reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": "",
"path": null
} | Generate code for a svg of a green taxi stands outside the terminal entrance. | <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 0h96v70q-3-9-3-19-2 9-1 19l-8-1-2-1-1-6-4-3v-1q2-1 1-4h-6q-4-13 5-22v-4q-30-1-58 1v4l6 7v22l-11 7q-3 2-2 6l7 1q-1 1 1 4h-9q-3 1 0 2l61-1 4-5 5-1 6-4 9 1v24H0z"/><path fill="#9ce18c" d="M19 29q28-2 58-1v4h-3v-3z"/><path fill="#62dc57" d="M19 29h55v3q-28-1-55 1z"/><path fill="#82cc83" d="m74 32-40 1v6l-9 1-6-7q27-2 55-1"/><path fill="#92ca97" d="M74 32h3q-9 9-5 22h-7l-2-7q-1-3 1-4l-30-1v-9z"/><path fill="#bbd0cc" d="M62 42v-4q-10-3-18 0-5 0-4 4h-4v-6h29v6z"/><path fill="#68757f" d="M62 42H40q-1-4 4-4 8-3 18 0z"/><path fill="#b8dfb0" d="M34 39v20q-6 0-9 3V40z"/><path fill="#64c872" d="m34 42 30 1q-2 1-1 4H34z"/><path fill="#3f7251" d="M34 49v-1q14-1 27 2v4h-3v-4h-6v4h-1v-4H36z"/><path fill="#f2f2f5" d="M58 54h-6v-4h6z"/><path fill="#d5e0dc" d="M61 54v-4q0-2 3-1v5z"/><path fill="#6ac173" d="m34 49 2 1v9h-2z"/><path fill="#e3eae2" d="M36 50h15v4q-4-1-6 1h-1q-3 0-3 2l-5 2z"/><path fill="#6fa15f" d="M34 48v-1h29l2 7h13q1 3-1 4-17-4-32-3 2-2 6-1h13v-5q-3-1-3 1-13-3-27-2"/><path fill="#777c78" d="M83 54h5v4q-6 0-5-4"/><path fill="#689c55" d="m44 55 13 1q-1 2 1 5v2h-3v-6H41q0-2 3-2"/><path fill="#61735e" d="M57 56q6-1 12 2-5-1-8 1-4-4-3 2-2-3-1-5"/><path fill="#bccdc0" d="M96 70v2l-9-1-11 5v-2q6 1 8-5l8 1q-1-10 1-19 0 10 3 19"/><path fill="#d8dbd6" d="m69 58 2 1q-4 3-8 3l-2-3q3-2 8-1"/><path fill="#10140e" d="m61 59 2 3v1h-5v-2q-1-6 3-2"/><path fill="#1f251b" d="M41 57h4l-6 3 11 1q-1-3 1-4h4v6h-8l-11-2q-2 0-1 3l-8-1 8-4h1z"/><path fill="#d1d4ca" d="M45 57h6q-2 1-1 4l-11-1z"/><path fill="#7b4e1d" d="m77 59 4 3h-6q0-3 2-3"/><path fill="#5be63e" d="M44 55q15-1 32 3v1q-2 0-2 3h6l1 6h-9l-11 4-4-2-1 1-23 1v-4q-5 0-7 3-3-1-5 1l-7-3 11-7q3-3 9-3h1l-8 4 8 1 12-1h16l10-1-2-3-2-1q-6-3-12-2z"/><path fill="#7c9c3e" d="m47 63-12 1q-1-3 1-3z"/><path fill="#4a5c3e" d="m71 59 2 3-10 1v-1q4 0 8-3"/><path fill="#1d2323" d="M70 71q3-1 6 3v2l-4 5-5-1q-1-2-3-2h-4q0-2 2-1l3-1q1-3 5-5"/><path fill="#95d290" d="M72 68h10l2 1q-2 6-8 5-3-4-6-3z"/><path fill="#93d67f" d="m14 69 7 3q-2 1-2 4l-7-1q-1-4 2-6"/><path fill="#29bc37" d="m72 68-2 3q-4 2-5 5l-3 1q-15-2-30-1-1-5-6-5 2-3 7-3v4l23-1 1-1 4 2z"/><path fill="#999998" d="M70 73q3-1 4 3-3 8-6 0z"/><path fill="#1a1f1e" d="M26 71q5 0 6 5h-3v3q-4 4-9 1-2-3-1-4 0-3 2-4 2-2 5-1"/><path fill="#a5a1a1" d="M23 73q5 1 3 6-9 0-3-6"/><path fill="#53a76d" d="M32 76q15-1 30 1-2-1-2 1l-22 1-7-1z"/><path fill="#cbd5d3" d="m32 76-1 2 7 1v1l-9-1v-3z"/><path fill="#8dc3a8" d="M60 78h4q2 0 3 2H38v-1z"/><path fill="#2a4845" d="m29 79 9 1h29l5 1-4 1-57-2h9q5 3 9-1"/></svg> | |
{
"bytes": 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",
"path": "a19fdfde06818c78437499bed50dd688cbf06fdf06e6eb65e92dda1dad583d99.png"
} | Generate code for a svg of a a close up of a black and white picture of a letter o | <svg viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M21 13.9165C21 13.3665 20.55 12.9165 20 12.9165H17.93C17.88 12.5265 17.81 12.1465 17.71 11.7765L19.43 10.7865C19.91 10.5065 20.07 9.89648 19.8 9.41648C19.52 8.93648 18.91 8.77648 18.43 9.04648L16.92 9.91648C16.64 9.43648 16.3 9.00648 15.93 8.62648C15.97 8.39648 16 8.16648 16 7.91648C16 7.11648 15.76 6.36648 15.35 5.73648L16.29 4.79648C16.68 4.40648 16.68 3.77648 16.29 3.38648C15.9 2.99648 15.27 2.99648 14.88 3.38648L13.86 4.40648C12.18 3.51648 10.76 4.07648 10.13 4.40648L9.12 3.37648C8.73 2.98648 8.1 2.98648 7.71 3.37648C7.32 3.76648 7.32 4.39648 7.71 4.78648L8.65 5.72648C8.24 6.36648 8 7.11648 8 7.91648C8 8.16648 8.03 8.39648 8.07 8.63648C7.7 9.01648 7.36 9.44648 7.08 9.91648L5.57 9.04648C5.09 8.77648 4.48 8.93648 4.21 9.41648C3.93 9.89648 4.1 10.5065 4.58 10.7865L6.3 11.7765C6.2 12.1465 6.13 12.5265 6.08 12.9165H4C3.45 12.9165 3 13.3665 3 13.9165C3 14.4665 3.45 14.9165 4 14.9165H6.07C6.12 15.3065 6.19 15.6865 6.29 16.0565L4.57 17.0465C4.09 17.3265 3.93 17.9365 4.2 18.4165C4.48 18.8965 5.09 19.0565 5.57 18.7865L7.08 17.9165C8.16 19.7265 9.96 20.9165 12 20.9165C14.04 20.9165 15.84 19.7265 16.92 17.9165L18.43 18.7865C18.91 19.0665 19.52 18.8965 19.8 18.4165C20.08 17.9365 19.91 17.3265 19.43 17.0465L17.71 16.0565C17.81 15.6865 17.88 15.3065 17.93 14.9165H20C20.55 14.9165 21 14.4665 21 13.9165ZM12 16.9165C11.45 16.9165 11 16.4665 11 15.9165V11.9165C11 11.3665 11.45 10.9165 12 10.9165C12.55 10.9165 13 11.3665 13 11.9165V15.9165C13 16.4665 12.55 16.9165 12 16.9165Z" fill="currentColor"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a couple’s laughter echoing in the distance. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4ebda" d="M0 0h96v41q-24 1-27 25-7-3-13 0-3 4-2 10-2 2-4 1l-8-10-2-1-12 4q-5-2-8-1-9 9-20 8z"/><path fill="#f8efda" d="M96 41v52L69 68v-2q3-24 27-25"/><path fill="#f8f3e7" d="M69 66v2l-15 8q-1-6 2-10 6-3 13 0"/><path fill="#867e7b" d="m42 67-1 12q-9-3-13-9l12-4z"/><path fill="#ac7669" d="M28 70q4 6 13 9l3 3 4 1 9-2 5 1q3 8 9 14H0V77q11 1 20-8 3-1 8 1"/><path fill="#d2cabd" d="m42 67 8 10q2 1 4-1l15-8 27 25v3H71q-6-6-9-14l-5-1-9 2-4-1-3-3z"/></svg> | |
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{
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"path": null
} | Generate code for a svg of a a green turtle resting on a large rock. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#eceed3" d="M0 0h13l2 6-4 2-3 9 2 6q3 0 6 4-3 1-2 4 2-3 3 0l1 6-4 1 1 1-4 3q-3-2-3 1l3 1-2 1v7l5 6q-9 9-7 22h3v-5l2 13 5 8H0z"/><path fill="#edeed2" d="M13 0h17l7 10-4 4 7 3q-3-1-4 2l-2 11q-4 2-1 6 0 3 2 0l2 3v-2h6q-7 2-9 9l1 2q-1 2-3 1-7 3-9 10-4 3-6 9l-5 8v12l-2-13v5H7q-2-13 7-22l-5-6v-7l2-1-3-1q0-3 3-1l4-3-1-1 4-1-1-6q-1-3-3 0-1-3 2-4-3-4-6-4l-2-6 3-9 4-2z"/><path fill="#efefd5" d="M30 0h48l-1 6q0-3-2-3l-4 3q4 4 4 11l-5-2-3 2-4-5-4 1q0-6-4-1 2 3 6 3-3 2 0 4-5 2-8 6l-1-1v5l-6-3q0 2 3 2-5 3-5-1-2 5 1 9l-2 1h-6v2l-2-3q-2 3-2 0-3-4 1-6l2-11q1-3 4-2l-7-3 4-4z"/><path fill="#edeed3" d="M78 0h18v57l-2-2q-1 9-6 2l-2 2-1-4-2 1-1-2q-6-5-12-6l-2-3 2-5-1-1q-3-3-4 0l-3 1h-2q-7-6-15-4-3-4-1-9 0 4 5 1-3 0-3-2l6 3v-5l1 1q3-4 8-6-3-2 0-4-4 0-6-3 4-5 4 1l4-1 4 5 3-2 5 2q0-7-4-11l4-3q2 0 2 3z"/><path fill="#4f805c" d="M45 36q8-2 15 4l-3 3-7 4q-6 3-12 1h-3l-1-2q2-7 9-9z"/><path fill="#a8b47a" d="M69 39q-3 4-7 1l3-1q1-3 4 0"/><path fill="#57604a" d="M65 39q4-1 1 2z"/><path fill="#dbdeaf" d="m69 39 1 1-2 5q-5-1-7 3l-3-2 3-6h1q4 3 7-1"/><path fill="#b8c297" d="m60 40-3 6q-6-1-2 3l-6 2h-2l-9-2-1-1q6 2 12-1l7-4z"/><path fill="#788f69" d="m58 46 3 2q2 2 1 6-1-2-3 1-3-2-2-4h-7l6-2q-4-4 2-3"/><path fill="#a7a98c" d="m68 45 2 3q6 1 12 6-4 1-4 5l-7 1q-3-4 2-7-9 2-7 11-1-2-3-1l-3-3q0-4 2-6 1-4-1-6 2-4 7-3"/><path fill="#8c9178" d="M35 48h3l1 1 9 2v1l-4 4q-6 2-9 5l-5 3-7-5q2-7 9-10 2 1 3-1"/><path fill="#666f5c" d="M48 52v-1h9q-1 2 2 4 2-3 3-1-2 2-2 6-2-1-2 1l-7-1q5-2 3-7-3-2-6-1"/><path fill="#ecedd2" d="M96 57v39H66v-9q3-9 11-12l7-14q-2-3-1-5l2-1 1 4 2-2q5 7 6-2z"/><path fill="#979982" d="m71 60 1 4-10 10-3 1q-1-7 4-12 2-1 3 1-2-9 7-11-5 3-2 7"/><path fill="#a3a189" d="M48 52q3-1 6 1 2 5-3 7l7 1q3 1 0 5l-4 2 3 1v5q-5 4-11 1 3-1 5-5l-4 1q-6-6-13-7l1-3q3-3 9-5z"/><path fill="#333334" d="m17 68 19 4 18 24H17l-5-8V76z"/><path fill="#6f7565" d="m82 54 1 2q-1 2 1 5l-7 14q-8 3-11 12l-1-1q-3 6-4 0l-6 6-4-1-15-19-19-4q2-6 6-9l7 5 5-3-1 3q7 1 13 7l4-1q-2 4-5 5 6 3 11-1l2 5v-4l3-1 10-10-1-4 7-1q0-4 4-5"/><path fill="#52544a" d="M58 61q0-2 2-1l3 3q-5 5-4 12v4l-2-5v-5l-3-1 4-2q3-4 0-5"/><path fill="#53564d" d="M66 87v8l-3-3q-2 1-2 4h-7l-3-5 4 1 6-6q1 6 4 0z"/><path fill="#90947f" d="M66 95h-5q0-3 2-4z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a swirling galaxy with billions of stars. | <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="#050b29" d="M0 0h47q-7 3-14 3l2-1-6-1q3 3-2 3l2 5q-4 1-7 4-6 0-10 5l-2-5-1 2v5q-6 0 0 3-4 2-4 7l-5-1z"/><path fill="#060c2b" d="M47 0h49v15l-6-3q1-4 4 0 1-6-5-7V4q-4-1-6 2l3 1-1 3q-4 0-5 3l-3-1V9q-3-1-5 2l-4-2 4 5-2 2h2l3 1q4 1 1 4l-10-3q-6 1-9-5l1-1h-3l-1-3-4 2q-7-3-13 0-4-1 0-3l-8 1-2-5q5 0 2-3l6 1-2 1q7 0 14-3"/><path fill="#0f173d" d="m66 18 2 3-1 1 5 5v7l3 3q-5 6-5 14l-6 7-1-1-9 5q-9 1-16-1l10 4 17-4 11-16q2-9-3-15 0-2 2-1l3 9v14L68 63q-9 6-18 7l6-3q-6-2-11 2l-10-5-1-2-3-6q-2-4 1-6l1-2q0 6 6 12l2-4 5 1 2 2q9-2 14-8 2-3 1-5-3 3-1-1-3-16-17-9-2-1 1-3-5 0-8 3l-3-2q3-3 9-3l2-2q8-1 12 6l-3-7h2l2 4 1-2q5 3 6 9 0-9-7-13-3-8 3-2l2-5-6 2q-6-4-13-4h-2l3 3-7-4 3-1 1 1q1-2-1-2h-3l2-2Q21 13 9 29v-2l6-7-1-1 7-4 1-2q3-3 7-4l8-1q-4 2 0 3 6-3 13 0l4-2 1 3h3l-1 1q3 6 9 5"/><path fill="#080f30" d="M80 13q3-4 3 0l3 5q-3 6 2 11h-2l-3-5q-3 4-7 2 1-2-1-2-4 1 0 4-2-1-2 1 5 6 3 15L65 61l-17 4-10-4q7 2 16 1l9-5 1 1 6-7q0-8 5-14l-3-3v-7l-5-5 1-1-2-3 10 3q3-3-1-4l-3-1h-2l2-2-4-5 4 2q2-3 5-2v3z"/><path fill="#080f32" d="M46 20q6 1 11 7l2-1q7 4 7 13-1-6-6-9l-1 2-2-4h-2l3 7q-4-7-12-6-10 0-16 8-3-1-5 1v-4q7-6 16-9l11 3q-1-7-4-2l-8-4q-10 1-18 8l-1-1-6 3-2 4q-3 0-5 3-1-3 1-5-3-3-4 0-2-3-5-3v-2l5 1q0-5 4-7-6-3 0-3v-5l1-2 2 5q4-5 10-5l-1 2-7 4 1 1-6 7v2q12-16 32-17l-2 2h3q2 0 1 2l-1-1-3 1z"/><path fill="#1e2650" d="m59 26-2 1q-5-6-11-7l-3-3h2q7 0 13 4l6-2-2 5q-6-6-3 2"/><path fill="#172049" d="M30 37q-4 3-7 9l-1-1 2-3q-1-3-2 0l-4 12q0-9 3-16h-2l-7 7v-1q0-4 2-6 3-5 8-8 8-7 18-8l8 4q3-5 4 2l-11-3q-9 3-16 9v4q2-2 5-1"/><path fill="#070d2d" d="M96 15v36q-3 0-3 2l-2-2q-3 3-1 7 8-5 2 4-2 4-5 1l-2 4q-4 2-7 6l7-12q-2-3-2-1-3 5-6 5 6-6 6-14l-3 5-3-1 1-3V38l-3-9q-4-3 0-4 2 0 1 2 4 2 7-2l3 5h2q-5-5-2-11l-3-5q0-4-3 0v-1q1-3 5-3l1-3-3-1q2-3 6-2v1q6 1 5 7-3-4-4 0z"/><path fill="#080e2e" d="m46 57 5-2 6-7 1 2-2-10-7-3-2 3-8 3-1 2 3 11-2 4q-6-6-6-12l-1 2q0-9 6-14 3-3 8-3-3 2-1 3 14-7 17 9-2 4 1 1 1 2-1 5-5 6-14 8z"/><path fill="#070a28" d="m46 57-5-1-3-11 1-2 8-3 2-3 7 3 2 10-1-2-6 7z"/><path fill="#1a244d" d="m46 29-2 2q-6 0-9 3l3 2q-6 5-6 14-3 2-1 6l3 6-4-5-1-14 3-6h-2q6-8 16-8"/><path fill="#040b29" d="M96 51v45H47q-5-4 2-5-3-2 0-2l-1-1q-2 0-2 3-2-5-5-5l1-1 13-1q-1 1 1 4v-4l1 1 7-3v-2l10-7q3 0 0 3 6-2 11-9l2-4q3 3 5-1 6-9-2-4-2-4 1-7l2 2q0-2 3-2"/><path fill="#131c43" d="M85 67q-5 7-11 9 3-3 0-3l-10 7v2q-3-1-1-3l9-8q1 1 4-1-4-2-6 1l-14 4v-3l-3-1 8-2 2 1q3-3 9-5 0 3 3 0-2-1 1-3l-3-1q2-3 6-3l1-2 3-5q0 8-6 14 3 0 6-5 0-2 2 1l-7 12q3-4 7-6"/><path fill="#080f30" d="M30 37h2l-3 6q-4 4-6 10l-1-1q-3 3 0 5-4 3-1 8l-2 4q2 4 5 1l5 8q-2 1-3-1-2 3-2 0l1-2-8-3-1-4-3 2q5 2-1 4-4-2-4-5 3 3 5-1l-3-4q-4 4-4-2-1-3 1-4l4 2-4-6 1-9 1 4 3-5v1l7-7h2q-3 7-3 16l4-12q1-3 2 0l-2 3 1 1q3-6 7-9"/><path fill="#040b28" d="M22 30q-5 3-8 8-2 2-2 6l-3 5-1-4-1 9 4 6-4-2q-2 1-1 4 0 6 4 2l3 4q-2 4-5 1 0 3 4 5 6-2 1-4l3-2 1 4 8 3-1 2q0 3 2 0 1 2 3 1l2 1 1 5 2-1 7 1-7-3q-2-3 1-4 8 4 17 5l-11 4q3 0 5 5 0-3 2-3l1 1q-3 0 0 2-7 1-2 5H0V31q3 0 5 3 1-3 4 0-2 2-1 5 2-3 5-3l2-4 6-3z"/><path fill="#0b1438" d="m29 43 1 14 4 5 1 2 10 5q5-4 11-2l-6 3q9-1 18-7l10-11-1 3 3 1-1 2q-4 0-6 3l3 1q-3 2-1 3-3 3-3 0-6 2-9 5l-2-1-8 2 3 1v3l14-4q2-3 6-1-3 2-4 1l-9 8q-2 2 1 3l-7 3-1-1v4q-2-3-1-4l-13 1 10-3q-9-1-17-5-3 1-1 4l7 3-7-1-2 1-1-5-2-1-5-8q-3 3-5-1l2-4q-3-5 1-8-3-2 0-5l1 1q2-6 6-10"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white faucet image:My primary focus is on capturing the visual essence of a faucet, focusing on the intricate details and the interplay of form and function. I aim to create a visually appealing and evocative image that evokes a sense of water's movement, its fluidity, and its connection to the environment. The key is to use a clean, precise line and a consistent color palette to highlight the key elements. I'm interested in the subtle nuances of the faucet's shape, the way it interacts with the surrounding environment, and the overall feeling it evokes. | {
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brW+FFi8jT++LyfXr19fU1GzdupXS+IgTFL+2lMvlGo0mKyvL1dWV7MgJCQmNjY3R0dFkh0U8stJXXV1N6jBNhUJx5syZ+fl5BrERD1gU1Gq13rt3Lzs728/Pz+5qurm5HTx4cHBwkE1gxAmmdzs2mUzffPNNQUFBe3u77c/y8/NLTU3NzMzEu3RKENOCPvD333+Xl5dXVVU1NTUZDIbHH7BmzZqoqKiEhITXX389KSlpzZo1zDMiLsAU9GHj4+N9fX1TU1MGg0GhUHh7e69bt27Dhg3EP1ohMYIvKEIrADs6DiFbYEER17CgiGv/B16TrDw9rpQTAAAAAElFTkSuQmCC",
"path": "bea69795ce3d1d9a3ff4196ade030885353856cf21517e91e1e5c2ebadc937a7.png"
} | Generate code for a svg of a a black and white picture of a faucet with a drop of water | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
width="12"
height="12"
id="svg2"
version="1.1">
<defs
id="defs4" />
<metadata
id="metadata7">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title></dc:title>
</cc:Work>
</rdf:RDF>
</metadata>
<g
id="layer1">
<rect
y="0"
x="0"
height="12"
width="12"
id="rect4144"
style="stroke:none;fill:none;visibility:hidden" />
<path
id="path4152"
d="M 5 1 C 4 1 4 2 5 2 L 6 2 L 6 3 L 5.5 3 C 5.223 3 5 3.223 5 3.5 L 5 4 C 3 4 1.5 5.0000003 1.5 7 L 3.5 7 C 3.5 5.9824782 3.91526 5.4911 5 5.5 C 5 5.777 5.223 6 5.5 6 L 7.5 6 C 7.777 6 8 5.777 8 5.5 L 11 5.5 L 11 4 L 8 4 L 8 3.5 C 8 3.223 7.777 3 7.5 3 L 7 3 L 7 2 L 8 2 C 9 2 9 1 8 1 L 5 1 z M 2.5 7.5 C 1.9999996 9.25 1.942672 9.2878157 1.609375 9.6210938 C 1.541781 9.6813637 1.514297 9.7351762 1.5019531 9.7851562 C 1.3543582 9.9903702 1.25 10.227923 1.25 10.5 C 1.25 11.190356 1.8096436 11.75 2.5 11.75 C 3.190356 11.75 3.75 11.190356 3.75 10.5 C 3.75 10.227923 3.6436888 9.9903703 3.4960938 9.7851562 C 3.4837497 9.7351562 3.4543128 9.6813558 3.3867188 9.6210938 C 3.0534218 9.2877807 3 9.250001 2.5 7.5 z "
style="fill:#000000;fill-opacity:1" />
</g>
</svg> |
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",
"path": "934a07e91a576f3fd95f8ec8f4a7e446a01dc88f09cb1375213a01ed17498571.png"
} | Generate code for a svg of a a black and white photo of a mountain with a line of mountains | <svg xmlns="http://www.w3.org/2000/svg" width="512" height="512" viewBox="0 0 512 512">
<title>chart-stacked-area</title>
<line x1="48" y1="64" x2="48" y2="448" fill="none" stroke="#000" stroke-linecap="butt" stroke-linejoin="miter" stroke-width="32"/>
<line x1="464" y1="424" x2="48" y2="424" fill="none" stroke="#000" stroke-linecap="butt" stroke-linejoin="miter" stroke-width="32"/>
<polyline points="48 424 136 328 256 256 360 72 440 424" fill="none" stroke="#000" stroke-linecap="butt" stroke-linejoin="miter" stroke-width="32"/>
<polyline points="48 424 136 378.18 256 343.82 360 256 440 424" fill="none" stroke="#000" stroke-linecap="butt" stroke-linejoin="miter" stroke-width="32"/>
</svg> | |
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"path": "emoji_u1f64d_200d_2640.png"
} | Generate code for a svg of a woman frowning | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="hairGroup_1_">
<path id="hair" d="M104.11,51.39c0,13.73-0.59,30.64-2.83,45.25c-1.73,11.34-4.45,21.31-8.68,27.36H35.4 c-4.23-6.05-6.95-16.02-8.68-27.36c-2.24-14.61-2.83-31.52-2.83-45.25c0-0.6-0.32-38.52,40.68-38.52 C105.58,12.87,104.11,50.79,104.11,51.39z" style="fill:#543930;"/>
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<g id="shirt">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.996" x2="63.996" y1="40.1351" y2="6.0784">
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<stop offset="0.7047" style="stop-color:#5914F2"/>
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</g>
<g id="neck">
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</svg> | |
Okay, here's a concise summary of my thoughts on drawing a black and white circle with dots:I'm drawn to the concept of a circle, a simple yet powerful representation of shape and form. The dots, while seemingly insignificant, contribute to the overall visual impact and the sense of depth and movement. The circle's shape is inherently geometric, with a defined, continuous line, creating a sense of stability and a visual hierarchy. The dots, while not directly representing a specific shape, contribute to the overall visual composition, adding a subtle visual interest and highlighting the circle's inherent structure. I aim to capture the essence of a circle in a clear, concise, and visually appealing way. | {
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</svg> |
Okay, here's a concise summary of my thoughts on drawing a close-up black and white photo of a line of black lines:I'm drawn to capture the subtle nuances of a line's form, its texture, and its inherent depth. The interplay of light and shadow, the subtle variations in color, and the way it interacts with the surrounding environment creates a captivating visual experience. I aim to capture the essence of a line's movement and its ability to convey a sense of depth and realism. | {
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",
"path": "2b38639bee5160447dad6bd86b6fe9c8761efcc78e3bb94a6ace70c8ec3bf902.png"
} | Generate code for a svg of a a close up of a black and white photo of a line of black lines | <svg width="40" height="36" viewBox="0 0 40 36" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<rect width="40" height="36" fill="url(#pattern0)"/>
<defs>
<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
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</svg> | |
{
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} | Generate code for a svg of a the red and orange of fall 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="#d03b2f" d="M0 0h83q-2 2 1 3v5q6-3 4-8h8v96H0z"/><path fill="#e9662d" d="M83 0h5q2 5-4 8V3q-3-1-1-3"/><path fill="#ea6a2e" d="M89 5h4v4q-3-1-5 2z"/><path fill="#eb412b" d="M23 25q-3-4-6-3-5-4 1-3-1-6 3-2l1-1 4 2z"/><path fill="#f57130" d="M17 22q3-1 6 3 1 5 4 0l4-1q5 3 0 7 5 3 0 5l1 2h-5l-1 2q-3-3-5-1-3-1 0-3l-6-2q4-1 1-4z"/><path fill="#ba685c" d="M77 20q0-2 3-1v8z"/><path fill="#efe6dd" d="m77 20 3 7-2 9-4 2q-7 0-9-7-1-4 4-5l-1-1q3-1 6-5z"/><path fill="#c9b0a8" d="M71 27q2 0 2 3 2-3 3 0-6 1-1 4h-3z"/><path fill="#ec442a" d="m17 59 8 4-2 6 2 2-6 1q-1-5-4-7 0-2 3-2-2-2-1-4"/><path fill="#cc3e32" d="M76 55q5 3 7 11l2-2 4 12q-4 6-5 15-9 6-17-3l1-3q-3-6-7-7l-3-12q3-6 10-6z"/><path fill="#eee2dc" d="m74 60 2 1 3 6 3 9q-5 3-7 8h-4q-9-7-7-18 6-1 10-6"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a luminous green diamond surrounded by a black border. | <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="#000100" d="M0 0h96v96H0z"/><path fill="#194305" d="M75 79V14q-14-1-26 1h-2q-13-2-25-1l-1 11-1-3 1-10q27-1 54 1z"/><path fill="#195804" d="m20 22 1 3z"/><path fill="#0be105" d="M47 15h2l20 23-21 33Q36 55 28 38l1-3z"/><path fill="#18280f" d="M75 78q-14-1-26 1h-2l-26-2z"/><path fill="#41ed12" d="M47 80h2q3 3-1 6-4-3-1-6"/></svg> | |
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"path": "528b89f26d699bc6262b8c5488e1af61a5ea29b54665e3c03ba1cd6325220fb2.png"
} | Generate code for a svg of a a close up of a black and white photo of a circle | <svg width="64" height="64" viewBox="0 0 64 64" fill="none" xmlns="http://www.w3.org/2000/svg">
<circle cx="32" cy="32" r="16" stroke="#373740" stroke-width="5"/>
</svg> | |
{
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"path": null
} | Generate code for a svg of a red folder labeled 'ftp' on a white background, with a stop sign featuring a white arrow pointing to the right. | <?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">
<path style="fill:#E21B1B;" d="M512,402.168V98.048H237.08l-48.616-48.632H48.616L0,98.048v364.537h451.544L512,402.168z"/>
<rect x="274.369" y="151.528" style="fill:#FFFFFF;" width="186.594" height="8"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
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<g>
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<g>
</g>
</svg>
| |
{
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} | Generate code for a svg of a clusters of sapphire triangles shimmering under starlight. | <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="#010e3c" d="M0 0h96v41l-6 4q-2-3-5-3l-4-6 2-8v-6l-7 2h-7q0-2-2-2-6 8-3 17-3 3-3 8-2 3-1 9 4-1 10 1l-2 2 3 3 6-2-2 4 6 7-1 2 2 2-2 4-2-5-2 2-6-1-2 3-1-7q-3 0-3 2l-3-1-1-3-3-3q-2 3-5 3v3q-4-4-7-1 2 2-1 3l-6-4v-3q-3-1-4 1-7-1-3-6l-5-7v-1q-3-3 0-5 9-6 4-14l-1-4H19q-3 3-3 7h-6q-2-4-2 0l-3 6-1-3-4-1z"/><path fill="#5d6d87" d="M17 9q2 0 1 2z"/><path fill="#566c89" d="M35 9q2 0 1 2z"/><path fill="#1e8ee9" d="M48 15q5 3 8 9h-7q-2-4-1-9"/><path fill="#045bc7" d="M48 15q-1 5 1 9-4-1-7 1 2-6 6-10"/><path fill="#001a67" d="M49 24h7l1 1-5 2-4 4-6-6q3-2 7-1"/><path fill="#0b92f5" d="M72 26q3-3 8-1l3 3-6 3z"/><path fill="#0139a0" d="m72 26 5 5 6-3-2 8-5-4-7 3-1-2q1-4 4-7"/><path fill="#0471d5" d="m29 31 1 4-1 3-4-2z"/><path fill="#5c7091" d="M10 38H8q0-4 2 0"/><path fill="#02379a" d="M19 31h10l-4 5 4 2 1-3q5 8-4 14-6-9-7-18"/><path fill="#45bde9" d="m51 41-1 5h-6q1-6 5-9z"/><path fill="#021146" d="M19 31q1 9 7 18-3 2 0 5-3 0-3 4-2 1-1 4l-9-2q-4 1-6 5-4-2-7-1V40l4 1 1 3 3-6h8q0-4 3-7"/><path fill="#30bef4" d="m64 39 6 5-9 3q0-5 3-8"/><path fill="#177bd5" d="m51 41 3 7q-6-1-11 1-2-3 1-3h6z"/><path fill="#010d3d" d="m83 28-3-3q-5-2-8 1t-4 7l1 2 7-3 5 4 4 6q3 0 5 3l6-4v55H0V64q3-1 7 1 2-4 6-5l9 2h9q-4 5 3 6 1-2 4-1v3l6 4q3-1 1-3 3-3 7 1v-3q3 0 5-3l3 3-3-1q-5 3-5 11 5 3 12 3l-3-10 3 1q0-2 3-2l1 7 2-3 6 1 2-2 2 5 2-4-2-2 1-2-6-7 2-4-6 2-3-3 2-2 1-11-1-2-6-5q-3-9 3-17 2 0 2 2h7l7-2z"/><path fill="#01399b" d="m67 39 1-1 6 2-3 3z"/><path fill="#1db9f7" d="M22 50h-4q1-4 4 0"/><path fill="#076cd7" d="m70 44 1 2-8 7q-3-3-2-6z"/><path fill="#0950bc" d="M54 48v2l-6 5-5-6q5-2 11-1"/><path fill="#195c9a" d="M18 50h4l1 1-7 2q-1-3 2-3"/><path fill="#022a7f" d="m71 46-1 11q-6-2-10-1-1-6 1-9-1 3 2 6z"/><path fill="#1897dc" d="m26 54-3 4v-1q0-4 3-4"/><path fill="#022373" d="m26 55 5 7h-9q-1-3 1-4v1z"/><path fill="#00216e" d="m60 69 1 3 3 10q-7 0-12-3 0-8 5-11z"/><path fill="#001d68" d="M25 70q6-1 8 6-22 20-8-6"/></svg> | |
{
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",
"path": "emoji_u1f47d.png"
} | Generate code for a svg of a alien | <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">
<g id="alien">
<path d="M64,4.5C36.2,4.5,8,28.1,8,55.8s44.3,67.7,56.2,67.7c13.2,0,55.8-39.9,55.8-67.7S91.8,4.5,64,4.5z" style="fill:#ADBCC3;"/>
</g>
<g id="alien-face">
<path id="mouth" d="M64,102.35c-9.37,0-16.06-5.52-18.07-8.58c-0.76-0.98-0.92-2.31-0.41-3.44 c0.39-0.74,1.17-1.18,2-1.15c0.3,0,0.6,0.05,0.88,0.15C53.1,90.8,57.23,93,64,93s10.92-2.16,15.63-3.63 c0.28-0.1,0.58-0.15,0.88-0.15c0.83-0.03,1.61,0.41,2,1.15c0.51,1.13,0.35,2.46-0.41,3.44C80.06,96.83,73.37,102.35,64,102.35z" style="fill:#422B0D;"/>
<g id="eyes">
<path d="M54.05,81.56c-3,3.88-17.71,3.89-28.85-6.36c-10.09-9.28-9.46-25.64-6.13-28.94 s19.19-3.38,28.85,6.36S57.72,77.92,54.05,81.56z" style="fill:#422B0D;"/>
<path d="M80.08,52.58c9.66-9.7,25.52-9.62,28.85-6.33s3.53,19.11-6.13,28.8S77.64,85,73.94,81.38 S70.42,62.28,80.08,52.58z" style="fill:#422B0D;"/>
</g>
</g>
<path d="M64,4.5c14.52,0,29.13,6.42,39.8,16.5C93,9.46,77.17,2,61.47,2c-27.8,0-56,23.6-56,51.3 c0,15.6,14.06,35.11,28.47,49.18C20.46,88.64,8,70.49,8,55.8C8,28.1,36.2,4.5,64,4.5z" style="fill:#ADBCC3;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a stuffed dog with a bowtie sitting in 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="#f8f5e6" d="M0 0h96v96H0z"/><path fill="#f2c66d" d="M43 24v2q-2-1-2 1l-5 8v1l-3 2q-2-4-1-9l7-6q1-2 4 1"/><path fill="#c7b17e" d="M43 24h4l2 2q-3 0-5 2l-1-2z"/><path fill="#efc674" d="m62 38-2-2-6-11 3 10-5 7h-2v-1q3-3 1-7l1-3-1-2-3 4q-1-4 1-7l-2-2 7-1 8 5z"/><path fill="#9d8158" d="m60 36-3-1-3-10z"/><path fill="#e7dfbb" d="m43 26 1 2q2-2 5-2-2 3-1 7h-3q-2-6-2 0-5-3-2-6 0-2 2-1"/><path fill="#565e6d" d="m52 31-1 3q-2-3 1-3"/><path fill="#91918e" d="M48 33h-3v3l-2-3v-1q0-6 2 0z"/><path fill="#c8ab70" d="M41 27q-3 3 2 6v1l-3 4-4-3z"/><path fill="#f1f0e9" d="M52 31q-3 0-1 3 2 4-1 7-6-1 0-2v-2l-7 4-1-2 1-5 2 3h4l-1-3v-1l3-4z"/><path fill="#343a40" d="m48 34 1 3h-4v-3z"/><path fill="#bcb9a0" d="m43 34-1 5 1 2 7-4v2q-6 1 0 2v1l-1 1q-3-1-5 1-2 0-2 2l2 2q-2 1-2 4l-2-5q-3 4-3 10l-2 2-2-16q-1-6 4-7h-1v-1l4 3z"/><path fill="#33102d" d="M44 44q2-2 5-1v1l-2 2h-1z"/><path fill="#e1e3d0" d="m57 35 3 1 2 2v5q3-1 5 2v20l-5 1q2-4-1-7V43h-8l-1-1z"/><path fill="#702e3f" d="m44 44 2 2-2 2-2-2q0-2 2-2"/><path fill="#735654" d="M49 44h2q-3 1 0 2l2-1v3l-6-2z"/><path fill="#8a3040" d="M50 42h2l1 1v2l-2 1q-3-1 0-2h-2v-1z"/><path fill="#b3ab8a" d="M56 43h5v16l-3-1z"/><path fill="#f7f6eb" d="m46 46 6 2v6q-5 7-10 1l-1-3q0-3 2-4z"/><path fill="#f1c778" d="M53 43h3l2 15 3 1q3 3 1 7h-4l-2-4-5 3-1-3 3-8z"/><path fill="#c1a16a" d="m53 54-3 8 1 3h-2l-2 1-4-11q5 6 10-1"/><path fill="#ddb56c" d="m42 52 1 3 4 11 2-1q0 7-3 1l-3 1-1-2 4-1q-3-3-5 0v-3q-3-1-3 1l2 6h-5q-2-4-1-7l1-2 2-2q0-6 3-10z"/><path fill="#dddfcb" d="m69 76-1-11q3-7 9-3 3 7-5 11l-2-2z"/><path fill="#a9ab97" d="M34 61q-1 3 1 7-4-2-7-1 0-6 6-6"/><path fill="#fbfaf5" d="m58 66-1 1q-4 0-7 3v-5h1l5-3z"/><path fill="#b59766" d="m43 67-4 3-4-2h5l-2-6q0-2 3-1v3q2-3 5 0l-4 1z"/><path fill="#ddddc9" d="m33 43 2 16-1 2q-6 0-6 6 3-1 7 1l4 2 4-3 3-1q3 6 3-1h1v5q3-3 7-3h7l2 2-6 1 8 1v6l-12 2q-10-3-21 0-7-2-15-2 0-7-4-10 1-12 10-4l1-18q2-3 6-2"/><path fill="#c4c5b3" d="m67 65 1 11-4 2-9 1 12-2v-6l-8-1 6-1-2-2h-7l1-1h4z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a basket of ripe tomatoes resting on a wooden table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4ecd4" d="M0 0h26l3 1-1 2 2 6q6 2 10 7l-1 3q-5-3-8-1 0 2 2 1 2 3 1 8-3-3-1-5h-2q-3 2 1 3-4 1-6 4h4l-1 1 3 2v3l4 1 3 6 6-4 9 3-1 2q-3 0-4 2-3-3-4 0l-2-2q-2 0-1 2-4 0-4 3-4 0-5-3l-1 2q-3-1-5 2t1 7l4 8q-17-1-32 1z"/><path fill="#f7eed6" d="M26 0h69q-3 2-1 5l-7 1q-3 1 0 2l-4 4q-4-8-12-5-3 6-3 13l6 3-3 2 1 5h-3q-2 1-1 4-4-1-6 3-3-2-5-1l2 1-2 2-3 2-9-3-6 4-3-6-4-1v-3l-3-2 1-1h-4q2-3 6-4-4-1-1-3h2q-2 2 1 5 1-5-1-8-2 1-2-1 3-2 8 1l1-3q-4-5-10-7l-2-6 1-2z"/><path fill="#f4ecd4" d="M95 0v64l-28-1 2-5 2-3-3-4q0-4-3-6l-3-2v-3l-3 4-1-1-2-3q3-1 0-1l2-2-2-1q2-1 5 1 2-4 6-3-1-3 1-4h3l-1-5 3-2-6-3q0-7 3-13 8-3 12 5l4-4q-3-1 0-2l7-1q-2-3 1-5"/><path fill="#8b955c" d="M57 39q3 0 0 1l2 3h-6l1-2z"/><path fill="#d15924" d="m42 45-4 7v-4q0-3 4-3"/><path fill="#a3973c" d="M66 45q3 2 3 6-4-3-3-6"/><path fill="#6c5f2e" d="M45 45h4q1-2 4-2h1q-5 2-5 6l7 11h-5q2-5-2-5l-2 2-1-1q2-12-6-4 0 7-4 2l2-2 4-7q-1-2 1-2z"/><path fill="#e9411d" d="M45 45q1-3 4 0z"/><path fill="#8b6937" d="m66 45-5 2 4 2q-11 3-5-5l3-4v3z"/><path fill="#ed6421" d="m32 47 3 2-4 8-3-1q-3-4-1-7t5-2"/><path fill="#72743d" d="M38 48v4l-3-3-3-2 1-2q1 3 5 3"/><path fill="#e75e1c" d="M54 43h5l1 1q-6 8 5 5l-4-2 5-2q-1 3 3 6 2 3-1 5l-1-4h-5v3q3-1 5 2l-11 3-7-11q0-4 5-6"/><path fill="#7b6a27" d="M51 50q8-1 3 4z"/><path fill="#705b32" d="m68 56-1 1q-2-3-5-2v-3h5z"/><path fill="#cf521b" d="m35 49 3 3-2 2q4 5 4-2 8-8 6 4l1 1 2-2q4 0 2 5l-6 1-2-3q-7 3-12-1z"/><path fill="#ddbf88" d="m69 51 3 4-2 3q-6 0-8 6l-1-3-4 2q-4-2-9 1-3-1 1-2l-10-1h6l6-1h5l11-3 1-1q3-2 1-5"/><path fill="#ad8f60" d="m28 56 3 1q5 4 12 1l2 3h-6l10 1q-4 1-1 2 5-3 9-1-6 0 0 2l-4 7q-12 3-19-4l-2-4z"/><path fill="#e4bb80" d="m32 64 2 4h-4q-1 2 1 4l10 3-41 1V65q15-2 32-1"/><path fill="#a87c5c" d="M34 68q7 7 19 4 3-2 8-2-10 6-20 5l-10-3q-2-2-1-4z"/><path fill="#a18459" d="m70 58-2 5-5 7-6-2q3-4 0-5l4-2 1 3q2-6 8-6"/><path fill="#eac58b" d="M57 63q3 1 0 5l6 2 5-7 28 1v13H0v-1l41-1q10 1 20-5-5 0-8 2l4-7q-6-2 0-2"/><path fill="#ba8e5c" d="M0 77h96v2H0z"/><path fill="#deb378" d="M0 79h96v7H0z"/><path fill="#8f5a32" d="M0 86h96v3H0z"/><path fill="#a1663b" d="M0 89h96v7H0z"/></svg> | |
{
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"path": "aa9cc4aabb84c0dac4090220f10186a29be44c6084e5428cd1f28ce42e4b3127.png"
} | Generate code for a svg of a a black and white photo of a pin in a square | <svg id="Layer_3" data-name="Layer 3" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><title>Artboard 16</title><path d="M15.029,7.5a.5.5,0,0,1,.5.5v.624a.5.5,0,0,1-.225.42l-1.653,1.1V11.92l1.653,1.1a.506.506,0,0,1,.225.42v.624a.5.5,0,0,1-.5.5H8.971a.5.5,0,0,1-.5-.5v-.624a.5.5,0,0,1,.225-.42l1.653-1.1V10.149l-1.653-1.1a.506.506,0,0,1-.225-.42V8a.5.5,0,0,1,.5-.5h6.058" fill="none" stroke="#323232" stroke-linecap="round" stroke-linejoin="round" stroke-width="1.5"/><path d="M12,17.5V14.571" fill="none" stroke="#323232" stroke-linecap="round" stroke-linejoin="round" stroke-width="1.5"/><rect x="3" y="3" width="18" height="18" rx="5" stroke-width="1.5" stroke="#323232" stroke-linecap="round" stroke-linejoin="round" fill="none"/><rect width="24" height="24" fill="none"/></svg> | |
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dAc6g5Q/XrWfwjW41kR+ZirPOuk8eVIqcF9F1RALjP7DMy5+F2Qu+jeJy975mmOkLKzbVfXv16uzOuOz94Bi0YnP93cS4wa0myivfiDMX3Y/8ghluNSFERikIBBDWx48VTS/AlLlfxYSpn3RvlQrhuq65dQ9l867NrAzwyxuhr2iofxDg611pgDTMmPlJ1M//JgKBQleaECJTFZ5ky/3JEAiVUz6CmtP/C3qgyK3uLOtsad947XcWBd1qwEtZF+CrV0OrNuseBPFH3agfCBRh/oLbMW36VbLKRIiTIABFp1gjfryi0vMwa/69COe7sy2DiD8SLoz+6PJGZN3BQ9kV4AzqOr3+fgDL3CifXzATZy16AOXlF7hRXoisoROhOBRMeJATzKvGjLr1KChxZ1MlEX+k2qx7AJxdo66sCvDlm+v+B8wfd6N2UfF8nHHmBkQiU9woL0TWCZCGwmDig149UIDptbe7uV78mhUNtRvcKu6FrAnwFQ11txFwkxu1Kyv/DWecuRbBYIkb5YXIWmFdR56ezMyFjuqZqzBp+vXuTFESfWZlQ/1d6gt7IysC/MjC/S+6UXvKlMtQV/9f0LSwG+WFyHoFQT2hh5pHK6++FJNn3wwi9QtIGHxjtmz28Xw+yOl54AxcR8B9qvozikCYMes6TJ22VHVpIXKOxYyeuAHm5L7cB3tfwIEdq2FZA8r7RESfXbdkW0aPxjN+BE6ge5TXpCBOr71FwlsIRXQiFCWwU/N4BSVnYlrdt6AHi5X3iZnXZPoBWBkf4AArXRqk6xHUL7gNEyam50J6IXJFSNMQ0ZMP8UjBXMysW4tAqEJ1l4iI71/ZUHuR6sLpkgUBrk4gUIQzztwgt+YI4ZL8gI6AlnzshCLTML1uDYKhCaq7FAS0R1Y11NWrLpwOEuBHBAKFWLBwDQqLTve6K0JkLSKgKBhIaYVJOK8GM+avRShP7VJeBpdYoCeXb1xYo7RwGkiAYzS870RRca3XXREi66U6Hw4AwdAEzKhfi7z8WYp7xVNA5s+vb6zPqLMxcj7AR8L7LglvIdIopGvIS+DQq5MJBMswre5byrfeE+HsgMkNmbTlPqcD/F8j73led0WInFMQOPnFyIkIBEoxfd633DhX/JJqsy5jlhbmbICPznnLyFsIb4zOh6cqEKrAzLo1CIYnKewVAGD5ys31n1Rd1A05GeB6oADzF9yBouI6r7siRE4LahoiSW21P1YgVIUZtd9SvsSQme+5YWP9m5QWdUHOBbimhbBgwbdQXJKRq4aEyDr5wQD0JLfaHy2YNxnT5t2merNPkDTevLxxTpXKoqrlVoCThnm1X0FxyUKveyKEOIIAFAac3beQlz8L0+Z9E5peoKZTAAiYqpmhh/18o09OBfjs2TegsuqtXndDCHGcoEYpr0oZFSmYi6mnfx1E6i7fYeAd3a3ttyorqFjOBPjUaUsxpeZyr7shhBhDQSAIzeH5egXFZ2DynM8rPYqWwZ9b0VC3WFlBhXIiwKsmvBMzZ37K624IIU6BCCgIOV+CXVLxdlTWKL1RkQB8d/nGet+tesj6AC8pPROn134JoKz/UIXIeGFNRyiFs1KOV1nzUZRUKj2jqkjT8PDVP5iRp7KoU1mdavkFM1E//1ZoFPK6K0KIBBWkeFbK0QiEybNvQkHxWYp6BTB4QXG44JvKCiqQtQEeCldgwcI7EAgUed0VIUQSdCLkBZxPpRAFUDP3qwhFpino1ShesaKh/t0KCzqSlQFOWgC1df+FcFj50ZNCiDQoCOgpb7M/mh4oxLR5/w09oOyMKgL4B35ZH56VAT579nKUlCzwuhtCCAcKFIzCASAUnoya0/4TRMrOqJqkGaEHwd5fSZl1AT5h4sWYPOVSr7shhHAorOsIKnigCQAFJYtQOWWZkloAwIT3LG+ovU5ZwRR5/h3E6aXG4tQ0PQ95edUoKzsX1dWXIL9ghtddEiJhhs3ojcfVFGMb+7d/Bf09zyiqhyFN185Ze8XWZjUFk5d1I3BxLNuKYmhwNw4eaMSWv1+N115dB7ZNr7slREKCGiGsKZr6IA2T53wRobCiI2gJ+bZlP+jl+eES4DmE2cLBgz/B1pc/LyEuMkZBUIeqyQI9UIipp38NmhZWUg+Ec6vN+pVqiiVPAjwHdXc/j1277vW6G0IkRCNCxOE5KUcL589E9awbldUD+Os3PHT6TIUFEyYBnqNaDj6GoaG9XndDiIREAmoPBCypvAglFe9QVa5A07X7VBVLhgR4jmK20Nb6uNfdECIhGqkP8UmzVqi7zYfo4pWbaq9SUyxxEuA5rLvrea+7IETC8gOa0lMGdb0QU+Z8Udn6cCa687qHFqZ196AEeA6Lxtq87oIQCSMQIgG1kZVfNB+Vk5eoKlcRDhhrVRVLhB8CvN/rDuQuz7cBCJGUSECHgh32x6ia+lFECtVcbs6gJTc8XPceJcUS4HmAM7DP6z7kqrzwRK+7IERSCIQ8TfUNZzpq5nxZ2XVsmo0Ny5+Yo2id4jhtpaORUyHm33rdh1xVVn6+110QImn5AU35KDyYV40J0z6uqtxs6gl/RlWxU/E8wJm17wJked2PXEOkY1L1+73uhhBJIyLkqdqdeZTyCe9HfpGqQ/D4q9c31ita4jI2z7aAjnrusfb2i655+1tiscOzvO5LLplSczkmTrzY624o1zvciVfanscLB57Giwf+jObW57GvazsGYr3IDxUhHIx43UWhQEAjDNuKx31EiBTPR+/hJ8DsuHZYYxQ/+2j7L1V0bSyeP8Xa2NlZHI5a27e+dPOk7m5Z1pYOZWXnYv6Cb4GUzyV6x2YLL+7/E3a2vwxm+6SvIdIwp2ohzqx5C8iFEZxIr/64iZjqEAfQfmAj2g/8UEUpG2yft37ZK1tUFDsZz6dQ8mL4KpE+af6Cb2FKzeUqz+wVxyHSMaVmcVaG99Ov/hyvHn5xzPAGAGYbrx5+AU/v/DnYhS98kV4RReeFH6+qZgnyCmarKKUx0R0qCo3F07T86aGe2cz2DwEKEGkoLz8fVVVvg6aHYFnDsO0omOXQJSd0PYL8/GmYOOldmHv6FzBx4sWgLLvg+YX9f8S+rh0Jv34g1gvTNjCpZIZ7nRKu04hg2AybVZ9IrSGv4DT0tj8JwFltAs0479KJLz/32GFXjpz1dArlJwc7HgeRPEkTKesd7sRvmzadcuR9MhppuLj+ShTnlbvUM5EOcdtGX9xwpXbb3nvR1fqYilKvRfsjtfd/aovyjno2FHvkQMeFEt7Cqd0dW5MObwCw2cbu9q0u9EikU0jToKteU3jEhJqrEQhVqCg1O1IcvVpFoeN5EuCNzDppdJcXbYvs0taX+omKTt4r/COsuzMTrOn5mFBztZJabPMtbmzu8STAtZbOTwOQW4eFY0Px1E9icPJe4R95uroLH45XWvUuRArmOi9EmKZ1hz/pvNCx0h7gP29vLyKir6a7XZGdTCv1aUXDUnTXovCURkBY0eXHJyANE2feoOQURCb+8rWPL8pX0KvXpT3ATYNWMlCZ7naFENkrz6UlhQCQX1iHooq3qihVndcfVXqTfVoDvLGrq4RBq9LZphAi+wU1gq65t6hu0vRPKbpHk7/0+e+dXqSgEIA0B7ge5ZsAyLotIYRyrk2jAAiEqlBRfbmKUpXRiH6DikJAGgP8sQN9FQx4dnuzECK7ubUaZVTF5MXQAyUqSt30uYcWKjm7Nm0Bznr8ZgDF6WpPCJFbdCIEXZxG0fR8VFQvVlGqwtCta1QUSkuAN7T0VTLT9eloSwiRu8K6u2f8lE/6IALBMsd1WMNnL290fpRJWgI8BONLAJRN3AshxMm4OQ8OAJqeh4rJVzgvxDxzklX/747747wnp7Zpb08ZgGvdbkcIIYhGtte7qWziJQiGnK+EJps/77SG6wGeFzSvA1DodjtCCAEAYcU31x9P00KonKLgJnvCuTdsrH+To74478XYvsMcZMjctxAifUJpuKyjdML7EMqrdlxH03CTo/c77sEpVLZ1LgNQ42YbQghxNAIQ0t0dhRMFUK5kXTh/cMWm2tNSfberHyUz3ehmfSGEOBm3H2YCQFnVu1SsC9dYoxUpv9lp62P5SUvnuwCc4VZ9IYQYS0jTXb+uhrQwyid9wHEdjemjqR5y5VqAM5zN7QghRKpGVqO4f+FY2cQPghyekcLgkkjf0GWpvNeVAH+srWs+Ae90o7YQQiQimIaHmYFgKUqrnEcdE6V0VrgrAW4xroXH920KIXJbOubBAYw8zHR+Ufibl2+sr0v2Tco/wsb9+yPEvEx1XSGESIZG5Np9mUcL59WgqPQ854U0/o+k3+K81WPpeuQyyJGxQggfcHtX5igVR80S8LFk781U/tExUpvLEUII1YJ6emZy84vPQCgyzWmZSuoJfTCZNygN8MaD7acDeLPKmkIIkaqQpiu5zzIRZRPeo6JMUgNgpQFOpH0S8vBSCOEjLh+N8rrSqotBFHRa5h03bD59cqIvVvahNW7jEAEfVVVPCCFUCKZpHlwPlKCo/I1Oy2ga6x9O+MVOWxull3d9AMAEVfWE8AJ73QGhXLoCHADKJrxXRZmEr/1R9pExQ8H5ikJ4S+b/sk9A09L2Hza/5GyEwgnPgIzlTSsb6xN6IqokwH/e3l4EQMkMvhBCqEQAgmlYDz7SFqFkwsWOy9imfWkiL1QS4HFD/wCAiIpaQgihWpDc31Y/qrTq3Qp2ZmoJTaOomUKhxOdshBAi3QJpWg8OAMFQJfILk94VfwwCX3Dj5nkzxnud4wDf2NlZTMyOf2YQQgi3BJyfVZKU4oq3OS1BNrRxTyh0/FGF4/whAHlO6wghhFs0ArQ0PqIuLn+L42kUZhp3HtxxgBPTR5zWEEIItwXScD74622FKlBQtMBRDQLO+8yD8ypO9RpHAf7T3d2lkHO/hRAZIJDG9eAAUFzxbw4rsK4H6KJTvcLRR2Tl2RcDCDmpIYQQ6ZDOETgAFFW8FYCz1S9M2imXZzsKcALe7eT9QgiRLukO8ECgFAXFCx3VIOA9q1ePndMpBzgzkw28K9X3CyFEOmmgtD7IBICi8jc5rMBVXafNO2usP005wB852HMGMRzvGRVCiHTR0z2NUnq+8yJEY850pBzgmsYyfSKEyCh6ep9jIphXjWCes3EuEY05D+7gw2E5+0QIkVHSvaEHAApLz3X0fma6YFVj/UmvqUzpo9nY2VkM4A2OeiWEEGmmqb9FclzOLzxm3TL4LSf7k5Q+mrwYLgLg+OoJIYRIp3RPoQBAQfGZIC2pu4pPQEQnfRqa0ofDzO9w1BshhPCATum6IfNfSAujoGi+oxr2GHcNpxTgY303EEIIv0v3ShQAKHA4jULgs6/+wYwTzpxKOsCPzH87+3YihBAe0T24d6mw5GynJcIl4YJzjv/NpAM8HMMFcLo/VAghPKJ5MAIPR6ZDDxQ4qmEzTpj5SH4KheH42mUhhPBKundjAgBIQ8TpJQ/EzgOc6MTvAkIIkSn0NN2PebxIUb3TEm8+/lyUpAK8kVkHoGBvqBBCeCPNp8q+Lr/Q8aPDsp55808/+jeS+lC0lp6FAIqc9kIIIbyS/oWEIyJFtSAKOKrBtr3o6H9PKsBZY9l9KYTIaJ7MgQPQtDDy8mc7qsGgY675SSrAiflMR60LIYTHiADyaB48v9jpNAofc8B4srNBzk4nF0IIH/BoGhx5hfOclkgtwFczawAcP0YVQgivaR6NwPPyZzotMXl545yq0X9JOMDrDrTPAlDotHUhhPCaVyPwcGQqiJydA0hG+PV5mIQ/DtI1mT4RQmQFr+bAAR3hyFSHNezXszjxb0RMEuBCiKzg1UoUAAg7XIkCTXt9JUriI3DCgvFfJYQQGcC7/EY4f4azAjanMAInGYELIbKDh/mNvPxZjt5PRHNHf51QgDdu4xCYnbUqhBA+4dkUOICwwwBncMmnNy0oAxIMcK24fXqirxVCCL/zcgQeDFVADzhb0BfWzZlAogGu6TMctTZGcAUAACAASURBVCaEED7i5QgcAILhakfvt6yRTE4owJnI8epzIYTwD28TPBSe6Oj9GtmJj8BtYIaj1oQQwkc8HoA7HoHbNJLJCQU4gWc4ak0IIXzF6xH4JEfvH83kxB5MMmQKRQiRNQjsafuBPGdTKMyU+BQKSKZQhBDZJNNH4JgBBo0b4I3790cAOPt2IYQQ4nXBcLXTm4EKVj1SXzZugOuhomp4/e1KCCEUYo+nUDQtDD1Y4qhG3LYqxw1wyzYrHbUihBDiBHqwzNH7gzYqxg1wglbhqBUhhPAZ9nYADgAIOByBsx0YP8A1tmUELoTIKuyDSWE94CzAbeLxp1AAkhG4ECLLeD8E1wPFjt6vEY8/ArcBCXAhRFZhHwzBAw5H4IyE5sBZplBE1mLb8roLwgNeb+QBAC1Q5Oj9jASmUEimUEQW+8uuX8Ji0+tuiDTzxQg86HQKJYERuM0yhSKyV0vPbvzttV9JiOcYm2yvuwDN6UNMRvn4q1AIzk4eF8LnJMRzjy+WEerOopVAkcDxv7mqoa7eBn3CBl9EwIyn/3RhJC8yBWVl56K6+hLkF8xw1KgQKgX0IEzLcFxnNMTfMPt90OmELwuRZfwQ4KQFnZYI6aO/Wt1YH1pwadVaBn0P4DcSMAFAiNkiw+hBf982tLb+AqbRi7Kyc0DjH6MihOv2dW1HzBxWUqs/2oO+aBemls6Wz+8sF7MsWB6nuGX1o/vQL1J+PwNdOjAS3l0m/4qAK3DKEwoZ/f1N6O9rwoQJF8onufDcULwfHQMtyur1R7vQKyGe9YYtG7bHAc7WELrafpp6AUKfBgCdFq8B8M5E39fd/Tx27bo39YaFUGR21ULlUx4Hu3fK6pQsx36YQ9Gcfd6SjZC2qqGunpg+neybWw4+hqGhvY46IIRTBeFizKs+R3ndlp7deGbXb2SdeJbyfg0KQORwDpwQ1izQJwHWx3/1sZgttLU+7qwDQihQN/l81JSfprzuwe6d+OvuX0uIZyE/jMAdBzgQ0gC+KNV3d3c977QDQjhGILxhxrtRUzpbeW2ZTsk+tg92YQIKVqEwwhqAaam+Pxprc9YBIRQhTccbZr3XlRCXdeLZxfbD/AkAcvrshiisAalv1LHMIc9vthBilIS4SITtixlwNTQ4nc/n7PnLEJlPQlyMx/LJmJOdfh4xxxQEuE/+NoQ4QkJcnIrX679Hse1wBzHBeYCzDw6FEeJ4EuJiLJbtkwBnx0dAxGUELrKWhLg4Gf9MoTgMcEZMAzscgcscuPAxCXFxPL9MocB29nnDGuIaCHEnRSxLzUFCQrhFQlyM4iP/5wc2O4rekRE4A/1Oapimo7cLkRYS4gLwz/QJ4PwhJgFxjRwGuCUBLjKEhLjwywNMQNUqFEKfkxqGIQEuMoeEeG4zffTMzrKcZSczRzXY7CjATWvAUSeESDcJ8dzlpxG4ZfQ6ej+BOjUQOQpw24o66oQQXpAQz03ZNAIHoVMDnE2hECV9Eq0QviAhnluYGT4agMM0HEUvGOjQAN7upEheZKqjTgjhJQnx3GH4Z/ANALBMh1MoTJ2aTfr/pVpADxSgsGiuo04I4TUJ8dxg+ewUQsvhCBxAp3b3kq1/Z9DfUnn3pInvhq6FnXZCCM9JiGc/Pz3ABADT4Qicye7QAEBnXA8gqUWJoVAZps24xlEHhPATCfHsZvrlJocjbKd7aKyRh5hYu2zbCwCuBCihy/90PYK6+v9GMFjirANC+IyEeHZiBiyfbKEfZRpdjt5PR1ahAADWL21q1IjeycD+U70pkj8NC8/cgOKShY4aF8KvJMSzj8G2rw5Ota2o43XgelDrpON/c/kTc8LoCV1NoA8DvADAxEAgn4uK6rQJEy9C1YR3QtNCjhoWIhOwbeFvu57AgZ7XlNeeXDoTb5j9PuhO70UUCRkyLQyZ/vmmGRveg9de/ISTEoPrlzYVnhDgJ/Noa+dfmfEGJ60JkYkkxLNDb9yA4aM58IHuZ7Bv+y0pv5+BbRuWNs3Xxn8pwIw9KbckRAaT6ZTs4KcdmABgxA45ej8R7wZGLjUe/8Wg3Y5aEyKDSYhnNpPZV/PfABCPtTkrwJR4gDN4j7PWhMhsEuKZy2/LBwHAiLU6rEB7gAQDXJMpFCEkxDOU4adbHI5wOgJnTiLATduSKRQhICGeieI+m/8GnI/Add3aAyQY4Oir2gcgoU0+QmQ7CfHMYdgM9tkEuBHvgGUOOisyHN4FJBjgi+spDkD9OiohMpSEeGYwbP+NO6NDuxy9n0C9a695oQdIdAQOgIGXHLUqRJaREPe/uA8fYMYGnc1IM/iV0V8nHOBEeNlRq0JkIQlx/2JmmD47gRAAYsPORuAMfn0wnXCAg1lG4EKchIS4P/lx9A0omUJ5fTCdcIDrekBG4EKMQULcf+I+HH0zm4gPn/K8wPFrwE5+BP6hCSW74PD+TCGymYS4v/jxAWZseB/Y4X9D28DW0V8nMQdOTIRtjloWIstJiPuDYdu+usB4VGx4j8MKdPCej73SOfpvic+BAwDLShQhxiMh7r2YD0ffABDtb3b0fjruWWRSAc5ELzpqXYgcISHurbjlzweYg/0OJzE0BwFuW6ldfixELpIQ94Zhsy+nT2wriuigs/2Qtk3HLCZJbgplSunLAJzdAyREDpEQT7+Y5c/pk+HBZjg9kYRJ33L0vycV4IuJLAaec9QDIXKMhHj6MANxn85/D/VtHf9Fp9Zx95KXtx/9G8mNwAFohL847YUQuUZCPD1M9ufqEwAY7ncY4IS/gHDMR5f0ZXydHc8023YMw8MHATDCeRNQUrIQ4fBEZ50TIsuNhrgbd2yOhniu37EZ8+nDS2YLwwPbx3/hqWrYJz6DTOhSYwBYvrG+jjT+JkDvBVg/tgihrPw8zJz1aRQUqh9hCJFN5KJkdzCArmgcDP8NwaNDu7DrpWsd1SDQW9Yt3fbno38voSmU5ZvqryaN/wngkuPDGwAYjK6uZ/HPLdeirfXXjjopRLaT6RR3xC3bl+ENAEN9/3RaImaXxp4//jdPCOPjrdxUdzkIG5HAdAvDQmfXX1BYOAf5+dNT7KcQ2Y9IQ03pHPQNd6Iv2q20dn+0B73D7ZhSNgcaJf2YK2MNmiZsn13eMOrw/gcd3cJDhGfXX7r9geN//5T/dZc3zqliwn1IYqoFbOPVHf8D0+xPvpdC5BAZiatjMcPw6emDthXFcL+zswCZ6aSLR04Z4GSEPgOgPNnG4vFutLX+Ktm3CZFzJMTViPp07TcADPW9ANuOO6rBwJ9P9vun/vmK8OFUGzx06DepvlWInCIh7hQj6tPVJwAw0HPC1HWyTD0WfPpkfzBmgK9qrIkAqEu1xcGB144sNRRCjEdCPHUx2/bdxcVHUxDgz4zegXm8MQNcM/MLTvXniejsOOmoXwhxEhLiqYma/h19x6IHEI+1OKpBjDGX9o0Z0HZgaBAgRxNLnZ2yaVOIZEiIJ8e0/fvwElAy+gbpPOZ89JgBftfiA8MAO9pp0Nf7EgxDzr4SIhkS4omLWv7+OAa6HQ9i29Z+pHnMReTjTJHQ/zppmdlCV9czTkoIkZMkxMdngRG1/Dv3bRpdGOpzepUwP3n8+SdHO2WAs0Y/d9g6umQeXIiUSIif2sjct38DvL/zaTA7W95INPb8NzBOgFdo/BQcXmTc2fUMbCvqpIQQOUtC/OSYgajp37XfANDb+ZTDCmRpuva7U73ilAG+evG2ODM5OtzEtqLo6PiTkxJC5DQJ8RNFbcu3554AgBnvwNCA0zvg7WfvWryt61SvGHeZoKbhFw57gfbDv3daQoicJiF+LP+Pvv8IsNPVMdqj475ivBcM68O/AuBoH2hX17OIx0+6Dl0IkSAJ8REx24Ll4407ANDX9UenJdhi23mA3794Vy8YJ93GmXBP2EJH+x+clBBCQEIcAIYNf4++jfhhRPubHVbhv92zrHnveK9KbKelhp847A0OH/qt0xJCCOR2iEctG6bPR989h3/rfH6e0ZjIyxIKcCtuPwKH0yj9fdsQHXa2pVQIMSJXQ3zY9F+fjsE2etodH+Rn60EroUFzQgF+z8de6QSxoyE0g9Ha9ksnJYQQR8m1EI9a/p/7Huz9B4xYm8Mq9PRdi3ckdBJg4odV2diUcn+OONT6K7Dtn08IITJd7oQ4Y9jnK08AoOuw83sQCHZC0ydAEgEeLc7/BQBH1+zE411ywJUQiuVCiEdN2/ejb8vsxUC346NDbLLw00RfnHCA33/JliEw/Sy1Pv1La4vj3flCiONke4gP+fjGnVHdh38DZsNhFfr92o82J3x5ZnLnfRMaku7PcXq6/46oXPQghHLZGuJDln8vKz5aT/uTjmsQ8wkXF59KUgFeXl31vwA5Sl8Go7X1cSclhBBjyLYQtxkZMfc92PsC4sP7HFah9rJgcgcIJhXgq9/+lAmyv59cp07U2vK4HHAlhEuyKcSHTBMZMPhGV6vjrTIA84OrF29Larl20lemBaA/4PSmHtPsQ1ubozOyhBCnkA0hbrLt69vmR8WH96O/9znHdTRdS3pwnHSA37lk634CHK9UP3DgYcdn5QohxpbpIT7o8y3zozpaGxUcXIU/rb1ia9L771O6tNgGvpPK+44WHW5BV+dfnZYRQpxCpoZ4zLZ8fdflKNPoQV+HgtNWib+byttSCvC2wLYnAIx70Mp49u9/2GkJIcQ4Mi3EGcBQhoy+u9p+Ctt2dMoICNQbLcwf9+TBk0kpwB9ZDItBjh9m9vW+hP6+JqdlhBDjyKQQHzZN32/aAUYuq+k+7HxFHYMfuv+SLUOpvDelAAcAJvO7cHjAFQDs27fRaQkhRAIyIcQtZgxlwLJBAOjpeBKW4ejGSQBk6RatT/XdKQf43Uu2t5CCjT1dHX9Gf/92p2WEEAnwe4j3G344d2V8zCY6Wx5RUelnd310285U351ygAMAE6+Bw2uhGYz9ex9yUkIIkQS3Q3zL3tQe6g1bFswMeHAJAN2Hfqng1EFAg73G2fsdWH9F81YGHN/U0NnxtIzChUgjN0N8T0cz9nYmtyLOAmPI72d9H2HbcXS0OF+AQYS/rF36yt+c1HAU4CMF2NF3EGBkFL5v74NOywghkuBmiL988K+wk1gbPRjPjB2XANB96Ocw4x2O67CC7HQc4OuWNv8OwD+d1pG5cCHSz60QH4r3o70/sWOTYraFeIZMndhWFJ0tP1ZRaler3vwLp0UcBzgAgPgupyUYjH17HK9MFEIkya0Q7xwc/1RUZsZghjy4BICuQz+FafQ4rkPgNY8shuPlNkoCPNqX/zCAXU7rdHb+Fd3d/1DQIyFEMtwI8Zgx/tLmAcOEnSFTJ7Y1iM6WhC/LOZWO4aL8H6oopCTA7//UFoMJ31BRa/dr96g4V0AIkSTVIR4K5J3yz4dNC7EMmToBgI6DD8MyHV1KBgBgpjtS3bhzPDVTKADa9KYHAbzqtM7AwA4cPuR4YYsQIgUqQ7wkv2rMPzM5c1adAEA82oqutpR2ux+H2q0g7lFQCIDCAD8yn3Obilq7dt0Py46pKCWESJKKEA8GwqgunnbSP2Mw+uOmsw0kaXZ433ccn3kCAAz71nsXbxtQ0CUACgMcAFoDTQ8B2OG0Tjzejpb9SuaahBApcBri8yaeA10LnvTPhkwLVgZNkw72voC+rj+rKNUaCPQ7Psn1aEoDfGQUTreqqLVv/0bEFKy1FEKkJtUQryycgtMnnX3SPzNsOyOuSBvFbOHQ3nuV1CLwf9+1+MCwkmJHKA1wACivrtoEBXPhljmEXTuVTRUJIVIwGuIzK+sTen1VUQ3efNol0Eg/4c9sBvoNp7e2p1fP4d8gOuR4gR0A7C0LaCmd+X0qJ/4tO/TUg3vs8y6b0ErAYqe1hgZ3oai4HpFIjYquCSFSQKRhSulsFIRL0T10CIZ14lxwQA+hfvIFOGfaOxDQQyf8OTPQZxgZcUzsKNsaxIEdX4NtOx80E/Pnbl/S9HcF3Tq2ruqCAAAGrXy47mlmvMlpqUj+NCw69wfQ6MRPCiFEetlso2PgIDr6WxA1hxAO5KEkUoXqkuljznkDI+u9M+F+y6O17tmA7rakLok/KSbsjPVF6u7/1BblP34EVBcEABAYm3ETgL/B4TeJ4aF9OLDvYUybfpWavgkhUqaRhglFUzGhaGrC74lZVsaF9/BAM3oO/VJJLZ35ZjfCG3BhDnzUuiVNzwJQcWAu9u19CNHhFhWlhBBpZNmcMWd8j2I20fLaGiWXrhPwf2uXNv9MQbdOyrUABwDbtL4IwPGCbtuOYcf2b4EzauWoELltdN4703QcbEBseI+CSmQB2ioFhcbkaoDffdX23QzcraJWT88WHGpV8yONEMJ9/UZm3G15tPjwfnQqOOv7iO+sW7r1JVXFTsbVAAcAk/VvEHBYRa3XXrsHsdghFaWEEC4aNE3E7cya9wbbaNl1h5IdlwC6gzC+qqLQqbge4N9e9nI3gz6vopZlDspUihA+F7OsjNqsM6rr8OMY6t+mpBaDv75m6Q7XdyK6HuAAsH7JtocA/EFFre6u52QqRQifMmwbAxl0SNWoeKwFh/d9T1W5V2L9+WnZhZiWAAeBdWA5ACVPNGQqRQj/MW1Gn2FkzNVoo5hNHNzxDdiWkhNeQUw3urVs8HjpCXAAdy1t2kagtSpqWeYgmpu+rmSZjxDCOQuM/gwMbwBo3/8ghgcVXefI9KN1y7Y9qabY+NIW4AAwXJS3GsAeFbX6el+Si5CF8AFmoD+WeStOAGCo/2V0tio7+bQzbumfU1UsEWkN8Psv2TKkgZWti9y39yH09r6oqpwQIgX9ZhxmBh0PO8oyB3Hw1duU/SRPwI33XfWSkhV3iUprgAPAyK4kUrLQktnCK01fg2H0qignhEjGkY06cSvzRt4A0LZ7LYy4srz9zbqlTRtVFUtU2gMcAIIwlqtaGx6LtePVHd9SUUoIkYR+w0TcyryRNwD0tD+J3k4lC+MAYFAj+9OqiiXDkwAfWR9J16uq19H+Jxw8+BNV5YQQ4+g3TMQybaPOEdHBnWjdvV5ZPQbfsnbJK3uUFUyCJwEOAOuWbnuUmX6sqt6u1+6R+XAh0mDQNBHLsNMFR1lmPw68+jWwujt3n2sLNG9QVSxZngU4ANim9RkAShZ0s22iedt/Ih5vV1FOCHESg2Zm7rIEMLJVfudtiEdbFdXDkA39Y0cudPeEpwF+z8de6WTWlE2lxOPdaNr6FTBn3gloQvjdoGliOAN3WY5qP/gQ+nueU1iRVt299OVXFBZMmvIr1ZL13GOHm8+/bMJUACe/BTVJsdhhGGY/KireoKKcEALAoGFiOEOnTQBgoPsZtO5ZD6g6R4nw8/VLm25WUyx1no7AR4UMfSUAZd/JWg8+hjY5L0UIJfozPLzj0YM4+NptgLq16i1BNj+hqpgTvgjwO656aRAaXw6Q89tDj3j11TXo7lZ+h6gQOaXfMDL2gSUw8tBy3/ZbYJmDqkoymD+ZjpMGE+GLAAeA9Vc0bwXbX1JVj20TTdtuweDgLlUlhcghIwdTxTJ0nTcwckjVgR1fR3x4v7qawJ3rlzU/oaygQ74JcABYv7R5PQO/UFXPMgexbeuXEI/3qCopRNZjAL3xzN2kAwAMRstrazDY90+VZbf2x4ZuUVnQKV8FOAiMQPwTAB1UVTI63IKmrV9SdcuGEFnNBqMvbsCwMze8AaB9/w/R2/E7lSX7yLIu++E1e6IqizrlrwAHsGHxznYN1uUAlCVuX99WbH/lGyofYgiRdSxm9MYyP7x7Dv8aHQc3qSzJIL563Ue3KzpzVh3PlxGezDOPdhw4/7KqDgDvV1VzaHA34kYPKireqKqkEFnDtG30xk3YGX5d4WDvFhzceSsApd+Ebl+/tFnJ5eyq+TLAAeDZR9v/rnJ9OAAM9L8CZgulZYtUlRQi48UtG71G5m9+Gx54Bfu236JymzzA+H1rsOk/mh7x53c23wY4ANS+v+C3YT34LhCmqKrZ2/sidD2C4pIFqkoKkbGGLQsDRuburhwVHdqFfc2fh20pWy4IMPZxMP6uHyzuGlBXVC3fzYEf7YfX7IkGNO3DACk94GT3a9+WjT4i5/UbBgazILzj0YPY1/xFWGa/yrJRYrpsw+Kdvj5cydcBDgB3Ltm63waugKILkYGRJUav7rgDHYeVnQcsRMawmNETj2f0Gu9R8Wgr9jbdBNPoUlqXmG9Yd+W255UWdYGvp1BGPfdo++7zLqs6SMAH1VVldHT8CZH8KSgomK2urBA+ZtiMPiOODL1E5xhGvBN7m2+CEVN7ixmB1q5b1nSb0qIuyYgAB4DnHm3/5wWXVUYAerO6qozOjj8jP38aCgpmqisrhA8Nm9bIzfFed0QB0+jB3ubPwYgq2zICAGDgZ+U7mj7+1FOZ8deUMQEOAM/+pOP3F2ytnAuQwieQjM6OpxGJTEZBoYzERfZhBgZMI6MPpDqaaXRhb9PnER/eq7gybQmbgQ/cuvJQxuz68/0c+DEIrAX6P86gv6ksy2xh+yu34vChJ1WWFcJzlp09890AYMQOYfe2GxEb3q269B4Cve+Oq15SuIzFfeR1B1KxsmH+RIb9DIAZKusS6Zh7+ucxcdJ7VZYVwhNRy8KgYWbGXEAC4sP7sbf5Zhhx5QcBdmua9qa1V2xtVl3YbRkZ4ACwYlPtaSB6GsBElXUJhBmzP4WpU5epLCtE2thHpkwy+TCq48WG92Bv8xdgxjtVlzZAeM/6JU2/V104HTJqDvxozz7W0XX+pRV/ANEVAMIqa/d0/x22HUdp2SJQ5n6PEznIsG30GXGYdraMu4HhgWbsbb4ZltGrujSD+Jr1S5p/prpwumRsgAPAs491tL7hsonPMPgKAAGVtft6X0Y81o7yijeAKLMeFYjcwxi5szKbpkyAkbNN9m2/Re0Oy39ZuX5p8wNuFE6XjA5wAHjm0cN7zr+0aisIl0HxQ9mBgR0YGtyFiso3g0jp9wchlDHt7DgC9ng9h3+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"path": null
} | Generate code for a svg of a vector illustration of a clock icon, encased in a green border, set against a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<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 0 368 368" style="enable-background:new 0 0 368 368;" xml:space="preserve">
<circle style="fill:#ACE6ED;" cx="184" cy="184" r="176"/>
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<g>
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"path": "emoji_u1f468_200d_1f33e.png"
} | Generate code for a svg of a man farmer | <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="hat_x5F_back">
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<g id="neck">
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<g id="ears">
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<g id="head">
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<g id="eyebrows">
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<g id="eyes">
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} | Generate code for a svg of a couple with heart: woman, man, 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": "emoji_u1f924.png"
} | Generate code for a svg of a drooling 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="2880.8999" gradientTransform="matrix(1 0 0 1 0 -2818)" 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>
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} | Generate code for a svg of a red apples resting on a shiny silver tray. | <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 0h96v96H0z"/><path fill="#bba9a7" d="m67 38-7-1h-2l4-3 1 2q3-3 2 0z"/><path fill="#a5211f" d="m60 37 7 1v1h-6z"/><path fill="#e0685f" d="M58 37h2l1 2h6l1 1-1 2-12-3q0-2 3-2"/><path fill="#f8edea" d="M68 40q2 1 2 5l-2 2q-2-3-1-5z"/><path fill="#cb443e" d="m54 41 2 9-2 2-1-6q-4-6-12-2l-6-2 11-2z"/><path fill="#d82627" d="m55 39 12 3q-1 2 1 5l2 1q-4 3-4 7-6 2-10-2v-3l-2-9q-1-2 1-2"/><path fill="#ce938d" d="m67 38 10 8-4 2-2-1-1-2q0-4-2-5z"/><path fill="#dc2d2b" d="m35 42 6 2q8-4 12 2l1 6v3l1 2q-3 2-3 7 8-2 14-7l3 4q2 7-6 8h-2l-15-1 3-3v-3l-9 1-5-2-3-3-2-4q-1-6 2-11z"/><path fill="#962429" d="m70 45 1 2-1 5-4 3q0-4 4-7l-2-1z"/><path fill="#e4413a" d="M77 46q4 0 7 4l2 6q-3 0-3-2l-3-3q-1-3-4-3l-4 4h-2l1-5 2 1z"/><path fill="#f2eeee" d="M70 52h2l3 2 2 2v1l-4 7 3 1-4 1-3-5-3-4v-2z"/><path fill="#8a3747" d="M80 51q-4 0-5 3l-3-2 4-4q3 0 4 3"/><path fill="#8b6361" d="m84 50 3 4-1 2z"/><path fill="#c3b0ab" d="M56 50v3l-2 2v-3z"/><path fill="#c58670" d="m80 51 3 3-6 2-2-2q1-3 5-3"/><path fill="#998a8f" d="M10 58H9l-1-3q-7 5-3 12-3-1-2-3-3-9 6-11z"/><path fill="#d3d2d4" d="M32 43q-3 5-2 11l-4 3-3 2v-6q-10 0-6 11-6-4-6-9l-1 3-1-5q-9 2-6 11-3-2-2-5l5-8q2-2 3 1 3-4 7-6 7-3 16-3"/><path fill="#f3f4f5" d="M23 59q0 8 9 9h-7q-3-3-6-2l-2-2q-4-11 6-11z"/><path fill="#a09391" d="m17 64 2 2q-7-2-9-8l1-3q0 5 6 9"/><path fill="#6f6368" d="M83 54q0 2 3 2-4 4-9 1v-1z"/><path fill="#5b4a49" d="m30 54 2 4-5 5q-2-3-1-6z"/><path fill="#520812" d="M56 53q4 4 10 2v2q-6 5-14 7 0-5 3-7l-1-2z"/><path fill="#cbc7c7" d="M87 54v5l-1-1-8 5 3 1q1 2-1 3l-1-1-12 4-4-1q8-1 6-8l3 5 4-1-3-1 4-7q5 3 9-1z"/><path fill="#a8978f" d="M26 57q-1 3 1 6l5-5 3 3q-3 3-2 8h30l4 1v1H41q-9 0-16-3h7q-9-1-9-9z"/><path fill="#8b0d14" d="m35 61 5 2 5 2q-4 3-7 1v3h-5q-1-5 2-8"/><path fill="#6a565d" d="M9 58q-3 7 4 12l19 7-8-1-14-5-5-5q-4-7 3-12z"/><path fill="#a38483" d="M19 66q3-1 6 2z"/><path fill="#802124" d="M61 69H38v-3q3 2 7-1l-5-2 9-1v3l-3 3z"/><path fill="#32222a" d="M9 59q5 10 18 12 15 3 33 2l4-2h3q2 0 2 2-3 3-7 3l-30 2-19-7q-7-5-4-12"/><path fill="#86544a" d="M41 71h23l-4 2z"/><path fill="#645760" d="M80 67q-5 5-11 6 0-2-2-2v-1l12-4z"/><path fill="#c12218" d="M9 58q2 6 9 8l6 2q7 3 16 3l19 2q-18 1-33-2-13-2-18-12z"/><path fill="#77575f" d="m62 76-6 2H32z"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white logo with a mortar and a mortar on it:My primary focus is on the visual elements that define a logo's identity and its ability to communicate a specific message or concept. I aim to create a visually appealing and memorable design that is both functional and aesthetically pleasing.The core mechanics involve:* **Shape and Form:** The logo's shape and form are crucial for conveying its intended meaning. I strive for a clean, geometric design that is easily recognizable and scalable.* **Positioning:** The placement of the logo's elements on the canvas is paramount. I aim for a balanced and visually distinct design that is easily understood and impactful.* **Detail Level:** The level of detail in the logo is critical. I prioritize a clean, legible, and easily recognizable design that is free from unnecessary ornamentation.Ultimately, my goal is to create a logo that is both visually striking and functionally effective, conveying a clear message and capturing the essence of the brand or concept. | {
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"path": "923a9a8da5e00b16dcf18acc887a1ec2ab4799b029f80026495b5ed9da12ea77.png"
} | Generate code for a svg of a a black and white logo with a mortar and a mortar on it | <svg xmlns="http://www.w3.org/2000/svg" width="48" height="48" viewBox="0 0 48 48">
<path d="M8.394 12.042.05 36h4.926l1.575-5.094h8.645L16.804 36h5.06L13.42 12.042ZM7.69 27.176l2.144-6.904c.402-1.273 1.006-3.686 1.006-3.686h.066s.57 2.413.972 3.686l2.145 6.904ZM46 12H34.828l-5.412-5.412a2 2 0 1 0-2.829 2.827L29.172 12H22a2 2 0 0 0 0 4h17.932c-.45 6.619-3.153 11.669-7.333 14.199A9.13 9.13 0 0 1 28 22a2 2 0 0 0-4 0 13.095 13.095 0 0 0 4.176 9.808A13.577 13.577 0 0 1 26 32a2 2 0 0 0 0 4 17.198 17.198 0 0 0 6.74-1.34A19.404 19.404 0 0 0 40 36a2 2 0 0 0 0-4 18.089 18.089 0 0 1-2.761-.209c3.873-3.495 6.296-8.983 6.692-15.791H46a2 2 0 0 0 0-4Z"/>
</svg> |
{
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"path": "c8d2da35f38dcb8a97733d1e84dd43d48a00329174e6e5fe14cb9454798be7f8.png"
} | Generate code for a svg of a arrows pointing left and right on a white background | <svg width="48" height="48" viewBox="0 0 48 48" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M33.778 23.0005L27.5702 29.2079C26.8868 29.8913 26.8868 30.9993 27.5702 31.6828C28.2134 32.326 29.2327 32.3638 29.9202 31.7963L30.045 31.6828L39.2374 22.4904C39.8807 21.8472 39.9185 20.8278 39.3509 20.1403L39.2374 20.0155L30.045 10.8231C29.3616 10.1397 28.2536 10.1397 27.5702 10.8231C26.927 11.4663 26.8891 12.4857 27.4567 13.1731L27.5702 13.298L33.774 19.5005H26C22.658 19.5005 19.545 20.244 16.8431 21.6677L16.4409 21.8863C13.6784 23.4352 11.4347 25.6789 9.8858 28.4414C8.31964 31.2348 7.5 34.4915 7.5 38.0005C7.5 38.967 8.2835 39.7505 9.25 39.7505C10.2165 39.7505 11 38.967 11 38.0005C11 35.0805 11.6711 32.4139 12.9387 30.1531C14.1724 27.9526 15.9521 26.173 18.1526 24.9392C20.2877 23.7421 22.7849 23.077 25.5157 23.0067L26 23.0005H33.778Z" fill="#212121"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a yellow sunbeam casting light on the park's fountain. | <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="#faf1c9" d="M0 0h96v71q-1-1-3 1l-1 19-2-16 2-3-19-3-7-1-7 5h-3q0-2 3-2l-17-1 19-1 3-4-7-31q-4 0-5-3v1l-4-3q-3 0-3 2-1-3-2 0l-4 7-10 30q-9-1-16 4L0 74z"/><path fill="#faf2b5" d="m45 31-2 4-1 23 3 8h-7q-3 0-4 3h-2q-1-2-3-1 0-2 3-2l-2-1 13-34q1-3 2 0"/><path fill="#fdf9ea" d="M52 32q3 16-1 34-2 0-1 3l-5-1v-2l-3-8 3-27q0-2 3-2z"/><path fill="#faf2bc" d="m61 69-3-3h-7q4-18 1-34v-1q1 3 5 3l7 31z"/><path fill="#f0e25a" d="M45 66v2l5 1q-1-3 1-3h7l3 3H34q1-3 4-3z"/><path fill="#fdef32" d="m73 69 8 3-3 3q-10 1-19 5h-7v-6l7-1 7-5z"/><path fill="#9ab677" d="M32 69h2l8 1 17 1q-3 0-3 2l-8 1h-6l-10-2z"/><path fill="#fdfcf8" d="M96 71v25h-4v-5l1-19q2-2 3-1"/><path fill="#cfce5b" d="m73 69 19 3-2 3H78l3-3z"/><path fill="#fdec2b" d="M29 68q2-1 3 1v3l10 2v5H28l-10-3h-1l-4-4q7-5 16-4"/><path fill="#f3e76a" d="m13 72 4 4-7-1-10 2v-3z"/><path fill="#c8bb41" d="m18 76 10 3-9-1z"/><path fill="#f7eea9" d="M56 73h3l-7 1v6h-4v-6z"/><path fill="#faf060" d="M42 74h6v6l-6-1z"/><path fill="#faf4ad" d="m78 75-19 6v-1q9-4 19-5"/><path fill="#979a50" d="m17 76 1 2 9 1 6 2 8 1v14H0V77l10-2z"/><path fill="#cabe42" d="M28 79h14l6 1h11v2l-25-1z"/><path fill="#9ca04f" d="M60 83h3l29 8v5H56q-3-8-2-14z"/><path fill="#eee340" d="m84 75-2 5h-9v3H60l-1-1v-1l19-6z"/><path fill="#afae50" d="m34 81 25 1 1 1-6-1q-1 6 2 14H42V82z"/><path fill="#e3d746" d="M84 75h6l2 16-29-8h10v-3h9z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a glass vase filled with delicate white roses. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v96H0z"/><path fill="#f1f0eb" d="M64 32q-3-2-5 0l-6 6-3-2 6 10v29q-3-10-8-18l-1 4q-3-4 0-7l-2-2-3 12v2l3-5 2 2-6 13h15q-1 3 3 5-15 2-29 1l7-4 4-24q-1-4-4-6 3-2 3-5l-3-1-3-5 1-1-3-6 3-1q-3-2 0-2l-3-3 6-4 6-1-1 3h4q-3 1-1 4l6-5 2 2q2-4 6-1l7 7z"/><path fill="#95ac8b" d="M39 28q0-2 3-1v6z"/><path fill="#899f77" d="M64 32q-6 1-8 6 10-1 1 3l4 4-5 1-6-10 3 2 6-6q2-2 5 0"/><path fill="#728470" d="M56 75H41l6-13-2-2-3 5v-2l3-12 2 2q-3 3 0 7l1-4q5 8 8 18"/><path fill="#e8eeeb" d="m49 63 6 11-2 2q-4-7-4-13"/><path fill="#eef1f0" d="m47 66 4 9-6 1z"/><path fill="#6d8c9d" d="m41 79 1-1 13 1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a soft white cloud drifting across a 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="#4fa6d7" d="M0 0h96v96H0z"/><path fill="#4ca3d3" d="m58 18 2 2q1-3 4 0l2 6 1-1q4 3 4 7-4 4-9 1l-1 2v7q-4 2-3 7-3 6-8 6l-4 4-7-1-4-2V44l8-23h8z"/><path fill="#f4f4f1" d="m82 71-1-3h-7q0-5-4-5t-6 5q-10-8-15 4-7-1-4-7l6-3q3-2 6 1 3-4 8-5l4 2q3-3 7-2l10 6q4 7-4 7"/><path fill="#dbe5ea" d="m82 71-4 2H62l-5 2-8-3q5-12 15-4 2-5 6-5t4 5h7z"/></svg> | |
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"path": "b34c1d4690777d6e6396250159c910f65e48da46107d67856d743ecbd874d7f3.png"
} | Generate code for a svg of a a black and white image of a peace symbol in a bottle | <svg width="500" height="500" version="1.1" viewBox="0 0 132.3 132.3" xmlns="http://www.w3.org/2000/svg">
<defs>
<style type="text/css">.fil0 {fill:black;fill-rule:nonzero}</style>
</defs>
<g clip-rule="evenodd" shape-rendering="geometricPrecision">
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<polygon class="fil0" transform="matrix(.01856 0 0 .01856 -26.65 -26.65)" points="5e3 3388 4395 4435 5605 4435" image-rendering="optimizeQuality"/>
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<polygon class="fil0" transform="matrix(.01856 0 0 .01856 -26.65 -26.65)" points="2797 7203 4028 7203 3413 6137" image-rendering="optimizeQuality"/>
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<path class="fil0" d="m81.92 111-12.32 21.32c15.03-1.039 28.67-8.927 37.12-21.32z" image-rendering="optimizeQuality" stroke-width=".01856"/>
<polygon class="fil0" transform="matrix(.01856 0 0 .01856 -26.65 -26.65)" points="6587 6137 6285 6661 5972 7203 7203 7203" image-rendering="optimizeQuality"/>
<path class="fil0" d="m38.96 83.31 5.586 9.688c-1.336-2.97-2.06-6.236-2.06-9.688 0-3.415 0.7238-6.681 2.023-9.614z" image-rendering="optimizeQuality" stroke-width=".01856"/>
<polygon class="fil0" transform="matrix(.01856 0 0 .01856 -26.65 -26.65)" points="3413 5713 4028 4648 2797 4648" image-rendering="optimizeQuality"/>
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<polygon class="fil0" transform="matrix(.01856 0 0 .01856 -26.65 -26.65)" points="5972 4648 6587 5714 7203 4648" image-rendering="optimizeQuality"/>
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<polygon class="fil0" transform="matrix(.01856 0 0 .01856 -26.65 -26.65)" points="4395 7415 5e3 8463 5605 7415" image-rendering="optimizeQuality"/>
<g stroke-width=".01856">
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<path class="fil0" d="m81.92 95.15-15.81-9.447-15.78 9.41c3.712 4.992 9.577 7.925 15.81 7.925s12.05-2.914 15.78-7.888z" image-rendering="optimizeQuality"/>
<path class="fil0" d="m68.11 82.35 15.85 9.447c1.225-2.561 1.912-5.438 1.912-8.482 0-10.13-7.684-18.62-17.76-19.62z" image-rendering="optimizeQuality"/>
<path class="fil0" d="m75.74 17.52h-19.19v13.62c6.329-1.151 12.86-1.151 19.19 0z" image-rendering="optimizeQuality"/>
</g>
<polygon class="fil0" transform="matrix(.01856 0 0 .01856 -26.65 -26.65)" points="4483 1674 5517 1674 5517 1436 4483 1436" image-rendering="optimizeQuality"/>
<path class="fil0" d="m50.82 8.37c-1.429 0-2.617 1.169-2.617 2.598s1.188 2.598 2.617 2.598h30.66c1.429 0 2.617-1.151 2.617-2.598 0-1.429-1.169-2.598-2.617-2.598h-30.66z" image-rendering="optimizeQuality" stroke-width=".01856"/>
</g>
</svg> | |
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"path": "emoji_u1f93c_1f3fc.png"
} | Generate code for a svg of a people wrestling: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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"path": "d3d36f3b86f8a158883035a4a4d55430653b91060208541c8cddeed965d11521.png"
} | Generate code for a svg of a there is a picture of a cloud with a sky background | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 40 40" enable-background="new 0 0 40 40" xml:space="preserve">
<g id="Outdoors">
<g id="TNT_5_">
</g>
<g id="Bicycle_14_">
</g>
<g id="Globe_3_">
</g>
<g id="Direction_1_">
</g>
<g id="Pin_4_">
</g>
<g id="Location_2_">
</g>
<g id="Map_5_">
</g>
<g id="Cloud_2_">
</g>
<g id="Wind_3_">
</g>
<g id="Cloudy">
<g>
<g id="Cloudy_3_">
<g>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#BDC3C7" d="M14.9,14.7c0-0.1,0-0.2,0-0.3c0-1.9-1.5-3.4-3.4-3.4
c-1.3,0-2.4,0.8-3,1.9c-0.3-0.2-0.6-0.3-0.9-0.3c-0.9,0-1.6,0.7-1.6,1.6c0,0.2,0,0.4,0.1,0.6c0,0-0.1,0-0.1,0
c-1.2,0-2.1,1-2.1,2.1C4,18.1,4.9,19,6.1,19h8.6c0,0,0,0,0.1,0c0,0,0.1,0,0.1,0c1.2,0,2.1-1,2.1-2.1
C17,15.7,16.1,14.7,14.9,14.7z"/>
</g>
</g>
<g id="Cloudy_2_">
<g>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#BDC3C7" d="M33.1,15.1c0,0-0.1,0-0.1,0c0.1-0.3,0.2-0.5,0.2-0.8
c0-1.2-1-2.2-2.2-2.2c-0.5,0-0.9,0.1-1.2,0.4C28.9,11,27.4,10,25.6,10c-2.6,0-4.7,2.1-4.7,4.7c0,0.1,0,0.3,0,0.4
c-1.6,0-2.9,1.3-2.9,2.9c0,1.6,1.3,2.9,2.9,2.9c0.1,0,0.1,0,0.2,0c0,0,0.1,0,0.1,0h11.9c1.6,0,2.9-1.3,2.9-2.9
C36,16.5,34.7,15.1,33.1,15.1z"/>
</g>
</g>
<g id="Cloudy_1_">
<g>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#ECF0F1" d="M29,20.9c0-0.2,0-0.4,0-0.7c0-4.1-3.2-7.4-7.2-7.4
c-2.8,0-5.2,1.6-6.4,4c-0.5-0.4-1.2-0.6-1.9-0.6c-1.8,0-3.3,1.5-3.3,3.4c0,0.4,0.1,0.9,0.2,1.3c-0.1,0-0.1,0-0.2,0
c-2.5,0-4.5,2-4.5,4.6c0,2.5,2,4.6,4.5,4.6h18.4c0.1,0,0.1,0,0.1,0c0.1,0,0.2,0,0.3,0c2.5,0,4.5-2,4.5-4.6
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</g>
</g>
</g>
</g>
<g id="Partly_Cloudy_2_">
</g>
<g id="Storm">
</g>
<g id="Snow_3_">
</g>
<g id="Rain_3_">
</g>
<g id="Radar_8_">
</g>
<g id="Helmet_04">
</g>
<g id="Helmet_03">
</g>
<g id="Helmet_02">
</g>
<g id="Helmet_01">
</g>
<g id="Rocket_6_">
</g>
<g id="Compass_3_">
</g>
<g id="Hatchet_5_">
</g>
<g id="Wigwam_6_">
</g>
<g id="Lifesaver">
</g>
<g id="Umbrella_4_">
</g>
<g id="Drops_4_">
</g>
<g id="Snowflake_10_">
</g>
<g id="Tree_Alt_3_">
</g>
<g id="Tree_3_">
</g>
<g id="Current_2_">
</g>
<g id="Electricity_2_">
</g>
<g id="Fire">
</g>
<g id="Moon_2_">
</g>
<g id="Sun_4_">
</g>
</g>
<g id="Lockup">
</g>
</svg> | |
{
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"path": "5f85458ef3c75ed32d92484037260d3045adf2b20af752101f6741e34a9336c2.png"
} | Generate code for a svg of a a close up of a green square with squares and a face | <svg xmlns="http://www.w3.org/2000/svg" width="22" height="22" version="1">
<path fill="#667e47" d="m21 20v-18c0-0.554-0.446-1-1-1h-18c-0.554 0-1 0.446-1 1v18c0 0.554 0.446 1 1 1h18c0.554 0 1-0.446 1-1z"/>
<path fill="#fff" opacity=".2" d="m2 1c-0.554 0-1 0.446-1 1v0.5c0-0.554 0.446-1 1-1h18c0.554 0 1 0.446 1 1v-0.5c0-0.554-0.446-1-1-1h-18z"/>
<path opacity=".2" d="m1 20v0.5c0 0.554 0.446 1 1 1h18c0.554 0 1-0.446 1-1v-0.5c0 0.554-0.446 1-1 1h-18c-0.554 0-1-0.446-1-1z"/>
<g opacity=".2" transform="translate(-1 -.5)">
<rect width="9" height="2" x="7" y="19"/>
<circle cx="13.5" cy="15.5" r="1.5"/>
<rect width="3" height="3" x="10" y="4"/>
<rect width="3" height="3" x="14" y="4"/>
<rect width="3" height="3" x="18" y="4"/>
<rect width="3" height="3" x="3" y="8"/>
<rect width="3" height="3" x="10" y="8"/>
<rect width="3" height="3" x="14" y="8"/>
</g>
<g fill="#ffff80" transform="translate(-1,-1)">
<rect width="9" height="2" x="7" y="19"/>
<circle cx="13.5" cy="15.5" r="1.5"/>
<rect width="3" height="3" x="10" y="4"/>
<rect width="3" height="3" x="14" y="4"/>
<rect width="3" height="3" x="18" y="4"/>
<rect width="3" height="3" x="3" y="8"/>
<rect width="3" height="3" x="10" y="8"/>
<rect width="3" height="3" x="14" y="8"/>
</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a black and white icon of a magnifying glass, typically used to represent the search function in a user interface. | <?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="385px" height="385px" viewBox="0 0 385 385" style="enable-background:new 0 0 385 385;" xml:space="preserve">
<g>
<path d="M342.598,42.402C315.254,15.058,278.899-0.001,240.229,0c-0.002,0,0,0-0.002,0c-38.666,0-75.025,15.06-102.368,42.402
c-27.343,27.344-42.402,63.7-42.402,102.37c0,26.388,7.018,51.696,20.161,73.801L10.252,323.938C3.642,330.55,0,339.34,0,348.69
c0,9.35,3.641,18.14,10.252,24.75l1.307,1.307C18.17,381.359,26.96,385,36.311,385s18.14-3.641,24.751-10.252l105.365-105.366
c22.104,13.144,47.413,20.161,73.801,20.161c38.67,0,75.026-15.059,102.37-42.402C369.942,219.798,385,183.442,385,144.772
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l-1.308-1.309c-1.889-1.889-2.93-4.4-2.93-7.071c0-2.673,1.041-5.185,2.93-7.074l102.489-102.488
c2.369,2.748,4.849,5.421,7.44,8.013c2.591,2.592,5.265,5.072,8.013,7.44L43.384,357.07z M324.92,229.463
c-22.622,22.622-52.7,35.08-84.691,35.08c-31.992,0-62.069-12.458-84.69-35.08c-22.622-22.622-35.081-52.699-35.08-84.69
c0-31.993,12.458-62.07,35.08-84.692s52.698-35.081,84.69-35.08c31.993,0,62.07,12.458,84.692,35.08s35.081,52.7,35.08,84.692
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</svg>
| |
{
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"path": null
} | Generate code for a svg of a a small glass jar filled with lavender sprigs. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v96H0z"/><path fill="#7c758e" d="M58 19q2 5-2 9-1-6 2-9"/><path fill="#6a6381" d="m45 29 1 3-1 5-1-2q0-6-3-10 0-3 2-1z"/><path fill="#7e8396" d="M56 30q-2 5-2 0 0-3 2 0"/><path fill="#868899" d="m46 32 2 12q-6-3-4-9l1 2z"/><path fill="#dbe2e5" d="M40 71q-2-3-2 0-3-17-1-32 1-4 4-6l1 3-3 3q-1 15 1 32"/><path fill="#848195" d="M42 49q7 3 1 9l-2-2q-1-4 1-7"/><path fill="#716c87" d="M54 63v-3l2-4q0-3 2 0l-2 6z"/><path fill="#e3e7ea" d="m45 29 9 1q0 5 2 0 2-1 3 1 0 4 3 7v33q-2-3-2 0-3-6-7-7l1-1 2-1 2-6q-2-3-2 0l-2 4q-3-7 3-11l2 2 1-1v-7l-2 2 1-9h-3l-1 4-1-5-4 6 3 7q-3 5-3 12l-4-28z"/><path fill="#a2a4b0" d="M57 49q-1-3 1-4l2-2v7l-1 1z"/><path fill="#67677d" d="m55 40-2 8-3-7 4-6z"/><path fill="#b2c1cc" d="m40 71 9 2 11-2q0-3 2 0l-3 2q-9 2-16 1l-5-3q0-3 2 0"/></svg> | |
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"path": null
} | Generate code for a svg of a black, curved arrow, resembling the letter 'C', pointing towards the right. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 17.1.0, 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"
viewBox="0 0 178.108 178.108" style="enable-background:new 0 0 178.108 178.108;" xml:space="preserve">
<path d="M159.418,0h-3.546C70.004,0,0.146,69.858,0.146,155.727v22.382h45.158v-22.382c0-60.968,49.601-110.568,110.568-110.568
h3.546l18.544-22.579L159.418,0z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
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<g>
</g>
<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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</svg>
| |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a red and white socks worn by sprinters:My thoughts focus on the intricate interplay of color and form, the precise positioning of the elements, and the visual impact of the design. I'm interested in understanding how the colors interact to create a visually appealing and tactile experience. The mechanics of drawing a red and white sock, particularly the curve and the way the elements are positioned, are crucial for capturing the desired aesthetic. I'm interested in exploring the nuances of color theory and how these elements contribute to the overall visual appeal. | {
"bytes": "",
"path": null
} | Generate code for a svg of a red and white socks worn by the sprinters. | <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 0h96v96H86v-5H70v5H36v-6H12v6H0z"/><path fill="#f0443f" d="M50 18q5-1 9 2l-5 11q-1 6 2 12l-1 2q-6 2-11 6-4-3-5-6 9-12 11-27"/><path fill="#ed5147" d="M35 51q6 1-1 4l-1-1z"/><path fill="#e84739" d="M89 88q2-1 4 2l-4 1z"/><path fill="#f6c7bb" d="M86 96H70v-5h16z"/><path fill="#f1988e" d="M36 96h-1v-5H13v5h-1v-6h24z"/><path fill="#f58071" d="M35 96H13v-5h22z"/></svg> |
{
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Tefv0W3src30ikwIj8gGavziD25Bjb8YwIPB/vgf34nZ7/qsUuiwuGNoIpBtRxEagMTwkGflj4wcAPxnr5t/oiwDtap+IpECdfAD2SGJ/rpafG0mAFQS727gVp6yWP0j4ImnSX4L6YAHyB4CMRQClFAGUqt+HKvQnGyse3CMGT0w4exNQHUAAVBAbduyQj/fUjvurk/6iMv7luQEgfwAoUgRQpAgQsUaA94X0kn/lRoAsH6A1jRSoiQBADmCh4MY/QxMT6pK/gBWvo/xlHgS18lcMCgH5A0AhIkDeLIgSzfzQqQDqJB8AyYDV4kyUAVYMrLDjS/4oNu6vTPqLrQWWDesJ7yYgfwBILwJa8wHI38M/PDvA8zhqFQu2ywvdRRk55Me/JXjnCbR+CpQDhucFcIhyD429dD1OYC08AEBh6HeS/56Tk3yE618W9w/KA+1uYIG/Vvb2B/kDQKaeAIr1BER76iK7gCoNA3U+QCgZuPnodTvRGbAqMMsDAJKItv6ffU5eoheT9BMidG1XX3S5XxT5E8gfADL0BJC0WZCsWU9ko6DW9MCAIe97zqgmQeR7XZ+HoPk6HKIcOTJOx0ZHcfK63QOAFIDi0FDWYde/UJsOMXF/vWQfablfDPmLsKYAAKBjERAs7xWS6XwUCud5F24mycFqN6JvX1qLAUGV4Ex0AqwIuO9/K7lGlsETXNiUzr2nWtikGC4k/R3YHwDyEQGKmv2QQEjUFlwjTKgZClizF+WAVeDMPtO+FkCOhqLWcf0LRTKgYkFTkqQ/dcY/BZIDQf4AkI8IaLvnKdCfXz03oPU7UiQFtn7nces3X8v72NZSjwkF8JjgpeMIA5gOw5IA0SdKdbhdtuTJeaSw7EX6Eh+SZ/wL5WRBkD8AFOkJ8OfnKMoDKSYpMMW+IX8OtycA9m6TPd2oAqgAGp3/ZvwrTTXil9Su/46afEjchgTyBwDDRAD52Zc0KwM0PIeqTqFxoQB0BYQHAMhCAOzdq274E9HgI06hx8bytDL+KdoqAICU+IXXz+FLkKsAhdUeXuydtAsXEXsIRe0hzZ84Z4lzlwBzkT4HIMs9H/yh9ACErfWohamw/mPi/sqkP51afyFw+oDM8d63z9KWK+Zp/yGLtj7Yiy8ksOQtimoU5A3dS/IBPBV+nhpD37MG8wGCr+NPKgg+V6N0+dhFyAMwlefgAaiA9c/T/yiSjPVc/zLvQOyoT1LkHAj5KGIAyAKLh4g+etOMQ/7wAsQ5ASLGgpNkZgDptQ5PakzIwoioBjAbEACVsf7Tu/7JszBVC1a+wUgy/gm1/kA+WLdW2OQ/bd8utO5bdYpoiQFAtUZJEsILJwXq5gMk21PkBsXgxCRmA0AAJPGN4PAeq70KOq3rP9F4TyT9AcXj8vMX6EPvm3EIP4gb3zzneAYAmQjQTwqMygegTr2KypAiewH2YC/v3iqA7L4YXBr+g8m/f2Y2Wql3skgjrIf4uD/IH8gH7Oa/6d0zNsnLryu+/7otCAXoiQBFUqDKIJDtEDqlgRoNgpYfOID93Ef/5ogJhAAMxpo9+5SuNbWK13DTxcwT8L1ORNIfAGQBtupvevcs3fC6eHLnx8i8A4B/XYZIO7Rss2kqphMKQDmguYAAMBgrbOWsHN5NGr3+E7bvDHsFZJLAv3kAQBpwvJ9d/pefrx/f58oAQMH/pLAMYvIBMkswVoQCTnH2MsA09GVzwWV69QLEvf+POu00fYsvZsyn3qKUr9OouH+4zS/OD5AenNTXiOsnu6A2r19wcgUeegL2i8oJ4J3455b9SUYAekoDyVc+GNqX46YGKssMG/ev2b2XDq9chZNjGM1hBRmKVvmMhtst7vfBgT1Rrv+wBUCI+wOZg4mfLfmk5O/1AiAhMEoECMX6DW4RQrvJWJI9J4hTDhzESTEQEACGwsn+7zTxT7NGV2Y5eNcv4v5A1uD4Pdf3X3dNumQ+Fg4IBWi4AkiWDyAilnOKUEDEvsODgfpncb5MQ59hVyzOiA1eKNxCM2niX1TDn2jvgIis96fA4gaATtCpy18Fzhu4/PxehAIidlMrOMYvEArwTfPTDAWEflb83n2ulhdg/wF6ce1pODFd5QHozvLIUuEkzHSQ+JekT7eq5E9d74/zAnRqrTdc9mlc/irwc6IqINYJoAgF6JQGps89cl9rORIBjePMnm79Xqp8cLwsHLPTWHwJJnXJnAKI+wNZw+3ql1cXP4QCdESAbmkgBS2IxEZIuPqo/VeuVxN9ALrJAwAXQOZo181KmvYTpUoMVGX9K0v+QP5Ah+DGPkz+eVvoXBWAWQE6+3R4M1DnCAVEAvn3D+29CKWARnNmn7HXaE0xNDnp9M/uOAEnpes/VPKHUwIkBBM+W+VMzEWBGwRt39lD23chH0DuBdAoDWztEs0yP/5JWM1YPu9HVvM5mmV+FDExUFEWyHkAh1ehHLCLPABAlpCq5FjFrdeTW/W0cP0DWeG6a+adLP8iyd/FB96NfIBoEaAoDQzsA/59RmRSiuyC+5sAEAAFuEaqeaxw6mUV1r8y5hZeqyrXXaTrX8D1D3QGt53vjW/OPtFP/z0I5z2gP0CMKyDCWIgOBYjUOUmnuN1NkQUAAQCEwfWyRJGGe0RST3TNv7RNqGrEL04FoAnuyvfxD04nauebF3iEMIsQQG1iSb0AqqoAigkdkiz7X+0F8O5vQPnow1dgDlr1/ykWmM7v5Q1/4PoHklv9HOs3gfi94IqDA4ct+uLd2N7kTgBPrN7b2pckPQBUbQRImj7Q+L3y+QUNTUw6+9xsfz9ORDcIAFBFltb/UYX132HZHyVI/AuqAwCIAMf6b3j9XGnu/jhwUuD+QxZtfbAXJ0uuAsIsHzkrIJD4p5kQGCILq7HPHV61svZeGHgAJNdkncHxMbn1r2/dp078w9YIRKCMDP9Owe9zbE+PfVg4cSTlYk9VgN/6lzX6k7b3U3gJfL8KeAGW7z9Ah1auxEkwAOgEaJIA2H9QQspJy/6SJ/7B9Q/ooFHXP1MJ8nfBo4a5GREgM7iS5hL5TZNkZcrtPx6anID6QidAIIh2goyiAZCuxZ8w8Q/uFyAKjW5+M45b3VSXvwr8flkEoDIgio0i9pIAqSvDiAlKlUeOoBSwezwAcAFkAlbFnByT3PqXWP0R/K5M/MNaAELk2Rjby938OLu+up8DIkDtBYjeD0TkaHFS5hqp9i2/oQMXQNmciT4AhhztBhnx1r9q2IYvJBCX+AfXPxABt7Qv7dhec7wYCxABcSpA5QVIklisuXeNOCIAfQC6wAMAZAEWALrWf1gIRJvxQuEFgO0PBMFJfkyUN717pnLufoiAzs0uqRdAtl8I3b+P3r+GJibwxUMAAC7aHbJSWP8SdR6f+IfvHmi4+znJ7xO21V+lJL9ORACmB8qcANEJgZTEy6ixhy09ijwAE4BhQIbAGQCUg/VPkQsU7A80GudwrL/bLH4VuHHRe99O9PHPoRlNeBORd/2RlwWSsjlQa4CQYlDQUHO/AyAAcBJmZ/2lMZlb/z4Rj8Q/wAFb+tzMp5st/ijRw4AI8NsD/omB1J4K2JzmZ2k0B/LJBZlyEGzwIAQAAQAHgAMnK1aj61+09a+qw4H1D/jBcX5297skWGfPB0SAQgWEzHulD0DR/CfaC9DKeQIgAOouAdwKAJHK+qfIBB5Y/wDH+a/bMkdvuGa+Nu5+XRFw65f7aeIkvg9lh0DydgpM7wXom5nBLtQVAgDnMDW4/r8I6x9lf/UmujrF+ZN+N9zs6EMfG4AIoGAf/3y8AIxTDhys50wAg5ZgTxafBW2A0sGZAVCA9Q/FVj9wfJ8z+znzHeSvBkoEFTylbA6kHjcuNCoCRM2/V1M4sy+jywRIgaHJycACS279R7b8RdlfLYm/rgl+aUUAPAHFeAHY8KnnVEBzNmFUARiARgmgiLlOoq1/Clr/aPpTS1RpWp/JIuAjn+6nA4frPkXQG+vPIRcA2xEEQN35ybX+SWH9i06tf0LTn7oRPzL7sxMBPPyIPQF1HiXsHw2crReAsZSTn7EnQQDUWRA61r9v2lZ21j++XRA/0BncAUJ1FwFe939SL0DrD2RPZ/9x3+wMdiUIgHqT1MjRcUWCjJ71T7D+QfxAbiKAJyFyn4CtD/bCC5DQC9AuKQyEB5pegL6ZWRgmEAD1Rv/MbLg8T6i0kUbmP6x/ED+QKdzZAXUVAZl4ASR6AWOBIQBqD18LYJLMAghG+ON6/nukO6x/ED+QnQjYvGGhll0DO/IC+KWD3wvg6zYIQADUGI0cAEVzHqGy/jV6/sP6B/EDmYLPAfcJYBFQvzLBhF6AVvxfXgXg/shhgLkBtGKurgAQGV9jNUO7C2D7O1Ba/3FfHur+uwZcxnfdlnlnch1gDvh8fOh99esa2IkXwC8QyF8D0Pwlt0GvXS8Ag/ZkNAIqGVwKo2r8I+d4WP/dTvxo4GM2uEzw4x+crmGFgKYXoGm8WIoqAG9JYD2BRkAQE7EfX176F2v9E6z/KoLdy+zqZ5c/YD7cMsFbv9xXm+RAf+g+kOovM/2J4hsD1b4RPARAbenf6/7vqPEPev5XnEQa0/mY/EH81RQBnBy4eoWgL95dn3Sq8KTApt3f/EXb0R/uBRBsDNQ7O4udqsoCACevc3jd/+ovN6Lxj/oHWP8Gw03su/z8BQzo6QLc8Lo5Z5pgHZID1TMCAs6AUJhA3hhoZHyc9p9+Wq2uF5NWPKoAzFlZWqV/Yetf+MQB6MRcMOGzxY/4fjee20ZyIIuAOuQFBL0AfvqXJwbKSgIBCABwf8Q/gqV/etY/lpYpYDc/u/iZ+OHm7264g4RYBDz0RE/3flBfMkDTvncz/b3VAholgdiqIAAU5Nf94BIYlQLQWxiw/s0lA+GQPtz8dRN8gm569wzd9vW+rs0LaFvyUV4Axd+0tEMwGRCAAKjZldAehhGd/CcCyX9RHYMhqcu19tkVzPX7bA0C9UXX5wVIuvmpSgKjkgGhACAAAKkOEhGhgYBaEELRBwCAtQ+UBRaDH71pgT7y6e7rF+DzAkQ1BtJMBgQgAGpL9tHJfxqlfwQlDWsfMBGc99G9/QLUjYGiugR6kwGBqgsAuJxTfnUyf74giQaQiIPAY3EqCrDqFuiKC+bRmx9IIBZFa5jQrV/unpBAVGOgcJ6AojNgHUWAQCdApZ6stSvAc20InccGPAhAPmAX/5Yr5+mK89GwB+gcLBr5WvrIp/vpwOHu8YEnTwZsdwZEH0AIANA+6XX+C4sDlP7lBSb6K2xrn4kfLn4gOzG5QB+9qYtKBVMmAwIQAHABKMf+UkzyH9RzlnDj+kz6aNYD5HedNUoF79rW5+QGVN76pw6TAQkuAAiAWisAv/0voh6H5L9cSf+KCxYwehcoFNdd0+gKWf3ugRHJgD6ZEHYeYP+CAKg3omr/hYTwkfwH0ge6Bm73wCpXCUQmA3o7A1LEmGCgmgIA3JOlM0Ag+S8ncEyfrS2QPmCeIO2OKoHYZEDJmODabvXwAADhLn8UM/hHIb8BhXXVIH0k8gFVAFcJ8PVaycZBEcmAUT0BAAgAIKQL4gf/oPOfHFynz5YUSvaAKoKv2Y/eNO14Au7aVp2QgDoZMK4nANZoxQVAdiewbsZssONfEvc/6L+9Ybqu/U3r0YoX6A7c+OZZuvyCefropweqFxJI0BOA9/z6OTG7qRGQ6M4vpsgLIcr9H137DysfVj7QrXAqBD44XZ2eARphgHZPgBrv+wZ9XIQAjLs2FNl9Na79542QCZ8tfNTnA3WCt2fAbXf3Ge0N0AkDtD0EzTAAAAFQc8anRO7/GqhmN3nPJX249YG6ozo9A8I9AaLCAAAEAPhfQfd1cf97yZ7JH4QPADJhvGB8gqAkCoBqAAgAQLVYvKukDu5/bsKzqUn4vKHBpQ8AyVCFBMHYagDCOGAIAIDq4v7nZL1feP0cxugCQAZg4cwdBD/0MRNFgEYYAI4ACIBIi7i2csBv6lfd/c8WP1ssIH4AyBZuG+EPfGTArD0sQRiAp5hi3y8PPfgKzGB9obLxRXXtfreMCeQPAPmJAPasGW3MhG/g/O8eD4DI/JKpm72v/vjVbf7DpM/9zQEAyBc3vG6O7nmglw4cNtCnHhcGwL5fbQ+AyPCoqfEvcwcoL5MquMtA/gBQLN71ZsO8AELU3ryrAmf2dNWnqSL5i4ClT9G9/0H+AAAEwRMuTaqokQY0hVcb1LgGwCDORA6AUUIgvGhEhaQzyB8ASlx/V5qXa1Ol/auOgAAwRybH/8pg/z838LnxzXM4pwBQogA3ajaGkNYw6W6BAARA3bSAUHoCTF4sXOrHlj86+AFAubjWIC+AkO9wftcAagBLhVmNgGp5McSU/1Wg+98Nr59zypFMxK7nBujQeC8dHu+zD/v2aLuF6s4xf/30KaPztGK0vYGuP3vGud2wbppOWTbv/B6oJupyHbAX4It3G7atk38QUHg4EEQABADV0x0UG/83/NvhxCMeVGICTk710E57o99lb+h8u+eF/kR/7xDDeJgY7t62xLkdGlygDTYZrF8349yuPRX5DiaiyOvggpdNGSUIOATA47LNGR8c3xUQ9A8BUFMI7XtNFMmu679sPPD4ED3xw0H6/o8GcycWfg33dXjjZwLYcuUEvAMGoIzr4MvfGDHuOrjignlzBICk5S+6AEMAABQs+/O0xKxI+d91W+ZKSzpiC+2Bx4dp6wPDzoZc1nvY+sBi59hgW4Ovv+Z4y10MFHsOmPxxHTTAHgCT9jhLRf0w/btBAOAsFuwgMAJM/G+4pnhrhzd5trp4wzcJ7CbeObbCCQu85bXHIARqfh2UKQQ4GdesMEBgBIAnD+DwqpXY2OEBqCfm+vv14v8G+v+5/3jRWf9sYXEctixLTwccb/7bzzYI4O1vHEdooKbXgVcIlHEdGBUG8Fj+sp+AKgsAjALoGMeXLdP6Ckz7Wtj6L3LAD7tYP/fV0VC2tsng9/rn/7jStgJPOLFhIJvr4FNfXJ44qc+E6+DNrz1GV15Y3Nxeo7oCxk0HxCiA6goA0a3fTEEro4rx/yKnj3Gi1efuWGa0taeC66ZmwmIC4OxxoJ7XwefuGKVdY4sKuw5YpHNzrrE9plnZQcu/fgrApE+LRkC4Soy1/jm+++l/XV7JTT/4Of72n0+p/Oco8/vDdVBtL0BrS8M8YKPQY9oFUrdDxvom1/8XZf3fvW2pYzV1C5zcAIiAxOBrANdBZ7j8ApPyT+RtgbHnQwAAEVRvUv4f1/0XYf2zpeQ2XekmQAQkg1veh+ugCzwAsPjhAQAUK0NUY7Vw3X/eaMR6R7v2bLubPxAvAjl/opuvg09/cXnur2OKCIicCwBAAMDy968IExdH3ta/k+1/x7KuP9+8+XOIA1BfB91M/i64QiDv62DzBgPzAOAVMAZmNQKq9VAIjyoW5q2QIkaNsss3jVt0dn6Bjk3FN15ZsXiw9O+TQxxcHojKANl3szRz9/jJ2TmanPF7sA5NTmX+3lcMh6+t/t4eGhkcUFzzw7leB5vWG3h9eQsBRB0nAqIREKBzIRi0LrbkMGb0gR3tzWnHmKBvfXeKDh9tzBY4dnKGZhf8mxeTO5N8nvCKg/4ee+Meamzcw/19NGQfUZt5Yk/Ai33oGCizjJ9L9v2614Vza18zhyYaxH7SJvzJ2TkjP6P3Opv45BxtOLPx8xmr+Giw48az7WttcUoPgFF5AO2GAGgDBAEAxHC9KfzPln+SjYTJ/PikcG6PTRLt3i9oz4HGp7l/R9TzHC/9s7rk4eKF45PSx7lCwBUJrkBw7utFZC0NvJP4gkTPhM63LBDdn6sI73X2tft5Yagfy4KAj7V8u9pqiYQrN+ldZ7x2t+8q/5oE6UMAAEGClyQAmuYQu1Zh/TPBsxW/2yb3J+2fdzxnW2E1aXrHFqe7iQdFgisOHFEw0Oe4hYcHGgIBiAfPU/j+0/M+wg8KszqB19fuA/JdYdO6hhB4zeU9SkHADYG27zJx94McqL4AENleErW1/A1ukOFN/vvWQwv0Tfv41sPztSH7TsXBIYXXwBUH/Jj1yMN1hOSTtnh0BeWOsT24iBJ8dzvG5umWr8074YK3XNNL73pDbyuM4HgANizQXdt6jaT+OnYC7qpWwEB2V4SJDYDYeuAQwM1fmqfbt84rLREggTBoWrNv+3Djft6sN9qW3KZ1PXTVJiuT2K/J1mzDW2ST/faFmJAQkAQsyFkI8PH+G/ro/W/tba5hk75jzyhA++bE6DKcOAiAevoAji0bMf6ruOTlc3T97884lgaQHynywd6Vm5v3sQDYZAuBKzf32LcNgeC16qpCSGzZ37+DrdQFx7qH16gY3HzbnP1dC/qjd/Y5Ap6beE2cNOCNecx//nHWCYthb6msABBZXxw1wlxfv/Jjm/JV/PW/TdHBY1igZZAnW8deC9krCjgRjD0FHAM2kezZyjfVW+Qm1XUq1KoC9gS44QD2AhiZCFjDrcWkj4wQAC4NJSbn5m3yN89Fy6Q3MmzRUibEde1NjS1lmetclRzFm/keyYbOZMYuahdMaMft+441KxtMEgWMq+zP1wghWImyw9N4LFw3vglk7woj7/XgvRbyCql4r59gxYspYuH2bQtOKIDzAEwQALW2+LrRAwBkuw5MWhKHTs6WbqW51q4TJ894I4+yBF99ufdf4QQq153NJOhu+mXFsxuiICySuGzMzStYOmwl8ha45NYgsrYIKjNmH/SAFCF2dK+fKzfJH+NWybQTHItd4ZxnQbYA4Fwe07Y81AB0hQCAiutWQbxk6RztLyhmyxvpqy/vcaxZ3tRNT4JziccvFGQZ7eWc1EZ2uD+vIERaNpE6BBEQEyZ5evh7dj0cVcuBcK+TK4mz89teHK6gcSppHiruuzYrEbDu1IFOgEDgYjCtAoAthv6Tgp55Id/XccuWTIllZ0Fam9b1tjZ8Bm/0TKxlCgKvZb9bqylTORb+qy/rpas2W85tN1ZCuKV6fPB5+NPPzhUiBPJu4w37v7YeAAjCbvwiuHvYkw/k90Z4I/yH3+sv1YVbFNizwYdLwLzh375tHpUVHtJ/jec7qgvYo8FrgJP1WAjkAW7O5V3TRuQBBCoBAAiA5tVQv8vB1AqAyy+Ypz/513zeCW/6n//jga6x+pNu+uzx4IPFAG/+LAbqVh7H556/g2619JOAvwcWg3wdZA3vdWVKR0Cf/S8gAaotAHD+usfsb4JrhvMcIsJWTx3JXyYGuE77/W/tczZ/FgPd3miJ4/nvv6G3Fp6fJPjob/S1EgazFtsuVq3AZo2t3mQPQM0vBlOuC3eEKJN01m5qjn2atPk/9swA7drbT0/v7aMXjoSz/S96yQyde/qcc7tkKB9RxJs0W4H83dxyNwuBua7zCLhipyw3P5/nx58ecM5xWedZRwS87cPZVt5w1UTbA2BWzsdxdAGEAKg7jqxaScsPHDRKFV5xQcMVybX2Wb8xtv7KBhP+7fcO073bB+nEyWhPxGNPt0fTrrcJ4i2vnKBXbp7OhSRYCHDN9luu6aGbPjHXNW1yWdgw+Rft6k97nl93WbGt81gY5yG62wLALA/AbH8/CAACAFC6BEqC6/5fm3HZFRNBmaVcTAgf//elvs0+2d/30Z9/cRl9fEjQO199gt76ynzMdP6OPv/Bfmf+Ard0rTLYquXzXsnz/O8juZ5nGdgT9IFPZHfOudTTxeIhg1oCA0YAgTjTKL9k/udyIbdkiMuxssRbt5R3uX38qyP0q3+zomNS8IKtyY9/dan9fCsdsskL7A1gAgX5d/d59oKTIrN9vp6AF8AUrxLyESAApBdFHQ9zloU3+S/Lzaisrm0nTvY4G/iX7h3OwdLsc8jm6w8P5fb+mUCrKAKKJn+O61f5PLtwyiIzypO4alN4VoQxYQBR5z2/iwSAyPB/tbT+DfvY3DPcuxmxSzILlEH+bLW97X+vcjbwPOG4i786kqsIqFKNvJvQWOR5bljp+Z/nL92bfyLDVRmtlT98Z/j7MKUSoM72v0mcadSuwmRYt8O05RAs/+MStSxK9rIOJ+hYhP/rH06JTf7KCmx5fvZbS/KzqN/TX4l6+UYiY3EeCyb/Is8zhwTy9gSkXW98DtgDI3sesyoBRI33/C7xAADdo4i98X/vZsJNe9JaJRvPLu5SY7f/H312eWGk4OJWWwDkRQ4Nb4z5oQB+j0UJFT7PbJUXfZ75NbmyIC+k8Zax5+XOPx9QemBWn4LYOwABAGhY/z4R8MF++oJ9dOraLbLxD2eA5+0OVr/2iLTOPAtweaDpKPI9MhGXdZ75tfM6z52sF16Xj/3TIsfyj6q0MWkmwMnhYQKqLgC6MzeiMDjNMAz57OvOELGWCW8wLASSWHlFkj9bZkUka6mtUsshhzxwxirL6A6Kmwqc2Mfn+d7ti7ryPDuie1j/e+T8EF6XumvSlETA2goAgzgTHoCS4W+GUe7C1G3/6wiB9+iXRSXZzFJb4F9dWvo55RK0vETIqy/vNfZaLjLR05TznFcowFu/H7m2FlOitcjgfgAAAAFgjBw0xAOQIEGIrQ7dvICNBVmtTLp5umWTIK+EwKs2me0BqNt5LluIdDJMyVvpg70PAsAwMqzZIcxYD50M/3nLFl0rpRhiyDMLPymYoPKwDpcOmysAinL/m3aeec5AWeikTHd4yJAvT9R0z4cAUFwPNS8JKfPS6MQqyLprWRpwOZgpVqGLb+QQBjA5B2BtAQKgLudZx9PDln8n14NJpYAoA6y8AEAWYDegk8Qg3oCuMmSy3zceHjLuOy0zSa1bPQBmnufBUl6305yLxUMElO76MIMzMQwISGUVcLKSCVPrynTDxr0vHjFrAliwNSbO9dDIcNt65Bn0uw/Yt/tFLjPpu/08c0VAGee5U/FtigcAZYDlAwKgZBxbNlL6e2CLoNP6YHZV3mzA91hWPXgceAZ92QKAiYJjxap2wlcG/s3jaG/52jzdvm0+2bU8Qbk3AcJ5biNNOMiEqYAnF0MAlA1UAZSMuf7yN7Q0FsGVBoQAiprU1gnKjFczGf/D7/U7TZySzBJgYuG6cu4ol4RknnwuX8vSVC9PWec5zdozwwuAsG/lBUC20Yx6ZoSWPgEwZVlQ2YlpJ6bMTYzLmhjYOtclf27hnGaIEJ9Xfg6TEw/rKgDSnhMjKgFqWgVgUtacWZ0AMQ24FKRtD7p2FQiiKByfjD9XLvlnQdxJnktXnHQs9E7Wx2F5/w6R65o75wxDKgGw/6MTIFAu0rYG5aQyoBjokGxWExy9IuDvfy++/XPeyYNP70XKUlZrbhiVAIBpAgAiriwBkM4aiKtZ5uxyIBvEkayb8Jc1uMQvbszvkzl7AM49fQ4XgOaay3vNZwFug479HgKg1ii7FCaLwSBx7sg9ByAAssIDMSWX778hv1g0C4uoWv+8y0GXDC3U5jzHieZuCLsdN6ACCh4Ao+z2OgqAIc/3WDyyGA/KpFDUDHgpMQyae+2cunw+0+eLCgGw9Z93VUacwMg7D6Au5zlONKdtutRJ628gK5jDmfAA1BxZJQNtOrunNMtw/emztSCGbz0U/T3qzmZIA547HyX2HsjxXJvSUEmGrMMTUaEeU7pvAvAAGKyMEBXSQVazweMm/nGTmHxFgJnx4QvPzY60ooQUkzKTcxGIep04kdKt5zlrERolALJy/2fh/cN+j2FAuB4qfD1ktQnEuSTzbhJjonW4ZEhk+r6iyLXIwUxRAoBFSp5irw7nOS6McsbqbATA6rIFAPZ7CADAsxhK8QBkFAKI8QDkXSL22stOGndKX7l5KlNSiPoOX3N5cUuZz3WU4PvWw/M4zymwJ7bSIxsBUGYpIOYAQAAATRxeuaIk8s+OlDee3ZPKqkkLdsGa5h7Okqyi+vKz+//Vlxe7lKNe75s5hgH4PGedcGeaKNnxXDEVAGU2A5pCIwIIAKBcLB7KjpSZhKKswicLyA5/yysnjPlumaS60f3f+q5j8gDy9Pi889UnuvY8N8RyNDGf0QUlgCgM7hYBkGFsBCGhYpF2BkCSjamIkcGvsy0xU6zD977xeGbPFTei96rNxRNCXBjg9m0LOM8d4smxYioAyk4CrO1+302tgDEMqLoSIGsv3JWbyw0DMH7//zpaOilcdO5MpnHhL22NJtMyPADO60aEAW7fmi9B50G8ZZ9nBgu9KLG3McMWz6gCwDAghABqjKzbgW4624q1ZHPflF8y41iIZYEzwn//F7ITIUwGUfF/tsTLasIUZY3Gve+0YOJ95ebprjnPumvkjC4ZvGXCGHTAtE6ANXUAHB9ZWsrJX5yxByAuOamIMIBjHf7s8dISAt/7s8cydU/HudKLqv1XeQCixMctX8vXC8AEXNZ55tfOIwxx//Zouy7LIU9ZJgEnxfFlyxADQCdAgMFDMbrCA7CufA9AwzpboD995xHHSiuU/N94PFPvA9fT3/K1aIK7suSucFHhBw755HnOyzrPTP5Zu/5110hctU0yAwCpePAAALVEXvG/KLcwE1pRveLZOvvrXz9cWLIYk/9bM65CuOXu+cimOuwOztIi7ARx/Qduvm2+kPNclAhg8s8rxBTX66HsmRsABADQJcirC1hcklKeceEguGb8U799KHc3MZNC1uSvY/0XXfuveg9RpMRhnwcKmAXxhf/nQK7n2Y3555lfEvc95eHtKTMMAEAABIAqgKojziLNu1d8eONesEXAQboxh9pxJhwWGHmQQpz1zygz/p/kfXzgE3OFnee3vnIyl/PMXoa8k0vjxHEe3p6ywgCzThIg9nsIANA/HVp5StcIgDgrhV2cZYyM5eYxX/h/DzilW1lYg+zyZ8LJYxIhf0dx1j+TQdnufxfvekNv7OcpyvPz3jcec0RZFueZwwts9ed1npOuiyu7aArgsZER0L8BMKsWo67eqBI+99iefDYTNy4dtZkxGWxaV/yl58aLd+3tp9vvHaZ7tw/SiZP6JMqk8tpLT+ZuCf7pZ+dirf840i0SfM459yOqyoM/EycMFhHDZrJOc565vPDqzVOFlpPGVUzkle9RakdeRB+6QADgJFYSEyf5sHJxAbKlsmNsPlIA/NE7y9OeTBBs2f0+HXVI4rFnBujFw720a5//PS0ZFM5jedY79xdgN3Pe4DhwXJjE6f1/Wa9R19P7b+il+z+sft8saG7+0lyh593k8xxE3DnPy/rneQAPPYFUsLoKH3RjqDHG9li0eX32VyPHhKMsGiYDFgEmxLAbQ4RmjTknOvHyd72hz7hscCaoOC8AXxNcNVCGK9u08xwUxHGzE15zOUgayB5mNQKqKU4OleOHyysMENcn3iUDwI+bvxRPBEz873p9r5Hvn70AOgLn2ATOtU8AbNXw+HSZADg+MlJzFwAaAQGuAOBAXAn5XAcO5feicRtW3k1iqgb+Pm6+rZrWf9ALEAUWOBwKABrgNRDXITNPT1lZOQCzaAXcHR4ADAOqrveDQwB5QSdJLe8mMVUBW8T/8y/i3dPsVXn/W3uN/iwf+Y34jZ29P0WXg5oKTo7MYi11iqy7gZbDHBgG1BUeANB/sdi+K7/T72aGR4EtnyIbA5lMAnGuf0aZiZNJzrsOYX3gk7Nan7mbwUIorvSP11C3DADCXm9eoBshAEMw21fOPIC88gAYOjFhnZK3bgYLIB0RxERQlTjw+98aH6bQ9Xp0K3RDITprqGo4WWrtIWCuAKixLDy2rJykmDzDADoxYSYCtgbrCLb+dLL+mUx1XOumgN/vR9/Tn9nn7za44idO+PLa6abmPy0BwEnPcAFAAADlY2x3vpeAjgXD8eC6EQGT3y/9iV63Oraoq+YGZm+FTvIaez+4+qFOYMGr0w2zSqIPgAcAqKIA2JMvsbAFoxMTrhMRsOV30ydntUIfTKQmdf1LAs5Z0BEuXP1Qh1wQPt+/blv+OgmQ77+hrytj/0C3CYBMXSP19QuVtdTzTARMasEyEXS7J4BJgC1/HQuQvzMdV7qp4FDA3/9ev1bZIp/3bhYB7nnXIX/uo2F6tUcaNHIAahwDMCicAA+AITi0Ynlpr523CHBiwpruTCaBX/rwbFcmBiYh/yTkaTKYzHSrF7pVBDDp/9T7prXP+0cqLPr0BQDQHR4AdALMBL09PdTf12cfvdTX20u9vT3OfT18WBZZVn4+gjwrAVxwKECXCLg8kDfMbqoV56xvXfJnsOVvyrS/tOBcAHZp64oAndr4qgg+/jy//hf6gpbXSJHnffP67NeY1dyvenosZw/jvYz3NN7beI/jPa3eQCdAQHJJ+BZRkR6AncVcBhzL1u1q5sZL+ah6vTh3e7v+9xOQ/2/0dV3rV3Zp6557ro9PQpomgj8Di9gkHg0+70XPx8jL+2cl2eyA0mBUmqmo8YUxaytjq6S1sWNXcWTjhgJ0N0b2AnzroZmmFdlbucQoTmzUafFbJgmYeO75vF8/NuP8TZVK4Zxk1tvmE4vWss57vmvfkoqByaGhWu/1EABACEeXLpUsHuETBXkJBB4NzGGAotqCJhUB7mPdCYLsSTDdPc7W/p99di62z3tdyL+Tc88k+rYPzzrfCbvGTc2H4Pd5+7YF2+rvrKlVmee9KO+fXwAMYsPvFgEAIZePbpZ+r5wHkJN0ZldgkX3BedPjDT3pVEBXCLAAYCHw6st6jSIGp8PbbfOJxA2/fya4tCQwPzNL89PFN1UaWDqc+Nzz+dON9fN3+a2H2+LPBC8QEz2/J57kd3+HQ63chkllhnuyDgFYMfeisNEszoQHwET6t5qlIq4SKCA2wJbAddcU+0ndhKdO2gG3u8jNORuo2yq3DHJIQwZMAp//44FUHo3ZyWk69vyLNH18spQrtqe3l5aevpIWr9GvZHGJ/AOa/RD4MSwW+eDz/Br7KFr8uRMsOTxxf8pJlny+ucqjTDGTS/zfihMDQFd5ALpXGxULxy2mNv3t/4lcv50i8wC8YKuOY7w3fWKu4021kSewYAuJRu08Px9vsO5tnmRwf5MQOgGLlrSlfkz+h370Y1qYL698jl/7qC1AZk9O0ei607T/jon8znUDTltc3QRJ7/lm8eeeZ/4u19rnPqvzze9nzwFBO56zz/P29ITvFXw80tmEOv+Hvp/He7D87O/+02r/4+ApowTfMQQAEBQAkqVU1DLhPAC2CPIoC4oDk/bnP9jvuHrTDgdiF/xuJ0zgt7ZGhm2i2NzTJN42SagSzPh59jQTuZznPGDf7m/cl5YMmAS4OVIWHf4OP727VPL3XcMHj9LwimWJQgJ87u/884HEyZJeot4xNu8LJbnnmwXBGautgOiyWufT/zwLdHzCPdf5rDrTEllLqQAAukwAZLlWIAoDpB+WAHmKArYIyhAA3g2S3bq33D3fcUKViiT4W3OJ++YSzy9bvbotcnWs/zJi/pEi4NDRxDkBjEaZYDpPUPB8y3BzSef8l9/Qa1Q1w8RJK+c24PIKgNJKnUyCQZ+/r6s+TR1EQY4LaPuu8jeohnXcS+96fUMI3L51vivmxrsd8bIkATFvXte8NILE9QRxaIUTKbNyu5d1HbOYNbV09aEnsl/rOp8SFQBmcWYfvhZzcPCU5bTy0BFnKVmWaCT8hxIB81MAbBEcOGzRqlPKPxOuEOCDQwPffGihkp0BOTb9li09XV/elyVYJH3+gz2VFAJlJSgmxYN5xP+lCYD+n5weALjEIQAAHXPf/4u8EwGdjeGJXrruGrNasTJ58uFm25suBlzr761b8p3nzq52zsBfMMgTMDi6NHMhwB4gjvGzEDStO6B7rq/abBlP+l7kk/SrSADU9g8ANRcA0IbaeiAnlFEOmGSzdcUAo5GFn22Wdpr3xoRVtPXHpXfH9x404vywGBlauSzz52UXOodP+OBz7grAMkJDHMrZeHb+VSZ54iFb5HPSb177Vfyd2OchAIAQji5dQisPHyk3EfCJHidBaPGQ+YuUN+ArN9k/NEuqOPnryecWnAxvFgV5ZnQzwW+yiYArCzizvKwEr8VrTnES70xIBhw5a7UtAnoKOOecSNnI2H9yrF2ql9X5ds/tUr5dx70l2uWl3YAHv5/351AnAB5cPoqNHgIAkGG2r19J9P5EQCvXwQksArZcUb2xrGyNbVrXjG166qzdkj52HzNZMI5NNMhDBxu5rGyx1SICtgBNcfUy4S5fdxod/NGPS30f7PrnEsAiweeCj1df7j/fLASPTzbOLXuIIq+Zs63WuVzbfL5uB3sACrH80QEQAiAR4BnyL54SOgI2LITeSgqAOKJgOGTRZeBcgNFzTqPxZ/eV8vr9w4PO65skBF3KcTxEgI/8c3H/WwnIHvu8McA4YIMwOThIlmQFeZeWVcgm0QgDANUBW98cDiiD/Fe87KzcXf9AVuI+5/MU0QGQcXTJUpyEbhIAIsOj7phwamStROssTxEAVAvLzlxdqCUO8q+mByBf7lfH//m+mX5EnU3iTPQBMBSyRMCiGgI1LIXuCgPUyRPQN9BPh3ftybU8kL0NPAAI5F8t8s/D/W8lfCT2eXOQQStg9ALOCrN9vaEF06r9L7AhkOsBMKUpEJAMnBOw+oJznQmB3J8/S/Qu6neSDjtp9wuUi9zc/xoNgFxMDC6CBBDmfH7Id4MwvnRJe8FIm2m4oqCgDeMJdK+rKtgy58l8a2whMJxBbT4TP4cX1px/Lsi/guCcnvzc//oNgNAKuNs8AED2a0noWfd5FwVsfcC8roBAQuIe6HeEALvrp46coOnjkzQ1flzrbznGz2TPYYX+4UX4MiuMRmJvvttWiPKlngEAAgBQYravj/pn5yQEL8sDyLcfAM8GGNvTQ+vWLuDEdIEQ4K6BfDjX2eS0M0xobmbW10RoUdO6h5XfXWAxn6Ptr/EgC9Y/BEAMEG5udgMc960e2WAgt0VA3rhray+99+0QAN0G16IfwFfR9eBcntwmfVrRUX9f/J8FAPZ4o4AcAEMR1w+gKDQyh+HAA4Cq4q6t+dp50pwlyQaGXQQeALgAYsDNgNR5AJK5APlGAZy4YVVbAwMAQLT1wSKSeaPr/xnjS5Zgj4cAAP1HEm4gTqaUAQWVA7oWBAQAAFST/HOb/Kc3+q+lAmb7+7DHGwaEAAyEJbnHssK/LMql5iYDAgBQMQHwQJ7WvxWy8r37kkXF71UABEC1PQCDg/5FpZEHUMTi4mRAAACqAxbtuSX/+fYeWR+A8K40vmQxTgoEQAQEjpYACC8v9X1W/hKAXYmcTQwAQDWQp2i3dO6zmm3Lmr+Y6evDHm9YDAQeAOMgFAvMCjfYsIp1rRWTTAQAQFqwWM91vSYo/wPgAYALQPNouMkCCymiLXCxFkUfSgIBoAIoQqwnK/+z6MDoMuzxhrkA4AEwDNwJUL7CZEtKKshzg1sSCACAuWCRnmftf2xIsnkHTAV4AIBORIBkZnYoszYUBihmuX3xbnSPBgDTrf88+/7ru//bKmByEG2AIQAALbhhAFkeQNlhgNxjiwAApEIRFTvRocmw4TIxhGFSEAAxQHRIEiEKZNIGl5Y/DAAvAADU3frPs1on0v1vyfcl91/Y281rdodhQAaCSwFX01FlI+BQE8AChwN5vQDoDhiNqekeeuQHS+jJncP0zPMNF+jyZXN02uoZ2rR+ki55+Ql8SR4cOdpH331khPbtH/B9X+ecOUWX2t8V3wIli3NLI+ffalkuLThtgLG/GweYcgbCOw/AsleNCLkEGmzfbgIs+yn/jQYCQI1HbeK/879OcURAkOT42GGLAv799a86XHshwN/Hf3531PnOZL87cnSJ87uX2ALgHT+/nwYXYTplGda/xNCX9wAK/MyawZfcDEAAwAWQ4HtwON+WAiEzv0H3PtLPezoQvACxuM+2Yu+yyV3HQ/Clu1c65PfTrxinTRsma0VubOnzdyUjfhnYK/CpfzmVfvUXX4AIKMH613X/y/5qpq8X+zsEAKCD/aPLaDNFDAKi8sMA8ALI8axNUjrkH7RyWQgM/teCIwI4PMC33Wrt79g17JA+C4BORMP/+bfV9G5bBAAFW/+WrPd/uGeJLGcJbYAhAIBOJLfBYQB4AcK4MyH5Bz0CTIyuRcwu73POmmrcVjT+zYTPooiJm4mf/50W7Ang50ROQANc93/rl/sL25KCfn91859i+pMAEADdtaAHB8MkrhMGaHkDigkDuF6Ay89foMVDcO8xuXVi1UYRHR//2fw3Jw/ywYlxLArYDc7/Nsn74cTsj9mk/+NB2mt/F8EciKzAyZUQAA18bVvOdf8KIo9v/mPBAwABACQXAItIGt8PUL5liwERiAeEvQX5ewF4A7rhdXO1P2/jx/JdTiwuXIHxn577WRAsH5mjwcG2IOB/8/0uRgP/TkLqQVHieCumelrv5Znni2/yMn4UW5dr/efZ9S9E5pZ+85/2PVZjEBAAARAFASOyhZn+PuqfnQ2FAXyWvk8QhBV7Ud8nb0BvuGa+9l6AvRla/0k9D65rnasLgPrgtrv78rf+fbfJ3f9s0GBvNxMYBmTwUCBLVV9LERm5BbcGblghRLd+GQr/dIPc8UD3g71vd20roCunpPZftjep3P+NEefY0zEMCEi1/qQjgq3gGi2nSTAnA47tqffldBoEQGHg5Mi64+Of6y/stfRq/+Xuf0wFggcASIgji4cDC0cxIljmBZAo9yJQdy8AJ+V1a/meabhkc72bJz30RC9t35X/9m1ZEXtMxOhfy6MO9i8bwQULAQAkgds5SycMEJ4QaJUiunlD4o2pzuCGPkC+uPrSYx0lNHYTbilMbEcn/7V/Z8k7AgMQAEByNCoBKJRsozch0Kvgi12GvDFxZnJdwWGAt77+IC7gHL/fn7663iLrtq/3Fdfyl6KT/6ImALo/HUEJIASAFpAf0jomFg1K+2sHFXd8MmCx4I3ptppPC+Te/mylAtmCrf66twHm9VXYNM6EyX+W/A6a7e3Dnm7oOECMAzb0mO7rlRM7dZAMWLAS4MzkuicEXochP5mT/zvehEFARSb+tY2JgPUvs/RlyX/Nx5xYtAh7upn8jxCAqTiyeHF7GflWXIJkQIkY6NaNykRwKADhgPRgt//73rm39lUWXGlTROJfg/MtuRhQbDyh5D8PTrjhTMA4oA+AwYe3e5ZWMqAkK9AqSQKM7bGcWGXdwV4AFgGYXtcZuKoC0/+K7fcf3GKsCONDmfzXvLuxh2EvRx8AIDHGlwyH5Hcw+Ua+OMsvCWRwh8AikpWqIAKYxNAnIBk42Q9u/wbYo5Z3xz/5ViEzMhSd/8K+AiQAwgMApF2NUcmASUoCi6Zi3rAQCmiAyZ9FAPIC4sGEz98VSiob4NLah54ocqu2JInEitI//x2hTWgWMwAgAIDO8GKogYblU+g6JYFlewE4ZolQQJvYOBwAq1YNdvnf9Ou7MemvJaKtYjv+WRH7jaz0LyL5j//jNDQDjIVZOzMGRsgovTH5j4cB+ab+NP/hGRPsnxTs/KI1HtgSnmFCBX8Gd2TwurUgvRbJnbWbvnT3SgzvCYgjdFL0o0jXv4/RY61/n0SQ5B81cwDcEkAAHgAgoQdgZESyqBKUBMZL/EI3MsBPeOwJ4KPuXe04LMJWP8jfj7u29RXq+vfvG7LGP3Glf57b5h/AAwAPAFwAKb8P1wvgWvyyucCOj8DvAmh5AZy7PQ6BMsBVAZzFfOObZ3FaA96Al5w1Rfc9MkL3PTxCU9P10eScF3H9qw7D3S9dLz0lNNSyJBa+Is4vs/6lJoeJ1e+AkQIAl4kfL3hzALwe/UZAoO3O9/j1WyED+8FCeH/l+clesaKEAd3cIGjzhgW6/Px5nNyAN4AT3njAzX9+d5Qe/cGSrv687PFwPi8SIpUo2vUfaf2HLPzo0j+vbHgBg4CMBkIAhsNtyCFNvFGWBIYfXGZ74PDGhtJAFTFyHPwDv7a7K8nRETpXjztNfUD+arCnjD1mxlj/UaV/Muvf8u9dAAQA0CF8lQC+kr64xkBx7YHLWZxs1Xz008gHqJMQcImf4/xs+aMCQg0u+WNPWbFGhqb1H2r84yf9kPU/shQn1HCgPqsiXgCVy54XrxBuUCCUGuBZqKL1u3YooZywC5cGIh9AXwgwaX73kRF65AdLKpUjAFd/MnDTrHKSZTu0/mXGiOdH9ACAAABSglX0mqPHfDTulgTKcv5c9g/lAjhCgfy0376zcCAfIBmR8nAhtqK5bJATBvftHzD2/TLhX2ofSO7TB4fFPvLpgYJL/lJa/1Gtx+0nPowKAAiAREAWYLwXQNILQNsL0KoIKLcvgAu2dj70PoH+AJpg1zmTKx8sADhZcMeuYTpytPxlzBn9LvHDxZ8ct365r4S4v4e0U1r/svyjmd5e7OkQAFAAafBiII6Wygsg+4ZL9AK4rYI/9L4ZWjyEc5+UcNkrwEdZYuAltoW/ccMkbVo/WfteBmnA9f486a8MoyJE7R1b/+Sz/hmNHgBY1xAAQMeY6ettl/7n5QUoTwM4Vg+LgJvejUE5WYgBFgDPPj9Iz9gH32YpCJjw+bXYtc+9C2Dpp0cjH6a8bTg76z/8WMcDAEAAwP7vHIeGh0OmexZeAP9TWqV++9ztDEmB2YAt8eXLTrQS7zhpkD0Ee+2Df372x4PO/Seb98tInjE4uOCQ/fKROecWkwzzEL899NFPl5PLkbf1z3ccQg4ABACQhRegjwZm5zL1AoRmBJToBWBwUuC6MxZoyxVICswSbKWzxd5KyHsFvhMT4A75KTrpT07w2Vv/JxYtwkmuANAHoAI47HoBQgvSUjf4ieoLIN0Aym/awRsiu0QBoNvxoY8NlJT0FyRs2cS/lNY/BAAEQEcQOGTHxKIBCpbYhDnbu5CtUNvO4PQuMqg5kBfsEmXXKAB0K1jolkX+foK3PHZCXM9/PevffRHHaMHeLT8gAKAAkhwtNd2RF4CkC9tStAguWwKwS5StI7QLBrqV/MvI+A9tCpI1rzIeklj/7r9n+3qxd1dAAcDUqgAODQ+F2mxqewEslRdA1ce7fOKFCAC6EUz8ZZK/n6TV8f6ovULH+ud79y1dghNeAUAAVAAzfb1Kqz7OC2CR2gtAgcVsmaMBHBcpRADQTeRfTpvfAJFrWv8U0fOfFMaIpdqzAAgAoHO8sHSpdNiGjheApF4AS5n0o5INZYkADA4CQP6ZmP9hOaCYJhrMF7IUYcPQruMxIpwcAAACIAkQHVIfM719CbwAVlj1K7ndilT1ZYOrAkrfPAGgYxFb/vUrTfyjqLI/iyKGjcbuEycGF2HPpkrkAMIDUBUcHh7S9wJYklUbEgZqZW9KQqBRFhQAdED+HMYqH5LEv5iyv+AeQQms/xMDAzj5FYFRjYB+6fndOCMKDM3OOktNeMb6hroD+ob8NB/bbPDj6wAoGQls2rRAmQhgvPft6BYIVIf8y2j047f+dRL/5GV/Qetf1/hYOzeHvRwCIDnOOnkSZ0SBSfuY8PGzp+NfszugpDmg/x8h5eDtI6yaE9DsPAgRAAAVI38ZgXs8fjFlf1ZkEqDfL+D1IAzZ+8UK7OWVAEIAFUF/M6tWtwxHudCjEgJJtWGYA4QDAJC/tgQIU7XmWpc3EtNLQO5HBQA8AEDWat6STvIJTgpUDQqSDgEKPU/AI2BgKACeAMBU8HXJQ61MIH+f61/W8S8yDKBQ/5bkuSUlyD09KN2FBwDIVqn19ihbcUZ3AJQseElCIFnRz21KVYB3s0WfAMCk67Gs4T5h8o+x7rU9gsn3Gf7b3h7QCgQAkIMI6O1Qmavcf5ZmZrBkvRsALhGECABMIX9zEF/zH3yYKvHPLwXirX9njwIgAIA8lL3VWWxO6RGQrnZSdwEzj2jRMRAoE7d9vc8o8le5/i1l85/oxD9LpfwVuUY9sP4hAIB80EiuSZCdq5sQSPruP8tQEfDeDy/CFEGgUDDxf/Fuc9Ko9Fz/pG4YZukZF+rGYpYTqgQgAIAc0Gv1SEg+bqFaGpm+lCwUYKCx7Q4Q4rAAAOR7rTW8TuVO9ZMIfmXYT9Xjn2L6/ZM8vKg0LIj64AGAAAByOlm9VqylrtgZ5Iwe9XNos5BbBSaKAJM2ZqC7cOCwZabQjOj17/1ZGULsJPEvYEHwDUIAEABATuj3JgEqFLsVlRBIHYYCrEAnMVPdAE2waxa9AoCswSGmD3xkkRNyMov7dazz+Fkheq5/9fPwDwgBQAAAeZ6wnp7oGd2yhRsqASSNDYAqmQ/gAmWCQNbX0wc+YkqDH4ngD65tdZ8eCrG2FfV7/4tZgQd4xQXIHwIAyBlOja0Vrt/3WeTSxUuhxRt2EVLofktzozER7KblTRvJgUAacHMfEz1K4XBc9q5/vxEh20va9/VYWGcQAECu6HfrbCNbeiZw38WEAqSWgsLjYCLcmC3yAoCkYO8Ru/zv2mbotWNZYevc6sT1n2DvIHWCIXoAQAAAeZ+wHqvz0j2Fio+NBcryAaxq5AM0NvJGXgBbcgCgA/YeNUpLzby21XF//5JUe+ySeQ9Da10iLnoRAqgcMAugaiestchUffvJN+wvamSwf1ZwcxpA4K7WLAHpWGEzpwaqwJYcb+w3vXuGVp0icDEBUnBzH5Pq+6PJX9HiN0jyioY/sflDFCT6gCbwiINezACABwDIF/4cgE6beKjdeb6dJWACSKcH+jYg8zcAtujYrYuQABCEW99vNvkH117KuL/s/iRVBZ7nwQwACACgCC9ASwTIFzBpJfRoxgyt6HwAVeWA2Rt9u1QQVQIA46Eneh2Xv8mNpMJ9+CTDvWLi/pInJOUDtNqJW+09Cagel+ArqKBq48W2sOAhYyFx9ZMyFBC6T/L7tqvfsp9LNF+CRYZohgIa93tDEL5RxBX4HtkL4MR63z5Lm9cv4MKqqdV/65f7quER0uzGZ0n0Osms/ygjgaKMhHACIeL/9RUA1+JrLBYLQrzTXnM3+mL0JCfoFnGTP1YfiuE3H9GI9Tfp33sjzQdo/k3zucjNAfDmGRgOt0rgumvm6YbXz9HiIeQG1AUs/tgLxNeA+dyvIuyggR7RvTNJmFC3oVDzeeYXxK32zWdxVVUL8H9WEP/zdT+1xb65h+nY5VyHbpsE7f3ZfYD7s0tvbsJe46Z5v2j9FHu/7zGt9yB/jaqAEwPhDaiH1X/b3X3mlvdFkr88bycufOfzClgpQ4Ty31/791//9lZcXfXzAACFbwg0JlzXu9f97zfcOwoFhDwKTPDO/R5rP+jyb3kdqlcZAG9AvcCx/lu+3FcJqz+K/CmO/EnRBdBK4/q3lAPEbDyGqwseAKAgvOf1P3XE5tbRkJXe0gNy74DUCxDjHfA4EpSvoXy9CnoCXG/Au948R5efP4+LrUusfnb3P/REdWLVUeSvdst7rXT/z4mz/jU9Avb/x//+7m8vx1UGDwBQHB6zF94WNs9b8f2ohD0SSgs9mLwnyweQ9wdov4bXfeB/H9XzBLjegI98up82r+91wgLoG1Bd3LWtz3H5m9bHP5r8g4a+ivyDVbsR9f4R5B8yB5VVARIPBKz/ygKpm9XFtvgZ3xS7uLVVvmfRq6wNK7I8sJrOJk4U+40PL3Kaw6BksHrnjns+cJZ/9cjf39BHlfGvLsm1FAJBvj9olQaTsrPgNlxt8AAARW4SZI0JqWXuj9UrqwIsr/ves7p9+QB+T4CbD0CeKgFpZYC3PLDingAX3Bzmngd66RdeP0dbrkBYwHTvzS1frpa7P0jE3juiMv6Vkzwl7gStuD/p9wXxiBB4ACAAgIIVwGMuQbvsnygUoFEaqJMUKG8j7H/9bhEBTCwcR75rax/d+GZUC5iGqmX3R5G/vNzP8oUE1El/Aa8A6Zf8Sd0GkS4ECyGAStMIUFn8xhuuEeFSPL1EQCLNpEBVCaD3d8J3b/s1A8/n/WvRBSF1FgA3/vpLaN3AD3Exlkz8X7NJn4VZlVz9oY3YiiZ/pVVO1FHSX/zzxVv/9k/jn7h7GxIAKwrkAFQbW2Onf8lu4/IBKHpT8D9foF0wqSaSyecJVBUj511KA7/+73T7yi/S14f+lI71nI6rsWBMW0vp3oH30F8dupnufubKGpJ/cA2ryJ86j/tbsbMEYP1XGAgBVBtOJYAqVu/cH9HGNz4fQNIHQFoZoHL5h3sEkLfqwKpeieDis15K6972O7TMFgDuO9/R/ybn2Dx7B10y839o1Tw8AnkT/8MD76CH+9/h/LxoI9F5G7fQwfvupL13fIqmD+6rCflbscm4FHrODuL+Mmuh/RpIAIQAAEraPB4XHrKWd/xREbJOPgBFJgWq2wXrioDq5AT0DS+lc37pd2j1K68nlVH15MDPOccZcw/RVdOfdG6BbIn/EQ/xB8/Bqquvp+UXX0Mvfutf6AX7mJ88bvb61Yj5y0iZIsmfAqH7NHH/INd7Htp+GDwA1eYQoKp47xu2XGTT6PeStfdNkQ8Qeoz/dfyv2fy3tFFQ4HXJbE/AWW/6NTr9Nb/oiIAkYAGwcfYO2jRzBy7WFODwyncXvYd29b2qRfxxlwt7Afbc8Sk6cN+dXUf+qja/USQfvN/L9x26/t37z/n417aO4SqFAADKEAHXbTli74ajWr38I5IDIQLCWHHJNXTu23+XBleeFj/YKOIBSxf20iZbCFw0/f/RInEcF60mmPB3DPycfXtt0q+8LR5++CjttoXAsR8+0oXkH9V7I4OkP/J1+5MmANrkjwRACACgRAFwj70TblERf+IKgUCGvtSr4CVr798FREhVRcCSs15qE//v0Oh5l3ZEOlHYOHOHc6xFeEBuudsWPpP+owP/o5FYKTrWXT4cuPdOev6Ofyw9PyBL8tfJ+PdZ/5rkHz8IqPXet378rq2YBlthIAeg+gpum3ASAb0Nedoxff/AoIh8gJikwODztn7ytgWW9AiQtQwO5QSQGX0C2MW/3ib+Uz1xfpliTvPufmiTGx/sFWiIga84P9cdT/fb1n7/zzm3PuvESm/B8Pla/ZPX04pLr6G93/wX2vfNL9BcCfkB/gS8/Mg/trKH5EOFSFVJFEgL8AgXJADCAwCUid+8bsub7Jt/i6vdj8sH8Fn73ucKWOWq5/M9dyeegMAAIV/IoQDiP/O1b6MzXps8zt+RVRp4wHkH/5F+4uif0eDoUurprU9l7jM22TPhP933KpqxLf88z7f3uTk58JnP/xXtv7e4/IBiyJ+0k/5UDYa04v7tv7/27+7auhW7MAQAUJ4AGLVvjoSIU1sERLjklfkA0c9XJRFwmm0ZnvPzv+bE+fMiHB1csv1X6Ky9/+yIgEVLh2lw+RLqHejvuut1avyEfRynB1Z/mJ46/b25Cqu4X0/8+ClHCBzNOT8gONXP35EvPfnLSF5N/vpJf/EJgLTcFgDj2IUhAIBSRcC1z9rb27o44s86KVBG9LoiwDcu2PeaARGQU9fA5RsvpZf8/K86t1kSeejvNZ+gf26crn74Z2jZ8cfb9w0P0oAtBoZGlzi3VcT8zCxNH5+kqSMnaMa+XZifp72r3kj3X3h7IcJKBwcf3UbPfO4vaSrj/ABZxn1i8qfoLn865O99/dh6//i4v/vIMZv8z8HuW20gB6AbVJxFW22iudFfiy/PB9CaF9Aa6xsxPthbz69qFBT4HUn7BARf02r+jec9Z9gwaMi29F/y5l+j03/yeu1NXKQ7N1qENtc/So+9/DP0iod+xhEDjNnJKeeYePEw9fT2OiKAvQP9w4uMFQQu4TPZ8+389Kzv90eXXkjfsz9nbCdIkc/5kGHVJdc4x9hXPkV7vpFNfkA42S8w3y9ny598z0WxSX8eo9933Uri/u4DtmLnhQAAzMDjqoE+7YY7Hmu0tYtGJwW2mwBFi4DW5pGZCGh/BqJskgM5tn/2695mH8nj/FYCS74TK9F96mM2ObIIuPyxt4Qex5Yzu875cMFioG940BEE/UON2yKxML9gk+WUQ/Szk9M0e3IqRPhezPaN0vc2f4bm7NueOCK30rktOwkXnPOmX6UzX/OLtOtzf0UvpMgPiCR/hRDImvz1x3tT7HhvK6hkG6/5OLbdLjAe8RVUH++7/tqL7JvvKev1EyQFRpUH+tz2yh4B0eEAWZ8A7+vLQhC+/bqDvIC1P3U9rbet/iGdev4USPPcXoGx+Ue/S+c897cdPQ+HDTiRkD0E7DVwRUFf8/6kYGIXtviYsy17Jvf55i3fz6IkCdjyf/70/1v5uU06HxwOePJTH6bxJ5PlB0Ql+4Um9xVB/t7fxTf1STJU6OKP3XkPugBCAACGiAART/AdVAbo9AjIWATEJgdq5gWcsvFS2vg/fodGzn5pJUjHiysf+hlacTifKiuvMJBZ9Rx2yBrPnP1btP1lf1mqsOoER374CD35jx+OzQ8ID7wqjvx9wiNA/kky/tWthUNiYtwmfzQAggAADBIA99g3W8LE3GFSoGfnLVsEhN+D/7W96Ju+jIZXvJRe+u6fotWXX1q6Nd8p+ubGacu2Da18gCqDQxvf/omHjRBWnT73vq/upOf/5VGann6K5hY9TAu9e0MWt5TcSRbvT0n+qkY/IdERQ/6K9xbXTtjGVlsAoAFQFwA5AN2Dba4ACA706Sgp0NP1LzQ4yNMoSJV7EMwJIOdnajULakwaJP8UQc+EwVbyH4WTA91Nu3f+dOqZfalD+r2zL7NvG4T/8j9coGUXpaOMNMlmOqOO4557vn+UHrziP+jq715W6YuS4/7325+jx0pH5EXlYahw+hs3kDX+Mtr72UYYhQXAfP+PbDHwiH3bEAV6yX5BIg5a31mRP8WSv79hkO+dqQcGtfcaAAIAMAhb7eOD3o1BLymwrRAiOwKGRvkmEwGyjoG+1ySPSLDa1r43ObDXJvveqUsbtzbZ98ydLv0iJp8mWn5xesuxbNI5MXIh/eD8z9DLn/iVyl6Uj178JZq3RYBliLBKc67nT7R/7mHxaR/9U21D2BEDjiD4Ec0PPmI/6HiJ5K+b8R/RUZAC79m/1wBdAIQAughuHoBvM0yYFNj6l7RHAAWS8pKHAyKT/zy/7+8foEV0CQ1ZF9OinvNoYs8FNHNisdb3sPatgs5930JqUtBF3uECFgCn7/nnyl2PT573l/Tcut/q+HOXcT4iP8/v9NLxx+K3zEXDgkZWzdPU/E46KR6l6YWdNG09SqJvX4igU8f8E5K/KuM/qrugFVBeH7vzHvAGPACAgeCs3Iv8VmZgLkDLGveX7HmtcnV5YKD+X8MT0DTs/Z4A8pQJNj0R/f2DNGi/9UGb9BfZpN83u7m9odtcPnNC/1KdeDpQtZQREaex5tNYtU9t/EtaevxxWnqsOpVX+9e8kX5sk79lqDXfCSZ36fHe9GTjcUP9G2iINrSu4em5F2jKFgRT9L2GIOjfJx/pmyH5U/AmJfnD+ocAAMzFVq8AcDeCNnn7iZh8JOwd5hOs0+9cBMiaBTlW0qIhGqCLHdJnS79n+jzlh5qZSmZwnNhpJXZtNfIN8nOlpSEkzgf4/iW305X3XWYLI/OTAo+PXEjbz/9MaveiSeGCuRN86P/F9FTDE9BCj/3vgTX2tf56WmYfznU9c4KmbTEwJR6zBcH3SAw8lTn5xw8MCmb8R5I/A/F/CADAUPDi/O3wZhidFNiZCKB20x5NEUBTl9Di3sto2eLLJISv3lynJ2LbxoQ26/kTFvUtSbb159FlLkhInT7/9PDZ9OQFn6HzH3lLqvdxcHKQDkwM+f69crhR9jfcP0tnj55I9fzc0ZDJn0VLT0pLPk9rPun5PrkrmUKcsa/ZwcXRfRIWLVpiC4KfpBH7YBw9OEmTC9+hhaHvEQ2xh+CF3Mhfs9xPZWQAEACAoR4ABQEpkgI9IoBa2fnCJxRkY31DnfskIoCm1pN18mKyTvwUWVONrLzFp86TNZ2smc/UpJWYRCZ2EY1enNxezyZcIHKxag+ueSM9u+GP6Zydf6L9N8+NL6EfHlhOj+xd5fw8ORu/5FkEnDV6nC4+7SBtXn3EFgZz2q/H4YqJkQsDKWT5tlNOIzJ0BQZfT0kwNWHZxJ4MQ4sX09Te66jn+HWNO/r3kbDFgHMs+bb9Zk+kJ38KtPel2Ix/Hz525z0QAF0EJHN0Gd53/bW2+eAPA/g2SeW0v8a98dP+mr+TNQ2aPZVo0mbdEz9JFt8u+E1wyzYJV509l+jzzM1YdHhPb+Lv4WW/JejMX8jve861Lj3myS964Kdp9JDaE8skz4T/jZ1nOqSfFi9bOU6Xnn6QNq0+HOkheH7db9HOTX+Z2+cu85w8/bEe2vulZNvlyjPnqG9Rsne1/5l+WlhQuQx2khhm74B9LPlOZ+SfwCsgMzBQ/w8PAGC+F+AipbXji8sHPQFea83rCfAmDLqbRNMTYFv3YuKiBumzAIjAwGDyLdpNqEqKqRcs6rHiX69T0sk7XBD13NsvvZ0u/c5lNHhyLET8TPpftw8dS18XPzo46hwOqS2eoo2rjjiCgG9d7wCXLO6yyd/K8XOntWbSCIykHoCGF6CHlgwma5c8MLxAUycULZunN5BlH3SkqWxZBNiCwFpq3/a/GCZ4iiZ/CpF/rLcF8X8IAMBw3EGSPAA/cXnoy9cjQEL0QRFgk/zC8Vc6lr7g2wToHxKJfU7TE51RyvGdei+VhnTyrC6wIqxajq/vuOx22nzPZTS/0Hjks+PL6NOPbKSDE4O5Xlz8/N+ZOI2+M3aa8++Nq9g7cICmf/YfaZmHPToNk5QprLIWAHztLl2Z7G8G7DUypZuGYYtuPsT+33LCBdbSex0PQc/S+zwXkZr8NTL+ZcYF0EVACKALEewHICemqNa8gRr9qXNpYfx1jqUvptZ3/L5WnjVHvf36j2dX6IFnO9OonAD4M9/Q3+5NHRLkxcnjx2j65ATNTE7Q7PQUnbL/LjrrqT+hbz5zDj245/TSr7ulK9fQaeddSGdf/Ao666KryOrpye87TZGHkfR8cFLpd97Q2Wc5df0s9SSIYM3PWvTiM+ntMhYDPfZhLX6cegZeyIL8Uf8PDwBQEbBS3xJtDfkrA7xp/Wztzx97hWPpLxy72t6VlqSms177SuvtT/a3Mwmz/4Ob9vwERVQCFGvNdyoC5mZnaeLIQZo4Ok5iYd73nPtHXkVf+/49dPDoghEX3fGDL9Lxe79JT9kHg0XA2o0X27dX0sjqbAVKvDWfXaKnY/13eALZnT+8TP/88Brp7ROOEEglkI690l7DDQ+dNbiLepd/g3qWPO783An5w/qHAACqg21xAiAkAhaW0MLRV9ibxtXOkTX6uSY6oRE1PWWlsp6P7SRacXGRpJOdwJi3if/Yof028R+RPnZ26iR99/OfoGOGkL8MP37sfuf47y980vEOOIJg08V0tn3b4/EOmJ6HcWJn588zM2nR4tFkf8P9AyaPZmdss9dubl/Dc2cNvEC9I/c5gsAaelqX/Bl3YFuFAACqga+QZy6AcmOwLft5m/TnmsSfJxYNicTxpukT6TZBzgNYdYnkc8d+MeWSDhP/sYP7W/fJyP+/mfxf3FOZC5K9A9v/4w7nYJzdEgNX0rLVpxubh8F/ygmlnaKR0JcsEXBoKQuAfM6DmDmV5g6+xTmsgRepd9l91MfeAVsMwANQPyCm06V43/XXsuk4qib9q53bonDq+rlEsdBZ2/o/8Fxvqtd8yS8Svfy3O+L59BttB79kd/+hPc/RzPRUxPdyku773CfoaIXIPw7sHWBBcEbTO5BH7kCac/3Qb1p05Hud//2ac+eoP0EFDEd69v6wv9BzECMGxj925z3LsavCAwBUywtwo/sPL+mL+SWFvhHe/HoSXmkzJ9Nr02NPRSvcXK35qOeWvKnpyQmb/H9MC/bu3xPxpn/wH19JTP6jo6P00pe+lAYHB5teBYteeOEFeu6552hqasoI78AP/uMO52Ccc8kr6PTzLnRuR1atydSa7+j97Ux3lUxPUCIBwEK5f3DBEcFFQcysprkDP+8cLAb6V37ZEQT8c3MvASAAgAph28LJc2+cO/wa4qNo0veCY5pJo/nTJ9O/7tGd8V3kYmvHU5iWuqTDCX6HX9gd+7h9T/2Afvz9h7Q/PxP+q1/9arrwwgvb78myfD+zCPjhD3/o3LIoMAHPPvpd57jv843cARYCazdeSC+xb4su25w90TjSgDtZJi0HXLRYJJ6BkZ0YWEPTe99DZB/sDegZ/iH98pnfGv2n5/vMH0QBZL4mgArhl8+YHW1a/u8kRUOgorHizHkaXJps296zIxttev1/WNS/NOWGmON3w+R/KIr8my8+ayuir//dnzkhAB2sWbOG3vGOdzgiIEj6qp/Hx8dbYoBvTYRXDLA4yIUAPT8ffpTo/t9M/5xnnT+b6PEnj/WkDoHlgFvtL+ez/7S7byt2WggAwCC864zZLU3Sv9G093b6yzj+n2CSmm0xHRjLRgBc80mLVl2a3prPQwhwrP/FsV1az/3wv3+Bnntcz/r3kn8c6Uf9zCJgbGzMuWVxYBpG2DtwqS0IzruQzr30FcnOl+a5fvZfiXb8Tfr3uuYlc7RoSbI8gN3b+03dbsbs47MsCGwxMIbdFwIAKIf0XWv//faxzsT3yLHPU89N1v//2IFeOro/m0Swi37Hog2/WIw1n0RgcKx/79M/sm8XWgtR9feTRw/T1z72Z1rvgUn/3e9+Ny1btiyS5JOKAdc7wILgySefNPA6G6IzN19M51x0lXM70vQOpD3f223yf+Zf0r+/0VMXaNmaZNUA+57qyyQXJmdwfsDN8ApUE8gBqCLxr529yCF9YZ61HyKk4eRb8NQJKzOmntgr/IRGJY6X9ezlh/fttq28Of8I1jbr+v5s54Pf1n4PV1xxRYv8I99KhDCQEtjoKP3ET/yEc7jegWeffdYRAyZ4Bzg08swj33UOxoozzrGFwEV0zsW2INjUeTOIo09l8/74mh49NeHaWSKqIADexMcvnzHHnoCbm14B5ArAAwDkQPxM+Ozm31KV97zq7HkaGknWrObHT2Tn+lx9KdG1/5D8Mk+jEeIExuTxY7T/+TF5gqJ3LGsT//YXf6gd+//d3/3dlus/qZXfqcfg6NGjtGPHjpYgMA0DrnfAFgNnebwDOuf7az8jaPZ4Nu9j3cXJ8gAmj/bQ/md6q7ZNMfnf2vAK9I9h14YAAFKR/sxoQ2Vb3NhnXdXe/5mbk/VC5znqLz6dnWNqYCnRmztsYZ5XuOD5nU/S3MyMtETBCqzKPT/aTvfddovW83Kp3w033JCYwLMWBl4xcOTIEQNF6bl0xnkX0LmXXk1nbrxAeb6Z+O/6meyuglM3zNFQgjyA+XlbDH+/v7J7l2gIgc/esrt/K3ZyCAAgOfFzGxuO749W8TP0DQhauzFZ/P/oC700/mK2jWDeurWn40qArMMFx8cP08E9P25ukFaA+MPL8aF//1d6VrP0j0v+OASQlWWfhRhgAcBC4JlnnnGEgWlYNLyEzrBFwPpLX2HfXujzDhx8lOjb78nuAlh+2gItPz1ZHsCPn+izxWLlt2kWAB+GEDBwj8ZXYBZutInfqjjxu+AYppVw75qayH6zG3+qEQroSCFrvJ0kFDG+f1/zL6xwbwRBITLd/dQPtJ+bs/+Tf75kuQBJn2v58uX0ile8gq6+utFq2vUObN++3QjvwPTkCXr6ke86h+sdONMRBFfT1FMXZPpaU8eTtyPitsDHD1VeAGzh411rZ8ccIbCn/1bs9PAAAAHipy4hfhcrz5qnpSuSxf+f+34/Lcxn+z4u+z2LNv6SlVvyn64ImDg2Ti8890xLWVgxS5HFwjc+/dfa7+EP/uAPCrPss/h53759jmeAxcD/z963BsdxXemdnjdmBiBI4kGAEgmAIAEQAAE+QogSLUF5bFK2oqWqNrtZr7Ikk4rzI66yXSm78iurTSoV/diK6WytnJVTK1mSKW/kWnuT9WrXsiTKsSlRovgCKRLgAyTeA2AAzAvAADPT6XvngZme7pnunu6e7pnz2S0AzUb3TGP6ft/5zjn3kq9GgyXhBdfqIagJP0m/2jZLm3eApMLaD2/I+p2Q3wLz4xUXp6EQQAcAUanEnwaZAVCOxCQrp6lN/pR4Z5LxdunRPFtQSRct/gus0IMoCfIPFnht06M3Fb9nrSN7Nc7b2tpKt5MnT9IpidNi4P79+4ZwBxKWMKx6L9KNwBHdR4WAJ/iPwLG+X/754skprsksf5KfIQ8LFYg2bnvt7O4NUtd09rVpxwVkAhQA1UX8rSniZzniZyqL+NPRjlNmC+B6WBtDanlUug5hitJ8IaIs7gAwOUIii0zZbLGU/GZq7Jbq90JNAhc7rxLU1NRAb28v3ci5ZmZmqBBICwIjYMN5n27B7T+l7kBNeIgTBIPg5r5a4nWSzrEWkikAuGeITKKlhTA2iBD4kBMCF5KOAAoBFABVQf7RMxwJcOqXaZMQdpoz+q9JyM7/EwdAi3uxNCqvFkGLuQJWwyFIxGK5C82nywDTLy5r/2Z0HVZ8M7KuQabw3bt3r2EdAyXuwNNPPw1ra2s5YmBpackQ7kCk7n26+VPuABEE7vCJgu4AEQD1LfI+XEQwrAUrOls7TLYzSSFw9vVpx0NkCRQAlUj85INOkrqDUKnMn47o6khEK+/9rYW1uScbISnxu7xoXu4rjQRSlraQ9c/mX1xJ9O/z+agA0CqyL5cwIO5AX18f9Pf305/T7sDNmzfh3r17hnIHAjvPJ92B0AlwrR3ivj7J/ezJHEemuZZ7G8k8GqtBK1QByPg4zgkBMvnyH3NCACcU0hhYBKgP8beliP9Utbzn3d2xpAiQiM0oA4+ua6dHT1+1gU2gu7DUSF/qrz+8cxPWV1fzi/8YgQeRO+aTv/kJjI98Luu1kC4AMg2wEdr/9Dpv2h1IiwEjuAN8JN2BE1QMOKId0H5kE+xO6R88sjDQ5K2qi9UI+X+LEwGvI4OgA2BanG6NvsRWYIFfMdA8p5wCwDVGMz+k/gADce7kdpFIv5TrFl1OmDv55kaUi/witBAxX3EICALumOm7yhyAsbEx6OrqMkVkr8Z5iTtAnIFsd4AIgZGREQO6A29RdyC6PgQN0AdNjifAxniK/r7Lk6hks1D0seW21860bpymQmDGcQ3ZBB0AMxE/sfnJFG6D1fbeSXTTNihvAqClaSv4pyyavJ7WZxj4h9+1gNvKlBzJKwpl/Asw8/B+zuMmNvEPnTzHNwvvvvaniq5FpgH++te/XvJKgJXgGJDOAiICbty4YVh3oNbWToVAo32Ifi+GB5ft1CWrYiTTAjNOTAugADA08RPlStpbvlmt98C7IwGtXfLKlqdu2WBVo0Kng1+zwMC/Y6DOXtr5laYLJu+NQiiwnCMyGJHHjxDYyK/fh5HffKD4dZJUwPPPPw+7du3SnXSNLAymp6epGCDuwNTUlOGeG+IGNDmGYIe9HxqdQ2DPcgfIyoBqrZBpYjwEUiQ447yATIMCwHjk37JOov2fcqNNWzXfh8a2OJ32VA7GPtZuzvNn/qcFmo4ysNNZ+sddiQa4c+VTiMfjfKYXeAiT3737+p/BMp0xUBl+z+WEezYbeI4chaGhIeoGVHotgNxzkdqBtDNw/fp1+rNR3YEmTgxs+jrNuDCQZm4A9xz+8Q/RDUABYCDyfykV+Vc9Hu+LgXubdKqMRhh4eE27cpQv/18buFsAGjgBYGFKi+blioBIKADjd26JPnr84j/S/vfO9/6r4td23G6D73hqMue9FYvDox07IdbZCc7O/dQVqKYiQanfp90BIgaM6A7Y2QZwBA/TVkPn6iBY4p5qH2aIG/ACJwKwNgAFQFmJv41G/VWY6xdD90l5y54GfBaYvatddPM7l5PiYruDAYeltGheskhInXx2YhwW5wT6+UWmAh6/eRU+fveniq97lov+v+K05zkN5L/ziQTcsNogzgkBX+tu6O7upkV05Y7GjXbetDtACiqN6g4413qhJnSSzkxoX++o5uGGOAEv4aiLAkB3/GHL+ikmWehXj3cjNTB5WGg/LK8A0PfACssz2uQ3SQfAPz6fFBe1dgY8VuXRvBKn4O7IVVhfjeSRf/6DmNxHyP/BTeVBzfdrPdBoEXmsmVzX4dPNGCw0NEJg3z5oPNAFLS0tFRfZq3Fe4ggQIXDt2jVj1g5sNoOTrllwApyRftppUGW4wCnuF34468KUAAoA3cif9PV/E+9ELsjiP4/1yisAJP3/qwFtPoq7hxl48k+2BIBXQaZBabpgI7oOt69eLvrUZRPOO//jZfp7StDEEf8rtW5pjzVPDMwlEnAt5Q4sP/Y49PT0KO4kMIMwUPr7xA0gQiDtDqySuR2MJsKJGAg9UW3uACF/IgIu4CiMAkBL4ifR/oeAlr8gGvcmuE2eAPjiV9oVAPZ+zUK7AOjAyH1RWgioRAMszftg4t4YCM38I9TWvjw/B3/7xp8rfq9fcdjhrMsh8ITLEwSxlDvgb2iEYGcn7OrqzrgD1VIkKPX7ycnJjDtAvjemO9BPZyYkwqAKage+xYmAczgSowDQgPzXBlPkj5a/CNoGYuCul06XZAGgB59rVwD45J/YqAtAQKYB2FXDKGZ5uSLgwZ1bEFjyF4y8s/eNXPwIblxUHsB8x+2C4zZrkaddnhggvRwz8QSMeb2w+vge2Nh/ANrb2wt2FlSrMCBuABEDo6OjVBCgO1A2vM6JgLM4GqMAUI/8d62dATKdL4PkXwikANAqg89X5iwwfUe7AsDhP7dB49Gtj/njbkbzvH8aV379Ee8pYwR+3Nr38zdfpS6AUvyE2P+SSV6+GCCIsix1B8KcGFjnxEB9WxtdtMcI0bjRRAZJE1y9epUKAiO7A67KdAdIIc2zb2BdAAoAlcj/NbwThUGIv+dL8joA5h9aYX5cuwlO/sXnuemFJhcDLov2xX8r/kV4cPumIJny95G94eAK/OwHf6r4miTy/3aNM/+B1lAQEHdgKuUOrO3ZCzFOEHR0dMjuLKgGYeD3+6kQSAsCI7sDzspxB4gIOMuJAGwVFBOBeAuKkj8h/jN4J4rDVcsCI5PLIyvaaVB7bf4+siYAGZeLzuEPyg+ghE5W/ytSPUgJInWMb+JRSe/1oNWS97KYzA62OMlLPo7NHE5e/+PcdfescWQ2ehvW7nxB3YFZTgysHzgA29vaM+5Apa1QKPe8DQ0NdHvqqafoz0QEXLlyhX6dmJgwxPMbdd+gW9odcIWPgzMySEWBSUFTtn/YsvbsG7M1KALQAZCHf4XkLwvNHQloapdZAPiRHeIxbV4Pmf1v+NVcjVvvYKBeYs1hKS7BjUsXIZpTzc+k/5+zL8ZdZI1TJZd+/hOYezCm+HqveFzQyPCXFmTEH3aNUwXkTzoZj8MDbx2E9+wB6OrOuAPV2D1Q6PvFxcWMILhz544h3YFkEWE/FQNWThyYCiztEHj2jTkUASgAkPw1w+O9MVlTABPiv3XBodnrafvnFjj+Um59gYv7sYVfCMiqKwKi6+twnRMAQk9a2jqPJhiO+DmiTN2uD/7iv0NMYfsf6ft/xe0q8oQzhR98jQVBhGXh8mYMIiRVwImB7e1Jd6Da2wqFviciIC0GjOIOZIO6AyRVEEl2F5gEKAKE/pZ4C4TIf5UjfxbJXyYcNSzIcVFJB4CW2XhPa/6+GJu3AG+2V65IIfN/k6z+xzfjGTaZfljl/rPGW911eWZCMfkTHLdas64nJm7YHDGgZ6qAfCjc3PaMww4wNwMxbpv8IA4PauuoIGC6e6g74Ha7RbSE9ja9mucq9bxkDgaypd2BtCC4ffu2IdyBmN0H4R1/TbeMOxDpp6LAZlx3gLZvc4Hds2+iCEAHoDD5Y+SvBAO/Ja8A0HffCnP3tSsAPP6SjboAfOzzqn/NbEIdu3kdlhYXMg8YsfhJtL+RECaI0d/8Eh7d+EwxgXzH5YB/YLVIivw1cwcUOgPklqylOguWOTFg58TADk4M7N69u+IiezXOS0TA559/TkXBo0ePDDcGkPRATcodcBnTHaBOAIoAFAD55N/MkT+D5K8o+nexcPAZecn8iRErLM1oJwCefdWe0wKYxmNuC9RYpUXzskRA6pc//vA9Gu0T4l+NC9QC8ojg43f+AsL+ecVR6jsel8SnXCcxUIIgIG2GD+IJmKqrg/WubmDa2qG/v99wZG4EYUDcASIILl++TEWBEeFKuQMGqx1AEYACII/8cWrfEuDdwcL+IXkC4O4lG4SXtPsIvvCRQ7ATYJeLgTo7Iymal4upuXm4fu0qrMdZQbJPPnRZC8+EAvD/fvR9SaQvtJ9E/t922rMuw0h84o0vBog7sJRIwEgsDtHuHoi1tcFjvX2wY8eOiovs1TgvEQLEGSBfFxYWDO4OlL2zICUC3FUtAlAAcHixefUMg33+JWHX/ji0dMrrALj6rkPT1/S7V4TPT6YDbigyJbCc+f8T3LHLmywEuY30/i9lrf6Xx9m8HTOjI3Dzg5/LIv3s/WccNviywOx/phcEAjMmZrsDRBBY2jsy7gDOSpj7PREAxBX44osvqCAwpjuwVUho3Wwqx0t4yG2HORFQtZMFVb0A4Mh/GJLT+yJKwN6BGOx8THoHwMYqAzc/1G4NgPouBv7p28Lnd9sY2OMu/aMf4fROcIOFwOaWWvjik1/BxvqaKHnzd137+7+C+fG7sok/jVfcjlT7H1OMSyvaHUhwYuCxvj7YuXNn2UjXyMIgLQY+++wzQ7oDZOIhz9KXwbPyW5z6tuh5aTpj4Ju+6hQBVS0AXmyO4Nz+KuHAEzGo3Sk9bA75GRj7RLsmlKajFhh+VVgA2LnxZX+tskGGOPsrHOkvcdsmT++shUMwevk3BUg8v/vgw9fOZToA5LoATRYLvFLjEDl9iYLARGIg2x2YrtsG0Z6kOzAwMGCIaNxoIoPUDhAhkBYEhnIFwsdg+9S39Z6W+HVOAFTl2gFVKwA48sdV/VTE0efkdQDMjllhZkw7pb//960w+B/E1xjo3577b8WkCyno868nbf6EyMELUw9h+u7tDJEVm3hneXYSLv+f8yJOQXEx8BW7Fc467BKe7Op1BzZ6DlJ34PH+/ow7UOm1AHLPRUTArVu3DOMOOFZ7oeHhf9PbCfjWWz531a0iWM0CANv9VIKV46DD/0yeAJi8ZQXfA+0e8INfs8LBfysuAPbVWcBrY4qKgKUoC4sc8WeK+grg3rVLEF7285k162Fjcp68sY8/gImRy0WJX0wM/Gcu+u/NtP8xEp/y6hIDOe7Atm1UEFg79mXcAZx8KPd7IgA+/fRT6g6Qr+VC3dy/Aa//BZ2vyh5+y+epqqLAqhQALzZFznDvHIv+VAKx/ruflNcBcOeijaYBtMKx/2SFvc+JC4w9XivsdOVfnxT/kX79hbUER/4JiEvMasRjmzDyq/eEiYq36l8al/7qde4ezMuy/tP7PNzXN9xORUSvuyAwkBjIdgc2D/YCy4mBtDuAsxLmf592B4gYmJ+f1y+o2GyA5jHdh+iH3EZEQNXUA1TdTIAc+bcBWdaXBYRKcLpZ2VJyNcBouiRfTQsjatUTbHD/yJ8RkET6/vUEhDblv7Dg8hJ3PTa1Sg5fVWyRafrM6+EgJf+k6GAFB1+h/el9ZPEfFnjvIWd6P1acaiUex2bNIlhQDIjMNij471n/xPIFAct7cUyh60k5js29fGrlxQaLBZ51cOLw3hhE747Cg7/9G7i/qwWC7R3g7euDAwcOFNAU+iweZJRzHT9+nG5nz57NuANku3nzpqZjSty+CBueEXBE+vUcygg3ENXxAlQJqk4AcIPBTwGL/lSFw01WAZRHmrFNjT/YXrZgK1+QC/Nb3RaIxpMW/yJH/Btx5YpkeX42KQAokbH5YTRv39L0owyZFyN9of3Hrck1jdksAjeFGChwjN7TE1Pxyn3tIW2Ui/OQ4LalSxdh3OGEFU4MuDgx0Ni5n67ipyfpFnOByiUMmpqa4LnnnqMbmZKYiIC0GNDCHdh0jestAAhOvdgcOfWWz/MzFAAVhj9oCr/EPf5Y9KcyPPXyiDO4qO0aAAR1nUxBARCNAdxdicNyNKHK9UJLfkrSDI/I6Itg8pfpXXh4VzbpZ+/P5P6zTswyuW+YASaf5IEVTwFIPI7lRfSMFKLP+Wd57oBeYsCScgcaiDq9Owoxbrsbi8O9lhaYa+uApkOHoKurqyIi+1LP6/F4YGhoiG7kd8bHx6kQuHTpkmruQMISgTI5ta+92BS58NZ85acCqkYAPH9ycjDxKP5HlqgVGVvtD5GDOAAyHuyY9qUnbJGZfNZjLLepc63VcBCiq+FkFJsiYSaXzXJ5lEwcNDtR0OIvtL+dI/+mDCuKRf1AUwSV4A6UI1WQHhypO7AwT7fFSxfhlt0B0Y59wPT1w15ODPDnHahWYdDe3k63559/HiKRSEYMjIyMKHYHyORAZcrUEoe4KlIBVSMA3JO1ryH5axRtN8p7TCMBbQXAziOF8/9qI7S0SO3/7EUF2QxT5RNcYG4SNnm9/1KIP72vz2IRIVMR0aHIHcBUQbY7kK4deJqsYZ3lDtxoaYEAJwiaDw3IdgcqVRik3YEnnkhO95t2Bz755BMqCCST01o7QPmKtU79QVN4+Efz3gsoAEyOU0PT37SO29D61whyx5ao1iuasvKm8i0Vy75ZSNb/sQJ17vnEu/BImf2f3nfcZpFPzrLdAfOlChS7AwrEQNod6Em5A8sfX4QRux1i+zoB+g/BngMHoLGxsSzRuBGEAd8dIMs9p92Bc+fOUTFQLPq3r7eXe2gjLkDZXwQKgBJw7OWP6l1/5v0jpGnton/ZAiCirQNQt794CkAtkPa/0NJChhxEuThDvAArs5OKCwC9Fgb6aP5fCtGrJQagsgsJS0wVkP9u5/4u1B0YuwMxbrsfi8O1llYI7dsHTQOD0N3drSvpGlVk+Hw+SS5AGYr/hNBG6sZ+NO99CQWASbH3rZ7vWtat9dj1p9EHyC7/zkYj2kboVo9+DkBwaTFJ0AJkL9QTuB4OQHhpXpEDQNBrsWTeG1NIaUiN1EtOFSgQIFDZqQIyqHbZrNC14APgtuWLv4HrdgfEOpPuwMEjR8Dtdpsysi/1vN/73veoC1AMruCQUYa4b3Ai4BwnAiqyILCiBcCz//rGoP0XjjOATf+awbOdFSCgwliPCDCPmh9qL5NpydMaK74ZSCSEXRBevMjdJiYn+lfiAAzRlf/YXILL40aDuAOVliqQ6g7wJiAi7sCX4psAo7chxm33f3wexlpbIcaJgebBw7Bnzx7TRPalnPftt9+GBw8eSDq3I9xvlGGbFASSZeIr0gWoaAHgHa3/Lhb+afwBktkBEFnWvgOgtlNPB2CBEjTL48AkwTA8EmJhceJusl2wQJFfof19qf5/vuhisyJ1Q4qBanIHCqQKMu7AvA/g/fcg8MtfUHfAfmgA1jr357gDZorsi4kX0glw/vx5aeQf6Qcm7jFS2PaNrzaGz51fqDwXoGIFwNP//sqw56/rhpGiNRZZ21lZkwDGN7V/TdSR10EBrIUCEF2N5LHb1lwAWS0BqUExMDclSvDFxEAHbf8TaS3M2sHybHvDpwokugOVliog2Mb9/BSZd+DKZUhw293zb8Fo625gOUHQMDgIe/fuNXxkL+VcUsmfIGn/G8q1rVgXoGIFwLZrDdjzrwdItCvDAVhf1d4BcDXr4wAko39RZsjbFfBN5bX/SRED6f2ixX8FxIApUgUSj6u4VAFPEFgy7sAcwC/nIPDe31F3wDEwCJHO/dB79ChtsTNCZC/nvCT6f//99yUf7wj3GXGk+8ZXG0Pnzi/UVpQLUJEC4NjLHw27fuDB6F8Padwsj2m17gAgcDazuswDsOKb5q6T4FEVk5cOSLcD+ifvCZJ+MeJP76f5f1aMwDNMDAIMpo47gKkC3d2BE8Qd+PwzSHDb/fNvwu3W3QCHBqHx8GFoa2srW2Qvdl4hyIn+rRtNYFs3ZOddRboAFSkAmt/bc9oecCA762EAyBxH1sOgubunR/RP2v+C/ty101lGYJjPagQg9r/SAkAvt68/4wAwIsG7xu6ASVIFkt0BE4kB8pffb7XCft8cwHt/B6FfvAtX7A6oGTwM4f0HoO/YsbzagXIIA6FzFev5z4n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"path": "emoji_u1f469_200d_1f3eb.png"
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} | Generate code for a svg of a a pile of snowballs ready for a snowball fight. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfdfe" d="M0 0h96v96H82l7-5-3-2q0-3 1 0 2-8-6-11-2-3 1-4H64l-2 1v3l7 3-2 1q-3-3-6 0-3-1 0-3l-8-4-5-8v-4q3-3 8-2l1 1v9q6 0 10-5-5-3-6-8l-2 1q3-6 10-3l2 9-1 1h11q3-3 1-6-5-2-7-5l-1 1-3-2q1-9-5-4l-4-2-3 6q-6-1-8-5v10l-3-3q-5 1-7-2 0-4 4-6-4-2-5-5-2 2-1 6-12-3-12 9l-3-3q-2 0-2 3h-4L8 65q-3 2-1 6 9-4 19-3l-1 3-5 5-2 2 4 4h7l7 2-5 3 7 2v5l11 2H0z"/><path fill="#e9f2f4" d="m59 54-3 1q-3-1-5 1v-7q2 4 8 5"/><path fill="#e2ecee" d="M41 54q2 3 7 2l3 3 5 2q-5-1-8 2-4-3-7 0h-1v-2q-1-4 1-7"/><path fill="#f5f9fa" d="m74 56-3 9-2-9 1-5-4-1q6-5 5 4z"/><path fill="#d3e0e5" d="M56 55q3 3 1 7l-1-1-5-2v-3q2-2 5-1"/><path fill="#e5eef1" d="m71 65 3-9 1-1q2 3 7 5 2 3-1 6H70z"/><path fill="#f6fafa" d="m36 59 3 2v2q-1 6-7 4l-4-7q3-2 7-1"/><path fill="#e4eef0" d="m66 50 4 1-1 5q-7-3-10 3l2-1q1 5 6 8-4 5-10 5v-9q2-4-1-7l3-1 3-6z"/><path fill="#e4edf0" d="m22 58 4 2-6 7-12-2 10-7z"/><path fill="#d4e2e7" d="M26 60h2q-3 3-3 7h-5z"/><path fill="#e9f0f2" d="M41 54q-2 3-1 7l-3-2v-2q3-7-5-6-2 5 4 6v2q-4-1-7 1l4 7q6 2 7-4h1q0 5-3 8l1 1q-9 6-19 4l5-5 1-3q-10-1-19 3-2-4 1-6l12 2h5q0-4 3-7h-2l-4-2q0-3 2-3l3 3q0-12 12-9-1-4 1-6 1 3 5 5-4 2-4 6"/><path fill="#d2e2e8" d="M36 57v2h-1z"/><path fill="#f8fafa" d="M37 57h-1q-6-1-4-6 8-1 5 6"/><path fill="#dae6e9" d="M48 63q-3 0-5 3l-2 6h-2l-1-1q3-3 3-8 3-3 7 0"/><path fill="#ecf3f4" d="M48 63v4l5 8H43l-2-3 2-6q2-3 5-3"/><path fill="#f7fafa" d="M39 72h2l2 3h10l8 4q-3 2 0 3 3-3 6 0l2-1-7-3v-3l2-1h18q-3 1-1 4 8 3 6 11-1-3-1 0l3 2-7 5H49l-11-2v-5l-7-2 5-3-7-2h-7l-4-4 2-2q10 2 19-4"/></svg> | |
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"bytes": "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",
"path": "ed35a39db2b0c8d54299c6a8f6ec7b482f8b054b8ca69e2fce9bfaa3334948b1.png"
} | Generate code for a svg of a there is a cup of coffee on a white background | <svg xmlns="http://www.w3.org/2000/svg" height="22" width="22" version="1.1" id="svg2">
<defs id="defs10">
<style type="text/css" id="current-color-scheme">
.ColorScheme-Text { color:#d3dae3; } .ColorScheme-Highlight { color:#5294e2; }
</style>
</defs>
<path style="opacity:1;fill:currentColor;fill-opacity:1;" class="ColorScheme-Text" d="m 7,9 c -2.209139,0 -4,1.790861 -4,4 0,2.209139 1.790861,4 4,4 0.2424594,-8.38e-4 0.4843405,-0.02372 0.7226562,-0.06836 C 8.4620206,18.481091 9.958036,19 13,19 c 6,0 6,-2 6,-10 z m 0,2 0.00781,0 c 0.011613,1.596219 0.052166,2.938455 0.1953125,3.986328 C 7.1356935,14.994331 7.0678957,14.998894 7,15 5.8954305,15 5,14.104569 5,13 5,11.895431 5.8954305,11 7,11 Z" id="rect4137"/>
</svg> | |
{
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c10.406,0,18.84-8.436,18.84-18.84V89.12C441.72,78.713,433.286,70.279,422.88,70.279z M279.251,354.09
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",
"path": "dc4ce1bad3d713c63d5bac7a4e277e216dedbd8c64cd5811b5762f25155bd3fb.png"
} | Generate code for a svg of a a black and white photo of a camera with a lens | <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none" stroke="#000000" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"><g transform="translate(2 3)"><path d="M20 16a2 2 0 0 1-2 2H2a2 2 0 0 1-2-2V5c0-1.1.9-2 2-2h3l2-3h6l2 3h3a2 2 0 0 1 2 2v11z"/><circle cx="10" cy="10" r="4"/></g></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a blue and red basketball court lights reflecting off the floor. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#091a48" d="M0 0h96v47l-2-1 1-5-2-5-2 6v-5l-1 1-8-8-2-4v-2q-1-6-6-6l-1-3h-4q-6 8-15 9v4h-4l-8 4-3-3-2 3-2-7h-1q-2 0-2 3l-7-9q-6 0-9-3-3 0-3 4l-2 8q2 3-1 6-4-2-2 2l-3 4-1-1 2 7-1 3-4-12 2-1-3-4z"/><path fill="#0c1d4f" d="M80 24q-2-3-5-2l-9 5-2 5-16 12-10-7-5-4q-5-2-2-5-1-2-3-1h-1q-2-4-5-3-6-6-7 2l2 32v1q-4-1-6 1l2 14 3 2h1l1 9 12 3 4 8H0V32l3 4-2 1 4 12 1-3-2-7 1 1 3-4q-2-4 2-2 3-3 1-6l2-8q0-4 3-4 3 3 9 3l7 9q0-3 2-3h1l2 7 2-3 3 3 8-4h4v-4q9-1 15-9h4l1 3q5 0 6 6"/><path fill="#b6d4f4" d="M27 27v7h-7l-1 2q-2-6 1-11l4 4z"/><path fill="#4167a8" d="M80 24v2l-1 8-1 1-1-10q-3 0-5 2l-4 1v10q-6-1-4-6l2-5 9-5q3-1 5 2"/><path fill="#b0ccf2" d="M72 27v4h5v3l-9 1v-7z"/><path fill="#d2e7fa" d="M77 25v6h-5v-4q2-2 5-2"/><path fill="#6e91ce" d="m77 25 1 10v3H68v-3l9-1z"/><path fill="#6490d1" d="M22 24q3-1 5 3l-2 2-4-4q-3 5-1 11l1-2h7l-2 3-8 1q-2-8-1-14z"/><path fill="#4a67a9" d="M28 27q2-1 3 1-3 3 2 5v5q-5 0-7 4l-8 2v-6l8-1 2-3z"/><path fill="#1b326e" d="M64 32q-2 5 4 6-1 4 1 10l10-3-1 13-31-7-19 5q-1-6 1-10l7-4 2-5 10 7z"/><path fill="#63255a" d="m44 37 8 1q-3 0-4 3z"/><path fill="#384e8d" d="m80 26 2 4-1 8-2 7-10 3q-2-6-1-10h10v-3l1-1z"/><path fill="#30498a" d="M22 24h-5q-1 6 1 14v6l8-2q2-4 7-4v-5l5 4-2 5-7 4q-2 4-1 10l-10 2h-1l-2-32q1-8 7-2"/><path fill="#f0265f" d="M78 58v4q-9-1-15 1H29q-6-2-11-1v-4l10-2 19-5z"/><path fill="#f36c93" d="M78 58v5h-9l-1 12-1-1V63h-4q6-2 15-1z"/><path fill="#0f1c4d" d="m82 30 8 8 1-1v5l2-6 2 5-1 5 2 1v49H62q0-7 6-10h1l10-1 2-25-2-1-1-1 1-13 2-7z"/><path fill="#dc6693" d="M17 58v4q5-1 11 1-4 1-1 4-3-1-2-3-4-1-9 1v11h-1q-1-9 1-17z"/><path fill="#c22456" d="M29 63h38v12l-2-11H48l4 2q-2 5 5 6-3 0-3 2l-1 1q-7 0-12 3-2-1-1-3-6-1-10 1l-2 1V67q-3-3 1-4"/><path fill="#a91f53" d="m67 75 1 9-1-2-1-4-3-4q-6-2-10-1 0-2 3-2-7-1-5-6l-4-2h17z"/><path fill="#fbf3f7" d="M77 64v21h-8l-1-9 1-12z"/><path fill="#3e295f" d="M17 59q-2 8-1 17l-3-2-2-14q2-2 6-1"/><path fill="#f9eef4" d="M28 67v17l-10 1-1-9V65q5-2 9-1-1 2 2 3"/><path fill="#822f6c" d="m79 59 2 1-2 16z"/><path fill="#a71e54" d="M30 76q4-2 10-1-1 2 1 3 5-3 12-3 3-1 3 3a47 47 0 01-26-2"/><path fill="#c671a7" d="M77 64h2v12l-1 8-1 1z"/><path fill="#58376c" d="m81 60-2 25-10 1v-1h8l1-1 1-8z"/><path fill="#85184b" d="m53 75 1-1q4-1 10 1l3 4-22 2-13-2q-3 0-4 2v-4l2-1a48 48 0 0026 2q0-4-3-3"/><path fill="#6c1346" d="m67 79 1 4q-9 0-15 3l-22-3-2 1h-1v-3q1-2 4-2l13 2z"/><path fill="#531243" d="m29 84 2-1 22 3q6-3 15-3l1 2v1h-1q-7 0-12 5l-8 2-14-5q-1-5-5-4"/><path fill="#461747" d="M28 84q4-1 5 4l14 5 8-2q5-5 12-5-6 3-6 10H34l-4-8-12-3z"/></svg> | |
{
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",
"path": "4cce73717663a6446d27d5067b26f9066933e653d3d21781736a2ddab99c1d43.png"
} | Generate code for a svg of a a black and white photo of a clock with a circular sticker | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24">
<title>
bike-shop
</title>
<path d="M13.517 12.18l7.206 7.207a.945.945 0 0 1-1.336 1.336l-7.206-7.206a1.26 1.26 0 1 1 1.336-1.336zm5.37 2.753a7.5 7.5 0 1 0-3.977 3.977l1.585 1.585-.064-.023a1.253 1.253 0 0 0-1.574.65l-.122.266a1.052 1.052 0 0 1-1.67.332l-.213-.197a1.255 1.255 0 0 0-1.704 0l-.213.197a1.052 1.052 0 0 1-1.67-.332l-.122-.266a1.253 1.253 0 0 0-1.574-.65l-.272.1a1.052 1.052 0 0 1-1.416-.943l-.011-.297a1.251 1.251 0 0 0-1.204-1.201l-.291-.011a1.051 1.051 0 0 1-.947-1.414l.103-.28a1.248 1.248 0 0 0-.65-1.568l-.267-.122a1.051 1.051 0 0 1-.334-1.67l.202-.218a1.247 1.247 0 0 0 0-1.696l-.202-.218a1.05 1.05 0 0 1 .334-1.67l.266-.122c.594-.273.878-.956.651-1.568l-.103-.28a1.05 1.05 0 0 1 .947-1.414l.29-.01A1.251 1.251 0 0 0 5.87 4.667l.01-.297a1.05 1.05 0 0 1 1.417-.943l.272.1a1.253 1.253 0 0 0 1.574-.65l.122-.266a1.052 1.052 0 0 1 1.67-.332l.213.197c.48.446 1.224.446 1.704 0l.213-.197a1.052 1.052 0 0 1 1.67.332l.122.266c.273.594.96.878 1.574.65l.272-.1a1.052 1.052 0 0 1 1.416.943l.011.297c.025.653.55 1.176 1.204 1.201l.291.011a1.051 1.051 0 0 1 .947 1.414l-.103.28a1.248 1.248 0 0 0 .65 1.568l.267.122a1.051 1.051 0 0 1 .334 1.67l-.202.218a1.247 1.247 0 0 0 0 1.696l.202.218a1.05 1.05 0 0 1-.334 1.67l-.266.122a1.248 1.248 0 0 0-.651 1.568l.052.14-1.634-1.633z"/>
</svg> | |
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"path": "emoji_u1f469_1f3fc_200d_1f692.png"
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fill="freeze" begin="0s;6570.click" /></path><path d="M65.75,16.25c0.37,1.12,0.48,2.38,0.17,3.63c-2.42,9.87-5.87,20.7-13.17,31.74" stroke-dasharray="38.229" stroke-dashoffset="38.229"><animate attributeName="stroke-dashoffset" values="38.229" fill="freeze" begin="6570.click" /><animate attributeName="stroke-dashoffset" values="38.229;38.229;0" keyTimes="0;0.891;1" dur="3.52s" fill="freeze" begin="0s;6570.click" /></path><path d="M63.92,37.46c0.83,0.04,2.48,0.01,3.35-0.1c6.98-0.86,13.48-2.61,21.13-3.59c1.55-0.2,2.52-0.02,2.92,0.08" stroke-dasharray="27.729" stroke-dashoffset="27.729"><animate attributeName="stroke-dashoffset" values="27.729" fill="freeze" begin="6570.click" /><animate attributeName="stroke-dashoffset" values="27.729;27.729;0" keyTimes="0;0.927;1" dur="3.797s" fill="freeze" begin="0s;6570.click" /></path><path d="M79.23,40.01c0.5,1.34,0.52,2.8,0,5.26C74.51,67.58,65.28,86.9,48.76,94" stroke-dasharray="65.001" stroke-dashoffset="65.001"><animate 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} | Generate code for a svg of a green dragon hiding among the forest trees. | <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="#c2dda7" d="M48 0h5l-1 17-3 7q-2-12-1-24"/><path fill="#a6d78c" d="M65 0h10q-3 8 0 18l-4-5v3q-3 2-3 5-4 0-1-3-3-4-2-7l4-2-2-8-2 3z"/><path fill="#8ec779" d="M57 0h2q0 3 3 5v1q-4-1-1 2-3 2-3 5h-1l2-8z"/><path fill="#abd693" d="M26 0h4l-1 3 2 3q-3 0-3 3l-2-7z"/><path fill="#bad4a2" d="M59 0h3v5q-3-2-3-5"/><path fill="#4a8145" d="M14 0h5q-1 3 1 6l5-6h1v2l-5 6q-2 3-1 7l-2-6-2 10-3 3-1-1q0-3 1 0v-8l-3 4z"/><path fill="#98cf81" d="M19 0h6l-5 6q-2-3-1-6"/><path fill="#6eba68" d="M30 0h8q-2 8-7 14V6l-2-3z"/><path fill="#94ca80" d="M40 0h6l-1 5q-3 5-2 12l-2-4-1-3 2-5q4-6-2-1z"/><path fill="#86d579" d="M65 11V4l2-3 2 8z"/><path fill="#73b168" d="m75 0-1 18Q72 8 75 0"/><path fill="#c4dfa6" d="M45 5v6q-2 3-1 7l-1-1q-1-7 2-12"/><path fill="#70aa62" d="m26 2 2 7 1 8h-1l-1-2-1-4-2-5v6q-3 1 0 4h-2v-2l-1-6z"/><path fill="#d8e0b9" d="m26 11-2 1V6z"/><path fill="#bcd59e" d="m21 8 1 6-2 1q-1-4 1-7"/><path fill="#c8dcab" d="M31 6v8l-2 3-1-8q0-3 3-3"/><path fill="#56914d" d="M38 0h2v4q6-5 2 1l-5 5q-2 4-2 10l-4-2-1 1-3-1 1-1h1l2-3q5-6 7-14"/><path fill="#c1dea6" d="M54 0h3l2 5-2 8-4 4z"/><path fill="#8fc27c" d="M79 0h2q3 8 3 17l-1 1q0-5-3-5-2-7-1-13"/><path fill="#5c9455" d="M81 0h4l5 8 1-8h1q1 9-1 20l-2-4 1 1q1-9-5-13v12l-1 1q0-9-3-17"/><path fill="#b3d396" d="M85 0h6l-1 8z"/><path fill="#78bd69" d="m53 0-1 17h-1z"/><path fill="#c0e39a" d="m26 11 1 4-3 1q-3-3 0-4z"/><path fill="#d2e4b3" d="m42 5-2 5 1 3v4l-3 6q-2-7-1-13z"/><path fill="#a5cc90" d="m89 16-2-4-2 4V4q6 4 5 13z"/><path fill="#588b4e" d="M92 0h4v25l-4-1-1-4q2-11 1-20"/><path fill="#d3ddbf" d="M45 11v10q-2-1-1-3-1-4 1-7"/><path fill="#afcf98" d="M80 13q3 0 3 5-3 3-3 0z"/><path fill="#97c584" d="m27 15 1 2-1 1q-3-2-4-1-1 2 1 3l-2 3q-1-3-2 0v-3q-1-3 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fill="#3f6e39" d="m30 19 1-1 4 2 3 6-1 1 2 25q-4 1-2 5l-3-2-2-11V20z"/><path fill="#548e4f" d="m77 23 2 5-1 9h-1z"/><path fill="#4e944c" d="m92 24 4 1v25l-3-3-1-15q-3-3 0-5z"/><path fill="#b9dfa0" d="m27 18 3 1v3q-5-3-5 3l2 18h3l-1 1q-4 1-6 4l-1-11 1 2V29l-1 2v-8l2-3q-2-1-1-3 1-1 4 1"/><path fill="#80bd6e" d="M22 25v12l1 11-2 2-1-14v-9z"/><path fill="#dbebc1" d="M22 37v-6l1-2v10z"/><path fill="#3a6735" d="M89 16q-2-1-2 1l-2 2-3 30-3 4v-4l-1-12 1-9-2-5v-2q0-3 3-3 0 3 3 0l1-1 1-1 2-4z"/><path fill="#508d4c" d="m14 27 2 9-3 8q-1-9 1-17"/><path fill="#428d44" d="m59 35-7-2 2-3z"/><path fill="#97c77f" d="m13 22 1 5q-2 8-1 17v4l-3-11V17l3-4v8q-1-3-1 0z"/><path fill="#49b150" d="M51 32q-3 0 0 3l-3 3q-1-2-3-2-2-3-1-4h2v-3z"/><path fill="#4e8a48" d="M66 25v21l-2-1q-1-3 1-4-3-1-3-4l1-11 2-2z"/><path fill="#d7e7b5" d="m30 22 1 21h-4l-2-18q0-6 5-3"/><path fill="#38b749" d="m52 33 7 2q2-1 3 2 0 3 3 4-2 1-1 4h-2l-5-1-6-2-2-3 3-3q-3-3 0-3"/><path fill="#97c19a" d="M54 38q2 0 1 2z"/><path 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"path": "emoji_u1f486_200d_2640.png"
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} | Generate code for a svg of a a close up of a computer screen with a keyboard and mouse | <svg xmlns="http://www.w3.org/2000/svg" width="56" height="56" viewBox="0 0 56 56">
<g fill="none" fill-rule="evenodd">
<circle cx="28" cy="28" r="28" fill="#EAE6FF" opacity=".4"/>
<g fill="#8777D9" fill-rule="nonzero">
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</g>
</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a close-up image of an eraser that is mistakenly described as an orange and white pill. | <?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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</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pile of colorful scarves draped over a chair. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#7f2d2c" d="m49 42 1-1 7 3 1 2h-1z"/><path fill="#ca8319" d="m49 42 8 4-4 1q-2-4-5-3v5h-3l-1-2 2-5q2-3 3 0"/><path fill="#d65a5b" d="M39 43v3l-2-1z"/><path fill="#c43435" d="M55 41q4-1 7 3l-2 3-2-1-1-2z"/><path fill="#f0771a" d="m55 41 2 3-7-3-1 1q-1-3-3 0l-2 5q-4-3 0-6 5-4 11 0"/><path fill="#3a4e5d" d="M44 41q-4 3 0 6l1 2-3 1-5-1q3-1 2-3v-3q1-5 5-2"/><path fill="#35746a" d="M53 47q-3 0-4 3l-1-1v-5q3-1 5 3"/><path fill="#567561" d="m37 45 2 1q1 2-2 3l5 1-3 3q-4-1-7 1v-2z"/><path fill="#f57014" d="m57 46 2 1-9 6v8l-7 1q-2 1-2 4l-6-1q0-7 3-12l3-3 3-1h3l1 1q1-3 4-3z"/><path fill="#83483e" d="M39 53q-3 5-3 12h-4q-3-6 0-11 3-2 7-1"/><path fill="#94c1c8" d="M32 52v2q-3 5 0 11l-1 4-1 1h-1l-2-17q2-2 5-1"/><path fill="#88a8b1" d="m68 53-2 15h-4l-1-3-2-7z"/><path fill="#c6691b" d="m51 57 1 8h-7l-1-3 7-1z"/><path fill="#1f537d" d="m62 44 6 9-9 5 2 7-9 5v-5l-1-8v-4l9-6z"/><path fill="#737e7e" d="M32 65h4v3l-1 1h-4z"/><path fill="#a32938" d="m36 65 6 1v3q-3-1-4 1-3 1-2-2z"/><path fill="#697271" d="m44 62 1 3 4 5H38q1-2 4-1v-3q0-3 2-4"/><path fill="#998469" d="M45 65h7v5h9l-6 2-6-2z"/><path fill="#de4340" d="m61 65 1 3-1 2h-9z"/><path fill="#c8b2a3" d="M32 70q1 2-1 5l-1-1z"/><path fill="#f22430" d="M29 70h2l-2 4 1 1-2 5q-9 2-17-1 5 0 9-5 5 0 8-4"/><path fill="#9d513c" d="m30 70 1-1h4l-5 12-1-1 2-5q2-3 1-5z"/><path fill="#eeedec" d="M36 68q-1 3 2 2h11l6 2 6-2 7 13q-15-3-30 1-5 0-8-3l5-12z"/><path fill="#957758" d="M62 68h4l3 13-1 1-7-12z"/></svg> | |
{
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} | Generate code for a svg of a orange handbags with gold handles hanging on display. | <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="#f6b581" d="M0 0h96v69q-9-4-17-5l4-1-1-2 3-2 4 3q-2 4 1 1v-7q-3-2-2-5h4l-4-6 2-2-3-5q-8-4-13-10-4 0-3-3l3-1q-1-3-3 0l-4-8-12-1-12-6-9 3q-2 3-1 9l-6 2-19 1-2-1-1-4q-3 3-4 0l-1 1z"/><path fill="#f4b786" d="m85 59-2-3-1-15q-3-2-6-1l-1-7q-1-5-6-2l-1 9h-5v6q-2 3-1 9-2-1-1-3h-3l-1-10-1-5-4-3q-1-8-6-14h-6l-4 6-3-1q-6 0-11 3-3-3-6-1l-4 9-6 3-1 15q-3 1-4 4l-1-4V20l1-1q1 3 4 0l1 4 2 1 19-1 6-2q-1-6 1-9l9-3 12 6 12 1 4 8q2-3 3 0l-3 1q-1 3 3 3 5 6 13 10l3 5-2 2 4 6h-4q-1 3 2 5v7q-3 3-1-1z"/><path fill="#e6853d" d="m52 34-1 1-1-2-4-10q-2-3-4-2v11h-1l-1-10q-4 6-3 14h-1V26l4-6h6q5 6 6 14"/><path fill="#f1bd92" d="M36 26v10q-3-1-3 1-2 3-2 9l-2 8-7-26q5-3 11-3z"/><path fill="#e9be9a" d="M41 32v5h-4v-1q-1-8 3-14z"/><path fill="#f2bd92" d="M50 33v4h-6q0-4-2-5V21q2-1 4 2z"/><path fill="#a16d52" d="M41 32q2 1 2 5h-3z"/><path fill="#b6774d" d="m50 33 1 2 1-1 4 3-4 2-2-2z"/><path fill="#aa7049" d="M76 40q-1 4-1 1l-1-7q-1-4-4-1v8l-2 3v-4l1-9q5-3 6 2z"/><path fill="#eaba94" d="M75 41h-5v-8q3-3 4 1z"/><path fill="#f87620" d="M14 37h8q-1 1 1 4 0-3 3-3l1 8-1 8H5l1-15h4v3h3q-1-3 1-5"/><path fill="#ad6630" d="M33 37q0-2 3-1h1v1l-1 6q-4-2-1-5z"/><path fill="#bb7345" d="m22 28 1 8 3 2q-3 0-3 3-2-3-1-4l-1-6q-2-5-5-2l-2 8q-2 2-1 5h-3v-3H6l6-3 4-9q3-2 6 1"/><path fill="#eebe97" d="M22 37h-8l2-8q3-3 5 2z"/><path fill="#f8771e" d="m33 37 2 1q-3 3 1 5l1-6h13l2 2 4-2 1 5v13H31v-9q0-6 2-9"/><path fill="#f7741d" d="M66 40q-1 2 2 4l2-3h5q0 3 1-1 3-1 6 1l1 15H63V40z"/><path fill="#ce6d2c" d="M66 40h2v4q-3-2-2-4"/><path fill="#f4b582" d="m57 42 1 10h3q-1 2 1 3-1 1 1 4l5 2q-8-3-5 5-4 0-6-3l-5 5 4 3h7l-2 4q1 2-1 2l1 4q-4 1-5-2-1 3 2 5-5 2-2 6l-6 2-1-6q-6-2-10-1 0 3-3 5l2 2q-2 1-1 4H0V54l1 4q1-3 4-4h21l1-8 2 8 2-8v9h26z"/><path fill="#f5b37f" d="M63 46v10h20l2 3-3 2 1 2-4 1q8 1 17 5v27h-7V80H79l-2 2v14H37q-1-3 1-4l-2-2q3-2 3-5 4-1 10 1l1 6 6-2q-3-4 2-6-3-2-2-5 1 3 5 2l-1-4q2 0 1-2l2-4h-7l-4-3 5-5q2 3 6 3 4 2 7-3l-2-2-5-2q-2-3-1-4-1-6 1-9"/><path fill="#fcd597" d="m68 61 2 2q-3 5-7 3-3-8 5-5"/><path fill="#f77422" d="M18 70h5v4l-5 1z"/><path fill="#faa154" d="M42 80h4q0 4-4 4z"/><path fill="#f99244" d="M89 96H77V82l2-2h10z"/></svg> | |
{
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} | Generate code for a svg of a a set of markers arranged by color on a desk. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafbfa" d="M0 0h96v49q-4 0-6 3-4 1-6 4-12 5-7 17-2 7-8 13-1 3 3 5l7 2 1 3H41V76h-3q-2-3-4-2H0z"/><path fill="#39374c" d="m49 18-2-1q0-6 3-1z"/><path fill="#3e3f58" d="M77 14q11-1 6 9-13 1-6-9"/><path fill="#e7e6e9" d="M78 16q8-1 3 5-6 0-3-5"/><path fill="#7b747e" d="M64 20q-3-7 5-6 5 6-3 9-3-1-2-3"/><path fill="#f2f1f2" d="M64 20q0-7 5-3 0 5-5 3"/><path fill="#d53e4d" d="m19 29-3 1V17h3z"/><path fill="#ed8987" d="M19 29V17h-3v13q-3-2-4-1V16q3-3 7 0z"/><path fill="#cf9a4b" d="m47 17 2 1v26h-2z"/><path fill="#9b6582" d="m55 14 2 4q-3 9 0 19h-3z"/><path fill="#44e5e5" d="M25 12h10v20H25z"/><path fill="#dacd38" d="M42 45h-2l-1-30q4-1 1 2z"/><path fill="#3b4b6b" d="M40 45h2q-2 3-2 0"/><path fill="#416493" d="M47 44h2q-2 8-2 0"/><path fill="#fac529" d="M4 47h14v7H7v-4H4z"/><path fill="#e7dcdf" d="M72 91q-4-2-3-5 6-6 8-13 2-9 7-17 2-3 6-4l4-1q0 11-5 21L78 90z"/><path fill="#f8dd93" d="M84 56q-5 8-7 17-5-12 7-17"/><path fill="#dec9cf" d="M96 49v47H80l-1-3-7-2 6-1 11-18q5-10 5-21l-4 1q2-3 6-3"/><path fill="#38435b" d="M0 74h29v22h-1l-1-19q-2-4-2 0v19h-3V79h-3v17H0z"/><path fill="#d0da4d" d="M27 77h-2q0-4 2 0"/><path fill="#c8711a" d="M19 75h3v3h-3z"/><path fill="#eb6d4b" d="M34 74q2-1 4 2v3h-4z"/><path fill="#fbfbf6" d="M22 96h-3V79h3z"/><path fill="#ddf08f" d="M34 79h3q-2 8-1 17h-2z"/><path fill="#70cee0" d="M37 79v17h-2q-1-9 1-17"/><path fill="#fffaa7" d="m25 79 2 17h-2z"/><path fill="#ebe44c" d="m38 77 2 19h-2z"/><path fill="#eae397" d="M38 77v-1h3v20h-1z"/><path fill="#aeab8e" d="M25 77h2l1 19h-1l-2-17z"/><path fill="#5aa1c2" d="M29 74h5v22h-5z"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a kiss:I'm drawn to the interplay of light and shadow, the subtle nuances of skin tone, and the dynamic movement of the figure. The overall effect is one of soft, ethereal beauty, emphasizing the delicate curve and the soft, almost ethereal quality of the woman's skin. The light is diffused and diffused, creating a sense of warmth and intimacy, while the shadows add depth and dimension. The figure is positioned with a balanced and graceful form, with a soft, almost ethereal quality, suggesting a gentle and intimate touch. | {
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} | Generate code for a svg of a kiss: woman, woman, light skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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"path": "9195d96dc7bc19599074019a893564f3bb3a8ae0f9b576fa26eff9d183db82c2.png"
} | Generate code for a svg of a a close up of a green folder with a pin on it | <svg width="18px" height="16px" viewBox="0 0 18 16" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>note_icon</title>
<desc>Created with Sketch.</desc>
<defs></defs>
<g id="note_icon" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="note-icon" fill="#00B69C">
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</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a delicate lace shawl draped over a velvet 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="#fdfdfe" d="M0 0h96v96H0z"/><path fill="#bbb7b7" d="M61 48q-4-2-7-1-4 4-8 4-3-2-3-5l2-4q1-2 4-2z"/><path fill="#bdbaba" d="m37 50 10 12 8 1-6 4-6-7 1 11 6 2q-4 7 3 4l1 1q-5 3-8 0-2 0-1 2h-1q-1-3-3-2l-1-4-5-9-2-1q1-8 4-14"/><path fill="#e3e3e3" d="m45 42-2 4q0 3 3 5 4 0 8-4 3-1 7 1 2 0 2 3l4 10-7 11-1-2 2-19-4 10 2 10-5 7-1-1q-7 3-3-4l-6-2-1-11 6 7 6-4-8-1-10-12q3-5 8-8"/><path fill="#9d9897" d="m59 70-2-10 4-10z"/><path fill="#2c161b" d="m33 64 2 1 5 9 1 4q2-1 3 2-13-1-24 1v2l-2 2-2-18q8-4 17-3"/><path fill="#7a7172" d="M20 81q11-2 24-1h1v8q-2-4-1-7z"/><path fill="#857a7b" d="m20 83-1 5q-2-1-1-3z"/></svg> | |
{
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{
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"path": null
} | Generate code for a svg of a a solar flare erupting from a distant 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="#f8e2a9" d="M0 0h9q-3 3 3 4-7 3-8 10L1 32l5 12q3 3 9 3l6 9 4 1-3 1 7 3-3 3-1-2q-2 2-4 1l1-2-4 4q1 2-1 4 4 0 7 3l-1 2q-1-3-3 0l-1 6q4 3 1 6l1 4q3 0 5 3l-7 2q-2-2-1 1H0z"/><path fill="#f9e1a5" d="M68 0h28v50l-6 3-4-2q0-3 2-4-4-4-4-9h-4q3 2 0 3-6-3-4 3-1-2-3-2l5-6 7-2z"/><path fill="#fae19f" d="M24 0h7L20 19l2 3-5 7 1 4h3l6 9 10 9 9 6 2-5 1 1 9-3q4-5 11-8l-1-1 7-14-4-9v-6q-5-6-5-12h2l17 34-7 2-5 6q-4 8-13 11l2 4q-6-1-6 3h-3q-3 1 0 4l2-1q1 3 4 5 1 2-1 3 2 4 7 8-5 4-8 1l-5-7q-3 0-5-4l-9 12q-15 0-4 10 2-2 3-1l6 6H30l-3-2v-7q3-9 9-16l-1-1 8-7q-4-3 0-4h-3l-1 3q-2-3-1-4l-4-1q-3-8-9-11l-4-6q-5-1-8-6H6q2-7 8-12l3-11q2-3 5-2z"/><path fill="#fbe199" d="M31 0h3q-1 2 1 4-5 3-8 8l-4 12 1 8q8 12 22 20l4-4q16-3 22-19l-4-10q0-3 2-3-6-2-7-8-1-1-3 1V0h6q0 6 5 12v6l4 9q-3 1 0 4l-3 1 1 2-5 7 1 1q-7 3-11 8l-9 3-1-1-2 5-9-6-10-9-6-9h-3l-1-4 5-7-2-3z"/><path fill="#f9d171" d="M46 0v7q-4-1-7 2l-1-2V4q4 0 7-4"/><path fill="#f9d164" d="m57 7-1 2-6-3-1 1V2l2-1 5 2z"/><path fill="#fce989" d="M47 0h2v9l-2-3z"/><path fill="#f9d170" d="M49 0h11v3q-3 1-2 4h-1l-1-4-5-2-2 1z"/><path fill="#f8d27b" d="M36 0h10q-3 4-7 4v3h-1z"/><path fill="#f9e1a5" d="M9 0h15l-2 9q-3-1-5 2l-3 11q-6 5-8 12h7q3 5 8 6l4 6q6 3 9 11l4 1q-1 1 1 4l1-3h3q-4 1 0 4l-8 7 1 1q-6 7-9 16v7l3 2H18q-1-3 1-1l7-2q-2-3-5-3l-1-4q3-3-1-6l1-6q2-3 3 0l1-2q-3-3-7-3 2-2 1-4l4-4-1 2q2 1 4-1l1 2 3-3-7-3 3-1-4-1-6-9q-6 0-9-3L1 32l3-18q1-7 8-10-6-1-3-4"/><path fill="#fce08f" d="M34 0h2l2 7-7 7q-3 3 1 6-3 2-3 6l-2 1 5 2-1 10q2-1 4 2l1-1 2 6 5-1 4 4 2-3v-1l6-2 3 1 3-8h1l1 1 1-9q3-2-1-2 0-5 4-8-9-2-9-11-1-3 2-4v6q2-2 3-1 1 6 7 8-2 0-2 3l4 10q-6 16-22 19l-4 4q-14-8-22-20l-1-8 4-12q3-5 8-8-2-2-1-4"/><path fill="#fde74d" d="m39 32 6 7q-4-3-4 2l-3 3v-9h-5l2-1z"/><path fill="#fee073" d="m64 28-1 9-1-1 1-1-4-5q0-3 5-2"/><path fill="#feea5b" d="M58 27q3-1 6 1-5-1-5 2l4 5-1 1h-1q-3-3-5 0z"/><path fill="#fde272" d="M29 26h3q-3 2 1 2l6 1v3l-4 2-3-5-5-2z"/><path fill="#fdcf16" d="M45 21q4-1 7 2-5 2-2 7l-2 3v2l4 3-1 1h-6l-6-7v-5l2-3q1-3 4-3"/><path fill="#fdee50" d="M33 28q2-2 6-1v2z"/><path fill="#fee36d" d="m60 20 2 1q-3 2-2 5h3q4 0 1 2-3-2-6-1l-2-3 1-2z"/><path fill="#fde261" d="m37 21 4 3-2 3q-4-1-6 1-4 0-1-2h2q3-2 3-5"/><path fill="#fdca18" d="M52 23q1-1 4 1l2 3-2 9q-3 0-3 2h-1l-4-3v-2l2-3q-3-5 2-7"/><path fill="#fed855" d="m56 16 4 4-3 2-3-3q-1-3 2-3"/><path fill="#fdd43b" d="m41 17 4 4q-3 0-4 3l-5-4q1-3 5-3"/><path fill="#fddc7d" d="M32 20q6 1 1 4l1 2h-5q0-4 3-6"/><path fill="#fbd333" d="M48 17q-1 2 1 3l1-3q0 3 3 1l1 1 3 3-1 2q-3-2-4-1-3-3-7-2l-1-3q1-2 4-1"/><path fill="#fdea64" d="M41 17v-1h1l2 2 1 3z"/><path fill="#fed859" d="M40 15v1q-4 0-5 3-3-1-2-3z"/><path fill="#fbea71" d="m47 6 2 3v11q-2-1-1-3l-1-5z"/><path fill="#fdea64" d="M55 12v4q-3 0-2 3l-1-1z"/><path fill="#fddd72" d="m40 15-6 2q-1 2 2 3l1 1q0 3-3 5l-1-2q5-3-1-4-1-7 5-9z"/><path fill="#fdde76" d="M57 7q0 9 9 11-4 3-4 8h-3q-1-3 2-5l-2-1-4-4V9z"/><path fill="#fcd34a" d="m55 12-2 6q-3 2-3-1l-1 3v-8z"/><path fill="#fcd24f" d="m47 12 1 5q-3-1-4 1l-2-2-1-4z"/><path fill="#fce283" d="m38 7 1 2q-1 2 1 3l1 4h-1l-1-1-3-4q-6 2-5 9-4-3-1-6z"/><path fill="#fbd257" d="M56 9v3h-7V7l1-1z"/><path fill="#fbd061" d="M47 7v5h-6q-2-1-1-3 3-3 7-2"/><path fill="#fee17a" d="m61 36-3 8-3-1-6 2v-1l2-5 1-1h1q3 4 3-2 2-3 5 0"/><path fill="#fee254" d="M56 36q0 6-3 2 0-2 3-2"/><path fill="#f9e1a6" d="M86 51h-5l-3 6q-1-3-3 0l1 21 1 1 1 5q2 3 6 5-4 0-1 3l-2 2-10-2q-6 3-4-4l4-5-8-14q-3-2-4-1-3-2-4-5l-2 1q-3-3 0-4h3q0-4 6-3l-2-4q9-3 13-11 2 0 3 2-2-6 4-3 3-1 0-3h4q0 5 4 9-2 1-2 4"/><path fill="#fdea55" d="M45 39h6l-2 5q-1-4-4-5"/><path fill="#fde16b" d="M45 39q3 1 4 5v2q-4-2-3-5h-5q0-5 4-2"/><path fill="#fce184" d="m32 29 3 5-2 1h5v9l3-3h5q-1 3 3 5l-2 3-4-4-5 1-2-6-1 1q-2-3-4-2z"/><path fill="#f9e2a9" d="M96 50v46H74l9-2v-2q-3-3 1-3-4-2-6-5l-1-5-1-1-2 6-2-4 3-3 2-8-2-4 3-8 3-6h5l4 2z"/><path fill="#fbe4a5" d="M59 68q1-1 4 1l8 14-4 5q-2 7 4 4l10 2 2-2v2l-9 2H43l-6-6q-1-1-3 1-11-10 4-10l9-12q2 4 5 4l5 7q3 3 8-1-5-4-7-8 2-1 1-3"/></svg> | |
Okay, I'm ready to draw! I'm drawn to a person gesturing with a medium-light skin tone, with curves, shapes, and detail level. I'm interested in capturing the subtle nuances of their expression and the way they move. | {
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} | Generate code for a svg of a black and white icon illustrating a traffic light on a pole. | <?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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| |
{
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} | Generate code for a svg of a a narrow boat drifting through a quiet canal. | <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="#fefef9" d="M0 0h96v67l-4-2 2-1h-6q3 2-1 2 1 3-2 4h-8l-5 2-6-4V48l-3 8h-3q-3-4-6 0l-3 1-3-2-4 3v-3q-3-1-4 1-3-1-4 1l1 1 7 3-20-1q-1 2 2 3l3 2-2 2q-3-1-3 1l-9 2 3 2-8 1 2 1H0z"/><path fill="#bfbcb9" d="m66 64-3-5-1 2-1-2 2-3 3-8z"/><path fill="#979592" d="m60 56-2 2-9 3 2-2 6-2q-1-2-3-1 3-4 6 0"/><path fill="#3e3433" d="m40 56-4 1-1-1q1-2 4-1"/><path fill="#2c2934" d="M54 56q2-1 3 1l-6 2v-2z"/><path fill="#21202a" d="M60 56h3l-2 3a56 56 0 01-32 3l16-1h4l9-3z"/><path fill="#d9d2ca" d="M40 56q1-2 4-1v3l4-3 3 2v2l-2 2h-5l-7-3z"/><path fill="#83807f" d="m44 61-16 1q-3-1-3 1-3-1-2-3z"/><path fill="#5f6062" d="m61 59 1 2-6 3-14-1z"/><path fill="#414048" d="m29 62 13 1 14 1-11 4-15 1q-7 2-3-2l2-2-3-2q0-2 3-1"/><path fill="#8f8c8d" d="M27 67q-4 4 3 2l-4 2-3-1 1-2q0-2 3-1"/><path fill="#f9f9f2" d="M66 64v4l6 4 5-2h8q3-1 2-4 4 0 1-2h6l-2 1 4 2v29H0V74h12l-2-1 8-1-3-2 9-2-1 2 3 1 4-2 15-1 11-4 6-3 1-2z"/></svg> | |
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{
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} | Generate code for a svg of a a baseball pitcher throwing a curveball with precision. | <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="#f4eedb" d="M0 0h96v96h-7L68 86l-6-3 2-2 3-3-3-4-3-4-1-7 1-10v-3q1 2 4 1l-4-2q-3-6-7-4l-8-8q-4 0-5 3l2 2-1 3q3 2 5 6l5-3 1 1q-8 3-10 10l-3 8-1 2-8 5q-9-3-18-1L0 76z"/><path fill="#f0cea0" d="M79 15q5 0 3 5-6 0-3-5"/><path fill="#1e1537" d="m46 24-2 4 2 2q-2 3-5 2l-4-7q3-6 9-1"/><path fill="#645c69" d="m46 24 2 4-2 2-2-2z"/><path fill="#d5a47a" d="M56 30q7-1 14 3-8-2-14-1z"/><path fill="#746466" d="M56 30v2q-3 3-3 0 0-5 3-2"/><path fill="#c7b39a" d="M47 39q-3 1-3 4l8 5-5 3q-2-4-5-6l1-3-2-2q1-3 5-3z"/><path fill="#252040" d="M47 39q1 5 7 6 4-2 7 4-3 0 0 2v2q-4-1-7 1 0-3 3-4-3-2-4-1l-1-1-8-5q0-3 3-4"/><path fill="#98938b" d="m61 49 4 2q-3 1-4-1v1q-3-2 0-2"/><path fill="#beb29f" d="M53 49q1-1 4 1-3 1-3 4l-2 1 4 2q-7-1-13 2 2-7 10-10"/><path fill="#171133" d="M56 57q-7 4-9 10-4 1-5-1v-7q6-3 13-2"/><path fill="#e7dec7" d="m61 53-1 10 1 7 3 4-4 2 4 5-2 2-9-3-1-2 8-3-2-6-2-2v7l-2 2-18 1-1-1-1-3 5-4 1 5q8-1 2-6-1-2 1-2 1 2 5 1 2-6 9-10h-1l-4-2 2-1q3-2 7-1"/><path fill="#656269" d="M43 59v7q-2 0-1 2l-2-1z"/><path fill="#858288" d="m58 69-2 5v-7z"/><path fill="#191637" d="m40 67 2 1q6 5-2 6l-1-5z"/><path fill="#a7a49e" d="m13 73 1 2-5 2H0v-1z"/><path fill="#211b3e" d="m34 73 1 3-4 1v-3z"/><path fill="#68636b" d="M31 74v3l4-1 1 1q-9 0-16 3l-1-1 3-2 4-2H14l-1-2q9-2 18 1"/><path fill="#e4d8c1" d="m9 77-2 2-3 12 1 3v2H0V77z"/><path fill="#201b36" d="m64 74 3 4-3 3-4-5z"/><path fill="#150e28" d="m58 69 2 6-8 3 1 2q-10-4-19-1 17-1 33 9l17 8H5v-2l5-6-3-1v-8l2-2 5-2h12l-4 2-3 2 1 1q7-3 16-3l18-1 2-2z"/><path fill="#797476" d="m53 80 9 3 6 3-1 2q-16-10-33-9 9-3 19 1"/><path fill="#9c8977" d="M7 79v8l3 1-5 6-1-3z"/><path fill="#a5a09b" d="m68 86 21 10h-5l-17-8z"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a cityscape illuminated by thousands of lights:My primary focus is on the intricate interplay of light, shape, and perspective. I aim to capture the dynamic energy and visual impact of a cityscape, emphasizing the interplay of light and shadow, and the way light interacts with the surrounding environment. I strive to create a sense of scale and grandeur, with a focus on the visual hierarchy and the overall sense of movement and dynamism. The details are crucial, and I pay close attention to the subtle nuances of light and shadow, ensuring the image is both visually stunning and emotionally evocative. | {
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} | Generate code for a svg of a a cityscape illuminated by thousands of lights. | <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="#050d1d" d="M0 0h96v42q-5 3-8-1 0-3 3 0v-2l-11-1-17 1v-3l-4-1-1 6-22-2H14q-4 2 0 3L0 44z"/><path fill="#0e1525" d="M96 42v13q-7-1-10-5l-1 1q0-6-3-1-11-7-23-6v7h-6q0-3-2-3l-3-2 1-2h-7v3q-4-3-9-1-2 2-1 3-3 1-2 4-3-1-4 2l-4 2-1-5-1 1-5 5-1-3-14 1V44l14-2q-4-1 0-3h22l22 2 1-6 4 1v3l17-1 11 1v2q-3-3-3 0 3 4 8 1"/><path fill="#362e34" d="m32 49-1 4 3 1q-1 2 1 3 2-4 6-3v3q-4-1-6 2-3-3-5 0v2q-3-1-2-3 0-3-2-3 1-3 4-2-1-3 2-4"/><path fill="#553b34" d="M51 48q-1 1 1 4l1-1h6l-1 5-1-1 1-3q-3-1-4 1h-4l-1 3q0-7-7-6v-6h7l-1 2z"/><path fill="#5f4138" d="M26 55q2 0 2 3h-8v-5l1-1 1 5z"/><path fill="#192031" d="M96 55v13q-3 1-3 4l-2-5q-6-2-10-1v-1l-3-2 4-1q-3-1-1-3l14-3H79v-3h-5q-1 3 1 6 2-3 2 2h-3l2 7q-3-1-3 1l1 1q2-3 5 0v3h-7v4q5 0 9 2l3-1-5-2 1-2h5q-2 5 4 8h3l4-9v17l-16-2q-1-7-1-1H69l5-4-11-2q-1 2 1 5H54q-2-9-2 0l-3 1v-4q-5-1-2 3l-10-3-5-2 7-2-3-2v-5q-2 1-2-1 3-2 6 1 2 3 6 3l6-3q6 0 10-5h10l-1-5v3q-4-1-7 1l-4-4v3h-9q-1-10-3-1l7 2-4 2q-4-3-9-2v4l-15-1q-2 0-1 2 3-1 7 1-1 6-5 9-5-4-8-1v4h-5l2-2q-2 0-3-2l-4 4-2-4-1 3-7-1V56l14-1 1 3 5-5v5h8q-1 2 2 3v-2q2-3 5 0 2-3 6-2v-3q-4-1-6 3-2-1-1-3l-3-1 1-4q-1-1 1-3 5-2 9 1v3q7-1 7 6l1-3h4q1-2 4-1l-1 3 1 1 1-5v-7q12-1 23 6 3-5 3 1l1-1q3 4 10 5"/><path fill="#393236" d="m60 65 2 2q-4 5-10 5v-3h-3l-1 4v-3h-6v-4q5-1 9 2l4-2-7-2q2-9 3 1z"/><path fill="#583f36" d="M4 61h3q0 8 9 6-3-2 0-2h13q-3 4-7 2-8 3-16 3v-5H3q-1-3 1-4"/><path fill="#77513d" d="m62 67-2-2v-3l4 4q3-2 7-1v-3l1 5z"/><path fill="#2e2b34" d="m81 65-2 5q-3-3-5 0l-1-1q0-2 3-1l-2-7h3q0-5-2-2-2-3-1-6h5v3h16l-14 3q-2 2 1 3l-4 1z"/><path fill="#895536" d="M61 58h3v3h-3z"/><path fill="#854c2e" d="M51 48q2 0 2 3l-1 1q-2-3-1-4"/><path fill="#774e37" d="M54 46h4v4h-4z"/><path fill="#373036" d="M81 66q4-1 10 1l2 5q0-3 3-4v5l-2 1-2 8q-6-3-4-8h-3q-1-4-4-3z"/><path fill="#6e4533" d="M81 65v5q3-1 4 3h-5l-1-1v-3z"/><path fill="#663f31" d="m52 72-6 3q-4 0-6-3l8 1 1-4h3z"/><path fill="#372e33" d="M7 71q3-1 5 4l1-3 6 1q-1 2 1 3-7 2-13-1l-4 1v-3z"/><path fill="#262530" d="M42 70h6v3l-8-1q-3-3-6-1 0 2 2 1v5l3 2-7 2 5 2q-3 0-3 3l-4-4h-6q-1-2-3-1v3h-1v-4q3-3 8 1 4-3 5-9-4-2-7-1-1-2 1-2z"/><path fill="#844128" d="M85 74h3q-2 5 4 8h-3q-6-3-4-8"/><path fill="#89482b" d="M89 74h3v5h-3z"/><path fill="#3f3333" d="m79 73-1 2 5 2-3 1q-4-2-9-2v-4z"/><path fill="#5b3629" d="m24 82-3 2v-3q2-1 3 1"/><path fill="#482c2b" d="m49 87-2-1q-3-4 2-3z"/><path fill="#503332" d="M54 86h-2q0-9 2 0"/><path fill="#352c32" d="M69 87q-3-1-3 1l-2-2q-2-3-1-5l11 2z"/><path fill="#070e1f" d="m20 84 3-2h6l4 4q0-3 3-3l10 3 2 1 3-1h12l2 2 30 3v5H0V82l7 1 1-3 2 4 4-4q1 2 3 2l-2 2z"/><path fill="#693220" d="m96 90-27-4h10q0-6 1 1z"/></svg> |
{
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} | Generate code for a svg of a blue truck tires rolling over the gravel road. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f6f7f7" d="M0 0h96v57q-6 1-9 4-6 0-11 3l-1-9h3l-1-9-13-2-2-1q-5-9-14-7l-1 5q-6-2-8 4l-4 1v7q-4 2-4 7-16 0-31-4z"/><path fill="#2ba7ca" d="M62 43q-1-1-3 1v8h-3l-1-9v10h-5l-2-2q2-3-1-5v4q-3-1-4 1l-2 1h-3l-1-4-2 5v-7l4-1 7-1 1-3 1-5q9-2 14 7"/><path fill="#132538" d="m47 41-1 3-7 1q2-6 8-4"/><path fill="#26a5c4" d="m64 44 13 2 1 9h-3l-10-2q-3-2-4-1v-8z"/><path fill="#0b1e3a" d="M50 43h3q-2 1-1 4l-3-1z"/><path fill="#1d5079" d="M48 51h-5q1-2 4-1v-4q3 2 1 5"/><path fill="#22799b" d="m62 43 2 1h-3v8q1-1 4 1H55V43l1 9h3v-8q2-2 3-1"/><path fill="#2d5d79" d="m41 52-1 2q-3-1-4 1-5 2-4 8h-1v-3q0-5 4-7l2-5 1 4z"/><path fill="#090e18" d="M43 51h5l2 2v2l-5-2q-2 0-2 2l-3-1 1-2z"/><path fill="#274c63" d="m45 53 5 2v-2h5l2 2h-5l4 2h-6l-1 3q0-6-5-6z"/><path fill="#11476f" d="M36 55q9-1 4 8l-2-2q3-2 0-4-2 0-1 3l-2-1v5l6 2q-6 2-9-3-1-6 4-8"/><path fill="#0e1724" d="m38 61-1-1q-1-3 1-3 3 2 0 4"/><path fill="#75a3b6" d="m57 55 2 2-2 4q-2-3-1-4l-4-2z"/><path fill="#0f2a42" d="m45 53-1 1q5 0 5 6l1-3h6q-1 1 1 4l-4 1-11 3q3-6 1-10 0-2 2-2"/><path fill="#0e1928" d="M55 53h10l10 2 1 9-1 1-4 1h-1q-2-2 0-2 3-10-6-9 6 3 2 9l-3-5-2 6q-6 0-8-3l4-1 2-4-2-2z"/><path fill="#6f9499" d="M96 57v6q-2-1-2 1h-2q1-6-2 0l-2-1-4 2h-9l1-1q5-3 11-3 3-3 9-4"/><path fill="#90977b" d="M31 62H21l1 3h-2l-2-2-10 2 1-5q10-1 22 1"/><path fill="#1e769c" d="M36 55q1-2 4-1l3 1q2 4-1 10l-1 1-6-2v-5l2 1 1 1 2 2q5-9-4-8"/><path fill="#3c799a" d="m31 63-9 3-1-3z"/><path fill="#235372" d="M70 66q-6 1-9-1l2-6 3 5q4-6-2-9 9-1 6 9-2 0 0 2"/><path fill="#7c9176" d="m92 64-5 3-3-2 4-2 2 1q3-6 2 0"/><path fill="#94b288" d="M96 63v5l-2-4q0-2 2-1"/><path fill="#879573" d="m0 65 5 3-5 1z"/><path fill="#4d88a0" d="M0 56q15 4 31 4v2q-12-2-22-1l-1 5 10-2 2 2-15 2-5-3z"/><path fill="#a49a73" d="M4 62q2-1 4 2-4 1-4-2"/><path fill="#407c9f" d="m84 65 3 2 5-3h2l2 4v3l-2-2-19-4z"/><path fill="#8c9dab" d="M53 62q2 3 8 3 3 2 9 1h1l25 5v1l-16-1q-8 3-14 0l-14 2H0v-4l5-1 15-2h2l9-3h1q3 5 9 3l1-1z"/><path fill="#bfc2c8" d="M96 72v24H0V73h52l14-2q6 3 14 0z"/></svg> | |
{
"bytes": "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",
"path": "24f501752007ad821bb1bf013148dca11b0f6d34ae6fde8a2504d236d5dd83a9.png"
} | Generate code for a svg of a a close up of a black arrow pointing left on a white background | <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 24 24" style="enable-background:new 0 0 24 24;" xml:space="preserve">
<path d="M15,19.2c-0.3,0-0.6-0.1-0.9-0.4l-6-6c-0.5-0.5-0.5-1.3,0-1.8l6-6c0.5-0.5,1.3-0.5,1.8,0s0.5,1.3,0,1.8L10.8,12l5.1,5.1
c0.5,0.5,0.5,1.3,0,1.8C15.6,19.1,15.3,19.2,15,19.2z"/>
</svg> | |
{
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} | Generate code for a svg of a a carved wooden mask hanging on a wall. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcf6e8" d="M0 0h96v96H0z"/><path fill="#d1975f" d="M42 12h2l-3 3 3 12v-6l4 8q5-9 3-16l2 5-4 13 2 1 6-3 2 1q-3 0 0 1-5 0-7 4h5q0-2 3-2-2 6-8 5l3 6-1 2-3-4q-2-5-1-8h-4q1 6-5 11 0-3 3-5-3-4-6-4-3-1 0-1h6l-2-2-4-2q5-2-1-1v4h-2q-2-12 4-21 2-2 3-1"/><path fill="#71513a" d="M42 33q-3-1-4 1h-1v-4q6-1 1 1z"/><path fill="#1a1110" d="m42 33 2 2h-6v-1q1-2 4-1"/><path fill="#2a1d18" d="m59 30 1 3q-3 0-3 2h-5q2-4 7-4-3-1 0-1"/><path fill="#e0a76c" d="M35 34h3v1q-3 0 0 1 3 0 6 4-3 2-3 5 6-5 5-11h4q-1 3 1 8l3 4 1-2-3-6q6 1 8-5l-1-3-2-1-6 3-2-1 4-13-2-5q2 7-3 16l-4-8v6l-3-12 3-3h-2q3-4 8-3 7 1 10 8 5 25-7 49-4 7-10 1-9-16-8-33"/><path fill="#b27a50" d="m46 54 9 1-5 1q0 2 3 2-3 1-5-1l-3 2q0-3-3-4z"/><path fill="#7e5035" d="M44 46q3 3 8 0l1 1q-6 6-9-1"/></svg> | |
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"path": "7f72e1254e2849751f34c2b3d50d659b47057f56302efcec12a65c78fae0967f.png"
} | Generate code for a svg of a a close up of a yellow and black sign with a yellow and black logo | <svg version="1.1"
xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:a="http://ns.adobe.com/AdobeSVGViewerExtensions/3.0/"
x="0px" y="0px" width="453.5px" height="538.6px" viewBox="0 0 453.5 538.6" style="enable-background:new 0 0 453.5 538.6;"
xml:space="preserve">
<style type="text/css">
.st0{fill:#231F20;}
.st1{clip-path:url(#SVGID_2_);fill:#FFD400;}
.st2{clip-path:url(#SVGID_4_);fill:#FFD400;}
</style>
<defs>
</defs>
<rect y="0" class="st0" width="453.5" height="538.6"/>
<g>
<defs>
<rect id="SVGID_1_" width="453.5" height="538.6"/>
</defs>
<clipPath id="SVGID_2_">
<use xlink:href="#SVGID_1_" style="overflow:visible;"/>
</clipPath>
<path class="st1" d="M170.6,232.1c3.7-3.6,5.5-9.8,5.5-18.7c0-4.8-0.4-9.3-1.1-13.3c-0.5-2.8-0.9-5.7-1.3-8.6
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"path": "emoji_u1f64b_200d_2642.png"
} | Generate code for a svg of a man raising hand | <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_2_">
<linearGradient id="shirt_x5F_fill_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="60.195" x2="60.195" y1="43.8417" y2="10.9057">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.7047" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#00AB94"/>
</linearGradient>
<path id="shirt_x5F_fill" d="M115.17,124c-0.26-7.29-6.17-16.97-13.82-20.99 C91.29,97.72,78.41,96,63.99,96c-8.9,0-15.98,2.62-24.35-0.01c-4.44-1.4-7.51-3.69-8.97-8.18l-1.32-4.05l-24.13,6 c0,0,5.02,21.89,7.57,34.24H115.17z" style="fill:url(#shirt_x5F_fill_1_);"/>
</g>
<path id="neck_1_" d="M73.07,90.08H54.91v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17 v-9.98H73.07z" style="fill:#E59600;"/>
<path id="ears_1_" d="M91.33,50.43H36.67c-5.89,0-10.71,5.14-10.71,11.41c0,6.28,4.82,11.41,10.71,11.41 h54.65c5.89,0,10.71-5.14,10.71-11.41C102.04,55.57,97.22,50.43,91.33,50.43z" style="fill:#E59600;"/>
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rdf:about=""><dc:format>image/svg+xml</dc:format><dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" /><dc:title></dc:title></cc:Work></rdf:RDF></metadata><defs
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<text
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font-size="5px"
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",
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Okay, here's a concise summary of my thoughts on drawing a black and white coffee cup:I'm drawn to the visual appeal of a black and white coffee cup. The contrast between the dark, rich coffee grounds and the light-colored ceramic creates a visually striking and inviting scene. The precise curves and shapes of the cup, combined with the subtle details of the coffee beans and the surrounding elements, contribute to a sense of depth and realism. The overall aesthetic is one of understated elegance, emphasizing the visual appeal of the coffee and the coffee itself. | {
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"path": "67bad09561ca9b36183f38278d1649bf33a31b89ad0434859db5af35ab3140ec.png"
} | Generate code for a svg of a a black and white image of a cup of coffee | <svg width="100%" height="100%" viewBox="0 0 1000 1000" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xml:space="preserve" style="fill-rule:evenodd;clip-rule:evenodd;stroke-linejoin:round;stroke-miterlimit:1.41421;"><g><path d="M316.39,13.53c-2.4,3.93 -2.84,7.21 -1.31,14.85c5.46,27.3 0.87,54.6 -15.51,91.51c-20.53,46.52 -25.77,60.5 -29.48,78.84c-4.37,21.62 -3.28,53.07 2.4,72.07c5.24,17.91 25.55,72.72 27.95,75.78c3.71,4.8 14.41,3.49 17.04,-2.18c1.97,-4.15 0,-11.36 -10.7,-41.28c-25.55,-70.1 -24.68,-88.89 6.77,-160.3c9.17,-20.53 18.35,-43.68 20.31,-51.32c5.24,-18.56 5.68,-65.52 0.87,-75.13c-4.37,-8.52 -13.54,-10.05 -18.34,-2.84Z" style="fill-rule:nonzero;stroke:#000;stroke-width:19px;"/><path d="M445.24,12.88c-3.28,3.71 -3.49,5.68 -1.09,18.78c5.02,29.48 -0.22,53.73 -23.15,104.83c-7.43,16.82 -15.94,37.35 -18.56,45.86c-5.9,19.22 -8.08,53.73 -4.59,74.25c2.62,15.07 26.86,84.74 31.23,89.98c3.93,4.8 14.63,3.49 17.25,-2.18c1.75,-4.15 0,-10.92 -10.05,-38.66c-15.29,-41.71 -18.56,-55.47 -18.56,-77.53c0,-22.28 4.15,-39.09 15.51,-64.86c32.1,-72.94 37.56,-93.69 32.98,-129.29c-1.75,-14.2 -3.49,-20.53 -6.33,-22.5c-5.25,-3.93 -10.27,-3.49 -14.64,1.32Z" style="fill-rule:nonzero;stroke:#000;stroke-width:19px;"/><path d="M574.31,12.66c-3.28,3.49 -3.5,6.12 -1.31,21.62c4.59,31.67 0,49.36 -30.58,118.81c-13.54,30.36 -17.69,48.48 -17.69,76.44c0,24.9 4.15,42.8 19.87,84.95c11.36,31.01 16.38,38.22 24.24,35.16c8.95,-3.28 8.3,-8.74 -4.8,-45.21c-15.94,-43.9 -18.35,-55.91 -17.03,-84.52c1.31,-24.46 4.15,-33.63 28.83,-89.54c6.77,-15.51 13.98,-34.51 15.94,-42.59c3.71,-15.72 4.8,-50.89 2.18,-64.21c-2.84,-13.97 -12.23,-19.21 -19.65,-10.91Z" style="fill-rule:nonzero;stroke:#000;stroke-width:19px;"/><path d="M15.44,408.61c-5.68,3.28 -6.77,13.98 -3.93,45.86c6.11,75.35 23.8,138.9 57.87,208.35c36.03,73.6 86.27,138.68 150.69,195.02l15.29,13.54l-94.35,0c-91.73,0 -94.78,0.22 -98.93,4.37c-2.4,2.4 -4.37,5.46 -4.37,6.99c0,4.8 19.87,36.25 32.32,51.1c16.38,19.44 34.73,34.29 54.38,43.68c30.36,14.63 18.78,14.2 307.06,13.54l260.33,-0.66l14.2,-5.02c38.22,-13.76 68.36,-39.97 93.47,-81.24c11.79,-19.44 12.67,-22.71 7.21,-28.17c-4.58,-4.59 -6.77,-4.59 -99.59,-4.59l-95.22,0l15.94,-13.54c22.28,-18.78 60.28,-57.87 78.84,-81.02c14.85,-18.56 15.72,-19.22 17.69,-14.41c4.58,11.35 14.85,25.55 19.22,26.64c2.62,0.66 6.33,0.44 8.3,-0.65c6.77,-3.49 6.55,-10.26 -0.66,-21.18c-7.64,-12.01 -10.48,-31.23 -5.9,-42.15c3.71,-8.74 15.5,-18.78 25.55,-21.84c4.59,-1.31 26.42,-3.28 48.7,-4.59c65.74,-3.5 94.78,-10.48 122.96,-29.05c46.08,-30.58 60.5,-90.2 34.94,-143.27c-12.01,-24.46 -35.82,-41.06 -69.01,-47.61c-21.18,-4.15 -43.9,-1.53 -63.55,6.99c-10.7,4.8 -12.23,5.02 -11.35,1.75c2.4,-7.86 5.46,-68.58 3.49,-73.38c-1.09,-2.84 -3.49,-5.68 -5.46,-6.55c-6.33,-2.41 -811.98,-1.32 -816.13,1.09Zm800.19,35.81c-4.37,102.64 -46.96,215.34 -114.44,304c-34.72,45.86 -93.25,102.65 -119.68,116.62l-9.83,5.24l-142.83,0.66c-121.21,0.44 -144.58,0 -153.97,-2.62c-14.2,-4.15 -39.53,-24.24 -73.38,-58.09c-87.13,-87.14 -142.38,-192.19 -162.47,-309.03c-4.15,-23.37 -8.3,-68.58 -6.55,-71.2c0.65,-1.09 174.5,-1.75 392.45,-1.53l391.36,0.66l-0.66,15.29Zm86.92,53.51c25.12,4.8 46.95,20.09 57,39.75c24.24,47.39 5.9,98.49 -44.11,121.65c-21.18,10.04 -36.91,13.32 -75.13,15.72c-19.22,1.09 -42.59,2.84 -51.76,3.71c-9.39,0.87 -17.03,1.53 -17.03,1.31c0,0 5.24,-11.36 11.79,-25.12c15.5,-32.76 25.77,-60.93 36.04,-98.5c7.21,-25.77 9.61,-31.67 15.94,-38.22c9.83,-10.26 18.34,-15.29 32.54,-19c14.41,-3.92 19.87,-4.14 34.72,-1.3Zm-123.61,397.91c-18.35,31.45 -44.33,54.6 -74.69,66.83l-14.63,5.9l-265.35,0l-265.35,0l-14.2,-5.46c-19.22,-7.64 -36.69,-19.44 -51.1,-35.16c-11.36,-12.23 -25.33,-30.79 -25.33,-33.42c0,-0.66 160.3,-1.31 356.2,-1.31c284.13,0 355.76,0.65 354.45,2.62Z" style="fill-rule:nonzero;stroke:#000;stroke-width:19px;"/></g></svg> |
Okay, here's a concise summary of my thoughts on drawing a close-up logo with the word "Mpp" (Maturity, Precision, and Power):My work focuses on capturing the essence of a logo through a meticulous and precise approach. I aim to create a visually appealing and memorable design that conveys a sense of maturity, precision, and power. The logo's design is characterized by its clean lines, subtle curves, and a focus on detail. The word "Mpp" is used to represent the core elements of the logo, such as the curve, the shape, and the overall structure. The result is a design that is both visually striking and conceptually clear, effectively communicating the logo's intended message. | {
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} | Generate code for a svg of a a close up of a red and white logo with the word mpp | <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 55.12 21.04"><defs><style>.cls-1{fill:#cb3836;}.cls-2{fill:#fff;}</style></defs><title>icon-npm</title><g id="_Group_" data-name="<Group>"><rect id="_Rectangle_" data-name="<Rectangle>" class="cls-1" width="55.12" height="17.97"/><rect id="_Rectangle_2" data-name="<Rectangle>" class="cls-1" x="15.33" y="0.79" width="12.23" height="20.24"/><polygon id="_Path_" data-name="<Path>" class="cls-2" points="2.63 15.14 2.63 2.81 14.96 2.81 14.96 15.14 11.46 15.14 11.46 5.81 8.8 5.81 8.8 15.14 2.63 15.14"/><polygon id="_Path_2" data-name="<Path>" class="cls-2" points="18.37 17.98 18.37 2.81 30.67 2.81 30.67 15.14 24.52 15.14 24.52 17.98 18.37 17.98"/><rect id="_Path_3" data-name="<Path>" class="cls-1" x="24.99" y="5.81" width="3.39" height="5.81"/><g id="_Group_2" data-name="<Group>"><polygon id="_Path_4" data-name="<Path>" class="cls-2" points="34.15 15.14 34.15 2.81 46.48 2.81 46.48 15.14 42.98 15.14 42.98 5.81 40.31 5.81 40.31 15.14 34.15 15.14"/><polygon id="_Path_5" data-name="<Path>" class="cls-2" points="49.15 15.14 52.65 15.14 52.65 2.81 46.48 2.81 46.48 5.81 49.15 5.81 49.15 15.14"/></g></g></svg> |
I draw a rustic stone pathway lined with vibrant flowers, creating a visually appealing and inviting scene. The design emphasizes the natural beauty of the stone and the interplay of textures and colors. The pathway is structured with curves and shapes, creating a sense of movement and a natural flow. The flowers are arranged in a dynamic and visually appealing way, with their colors and textures contributing to the overall aesthetic. The overall feeling is one of warmth, tranquility, and a touch of rustic charm. | {
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} | Generate code for a svg of a a rustic stone pathway lined with vibrant flowers. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfb" d="M0 0h96v68l-2 2q0-12-2 0l2 5q-3 1-3 4l-7 1-1-1q8-1 3-7h2l2-4-3-6-5-2-2 1-6-3q-6 2-3 7h-1q-3-5 0-8l1-1-3-3q-5 0-1 2-3 1-5-1l-5 3H29l-5 4q-4-3-5 2v-3h-3l-1-3q-3 3-1 8l-4-2-1 3q-1-3 1-5-5-4-5-9l-2 5q-1-3-1 0v9l-2-6z"/><path fill="#b7604b" d="m68 53-1 2q-4-2 1-2"/><path fill="#f46f42" d="M26 55q0-3 3 0z"/><path fill="#c6cec7" d="m68 53 3 3-1 1q-3 0-3 2-2-4-4 0l-3-2h-3l5-3q2 2 5 1z"/><path fill="#c75f6b" d="M84 55q7 0 1 3-2-1-1-3"/><path fill="#c94e55" d="M91 59q0-3 3 0z"/><path fill="#924c59" d="m80 61-4 2q-1-3-3 0l-2 3v-1q-3-5 3-7z"/><path fill="#d1cdc8" d="m9 66-2-3-1 2 3 4-1 2q-1-1-3 1-2-10-5-1V60l2 6v-9q0-3 1 0l2-5q0 5 5 9-2 2-1 5"/><path fill="#3d5f4a" d="M56 57h3l3 2 2 6-1 1z"/><path fill="#ec847b" d="M87 62q0-3 2-1z"/><path fill="#8c8e82" d="M38 61q6-1 13 1-4 0-1 3l-5 1-1-1q0-2 3-2H36z"/><path fill="#4f805c" d="M70 57q-3 3 0 8l-2 1q-1-2-3-1l-2-6q2-4 4 0 0-2 3-2"/><path fill="#769178" d="m39 57-5 3v2H24l-7 5h-6v3l-1 1H8l1-2-3-4 1-2 2 3 1-3 4 2q-2-5 1-8l1 3h3v3q1-5 5-2l5-4z"/><path fill="#466d4e" d="m39 57 3 1q-3 0-5 3l-2 2-4 1 6 3v1q-6-3-8 2h-2l-8-4-3 2v-1l7-5h10v-2z"/><path fill="#d5cfc2" d="M36 63h11q-3 0-3 2h-5q5 2-1 2l-6-3z"/><path fill="#cbc4b2" d="M40 57h16l8 9q-3-2-8-2 3 3 9 3l-8 2-7-4q-3-3 1-3-7-2-13-1 2-3 5-3z"/><path fill="#d64c34" d="M73 63q2-3 3 0l1 2-2 1z"/><path fill="#9fa191" d="m64 66 1-1q2-1 3 1-3 1-3 3l3 2-10-1-1-1 8-2q-6 0-9-3 5 0 8 2"/><path fill="#6e7c6a" d="M96 68v7h-2l-2-5q2-12 2 0z"/><path fill="#bfbdaa" d="m87 62 3 6-2 4q-1-3-2-2-3 2-2 6l-4-2q0-2-2-2l4-2-2-1v-3h3l-1-6 1-1z"/><path fill="#3c5248" d="m82 60 1 6h-3v3q-3-1-5 2-1-4-3 0l-1-2v-3l2-3 2 3 2-1-1-2 4-2z"/><path fill="#be473a" d="M75 66q-1 2-2 1 0-2 2-1"/><path fill="#f05727" d="M28 70v5q5 0 0 2h-6q-2-3-1-4l-3-1q-3-1 0-2h-7v-3h6v1l3-2z"/><path fill="#5a635b" d="m44 65 25 7-13-1q-1-3-4-2l-6 1 8 3-1 1q-13-3-24 2l2 2-5-1 1-1q5-2 0-2v-5h2q3 0 5 3 5 1 9-1l-7-3 3-1h-2v-1q6 0 1-2z"/><path fill="#e8e2d2" d="M43 68h10l-7 2z"/><path fill="#e1dac8" d="M38 68h2l-3 1 7 3q-4 2-9 1-2-3-5-3 2-5 8-2"/><path fill="#eee3dc" d="M11 70h3l2 3-3 2h-2l-1-4z"/><path fill="#58463a" d="M21 73q0-4 2 0z"/><path fill="#52704d" d="M8 71h2l1 4-1 1q-2-5-5-2l-3 5-2-3v-5q3-9 5 1 2-2 3-1"/><path fill="#e9e0c8" d="m70 73-9 1-7-1-8-3 6-1q3-1 4 2z"/><path fill="#eae8d8" d="M94 75h2v6q-5-3-2-6"/><path fill="#e54d29" d="m10 76-7 5-1-2 3-5q3-3 5 2"/><path fill="#ef4c25" d="m16 73 2 1v6l7-1v5h-8l-7-4q1-3 4-3l-1-2z"/><path fill="#e5dfd3" d="M25 84q1-1 4 1l-1 1q-4 1-3-2"/><path fill="#d7ceb8" d="m72 77 12 9-2 2q-12 2-21-1-3-2 0-2l12-5-9-3z"/><path fill="#eae5e5" d="m5 84 2 1v3q-2 0-2 2-5 0-4-4 1-3 4-2"/><path fill="#36443d" d="M11 75h2l1 2q-3 0-4 3l10 7-1 1q-3-3-4 0h-1l-2-1q1-5-2-2l1 2q-2 1-1 4H8l-1-3v-3l1-3q-3-1-3 2-3-1-4 2H0V76l2 3 1 2 7-5z"/><path fill="#bab6aa" d="M12 87h-1l-1-2q3-3 2 2"/><path fill="#ef664c" d="m7 85-2-1q0-3 3-2z"/><path fill="#d0c5b6" d="m23 84 1 2-4 1-3-3z"/><path fill="#f6f4f1" d="M96 86v3q-4-1 0-3"/><path fill="#d1c9b4" d="M28 91q0-3 2-4 12-3 26-1 2 3 6 4z"/><path fill="#42614b" d="M70 65v3l1 2q2-4 3 0 2-3 5-2l2 1-4 2-1 1 3 1 4 2q-1-4 2-6 1-1 2 2h-2q5 6-3 7l1 1 7-1q0-3 3-4-3 3 2 6v5q-4 2 0 3v7H85v-3l1-1-3-2 9 1-8-5-12-9-10-2 9-1-1-1-2-2-3-2q0-2 3-3z"/><path fill="#e7c17e" d="M84 81h4q2 5-3 3-2-1-1-3"/><path fill="#f2ead4" d="M90 81q6-2 4 4l-4 1z"/><path fill="#cb3b24" d="M78 72q2 0 2 2l-3-1z"/><path fill="#404c46" d="M14 70h4q-3 1 0 2l3 1q-1 1 1 4h6l-1 1 5 1h9l-4-1q9-3 19 0l4-1-6-2 1-1 7 1 10 2h-8l9 3-12 5q-3 0 0 2 9 3 21 1l2-2 8 5-9-1 3 2-1 1q-7-6-15 0l6 3h-9l-3-4q-14-2-26 4H21q2-4 5-6l2 1 34-1q-4-1-6-4-14-2-26 1l-2-1 1-1q-3-2-4-1v-5l-7 1v-6l-2-1z"/><path fill="#c3c0b1" d="M32 83q4-3 10-1-6 3-10 1"/><path fill="#dbcfb9" d="M44 82q6-2 14 1-8 3-14-1"/><path fill="#ddd3be" d="M55 81q6-3 13-1l-5 2z"/><path fill="#e2d9c8" d="m54 75 6 2-4 1q-10-3-19 0l4 1h-9l-2-2q11-5 24-2"/><path fill="#dad2bd" d="M85 93v3h-9l-6-3q8-6 15 0"/><path fill="#466552" d="M23 84h2q-1 3 3 2l2 1q-2 1-2 4l-2-1q-3 2-5 6H0V86h1q-1 4 4 4l3 1h2l4-3h1l2 2 2-2 1-1 4-1z"/><path fill="#d95d2f" d="m19 88-2 2-2-2q1-3 4 0"/><path fill="#e22a33" d="m7 88 1 3-3-1q0-2 2-2"/><path fill="#dc3d2c" d="m11 87 2 1-4 3q-1-3 1-4"/><path fill="#e0d8c7" d="M67 96H38q12-6 26-4z"/></svg> |
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} | Generate code for a svg of a stick figure of a golfer in the act of putting. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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c-0.064,0.01-0.127,0.018-0.189,0.029c-0.419,0.076-0.827,0.184-1.222,0.32c-0.024,0.009-0.05,0.011-0.073,0.02L5.493,125.137
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c0.418,0.066,0.845,0.11,1.282,0.11s0.863-0.044,1.282-0.11c0.063-0.01,0.127-0.018,0.189-0.029
c0.419-0.075,0.827-0.183,1.222-0.319c0.024-0.009,0.05-0.011,0.074-0.02l121.104-43.059l121.104,43.059
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</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the sight of a deer moving silently through 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="#fdfdfd" d="M0 0h96v96H0z"/><path fill="#bdb6b3" d="m49 38-2 1 2-7q1 3 2 0 1 3-2 6"/><path fill="#775a4f" d="m47 39 2-1v14l-4-9 1-2q-3 0-3-2z"/><path fill="#6a4838" d="M49 47h15l1 8-1 1-4-3-7 1q-3 0-3-2h-1z"/><path fill="#c6b9b0" d="M50 52q0 2 3 2l-2 6-1-4h-1z"/><path fill="#b0a198" d="M65 55q2 1 1 5-2-2-2 1v-5z"/></svg> | |
{
"bytes": 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"path": "f60a165edaf5a16e69d41829de75463d07c5d8dd9ea2b19441d522ab092b1900.png"
} | Generate code for a svg of a a black and white photo of a computer with a plus sign | <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M3 5.75C3 4.23122 4.23122 3 5.75 3H18.25C19.7688 3 21 4.23122 21 5.75V12.0218C20.3945 11.6341 19.7204 11.3441 19 11.1739V5.75C19 5.33579 18.6642 5 18.25 5H5.75C5.33579 5 5 5.33579 5 5.75V18.25C5 18.6642 5.33579 19 5.75 19H11.1739C11.3441 19.7204 11.6341 20.3945 12.0218 21H5.75C4.23122 21 3 19.7688 3 18.25V5.75ZM23 17.5C23 14.4624 20.5376 12 17.5 12C14.4624 12 12 14.4624 12 17.5C12 20.5376 14.4624 23 17.5 23C20.5376 23 23 20.5376 23 17.5ZM18.0006 18L18.0011 20.5035C18.0011 20.7797 17.7773 21.0035 17.5011 21.0035C17.225 21.0035 17.0011 20.7797 17.0011 20.5035L17.0006 18H14.4956C14.2197 18 13.9961 17.7762 13.9961 17.5C13.9961 17.2239 14.2197 17 14.4956 17H17.0005L17 14.4993C17 14.2231 17.2239 13.9993 17.5 13.9993C17.7761 13.9993 18 14.2231 18 14.4993L18.0005 17H20.4966C20.7725 17 20.9961 17.2239 20.9961 17.5C20.9961 17.7762 20.7725 18 20.4966 18H18.0006Z" fill="#212121"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a parents and children making a snowman in the yard. | <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="#e5965a" d="M49 38h3q0 3-3 2-3-2 0-2"/><path fill="#cfcbc9" d="M49 38q-3 0 0 2-3-1-4 1 0 3 4 5l-4 1q11 1 0 2-5-3-2-8l5-4z"/><path fill="#cb9b8e" d="m84 44 3 11-1 2 2 4q-4 3-4 9v-6q-4 0-4-3 0-10 4-17"/><path fill="#575859" d="M47 53v3q-3-1 0-3"/><path fill="#cd6f32" d="M59 55q4-1 7 3-5 2-8-2z"/><path fill="#787778" d="M46 57q2 0 1 2z"/><path fill="#f2e8de" d="M83 52v11l-1-3z"/><path fill="#707171" d="M46 60q2 0 1 2z"/><path fill="#3b6170" d="M65 69h-5q-2 2-2-1 1-6 7-4z"/><path fill="#a1765d" d="M60 69h5l-1 8-2-4-1 5q-2-4-1-9"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a patch of purple grapes ready for harvest. | <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="#fdfdfb" d="M0 0h96v96H0z"/><path fill="#9050b7" d="m58 19 2 2v5q-9 2-6-6z"/><path fill="#8f4db5" d="m53 17-1 4-6 2-2-3-1 5q-9 3-7-6 3-3 7 0 2-5 6-5 3 0 4 3"/><path fill="#9579b8" d="M34 26q5 4 0 7z"/><path fill="#472168" d="M53 17q1 2 5 2l-4 1q-3 8 6 6v-5l6 20-1 4 2 2v1l-3-1v9l-3-1q3-4 0-9 9-9-4-9-1 5 3 8-8 4-2 10l1 7h-2q2 7-5 8l-2 5-1-6q5 0 6-4-3-3-6-1-2 1-1 4-5-1-2 2-3 2-2 6h-2v-6q-5-1-8 3l-6-2v5l-2-14q2-2 5-1-8 2-2 8h4l1-10q5 1 6-2 0-8-7-4l-1-2 6-1 6 2q-4 2-1 5l-7 5q-3 9 7 6 4-5 1-10 5 0 3-4 7 3 7-5l-8-2q-1-3 1-3 3 3 9 3 1-7-5-8l3-3-2-5q3-10-6-7l-1 7q-1-6-6-4-3 3 0 8 3 2 5-1 2 5 6 6h-3l-12-5-1-2q5-3 0-7-3-6 2-7-2 9 7 6l1-5 2 3 6-2z"/><path fill="#9957bc" d="M57 27q8-1 5 7-7 5-8-3 0-3 3-4"/><path fill="#774098" d="M64 32q3-1 5 2 1 6-2 13l-2-2 1-4q-3-4-2-9"/><path fill="#351856" d="M33 37v4q3-1 6 2l-2 2q-2-3-4-2-3-4 0-6"/><path fill="#8b4fb1" d="M64 56q0 5-5 6l-1-7q-6-6 2-10-4-3-3-8 13 0 4 9 3 5 0 9z"/><path fill="#824ead" d="M67 48q2 5-3 8v-9z"/><path fill="#8041a5" d="M31 61q-3-4-1-7 2-2 3-1 7-4 7 4-1 3-6 2l-1 10h-4q-6-6 2-8"/><path fill="#8b49b4" d="M55 54q4 2 1 7h-7q-3-1-1-3z"/><path fill="#884caf" d="m36 62 7-5q-3-3 1-5l-6-2-6 1q-5-5 1-8 2-1 4 2l2-2q-3-3-6-2v-4l2-2 15 5q-4-1-6-6-2 3-5 1-3-5 0-8 5-2 6 4l1-7q9-3 6 7l2 5-3 3q6 1 5 8-6 0-9-3-2 0-1 3l8 2q0 8-7 5 2 4-3 4 3 5-1 10-10 3-7-6"/><path fill="#c2add0" d="M36 62q2 0 1 2z"/><path fill="#7a3fa4" d="m50 75-2 2q-3-1-4 1v-2q-1-4 2-6-3-3 2-2-1-3 1-4 3-2 6 1-1 4-6 4z"/><path fill="#7d43a9" d="m42 76 3 5q-3 6-9 2l-3-7h-5v-5l6 2q3-4 8-3z"/><path fill="#ac97ba" d="M42 76h2v2q1-2 4-1-3 1-3 4z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green beans hanging from the garden trellis. | <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="#9ac02a" d="M39 0h4l-3 2v7q-2-1-1-3z"/><path fill="#84c427" d="m79 3-5 5q-3-6 2-7 2 0 3 2"/><path fill="#97ce2a" d="m83 2-1 6-2 1q-2-3-1-6 1-2 4-1"/><path fill="#80c028" d="M0 0h18l2 3 1 4 6-1V0h10l-3 3 3 1v4q-4 0-6-3l1 6-1 2-3-1v3l7 1v-5h4l2 5h3v2h-6q-2-12-2 0h-8l-1 2h-1L25 9l-2 9q-5-1-8 1l-2 1v-3q-3 5-4-1l14-1-1-1h-1l-1-7-8 2-3-4-6 3H0z"/><path fill="#498c22" d="M18 0h9v6l-6 1-1-4z"/><path fill="#6a782c" d="M37 0h2v6l-2 2V4l-3-1z"/><path fill="#4e8a26" d="M43 0h12v8h4q-1-9 2-1h4q-2-1-1-3 5 0 3-4h17l-1 2q-3-1-4 1-1-2-3-2-5 1-2 7-3-1-4 1H51l7 2-2 2q0-2-3-2l-2 1h-1l-2 1-1-4h-7V2z"/><path fill="#8ac626" d="M55 0h12q2 4-3 4-1 2 1 3h-4q-3-8-2 1h-4z"/><path fill="#5ea02c" d="M84 0h12v13q-3-2-2-4-6-2-12-1l1-6z"/><path fill="#558f28" d="m12 9-9 1V8l6-3z"/><path fill="#a66733" d="M0 8h3v3l-1 2 18 1h2L3 15H0z"/><path fill="#875331" d="m70 9-13 1-7-2z"/><path fill="#766d32" d="M79 3q-1 3 1 6l2-1q6-1 12 1-1 2 2 4v2h-5v-5H71l-1-1q1-2 4-1z"/><path fill="#716e31" d="M21 14h-1l-1-2q-9-2-16-1v-1l9-1 8-2z"/><path fill="#776030" d="m37 8 2-2q-1 2 1 3h7l-1 1-7 1h-7l-1-6q2 3 6 3"/><path fill="#72992b" d="m47 9 1 4 2-1q-1 2 1 3l7 1v3q-3-3-6 0-2-1-2 1h-2l-2-8-1 3-2-1q-2 0-2 2l-2-5 7-1z"/><path fill="#79b429" d="M96 15v3l-9-2-12 2v-7l16-1v5z"/><path fill="#808d2e" d="M32 11h3v5l-7-1v-3l3 1z"/><path fill="#85c128" d="M71 10q1-1 4 1v7l1 2q2 5-1 9l-3-11-6-4-15-2 2-1q3 0 3 2l2-2z"/><path fill="#6faa2a" d="M3 11q7-1 16 1l1 2-18-1z"/><path fill="#8a5b36" d="m45 15-1 1h-3q0-2 2-2z"/><path fill="#826830" d="m50 12 15 2 6 4h-2q-6-3-12-2l-7-1q-2-1-1-3"/><path fill="#886c32" d="M76 14q3-1 8 1l-4 1z"/><path fill="#6e782a" d="m42 18-4 2H27l1-2h8q0-12 2 0z"/><path fill="#8d5e2e" d="M23 18v1l-8-1q3-2 8-1"/><path fill="#7d622c" d="M96 18v2H76l-1-2 12-2z"/><path fill="#894f2f" d="M42 18h2l-6 2z"/><path fill="#795f32" d="m58 19-4 1-2-1q3-3 6 0"/><path fill="#6f7d2a" d="M70 18h2l1 2h-8l-1-2z"/><path fill="#759629" d="M22 14 9 16q1 6 4 1v3l2-1 8 1-1 1h-5q-3-1-4 1l-2 1-3-5q-2-3-5-3z"/><path fill="#54961f" d="m26 20-2 17q-1 6-7 6 5-2 6-8V18l2-9z"/><path fill="#529a20" d="M17 21q2 3-1 7-2 3-1 8l-3-8 1-6q1-2 4-1"/><path fill="#7db427" d="M58 16q6-1 12 2h-6l1 2q-4 0 0 2-3 1-3 4l-1-1-2 5-1-11z"/><path fill="#5da31d" d="M48 20q-3 6-1 12-2 1-2-2l-2-7 1-2h-5l-2 22q0 6 5 12-7 0-8-7V28q1 9-5 16h-3l3-6V20h2q2 11 3 0h4l6-2v-2l1-1 1-3z"/><path fill="#6ab51a" d="M23 19v16q-1 6-6 8l-1-1 5-7 1-14z"/><path fill="#539a1d" d="m52 19 2 1q0 4 2 1l3 9q3 6 0 15l-1-1-2-11h-3q2 2 1 5l-1-2-2 13q0 6 6 6l2 3-1 1-4-2-3-2q-1 3-3 0-1 5 2 9l-2 1v-1l-1-8 3-36q0-2 2-1"/><path fill="#70b626" d="M0 15h3q3 0 5 3 0 4-3 6l1 3q-3 5-1 11 2 0 1 3l-4 2q4 1 1 4l-3-4z"/><path fill="#72b725" d="m13 22-1 6 3 8q-5 5 1 9l-2 1 1 9q-10-6-3 3-2 4-5 1l1-3-2-4h4v-5q2 0 2 3 0-8-4-13l4-2q-3-2-5-1 1-7 4-11z"/><path fill="#a9d741" d="M26 20h2v18l-3 6h3q6-7 5-16v20q1 7 8 7-5-6-5-12l2-22h5l-1 2 2 7q-4 2-1 6l1-1 2 9-2 3 1 16 2 1v1q-3 7-1 16 1-3 4-3l1-3 1 1q-2-10 1-19l4 2q1 3 4 0 0-10 4-17-2-12 1-22h3q-4 8 0 18-3 2 2 2 0 15 3-1l-2-1-3-15 1-3h1q0 9 4 18l1-1 1-7 2 9 5-16q-2-3-5-2l-1 5q-2-3-1-6h9l-1 14 1 1 3-4q0-2 3-1-3-6-2-10h5v76H0V43l3 4q3-3-1-4l4-2q5-3 0 2 0 4-4 7h3l1 2 2 4-1 3q3 3 5-1-7-9 3-3l-1-9 2-1q-6-4-1-9-1-5 1-8 3-4 1-7h5l-1 14-5 7 1 1q6 0 7-6z"/><path fill="#5ea81f" d="M65 20h2q-3 10-1 22-4 7-4 17-3 3-4 0l1-1 2-3-1-6 3-10q-2-7-1-13 0-3 3-4-4-2 0-2"/><path fill="#6eb424" d="M58 44q-2 5-1 11-6 0-6-6l2-13 1 2q1-3-1-5h3z"/><path fill="#72b523" d="M48 20h2l-3 36 1 8-2-1-1-16 2-3-2-9-1 1q-3-4 1-6 0 3 2 2-2-6 1-12"/><path fill="#549c1c" d="m70 20-1 3 3 15 2 1q-3 16-3 1-5 0-2-2-4-10 0-18"/><path fill="#5b9f1f" d="m72 20 2 9q3-4 1-9h2q-1 3 1 6l1-5q3-1 5 2l-5 16-2-9-1 7-1 1q-4-9-4-18"/><path fill="#519724" d="M87 20h4q-1 4 2 10-3-1-3 1l-3 4-1-1z"/><path fill="#a5d736" d="M31 20h3q-1 11-3 0"/><path fill="#62a423" d="m8 18 3 5q-3 4-4 11 2-1 5 1l-4 2q4 5 4 13 0-3-2-3v5H6l-1-2H2q4-3 4-7 5-5 0-2 1-3-1-3-2-6 1-11l-1-3q3-2 3-6"/><path fill="#9ed237" d="M62 26q-1 6 1 13l-3 10 1 6-2 3-2-3q-1-6 1-11l1 1q3-9 0-15l2-5z"/><path fill="#6bb623" d="M54 57q-3 9-1 19l-1-1-1 3q-3 0-4 3-2-9 1-16l2-1q-3-4-2-9 2 3 3 0z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a ripe oranges ready to be picked from the trees. | <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 0h96v96H57q7-15-8-18-6 0-9 5l-3-1 7-5q-6-1-10 3l-3-2q4-3 4-8-7-1-11 3l-2-7q1-3 4 0l3-2q7-3 4-10-11-6-10 7l2 2q-3-1-5 1L8 63q-3 1-3 4-4-2-1-4l5-7-1-1-4 5-4-11z"/><path fill="#759381" d="m45 41-2 1q-3-2-4-1v-3q4 0 7-3z"/><path fill="#699175" d="m40 43-1 3h-6l6-4z"/><path fill="#f68d14" d="M45 41q9-1 6 9-9 6-12-4l1-3 3-1z"/><path fill="#f1ae39" d="M65 50h3l-7 6h-5q3-4 9-6"/><path fill="#f58e15" d="m29 64-4-1-2-2q-1-13 10-7 3 7-4 10"/><path fill="#699274" d="m0 49 4 11 4-5 1 1-5 7H2l-2-7z"/><path fill="#dfe3da" d="m0 56 2 7-1 1-1-3z"/><path fill="#446a50" d="m25 63 4 1-3 2q-3-3-4 0l-2-2q2-2 5-1"/><path fill="#7d806a" d="m0 61 1 3 1-1h2q-3 2 1 4l-1 2q-2 1-1 4H0z"/><path fill="#b7c2ad" d="m73 68 3 9q-3-1-4-4-2-5 1-5"/><path fill="#536f53" d="M34 80q-3-1-5 1-5 0-5-3 1-2 4 1 3-2 2-5l-6 2v-3q4-4 11-3 0 5-4 8z"/><path fill="#648174" d="M73 68q5 3 4 11l-1-2z"/><path fill="#bfb987" d="M4 69q-1 3 1 7l-1 1q-3-2-4-1v-3h3q-1-3 1-4"/><path fill="#e9ebe7" d="M24 78q-3-2 0-2l6-2q1 3-2 5-3-3-4-1"/><path fill="#e0e4de" d="m5 76 2 3-1 1q-3 2-5-1l3-2z"/><path fill="#f68e11" d="M57 96h-8l-2-6 2-1q-3-2-6-1h-1q-3-2-2-5 3-5 9-5 15 3 8 18"/><path fill="#f78608" d="m20 64 2 2 2 7v3q-3 0 0 2 0 3 5 3l2 6-1 6-1 1-5-1q5-3 5-7-6 0-9 4l-4-3v-3q-2-3-4-2l-5-3-2-3q-2-4-1-7l1-2q0-3 3-4z"/><path fill="#3f643b" d="M0 76q1-1 4 1l-3 2q2 3 5 1l-1 4H0z"/><path fill="#547736" d="M12 82q2-1 4 2-6 2-4-2"/><path fill="#5a7450" d="M40 83q-1 3 2 5h-1l-1 1 2 5-5-2-1-7q-3-2-2-5 4-4 10-3l-7 5z"/><path fill="#b1b8ac" d="M34 80q-1 3 2 5l-2 1q0 10-3 1l-2-6q2-2 5-1"/><path fill="#f3f6f2" d="m36 85 1 7 5 2 1 2H24v-1l5-1 1-1 1-6q3 9 3-1z"/><path fill="#f49110" d="M0 84h5q2-1 3 2-4 4-6 10H0z"/><path fill="#9c9270" d="m7 79 5 3q-2 4 4 2v3q-3-1-4 1-1-2-3-2H8q-1-3-3-2l1-4z"/><path fill="#987014" d="M43 88q3-1 6 1l-2 1z"/><path fill="#586c38" d="M24 93q-4 0 0 2v1h-4l-5-2 2-1-5-5q1-2 4-1l4 3q3-4 9-4 0 4-5 7"/><path fill="#484624" d="M8 86q-1 5-6 10 2-6 6-10"/><path fill="#314536" d="m12 88 5 5-2 1-3-2z"/><path fill="#e99418" d="M9 86q2 0 3 2v4l-4 4H3q5-5 6-10"/><path fill="#ce8825" d="M41 88q2 5 6 8h-4l-1-2-2-5z"/><path fill="#3d5727" d="M41 88h1l4 2 2 6h-2q-4-3-6-8"/><path fill="#edc36e" d="m24 93 5 1-5 1q-4-2 0-2"/><path fill="#edefe9" d="m12 92 3 2 5 2H8z"/></svg> | |
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"path": "35dbedec7a4b1b04bbc13ae773c697fd002d19e6b33fbe5f0e601efe5e2d527e.png"
} | Generate code for a svg of a a white twitter bird in a blue circle | <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 40 40" enable-background="new 0 0 40 40" xml:space="preserve">
<g>
<circle fill="#55ACEE" cx="20" cy="20" r="20"/>
<path fill="#FFFFFF" d="M30,13.8c-0.7,0.3-1.5,0.5-2.4,0.6c0.8-0.5,1.5-1.3,1.8-2.3c-0.8,0.5-1.7,0.8-2.6,1c-0.7-0.8-1.8-1.3-3-1.3
c-2.3,0-4.1,1.8-4.1,4.1c0,0.3,0,0.6,0.1,0.9c-3.4-0.2-6.4-1.8-8.5-4.3c-0.4,0.6-0.6,1.3-0.6,2.1c0,1.4,0.7,2.7,1.8,3.4
c-0.7,0-1.3-0.2-1.9-0.5c0,0,0,0,0,0.1c0,2,1.4,3.6,3.3,4c-0.3,0.1-0.7,0.1-1.1,0.1c-0.3,0-0.5,0-0.8-0.1c0.5,1.6,2,2.8,3.8,2.8
c-1.4,1.1-3.2,1.8-5.1,1.8c-0.3,0-0.7,0-1-0.1c1.8,1.2,4,1.8,6.3,1.8c7.5,0,11.7-6.3,11.7-11.7c0-0.2,0-0.4,0-0.5
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</g>
</svg> | |
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} | Generate code for a svg of a a city street filled with neon lights 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="#05052c" d="M0 0h96v18l-16-1q-1-3 1-5l-5-3-1 3q-3-6-7-4l-6-2-2 2-21-2q-3-3-7-3L22 9l-2-2-5 2-9-5Q2 8 2 3L0 2z"/><path fill="#07072e" d="m0 2 2 1q0 5 4 1l9 5 5-2 2 2 10-6q4 0 7 3l21 2 2-2 6 2q4-2 7 4l1-3 5 3q-2 2-1 5H67l-7 5q-5 0-5-3l-8 5q-2-3-5-1l-4-4q-2 1-1 4l-10-1 1-1-8-3q-3 1-1 3-3 3-4 0l1-1-4-2q-3 1 0 4l-8 1v-3h6q-6-3-10-2z"/><path fill="#090b36" d="m80 17 16 1v7l-10 2q-9-3-19-1-3 4-3 8l2 1q-3 0-5 3l-1-1q-5 9-14 6-11 5-14-7l-3-2v1l-2-1q0-2 3-2-7-4-13-1-2 0-1 3H0V18q4-1 10 2H4v3l8-1q-3-3 0-4l4 2-1 1q1 3 4 0-2-2 1-3l8 3-1 1 10 1q-1-3 1-4l4 4q3-2 5 1l8-5q0 3 5 3l7-5z"/><path fill="#141149" d="M96 25v62l-17-4 16-1-3-2h-2l1-13h-6l-2 12q-4-6-1-12l-2-3 2-2v-2q2-3 3 2 6-7 4-14l-2-1-5-3-4 2q0-7-2-1v15h-3q-3-2-5-1-1-4 1-7h6l-1-21q-3-1-5 1l-3 3-2-1q0-4 3-8 10-2 19 1z"/><path fill="#786b9a" d="m74 31 1 21h-4v-4h3l-1-6q-2 0-2 3V32z"/><path fill="#ae9798" d="m27 34 2 1v2l-1 11q-2-8-1-14"/><path fill="#de8973" d="m30 39 1 1v11h-1z"/><path fill="#1a174e" d="m61 38-1 4q-1 6 1 14v2l-3 1 1-4-2-4q-2-4-2 0l1 4q-1 3 1 6-3 2-3 6l-1-8-3 9-6-3-1-7-3 3q2-3-1-2l-2-4-2-2-1 10-1-9v7h-3q2-3 1-5V40l-1-1-1-2v-3l3 2q3 12 14 7 9 3 14-6z"/><path fill="#966f82" d="M61 56q-2-8-1-14l3-3 1 5-2 5q2 4-1 7"/><path fill="#942067" d="m87 47 2 1-2 10h-5v-3l-4-1v-7z"/><path fill="#291656" d="M27 34q-1 6 1 14l1-11 1 2v12h-3v8q1-3 4-3 1 2-1 5l4 2 1-10 2 2q-1 2 1 5l1-1q3-1 1 2l1 6-1-1-4 2-1-4q-3 3 0 7l3-1q3-3 8-3l-2-2 6 3 1 1-4 1 6 2 17 10-41-1q-14 6-29 8V77l2-5 1 5h3q-1-3 1-3l2 5 1-1 1-7-11-1v-3q6-1 14 1l3-1q-4-1-1-3l3 2h8v-2h-4V44q-3-2-4 1-3-3 1-6-4-1 0-3-1-4-3 0l-1-2q-1-3 1-3 6-3 13 1-3 0-3 2"/><path fill="#b14b93" d="m74 31-3 1v13q0-3 2-3l1 6h-3v4h-2V32q2-2 5-1"/><path fill="#b42d60" d="M23 64h-4V45q1-3 4-1z"/><path fill="#d08c46" d="m57 51-1 4-1-4q0-4 2 0"/><path fill="#15134b" d="M0 34h16l1 2q2-4 3 0-4 2 0 3-4 3-1 6v21l-3-2q-3 2 1 3l-3 1q-8-2-14-1z"/><path fill="#791d54" d="M30 51v5q-3 0-4 3v-8z"/><path fill="#dc9038" d="m34 63-4-2h3v-7z"/><path fill="#b46c3d" d="m37 55 2 4-1 1q-2-3-1-5"/><path fill="#b2643a" d="M37 62q2 0 1 3-2-1-1-3"/><path fill="#b2a659" d="M19 64h8v2h-8z"/><path fill="#778c58" d="M29 64h4v3h-4z"/><path fill="#8fb862" d="m36 68 2 2-3 1q-3-4 0-7z"/><path fill="#7f3757" d="m44 65 2 2q-5 0-8 3l-2-2 4-2 1 1-1-6 3-3z"/><path fill="#603560" d="m57 51 2 4-1 4 3-1h2v4l3-4v4l-6 1 3 1-1 7-2-4q-1-3-3 0l3 3-7 2-6-2 4-1-1-1 3-9 1 8q0-4 3-6-2-3-1-6z"/><path fill="#d5a73d" d="M63 58h3l-3 4z"/><path fill="#be8b3e" d="M60 67v3l-3-3q2-3 3 0"/><path fill="#936955" d="M13 69h5l-1 8-2 1z"/><path fill="#fcb14f" d="m0 71 2 1-2 5z"/><path fill="#715c44" d="m23 71 2 2-1 2q-2-3-1-4"/><path fill="#e0995f" d="M88 67h3l-1 13q-3-6-2-13"/><path fill="#341b5a" d="M69 32v20q-2 3-1 7 2-1 5 1h-4v3h7v-4l2-13 4-2 5 3h-9v7l4 1v3h5l2-10q2 7-4 14-1-5-3-2-9 0 0 2l-2 2 2 3q-3 6 1 12l2-12q-1 6 1 12V67h2q-1 7 2 13h2l3 2-16 1 17 4v1q-14-1-26-6L53 72l7-2v-3l2 4 1-7-3-1 6-1v-4h-5v-2q3-3 1-7l2-5-1-5-3 3 1-4q2-3 5-3z"/><path fill="#7c5452" d="m72 75 2-3-2-3v-4h4v11z"/><path fill="#dda23c" d="m72 69 2 3-2 3z"/><path fill="#ddc04e" d="m68 68 2 3-1 3q-2-3-1-6"/><path fill="#2d9a7b" d="M64 68q3 1 0 4z"/><path fill="#e89032" d="M66 65q2-1 5 1l-3 1z"/><path fill="#c29d44" d="M73 60h3v3h-7v-3z"/><path fill="#9e3855" d="M82 60v2q-9-2 0-2"/><path fill="#2ba87c" d="M76 59q-3-1-1-2z"/><path fill="#461357" d="M79 48h9v5h-3q0 4-2 1-3-2-4-1z"/><path fill="#e99052" d="M85 67v12q-2-6-1-12"/><path fill="#9a5b57" d="M0 71v-1l11 1-1 7-1 1-2-5q-2 0-1 3H3l-1-5z"/><path fill="#090a3a" d="M70 82q12 5 26 6v8H0v-7q15-2 29-8z"/></svg> |
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