-1-1-2"/><path fill="#c8bda4" d="M48 74q-1 1 1 4 0-3 2 0-4 2-3 6l-5-3-3 2v-3q3 0 5-4l1 6z"/><path fill="#f8c758" d="M57 84q-3-3 1-3 1 2-1 3"/><path fill="#f0e1a5" d="M96 76v8l-2 1q-1-6 2-9"/><path fill="#7e7768" d="m13 80 1 2 2 8v6h-5q0-9 2-16"/><path fill="#bbb096" d="m67 86-1 2q-2-3-5-1v-2l2-2 2-6z"/><path fill="#8c8570" d="M55 75q-3 3-2 8h6l1 1v2q3-2 5 1l1-2v-3l1 5 7-2v10H40V83l3-2 5 3 4-1q0-5 3-8"/><path fill="#eecd7c" d="M2 85q2 0 1 2z"/><path fill="#a29981" d="M13 80q-2 7-2 16H9L7 83q0-3 1 0l1-4 3-2z"/><path fill="#c1bba3" d="m89 83-3 11-2-9 2-9v8q2-2 3-1"/><path fill="#81796e" d="M25 80v16h-3q-1-7 1-13z"/><path fill="#887f73" d="M40 83v13h-9l2-7q0-2 3-1l-2-4q2-5 6-1"/><path fill="#918c6b" d="M92 92v4H75V86q0-3 2-3l3 6 2-5q0-2 2-1v2l2 9 3-11q-1-3 1-3l1 1q-2 5 1 11"/><path fill="#d7bd83" d="M52 89h3v3h-3z"/><path fill="#999177" d="M20 72h2q-1 5 1 11-2 6-1 13h-4l-2-8v2l-2-8h5z"/><path fill="#c7bb93" d="M18 96h-2v-8z"/><path fill="#918971" d="M37 72q-1 3 1 8 0-3 2 0v3q-4-4-6 1l2 4q-3-1-3 1l-2 7h-6V80q0-2 3-2h1q2-1 5 1v-2q0-4 3-5"/><path fill="#cbc5ac" d="M96 84v12h-4v-4q-1-4 2-7z"/></svg> |
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} | Generate code for a svg of a a close up of a black arrow symbol on a white background | <svg width="37px" height="37px" viewBox="0 0 37 37" xmlns="http://www.w3.org/2000/svg">
<title>
caret-right-m-l
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<desc>assistant_photo icon - Licensed under Apache License v2.0 (http://www.apache.org/licenses/LICENSE-2.0) - Created with Iconfu.com - Derivative work of Material icons (Copyright Google Inc.)</desc>
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} | Generate code for a svg of a a close up of a calendar with two numbers on it | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 1024 1024"><defs><style>.cls-1{fill:#de6a6a;}</style></defs><title>calender</title><g id="select-date-invalid"><path class="cls-1" d="M251.664,43.409V198.884a43.409,43.409,0,1,0,86.818,0V43.409a43.409,43.409,0,1,0-86.818,0Z"/><path class="cls-1" d="M948.023,120.927l-111.126-.04V218A108.31,108.31,0,0,1,728.9,325.977h-.018A108.31,108.31,0,0,1,620.913,217.985V120.81c-71.222-.022-146.6-.049-217.838-.049V218A108.31,108.31,0,0,1,295.083,325.971h-.018A108.31,108.31,0,0,1,187.092,217.979V120.774c-60.467.027-101.887.071-110.452.15-.131,0-.264,0-.395,0a60.071,60.071,0,0,0-60.04,58.683V964.228c0,30.307,29.886,59.772,59.772,59.772H948.007c28.433,0,59.772-24.748,59.772-59.772l.016-784.62C1007.795,150.528,977.909,120.927,948.023,120.927ZM677.877,888.444H347.646c8.069-111.64,41.025-147.958,125.088-222.6,39.006-34.971,106.259-84.067,106.259-135.174,0-39.685-22.864-68.6-65.233-68.6-51.78,0-71.975,30.262-73.3,74.65H351.691c0-99.539,71.962-147.285,164.1-147.285,88.1,0,158.717,49.77,158.717,141.9C674.5,595.9,626.081,649.7,574.3,691.4h0c-71.961,58.509-106.259,91.465-117.005,117.687H677.877Z"/><path class="cls-1" d="M685.48,43.409V198.884a43.409,43.409,0,0,0,86.818,0V43.409a43.409,43.409,0,0,0-86.818,0Z"/></g></svg> | |
{
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"path": "7001a0f1ecff8e2a258fc6d75e4895ebfe4cc8258987246beb645fdda92c35f1.png"
} | Generate code for a svg of a a black and white silhouette of a padlock | <svg width="16px" height="16px" viewBox="0 0 16 16" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>lock_16</title>
<desc>Created with Sketch.</desc>
<defs></defs>
<g id="Page-2" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="lock_16">
<rect id="Body" x="0" y="0" width="16" height="16"></rect>
<path d="M4,7 L4,5.00156808 C4,2.79156306 5.79535615,1 8,1 C10.209139,1 12,2.78203382 12,5.00138569 L12,6.07470703 L12,7 L12.9975267,7 C13.5511774,7 14,7.45303631 14,7.99703014 L14,14.0029699 C14,14.5536144 13.544239,15 12.9975267,15 L3.00247329,15 C2.44882258,15 2,14.5469637 2,14.0029699 L2,7.99703014 C2,7.4463856 2.45576096,7 3.00247329,7 L4,7 Z M6,5 L6,7 L10,7 L10,5 C10,3.88772964 9.1045695,3 8,3 C6.88772964,3 6,3.8954305 6,5 Z" id="Icon" fill="currentColor"></path>
</g>
</g>
</svg> | |
{
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} | Generate code for a svg of a a close up of a flag with a star on it | <svg xmlns="http://www.w3.org/2000/svg" id="svg3473" width="640" height="480" version="1.1"><metadata id="metadata3179"/><defs id="defs3475"><clipPath id="clipPath3566" clipPathUnits="userSpaceOnUse"><rect id="rect3568" width="682.67" height="512" x="-54.667" y="0" fill-opacity=".67"/></clipPath></defs><g id="flag" fill-rule="evenodd" stroke-width="1pt" clip-path="url(#clipPath3566)" transform="matrix(.9375 0 0 .9375 51.25 .0000036617)"><rect id="rect3478" width="1024" height="512" x="-140" y="0" fill="#002170"/><rect id="rect3477" width="1024" height="43.783" x="-140" y="234.11" fill="#ffb20d"/><polygon id="polygon3483" fill="#fff" d="m 467.71652,433.18173 -33.51227,-40.5561 -16.72515,49.88125 -8.74443,-51.87875 -39.42503,34.83586 18.36648,-49.30053 -51.56101,10.45622 40.55611,-33.51227 -49.88126,-16.72515 51.87875,-8.74442 -34.83586,-39.42503 49.30053,18.36648 -10.45622,-51.56101 33.51227,40.55611 16.72515,-49.88126 8.74442,51.87875 39.42504,-34.83586 -18.36649,49.30053 51.56102,-10.45622 -40.55611,33.51227 49.88126,16.72515 -51.87876,8.74442 34.83586,39.42504 -49.30053,-18.36649 z" points="467.72 433.18 434.2 392.63 417.48 442.51 408.74 390.63 369.31 425.46 387.68 376.16 336.12 386.62 376.67 353.11 326.79 336.38 378.67 327.64 343.83 288.21 393.13 306.58 382.68 255.02 416.19 295.57 432.92 245.69 441.66 297.57 481.08 262.74 462.72 312.04 514.28 301.58 473.72 335.09 523.6 351.82 471.72 360.56 506.56 399.99 457.26 381.62" transform="matrix(.88165 -.082933 .082933 .88165 -286.48 94.865)"/></g></svg> | |
{
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} | Generate code for a svg of a a warm orange glow from the setting sun. | <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="#fa9246" d="M0 1V0h96v96H71q0-2 2-2l6-3v-8q3-3 7-2V71q-5-1-1-3l-2-1v-8q-1-4-3 0-5-7-5-15-4-4-4-9l2 1v-3q-4 0-7 4l-3-4-20-3 2-2-12-2q-1-4 3-3l2-2q-2-1-1-3-11-5-20 4l-4 8-8-4-2 3v6L1 19 3 4z"/><path fill="#f89148" d="m0 1 3 3-2 15 2 16v-6l2-3 8 4 4-8q9-9 20-4-1 2 1 3l-2 2q-4-1-3 3l12 2-2 2 20 3 3 4q3-4 7-4v3l-2-1q0 5 4 9 0 8 5 15 2-4 3 0v8l2 1q-4 2 1 3v10q-4-1-7 2v8l-6 3-3-8V75l-5-7-4-3q0-5-3-5l3-5 1-3q1-6-2-10-6-10-16-7-5 2-7 5l-2-1q-6 5-6 12 1 9 4 17 2-3 3 0v7l-4 7 2 7-4 4 2 1h-7l-5 2H0z"/><path fill="#fe8d21" d="M60 42q-12-5-24 1l1-3q2-3 7-5 10-3 16 7"/><path fill="#fe861d" d="M60 42q3 4 2 10v-2q-1-4-4-5l-8-2-11 1q-5 2-4 6v3l-1-4q-1-4 2-6 12-6 24-1"/><path fill="#fe8019" d="M62 50q-12-3-23-2l-4 2q-1-4 4-6l11-1 8 2q3 1 4 5"/><path fill="#fe7511" d="M62 50v2l-1 3-26-2v-3l4-2q11-1 23 2"/><path fill="#fe6c0c" d="m61 55-3 5q-10 6-19 0l-3-5q1-3 4-2z"/><path fill="#f68e4a" d="m37 40-1 3q-3 2-2 6l1 4 1 2 3 5-2 1-1 7q-1-3-3 0-3-8-4-17 0-7 6-12z"/><path fill="#f58e4d" d="M39 60q9 6 19 0 3 0 3 5l-14 2-4 4q-1-3-3-1-3-3-4-2l1-7z"/><path fill="#f7914d" d="m61 65 4 3 5 7v11l3 8q-2 0-2 2H20l5-2h7l-2-1 4-4-2-7 4-7v-7q1-1 4 2 2-2 3 1l4-4z"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a ripe watermelon slice:I'm drawn to the intricate interplay of form and texture. The watermelon, a simple, yet visually appealing fruit, is presented with a delicate, almost ethereal quality. The smooth, slightly curved shape, with its slightly irregular edges, creates a sense of movement and a subtle, almost organic feel. The sun's rays, filtered through the rind, create a warm, golden hue, highlighting the juicy flesh and adding a touch of vibrancy. The texture is crucial; the smooth, slightly rough surface provides a tactile experience, while the slightly irregular shape adds a sense of depth and complexity. The overall effect is one of a beautiful, yet delicate, fruit, a testament to the artistry of the artist's hand. | {
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} | Generate code for a svg of a a ripe watermelon sliced open in the sunlight. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfc" d="M0 0h96v96H53q-9-7-19-9l-4-3 20-2 10-3q3-2 1-5l5-4q8-8 6-19l-5-8q-2-4-5-4-3-3-7-3-4-3-9 0h-1q-9 0-15 7-6 8-1 18 0 4 4 8l1 2h-2l-10 1-14 2v3l-8-1z"/><path fill="#d0ce8f" d="M45 36v2h-5l-7 6-2-1h-1q6-7 15-7"/><path fill="#143610" d="M45 36q1 1-1 2z"/><path fill="#f74d57" d="M45 38h6q3-1 5 2 3 17-15 18-11-4-8-14l7-6z"/><path fill="#60222c" d="m43 43-2 1-2-2q1-1 4 1"/><path fill="#b2404b" d="M46 50h-2l-1-1-1 2h-1l-1-1q-5 3-2-1l1-3q3 0 2-2l2-1q0-2 3-2l4 3 1-3h3l-3 4q2 2 1 5-2-4-5-3 2 2 1 5l-2-3z"/><path fill="#124936" d="M62 39q3 0 5 4 4 12-2 26l1 1-5 4-5 1q11-18 6-36"/><path fill="#dde78e" d="m31 43 2 1q-3 10 8 14l4 2h-7l-4-2-2-4q-2-4-1-7z"/><path fill="#3d6a49" d="M30 43v4q-3 1-3 4l1 10q-5-10 1-18"/><path fill="#7a2a34" d="M38 49q-3-1-1-3z"/><path fill="#1d5c32" d="M55 36q4 0 7 3 5 18-6 36l-3 1-1-1q6-9 4-20 5-7 3-15z"/><path fill="#411420" d="m41 51-2 3q-2-3 1-3"/><path fill="#441a24" d="M44 50h2q-2 9-2 0"/><path fill="#dbdba1" d="M46 36q5-3 9 0l4 4q2 8-3 15l-11 5-4-2q18-1 15-18-2-3-5-2-2-4-2 0h-4q2-1 1-2"/><path fill="#252d12" d="M51 38h-2q0-4 2 0"/><path fill="#32783b" d="M31 47q-1 3 1 7l-1 4 2 11q-4-4-4-8l-1-10q0-3 3-4"/><path fill="#275e3f" d="m67 43 5 8q2 11-6 19l-1-1q6-14 2-26"/><path fill="#144d34" d="M56 55q2 11-4 20l1 1q-6 1-10-1l1-1q-7-6-6-14h7z"/><path fill="#246534" d="m34 58 4 2q-1 8 6 14l-1 1-5-2q-5-7-4-15"/><path fill="#184a2e" d="m32 54 2 4q-1 8 4 15h-2l-2-2-1-2z"/><path fill="#ced5dd" d="m22 72-4 7-3 1-7-3v-3z"/><path fill="#6d6c9a" d="m0 76 8 1 7 3 15 4 4 3q10 2 19 9H0z"/><path fill="#636486" d="M36 73h2l5 2q4 2 10 1l3-1 5-1q2 3-1 5l-23-1q-3-1-3-4 0-2 2-1"/><path fill="#8988a6" d="M32 71h2l2 2q-2-1-2 1 0 3 3 4l23 1-10 3-18-2q-4-3-3-8z"/><path fill="#a8acc0" d="m32 71-3 1q-1 5 3 8l18 2-20 2-15-4 3-1 4-7z"/></svg> |
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} | Generate code for a svg of a black and white illustration of a padlock featuring a dollar sign. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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{
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} | Generate code for a svg of a a worker measuring parts with calipers on the factory floor. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfbf5" d="M0 0h96v46q-8-1-13 3 1 2 4-1h9v41q-9-1-15 1h15v6H9v-7q12-8 26-13v1l17 2 25-2q-12-2-23-1l-18-1 10-8-3-2-2-11 1-3 1 5 1-4 4-1-2-3h-2l2-2q-4-4 0-8l-6-2-3 4 2 5h4v5h-6l-3-3-1 8q2 4 6 4v3l-4-2-1 2-8-1q-6 2-10 1l1-2h-4v3l-5-1 1-3H6v5H0z"/><path fill="#eca989" d="M96 46v2h-9q-3 3-4 1 5-4 13-3"/><path fill="#b8c0c2" d="m59 49 13 12-8 1v3q3-1 5 2l-1 2q-2-3-5-3t-3 3l-1-16q-3-3 0-4"/><path fill="#f5ba99" d="M76 53q3-1 2 2l16 2-18 1z"/><path fill="#9aa3a8" d="m46 67-6-1q-3 0-3 2-1-3-3-2v-4l1-2 4 2v-3q-4 0-6-4l1-8 3 3h6v-5h-4l-2-5 3-4 6 2q-4 4 0 8l-2 2h2l2 3-4 1-1 4-1-5-1 3 2 11z"/><path fill="#f5f6f3" d="M37 50q3 3 1 8-3-2-3-5t2-3"/><path fill="#eeb99b" d="M74 59q10-1 19 2z"/><path fill="#e3e1db" d="m74 59 19 2v3l-12 1q-2 6 4 10l-8-2 3-1-7-1h6v-3h-7q-1-2-3-1-2-3-5-2v-3l8-1-13-12q-1-3 2-5l6 6q15-12 1 1z"/><path fill="#f4c8b1" d="m93 62-11 2-9-1q9-2 20-1"/><path fill="#d8dcda" d="M34 62v4q2-1 3 2-3 0-5 3l-2-4q0-3 3-3H13l4 1-1 1-12 1H0v-3h6v-5h3l-1 3 5 1v-3h4l-1 2q4 1 10-1z"/><path fill="#f6f4ec" d="m32 71-7 2q-12-1-23 1l15 2H0v-5h4v-4l12-1 1-1-4-1h20q-3 0-3 3z"/><path fill="#102a4f" d="M0 68q6 0 0 2z"/><path fill="#7b8795" d="M0 68v-1h4v4H0v-1q6-2 0-2"/><path fill="#efb581" d="M15 69q5-1 11 1l-11 2z"/><path fill="#6e7f90" d="M52 66q9 0 0 5z"/><path fill="#253c5d" d="M72 68h7v3h-6q-2-1-1-3"/><path fill="#717e8e" d="M25 73q-2 4-5 1l-3 2-15-2q11-2 23-1"/><path fill="#8191a2" d="M63 72q3-1 8 1l-4 1z"/><path fill="#b8c0c5" d="m36 75 18 1v1H35v-1z"/><path fill="#74869a" d="M54 77v-1q11-1 23 1l-8 1q-7-2-15-1"/><path fill="#2d4460" d="m46 67-10 8-1 1L6 90l2 6H0V76h17l3-2q3 3 5-1l7-2 8-5z"/><path fill="#2f4b6a" d="M35 77h19q8-1 15 1l-17 1z"/><path fill="#475a74" d="m36 84 29 2H38l-1 3q-2-3-1-5"/><path fill="#86919c" d="M9 89v7H8l-2-6q0-2 3-1"/></svg> | |
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"path": "dd07b3f62f39289ff6423224c2d9a2d4180aa8a758d675ec569f323b08fcad39.png"
} | Generate code for a svg of a a black and white photo of a play button | <svg width="14" height="17" viewBox="0 0 14 17" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M1.3418 16.3711C1.71094 16.3711 2.03613 16.2393 2.44043 16.002L12.8203 9.99902C13.5762 9.55957 13.8926 9.2168 13.8926 8.66309C13.8926 8.10938 13.5762 7.77539 12.8203 7.32715L2.44043 1.32422C2.03613 1.08691 1.71094 0.955078 1.3418 0.955078C0.621094 0.955078 0.111328 1.50879 0.111328 2.37891V14.9473C0.111328 15.8262 0.621094 16.3711 1.3418 16.3711Z" fill="currentColor"/>
</svg> | |
{
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eTJ5NgKwA2F2cX19lWa7r8vJiqV/TxA8vDnL3N72LBQCofQ9A1vH/YAVAPWW5rtGTVObepHhNA5xbMeVdIADAd3TH/yf1ANRbxklwtZLlkKeyv5f62CL4mw4DJwcKAFDr1n+v5TbKSoJqGBs7OvBjyr4F8plzA01P+JV3gQAA212t2wvK02rLUkmgB+CwDDgMcN3GQAIA1LoHIM8cAGr8RZlhKWBntfxnSgzYCzDlnSAAQM/lur2gPK02QwB6AKrUA5AhALzhnSAAQG+Hs1rJO2s7SyuRasg6vFP2EBDBZoD37WV7AggAEGoXAKwAGI6yr4nvR9Y9HlYq8NpPnT47yN2ve0cLAPBa3V5QnvF/3f97q8Puiln3eOhU4GCpAZd5GgYQAEAPwHZWADTgyzLDEE8VdkEcsAfAMIAAQJN1zzev3ZIg5wCwnyxnAnQ65V8JMOA8gGAYQACgwS7X8UXl6QGwWx67BoAKDAFk6AUwDCAAIADUiz0AGEbIq8IwwICvzTCAAECDXa3ji7IKgKYGywF7AIJhAAEAPQD10Onk66rN8AVKxYxnXgpY/mCZYRWLswEEAJqmrhMA1yoyVtvUgFWKADB+vLYBIEOIbTkbQABA678mFVS+2dp2ARSw9nxvVeBMgJBhjoNhAAEAAaAOX9L5KigbAdVf1mtclR6ADK/vqneFAECz1PJDX4cuaob8ZZmjl6cK76/jJwfe50APgABAw0zW8UXl6aLW/c8w31+jEtsdD/henng8favl6goACACVlufAmiw7xFFNWVd7VOVApAzvZasBBACaoI5HAPfYBpim9wCEDBMB9QAIADRELScA5t2pzRAAB6nxRMDLlgMKADTDJUVQyJdm41ThUJwhtZAr9fozTAQMJgMKAOgBqKbFhTlX9gBZd8H7pgJs+EZLVXn9GSYCBssBBQAEgGrKO/6ft3KsRsVw3Ls/p6oMA2SYCNhydQUA6q+WY315v5hVjs2R58yHqkw0zTDMMel0QAGAGqvzCgDHADMKVVkKmHFOi3kAAgA1VtuEn7cH4GgDhgDIryo9ABknApoHIAAgAFRLEVu0xsQpmiHrKoCQd7npqGR8P7e8OwQAaubTD96eSG93n375xRt1fH2OAYbvyzDXIbYFvqzkquWoImCPij9a/FOLC/NvriwtTpw8daaWrzPvuOy47v++2GmxWstNYx5AhucbvQBPvNsFAKpd8d9Z66xOzc89r/0Xd+4lgFYA9KUqS+D6rRzr9Hp2rRiyBdvXvNMFACpc8b948WJqcX7ue19wecY+VUzUydhY9q/NmAdQhc9SxgOuWt4d1WIOgIp/Mr09SP/4edoanno++1WjKsW8PQC2AaaOMoYU+wHoAaAiFX9s6vNWtPrjv9fX1pKo/F+8eLHr/fNsgFJmecdlHQTUwC/N6B5fyP5+q0pvWsxvybCFcfQCPPQuEQAob+V/N/3xZtLd2e+gyl/rH7ZVjA1Z9nn8xKksAcA8AAGAklb8sVvXdLJtTX9Ugv1U/nWcA1DEUIchAAZRlb0Aeu/t+eezWXoAEAAoUcUfFf6DnR/OqPTn0g9401r+RVbeeSaEUdEegGPHfD72Zi+ACjEJsN4V/0S3u//z3ZJ5tEai+/8gdR3/j/H7vF/megAaGAByLP3sdFYqFHSyvc7H07f0AggAHHLlHx/Cz5LuJL+d1jqryfLSYuPL6czZ7AccRjBqyiTAvOcdmCzZDQAV2nkyR7jVC1CVz7UiqF+rv1vpv7Xf/WKTH63cJJn44cXk2ezTTBMCL1x8pTHvq1OnzyTPv36a+fF1mkPSpF6fjJsexcFA7/o21gPAaCv/y91W/76Vf3ygB6nw6tx6ixndF1/56cCPO3f+Qm03R9pN9JRkfR/E416euFCfL82cn4ciDqAa2ecj2zCAHgABgBFX/ne7lf/kQfddWlwY8Eug3pOezqWV048GCAFR+f/4J5ea9UWRVnrnL1zM9Nh4XN1CZJ55MWv1HwaIDYEmEkrPEED1K/74oH2Y9Ln8ZtDW/1Yruf773UclFa3U+bnZZHFhfvNLevsmQfGFH+PgcZ8mtfy3iyGPWBY2SJdwhKU6DpVkPCxnMwhV6f2Tcx7AjG9oAYDhVf6Xu5X/ZL+PMfFv/y/n6A04V6Pu6qL97NWfJ//3H/+hr8ovQtWPMgyvVEHWuSMXK1YeOZa5tgQAAYDhVf5TydamPn13tcWSv36W/e3U1BYvu4ekn77618nztPKbf/7sOxVg9JD0dsmLln+dd8zrzR35pz//qe/H/PinlyoXLnN89u0IKAAwxMr/waCPc/IdRdFTslUGsV3uX7748549IhGYzpyb2BwGqWogyngmgImAAgBDqPyj1f9WlsdmmX1soxvY//MRPSLx2do+byT+PmbQ1+HzE3OAMgSASe+O8rMKoFqV/4OslX901Wbp/rfVLfRTSR7b7C6Pln7cotVfl/Cc9XXYEVAAoLjKPyr+qayPX8tQ+W++QezgBo2WYxdIwwACAAVU/lHxT+f5HWsZNx8xBADNduLEqawPvaT0BADyVf6Roh/k/T3rGXsAAD0AegAEAEZf+ccSv4+L+F1ra51Mj2vK0afAHt8B2VcvtJSeAEB20fLPvaXmixcvNm/ZPvzHXQVouBwTASeVngDA4K3/SM/Xi/hd6xlb/wAhx2ogAUAAIGPrvxDrGY667TlqCAAaL8eOgC2lJwAwWOt/qsjkvLGxkfmxdd7OFeizosi+HNhKAAGAAb1Z5C97kSMAAORYCjip9AQA+m/9xwem0OUzWZcAWgEA5OwBaCk9AYD+XS/LE7ECAAh5NgR7PH1rQgkKAPTnV0X/wk7GXQABvmkQ2BBIAGDoWqV5czgHAOgFgOw9ggKAAMBBumv/C7WRYwmgcwCAnhxLgg0BCAAcRut/Y2NdqQIF9ABkDgBXlZ4AwMGsmQXKGQD0AAgADNVk0b9wLccpgKdOn3VFgG4PgDkAAgDD1Cr6F2Y9BAhguzzbgjsUSABgH92jfwFK2gOQa2MwAUAAYB+l6yazDBAo6DtBABAAqBLLAIHtnAkgAFChHoBjx7JN3FH5AwWywkkAYB9DmQMwdvRopm678z+86IoA33Hy9Bk9AAIAVXLm7LmB7h+Tfc5NXFBwQFEEAAGAw3A0rdBP9xkCosdA6x/YTY6hQQFAAGAfV4f9wT03cX7f4YCt+/wgOfKStwWwSwNh7Gjmx9oLoISNQ0XQrJ6AiR/8MFnrrCadTufbFJhW+NHtb9kfsO93yLHcewG0laIAwCEHgaP7bOpx5MgRhQR8T87NgGx2VjL6etk1IAAUzJkAAgAAVWWPEAEAgAbKMRHwqtITAACoaqVhsrAAQH2NmwMA7MFeAAIAAAgAAgAAjag0DAEIABSurQiAsstxJHDsBthSggIA3/cnRQCAAMChGT92XCEAu1cahgAEAACaJ+dGQC0lKAAAAAIAqRlFAIAAAEAp5RgGsB2wAABAVeU4DwABgJ2u3Lg3U5bn8uLFhgsCIADQNGudjkIAhuGyIhAA2F1bEQBld/RY5gPDJpSeAIAAAFSUE0MFAGoaANbWDAEACACMUinOA3jx4oUrAQzF4+lb5gEIAJS1B2Bjfc2VAIbFPAABgLIGgPX1dVcCQABghJ6U4Ul0VldcCWBP48dMAhQAKNSVG/dmy/JcTAQE9gwA444MFwAYhpkyPIl1mwEBw9FSBAIAu2uX4UmsrCy5EgACACNUiqWAndVVVwJAAGCEZsrwJOJAoNWVZVcDQABgRJ6U5YmsGgYAEAAYje5KgHYZnsvy0mKyYU8AAAGA5vUCLC8vuhpAkS4pAgGAvf2xLE9kaWF+cz4AQEEmFYEAwN5myvJEovJfmHvmigAIAAzblRv3Zsr0fGIugO2BAQQARuNJmZ7M89mvDAUAmxYX5hSCAMAQlaoXICr/CAEACAAM1ydle0IxDDD//GtXBkAAYFiu3Lj3qIzPK+YDCAEAAgDDNSMEAGWzsmyXUAGAYft9WZ9YhIDZp1+aGAgNZIdQAYDhe1TmJ7e21km++sv/s0QQGsZBYQIAQ3blxr12UpJzAfYSPQDPvv7nzc2C9AZA/UXwjxsCAMP32yo8yaXF+c0hAb0BUG/LiwsKQQBgRB5W5Ymur69v9gY8n31ayjHCeE4RUFaWFjc3MundVux0CH2zCVB9HFUE5RbDAJ9+8HbsCni5Ks85xge/Wvmn5OSpM8mpM2eTI0cOJ2dGpd7prG7+XOt0+hqiOHb8RHL8+Mnk2IkTh/a8oayi67+AHoBZJSkA0L/30tuDqj3pGBaI1QInT59Jw8DpoVeo37TwV5bSn6uZ5iREeInbkbmXRva8oSqW0890hOqc/qgkBQD6F6sBptPbRNWeeFTCi/PPN48VHkaFGi2SzUp7eanQiUnDft5QNRGuF+fnkvW1NYVRE77RKuDKjXuz3V6AyupVqLFsMDYRyrqMKCr5GLOPeQZPv/xic+Jh/N5hzUre/rzj34Um6h0LXkDrHz0AZPAwvd2pwxdJDAvELVrUR8fHk/Fjx9M/H0mOHh3fcd8XmxX7i42NraVHfY7jD+t5z6XBZXl5MTl77nzy0tiYdySNEZV/fAYLmixrDkBJHFEE1fHpB2/frUMIqPyH5sjW/IBTp8826nVHBbCehrD1jfVdK4LNEDd+LBl7aSwZS4PdzkDXVFFWvTD7vRZYWkZRbhGCyyp67CKwx2v4+p+/LOJX/vLa7fsz3hl6ABjMu+ntzaSCcwHqpDcsEPMOzrx8vtYV3eakyuWtZZLrfSzt3D60E0Hp+IkTybFYVXH8RGPeHzEZNSaixpDRIENT8T6KHrEylVev8t95bXNq+xbRA0C2XoC3kq0JgZTEYS93HEbA2RymWZzvq9Lvx9jYWHL85OlaT6aMin9x4fk3FWauL+ZueDqRvrcOI2DGa4l5NtsDzPzz2TQE5B4CaKet/1d9awgAZA8BnyUV2hegCaKCO312otIt3fjSjzkOsfJhWHMtesMndQo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",
"path": "emoji_u1f617.png"
} | Generate code for a svg of a kissing 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="512.9" gradientTransform="matrix(1 0 0 1 0 -450)" 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="facial_expressions">
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</svg> | |
I draw images of men holding hands, focusing on medium-light skin tone, light skin tone, curves, shapes, and detail level. I aim to capture the essence of a man's physical form and the subtle nuances of his body. The focus is on conveying a sense of connection and intimacy, emphasizing the physical closeness and the subtle interplay of the two figures. | {
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} | Generate code for a svg of a men 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">
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<path id="nose_2_" d="M34.98,32.37c0.05-0.02,0.09-0.03,0.14-0.04h3.17c0.05,0.01,0.09,0.02,0.14,0.04 c0.29,0.11,0.45,0.41,0.31,0.73c-0.13,0.32-0.77,1.21-2.03,1.21c-1.27,0-1.9-0.89-2.03-1.21C34.53,32.79,34.69,32.49,34.98,32.37z" style="fill:#C48E6A;"/>
<g id="hairGroup_1_">
<path id="hair_2_" d="M36.72,4.01L36.72,4.01C36.71,4.01,36.71,4.01,36.72,4.01c-0.01,0-0.01,0-0.01,0l0,0 c-19.47,0.1-15.48,22.34-15.48,22.34s2.19,3.85,2.18,3.77c-0.07-3.11,1.17-8.61,2.06-10.95c0.44-1.18,1.67-1.87,2.91-1.64 c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0c3.35,0,6.39-0.43,8.3-0.77 c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,2.13,7.84,2.06,10.95c0,0.08,2.18-3.77,2.18-3.77S56.18,4.11,36.72,4.01z" style="fill:#AB872F;"/>
<radialGradient id="hair_x5F_highlights_3_" cx="36.7068" cy="22.7734" gradientTransform="matrix(1 0 0 1.1282 0 -2.9713)" gradientUnits="userSpaceOnUse" r="16.3621">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hair_x5F_highlights_1_" d="M52.19,26.35c0,0,3.99-22.24-15.48-22.34l0,0 c0,0-0.01,0-0.01,0h0c0,0,0,0-0.01,0l0,0c-0.3,0-0.6,0.01-0.89,0.02c-0.58,0.03-1.14,0.07-1.68,0.13c-0.01,0-0.01,0-0.02,0 C34.08,4.17,34.04,4.17,34,4.18C17.62,6.24,21.22,26.35,21.22,26.35s2.19,3.85,2.18,3.77c-0.07-3.11,1.17-8.61,2.06-10.95 c0.44-1.18,1.67-1.87,2.91-1.64c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0 c3.35,0,6.39-0.43,8.3-0.77c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,2.13,7.84,2.06,10.95C50.01,30.2,52.19,26.35,52.19,26.35z" style="fill:url(#hair_x5F_highlights_3_);"/>
</g>
</g>
<g id="couple_x5F_holding_x5F_hands_x5F_fingers_x5F_wmn_x5F_right">
<g id="fingers_x5F_fill_1_">
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<path id="fingers_x5F_stroke_2_" d="M67.56,86.32c0.54-1.78-1.46-2.21-1.46-2.21 c0.28-1.01-1.32-2.17-2.31-1.59c-1.48-1.48-2.52-0.13-2.66,0.81c0,0,0.74-1.13,1.51-0.77c0.52,0.24,0.51,0.74,0.35,1.22 c-0.25,0.75-0.46,1.51-0.46,1.51s0.56-0.95,1.04-1.56c0.16-0.21,0.67-0.63,1.21-0.33c0.54,0.29,0.55,0.96,0.47,1.2 c-0.26,0.82-0.93,1.92-0.93,1.92s0.5-0.51,0.92-0.99c0.33-0.38,0.61-0.62,1.11-0.39c0.54,0.25,0.51,0.86,0.35,1.17 c-0.33,0.66-0.76,1.45-0.76,1.45s0.78-1.19,1.59-0.52c0.51,0.43,0.06,1.48,0.12,1.42C69.09,87.2,67.56,86.32,67.56,86.32z" style="fill:#EDBD82;"/>
</g>
</svg> |
{
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"path": null
} | Generate code for a svg of a a pale orange sky as the sun rises. | <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="#eea15f" d="M0 0h96v88l-3-2-5-10-3-4-7-12q-4 3-6 9l-7 8q-6-3-11 0L38 66l-9-1-5-2q-6-3-11-1L0 67z"/><path fill="#f3883c" d="M44 35q14-2 14 13-6 11-17 4-7-11 3-17"/><path fill="#b0603a" d="M24 63q2 5 8 6l4 6-4 3-11-1q-5 4-11 5-1 5 2 9-5 2-7 5H0V67l13-5q5-2 11 1"/><path fill="#ea772c" d="m24 63 5 2 9 1 16 11q-7-3-12 0 8 6 18 8v1q-15-3-24-11l-4-6q-6-1-8-6"/><path fill="#694538" d="m85 72 1 2-2 1v4l3 3-13 11-1-1-4 1q-3 0-3 3H43l17-10v-1l5-8 7-8q2-6 6-9z"/><path fill="#b6663c" d="M36 75q9 8 24 11L43 96H5q2-3 7-5-3-4-2-9 6-1 11-5l11 1z"/><path fill="#bc683d" d="M54 77q5-3 11 0l-5 8q-10-2-18-8 5-3 12 0"/><path fill="#744a39" d="m85 72 3 4 5 10-3 7q-7 0-11 3H66q0-3 3-3l4-1 1 1 13-11-3-3v-4l2-1z"/><path fill="#804c38" d="m93 86 3 2v8H79q4-3 11-3z"/></svg> | |
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} | Generate code for a svg of a a black and white photo of a computer screen with a triangle | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 576 512"><path d="M488 32H88C39.469 32 0 71.469 0 120V328C0 376.531 39.469 416 88 416C101.25 416 112 405.25 112 392S101.25 368 88 368C65.938 368 48 350.062 48 328V120C48 97.938 65.938 80 88 80H488C510.062 80 528 97.938 528 120V328C528 350.062 510.062 368 488 368C474.75 368 464 378.75 464 392S474.75 416 488 416C536.531 416 576 376.531 576 328V120C576 71.469 536.531 32 488 32ZM321.916 286.066C303.291 267.312 272.789 267.312 254.037 286.066L142.033 398.102C112.031 428.234 133.281 480 176.035 480H399.92C442.547 480 464.174 428.234 433.797 398.102L321.916 286.066ZM176.035 431.984L288.039 319.953L400.045 431.984H176.035Z"/></svg> | |
{
"bytes": "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",
"path": "2f1b90ee8f7422cc53bcbcf2c85495a5b090f8b4ca40e61ad6226af7c4353f45.png"
} | Generate code for a svg of a a black and white image of a book with three horizontal lines | <svg viewBox="0 0 1920 1920" version="1.1" xmlns="http://www.w3.org/2000/svg">
<path d="M219.03 0H1801.44v1920H219.03v-439.216h-56.514c-31.196 0-56.515-25.299-56.515-56.47 0-31.172 25.319-56.47 56.515-56.47h56.514V1029.02h-56.514c-31.196 0-56.515-25.3-56.515-56.471 0-31.172 25.319-56.47 56.515-56.47h56.514V577.254h-56.514c-31.196 0-56.515-25.299-56.515-56.47 0-31.172 25.319-56.471 56.515-56.471h56.514V0zm421.258 1389.706v112.94h639.439v-112.94H640.288zm0-964.504v112.94h748.611v-112.94H640.288zm0 214.83v112.94h639.439v-112.94H640.288zm0 534.844v112.94h748.611v-112.94H640.288z" stroke="none" stroke-width="1" fill-rule="evenodd"/>
</svg> | |
{
"bytes": 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",
"path": "13eafd47c59374981d3cc97b121114c15c56d57f7c5628c63e59a4d13abc79b1.png"
} | Generate code for a svg of a a black and white image of a two letter u inside a circle | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 20 20"><g transform="translate(600 -1329.038)" fill="none" stroke="currentColor" stroke-width="2"><circle cx="-590" cy="1339.038" r="9"/><path stroke-linecap="round" stroke-linejoin="round" d="M-592 1342.338v-6.5m4 6.5v-6.5"/></g></svg> | |
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"path": "emoji_u1f9d9_200d_2642.png"
} | Generate code for a svg of a man mage | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g id="robe_1_">
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<stop offset="0.216" style="stop-color:#3548BF"/>
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<g id="robe_3_">
<g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="96.2588" x2="120.7042" y1="16.9275" y2="16.9275">
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"path": "8b5d8cec4ca45d0898593f6b6012ca85875622fc393b53ae7ca81f57b8d1d244.png"
} | Generate code for a svg of a a black and white image of a cloud with a check mark on it | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="24" height="24" viewBox="0 0 24 24">
<path d="M9.984 17.016l6.609-6.609-1.406-1.406-5.203 5.156-2.063-2.063-1.406 1.406zM19.359 10.031c2.578 0.188 4.641 2.344 4.641 4.969 0 2.766-2.25 5.016-5.016 5.016h-12.984c-3.328 0-6-2.672-6-6 0-3.094 2.344-5.625 5.344-5.953 1.266-2.391 3.75-4.078 6.656-4.078 3.656 0 6.656 2.578 7.359 6.047z"></path>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a string of fairy lights twinkling in the dark. | <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="#020101" d="M0 0h96v96H0z"/><path fill="#72614f" d="M4 13q2 0 1 2z"/><path fill="#2b2726" d="M18 26 6 24l-2-7q0-2 3-1 0 3 3 5l-2 2 9 1z"/><path fill="#342b26" d="M82 26v-8q-3-1-4 2l-1 9q-3 2-3-1l3-1q-2-3-4-2v3l-4-2-4-1q0-11 4-2l4 1q-1-3 1-3 3-7 10-6l3-2q0 3-3 4z"/><path fill="#c0ab84" d="M74 28h-1v-3q2-1 4 2z"/><path fill="#c8b794" d="M74 21q2-1 3 1-3 1-3-1"/><path fill="#9e846c" d="M55 29q2 0 1 2z"/><path fill="#604c3c" d="m65 25 4 1v5l-3 1-2-5h-3q0-6 3-1z"/><path fill="#1c1613" d="m82 26-2 4 1 1-5 6q-4-3-7 0l-4 1q-1-4 1-6l4 2-1-3v-5l4 2h1q0 3 3 1l1-9q1-3 4-2z"/><path fill="#806c52" d="M18 26h6q0 4 4 4h-6l4 5-1 1-3-4h-4z"/><path fill="#d9bb80" d="M80 30q-1 2-2 1 0-2 2-1"/><path fill="#dbc9a6" d="m69 31 1 3-4-2z"/><path fill="#bc9350" d="m37 33 2 1q-4 2-2-1"/><path fill="#c2ab85" d="M60 32q3 1 0 4z"/><path fill="#675442" d="M69 37q3-3 7 0l-1 2q-3 0-2 3h-3q-1-3 2-4-1-2-3-1"/><path fill="#cfb18f" d="M63 39q2 0 1 2z"/><path fill="#9e947a" d="M32 49q2 0 1 3-2-1-1-3"/><path fill="#5f4d47" d="M31 57q2 0 2 2 1-3 4 0-5 1-8 4z"/><path fill="#c2a574" d="M24 64q2 0 1 2z"/><path fill="#8e7d65" d="M16 65h3v3h-3z"/><path fill="#666664" d="M71 67v3h5v-4q3 3 4 9h-7v-4q-2 1-1 4-3-1-6 1V66q2-1 5 1"/><path fill="#7f7f7f" d="M76 66v4h-5v-3z"/></svg> | |
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"path": "81af80bcbcdecb582c8c9c6e0515ed5652bdf673074de06d1c1d6e8978015094.png"
} | Generate code for a svg of a a black and white image of a button with three circles | <svg width="32" height="32" viewBox="0 0 32 32" xmlns="http://www.w3.org/2000/svg"><path d="M16 30a14 14 0 100-28 14 14 0 000 28zm-6-12a2 2 0 110-4 2 2 0 010 4zm8-2a2 2 0 11-4 0 2 2 0 014 0zm4 2a2 2 0 110-4 2 2 0 010 4z"/></svg> | |
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"path": null
} | Generate code for a svg of a close-up view of a cellphone screen displaying a bitcoin symbol within a cloud, accompanied by a downward arrow. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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width="33.836px" height="33.836px" viewBox="0 0 33.836 33.836" style="enable-background:new 0 0 33.836 33.836;"
xml:space="preserve">
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</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a silver letter opener resting on a stack of papers. | <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="#f0f0f0" d="M0 0h96v96H0z"/><path fill="#9a9b9a" d="M83 20q3 0 2 5-7 3-9 9-15 8-3-4l-3-1q2-1 4 2l7-7q-2-5 1-1z"/><path fill="#191718" d="m64 38 1 3q-4-1-1-3"/><path fill="#c0c1c1" d="M64 38q-3 2 1 3-6 4-7 13l-2 3q-6 0 0-3-6-1-1-3h-1l1-7h3l3-5q2-2 3-1"/><path fill="#98999b" d="M54 51q-5 2 1 3-6 3 0 3l2-3q0 3-3 5-7 3-13-1l-1-2 5 2q0-7 8-7"/><path fill="#eff0f1" d="M51 53v4q-3 2-4-1z"/><path fill="#b1b0b0" d="m58 70 2 2-7-2-10-5 16 11q-3 0-2 3-9-4-15-10h4l-13-9 5 1-6-4 1-1z"/><path fill="#cecdcd" d="m60 72-2-2 4-1q10-9 22-13 0 3-3 4l1 5-17 8 16-6v2l-22 9 4-3q-4 0-1-2l9-6q-6 1-11 5"/></svg> | |
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"path": null
} | Generate code for a svg of a simple line drawing of a drone propeller, depicted in black and white. | <?xml version="1.0" encoding="iso-8859-1"?>
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} | Generate code for a svg of a a close up of a black square with a white tick symbol | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" fill="currentColor"><path d="M13.3 2H2.7l-.7.7v10.7l.7.6h10.7l.7-.7V2.7l-.8-.7zm-5.9 8.9h-.7L4.5 8.7l.7-.7 1.9 1.9 4.2-4.2.7.7-4.6 4.5z"/></svg> | |
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"path": "emoji_u1f486_200d_2642.png"
} | Generate code for a svg of a man getting massage | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="shirt">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="32.2259" y2="5.4338">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.4701" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#009E89"/>
</linearGradient>
<path d="M64.13,96c-0.04,0-0.09,0-0.13,0c-25.49,0.03-52,7.28-52,25.06V124h1.5H15h98h1.5h1.5v-2.94 C116,104.3,89.74,96,64.13,96z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="ears">
<path d="M91.33,50.43H36.67c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41h54.65 c5.89,0,10.71-5.14,10.71-11.41S97.22,50.43,91.33,50.43z" style="fill:#E59600;"/>
</g>
<g id="neck">
<path d="M54.92,90.08v9.98c0,4.51,3.46,8.17,9.08,8.17s9.08-3.66,9.08-8.17v-9.98L54.92,90.08z" style="fill:#E59600;"/>
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} | Generate code for a svg of a the faint smell of pumpkins and autumn leaves. | <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="#fbf8f3" d="M0 0h96v18l-2-1-1-9-2-2H6q-3 1-3 4l3 6v3H0z"/><path fill="#fab055" d="M96 18v14q-1-1-3 1-1 9-6 17 3 4 1 10l-1-6-1 1q0-6-5-6-1-3-3-1l-2-5-2 5 4 1 3 9-2 5q0-9-3-1-4-3-3 3l-2-2V53l1-3q-1-3-3 0l-2-4q-4 3-5 6v6q-3-4-5 0l-3-9 2-2q-5-2-8-1l2-5q-4-3-6 2-3-2-3 2-2-4-2-9l-2-4q-2 3-1 7-6-3-4-7l-2-2q2-5 6-7-3-2 0-2-4-3-9 0-3-3-6-1-4-4-9 0l-2 11q1 2-2 4l1 1-3 9-1-8-5-4V19h6v-3l-3-6q0-3 3-4l87 2 1 9z"/><path fill="#f8ac52" d="m36 39 2 3q-4 3-4 6l4 10h4l-8 4v2q-7-5-9 4-1-4-4-3 0 3-3 5 11 3 0 4-6-2-9 4 2 1 3-2 6-3 8 5l1 7-4 2q-6 0-11-5-5-12 7-14 0-6 4-9 3-2 6 1 0 2 2-1v-3l-2-3H13L6 45l3-9-1-1q3-2 2-4l2-11q5-4 9 0 3-2 6 1 5-3 9 0-3 0 0 2-4 2-6 7l2 2q-2 4 4 7"/><path fill="#faf7f0" d="m57 26 12 1q-6 0-6 6-6 5-8-3 0-3 2-4"/><path fill="#f9ae51" d="M71 53q-5 6 1 14l1-2q-1-6 3-3 3-8 3 1l2-5v-9q5 0 5 6l1-1 1 6q-1 5-5 8l-14 1q-6-4-13-1l-2 2q-3-3-6-2 0-3 2-5-4 0-3 5-12-2-12 10l-8 4-2 4h-3q0-7-4-12 11-1 0-4 3-2 3-5 3-1 4 3 2-9 9-4v-2l8-4h-4l-4-10q0-3 4-6l-2-3q-1-4 1-7l2 4q0 5 2 9 0-4 3-2 2-5 6-2l-2 5q3-1 8 1l-2 2 3 9q2-4 5 0v-6q1-3 5-6l2 4q2-3 3 0z"/><path fill="#624137" d="m78 48-4-1 2-5z"/><path fill="#c88241" d="M81 49v9l-3-9v-1q2-2 3 1"/><path fill="#faf9f7" d="M96 32v64H32l-4-2q0-4 4-7l-2-1q3-5 8-2 1-3 4-2v3h5l-8 3q5 1 9-2h3l8 1 4-4q-3-2-5 2l-3-5-10-2-3 3-1-1q3-6 9-9 5 5 6-3 7-3 13 1l14-1q4-3 5-8 2-6-1-10 5-8 6-17 2-2 3-1"/><path fill="#4e2e2c" d="M25 59v3q-2 3-2 1-1-3 2-4"/><path fill="#7c563d" d="M0 66v-5q2-3 3 2z"/><path fill="#b5763f" d="M71 53v10l2 2-1 2q-6-8-1-14"/><path fill="#886a5a" d="M48 68h-1q-1-5 3-5-2 2-2 5"/><path fill="#f8f6f2" d="m0 33 5 4 1 8 7 11h10l2 3q-3 1-2 4-3-3-6-1-4 3-4 9-12 2-7 14 5 5 11 5l4-2 4-2 2-4 8-4q0-12 12-10h1q3-1 6 2l2-2q-1 8-6 3-6 3-9 9l1 1 3-3 10 2 3 5q2-4 5-2l-4 4-8-1 4-3q-6-1-7 3-4 3-9 2l8-3h-5v-3q-3-1-4 2-5-3-8 2l2 1q-4 3-4 7l4 2H0V66l3-3q-1-5-3-2z"/><path fill="#a86d3a" d="M31 71q2 3-1 8z"/><path fill="#af602f" d="M18 74q4 5 4 12h3l-4 2-1-7q-2-8-8-5-1 3-3 2 3-6 9-4"/><path fill="#e27932" d="M51 86h-3q1-4 7-3z"/></svg> | |
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s4hy259wIrxSJBAoAAK6dX8j3zodohGr2Fh5b3feZX/WS+suOx1ajO3wFABAv78mY2kBM26+dhcdWoztPUofStUOu38L3om2pPTDmtQtU87cjtrwZEigAvlvXiiGKN58Qu3zALUy3n3zvPQp/W/tGb60/iqzaDfj6ic163ntmpXae9dmXLDX7qEPnjk+lG0dD8qQgQKYE3W5izNg/qZYTgnlHNBhUuCELomJrrt/qENPMhXVj3Pt/8H1mkxZanunr+6zwt9On1M6ss4BbuOQUskpXdZbiepj+Yz35/gXfEI+rZR91EOCWUDwJBlkSL+/2nt3gPbtBunEs3FfPCSTQbGDFKjFdfwzlDVfxChlT6kp3/wIAQLqYffQxzF7Gd8h7brNjXsfM+FHCyvVdST7VUZ0opu3PmNkcSF7fkHr+fbr1J0G7ETpy+lXv2fXesxvF81tNLLODfuKzId877w0t5xiSDNNzrm9HUXHe45f1VV96yMrtqRb/9LkT3fySJO1diijTkG7zmTp07fxSunkiFE9CBLOXtj47nEtOLTL+rm3odmujsaY8ACCBZsNSqx/T9ccQjRBlGlLNM0NAxEu7tMF4dOuPyac7+z4rHodjQTfZcUM9SjV9g6zcPnMgeYRVwyOhqq2ccV1+eAViBF6qrrrgEDbQT3wWZNUELjlFn3AKyZs+rVFmk3qIcQPW+tKSAACK60H61Aby3bO+IVGmITfkV7UZvey4mTGljqpaptO31sav6uBPwVHc6Z4jc9yHZ4Xzje1R0B00E6J8M07HYB+cZHvN8y3dA0XmUwepK6CQKsL1XaGuPopp+4WVQ9XEJoyLY3stUJM0nNsmyA8u6eNS4Miia/dXD7+pIKwfa646ARKoD6zIk1xyqr5rgXhsdTV0SBHu8Mv6qb/XeMkabI/Z6ka858Ri1+6v1IlExdZ0y8zfNcXjENaM0tGrfJHvX0yf2tC56U3FeS+c180NJFAALRzXfxVkS+pu2droVd/yJwBAvLTTcyqrdgNZPZFqPl4dOre9J17Zpw6plhOIiq19n71nN3qOL9DdtxyRbp5In9Yw88kkMkACBWzPudoNcT2BkO0xGytS3jdybf9Mux1Pt/oIL1ElcyB5+WXJivN+5hDD2V4L1C4LwvpxinDHEA81yBnXHXM7KPxtoy9UIKJdoNZnh5PVehhnH9JF2d5LfEvu0u3TntOpWcdwkun6I4CZ/wTyg0v8ymHqQYyLZ3vN9x1VhDvZAlCMQVgzKgLrNUe1QDF7GbrTN0ZfhSjTkG430ffZ7yZKVGhFtXhXHXrPrFB3oQAARMU2VMsJvs+eY/O9Zzca56R07VBWgEskEdUCpdtPhBYuDBeiGo/z3aelm8fd2SOn6FYfEuWaqkPnpjek26e1R8lKbX2fhdUjjUtT9hxfaJDlEIlegeJxz1ieCVfyA4Rs95lYkScBAM4t7yjC3axDGMEmLYR0Ud9IEV3Cypey1uchxiTO9SXxyQ8vO7dNMMhBvxiryCF6BUo1fT2cdd0hXZRLToEEpQh3nVvf1R7CYsqxCTPUoXhlr2vP11lHbaXYPst8mVLu/ZMNUlIYXsKCI0oFCqkiapxR2MCfeJbuMhkA4D40w09nZPVEa4Os9A/nLx9oQ+uJck2Zjt8AAIAsCauGqwElOgKtdt1t6kKUCpSs0tWEYDYArPWGWZ8dDhRZeCT8lO7wdVbxD9HNr3hRG1pvbTjGUnsgAEC6ecK1c6LujmHqgleEEbUCNa24K/PC90Tp+tLtM86t47XfQ5LWpn9IV3937f0228RuU32Zys4dn+m+lq4N/IsoolSgvppKJl3byianQjbWve87v5UjPLY63flbdej65UNtIgokaa7fSsiUAJKHTxkQavx/dshqPWB+FSdNIRoFCuliWEx5Ex3AYspySYsAxITVI7J2jwAAAFifHa6mfyheQVgzSlsgFytSnu05D0BMun3G700rRCDJUHp0elbDsvQiGgWKl6prel82omIbus1n8sMr/IoX/Wo0MwnTsGKVfZ+957d6js7WHiWf6ki3/hgA4N43SbywTUeXqCavq0l/wQGZ4oxmOUIXolGgWExZs10AAACq2dtktR7eP1a7dv9X+z202rk+SzND9QAQNr4hO25mm9jiPUv1nkBR+OUv6rl1TljZxDnqdQsMhrO9FuheDyIqBRpAcdpwACGbOBsvUcW59T3x79+0R/BSdemOmUuhivOec/2rfhOZxDl4qbpyehqf0l/HJkx46ed8C2FBQLf+hKzcAbKxWEw5vfwB0SlQSEeGQAGAVjvbdzkkKH5Zsl+ghrXBK2o5Hc/JJd4/12SbaGG5fqswLt57fovz1491dMlab5iar1KAWfVHqtGDWVkrehCVAo2kWhp4bHWm+0zZcYNf1EMRXdpDTMJ0rFgl32dhzSt+qZVYTFm27wpIUK4dn3nPbtDRJbrdF9ZGYwM/39rgZabLFPWxnqyeqKMz0ShQPx2YjqVmb6rxa2LafmHlS9oXJkjFcH2W+uL85fQ055bxfhOJso2YhOlAkfnUgfpmhjCdJ9Htv1RDAXMFI+j2/8d0maI9k6zcAStaUS9PolGgwCuY7YE/dPsviSdbeI4v8NslwkvVYzpkZoO4D/4kXt7tN9FSewDV/B1FuOtY2F3fNnZUs7dsQ3fgxZ/O7QS8VF3bS7uoZm/6H4AY1VK3JbBoFGiY+hEWCIxgkxZBtqRz2wTvH6u0R6wNx1hq9gYAAEUWVg0HottvKt32c7JqgnTjKL98UP5dxQoCUb6Z/V+n2J7zyErt1IQtaLWRVbpwyan2Ub8TZRrmONFadwj+xLO6+BCNaceWOoPYxDlme5ED3vNbHHM7QpKxDd+tzUJRPI6MaY184SPU8x/41kG1KB5HxvSm0s3jBtYjUWQ54zrELZAuFkhnMOnOHxk/1Q89gDUa76ByWDoRBgFZqR3VcoLicTgWJGgXOKGFY/suh1QMAMC1c6J066TfRGjhuIHrMHtp147PjGqrDDHMXhqysQH2rcNLVGUT54Te5C4aBRqeVpnBQT//AVGhlfzgb8fiRCB51O/x4k+ziXMAhLlVHMHsZbiB66HFJqwYEp6WDPlCVk9kuk0LUaPRKFDF9SACs8MywXA2aSHGxYuXdvGrRmiPkFUTfAlM4pV92jx6FTyuFpucqshex8LuEfIHWusN5fqtDmVdLxoFCgAQ/95htgu5gnHxbK8FAGKeo3P8itnSrT/xxcU5f/kgx5ofZKW2bMIMOePqo6uqZkE+3dn20q6gt5eiVaDnt5jtQl4QFVv7GoE6t03IlqkMMbbXAqxoBSB5+JSBOUrQUmcQ3epjMW2/sGp42BzOGzyuln3U78Gld0epQL3nNpvtQj7QbT7H42oBRRZSB2rzQyBdjOu3EpKMdOukK5ccOur5960NXvEcm+/a+WWOJ4QfyMZyfZezfZZCqkiBJkapQOX0NPHqQbO9yBPCyibOBrhF8Tr5RYna7gt4XC0mYTqA0LXnf7lF3DGdJ5FPdXJufddvE99cLDWS7C8fJso3D3xKlAoUAOD5fZrZLuQDXqqur8+inHHNr3e3pVY/qvl4oMiOZf1y7qGDEWyfpXhcLT6lv3TzeNh8zhesaAXbkF/pdhMDzAmLYoGeWGxiZesAoZq9TZRrAgCQbhzlUwdmK+3U5lOyWneFv8Uv7ZNjnie0cNyANdBicyzo5hdRajIYTjV/2z5yPx5Apl70ClTxOEJvj2Q4GM4mzvH1dfCeWZktsg5ibM95eHxt8fJuYfNbOc+2l+H6r1b4W5HzUq+Cx9exjTyQb+hT9AoUAODc8Xm2toURCVasslq73rXjU+/p5eohaOG4fqswLs69b1JuPULxJ56lX/hevLJXWDU8oJ16WVJcD/VwPH+g1c71SaHb/18edYOjWqCKcMf123/M9iJ/rA3/RZRtBAAAisIvH6xtroAVKc8mLwe4RVgxNLdnTWu9YZa6L3qOzXftzKdFmHhhW/qP9dwHf9LP9/yAkGr2JtdvVW7V76NaoAAA177vpNtnzPYiPzCc6T7TF0+keByOhd211Z2Ick3YblP/acmQ87Mm88JkrPhTzm3va2/AWuR75xwLEzJmt5VuHtf2dQgP5NOduUEbcyzkFu0C9bWDicQAvOzgsdXpf1rYyPcvOJb20dYdsdQZTDV7S35wiV+c+Gg8HgAAWlhfvjK/fJB/0QdZcu+b5JjfRS2/iOsXbhw4RPnmbN/lj77aR71AAZBunRLWvJz/eWZDNX9HjcETL2wTNr2hPUq3+8JSo5d4eQ+/ekROswFRpiHV4l3FwzsWJKg79bLjpnvvt+Kl3b7OYwAAgJNktQSj/oY8ISu1Y7v7Zy0jgQIAgOfYPCMKHukMTrLdZ6rvE+69kzxHZmcdhRjTcx5Rrqnn6NzcNpDolhOI0vXl9DR+YYLizhCv7JVunXYdmOI5tUx9f7LWHaJvWmaBsNQeaM1ePwIJNBPnlvHuvZPyP89U8NLP+fboffBrRolpB9QhJCiu3yq8RBXn1nf9wvL/mU8yPedBkhGvHhRWj/T+sdoxt53aIBQAgMWUo9v/n5F/Qf4wHf5LVGilDpFAsxA2vuY+EGqbOaOhWn2MFX8qcyC6+SW9soU2M8W5gesxNpZPGZDzS73shfbSAADPiUWunRO1caXQwnL9VvrCos0EI7g+S9XOE0igGhRFWDc6x1DLyAGSNJswI6v1wsMrjmXJ2hcmrGhFtv8aABS/l3rFKzi3jE//sZ6ScS0HsxaO678GL1XXaP8DATIluL4rfGWekECzoyjOTW8aV2lbF4gnW1gbjlGH4oVf/AqJEaXrs0mL5fQ09aXee3ZD+uSarp0TgeR9dMkCUjHcoE3aH1bTwUvVZRKmg+hMmgsEa6N/MZ0mmV5jLDcUr5D+Q2353rnMMYRs76WWGr2057gP/iSsednyTDJQ5LwTlbjBW9RWDRGFsHY0EmiuWOsNDT2lxjjES7syZrVUw0eg1WYbsR+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} | Generate code for a svg of a vector illustration of a maze icon in black and white. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<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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</svg>
| |
{
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"path": null
} | Generate code for a svg of a yellow and black jerseys worn by rugby players. | <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="#f8d82d" d="M0 0h96v96h-7v-3l3-1-8-24 2 20 3 3-4 1v4H28l3-6q-3-8-6-1l2 3q-3 1-3 4H9q-3-11 8-11l2-3q2-3 6-3l-1-3q-4-10-6 0l-1 4-3 1v-7q0-6-5-4v4q-3 0-3 2L2 96H0V70l5-5-5 2z"/><path fill="#3a341e" d="M47 40q9 0 2 5-6-2-2-5"/><path fill="#9f9135" d="m38 46 2 2-1 2q-2-3-1-4"/><path fill="#2a261a" d="m59 47 1-1q3 3-2 5l-1-1z"/><path fill="#f9f1a9" d="m47 51 2 4-1 4q-2-5-1-8"/><path fill="#8e7926" d="M28 57h3q-1 5-3 0"/><path fill="#a0882e" d="M74 58h3q-1 5-3 0"/><path fill="#9c8a1a" d="M82 58h3l-1 6z"/><path fill="#231f11" d="M5 65q-1-2 1-2l7 1q1 2-2 3z"/><path fill="#14120b" d="m82 58 2 6-2 1q-13 0-22 8-8 1-5-5 3-4 7-4l4 4q10-4 16-13h2z"/><path fill="#2e2816" d="m5 65-5 5v-3z"/><path fill="#f2e098" d="m14 74-3 2-2-2v-4q5-2 5 4"/><path fill="#18150c" d="m38 80-5-4q0-3 3-5l5 7z"/><path fill="#19160d" d="m9 74 2 2 3-2v7l3-1v2q1-3 2 0l-2 3Q6 85 9 96H2l4-20q0-2 3-2"/><path fill="#18150e" d="m24 76-5 3-1-3q2-10 6 0"/><path fill="#806d25" d="m33 76 5 4v1l-6-3q-1-2 1-2"/><path fill="#675821" d="m18 76 1 3 5-3 1 3q-4 0-6 3-1-3-2 0v-2z"/><path fill="#272212" d="M89 96h-4v-4l4-1-3-3-2-20 8 24-3 1z"/><path fill="#18140c" d="m32 78 6 3q-2 5-4 0-3-2-4 1 0-3 2-4"/><path fill="#1c180d" d="M28 96h-4q0-3 3-4l-2-3q3-7 6 1z"/></svg> | |
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"path": null
} | Generate code for a svg of a black and white icon of a cocktail drink, featuring a glass with a slice of lemon and a straw. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": "e674fa671242f70110a397d2f2243f02cd9951c184d63cb316ece72604aff476.png"
} | Generate code for a svg of a the logo of the company is black and white | <svg width="15" height="15" viewBox="0 0 15 15" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M5 1.5L0.5 9.5L2.5 13.5M5 1.5L7.5 5.5L2.5 13.5M5 1.5H10L14.5 9.5M5 1.5L10 9.5H14.5M2.5 13.5L5 9.5H14.5M2.5 13.5H12.5L14.5 9.5" stroke="black" stroke-linejoin="round"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a soft white cloud drifting in a bright 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="#31b0d7" d="M0 0h96v48H69q-9-12-23-9-4 5-10 5v6q-11-1-17-8L0 39z"/><path fill="#f5f8f6" d="m74 49 11 1-2 1 3 2q-3 2 0 3l-5 4-9-9-5 6q-5-4 1-6l-4-1q-3-1 0-3-3-1-5 2l-1 5-5 2q-7 3-12-1l-2 1q-6-1-3-6v-6q6 0 10-5 14-3 23 9z"/><path fill="#c6e6f0" d="m0 39 19 3q6 7 17 8-3 5 3 6-3 2-5 1-2 0-2 3 0-3-3-3-4 1-6 4l-2-3-5 2v-3l-3-2-5 2-8-1z"/><path fill="#bde4f0" d="m39 56 2-1q5 4 12 1l7 2v3q-9-3-12 5-6 3-10 8l-15-3-23 4V65l7 4q4 2 10-1L0 64v-8l8 1 5-2 3 2v3l5-2 2 3q2-3 6-4 3 0 3 3 0-3 2-3 2 1 5-1"/><path fill="#c9e6ef" d="m81 60 1 2q-7 8-18 12 0-11 3-17l5-6z"/><path fill="#d6ebf1" d="M67 57q-3 6-3 17l-23 2-3-2q4-5 10-8 3-8 12-5v-3l-7-2 5-2 1-5q2-3 5-2-3 2 0 3l4 1q-6 2-1 6"/><path fill="#e7f3f3" d="M96 48v48H84l-18-8q1-6 5-9l-8 3-2-1 15-7q5-5 6-12l-1-2 5-4q-3-1 0-3l-3-2 2-1-11-1z"/><path fill="#e6f1f1" d="M0 65v-1l17 4q-6 3-10 1z"/><path fill="#b4e1ef" d="M82 62q-1 7-6 12l-15 7h-1l-1-3q-6-2-11-1l-7-1 23-2q11-4 18-12"/><path fill="#29acd7" d="m38 74 3 2 7 1 3 1q-4 2 0 3l15 7 18 8H0V75l23-4z"/><path fill="#93d4ea" d="M48 77q5-1 11 1l1 3h-9q-4-1 0-3z"/><path fill="#c6e8f2" d="m66 88-15-7h10l2 1 8-3q-4 3-5 9"/></svg> | |
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",
"path": "emoji_u1f9ce.png"
} | Generate code for a svg of a person kneeling | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path id="shoe_1_" d="M102.66,116.59c0,0-4.03-1.6-6.04-3.14c-1.88-1.44-3.58-3.4-4.75-4.44 c-0.76-0.69-1.43-1-2.02-1c-0.6,0-1.13,0.31-1.58,0.86l-2.58,3.24c-1.08,1.78-0.16,4.11-0.16,4.11s-2.7,2.86,1.8,3.84 c4.61,1.01,10.13,1.56,10.13,1.56c0.29,0.05,0.64,0.08,1.02,0.08c1.9,0,4.6-0.69,5.46-2.66 C103.94,119.04,105.23,117.61,102.66,116.59z" style="fill:#4568AC;"/>
<path id="pants_1_" d="M85.26,111.53l-15.18-1.84c-0.01,0,5.13-15.82,6.64-23.31c0,0-12.54,3.72-18.98,3.72 c0,0-0.78,13.4-1.05,19.78c-0.36,8.44,2.25,10.91,6.28,11.81c0.92,0.21,2.01,0.3,3.21,0.3c5.32,0,12.92-1.74,19.04-2.46 C87.57,119.25,86.94,112.62,85.26,111.53z" style="fill:#616161;"/>
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<path id="pants" d="M77.43,77.58c-0.03-0.27-0.24-0.47-0.53-0.44l-18.07,1.23 c-0.1,0.01-10.31,1.42-16.59,1.96c-7.44,0.64-8.14,8.01-7.84,15.13c0.25,5.96,1.91,19.67,1.93,19.81c0.02,0.15,0.11,0.29,0.24,0.37 c0.07,0.04,1.82,1.06,4.94,1.06c3.14,0,4.71-1.05,4.76-1.1c0.11-0.08,0.19-0.21,0.21-0.35l2.57-20.71c1.31-0.06,5.43-0.25,8.76-0.12 c6.45,0.26,12.94-0.08,16.78-4.26C77.16,87.37,78.12,83.13,77.43,77.58z" style="fill:#7C7C7C;"/>
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<path id="mouth" d="M45.93,34.63c0.92,0.09,1.85-0.08,2.66-0.62c0.88-0.6,0.33-1.33-0.67-0.96 c-0.6,0.23-1.44,0.31-2.2,0.13L45.93,34.63z" style="fill:#795548;"/>
<ellipse id="eye" cx="50.21" cy="26.33" rx="1.88" ry="1.22" style="fill:#404040;" transform="matrix(0.0138 -0.9999 0.9999 0.0138 23.1885 76.1685)"/>
<path id="eyebrow" d="M49.38,23.51c-1.22,0.23-1.42-0.58-0.96-1.17c0.34-0.44,1.1-0.75,2.46-0.34 c1.28,0.39,1.75,1.19,2.05,1.69s0.22,0.95-0.09,0.95C52.42,24.65,50.89,23.23,49.38,23.51z" style="fill:#6D4C41;"/>
<radialGradient id="shirt_2_" cx="62.0194" cy="72.2346" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="17.0361">
<stop offset="0.3666" style="stop-color:#F58B21"/>
<stop offset="0.6967" style="stop-color:#F17E22"/>
<stop offset="1" style="stop-color:#EC6E24"/>
</radialGradient>
<path id="shirt_1_" d="M71.27,48.75c-1.86-6.37-5.03-8-7.8-8c-2.88,0-5.32,1.78-5.32,1.78 c-4.9,3.37-4.91,8.51-5.36,15.42C52.33,64.86,52,78.94,52,78.94s5.44,2.25,13.71,2.25h0.65C75,81.07,78.2,78.08,78.2,78.08 S73.6,56.71,71.27,48.75z" style="fill:url(#shirt_2_);"/>
<linearGradient id="arm_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="53.1412" x2="51.0162" y1="47.947" y2="62.322">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="arm" d="M71.43,66.86c-0.48-3.02-2.76-14.41-2.78-14.52c-0.05-0.25-0.28-0.42-0.54-0.4 l-10.25,0.98c-0.14,0.01-0.27,0.09-0.36,0.21c-0.08,0.12-0.11,0.26-0.08,0.4l3.56,15.21c-1.75,1.05-10.38,6.15-12.85,6.67 c-1.67,0.35-4.53,0.75-7.83,1.19c-2.64,0.36-5.28,3.82-6.62,5.85c-0.4,0.61-0.36,1.4,0.08,1.96c0.33,0.43,0.83,0.65,1.33,0.65 c0.33,0,0.66-0.1,0.94-0.3l3.57-2.12c0.51,0.07,2.01,0.25,4.05,0.16c2.52-0.11,4.97-1.19,5.05-1.23c0.91-0.35,5.26-1.12,9.47-1.87 c3.14-0.56,6.38-1.13,8.57-1.59C73,76.81,71.86,69.58,71.43,66.86z" style="fill:url(#arm_1_);"/>
<path id="shirt" d="M69.68,52.87c-0.5-2.91-2.88-6.55-6.78-6.55c-0.34,0-0.7,0.03-1.07,0.09 c-4.53,0.74-5.87,5.57-5.32,8.73l1.92,9.63L71.6,62.5L69.68,52.87z" style="fill:#EC6E24;"/>
<g id="hairGroup">
<path id="hair_1_" d="M73.58,16.58c-1.3-3.65-4.17-4.84-5.11-5.14c-0.4-1.32-2.46-6.34-10.67-5.3 c-2,0.25-3.49,1.15-4.8,1.93c-0.56,0.34-1.1,0.66-1.6,0.87c-0.4,0.17-1.11,0.32-1.68,0.1c-1.3-0.48-0.81-2.46-0.81-2.46 s-4.85,0.77-2.95,5.51c-1.64,0.65-2.46,2.34-2.81,3.94c-0.48,2.19,0.52,4.32,2.6,5.35c0,0-0.29-3.55,4.81-3.16 c1.58,0.12,3.23,0.43,4.72-0.1c0.57-0.21,1.11-0.54,1.66-0.79c0.12,0,0.2,0,0.2,0c1.9,1.11-0.82,5.58,1.24,8.33 c0.41,0.54,0.77,0.36,0.77,0.36l0.91-1.24c0.69-0.84,1.31-1.58,2.12-1.37c2.39,0.62,1.79,4.9-1.1,5.74 c-0.29,0.08,0.19,4.9,6.11,5.12c3.06,0.12,4.23-2.39,4.23-2.39s-1.32,0.28-1.56-0.84c-0.13-0.58,0.43-1.34,1.42-2.15 c2.85-2.35,1.96-5.21,1.58-6.1C73.34,22.01,74.6,19.43,73.58,16.58z" style="fill:#543930;"/>
<g id="hairHighlights">
<radialGradient id="SVGID_1_" cx="65.61" cy="100.1051" gradientTransform="matrix(0.9245 0.3813 0.5491 -1.3313 -50.3281 136.4369)" gradientUnits="userSpaceOnUse" r="7.7369">
<stop offset="0.45" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M72.89,22.81c0.05-0.09-0.93,2.15-4.83,1.63c-1.61-0.06-3.99,3.73-1.74,6.38 c2,2.34,5.12,1.09,5.12,1.09s-0.43,0.11-1.04-0.13c-0.39-0.16-0.52-0.69-0.52-0.71c-0.13-0.58,0.43-1.34,1.42-2.15 C74.15,26.56,73.26,23.7,72.89,22.81z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="66.5245" cy="107.9071" gradientTransform="matrix(0.9953 -0.0971 -0.1226 -1.2559 13.52 162.4038)" gradientUnits="userSpaceOnUse" r="7.8424">
<stop offset="0.45" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M73.58,16.58c-0.68-1.92-2-3.57-3.79-4.56c-0.26-0.15-0.89-0.48-1.34-0.58 c0.18,0.85,0.12,1.74-0.27,2.66c-0.01,0.03-0.47,1.39-1.7,2.45c0.82,1.22,1.2,2.69,1.55,4.12c0.31,1.25,0.6,2.63,0.01,3.77 c0.75-0.02,1.93,0.24,3.27-0.3c1.28-0.52,1.99-1.94,2.35-3.24C74.07,19.48,74.08,17.97,73.58,16.58z" style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="57.7759" cy="110.6135" gradientTransform="matrix(0.9932 -0.1162 -0.0874 -0.7466 10.143 106.6882)" gradientUnits="userSpaceOnUse" r="16.1412">
<stop offset="0.45" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M68.19,14.1c1.03-2.39-0.21-4.67-2.17-6.24c-2.3-1.83-5.4-2.09-8.22-1.73 c-2,0.25-3.49,1.15-4.8,1.93c-0.56,0.34-1.1,0.66-1.6,0.87c-0.4,0.17-1.11,0.32-1.68,0.1c-1.3-0.48-0.81-2.46-0.81-2.46 s-4.85,0.77-2.95,5.51c-1.64,0.65-2.46,2.34-2.81,3.94c-0.48,2.19,0.52,4.32,2.6,5.35c0,0-0.29-3.55,4.81-3.16 c1.58,0.12,3.23,0.43,4.72-0.1c1.32-0.48,1.79-1.16,3.24-1.03c1.57,0.15,3.64,0.82,5.27,0.64C67.1,17.35,68.17,14.14,68.19,14.1z" style="fill:url(#SVGID_3_);"/>
<radialGradient id="SVGID_4_" cx="67.3929" cy="99.1615" gradientTransform="matrix(0.9593 0.2825 0.1816 -0.6167 -15.6172 71.3105)" gradientUnits="userSpaceOnUse" r="8.6894">
<stop offset="0.45" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M66.32,30.81c-1.01-1.16-1.22-3.01-2.84-4.06c-0.34,1.06-1.16,2.05-2.39,2.41 c-0.29,0.08,0.19,4.9,6.11,5.12c3.06,0.12,4.23-2.39,4.23-2.39S68.36,33.14,66.32,30.81z" style="fill:url(#SVGID_4_);"/>
</g>
</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a a row of colorful wind chimes swaying gently. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#f6d066" d="M10 41q2 0 1 2z"/><path fill="#ec9734" d="M23 41q2-1 3 1-3 1-3-1"/><path fill="#6f76b0" d="M71 39q5 1 3 6-9 0-3-6"/><path fill="#ec5b52" d="M16 40q10 3 1 9-6-4-1-9"/><path fill="#f76435" d="M54 42q2 1 2 5l-2 2h-4v-1q-2-6 4-6"/><path fill="#9bce8c" d="M39 42q7 0 4 7-8-1-4-7"/><path fill="#f3a567" d="M54 42q-6 0-4 6h-3v-3q1-4 4-6z"/><path fill="#8fb1ba" d="M77 45h3v3h-3z"/><path fill="#f5dc62" d="M23 48q4 0 1 3-2-1-1-3"/><path fill="#e64a24" d="M32 53q-3-1-1-3z"/><path fill="#f69c6e" d="M85 46q5 0 3 6-9 0-3-6"/><path fill="#ee603c" d="m75 50 2 4h-3q-1-3 1-4"/><path fill="#486f97" d="M17 51q7 2 1 6-6-3-1-6"/><path fill="#69436b" d="M54 53v2q-3 0-3 3-3-4 0-7z"/><path fill="#f3ede5" d="M39 42q-4 6 4 7l2 4 2-8v3h3v1q-2 0-2 3v9l-2-3-1 11h-1v-5l-2-3-1-3q-6 4-1 10v1q-3-1-4 1l-4-11-1 3 1-9 1 5 1-13 3-4z"/><path fill="#e94d35" d="M40 51q5 2 0 5-4-2 0-5"/><path fill="#eecaac" d="m56 47-1 15q-2-4-1-7v-6z"/><path fill="#e87c43" d="M84 58q2 0 1 3-2-1-1-3"/><path fill="#97b7ca" d="m42 61-2 7q-5-6 1-10z"/><path fill="#688bbc" d="m42 61 2 3-2 5h-2v-1z"/></svg> | |
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} | Generate code for a svg of a a graph of a bar chart with a line of data | <svg xmlns="http://www.w3.org/2000/svg" width="600" height="350"><defs><style type="text/css"><![CDATA[
.bar rect {
fill-opacity: 0;
stroke: black;
stroke-width: 0.5;
}
.highlight rect {
fill: red;
fill-opacity: 1;
}
.axis path,
.axis line {
fill: none;
stroke: #000;
shape-rendering: crispEdges;
}
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"path": "emoji_u1f600.png"
} | Generate code for a svg of a grinning 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="facial_expressions">
<radialGradient id="face_1_" cx="63.22" cy="216.9" gradientTransform="matrix(1 0 0 1 0 -154)" 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="M63.22,118.8c-27.9,0-58-17.5-58-55.9S35.32,7,63.22,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93,113.6,78.62,118.8,63.22,118.8z" style="fill:url(#face_1_);"/>
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<g id="peepers">
<path d="M43.65,44.87L43.65,44.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C44.78,47.06,44.54,45.73,43.65,44.87z" style="fill:#896024;"/>
</g>
<path d="M82.4,40.94L82.4,40.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.19,0,8-3.54,8-9.41 S86.59,40.94,82.4,40.94z" style="fill:#422B0D;"/>
<g id="peepers-2">
<path d="M82,44.87L82,44.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C83.13,47.06,82.89,45.73,82,44.87z" style="fill:#896024;"/>
</g>
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<path d="M63.43,100.73" style="fill:#422B0D;"/>
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<path d="M63.43,101" style="fill:#422B0D;"/>
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<path d="M63.49,74.66" style="fill:#422B0D;"/>
<path d="M63.43,101" style="fill:#422B0D;"/>
<path d="M102.07,71.62c-1.4-2.53-4.44-3.64-7.14-2.62c-10.26,2.99-20.9,4.48-31.59,4.43 C52.65,73.48,42.01,71.99,31.75,69c-2.69-1.02-5.73,0.08-7.13,2.6c-1.36,2.51-0.38,5.42,0.77,7.93 c6.42,14.1,20.57,22.54,37.87,22.59h0.16c17.3,0,31.45-8.49,37.88-22.59C102.44,77,103.43,74.13,102.07,71.62z" style="fill:#422B0D;"/>
<path d="M63.42,100.89" style="fill:#422B0D;"/>
<path d="M63.49,74.7" style="fill:#422B0D;"/>
<path d="M63.49,74.7" style="fill:#422B0D;"/>
<path d="M63.42,100.89" style="fill:#422B0D;"/>
<path d="M79.35,98.14c-0.37-0.34-0.75-0.65-1.13-1c-4.08-3.59-9.36-5.52-14.8-5.41 C57.82,91.64,52.37,93.5,48,97c-0.38,0.31-0.78,0.61-1.15,1s-0.57,0.67-0.81,1c5.5,2.15,11.36,3.25,17.27,3.22h0.16 c5.66,0,11.27-1.01,16.57-3C79.84,98.84,79.61,98.48,79.35,98.14z" style="fill:#ED7770;"/>
<path d="M94.93,69c-10.26,2.99-20.9,4.48-31.59,4.43C52.65,73.48,42.01,71.99,31.75,69 c-2.69-1.02-5.73,0.08-7.13,2.6c-0.2,0.38-0.36,0.78-0.46,1.19c0.33,0.17,0.71,0.34,1.16,0.52c12.04,6.03,25.35,9.09,38.81,8.93 c12.91,0.15,25.67-2.66,37.33-8.2c0.47-0.2,0.86-0.39,1.21-0.57c-0.08-0.65-0.29-1.29-0.6-1.87C100.67,69.08,97.63,67.97,94.93,69z " style="fill:#FFFFFF;"/>
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</g>
</svg> | |
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"path": "emoji_u1f469_1f3fc_200d_1f4bc.png"
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} | Generate code for a svg of a a black and white image of a light bulb with three phases | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 416 512"><defs><style>.fa-secondary{opacity:.4}</style></defs><path d="M208 0C93.1 0 0 93.1 0 208c0 74.2 39 139.2 97.5 176h221C377 347.2 416 282.2 416 208 416 93.1 322.9 0 208 0zm-3 229.8c26.3 9.4 51.5-15.1 41.9-41.9a32.91 32.91 0 1 1-41.9 41.9zm46.9 102.1a32.88 32.88 0 0 1-30.9-22.1c26.3 9.4 51.5-15.1 41.9-41.9a32.91 32.91 0 0 1-11 64zm64-64a32.88 32.88 0 0 1-30.9-22.1c26.3 9.4 51.5-15.1 41.9-41.9a32.91 32.91 0 0 1-11 64z" class="fa-secondary"/><path d="M326.9 203.9c9.6 26.8-15.6 51.3-41.9 41.9a32.91 32.91 0 1 0 41.9-41.9zM221 309.8a32.91 32.91 0 1 0 41.9-41.9c9.6 26.8-15.6 51.3-41.9 41.9zm14.9-57.9a32.91 32.91 0 0 0 11-64c9.6 26.8-15.6 51.3-41.9 41.9a32.88 32.88 0 0 0 30.9 22.1zM128 448h16a32 32 0 0 1 32 32v20a12 12 0 0 0 12 12h40a12 12 0 0 0 12-12v-20a32 32 0 0 1 32-32h16a32 32 0 0 0 32-32H96a32 32 0 0 0 32 32z" class="fa-primary"/></svg> | |
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} | Generate code for a svg of a detailed illustration of a pumpkin, featuring a prominent brown stem. The pumpkin appears to be designed as clipart with a transparent background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
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viewBox="0 0 55.575 55.575" style="enable-background:new 0 0 55.575 55.575;" xml:space="preserve">
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c-1.611-0.999-3.439-1.571-5.351-1.571c-18.846,2.509-13.346,42.125,2.354,43.25c1.629,0,3.148-0.417,4.468-1.151
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c-1.538-0.999-3.325-1.571-5.237-1.571c-1.913,0-3.72,0.572-5.294,1.571c-0.261-0.166-0.537-0.301-0.81-0.442
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c0.335,0,0.662-0.168,0.851-0.474c1.791-2.889,4.612-4.545,7.742-4.545c0.527,0,0.946-0.41,0.985-0.926
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| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a large pumpkin sitting on a 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="#fdfdfd" d="M0 0h96v96H0z"/><path fill="#726246" d="M49 34v1h-1q-3-3-6 0-1-3-3-2l7-7h5q-3 3-2 7"/><path fill="#c58a4a" d="M49 35v-1q6-1 14 1 5 3 6 8l-6-4v1l-7-5h-1l4 4-1 1q-4-5-9-5"/><path fill="#faa042" d="M48 36q3 14 1 30-1 4-6 4-4-8-4-14 0-11 3-20 3-3 6 0"/><path fill="#f5a34e" d="M41 36q-3 3-3 8l-1-5-5 6h-3v17q-8-10-2-21 2-3 2 1 2-4 6-7 3-2 6 1"/><path fill="#db9954" d="M39 34q2-1 3 2h-1q-3-3-6-1-4 3-6 7 0-4-2-1 3-9 12-7"/><path fill="#faa244" d="M38 44v12q-1 5 2 10-4 1-6-1l-5-6V45h3l5-6z"/><path fill="#f59f41" d="M49 36v-1q5 0 9 5 5 11 0 23l-7 2z"/><path fill="#e8a14b" d="M63 40q3 6 2 15l-3 4-1-15-2-5-4-4h1z"/><path fill="#a37544" d="M41 36q-3 9-3 20h-1V44q0-5 3-8"/><path fill="#8e6239" d="m48 36 1 3 1 26v1h-2q2-16-1-30"/><path fill="#584a38" d="m59 39 2 5 1 15 3-4q1-9-2-15v-1l6 4q3 11-3 22-3-2-4-1v-4q-3 2-3 6-5 3 2 5l-1 1H44l-1-2q5 0 6-4h2v4q6-1 7-7 5-12 0-23z"/><path fill="#c39153" d="m62 64-3 2q0-4 3-6z"/><path fill="#916a44" d="M38 56q0 6 4 14h-2l-6-2-6-6v-3l5 6q2 2 6 1-3-5-2-10"/><path fill="#b17847" d="M58 63q-1 6-7 7v-5z"/><path fill="#866540" d="M62 64q1-1 4 1l-2 4-3 2q-7-2-2-5z"/><path fill="#bab8b1" d="m35 68 6 2-6 1-5-2z"/><path fill="#cfcdc2" d="m64 69 14 2-18 1 1-1z"/><path fill="#f0eeea" d="m30 69 5 2 6-1h2l1 2H20v8q-9 0-2-4l1-5-3-1q6-2 14-1"/><path fill="#f09978" d="M74 91q2 0 1 2z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a small wooden box with a lock:I'm drawn to the idea of creating a small, simple, and functional object. The lock is a key to unlock it, and the box itself is a simple, yet elegant, representation of a small, often overlooked, object. The focus is on the visual appeal and the inherent simplicity of the design. I aim for a clean, uncluttered space, emphasizing the visual impact of the lock and the box's functionality. The overall aesthetic is minimalist and emphasizes the object's inherent structure and the act of unlocking it. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a small wooden box with a lock. | <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 0h96v96H0z"/><path fill="#ab978f" d="M55 42h-2q-6-1-10 1-3-2-4-1 2-2 5-1-1-8 6-5l1 5q1-1 4 1"/><path fill="#eff1f1" d="m47 37 2 4h-3q-1-3 1-4"/><path fill="#e18336" d="M53 42q2 10-8 10l-1-1q-2-4-1-7v-1q4-2 10-1"/><path fill="#8b5c47" d="M43 44q-1 3 1 7-3-2-2-5-1-2 1-2"/><path fill="#dfbea4" d="M39 42q1-1 4 1v1q-2 0-1 2-12-4-7 7h-3V42z"/><path fill="#826142" d="M47 47q2 0 1 3-2-1-1-3"/><path fill="#e6c29f" d="M53 42h12v15q-11 0-21 5l-1-1 2-9q10 0 8-10"/><path fill="#dbaa8c" d="M42 46q-1 3 2 5l1 1-2 9q-8-2-11-8h3q-5-11 7-7"/></svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a single star appearing in the early evening 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="#f1e9dd" d="M0 0h96v80q-24-4-48-2-24-9-48-5z"/><path fill="#35343b" d="M96 80v16H0V73q24-4 48 5 24-2 48 2"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green pine tree covered in snow. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfc" d="M0 0h96v96H0z"/><path fill="#75af70" d="m46 16 7 2q-6 0-9 4l-1-1q0-2 3-2l-2-1z"/><path fill="#56995a" d="m46 28-2-3q4-4 10 0-5-1-8 3"/><path fill="#8cba90" d="m44 25 2 3-2 2-1-3-3 3q-1-1 1-3l-3-1z"/><path fill="#72ae69" d="m48 29 12 4-2 3z"/><path fill="#6da76b" d="m51 44 4-4-1-1h4l2-2 4 3h-4q-2 0-1 2l8 2-1 1z"/><path fill="#84b980" d="m37 40-1 2-3-1z"/><path fill="#3f824b" d="M58 39h-4l1 1-4 4v3q3-1 6 1l-1 1-2 1-6-3v-3l-3-4q3-1 3-4-5-1-8 1l-1-1 7-4z"/><path fill="#a4cea3" d="m39 36-1 3q2-3 5-2-6 3-8 8-12 3 0-2-3-2 0-2l1-2q1-4-3-1l-2-2z"/><path fill="#81bc78" d="m56 49 1-1 9-1q-4 2 1 3-6-2-11-1"/><path fill="#59a053" d="m64 54 3 1-4 1q-6-5 1-2"/><path fill="#a6d098" d="m63 56 4-1-3-1 6-2-2 2 5 3z"/><path fill="#c0dfb5" d="m25 62-3-1q0-3 4-4l2 1q-3 1-3 4"/><path fill="#eef2ed" d="M52 61q-1 3 1 6l-2 6-3-1-2-7q-3 8-3-1 2-4 6-6z"/><path fill="#91be90" d="m31 60 4 2q-5 0-8 3-5-1-2-3l2 1 1-3z"/><path fill="#b2d498" d="m65 61 10 4-2 3q-3-4-8-6z"/><path fill="#72ad70" d="m60 65 8 2 7 6h-4l1-1-11-5z"/><path fill="#4b8c51" d="m65 61-1 3-9-6q-3 0-3 2l-3-3q-4 2-6 6 0 9 3 1l2 7v3l-2-2-4-1-1-3-4 3-5 1q1 2-2 3l-5-1 3-4 6-4q2 2 5 1l3-4q-6 0-7-2l-4-2q4-7 11-13-2-4 1 0 3-5 3 1-6 3-11 9l6-3-2 6 1 1q4-3 4-6l6-3 4 1q-1 3 3 2z"/><path fill="#7eb978" d="M42 72q-4 6-10 9l-4-3q0-2 2-2 3-1 2-3l5-1 4-3z"/><path fill="#707051" d="M53 67v15l-2-9z"/><path fill="#6db36a" d="M52 61q2 5 6 8l-2 2 3 6q6-6 9 3-3 1-4-1l-2 2-9-3V67q-2-3-1-6"/><path fill="#99ce8c" d="M70 77q1-2 4 1z"/><path fill="#66684a" d="m46 73 2 2-1 4z"/><path fill="#825531" d="m48 72 3 1 2 9 1 4h-7v-7l1-4z"/></svg> | |
{
"bytes": 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",
"path": null
} | Generate code for a svg of a vector illustration of a door icon, featuring blue and yellow stripes. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g transform="translate(1 1)">
<path style="fill:#FCC309;" d="M84.333,502.467h341.333V7.533H84.333V502.467z"/>
<path style="fill:#FFDD09;" d="M118.467,502.467h273.067v-460.8H118.467V502.467z"/>
<path style="fill:#FCC309;" d="M323.267,289.133H357.4V255h-34.133V289.133z"/>
<g>
<path style="fill:#54C9FD;" d="M152.6,152.6h204.8V84.333H152.6V152.6z"/>
<path style="fill:#54C9FD;" d="M272.067,220.867V255H152.6v-68.267h204.8v34.133H272.067z"/>
<path style="fill:#54C9FD;" d="M272.067,323.267v-34.133H152.6V357.4h204.8v-34.133H272.067z"/>
<path style="fill:#54C9FD;" d="M152.6,459.8h204.8v-68.267H152.6V459.8z"/>
</g>
<path style="fill:#FFFFFF;" d="M84.333,502.467H101.4V7.533H84.333V502.467z"/>
<path style="fill:#FD9808;" d="M408.6,502.467h17.067V7.533H408.6V502.467z"/>
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| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red swing set creaking in the wind. | <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="#fdfcfc" d="M0 0h87l-5 11-10 9-11 7-5 33 20-4 1-3-5-1 5-23h4l2 27v22h-4q-12-3-21 5l-6 2q-15 0-28-3v14H0z"/><path fill="#fcfbfb" d="M89 0h7v96h-9a429 429 0 00-5-67V15z"/><path fill="#e54c47" d="M87 0h2l-7 15v14h-1l-1-2q2-6-1-11v3q-2-3-2 0l-10 7-1 1 13 2H62l-1-2 11-7 10-9z"/><path fill="#f8f0ed" d="m77 19-1 8-9-1z"/><path fill="#e87974" d="m79 19-2 8h3l1 2h-2l-3-2 1-8q0-3 2 0"/><path fill="#f6e3dd" d="M80 27h-3l2-8v-3q3 5 1 11"/><path fill="#f8f7f4" d="M65 29h10l-5 24h-3z"/><path fill="#c4a5a2" d="M75 29h2l-5 23-2 1z"/><path fill="#d4b7b4" d="m61 27 1 2-3 26h-1q0-15 3-28"/><path fill="#f6f4f2" d="m62 29 2 25-6 1z"/><path fill="#e66765" d="m81 29 1 27z"/><path fill="#ecaba7" d="M63 29h2l2 24h3l-5 1z"/><path fill="#ef3832" d="m72 52 5 1-1 3-20 4q-1-4 2-5h1l6-1 5-1z"/><path fill="#f5c4bf" d="m83 68 1 11-5-1h4z"/><path fill="#e93e3a" d="m84 52 3 44H51q-1-6 1-11l6-2q9-8 21-5l5 1-1-11V56q-1-3 1-4"/><path fill="#f8f1e7" d="M52 85q-2 5-1 11H24V82q13 3 28 3"/></svg> |
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