reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": 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"path": "emoji_u1f469_1f3fc_200d_1f91d_200d_1f468_1f3fe.png"
} | Generate code for a svg of a woman and man holding hands: medium-light skin tone, medium-dark skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="couple_x5F_holding_x5F_hands_x5F_man_x5F_right">
<g id="arm_4_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(-0.9876 0.1567 -0.1567 -0.9876 135.9082 118.1856)" gradientUnits="userSpaceOnUse" x1="48.3728" x2="65.0297" y1="71.2562" y2="49.2226">
<stop offset="0" style="stop-color:#8D5738"/>
<stop offset="0.4016" style="stop-color:#A56C43"/>
</linearGradient>
<path d="M71.96,53c0,0-3.53,11.93-5,15.33l-4.39,11.02c-0.7,1.55-0.08,3.58,1.39,4.43l0,0 c1.69,0.97,4.14,0.24,4.95-1.53l12.54-26.41l-1.01-3.46L71.96,53z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="pants_2_">
<g id="pants_6_">
<path d="M105.56,74.61v48.08h-5.65l-7.87-38.21c-0.04-0.24-0.24-0.41-0.46-0.41s-0.42,0.17-0.46,0.41 l-7.87,38.21h-5.65V74.61H105.56z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoes_3_">
<path d="M102.61,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.5-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63C98.16,124,102.61,124,102.61,124z" style="fill:#424242;"/>
<path d="M80.56,124h-4.45c-0.82-0.02-1.41-0.96-1.17-1.78c0.74-2.5,2.99-4.32,5.62-4.32 c2.68,0,4.96,1.9,5.66,4.46c0.22,0.82-0.39,1.63-1.21,1.63C85.01,124,80.56,124,80.56,124z" style="fill:#424242;"/>
</g>
<g id="arm_x5F_right_1_">
<g id="arm_x5F_right_x5F_fill_1_">
<linearGradient id="SVGID_2_" gradientTransform="matrix(-1 0 0 -1 127.4631 128)" gradientUnits="userSpaceOnUse" x1="23.7347" x2="4.2757" y1="74.508" y2="41.4066">
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a yellow tomatoes resting on a soft bed of hay:I'm drawn to the visual interplay of the yellow color, the soft texture of the hay, and the dynamic arrangement of the tomatoes. The overall composition is a gentle, almost ethereal, landscape. The tomatoes are positioned in a soft, yielding bed, creating a sense of peacefulness and tranquility. The overall effect is one of soft light and gentle movement, emphasizing the texture and the delicate beauty of the fruit. | {
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} | Generate code for a svg of a yellow tomatoes resting on a soft bed of hay. | <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="#f9e19a" d="M0 0h38q-6 0-3 5 1-4 4 0l1-1q1 3-1 5l7 6q-5 1-5 7-6 0-1-2l-6-2q-1 2 1 3-6 2 0 4l-2 5q-2-1-1-3h-5q-5 6 1 14-4 3-1 8l7 3v1q-5 0-7 3-3 0-4 2-3-4-1 0l-7 2-8 10q-2 2 1 4l-3 1 2 4-1 1 6 3v2q4-2 1 1h3v3l10 2q-4-1-6 2L0 81z"/><path fill="#f9e39d" d="M38 0h58v96H0V81l2 2q2-3 2 2 3-3 5 2 3-3 2 0l9 6q2-3 6-2l7 1 2-1 1 2q3-3 7 0l1 1q3-3 9-2-3 1 0 2l9-2h1q0 2 3 2l22-8q-4-3 0-3l1-3 4-1q-4-3-3-7l3-4-7-3 2-2q-4-2-9-1-2-5-5-7l-4 1q-3-2-7-2l-5-2-1-2-3 1q-6-1-7 4-2-1-1-3-2-7-8-4l-2 4h-2l-7-3q-3-5 1-8-6-8-1-14h5q-1 2 1 3l2-5q-6-2 0-4-2-1-1-3l6 2q-5 2 1 2 0-6 5-7l-7-6q2-2 1-5l-1 1q-3-4-4 0-3-5 3-5"/><path fill="#f0bb2a" d="m46 52-3-2 2 5-2 2-4-3q2-5-3-2l2-4q6-3 8 4"/><path fill="#8a923a" d="M58 52q-3 2-4-1l3-1z"/><path fill="#5a904d" d="m39 54-5 2q-3-1 0-3v-1h2q5-3 3 2"/><path fill="#b67a18" d="m39 54 4 3 2 2q-4-1-6-4-3 2-5 1z"/><path fill="#5f9f44" d="m55 56-1 1-4 3q-1-1 1-3-3 2-4-1 3-3 8 0"/><path fill="#588146" d="M46 52q-1 2 1 3v1q1 3 4 1-2 2-1 3l-5-1-2-2 2-2-2-5z"/><path fill="#fbcb28" d="M34 53q-3 2 0 3 2 1 5-1 2 3 6 4l5 1 4-3q8 3 6 12-7-1-13 1-6-4-8-10-3-3-6 0-1-4-4-3v3q-4 0-5 3-1-3 1-4l2-3q2-3 7-3"/><path fill="#f9e7af" d="M33 60h-4v-3q3-1 4 3"/><path fill="#faf3cc" d="M45 62h3q-1 6-4 2z"/><path fill="#fbf7da" d="M52 60h4q3 3-1 6z"/><path fill="#ef8d06" d="m38 70-2-7v4l-9-1-2-1q8 1 12-5z"/><path fill="#fbb30c" d="m60 69-1 3-14-2-5-2-2 2v-1l-1-10q-4 6-12 5h-1v-2q1-3 5-3h4q3-3 6 0 2 6 8 10 6-2 13-1"/><path fill="#fab20d" d="M62 61q2 3 6 4-1 2 1 3l9 2-1 2-10-1q-2-3-5-2z"/><path fill="#cb6710" d="M38 70v1l-2 1q-5-4-11-4l-4-3q0-2 3-1h1l2 1 9 1v-4z"/><path fill="#edc863" d="M63 54q4 0 7 2l4-1q3 2 5 7 5-1 9 1l-2 2 7 3-3 4q-1 4 3 7l-4 1-1 3q-4 0 0 3l-22 8q-3 0-3-2 4-3 10-3 3-2 0-2l-3 2q-6-2-10 1l2 2-9 2q-3-1 0-2-6-1-9 2l-1-1q0-4 3-4l5 1v-3h4l1-2 7 2q-6-6-13-2l-4-4 4 2 1-2 2 1q3-3 7-2l10 2 4-3-2-1 8-1-2-2 4-2-4-1 11-2H79q0-7-6-9l-2-3 1-1-7-1z"/><path fill="#ecc35d" d="m27 56-2 3-5 1 2 1-6 1 2 2q-6 1 0 4l-1 1 4 1-8 2q3 1 2 4l-2-1-6 1q3 2 0 3l-2-4 3-1q-3-2-1-4l8-10 7-2q-2-4 1 0 1-2 4-2"/><path fill="#fac420" d="M54 51q1 3 4 1l5 2 2 2 7 1-1 1 2 3q6 2 6 9h-1l-9-2q-2-1-1-3-4-1-6-4l2-3-9-2q-5-3-8 0v-1q1-5 7-4"/><path fill="#e08412" d="M73 61v5l-3 1v-6z"/><path fill="#edda94" d="M73 66q-3-1-1-2z"/><path fill="#f19908" d="m54 57 1-1 9 2-2 3v8q3-1 5 2l10 1-6 5-10-5-1-2v-1q2-9-6-12"/><path fill="#f49c0b" d="m59 73-4 5-8-1 3-1-9-1-3-3v-1l2-2 5 2z"/><path fill="#e0ac41" d="M25 59q-2 1-1 4v2q-3-1-3 1l4 3q6 0 11 4l2-1 3 3 9 1-3 1q-3-1-3 1l7 2 4-2h10l6-1 6-5 1-2h11l-11 2 4 1-4 2 2 2-8 1 2 1-4 3-10-2q-4-1-7 2l-2-1-1 2-4-2 4 4q7-4 13 2l-7-2-1 2h-4v3l-5-1q-3 0-3 4-4-3-7 0l-1-2-2 1q3-7 10-6-6-2-9 1l-1-1 3-3-2-1-1 2-7-3q-10 5 0-2l10-2q-11-1-17 6l-3-4q-3 1-4 4l-6-3 1-1q3-1 0-3l6-1 2 1q1-3-2-4l8-2-4-1 1-1q-6-3 0-4l-2-2 6-1-2-1z"/><path fill="#a9591b" d="m60 70 1 2 4 6H55l4-5z"/><path fill="#db6d09" d="m61 72 10 5-6 1z"/><path fill="#be6510" d="m47 77 8 1-4 2-7-2q0-2 3-1"/><path fill="#ecc866" d="m33 92-7-1-10-2v-3h-3q3-3-1-1v-2q1-3 4-4l3 4q6-7 17-6l-10 2q-10 7 0 2l7 3 1-2 2 1-3 3 1 1q3-3 9-1-7-1-10 6"/><path fill="#d59d33" d="M63 92h-1l-2-2q4-3 10-1l3-2q3 0 0 2-6 0-10 3"/></svg> |
{
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} | Generate code for a svg of a ripe blueberries hanging heavy on the bushes. | <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="#fbfaf9" d="M0 0h96v51h-9v5q2-1 4 2-4-1-6 3-7-1-1-3v-5l-6-1 4-4q1-2 4-1 0-3 2-5l-1-4 3-2-7-4q-2 0-1 3-4 0-5-2v-6q-3 2-1 6l-2 1-3-5q-3 1 0 4l-5 1v-7q-1-2-3-1l-1-1-5 3 2 7q-4 0-5 4l-5 1-2 5h-2l1-6-5 1 1-2 3-1-2-4q-3 1-4-1-2-3-4-2v-3h-6q-1 4 5 4l-1 1h-1l-7-1 1 2h-6q0-5 3-8l-1-1q-5 0-8 3 0-4-2-1l-2-2-3 3 2 3-1 3 5 1v1q-10 0-5 8-5-2-8-1z"/><path fill="#bac972" d="M14 27q-3 0-5 3l-2-3 3-3 2 2q2-3 2 1"/><path fill="#4b618b" d="M25 26q3 0 2 3-7 0-2-3"/><path fill="#c3d15f" d="M39 32h-1q-3-2-4-1-6 0-5-4h6v3q2-1 4 2"/><path fill="#677695" d="m63 26-4 9-2-7 5-3z"/><path fill="#c6d06b" d="M77 33h-1q-2-4 1-6z"/><path fill="#c5ce8b" d="M32 32v3q-3-1-5 1-3-2-5-1l-3-2h7l-1-2z"/><path fill="#d6dd9f" d="M87 38q-2-3-5-3-1-3 1-3l7 4z"/><path fill="#90a228" d="M13 34q4-1 1 2z"/><path fill="#3c4a80" d="M20 33h-1l3 2-7 9q-4 3-2 7 0 2 2 3l-1 8-3 1-2-2q0-3 2-4-6 0-4-5l1-1 4-1q-2-3-1-5-1-2-3-2-5-8 5-8l1 1q3-3-1-2l-5-1 1-3q2-3 5-3 3-3 8-3l1 1q-3 3-3 8"/><path fill="#adbf4c" d="M74 34v2q-6-2-6 4-7 4-5-2-1-4 3-4l5-1q-3-3 0-4z"/><path fill="#d8ddd6" d="M22 35q2-1 5 1-3 3 2 6-3 1-5-1-5 1-8 4l-1-1z"/><path fill="#a9b2b7" d="M32 32q-1 3 3 6-3 2-3 6l-2-3 1-5h-5q2-2 5-1z"/><path fill="#34457d" d="M63 26q2-1 3 1v7q-4 0-3 4-3 1-2 5 2-1 3 2 3-3 7-3l3-6v-2l2-1h1q1 2 5 2 3 0 5 3l1 4q-2 2-2 5-3-1-4 1l-4 4q-2 0-1 2-4 1-5 4 2 3 3-1l4 2 1 5-4 2-8-5q-1-4-3-1l-4 6q-4-1-1-4l-3-3-1 1H46l-2-3h-9l-2-2v-3l3-1q-3-2-4-5l-2 1q-4 0-5 3h-5q1 2-2 4l-3-6 2-2-1-1q3-3 8-4 2 2 5 1-5-3-2-6h5l-1 5 2 3q0-4 3-6-4-3-3-6l1-1q1-1 4 1-1 5 3 8l5-1-1 6 1 10 3-3q-1 5 2 0 5 2 6-4 0-4-3-5-3 1 0 4-3 0-1 3h-4l-2-2v-3l2-5 5-1q1-4 5-4z"/><path fill="#bac0a2" d="M74 41q3 1 0 4-3-3 0-4"/><path fill="#d4d9c6" d="m74 36-3 6q-4 0-7 3-1-3-3-2-1-4 2-5-2 6 5 2 0-6 6-4"/><path fill="#708d31" d="m54 39-3-1q2-2 3 1"/><path fill="#496161" d="M38 32v5q2-1 3 1l-1 2q-4-3-3-8"/><path fill="#a7b964" d="M39 32q1 2 4 1l2 4-3 1q-1-2-3-1z"/><path fill="#d9ded2" d="M8 43q2 0 3 2-1 2 1 5l-4 1q0-3 2-5z"/><path fill="#a6a867" d="m15 44 1 1-2 2-2 3q-2-4 2-7"/><path fill="#94a0a6" d="M37 45q5 0 3 6-6-3-3-6"/><path fill="#bdd26b" d="M45 45h2v3l2 2v2l-3 3z"/><path fill="#9bac49" d="M30 47q-2 2-2 5-3 0-3-2 1-3 5-3"/><path fill="#9db045" d="M0 42q3-1 8 1l2 3q-2 2-2 5l-1 1q-9 2-2-4l-5-4z"/><path fill="#e0e4cb" d="m0 44 5 4q-7 6 2 4-2 5 4 5-2 1-2 4-3-3-3 1l-2-1q3-4-1-7l-3 2z"/><path fill="#a1ab84" d="M49 52v-2h4q-2-3 1-3-3-3 0-4 3 1 3 5-1 6-6 4-3 5-2 0"/><path fill="#7b8962" d="m66 49 2 2-2 5q-3-3-5-2-1-3 1-3l4 1z"/><path fill="#9cae41" d="m78 52 6 1v5q-6 2 1 3v2l-4 2-1-1-1-5-1-4q-2 1-1-1-1-2 1-2"/><path fill="#e2e5db" d="m46 60-1 1-2-2-1 7q-4-1-5 2v-3h-9l-2 3h-1l-1-2 6-5h1q4 0 4-4h9z"/><path fill="#f6f7ec" d="M96 53v5l-3-1q0-3 3-4"/><path fill="#87a344" d="M31 55h2l2 2q0 4-4 4z"/><path fill="#dbdfc0" d="M77 54q-1 2 1 1l1 4-4-2q-1 4-3 1 1-3 5-4"/><path fill="#42556f" d="M31 55v6h-1l-3-1v-5z"/><path fill="#b6c559" d="m4 61-4 2v-7l3-2q4 3 1 7"/><path fill="#b2c447" d="m9 61 2 2-2 1-3-2q0-4 3-1"/><path fill="#5e674c" d="m56 60-3 1 3 1-2 4-2-3-5 1-3-2 1-1 1-1z"/><path fill="#fbfbf9" d="M33 55h-6v5q-6 0-3 6l1 2q-4 1-3 5l3-2q1 6 4 1 2 3 6 3l1 1q3 5 7 0l-2-3 3-2 2-1 1-6 5-1-1 3q-6 4 2 4 5 10 5-2l6-2q0 6 5 10 1-6-1-9l3-1q-3-2-5-1-1-3 2-4l8 5 4-2 1 1q3 1 0 4l1 1q1-3 4-4l-2 6q2 9 4 0l5 2v-4h3v26H0V63l4-2 2 1 3 2 2-1 3-1 1-8q-2-1-2-3l2-3 3 6q3-2 2-4h5q0 2 3 2 0-3 2-5l2-1q1 3 4 5l-3 1z"/><path fill="#a7b372" d="M14 62q3-1 5 2-4 0-5-2"/><path fill="#768344" d="M91 58q3 3-1 5v5l-4-2q-3 1-4 4l-1-1q3-3 0-4l4-2v-2q2-4 6-3"/><path fill="#a3b441" d="m27 60 3 1-6 5q-3-6 3-6"/><path fill="#5a7842" d="M38 62q1-1 4 1l-2 1z"/><path fill="#98a74a" d="m45 61-1 1 3 2-2 2h-3l1-7z"/><path fill="#f9f9f5" d="M96 63v4q-9-2 0-4"/><path fill="#364781" d="m37 68-2 7q-4 0-6-3l-3-4 2-3h9z"/><path fill="#98a554" d="M61 66h-6l-1 2v-2l2-4-3-1 3-1 1-1 3 3q-3 3 1 4"/><path fill="#495066" d="m47 64-1 6-2 1v-3l1-2z"/><path fill="#24387a" d="m52 63 2 3v2l-1 1q-3-1-2-3z"/><path fill="#bac657" d="M68 61q-3 1-2 4 2-1 5 1l-3 1q2 3 1 9-5-4-5-10l-6 2q0 12-5 2v-1l1-1 1-2h6l4-6q2-3 3 1"/><path fill="#667880" d="M51 66q-1 2 2 3v1q-8 0-2-4"/><path fill="#5b6f5b" d="M42 66h3l-1 2q-4 0-6 3l3 2q-5-1-5 3l-1-1 2-7q1-3 5-2"/><path fill="#b7c845" d="M44 68v3l-3 2-3-2q2-3 6-3"/><path fill="#becb61" d="M96 51v2q-3 1-3 4l3 1v5q-9 2 0 4v3h-3v4l-5-2q-2 9-4 0l2-6 4 2v-5q4-2 1-5-2-3-4-2v-5z"/><path fill="#a3b24c" d="m25 68 3 4q-3 5-4-1l-3 2q-1-4 3-5"/><path fill="#323d7c" d="m41 73 2 3q-4 5-7 0 0-4 5-3"/></svg> | |
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"bytes": "",
"path": null
} | Generate code for a svg of a a blue park sign surrounded by flowers. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfbfc" d="M0 0h96v96H0z"/><path fill="#105fb2" d="m63 59-10 4-2 9-2 3 2 2-2 5v-1q0-6-4-2l-1-2 2-5q-3-9-10-12-9-9-6-21 11-19 30-9 12 13 3 29"/><path fill="#bcd0e3" d="M47 31q2 0 1 2z"/><path fill="#afc9dc" d="M49 36q1 3 5 6 3 0 4 4-1 6-6 7-2 4-5 4-3-5-8-7-2-8 5-10 1-4 4-6z"/><path fill="#1b74b3" d="M49 36q-1 1 1 4h-4q0-3 3-4"/><path fill="#0d60b4" d="M54 42q3 5 0 9H43q-6-4 0-9z"/><path fill="#afc8d9" d="m46 45 3 4q0 3-2 0h-2z"/><path fill="#004b9e" d="M46 55q1-3 4-1-3 3-4 1"/><path fill="#dde5e8" d="M36 60q7 3 10 12l-2 5 1 2q4-4 4 2l-3 2-5-3q1-3-1-4l4-2q-3-3-6 1v-6l-3 5-3-3q-2-5 1-8l1-1q0-2 2-2"/><path fill="#e0dedc" d="m63 59 4 2-4 4 3 1-3 2 1 1-4 4h-1v-3l-5-1-1 2 3 2q-3 1-5-1l2-9z"/><path fill="#2f677a" d="m34 62-1 1h-2q-4-1-1-3z"/><path fill="#c7d1cb" d="M48 60v3q-3-1 0-3"/><path fill="#2a7bcf" d="M74 62q3-1 4 3l-2 1q-5-1-2-4"/><path fill="#5983ad" d="M81 64q1 2-1 3 0-2-2-2-1-4-4-3 2-3 6-1z"/><path fill="#9eadb3" d="M25 68h-1l-3-1 1-2q-5-7 1 0 1-4-1-6 2-3 3 0 1-3 3-1-4 4-3 10"/><path fill="#265e93" d="M36 64q4 0 1 3-4-1-1-3"/><path fill="#a8bebc" d="M31 63h2q-3 3-1 8h-2v-3l-3-1q0-3 2 0z"/><path fill="#6a8095" d="m66 66 2 1-4 2-1-1z"/><path fill="#c8867b" d="m21 67 3 1v2q-3 0-3 2l-3-1q-3 3-4 0 3-3 7-4"/><path fill="#4e5b74" d="M70 67q2 0 1 3-2-1-1-3"/><path fill="#92b3be" d="M76 70v-4l2-1q2 0 2 2 2-1 1-3 2-3 3 0l-4 6-3-2z"/><path fill="#a56158" d="M78 65q2 0 2 2-2 0-2-2"/><path fill="#f39656" d="M59 73h-3l-3-2 1-2 5 1z"/><path fill="#98a09c" d="M24 70q-1 3 2 5-3 0-3 3v1h-6q-1-6 2-2v-3q0-3 1 0l1-2q0-2 3-2"/><path fill="#d97e63" d="M25 70q1-1 4 1l-1 1q-3 1-3-2"/><path fill="#bbc0b5" d="M48 71v2z"/><path fill="#d0ced2" d="M24 68v2q0 3 3 2l2 1v4l-3-1-4 2q0-3 3-3-3-2-2-5z"/><path fill="#919ea6" d="m40 76-3-1 1-1v1q3-4 6-1z"/><path fill="#266ebd" d="m69 72-2 6-2-2h-2l1-4q2-3 5 0"/><path fill="#d7dad5" d="m69 72 1 3 3 1h2v-2l5-2 5 2q0 3-3 2-3 0-5 3-3-2-5 1l-1-2-5 3 1-3z"/><path fill="#c26758" d="M12 75q3 0 0 3-3-1 0-3"/><path fill="#f0f2f2" d="m58 76-2 3v-4q3-3 2 1"/><path fill="#47778e" d="M76 68v2q-2 1-1 4v2h-2q0-5 3-8"/><path fill="#81a3b0" d="M51 72q2 2 5 1h4v3h-2q1-4-2-1v4h-2l-3-2-2-2z"/><path fill="#336379" d="M58 76h6v1q-3-1-3 2l-8 4 1-4h2z"/><path fill="#815c4c" d="M64 77q-2 1-1 4h-2v-2q0-3 3-2"/><path fill="#5d7984" d="m13 82 4-1q3 2 0 3z"/><path fill="#e7a79a" d="m30 77-3 2q-3 0-2 3l-4 4q-1-4 3-7h-1v-1l4-2z"/><path fill="#375b63" d="M81 82q2-1 1 1-8 3-1-1"/><path fill="#aab3ad" d="m64 76-1 8q1-3 4 0-4 2-4 6l-1 1V81q-1-3 1-4z"/><path fill="#547975" d="m65 76 2 2-1 3 5-3 1 2q2-3 5-1l-6 3q-2 1-1 4h4l-7 5-3-1q0-4 4-6-3-3-4 0z"/><path fill="#2772b6" d="m38 74-1 1 3 1q2 1 1 4l5 3-1 5q-2-3-2 1v1l-2-5-1 2q-5-9-6 1l-2-5q-4-1-5-4l3-2v-6h2l3 3 3-5z"/><path fill="#8ca89a" d="m51 77 3 2-1 4 8-4v2l-5 4-1-2-4 4-2-5z"/><path fill="#4e807e" d="M61 81h2v10l-3-4-4 6-1-5-1 1-1-1 2-5 1 2z"/><path fill="#3b7586" d="M27 79q1 3 5 4l2 5q1-10 6-1l1-2 2 5-1 2-6-5-3 4-1-2h-4l-3-7q-1-3 2-3"/><path fill="#366f89" d="m49 81 2 5q-4 2-4 6l-4-4q0-4 2-1l1-5z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bouquet of wildflowers in a mason jar. | <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="#e7b2b3" d="M54 17q-4 1-6-1-3-2 0-2h3z"/><path fill="#dbb76b" d="M35 17q-2 0-1 2-6-1-1-3z"/><path fill="#565c5c" d="M53 21q2 0 1 2z"/><path fill="#fab93a" d="m65 30-3-4q1-6 5-1l1 5z"/><path fill="#eae8e4" d="M48 16q2 2 6 1l1 1-5 2q-3 5-3 12 0-3 2-3 0 2 3 2l3 1 1 1q-4 5 0 2l-1 4 2 1q0 2 2 1l1-2q-1-3 2-4 3 0 5 3-1-3-3 0v5h3l-4 1-1-1-3 4-8-2q3 0 1-2 2-5-3-5v4q-1 3-3 0 1-3-1-6l-1 9-1-7q-3 2-3-1 0 3-3 2-2 0-1 2-2-5-5-2-3-3 0-4h3q1 2 5 2v-6q-5-1-5 3l-3-4-2 2-2-4q3-1 7 2v-4l-7-4 2-2 9 6q-1-5-4-7-1-2 1-2 2 8 4 0 3-1 2 2l2 1q0 3 3 0l-2-1q2-4 3 0z"/><path fill="#ed8747" d="m44 19 2 1q-3 3-3 0z"/><path fill="#1d272d" d="m38 26 2 1q-4 2-2-1"/><path fill="#ecd56f" d="M55 30v2l-3-1q0-2-2-2 0-2 2-2z"/><path fill="#5b7b2e" d="M49 29q2 0 2 2-3 0-3-2"/><path fill="#f59280" d="M34 35v-1q0-4 5-3v6q-4 0-5-2"/><path fill="#cfcfc3" d="m62 26 3 4-3 5q-3 1-2 4-3-2-3 1l-2-1 1-4q-4 3 0-2l-1-1v-2l3 3v-5z"/><path fill="#e77f58" d="M44 33q2 0 1 2z"/><path fill="#e9737c" d="M67 38v5h-3v-5q2-3 3 0"/><path fill="#4a3433" d="m60 39-1 2-2-1q0-3 3-1"/><path fill="#264730" d="m52 43-3-1v-4q5 0 3 5"/><path fill="#ba6657" d="m57 40 2 1q-2 1-2-1"/><path fill="#b8ccbd" d="m49 42 3 1q2 2-1 2l8 2 3-4 1 1 1 1q-5 2-8 7-3 0-4 3l-1-1-3 4q-1-3 2-5h-5l-8-1q-3-9 6-7-3-4-7-4-1-2 1-2 3 1 3-2 0 3 3 1l1 7 1-9q2 3 1 6 2 3 3 0"/><path fill="#eff4f0" d="m37 52 8 1q-1 2 1 5v1q-2-1-2 1 3 4 2 10l-4-4-1 2 5 6-4 8 3 1q1-9 4 0l1 1q0-3 3-2l-3-5q1-3 5-2 0-7-4-2l-1-2q0-6 5-7l-3-1q-3 2-3 6v-5q4-4 4-8-6 7-1-1 1-3 4-3l3 3v27l-2 3q-10 3-18 0l-4-6q-2-15 2-27"/><path fill="#efc680" d="M46 58h2l-1 3z"/><path fill="#86bc89" d="M45 53h5q-3 2-2 5h-2q-2-3-1-5"/><path fill="#79af7b" d="M41 62q0-3 2-1 2 1 1 4z"/><path fill="#84bf7a" d="M52 55q-5 8 1 1 0 4-4 8v5q0-4 3-6l3 1q-5 1-5 7l-2 2-2-3q1-6-2-10 0-2 2-1l1 2 1-3 3-4z"/><path fill="#66a15b" d="m46 70 2 3 2-2 1 2q4-5 4 2-4-1-5 2l-1 6q-3-9-4 0l-3-1 4-8-5-6 1-2z"/><path fill="#a0c29a" d="m50 77 3 5q-3-1-3 2l-1-1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a children singing together in the living room. | <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="#fbfaf3" d="M0 0h96v58h-7l-2-4-11-3-3-4q-5 0-11 3l-3-2q-3 0-4 3l-1-1q4-7 11-2 4-1 1-4-2-1-4 1l-2-2q-4 1-6 5l-1-1q-1 2-3 1l-5 2v2q-3-3-4 0 0-3 3-5-3-3-4 2l-6-3 1-1q-3-1-5 1l-3-2v-5l-11-2 5-1H11q25-3-1-3l-1 3-9-1z"/><path fill="#f6eaca" d="M83 29q5-1 9 1v14l-1-2h-9q-1-7 1-13"/><path fill="#fdfbf3" d="M84 31h7v9h-7z"/><path fill="#f9e095" d="M86 32h3v3h-3z"/><path fill="#f8f6ea" d="M87 54q-6-2-8 4l2 1-2 2h-6l-1 12-1 3q-3-3-5-2h-1l-3-1v-7l2-3-1-4v-1q9-5-1-7l-3 1 1 1v2q-4-1-1 2l-1 1q-1-3-3 0l1 1 3 3q-3 1 0 4v7l1-7h1l-1 9-3-1q-3-2-6-1v-3h-4v3H37q-3 2-2-1l2-7-1-7q5 2 9-3l-10 2q-3 2-3 6l1 3q-1 3 1 6l-2 2-8 3-4-1q4-1 4-6-6-1-3 3l-3-1-4-4-1-3-4-1v-1q2-2 6-1v-5l8 1V39H8q-3-1-4 2v19l-2-2-2 6V35l9 1 1-3q26 0 1 3h10l-5 1 11 2v5l3 2q2-2 5-1l-1 1 6 3q1-5 4-2-3 2-3 5 1-3 4 0v-2l5-2q2 1 3-1l1 1q2-4 6-5l2 2q2-2 4-1 3 3-1 4-7-5-11 2l1 1q1-3 4-3l3 2q6-3 11-3l3 4z"/><path fill="#f5f3ed" d="m8 40 10 3q2 5-3 8v5q-2 1-1 4l-7 1z"/><path fill="#503741" d="M31 50q8 0 1 4v3q-4 0-4-3t3-4"/><path fill="#d25a29" d="M63 58v-2q2-1 1-2-2-2-4-1l-1-1 3-1q10 2 1 7"/><path fill="#c0beba" d="M8 39 7 61l7-1q-1-3 1-4v6q-4-1-6 1-1-1-3 1l-2-4V41q1-3 4-2"/><path fill="#fef2c4" d="M8 40v-1h15v19l-8-1v-6q5-3 3-8z"/><path fill="#f0cb6d" d="M60 53q2-1 4 1 1 1-1 2-1-2-3-1z"/><path fill="#d59c74" d="M60 55q2-1 3 1v3zl-1 1q-3-3 1-2"/><path fill="#ca8873" d="m36 58-1-1 10-2q-4 5-9 3"/><path fill="#bf7f6e" d="M58 58q-2-1-2 1l-1-1q2-3 3 0"/><path fill="#fcf7df" d="M93 58h3v18q-6-3-11-2-1-5 2-2 3-1 1-3l4-2-9-2 8-1q0-4 2-6"/><path fill="#41303a" d="M46 58q5-2 5 4-4-5-6 1-1-3 1-5"/><path fill="#fce8a9" d="m87 54 2 4h4q-2 2-2 6l-8 1q0-4-4-4l2-2-2-1q2-6 8-4"/><path fill="#d94f36" d="m63 59 1 4-2 3h-3q-3-3 0-4l-3-3q0-2 2-1l1-1 1-1z"/><path fill="#c24836" d="m35 57 1 7-4 1-1-3q0-4 3-6"/><path fill="#453c43" d="m4 60 2 4q2-2 3-1v1l-2 3-4-3q-1 2-3 1v-1l2-6z"/><path fill="#b9b5af" d="m9 64 4 1v10h-1l-1-8-6 6q-1-4 2-6z"/><path fill="#848485" d="M7 67q-3 2-2 6l2-2-1 3-3-3v1l-3-3v-4q2 1 3-1z"/><path fill="#c65a49" d="M79 61q4 0 4 4l-3 7-8 1 1-12z"/><path fill="#757280" d="m59 66-1 7z"/><path fill="#eadfd2" d="m0 69 3 3v5H0z"/><path fill="#da6448" d="m20 76-1-1 2-2q-3-4 3-3 0 5-4 6"/><path fill="#f2ecd9" d="M12 75q-3-1-5 1l-1-2 1-3 4-4z"/><path fill="#fad389" d="m14 68 4 4 3 1-2 2h-5z"/><path fill="#dfb289" d="m57 74-1 1q-6 0-7-3-2 0-2 3-5-2-8-1l-2-1h10v-3h4v3q3-1 6 1"/><path fill="#5f4c4f" d="m37 65-2 7q-1 3 2 1l2 1 2 1-1 1-8-2 2-2q-2-3-1-6z"/><path fill="#e5d6b8" d="m56 75 4 1H40l1-1-2-1q3-1 8 1 0-3 2-3 1 3 7 3"/><path fill="#63575e" d="M61 66v7l3 1-5 2-4-1 1-1 3 1z"/><path fill="#fbe7b2" d="m83 65 9 2-4 2q2 2-1 3-3-3-2 2 5-1 11 2v12H68v-3l2-7q5-1-1-1l-3-3q2-1 5 2l1-3 8-1z"/><path fill="#97543d" d="M0 78v-1h8v12H2z"/><path fill="#523435" d="m6 74 1 2q2-2 5-1h1l6 1v8q-6-1-10 1H8v-8H3v-6z"/><path fill="#a37150" d="m13 65 1 3v7h5l1 1 4 1 8-3 8 2h20l5-2h1l3 3-42 2h-7v6H9q4-2 10-1v-8l-6-1z"/><path fill="#95583b" d="M69 77q6 0 1 1l-24 4q-10 0-17-4z"/><path fill="#794936" d="M29 78q7 4 17 4l24-4-2 7H27v-6q0-2 2-1"/><path fill="#fcdf90" d="M27 79v6h41v3H9v-3h11v-6z"/><path fill="#c8af7a" d="M8 85v3h87v1H8z"/><path fill="#c5c0b8" d="m0 78 2 11h94v1H0z"/><path fill="#dedfdb" d="M0 90h96v6H0z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green signs for baggage claim in the terminal. | <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="#e5ede7" d="M0 0h96v24h-3L92 8l-1-1L6 9q-3 6-2 14H0z"/><path fill="#69b36a" d="M91 7H8L6 9 5 7q42-3 86 0"/><path fill="#389f2f" d="M8 7h73q-3 2 1 2L71 28v8l2 2-1 1 3 1-2 4-2 6-2-6-2 2q-3-4-6 0-2 6 5 4 2-3 2 2l5-1h3q8 0 5-7-3-1-5 1-1-3 1-3h5q4 2 5 8 1-4 4-6l-3 14-6 1q-4-1-6 1-3-1-5 2-9-3-9 6h-8l-1-5q-3-3-6-2-3 3 0 7l-10 1h-8q4-7-4-6-3 2 0 5h-2l-12-1q-1-2-3-1-3-3-2-6l1-3q3-1 5 4l2-2 4 1q-1-3 2-4-2-2-1-4v-3l3 2 11-1q-2-3-1-5-3 3-3-1 3-1 7 1-3 2-2 6 2-1 5 1 1-3 5-1l3-2 2 2 1-6q2-2 5-1 0 2 3 2l-3 4q5-1 3-6v-2h7L53 21l-1 1-8-6q-16-5-32-7z"/><path fill="#3ba82d" d="M12 9q16 2 32 7l8 6 1-1 2 4-3-1-3 2-6-5h-3q1-2-2-2l-2 2q3 1 2 5l-6 6-7-4q-6 0-9 3l-2-6 1-1-4-6q1-3 4-3z"/><path fill="#3aa42d" d="M81 7h10l1 1 1 16h3v13h-4l-1 7q-3 2-4 6-1-6-5-8h-5q-2 0-1 3v6h-1l-1-7h-1l2-4-3-1 1-1-2-2v-8L82 9q-4 0-1-2"/><path fill="#37a72a" d="m8 7 4 2 3 6q-3 0-4 3l4 6-1 1 2 6q3-3 9-3l7 4 6-6q1-4-2-5l2-2q3 0 2 2h3l6 5 3-2 3 1 10 17h-7v2h-3q-3-1-5 1-4-3-5 2-1-6-4-1-3-2-5-1-4-2-7-1h-1l-2 2q-3-2-4-1l-1 3q-3-6-4 0 0 3 2 4-1 2 1 4-3 1-2 4l-4-1-2 2q-2-5-5-4l-1 3-1-3V42H0V23h4Q3 15 6 9z"/><path fill="#e6eee7" d="M0 42h5v12l-5 4z"/><path fill="#c6ddc9" d="M55 44h3q2 5-3 6l3-4q-3 0-3-2"/><path fill="#d7e6d8" d="M76 51v-6q2-2 5-1 3 7-5 7"/><path fill="#4e8b53" d="m78 45 2 2-1 3q-2-3-1-5"/><path fill="#c2dcc8" d="M28 44q0 4 3 1-1 2 1 5l-11 1-3-2v3q-2-1-2-4 1-6 4 0l1-3q1-1 4 1l1 4z"/><path fill="#7bae8b" d="m28 44-1 6-1-4z"/><path fill="#bad3c2" d="m50 45-1 6-2-2-3 2q-4-2-5 1-3-2-5-1-1-4 2-6 2-1 5 1 3-5 4 1 1-5 5-2"/><path fill="#c0dac4" d="m73 44-1 7-5 1q0-5-2-2-7 2-5-4 3-4 6 0l2-2 2 6z"/><path fill="#468c4e" d="M63 46h3q-1 8-3 0"/><path fill="#79b47d" d="m74 44 1 7h-2z"/><path fill="#323b32" d="M5 54v3q-4 1-4 5t3 8l-1 1-3-1V58z"/><path fill="#91a194" d="M82 63h4l-4 8z"/><path fill="#f5f8f8" d="M96 37v59H57v-4h3q9 0 8-9 4-1 4-6l2 4 7-9 1-1 4-8h-4v-4l6-1 3-14 1-7z"/><path fill="#e5ece7" d="M29 69h-3l-1-1q-3-3 0-5 8-1 4 6"/><path fill="#dbe3dc" d="m5 57 1 3q-1 3 2 6l3 4H4q-3-4-3-8t4-5"/><path fill="#e6ede7" d="m53 63-1 5h-5q-3-4 0-7 3-1 6 2"/><path fill="#62a263" d="m53 63 1 5h8l-10 1v-1z"/><path fill="#eff1f1" d="m11 67 12 1-3 2q-6 0-10-3z"/><path fill="#354235" d="M23 68h2l1 1-1 1q-6 2-10 1l5-1z"/><path fill="#343e3c" d="M82 59v12h-6V60q2-2 6-1"/><path fill="#e8eee9" d="M76 60v3h-4l-2 5q-7 3-12 8-5-1-5 3-7-3-13-2v-7l12-1 10-1q0-9 9-6 2-3 5-2"/><path fill="#d7ddd8" d="m0 70 3 1 11 2-14 1z"/><path fill="#8fbd8b" d="M26 69h11q-2 3-1 7-8-1-11-6z"/><path fill="#7f947f" d="M76 63v8h6l-1 1H69q5 3-1 2l4 3q0 5-4 6-1-10-10-7 5-5 12-8l2-5z"/><path fill="#9cafa1" d="m81 72-7 9-2-4-4-3q6 1 1-2z"/><path fill="#687463" d="M8 66q2-1 3 1h-1q4 3 10 3l-5 1q4 1 10-1 3 5 11 6l4 1 10 2-2 3-12 4-1-2q-2 3 1 8-4 0-6 4H0V74l14-1-11-2 1-1h7z"/><path fill="#bacebb" d="M47 68h5v1l-12 1v7l-4-1q-1-4 1-7z"/><path fill="#4ba83f" d="M58 76q9-3 10 7 1 9-8 9l-3-3-4-8v-2q0-4 5-3"/><path fill="#687a63" d="M40 77q6-1 13 2v2q-3-3-2 1v14H30q2-4 6-4-3-5-1-8l1 2 12-4 2-3z"/><path fill="#8ca98a" d="m51 82 3 6 3 1 3 3h-3v4h-1v-4h-4v4h-1z"/><path fill="#d3dcd3" d="m53 81 4 8-3-1-3-6q-1-4 2-1"/><path fill="#f4f3f1" d="M56 96h-4v-4h4z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a red and white striped shopping bags filled with clothes. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefdfd" d="M0 0h96v96H0z"/><path fill="#f3dbd7" d="M42 58h-3q-2-3-2-1l2 24-3 2-1-1V58h-3v21l-2-21q-3 0-3 3l-1 9q0 2 2 3l-3 1-1-3-1 3q0-9 3-16h-2l5-6 1 3 3-2h3l1 3q3-1 5 2"/><path fill="#f04e3f" d="M24 58h2q-3 7-3 16v1l-1-1q0-9 2-16"/><path fill="#e19992" d="M58 56v2q-3 6-3 13l-1-4 2-8q-1-3-3 0l-1 5q-3-9 6-8"/><path fill="#ee948b" d="m66 56 2 3-1 3q-2-3-1-6"/><path fill="#e5473b" d="M58 56h3v6l-1 6-1 1q-2-6-1-11z"/><path fill="#ed7266" d="M68 71h-3l-1-5-2-9 1-1z"/><path fill="#f8958c" d="m61 62 1 2-2 4z"/><path fill="#ec443b" d="m35 82-3-3V58h3z"/><path fill="#f44e44" d="m69 77 1-6 2-15h11l1 21z"/><path fill="#dea5a0" d="M39 59v-1h3l2 22-1 1z"/><path fill="#f55e4b" d="m54 67 1 4-3 2q0-4 2-6"/><path fill="#e9655b" d="M30 58q-2 6-2 15-2-1-2-3l1-9q0-3 3-3"/><path fill="#e8c3c0" d="m64 66 1 5h5l-1 6-4 1q2-3-1-2z"/><path fill="#e47e76" d="m22 74-1 6q-3-4 0-7"/><path fill="#e1adaa" d="M63 76v2q-6-1-10 1l-2-2z"/><path fill="#dd483c" d="M63 76q3-1 1 2h-2z"/></svg> | |
{
"bytes": 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} | Generate code for a svg of a a single cloud in a clear blue sky. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#37a0d2" d="M0 0h96v45q-3 0-3 2l-2-8q3-6-3-3-1-3-3-1 2 2 1 5l-5-1 5 3q-3 2-3 5l-1-4h-3l-7-8q2-4-3-4l1-1-2-3v-4l-6 4-3-2v-3l3-2-4-4q-7 3-9-4-1 3-2 0l-1 3q-2-3-1-5 5 0 2-3-3 0 0 1-3 0-3 2l-2 8q-5-4-2-8h2l-2-1-5 3-6-2q-3 0-4 2-6-9-2 1l-6 3 3 2-5-1-1 3q-3-1 0-3l-4-1-4-8-3 6-1-1v2q0 3 3 5l-3 3 5 2-2 2v6l4 6-1 1-2-3q-3 2-1 5-2-3-2 1 2 2-1 4l4 2-4 5q-1 2 1 5l-3 4z"/><path fill="#36a1d5" d="M68 27h-3v3q-3-3-5 0l-2-1q-3 5-3 0l-1 1-4-5 1 3-2 3q-6-2-9 4l-3 1-1-1q5-3 3-7 3-1-1-3-3 1-6-1-1 2 2 3-2 2 1 3h-4l-2 2-1-1q1 9-2 0l1-1-7-2-1 5-5-1q3 2 0 3v11l1 5q-5 3 1 4-5 3-1 5l-2 2 4 1q-6 0-1 3l-2 2q3 1 4 5l1-2 1 5 4-1v4l2 2-4 1 2 1q-3 2-2 6l-4-1q-5 1-5 4l6 3 4-1v2H0V63l3-4q-2-3-1-5l4-5-4-2q3-2 1-4 0-4 2-1-2-3 1-5l2 3 1-1-4-6v-6l2-2-5-2 3-3q-3-2-3-5v-2l1 1 3-6 4 8 4 1q-3 2 0 3l1-3 5 1-3-2 6-3q-4-10 2-1 1-2 4-2l6 2 5-3 2 1h-2q-3 4 2 8l2-8q0-2 3-2-3-1 0-1 3 3-2 3-1 2 1 5l1-3q1 3 2 0 2 7 9 4l4 4-3 2v3l3 2 6-4z"/><path fill="#39a3d6" d="m37 36-6 6q-3 7 5 11l12 2q6-3 13-3 3-4 2-10l-6-4q-4-5-8-7l2-3-1-3 4 5 1-1q0 5 3 0l2 1q4 1 1 4 3 1 3 5 2-5 4 1l-2 1 1 1q-3 2-2 6l1-4 2 3 2-5 4 2q0 7-5 10l2 2-6 1v-3q-3-2-3 1l-6 6 1 2-9 15 4 7 2-2 7 5 1-3 2 4q2-3 5-2l-1 4-8 2q-5-4-5 3H23v-2l-4 1-6-3q0-3 5-4l4 1q-1-4 2-6l-2-1 4-1-2-2v-4l-4 1-1-5-1 2q-1-4-4-5l2-2q-5-3 1-3l-4-1 2-2q-4-2 1-5-6-1-1-4l-1-5V35q3-1 0-3l5 1 1-5 7 2-1 1q3 9 2 0l1 1 2-2h4q-3-1-1-3-3-1-2-3 3 2 6 1 4 2 1 3 2 4-3 7z"/><path fill="#37a2d5" d="m68 27 2 3-1 1q5 0 3 4l7 8h3l1 4q0-3 3-5l-5-3 5 1q1-3-1-5 2-2 3 1 6-3 3 3l2 8q0-2 3-2v8q-5 2-2 5-1 3-2 1-2 6-8 6l3-3q-4-1-5-4 2-3 1-5l-3-6q-3 2-1-1-1-3-3-1v15l-3-1 1 1-2 2q2 4-3 7-5-3-5 2-3-4-6-4l-2 6 2 4q-4 2-1 6l2-1 3 3-1 3-7-5-2 2-4-7 9-15-1-2 6-6q0-3 3-1v3l6-1-2-2q5-3 5-10l-4-2-2 5-2-3-1 4q-1-4 2-6l-1-1 2-1q-2-6-4-1 0-4-3-5 3-3-1-4 2-3 5 0v-3z"/><path fill="#f7f8f8" d="M49 31q4 2 8 7l6 4q1 6-2 10-7 0-13 3l-12-2q-8-4-5-11l6-6 3-1q3-6 9-4"/><path fill="#36a1d3" d="M96 53v43H55q0-7 5-3l8-2 1-4q-3-1-5 2l-2-4-3-3-2 1q-3-4 1-6l-2-4 2-6q3 0 6 4 0-5 5-2 5-3 3-7l2-2-1-1 3 1V45q2-2 3 1-2 3 1 1l3 6q1 2-1 5 1 3 5 4l-3 3q6 0 8-6 1 2 2-1-3-3 2-5"/></svg> | |
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} | Generate code for a svg of a black and white vector illustration of a reel, potentially representing a fire hose, indicated by an arrow. | <?xml version="1.0" encoding="iso-8859-1"?>
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| |
Okay, here's a concise summary of my thoughts on drawing a close-up black and white photo of a four-square picture:My primary focus is on capturing the essence of a black and white photo, focusing on the visual details and the overall composition. I aim to create a sense of depth and realism, emphasizing the subtle nuances of form and texture. The image should be visually appealing and evoke a feeling of quiet contemplation or a moment of profound reflection. | {
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} | Generate code for a svg of a a close up of a black and white photo of a four square picture | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
width="24"
height="24"
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version="1.1"
inkscape:version="0.47 r22583"
sodipodi:docname="Nouveau document 2">
<title
id="title2818">WireframeSketcher SVG asset</title>
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<inkscape:perspective
sodipodi:type="inkscape:persp3d"
inkscape:vp_x="0 : 526.2 : 1"
inkscape:vp_y="0 : 1000 : 0"
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inkscape:persp3d-origin="372 : 350.8 : 1"
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inkscape:persp3d-origin="0.5 : 0.3333 : 1"
inkscape:vp_z="1 : 0.5 : 1"
inkscape:vp_y="0 : 1000 : 0"
inkscape:vp_x="0 : 0.5 : 1"
sodipodi:type="inkscape:persp3d" />
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pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1.0"
inkscape:pageopacity="0.0"
inkscape:pageshadow="2"
inkscape:zoom="11.2"
inkscape:cx="-13.5"
inkscape:cy="-1.181"
inkscape:document-units="px"
inkscape:current-layer="svg2"
showgrid="true"
inkscape:window-width="1916"
inkscape:window-height="1076"
inkscape:window-x="0"
inkscape:window-y="0"
inkscape:window-maximized="0">
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rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title>WireframeSketcher SVG asset</dc:title>
<dc:creator>
<cc:Agent>
<dc:title>Peter Severin</dc:title>
</cc:Agent>
</dc:creator>
<dc:rights>
<cc:Agent>
<dc:title>Copyright (c) WireframeSketcher.com</dc:title>
</cc:Agent>
</dc:rights>
</cc:Work>
</rdf:RDF>
</metadata>
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id="rect3615"
style="fill:#000000;fill-opacity:1;fill-rule:nonzero;stroke:none" />
</g>
</svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a yellow butterfly 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="#f2e19e" d="M0 0h8l4 3 1-1 2 4 4-1 3 3q2-4 6-1l-1 1q-16 3 1 5l1 1q-3 1-3 3l-9-4q-4 1-6 4l5 1q0 5-5 2l1-1H9q1 3 4 3-3 3-3 7l1 1q2-3 5-2l2 4 2-1 4 2 5 9q10-1 3 6v4l-12 2q-3 2-5 6l1 19q3-1 7 1l-2 3-1-1-1 3 5 5q-2 0-3 3-4-2-7 1l1 2H0z"/><path fill="#f3e29f" d="M8 0h29l2 1q-3 3 0 2 3 10 7 1l2 2 5-3h7l1 1-2 1q0 2 3 1v4q-5-7-8 0h2q1 3-1 5 0 3 3 2l1 3-9-2-6 3 8 8 1-1 4 3-3 4q-5-1-5 3h-2l-3-4h-3q-2-3-5-4l-1-1q-6-6-13-4l-1 2 3 6-4-2-2 1-2-4q-3-1-5 2l-1-1q0-4 3-7-3 0-4-3h3l-1 1q5 3 5-2l-5-1q2-3 6-4l9 4q0-2 3-3l-1-1q-17-2-1-5l1-1q-4-3-6 1l-3-3-4 1-2-4-1 1z"/><path fill="#f3e2a0" d="M37 0h44q-3 1-3 3l1 4q0-3 2 0 3-3-1-3 4-1 8 2-4 1 0 3-3 1 0 4-3 1-4-1-1 3-3 0 3-3-1-2l-2 6q6-2 9 5l-1 1 1 7 1-1 2 10q-1 5-4 6l3 2-1 9-7 3q-6 0-5-4l-2 2q-3-3-4 0-5-2-8-1 3-7-3-12l9-3q1-8 7-14-2-3-5-2-6 0-9 4-3 0-4 3l-4-3-1 1-8-8 6-3 9 2-1-3q-3 1-3-2 2-2 1-5h-2q3-7 8 0V6q-3 1-3-1l2-1-1-1h-7l-5 3-2-2q-4 9-7-1-3 1 0-2z"/><path fill="#f3ce2c" d="M62 55q-3 0-5 3l-4-3q-4-9-8-1l-7 3q-4-2-6-5v-4q7-7-3-6l-5-9-3-6 1-2q7-2 13 4h-2q-5-4-8 0l2 4q2-3 5-1-3 0-3 2v1q2-3 5-1 4 5 10 6l-5 2 1 1q-3 1-2 4 3-4 9-6l2 2 8-1-4-2 1-1-2-1q0-3 2-3l3-4h5l-5 5h7q2 1 2 3l2-4-7-1q3-2 7-1-3-2-5-1l-2-4q3-4 9-4 3-1 5 2-6 6-7 14l-9 3q6 5 3 12"/><path fill="#e7b126" d="M52 45q3 3 8 3l-3-3q3 0 5 4l-5 7q-3-3 1-5-3-4-4 0z"/><path fill="#e5b928" d="M33 29v2q2-2 3-1 3 1 5 4l6 6 2-2q0-4 5-3-2 0-2 3l2 1-1 1 4 2-8 1-2-2q-6 2-9 6-1-3 2-4l-1-1 5-2q-6-1-10-6-3-2-5 1v-1q0-2 3-2-3-2-5 1l-2-4q3-4 8 0"/><path fill="#a0632f" d="M47 38h2l-2 2z"/><path fill="#d2b756" d="M41 34h3l3 4v2z"/><path fill="#dfab23" d="m61 28 2 4q2-1 5 1-4-1-7 1l7 1-2 4q0-2-2-3h-7l5-5h-5q1-3 4-3"/><path fill="#96541d" d="M33 29h2l1 1q-1-1-3 1z"/><path fill="#eede8d" d="m53 55-8-1q4-8 8 1"/><path fill="#9ea349" d="m45 54 8 1 4 3q2-3 5-3 3-1 8 1l8 4-25 7q-7-7-15-10z"/><path fill="#f3e19e" d="M81 0h15v96H66l-3-2 1-2h-5v-5l7-6 4-1q-1-3-3 0l-2-3-4 1-8-2 19-3 13-13h-7l-8-4q1-3 4 0l2-2q-1 4 5 4l7-3 1-9-3-2q3-1 4-6l-2-10-1 1-1-7 1-1q-3-7-9-5l2-6q4-1 1 2 2 3 3 0 1 2 4 1-3-3 0-4-4-2 0-3-4-3-8-2 4 0 1 3-2-3-2 0l-1-4q0-2 3-3"/><path fill="#b9ba57" d="M32 52q2 3 6 5 8 3 15 10l25-7h7L72 73l-5 2q-27 0-51 4l-1-19q2-4 5-6z"/><path fill="#f3e19b" d="m67 75-14 1 8 2 4-1 2 3q2-3 3 0l-4 1-7 6v5h5l-1 2 3 2H15l-1-2q3-3 7-1 1-3 3-3l-5-5 1-3 1 1 2-3q-4-2-7-1 24-4 51-4"/></svg> | |
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"path": "emoji_u1f3c3_1f3fc.png"
} | Generate code for a svg of a person running: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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"path": "2c38dafc9d76fb845ca6d6e06a7427fe4dc2259afe970c9c578c80f3e72775ce.png"
} | Generate code for a svg of a a black and white image of a martini glass with a slice of lemon | <svg version="1.1" id="Layer_1" focusable="false" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"
x="0px" y="0px" viewBox="0 0 576 512" style="enable-background:new 0 0 576 512;" xml:space="preserve">
<g id="_x33_2">
<path d="M409.1,165.8c13.8-14.1,3.8-37.8-15.9-37.8H22.9C3.2,128-6.7,151.7,7,165.8l185,202.7V480h-76.3
c-12.6,0-22.8,10.2-22.8,22.8v9.2h230.1v-9.2c0-12.6-10.2-22.8-22.8-22.8h-76.3V368.4L409.1,165.8z M45.1,160H371L210,336.4h-3.8
L45.1,160z"/>
<path d="M440.7,0c-61,0-112.6,40.4-129.5,96h34c15.5-37.5,52.5-64,95.5-64C497.7,32,544,78.3,544,135.3s-46.3,103.3-103.3,103.3
c-16.3,0-31.6-3.8-45.3-10.5l-22.2,24.4c19.9,11.5,43,18.1,67.6,18.1c74.7,0,135.3-60.6,135.3-135.3S515.4,0,440.7,0z"/>
</g>
</svg> | |
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"/>
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"path": "emoji_u1f644.png"
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<use style="overflow:visible;" xlink:href="#SVGID_1_"/>
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<g style="clip-path:url(#SVGID_2_);">
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<g id="facial_expressions">
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</svg> | |
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} | Generate code for a svg of a a yellow lion cub playing with its siblings. | <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="#fbe499" d="M0 0h37l-2 3v4q-3-2 0 1-3 0-3 2 3-1 8 1l-2 4-1-3-2 9-2 4q0 2 3 2l-9 4v10q7 5 1 15-7 1-6 10h4l-1-6q3-1 3 3l2 3q-2 1-1 4l7 1-2-5 1-1 2 1q0 4 6 4t3-4l4-4q0 4 3 8l12 3 3 1-3 3q3 1 5-1 1-1 4 1 6-3 13-3 2-6-3-4l3 2H77l1-1 2-1 5-5 1-13h-3v14l-2 2h-3l-2-5q-6-4-8-9 0-2 3-1l1-10q8-1 3-6l-15-6-1 1-5-7q-3-2 0-5l-3-6-6-4q-2-1-1-3l-3-1 8-4 5 2 3-4h25q-2 3-5 2l-2 4 3 11q12 10 13 25l2 1q-6 2-4 6l1-3 1 2q-3 4 0 7l-2 3 5 7 2-2v8l-5 10q-6 3-9 9-3 1-6-1l-4 5q-4-4-6 0l-7-1q-2-5-5-1l-2-2-7 4-3-2-4 2-6-6-6 2q-2-9-4-1l-3 1-1-4-9-2-6-5-3 15z"/><path fill="#fce59e" d="M37 0h20l-3 4-5-2-8 4 3 1q-1 2 1 3l6 4 3 6q-3 3 0 5l5 7 1-1 15 6q5 5-3 6-6-6-14-4l-2 6h-7l-1-7 3-9-11-3-4 1q-3 0-3-2l2-4 2-9 1 3 2-4q-5-2-8-1 0-2 3-2-3-3 0-1V3z"/><path fill="#fde492" d="M82 0h14v63l-2 2-5-7 2-3q-3-3 0-7l-1-2-1 3q-2-4 4-6l-2-1q-1-15-13-25L75 6l2-4q3 1 5-2"/><path fill="#fad53a" d="M48 38q-2 3-1 8-3-1-3 2h-3l-1-3v4l7 3 1 5-3 4-10-2v6l-1 1 2 5-7-1q-1-3 1-4l-2-3q0-4-3-3l1 6h-4q-1-9 6-10 6-10-1-15V31l9-4 4-1 11 3z"/><path fill="#67531e" d="M40 41q0-3 2 0z"/><path fill="#fbd945" d="m72 43-1 10q-3-1-3 1 2 5 8 9l2 5h-3l-2-6v2l-1 2q-4-3-7 1l-3-3q-3-6-7-9 1-3 5-3 6-8-3-5l-1-2 2-6q8-2 14 4"/><path fill="#f5df88" d="m48 38 1 7h7l1 2q9-3 3 5-4 0-5 3l-6-3-1 5-1-5-7-3v-4l1 3h3l3-2q-1-5 1-8"/><path fill="#766743" d="m47 46-3 2q0-3 3-2"/><path fill="#f2e2a6" d="M55 55q4 3 7 9l-9 4v2q-3-4-3-8l-4 4q-4 0-4-3l3-2 3-4 1-5z"/><path fill="#f2d55d" d="m80 70 1-2 2-2V52h3l-1 13z"/><path fill="#f9dd6d" d="m45 61-3 2q-5 0-5 3l-2-1v-6z"/><path fill="#fbd934" d="M42 63q0 3 4 3 3 4-3 4t-6-4q0-3 5-3"/><path fill="#fae480" d="m62 64 3 3q3-4 7-1l1-2q1 3-1 8l-19-4z"/><path fill="#dcca7d" d="M78 68h3l-1 2-2 1-13 6 3-3-3-1 7-1q2-5 1-8v-2l2 6z"/><path fill="#8f8152" d="m53 68 19 4-7 1-12-3z"/><path fill="#b4a573" d="m70 76 7-4h10l-3-2q5-2 3 4-7 0-13 3-3-2-4-1"/><path fill="#fde592" d="M96 71v25H0v-2l3-15 6 5 9 2 1 4 3-1q2-8 4 1l6-2 6 6 4-2 3 2 7-4 2 2q3-4 5 1l7 1q2-4 6 0l4-5q3 2 6 1 3-6 9-9z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a green hexagon formed by six equal sides. | <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="#9bc96e" d="M0 0h17l1 6 4-4 7-1q3 3 4 0l2 1 8-2h2q2 4 6 1l4 4 4 1v4q3-4 3-8h5l2-2h4l-4 3q-2 2 1 3l8 1 2-2-4-2h6q-1 4 4 1l-3-1 3-2q3 4 8 4l-1 9q0 3 1 0l2 13v69H83l4-5-2-1 1-4q-1-3-4-1l1-3q-6-1-7-5l6-5-1-1 2-3h2q-3-3-1-4l-6-6v-5l-4 1-1-6 4-5q-3-3-1-6 1 3 2 0l-3-5 3-2q-3-1 0-2l-7-4h-5l-1-3q-4 3-3-1l-4-2-1 3-6-3h-7L26 31q-3 3-3 7l1 19 2 2q2-1 3 1l13 11 4 3q2-3 3 0l1-2 6-4 1 1 4-4 4-1q0 3 4 6l-4 4q0 8-7 13l3 3q-4 0-1 3-2 0-2 3H38q0-6-4-2l-4-2 2-3-2-6q2-3-1-5-2-5-7-7l2-1q-6-4-1-8l-3-3v-4q-3 3-1 9l-1 1q-2-3-5-3-3 1-3 4l-5-2q-2 1-2-1 2-4-3-6V41l4-4 4 2q-3 1-1 4 4-3 1-6 2-1 3 2 3-3-1-5 3 0 2-3l2-2-4-5-1 1q-4-4-9-5z"/><path fill="#9ac872" d="M17 0h26l-8 2-2-1q-1 3-4 0l-7 1-4 4z"/><path fill="#9ac871" d="M45 0h24l-2 2h-5q0 4-3 8V6l-4-1-4-4q-4 3-6-1"/><path fill="#9ac870" d="M73 0h23v27l-2-13q-1 3-1 0l1-9q-5 0-8-4l-3 2 3 1q-5 3-4-1h-6l4 2-2 2-8-1q-3-1-1-3z"/><path fill="#93de4e" d="m51 21 6 4q-9-3-3 4l1 10 4 5q4 3 7 0l1 2 2-9v12l-3 3q-3-3-7-3l-5-8-3-13-5-7z"/><path fill="#9dcd6e" d="M75 32q-2-1-1-3h-3l-7-3q-5-2-7-5l1-3 4 2q-1 4 3 1l1 3h5l7 4q-3 1 0 2z"/><path fill="#9cc972" d="M0 20q5 1 9 5l1-1 4 5-2 2q1 3-2 3 4 2 1 5-1-3-3-2 3 3-1 6-2-3 1-4l-4-2-4 4z"/><path fill="#99d164" d="M57 21q2 3 7 5l7 3q-1 3 2 8-3 3 1 6l-2 4-2-13-1-3h-1q-1-3-3-2l-2-1q-1-3-3-2l-3-1-6-4q-6-5-9 2-7 5-15 8l-1 12 1 2q-2 4-1 10V31l18-13h7z"/><path fill="#95dc55" d="M51 21h-5l5 7h-2q-1-2-3-2-6 2-4-3 3-7 9-2"/><path fill="#97da59" d="M42 23q-2 5 4 3 2 0 3 2h2l3 13q0 8 8 14 3-2 5 2l3-5-1 7h-2q-4-2-7-1v4l-1 1q1-7-5-6h-7l-8 6v-5l6-3h4l-6-9q-2-1-5 2-5-3-2-7-5-5-7 1l-1-1-1 6v-2l-1-2 1-12q8-3 15-8"/><path fill="#96d658" d="M60 26q2-1 3 2-3 0-3-2"/><path fill="#99d85f" d="m49 28 2 12-2 2q5 2 3 6l-2-2q-1 3-4 1 0-7-6-9-1-10 9-10"/><path fill="#91e147" d="m57 25 3 1q0 2 3 2l2 1q0 2 3 2h1v6l-2 9-1-2q-3 3-7 0l-4-5-1-10q-6-7 3-4"/><path fill="#96d857" d="M65 29q2-1 3 2-3 0-3-2"/><path fill="#9ccf6b" d="M71 29h3q-1 2 1 3l3 5q-1 3-2 0-2 3 1 6l-4 5 1 6-4 5 2-12 2-4q-4-3-1-6-3-5-2-8"/><path fill="#98ce67" d="M26 31v28l-2-2-1-19q0-4 3-7"/><path fill="#95da55" d="M39 58q-10-2-12-11l1-6 1 1q2-6 7-1-3 4 2 7 3-3 5-2l6 9h-4z"/><path fill="#94dc54" d="m69 31 1 3v18l-3 5q-2-4-5-2-8-6-8-14l5 8q4 0 7 3l3-3z"/><path fill="#99d45f" d="m70 34 2 13-2 12h-1l1-7z"/><path fill="#97d75a" d="M27 45v2q2 9 12 11v6l-2-1q-4-4-8-3-1-2-3-1v-4q-1-6 1-10"/><path fill="#95dd54" d="m59 63-1 1q-6 2-8 8l-4-1-7-7v-1l8-6h7q6-1 5 6"/><path fill="#99d85f" d="m67 59-2 1-5 2v-4q3-1 7 1"/><path fill="#9acc67" d="M29 60q4-1 8 3 2 6 9 8l4 1-1 2q-1-3-3 0l-4-3z"/><path fill="#9ccc6d" d="M78 58h-4l-4 2 1 1-10 4-4 4-1-1 2-4q4 0 7-4l2-1h3l4-5 4-1z"/><path fill="#99d064" d="M65 60q-3 4-7 4l1-1 1-1z"/><path fill="#9cc972" d="M38 96H0V57q5 2 3 6 0 2 2 1l5 2q0-3 3-4 3 0 5 3l1-1q-2-6 1-9v4l3 3q-5 4 1 8l-2 1q5 2 7 7 3 2 1 5l2 6-2 3 4 2q4-4 4 2"/><path fill="#99d060" d="m37 63 2 1 7 7q-7-2-9-8"/><path fill="#9ad064" d="m58 64-2 4-6 4q2-6 8-8"/><path fill="#9dca72" d="m78 58 6 6q-2 1 1 4h-2l-2 3 1 1-6 5q1 4 7 5l-1 3q3-2 4 1l-1 4 2 1-4 5H58q0-3 2-3-3-3 1-3l-3-3q7-5 7-13l4-4q-4-3-4-6l6-3-1-1 4-2z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a child:Drawing a child is a fascinating and creative process that involves understanding the mechanics of form, texture, and perspective. It's a journey of exploration and experimentation, where I strive to capture the essence of a child's unique personality and mannerisms. I focus on creating a visually appealing and engaging image that reflects the child's individual characteristics. The process involves careful observation, experimentation with different techniques, and a deep understanding of the visual language of children. | {
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} | Generate code for a svg of a a set of art supplies 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="#f9f9f9" d="M0 0h96v44L85 60l-1-5-1 1-7 20 2 2 3-6q6-14 15-26v50h-7Q54 78 18 66l-6-16q-1-3-1 0l4 13-1 1q-7-5-14-5z"/><path fill="#f2ddd6" d="M43 37q15-4 13 12-7 9-15 1-5-8 2-13"/><path fill="#c4596a" d="m84 50 2 2-1 2q-2-3-1-4"/><path fill="#3d3b39" d="m18 66-3-3-4-13q0-3 1 0z"/><path fill="#dcdcdc" d="M0 59q7 0 14 5l1-1 3 3q36 12 71 30H0z"/><path fill="#b69f8e" d="M96 44v2q-9 12-15 26l4-12z"/><path fill="#dfaeaf" d="M74 59q8-1 3 5l-4 1q-1-4 1-6"/><path fill="#acc9da" d="m85 60-4 12-3 6-2-2 7-20 1-1z"/><path fill="#72a5c9" d="M70 72q2-1 3 1h-5z"/></svg> | |
{
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} | Generate code for a svg of a a bouquet of roses placed in a vase. | <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="#f9f6eb" d="M0 0h96v96H0z"/><path fill="#929172" d="M67 20q3 0 0 2z"/><path fill="#e45e4c" d="M39 24v-1q2-3 6-1z"/><path fill="#d46c53" d="m64 23 3 3-3-1q-1 2 2 5h-2l-2-5q0-2 2-2"/><path fill="#e64c40" d="M39 30q-2-3-1-4l6-1q3-3 9-3v3h-5z"/><path fill="#fccca9" d="M39 20q-3 2 0 3v1q-3 0-1 2-1 1 1 4v1q-3 2-2 6-2 2 1 3h-5q-6 0-10-3 0-10 10-12-3-2-2-5z"/><path fill="#f3ad8f" d="m54 21-1 11-1 3q0-4-3-6v6l-1 2-6 3-3-2v-8l9-5h5v-3q-6 0-9 3l-6 1q-2-2 1-2l6-2q-4-2-6 1-3-1 0-3 2-3 5-2 5 0 10 3"/><path fill="#bf976d" d="m57 24 2 6-2 3-2-5z"/><path fill="#f1a27e" d="m67 26 2 4h-3q-3-3-2-5z"/><path fill="#f39c80" d="M64 23q-2 0-2 2l2 5v2q-4 1-6 4 0-2-2-2l1-1 2-3-2-6-1-3h2l6-1z"/><path fill="#f2d0b1" d="M64 30h5q2-1 3 1-3-1-3 2v5q-5-1-5-6z"/><path fill="#da5346" d="M49 35q-3 2-7 1-3-8 5-5z"/><path fill="#8fa86c" d="M72 31v1l3 1q0 5-6 5v-5q0-3 3-2"/><path fill="#f8ebd3" d="M39 31v7l3 2v2l-5-5q-1-4 2-6"/><path fill="#ea5b4a" d="M52 35q-3 8-10 5l6-3 1-2v-6q3 2 3 6"/><path fill="#ee584d" d="M64 32q0 5 5 6v1q-4 2-4 6l-3 1q-8 0-8-8 0-3 2-4 2 0 2 2 2-3 6-4"/><path fill="#9f1f27" d="m63 41-2 1-3-2v-3q3-1 5 4"/><path fill="#dfdcbf" d="M23 37q4 3 10 3l-2 2 1 1-3 3-1-3-7-6z"/><path fill="#ef816f" d="m58 40 3 2 2-1q1 2-2 3-4-1-3-4"/><path fill="#f5ccad" d="M58 21h-2l1 3-2 4 2 5-1 1q-2 1-2 4l-4 7q-3 1-3 4l-1-1v-3q-2-3-2 0l-1 1-1-3v-3q7 3 10-5l1-3 1-11q1-3 4 0"/><path fill="#edceba" d="M69 39q2 5-3 6h-1q0-4 4-6"/><path fill="#8aa36c" d="m37 37 5 5v1q-2 0-1 3l-7-3q3 5-3 5l-2-2 3-3-1-1 2-2h5q-3-1-1-3"/><path fill="#f3ad92" d="M54 38q0 8 8 8l-1 2h-1q-5-2-8-1-1-3-2 0v-2z"/><path fill="#485435" d="m42 43 1 3 1-1q1 1-1 2l-2-1q-1-3 1-3"/><path fill="#889c6d" d="M65 45q6 2 6 9-9 2-11-6l1-2z"/><path fill="#846758" d="M44 45q0-3 2 0v3h-1l-2-1q2-1 1-2"/><path fill="#768663" d="M50 45v2q1-3 2 0l-3 8q3 9 3 19l-2-10-1 6-2-10-2 7v-2q0-6 3-10l-3-7h1l1 1q0-3 3-4"/><path fill="#ece8db" d="m41 46 2 1 2 1 3 7q-3 4-3 10-3 3-2 9l3-6 2 8 1-6 1-6 2 10q0-10-3-19l3-8q3-1 8 1l-2 20-4 10q-16 6-19-10V49l-4-1q6 0 3-5z"/><path fill="#abb097" d="m49 70-1 6-2-8-3 6q-1-6 2-9v2l2-7z"/></svg> | |
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white icon representing a PSD file format, focusing on curves, shapes, positioning, and detail level:My primary focus is on the visual representation of a PSD file format, which is a versatile and powerful tool for creating visual representations of data. I aim to create a visually appealing and easily recognizable icon that effectively communicates the meaning and structure of a PSD file.The key mechanics involve:* **Visual Representation:** I aim to create a clear and concise icon that visually represents the PSD file format. This includes the shape, size, and position of the icon.* **Shape and Size:** I'll use a variety of shapes to represent the icon's form, ensuring it's visually distinct and easily recognizable.* **Positioning:** I'll consider the position of the icon within the PSD file, which can influence its appearance and how it's perceived.* **Detail Level:** I'll aim for a level of detail that is appropriate for the PSD file's content and intended use. This involves selecting appropriate shapes and using appropriate sizes.Ultimately, my goal is to create an | {
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"path": null
} | Generate code for a svg of a black and white icon representing a PSD file format, prominently featuring the word "PSD". | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 360 360" style="enable-background:new 0 0 360 360;" xml:space="preserve">
<g id="XMLID_102_">
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} | Generate code for a svg of a a small child hugging a teddy bear tightly. | <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="#6f5348" d="M58 34q-4-3-5-6l-5 4q0-3-2-1l-4-3-2 2q1-12 13-10 8 5 5 14"/><path fill="#edd1a7" d="M58 34q-3 3-1 9 3 1 4 5-2 5-1 11-8 2-2-4-3-3-3-7v-5l-10-6q-4 3 0 6-3-1-3 2 3 6 4-1l4-1v5l-3 1q-5-1-8 1v3q-3-1-2-3l3-12 3-2-3-6 2-2 4 3q2-2 2 1l5-4q1 3 5 6"/><path fill="#9a8070" d="m50 48 3 6-3 2-3-7z"/><path fill="#f4d5a2" d="m60 59-4 9q-5 1-7-2-2 3-6 2-8-6-4-15v-3q3-2 8-1l3 7 3-2-3-6v-5l-4 1q-1 7-4 1 0-3 3-2-4-3 0-6l10 6v5q0 4 3 7-6 6 2 4"/></svg> | |
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} | Generate code for a svg of a a close up of a sign that says fatty acids | <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 83.325 30"><defs><style>.cls-1{fill:#b78520;stroke-miterlimit:10;stroke-width:2px;stroke:url(#linear-gradient);}.cls-2{font-size:12px;fill:#fff;font-family:Arial-BoldMT, Arial;font-weight:700;}.cls-3{letter-spacing:-0.055em;}.cls-4{letter-spacing:-0.074em;}.cls-5{letter-spacing:-0.018em;}.cls-6{letter-spacing:-0.037em;}</style><linearGradient id="linear-gradient" x1="41.662" y1="30" x2="41.662" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#a2317b"/><stop offset="1" stop-color="#b78520"/></linearGradient></defs><title>R-ICO-012708</title><g id="FATTY_ACIDS"><polygon class="cls-1" points="74.124 1 9.201 1 1 9.201 1 20.799 9.201 29 74.124 29 82.325 20.799 82.325 9.201 74.124 1"/><text class="cls-2" transform="translate(3.105 17.889)"><tspan class="cls-3">F</tspan><tspan class="cls-4" x="6.668" y="0">A</tspan><tspan x="14.443" y="0">TT</tspan><tspan class="cls-5" x="29.104" y="0">Y</tspan><tspan class="cls-6" x="36.891" y="0"> </tspan><tspan x="39.779" y="0">ACIDS</tspan></text></g></svg> | |
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} | Generate code for a svg of a a row of colorful kites flying in the wind. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfefe" d="M0 0h96v55l-2-1-1-1q-2 3-1 8v13q1-2 4-2v24H0z"/><path fill="#ebe181" d="M70 35h-1q1-6 5-1z"/><path fill="#67cbda" d="M69 35q-1 5-3 0z"/><path fill="#db757f" d="M43 36q-4 0-5 5h-1v-1l-1-5q3-1 7 1"/><path fill="#e594a0" d="m37 40-7-4q2-2 5-1-1 2 2 4"/><path fill="#ef8264" d="M43 36q3 9-5 5 1-5 5-5"/><path fill="#8cccdd" d="m24 41 1 4q-9-2-1-4"/><path fill="#e4bd67" d="M59 47q3 1 3 4l-5-3z"/><path fill="#f4d6bb" d="m94 54-2 7q-1-5 1-8z"/><path fill="#f0a879" d="m94 54 2 1v17q-3 0-4 2V61z"/></svg> | |
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"path": "a19a98ef17150b474d2c2286a14a64dbac63f026fca66add7818ba121ecab3c1.png"
} | Generate code for a svg of a a black and white picture of a gift box with a ribbon | <svg height="512" viewBox="0 0 512 512" width="512" xmlns="http://www.w3.org/2000/svg"><g fill="none" stroke="currentColor" stroke-linecap="round" stroke-width="32"><path d="m256 104v56h56a56 56 0 1 0 -56-56z" stroke-miterlimit="10"/><path d="m256 104v56h-56a56 56 0 1 1 56-56z" stroke-miterlimit="10"/><g stroke-linejoin="round"><rect height="112" rx="32" width="384" x="64" y="160"/><path d="m416 272v144a48 48 0 0 1 -48 48h-224a48 48 0 0 1 -48-48v-144"/><path d="m256 160v304"/></g></g></svg> | |
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"path": null
} | Generate code for a svg of a black and white stencil image featuring a crescent moon with a star, adorned with a Santa hat. | <?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"
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| |
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{
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"path": "emoji_u1f471_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman: medium-light skin tone, blond 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_">
<g id="hair_x5F_blond_2_">
<path d="M64.57,4.12c-41.01,0-40.68,37.92-40.68,38.52c0,24.56,1.88,59.25,11.71,72.9 c3.9,5.41,11.43,5.71,11.43,5.71L64,121.23l16.97,0.03c0,0,7.53-0.3,11.43-5.71c9.83-13.65,11.71-48.34,11.71-72.9 C104.1,42.04,105.58,4.12,64.57,4.12z" style="fill:#FFE13B;"/>
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<radialGradient id="hairHighlights_x5F_blond_2_" cx="64" cy="62.6909" gradientUnits="userSpaceOnUse" r="50.1946">
<stop offset="0.6985" style="stop-color:#FFEE58;stop-opacity:0"/>
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<radialGradient id="handle_1_" cx="32.945" cy="71.45" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="2.84">
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<stop offset="0.5619" style="stop-color:#617A86"/>
<stop offset="1" style="stop-color:#546E7A"/>
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<path id="handle" d="M32.94,53.71c-1.57,0-2.84,1.27-2.84,2.84s1.27,2.84,2.84,2.84 s2.84-1.27,2.84-2.84S34.51,53.71,32.94,53.71z" style="fill:url(#handle_1_);"/>
<path id="shirt_1_" d="M55.12,26.23c-0.51-0.15-1.02-0.22-1.52-0.22c-2.3,0-4.42,1.5-5.1,3.81l-2.55,9.49 l9.73,2.88l3.03-9.35C59.53,30.02,57.94,27.06,55.12,26.23z" style="fill:#4300D9;"/>
<g id="helmet">
<linearGradient id="SVGID_4_" gradientTransform="matrix(0.9962 0.0868 -0.0868 0.9962 -23.09 -2.9101)" gradientUnits="userSpaceOnUse" x1="72.0251" x2="72.0251" y1="19.4421" y2="27.2901">
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<stop offset="0.9947" style="stop-color:#262626"/>
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<path d="M45.94,27.8c0.11,1.66-2.8,5.42-2.88,5.65c-0.16,0.38,1.43,0.44,1.78,0.08 s3.57-3.53,5.64-7.49c0.93-1.78,3.03-6.51,3.03-6.51l-2.93-1.43c0,0-0.86,8.22-2.93,8.19c-2.08-0.03-2.04-7.99-2.04-7.99 l-4.67,1.94C40.93,20.24,45.88,26.77,45.94,27.8z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="36.3772" cy="117.5978" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="11.8136">
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<path d="M53.65,7.63c-2.6-2.44-6.08-3.64-9.58-3.64c-1.64,0-3.3,0.26-4.87,0.79 c-1.44,0.48-5.97,2.71-7.91,6.57c-0.81,1.62-1.45,3.39-1.61,5.19c-0.09,0.98-0.1,2.73,0.69,3.59c0.35,0.38,0.77,0.5,1.17,0.5 c0.21,0,0.42-0.03,0.62-0.07c1.05-0.23,3.7-1.35,4.49-1.43c0.11-0.01,0.21-0.01,0.32-0.01c1.66,0,2.89,1.19,3.22,1.43 c0.67,0.48,1.34,0.86,2.12,0.86c0.67,0,1.43-0.27,2.36-0.99c1.21-0.93,1.48-1.65,2.56-1.84c0.12-0.02,0.26-0.04,0.4-0.04 c0.73,0,1.73,0.38,2.9,2.2c0.99,1.54,2.14,2.19,3.12,2.19c0.57,0,1.08-0.21,1.47-0.59C56.6,20.92,59.51,13.07,53.65,7.63z" style="fill:url(#SVGID_5_);"/>
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<path id="mud" d="M116.3,124H11.12c-0.05-0.34-0.06-0.59-0.02-0.73c0.67-0.39,1.6-1.21,2.58-2.08 c0.92-0.82,1.88-1.66,2.46-1.98l0.55-0.31c1.25-0.7,2.53-1.42,3.88-1.42c0.16,0,0.32,0.01,0.49,0.03c0.91,0.12,1.86,0.46,2.78,0.78 c0.53,0.19,1.06,0.37,1.58,0.52c0.52,0.15,1.04,0.3,1.56,0.46c1.15,0.35,2.33,0.7,3.52,0.95c0.39,0.08,0.81,0.12,1.25,0.12 c1.62,0,3.36-0.53,4.89-1c0.38-0.12,0.75-0.23,1.1-0.33c0.67-0.19,1.33-0.39,2-0.59c1.91-0.58,3.89-1.17,5.89-1.45 c0.19-0.03,0.37-0.04,0.55-0.04c0.8,0,1.48,0.25,2.27,0.55c0.31,0.12,0.63,0.24,0.98,0.35c1.52,0.49,3.08,0.86,4.58,1.21 c0.98,0.23,1.97,0.46,2.94,0.73c1.23,0.33,2.43,0.49,3.68,0.49c2.52,0,4.95-0.7,7-1.39l0.41-0.14c1.11-0.37,2.36-0.79,3.38-0.98 c0.26-0.05,0.54-0.07,0.84-0.07c1.18,0,2.45,0.38,3.68,0.75c0.51,0.15,1.01,0.3,1.49,0.42c1.52,0.37,2.96,0.63,4.4,0.78 c0.34,0.04,0.68,0.09,1.02,0.15c0.45,0.08,0.92,0.16,1.39,0.19c0.08,0,0.15,0.01,0.23,0.01c0.67,0,1.26-0.2,1.84-0.38l0.3-0.1 c1.72-0.55,3.39-1.32,5.01-2.06l1.04-0.48c0.39-0.18,0.73-0.26,1.07-0.26c0.56,0,1.1,0.23,1.75,0.53c0.91,0.42,1.86,0.75,2.78,1.06 c0.48,0.17,0.97,0.33,1.45,0.51c0.41,0.15,0.82,0.34,1.23,0.54c0.88,0.41,1.8,0.83,2.79,0.96c0.13,0.02,0.26,0.03,0.39,0.03 c0.89,0,1.67-0.39,2.42-0.78c0.44-0.22,0.86-0.43,1.27-0.55c0.24-0.07,0.48-0.1,0.73-0.1c1.04,0,2.07,0.6,3.03,1.22 c0.48,0.3,0.99,0.56,1.47,0.81c0.72,0.37,1.41,0.72,1.99,1.2C115.53,122.54,115.97,123.24,116.3,124z" style="fill:#6D4C41;"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a fluffy pillow shaped like a cloud. | <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="#ecedee" d="M13 49v-3h-3q0-19 20-20-8 3-15 8-5 6 1 11-3 1-3 4"/><path fill="#b29c9d" d="M10 46h3v3q-3 1-5-2 0-2 2-1"/><path fill="#b9a09e" d="M82 46q8-1 1 4z"/><path fill="#f2f2f3" d="M12 51q0 4 4 8l61 3-13 1q-24-3-45-1-9-3-7-11"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bright comet with a sparkling tail. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfefe" d="M0 0h96v96H82l-21-9q-8-6-17-6-2-3-5-3l-4-2q-9-9-20-6L0 59z"/><path fill="#fdfefa" d="m77 20-10 9-2-3 6-5q2-4 6-1"/><path fill="#fcfef3" d="m71 21-6 5q-6 2-2-2z"/><path fill="#f9fcef" d="m67 29-4 5q-5-2-8 1-4-2 0-5 3-3 6 2z"/><path fill="#dcdfe6" d="m0 59 15 11-11 1q-5 4-2 10l-2 1z"/><path fill="#d9dce4" d="M15 70q11-3 20 6-9 0-15 3l4 3-2 4q6 1 11 7-2 2-1 3H0V82l2-1q-3-6 2-10z"/><path fill="#d7dae3" d="m35 76 4 2q0 3 5 3 9 0 17 6l4 6 2-1 6 1 1 3H32q-1-1 1-3-5-6-11-7l2-4-4-3q6-3 15-3"/><path fill="#e5e6e9" d="M39 78q3 0 5 3-5 0-5-3"/><path fill="#dddfe5" d="m61 87 21 9h-8l-1-3-6-1-2 1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a metal parts moving through an automated sorting system. | <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="#f9fafa" d="M0 0h96v45q-9 1-15 5l-1 6q-3-2-5-1l-1-3H64q-1 3 1 6l1-2h5l5 3-9 21-6 3q-5-4-7-8l-1-2q-4 3-8 3l-4-2v-2l3-5 1-2h6v-3l4-1 5-1-11-6-6-1-3 4 3 5v1q-3-2-5 1v1q-3-1-2-3l-1-2q-3-2-4-1l1-5-5 2 2 1-5 1v-4H14v3l-5 1v3H0z"/><path fill="#b8bec1" d="M74 52h-4v3h-4l-1 2q-2-3-1-6z"/><path fill="#596877" d="m74 53-3 3h-1v-3z"/><path fill="#657584" d="M21 54h3v8h-3z"/><path fill="#55606d" d="M49 54q3-1 5 2-1 2 2 3l-1 2-4 1v3h-6l-1 2q-2-3-1-4v-1h7z"/><path fill="#bec4c8" d="m49 54 1 8h-7l-3-5 3-4z"/><path fill="#c3c9cb" d="M21 54q-2 2-1 6l-6-2v-5z"/><path fill="#b0b9bd" d="m54 56 6 4-5 1 1-2q-3-1-2-3"/><path fill="#e6e7e6" d="m74 52 1 3q2-1 5 1l5 5h4l3 9h3l-2 9q-6 2-8 8l-12 7 1 2H62v-6h-5l-4-2-6-2q7-3 7-11 2 4 7 8l6-3 9-21-5-3z"/><path fill="#a6afb4" d="m31 59-7 5q-5-2-10-1l-1-3-1 4q-1-4 2-5l6 2q-1-4 1-6v7h3v-4l5-1-2-1 5-2z"/><path fill="#565f6a" d="m35 60 1 2q-2 0-2 3l-3 1h-1v-5z"/><path fill="#c3cace" d="M43 63q-1 1 1 4l-3 5q0-6-3-8 2-3 5-1"/><path fill="#b7bbbc" d="M62 62h2q-5 6-10 8 3-5 8-8"/><path fill="#818c95" d="M14 57v2q-3 1-2 5l13 2-17 1q-1-3 2-5l-1-1v-3z"/><path fill="#d1d6d7" d="M31 59q1-1 4 1l-5 1v5h-1q-2 4-1 10l-4-2q-4-8-12-4v5q-3-1-4 1H4V66H0v-5h9l1 1q-3 2-2 5l17-1-13-2 1-4 1 3q5-1 10 1z"/><path fill="#6f7b88" d="M0 66h4v10h4v1H0z"/><path fill="#363d4b" d="M38 64q3 2 3 8v6l-1 9 13 1-1 1h-5q0 4-3 7h-2l-1-7q0 4-3 7h-2l-1-30z"/><path fill="#6a737d" d="M29 66v11q-4-1-7 1l2-4 4 2q-1-6 1-10"/><path fill="#1c1f29" d="m24 74-2 4-2 4q-2 3-1 8h-5l-1-9-3 1q0-4-2-5v-1q1-2 4-1v-5q8-4 12 4"/><path fill="#eff0ef" d="M96 45v51H74l-1-2 12-7q2-6 8-8l2-9h-3l-3-9h-4l-5-5 1-6q6-4 15-5"/><path fill="#768087" d="M85 54h3l-2 4q-2-3-1-4"/><path fill="#99a4ac" d="m93 47 2 3-1 4q-2-4-1-7"/><path fill="#90989d" d="m41 74 4 2v4l-2-3-2 1z"/><path fill="#c6cacc" d="M54 75q0 8-7 11l6 2-13-1 1-9 2-1 2 3v-4q4 0 8-3z"/><path fill="#363c4a" d="M29 66h1v14q3 2-1 2v14h-4q-1-9 1-15l2-4z"/><path fill="#bcc2c5" d="M36 62q-1 2 2 3l-3 1 1 30h-6V82q4 0 1-2V66l3-1q0-3 2-3"/><path fill="#21242f" d="M0 77h8v19H2v-7l-2-5z"/><path fill="#abb4b7" d="m0 84 2 5v7H0z"/><path fill="#323742" d="M20 82v14H10V82l3-1 1 9h5q-1-5 1-8"/><path fill="#c1c7ca" d="m29 77-2 4q-2 6-1 15h-6V82l2-4q3-2 7-1"/><path fill="#aeb6ba" d="M8 77q2 1 2 5v14H8z"/><path fill="#95a0a7" d="M42 96h-4q3-3 3-7z"/><path fill="#d7dada" d="M52 89q-1 4 2 7H44q3-3 3-7z"/><path fill="#acb3b7" d="m53 88 4 2q0 4 3 1l-1-1h3v6h-8q-3-3-2-7z"/><path fill="#393f48" d="M57 90h2l1 1q-3 3-3-1"/></svg> | |
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"path": "emoji_u1f93c_200d_2642.png"
} | Generate code for a svg of a men wrestling | <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">
<linearGradient id="leg_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="25.87" x2="53.21" y1="43.33" y2="43.33">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="1" style="stop-color:#FFCA28"/>
</linearGradient>
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} | Generate code for a svg of a a close up of a black and white image of a line of text | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" width="32" height="32" viewBox="0 0 32 32">
<title>text-continuous</title>
<path d="M5 6.667c-0.552 0-1 0.448-1 1s0.448 1 1 1h22c0.552 0 1-0.448 1-1s-0.448-1-1-1h-22z"></path>
<path d="M11.667 12c-0.552 0-1 0.448-1 1s0.448 1 1 1h15.333c0.552 0 1-0.448 1-1s-0.448-1-1-1h-15.333z"></path>
<path d="M10.667 18.333c0-0.552 0.448-1 1-1h15.333c0.552 0 1 0.448 1 1s-0.448 1-1 1h-15.333c-0.552 0-1-0.448-1-1z"></path>
<path d="M5 22.667c-0.552 0-1 0.448-1 1s0.448 1 1 1h22c0.552 0 1-0.448 1-1s-0.448-1-1-1h-22z"></path>
<path d="M4.293 14.707c-0.391-0.391-0.391-1.024 0-1.414s1.024-0.391 1.414 0l2 2c0.391 0.391 0.391 1.024 0 1.414l-2 2c-0.391 0.391-1.024 0.391-1.414 0s-0.391-1.024 0-1.414l1.293-1.293-1.293-1.293z"></path>
</svg> | |
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} | Generate code for a svg of a the rustle of fabric as a ghostly figure drifts by. | <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="#f5eedd" d="M0 0h96v96H73Q61 81 43 80 33 68 18 69q-7 9-18 4z"/><path fill="#d1c7b5" d="m66 51 6 7q0-2 3-3l-4-2 8 2q6 6-1 3-4 2-9 1z"/><path fill="#afa696" d="M60 42q2 0 3 3 1 8 4 15l6 2q6 6-2 3l-4-3-2 4q-3-2-6-1-2-12 1-23"/><path fill="#2d1c1b" d="M61 46v3q-3-1 0-3"/><path fill="#7a221c" d="M73 96H0V73q11 5 18-4 15-1 25 11 18 1 30 16"/></svg> | |
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} | Generate code for a svg of a beats logo | <svg xmlns="http://www.w3.org/2000/svg" role="img" viewBox="44.13 26.51 61.73 96.98"><title>Beats logo</title><path fill="#07c" d="M51.42 28.36h21.89a19.9 19.9 0 0119.9 19.9 19.9 19.9 0 01-19.9 19.9H51.42v-39.8z"/><path fill="#00bfb3" d="M96.59 59.45a25.86 25.86 0 01-23.28 14.68H51.42V92h29.85a19.88 19.88 0 0015.32-32.55z"/><path fill="#353535" d="M91.89 55.33a19.77 19.77 0 00-10.62-3.09H51.42v15.92h21.89a19.89 19.89 0 0018.58-12.83zm-39.54 53.53a4.24 4.24 0 013.59 1.67 9.21 9.21 0 010 9.42 4.74 4.74 0 01-7.26 0h-.18l-.5 1.47h-2v-17.36h2.62v4.13c0 .3 0 .76-.05 1.36s0 1-.07 1.15h.12a4.15 4.15 0 013.73-1.84zm-.68 2.14a2.65 2.65 0 00-2.28.93 5.34 5.34 0 00-.72 3.12v.18a5.75 5.75 0 00.71 3.26 2.66 2.66 0 002.33 1 2.34 2.34 0 002.11-1.11 5.84 5.84 0 00.72-3.19c0-2.79-.95-4.19-2.87-4.19zm13.99 10.64a6 6 0 01-4.5-1.68 6.38 6.38 0 01-1.62-4.62 6.94 6.94 0 011.51-4.75 5.16 5.16 0 014.13-1.73 5.07 5.07 0 013.82 1.48 5.65 5.65 0 011.42 4.08v1.42h-8.18a4.05 4.05 0 001 2.76 3.39 3.39 0 002.58 1 9.32 9.32 0 002-.2 10.83 10.83 0 002-.69v2.13a8.06 8.06 0 01-1.94.65 11.74 11.74 0 01-2.22.15zm-.48-10.8a2.66 2.66 0 00-2 .79 3.82 3.82 0 00-.9 2.31h5.6a3.4 3.4 0 00-.73-2.31 2.51 2.51 0 00-1.97-.79zm15.98 10.58l-.53-1.72h-.09a5 5 0 01-1.79 1.53 5.71 5.71 0 01-2.32.41 4 4 0 01-2.84-1 3.68 3.68 0 01-1-2.78A3.26 3.26 0 0174 115a8.21 8.21 0 014.31-1.06l2.13-.06v-.66a2.49 2.49 0 00-.55-1.77 2.26 2.26 0 00-1.71-.59 6.13 6.13 0 00-1.82.28 14.5 14.5 0 00-1.67.66l-.85-1.87a9 9 0 012.2-.8 10.14 10.14 0 012.25-.27 5.35 5.35 0 013.55 1 4 4 0 011.2 3.23v8.31zm-3.91-1.79a3.29 3.29 0 002.3-.8 2.89 2.89 0 00.86-2.23v-1.07l-1.58.06a5.46 5.46 0 00-2.7.62 1.88 1.88 0 00-.84 1.69 1.64 1.64 0 00.49 1.28 2.12 2.12 0 001.47.45zm14.03-.11a6.41 6.41 0 001.92-.3v2a5.28 5.28 0 01-1.12.32 7.35 7.35 0 01-1.42.13c-2.48 0-3.73-1.31-3.73-3.93v-6.65h-1.68v-1.19l1.81-1 .89-2.61h1.62v2.74h3.51v2h-3.51v6.61a1.84 1.84 0 00.47 1.4 1.73 1.73 0 001.24.48zM104 117.9a3.2 3.2 0 01-1.31 2.77 6.27 6.27 0 01-3.77 1 8.9 8.9 0 01-4-.75v-2.26a9.7 9.7 0 004 1c1.61 0 2.42-.49 2.42-1.46a1.16 1.16 0 00-.27-.78 3.27 3.27 0 00-.88-.65 17.41 17.41 0 00-1.71-.76 7.86 7.86 0 01-2.88-1.65 3.05 3.05 0 01-.75-2.14 2.83 2.83 0 011.27-2.46 6.12 6.12 0 013.48-.87 9.76 9.76 0 014.11.88l-.84 2a9.13 9.13 0 00-3.36-.82c-1.38 0-2.08.39-2.08 1.18a1.17 1.17 0 00.55 1 11.24 11.24 0 002.35 1.1 10.83 10.83 0 012.22 1.09 3.05 3.05 0 011 1.13 3.32 3.32 0 01.45 1.45z"/></svg> | |
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} | Generate code for a svg of a a pale yellow butterfly fluttering around flowers. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9edb2" d="M0 0h73l4 2-6 2-1-1-1 2-4 2q-1-4-3-1l-5-3h-5q8 3 3 11l1 1-6-3q0 5-4 2l-3 2q2 2 1 5l-8 2v-3q-6 0-1 2-2 1-1 4-3-3-4 0-7-5-15-8-2 0-2 2-3 3 0 8-6-4-7-10-2 2 1 5l-2 2-1-5-3 2q2 4-1 8z"/><path fill="#f8ebb0" d="M73 0h23v48q-3 2-3-1l-1-5 2-3-3-4-1 3q-1-4-4-6l-2 3q2 3-1 5 2-3-1-5-2 0-2 3v-3q1-8 5-14-1-4-4-3l-5-1q3-1 0-1l-3 1q-7-7-4 1h-3l1-2-6-2-4-3 1-1 6 3 5-1q-3-4 0-7l1-2 1 1 6-2z"/><path fill="#f8ebaf" d="M69 5q-3 3 0 7l-5 1-6-3-1 1 4 3 6 2-1 2h3q-3-8 4-1l3-1q3 0 0 1l5 1q-9 4-17 10v2l-4 1q-6 6-9 13-3 3 0 8l-2-1-3 2v-4h-1l-1-5-10-18q-1-3 1-4-5-2 1-2v3l8-2q1-3-1-5l3-2q4 3 4-2l6 3-1-1q5-8-3-11h5l5 3q2-3 3 1z"/><path fill="#f9eeb1" d="M13 28v10l3 4-3 2q1 2-1 3-4-3-6 1-3 2 0 3v1q-6-1-6-6V30q3-4 1-8l3-2 1 5 2-2q-3-3-1-5 1 6 7 10"/><path fill="#fceea4" d="M81 18q3-1 4 3-4 6-5 14-3 7-11 7-10-3-18 2 3-7 9-13l4-1v-2q8-6 17-10"/><path fill="#f9ecad" d="m13 20 4 18 6 4q-2 2-1 3-4 9 6 13h9l1 3 1-1 2 5q-3 3-4 8l-8 2q0 3 3 4l-4 2-5-7 1-1 1-4q-2-3-5-3 3-8-4-8l-2 5-8-8v-4l4-1q-2-3-4-2 2-4 6-1 2-1 1-3l3-2-3-4V28q-3-5 0-8"/><path fill="#fcefa5" d="m34 26 10 18q-8-4-16-3 8 0 15 5-5 0-8 3-6-5-13-4-1-1 1-3l-6-4-4-18q0-2 2-2 8 3 15 8 1-3 4 0"/><path fill="#f9edb1" d="M96 48v45L85 76v-7q-4-1-6 2l-7 2-6-3q5-3 9 0l4-2q3-2 3-5-5-1-5 3-6 1-7-4 3-3 0-4l1-2q6-9-3-14h1q8 0 11-7v3q0-3 2-3 3 2 1 5 3-2 1-5l2-3q3 2 4 6l1-3 3 4-2 3 1 5q0 3 3 1"/><path fill="#fdee9d" d="M69 42h-1q9 5 3 14l-9 4q-7-3-11-8-3-5 0-8 8-5 18-2"/><path fill="#fcee9d" d="m44 44 1 5q-3 2-4 6l-4 3h-9q-10-4-6-13 7-1 13 4 3-3 8-3-7-5-15-5 8-1 16 3"/><path fill="#6d694c" d="M46 49q-1-4 1-6 3 3 0 9z"/><path fill="#dc9539" d="M6 48q2-1 4 2l-4 1q-3-1 0-3"/><path fill="#ddbb6f" d="M51 52q4 5 11 8-8-1-11-8"/><path fill="#f9ecab" d="M45 49v4l3-2 2 1q3 7 11 8l9-4-1 2q3 1 0 4 1 5 7 4 0 2 2 2l-4 2q-4-3-9 0l6 3-1 1q-3-2-5-1 0 4-2 1l-2 5-1-3-4 2q-2-4-2-9-4-6-4 0l-5-1q-2 3-5 2l-2 2q1-4 4-6l-2-1-2-5-1 1-1-3 4-3q1-4 4-6"/><path fill="#faedaf" d="m6 55 8 8 2-5q7 0 4 8-3 1-2 4-1 2 2 3 6 4-2 7l-4 16h-1l-1-10q-6-8-8-17V57z"/><path fill="#e9a035" d="M42 59q2-1 4 2l-4 1z"/><path fill="#cec792" d="M6 53v2l-2 2v12l-3-6 2-9q2-2 3-1"/><path fill="#f5e9ae" d="M0 46q0 5 6 6v1q-1-1-3 1l-2 9 3 6q2 9 8 17l1 10H0z"/><path fill="#df9944" d="M79 68q-2 0-2-2 0-4 5-3 0 3-3 5"/><path fill="#e6a33d" d="M20 66q3 0 5 3l-2 2-5-1q-1-3 2-4"/><path fill="#c5bb87" d="m41 65 2 1q-3 2-4 6l-2 1q1-5 4-8"/><path fill="#f7ebaf" d="m57 78 2 8q-3-1-4 2-4-3-6 2-6 0-9 3l-4-4v4l-11-2q-3 1-4 5h-7l4-16q8-3 2-7h4l-1 1 5 7 4-2q-3-1-3-4l8-2 2-1 2-2q3 1 5-2l5 1q0-6 4 0 0 5 2 9"/><path fill="#d07e36" d="m25 69-1 4h-4q-3-1-2-3l5 1z"/><path fill="#848160" d="m85 76-6-4v-1q2-3 6-2z"/><path fill="#c1b37e" d="M79 71q-3 0-5 3h-7q1-2 4-1l1-1z"/><path fill="#f5eaad" d="m79 72 6 4 11 17v3H74l-8-4-1 2q-3-4 2-6l1 2 5-3v3l3-3q3 0 5-3l-1-1h3l-2-6-1 2-2-2-6 3q-1-4 3-5h-1q2-3 5-3"/><path fill="#f9ecaf" d="M71 74q-3-1-4 1h8q-4 1-3 5l6-3 2 2 1-2 2 6h-3l1 1q-2 3-5 3l-3 3v-3l-5 3-1-2q-5 2-2 6l1-2 8 4H21q1-4 4-5l11 2v-4l4 4q3-3 9-3 2-5 6-2 1-3 4-2l-2-8 4-2 1 3 2-5q2 3 2-1 2-1 5 1"/></svg> | |
{
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"path": null
} | Generate code for a svg of a golden light dances across ancient mountain ridges. | <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="#f2ce7d" d="M0 0h94q0 3-2 1l-7 5q-6-2-7 4l-2-1-6 4q0 14-11 23l2 4-4 2v2l-4-2q-4 1-3-2l-19 5-1 4q-6-4-12-3 0 2 3 2 11 2 17 11v2l-4-2q-4-9-13-9L0 40z"/><path fill="#efcb79" d="M94 0h2v38L74 49q-2 0-1 2-6 0-1-2l-13-2q-4-2-6-5l4 2v-2l4-2-2-4q11-9 11-23l6-4 2 1q1-6 7-4l7-5q2 2 2-1"/><path fill="#dfbe79" d="M53 42q2 3 6 5l13 2q-5 2 1 2l-5 6-1-4-1 1q-4-3-7-1l-17 8h-4v-2q-6-9-17-11-3 0-3-2 6-1 12 3l1-4 19-5q-1 3 3 2"/><path fill="#d6b06c" d="M96 48v48H83l-5-3 2-3q-6-2-1-6l-1-9 7-9 4-12-1-1z"/><path fill="#eec366" d="m36 49 1-1 12 7q-8 3-10-4z"/><path fill="#d7b36f" d="m0 40 21 10q9 0 13 9-5 2-4 9-12 0-1 1l-5 2-14 1-10-5z"/><path fill="#f9d364" d="M96 38v10L52 75q-5-3-5-7l10-7v2q-9 8 1 1l2-6 7-5 1 4 5-6q-1-2 1-2z"/><path fill="#cfad6c" d="m66 54-6 4-2 6q-10 7-1-1v-2l-10 7q0 4 5 7l36-22 1 1-4 12-7 9 1 9q-5 4 1 6l-2 3q-10-3-18-8-2-4-5-6-7-3-13 0-7-8-18-8l5-2q-11-1 1-1-1-7 4-9l4 2h4l17-8q3-2 7 1"/><path fill="#16161a" d="m0 67 10 5 14-1q11 0 18 8l6 3 12 3q8 5 18 8l5 3H0z"/><path fill="#8a7a5a" d="m60 85-12-3-6-3q6-3 13 0 3 2 5 6"/></svg> | |
{
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"path": null
} | Generate code for a svg of a black and white vector illustration of a trash can icon with three compartments. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": null
} | Generate code for a svg of two smiling balloons, one blue and one pink. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": "emoji_u1f620.png"
} | Generate code for a svg of a angry face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="2584.8999" gradientTransform="matrix(1 0 0 1 0 -2522)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</g>
<g id="facial_expressions">
<g id="angry-face">
<path id="mouth" d="M83.94,103.14c-0.34-0.13-0.65-0.34-0.89-0.62c-9.73-10.11-25.82-10.42-35.93-0.69 c-0.23,0.23-0.47,0.46-0.69,0.69c-0.24,0.28-0.55,0.49-0.89,0.62c-0.75,0.28-1.6,0.12-2.2-0.41c-0.59-0.52-0.79-1.35-0.49-2.08 C45.83,93,54.69,87,64.74,87s18.91,6,21.89,13.64c0.3,0.73,0.1,1.56-0.49,2.08C85.54,103.25,84.69,103.41,83.94,103.14z" style="fill:#422B0D;"/>
<g id="eyes">
<path id="eye-l" d="M58.14,68.82C55.9,66,46.67,60.58,43.34,59c-1.24-0.57-2.53-1.03-3.85-1.37 c-0.24-0.07-0.5-0.1-0.75-0.1c-1.33,0.03-2.47,0.98-2.74,2.29c-0.31,1.36,0.39,2.76,1.67,3.32c1.57,0.77,4.31,2.23,7.15,3.84 C42.45,68.39,41,70.95,41,73.71v1.46c0,4.14,3.36,7.5,7.5,7.5s7.5-3.36,7.5-7.5v-1.46c0-0.06,0-0.11,0-0.17 c1.07-0.07,2.03-0.71,2.5-1.67C58.99,70.87,58.85,69.68,58.14,68.82z" style="fill:#422B0D;"/>
<path id="eye-r" d="M93.52,59.82c-0.28-1.32-1.44-2.26-2.79-2.27c-0.25,0-0.51,0.03-0.75,0.1 c-1.32,0.33-2.61,0.79-3.85,1.35c-3.33,1.56-12.56,7-14.8,9.8c-0.71,0.87-0.83,2.07-0.33,3.07c0.48,0.97,1.43,1.6,2.51,1.67 c0,0.06,0,0.11,0,0.17v1.46c0,4.14,3.36,7.5,7.5,7.5s7.5-3.36,7.5-7.5v-1.46c0-2.75-1.45-5.3-3.81-6.71 c2.84-1.61,5.58-3.07,7.15-3.84C93.14,62.6,93.85,61.19,93.52,59.82z" style="fill:#422B0D;"/>
</g>
</g>
<g id="peepers">
<path d="M48.12,68.45L48.12,68.45c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C49.25,70.64,49.01,69.31,48.12,68.45z" style="fill:#896024;"/>
</g>
<g id="peepers-2">
<path d="M80.63,68.45L80.63,68.45c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C81.76,70.64,81.52,69.31,80.63,68.45z" style="fill:#896024;"/>
</g>
</g>
</svg> | |
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"path": null
} | Generate code for a svg of a flat style icon of a watch with a white face and a brown leather strap. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": "54ec88d79345b6213b83e815bcc6432d6f150eb5f72cf6d1ea4cec59c6815f11.png"
} | Generate code for a svg of a a close up of a black and white picture of a sock | <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" stroke-width="2" stroke="currentColor" fill="none" stroke-linecap="round" stroke-linejoin="round">
<path d="M13 3v6l4.798 5.142a4 4 0 0 1 -5.441 5.86l-6.736 -6.41a2 2 0 0 1 -.621 -1.451v-9.141h8z" />
<path d="M7.895 15.768c.708 -.721 1.105 -1.677 1.105 -2.768a4 4 0 0 0 -4 -4" />
</svg> | |
{
"bytes": 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",
"path": "emoji_u1f926_1f3fc_200d_2642.png"
} | Generate code for a svg of a man facepalming: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="shirt">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="32.8209" y2="-0.1808">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.4701" style="stop-color:#00B29A"/>
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Okay, here's a concise summary of my thoughts on drawing a black and white phone image with a gray face:I'm drawn to the visual representation of a phone's form, its shape, and its position. The gray background provides a neutral backdrop, allowing for a clean and uncluttered aesthetic. The focus is on the subtle details, such as the curves, shapes, and the overall composition, to create a sense of depth and realism. I aim to capture the essence of a phone's physical appearance, from its form to its overall functionality and the subtle nuances of its design. | {
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} | Generate code for a svg of a a black and white image of a phone with a gray face | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 256 256" fill="currentColor"><g opacity="0.2"> <path d="M155.371,101.25063a84.3478,84.3478,0,0,0-55.10429.12547,7.92755,7.92755,0,0,0-5.1169,5.95455l-5.89824,29.5076a8,8,0,0,1-4.87369,5.85972L37.06532,161.623a7.97345,7.97345,0,0,1-9.2595-2.47378,48.00881,48.00881,0,0,1,4.02766-63.31573,136,136,0,0,1,192.333,0,48.00881,48.00881,0,0,1,4.02766,63.31573,7.97345,7.97345,0,0,1-9.2595,2.47378l-47.35377-18.94151a8,8,0,0,1-4.85991-5.79231L160.51024,107.151A7.9287,7.9287,0,0,0,155.371,101.25063Z"/></g><g> <path d="M229.82422,90.17578c-56.14551-56.14355-147.501-56.14648-203.64844.001a56.07211,56.07211,0,0,0-4.69043,73.87695,16.03254,16.03254,0,0,0,18.55078,4.99707L87.35059,150.125a15.94917,15.94917,0,0,0,9.74609-11.71875l5.90527-29.51172a76.51611,76.51611,0,0,1,49.67676-.10937v.00195l6.21094,29.73828a15.963,15.963,0,0,0,9.7207,11.584l47.35254,18.9414a16.03541,16.03541,0,0,0,18.55273-4.99805A56.07343,56.07343,0,0,0,229.82422,90.17578Zm-7.91895,64.01953-47.35351-18.9414-6.21094-29.73731a15.984,15.984,0,0,0-10.36914-11.831,92.59481,92.59481,0,0,0-60.33984.13672A15.98119,15.98119,0,0,0,87.30469,105.7627l-5.89746,29.50781L34.127,154.24609a40.04107,40.04107,0,0,1,3.36328-52.75586,128.14576,128.14576,0,0,1,181.01954-.001A40.018,40.018,0,0,1,221.90527,154.19531Z"/> <path d="M216,192H40a8,8,0,0,0,0,16H216a8,8,0,0,0,0-16Z"/></g></svg> |
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"path": "46ef1a96a7a43589761d8d782a8c449c3ab2a75e4e9ecfb1d67ffaea94c35c70.png"
} | Generate code for a svg of a a close up of a green street sign with a white background | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 300 50" style="enable-background:new 0 0 300 50;" xml:space="preserve">
<style type="text/css">
.st0{fill:#06754B;}
.st1{fill:#FFFFFF;}
.st2{font-family:'ArialMT';}
.st3{font-size:18px;}
</style>
<path class="st0" d="M287,50H13C5.8,50,0,44.2,0,37V13C0,5.8,5.8,0,13,0h274c7.2,0,13,5.8,13,13v24C300,44.2,294.2,50,287,50z"/>
<g>
<text transform="matrix(1 0 0 1 145.5926 29.8013)" class="st1 st2 st3">Test</text>
<path class="st1" d="M131.7,21.4c0.2,0.2,0.2,0.5,0,0.7l-3.7,3.5c-0.2,0.2-0.6,0.2-0.8,0l-1.8-1.7c-0.2-0.2-0.2-0.5,0-0.7
c0.2-0.2,0.6-0.2,0.8,0l1.4,1.3l3.3-3.1C131.1,21.2,131.5,21.2,131.7,21.4z M135.7,23.6c0,3.7-3.2,6.7-7.1,6.7
c-3.9,0-7.1-3-7.1-6.7s3.2-6.7,7.1-6.7C132.5,16.9,135.7,19.9,135.7,23.6z M134.5,23.6c0-3.1-2.7-5.7-6-5.7c-3.3,0-6,2.5-6,5.7
c0,3.1,2.7,5.7,6,5.7C131.9,29.2,134.5,26.7,134.5,23.6z"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pale blue sky reflected in a calm pond. | <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="#8dcce1" d="M0 0h96v96H79q2-3 6-4l-3-1 1-1h5l2-2 3 2v-5l2-2V71l-4-12-1 1q-1-3-4-3l-3 4-3-5 2-14-1-22-9-2q0-3 3-7L57 7q-4 0-7 2L29 8q-6 2-9 5l9 6-12 2q-6 1-8-5l-3 4q0-4-4-7L0 5z"/><path fill="#91cfe3" d="m0 5 2 8q4 3 4 7l3-4q2 6 8 5v64l-4-29v7q-6 0-6-4l-5-3-1 13-1-1z"/><path fill="#8dcbe0" d="M79 96H0V68l1 1 1-13 5 3q0 4 6 4v-7h2l2 29h62V21H17l12-2-9-6q3-3 9-5l46 3q-3 4-3 7l9 2 1 22-2 14 3 5 3-4q3 0 4 3l1-1 4 12v12l-2 2v5l-3-2-2 2h-5l-1 1 3 1q-4 1-6 4"/><path fill="#c6edf7" d="M17 21h62v11h-5l-14 9 4 1 1 5h-4l-1 4 4 2H17V40q5-1 11 1l1-2q-4-7-12-6z"/><path fill="#e3f5f7" d="M17 33q8-1 12 6l-1 2q-6-2-11-1z"/><path fill="#e7f8fa" d="M79 32v6H68l-4 4-4-1 14-9z"/><path fill="#d2f2fa" d="M79 38v12l-6-2-4 4-5 1-4-2 1-4h4l-1-5 4-4z"/><path fill="#bee6f3" d="M79 50v22h-1v-5q-8 0-13-3-4-1-1 2l-3-1q-2-1-2-3 6-1 12 3 8 1 0-2 0-12-10-9-1 2 1 5l-2 1q-6-3-11-2-6 0-11 4-6-4-12-1l7 1q-4 1-1 2l5-1-5 3-15-1V53h47l5-1 4-4z"/><path fill="#caebf5" d="m59 62-2-1q0-2 3-1l2-1q-2-3-1-5 10-3 10 9 8 3 0 2-6-4-12-3"/><path fill="#b7e2f0" d="M60 60q-3-1-3 1l2 1q0 2 2 3l-7-2H40q-8 3-14 9l3 1q-7 0-2 4h-3l-5 4-1 3h-1V69l8-1 7-2 5-3-5 1q-3-1 1-2l-7-1q6-3 12 1 5-4 11-4 5-1 11 2"/><path fill="#b1e1f1" d="m61 65 3 1 7 5 7 1v12H18l1-3 5-4h3q-5-4 2-4l-3-1q6-6 14-9h14z"/><path fill="#d2eff6" d="m78 72-7-1-7-5q-3-3 1-2 5 3 13 3z"/><path fill="#ccecf4" d="m17 65 15 1-7 2-8 1z"/><path fill="#a4d9eb" d="M78 72v13H17v-1h61z"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a kiss:I'm drawn to the intricate and dynamic interplay of light and shadow, the subtle nuances of skin tone, and the overall sense of movement and emotion. The subject is a person, with a medium-light skin tone, a dark skin tone, and a subtle curve or shape. The details are carefully considered, from the subtle texture of the skin to the precise placement of the lips and the overall form. The overall feeling is one of tenderness, intimacy, and a touch of mystery. | {
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",
"path": "emoji_u1f9d1_1f3fc_200d_2764_200d_1f48b_200d_1f9d1_1f3ff.png"
} | Generate code for a svg of a kiss: person, person, medium-light skin tone, dark skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="head_354_">
<path d="M25.73,34.74c27.05,0,31.37,19.51,31.37,47.59c0,23.97-10.35,39.27-28.5,41.22 c-9.35,1-17.91-0.79-24.6-5.64V40.6C9.31,36.83,16.38,34.74,25.73,34.74z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows_179_">
<path d="M21.35,77.36c-0.97-1.29-3.22-3.16-7.58-3.16s-6.61,1.87-7.58,3.16c-0.43,0.57-0.32,1.23-0.02,1.62 c0.28,0.37,1.09,0.71,1.99,0.41c0.9-0.31,2.66-1.22,5.61-1.24c2.95,0.02,4.71,0.93,5.61,1.24c0.9,0.31,1.72-0.04,1.99-0.41 C21.67,78.59,21.78,77.93,21.35,77.36z" style="fill:#AB872F;"/>
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</g>
<g id="eyes_176_">
<path d="M19.35,85.64c0.67-0.79,1.07-0.16,1.2,0.36c0.45,1.76-0.25,4.54-3.47,5.43 c-4.36,1.2-8.76-1.42-9.25-4.98c-0.06-0.44,0.43-0.77,0.82-0.55c1.31,0.72,2.93,2.23,6.3,1.88 C18.23,87.45,18.63,86.49,19.35,85.64z" style="fill:#5D4037;"/>
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} | Generate code for a svg of a a patch of soft green grass covered in morning dew. | <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="#cbe9b3" d="M0 0h96v70q-4 0-4-4v-1l-5-3q-1-2-3-1l2-4v-7l-12 4q-2-3-5-4h-6l-2 1-1-4q-1 3-6 5v-5q-4 0-7 3l-2-5v-4q-4 6-7 15l-2 1-2-6-1 4-2-10q-1-4 2-7l-5-1q-1 6-6 3-3 1 0 4l-2 5-2-9-2 11q-1-3-1 0l-2 7-2-5-3-8-8 8z"/><path fill="#c2e7a8" d="M31 45q-2 5-1 11-3-8-2 1l-2-3-1 3-1-1-4-6q-1 2 2 4-3 3-4 0l-2 3-1-6q0-3 1 0l2-11 2 9 2-5q-3-3 0-4 5 3 6-3l5 1q-3 3-2 7"/><path fill="#c1e9a5" d="M11 53v4l-2-2-1 1-2-4-2 9-4-4v-4l8-8z"/><path fill="#bde5a6" d="m86 57-1-1-3 4 1-7q-3 3-3 7l-2 4-1-7q-7-2-9 4 0 3 4 5l-4 1q0-3-1-1l-1-2-1-4-1-6-4 5q-2-3 1-6-3 0-3 3-3-3-4 0 0-6-2-1l-1 3q-2-7-4 1l-1-3-1 1q-1-15-3-1l-2-2-2 2q3-9 7-15v4l2 5q3-3 7-3v5q5-2 6-5l1 4 2-1h6q3 1 5 4l12-4z"/><path fill="#97d67b" d="m86 57-2 4q2-1 3 1l-3 2q-1-3-3-2l-1-2q0-4 3-7l-1 7 3-4z"/><path fill="#a3d788" d="M11 57q2 2-1 4l-2-3q-1 3-2 0l-1 5-1-1q-2 3-4 2v-7l4 4 2-9 2 4 1-1z"/><path fill="#a7de92" d="M78 64q2 2-1 3l-3-4-6-2q2-6 9-4z"/><path fill="#85c972" d="M24 56q-3 0 0 3-2 1-3-1-2 2-1 6h-1l-3-7 2-3q1 3 4 0-3-2-2-4z"/><path fill="#66b356" d="m15 51 1 6 3 7-2 7q-3-6-6-6v4q-3-4-5 1-3-1 0-3l-4-1-2 2v-4q2 1 4-2l1 1 1-5q1 3 2 0l2 3q3-2 1-4v-4l2 5z"/><path fill="#b6e49c" d="m87 62 5 3-10 5-2-1q0-4 4-5z"/><path fill="#4da047" d="m46 59-2 5h1l1 6 5-3v3q2-3 3 0l2 2-1 5 3-6q-2 3 1 6-4 3-6 11v1l-1-3 3-7-2-6q-3 8-8 0 0-10-3 0-1-3 1-6l-2-2-2 7-1-1-1 7-1-4-1 2V62l2 1q0-3 4-4 2-3 5 0"/><path fill="#5faf52" d="m80 60 1 2q2-1 3 2-4 1-4 5l2 1-3 2 6-2v4l5-2 1 2q-4 0-1 3h6v7q-4 1-9-1l2-2-3-3-4 5q-3-3 1-5l-5-2-6 3q-1-4 4-6l-2-1v-3l-4 5h-2v-7l4-1q-4-2-4-5l6 2 3 4q3-1 1-3z"/><path fill="#b3e299" d="M92 66q0 4 4 4v7h-6q-3-3 1-3 2-1 1-2-9-3 0-6"/><path fill="#5eb050" d="m31 45 2 10 1-4 2 6 2-1 2-2 2 2q2-14 3 1l1-1 1 3q2-8 4-1l1-3 4 8q-1-4 2-7 0-3 3-3-3 3-1 6l4-5 1 6q1-5 4-7l-7 15-2 3q-2-10-4 1l-2-2q0-4 2-6l-7 2q-3-3 0-4l-3-3q-3-3-5 0-4 1-4 4l-2-1-2-4-1 18q0-6-3-10l-3-4-6 2q-1-4 1-6 1 2 3 1-3-3 0-3l1 1 1-3 2 3q-1-9 2-1-1-6 1-11"/><path fill="#76b76f" d="m46 59 3 3q-3 1 0 4l7-2q-2 2-2 6-1-3-3 0v-3l-5 3-1-6h-1z"/><path fill="#92d081" d="M58 56q-3 3-2 7l-4-8q2-5 2 1 1-3 4 0"/><path fill="#8fcd79" d="M92 65q-9 3 0 6 1 1-1 2l-1-2-5 2v-4l-6 2 3-2z"/><path fill="#459a42" d="m29 66-1 4q4 5-2 8 3 5 0 9l-1 3-2-16v4h-3v5l-2-5-1 5q-1-4-2 0l-2-5-4 5-1-1q0 4-3 1l-5 4V68l2-2 4 1q-3 2 0 3 2-5 5-1v-4q3 0 6 6l2-7h1l6-2z"/><path fill="#3f953e" d="M68 67v7h2l4-5v3l2 1q-5 2-4 6l6-3 5 2q-4 2-1 5l4-5 3 3-2 2q5 2 9 1v9l-11-2-5-5-1 4-4-6q-1 3-4 3l-2-2 1-5q-3 3-3 8l-3-3-6 6-2-2-2 3-1-4q2-8 6-11-3-3-1-6l-3 6 1-5q2-11 4-1l2-3q3 1 5-2 1-2 1 1"/><path fill="#398e39" d="M35 62v14l1-2 1 4 1-7 1 1 2-7 2 2q-2 3-1 6 3-10 3 0 5 8 8 0l2 6-3 7 1 3q-1 3-3 0-2 0 0 2h-7v-2q-2 0-2 3l-1-2q-3-1-5 2-2-6-5 0v-3l-4-2q3-4 0-9 6-3 2-8l1-4q3 4 3 10l1-18z"/><path fill="#35893c" d="m26 87 4 2v3q3-6 5 0 2-3 5-2l1 2q0-3 2-3v2h7q-2-2 0-2 2 3 3 0v-1l1 4 2-3 2 2 6-6 3 3q0-5 3-8l-1 5q-1 3 2 2 3 0 4-3l4 6 1-4 5 5 11 2v3H0v-9l5-4q3 3 3-1l1 1 4-5 2 5q1-4 2 0l1-5 2 5v-5h3v-4l2 16z"/><path fill="#c6e4bf" d="m69 85 2 2q-3 1-2-2"/></svg> | |
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"path": "9a732c78a8b41cb2875eaabe3cab7db144a0888e02414a218c07eb9c8473a1c0.png"
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} | Generate code for a svg of a a blue notebook with a dog sticker on the front. | <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="#f9faf9" d="M0 0h96v53l-2-3q-3 3 2 4v42H0z"/><path fill="#58b2e8" d="M14 14q30-1 62 2 2 0 1 3 5 2 0 3v3q3-1 2 2l3 29-3-18v7h-3l-3 5-1-2q8-11-6-11-3-2 0-2-4-3-7-2-1 1 1 4l-4 5q-1-6 2-9l-1-3q-9-3-18 0l1 14 2 1-2 7h-3q-1 3 2 5l1 1 1 2 12 1-11 2 10 8-8 5h-3q-3 1 0 2l-11 2q-6-1-9-6v-5q1-3 4-4l-3-3q0-5 4-8l-2-2 4-2-8-5 2-1q-2-1-2-3l2-10q-3-6-8-6z"/><path fill="#4fafe9" d="M14 25q5 0 8 6l-2 10q0 2 2 3l-2 1 8 5-4 2 2 2q-4 3-4 8l3 3q-3 1-4 4v5q3 5 9 6l11-2q-3-1 0-2h3l8-5-10-8 12-3q1-3 4-4l1-4h-3V42l4-5q-2-3-1-4 3-1 7 2-3 0 0 2 14 0 6 11l1 2 3-5h3v-7l3 18 2 30-3 1q-15-3-30-2H14z"/><path fill="#e2eef1" d="M56 42v10h3l-1 4q-3 1-4 4-3-4 2-5-6-9-1-18 2-4-1-6l-6-1q-3 0-4 2l-3-1-1 2 1 10 3 1q-2 3-1 9l-1 1-1-1-1 2q-2 0-1 2-3-2-2-5h3l2-7-2-1-1-14q9-3 18 0l1 3q-3 3-2 9"/><path fill="#2f608a" d="M54 31q3 2 1 6-3-2-3-5z"/><path fill="#cadcdc" d="M10 44q-3 1-3 5-2 16 1 34l-3 5 1-62 3-3z"/><path fill="#3488c3" d="M11 58v-1z"/><path fill="#4b82aa" d="M44 32q-3 5 0 11h5l-5 1-3-1-1-10 1-2z"/><path fill="#f2f7f9" d="M46 55q-2-3-1-4 0-2 2-2 6 0 3 5z"/><path fill="#66b2de" d="m54 31-2 1q0 3 3 5-5 9 1 18-5 1-2 5h-7q0-3 3-3l-4-2 4-1q3-5-3-5-2 0-2 2l-2 2q-1-6 1-9l5-1 4-2-6-5q-3 3-3 7-3-6 0-11 1-2 4-2z"/><path fill="#c6d7dd" d="M49 43h-5q0-4 3-7l6 5z"/><path fill="#1b4a92" d="M47 39q2 0 1 2z"/><path fill="#c7dee5" d="M47 31q4-1 1 4-2-3-1-4"/><path fill="#be998c" d="M96 53q-5-1-2-4z"/><path fill="#20529c" d="M42 54q-1 2-2 1l1-2z"/><path fill="#afcedd" d="M45 51q-1 1 1 4l4 2q-3 0-3 3-6 0-7-3v1l-1-1q-1-2 1-2 1 1 2-1l1-1z"/><path fill="#f8fbf5" d="M47 60h7l-1 1-12-1-1-2v-1q1 3 7 3"/><path fill="#75b9de" d="M14 14v71h-2q2-3-1-3V58l1 3-1-4V14z"/><path fill="#9cc5cd" d="M10 44 8 83Q5 65 7 49q0-4 3-5"/><path fill="#1e73ba" d="M12 85h39q-2 0-2 3z"/><path fill="#3b93d4" d="M51 85q15-1 30 2H64l-4-1q-2 0-2 2h-9q0-3 2-3"/><path fill="#5081a6" d="m64 87 2 1 13 2H64l-6-2q0-2 2-2z"/><path fill="#a7c1d1" d="M11 82q3 0 1 3l1 2 36 1h9l6 2-52-1q-4-3-1-7"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a purple school bag with a keychain hanging from it. | <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="#cba0ec" d="M0 0h96v96H0z"/><path fill="#451c80" d="M67 37q-3-4-7-3 1 6-5 5v-5H45v5h-4v-5q-11-1-8 9l7 6 8-2 2 4-17 1q3 3 0 5 2 2-1 5l4 6 13 5-15-1q-4-2-5-5 0-18 3-34l3-3 8-1q3-8 11-5l3 5 8 2z"/><path fill="#d3bde3" d="M48 25q4-1 7 3h-9q0-3 2-3"/><path fill="#5a2597" d="M67 37q6 15 2 33l-5 2-15 1-13-5-4-6q3-3 1-5 3-2 0-5l17-1-2-4-8 2-7-6q-3-10 8-9v5h4v-5h10v5q6 1 5-5 4-1 7 3"/><path fill="#635382" d="m51 41 1 1 1 8q-3-4-2-9"/><path fill="#c3b6d0" d="M53 52q2 0 1 3-2-1-1-3"/><path fill="#dfd8e7" d="M40 63q9 8 20 0v3q-6 1-10 5l-11-7z"/></svg> | |
{
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"path": "emoji_u1f62b.png"
} | Generate code for a svg of a tired face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
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</g>
<g id="facial_expressions">
<g id="tired-face">
<g id="mouth">
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<g id="eyebrows">
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</g>
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</g>
</svg> | |
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"path": null
} | Generate code for a svg of a a dark walnut table set with a fine china. | <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="#f2efec" d="M0 0h96v30l-6-4H7l-7 5z"/><path fill="#643" d="M96 30q-9-2-16-1-3 0-3 3l-16 2 7 2q-3 2 0 3l-2 2q3 2 5 6-1 3-3 2 3-2 0-4l-1 3q-2-7-8-7l-13 2-6-1q2-4 6-3 0-7-6-7 13-3-1-2-4 1-7 4l-2-2-4 4q-4-3 0-6h-2l-7 4q-4-4-9-5l3-1q-4-1-6 3H0v-1l7-5h83z"/><path fill="#5e3d2d" d="M96 31v38l-35-1-1-10 8-4-3-3 1-1 1-1 1-3q3 2 0 4 2 1 3-2-2-4-5-6l2-2q-3-1 0-3l-7-2 16-2q0-3 3-3 7-1 16 1"/><path fill="#d8c9c0" d="m67 49-1 1-1-3-8 2q-6 3-13 3l-1-4 9 1 4-4-10-1 13-2q6 0 8 7"/><path fill="#ebe5e1" d="m40 43 6 1 10 1-4 4-9-1 1 4q7 0 13-3 3 3-2 4-9 1-16-1-5-6 1-9"/><path fill="#59392a" d="M40 43q-6 3-1 9-3 0 0 1-6 1-11-1l3 3 6 1-1 7q-2 2-1 6H0V32h5q2-4 6-3l-3 1q5 1 9 5l7-4h2q-4 3 0 6l4-4 2 2q3-3 7-4 14-1 1 2 6 0 6 7-4-1-6 3"/><path fill="#241312" d="m66 50-1 1 3 3-8 4 1 10h-2q0-6-3-10H41q-4 4-3 11-3-3-2-6l1-7-6-1-3-3q5 2 11 1-3-1 0-1 7 2 16 1 5-1 2-4l8-2z"/><path fill="#583829" d="m59 68-21 1q-1-7 3-11h15q3 4 3 10"/><path fill="#3b241e" d="M36 63q-1 3 2 6l21-1h2l35 1v27H0V69h35q-1-4 1-6"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the soft lavender of evening light over a 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="#c9b5e2" d="M0 0h96v43h-3q-10-3-21-2 1-4-1-6l-8-11q-2-3-2 0l-3-5-3 2q-8-1-14 3l-3-3-6 4q-8 6-5 17-15-2-27 1z"/><path fill="#d0b4e1" d="m72 41-4 1q-1-4-4-4-3-10-10-13-9 1-17 5 3 2 0 3 3 3 0 7-3-3-3 2h-7q-3-11 5-17l6-4 3 3q6-4 14-3l3-2 3 5q0-3 2 0l8 11q2 2 1 6"/><path fill="#d9b6e0" d="m68 42-6 1-18 1-10-2q0-5 3-2 3-4 0-7 3-1 0-3 8-4 17-5 7 3 10 13 3 0 4 4"/><path fill="#f1dbed" d="M47 34q7 0 4 7-6 2-6-3 0-3 2-4"/><path fill="#b092d6" d="M72 41q11-1 21 2l-6 4H63l1-2q-2 0-2-2l6-1z"/><path fill="#c5a0dc" d="M62 43q0 2 2 2l-1 2-3 1H40v-3l4-1z"/><path fill="#423e8a" d="M93 43h3v11q-5 3-8 0l-1-7z"/><path fill="#5d4f99" d="m0 45 27 2-5 2q1 3 4 3-3 0-3 2-6-1-10 1-7-1-13 1z"/><path fill="#7463b3" d="M27 47h10q1 3-2 5h-9q-3 0-4-3z"/><path fill="#8874c4" d="M63 47h24l1 7h-4l-9-2-3 2-9-2-3-4z"/><path fill="#b498d7" d="M27 42h7l10 2-4 1v3q-3 0-1 2l20-2h1l3 4 9 2H60l-12-2-29 5-6-2q4-2 10-1l12-2q3-2 2-5H27L0 45v-2q12-3 27-1"/><path fill="#dfbae3" d="M40 48h19l-4 1z"/><path fill="#c2a9df" d="M84 54q-7 6-15 3l-9-3h12l3-2z"/><path fill="#ccb2de" d="m60 54 9 3q-3 3 1 5-5 3-4 9-4-1-6 2-1-2-3 1-4-2-6 2-4-3-6-1-12 0-16-9h-2q-3-1 0-3h-4v-2l4-5 21-4z"/><path fill="#c8b3e1" d="M84 54h4q3 3 8 0v42H37q-4-6-9-4l-12-2-10 3 5 3H0V56q6-2 13-1l6 2 8-1-4 5v2h4q-3 2 0 3h2q4 9 16 9 2-2 6 1 2-4 6-2 2-3 3-1 2-3 6-2-1-6 4-9-4-2-1-5 8 3 15-3"/><path fill="#c2a5d7" d="m28 92-5 1q3 0 5 3H11l-5-3 10-3z"/><path fill="#b597d2" d="M28 92q5-2 9 4h-9q-2-3-5-3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a rainbow of umbrellas dotting the beach. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfefe" d="M0 0h96v96H61l12-16-1-2 4-1q0-4 3-6-2-3-1-4h3v-3q-4-1-6 1h-3l1-3q2 2 5-1l-2-1-2-2 3-1q-15-2-27 1A57 57 0 000 38z"/><path fill="#fdf8e1" d="M0 38q30-3 50 20l1 2-5 1q-1-3-4-4h-4l-7-5-10-2q-9 1-15-4l-6-1z"/><path fill="#f9fbf9" d="m0 45 38 12 1 2-3 1q0-2-2-2-18-2-34-1z"/><path fill="#b9e8f5" d="M0 57q16-1 34 1-3 2 2 2l3-1-1-2h4l-1 6q-3-1-5 1h-2q-5-1-8 3l-8 1-18-1z"/><path fill="#fad456" d="M34 58q2 0 2 2-5 0-2-2"/><path fill="#2e9ae1" d="m76 60 2 1q-3 3-5 1 0-3 3-2"/><path fill="#179fce" d="M24 61q6 0 1 4-3-3-1-4"/><path fill="#fadf7d" d="m73 62-1 3h-2l-6-2q3-4 9-1"/><path fill="#2badd4" d="M16 64q8 3-1 2z"/><path fill="#d0eaf2" d="M42 57q3 1 4 4l5-1-1-2q12-3 27-1l-3 1 2 2q-3-1-3 2-6-3-9 1l-7 3q-3 1-3 4l-2 2-8-2-1 1 6 2h-8q2-4-3-4-5 1-5 4l3 1-4 1v-4l-4-2-2-2q3-4 8-3-3 2 1 3 8-3 1-3 2-2 5-1z"/><path fill="#efc45e" d="M34 64h2q7 0-1 3-4-1-1-3"/><path fill="#ad59b5" d="m46 61 2 1q-3 2-6 1 1-2 4-2"/><path fill="#ce5071" d="M54 60q2-1 3 1-3 1-3-1"/><path fill="#f9c097" d="M78 67h-1l-2-2q2-2 6-1v3z"/><path fill="#e96a8d" d="m57 66 4 2-7 2q0-3 3-4"/><path fill="#7ed5f3" d="M70 65h5l2 2q-3 7-9 4 0-4 2-6"/><path fill="#e3f3f8" d="m64 63 6 2q-2 2-2 6 6 3 9-4h1q-1 1 1 4-3 2-3 6l-4 1h-4q-3-4-6-3l-6 2-17-3 2-1h8l-6-2 1-1 8 2 2-2 7-2-4-2z"/><path fill="#f46a79" d="m26 67 2 2-11 4q-2-3 1-5z"/><path fill="#fcefd9" d="m0 67 18 1q-3 2-1 5l11-4 4 2v4l4-1h3l17 3 6-2 6 3h4l1 2-12 16H0z"/><path fill="#40badf" d="m41 73-2 1h-3l-3-1q0-3 5-4 5 0 3 4"/><path fill="#d65b7f" d="M62 75q3-1 6 3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a silver teaspoon beside a cup of tea. | <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="#e7eae9" d="M51 36q-3-1-3 1l6 2H42q-3 1-4 4h-1q-1-7 6-8 3-2 8 1"/><path fill="#a1a2a5" d="M51 36q3-1 6 1t2 7q-2-4-5-4v-1l-6-2q0-2 3-1"/><path fill="#ab736e" d="M54 39h-6v4q1-1 4 1-5-1-8 1h-2l-4-3q1-3 4-4z"/><path fill="#8e5350" d="M54 40q3 0 5 4l-5 2-2-1q-3-2-4-1v-4z"/><path fill="#b59f6b" d="m52 45 2 1H44q3-2 8-1"/><path fill="#e7e9ea" d="M57 37q5-1 11 1 0 5-4 6-5 5-8 11l-4 3q-8-4-10-12h12l5-2q1-5-2-7"/><path fill="#9ba2a8" d="m37 43 4 3q2 8 10 12-3-1-5 1l-5-3-1-2q-5-5-4-11"/><path fill="#42434b" d="m42 56 5 3 3 5-4 3-5-2 2-4-1-3q-3-2 0-2"/><path fill="#83888e" d="m42 58 1 3-2 4 5 2q-12 2-15-9 4 5 11 6z"/><path fill="#d4d7d9" d="m41 54 1 2q-3 0 0 2v6q-7-1-11-6 3 11 15 9l4-3 6 3q-3 0-1 2 6 4 15 7-11 0-19-6-13 1-21-7-2-4 1-6 4-3 10-3"/></svg> | |
{
"bytes": 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",
"path": "6417fb54433aebf85c8fae136b185fe027e311281e1baa7c1d40af891f06a804.png"
} | Generate code for a svg of a a close up of a square with different shapes and colors | <svg xmlns="http://www.w3.org/2000/svg" width="48" height="48" version="1">
<path style="fill:#8e8e8e" d="m24 4h-18c-1.108 0-2 0.892-2 2v18h20z"/>
<path style="fill:#e4e4e4" d="m24 4h18c1.108 0 2 0.892 2 2v18h-20z"/>
<path style="fill:#45792a" d="m24 44h-18c-1.108 0-2-0.892-2-2v-18h20z"/>
<path style="fill:#8e8e8e" d="m24 44h18c1.108 0 2-0.892 2-2v-18h-20z"/>
<path fill="#fff" opacity=".2" d="m6 4c-1.108 0-2 0.892-2 2v1c0-1.108 0.892-2 2-2h36c1.108 0 2 0.892 2 2v-1c0-1.108-0.892-2-2-2h-36z"/>
<path opacity=".2" d="m6 45c-1.108 0-2-0.892-2-2v-1c0 1.108 0.892 2 2 2h36c1.108 0 2-0.892 2-2v1c0 1.108-0.892 2-2 2h-36z"/>
<circle style="opacity:0.1" cx="14" cy="15" r="6"/>
<circle style="fill:#ffffff" cx="14" cy="14" r="6"/>
<path style="opacity:0.1" d="m 14.070352,26.759076 4.018844,6.960842 4.018844,6.960843 -8.037688,0 -8.037689,0 4.018844,-6.960842 z" transform="matrix(0.87089716,0,0,1.0056254,1.7461709,1.0903934)"/>
<path style="fill:#ffdd4c" d="m 14.070352,26.759076 4.018844,6.960842 4.018844,6.960843 -8.037688,0 -8.037689,0 4.018844,-6.960842 z" transform="matrix(0.87089716,0,0,1.0056254,1.7461709,0.09039337)"/>
<path style="opacity:0.1" d="m 32,9 0,4 -4,0 0,4 4,0 0,4 4,0 0,-4 4,0 0,-4 -4,0 0,-4 -4,0 z"/>
<path style="fill:#3f3f3f" d="M 32 8 L 32 12 L 28 12 L 28 16 L 32 16 L 32 20 L 36 20 L 36 16 L 40 16 L 40 12 L 36 12 L 36 8 L 32 8 z"/>
<path style="opacity:0.1" d="m 40,28 -4,2.6 0,11.4 4,0 z"/>
<path style="fill:#3f3f3f" d="m -40,27 4,2.6 0,11.4 -4,0 z" transform="scale(-1,1)"/>
<path style="opacity:0.1" d="m 14.070352,26.759076 4.018844,6.960842 4.018844,6.960843 -8.037688,0 -8.037689,0 4.018844,-6.960842 z" transform="matrix(0,0.6220694,0.86196463,0,4.9346232,24.247265)"/>
<path style="fill:#e33939" d="m 14.070352,26.759076 4.018844,6.960842 4.018844,6.960843 -8.037688,0 -8.037689,0 4.018844,-6.960842 z" transform="matrix(0,0.6220694,0.86196463,0,4.9346232,23.247265)"/>
</svg> | |
{
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"path": "emoji_u1faf7_1f3fc.png"
} | Generate code for a svg of a leftwards pushing hand: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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} | Generate code for a svg of a yellow corn cobs nestled in the green stalks. | <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="#f5f2b6" d="M0 0h94l-6 3q3 10-7 7V3q-5-3-2 2-5 3-8-1l-3 5-2-1q-3 1-1 4 2 6 6 11l-2 2q3 6 0 13l1 1-4 2-1 1q-4 1-6 4l-1-7-9 7q-3-5-5 1l-3 2v-2l1-6q-8 1-11 8l-2-1-23-9q-4-2-6 1z"/><path fill="#f5f2b4" d="M94 0h2v43q-2 2-2 5t2 6v42H62l-1-5 6-8q-1-3-2 1-3-2-2-5-9-1 1-4-4-2-6 1l2-5 4-3 5-4 5 9v-4l2-3-1-9 3-1-1-1-14-1 6-7-3-2v-4l4-2-1-1q3-7 0-13l2-2q-4-5-6-11-2-3 1-4l2 1 3-5q3 4 8 1-3-5 2-2v7q10 3 7-7z"/><path fill="#f6efa5" d="m0 44 3 3H0z"/><path fill="#f2e23d" d="M41 47q-3 1-2 4l-3-1v-2l-3 4-2-3q3-7 11-8z"/><path fill="#94a96e" d="M96 43v11l-2-6q0-3 2-5"/><path fill="#9ac349" d="m49 46-1 3-4-2q2-6 5-1"/><path fill="#f2e13e" d="m59 46-4 7-4 2-3-2q6 0 1-2l-1-2 1-3 9-7z"/><path fill="#f4e336" d="m29 48-1 5-2 4-6-1-17-9-3-3v-4q2-3 6-1z"/><path fill="#f3d536" d="m7 43 1-1 17 8-1 1z"/><path fill="#f3f2a9" d="M66 41v4l3 2-6 7 14 1 1 1-3 1 1 9-2 3v4l-5-9-5 4-1-3q2-6-1-9-2-3-1-4l4-10z"/><path fill="#a1bf4c" d="m65 42-4 10-1-1q-4 4-6 11-3 4-3 10-3 3 0 7l-4 1q-3 4-3 10-5-7-4-15l2-5-1-1-7 4 1 2h-5l-9 11-2-22-3-2-4 14-5-17q-3-6-7-7v-5h3l17 9 4 6 2-5 2-4 2 6 4-2 1 1q-5 5-2 11-5 7 2 1l-1-1q9-4 12-14h3q-4 6-5 13 4 15 4 0l5-10-2-3 4-2 4-7q2-3 6-4"/><path fill="#728730" d="m20 56 6 1-2 5z"/><path fill="#ead637" d="M41 47v2l3-2 4 2 1 2q5 2-1 2l3 2h-5q-3 10-12 14h-1q-3-6 2-11l-1-1-4 2-2-6 1-5 2 1 2 3 3-4v2l3 1q-1-3 2-4"/><path fill="#89aa40" d="M61 52q-1 1 1 4l-8 6q2-7 6-11z"/><path fill="#83a33e" d="M49 55h2l2 3-5 10q0 15-4 0 1-7 5-13"/><path fill="#f4f2b1" d="M0 52q4 1 7 7l5 17 4-14 3 2 2 22 9-11h10q-1 8 4 15 0-6 3-10l4-1h1l6-3q2-3 6-1-10 3-1 4-1 3 2 5 1-4 2-1l-6 8 1 5H0z"/><path fill="#f0df3f" d="M62 56q3 3 1 9-3 2-4 6l-6 2-2-1q0-6 3-10z"/><path fill="#eef170" d="m63 65 1 3-4 3h-1q1-4 4-6"/><path fill="#697a33" d="m33 69 1 1q-7 6-2-1"/><path fill="#799033" d="M40 75h-5l-1-2 7-4 1 1z"/><path fill="#586235" d="m51 72 2 1q-2 2-1 6h-1q-3-4 0-7"/><path fill="#b6cd53" d="m59 71-2 5-6 3q-1-4 1-6z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a blue water splashing around synchronized swimmers. | <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="#bdd8e8" d="M0 0h76q-1 3-3 1-3 3-3 8l5-2 1 1-7 9q-1 4 3 4l6-4q-2-2-1-4l6-1 3 1-5 2-3 6q-9 2-7 9 1-3 4-1l-2 1 4 8q-1 2-3 1l-4 2v-1q3-4 2-8l-1 1-4-4-3 4-9-6q-3-1 0-3l-7-2q-4-3-9-2l1 3-1-1-4 6-2-1q-5 3-10 0-3 0-5 3 0-4-2-1 2 2 1 5-1-2-3-2H9q-5-5-5-10-3 0-1 2H0z"/><path fill="#bed8e6" d="M76 0h20v42q-5 2-8 6l-11 2-3 3h-2l-1-1 3-1-2-1q-4-3-3-6-1-3 1-3l4-2q2 1 3-1l-4-8 2-1q-3-2-4 1-2-7 7-9l3-6 5-2-3-1-6 1q-1 2 1 4l-6 4q-4 0-3-4l7-9-1-1-5 2q0-5 3-8 2 2 3-1"/><path fill="#b8d5e6" d="m70 40-1-1-7 6q-4-1-6 3l-4-2v6q-4-5-3 1l-5-1 3-1v-1q2-3-1-3 0-3-2-3-3 0 0 3l-1 1q-2-1-2-4l1-3h3q-1-7-7-6-4-1-5 2-6 3 1 7v1l-11-9-3 1h-6l-6 2 2 4-5 5-5-1V24h3q-2-2 1-2 0 5 5 10h5q2 0 3 2 1-3-1-5 2-3 2 1 2-3 5-3 5 3 10 0l2 1 4-6 1 1-1-3q5-1 9 2-1-2 1-2l15 13 3-4 4 4 1-1q1 4-2 8"/><path fill="#9dc9e5" d="M42 41v-4q-3 6-7 3 0-3-2-3 1-3 5-2 6-1 7 6z"/><path fill="#aacee5" d="m20 37 7 6-4-1v5q-6 1-9-2l2 4-11-1 5-5-2-4 6-2z"/><path fill="#4ba0d9" d="M34 45q1 2-1 5-1-4-3-3l-3-4-7-6 3-1z"/><path fill="#68b7e4" d="M70 40q-2 0-1 3l-5 2-2-1 7-6z"/><path fill="#437da6" d="M46 47h-2q-3-3 0-3 2 0 2 3"/><path fill="#4ca6e1" d="M33 37q2 0 2 3 4 3 7-3v4l-1 3q0 3 2 4l1 3-7-2q-1-3 1-4l1 1 1-4h-4q0 4-2 1v1q-7-4-1-7"/><path fill="#baa899" d="M44 47h2q3 0 1 3-2-4-2-1l2 2-3 1v-1l-1-3z"/><path fill="#439fdb" d="M69 44q-1 3 3 6l-4 3-6-1 4-1 1-2-7 1-4-2q2-4 6-3l2 1z"/><path fill="#c6deea" d="m27 43-2 4-4 3v3q-2-3-5-4l-2-4q3 3 9 2v-5z"/><path fill="#8fc4e5" d="m27 43 3 4q2-1 3 3h-6v-3l-1 2-1-2z"/><path fill="#c2885c" d="m47 50-2-2q0-3 2 1"/><path fill="#4aa2e3" d="m44 51 5 1q-1-6 3-1l-1 1-9 3q5 1 9-2 3-2 8-1l6 2 7-2h2l3 2-8 2-13 7H0V47l5 1 11 1q3 1 5 4v-3l4-3 1 2 1-2v3h6q2-3 1-5v-2q2 3 2-1h4l-1 4-1-1q-2 1-1 4z"/><path fill="#d3e3ec" d="m56 48 4 2-1 3q-5-1-8 1v-1l1-1v-6z"/><path fill="#5faede" d="m88 48-11 7-3-2 3-3z"/><path fill="#8ac1de" d="m72 50 2 1-3 1 1 1-7 2-6-2 1-3 7-1-1 2-4 1 6 1z"/><path fill="#81c3e6" d="M51 53q-4 3-9 2z"/><path fill="#bed8e5" d="M94 96H0V86l3 6q3-3 0-3h3v-3q1-3 2 0 3-5-2-5 0-4 5-6 6 1 7-5 2 1 3-1l-1-1h3q-1 2 2 3-3 3 0 2 8 6 18 2l7 1q2 3-1 2-3 4 3 4-2 5 4 5l2-6q-6-3-4-9h6q-2 2 1 4v10l3-7q2-2 5-1-1-3 2-5-6-2-1-5 3-1 6 1-3 6-1 13 3-4 1-9l7-5q-5 1-7-2 3-6 9-1 2-3 3 1l6-3v4l-3 6 2 6q-3 2 0 4l1-2z"/><path fill="#bad7e9" d="M96 42v54h-2V81l-1 2q-3-2 0-4l-2-6 3-6v-4l-6 3q-1-4-3-1-6-5-9 1 2 3 7 2l-7 5q2 5-1 9-2-7 1-13-3-2-6-1-5 3 1 5-3 2-2 5-3-1-5 1l-3 7V76q-3-2-1-4h-6q-2 6 4 9l-2 6q-6 0-4-5-6 0-3-4 3 1 1-2l-7-1q-10 4-18-2-3 1 0-2-3-1-2-3h-3l1 1q-1 2-3 1-1 6-7 5-5 2-5 6 5 0 2 5-1-3-2 0v3H3q3 0 0 3l-3-6V64h56l13-7 8-2 11-7q3-4 8-6"/></svg> | |
{
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"path": "4b00abb7501ef8308eb78e2573e57d84585648307270f9e18278d67cf40d12ff.png"
} | Generate code for a svg of a a diagram of a tree with a number of branches in it | <svg id="text" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 648 66">
<defs>
<symbol id="op-1" data-name="op-1" viewBox="0 0 50.5 27.5">
<g>
<g opacity="0.1">
<rect x="1.75" y="2.75" width="48" height="24" rx="12" ry="12"/>
<rect x="1.75" y="2.75" width="48" height="24" rx="12" ry="12" fill="none" stroke="#000" stroke-miterlimit="10" stroke-width="1.5"/>
</g>
<g>
<rect x="0.75" y="0.75" width="48" height="24" rx="12" ry="12" fill="#d8c2f2"/>
<rect x="0.75" y="0.75" width="48" height="24" rx="12" ry="12" fill="none" stroke="#666" stroke-miterlimit="10" stroke-width="1.5"/>
</g>
</g>
<g>
<path d="M20,12a4.69,4.69,0,0,1-1,3.25,3.78,3.78,0,0,1-3,1.16,3.81,3.81,0,0,1-3-1.15A4.72,4.72,0,0,1,12,12a4.64,4.64,0,0,1,1-3.26,3.85,3.85,0,0,1,3-1.14,3.78,3.78,0,0,1,3,1.15A4.68,4.68,0,0,1,20,12Zm-6.54,0a3.84,3.84,0,0,0,.64,2.4,2.25,2.25,0,0,0,1.89.82,2.25,2.25,0,0,0,1.88-.81A3.85,3.85,0,0,0,18.5,12a3.86,3.86,0,0,0-.63-2.39A2.23,2.23,0,0,0,16,8.77a2.27,2.27,0,0,0-1.9.81A3.8,3.8,0,0,0,13.45,12Z" fill="#666"/>
<path d="M25,16.39a2.27,2.27,0,0,1-1.91-.88H23q0.08,0.82.08,1v2.65H21.68V9.79H22.8q0,0.18.19,0.87h0.07a2.16,2.16,0,0,1,1.93-1,2.25,2.25,0,0,1,1.89.88A4,4,0,0,1,27.56,13a4,4,0,0,1-.69,2.48A2.27,2.27,0,0,1,25,16.39ZM24.64,10.8a1.43,1.43,0,0,0-1.2.48,2.49,2.49,0,0,0-.38,1.54V13a3,3,0,0,0,.38,1.71,1.39,1.39,0,0,0,1.22.53,1.24,1.24,0,0,0,1.1-.59A3,3,0,0,0,26.15,13a2.92,2.92,0,0,0-.38-1.65A1.28,1.28,0,0,0,24.64,10.8Z" fill="#666"/>
<path d="M35.86,16.27H34.49V10.74q0-1,0-1.57l-0.33.31-1.32,1.08L32.2,9.69l2.52-2h1.15v8.57Z" fill="#666"/>
</g>
</symbol>
<symbol id="op-2" data-name="op-2" viewBox="0 0 50.5 27.5">
<g>
<g opacity="0.1">
<rect x="1.75" y="2.75" width="48" height="24" rx="12" ry="12"/>
<rect x="1.75" y="2.75" width="48" height="24" rx="12" ry="12" fill="none" stroke="#000" stroke-miterlimit="10" stroke-width="1.5"/>
</g>
<g>
<rect x="0.75" y="0.75" width="48" height="24" rx="12" ry="12" fill="#d8c2f2"/>
<rect x="0.75" y="0.75" width="48" height="24" rx="12" ry="12" fill="none" stroke="#666" stroke-miterlimit="10" stroke-width="1.5"/>
</g>
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<title>rnn</title>
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} | Generate code for a svg of a linked logo with a black dot on the bottom | <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M8.53685 6.63162C8.51645 5.70543 7.85413 5 6.77863 5C5.70313 5 5 5.70543 5 6.63162C5 7.53861 5.68234 8.26436 6.73782 8.26436H6.75791C7.85413 8.26436 8.53685 7.53861 8.53685 6.63162Z" fill="black"/>
<path d="M8.33138 9.55371H5.1875V18.9998H8.33138V9.55371Z" fill="black"/>
<path d="M16.0503 9.33203C18.1191 9.33203 19.6701 10.6824 19.6701 13.5838L19.67 18.9999H16.5262V13.9463C16.5262 12.6769 16.0713 11.8107 14.9332 11.8107C14.0646 11.8107 13.5473 12.3946 13.3201 12.9586C13.2369 13.1608 13.2165 13.4424 13.2165 13.7247V19.0002H10.0723C10.0723 19.0002 10.1137 10.4405 10.0723 9.55409H13.2165V10.8921C13.6338 10.2489 14.3811 9.33203 16.0503 9.33203Z" fill="black"/>
</svg> | |
{
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",
"path": "48d67565e5c4e9029db8e25a0e57f581440298460d1a016cc70840b45e1e7682.png"
} | Generate code for a svg of a a close up of a yellow and purple object on a red surface | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 120 140"><defs><style>.cls-1{fill:#bb6444;}.cls-2{fill:#c26948;}.cls-3{fill:#b55f40;}.cls-4{fill:#593269;}.cls-5{fill:#9b59b6;}.cls-6{fill:#ecdcb8;}.cls-7{fill:#79468e;}.cls-8{fill:#c16ee2;}.cls-9{fill:#727979;}.cls-10{fill:#cad9d9;}.cls-11{fill:#434343;}.cls-12{fill:#b9c6c6;}.cls-13{fill:#fc0;}.cls-14{fill:#ecbc00;}.cls-15{fill:#856a00;}.cls-16{fill:#a6b1b1;}.cls-17{fill:#cba200;}.cls-18{fill:#d5e5e5;}.cls-19{fill:#d0a500;}.cls-20{fill:#934e35;}</style></defs><title>Asset 119</title><g id="Layer_2" data-name="Layer 2"><g id="Layer_1-2" data-name="Layer 1"><path class="cls-1" 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"path": "emoji_u1f63d.png"
} | Generate code for a svg of a kissing cat | <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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<radialGradient id="SVGID_1_" cx="40.1326" cy="82.2192" gradientTransform="matrix(0.9791 0 0 0.9333 0.5841 14.1371)" gradientUnits="userSpaceOnUse" r="16.9843">
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<path d="M35.84,36.23c1.54-1.29,1.5-3.37,0.6-5.16c-2.16-4.31-7.33-8.78-9.16-10.23 c-3-2.38-5.32-3.18-6.21,0.65c-1.65,7.08-1.52,16.69,0.25,21.99c0.62,1.87,2.54,2.86,4.02,1.57L35.84,36.23z" style="fill:#FFD1D1;"/>
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</svg> | |
{
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} | Generate code for a svg of a bright wildflowers growing between cobblestones. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v66q-6-3-10 0-11-3-20 0l-4-1 3-2h-4l4-7q-3 0-3 2l-1-2v1q-2-1-1-3 0-2 3-2l-1-2-8 2h-2l1-7q1-3-2-2-4 0 0 2l-1 4q-5 2-2 6l-1 5h-3l-2-4q-1-2-3-1l-3 10q-1-5-6-5l4 6q-9-3-15 0l-6 1q-7-2-13-1z"/><path fill="#d4bc82" d="M59 37h4l-1 3z"/><path fill="#f2e493" d="M53 45h-2q-4-2 0-2 3-1 2 2"/><path fill="#f9d44b" d="M38 50q2 0 2 2l-3-1z"/><path fill="#edc850" d="M34 53h-2l-1-1q1-3 4-1z"/><path fill="#f7d468" d="M60 54q-3-3-4 0l-2-2 8-2 1 2q-3 0-3 2"/><path fill="#fae4b7" d="M31 52v2q-6 0-1-3"/><path fill="#eaebe2" d="M51 45h2l-1 7h2l2 2q1-3 4 0-1 2 1 3-2 9-4 0-3 3-3 7v3h-2q-9 0-3-7 0-4 2-7l-1-1-2 3q-3-4 2-6z"/><path fill="#678e34" d="M32 53h2l-1 3-1-1z"/><path fill="#e3deb5" d="M40 52q0-2-2-2l3-5 1 6 4-5 1 1-2 12-1-6z"/><path fill="#93ba66" d="M49 60h-2l1-5 2-3 1 1q-2 3-2 7"/><path fill="#5e8f46" d="m42 56 2 4q-4-2-2-4"/><path fill="#d2d8c8" d="M42 56q-2 2 2 4h-4q0 3 4 4 3-2 1 2-5-1-8 1l-1-2 3-10q2-1 3 1"/><path fill="#84a582" d="M61 63q-3 3 2 4v1l-9-4q0-4 3-7 2 9 4 0v-1l1 2q0-2 3-2z"/><path fill="#e8e9e7" d="M55 61q2-1 4 2-4 1-4-2"/><path fill="#97be7a" d="m36 65 1 2q-2 3-2 0l-1-1-4-6q5 0 6 5"/><path fill="#cbc8c5" d="M61 63h4l-3 2 4 1q9-3 20 0l-7 2-4-1 6 5-10 1z"/><path fill="#76787e" d="M19 66h7l-6 4q-1-1 1-3zL8 70l5-3z"/><path fill="#738671" d="M44 60h5q-6 7 3 7v1h-6l-1-2q2-4-1-2-4-1-4-4z"/><path fill="#b8b6b8" d="M0 66q6-1 13 1l-5 3 11-3h2q-2 2-1 3l-6 2q-3 1 0 2l-2 1-2-1-10 4z"/><path fill="#a3a4a4" d="M45 66q-1 5-6 5 1 3-1 6-6-3-11-2l2-2h9q-4-2 0-3h-5l-1-1q0-3 3-2 0 3 2 0 3-2 8-1"/><path fill="#53545e" d="M79 68q2 3 7 5h2v1h-4l-3-2-6-5z"/><path fill="#d4d3d3" d="M46 68h6l2 11-14-1q2-6 6-10"/><path fill="#373b48" d="M63 68v-1l8 6v1q-6-1-8-6"/><path fill="#aeabae" d="M96 66v5l-10 2q-5-2-7-5l7-2q4-3 10 0"/><path fill="#c0bfc1" d="m54 64 9 4q2 5 8 6l1 1-17 1-1-8q8-1 0-1z"/><path fill="#faf9f8" d="M96 71v2H86z"/><path fill="#414651" d="m20 70-6 4q-3-1 0-2z"/><path fill="#939398" d="m81 72 3 2q-6-1-11 1h-1l-1-1v-1z"/><path fill="#f1f0f0" d="M84 74h2l-11 2-2-1q5-2 11-1"/><path fill="#363a45" d="M88 74h3q-1 2 2 4l-1 1 4 2v2l-5-2q-4-3-3-7"/><path fill="#c4c3c5" d="M88 74v-1h8v8l-4-2 1-1q-3-2-2-4z"/><path fill="#4e5459" d="M52 67h2q8 0 0 1l1 8 17-1h1l2 1 2 3h-2l-2-1q-9-2-16-1-3 1 0 4v4h3v3l-3 2-3-9v-2l-2-11z"/><path fill="#b8b7b8" d="M86 74h2q-1 4 3 7H78l-1-2-2-3z"/><path fill="#cac8c9" d="M19 66q6-3 15 0l1 1q-3-1-3 2l-7 4-9 1 8 1q-7 5-14 5 8 0 2 4T0 88v-7q5-4 12-6l2-1 6-4 6-4z"/><path fill="#dedcdd" d="M57 77q7-1 16 1l-16 2z"/><path fill="#353a45" d="M12 75q-7 2-12 6v-3l10-4z"/><path fill="#909196" d="m40 78 14 1v2H38q0-3 2-3"/><path fill="#a9a8ac" d="M57 77v3l16-2 2 1-12 2h-6q-3-3 0-4"/><path fill="#d7d5d5" d="M38 81h16l3 9H36q0-6 2-9"/><path fill="#d6d4d2" d="M78 81h13l5 2v4q-7-1-12 1 3 2-1 1l-7-5q-1-3 2-3"/><path fill="#3f424d" d="m45 66 1 2q-4 4-6 10-2 0-2 3-2 3-2 9h3v1q-4-1-6 2h-7v3h-4q0-7 8-7l4-7-15-1-8 7-11 1v-1q6 0 12-4t-2-4q7 0 14-5l-8-1 9-1 7-4 1 1q-3 0-4 3l-2 2q-10 5 2 5l8-1 1-2q2-3 1-6 5 0 6-5"/><path fill="#d2d0d0" d="M27 75q5-1 11 2l-1 2-8 1q-12 0-2-5"/><path fill="#d1cecf" d="M33 70h5q-4 1 0 3h-9q1-3 4-3"/><path fill="#d0cece" d="M57 81h6q9-1 15 6l-18 1v-3h-3z"/><path fill="#3b3e4a" d="M75 79h2l1 2q-3 0-2 3l7 5q4 1 1-1 5-2 12-1v3h-7q-3 3 0 6h-2l-5-6H60l2 6h-5l-2-4 2-2 3-2 18-1q-6-7-15-6z"/><path fill="#d7d5d5" d="M22 96H0v-7l11-1 8-7 15 1-4 7q-8 0-8 7"/><path fill="#5e606c" d="M39 91v-1h18l-2 2q-9-2-16-1"/><path fill="#d7d5d4" d="M87 96H62l-2-6h22z"/><path fill="#d3d0d0" d="M39 91q7-1 16 1l2 4H32l1-3q2-3 6-2"/><path fill="#cbcac9" d="M96 90v6h-7q-3-3 0-6z"/><path fill="#84838e" d="m33 93-1 3h-6v-3z"/></svg> | |
{
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} | Generate code for a svg of a a delicate porcelain teacup resting on a saucer. | <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="#d1d7d3" d="M50 35q9-1 18 3l1 3q-2 3-5 1-11 3-22 3l-3-1v-1h12z"/><path fill="#e9ece7" d="m50 35 1 8H39l-5-1 8-3 2-4z"/><path fill="#f6f8f5" d="M42 45q11 0 22-3 3 2 5-1l2-2q3 2 1 5l-6 3q-5-5-7 2-2-3-4-2-4 3-6 7l-2-7z"/><path fill="#e8ece5" d="M64 64q-1-2-3-1 0-2 3-2l-5-3q-2 0-3 3l-1-2h-7l8-2v-2q-4-2-7 1l1 1-5 1-4-1q0-2 3-2 2-8-5-8l-3 2-2-5h5l3 1 5 2 2 7q2-4 6-7 2-1 4 2 2-7 7-2l6-3q2-3-1-5l-2 2-1-3q5-3 7 3-3 6-9 7v3l9 3v5z"/><path fill="#cad1ca" d="M41 57q-2-3-1-6l-4-2 3-2q7 0 5 8-3 0-3 2"/><path fill="#acb5b1" d="m34 42 5 1v1h-5l2 5 4 2q-1 3 1 6l4 1-4 1 6 3h-8q-9 0-15-3-4-1-3-4h16q-6-6-7-13z"/><path fill="#ccd3cc" d="m56 61-9 1-6-3 4-1 5-1-1-1q3-3 7-1v2l-8 2h7z"/><path fill="#fafbf8" d="M61 63q-3-1-4 1H38l1-2h8l9-1q1-3 3-3l5 3q-3 0-3 2"/><path fill="#e3e3d4" d="M24 59q6 3 15 3l-1 2-13-3-1 1q-4-3 0-3"/><path fill="#8da0a3" d="m24 62 1-1 13 3h3l7 2q-7-1-12 1z"/><path fill="#b3bcbb" d="M41 64h16l-9 2z"/><path fill="#dadedb" d="M57 64q1-2 4-1 2-1 3 1-5 4-11 4H39l-3-1q5-2 12-1z"/></svg> | |
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"path": "36c22322323227923229efabfeea6e233916b162496af8becc7d8d004a1e3319.png"
} | Generate code for a svg of a a gray magnifying icon with a white background | <svg id="图层_1" data-name="图层 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 97.475 100.185"><defs><style>.cls-1{fill:#666;}</style></defs><title>kkkk_search</title><path id="search" class="cls-1" d="M98.051,99.407a3.243,3.243,0,0,1-4.5-.5L72.164,77.521a43.605,43.605,0,1,1,4.179-3.826L97.551,94.9A3.243,3.243,0,0,1,98.051,99.407ZM45.08,5.913A37.734,37.734,0,1,0,82.814,43.647,37.734,37.734,0,0,0,45.08,5.913Z" transform="translate(-1.263 0.093)"/></svg> |
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