reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a bright red strawberries scattered across the garden:My primary focus is on creating a visually appealing and engaging image that evokes a sense of vibrancy and excitement. I aim to capture the texture and color of the strawberries, their delicate shapes, and the overall feeling of a vibrant, colorful landscape. The arrangement of the strawberries, with their curves and shapes, is crucial for creating a sense of movement and dynamism. The detail level is carefully considered to ensure the image is visually appealing and allows the viewer to appreciate the vibrant colors and the intricate details of the strawberries. | {
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} | Generate code for a svg of a bright red strawberries scattered across the garden. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#8fa864" d="M34 0h13l3 2q-2 1-1 4l-6 4q-2 2-1 5-3-3-6-2l-2-4z"/><path fill="#94a666" d="M47 0h11v3h3v2q1-2 4-1l-2 3 2 1q-2 2-1 3-4 3 0 6l6 3-2 3q-4 2-6-1 3-1 0-2-2 0-1 2l-2-2h-3L53 6h-4q-1-3 1-4z"/><path fill="#c2131a" d="M19 0h15v9l-3 1-9-3q-4-3-3-7"/><path fill="#c03121" d="M58 0h3v3h-3z"/><path fill="#98ae6f" d="M61 0h17q-2 2-2 6l-4 2q-5 0-8 3-1-1 1-3l-2-1 2-3q-3-1-4 1z"/><path fill="#d22823" d="M78 0h10q0 7-8 8l-4-2q0-4 2-6"/><path fill="#c24f2d" d="M39 5q4 1 1 4-2-3-1-4"/><path fill="#96a060" d="M9 0h10q-1 4 3 7l9 3 3-1 2 4q-4 2-6 5l-2-3h-3l-5-6q-4 0-6 2 0-4 3-5-1-4-4-5 1 1-1 4l-1-3-1 6z"/><path fill="#d51e1f" d="M49 6h4l3 14-1 1-9-3-4-3q-1-3 1-5z"/><path fill="#cd1e21" d="M96 8v13l-5-3-3 4-3-13q5-6 11-1"/><path fill="#929f5f" d="M88 0h8v8q-6-5-11 1l3 13-4 2 2-5q-3-1-4 1l-2-2 1-1q0-3 3-5-4-3-5 2-2-3-5-2l-2-4 4-2 4 2q8-1 8-8"/><path fill="#c81b1c" d="M0 0h9l1 8-3 1 2 7-1 3H3l-3-4z"/><path fill="#9dac6c" d="M14 11q-3-1-3 1h1q-1 3 3 6l9 2 1 1-4 1-1 3v-4H9l-1-2 1-3-2-7 3-1 1-6 1 3q2-3 1-4 3 1 4 5-3 1-3 5"/><path fill="#d2251e" d="m25 15-1 5-9-2q-4-3-3-6h-1q0-2 3-1 2-2 6-2z"/><path fill="#d21f1f" d="m72 8 2 4-2 14q-4 0-4-3l2-3-6-3q-4-3 0-6 3-3 8-3"/><path fill="#b3543c" d="m81 17-1 1q-4-1 0-3z"/><path fill="#d1181f" d="m36 13 2 9q-6 2-8-4 2-3 6-5"/><path fill="#96aa6b" d="m81 17-1-2q-4 2 0 3l2 2q-1 2 2 4l4-2 3-4 5 3v7l-8-1q0 3 3 4-3 1-5 4l-1-3q-3-6-8-3l-1-3h-4l2-14q3-1 5 2 1-5 5-2-3 2-3 5"/><path fill="#91a86d" d="M36 13q3-1 6 2l4 3q-3 0-3 3v3l3-1 1 4 1-4h4v3l-2-2-2 4-2 1-1 10-3-1q0-14-2-1l1 3q-5-2-8-1 0-3 3-3 5-5 0-8l-3-2q3 0 5-4z"/><path fill="#d23129" d="M84 24q-3-2-2-4t4-1z"/><path fill="#625835" d="M3 19h5l1 2-2 4H1z"/><path fill="#c63524" d="M62 22h-1q-1-2 1-2 3 1 0 2"/><path fill="#d21b1d" d="M20 25q-3 1-4-1l-3 5-6 1v-5l2-4h11z"/><path fill="#f0f0e8" d="M43 21q2-1 3 2l-3 1z"/><path fill="#96aa6c" d="M30 18q2 6 8 4-2 4-5 4l3 2q-5-1-5 3 0 5 5 5-3 0-3 3 1 2 5 2l-5 3 2 1-5 6q-5 3-7 8l-2-6 2-1 6-10-1-2-6-1q-3-2-5-1-3-2-4-1-3-5 0-8l3-5q1 2 4 1l1-3 4-1-1-1 1-5h3z"/><path fill="#9db477" d="m46 18 9 3 1-1h3l2 2h1q2 3 6 1 0 3 4 3h4l1 3v1l-2 2-1-3h-2l-2 4q-2-3-5-2 2-6-2-2-1-2-3-1l-1 3-2-2q-2-1-2-3 2-6-3-3h-4l-1 4-1-4q-1-3-3-2 0-3 3-3"/><path fill="#f5f5f2" d="M55 26h-3v-3q5-3 3 3"/><path fill="#bc412c" d="M25 27q4 1 1 4-2-3-1-4"/><path fill="#92ad70" d="M52 26h3q0 2 2 3-2 2 1 3-6 2-2 5-3 1-2 5h-4q-3-2-4-1l4-17z"/><path fill="#c8141b" d="M0 27q5-1 4 4l-4 1z"/><path fill="#d41e1c" d="M36 28q5 3 0 8-5 0-5-5 0-4 5-3"/><path fill="#db1e20" d="M85 32v4q-9 2-8-6v-1q5-3 8 3"/><path fill="#d6372e" d="M96 28v8l-4-4-1-1q-3-1-3-4z"/><path fill="#42592e" d="M65 31q-7 0-5 7l-4-1q-4-3 2-5-3-1-1-3l2 2 1-3q2-1 3 1 4-4 2 2"/><path fill="#94a164" d="m0 15 3 4-2 6h6v5l6-1q-3 3 0 8-3 1-3 4 2 4 5 1l2-4q2-1 5 1h-4q-1 5 1 11h-3q-1 2-2 1l1-1q-2-3-2 0l-3-3-3 2q4-12-7-8v-9l4-1q1-5-4-4z"/><path fill="#d12522" d="M65 31q3-1 5 2l3 10q4-6 10-1 0 3 3 5 0 3-3 4-3-4-7-1h-3v-3l-14-2q-2-3-5-3-1-4 2-5l4 1q-2-7 5-7"/><path fill="#99a66c" d="M72 29q0 6 2 0l1 3 2-2q-1 8 8 6v-4l1 3q2-3 5-4l1 1-3 2 1 1-1 3q-1-1-3 1-2-3-5-2l2 5q-6-5-10 1l-3-10z"/><path fill="#db2b2e" d="M72 29h2q-2 6-2 0"/><path fill="#d24a3d" d="M6 35h5q0 5-5 3z"/><path fill="#c42220" d="M90 35q3 1 0 4l-1-1z"/><path fill="#9aaf74" d="m92 32 4 4v3l-2 8-3-5q-2 1-1 4l-1 1q-1-6-3 0-3-2-3-5l-2-5q3-1 5 2 2-2 3-1l1 1q3-3 0-4l-1-1z"/><path fill="#c82220" d="M13 37q1-1 4 1l-2 4q-3 3-5-1 0-3 3-4"/><path fill="#d42020" d="m22 39 6 1 1 2-6 10-4-2q-2-6-1-11z"/><path fill="#536735" d="m48 28-2 13q-3-1-3 1-6 2-6 8l-2 2q-3-2-5-1l5-6-2-1 5-3q-4 0-5-2 3-1 8 1l-1-3q2-13 2 1l3 1 1-10z"/><path fill="#c4251f" d="M7 49H0v-8q11-4 7 8"/><path fill="#f0f1ea" d="M89 47h-3q2-6 3 0"/><path fill="#496934" d="M96 39v12q-4-2-6-5-1-3 1-4l3 5z"/><path fill="#c94539" d="m14 51-1-1q0-3 2 0z"/><path fill="#94ab6c" d="M13 50q1 1 2-1h3v5q-3-1-3 1l-2 1-7-2-1 3v-3q-3-1-3 1l-3 2v-9h7l3-2z"/><path fill="#ea2020" d="M43 42h5q-1 3 1 6-1 3-3 0l-2 1 5 4h-5q0 3 3 5l-2 4-4-7q-3 0 0 1l-4 2q-3-3-2-6l2-2q0-6 6-8"/><path fill="#96a96d" d="M90 46q2 3 6 5v7q-3 1-2 5h-8l-1 6q-1-6 2-9-3-1-5 1h-3q-2-5-5-5-1-3 2-3l-2-2 2-1q4-3 7 1 3-1 3-4h3z"/><path fill="#929f63" d="M50 42h4q3 0 5 3l14 2v3h3l-2 1 2 2q-3 0-2 3 3 0 5 5l-6 3q-2 1-1 4-3-1-4 1l-2-4q0-2 3-1l1-2V52q-1-2-3-2h-7v7q-2 0-2-2 1-11-8-13"/><path fill="#d31f22" d="M30 51q2-1 5 1-1 3 2 6l5 7v1h-4l-8-6-5 1-2-2q2-5 7-8"/><path fill="#af201d" d="M67 50q2 0 3 2v10l-1 2q-1-6-5-9 2-3 2 1z"/><path fill="#f16048" d="M83 54h5q0 6-6 4-1-3 1-4"/><path fill="#9f5e39" d="M58 55q0 2 2 2v2l-3 1q-1-3 1-5"/><path fill="#e03226" d="M6 58q-3 0-3-2t3-1z"/><path fill="#94a66a" d="M14 57q-2 3-1 8l-2 2q-3-1-4 2l-2 1-3-4q0-2 3-1-2-5-5-5v-2l3-2q0 2 3 2l1-3z"/><path fill="#cd1a1d" d="M18 68q-5 0-5-3-1-5 1-8l2-1 5-1-1 11z"/><path fill="#92a566" d="M96 58v27l-2-1V74l-2 9q-1-2-3-2v-2q3-3-1-5 0-4 3-3l2-4q-1-3-3-2l-2 5q-2-4 1-7h5q-1-4 2-5"/><path fill="#f42121" d="m49 48 3 3q-3 2 0 3 1-4 4 0-3 2-6 1v3q7-3 3 4-2-3-2 1l3 3-5 4-2-4q2-1 1-3-3 0-3 3l-3-1-5-7 4-2q-3-1 0-1l4 7 2-4q-3-2-3-5h5l-5-4 2-1q2 3 3 0"/><path fill="#7c8f3d" d="M60 59v3l-3-1v-1z"/><path fill="#96a265" d="m19 50 4 2-2 1 2 6 2 2 5-1 8 6q-1-1-3 1-3-7-5 1l4 4v3l-2-2-7-2-1 3-4-1-1-1q-2-3-1-4l2-2 1-11-5 1q0-2 3-1z"/><path fill="#ba3023" d="M6 62q2-1 3 1-3 1-3-1"/><path fill="#dd1c1d" d="M79 61h3q3 4 1 10-8 2-11-3-1-3 1-4z"/><path fill="#99a76b" d="M89 63q-3 3-1 7l2-5q0 2 3 2l-2 4q-3-1-3 3-4 0-3 4l-1 1q-2-6-8-3v4l-4-8q-3 2-5 1l1-4q1-2 4-1 3 5 11 3 2-6-1-10 2-2 5-1-3 3-2 9l1-6z"/><path fill="#e52122" d="M43 42q0-2 3-1 1-1 4 1 9 2 8 13-2 2-1 5v1q-3 3-3 8-9 6-12-3v-1l3 1q0-3 3-3 1 2-1 3l2 4 5-4-3-3q0-4 2-1 4-7-3-4v-3q3 1 6-1-3-4-4 0-3-1 0-3l-3-3q-2-3-1-6z"/><path fill="#b14635" d="M90 65q2-1 3 2-3 0-3-2"/><path fill="#d62422" d="m67 50-1 6q0-4-2-1 4 3 5 9-3-1-3 1l2 4-1 4q-8-1-13-4 0-5 3-8l3 1V50z"/><path fill="#db181f" d="M19 72q-1-3 1-4 3-2 7 1z"/><path fill="#96ab6b" d="M0 60q3 0 5 5-3-1-3 1l3 4 3 1h4l-1-4 2-2q0 3 5 3-1 1 1 4l1 1-3 3-2 1-1 7-1 1q-2-4 1-6l-2-3-9-3-3 2z"/><path fill="#de2b28" d="m7 69 1 2-3-1z"/><path fill="#b87f6b" d="m11 67 1 4H8l-1-2q1-3 4-2"/><path fill="#96a96c" d="M38 66h4q3 9 12 3 5 3 13 4 2 1 5-1l4 8q0 4 6 7l-7 1-2-9q-14 0-5 11l8 5-7-2 1 3h-3l-2-3-5-4v-4q5-3 0-5-2 0-2 2h-3q2 3-1 2-2 5-4 2-1-4-4-3-1 1 1 4l-2 8-2-9-2-1h-1l1-3q0-3 4-4l-1-1 3-1q0-3-3-3-2 0-2 2h-5q0-3-3-3l-4-4q2-8 5-1 2-2 3-1"/><path fill="#d12e25" d="M34 72q3 0 3 3h-3z"/><path fill="#b81619" d="m47 76-5-1q0-2 2-2 3 0 3 3"/><path fill="#f5f7f3" d="m13 85-2 3-2 1q-4-5-9-2V75l3-2 9 3 2 3q-3 2-1 6"/><path fill="#9bae72" d="M34 75h8l5 1-3 1 1 1q-4 1-4 4-5-5-11-2-1 3 2 5h9l-1 3 2 3q-4 1-4 5h-5v-2q3-4-2-4-4-3-7 0-2-1-1-3 3-4-1-6-2 0-2 2h-4l4-5-3-2 3-3 4 1 1-3 7 2z"/><path fill="#f3efec" d="M88 74q4 2 1 5l-4-1q-1-4 3-4"/><path fill="#30562b" d="m17 76 3 2-4 5-2 1 1-7z"/><path fill="#eef0e6" d="M60 85q-3-1-2-3 0-2 2-2 5 2 0 5"/><path fill="#c92321" d="m85 78 4 1v2l-4-1q0 4-3 7a8 8 0 01-6-11q6-3 8 3z"/><path fill="#d31c1f" d="m41 82-1 3h-8q-3-2-2-5 6-3 11 2"/><path fill="#e9e8df" d="m23 87-3-4q0-2 2-2 4 2 1 6"/><path fill="#df936a" d="m50 86-3 1q-2-3-1-4 3-1 4 3"/><path fill="#d72326" d="m75 88-7 2q-9-11 5-11z"/><path fill="#e9ecdd" d="m41 85 2 1 2 9v1h-7q0-4 4-5l-2-3z"/><path fill="#7d9656" d="m89 81-1 3q-2 0-2 2l-3 1h-1q3-3 3-7z"/><path fill="#973733" d="m88 84-2 2q0-2 2-2"/><path fill="#639450" d="m9 89-2 3-2 2q-2-5-5-4v-3q5-3 9 2"/><path fill="#c6bfa2" d="m82 87 6 2 2 1H80q-3 2 0 6h-3l-1-1-8-5 7-2z"/><path fill="#d51e22" d="M16 83h4l3 4q-1 2 1 3 3-3 7 0l2 4v2H12l-2-2 3-3-2-3 2-3 1-1z"/><path fill="#d93628" d="m91 90-2-1q1-4 4 0z"/><path fill="#83a45e" d="M58 82q-1 2 2 3v4l5 4 2 3h-4q-3-3-6-2-1-8-7-4-2 2-1 6h-4v-1l2-8 3-1q2 3 4-2 3 1 1-2z"/><path fill="#f6f1f1" d="m0 91 2 1-1 4H0z"/><path fill="#5d2d26" d="M31 90q5 0 2 4z"/><path fill="#536335" d="m11 88 2 3-3 3q-3 0-3-2l2-3z"/><path fill="#da2a26" d="M63 96H51l-1-6q6-4 7 4 3-1 6 2"/><path fill="#da7c5a" d="m50 90 1 6h-2q-1-4 1-6"/><path fill="#f8f8f5" d="M76 95h-7l-1-3 7 2"/><path fill="#afbd93" d="M0 91v-1q3-1 5 4l2-2q0 2 3 2l2 2H1l1-4z"/><path fill="#e6dccf" d="M96 85v11H80q-3-4 0-6h11l2-1q-3-4-4 0l-6-2 3-1 2-2 1-3q2 0 3 2l2-9v10z"/></svg> |
{
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"path": null
} | Generate code for a svg of a a rocky cliff jutting out over the sea. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4ede0" d="M0 0h96v43q-3 0-2 3l-5 16h-4l-2 11q-1-3-3-1-3 1-2 4l-6 1q-36-2-72-1z"/><path fill="#4e5866" d="M96 43v27l-2-24q-1-3 2-3"/><path fill="#303347" d="m94 46 2 24v15H80q-3-1 0-3 0-3 1 0l1-4-2-6q2-2 3 1l2-11h4z"/><path fill="#6f7b7b" d="m91 60 1 1-2 6-5 10q0-10 6-17"/><path fill="#4f4e5c" d="m80 72 2 6-1 4q-1-3-1 0l-9-4 1-1 6-1q-1-3 2-4"/><path fill="#ced8d1" d="m0 76 71 2 9 4q-3 2 0 3l2 1q-6 2 1 2v-3h13v2q-10-1-17 4l2 5H0z"/><path fill="#808588" d="M80 85h3v3q-7 0-1-2z"/><path fill="#b3c3bd" d="M96 87v9h-4v-4q-6 0-10 4h-1l-2-5q7-5 17-4"/><path fill="#333d58" d="M92 96H82q4-4 10-4z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a red ribbons tied around gift boxes in the store. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbf8f3" d="M0 0h96v96H0V62l5 2 2-4V48h4v10l5-1q2-6-1-10l1-6h-5v-4H7v3H0z"/><path fill="#ee7461" d="M4 40h3v6H4z"/><path fill="#ef9b8a" d="M0 41h3v5H0z"/><path fill="#f7b09d" d="M15 47v-5h-3v5l-8-1h3v-9h4v4h5z"/><path fill="#f38470" d="M15 47h-3v-5h3z"/><path fill="#de6655" d="M55 42h-4l1 2q-3 0-4 3l-2-4q3 0 2-2l5-5q3 1 0 4z"/><path fill="#eb9a8a" d="M59 42q2-2 6-1v7h-3l-1-5z"/><path fill="#e9bfae" d="m42 44 2 2-4 2v-6z"/><path fill="#f3c5b7" d="M0 41v-1h4v6l8 1h3q3 4 1 10l-5 1V48H7v12l-4-3-3 1V46h3v-5z"/><path fill="#ef7965" d="M16 57h-4v-8h4z"/><path fill="#de4b38" d="M48 41q1 2-2 2l2 4-4 13q-2 2-1 6h-4q0-9 5-16v-4l-2-2q0-3 3-3h-7v-3l8-2z"/><path fill="#dd5e50" d="m85 48-7 2 8 1-1 10-1-9h-7l-7-2q0-2 2-1l12-2z"/><path fill="#de5a4e" d="M31 68q-2-11-1-20v-5h4v25z"/><path fill="#f3c7bb" d="m85 48 1 1 2 14q-3 1-3-2l1-10-8-1z"/><path fill="#d0836f" d="M38 41h7q-3 0-3 3l-2-2v6l4-2v4q-5 7-5 16h4q-1-4 1-6v10h-4l-9-2h3V43h-4v5q-2-3-1-6z"/><path fill="#df816e" d="m70 50 7 2h-3l6 1v5h-7v-4h-3q0-2 3-2l-4-1z"/><path fill="#d89f8d" d="M52 44q3 0 4 5h-5l-2 24-9-3h4V60l4-13q1-3 4-3"/><path fill="#e7b5a0" d="M70 54h3v4l-2 10q-2-8-1-14"/><path fill="#e54b37" d="M55 42q5 1 3 7 4 7 4 16-3-5-4 1l-2-17q-1-5-4-5l-1-2z"/><path fill="#eebdb1" d="M72 49q-2-1-2 1l-1 1q-3-1-3 1a20 20 0 011 15l-2-9 2-2-2-6 5-2z"/><path fill="#e25947" d="m69 51 4 1q-3 0-3 2-1 6 1 14l2-10h7v11l-1 1q-5-3-8 1l-2 1-4-5h2l1-7-2-8q0-2 3-1"/><path fill="#e8786a" d="m7 60-2 4-5-2v-4l3-1z"/><path fill="#f7dacf" d="M1 59q2-1 4 2-4 1-4-2"/><path fill="#f2927e" d="M80 58h3l-1 10-2 1z"/><path fill="#f6e3da" d="m56 49 1 4 1 13q-1 9-9 7l2-24z"/><path fill="#df8679" d="m79 70-3 1v3q-2-4-5-3 3-4 8-1"/><path fill="#d74a34" d="m65 75 2 1h-4z"/></svg> | |
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"path": "5cfb286aedae009ae1b4de57f4261d9c9a505c81ab235a47a2d302abad904d19.png"
} | Generate code for a svg of a a white deer antelope logo on a black background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 64 64"><defs><style>.cls-1{fill:none;}.cls-2{fill:#fff;}</style></defs><g id="Layer_1" data-name="Layer 1"><rect width="64" height="64"/><rect x="31" y="32" width="2" height="2"/></g><g id="Layer_2" data-name="Layer 2"><rect class="cls-1" x="5.84" y="5.84" width="52.31" height="52.31"/></g><g id="MONTHS"><g id="_08_BUCK" data-name="08 BUCK"><path class="cls-2" d="M45.13,58.09l0-.88.16-.85-.3-.8-.35-.79L44.3,54l-.42-.75-.44-.73L43,51.79l-.45-.73-.49-.71-.51-.7L41,49l-.61-.63-.62-.61-.68-.54-.72-.49-.75-.41-.78-.37-.79-.33-.8-.32-.84-.19-.83-.17-.86-.16-.85-.14-.87,0H29.25l-.87,0-.85.17-.82.28-.82.25-.77.36-.75.42-.73.45.28.74.75.4.82.24.77.16-.42.73-.7.52-.82.23-.85.12-.86-.15-.78-.35-.68-.53L20.57,48l-.5-.72-.39-.76-.34-.79L19,45l-.33-.79-.33-.78-.4-.75-.5-.7-.61-.63-.61-.62-.53-.7-.42-.75L15,38.44l-.14-.85v-.87l.11-.86.24-.82.28-.82.36-.76.41-.75.43-.75.45-.74.51-.69.57-.65.63-.61.66-.57.75-.42.74-.11-.46.74-.47.73-.43.73-.37.77-.35.78-.26.82-.26.82-.18.84-.1.87,0,.87.12.85.16.86.22.84.35.78.44.73.49.72.54.68.68.55.73.46.82.24.85.12.86-.12.83-.17.84-.21.8-.3.82-.26.82-.28.75-.42.56-.64-.07-.86-.4-.75-.46-.73-.48-.71-.44-.74-.4-.74-.42-.75-.37-.77-.34-.79L26.05,33l-.35-.78-.35-.79L25,30.6l-.38-.77-.42-.75-.51-.7-.54-.68L22.63,27l-.52-.7-.49-.72-.49-.71-.5-.72-.49-.71-.47-.73L19.18,22l-.38-.76-.32-.81-.29-.8L18,18.8l-.2-.84-.17-.84-.16-.85-.14-.86,0-.87,0-.87,0-.87.14-.86.21-.83.4-.75.61-.63.75-.42.8-.29.51.12-.53.7-.36.76-.21.84-.16.85,0,.88,0,.87.14.85.17.84.23.83.31.79.35.78.35.77.4.75.4.75.4.77.44.73.4.77.45.73.46.73.5.7.54.68.68.52.68-.31.25-.82.26-.82.21-.84.28-.8.21-.84.19-.83.21-.84.22-.82.18-.84.17-.85.16-.86.12-.85.12-.85.16-.86.05-.87.14-.85.18-.86.17-.83.21-.84.28-.8.28-.81.35-.78.38-.77.42-.75,0,.86-.14.85,0,.87-.14.86,0,.87-.14.85,0,.88-.12.85,0,.87-.14.85,0,.88-.14.85,0,.87-.14.86-.14.85-.09.87-.12.86-.16.85-.15.85-.16.86-.14.85-.12.86-.11.87-.13.85,0,.87v.88l0,.87.13.85.18.84.19.84.19.83.3.8.23.82.31.8.33.79.35.78.36.77.48.73.45.74.52.69.59.65.63.61.7.52.71.47.77.35.82.26.8.28.79.33.75.4.73.47.71.49.67.56.66.57L43,46l.59.65.56.66.55.68.54.68.58.65.54-.44.17-.84.14-.85.11-.85.35-.79.54-.68.62-.61.25,0-.21.83-.14.86.07.87.17.85,0,.87-.19.84-.28.8-.31.8,0,.88.33.8.51.7.66.54.77.36,0,.79-.4.76-.52.68-.63.61-.72.49-.78.35-.82.23"/></g></g></svg> | |
Okay, here's a concise summary of my thoughts on drawing a glowing yellow square with a red center:I'm drawn to the visual appeal of a glowing yellow square, a dynamic and visually interesting shape. The red center, a vibrant and energetic color, immediately draws the viewer's eye and evokes a sense of warmth and excitement. The shape itself is inherently visually appealing, with its curves and the potential for a subtle, almost ethereal glow. The overall feeling is one of dynamic movement and a sense of energy, suggesting a potential for a captivating and engaging visual experience. | {
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} | Generate code for a svg of a a glowing yellow square with a red center. | <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="#f1d024" d="M0 0h89l-2 2-7 1 5 7q4 8 6 18l-2 11q-2 1-3-2 3-2-1-2v-6l-3-1-4 7v-3q-4-3-7 1l-7-7-21-4-15 5q-7 20 0 39l8 6 2-2 7 3q2 5-3 8l-5-4q-2 2 2 4-8 7-9-2l-1 1q-1-6-4-3-1 3 2 4l-2 3 3 6q2-1 3 2l1-1 1 3-13-2 2-4q2 1 1-2h-2v-1q-5 1-1 4l-3 2q3 2 2 5H0z"/><path fill="#f3d224" d="M89 0h7v96H19q1-3-2-5l3-2q-4-3 1-4v1h2q1 3-1 2l-2 4 13 2-1-3-1 1q-1-3-3-2l-3-6 2-3q-3-1-2-4 3-3 4 3l1-1q1 9 9 2-4-2-2-4l5 4q5-3 3-8l-7-3-2 2-8-6q-7-19 0-39l15-5 21 4 7 7q3-4 7-1v3l4-7 3 1v6q4 0 1 2 1 3 3 2l2-11q-2-10-6-18l-5-7 7-1z"/><path fill="#fbeb0d" d="M36 26h24l6 4v32l-2 3q-15 3-29 1-5-2-6-7V30z"/><path fill="#fd2709" d="M38 32h21q6 5 5 14 2 11-6 15H39l-6-5V38q2-4 5-6"/></svg> |
{
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{
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",
"path": "emoji_u1f469_1f3fc_200d_1f9b3.png"
} | Generate code for a svg of a woman: medium-light skin tone, white hair | <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_x5F_white_1_" d="M64.57,2.87c-41.01,0-40.68,37.92-40.68,38.52 c0,24.56,1.88,59.25,11.71,72.9c3.9,5.41,11.43,5.71,11.43,5.71L64,119.98l16.97,0.03c0,0,7.53-0.3,11.43-5.71 c9.83-13.65,11.71-48.34,11.71-72.9C104.1,40.79,105.58,2.87,64.57,2.87z" style="fill:#D6D6D6;"/>
<radialGradient id="hairHighlights_x5F_white_2_" cx="64" cy="58.4385" gradientTransform="matrix(1 0 0 1.1901 0 -11.1113)" gradientUnits="userSpaceOnUse" r="47.5316">
<stop offset="0.7936" style="stop-color:#FFFFFF;stop-opacity:0"/>
<stop offset="1" style="stop-color:#FFFFFF;stop-opacity:0.5"/>
</radialGradient>
<path id="hairHighlights_x5F_white_1_" d="M64.57,2.87 c-41.01,0-40.68,37.92-40.68,38.52c0,24.56,1.88,59.25,11.71,72.9c3.9,5.41,11.43,5.71,11.43,5.71L64,119.98l16.97,0.03 c0,0,7.53-0.3,11.43-5.71c9.83-13.65,11.71-48.34,11.71-72.9C104.1,40.79,105.58,2.87,64.57,2.87z" style="fill:url(#hairHighlights_x5F_white_2_);"/>
</g>
<g id="shirt">
<linearGradient id="SVGID_1_" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="94.0067" y2="122.1003">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
<path d="M64.12,94.45h-0.13c-25.65,0.03-51.46,7.55-51.46,25.44v4.14h1.5h1.5h96.93h1.49h1.51v-4.14 C115.46,103.02,89.9,94.45,64.12,94.45z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="face">
<path id="neck" d="M73.08,90.08H54.91v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17 v-9.98H73.08z" style="fill:#C48E6A;"/>
<path id="head" d="M64,14.91c-17.2,0-33.13,12.79-33.13,39.91c0,21.79,13.49,34.67,25.23,38.83 c2.8,0.99,5.5,1.49,7.9,1.49c2.38,0,5.07-0.49,7.85-1.47c11.76-4.14,25.28-17.03,25.28-38.84C97.13,27.7,81.2,14.91,64,14.91z" style="fill:#E0BB95;"/>
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a yellow track flags:My primary focus is on creating visually appealing and informative flags that represent the finish line. I aim to capture the essence of the finish line, its purpose, and the overall aesthetic of the event.The mechanics of drawing a yellow track flag are multifaceted. The color is crucial, as it contributes to the overall visual impact and the visual appeal of the flag itself. The color itself is a key element, representing the flag's color and the event's color.The shape and placement of the flag are also important. The shape should be visually distinct and contribute to the overall design. The placement of the flag on the track should be purposeful and contribute to the overall flow of the event.Furthermore, the detail level is paramount. The detail of the flag, including the details of the track, the flag itself, and the surrounding environment, is essential for creating a visually rich and engaging image.In conclusion, my art aims to capture the essence of the finish line through a combination of color, shape, and detail, creating a visually striking and informative flag that represents the event's purpose. | {
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} | Generate code for a svg of a a black and white image of a mailbox with a clock | <svg fill="currentColor" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 50 50" width="50px" height="50px"><path d="M 28.8125 0.03125 L 0.8125 5.34375 C 0.339844 5.433594 0 5.863281 0 6.34375 L 0 43.65625 C 0 44.136719 0.339844 44.566406 0.8125 44.65625 L 28.8125 49.96875 C 28.875 49.980469 28.9375 50 29 50 C 29.230469 50 29.445313 49.929688 29.625 49.78125 C 29.855469 49.589844 30 49.296875 30 49 L 30 1 C 30 0.703125 29.855469 0.410156 29.625 0.21875 C 29.394531 0.0273438 29.105469 -0.0234375 28.8125 0.03125 Z M 32 11 L 32 23.15625 L 33.75 24.59375 L 49 15.5 L 49 12 C 49 11.449219 48.554688 11 48 11 Z M 14.84375 15.53125 C 17.222656 15.53125 19.15625 16.390625 20.625 18.09375 C 22.09375 19.800781 22.8125 22.023438 22.8125 24.8125 C 22.8125 27.679688 22.054688 29.992188 20.53125 31.75 C 19.007813 33.503906 17.042969 34.40625 14.59375 34.40625 C 12.207031 34.40625 10.253906 33.542969 8.75 31.84375 C 7.246094 30.144531 6.5 27.917969 6.5 25.1875 C 6.5 22.304688 7.253906 19.96875 8.78125 18.1875 C 10.308594 16.40625 12.324219 15.53125 14.84375 15.53125 Z M 49 17.84375 L 34.1875 26.6875 C 34.027344 26.78125 33.832031 26.8125 33.65625 26.8125 C 33.429688 26.8125 33.214844 26.746094 33.03125 26.59375 L 32 25.75 L 32 38 L 34.0625 38 C 34.019531 38.328125 34 38.660156 34 39 C 34 43.410156 37.589844 47 42 47 C 46.410156 47 50 43.410156 50 39 C 50 37.585938 49.617188 36.25 48.96875 35.09375 C 48.972656 35.058594 49 35.035156 49 35 Z M 14.75 19.0625 C 13.433594 19.0625 12.367188 19.605469 11.59375 20.6875 C 10.816406 21.769531 10.4375 23.1875 10.4375 24.96875 C 10.4375 26.773438 10.820313 28.226563 11.59375 29.28125 C 12.371094 30.332031 13.398438 30.84375 14.65625 30.84375 C 15.949219 30.84375 16.957031 30.332031 17.71875 29.3125 C 18.476563 28.292969 18.875 26.878906 18.875 25.0625 C 18.875 23.171875 18.519531 21.707031 17.78125 20.65625 C 17.042969 19.601563 16.027344 19.0625 14.75 19.0625 Z M 42 33 C 45.308594 33 48 35.691406 48 39 C 48 42.308594 45.308594 45 42 45 C 38.691406 45 36 42.308594 36 39 C 36 35.691406 38.691406 33 42 33 Z M 41 34 L 41 41 L 46 41 L 46 39 L 43 39 L 43 34 Z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a golden sunset reflecting on the ocean. | <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="#f4d4a5" d="M9 0h9q6 5 15 6-1 2 2 4l1-2 5 3-11 8q-3 2 0 5-4 5-5 9l2 5-2 3v3l4 8q3-1 6 1H3l6-2q-2-2 1-2l1 1 7-3q-4-4-5-9v-8q-5-2-2-5l-5-5v-2h5l6-6q-3-2 0-2-4-2 0-3L7 4z"/><path fill="#f4d5a7" d="M18 0h78v35l-2-1q2-7-3-12l-4 7q-3-4-4 2-2 2-4 1l-4 6q-3 5 3 9-4 0-6 3l-4-3q-3 0-3-3-2-16-17-18-18 1-15 19-1 2 1 3l3 4v1h-2q-3-2-6-1l-4-8v-3l2-3-2-5q1-4 5-9-3-3 0-5l11-8-5-3-1 2q-3-2-2-4-9-1-15-6"/><path fill="#f2d3a5" d="M0 0h9L7 4l10 3q-4 1 0 3-3 0 0 2l-6 6H6v2l5 5q-3 3 2 5v8q1 5 5 9l-7 3-1-1q-3 0-1 2l-6 2H0z"/><path fill="#f3d3a5" d="M96 35v18H60q0-3 3-5l1-4h1q0 3 3 3l4 3q2-3 6-3-6-4-3-9l4-6q2 1 4-1 1-6 4-2l4-7q5 5 3 12z"/><path fill="#f4b34b" d="M65 44h-1v-5q-6-3-9 0-10-4-21 2l-1-2v6q-3-18 15-19 15 2 17 18"/><path fill="#f4aa43" d="M64 43q-2 3-5 0-3 1-6-1l-1 1-8-2-6 5q-3-1-4 2-2-1-1-3v-6l1 2q11-6 21-2 3-3 9 0z"/><path fill="#f0a143" d="m64 43-1 4-5-2-5 2q-7-6-15-1v-1l6-5 8 2 1-1q3 2 6 1 3 3 5 0"/><path fill="#ca9866" d="M62 54v-1h5l26 1q-3 2-1 3-3 3-2 7l-9 1-5-2-6 2q-4 3 0 4l2 5 1-1 4 4-4 2q-4-1-5 2l-13 2-13-4q3-1 0-1h-8l-5-2h-8q-5-3 1-4-2-1-2-3v-3L7 63l-1 1q0-5-3-8l1-1q11-2 24-1l6 15 3 1h1v4q11 3 23 1l1-2q-7-4 1-4l2-15z"/><path fill="#e69341" d="M63 48q-3 2-3 5l-1 8-21 1-1-9v-1q6 9 18 3l-4-1 2-3v-3l5-2z"/><path fill="#cb9e6c" d="M0 53h29l-1 1q-13-1-24 1l-1 1q3 3 3 8l1-1 13 3v3q0 2 2 3-6 1-1 4h8l5 2 3 3-3 3q-2-7-5-1l-1-1-7 2-1-2-14-2-6 1z"/><path fill="#eb973c" d="M53 48v3l-2 3 4 1q-12 6-18-3l-3-4q1-3 4-2v1q8-5 15 1"/><path fill="#f2b139" d="m45 51 7 1h-8z"/><path fill="#fbe64d" d="m52 52-7-1q3-5 7 1"/><path fill="#d29459" d="M29 53h7q-3 6-2 13h7q-4 0-4 4l-3-1-6-15z"/><path fill="#db8f48" d="m36 53 1 9 21-1 1-8h2v1q0 13-12 13l8 1-20 2h-1q0-4 4-4h-7q-1-7 2-13"/><path fill="#cb9d6d" d="M67 53h29v21l-16 8q-3-2-7 1l-2-2 2-2 4-2-4-4-1 1-2-5q-4-1 0-4l6-2 5 2 9-1q-1-4 2-7-2-1 1-3z"/><path fill="#d29153" d="M62 54h3l-2 15q-8 0-1 4l-1 2q-12 2-23-1v-4l20-2-8-1q12 0 12-13"/><path fill="#d0a16c" d="M96 74v9q-3 3-5-1l-11 4q-2 0-1 3h-6l-8 5v2H0V81l6-1 14 2 1 2 7-2 1 1q3-6 5 1l3-3-3-3h8q3 0 0 1l13 4 13-2q1-3 5-2l-2 2 2 2q4-3 7-1z"/><path fill="#d5a66f" d="M96 83v13H65v-2l8-5h6q-1-3 1-3l11-4q2 4 5 1"/></svg> | |
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"path": "emoji_u1f4af.png"
} | Generate code for a svg of a hundred points | <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>
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a family enjoying a summer picnic at the park:My primary focus is on capturing the essence of a family enjoying a summer picnic in a park. I aim to create a visually appealing and engaging image that evokes a sense of warmth, laughter, and connection. The key elements I consider are:* **Shape and Form:** The shapes of the picnic structure, the arrangement of people, the overall layout, and the placement of the food and drinks all contribute to the visual appeal.* **Color Palette:** I'll use a palette of warm, inviting colors to create a cheerful and inviting atmosphere.* **Composition:** The composition should be balanced and visually appealing, with clear focal points and a sense of flow.* **Details:** I'll pay attention to details like the texture of the grass, the shade of the trees, and the details of the food and drinks.* **Lighting:** The lighting should be soft and flattering, creating a warm and inviting ambiance.Ultimately, my goal is to create a visually stunning and memorable image that captures the joy and togetherness of a family enjoying a summer picnic in a | {
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"path": "921f8d79db324e21b06cc31302113532b6ff388858a027a10873eb923bb18562.png"
} | Generate code for a svg of a a picture frame with a mountain and a plus symbol in the middle | <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 60 60" style="enable-background:new 0 0 60 60;" xml:space="preserve">
<g>
<g>
<rect x="1" y="4.5" style="fill:#ECF0F1;" width="55" height="42"/>
<path style="fill:#545E73;" d="M57,47.5H0v-44h57V47.5z M2,45.5h53v-40H2V45.5z"/>
</g>
<g>
<rect x="5" y="8.5" style="fill:#545E73;" width="47" height="34"/>
<path style="fill:#ECF0F1;" d="M53,43.5H4v-36h49V43.5z M6,41.5h45v-32H6V41.5z"/>
</g>
<circle style="fill:#F3D55A;" cx="15" cy="17.069" r="4.569"/>
<polygon style="fill:#11A085;" points="51,32.611 50,31.5 38,20.5 27.5,32 32.983,37.483 37,41.5 51,41.5 "/>
<polygon style="fill:#26B999;" points="6,41.5 37,41.5 32.983,37.483 22.017,26.517 6,40.5 "/>
<g>
<circle style="fill:#71C386;" cx="48" cy="44.5" r="12"/>
<path style="fill:#FFFFFF;" d="M54,43.5h-5v-5c0-0.552-0.448-1-1-1s-1,0.448-1,1v5h-5c-0.552,0-1,0.448-1,1s0.448,1,1,1h5v5
c0,0.552,0.448,1,1,1s1-0.448,1-1v-5h5c0.552,0,1-0.448,1-1S54.552,43.5,54,43.5z"/>
</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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<g>
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<g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a terracotta fissures intersect a grid of polished onyx hexagons. | <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="#e0a36a" d="M0 0h14l1 2-9 5v8q2-3 6-2l3 2-2 4q-3-2-3 1-4-1-4-4H0z"/><path fill="#dda068" d="M14 0h35v9q-3 0-3 2h-1l-3-1q0-9-2-1l-1 5-1-5q-4-1-6 2l-1-1 1-1V5l-4-1q-3-1-4 2l-1 4-3-2-5 1-2-4H8l7-3z"/><path fill="#e1ab75" d="M49 0h27q-3 2-3 6l-1-1q-4-3-7 0l-1 2q-2 0-1 2h-6l-1-5h-7z"/><path fill="#dca16a" d="M76 0h20v16q-6-2-8 4-3-2-5-1L79 9q-3-2-5-1l-1-2q0-4 3-6"/><path fill="#bc9b75" d="M49 4h7l1 5-1 2-6-1-1-1z"/><path fill="#492817" d="M65 5q2 0-1 3V7z"/><path fill="#46291a" d="m13 5 2 4-2 1z"/><path fill="#b47448" d="M32 5q-3 1 0 4l-1 1q-3-1-5 1l-2-5q1-3 4-2z"/><path fill="#c28657" d="M65 5q3-3 7 0l-1 5-5 1-3-2q-1-2 1-2v1q3-3 1-3"/><path fill="#d99b63" d="M8 5h5v5l2-1 5-1 3 2 3 4-3 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} | Generate code for a svg of a a small stone path leading to a hidden garden. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9f6ee" d="M0 0h96v96H71l-7-12-3-3-2-3q5-3 0-5l-10 2v-3l11-1-4-3-1-7-3-1q-5-5-7 1l-6 3h-1q-4-1-7 1-2-1-1-3-6-1-2 3-4 1-5 5-1-3-3-1-2 6 5 6l-2 11q-4 4-6 10H0z"/><path fill="#c7c5b6" d="M52 60v3l-7-1v-1q2-6 7-1"/><path fill="#637f59" d="M61 63q2 0 1 2z"/><path fill="#a1ae98" d="M73 67q0 4 3 1l-2 5q-4-3-1-6"/><path fill="#829574" d="M65 78h3v4h-3z"/><path fill="#83957e" d="m52 60 3 1 1 7 4 3-11 1v3l10-2q5 2 0 5l2 3 3 3 7 12H60l-2-5q-10-2-18 1-1 1 1 4H17q2-6 6-10l2-11q-7 0-5-6 2-2 3 1 1-4 5-5-4-4 2-3-1 2 1 3 3-2 7-1l-1 3q3 0 5 3l6 1 7-2-5-4 1-1H39l6-3v1l7 1z"/><path fill="#f5ede4" d="M37 82h11v4l-10-1q-2-1-1-3"/><path fill="#e6e0d3" d="M61 81q5 6-3 6-6 0-9-5 5-3 12-1"/><path fill="#f3ebe1" d="M36 75q9-1 18 2v3l-18-1q-3-2 0-4"/><path fill="#dbd6ca" d="M37 71q5-1 9 1l-5 1z"/><path fill="#f6efe3" d="M42 70q6-2 13-1l-7 2z"/><path fill="#c8c0b4" d="M38 64h12l-1 1 5 4q-7-1-13 1-2-3-5-3z"/><path fill="#c1bcaf" d="M32 89q-2 4-5 4-5-1-2-6h6z"/><path fill="#485c56" d="M32 89q4 1 1 5l-3 1-3-2q3 0 5-4"/><path fill="#4f6056" d="M40 92q8-3 18-1l2 5h-1l-2-4z"/><path fill="#f0eae0" d="M40 92h17l2 4H41q-2-3-1-4"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pair of hearts drawn in the fog on a window. | <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="#fbfcfd" d="M0 0h96v96h-5l-1-2-16-4-40-11 6-2-40-4z"/><path fill="#f5f6f5" d="M46 37q-10 0-6 10 1 4 7 8l9-5q3-6 0-10h-4q2-8 10-8 9 2 6 13l-8 10-13 10-18-18q-3-9 3-15h6z"/><path fill="#f6ded9" d="M52 40h4q3 4 0 10l-9 5q-6-4-7-8 0-4 3-1 2-4 6-5z"/><path fill="#f6e4e0" d="m46 37 3 4q-4 1-6 5-3-3-3 1-4-10 6-10"/><path fill="#d0d5d8" d="m0 73 34 6q-6-2-10-1L0 76z"/><path fill="#9aa0a6" d="m0 76 24 2-5 1 3 2q-4 3 0 6l1-1q3 3 2 7l1 1 2-4 3 3q2-3 3 0l-1 3H0z"/><path fill="#9fa5ab" d="M24 78q4-1 10 1l5 1-1 1 6 4 3 6q4 0 7 3l-8 2H33l1-3q-1-3-3 0l-3-3-2 4-1-1q1-4-2-7l-1 1q-4-3 0-6l-3-2z"/><path fill="#a5abb0" d="M39 80q17 3 35 10l-2 1 1 1-5 4H46l8-2q-3-3-7-3l-3-6-6-4z"/><path fill="#aeb4b9" d="m74 90 16 4 1 2H68l5-4-1-1z"/></svg> | |
{
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"path": "f6cf6dd19fa88c0dda7db087db39030742a0f28ada497c5765e91f79ece59348.png"
} | Generate code for a svg of a a close up of a hand with a finger pointing at an arrow | <svg width="32px" height="32px" viewBox="0 0 32 32" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:sketch="http://www.bohemiancoding.com/sketch/ns">
<title>icon 19 one finger swipe right</title>
<desc>Created with Sketch.</desc>
<defs></defs>
<g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd" sketch:type="MSPage">
<g id="icon-19-one-finger-swipe-right" sketch:type="MSArtboardGroup" fill="#929292">
<path d="M15.1151466,8 L15.1151466,14.5 L15.1151466,17 L16.1151466,17 L16.1151466,14.4325233 L16.1151466,12.4908981 C16.1151466,11.6762201 16.7867195,11 17.6151466,11 C18.4493494,11 19.1151466,11.6674978 19.1151466,12.4908981 L19.1151466,14.5082011 L19.1151466,16 L20.1151466,16 L20.1151466,14.5082011 L20.1151466,13.4912653 C20.1151466,12.6625444 20.7867195,12 21.6151466,12 C22.4493494,12 23.1151466,12.6676622 23.1151466,13.4912653 L23.1151466,14.6781559 L23.1151466,17 L24.1151466,17 L24.1151466,16.7497253 L24.1151466,14.5063976 C24.1151466,13.6764628 24.7867195,13 25.6151466,13 C26.4493494,13 27.1151466,13.6744372 27.1151466,14.5063976 L27.1151466,19.2468012 L27.1151466,22.5 C27.1151466,26.6421358 23.7572825,30 19.6151466,30 C15.8554315,29.9995418 13.6251425,27.9488875 11.8625221,24.9830936 C7.95050863,18.4007216 5.14900956,15.3887562 6.23617935,14.2957153 C7.34677642,13.1791206 10.056747,15.5979243 12.1151466,17.7983451 L12.1151466,7.50863659 C12.1151466,6.66642015 12.7867195,6 13.6151466,6 C14.2706533,6 14.8221757,6.41705896 15.028382,7 L23.049999,7 L19.799999,3.75 L20.549999,3 L25.049999,7.5 L20.549999,12 L19.799999,11.25 L23.049999,8 L15.1151466,8 L15.1151466,8 Z" id="one-finger-swipe-right" sketch:type="MSShapeGroup"></path>
</g>
</g>
</svg> | |
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",
"path": "c5cb32a7c7ef274772d9be9664323c35ba2876330417ff5b2d7412445f7530b0.png"
} | Generate code for a svg of a a black and white image of a book with a square shape | <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 60.75 50.75"><title>Artboard 1</title><path d="M52.75,27.42,30.37,43.58,8,27.42,4.4,30.1a.78.78,0,0,0,0,1.24L29.21,49.8a1.94,1.94,0,0,0,2.33,0L56.35,31.34a.78.78,0,0,0,0-1.24Z"/><path d="M29.21,39.12a2,2,0,0,0,2.33,0L56.35,20.66a.79.79,0,0,0,0-1.25L31.54,1a2,2,0,0,0-2.33,0L4.4,19.41a.79.79,0,0,0,0,1.25Z"/></svg> | |
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",
"path": null
} | Generate code for a svg of a simplistic icon of an abacus, featuring five beads, colored with green hues. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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<path style="fill:#CFF09E;" d="M369.851,380.633L369.851,380.633c-18.024,0-32.636-14.612-32.636-32.636v-33.585
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<path style="fill:#CFF09E;" d="M476.613,79.778H35.387c-11.556,0-20.924-9.368-20.924-20.923V41.499
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<path style="fill:#507C5C;" d="M476.613,94.241H35.387C15.875,94.241,0,78.368,0,58.854V41.498C0,21.987,15.875,6.114,35.387,6.114
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| |
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"path": "becdf18ecf4475f750ae1bd5144b115dde53adf6a783e5e697023bfbcf6ff069.png"
} | Generate code for a svg of a there is a black cross on a white background with a black cross | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 2048 2048"><path d="M1690 1600l147 147-90 90-147-147-147 147-90-90 147-147-147-147 90-90 147 147 147-147 90 90z"/></svg> | |
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"path": "cef823aeb040c6ea7b40a51dcc216b22ceaf3fa444b9213060bd409dfae33dcc.png"
} | Generate code for a svg of a arrows pointing left and right on a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 448 512">
<path
d="M193.456 357.573L127.882 292H424c13.255 0 24-10.745 24-24v-24c0-13.255-10.745-24-24-24H127.882l65.574-65.573c9.373-9.373 9.373-24.569 0-33.941l-16.971-16.971c-9.373-9.373-24.569-9.373-33.941 0L7.029 239.029c-9.373 9.373-9.373 24.568 0 33.941l135.515 135.515c9.373 9.373 24.569 9.373 33.941 0l16.971-16.971c9.373-9.372 9.373-24.568 0-33.941z"/>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a black and white photo of a letter B with a white background:I'm drawn to the visual richness and the contrast between the black and white background. The letter B, with its distinct shapes and textures, evokes a sense of depth and a sense of history. The white background provides a clean and uncluttered space, allowing the letter to stand out and be easily recognizable. The overall effect is one of a deliberate and sophisticated drawing, emphasizing the visual elements and the overall composition. | {
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lKhIQELBnzx6Hw8GiKjN3iclQohZbt261WCwsSiK0S0yGEuVLTU09d+4ci3r41iUmQ4mSbdq06dSpUyyKMQtUUDIuLCyssLDQZDKxqMSsQf7aPcHA39//0Ucfzc3NzcnJEf/DcJKjgs5Rer0+MzNz8+bNWVlZYWFh0NvxiAo6VyxcuDAxMdFgMCQnJz/00EPifyBGHlRQlZg/f35wcHBQUFBISEhERMSiRYuio6OXLl2q1+tXrFiRkJCwZMkS6D3OBqtvdRIiCfrKB0GNCkpQo4IS1KigBDUqKEGNCkpQo4IS1KigBDUqKEGNCkpQo4IS1KigBDUqKEGNCkpQo4IS1KigBDUqKEGNCkpQo4IS1KigBDUqKEGNCkpQo4IS1KigBDUqKEGNCkpQo4IS1P4D8MOrj0HMlfwAAAAASUVORK5CYII=",
"path": "7964e6b9b5545c626f278f40b47d6125396b258f0f983cee7c411632796d2b02.png"
} | Generate code for a svg of a a black and white photo of a letter b with a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 32 32">
<title>[icons_32_pt1]</title>
<g id="bold">
<path id="shape" d="M24,14.5c1.83-1.08,4.28-3.46,3.94-5.81A5.63,5.63,0,0,0,22.31,4H4V7a3,3,0,0,1,3,3V22a3,3,0,0,1-3,3v3H21.5c4.17,0,7.5-2.08,7.5-7C29.13,17.38,25.42,15.13,24,14.5ZM18.5,25H14V16h4.5a4.5,4.5,0,0,1,0,9ZM18,14H14V7h4a3.5,3.5,0,0,1,0,7Z"/>
</g>
</svg> |
{
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"path": "bf3d60c4b4164dd6534855164ac73b67f6f47ce96aee0030c513954c1be69061.png"
} | Generate code for a svg of a a close up of a blue and white logo with a white background | <svg id="图层_1" data-name="图层 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 594.9 75.42"><defs><style>.cls-1{fill:#288ce9;}</style></defs><title>logo-1</title><path class="cls-1" d="M462.52.53h30.07a87.17,87.17,0,0,1,14.24,1.05c3.16,1.06,6.32,2.11,8.43,4.22A22.11,22.11,0,0,1,520,13.18c1,3.17,1.58,7.39,1.58,13.19v7.38H502.08V30.06c0-5.27-1.06-9-2.64-10.55-1.58-2.11-5.27-2.63-10.55-2.63h-5.8V63.29A11.94,11.94,0,0,1,471,75.42h-8.44Z"/><rect class="cls-1" x="76.66" y="30.47" width="42.19" height="14.24"/><rect class="cls-1" x="76.84" y="0.59" width="42.19" height="14.24"/><rect class="cls-1" x="76.47" y="60.34" width="42.19" height="14.24"/><rect class="cls-1" x="130.48" y="30.44" width="42.19" height="14.24"/><rect class="cls-1" x="130.66" y="0.57" width="42.19" height="14.24"/><rect class="cls-1" x="130.29" y="60.32" width="42.19" height="14.24"/><path class="cls-1" d="M15.82.53V74.36H0V.53Zm.53,36.39L44.3.53H64.87L34.28,36.92,63.81,74.36H43.25Z"/><path class="cls-1" d="M200.94,48.52V74.36H185.12V.53H222q10.29,0,14.24,1.58c4.75,1.58,8.44,4.75,11.61,10A25.15,25.15,0,0,1,251,24.79a23.67,23.67,0,0,1-2.11,10.55c-1.58,3.16-3.16,6.32-5.8,8.43-2.11,2.11-4.75,3.17-6.86,4.22a48.24,48.24,0,0,1-10,1.06H200.94Zm0-13.18H222q5.53,0,7.91-1.59c2.11-1.58,3.7-5.27,3.7-9.49,0-4.75-1.59-7.91-5.28-9.49a14,14,0,0,0-5.8-1.06H200.94Z"/><path class="cls-1" d="M273.19.53,289.54,55.9,305.36.53h17.4l15.3,55.37L354.41.53h16.35L347,74.36H329.09L313.8,21.1,298.5,74.36H280.57L256.84.53Z"/><path class="cls-1" d="M412.42,0c7.39,0,13.71,1.05,19.52,3.69A26.34,26.34,0,0,1,445.65,19c2.11,5.27,3.16,12.13,3.16,19.51S447.76,52.74,445.12,58a26.92,26.92,0,0,1-14.77,13.72c-4.74,2.11-10.54,2.63-16.87,2.63-8.44,0-15.83-1.58-21.63-4.74a26,26,0,0,1-11.6-12.13A45.09,45.09,0,0,1,376,37.44c0-14.23,3.69-24.26,10.55-30.06C392.38,2.64,400.82,0,412.42,0Zm0,12.66c-7.38,0-12.13,2.11-15.29,6.85-2.64,3.7-3.69,9.5-3.69,17.93s1.58,14.77,4.74,19,7.91,5.8,14.77,5.8q9.49,0,14.24-6.33t4.75-19c0-7.91-1.06-13.71-3.7-17.93C425.08,15.29,419.81,12.66,412.42,12.66Z"/><path class="cls-1" d="M545.85.53V74.36H530V.53Zm.53,36.39,28-36.39H594.9L563.78,36.92l29.54,37.44H572.75Z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the warmth of a woolen hat on a cold winter day. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#fce7d1" d="m64 44-2 1-4-5 2-1q-1-3-2 0v-2l-9-15v4l-1 2-1-3q-6 3-7 9l-1-1q-1-4 1-6 10-19 16 2l4 4q0 6 4 11"/><path fill="#fee4ca" d="m49 26 7 12q-9 2-17 1v-6l1 1q1-6 7-9l1 3z"/><path fill="#fefaf2" d="M40 27q-2 2-1 6v6q-3 1-5 5l-2 17-2-5V28q4-2 10-1"/><path fill="#fbd7b8" d="m58 37-2 1-7-16z"/><path fill="#fadec4" d="M58 37v2q1-3 2 0l-2 1 4 5 2-1 3 16-4 5-10 1-1-3q-5-2-8 1h-9l-3-3 2-17q2-4 5-5 8 1 17-1z"/><path fill="#d3d0ce" d="m18 55-2-1 1-6q0 5 3 2l1 1q-3 1-3 4"/><path fill="#dad9d8" d="m77 47 3 6q-3 3-3 7z"/><path fill="#e7e6e4" d="M82 50v10q-3-6 0-10"/><path fill="#e7e5e3" d="m16 54 2 1h3l1 1q-4 0-5 5-2-4-1-7"/><path fill="#f6cca9" d="M53 66h-8l-1-2q3-3 8-1z"/></svg> | |
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"path": "d50322801988f9a4d1d6d0ee8b364c818cdc6e98e5f2eaac43cb981c4abc6130.png"
} | Generate code for a svg of a american express logo | <svg xmlns="http://www.w3.org/2000/svg" width="32" height="32" viewBox="0 0 32 32">
<path d="M21.355 19.172c0-0.427-0.183-0.661-0.459-0.828-0.281-0.161-0.62-0.183-1.084-0.183h-2.057v3.76h0.901v-1.369h0.964c0.317 0 0.516 0.032 0.635 0.167 0.161 0.172 0.141 0.505 0.141 0.735v0.464h0.875v-0.74c0-0.333-0.020-0.5-0.14-0.688-0.084-0.104-0.24-0.239-0.443-0.312l0.025-0.011c0.245-0.093 0.641-0.396 0.641-0.995zM20.193 19.713l-0.037-0.005c-0.12 0.073-0.26 0.079-0.443 0.079h-1.077v-0.839h1.099c0.161 0 0.317 0 0.443 0.068 0.129 0.063 0.203 0.192 0.197 0.339 0 0.161-0.063 0.285-0.177 0.359zM27.063 21.115h-1.729v0.803h1.74c0.9 0 1.4-0.371 1.4-1.177 0-0.376-0.088-0.6-0.249-0.776-0.203-0.177-0.527-0.261-0.973-0.276l-0.501-0.021c-0.14 0-0.239 0-0.343-0.041-0.12-0.041-0.199-0.141-0.199-0.281 0-0.12 0.021-0.219 0.12-0.276 0.109-0.063 0.235-0.089 0.365-0.084h1.635v-0.801h-1.797c-0.937 0-1.276 0.583-1.276 1.12 0 1.203 1.032 1.14 1.876 1.161 0.135 0 0.239 0.020 0.296 0.077 0.063 0.043 0.109 0.141 0.109 0.24 0 0.104-0.047 0.203-0.104 0.24-0.077 0.072-0.197 0.093-0.369 0.093zM0 0v13.464l1.079-2.505h2.333l0.301 0.62v-0.62h2.724l0.599 1.359 0.584-1.348h8.672c0.391 0 0.744 0.077 1.005 0.317v-0.308h2.385v0.308c0.405-0.229 0.911-0.308 1.489-0.308h3.473l0.324 0.62v-0.62h2.557l0.337 0.62v-0.625h2.48v5.267h-2.516l-0.479-0.803v0.781h-3.141l-0.339-0.839h-0.781l-0.359 0.817h-1.615c-0.641 0-1.12-0.135-1.443-0.317v0.317h-3.855v-1.176c0-0.161-0.036-0.161-0.135-0.183h-0.141v1.38h-7.453v-0.635l-0.281 0.635h-1.552l-0.271-0.635v0.619h-3.005l-0.339-0.833h-0.776l-0.337 0.833h-1.527v15.797h31.713v-9.479c-0.359 0.181-0.817 0.239-1.297 0.239h-2.296v-0.339c-0.281 0.219-0.76 0.339-1.219 0.339h-7.287v-1.197c0-0.161-0.027-0.161-0.161-0.161h-0.099v1.364h-2.401v-1.421c-0.396 0.183-0.86 0.197-1.24 0.183h-0.281v1.219h-2.905l-0.724-0.824-0.761 0.803h-4.719v-5.24h4.813l0.692 0.803 0.74-0.803h3.213c0.375 0 0.984 0.043 1.255 0.303v-0.323h2.901c0.271 0 0.86 0.063 1.208 0.301v-0.317h4.349v0.317c0.219-0.219 0.683-0.317 1.073-0.317h2.52v0.317c0.261-0.197 0.62-0.317 1.12-0.317h1.568v-17.448zM28.208 19.937c0.005 0.011 0.005 0.021 0.011 0.027 0.016 0.009 0.036 0.009 0.047 0.025l-0.057-0.047zM31.771 17.443h0.089v0.74h-0.089zM31.817 20.041v-0.011c-0.036-0.031-0.057-0.061-0.099-0.093-0.197-0.203-0.521-0.287-1.016-0.297l-0.484-0.015c-0.156 0-0.255-0.011-0.359-0.041-0.12-0.043-0.199-0.141-0.199-0.281 0-0.12 0.041-0.215 0.12-0.272 0.099-0.057 0.197-0.067 0.359-0.067h1.631v-0.781h-1.708c-0.923 0-1.281 0.583-1.281 1.12 0 1.197 1.041 1.14 1.88 1.161 0.141 0 0.24 0.015 0.297 0.077 0.063 0.043 0.104 0.141 0.104 0.24 0 0.093-0.047 0.183-0.12 0.24-0.063 0.072-0.183 0.093-0.359 0.093h-1.72v0.807h1.715c0.561 0 0.979-0.156 1.203-0.479h0.036c0.12-0.183 0.183-0.401 0.183-0.697 0-0.324-0.063-0.521-0.183-0.704zM24.797 18.943v-0.776h-2.98v3.776h2.98v-0.781h-2.095v-0.755h2.043v-0.781h-2.043v-0.677zM18.016 11.713h0.911v3.756h-0.911zM17.5 12.724l-0.011 0.011c0-0.423-0.172-0.667-0.453-0.833-0.287-0.167-0.624-0.183-1.077-0.183h-2.052v3.76h0.9v-1.38h0.959c0.317 0 0.521 0.041 0.651 0.161 0.163 0.183 0.141 0.505 0.141 0.729v0.475h0.901v-0.735c0-0.333-0.021-0.5-0.147-0.693-0.119-0.14-0.271-0.249-0.437-0.312 0.229-0.093 0.631-0.401 0.631-1zM16.36 13.251h-0.016c-0.125 0.072-0.261 0.077-0.443 0.077h-1.099v-0.833h1.099c0.161 0 0.317 0.005 0.437 0.068 0.12 0.052 0.203 0.172 0.203 0.333s-0.063 0.292-0.181 0.355zM21.229 12.495h0.839v-0.797h-0.86c-0.615 0-1.068 0.141-1.359 0.439-0.38 0.4-0.48 0.921-0.48 1.484 0 0.683 0.161 1.109 0.48 1.427 0.307 0.317 0.859 0.417 1.291 0.417h1.043l0.339-0.839h1.853l0.349 0.839h1.812v-2.813l1.699 2.813h1.271v-3.751h-0.917v2.62l-1.572-2.615h-1.36v3.479l-1.511-3.541h-1.339l-1.255 2.964h-0.401c-0.233 0-0.484-0.041-0.624-0.183-0.167-0.197-0.245-0.479-0.245-0.88 0-0.38 0.104-0.683 0.255-0.839 0.177-0.183 0.365-0.224 0.688-0.224zM23.453 12.355l0.615 1.489v0.005h-1.24zM3.172 14.625l0.339 0.839h1.823v-2.937l1.297 2.937h0.776l1.296-2.937 0.021 2.937h0.921v-3.745h-1.489l-1.073 2.536-1.171-2.541h-1.453v3.552l-1.521-3.552h-1.328l-1.593 3.751h0.957l0.344-0.833h1.855zM2.255 12.355l0.615 1.489-0.005 0.005h-1.219zM15.807 18.161h-2.853l-1.136 1.229-1.099-1.229h-3.588v3.76h3.536l1.14-1.244 1.1 1.24h1.733v-1.251h1.12c0.797 0 1.557-0.219 1.557-1.26l-0.005-0.005c0-1.041-0.796-1.24-1.505-1.24zM10.229 21.136h-2.203v-0.745h1.957v-0.765h-1.957v-0.677h2.239l0.98 1.093-1.021 1.099zM13.749 21.579l-1.375-1.532 1.375-1.473zM15.817 19.901h-1.177v-0.959h1.177c0.323 0 0.563 0.131 0.563 0.459s-0.197 0.5-0.563 0.5zM13.292 12.495v-0.781h-2.985v3.756h2.985v-0.776h-2.095v-0.751h2.037v-0.771h-2.037v-0.677z"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a crystal-clear lake surrounded by mountains. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f5f7f8" d="M0 0h96v38q-7 0-13 4h-8l-2 3q-2-1-2 1h-2l-4-2-4 3-1-2-5 2q-2 0-1 3l-8-3q-5-6-11-4l-3-3-4 2 4 4-1 1h-1l-5-7-10-1-3 5q-4-7-12-6z"/><path fill="#80b2c4" d="M0 38q8-1 12 6l2 3H8l-8-2z"/><path fill="#b5d3dc" d="M30 47H14l-2-3 3-5 10 1z"/><path fill="#b7d4e0" d="m83 42-10 3 2-3z"/><path fill="#66a1b8" d="M96 38v8q-5-1-8 1l-17-1q0-2 2-1l10-3q6-4 13-4"/><path fill="#2c5170" d="m0 45 8 2-8 1z"/><path fill="#689fb5" d="M30 47 9 50q-6 1-10 5v-7l8-1h22"/><path fill="#2d5975" d="M96 46v2l-8-1q3-2 8-1"/><path fill="#79b3c6" d="M69 46h2l17 1 8 1v10l-9-2-20-9z"/><path fill="#dae8ec" d="m55 47 4 2-6 2-13-2q2-1 1-2-4-1-6-4 6-2 11 4l8 3q-1-3 1-3"/><path fill="#c8e1e9" d="m69 46-2 1 5 3q-1 1 1 4H35l-1-2q3-5 7-5 1 1-1 2h19l-4-2 5-2 1 2 4-3z"/><path fill="#9fcad8" d="m10 50 1 3-7 6-4-1v-3q4-4 10-5"/><path fill="#b5d9e4" d="M35 43q2 3 6 4-4 0-7 5l1 2h38q-2-3-1-4l15 6q-4 0-3 4-2-1-1-3l-8-2-16 2q-8-3-17 0l-14-2-5 5v3l-1 4V57L4 59l7-6-1-3 22-4-4-4 4-2z"/><path fill="#a7d9e5" d="m84 60 3 1v-5l9 2v5l-13-1q-3 1-5 4-2-1-1-3l-46-3q-5 0-8 3v-3l5-5 14 2q9-3 17 0l16-2 8 2q-1 2 1 3"/><path fill="#eff6f6" d="M87 56v5l-3-1q-1-4 3-4"/><path fill="#385a72" d="m0 58 4 1 1 2-5 1z"/><path fill="#9cd3e0" d="M23 63q3-3 8-3l46 3q-1 2 1 3 2-3 5-4l13 1v5l-18 4-2-3-7 5-3-1-1-6q-13-2-27 1l-6-2-10 4q-3-4-6 0-3-3-7-3l1-1q-6-2-10 1v-5l5-1-1-2 18-2v10z"/><path fill="#8fcbd9" d="M96 68v7H73q-13-1-24 1-2 0-2 2-2-1-1-3l-18-1q-6-7-11 0L0 75v-8q4-3 10-1l-1 1q4 0 7 3 3-4 6 0l10-4 6 2q14-3 27-1l1 6 3 1 7-5 2 3z"/><path fill="#77b8ca" d="M47 78q3 3 5-1l17 1v12q3 7 10 4l5-2q0-12-10-12l-4 3v-7l3-1h23v21H0V75l17-1q5-7 11 0l18 1q-1 2 1 3"/><path fill="#f1f9fa" d="m49 76-2 2q0-2 2-2"/><path fill="#82becf" d="m73 75-3 1v7l4-3q10 0 10 12l-5 2q-7 3-10-4V78l-17-1q-2 4-5 1l2-2q11-2 24-1"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a gentle waves caress the sandy beach at dawn. | <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="#f8e5d1" d="M0 0h34q-5 2-8 1-1 3 2 5-3 2-1 5l3-5 5 11 2 1-3 6q4 3 0 6l-1 7 3 6-2 8q-9-3-17 2l7 2q-9-1-17 1H0z"/><path fill="#fae6d1" d="M34 0h32l5 1-1 3q-1-2-3-2-5 0-7 5 0 2 3 2-5 4-4 10 0 2 2 1 4 3 1 6l2-1 2 1-5 4q1 3-2 6l2 2q-4 2 0 5l-4 1v5q-3-1-3 1l-6-1-14 2 2-8-3-6 1-7q4-3 0-6l3-6-2-1-5-11-3 5q-2-3 1-5-3-2-2-5 3 1 8-1"/><path fill="#f8e5d0" d="M66 0h30v48l-26 2H54q0-2 3-1v-5l4-1q-4-3 0-5l-2-2q3-3 2-6l5-4-2-1-2 1q3-3-1-6-2 1-2-1-1-6 4-10-3 0-3-2 2-5 7-5 2 0 3 2l1-3z"/><path fill="#fadfc1" d="M96 48v2l-26 1v-1z"/><path fill="#fbdbb7" d="M96 50v6l-52-2q7 1 1 4h-7l-2-3q16-4 34-4z"/><path fill="#f9e4cb" d="M54 50h16v1q-18 0-34 4H24l-7-2q8-5 17-2l14-2z"/><path fill="#eeddca" d="M7 56q8-2 17-1h12l2 3q-7 0-12 2h-1q-6-1-9 2l-7 1-9 1v-1q10-4 22-5-12 0-15-2"/><path fill="#f7cea5" d="m96 56-26-1q-9 0-16 3-4-2-9-1 6-3-1-4z"/><path fill="#f9cb9d" d="M96 57v21a233 233 0 00-49-5l-1-1q6-5 14-4l-1-3-10-3-2-2q3-2 7-1 7-3 16-3z"/><path fill="#edd6bf" d="M0 56h7q3 2 15 2-12 1-22 5z"/><path fill="#e8c9a9" d="m38 58-9 2h-3q5-2 12-2"/><path fill="#fbd5ab" d="M38 58h7q5-1 9 1-4-1-7 1l2 2 10 3 1 3q-8-1-14 4l1 1 13 2 1 1-3 1q1 2-1 2-2 9 7 13-2 1-2 4H43q-1-1 1-3-5-2-8-1l-4-16 2-4q-2-6-1-11l-4-1z"/><path fill="#dabc9f" d="m25 60-9 2q3-3 9-2"/><path fill="#fad0a4" d="M25 60h3l4 1q-1 5 1 11l-2 4 4 16q3-1 8 1-2 2-1 3H0V81l2 2 1 8q7-1 1-6l5-1-1-1q5-4-1-6l6-2q0-6 4-3 4-7-2-3l-5-5 6-2z"/><path fill="#d4b597" d="m16 62-6 2H9v-1z"/><path fill="#cbb8a6" d="m9 63-9 1v-1z"/><path fill="#f9cea1" d="m9 64 5 5q6-4 2 3-4-3-4 3l-6 2q6 2 1 6l1 1-5 1q6 5-1 6l-1-8-2-2V65z"/><path fill="#fbd7b1" d="m75 75 21 3v18H62q0-3 2-4-9-4-7-13 2 0 1-2l3-1-1-1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow sedan moving through the crowded intersection. | <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="#fafbf9" d="M0 0h96v46q-2-1-2 1l1 4q-3 1-2 4h-6q-1-1 1-3l-4-1q-2 0-2 2-2 1-1 4l2 3-1 2-11-7 1-6q0-2-2-2 0-5-4-8-12-3-22 0-6 0-7 5-12-2-13 10-2-3-2 1l-1 2-1-4v-3l-4-2q-1 3-2 0-3 1-4 5v-4l-7-3-3 2z"/><path fill="#f9f199" d="M62 23q5 2 0 3z"/><path fill="#495b5a" d="M44 39h2l-2 6q-4-2-7-1 1-5 7-5"/><path fill="#556868" d="M52 39h5l-2 8q-3-3-4-2z"/><path fill="#b9bfad" d="M46 39h2l-2 4 3 1v-5h3l-1 6h-7z"/><path fill="#2f4a52" d="M48 39v5l-3-1z"/><path fill="#616e71" d="M96 46v5h-1l-1-4q0-2 2-1"/><path fill="#f5e54a" d="M44 39q10-3 22 0 4 3 4 8 2 0 2 2l-1 6-1 1h-8q0-7-7-6-3 1-2 4H36l18 1-20 1-1-5q-3-3-5-1l-1 7h-2q-1-3-3-2 0-4 2-1 1-12 13-10 3-1 7 1h7q1-1 4 2l2-8z"/><path fill="#7a8a5c" d="M66 43h-9z"/><path fill="#466a71" d="m66 43-8 1v-4z"/><path fill="#e66e56" d="M70 47q2 0 2 2-2 0-2-2"/><path fill="#7c8a72" d="M33 51v5l-4-1-2 2 1-7q2-2 5 1"/><path fill="#344a4f" d="M0 51q3 0 3 5H0z"/><path fill="#e2d18a" d="m87 55-3 2 1-4h-3q0-2 2-2l4 1q-2 2-1 3"/><path fill="#c4aa52" d="M55 50q-2 2-1 5l-18-1h17q-1-3 2-4"/><path fill="#f7e141" d="M82 53h3l-1 4h-3q-1-3 1-4"/><path fill="#f7ef68" d="M95 51v6q-3 0-3-2-1-3 2-4"/><path fill="#ecede7" d="m20 53 1 4 1-2q2-1 3 2a248 248 0 0045-1l1-1 11 7 1-2-2-3h3l3-2h6q0 2 3 2v39H0V56h3q0-5-3-5v-3l3-2 7 3v4q1-4 4-5 1 3 2 0l4 2z"/><path fill="#515b5f" d="M20 53v4h-3v-4z"/><path fill="#354449" d="M12 51q3 0 3 3l-2 4q-2-4-1-7"/><path fill="#ede061" d="M7 50q2 1 2 5H6q-1-3 1-5"/><path fill="#66716a" d="M55 50q7-1 7 6h8l-23 2-22-1h2l2-2 4 1v-5l1 5 20-1q-1-3 1-5"/><path fill="#a7b29e" d="M55 52q5-2 5 4h-5z"/><path fill="#f7ef85" d="M45 59q8 4-1 5-1-3 1-5"/></svg> | |
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"path": "0907a1b7739cf4cf84508b55d9aab75d63295d3f290f25ceccaef5d9c268ef20.png"
} | Generate code for a svg of a a close up of a black arrow pointing up on a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16"><path d="M7 5.084v6.166h2V5.084l2.165 2.166 1.414-1.414L8.006 1.25 8 1.256l-.006-.006-4.573 4.586L4.835 7.25z"/><path d="M12.001 9.747v3h-8v-3L2 9.75v5h12v-5z"/></svg> | |
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"path": null
} | Generate code for a svg of a black and white representation featuring a pair of black footprints and arrows on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="67.483px" height="67.483px" viewBox="0 0 67.483 67.483" style="enable-background:new 0 0 67.483 67.483;"
xml:space="preserve">
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| |
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"path": "161ba71ad64bd875bb8ccf5776668ca16290698601e9266fbfe92bc8fdb0ebdc.png"
} | Generate code for a svg of a a black and white photo of a facebook logo | <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M10.536 21.3V14.772H8.13602V12.06H10.536V9.97201C10.536 7.71601 11.928 6.34801 14.088 6.34801C14.76 6.34801 15.432 6.42001 16.152 6.54001V8.84401H14.976C13.968 8.84401 13.488 9.30001 13.488 10.284V12.06H16.104L15.648 14.772H13.488V21.3C17.976 20.604 21.36 16.692 21.36 12.06C21.36 6.85201 17.184 2.70001 12 2.70001C6.79202 2.70001 2.64001 6.85201 2.64001 12.06C2.64001 16.692 6.07201 20.604 10.536 21.3Z" fill="black"/>
</svg> | |
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"path": "fb04094972e84f352463d718f671c0b7dd6c0bc655c71a222fc4591b3110b8e0.png"
} | Generate code for a svg of a a diagram of a flow of information from a computer to a computer | <svg id="mermaid-1584886548238" width="100%" xmlns="http://www.w3.org/2000/svg" style="max-width: 288.890625px;" viewBox="0 0 288.890625 217"><style>#mermaid-1584886548238 .label{font-family:trebuchet ms,verdana,arial;color:#333}#mermaid-1584886548238 .node circle,#mermaid-1584886548238 .node ellipse,#mermaid-1584886548238 .node polygon,#mermaid-1584886548238 .node rect{fill:#ececff;stroke:#9370db;stroke-width:1px}#mermaid-1584886548238 .node.clickable{cursor:pointer}#mermaid-1584886548238 .arrowheadPath{fill:#333}#mermaid-1584886548238 .edgePath .path{stroke:#333;stroke-width:1.5px}#mermaid-1584886548238 .edgeLabel{background-color:#e8e8e8}#mermaid-1584886548238 .cluster rect{fill:#ffffde!important;stroke:#aa3!important;stroke-width:1px!important}#mermaid-1584886548238 .cluster text{fill:#333}#mermaid-1584886548238 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} | Generate code for a svg of a a yellow dandelion seed floating through the air. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbda7f" d="M12 0h69l3 5-1 1q7 2 7 9-4 2-5 5l3 3q-3 2 0 3-3 5-4 11l4 5q-3 1-4-1-6 0-11-3l-5 4h-6q-2 3-1 7l-4-1-2-6-3-1q-6-3-10 1l-1 2 2 8h-3q5 3 7 10l1-3 3 6 4 3q4-1 7 3-8 1 1 4l1 3h-7q-3 5-3 10l-1 2q-6-3-5 4h-6q-3 0-5 2H26v-3l6-1-11-5q2-3 3 0l2-2 2-8q2-3 5-3-2-4-5-6l3-1-3-5-1 3q-4-3-5-6l1-6q-3 0-5-3 2-4 5 0l7-7q8 3 1-2h-2q0-2 3-1l-1-6q-3 0-3-2l2-17-3-1q0-6-3-11-2 3-5 0-5 2-8 1l2-1z"/><path fill="#fad97c" d="M0 0h12l1 3-2 1q3 1 8-1 3 3 5 0 3 5 3 11l3 1-2 17q0 2 3 2l1 6q-3-1-3 1h2q7 5-1 2l-7 7q-3-4-5 0 2 3 5 3l-1 6q1 3 5 6l1-3 3 5-3 1q3 2 5 6-3 0-5 3l-2 8-2 2q-1-3-3 0l11 5-6 1v3H0z"/><path fill="#fbda7d" d="M81 0h15v96H37q2-2 5-2h6q-1-7 5-4l1-2q0-5 3-10h7l-1-3q-9-3-1-4-3-4-7-3l-4-3-3-6-1 3q-2-7-7-10h3l-2-8 1-2q4-4 10-1-4-1-6 3 0 3 4 3h1q2 1 3-1l1-4 2 6 4 1q-1-4 1-7h6l5-4q5 3 11 3 1 2 4 1l-4-5q1-6 4-11-3-1 0-3l-3-3q1-3 5-5 0-7-7-9l1-1z"/><path fill="#f5ce31" d="m52 41 3 1-1 4q-1 2-3 1 0-3 3-4-6-2-4 4-4 0-4-3 2-4 6-3"/><path fill="#e4a91d" d="M51 47h-1q-2-6 4-4-3 1-3 4"/></svg> | |
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} | Generate code for a svg of a a close up of a green cross on a white background | <svg
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:xlink="http://www.w3.org/1999/xlink"
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</svg> | |
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} | Generate code for a svg of a a basket full of stuffed animals. | null | |
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",
"path": "bd791f6afea0b5a8bdcc2d1cb21e8ceaad13fabd033a16ade4b1a0faaf918222.png"
} | Generate code for a svg of a a close up of a green bay packers logo on a white background | <svg xmlns="http://www.w3.org/2000/svg" height="114.26" viewBox="0 0 172.88213 114.26353" width="172.88"><g transform="matrix(1.25 0 0 -1.25 -294.83 549.09)"><g><path d="m304.47 438.5c-36.88-0.003-68.038-20.673-68.038-45.138 0-25.468 29.252-44.672 68.038-44.672 22.637 0 44.099 7.9562 57.413 21.281 7.3285 7.3333 11.359 15.643 11.351 23.391-0.01 12.063-7.106 23.393-19.981 31.906-12.909 8.5342-30.232 13.232-48.783 13.232" fill="#ffb612"/><path d="m256.89 363.45c-11.833 7.8921-18.351 18.519-18.351 29.915 0 22.921 30.81 43.028 65.931 43.031 36.735 0.002 66.636-19.302 66.658-43.031 0.006-7.1892-3.806-14.966-10.736-21.902-12.926-12.937-33.831-20.663-55.922-20.663-18.457 0-35.355 4.4945-47.58 12.651" fill="#203731"/><path d="m333.99 405.19c-5.2966 7.8889-16.894 13.36-30.55 13.36-18.743 0-33.941-10.31-33.941-23.026 0-12.715 10.728-23.88 33.941-23.867 13.94 0.006 25.148 6.0268 30.384 13.935l-39.595-0.0688-0.1217 10.286 68.732 0.024c0.0929-0.82461 0.18895-1.6284 0.18895-2.4642 0-19.798-26.216-35.847-58.553-35.847-32.335 0-58.55 16.048-58.55 35.847 0 19.798 27.771 36.454 58.55 36.574 25.619 0.0977 47.396-10.488 55.338-24.736l-25.822-0.016" fill="#fff"/></g></g></svg> | |
{
"bytes": "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",
"path": "1d2792841d9b180755a46e227a125023e2644ffc74204d500a64c3732db40bcd.png"
} | Generate code for a svg of a a close up of a flag with a star on the top | <svg xmlns="http://www.w3.org/2000/svg" enable-background="new 0 0 512 512" viewBox="0 0 512 512"><rect width="512" height="341.337" y="85.331" fill="#6da544"/><rect width="512" height="170.663" y="85.331" fill="#d80027"/><polygon fill="#ffda44" points="255.999 196.632 268.89 236.311 310.616 236.311 276.861 260.836 289.753 300.516 255.999 275.992 222.245 300.516 235.139 260.836 201.384 236.311 243.106 236.311"/></svg> | |
{
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| |
Okay, here's a concise summary of my thoughts on drawing a close-up rabbit head with a white background:I'm drawn to the intricate details and the subtle nuances of a rabbit's head. The soft, almost ethereal quality of the white background, combined with the delicate curve and the subtle shape of the head, creates a captivating and intimate scene. The focus is on the texture and the way the light interacts with the details, making the rabbit's form feel both delicate and alive. I aim to capture the essence of a creature that is both small and majestic, a creature that embodies the beauty and mystery of the natural world. | {
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",
"path": "ebed37d06b5f652b0aa7fa6128a1ce9127e329be9797222251cc24fecf870b72.png"
} | Generate code for a svg of a a close up of a rabbit head with a white background | <svg xmlns="http://www.w3.org/2000/svg" width="16" height="16" version="1.1">
<defs>
<style id="current-color-scheme" type="text/css">
.ColorScheme-Text { color: #939597; } .ColorScheme-Highlight { color:#5294e2; }
</style>
<linearGradient id="arrongin" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color:#dd9b44; stop-opacity:1"/>
<stop offset="100%" style="stop-color:#ad6c16; stop-opacity:1"/>
</linearGradient>
<linearGradient id="aurora" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color:#09D4DF; stop-opacity:1"/>
<stop offset="100%" style="stop-color:#9269F4; stop-opacity:1"/>
</linearGradient>
<linearGradient id="cyberneon" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0" style="stop-color:#0abdc6; stop-opacity:1"/>
<stop offset="1" style="stop-color:#ea00d9; stop-opacity:1"/>
</linearGradient>
<linearGradient id="fitdance" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color:#1AD6AB; stop-opacity:1"/>
<stop offset="100%" style="stop-color:#329DB6; stop-opacity:1"/>
</linearGradient>
<linearGradient id="oomox" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color:#c9b184; stop-opacity:1"/>
<stop offset="100%" style="stop-color:#aa7f2a; stop-opacity:1"/>
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<stop offset="0%" style="stop-color:#00F260; stop-opacity:1"/>
<stop offset="100%" style="stop-color:#0575E6; stop-opacity:1"/>
</linearGradient>
<linearGradient id="sunrise" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color: #FF8501; stop-opacity:1"/>
<stop offset="100%" style="stop-color: #FFCB01; stop-opacity:1"/>
</linearGradient>
<linearGradient id="telinkrin" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color: #b2ced6; stop-opacity:1"/>
<stop offset="100%" style="stop-color: #6da5b7; stop-opacity:1"/>
</linearGradient>
<linearGradient id="60spsycho" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color: #df5940; stop-opacity:1"/>
<stop offset="25%" style="stop-color: #d8d15f; stop-opacity:1"/>
<stop offset="50%" style="stop-color: #e9882a; stop-opacity:1"/>
<stop offset="100%" style="stop-color: #279362; stop-opacity:1"/>
</linearGradient>
<linearGradient id="90ssummer" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color: #f618c7; stop-opacity:1"/>
<stop offset="20%" style="stop-color: #94ffab; stop-opacity:1"/>
<stop offset="50%" style="stop-color: #fbfd54; stop-opacity:1"/>
<stop offset="100%" style="stop-color: #0f83ae; stop-opacity:1"/>
</linearGradient>
</defs>
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{
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} | Generate code for a svg of a a small pumpkin on a doorstep. | <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="#f8f6e8" d="M0 0h96v96H54V80l6-3h-8q-1-6 5-7l15-1 2 4-1-5-12-1 10-2q-3-4-8-4 0-4-2-5l-2-3h-7q-1-4 2-7h-1q-5 2-5 7h-3q-5-3-7 2l-2 1v7l-7 5q-2 13-1 28H0z"/><path fill="#494d45" d="M52 53h-4q0-5 5-7h1q-3 3-2 7"/><path fill="#f6b845" d="M45 53q-6 4-3 11l-1 3-3-3v-9q2-5 7-2"/><path fill="#c9823e" d="M38 55v9l-2-1v-7z"/><path fill="#d49a47" d="M61 56q2 1 2 5l-1 2-4 2v-8l1 2q0-3 2-3"/><path fill="#ae7f3b" d="M45 53h6q-11 0-8 11h-1q-3-7 3-11"/><path fill="#f3b33d" d="M51 53h7l2 3q-2 0-2 3l-1-2v8l-1 2-4 1-2-12-1 11q-6 2-7-3-3-11 8-11"/><path fill="#768a75" d="M63 61q5 0 8 4l-10 2 1-4z"/><path fill="#3b4b48" d="m58 65 4-2-1 4-4 3q-6 1-5 7h8l-6 3v16H31v-5l22-1-21-2q9-6 20-9l-22 1-1-12 7-5 2 1 3 3 1-3h1q1 5 7 3l1-11 2 12 4-1z"/><path fill="#b3b8aa" d="m61 67 12 1 1 5-2-4-15 1z"/><path fill="#222b32" d="m29 68 1 12 22-1q-11 3-20 9l21 2-22 1v5h-3q-1-15 1-28"/></svg> | |
{
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"path": null
} | Generate code for a svg of a rows of bright red tomatoes ripening under the 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="#f5e2d2" d="M0 0h96v36H80q-6-3-11 2l-1-1q-4-6-9-1h-1q-4-3-7 1l-7-2H33q-4-1-6 2h-1q-5-4-8-1l-5-1q-3-2-6 1H0z"/><path fill="#d37d47" d="M80 36q-1 2 2 5-3 2-6 1 0-2 3-2l-4-2-6 3q-2-3-1-4l1 1q5-5 11-2"/><path fill="#d99158" d="m26 37-8-1q3-3 8 1"/><path fill="#b19972" d="M33 35h11v3z"/><path fill="#7f683c" d="M92 36q-3 3-5 0z"/><path fill="#997c50" d="M13 35 0 39v-3h7q3-3 6-1"/><path fill="#cf764b" d="M68 37h-9v-1q5-5 9 1"/><path fill="#f0472c" d="m13 35 5 1 8 1h1l-2 4 5 2v1q-2-1-2 1-2 0-1 2 0 3 5 3-3 0-3 3h-3q-5-2-8-1v-2l-1-9h4q-3-2-4-1l-1-3-1 4q-4 1-6 4 3 3 3-1l3 4 1 6q-3-1-3 2h1l2 2 5 1v3l-7 6H9q-3-6-1-10L6 68l-2-6-4 3v-5h3q0-7-3-2v-9q3-2 0-2v-8z"/><path fill="#dd8858" d="m44 35 7 2q3-4 7-1l-3 3q-4-3-6 0l1 1q-3 0-3 2h-5q0-3 2-4z"/><path fill="#ae6c3d" d="m18 50-2 8-2-2 2-2-1-6-3-4q0 4-3 1 2-3 6-4l1-4 1 3q1-1 4 1h-4z"/><path fill="#736a3a" d="M30 44v-1q0-4 2 0 0-3 2-3l1 6z"/><path fill="#ea4e31" d="m33 35 11 3q-2 1-2 4h5l6 2q-1 3 3 5v-4l4 3q-2 1 1 2l-2 2-2 2h-1q-2-3-1-4h-4q2-4-1-2-5-4-2 2h-1q-4-3-5 1l2 1-6 3q0-2 3-2-3-3-4 0l-1-2v4q-1-2-3-2h-4q0-3 3-3-5 0-5-3 4 1 1-2 0-2 2-1l5 2-1-6q-2 0-2 3-2-4-2 0l-5-2 2-4q2-3 6-2"/><path fill="#f0d0ae" d="M28 45q3 3-1 2-1-2 1-2"/><path fill="#ab7f4c" d="M96 42v2h-6l2 2-8 2-1-1q1-3 4-1 0-4 3-6 3-1 6 2"/><path fill="#556b32" d="M0 47q3 0 0 2z"/><path fill="#82703d" d="M51 50h-3q-3-6 2-2 3-2 1 2"/><path fill="#f1d1b8" d="m47 50-3 2-2-1q1-4 5-1"/><path fill="#b87141" d="M59 52q3-1 7 1-6-1-9 1z"/><path fill="#6a5c32" d="M38 55h-2v-4l1 2q1-3 4 0-3 0-3 2"/><path fill="#f0e3c5" d="m16 54-2 2h-1q0-3 3-2"/><path fill="#dd6137" d="M18 52q3-1 8 1 0 4-4 4-4-2-4-5"/><path fill="#edc19d" d="M29 53h4q0 4-4 2z"/><path fill="#f4f2e9" d="M13 56q-1 2-2 1 0-2 2-1"/><path fill="#5f6539" d="M69 56q1 2 5 2-4 4-4 11-3-5 1-9-3-2-4 1 1-5-1-8-4-2-7-1l2-2q5 0 7-4-1 4 1 10"/><path fill="#897e3a" d="M0 60v-2q3-5 3 2z"/><path fill="#6b5f30" d="M18 50v2q0 3 4 5l-1 2-5-1z"/><path fill="#9f6135" d="M26 53h3v2l-4 5q-2-2-2 0l5 2v4l-7-4v-3l1-2q4 0 4-4"/><path fill="#eb452c" d="M58 36v1h9q-1 1 1 4l6-3 4 2q-3 0-3 2 3 1 6-1-3-3-2-5h7q2 3 5 0h4v6q-3-3-6-2-3 2-3 6-3-2-4 1l1 1 8-2-2-2h6v33l-3-2q-3 2-4-1v-4q-2-6-5-7-7-5-6-2-2 6-8 11l-2 5q-4 0-3 4l4-1q3 3 8 0l3-1-4-2q-1-6 2-10 2-3 6-2 3 2 3 6-3 2 0 3l-2 4q5-2 11 1v17h-8q0-13-13-13-4 0-7 2h-5l-3-2q-1-6 1-9 3-2 7-1l-2-4q-4 3-8 3l-2-10 2-3-2-2 1-3q3-2 9-1 2 3 1 8 1-3 4-1-4 4-1 9 0-7 4-11l4-2 2-1q-3-1 0-3h4l1 4q-5-1-5 3 3-2 8-2l6 1q-3-4-8-3-1-3 2-5h-2q-6-1-9 3l-1-3-2 1v5h-5q-2-6-1-10-2 4-7 4-3-1-1-2l1-3q-3-3-5 0v4q-4-2-3-5l-6-2q0-2 3-2l-1-1q2-3 6 0z"/><path fill="#f9ab71" d="M61 61q8 1 0 4z"/><path fill="#e19469" d="M86 55q5-1 8 3l-6-1q-5 0-8 2 0-4 5-3z"/><path fill="#8b6235" d="m74 51 4 5-4 2q-4 0-5-2h5z"/><path fill="#78783c" d="M86 50h2q-3 2-2 5l-1 1-1-4z"/><path fill="#ae4b2d" d="m86 50-2 2h-4q-3 2 0 3l-2 1-4-5 2-1 1 3q3-4 9-3"/><path fill="#efbf9c" d="m61 45-1 3-4-3q2-3 5 0"/><path fill="#94673c" d="M61 45q-1-3 1-3l6 2q-4 3-7 1"/><path fill="#eab181" d="M84 64q-4-1-6 2 0-7 6-3"/><path fill="#7f4326" d="M84 63q3 1 5 7l-2 1q0-4-3-6z"/><path fill="#615d30" d="m21 62 7 4v2l-7-4-7 4z"/><path fill="#efdbba" d="M58 66q1-1 4 1-3 1-4-1"/><path fill="#5c673a" d="M9 68q-3 1-5 5l-4 1v-1q6-4 0-6v-2l4-3 2 6 2-10q-2 4 1 10"/><path fill="#f5402b" d="M47 50h7q-1 1 1 4-2 1-1 4h-3l2 7q-6 3 0 7v4h4v9l-5 11H37l-3-6v-8l3-2q0 2 3 2 3-1 5 3l-1-7v-1q3 1 2-2 5-8-4-8l3-4v-2q-4 4-9 5l1 1-1 10-4 7-4 2 5 10H0V79l11-1q-1-3-3 0-2-1-1-3l5-4q5 7 3 17 3-3 7-2 0 5 1-1h-6l-4-16 1-1 7-4 7 4 4-1q-2-4-4-1v-4l-5-2q0-2 2 0l4-5q4 2 4-2 2 0 3 2h2l6-3z"/><path fill="#e7b290" d="M28 68v-2q2-3 4 1z"/><path fill="#b15331" d="M42 67h-5l-1-1q5-1 9-5v2z"/><path fill="#c49464" d="M49 58q3 2 2 6-5-3-2-6"/><path fill="#64534d" d="M37 67h5q9 0 4 8h-4q-3-1-4 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"path": "704fd74a6ecddc5eff1daf386f4884f63986e8ce5410693132c4b41c3ea78868.png"
} | Generate code for a svg of a a close up of a black and white picture of a clock | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 21 21" fill="currentColor"><path d="m4.5.5-4 14" fill="none" stroke="currentColor" stroke-linecap="round" stroke-linejoin="round" transform="matrix(-1 0 0 1 13 3)"/></svg> | |
{
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"path": null
} | Generate code for a svg of a the soft glow of the evening sun casting long shadows. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4d5b5" d="M13 0h83v96H68l-2-9q-1-6 4-3l2 5q7 0 13-5l-3-6q-1-3 1-6-4-8 0-14l-2-1q5-6-4-7l-1-4q0-3 2 0l1-2 5 5 5-7q6-15-8-19 4-3 7-9L78 6q-7 1-12 5V5h-6l-7-3-16 2-2-2-6 4-15-4z"/><path fill="#f2d5b4" d="M0 0h13l1 2 15 4 6-4 2 2 16-2 7 3h6v6l2 10h-3v13l6-1-4 4 1 1-6 9q-1-3-1 0 3 1 0 2l1 1q-4 3-3 8-2-1-1-3v-3q5-10-6-15-9-2-13 7-1 5 2 11l-4 5-1-1-2 2q-3-3-7-2L0 64z"/><path fill="#f2d5b4" d="M66 87q-6-15-7-29-1-5 3-8l-1-1q3-1 0-2 0-3 1 0l6-9-1-1 4-4q2-7-3-12l-2-10q5-4 12-5l10 8q-3 6-7 9 14 4 8 19l-5 7-5-5-1 2q-2-3-2 0l1 4q9 1 4 7l2 1q-4 6 0 14-2 3-1 6l3 6q-6 5-13 5l-2-5q-5-3-4 3"/><path fill="#fbda99" d="M68 21q5 5 3 12l-6 1V21z"/><path fill="#fcd49f" d="M58 52q-8 8-17 3-3-6-2-11 4-9 13-7 11 5 6 15"/><path fill="#f3d4b2" d="M58 52v3q-2 20-1 41H15l22-36 4-5q9 5 17-3"/><path fill="#f2d2af" d="M34 61Q19 78 7 96H0V64l27-5q4-1 7 2"/><path fill="#d8b89a" d="M22 67h4q-13 5-25 7z"/><path fill="#ebbe97" d="M58 55q-1 2 1 3 1 14 7 29l2 9H57q-1-21 1-41"/><path fill="#aa8873" d="M37 60 15 96H7z"/></svg> | |
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"path": "5241a5d5326bea45d848012a8e7284d6499abc49a70ebe2afb1582b90d5b49d4.png"
} | Generate code for a svg of a the person is walking down the street with a surfboard | <svg width="120px" height="160px" viewBox="0 0 150 160" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>Rectangle</title>
<desc>Created with Sketch.</desc>
<defs></defs>
<g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<path d="M0,16.0143421 C15.5638653,5.33811404 34.4730355,0 56.7275106,0 C88.5961393,0 94.3975234,30.6757228 114.844205,30.0429688 C127.872951,29.6397742 162.751631,5.79793385 179.501327,5.38671875 C202.22387,5.38671875 213.688364,40.169067 237.925895,40.1002796 C262.668386,40.1002796 273.455732,8.73964858 294.315496,5.38671875 C327.040162,5.38671875 322.454662,39.6447504 346.897504,40.1002796 C356.265375,40.274864 372.632873,32.2462182 396,16.0143421 L396,200.014342 L0,200.014342 L0,16.0143421 Z" id="Rectangle" fill="#D8D8D8"></path>
</g>
</svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a pink and purple pencil case with a zipper:My thoughts focus on the intricate and visually appealing mechanics of drawing a pencil case. The key elements are:* **Shape and Form:** The case is designed to be a visually striking and organized object. The curves, shapes, and the zipper are crucial for creating a sense of elegance and a sense of order.* **Positioning:** The zipper is the focal point, acting as a subtle but effective mechanism. It's a visual cue that indicates the case is open and ready for use.* **Detail and Texture:** The case is detailed, with a subtle texture that adds depth and realism. The color palette is chosen to evoke a sense of sophistication and elegance.* **Composition:** The overall composition is balanced and harmonious, with the zipper providing a clear and defined opening.In essence, my drawing aims to create a visually appealing and functional pencil case that is both aesthetically pleasing and easily accessible. | {
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} | Generate code for a svg of a a pink and purple pencil case with a zipper. | <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="#f7d2f7" d="M0 0h96v96H0z"/><path fill="#b850af" d="M87 66q0-6-3-10-2-3-5-3l1-2q8 3 8 14z"/><path fill="#f888d8" d="M87 66 58 81l-5-12v-3q0-3 3-2l23-11q3 0 5 3 3 4 3 10"/><path fill="#88388f" d="M53 66v3l5 12-3 1-5-2q-3 0-5 3l-1-1q3-3 2-6 3-3 3-7 1-3 4-3"/><path fill="#e436c2" d="M53 69q0 6 4 11-4 0-5-3l-1-5q0-3 2-3"/></svg> |
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"path": "7a91e05e37c88aea3e919279b39214f893ef430cff6344c7ce83a622fd5343d0.png"
} | Generate code for a svg of a the linked logo | <svg width="20" height="20" viewBox="0 0 20 20" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M18.5195 0H1.47656C0.660156 0 0 0.644531 0 1.44141V18.5547C0 19.3516 0.660156 20 1.47656 20H18.5195C19.3359 20 20 19.3516 20 18.5586V1.44141C20 0.644531 19.3359 0 18.5195 0ZM5.93359 17.043H2.96484V7.49609H5.93359V17.043ZM4.44922 6.19531C3.49609 6.19531 2.72656 5.42578 2.72656 4.47656C2.72656 3.52734 3.49609 2.75781 4.44922 2.75781C5.39844 2.75781 6.16797 3.52734 6.16797 4.47656C6.16797 5.42188 5.39844 6.19531 4.44922 6.19531ZM17.043 17.043H14.0781V12.4023C14.0781 11.2969 14.0586 9.87109 12.5352 9.87109C10.9922 9.87109 10.7578 11.0781 10.7578 12.3242V17.043H7.79688V7.49609H10.6406V8.80078H10.6797C11.0742 8.05078 12.043 7.25781 13.4844 7.25781C16.4883 7.25781 17.043 9.23438 17.043 11.8047V17.043Z" fill="#58585B"/>
</svg> | |
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} | Generate code for a svg of a a translucent pink triangle with glowing white edges. | <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="#c572a4" d="M0 0h20l-8 1 15 6 9-5 3 2 5-1 4 3 1-2q5 2 9-3l-2-1h12q1 3 7 4l-2 1 6 5v3l4 7 1-2q3 3-2 5v3q5 0 6-5l2 1v2q-3 1-2 4-1 3 2 5l-6 4q2 3-3 6-1-3-2 0l-2-4 1-1q-3-1-4 1-6-5-5-11l-5 1-4-7L50 8l-6-1-2 6-2 3q-9 6-15 13-3 2 0 3-6 4-10 10l2 2q-3 2-3 5l-3 2q-3-4 2-6l1-8-5 3q-3-1 0-3-4 1-6-2 3-2-1-2l-2-8z"/><path fill="#c872a4" d="M20 0h36l2 1q-4 5-9 3l-1 2-4-3-5 1-3-2-9 5-15-6z"/><path fill="#cb70a7" d="M60 22q-2 0-1 2l-8-7q-3-4-4-1h-3l-6 7q0-4 3-6l1-4 2-6 6 1z"/><path fill="#c771a2" d="M68 0h14l-5 1 8 1 3 9 2-1v9q3 2 0 3l-2-1q-1 5-6 5v-3q5-2 2-5l-1 2-4-7v-3l-6-5 2-1q-6-1-7-4"/><path fill="#c56ea5" d="m42 13-1 4q-3 2-3 6L26 38l-8 21q-2 5-1 11h-3l-2-4v-2q-1-3 2-6-3-1-1-3h2l1-3-2-3q0-3 3-5l-2-2q4-6 10-10-3-1 0-3 6-7 15-13z"/><path fill="#c86fa3" d="M82 0h14v39l-3 3q-3-3 0-7l-3-11v-2q3-1 0-3v-9l-2 1-3-9-8-1z"/><path fill="#cc6aa8" d="m47 16-1 1q-3 2-4 6-1-1-3 1L18 59l8-21 12-15 6-7z"/><path fill="#dd70ba" d="M46 17v5l-6 8q-1-4 2-7 1-4 4-6"/><path fill="#d16eaa" d="m51 17 8 7 13 23 4 11z"/><path fill="#c56ea3" d="m90 24 3 11q-3 4 0 7l3-3v23q-3 2-5 6l-6-2-16 12 2-3q1-3 4-4l2-2 2-2q1-3 4-5L64 29l5-1q-1 6 5 11 1-2 4-1l-1 1 2 4q1-3 2 0 5-3 3-6l6-4q-3-2-2-5-1-3 2-4"/><path fill="#e075b8" d="m51 17 6 12q2-1 3 1l-1 1 6 12-17-26-2 3v-3l1-1q1-3 4 1"/><path fill="#e46dbb" d="m49 25 15 25q3 6-1 10l2 4-8-3q0-3 2 0l5-5q-4-9-10-16l-1 1-3-6-2-6-4 2 3-7z"/><path fill="#c874a6" d="m0 25 2 8q4 0 1 2 2 3 6 2-3 2 0 3l5-3-1 8q-5 2-2 6l3-2 2 3-1 3h-2q-2 2 1 3-3 3-2 6-6 3-4 11 2-2 3 0l-3 3q-4-3-4-7l2-3q-3-4-4-9l3-2-5-5z"/><path fill="#e36ab8" d="M44 32q-6 9-9 20-5 3-1 7h-6q-1-2 1-2l10-21q1-4 5-4"/><path fill="#d96faf" d="m60 30 17 34-2-1q-1-5-4-7l-6-13-6-12z"/><path fill="#da69b4" d="M35 37 24 56v-4l6-11q2-3 5-4"/><path fill="#ea6dbd" d="m49 25-2-1-3 7v1q-4 0-5 4L29 57q0-5 3-8l-1-1 9-18 6-8 2-3z"/><path fill="#d46cad" d="m53 42-1 1 6 10-2 3q-26 6-13-18h6z"/><path fill="#dd68b3" d="m50 35-1 2q-3-3-5-1l-9 21 3 2h-4q-4-4 1-7 3-11 9-20v-1l4-2z"/><path fill="#ca6da7" d="m60 22 4 7 19 33q-3 2-4 5l-2-8-1-1-4-11-13-23q-1-2 1-2"/><path fill="#d869b0" d="m50 35 3 6v1l-3-3h-6Q31 63 57 57l2-3-6-10 1-1q4 5 7 13l-1 2-21 1h-1l-3-2 9-21q2-2 5 1z"/><path fill="#eb73c5" d="m65 43 6 13-4 4q-2 1-1 4h-1l-2-4q4-4 1-10L49 25l-1-6-2 3v-2l2-3z"/><path fill="#ec6cc4" d="m39 33-8 15 1 1q-3 3-3 8-2 0-1 2l-4-2v-1l11-19q1-3 4-4"/><path fill="#df6db8" d="m65 64 1 3-6-1-17-1-24 2q0-3 2-4h19q-3-2 0-2l2 1 10-2-14-1 21-1 1-2q-3-8-7-13l-1-1v-1l1-1q6 7 10 16l-5 5q-2-3-2 0z"/><path fill="#ec7acb" d="M71 56q3 2 4 7v2l-9-1q-1-3 1-4z"/><path fill="#e571bf" d="m24 57 4 2h11l14 1-10 2-2-1q-3 0 0 2H22q-1-4 2-6"/><path fill="#e890cd" d="m75 63 2 1v2l-2-1z"/><path fill="#c574a5" d="M12 64v2q-3 2 0 5l8 8 8-5 1 2q8-4 15-5h10q6 0 12 4h5l-2 3-8 8-3 2 2-6q-4-7-12-6 2 2 1 6-3 0-4 3l-4-3-1 3 1 1q-3 2-4 5 0 2 3 1l9 3q-2-1-2 1H19v-4q2 3 3 0 6 1 5-5-1-2-3-2l-10 5-4-2 1-1-4-2 1-7 3-3q-1-2-3 0-2-8 4-11"/><path fill="#c972a4" d="M96 62v34H71q-1-3 3-6l-1-1q1-2 4 0 4-6 11-7 0-5 4-7-2-4-1-7 2-4 5-6"/><path fill="#d66db1" d="M42 23q-3 3-2 7l-1 3q-3 1-4 4-3 1-5 4l-6 11v5q-3 2-2 6-2 1-2 4l24-2 17 1-21 2q-12-1-22 1v-6q4-12 10-22l11-17q2-2 3-1"/><path fill="#e778c3" d="m66 64 9 1 2 1-4 2-6-1z"/><path fill="#d16eac" d="m76 58 1 1 2 8-2 2-20-1H40l21-2 6 1 6 1 4-2v-2z"/><path fill="#c671a3" d="M91 68q-1 3 1 7-4 2-4 7-7 1-11 7-3-2-4 0l1 1q-4 3-3 6H47q0-2 2-1h4l7-5-1-1 2-3 8-8 16-12z"/><path fill="#ce6fab" d="M18 59v10q10-2 22-1h17l20 1-2 2-29-2-10 2-19-1q-1-6 1-11"/><path fill="#ca72a8" d="m12 66 2 4h3l19 1 10-2 29 2q-3 1-4 4h-5q-6-4-12-4H44q-7 1-15 5l-1-2-8 5-8-8q-3-3 0-5"/><path fill="#c777a6" d="m0 52 5 5-3 2q1 5 4 9l-2 3q0 4 4 7l-1 7 4 2-1 1 4 2 10-5q2 0 3 2 1 6-5 5-1 3-3 0v4H0z"/><path fill="#c376a2" d="m61 86-2 3 1 1-7 5h-4l-9-3q-3 1-3-1 1-3 4-5l-1-1 1-3 4 3q1-3 4-3 1-4-1-6 8-1 12 6l-2 6z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a glowing firefly resting on a leaf. | <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="#ece6b7" d="M0 0h96v96H0z"/><path fill="#987c34" d="m60 43-3 5-1 1h-4q-1-3 1-4z"/><path fill="#eed37b" d="m64 36-3 6-1 1-7 2-2-1 8-7q2-2 5-1"/><path fill="#7d7334" d="M46 40v2q1-2 4-1v3q-3-1-3 2l-2-1q-1-3 1-5"/><path fill="#f3d97c" d="m39 42 6 3 2 1 4 2-6 1H30l-2-2 4-2 1-3z"/><path fill="#f4e59b" d="M39 42h-6l-1 3-4 2q-5-2-2-6 6-2 13 1"/><path fill="#585f2d" d="M50 40q-3-1-4 1v-2q1-6 4 0"/><path fill="#f1e29b" d="M64 36q-3-1-5 1l-8 7v-4q6-7 15-10 1 3-2 6"/><path fill="#b8923c" d="M50 40v4l2 1q-2 1-1 4h4l-5 1q-4 2-6-1l6-1-4-2q0-3 3-2z"/><path fill="#7d883c" d="m82 50-1-1q-9 6-18 8l-6 2-1-3 2-7q5-1-1-1l3-5 1-1q5-2 12-1-1 2 2 4l10 2z"/><path fill="#879241" d="M30 49q2 2-1 4h-9l-4-2z"/><path fill="#a37e32" d="M31 49h12l-1 3 3 1q-1 2 1 3H34l-4-3q3-2 1-4"/><path fill="#bf9f3c" d="M43 49h2q2 3 6 1l-1 4q-3-3-4 2-2-1-1-3l-3-1z"/><path fill="#727938" d="M20 53h10l4 3q-1 2 1 3l-3 1q-7-2-12-7"/><path fill="#898537" d="M34 56h3l1 4h12l-5 2-13-2 3-1q-2-1-1-3"/><path fill="#9d922f" d="m56 49 1-1q6 0 1 1l-2 7 1 3-7 1H38l-1-4h9q1-5 4-2l1-4z"/><path fill="#84732f" d="M63 57q0 3 4 3l-4 1-18 1 5-2 7-1z"/><path fill="#726931" d="M82 50q-4 9-15 10-4 0-4-3 9-2 18-8z"/></svg> | |
{
"bytes": 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"path": null
} | Generate code for a svg of an icon of a sliced orange, depicted in the center of a circle on a white background. | <svg width="72px" height="72px" viewBox="0 0 72 72" id="emoji" xmlns="http://www.w3.org/2000/svg">
<g id="line-supplement">
<circle cx="36" cy="36" r="2.403" fill-rule="evenodd" stroke="#000" stroke-linejoin="round" stroke-miterlimit="10" stroke-width="2"/>
<path fill="none" stroke="#000" stroke-linejoin="round" stroke-width="2" d="m28.46 17.87 15.07 36.39"/>
<path fill="none" stroke="#000" stroke-linejoin="round" stroke-width="2" d="m17.73 43.54 36.37-15.07"/>
<path fill="none" stroke="#000" stroke-linejoin="round" stroke-width="2" d="m17.75 28.44 36.31 15.04"/>
<path fill="none" stroke="#000" stroke-linejoin="round" stroke-width="2" d="m43.43 17.96-14.97 36.13"/>
</g>
<g id="color">
<circle cx="35.68" cy="36" r="2" fill="#ffa7c0"/>
<circle cx="36" cy="36" r="26" fill="#e27022"/>
<circle cx="36" cy="36" r="19.63" fill="#f1b31c"/>
<path fill="none" stroke="#e27022" stroke-linejoin="round" stroke-width="2" d="m28.46 17.87 15.07 36.39"/>
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| |
{
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} | Generate code for a svg of a the golden color of wheat just before it's cut. | <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="#fdd974" d="M0 0h28l-1 3-17 1 1 2q16-4 28 11-2 3 1 4-3 1 0 4h3v3q2 1 1 4-1-4-1 0l1 5-4 9q3 1 0 4v4l-2 5q-4 0-5 4v4l3 4q1 3 7 5l4 6v14H0z"/><path fill="#fdd978" d="M28 0h64l-3 4-4-3-8 6v4q-3-4-5 1h-5q-1 3 3 4-2 2 1 2-5 3 1 3-3 3-5-1-2 0-1 3 3-1 4 2l-3 1q-1 2 1 5l-4 3 5 5-3 3q0 2 3 2l-2 1 5 3q-4 3-8 3l-1 4q-3-6-7-7l-1 1-1-3-1 1q0-5-2-2l-1-6-1-1q-1-3-3-2l-1-3-1 4-1-5q0-4 1 0 1-3-1-4v-3h-3q-3-3 0-4-3-1-1-4Q27 2 11 6l-1-2 17-1z"/><path fill="#fdd973" d="M92 0h4v96h-7v-8L71 61 52 91l3 5h-6l2-41h-3l2-3q-4-1-1-3l2-4q2-3 2 2l1-1 1 3 1-1q4 1 7 7l1-4q4 0 8-3l-5-3 2-1q-3 0-3-2l3-3-5-5 4-3q-2-3-1-5l3-1q-1-3-4-2-1-3 1-3 2 4 5 1-6 0-1-3-3 0-1-2-4-1-3-4h5q2-5 5-1V7l8-6 4 3z"/><path fill="#fbcd43" d="m49 38 1 1 1 6-2 4h-3l1 7-3-3v-7l2-1q-2-3-1-6z"/><path fill="#fad168" d="m49 38-4 1q-1 3 1 6l-2 1v7l3 3v26l-4-6 1-3-3-6h-5v4l-3-4v-4q1-4 5-4l2-5v-4q3-3 0-4l4-9 1-4 1 3q2-1 3 2"/><path fill="#f6bb38" d="M49 49q-3 2 1 3l-2 3h3l-2 2v39h-2V82a130 130 0 00-1-33z"/><path fill="#fbce46" d="M43 76q-6-2-7-5v-4h5l3 6z"/><path fill="#b16507" d="M89 96H55l-3-5v-4l19-26 18 27z"/></svg> | |
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"path": null
} | Generate code for a svg of a black and white road sign featuring a prominent "H" symbol, possibly indicating a hospital nearby. The sign also includes an arrow, suggesting the direction to the location. | <?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">
<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 0 373.655 373.655" style="enable-background:new 0 0 373.655 373.655;" xml:space="preserve">
<g>
<polygon points="180.827,171.828 118.768,171.828 118.768,201.828 180.827,201.828 180.827,270.824 210.827,270.824
210.827,102.831 180.827,102.831 "/>
<path d="M369.261,176.221L197.434,4.394c-5.857-5.858-15.355-5.858-21.213,0L4.394,176.221c-5.858,5.858-5.858,15.355,0,21.213
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</svg>
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{
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"path": "72bc9361396c2236a4ed2bb7dda8ba3612177f4cc02c9c645eb897f1936f76bd.png"
} | Generate code for a svg of a an orange plus sign on a white background | <svg width="25" height="25" viewBox="0 0 25 25" fill="none" xmlns="http://www.w3.org/2000/svg">
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</svg> | |
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Mercb9ajRpYo1pxwfZxrzWFN5O9vJJXJnl0JqxrwNq6n5zP2phdV9t9nZWXXhwgW1tFTZVrpNkbA6eP9Wtam90YsP+YRxDMQPPDbBs79yEU4BAN2Uu65eeuft0bRqa0yp5gbjvnUrG9dUg/xcOWJN8lF2wy4hYHI+EwZuzEogaFY7duyoOATY1w+QECBhwGNkSaAMBRziWUwAAICqkB58e2OmAe5qWjI+Tntqe1r5/dqiK8FgMRVSN+bCamvzZvX+xfGK9v2X75UQ8PXBHi8+NEPJ0yeOxQ88luRZSgAAgIrI2Lv06qVRbTF73P67GI2EE9k9b/Mdzepzd/SaPfnzV6fNywLLbalXA5Tvee3chLp/lyf34RkyjqM8cwkAAPQVL+WLpaS9qaNRxXs2qC3d82YPP6hXnpP/6129beZh9+pllv8HRsM+OVPcFruvGgGgt7tZbe/y3J4JjxIAKsckQAC+NTw8nF6rAbQbL2n0O5ojqr2FPk+pYUDO47/7F31enA8wwDAAFQAAWLbdaPT37uhQAz2tnIwCZIb/P/9Mt3lIGJCNgAoNE9iTAj04H+Bx43iCR5MAAEBz0rt/6N5NXixXez4MyHkTUhWQQ+YNOEk4kMNjoeogAaAybAQEIBCN2De/1EvjXyGZL3DwC1vVt77cp/b2d2SV/aUKUOpEwiqLJ0+fOMijRgAAoJnh4eFBu/H36Jp135JqigwP/Puv7MhUVbqbl4cCPOYRHi0CAAD9xOxd62j8q18VsM+zDAV4CBUAAgAAHeWWqVE9Mrwi1QBZWeGlEMgwAAEAgIbuMwIAasuDgYthAAIAAJ1Q+of9VOAUEAAAaGRyZjHBWYDKDAMMchoIAAA0YW9xC6jM1sAgAADQgWxYA1gSnAICAABNFHtBG2hhMHn6RJzTQAAAoIFXz010chZAFYAAAEDDXp/HNqVBfbEckAAAQBdvMw8AVAAIAAD0IxUAuZwtoFgOSAAAoJdfvDvOSQBVAAIAAI3E5Q+5dv1r5yY4GxD7OQXFi3AKAPg5AIhXjQAgl7D1wuZAc7MzKrW0ZN6fvj25/Hn5nPxdMZqaW1S4ocE8mptbVaSxUUWjjTziVAAIAACQS65VL3sD3L8rVvUGfmF+brmhl9ulpcWiG/diOIODzQ4DLRvazIDQuqHd/ByymPMA4gceG+NUEAAAaEQqAR/fmFUP3bPJrAhUYmFhXs3NTJsN+8ztKePjOaPhr9+EQwkbEgyc4cAOAhIKCARZVQACAAEAgG5kTsBzL19UD+yKmZcLLvaKgdLATk1OGA3slJq6NbFcxvcyCSdy3Lh+1fy4rSNmHJ1GIGjXechA5gE8wythfSFOAQC/GR4eluVebxTztTIvYGdPqxowjkI9/etXL/um0S+WVAc6ujaqzthG3SoDyfiBxwZ4lRAAAAQzACSMmzMlNYiRsOrtblZ37disujc0qLZoWk3fuqauXr4YqIY/H7sy0GGEAU0MGCEgyStlbQwBANDC3GLK3Dho8yalotGwioRTZoMoh1QBFh3j+7mT+nJn8Ls96a/apLohh4QdqQjENvUEfYhAAuIpnvUEAACak97/3v4OczigvUUKn9lXEpTGMLdBlF5zsXIDQu6EwdyAUa8JhfJ7ynwBOWTSYEdXd1CrAnt51hMAAGiu1MmA5ZAxdpmJb2tRpe1HkBsgZmenlz9nz/53m72iQKoCXRt7zCNAcwXYEpgAACCgEsX0+g/ev1Vtavd+qXtVgNiwOkBkZvxPm6sUZoyG260KggQMmQQph0wa3NizLQjDAwleIgQAABryU+Nf9P+puSUzs98q2cuwgozrz1jLFt1w68Z185DhD6kI5AsifpE8fSIRP/DYKK8GAgAAjXxtX0+gGv98pJdul+7tYYKpyZuuLGe0Jw3KPAGpCPg0CMgwAAGAAABAFzLRb3tXs1b/ZxlCyCz1i6nU1j5zQ6OpWzcrrgyY8wTOT/o1CDARkAAAIIA6C77r93dofWIkDNjLG6UScHPiupq4frWiOQPOILB5W585FOGTCgAIAAACJu+bu+z/H/TSf6lhwB4mkLkCEgZkjL+SIPDhb9/2y2RBAsB6zw9OAYCg6GihT1OIlO+3bu9Xu+/em2m8G8tvvCVESBCQlQNeJhMBeeQJAAAAqyogAWDgznvV1r7+ssv59vJBCQIe3ko5ziNOAAAA5JB5Av2771Z3DNxpju+XQ/Yn+Oj8e179LzIRkAAAIGDy9uxuzSxyZsogwwN9A3vKDgISAjw6HMA8AAIAAB0CwKQRAOSiP6h9EJDrCxAACAAAUDdyxT/UPgjIPABZaeAxseTpE3EeUQIAAA18QACoWxCQqxx6EAGAAABAlwrAJHMBqhIEZNVAJcsH6yTBI0gAABAAw8PD647rvnpughNVBeaqgV13m8sI82lqbvXir93PI0cAABAMsfW+4J1LU+rjG7OcqWo0GvY+Ap+519wR0Ca7DXp0i+A4j1p+bJsFIJB+/MbVwF0S2EtkG2DZWVAOj0vwaFEBAKARWQ448ton6trkPCdDc6wEIAAA0DQEsDRQewQAAgCAAEiUGgJ+NHbVPFgdoC02BMqDOQAAtCBVADkGelrV3b1t5i20wUoAAgAAgsD08pDA9u5mtb2r2Zwo2N4SYcIgFQACAADo4OPxWfNwkiDQ0ZJ5a5RA0BRZGSntNQKDLffv4GlxTgEBAID/dVbzh8s8AXuuQG44UOdWf71dPdhs3DYagWBTR6aKIJUFEAAIAADgnrLKudFoVG3ZskVdvnxZLS0tufbLyDJDOQqtNMhXUbCDgtxn2KE2kqdPDMYPPDbGmSAAANCMBID29nbV2tpqhoDJycma/LtrVhRyQoI9H8GuKsBVMU4BAQCAxhoaGlRfX5+anp5Wly5dUgsLC3X/neyQ4AwIEgLu6m1TO3taCQPuSBjHKKdhBTNYAGhJKgG7d+9Wvb29ZnXAa2RY4RfvjqvnXr6ofvrWNfYwqFwnp4AKAAB/i7vaKnR2modUBCYmJtTNmzc99x+WixvJ8cCumLqvv4PVB+VhKSABAICOAaC5uXndioAcMlFwamrKnCNQq3kCxZLLHJ/98JZ66N5NbGRUOuYAEAAA6EjG/ov9OrsqIKsFJAzcvn3brBB4Yb6AvbWxbGL00D2bmB9ABaBs1JEAYJ0wIPMEZL7AwMCAeV8+V+95AzJh8PlXLnGhoxIkT5+gCkAFAABKJ8MIckgAEFIhmJubM6sDs7Oz5lHLKoFdDZDhABkWYG5AUVWAUU4DAQCAzwwPD3uqjCsVAnvugK0eoUCqAFIN+PpgDxsLrY0KAAEAgG5v4M5GutahQAKABAEJBXYwcJssE5QQIJUA2T8ABSsAI5wGAgAA1ITMF7B3IrSrBPbkQrl1c2ti2TNA5gdIEAAIAADgIc6VBmbvfXJSjY+Pm9UBN8ieAZOzi+prgz3MC8i2n1OwgmcGANSZVAb6+/vNlQZ2KKiUVAFGXvvEnCgIEAAA+F2i7De7sPff7mSYQJYZShhwY5mhbCdMCMgS5xQQAABoZr2dAL1EJhDKngNuVAMIAQQAAgAA+IjME5BqgByEABAAAEAzUgWQIYFitzJeKwT8eOyq9uczefpEgmcVAQAAfEGGBHbs2FFxCJCJga+dm+CEggAAwHf26voflzkMboQAuaLgxzdmdX4OsRsgAQAAb956hgDNqwBcFZAAAMCHkuV+oxcu5euVECBDATInAAQAAPCLD8v9xmrsv1/PELBly5aKfgaXEQYBAIAW3Npm1ytkdYB9bYFy3JpZ1PWpwHbABAAAOpH99oOmkirA9u5mnhQEAADwjdFyv1HmAAQtBMh2weXscLipvZFLBoMAAMBXkpV887Vr1wJ1MmReQ6lzG9pbIlwqGAQAAP7y1FNPSQAoew2bNJZy2V2/k/kMly5dUufPny/p+wZ6WtU3v9RrVgA0xjJAS4RTAMBnRo3jYLnffOXKFXNnPT9dHGhpacls9OWQYYxSlzTKeP/9u2Jqexfj/oqNgAgAAHzrh5UEAHHhwgVzLb1XQ4Dd4M/Nzanbt2+XtYJBSv07jR7/3h0d5n2AAADA70aM43glPTlpYCUE9PX1mdWAejf20tBLI2+P6Ze7aZH09KWXL6V+zcv8KEKIUwDAb4aHh48aN0+68bM2b96sNm2q/qQ4adTlsBt4uZWGXwJAOZoiYbWpo9Fs8Huthh/FiR94jLaPCgAAn3rGOB6V9/JKf9Cnn36qJiYmVG9vb8XVALtUb99K+T6VSrmyC6H07qVX7zwAKgAAdKwCJIybM27+TJkT0N3drdra2szeuZNdqrdJ4y7cauBp7KkAEAAAoPgQMGTcnPTb7y0NelM0rBojYbXZuN9olfM7miNM2CMAEAAAoIQQUNGkwHLYY/CrGvZIOOvjxmjmYxp3AgABAADcDwFxqxKQWO9rpRHucDTEuZPn5O9zG2qzsacMTwAgAACAZ4OA7PL2uMrsExCzG29ZFidr4uUW2hszAsA+TgMBAECAw8Bn72g/vi/emaD0DodRIwA8yGlgGSCAgHrsq3GpBiQ4E0B+XAwIQOAkT5+QIYCTnAmAAABAn8Y/RuOPNbzEKSAAAAimIcUV3wACAADtPMIpwBrGOAUEAADBlOAUYA0TnAICAACAAEAAAAAg6OIHHmMIgAAAgB4eNDPKKSAAAOBNHvqh908AABBgP+QUoAD2ACAAAAiq+IHHThk3Sc4E8hjlFBAAAATbE5wC5JCrADI/hAAAIOBVgBHj5hRnAg4MDREAAGgSAg4RAuAwwikgAADQKwQc40xoL8n6fwIAAP1CwFHjZoAeIL1/ZAtxCgBo0w08fSJu3BxUmQsGJTgj2thHBYAAAADOQDBo3MghwWC/dRvnzATrYTYa/wFOw2oRTgEAXVm9wrECwSDmCASdVlBQ1m2Ms+cblP+pAACA6xWEhOND5/29jpAQc4QH1B7lfwIAAHgiNORWEJzBoV+tDEEQHFw43ZT/C2MIAABqKE9vdLSI0OAMA3FHSNifJ0RgxXc5BVQAACDYXd1MZUGCwKOKyoFtwAhcSU4DAQAAtPDx3/7ngw1zN0/Oxj6j82RF2ft/H8+GwhgCAICAmHm6Xxr8I+q95x43bmMfXjugOrbtUS0b2nQ8Hd/hGUEAAAAdGv8jxs2TyppgeCG8U92cTaub599THV0bVc/WPhVuaNDldMhV/1j+RwAAgEA3/Anj5rhyjPvfDrWrD0M7l7/m1o3raurWhNq6vV+1dWgxKjDCpX/Xx7UAAMC/jf9R4+aMypn0927on6z62tTSkrp04QPzkPsBx+z/IjAJEAD81/DHjZsXVJ7Z/lL6d/b+8/b8GhpUz7Y+1RHbGMTTw9p/KgAAEMjGXy5m9Ea+xj+39F+IVAA+ufihunj+fTVzeypop4jJf0ViDgAA+KPhl8F7GesfKvQ1+Ur/a5m+Pammz0+akwQ39mxT0WhjEE7VKZ4txWngFACA5xt/6e1Lyf93C33Nx6Ed6mq4t6yfPzc7oyauX1ULC/OqoSGioo2+DQKn4gcee55nDBUAAAhC43/E6vkXtNjSo6Z7Dqjw5YsVTfCT1QJySACIbewxVwz4rCrA5L8SMAkQALzZ8EvJ/6RxHFzr69INTer6nUNqqbHT7MF/aoQAWfLnlqbmFtW6od3cTEhuPbyXAJP/qAAAgO8b/4TKlPzXXbR/846vm42/kN56746d5sS+Tz5OqoX5+Yp/FxkekOPG9auZf6Ox0fh3msxAYN8XHtht8BjPHAIAAPi51y+7+R0p5uvn23aouc49qz4vjfHAnfeqWxPX1fWrl10JAjb5WXLIBMJcUh2o02ZD7PxHAAAA3zb+MtFPSv5FX8nv9pZ/tubfyzp/OaQiID14N4cGchv+ro095lGnIQJ2/iMAAIAvG/+jVs+/aFL2n2+7o6ivlYqAHDJBcGpywggCNysOA9LQS0+/rb3TC9sLU/4nAACArxr+uCqwo9968pX+i2m07aqA+e/fnlKzs9NqcX7eHOcXuaV9+Z7m5tblICHj/k3GxzI50CNGjd5/kmcTAQAA/NL4Z129r+Tv77q34t/Brgz4HDv/EQAAwDe9fhnrT5T7M2Tpn6z9h7n0j8l/ZeJaAABQu8Z/SGX28U9U8nNk9j/o/VMBAADvN/xFbepTLHr/JpnFeIrTQAUAALza+Eujf96txl8sNBMAVGbff5b+UQEAgGD3+p3SDc2cYMr/VAAAwION/5DbvX6nYtf/B7z3n+SZRgUAALzS8MdVhTP8URSu+kcFAAA80/jLuv6KZ/ivx77wj8Zk459RnnFUAABAq14/AYCxfyoAAFD/xv9oLXr9WMbGP1QAAKCuDX/JV+6DK7joDwEAAOrS8MvSPnsPf9S+93+K00AAAIBaN/4Jq9cf52zUBTP/CQAAUPNe/3HjGPLC7xOduaLjwyA7/j3Ds9FdTAIEgMKNvzT6573S+IvQ0pyOD8V32PaXCgAA1KLhjysPb+gjIUAuCUzvH1QAAMC9xv+o1etPePV3jM5cpfcPKgAA4FLDn1A+meQXmbmi0/UATvHsJAAAQDUafk9N8ivqjXtWjwpAy/hbquOjH8V4llYHQwAAdG78ZU2/pyb5FUOXIYANV/5Obh7lmUoFAADcavh9vZNfxAgAMzMzqqWlJdC9/4b5m3JXLqn8BM9aKgAAUEnDHzMOKfe/oXy+jW906iMdev8ibgU2EAAAoKzGf0hlyv1HgvD/ufXxO4F9rCYvnLV7/7YEz2ACAACU2vAPGscZlSn5B2ZC2cL4h4F9zE5+/8e5n3qEZzIBAACKbfid5f7A9SC3Nk2pix9fCtzj9vev/kq9c+Fa7qcT1moNEAAAYM3Gf0gFqNyfT09bg/rkt28E7v/14o9/UuivmAfgMlYBlP8GE1fZG4bIk3O9hJq0juWPW/74wyRnE3DtdSmvw+NKkzFjGStX6uHA/H9+9tLL6vr4eKG/lsd0lGc5AaDWjbw88fqt+8U09KX8G/bdMZXZ81oCwYeOsEBIANZ/Hclr8skg9/jz+WKfUmd//Zba+9l7/f8Yzsys1fsX+3mmEwCq3XtIWE+0QVXbLUEH1wkJY1YgOGvfN4LBGI8aeN2a5f7jKkAT/IoV746oH7z+y0AEAOn9SwhYQ4JnOwGgGo2+7DR1UHl7D/BB6ziYJxiMWVWDUblvBAMunAEdXrsJq9evdcPQNX9RXR+/oTZ2d/m69/+z0ZeXP75nW2OhxzxORZQAUOkbhzT0j/ug0S8lGCjrzVD+f0krFLxkBYJRnuoI0OvXd3v3V9ODe5rV93/8E/Wt3/9mkHv/zvc7AgABgB7DGuLWcTCnUiBBQIYQRknR8Olr+Ij1GmZJmP1i746oW6+949utgaV6sc7Yf24AGOFRJwDQ8JdfKZBzMpETCKgSwOuvYV9cqrcevrIzZPaiH/7dr/rud8/X+G9oDBX68n4ebQJAsW8aWi0JKlHMqhDI8SRVAnj0NRy3XsMHORuFPdDfpP7m//xCfWX/l31VBZCNjP7+1ddWfX6gu2DTRAAkAKz7pqHlkiCqBAjYa9gu92Md0mN+yIdVgP/9gx+W+i0EAALAmm8c0tunVFjdKoFzgiFLEeH2a3hIabqsrxIP39Oq/tBHVYD3f3tOvWcc+RRaBcD7OgFgrTeO4/T6a1YlGHJUCZYDgVUpYBkiyg3vxxVbvmpRBXjur58v+Heb29ilngBQ/BuH9BTO8MZRtypBQjnmWbAMESW+fuOKcX7XqgDf/t5pc2Ogvu29nv09X/x/P1lry1/zOgeovlAA3jwGrcafcqG3MXSAfMGdcX6Xfe+N2+rvrnaq//gf/tCbj/vMjPpPx/684Lp/Kf//6dfWfDt/kE4FFQAaf3/JHTqQm1G1MnQwxqoDrRr/IcU4f9WqAGfev2KW2L24OdD3f/C3a276s8YKABAAeAMJkITKHjpwzicYVWxrHMSGP6EY568qmQvwe/s2qL98+TV1555d6osPfMEzv5tM/Mu37M8pTgAgABTxJnKShy9wnPMJ2NY4WA1/XDHOXzOyPfCZ386q5/76b8yPvRIC1pr4Z7tnW5QHkABQ8I1Eeg4v8NBpI67yb2ssh70/AfMJvPt6ZU+OOvmDL7erPx4Z90wIWG/in5DJf0wArB1fTQK0ehFvKMr+WG3UEQqYZOiN1+tRlbnoFq/XOvm/v5lWJ/9hyrz/rd//t3ULAbLj35//t/++7tf9q3ta1aHfaVvza4zXdohHVrMKgNWTeIE3ExSQUNnzCexQwCTD2r9WpVoj5f44Z6O+pEF99cK8+s3lebMSID3weuwRYFch1iNDF6ACkO9NRRp/xg9RidxNiwgF7r5GJYDpftEtz7k9n1bf/t4181bIHgGyOqBWuwXKdr+yOdF6pPT/V7+3cd2vowKgWQCwLgF6nIcLVQoFUik4q1h5UO7rM66Y4Odpv/lkQf2XH91YaUSNxl9CgISBajr767fU//ifp4r62m/u22CuXliHzPl5kEdUkwBgTfp7g4cKNZRUjkmGhIKCr00m+PmIbBD0vHE4SQD4N//6EbWxu8v1f0/G/Y//xV+tuebfSXr/RUwAJABoFgCk8WfNMDwVCnRfjsgEP3/6y5dvqTPvz676/BcfuF89/LWvuhYESm38Zez/D77cUcyXHjNee0d5JDUIANabDNuEwqucyxG12KPA2oBLXpNxHn5/+qORcZUcX8z7dxIEvvQ7X1B7du8q++dL2V/W+xfb+Is//XqXumdrUev/v2G8zkZ4FAMeAFjyB0KBp16PCcUOfoEgkwFlPkChECA2dnervZ+9R+3Zs0vdaYSB9SYMSmN/9te/UT8b/bnZ+y/FA/1N6k8e6iz2yweYuKtHAGDWP3QIBfIalGufyhTtlEcbfmb2axgCcgOBDA90y+3GlWGC998/p6aNxr/URt+pyLF/kTReOwM8egEPANabzhkeHgQ5FKTS6uzsQvrN69OpX9/5Zxd/qTL7ckgQWDKOBeOYr+NrMG41/EM8VISAaily5r/tlBEADvHIucerGwEx7o9AM1r5QSMADIaNvn93a1hd+bM71Nyi+vXkXOqX16aW3v7HTxbe/vb3r79jhYE545CZWzPWx9Vs+JnZrwm5aJCMvf/Xn940NwqqNbnoTwmNv3iJRy3gFQB6/9DBUkqpRSMBLKbkftr82LxNq6z7k3Ppf7g5s/TO5VtL7755aeH9p392803j26eNQ/Z3nXQrEFgNvzT6zOzXUKHVAdUOHyVe+a+L5bjBDwDS+Cd4aBBURtu+3PgvGq28/XGm4XfcT2eCQMoKBal05v7kbOr1m7Pp965OLr134cbimNGDe90KA2UFAmujrSdp+PUmAUCCQC2UMOvfNmI0/t/gUQpwAKD3j6BLOxv/fI2+XRVIr1QGzABgfGM6lZkgkM/UXCYUTM+nxq7dTr3+RyPjr68XCFjSh1wyH+Avfn6rqvMCZL1/GXv+s/xPgwBwUjHpCEFt/JWj9L+00sAvDwWkrc87Gn/5XMoKAaWSUBAKhc4Zd18Ph9TrD534ZFR+BRp+rEd2DZQrCdrXD3CDlP3/5F/GSu35m7mE2f8BDwDWrOPzPCQIqtxxf+ft4nIYcKfxL2RbR0Nya0cDDT/WdXVqyQwCbswNuGdbo9Hzby92uV+uQ0YAOMUj4j4vrQKg54/g9v7TK2P4ciu9/JRz8l9KZd+vQuPfvSGsaPxRLGmspVwvM/Vf/M2MEQRmSq4IyM+Q76/gMr8y6Y/SvwYVAOn98+aEQFp0lP4Xc0r/MhEwewjA/ca/syWsdm6M8ECgIq9+OGdeWfCty/MF5wlIo3/Ptqh6YEeTuctfhej9Bz0AGI2/7Pj3Ag8Hgsie5b+w5Cj5L62U/rOHANxv/FuiIbVnc1Q1hHks4C4ZJvh0KrOBpYzxl7isbz2ya+Y+znL1eKVL8AgPBYIovbyuf6X0v7zeP72y3C9lfw2NP3xEevtljusX4wnOcHXV/W3B2oBkiIcCQe39L4/9Oxr45Y/tuQC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"path": "00659a2b112ab0cca81036cced72462f053fdc1f64bb480e8558772aef70b181.png"
} | Generate code for a svg of a a black and white sign with a microphone and no sound | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="48" height="48" viewBox="0 0 48 48">
<path fill="#181818" d="M8.531 6l33.469 33.469-2.531 2.531-8.344-8.344q-2.063 1.313-5.156 1.781v6.563h-3.938v-6.563q-4.969-0.75-8.484-4.547t-3.516-8.859h3.375q0 4.406 3.141 7.266t7.453 2.859q2.344 0 4.594-1.031l-3.281-3.281q-0.75 0.188-1.313 0.188-2.438 0-4.219-1.781t-1.781-4.219v-1.5l-12-12zM30 22.313l-12-11.906v-0.375q0-2.438 1.781-4.219t4.219-1.781 4.219 1.781 1.781 4.219v12.281zM37.969 22.031q0 3.469-1.781 6.563l-2.438-2.531q0.844-1.875 0.844-4.031h3.375z"></path>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a white sled resting against a tree. | <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="#d7d8d9" d="m66 67 1-3-3-2q-3 1-5 4h-1q-4-3-8-2v-1l11-1v-5l4-5-3-1-7 4q-24 3-1-4l11-1q1 5-2 6l1 4q0-4 3-5l3-33 4 40-1 2q-1-3-4-4-3 2 0 6l6-1q3 2-1 3z"/><path fill="#85878c" d="m41 58 3 1v5l-10-1 5-1 4-1q-6-2-10-1z"/><path fill="#85868a" d="M61 57v5H45l16-2-11-1z"/><path fill="#656a6e" d="m66 67-3-1h-4q2-3 5-4l3 2z"/><path fill="#929497" d="M50 64q4-1 8 2l-7-1q-1 2 3 3l-8-1q-2-1-1-3z"/><path fill="#cfcfd0" d="m41 58-8 2h-2l8 2-5 1 10 1v-5h6l11 1-16 2 5 1v1h-5q-1 2 1 3l8 1q-4-1-3-3l7 1h5l-2 1q0 6-4 2l-3 2q3 1 0 2l-15-4v3l-8-1q-1 5-3 0-3 1-4-2 2-3 6-4l-7-8v-3q3-2 7-1 4 3 7 0 3 1 4 5"/><path fill="#e2e2e3" d="M33 60q4-1 10 1l-4 1-8-2z"/></svg> | |
I draw images of black and white icons featuring a magnifying glass, which is a focal point. The key is the prominent, circular shape, which appears prominently within the magnifying glass. The image aims to capture the essence of the magnifying glass's function, emphasizing its role as a key to unlocking the world's secrets. | {
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",
"path": null
} | Generate code for a svg of a black and white icon featuring a magnifying glass, within which is a key. The key is the focal point, appearing prominently within the magnifying glass. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<g>
<path d="M508.255,490.146l-128-128c-0.06-0.06-0.137-0.077-0.196-0.128c34.193-38.434,55.142-88.917,55.142-144.418
c0-120.175-97.425-217.6-217.6-217.6S0.001,97.425,0.001,217.6s97.425,217.6,217.6,217.6c55.501,0,105.975-20.949,144.418-55.151
c0.06,0.06,0.077,0.137,0.128,0.196l128,128c2.5,2.509,5.777,3.755,9.054,3.755s6.554-1.246,9.054-3.746
C513.247,503.253,513.247,495.147,508.255,490.146z M217.601,409.6c-105.865,0-192-86.135-192-192s86.135-192,192-192
s192,86.135,192,192S323.466,409.6,217.601,409.6z"/>
</g>
</g>
<g>
<g>
<path d="M352.735,118.502l-54.306-54.306l-18.116,18.099l36.207,36.207l-18.099,18.099l-36.207-36.207l-18.099,18.099
l36.207,36.207l-91.426,91.426c-24.849-16.461-58.65-13.756-80.546,8.141c-24.994,24.994-24.994,65.519,0,90.513
s65.519,24.994,90.513,0c21.896-21.897,24.602-55.697,8.141-80.546L352.735,118.502z M180.754,326.673
c-14.976,14.976-39.33,14.976-54.306,0c-14.976-14.976-14.976-39.33,0-54.306c14.976-14.976,39.33-14.976,54.306,0
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</g>
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</svg>
|
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black bow tie button, possibly depicted in a simplistic or abstract style. The image might be a close-up, emphasizing the details of the bow tie. | <?xml version="1.0" encoding="UTF-8"?>
<svg width="24px" height="24px" viewBox="0 0 24 24" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<!-- Uploaded to SVGRepo https://www.svgrepo.com -->
<title>ic_fluent_owner_24_filled</title>
<desc>Created with Sketch.</desc>
<g id="🔍-Product-Icons" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="ic_fluent_owner_24_filled" fill="#212121" fill-rule="nonzero">
<path d="M17.0016031,15.2440856 L17.0009052,21.2451182 C17.0009052,21.8527788 16.3161092,22.2081862 15.8192057,21.8584172 L12.0007623,19.1706254 L8.18435794,21.8583162 C7.68747081,22.2082475 7.00251516,21.8528589 7.00251516,21.2451182 L7.00069412,15.2459273 C8.37018531,16.3435035 10.1084262,17 12,17 C13.8926316,17 15.6317588,16.3427691 17.0016031,15.2440856 Z M12,2 C15.8659932,2 19,5.13400675 19,9 C19,12.8659932 15.8659932,16 12,16 C8.13400675,16 5,12.8659932 5,9 C5,5.13400675 8.13400675,2 12,2 Z" id="🎨-Color"></path>
</g>
</g>
</svg> | |
{
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"path": "f437e9661ea0e2afef68a083e16c315a344074de8f41570843eba7c2acc94b05.png"
} | Generate code for a svg of a a close up of a red circle with a white check mark | <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" fill="none" viewBox="0 0 24 24">
<g clip-path="url(#clip0)">
<path fill="#D61A1A" d="M12 2C6.48 2 2 6.48 2 12s4.48 10 10 10 10-4.48 10-10S17.52 2 12 2zm-2 15l-5-5 1.41-1.41L10 14.17l7.59-7.59L19 8l-9 9z"/>
</g>
<defs>
<clipPath id="clip0">
<path fill="#fff" d="M0 0H24V24H0z"/>
</clipPath>
</defs>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a stapler resting on a pile of graded papers. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f6efe7" d="M0 0h96v60h-9l-11-1 10-1q-2-2 1-3l-2-2q6 0 1-2l5-2-6-1q3-3-1-3t-6 3q-9-1-16 2-3-5-6-5l-13-2-2 3 2 5 4 1-2 4-12-4q-3 0-4 2l-5 1-12-4q-3 0-4 2-7-7 2-5-7-1-10-6z"/><path fill="#acbab9" d="M44 27q-8-2-14-1 1-3 4-2 5 0 10 3"/><path fill="#5e9ca9" d="M30 26q6-1 14 1l3 1v3l-13 1q-6-1-4-6"/><path fill="#829a9d" d="M47 28q6 0 10 6-11-2-20-1l-2 5-1-6 13-1z"/><path fill="#6a6d75" d="m56 45-1 1-6-1q-4 0-1 3l-5-1v4l-2-5 2-3z"/><path fill="#f3eee5" d="M55 46q2 2-1 4l-6-2q-3-3 1-3z"/><path fill="#baa59e" d="M78 48h5l-1 4q-2-1-1-3z"/><path fill="#74a7b0" d="M56 45q3 0 6 5v3l1 2q0 3-3 4h-1l-2-2v-4q-6-2-10-1l-4-1v-4l5 1 6 2q3-2 1-4z"/><path fill="#af9892" d="M0 42q3 5 10 6-9-2-2 5 1-2 4-2l12 4 5-1-1 2-8 1q2 0 1-2-3-2-6-1 3 3-1 4l2 1-6 1v-5L0 53z"/><path fill="#bba7a0" d="m45 56-1 3-5-3v-1l-11 2v-1l1-2q1-2 4-2z"/><path fill="#59909f" d="M47 52q4-1 10 1v4l2 2q-4-1-7 1-5-2-8-1l1-3z"/><path fill="#968786" d="m62 53 10 5h-7q0-3-2-3z"/><path fill="#baa79e" d="m0 54 8 2q-1 3 2 6l-4 2-6-3z"/><path fill="#7c585a" d="M2 58q9 2-1 1z"/><path fill="#ebe4d9" d="M0 54v-1l10 2v5l6-1-2-1q4-1 1-4 3-1 6 1 1 2-1 2l8-1v1l-8 4-2-1-8 2q-3-3-2-6z"/><path fill="#d8cfc6" d="M44 59q3-1 8 1l-11 2-6-3q2-1 1-2-3 2-5 1l1-1 7-1z"/><path fill="#a28884" d="m32 57-1 1q2 1 5-1 1 1-1 2l6 3v2q-3-3-6 0l-7-3q-2 0-2 2-7-1-12 1-3 1-4-2l8-2 2 1 8-4q1-3 4 0"/><path fill="#ab9b96" d="m76 59 11 1 1 1-2 2-9-2q-3 0-3 2h-4q2-3 6-4"/><path fill="#7b6367" d="m59 59 1 1-10 1-1 3-4 2-2-1q0-2 3-2-3-2-4 1h-2v-2l11-2q3-2 7-1"/><path fill="#f4f0e4" d="M41 64h2l-4 1h-5l-7-1q5-2-1-1 0-2 2-2l7 3q3-3 6 0"/><path fill="#d2c4bb" d="M14 64q5-2 12-1 6-1 1 1l7 1q-15 2 1 3l-14 2q4-2 1-5z"/><path fill="#e2d9d1" d="M76 59q-4 1-6 4h4l-2 2 1 1q7-3 17-3h-4l2-2-1-1h9v5q-7 1-12 4l11 2-12 4q-6 0-9 3h-1q-2-4-5-4l3-2 5 2q9-1 0-3l3-1-5-2-12 6q0-4 3-6l-2-3 2-3q-5 0-8 3-7 0-1 2-6 1-9 4l-3-1 1-1 7-2q-3-1-5 1l-1-2 4-2 1-3 10-1-1-1q3-1 3-4 2 0 2 3h7l-10-5v-3l19-1q-1 2 1 3l1-4h-5q2-3 6-3t1 3l6 1-5 2q5 2-1 2l2 2q-3 1-1 3z"/><path fill="#846c6d" d="m63 65-4 2-2-2q3-3 8-3z"/><path fill="#77585f" d="M86 63h4q-10 0-17 3l-1-1 2-2q0-2 3-2z"/><path fill="#9f8581" d="M72 52h5q-3 1-2 4h7q-8 1-14-2z"/><path fill="#866c6c" d="m0 61 6 3 4-2q1 3 4 2l8 1q3 3-1 5l14-2q-16-1-1-3h5l6 4-1 1 3 1q2 2-1 2l-8-2q-6-1-7 5-5-3-8 0l-1-3q-1-2-3-1v-5l-5-1-2 1q-6 0-1-2l-5 1-1-1q-2 0-1 3l-4-1z"/><path fill="#b5a19b" d="m46 66 1 2q2-2 5-1l-7 2-6-4 4-1q1-3 4-1-3 0-3 2z"/><path fill="#f5ece4" d="m6 66 3 2q-3 0-3 2l3 7q-3 0-2 3h7q2 3 7 3-3-2 0-2l2 3q6-1 12 1 6 4 12 1 0-3 3 0 4-8 13-2l3-3h7q-3-1 0-3h1l14-2 1-1h-6l12-4-11-2q5-3 12-4v31H0V67l4 1q-1-3 1-3z"/><path fill="#ac918a" d="m9 77 4 2 11-2 2 2q-2 0-2 3-2 0-1 2l-2-3q-3 0 0 2-5 0-7-3H7q-1-3 2-3"/><path fill="#a99d9d" d="M83 75h6l-1 1-14 2q3-3 9-3"/><path fill="#d0c2b9" d="M31 76h7l-12 3-2-2-1-1q3-3 8 0"/><path fill="#724f54" d="M19 72q2-1 3 1l1 3 1 1-11 2-4-2q2-3 5-3l2 3v-4q0-2 3-1"/><path fill="#ede5dc" d="m38 71 8 2 7 2 7 1-2 1h-9q-10 5-11-6"/><path fill="#c0b1aa" d="m57 65 2 2-10 5 7 2-3 1-7-2q3 0 1-2 3-3 9-4-6-2 1-2"/><path fill="#6b4b53" d="M38 71q1 11 11 6h9l2-1-7-1 3-1h2l12 2-5 3q-3-3-5 0l-10 2h-6q0 2 3 2v1h-9l4-2-11-1-6 2-1-1q0-3 2-3l12-3h-7q1-6 7-5"/><path fill="#8c6e6e" d="m68 74-4-1 10-5 5 2-3 1q9 2 0 3l-5-2z"/><path fill="#af9a97" d="M14 66q-1 6 5 3v3q-3-1-3 1v4l-2-3q0-4-3-6l1-1z"/><path fill="#dfd4cc" d="m12 67-1 1q3 2 3 6-3 0-5 3l-3-7q0-2 3-2l-3-2 5-1q-5 2 1 2"/><path fill="#f9f2e8" d="m63 65 2 3q-3 2-3 6h-6l-7-2 10-5z"/><path fill="#f4eee3" d="m14 66 5 1v2q-6 3-5-3"/><path fill="#bcaba5" d="m64 73 4 1q3 0 5 4-3 2 0 3h-7l-3 3q-9-6-13 2-3-3-3 0v-3l2 1q1-3 4-3h-3l10-2-3 1 7 1 1-2 5-3-12-2h4z"/><path fill="#f3ede3" d="m65 79-1 2-7-1 3-1q2-3 5 0"/><path fill="#8b6d6c" d="M47 84v2q-6 3-12-1-6-2-12-1-1-2 1-2l1 1 6-2 11 1-4 2z"/><path fill="#f2ece3" d="M50 81h3q-3 0-4 3l-2-1q-3 0-3-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a small boat anchored on a calm lake. | <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="#fbfcfd" d="M0 0h96v96h-2l-4-14Q78 70 62 67l-1 2-1-8v-3l-4-1q-3 0-4 2l-27-1q-1 2 1 3l2 2q-3 2-3 5v3h3l3 1q-6 0-6 5l-5 2-20-8z"/><path fill="#60748a" d="M33 55h16v3l-15-1z"/><path fill="#394259" d="m60 58-8 1q1-2 4-2z"/><path fill="#bccfd7" d="m52 59 8-1v3l-2 2q-10-2-19-1l-13-1q-2-1-1-3z"/><path fill="#3f546b" d="m26 61 13 1-11 1z"/><path fill="#7794a8" d="M39 62q9-1 19 1h-1q-17 0-32 5 0-3 3-5z"/><path fill="#bdd1da" d="m57 63-1 1 4 3h-7q-1 23-1 0h-3v3q-4-1-6 1l-2-3-2 4v-3h-6l-1 2h-7v-3q15-5 32-5"/><path fill="#7397ac" d="m39 72-7-1 1-2h6z"/><path fill="#f3f6f9" d="m60 61 1 8 1-2q16 3 28 15l4 14H0V71l20 8 5-2q0-5 6-5l-3-1h4l7 1 2-4 2 3q2-2 6-1v-3h3q0 23 1 0h7l-4-3 1-1h1z"/></svg> | |
{
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} | Generate code for a svg of a web browser icon featuring a mouse, cast with a long shadow. The icon may resemble a close-up of a microwave from a certain perspective. | <?xml version="1.0" encoding="iso-8859-1"?>
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| |
{
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"path": null
} | Generate code for a svg of a green avocados and red tomatoes stacked together. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8f6e8" d="M0 0h96v96H0z"/><path fill="#adcc8a" d="M37 33q2 6-4 4z"/><path fill="#62a53a" d="M75 39q-2 0-2-2l1-1z"/><path fill="#c44c23" d="M73 37q0 2 2 2v1l-7 4q2-7-3-3v-2l1-2z"/><path fill="#45a425" d="M47 34q-1 14-14 12-1 2 1 3l-5 2h-1l-1-1q2-8 6-13 6 2 4-4l9-7-1 6z"/><path fill="#647419" d="M68 44q-2 0-2 2-2-3-1-5 5-4 3 3"/><path fill="#ee7c4a" d="M28 51h3v2q-2 0-2 2l-3 1q-1-3 1-5"/><path fill="#84a741" d="M27 50q-2 2-1 5v2h-5l-1-1q2-5 6-7"/><path fill="#f6ba9b" d="M32 53v4l-2-2q0-2 2-2"/><path fill="#399621" d="M65 39v2q-1 2 1 5 6 10 2 22l-3-4q-6-8-13-2-3 2-3 5-2 1-2 4-10 3-18 0 9-3 11-13-2-7-8-7h-3l5-2q-2-1-1-3 13 2 14-12l2-8q3-1 7 2z"/><path fill="#e1361b" d="M32 51q6 0 8 7-2 10-11 13-12-4-8-14l1 1q1 5 5 0v-2l3-1 2 2z"/><path fill="#f5e9d2" d="M22 58h5q-4 5-5 0"/><path fill="#e2341a" d="M75 40q7 3 4 11l5 9q0 17-16 13v-5q4-12-2-22 0-2 2-2z"/><path fill="#f2a894" d="m74 56 3 3-3 1z"/><path fill="#eae770" d="M65 64q0 13-13 10-4-3-3-7 0-3 3-5 7-6 13 2"/><path fill="#82c43b" d="m65 64 3 4v5q-10 13-21 1v-3q0-3 2-4-1 4 3 7 13 3 13-10"/></svg> | |
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"bytes": "",
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} | Generate code for a svg of a a soft lavender pillow on a white couch. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfe" d="M0 0h96v96H68V81l-24-1q-7-1-6-7l-1 6q-15-4-29-4l-4-2 2-2q6-1 1-4l9-1 37 2q18-6 34 4 4-2 1-4-2-9 1-18-4 0-5-4v11q-7-4-1-10h-3v-3l3-1 3-7-2-1-4 1-2-1-73 1q3 14-5 26z"/><path fill="#f7f6fa" d="M78 35q-1 2 1 3l1-2 4-1 2 1-3 7-3 1v3h3q-6 6 1 10 2 5 1 11l-1 1-5-4-1-4q-3-2-5 1-8 3-16 3-25-3-48 1-3-14 0-26l-2-4 1-2q34-2 70 1"/><path fill="#d8c4e6" d="m78 35 2 1-1 2q-2-1-1-3"/><path fill="#d0b9db" d="M26 47q4 0 1 3-2-1-1-3"/><path fill="#cfbddd" d="M40 55q2 0 1 2z"/><path fill="#dfe0e1" d="m7 36 2 4Q6 52 9 66H6v5l-2 2-3-5q1-2-1-1v-5q8-12 5-26z"/><path fill="#d3bde2" d="M79 65q-6 2-6-3 2-3 5-1z"/><path fill="#eeeef0" d="M6 71v-5h3q23-4 48-1 8 0 16-3 0 5 6 3l5 4 1-1q1-6-1-11V46q1 4 5 4-3 9-1 18 3 2-1 4-16-10-34-4l-37-2-9 1q5 3-1 4"/><path fill="#efedf0" d="M0 67q2-1 1 1l3 5 4 2q14 0 29 4l1-6q-1 6 6 7l24 1v15H0z"/></svg> | |
{
"bytes": 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"path": "7d2177e15d0ad48c5c79086620cd501819faf114d90dd9377470ef72e046ea20.png"
} | Generate code for a svg of a a black and white image of a pair of scissors and a hammer | <svg xmlns="http://www.w3.org/2000/svg" class="icon icon-tabler icon-tabler-hammer-off" width="24" height="24" viewBox="0 0 24 24" stroke-width="2" stroke="currentColor" fill="none" stroke-linecap="round" stroke-linejoin="round">
<desc>Download more icon variants from https://tabler-icons.io/i/hammer-off</desc>
<path stroke="none" d="M0 0h24v24H0z" fill="none"/>
<path d="M10.698 10.72l-6.668 6.698a2.091 2.091 0 0 0 0 2.967a2.11 2.11 0 0 0 2.976 0l6.696 -6.676" />
<path d="M18.713 14.702l1.994 -1.995a1 1 0 0 0 0 -1.414l-7.586 -7.586a1 1 0 0 0 -1.414 0l-1.999 1.999" />
<path d="M3 3l18 18" />
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a small wooden door surrounded by ivy. | <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="#fbfcfc" d="M0 0h96v96H0z"/><path fill="#91ad9f" d="M53 19q2-3 5 0l-2 1z"/><path fill="#84ab90" d="m27 21-1 2q-6-4 1-2"/><path fill="#7b9988" d="M35 21h-7q1-4 7-3z"/><path fill="#c7d4cd" d="M70 21q-4 0 0 2l1 1-1 2-1 1q-4-4-7 0l-1-1 2-2-4-1v-2l8-3z"/><path fill="#4b7d5d" d="M70 21v2q-4-2 0-2"/><path fill="#2c5e2e" d="M65 22q2 0 1 2z"/><path fill="#8eb29a" d="M71 24q2-1 3 1h-2v4q4-1 1 2l-2-1-1-4z"/><path fill="#3e5c41" d="m53 19 3 1v1q-5-1-7 3-4-4-8-3v3h3l-4 6-1-3q-7 4 2 4v5h3l-3 5v6h3l-3 3 1 25H26v-4q3-1 4-6-2 0-2-2l3-2-2-2 1-9-3-4h3l-2-1q-1-6 2-1l1-2q-3-3-3-7v-8h4q0-3 2-3-5-1-8 2v-3l1-2h8q3 1 1-2 2-2 4 1l3-3 3 2q3-3 7 0"/><path fill="#cbd3d1" d="M32 27q2-1 3 1-3 1-3-1"/><path fill="#8ca698" d="M26 27q-1 2 1 5l-2 2q0-5-3-5z"/><path fill="#ccd6d1" d="M32 27h-4v8q0 4 3 7l-1 2q-3-5-2 1l-4-4 2-6-2 3-1-2q0-2 2-2l2-2q-2-3-1-5v-1q3-3 8-2-2 0-2 3"/><path fill="#d4dad8" d="M30 29q2 0 1 3-2-1-1-3"/><path fill="#6b8c6d" d="M70 32q5-1 0 3z"/><path fill="#6b5a49" d="M56 21v4h-3v3h3l-2 30q-2 0-2 3l2 7q3-4 4 0-6 1-3 7H42l-1-25 3-3h-3v-6l3-5h-3v-5q-9 0-2-4l1 3 4-6h-3v-3q4-1 8 3 2-4 7-3"/><path fill="#406347" d="M57 21h2v2l4 1-2 2 1 1q3-4 7 0l1-1 1 4q-3 0-4 3-2-3-2 0l2 2q-2 1-2 4-6 1 0 2l1 2q-3 2-2 5 6 0 1 3 2 1 1 4-1-4-3 0 2 1 1 4-2 2-1 5h-3l1 3-2 1q-1-4-4 0l-2-7q0-3 2-3l2-30h-3v-3h3z"/><path fill="#d3d9d7" d="M64 27q5 0 1 3-3-1-1-3"/><path fill="#e7eaeb" d="M65 39v2q-6-1 0-2"/><path fill="#6b9177" d="M65 41v-2l4-3 1 1-1 4z"/><path fill="#c2d1c9" d="m30 53-1 6 2 2-3 2-2-1 2-3-2-2v-3q1-4 4-1"/><path fill="#96aca0" d="M64 59q3 3-1 5-1-3 1-5"/><path fill="#859f8b" d="M62 64q3 2 2 6l-3-3-1-3z"/><path fill="#466b50" d="m59 68 3 3q-3 2 1 3-3 0-3 2l-4-1q-3-6 3-7"/><path fill="#9bb4a1" d="M62 71q3 1 5 4l-7 1q0-2 3-2-4-1-1-3"/></svg> | |
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",
"path": null
} | Generate code for a svg of a vector illustration featuring a yellow 1 dollar coin icon and a clock with a yellow face and black outline. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
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} | Generate code for a svg of a a close up of a white sign with a red and green arrow | <svg width="384px" height="109px" viewBox="0 0 384 109" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>Group 39</title>
<desc>Created with Sketch.</desc>
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<filter x="-2.6%" y="-8.8%" width="105.1%" height="119.6%" filterUnits="objectBoundingBox" id="filter-2">
<feOffset dx="0" dy="1" in="SourceAlpha" result="shadowOffsetOuter1"></feOffset>
<feGaussianBlur stdDeviation="3" in="shadowOffsetOuter1" result="shadowBlurOuter1"></feGaussianBlur>
<feColorMatrix values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.285920516 0" type="matrix" in="shadowBlurOuter1"></feColorMatrix>
</filter>
</defs>
<g id="Buttons" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g transform="translate(-747.000000, -3012.000000)" id="Group-46">
<g transform="translate(392.000000, 1572.000000)">
<g id="Group-25" transform="translate(32.000000, 1405.000000)">
<g id="Group-39" transform="translate(329.000000, 40.000000)">
<g id="Rectangle-6-Copy-14">
<use fill="black" fill-opacity="1" filter="url(#filter-2)" xlink:href="#path-1"></use>
<use fill="#FAFAFC" fill-rule="evenodd" xlink:href="#path-1"></use>
</g>
<g id="Group-38" transform="translate(123.000000, 25.000000)">
<g id="Group-11" transform="translate(24.000000, 13.000000)">
<rect id="Background-[8-16]" fill-opacity="0" fill="#FFFFFF" x="0" y="0" width="66" height="32" rx="5"></rect>
<text id="Text" font-family="Asap-Bold, Asap" font-size="14" font-weight="bold" line-spacing="16" fill="#00BF4B">
<tspan x="12" y="22">Button</tspan>
</text>
</g>
<path d="M99,13 L99,45" id="Line-Copy" stroke="#3399FF" stroke-linecap="square"></path>
<path id="Line-Copy-decoration-1" d="M102,13 L96,13" stroke="#3399FF" stroke-linecap="square"></path>
<path id="Line-Copy-decoration-2" d="M102,45 L96,45" stroke="#3399FF" stroke-linecap="square"></path>
<text id="32px-copy" font-family="SourceSansPro-Regular, Source Sans Pro" font-size="12" font-weight="normal" line-spacing="16" fill="#3399FF">
<tspan x="102" y="33">32px</tspan>
</text>
<text id="12px" font-family="SourceSansPro-Regular, Source Sans Pro" font-size="12" font-weight="normal" line-spacing="16" fill="#FF345E">
<tspan x="72" y="24">12px</tspan>
</text>
<path d="M78,30 L90,30" id="Line-3-Copy-3" stroke="#FF345E" stroke-linecap="square"></path>
<path id="Line-3-Copy-3-decoration-1" d="M78,27 L78,33" stroke="#FF345E" stroke-linecap="square"></path>
<path id="Line-3-Copy-3-decoration-2" d="M90,27 L90,33" stroke="#FF345E" stroke-linecap="square"></path>
<text id="24px-copy-2" font-family="SourceSansPro-Regular, Source Sans Pro" font-size="12" font-weight="normal" line-spacing="16" fill="#00BF4B">
<tspan x="0" y="44">24px</tspan>
</text>
<path d="M0,29 L24,29" id="Line-3-Copy-2" stroke="#00BF4B" stroke-linecap="square"></path>
<path id="Line-3-Copy-2-decoration-1" d="M0,26 L0,32" stroke="#00BF4B" stroke-linecap="square"></path>
<path id="Line-3-Copy-2-decoration-2" d="M24,26 L24,32" stroke="#00BF4B" stroke-linecap="square"></path>
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<text id="5px-copy" font-family="SourceSansPro-Regular, Source Sans Pro" font-size="12" font-weight="normal" fill="#777777">
<tspan x="5" y="12">5px</tspan>
</text>
</g>
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</svg> | |
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} | Generate code for a svg of a the sight of a frozen waterfall glimmering in the sunlight. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#c9dbe7" d="M0 0h46l-1 1 3 2q-5-2-8 1l1 1-7 2q3 2 0 6-3-3-6-2l-4 7q-3-8-10-4l-7 5q-1-4-3 0l-1-1q1 3-1 6l1 1-3 4z"/><path fill="#cadce8" d="M72 0h24v5q-8 4-8 13l-2-2-13 6q-2 0-1 3h-3v-3L68 5z"/><path fill="#ced4e4" d="m61 3 3 8q-4 9-6 0-3-1-3 1-7-4-12 2l-4 5-3-2 4-8 5 1 7-6q0 3 3 1l5 4z"/><path fill="#dde3e9" d="M67 0h5l-4 5q-3 5-2 13h-1L64 6q0-4 3-6"/><path fill="#c5d7e6" d="M46 0h16l-1 3-1 6-5-4q-3 2-3-1l-7 6-5-1-5 9q-3-2-4-1l-2 8h-3l-2-2-1 2-1-6-1-1-6 3q-2 2-1 3-3 1 0 4-7 0-11-3l-1-1q2-3 1-6l1 1q2-4 3 0l7-5q7-4 10 4l4-7q3-1 6 2 3-4 0-6l7-2-1-1q3-3 8-1l-3-2z"/><path fill="#efd6d2" d="m56 21-2 1 1-2-5-6-1 3-1-1-3 5h-1q0-6 3-9l8 2q-1 2 2 4-2 2-1 3"/><path fill="#d5d2e2" d="M62 0h5q-3 2-3 6l1 12-3 2h-4l-2-6q2-3-1-2 0-2 3-1 2 9 6 0l-3-8z"/><path fill="#e0d1da" d="M55 12q3-1 1 2l2 6h4l-6 1q-1-1 1-3-3-2-2-4l-8-2q-3 3-3 9-4 0-5-2l4-5q5-6 12-2"/><path fill="#c4d6e4" d="m88 18-1 4 3 4-4 2h-4l-2-2v4l-1 2q-4-4-7 0-6-4-3-10v3h3q-1-3 1-3l13-6z"/><path fill="#f6e6d3" d="M54 22h-1q-5-2-8-1l3-5 1 1 1-3 5 6z"/><path fill="#f9f7ef" d="M65 18q-2 6-8 6v6q-2-4-1-7h-4v-1h1l2-1 6-1z"/><path fill="#d8e4ec" d="M96 5v36H85l1-2 7-7 1-4-1-2h-3l-3-4 1-4q0-9 8-13"/><path fill="#b4c2d0" d="m35 18 6 7v9h-1q-2-1-2-3l1-6h-4z"/><path fill="#d8e1e4" d="M53 23h4q-1 3 1 7l-1 7-2-11-2 1z"/><path fill="#94a5bb" d="M31 17q1-1 4 1v7h4l-1 6q0 2 2 3v4l-2 2-3-11q-1 7-3 2-2-8-1-14"/><path fill="#bccede" d="M31 17q-1 6 1 14l1 11q-12-7-19-18-1-1 1-3l6-3 1 1 1 6 1-2 2 2h3z"/><path fill="#d4dce1" d="m53 22-4 11q-1-6 2-11 0-2 2-1"/><path fill="#b3c8d9" d="M90 26h3l1 2q-6 0-9 3l-5-1v-4l2 2h4z"/><path fill="#bcd1e1" d="M53 23v4l2-1q-1 12 1 24h-7q4 3 10 0h1l2 6 1-3v8q-6 0-9-5l-6 1-1-7 1-3 1-13z"/><path fill="#aebac8" d="M47 27v-3h-3l-1 3 2 8-3-10q2-3 6-2z"/><path fill="#c7dae6" d="M14 24q7 11 19 18l3 4-36-4V29l3-4q4 3 11 3-3-3 0-4"/><path fill="#d6e2e8" d="m41 25 3 10v5l-2 1-1-7h-1z"/><path fill="#8095ad" d="M47 27v2q-2 6-1 14-2-1-1-3v-5l-2-8 1-3h3z"/><path fill="#96abc2" d="m94 28-1 4-7 7-4 2-7 1-1-1 5-9 1-2 5 1q3-3 9-3"/><path fill="#f3f2ee" d="m35 18 1-1 3 2q1 2 5 2h1q3-1 8 1-2-1-2 1-3 5-2 11l-1 13q-2-9-1-18v-2l1-4q-4-1-6 2h-1z"/><path fill="#aac2d4" d="M40 38q0 4-3 8h-1l-3-4-1-11q2 5 3-2l3 11z"/><path fill="#7f8da1" d="M67 45q-2-1-2 1h-2l-2-3q0-9 2-17l2 14 3 3z"/><path fill="#b7cbdb" d="m68 5 1 17q-3 6 3 10 3-4 7 0l-5 9 1 1-7 1-3-3-2-14q-2 8-2 17h-2q-1 3 1 7h-2l-1-13 1-7v-6q6 0 8-6-1-8 2-13"/><path fill="#a4bdcf" d="m57 37 1 13h-2q-2-12-1-24z"/><path fill="#b8d1e0" d="M40 34h1l1 7 2-1q-1 2 1 3l-1 6-3-1-5-2q3-4 3-8z"/><path fill="#cfdadf" d="M47 29q-1 9 1 18l-1 3-2-1 1-6q-1-8 1-14"/><path fill="#eef1f2" d="m86 39-1 2h11v5l-18 2q6-3-1-2l5-5z"/><path fill="#a5bdd0" d="m61 43 2 3q-4 2-1 6l1 1-1 3-2-6q-2-4-1-7z"/><path fill="#f6f6f2" d="M77 46q7-1 1 2l18-2v15l-6 1-7 5-14 1h-2l-1-2v-3l5-4 2-10q1-3 4-3"/><path fill="#e4edf2" d="m0 42 36 4h1l5 2h-1l7 9q-1 3 2 6H40l-6-5 1 3q-4 6-12 4l-2 2-2-10-6-6q-1 3 3 5-2 3 1 4-3 2-1 3-3 3-3 7l-4-3-8 4-1-1z"/><path fill="#d2e1eb" d="m82 41-5 5q-3 0-4 3l-2 10-5 4v3l-7-1v-2l-7-2q-2 0-2 2-3-3-2-6l6-1q3 5 9 5v-8l-1-1 4-6h-1q0-2 2-1z"/><path fill="#f5f6f2" d="M63 46h3l-4 6q-3-4 1-6"/><path fill="#e0e7ea" d="M56 50h3q-6 3-10 0z"/><path fill="#e6eef1" d="M50 63q0-2 2-2l7 2v2l7 1 1 2H56q-5 2 1 3l-4 1v3h4l-5 1-2-11-2 6v-3q-9-1-16 2L0 77v-7l1 1 8-4 4 3q0-4 3-7-2-1 1-3-3-1-1-4-4-2-3-5l6 6 2 10 2-2q8 2 12-4l-1-3 6 5z"/><path fill="#f8f8f3" d="m42 48 3 1 2 1 1 7-7-9z"/><path fill="#e4edf1" d="M96 61v35H42l-1-4q2-3 6-3l-5-1h6v3q-6 0 0 3l14-4q3 2 8-1 3 6 7 0l3 6q1-3 4-4 0-5 3-8-3-3-2-6l-23 2q-6 1-11 4-3-2-4-1-1-4-4-3 0-2 3-2l-14-3h15v4l11-2v-1q-1-1 1-3l13-3-3-1 14-1 7-5z"/><path fill="#f8f6f0" d="M57 75v1l-11 2v-4l1-3 2-6 2 11z"/><path fill="#deeaf0" d="m32 70-2 2-6 1q0 5 5 6l18 3q1-1 4 1l-2 3q-6-1-10 1l3 1 5 1q-4 0-6 3-10 0-1-3-9-1-16 3l7 4H0V77z"/><path fill="#d8e4ec" d="m48 71-1 3H32l14 3q-3 0-3 2-8-3-14 0-5-1-5-6l6-1 2-2q7-3 16-2z"/><path fill="#d2e0eb" d="M67 68h2l3 1-13 3q-2 2-1 3h-5v-3l4-1q-6-1-1-3z"/><path fill="#dfebf0" d="m48 88 1-2 2-3q5-3 11-4l23-2q-1 3 2 6-3 3-3 8-3 1-4 4l-3-6q-4 6-7 0-5 3-8 1l-14 4q-6-3 0-3z"/><path fill="#b1cee2" d="M29 79q6-3 14 0 3-1 4 3z"/><path fill="#f8f7f2" d="m49 86-1 2h-6l-3-1q4-2 10-1"/><path fill="#faf6ef" d="m41 92 1 4H31l-7-4q7-4 16-3-9 3 1 3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pair of vintage sunglasses resting on a table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8efdf" d="M0 0h20l6 7 2-2 6 2q-1-3 1-4l2 6 4 1q5-4-1-6-2-2 1-2 2-1 5 2h6q0 5-3 3l-3 1 5 11q-3 1-4-1l-5 8-1-1q-3 5-3 11l13 2-8 2h-3q-4-3-9-2l-6 1h-7l2 9q0 6 6 9l2 1 6 2-5 2q3 1 0 4 3 3 2-1 2-3 2 1 4-4 7 0l2-2q3 3 8 3l-1 6 5 1-6 1-4 4q3 4 5-2 2 4-1 7l1 5 3 1v5q-7-12-16-21-16-10-29 2l-7-7z"/><path fill="#f9f0e1" d="M20 0h76v96H52v-6l-3-1-1-5q3-3 1-7-2 6-5 2l4-4 6-1-5-1 1-6q-5 0-8-3l-2 2q-3-4-7 0 0-4-2-1 1 4-2 1 3-3 0-4l5-2-6-2 9-1 4-4 3-9q3-3 6 0l3 7 1 4 3 1q5 4 12 1 6-3 5-10l2-7q-5-2-8-1l-6-1q-6-1-9 2H43l8-2-13-2q0-6 3-11l1 1 5-8q1 2 4 1L46 8l3-1q3 2 3-3h-6q-3-3-5-2-3 0-1 2 6 2 1 6l-4-1-2-6q-2 1-1 4l-6-2-2 2z"/><path fill="#566069" d="m68 39-1 1q-7-1-13 1l-1-1q3-3 9-2z"/><path fill="#49626a" d="m25 39 6-1q5-1 9 2z"/><path fill="#2b303f" d="m67 40 1-1q3-1 8 1l-2 7h-1q0-8-6-7"/><path fill="#86ead5" d="M26 40h14l2 2-11 7q0 2 2 1 11-13 8 3-7 4-15 4-6-7-4-15 1-2 4-2"/><path fill="#2f2e37" d="M40 40h13l1 1q-3 1-2 4l-2-1q-3-3-6 0l-3 9q3-16-8-3-2 1-2-1l11-7z"/><path fill="#292739" d="M25 39q-3 0-4 2l-2 6-2-9z"/><path fill="#88e7d4" d="M67 40q6-1 6 7 0 6-4 10l-12-1-3-1-1-4-1-6q-1-3 2-4 6-2 13-1"/><path fill="#72847f" d="M22 42q-2 8 4 15-6-3-6-9z"/><path fill="#6b6e70" d="M73 47q1 7-5 10 4-4 4-10"/><path fill="#697a79" d="m41 53-4 4-9 1-2-1q8 0 15-4"/><path fill="#607375" d="m57 56 12 1q-7 3-12-1"/><path fill="#343145" d="m0 69 7 7q13-12 29-2 9 9 16 21v1H0z"/></svg> | |
{
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"path": "emoji_u1f935_200d_2640.png"
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} | Generate code for a svg of a a soft green moss covering a tree stump. | <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="#98be3b" d="M43 34q5-3 12 0 2 2 1 5l-1-2-1 2-1-3h-9q-3 2 0 3l8 1-2 1 1 1v2l-1 1q-3-3-6-2-4-1-1-3-4-4 2-6z"/><path fill="#b2d637" d="m54 39-2 1-8-1q-3-1 0-3h9z"/><path fill="#b5d535" d="M43 34h2q-6 2-2 6-3 2 1 3l2 1-12-1h-2l-1-1-2-4q1-3 4-4z"/><path fill="#7ca236" d="m29 38 2 4q-1-1-3 1l-1-2q-1-3 2-3"/><path fill="#bada38" d="M55 34q6-1 12 3l-5 7H51v-2l5-3q1-3-1-5"/><path fill="#5d7a30" d="m56 39-5 3-1-1 2-1 2-1 1-2z"/><path fill="#536435" d="M32 43h2l3 5q-4 1-4 5h-1z"/><path fill="#a1c834" d="m67 37 1 6-6 3q-4-1-6 1-1 4-5 6 1 2-1 2l-3-2q-6 5-13 3-2-1-1-3 0-4 4-5l-3-5 12 1-2-1q3-1 6 2l1-1h11z"/><path fill="#587832" d="M56 47q2-2 6-1l-3 2z"/><path fill="#46463c" d="m27 41 1 2q2-2 3-1l1 1v10l-6 1q3-7 1-13"/><path fill="#8fb136" d="m71 53 7 6-1 1-7-3-2-4z"/><path fill="#94bd30" d="m56 47 3 1 1 3q2 4-2 7l1 2q4-1 10 3v3h-7v4h-4l-1-3-1 1-1 1-1-2q-3 2-3 5l-2-1q-3-1-3 1-2 2-5 1v-9l6-3q-7-6-13 0l-2 4-5 1-5-8 4-4 6-1h1q-1 2 1 3 7 2 13-3l3 2q2 0 1-2 4-2 5-6"/><path fill="#5d5947" d="M68 43q0 5 3 10h-3l2 4 7 3q-3-1-5 2L61 50l-1 1-1-3 3-2z"/><path fill="#7fab2e" d="M41 64q-4 2-3 7-3 0-5 2v-3q-3-2-6-1v-3l5-1h2q0-3 3-4h-3q6-6 13 0z"/><path fill="#4c533b" d="M34 61h3q-3 1-3 4h-2z"/><path fill="#454539" d="m77 60 1-1 1 4q-6-4-4 3l-6-3q-6-4-10-3l-1-2q4-3 2-7l1-1 11 12q2-3 5-2"/><path fill="#6a9332" d="m22 58 5 8v3q3-1 6 1v3h-1l-1-3-5 2-1-1q1-5-2-2-6 0-7-5 2-4 6-6"/><path fill="#4e5749" d="m25 71-2-2q3-3 2 2"/><path fill="#85b131" d="m69 63 6 3q0 7-6 7l-1-3-9 6-3-8 1-1 1 3h4v-4h7z"/><path fill="#60754a" d="m32 73-6-1 5-2z"/><path fill="#61873a" d="M41 64v9q3 1 5-1l-1 5q-5 2-7-3l-5-1q2-2 5-2-1-5 3-7"/><path fill="#58594c" d="M49 71v6h-4l1-5q0-2 3-1"/><path fill="#4c6834" d="m56 76-5 2-2-1v-4l6-3z"/><path fill="#608636" d="m56 68 3 8 9-6 1 3q-4 1-6 4-5 1-7-1l-1-6-6 3v-2l2 1q0-3 3-5l1 2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a lake of hexagonal tiles arranged in a spiral pattern. | <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="#fcfbf6" d="M0 0h96v96H0z"/><path fill="#dfc5a5" d="M53 17q-1 9-10 5v-5q4-6 10 0"/><path fill="#4c4d55" d="m40 18-2 6q3 3 1 7l-2 1-5-1q-2-3-1-5l3-9q3-2 6 1"/><path fill="#ebe9e2" d="M43 17v5q9 4 10-5l4 6-1 1h-4v4h4v-3l1 2q2-6 4 0l-4 6 1 2-6 1q0-6-4-6-3 0-4 3l-5-2q2-4-1-7l2-6 1 3z"/><path fill="#484850" d="M27 23q0 7-7 8-5-5 1-9 3-2 6 1"/><path fill="#383b47" d="M56 24v3h-4v-4z"/><path fill="#f8f7f0" d="M36 75q8-6-1-9-3 0-4 2-3-2-4-1-1-3 1-5l5-3q6 2 8-4-2-7-8-4-8-3-4-11 3-3 7-1-4-3-3-6l4-1 2-1 5 2 1 4h5q0 6 7 4 2-5 8-5l4-10 1-1 8 4 1 2-4 1q2 3 5 1l1 2-2 6q3-3 5-2l1 3q3-1 6 2l1-2q1 6-2 11h-5q-2 5-7 7 6 1 0 2l1 1q-5 1-5 5-1-4-2 0l-1-1-5 10-5-2v5q-4-4-7 1l-2-7q-5 5-12 4l-3 3-5-5z"/><path fill="#42444d" d="M15 33q11 4 0 10-4-2-4-5 0-4 4-5"/><path fill="#41434b" d="m69 26-4 10q-6 0-8 5-7 2-7-4h-5l-1-4q1-3 4-3 4 0 4 6l6-1-1-2 4-6q0-4 4-4 3 0 4 3"/><path fill="#e2ded2" d="M11 38q0 3 4 5v5q-5 0-7 5-16-12 3-15"/><path fill="#f3f1ea" d="m27 23 2 4 2-1q-1 2 1 5l-1 7-7 2 3 9q5 4 3 10l-5 2v4q-4-3-7 1l-5-5q8-2 6-10l-4-3v-5q11-6 0-10l5-2q7-1 7-8"/><path fill="#4a4c54" d="m15 48 4 3q2 8-6 10l-3-1-2-7q2-5 7-5"/><path fill="#3f4048" d="M33 59q-3-5 0-8 6-3 8 4-2 6-8 4"/><path fill="#dad9d4" d="m32 31 5 1-4 1q-1 3 3 6-4-2-7 1-4 8 4 11-3 3 0 8l-5 3q-2 2-1 5 1-1 4 1v4l-6-7v-4l5-2q2-6-3-10l-3-9 7-2z"/><path fill="#41424a" d="M36 75q-5 0-5-3v-4q1-2 4-2 9 3 1 9"/></svg> | |
{
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white image of three servers with one on each side:My primary focus is on the visual representation of the three servers, each with its own unique shape, position, and detail. I aim to capture the interplay of these elements to create a visually appealing and informative image. The key mechanics involve:* **Shape and Form:** The shapes of the servers are crucial. I aim for a balanced and visually appealing composition, with a clear separation between the two sides.* **Position and Scale:** The position of the servers is important. I want to create a sense of depth and scale, emphasizing the size and complexity of the structure.* **Detail and Texture:** I want to capture the subtle details of the servers, such as the texture of the glass, the texture of the metal, and the subtle variations in the color.* **Composition:** I aim for a visually balanced composition, with the servers arranged in a way that is both visually interesting and easy to understand.Ultimately, my goal is to create a visually engaging and informative image that effectively communicates the concept of three servers, each with their own distinct | {
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"path": "face415cc0dfc5f190842f30bca241125076fef037e7940d93cf67a41528b8d9.png"
} | Generate code for a svg of a a black and white image of three servers with one on each side | <svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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