reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": 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} | Generate code for a svg of a black and white vector illustration of a UFO spaceship. | <?xml version="1.0" encoding="iso-8859-1"?>
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| |
I draw images of circular icons with a maze design in the center. The design is characterized by curves, shapes, and positioning. The goal is to create a visually appealing and engaging representation of the maze's structure, emphasizing the winding path and the sense of depth and complexity. | {
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",
"path": "emoji_u1f9cc.png"
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<circle cx="74.01" cy="67.88" r="3.76" style="fill:#784D30;"/>
<ellipse cx="74.36" cy="67.31" rx="3.18" ry="3.41" style="fill:#82AEC0;" transform="matrix(0.1016 -0.9948 0.9948 0.1016 -0.1634 134.4392)"/>
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<path d="M43.74,49.18c-1.94,3.38-1.51,6.82-1.17,9.7c1.03-1.59,2.56-2.78,3.79-4.22 c1.47-1.71,3.75-4.35,2.98-8.43" style="fill:url(#SVGID_12_);"/>
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<path d="M35.45,44.71c0,0-1.96,0.98-3.07-0.76c-0.66-1.35-1.74-3.08-2.4-3.79c-0.67-0.7-1.41-1.34-2.27-1.87 c-0.85-0.54-1.78-1-2.95-1.22c0,0,2.49,3,3.8,4.44c1.17,1.19,2.33,2.41,3.51,3.59c0.32,1.97-1.16,4.13-3.86,4.26 c-0.26-0.8-0.63-1.49-1.04-2.13c-0.54-0.86-1.18-1.61-1.9-2.28c-0.72-0.67-1.5-1.27-2.4-1.74c-0.88-0.49-1.85-0.9-3.03-1.06 c0,0,2.41,2.87,3.82,4.24c1.37,1.24,3,2.51,4.39,3.72c0.36,1.32,0.51,2.62-1.01,3.73c-1.92,1.41-6.5-1.99-7.64-2.97 c-1.34-1.06-2.7-2.32-3.96-3.56c0,0,0.28,2.51,2.76,4.68c1.44,1.26,3.88,1.95,4.95,1.96c0.29,0.83,0.11,1.82-0.52,2.44 c-0.6,0.6-1.5,0.82-2.35,0.75c-0.85-0.07-3.37-1.09-4.15-1.56l-0.56,0.36l-0.06,0.67c1.01,0.62,3.25,1.59,4.41,1.84 c2.14,0.45,4.4-0.15,6.28-1.27c1.88-1.12,3.49-2.83,4.9-4.5c-0.44-0.65-0.59-1.37-0.52-2.16C30.81,47.75,34.41,45.12,35.45,44.71z" style="fill:#75A768;"/>
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</svg> | |
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} | Generate code for a svg of a red paper bags filled with fresh purchases. | <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="#f1706b" d="M0 0h22q1 2-1 3 3 0 2 3l6 2h-4l-4 4v2l6 3-3 2q-4-3-7-1l8 3q1 3 2 0l11 11v8h-1l-2 2-4-3-1 1h-1q-2-5-5-4-1 3 3 4v2h-1q-3-2-4-1v-3h-4q-1 1 1 4-3 12-2 25-3-2-5 2-2-2-4-1v4h3L6 82l1 1-4 3 2 1q-4 2-1 5l-2 2 5 2H0z"/><path fill="#f1726c" d="M22 0h74v36l-3-18-4 6 4 3q-4 3-6 0l-2 2q-1 2 1 4l-4 21 2 9q-6 2-3 7-4 1-6 4l4 4-9-1-2-4q3-2 2-5 0-2-2-2l-2 2-2-4 13-4 1-17h-3v-1q0-4-3-3t-2 4l-2-2-1 2q-1-3 1-4h-4l-5 2H42q0-6-3-10l-1 1-11-11q-1 3-2 0l-8-3q3-2 7 1l3-2-6-3v-2l4-4h4l-6-2q1-3-2-3 2-1 1-3"/><path fill="#f5726c" d="M96 36v60H68l-10-2q9 0 20-4 0-4 4-5-3-3-4 0l-1-2v-2l3-1-1-2-4-4q2-3 6-4-3-5 3-7l-2-9 4-21q-2-2-1-4l2-2q2 3 6 0l-4-3 4-6z"/><path fill="#f45352" d="m42 41-4-1v-8l1-1q3 4 3 10"/><path fill="#fa4942" d="M29 40h-2q-4-1-3-4 3-1 5 4"/><path fill="#e11f1f" d="m22 41-1 1h-2q-2-3-1-4h4z"/><path fill="#f2d6b7" d="M35 42q-4 0-5-2l1-1z"/><path fill="#cf9b6f" d="M72 39q3-1 3 3h-3z"/><path fill="#987437" d="M22 41q1-1 4 1l-1 2h-4v-2z"/><path fill="#efa891" d="M27 40h3q1 2 5 2l-1 1h-6l-1-1z"/><path fill="#da977f" d="M67 43q-3-1-4 1h-3v6q-2-4-1-9l5-2h4q-2 1-1 4"/><path fill="#f1ccb6" d="M72 39v3h3v1h-5q-1-3 2-4"/><path fill="#b90f16" d="M37 40q-1 4 2 10h-5v-7l1-1z"/><path fill="#f9413f" d="m37 40 4 1h17q-1 5 1 9l2-1 1-5q1-2 4-1l1-2 2 2h8l-1 17-13 4-10 2-9-2v7l-26-2q-2-13-1-25h7l1 19h4l-2-20h6v7h5q-3-6-2-10"/><path fill="#f4ceba" d="m63 44-1 5-2 1v-6z"/><path fill="#f55652" d="M19 42h2v2h-3q-1 12 1 25-2 0-2-2-1-13 2-25"/><path fill="#cb131d" d="m26 42 1 1 2 20h-4l-1-19z"/><path fill="#f26f6b" d="m64 64 2 4 2-2q2 0 2 2 1 3-2 5l2 4 9 1 1 2-3 1v2l1 2q1-3 4 0-4 1-4 5-11 4-20 4l10 2H7l-5-2 2-2q-3-3 1-5l-2-1 4-3-1-1 5-10H8v-4q2-1 4 1 2-4 5-2 0 2 2 2l26 2v-7l9 2z"/><path fill="#f93335" d="M68 66q2 0 2 2-2 0-2-2"/></svg> | |
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} | Generate code for a svg of a a white rabbit hopping through the grass. | <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="#edeeea" d="M0 0h96v72l-2-1-1 6-5-14v17h-1l-2-10-2 7q-3-2-3-5V61l-2 4-3-5-1 3-1-1q-2 3 1 6h-2v2l-2 5q-4-12-4 1l-2-4-4 4-1-2h-1l1-7-5 9-1-3q-3 1-4 5l-1-1v-3q2-3 1-6l-2 3q-1-3-3-1l-3 5v-2q0-6 3-9l-3 3q-1-4-3 1l-1-2-4 3q-3 6-3 0l-1-6-4 5v-4l-1-2-4 3q-3-5-4 1v-3l-1-2-4 5-1-1 1-5q-2 0-2 3l-1-2-2 3H5v-8l-3 8-1-6-1 1z"/><path fill="#e17e7c" d="M41 27q6 2 5 9-6-4-5-9"/><path fill="#403f44" d="M51 41q2 0 1 2z"/><path fill="#768068" d="m11 66-2 3-3-5 2-3 1 2q0-3 2-3l-1 5z"/><path fill="#686f54" d="M25 64q-2 2-1 5l-5-1 1-3 4-3z"/><path fill="#bbbdb8" d="m83 77-2 5-4-8q-3 2-3 6l-2-10v-2h2q-3-3-1-6l1 1 1-3 3 5 2-4v11q0 3 3 5"/><path fill="#a5aca3" d="M16 63v3q1-6 4-1l-1 3-1 3q-4-3-3-7z"/><path fill="#a7ada4" d="M30 69q-2 0-2 3h-3l-1-1v-2q-1-3 1-5v4l4-5z"/><path fill="#a7ada1" d="M5 64v9l-3-9 3-8z"/><path fill="#2c2d29" d="m19 68 5 1v2q-5 3-4 9v2l-2 1V71z"/><path fill="#99a18b" d="M48 74q-4 3-7 9v-8l3-5q2-2 3 1l2-3q1 3-1 6"/><path fill="#808956" d="m5 64 3 5-3 9-1-2V64"/><path fill="#565f46" d="m24 71-1 1q-3 2-3 7h-1q-1-6 4-9"/><path fill="#585e52" d="M30 69q0 6 3 0h2l2 2-4 5q0-4-2-1l-1-1-2 4q-2-3 0-6 0-3 2-3"/><path fill="#62684f" d="M58 74q-4 2-1 6l-3 1v-4l-3 6-1-3q-2-1-2-3l1 1q1-4 4-5l1 3 5-9z"/><path fill="#545948" d="M66 76h-1q-2 2-2 6v2l-2 11-1-11-1-3q-3-4 0-7l1 2 4-4z"/><path fill="#79816a" d="m41 73-1 1-5 9h4q-4 6-5 13h-1q0-7-3-2 0-6 5-9l-1-2q-1-3 1-4h-3l6-7-1-1-2-2h-2l4-3 1 2q2-5 3-1l3-3q-3 3-3 9"/><path fill="#798953" d="M15 64q-1 4 3 7v12l2-1-1 5-2-2-2-7-4-8q1-4 4-6"/><path fill="#686a5b" d="m72 70 2 10q0-4 3-6l4 8 2-5 2-7 2 10-1 1-2-5v11l-2-4v10l-3-9-2-6 1 8q-3-3-2 2l-2-4-1 2-1-8-1-1-2 2-1-3-1 7-1-2v-5q0-13 4-1z"/><path fill="#515943" d="m15 78-3 7h-1q2-6 1-11l1-2z"/><path fill="#363632" d="m37 71-6 7h3q-2 1-1 4-7 4-6 13h-1v-8l4-13q2-3 2 1z"/><path fill="#a4a59b" d="M93 77v3q-3 3-2 8v3l-3-12V63z"/><path fill="#c1d0bb" d="M65 76v5l-2 1q0-4 2-6"/><path fill="#3a3e37" d="m2 64 3 9v3q-2 9-1 20H2l-1-9-1 4V59l1-1z"/><path fill="#90a95d" d="m5 76 1 2q-3 9 0 18H4Q3 85 5 76"/><path fill="#33332d" d="m24 73-3 11v-4q0-5 3-7"/><path fill="#51573c" d="M96 73v13l-2-1z"/><path fill="#f2f5f4" d="m93 80-1 7-1 1q-1-5 2-8"/><path fill="#dfe2e0" d="m79 84-1 2-1-8z"/><path fill="#9cb668" d="M58 74q-3 3 0 7-4 6-4 15h-2v-7l-2 4v-2l1-4 2-6 3-1q-3-4 1-6"/><path fill="#76816c" d="m65 81-1 6-1-3v-2z"/><path fill="#9aac78" d="M25 72h3q-2 3 0 6l2-4 1 1-5 8q0-8-3-1-2 6-2 14h-1l-1-9 1-5v-2h1v4l3-11z"/><path fill="#282828" d="m40 74 1 9q3-6 7-9v3q0 2 2 3l-3 4q-2-7-2-1-2 1-2 4l1 9h-2q-1-16-2 0h-6q1-7 5-13h-4z"/><path fill="#32342a" d="m54 81-2 6-3 2v-2q0-3 2-4l3-6z"/><path fill="#434335" d="m71 77-3 10q-1-4-1 0-2-3-1-6l1 2 1-7 1 3z"/><path fill="#91a863" d="m71 77 1 1 1 8 1 10h-3l-2-8q-3 3 0 8h-2v-9q0-4 1 0z"/><path fill="#262728" d="m15 78 2 7q-2 5-2 11h-4q-1-6 1-11z"/><path fill="#353931" d="m16 63-1 1q-3 2-4 6-2 1 1 4 1 5-1 11-4 4-3 11H6q-3-9 0-18l3-9 2-3 4-5z"/><path fill="#bec4b4" d="M96 72v23h-5v-8l1-1 1-7v-3l1-6z"/><path fill="#2a2828" d="M26 83q-3 1-2 4l1 9h-4q0-8 2-14 3-7 3 1"/><path fill="#98a977" d="m34 83 1 2q-5 3-5 9v2h-2q-1-9 6-13"/><path fill="#5d6b42" d="M49 87v2l3-2-1 4-1-1-1 2q-3-3 0-5"/><path fill="#748b4f" d="m26 83 1 5v8h-2l-1-9q-1-3 2-4"/><path fill="#424937" d="M45 83v13h-1l-1-9q0-3 2-4"/><path fill="#23221f" d="M65 76v5q-1 3 1 6v9h-1q-3-4-2-9l1-6z"/><path fill="#a7c16c" d="m86 81-1 15h-2l1-9V76z"/><path fill="#3e3f35" d="m17 85 2 2 1 9h-3z"/><path fill="#272627" d="m76 88-1 8h-1l-1-10 1-2z"/><path fill="#92ae5c" d="m50 80 1 3q-2 1-2 4-3 2 0 5l-1 4h-3V83q0-6 2 1z"/><path fill="#b6cc9d" d="M2 96H0v-5l1-4z"/><path fill="#86a160" d="M11 85q-2 5-1 11H8q-1-7 3-11"/><path fill="#21201c" d="M51 91v2q-2 0-1 3h-2l1-4 1-2z"/><path fill="#596444" d="M53 96h-3q-1-3 1-3l2-4z"/><path fill="#2a2726" d="M71 96h-2q-3-5 0-8z"/><path fill="#798955" d="m79 84 3 9v3h-3q-1-12-2 0h-2l1-8q-1-5 2-2z"/><path fill="#2f2d28" d="m84 87-1 9h-1V83z"/><path fill="#73884e" d="m87 80-2 16h-1z"/><path fill="#667552" d="M17 85v11h-2q0-6 2-11"/><path fill="#30312d" d="m59 81 1 3v12h-5q0-9 4-15"/><path fill="#8ba36a" d="m60 84 1 11 2-11 1 3q-1 5 2 9h-6z"/><path fill="#282727" d="m88 79 3 12v5h-5z"/><path fill="#242024" d="M33 96h-3v-2q3-5 3 2"/><path fill="#53603f" d="M42 96h-2q1-16 2 0"/><path fill="#252124" d="M79 96h-2q1-12 2 0"/></svg> | |
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",
"path": "emoji_u1f469_1f3fc_200d_1f9b2.png"
} | Generate code for a svg of a woman: medium-light skin tone, bald | <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="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="35.6746" y2="3.0208">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
<path d="M64.12,94.45h-0.13c-25.65,0.03-51.46,7.55-51.46,25.44v4.07h1.5h1.5h96.93h1.49h1.51v-4.07 C115.46,103.02,89.9,94.45,64.12,94.45z" style="fill:url(#SVGID_1_);"/>
<path id="neck" d="M73.07,90.08H54.91v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98 H73.07z" style="fill:#C48E6A;"/>
<g id="face">
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<ellipse cx="47.57" cy="58.87" rx="4.87" ry="5.04" style="fill:#5D4037;"/>
<ellipse cx="80.43" cy="58.87" rx="4.87" ry="5.04" style="fill:#5D4037;"/>
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<path id="nose" d="M67.82,68.05c-0.1-0.04-0.21-0.07-0.32-0.08h-6.99c-0.11,0.01-0.21,0.04-0.32,0.08 c-0.63,0.26-0.98,0.91-0.68,1.61s1.69,2.66,4.49,2.66c2.8,0,4.19-1.96,4.49-2.66C68.8,68.97,68.45,68.31,67.82,68.05z" style="fill:#C48E6A;"/>
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<path id="mouth" d="M72.31,76.14c-3.15,1.87-13.46,1.87-16.61,0c-1.81-1.07-3.65,0.57-2.9,2.21 c0.74,1.61,6.37,5.36,11.23,5.36c4.87,0,10.42-3.75,11.16-5.36C75.94,76.71,74.12,75.06,72.31,76.14z" style="fill:#6D4C41;"/>
</g>
</svg> | |
{
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} | Generate code for a svg of a black basketball sneakers squeaking across the hardwood. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#696769" d="M39 36q-3 1-3 4-3-4 3-4"/><path fill="#26272b" d="M68 34v6q-4-1-7 1l3 1q-2 1-1 4l-8-5q-6 4-8 13l-14 5H20q-5-5 1-8l8-4 5 4 12-5q0-6 3-10 3 3 8 0l7 3 1-4q2-2 3-1"/><path fill="#18171b" d="M49 36q-3 4-3 10l-12 5-5-4 7-7q0-3 3-4 2-4 5-5 3 0 5 5"/><path fill="#3b3e42" d="m63 46-4 6q-3-5-7-5-8 8 4 5 3 1 0 5-3 0-3 3h-3q-1-2 2-2-3-2-5 1v-5q2-9 8-13z"/><path fill="#18191c" d="m76 42 5 6-6 3-1-1q-4-5 2-8"/><path fill="#1d1f22" d="m72 38 2 2-4 8-4-2 4-7q0-2 2-1"/><path fill="#82878a" d="m74 40 2 2q-6 3-2 8l-3-1-1-1z"/><path fill="#121316" d="M59 52h-3q-12 3-4-5 4 0 7 5"/><path fill="#626c75" d="M68 34q3-1 4 4-2-1-2 1l-4 7 4 2 1 1q-9 2-1 5v1l-8-1q-4 2-6 5v-2q3-4 0-5h3l4-6q-1-3 1-4l-3-1q3-2 7-1z"/><path fill="#161619" d="m71 49 3 1-4 4q-8-3 1-5"/><path fill="#dfe0e0" d="M81 48q5 0 3 6L69 64l-5-1 2-3h-1l5-5v-1l4-4 1 1z"/><path fill="#808387" d="M47 54v5q2-3 5-1-3 0-2 2l-2 1-3-2v-3z"/><path fill="#141417" d="m70 55-5 5-7 1-4-1 2-1q2-3 6-5z"/><path fill="#393c42" d="M48 61H30l5-1 10-4v3z"/><path fill="#b0b3b6" d="M56 57v2l-2 1 4 1-4 1 2 2v1q-4-2-3-5 0-3 3-3"/><path fill="#eff0f0" d="m65 60-2 3-8 1-2-2 4-1z"/><path fill="#808084" d="M46 61q-9 3-19 2l3-2z"/><path fill="#826450" d="m64 63 5 1-13 1v-1z"/><path fill="#cad2da" d="M35 65h7q1 3-2 4-9 3-17 1z"/></svg> | |
{
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} | Generate code for a svg of a green turf 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="#7ed04c" d="M0 0h96v47l-32 1v3q15-1 30 1H0z"/><path fill="#83d158" d="M96 47v5h-2q-15-2-30-1v-3z"/><path fill="#71be14" d="M0 52h22l2 1-8 2 3 1q-9 3-19 3z"/><path fill="#7dcb1d" d="M22 52h74v5h-8l7 4-1 1-17-7q-1 3 3 4-13 0-25-5h-1l6 4-2 1-4-1-9-1 7-2q-8-1-14 2-10-3-19-1l-3-1 8-2z"/><path fill="#5bad18" d="M54 58q-4 0-2 3l1-1 11 5-1 2H52q1-3-1-4l-1 2-4-4-3 3q0 3 3 2l3 5 1-2q2 3 5 2l1 3-6-1q-3 3-2-1l-3-1q-3-5-7-3-1-6-4-1l-2-2 4-2q-3-1-1-3h-7v4q2-1 2 2-4-3-6 3-1-3-3 0l-2-3 8-4h-5l-1-2q-4 0-6 3l-3-2q-6 0-9 4l-3-1v-5q10 0 19-3 9-2 19 1 6-3 14-2l-7 2z"/><path fill="#429217" d="M22 62q-4 0-5 4-3-3-3 0l2 4q-6 0-4 5l-4-3q-5 1-8 4V64l3 1q3-4 9-4l3 2q2-3 6-3z"/><path fill="#64b41b" d="M96 57v7h-4l-1-2-6 2 11 3v5q-3 5-3-1-12 0-17-9-9-5-1 1H65q-5-1-7-4l2-1-6-4h1q12 5 25 5-4-1-3-4l17 7 1-1-7-4z"/><path fill="#46901b" d="m54 58 4 1q2 3 7 4l3 1-3 3-1-2-11-5-1 1q-2-3 2-3"/><path fill="#479315" d="M96 64v3l-11-3q-3 1-4-2z"/><path fill="#4a9c14" d="m38 68-2 2q-2-3-4-1l3 1h-8l1 3q-6-4-12-3l-2-4q0-3 3 0 1-4 5-4h5l-8 4 2 3q2-3 3 0 2-6 6-3 0-3-2-2v-4h7q-2 2 1 3l-4 2 2 2q3-5 4 1"/><path fill="#3b9117" d="m63 67 4 1-1 2q-3 0-3 2-2-3-2-1l4 5-5 1v3l-2-4q-1 3 3 6l-2 4-4-9q-1-3-3 0l1 5-2 2q-2 0-2 2l1 6h-5l-1-2 3-1q0-6 3-10-13-11-3 4l-1 2-4-8q-1 2-3 1-2-2 0-5l-8-1q-3 0-1 2l5 4-1 1-8-2-2-4q2-1 3 3l1-3-1-3h8l-3-1q2-2 4 1l2-2q4-2 7 3l3 1q-1 4 2 1l6 1-1-3q-3 1-5-2l-1 2-3-5q-3 1-3-2l3-3 4 4 1-2q2 1 1 4z"/><path fill="#489b17" d="M96 72v5q-5-2-7-5l-5-1-2 1-15-4-4-1 1-2 1 2 3-3-3-1h10q-8-6 1-1 5 9 17 9 0 6 3 1"/><path fill="#53ab1d" d="M96 77v10h-6q-1-3-4-3l-3-1-6-5 2-5q-9 3-13-3l1-2 2-1z"/><path fill="#287912" d="M16 70q6-1 12 3l-1 3q-1-4-3-3l2 4q-4 0-6-3l-1 6-1-2q-3 3-6 2 3-1 0-3 1-3-2 0-2-4-2 0l3 2-1 1-3-2H0v-2q3-3 8-4l4 3q-2-5 4-5"/><path fill="#1b5913" d="M52 77q4 1 1 5z"/><path fill="#1b6514" d="M26 77q-2 2 1 3-3 1-3 4l-1-4q-3 2-3 6l-6 4q0 4-5 4l4-6-2-1v-3q-1-3-2 0-1-3 1-4l1-1-3-2q0-4 2 0 3-3 2 0 3 2 0 3 3 1 6-2l1 2 1-6q2 3 6 3"/><path fill="#277f1a" d="m26 77 8 2q-12 0-6 11 3-3 0-4l2-1q-3-4 3-3v3h2l-1-3q3 2 4 6l-2-1q-1 2 2 5h-3q-2 1-1 4h-3l-1-5-8-2q-2 0-2 3-1-4-3 0-1-3-3-2l6-4q0-4 3-6l1 4q0-3 3-4-3-1-1-3"/><path fill="#2d8217" d="M66 70q4 6 13 3l-2 5 6 5 3 1-3 5-1-1q3 8 6 0 3 3 4 0l4 2v6H81q-4-6-9-4-1 1 1 4H59q-1-5-4-7 1-6-2-1l-2-4 2-2q3-4-1-5 2-3 3 0l4 9 2-4q-4-3-3-6l2 4v-3l5-1-4-5q0-2 2 1 0-2 3-2"/><path fill="#104610" d="M0 86v-3h5q-3 1-4 4z"/><path fill="#1b6e14" d="M0 78h7l3 2q-2 1-1 4 1-3 2 0v3l2 1-4 6v2H4l4-5q-3-7-7 0l2 2-1 3H0V86l1 1q1-3 4-4H0z"/><path fill="#3e9f1b" d="M82 88q-8-3-1 2-6 1-11-1l-6-4 2-1-4-3q2-2 3 1 2-5 2 1 2-1 4 2 2-1 1-3l-5-4v-3q2 0 2 2l2-2q5 3 6 9h5z"/><path fill="#297a1a" d="M75 82v7q-1-3-3-2z"/><path fill="#226c15" d="m44 90-2-2q-2 9-4 0-1-4-4-6l1 3h-2v-3q-6-1-3 3l-2 1q3 1 0 4-6-11 6-11l1-1-5-4q-2-2 1-2l8 1q-2 3 0 5 2 1 3-1l4 8 1-2q-10-15 3-4-3 4-3 10z"/><path fill="#27861b" d="M38 81q6 0 1 5-2-3-1-5"/><path fill="#3c9818" d="M86 84q3 0 4 3h6v3l-4-2q-1 3-4 0-3 8-6 0l1 1z"/><path fill="#0f4e12" d="M4 96H2l1-3-2-2q4-7 7 0z"/><path fill="#156610" d="M30 91q-2 4-5 1l-5 2q-3 0-3-2 2-4 3 0 0-3 2-3z"/><path fill="#1b6e13" d="m51 84 2 4q3-5 2 1-2-1-2 1l3 6h-5q-1-6-3 0h-3v-4h5l-1-6q0-2 2-2"/><path fill="#125613" d="m70 89-1 5-1-1q-3 3-6-1v-4h6q-3 1-1 4 0-3 3-3"/><path fill="#165a12" d="M38 88q2 9 4 0l2 2 1 2v4H34q-1-3 1-4h3q-3-3-2-5z"/><path fill="#16640d" d="M81 96h-8q-2-3-1-4 5-2 9 4"/><path fill="#115010" d="M14 90q2-1 3 2 0 2 3 2l5-2q3 3 5-1l1 5H9v-2q5 0 5-4"/><path fill="#0d3711" d="M51 96h-3q2-6 3 0"/><path fill="#104d13" d="M55 89q3 2 4 7h-3l-3-6q0-2 2-1"/></svg> | |
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",
"path": "5f820b4398ee7697f0ae52999dbff708df4edf4c800dad43c6f8448b0d9c4453.png"
} | Generate code for a svg of a a close up of a chinese character with a cross on it | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="109" height="109" viewBox="0 0 109 109" xlink:used="" data-num-strokes="8">
<style id="style-Kanimaji">
/* CSS automatically generated by kanimaji.py, do not edit! */
.backward {
animation-direction: reverse !important;
}
#kvg\3a StrokePaths_0830e {
stroke-width: 4.5px !important;
stroke: #666 !important;
}
/* stroke kvg:0830e-s1 */
#kvg\3a 0830e-s1-brush, #kvg\3a 0830e-s1-brush-brd, #kvg\3a 0830e-s1-bg {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s1-anim {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s1-bg, #kvg\3a 0830e-s1-bg.animate {
visibility: visible;
}
@keyframes strike-0830e-s1 {
0% { stroke-dashoffset: 68.968; }
100% { stroke-dashoffset: 0; }
}
#kvg\3a 0830e-s1-anim.animate {
stroke: #f00;
stroke-dasharray: 68.968 68.968;
visibility: visible;
animation: strike-0830e-s1 1.241s ease-in-out forwards 1;
}
@keyframes strike-brush-0830e-s1 {
0% { stroke-dashoffset: 68.968; }
100% { stroke-dashoffset: 0.4; }
}
#kvg\3a 0830e-s1-brush.animate.brush, #kvg\3a 0830e-s1-brush-brd.animate.brush {
stroke-dasharray: 0 68.968;
visibility: visible;
animation: strike-brush-0830e-s1 1.241s ease-in-out forwards 1;
}
/* stroke kvg:0830e-s2 */
#kvg\3a 0830e-s2-brush, #kvg\3a 0830e-s2-brush-brd, #kvg\3a 0830e-s2-bg {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s2-anim {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s2-bg, #kvg\3a 0830e-s2-bg.animate {
visibility: visible;
}
@keyframes strike-0830e-s2 {
0% { stroke-dashoffset: 22.438; }
100% { stroke-dashoffset: 0; }
}
#kvg\3a 0830e-s2-anim.animate {
stroke: #f00;
stroke-dasharray: 22.438 22.438;
visibility: visible;
animation: strike-0830e-s2 0.708s ease-in-out forwards 1;
}
@keyframes strike-brush-0830e-s2 {
0% { stroke-dashoffset: 22.438; }
100% { stroke-dashoffset: 0.4; }
}
#kvg\3a 0830e-s2-brush.animate.brush, #kvg\3a 0830e-s2-brush-brd.animate.brush {
stroke-dasharray: 0 22.438;
visibility: visible;
animation: strike-brush-0830e-s2 0.708s ease-in-out forwards 1;
}
/* stroke kvg:0830e-s3 */
#kvg\3a 0830e-s3-brush, #kvg\3a 0830e-s3-brush-brd, #kvg\3a 0830e-s3-bg {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s3-anim {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s3-bg, #kvg\3a 0830e-s3-bg.animate {
visibility: visible;
}
@keyframes strike-0830e-s3 {
0% { stroke-dashoffset: 21.339; }
100% { stroke-dashoffset: 0; }
}
#kvg\3a 0830e-s3-anim.animate {
stroke: #f00;
stroke-dasharray: 21.339 21.339;
visibility: visible;
animation: strike-0830e-s3 0.691s ease-in-out forwards 1;
}
@keyframes strike-brush-0830e-s3 {
0% { stroke-dashoffset: 21.339; }
100% { stroke-dashoffset: 0.4; }
}
#kvg\3a 0830e-s3-brush.animate.brush, #kvg\3a 0830e-s3-brush-brd.animate.brush {
stroke-dasharray: 0 21.339;
visibility: visible;
animation: strike-brush-0830e-s3 0.691s ease-in-out forwards 1;
}
/* stroke kvg:0830e-s4 */
#kvg\3a 0830e-s4-brush, #kvg\3a 0830e-s4-brush-brd, #kvg\3a 0830e-s4-bg {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s4-anim {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s4-bg, #kvg\3a 0830e-s4-bg.animate {
visibility: visible;
}
@keyframes strike-0830e-s4 {
0% { stroke-dashoffset: 91.813; }
100% { stroke-dashoffset: 0; }
}
#kvg\3a 0830e-s4-anim.animate {
stroke: #f00;
stroke-dasharray: 91.813 91.813;
visibility: visible;
animation: strike-0830e-s4 1.432s ease-in-out forwards 1;
}
@keyframes strike-brush-0830e-s4 {
0% { stroke-dashoffset: 91.813; }
100% { stroke-dashoffset: 0.4; }
}
#kvg\3a 0830e-s4-brush.animate.brush, #kvg\3a 0830e-s4-brush-brd.animate.brush {
stroke-dasharray: 0 91.813;
visibility: visible;
animation: strike-brush-0830e-s4 1.432s ease-in-out forwards 1;
}
/* stroke kvg:0830e-s5 */
#kvg\3a 0830e-s5-brush, #kvg\3a 0830e-s5-brush-brd, #kvg\3a 0830e-s5-bg {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s5-anim {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s5-bg, #kvg\3a 0830e-s5-bg.animate {
visibility: visible;
}
@keyframes strike-0830e-s5 {
0% { stroke-dashoffset: 59.035; }
100% { stroke-dashoffset: 0; }
}
#kvg\3a 0830e-s5-anim.animate {
stroke: #f00;
stroke-dasharray: 59.035 59.035;
visibility: visible;
animation: strike-0830e-s5 1.149s ease-in-out forwards 1;
}
@keyframes strike-brush-0830e-s5 {
0% { stroke-dashoffset: 59.035; }
100% { stroke-dashoffset: 0.4; }
}
#kvg\3a 0830e-s5-brush.animate.brush, #kvg\3a 0830e-s5-brush-brd.animate.brush {
stroke-dasharray: 0 59.035;
visibility: visible;
animation: strike-brush-0830e-s5 1.149s ease-in-out forwards 1;
}
/* stroke kvg:0830e-s6 */
#kvg\3a 0830e-s6-brush, #kvg\3a 0830e-s6-brush-brd, #kvg\3a 0830e-s6-bg {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s6-anim {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s6-bg, #kvg\3a 0830e-s6-bg.animate {
visibility: visible;
}
@keyframes strike-0830e-s6 {
0% { stroke-dashoffset: 40.294; }
100% { stroke-dashoffset: 0; }
}
#kvg\3a 0830e-s6-anim.animate {
stroke: #f00;
stroke-dasharray: 40.294 40.294;
visibility: visible;
animation: strike-0830e-s6 0.949s ease-in-out forwards 1;
}
@keyframes strike-brush-0830e-s6 {
0% { stroke-dashoffset: 40.294; }
100% { stroke-dashoffset: 0.4; }
}
#kvg\3a 0830e-s6-brush.animate.brush, #kvg\3a 0830e-s6-brush-brd.animate.brush {
stroke-dasharray: 0 40.294;
visibility: visible;
animation: strike-brush-0830e-s6 0.949s ease-in-out forwards 1;
}
/* stroke kvg:0830e-s7 */
#kvg\3a 0830e-s7-brush, #kvg\3a 0830e-s7-brush-brd, #kvg\3a 0830e-s7-bg {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s7-anim {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s7-bg, #kvg\3a 0830e-s7-bg.animate {
visibility: visible;
}
@keyframes strike-0830e-s7 {
0% { stroke-dashoffset: 27.894; }
100% { stroke-dashoffset: 0; }
}
#kvg\3a 0830e-s7-anim.animate {
stroke: #f00;
stroke-dasharray: 27.894 27.894;
visibility: visible;
animation: strike-0830e-s7 0.789s ease-in-out forwards 1;
}
@keyframes strike-brush-0830e-s7 {
0% { stroke-dashoffset: 27.894; }
100% { stroke-dashoffset: 0.4; }
}
#kvg\3a 0830e-s7-brush.animate.brush, #kvg\3a 0830e-s7-brush-brd.animate.brush {
stroke-dasharray: 0 27.894;
visibility: visible;
animation: strike-brush-0830e-s7 0.789s ease-in-out forwards 1;
}
/* stroke kvg:0830e-s8 */
#kvg\3a 0830e-s8-brush, #kvg\3a 0830e-s8-brush-brd, #kvg\3a 0830e-s8-bg {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s8-anim {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 0830e-s8-bg, #kvg\3a 0830e-s8-bg.animate {
visibility: visible;
}
@keyframes strike-0830e-s8 {
0% { stroke-dashoffset: 66.720; }
100% { stroke-dashoffset: 0; }
}
#kvg\3a 0830e-s8-anim.animate {
stroke: #f00;
stroke-dasharray: 66.720 66.720;
visibility: visible;
animation: strike-0830e-s8 1.221s ease-in-out forwards 1;
}
@keyframes strike-brush-0830e-s8 {
0% { stroke-dashoffset: 66.720; }
100% { stroke-dashoffset: 0.4; }
}
#kvg\3a 0830e-s8-brush.animate.brush, #kvg\3a 0830e-s8-brush-brd.animate.brush {
stroke-dasharray: 0 66.720;
visibility: visible;
animation: strike-brush-0830e-s8 1.221s ease-in-out forwards 1;
}
#kvg\3a StrokeNumbers_0830e {
display: none;
}</style>
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<g id="kvg:0830e-bg-Kanimaji" style="fill:none;stroke:#eee;stroke-width:3.000000;stroke-linecap:round;stroke-linejoin:round;">
<a data-stroke="0"/>
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</svg> | |
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",
"path": "a51924a2d2829dd9fc31fd8d5282575e2ab60429410a52678ad55805745004e2.png"
} | Generate code for a svg of a a close up of a ruler and a triangle in a circle | <svg width="95px" height="95px" viewBox="0 0 95 95" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>profiles</title>
<desc>Created with Sketch.</desc>
<defs></defs>
<g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="profiles" transform="translate(2.000000, 2.000000)">
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a blue glass walls reflecting sunlight on a building:My primary focus is on creating a visually appealing and evocative image that captures the essence of a building's interior. I aim to capture the interplay of light, shadows, and the subtle interplay of glass and the surrounding environment. The key elements are:* **Light and Shadow:** The building's structure is illuminated by the sun, creating a dynamic and dramatic effect. The light reflects off the glass, creating a sense of depth and movement.* **Shape and Form:** The building's form is defined by its geometry, with curves, angles, and the interplay of different shapes. The glass itself contributes to the overall visual interest.* **Detail and Texture:** The details are carefully chosen to enhance the visual impact. The texture of the glass, the texture of the building itself, and the subtle variations in light and shadow create a sense of realism and depth.* **Composition and Perspective:** The composition is carefully considered to create a balanced and harmonious visual experience. The placement of the building and the surrounding environment are important.Ultimately, my goal is to create a | {
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} | Generate code for a svg of a blue glass walls reflecting sunlight on the office building. | <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="#0f3b53" d="M77 0h3l5 8-1 1q-5-4-7-9"/><path fill="#4fc7ef" d="M80 0h16v6q-4-1-9 3l-1-1h-1z"/><path fill="#22a9e0" d="M43 0h9v14l-1 18-1-20-6-5-1 21z"/><path fill="#35bbec" d="M52 0h22v10l-2 5q-2 2-1 6l-6 3-12-10h-1z"/><path fill="#84dcf5" d="M96 6v28q-6-1-10 1V8l1 1q5-4 9-3"/><path fill="#60d0f3" d="M74 0h3q2 5 7 9v13l-1 5-1-1-7 3-1-4z"/><path fill="#85b4c8" d="M85 8v19l-2-5V9z"/><path fill="#20baf2" d="M0 0h16l23 14q3-9-4-14h8v28l-7-3v13l-1 8-2-20q-2 1-2 4l-2-3-1 14-2-14h-3v12l-3-12-1 2-10 2-2-6q-1 6-6 3l-1 1z"/><path fill="#47d3f8" d="M16 0h19q7 5 4 14z"/><path fill="#53d4f7" d="m53 24 14 10-2 6-5-3-1 10q0-4-3-2l-3-2-1 7z"/><path fill="#efe3de" d="M74 10v67q0 3-2 1V15z"/><path fill="#32ccfa" d="m23 39-1 10-2-14-6 4-4-3q-2 18 1 37l-3 1-1-40-2 12 1 1q-4 1-6-1V29l1-1q5 3 6-3l2 6 10-2 1-2z"/><path fill="#44cef6" d="M52 14v10l-1 26v23q-1 1 1 4 4-2 10-2 3-1 7 1v7h-4q0 7-4 13h-2l-8-16q3-2-1-2l-1-34q-3 0-5 3l-1-4v32h-1l-2-40q-2 5-5 3V25l7 3 1-21 6 5 1 20z"/><path fill="#c3e6ef" d="m84 22 2 5v8q4-2 10-1v10l-4-1q-2-3-5-3l-2-4-10 5-1-5V25l1 4 7-3 1 1z"/><path fill="#7ee2f9" d="m53 14 12 10 6-3v24l-6 3q0 5-5 4l-2 7-1-1-3 5-1-3-1 13V50l1-7 3 2q3-2 3 2l1-10 5 3 2-6-14-10z"/><path fill="#4cd9fe" d="m8 74-8 1V46q2 2 6 1l-1-1 2-12z"/><path fill="#52dafc" d="M36 38q3 2 5-3l2 40-18-4-14 2q-3-19-1-37l4 3 6-4 2 14 1-10V27h3l2 14 1-14 2 3q0-3 2-4l2 20z"/><path fill="#fafbf9" d="M96 49v47h-3q0-3-2-3 0-3-3-3l-1-1-1-17-3-9-2-5 1-4q0-4 5-5z"/><path fill="#6ae5fe" d="m51 78-7-3V43l1 4q2-3 5-3z"/><path fill="#f2f7f3" d="m74 36 1 5 10-5 2 4q3 0 5 3l4 1v5h-9q-5 1-5 5l-1 4 2 5 3 9-2-1-1 9-9-3z"/><path fill="#d8f1f3" d="M72 15v59l-1-1-5-3q-1-6-4-9 8-6 9-16V21q-1-4 1-6"/><path fill="#a0ebfa" d="M71 45q-1 10-9 16 3 3 4 9l5 3q-5 0-8 2-6 0-10 2-2-3-1-4l1-13 1 3 3-5 1 1 2-7q5 1 5-4z"/><path fill="#107dd1" d="M25 71v25H0V75l8-1 3-1z"/><path fill="#21ade9" d="m25 71 18 4h1l7 3q4 0 1 2l8 16H25z"/><path fill="#c6eaef" d="m86 72 1 17q-3 2-2 7H73v-6q-8-3-2-7l1-5q2 2 2-1l9 3 1-9z"/><path fill="#587682" d="M87 89q-2 0-2 2l1 2-1 2h-1q-1-5 2-7"/><path fill="#171c20" d="M88 90q3 0 3 3-3-3-4 1l-1-2q0-2 2-2"/><path fill="#72d9f5" d="M71 73v4l-1 5q-6 4 2 7v6H62q4-6 4-13h4v-7q-4-2-7-1 3-2 8-2"/><path fill="#374f5e" d="M91 93q2 0 2 3h-1z"/><path fill="#26b8f0" d="m91 93 1 3h-6l1-2q1-4 4-1"/></svg> |
{
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} | Generate code for a svg of a a set of antique silverware placed on a linen napkin. | <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="#e8e8e5" d="M0 0h96v96H0z"/><path fill="#7f7c79" d="M83 12q4 3 2 9l-2-7z"/><path fill="#d7d8d5" d="M83 12v2l-3 7-1-3q-3 8-1 0h-2q0-9 7-6"/><path fill="#bcbbb8" d="m83 14 2 7-1 3q-2 3-1 7l-2-2-1-1q-4 1-7 4 0-4-2-5l4-2q2 2 5 1l-6-5q0-3 2-3h2q-2 8 1 0l1 3z"/><path fill="#928f8b" d="M83 12q-7-3-7 6-2 0-2 3l6 5q-3 1-5-1l-4 2q-1-9 2-15 4-6 10 0"/><path fill="#6e6b68" d="M14 20q-3 3-3 8l-2 5q-3-7 2-13z"/><path fill="#b8b6b1" d="m14 20 7 6v6l-1-1-4-2v-6h-3q-1 2 1 3l-3 2q0-5 3-8"/><path fill="#9b9894" d="m94 30-5 2q5-4 2-10l-2-1q-3 2-3 6l-3 5v-1q-1-4 1-7l4-5q3-1 5 4z"/><path fill="#e8e9e7" d="M89 32h-3v-5q0-4 3-6l2 1q3 6-2 10"/><path fill="#b6b4af" d="M86 27v5h3l1 1-3 1h-3l-1-2z"/><path fill="#8b8683" d="M81 29q-6 2-9 6l-8 16q-3 3-6 2l15-21q3-3 7-4z"/><path fill="#a29f9b" d="M27 37h3l1 2h-5q0 6 6 10l-3 3-4-3 2-1-3-8q0-3 3-3"/><path fill="#8e8985" d="m20 31-3 6 6 14v4l-8-18z"/><path fill="#e6e1da" d="M53 45v1q-3-1-3 1-4 6-4 13-15-7-12-22 8 5 18 6"/><path fill="#8d8884" d="M84 34h3q-3 0-3 2-5 6-8 15l-4 5h-2z"/><path fill="#96918b" d="M76 53h5v3h-5z"/><path fill="#c3bfba" d="M27 37q2-3 6-1 9 6 20 9-10-1-18-6-3 15 12 22v1q-1 4-4 1v-2q-3 3-4 0l-4-6-5-18z"/><path fill="#dfdad3" d="m30 37 2 1 3 17 4 6q1 3 4 0v2q3 3 4-1 2 6-4 9 3 1-1 4l-16-6v-5l5-11-2-1 3-3q-6-4-6-10h5z"/><path fill="#9a9692" d="M54 46v7l-6 21-2 3z"/></svg> | |
{
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} | Generate code for a svg of a yellow signs on the corner warning of traffic. | <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="#f6e5af" d="M0 0h96v45q-15 3-24 15-2 3-1 9h3l6 2q-2 3-5 3 0 4-4 4v18H0z"/><path fill="#6e5820" d="m50 38-6-4q0-3 2-2z"/><path fill="#f6d943" d="m44 34 6 4q0 3 4 5 0 2 2 3l-20 1z"/><path fill="#665325" d="M50 38q3 1 4 5-4-2-4-5"/><path fill="#40351f" d="M45 40q3 0 2 5 0-2-2-2 2 2-1 3l-1-1z"/><path fill="#39301b" d="m54 43 3 2v3H36v-1l20-1q-2-1-2-3"/><path fill="#a4941f" d="m57 45 2 4-23-1h21z"/><path fill="#827d58" d="M36 54q5-1 11 1l-6 1z"/><path fill="#7c7648" d="M48 61h-7v-3h8z"/><path fill="#f9f1d2" d="M96 45v51H71V78q4 0 4-4 3 0 5-3l-6-2 14-1q0-8-6-11l-2-2-3 5h-5q9-12 24-15"/><path fill="#8f854e" d="m35 63 9 1-1 3q-3-3-4 0-2-3-2-1-3-1-2-3"/><path fill="#f8e57e" d="M41 61h7q2 5-2 9l-1-1-10-1 2-2q0-2 2 1 1-3 4 0l1-3-9-1 4-3z"/><path fill="#dfc039" d="M82 57q6 3 6 11l-14 1h-3q-1-6 1-9h5l3-5z"/><path fill="#544c2d" d="m82 57-1 4q5 3 0 3l-3 2q0-6 4-9"/><path fill="#8a8464" d="m35 68 10 1-4 2q-4 0-6-3"/><path fill="#f7c23d" d="M85 82q2-1 4 2l-4 2z"/></svg> | |
{
"bytes": "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",
"path": "d409ed3cbcf456fc1df95c68210ff100fc3e83068279dfbc869b670fa5a1cba8.png"
} | Generate code for a svg of a a black hexagon with a white background and a black background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 64 64">
<g transform="rotate(-30, 32, 32)">
<mask id="logoMask">
<rect x="0" y="0" width="100%" height="100%" fill="white"/>
<line class="wrench-handle" x1="32" y1="23" x2="32" y2="64" stroke="black" stroke-width="8"/>
<polygon points="32,26 21.6077,20 21.6077,8 42.3923,8 42.3923,20" fill="black"/>
<polygon points="32,20, 26.8038,17, 26.8038,7 37.1962,7 37.1962,17" fill="white"/>
<g transform="rotate(30, 32, 32) translate(2, -2)">
<ellipse cx="32" cy="48" rx="16" ry="8" fill="black"/>
<ellipse cx="32" cy="48" rx="17" ry="9" fill="none" stroke="white" stroke-width="2"/>
<ellipse cx="32" cy="47" rx="14" ry="6" fill="none" stroke="white" stroke-width="0.5"/>
<path d="M14 48 a18 10 0 0 1 1.09 -3.42" fill="none" stroke="black" stroke-width="1"/>
<path d="M14 48 a18 10 0 0 0 1.09 3.42" fill="none" stroke="black" stroke-width="1"/>
</g>
</mask>
<polygon class="logo-fill" points="16,4.2872 48,4.2872 64,32 48,59.7128 16,59.7128 0,32" mask="url(#logoMask)"/>
</g>
</svg> | |
{
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"path": "fc3824b1673c43d4af038f079aeacfe3d746a8ecb067e33e217bffcfb8651661.png"
} | Generate code for a svg of a a close up of a yellow lightning bolt on a white background | <svg
xmlns="http://www.w3.org/2000/svg"
xmlns:xlink="http://www.w3.org/1999/xlink"
width="24"
height="24"
viewBox="-8.5 7.5 24 24"
>
<defs
>
<polygon
id="bolt"
points="6.5 18.5 .5 14.5-7.5 24.5 .5 19.5 6.5 23.5 14.5 13.5" />
</defs>
<use
xlink:href="#bolt"
transform="rotate(-15,3.5,19)"
fill="#fbb03b"
/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a rolled-up map tied with twine resting on a wooden desk. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f2e1cf" d="M0 0h96v59l-4-1-2-12h-8l-2-4-1-2q-12-3-18 6l-7 3-4-2q-8 2-13-3 1-1 4 1 2-4 5 0l-2-4-8 2q-3 2 0 3-8-3-14 1-12 0-22 3z"/><path fill="#6c8080" d="M55 41q2-1 2 2-5 1-2-2"/><path fill="#83857a" d="M48 44q2 0 1 2z"/><path fill="#f8ecd0" d="M73 43h-3l5 5 1 1-13 7-1-3 4-5 1-4q3-4 8-3z"/><path fill="#e2d8c0" d="M54 49q9 0 4 9l-5 2q-1-4-4-3v3l-2-2-6 4 10-10q-4-3-8-2-2 2-1 5-4-2-1-5l-3-2 2-1q-3-1-5 2l1-3q-3-1 0-3l8-2 2 4q-3-4-5 0-3-2-4-1 5 5 13 3z"/><path fill="#b68e6e" d="M80 42q-3-1-6 2l-1-1 2-2q-5-1-8 3l-7 5 1 9-7 3-1-1 5-2q5-9-4-9l7-3q6-9 18-6z"/><path fill="#ead6b9" d="m67 44-1 4-4 5 1 3 13-7 2 3q-9 2-17 6l-1-9z"/><path fill="#f7ecd3" d="m36 46-1 3q2-3 5-2l-2 1 3 2q-3 3 1 5-1-3 1-5 4-1 8 2L41 62l6-4 2 2h4l1 1 7-3q8-4 17-6l-1 3q-3 2-5 6L52 78q-6-3-9 3l-3-5q2-7 6-2v-2l-5-4q-5-9-11-15-3-4-7-5l-1-1q6-4 14-1"/><path fill="#c2b8aa" d="M19 55q12 2 1 3-3 3 0 5v1l1-2 1 8-4-4q-3-6-2-10 2-2 3-1"/><path fill="#615550" d="M53 60h-4v-3q3-1 4 3"/><path fill="#d79263" d="m22 47-4 3q-7-3-7 5l1 8 5 2 4 4v1q-11 4-22 5V50q10-3 22-3"/><path fill="#ab714d" d="M19 51q-3 1 0 4-1-1-3 1-1 4 2 10l-5-2-1-8q0-8 7-5"/><path fill="#98908a" d="m33 68 1 2-3 4-1-1q0-6-1-4l-6-6 1 7-1 2-1-1v-1l-1-8-1 2v-1q0-6 6-4 3 3 5 9z"/><path fill="#d3c3ac" d="M23 48q4 1 7 5 6 6 11 15l5 4v2q-4-5-6 2l-11 2q-4-1-6-6l1-2 2 2q-1 2 2 3l2-2 1 1 3-4v-3q-3-6-1 1h-2q-2-6-5-9-6-2-6 4-3-2 0-5 11-1-1-3-3-3 0-4z"/><path fill="#63524b" d="m34 70-1-2q-2-7 1-1z"/><path fill="#edc39c" d="m87 47 4 13q-2 3 1 4-3 10-2 22h-3q-2-9-1-15 0-7 3-12-3-6-2-12"/><path fill="#e4ded1" d="M29 69q0 3-3 3l-3-9z"/><path fill="#e4a575" d="M72 61h6q-2 2-1 5-9 0-1 3-6 1 0 2l-4 1q1 4 7 4l-4 2 2 1-4 1 2 2-4-1 1-1q-12-2-21-1l1-1z"/><path fill="#716264" d="m30 73-2 2q-3-1-2-3 3 0 3-3 1-2 1 4"/><path fill="#c47d52" d="M22 71q2 5 6 6-1 3 3 5 6 1 11-2h4q-3 6-3 13-4-1-7 2H0V76q11-1 22-5"/><path fill="#958f87" d="M36 71q2 5-3 6-4-1 0-3l1 1z"/><path fill="#f0dbc1" d="m80 42 2 4h8l2 12 4 1v30q-9-2-6 7h-4q-1-6 3-7h-4q-1-3 2-3h3q-1-12 2-22-3-1-1-4l-4-13q-7-1-12 1l-5-5h3l1 1q3-3 6-2"/><path fill="#794c38" d="m52 78-1 1-4 2h-4q3-6 9-3"/><path fill="#7d4d37" d="m40 76 3 5q-5 3-11 2-4-2-3-5z"/><path fill="#e09c6a" d="M51 79q9-1 21 1l-1 1 4 1-5 2q9 2-1 3 6 1 12 5l1 4H37q3-3 7-2 0-7 3-13z"/><path fill="#e8af81" d="M87 47q-1 6 2 12-3 5-3 12-1 6 1 15-3 0-2 3h4q-4 1-3 7h-4l-1-4q-6-4-12-5 10-1 1-3l5-2-2-2 4-1-2-1 4-2q-6 0-7-4l4-1q-6-1 0-2-8-3 1-3-1-3 1-5h-6q2-4 5-6l1-3-2-3-1-1q5-2 12-1"/><path fill="#f9f2e6" d="M96 89v7h-6q-3-9 6-7"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a collection of smooth flat rocks by the water. | <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 0h96v18l-15-2q-3 0-3 2-6 0-3 6-6 2-9-1-6 3-10 0-4-6-8-7-4 1-4 5v4q-4 0-5-2-1-6-6-4-5-6-11-8-6 2-7 8-2 0-1 2-2-1-1-3H3q0-4-3-4z"/><path fill="#e4e3de" d="M22 11q6 2 11 8v3l-5 2-6-7z"/><path fill="#eaf1ef" d="M0 14q3 0 3 4h10q-1 2 1 3v4q-8-2-14-1z"/><path fill="#aeb3b2" d="M22 11v6l6 7H16l-1-5q1-6 7-8"/><path fill="#dad8d2" d="m56 23-1 3-7-2-4-3q0-4 4-5 4 1 8 7"/><path fill="#acb4b4" d="M78 18q3 0 4 3t-3 5l-4-2q-3-6 3-6"/><path fill="#b6bebd" d="M33 19q5-2 6 4l-1 3-3-1q-2-1-2-3z"/><path fill="#9ca7aa" d="m15 19 1 5h12q-1 3-4 3h-8l-2-2v-4q-1-2 1-2"/><path fill="#afb3b2" d="M44 22v-1l4 3 7 2h-9z"/><path fill="#e8eeec" d="M96 18v8q-3 0-3 3l-13-1q-3 1-1 4-3 0-4 3-10-6-20-5v-4l1-3q4 3 10 0 3 3 9 1l4 2q4-2 3-5t-4-3q0-2 3-2z"/><path fill="#bbcfd1" d="M33 22q0 2 2 3h-5l-7 8-2 1q0-4 3-7 3 0 4-3z"/><path fill="#c5c4c1" d="m93 29-1 3q-7-3-13 0-2-3 1-4z"/><path fill="#d8e7e7" d="M0 24q6-1 14 1l2 2q0 4 5 7l2-1 7-8h5l3 1q-1 6 5 2l1 1-12 5 6 2h-7q-9-2-16 4l3 4v1H0z"/><path fill="#a9bdbf" d="M16 27h8q-3 3-3 7-5-3-5-7"/><path fill="#d9ddd9" d="M46 26h9v4q10-1 20 5-3 1-4 4l-12-1-1-1q0-8-6-5l-1 7v-4l-1-4z"/><path fill="#9ba6a7" d="M79 32q6-3 13 0l-10 1z"/><path fill="#d0dfdf" d="M96 26v22q-8-4-17-6-6 1-8 8l-2-4v-1l6-3-8-2 4-1q1-3 4-4 1-3 4-3l3 1-4 2 2 1 12-4 1-3q0-3 3-3"/><path fill="#b8c4c5" d="m92 32-12 4-2-1 4-2z"/><path fill="#b8bab8" d="M31 36h7q5-2 6 4-6-1-9 1-4-2-4-5"/><path fill="#809198" d="m58 37 6 3h-1q-1-1-3 1l-2-2-1 2h-2l-3-5z"/><path fill="#b2b5b4" d="m59 38 12 1-4 1-2 1z"/><path fill="#d9dedb" d="M31 36q0 3 4 5l-8 2 2-5-14 2q7-6 16-4"/><path fill="#97a5a9" d="M64 41q0 3 5 4v1l-4 2-3-2-4-4 1-2 2 2q2-2 3-1"/><path fill="#a1aeaf" d="m27 43-9 1-3-4 14-2z"/><path fill="#eff1ec" d="m44 22 2 4 4 5 1 4q-9 5 1 9 0-2 4-2h2l4 4-8 1-18-4-2 1-16 1v-1l9-1 8-2q3-2 9-1-1-6-6-4l-6-2 12-5-1-1q-6 4-5-2l1-3q1 2 5 2z"/><path fill="#aeb6b7" d="M58 37h-5l3 5q-4 0-4 2-10-4-1-9v4l1-7q6-3 6 5"/><path fill="#f4f4ef" d="m67 40 8 2-6 3q-5-1-5-4h1z"/><path fill="#f3f4f0" d="M96 48v20q-8-1-14 4-9-3-16 3-4 3-4 6l2 2-1 6q-13-2-11-14l2-2v-3l-9-2-9-6q2-3 6-3l5-1q4 0 7 3 4 0 8 4l3-2 6-4 11-5q-7 0-11-3v-1q2-7 8-8 9 2 17 6"/><path fill="#c3d5d2" d="m34 44 6 4q-9-1-15 5v1l-5-2-3-1-17 2v-8h18z"/><path fill="#d4d5d1" d="m34 44 2-1 18 4v1h-5v3h-1l-1-3z"/><path fill="#f2f1ec" d="m54 48 10 4-7 2-6-1-2-2v-3z"/><path fill="#84959b" d="m69 46 2 4v9l-6 4-1-1 4-5-3-9z"/><path fill="#f2f3ef" d="M40 48q3 3 2 8l-17-3q6-6 15-5"/><path fill="#b6bdbc" d="m34 44 13 4 1 3-1 1q-3 0-2 3h3l5 1 4 2-3 3q-3-3-7-3l-5 1v-3q1-5-2-8z"/><path fill="#c0c0be" d="M71 51q4 3 11 3l-11 5z"/><path fill="#dad3ca" d="M47 52q2 0 1 3h-3q-1-3 2-3"/><path fill="#8c969a" d="m47 52 1-1h1l2 2 2 3-5-1q1-3-1-3"/><path fill="#b4c4c6" d="m62 46 3 2 3 9-4 5 1 1-3 2q-4-4-8-4l3-3 7-3-1-1q-4 3-6 0l7-2-10-4v-1z"/><path fill="#a2adaf" d="m51 53 6 1q2 3 6 0l1 1-7 3-4-2z"/><path fill="#e3e7e3" d="m20 52-2 7 2 3-6 8-1 11 6 15H0V53z"/><path fill="#b0b1af" d="M25 54v-1l17 3v3q-4 0-6 3l9 6 1 4-6-1-6-3q-1-10-9-14"/><path fill="#f5f6f2" d="m20 52 5 2q8 4 9 14v1q-4 5-3 12 7 5 13 12l1 3H19l-6-15 1-11 6-8-2-3z"/><path fill="#cbc7c1" d="m45 68 9 2v3q-5-2-8-1z"/><path fill="#80898d" d="m34 68 6 3 6 1q3-1 8 1l-2 2h-1q-5-3-2 2-3-1-2-3-9 0-13-5z"/><path fill="#dadedb" d="M82 72q-3 1-4 4l-11 3q-3 1-3 4l-2-2q0-3 4-6 7-6 16-3"/><path fill="#9fafb5" d="M96 68v25q-9-8-8-19-6 0-10 2 1-3 4-4 6-5 14-4"/><path fill="#a79386" d="m51 75-1 2h-1q-3-5 2-2"/><path fill="#a7b5b6" d="M34 69q4 5 13 5-1 2 2 3h1l1 1-12 3q-1 2 1 3l3 4 6 4q-3-1-5 1-6-7-13-12-1-7 3-12"/><path fill="#7e8b90" d="m33 75 8 1q-4 3-7 1z"/><path fill="#96a9b0" d="M96 93v3H62v-1q-1-3 1-6l1-6q0-3 3-4l11-3q4-2 10-2-1 11 8 19"/><path fill="#a0a3a3" d="M51 78v6q-6 3-11-1v1q-2-1-1-3z"/><path fill="#707b81" d="M51 84q-1 3 1 6l10 5v1h-9q-1-4-4-4l-6-4-3-4v-1q5 4 11 1"/><path fill="#cdd0ce" d="M51 75q-2 12 11 14-2 3-1 6l-10-5q-2-3-1-6v-6l-1-1z"/><path fill="#a9a7a2" d="M49 92q3 0 4 4h-8l-1-3q2-2 5-1"/></svg> | |
{
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"path": "9393d55faaab52087c24cb612153007808cae8cc91cf1281e86ef9ff3c294ed2.png"
} | Generate code for a svg of a a close up of a black and white picture of a v | <svg width="12px" height="6px" viewBox="0 0 12 6" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>Artboard</title>
<desc>Created with Sketch.</desc>
<g id="Artboard" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<polyline id="Path" stroke="#3D3D3D" transform="translate(6.000000, 3.000000) rotate(-360.000000) translate(-6.000000, -3.000000) " points="11 1 6.00912226 5 1 1"></polyline>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the orange and yellow glow of a bonfire. | <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="#f3a946" d="M0 0h96v96H0z"/><path fill="#f4690c" d="M48 37q1 3 4 4v5l-3 4-3-13v-2z"/><path fill="#f99109" d="m48 37-2-2v2l3 13 3-4q-1 2 2 3l1 8h3l-3 9 3 6-4-3q0 4 3 7l1 2-1 1-5-4q-3 0-3 2l-1-1q-3-4-5 0l-2-2-3 3-2-1v-2l5-7q0-3-3-1 2-8-1-14-1-6 2-11 0 3 4 6l1-2q-4-6-1-11 10-13 5 3"/><path fill="#febd19" d="M48 53q4 0 4 6 0 8-7 6-1-7 3-12"/><path fill="#fbaf1e" d="m61 72-1 1h-1l-1-1-3-6 3-9h-3l-1-8q-3-1-2-3v-5q-1-6 1-1 3 7 3 16l4-6 2 20q1-3 4-2v3q-3-1-5 1"/><path fill="#f8a816" d="M37 52q3 6 1 14 3-2 3 1l-9 5q-3-4-2-9 0 4 5 4-2-5 1-8z"/><path fill="#7b3422" d="m41 67-5 7-5 1 2-2-1-1z"/><path fill="#923721" d="M58 72q1 2-2 3-3-3-3-7z"/><path fill="#561b1f" d="m60 73 1-1q9 0 19 5h-6l-12-3z"/><path fill="#61241b" d="M57 79h-2l-3-4 1-1z"/><path fill="#591d22" d="m32 72 1 1-2 2-8 2h-7q7-5 16-5"/><path fill="#9b3d1e" d="m48 76-2 1q-1-2-3 1v-2q2-4 5 0"/><path fill="#b77334" d="m59 73 2 1h-1l3 3q-3 0 0 3l-6-2-1-2q3-1 2-3"/><path fill="#4f1d1d" d="m36 76 2 1q-3 3-6 2 1-3 4-3"/><path fill="#40151b" d="M48 76v4q-7 0-3-4z"/><path fill="#370d18" d="M64 77v3q-3-3 0-3"/></svg> | |
{
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"path": "e6e33706373315ac606de6c06a530078e72e7ee3d096d81515f931363ea3b3bf.png"
} | Generate code for a svg of a a close up of a logo for a company 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 0 120 60" style="enable-background:new 0 0 120 60;" xml:space="preserve">
<style type="text/css">
.st0{fill-rule:evenodd;clip-rule:evenodd;fill:#001E64;}
</style>
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c-0.5-0.2-1.6-0.3-1.4-1c0.2-0.6,1.5-0.5,2-0.4c1.3,0.2,2.9,0.8,4,1.5L32,24c-2.4-1.6-4.5-2.3-7.4-2.2c-3.3,0.1-6.4,1.4-6.7,5.2
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</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a delicate pink flower blooming on a vine. | <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="#f4e3e2" d="M0 0h96v96H60l-4-7 2 7H16q1-3 4-4-1-6-6-4v-2l2-2 6 2v4q3 1 6-2l4-5q-3-1-1-3h1q0 2 3 1 0 5 5 6 1-6-2-8 5-1 0-4h-5q-4 0-5-2 0-6-3-1l-15-6-10-9z"/><path fill="#ecc3c4" d="M43 32q-2 1-2 4 2-1 3 2 3-4 0-6 0-5 5-4v7l8 3q-6 4-12 1l1 7-4-4q0-3-1-1l-6-5 1-1q-11-6 1-7l3 3z"/><path fill="#924a52" d="M43 32q3 2 0 6-1-3-3-2 0-3 2-4"/><path fill="#8e8974" d="M42 42q-3 11 2 23h5l-3 3 1 9 3 4h-3l-5-15h-1l2-2q-6-11-2-23 1-2 1 1"/><path fill="#73473d" d="M60 52q2 0 1 3-2-1-1-3"/><path fill="#cb727a" d="M65 53q2 0 1 2z"/><path fill="#d39762" d="M85 53v3h-3v-3z"/><path fill="#789a68" d="M59 59q-4 4-9 1-2-3 1-6h7z"/><path fill="#cbb5ae" d="M85 58v-5l1 2 4-13 1 1q-3 4 0 7-4 3 0 5z"/><path fill="#93847d" d="m60 60-1-1q10-6 1 1"/><path fill="#93b076" d="M82 59h-2q-3-2 0-2z"/><path fill="#6f9564" d="M30 59q3-2 8-1l-1 5-2 1z"/><path fill="#bdaca7" d="M0 57v2z"/><path fill="#c7b0ad" d="m85 58-5 5-10-3 10-1h2z"/><path fill="#f2dfdd" d="m0 59 10 7 6 6q-4 3-1 7h4q-4 4-9 1l-1-2q0-2 3-2L2 73l-2 1v-2q5-1 3-6l-3-1z"/><path fill="#a0af6e" d="M56 66q3 0 1 2z"/><path fill="#79a467" d="m0 65 3 1q2 5-3 6z"/><path fill="#ab9f95" d="m41 66-5 5q0-4 4-5"/><path fill="#90b36d" d="m28 73-3-1q3-5 3 1"/><path fill="#c28f82" d="m16 72-2 7q-3-4 1-7"/><path fill="#72a264" d="M17 72h3l-2 7h-3z"/><path fill="#f0dcda" d="M0 75h3l-1 4 3 2-5 2z"/><path fill="#bcaaa5" d="m10 66 18 7q1 2 5 2l-4 2 2 3q-2 2 1 3l-4 5q-3-2-5-1l-1 3v-4l-6-2-2 2v-3q-8-1-14 1v-1l5-2-3-2 1-4H0v-1l2-1 10 3q-3 0-3 2-6 0 1 2 5 3 9-1h-1l2-7h-4z"/><path fill="#95a677" d="m38 79-6 1h-1l-2-3 4-2h5q5 3 0 4"/><path fill="#999052" d="m9 78 1 2q-7-2-1-2"/><path fill="#f7dfe0" d="M22 78q9-3 7 8l-9-1q-1-5 2-7"/><path fill="#bb817a" d="M63 77q0-2 3-1v5z"/><path fill="#9fa085" d="M38 79q3 2 2 8-5-1-5-6-3 1-3-1z"/><path fill="#f5e5e3" d="M14 86q-4 4-3 10H0V84q6-2 14-1z"/><path fill="#919e72" d="m63 84-3 3q-3-8 5-5z"/><path fill="#d6b1a4" d="m63 84 6 6q-6 2-9-3z"/><path fill="#beb5af" d="M14 86v2q-3 3 0 8h-3q-1-6 3-10"/><path fill="#93af6a" d="M28 88q-3 3-6 2l1-3q2-1 5 1"/><path fill="#88a075" d="M14 88q5-2 6 4-3 1-4 4h-2q-3-5 0-8"/><path fill="#ad9b97" d="M60 96h-2l-2-7z"/></svg> | |
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"path": "b85843ce414f37976fd963afe50dc12c9bf5cc34f6d055fc6e29af1e240e2449.png"
} | Generate code for a svg of a a close up of a blue circle with white lines on it | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 24 24" style="enable-background:new 0 0 24 24;" xml:space="preserve">
<style type="text/css">
.st0{fill:#046B99;}
.st1{fill:none;stroke:#046B99;stroke-width:0.5;stroke-linecap:round;stroke-linejoin:round;}
</style>
<circle class="st0" cx="12" cy="12" r="5"/>
<line class="st1" x1="12" y1="1" x2="12" y2="3"/>
<line class="st1" x1="12" y1="21" x2="12" y2="23"/>
<line class="st1" x1="4.2" y1="4.2" x2="5.6" y2="5.6"/>
<line class="st1" x1="18.4" y1="18.4" x2="19.8" y2="19.8"/>
<line class="st1" x1="1" y1="12" x2="3" y2="12"/>
<line class="st1" x1="21" y1="12" x2="23" y2="12"/>
<line class="st1" x1="4.2" y1="19.8" x2="5.6" y2="18.4"/>
<line class="st1" x1="18.4" y1="5.6" x2="19.8" y2="4.2"/>
</svg> | |
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v6VE7ogCWByCEs6ioB8NPjhOMy/t3pQOcEQDdWfjnegwA0NspTITM5u966ylGA2IUCAamBLIfHLQfBYGIABSJVbtitg6+toHteuWa0uhGMLwdw60I6Vt5f7fRV0YB/CMDAICewwHOCIDHo9bU3nrkaIA94kD+0QDbc1Tevf1z3J6+PXJAul/kYGA8iH0KAqBAx7/e0l0ngs7wDl1TF+QFGHPn81td4eCX17eLC3d1v2YJBM0b+ofxByBxIeBNC5DXmPqE5H3D9qrnm2LAcdsjMih2SsD5XO/7DoCpY9OHJrA/QQAUxP5rv3Dk1KyDRQi10dZcxl1rdfP59ue6/22v3Hc9h3wEBHWiA7rifm1QBzQA1ZEBveTuFdEAZV1BSLTBa6yj5Po7RUy+UQay1wUM5pzxJexJEABF4Zw6FMgGVgR7+qqKfdt9mu3fmktAaJan33mOzfs3igIV9QDw/gEYWDTAz5j3FQ2IYth9UwL2aAT5Cgzn+5LnfQdQHDhpDlkDJWeo8Ie6rs9RRxg7FbV1P1fatydzmAU5erfARvdZq7troN35O5dC93j5uhkRUOX9bVEAAEDaJwfXAB7RXmfAPkDINYyHOs8Xxnx/x8Ae6k74F+5BP+Z7Gx9r3bY9xz1oKGhwkG7e6fdc+3CiFPmCvMxgJ0IEIO9H+WuGUXWE+GwGmJz5ePvgHY+n37m0AlIHUeoHdJ/bqPgHIB/RAIU3Tv5euF9hXqyUgN4N4+seZ4LIvy6AAuoCUuPgselD49h/EAHIN6L2MmnNjkzWFQePcxio6M7l7Mz8VGTWdPsJhFwnB3KlGpzV/uqWQN3oSkDeH4A8RANI4d23zwdC6IGjgT2jfskdDVCPEe6uMqh+rjD/oXe8e93nud4IQ0od3dwRcBg7T3kp/ByAb3/54+/RtObfd9S0LeTurp4NWkXMz3voegfkyvdRJ9Rvz+OpBUDyw4gAAD2e9OJM7VM939Gr7xr76x4j3BkHTJ5Rv/HmBQTNIUh1cqB7jYBZTAuEAMgNx6YPbW6sLi040gCa5uwBtiX3fJcFDfAavAU89kiA5ir8sUcEtM48Anj+AOTr1Kcy1vGX9Q1+TtfI+4z6dX920JoCfkODshsfbC20xljrqcxQe8G1OexjEAAD4Zt/cd8prdUc6xpkbzGe6qDvbgDR3Rq6y/s3hUA3EhCh8tfl/cP4A5D3aIB9fQEf79p3hr/fEsNRpwd2P8P7mogiQPH+OWDGFAjHzcjBLPY4CIA0BMC3da31AV4NsL0yoHcwj1VP6/T6he1YsW8Ky+CTzXg7C3jI3ZpDagEAAMi9CnAtLhR/1K9/uD/q+0aISAgf8REgMnKGfWn2GSkIZrDzQQAkIQAekgLgQU1ruULvznG9fvl/pwiwG3+bAFC1ALpGeHajAaj2B6Bop8L4KYE+6wKirCoYJgJCUwO5Zt6MEjxlCoI57IcQALH51pc/fp+mNf/GmO5ntfAp2vVUa4L7+/9EdiWgatVRRQIQ8gegyMEAVc5enRIIC/erC/7U0YL4IsApCMJERkHg6MDj8nIUYgACIDLf+Y/372211l7VWiwAmp0+fs029tdZByCcm0C1FVxjN5XjQlWRAABA0VWAoogvxFOPYrAjFQdG+9xg8VFoEWAXA4+aYgBdBxAAIVGAv7jvJen938ACoC0EWrb5/S1DDNjnajmWBPVF1QZo3u9pNQQAlOnU6J8S6KEuIJbBdnr3FRYBFtMcGUDNAASAvwD48se/Io3/77Px11kEaN1ogGab7ucI6XW2gE8IoDNN2Bb+J8XiHQCAiokAIr9wvL8IsM41Mfr6/cRHpFkBpRIBzJy8PIyoAASASgAclJ7+k1YawIgAdKIB1r81xy8XJHw2hS30bxMCMPoAVPAkGSl/7ycCnPcrDXJYh0DIrICKiQCGjT+nB6ZRKwABYPDtr3x8VBrni1qr6/3bawKs+x2teUIEJwAGt/wmACDfKsBppAO89uChQT22CdpaFSMXCZZbBFhMc1QAQqDiAsCMAjwpjf1By+O3iwHdFgkAAIBeTpdRDXb0DoE4tQbB9QEVFgEQAj1SK9XhKcRTQtRIdaGa7TYAAMTGtjCYcuU/cg4Fcy0g5rfyn3PCKPm+p2oYmbcriXw+M6mVBHPb5jwlL68cmz70kLyMYl+toACQ1v2ovMy3Db1UuTXzWjivAQAgGREQYLAt40yqpYKdhrooIsAceZLneScPmkLgAeyrEUxm2X7Qt7/yicd0TZvStBi1AAAAENvf8CnSi9wmGGNgUG7SAXbhYJ+kmktTMicvh9E+WJUIQPsAeVTUXCkA+e+a7XY7DYBIAACgj1hAoNfunAoa1VtXvafy8cwiAaIbBrB9j5xGBMbl5dix6UOPIS1QEQHwgd8/Oist/Ixh6GtOEeC4XYMAAACkIwI8xrlEIqDzi4ojBKaonRY4iD225ALAjAI87Ov91+rG7Zqoox4AAJCICPAWBKpEgN63CMhFTYB98TPru+RfCHAE4EkpAp5ENKDkAuADn31yRhr5mY6htxl+475OdKBOSAUAABJQAR1j6ysCYhrqWIWBpm+u26r0OwWIjiXN9a4b73hvcgiM4AhA9/t3fmdxhMBBRANKLgDMKMCRmicNUDeNf90WEUBbIABgACKAUhQBIY93vXt7+6FdBLi/d8jv1AstBKxowJeqvsuW2v39zlc/+ZCutR7UrGWCPaOBu10C6AoAACTkfQTO9w9fPyBad0CkscGho4pDhhMpaDXXnCaks6yKd30V+5LKOe0a4FUH76/qAKHSx7+/89X7n5WGfqI9GdDH+FsCASIAADAwERCnRTBsCmHctkD148oFiVw0G6vqtVSKKwTmTREwU7XdtPTx78bq0mEh6vPCrAWoGWkAqx7AvF2rd4YGAQBA30SpCYjVHRAWso9bDKi76gD830/x48yXOQscncWB3tSAqmuA8rG4GqcEjlVxeFAlLN43/vwjk7X68DHe6axIQHfJYFs0wLyNFf8AAPmNBEQb7JP0+1lipWVGANxmxOPR+yy9LlwRg7CUw4DhFQYPQwCUjG/+xX1T0ut/jBWnFmD8IQIAAGmLAHX+vrvSYGSjHFkEBNcORH0/TpMaKYDOTxMhQkDYbH2QEMhVWoDrAg5IITAPAVAivvMf75+QO/AxaeRHLWMPEQAASF8DRC3iCxEBHQPZq5GPOzLY+XwepW4UAboMdW9CQF0f4Pw3RECaVKoH7gO//+TsytKlu+TNGWHWAlg1AO7bVqsgAAD0S/R2vs4rnP375M7L+0wGtL2iW2NApKwNiDQjQO/eRer8vvUd7K2GzvY/2/vptm/pUx+gu2okMmKC2vMCJhABKCFf+78+MFWrDz0ojfy4MxLQvW61GsZtAAAYZCSgnxRA1PbA+NEBQa3Gijw3aoEV//4Rgbj1AblIC8ybkYBZCIAS8t8eee/U0NDIJ6TmnJSbY5RTAc21ZSPMhRQAACBdEdBvO1+YkY/fHhjUbthYW7I55iKGEBC2lwQJAZ+0AEQABECaPPEnE0YriNy7J7A1AABpnnaDjGxfg3t8RUVYZ0B4BIItf2N12Wv0+xYCrvqAfEYDSikCIAAM43+nafwJxh8AMFARoDTKEdsDVUa+n7RAUFGgprfaLYAhhtxPCAhX65/HoAelBfIRDSidCKh8lZs0/mz0n4XxBwAMDp+CPese3buoT/cF9sE91qucq/05Cg5JXRRoH8ITWBRowh0Auq47PrMzEMgxDIh8hgE5F0XyFArq9sJD2+CizmNEGa8tYA0MKo2tqHQEwDT+x8w/LAAADPYE3HNRoDN6kI7370wtNFYXyT3oR7hNSZyIQKS0QC6jAaVpEaxsBADGHwCQeRwgtD3Q5Y13xvV2HPVg79+1wp/H+480ftjy/snR+kdm61/siICnddD5WvtoYffrVNGADMYJT5iRgMLbjkoKABh/AEB+RAAFGO1elhAm8s74J9eMf/caBOR6P6e4YAHQDeP7CAE9RAhY7+BYE4DUaQH7rAC76HGIgkznBrANeQwCoHjGfxzGHwCQIwng8syd+X3dZtg8A4M8Rttp5FX1ANRDPQDPRLG9qdKQW2LBExGwG2ybEFDWB3TDEkWIBhw8Nn3oSxAAxTH+bPSfhPEHAOROBLgMsN3Qez1cn0mBisedBtk7PdDxDVzTAI3Ff3j0r/UJuteQe4SAOzXgSAOQetVAn7SAt0jQHQ1wrWBINOj5LQ9IETBV1L2uMkWAaPUDAOT+hJzoUJ8oQ4fC5wO0h//o5FnBr/ulyXGvYlVAR7FgUKFgQJGgu2VQOTcguwLBu4rYHlgJAQDjDwAoyik5iSFB8ecDqMWF3mpRs7nqnNDXoxAIrPr3mQHgeV1gp0CYKEgV7gjYX7TOgKqkAL4E4w8AyD+2/L1qPgB5c/WqBYQc8wFcqQO/dIPzM9ph9WbLHPyj696Qu6MojxSpAVIsGGT7XZ60gH+3QOe7+9QGWN/RWyBIg6oLsNLLhaL0AkB6/1ypOYUTCwCgKCKAFNX7pKjed4iBqIWArsI/5/O6b93k9VA0V4W9WwhQkBCwdQ3YhYanPkDdLeAoElTVBigNP7kM/0C7BCaPTR96qFjxpnIb/wdM7x8AAAp1as4yFcAGs9lY8f9OnbtcqYHOlSr8rn69+7XKtEBgbUBISmDwdQE8JGgGAiBb489e/2M4kQAAiisCYqwWaHt+8EJB4VMHG2vLndC712iKgFX9uo8TRRUCwvawiFQb4F5XwFsg6C8iBlAXMEftosDc1wOUMgVgDvqB5w8AKDD9pgLMewJSAboiFdBcWyFd08jbimfPxeu2QT/kXyPgbh+0vqWjddCdFrANEdL9ZgA45waoUgLkGhY0wLqA8aLYn9JFAMyK/1cIvf4AgFJEAXw8ft85/97Hu16vX4tg+3Ge+GcM/fF43Q7/3uPRR4sIqDoGvGH5oJC+25v3PN/v9b6tgqmawPsPTD1xFBGAwYIpfwCA0kQBVCv6ke993or/SAOCDKdYaw/9sRfPubx5P48+WkTAVSiojAZQSDTAO3zIO0pY0SVgGxzk+ez0igMfy/t6AaUSAGbFP9r9AAAl0gDuVABFXjDIXvWvO6b8kSMVoGktaqwue5fxtRlxPYYQUHUNkCqE724bdE0TdLcMKjsFIqcEXCLAkSJJRQSw8X8w3/Gl8hj/KULRHwCglJih8qiTAWMUBJKj4l+4rrxh/c79EVIDgVX/UdMCnk4B53tETgkoP9u+jVIzibntCihFBABFfwCAkocByOlEuwsCieIVBJpXWrNT8e9cg8C9oh8p+vt9IgLuxYHc6wRQlLRAUDTAWeQXnBJwriWg697IgWNuQjrFgbl1TAsvALDADwCgEhLAvXKf7lo4qPO8kBUDzedzvr/ZWHWKC921Kp8rD++7ip97OV+PECBlfQApV/fTleLBUxvgVD8+KQFVXQAFDA1KRQSM53VAUBkiAKyuxnF6AABUIgpAzgHB/isGkmsMcNcrZ8PP1f6e8byeVfmcQsAzrjeSEOgKF125amDcaAC5hIlaBDi8f/dEQt/iwNRWFPxCHgsCCy0AzEl/B3FiAABUOgrgMli67vZ22wZP48V9jD7/FilD9Q4x0BUCniWKYwkB7wwAVVogLBpAvh69t0uAbOH82MWBjs9IDDb+uUtTF7YI0Mz7P4tTAgCgSgQvGeyc6NcpeNN1o8ffGREQrjo+VQGfy1S4V+NzXLn79YnIXaBne9xvfkCsZX5VBYGO76Au+OtuJ/JMDkx5VkCulg0uZATAzPuj4h8AgCiAXxSA/yc9/VZjzVjYR9O1rldtz5XbC+D0kKiAo07ALyKgngHgDa/7pAX8ogE2L943JUD+KQHf9ICnqJAUswISI1dRgKKmALi3Ev3+AIAqSgDXLW/4X9Oa0vBznn/NGPDjzrE7DLNLDJB7MA8FpwdUQqCjVBxCoPt6b1rAFZpX1QZESQnorpQABRUHukUAOUSA7pgVkNjAIF4xcBICoHfvn3P+D+AkAABAFKBrwNjD11oNo7rfCPdbhlTXXEbaVXDnEgOeqEAUIeCqEfC0DyrqA5xtg/GjAe7hQc7IAqnrAhzPdeX6HW2CuidqkODAoNwMBypUDQDm/AMAgHX2Fg6jFul0LxxT953vRa7H3Cv62Z7Xud81DMhTI+BbHxC0dLBfPp+6A5Bcz49aF+B5T+V7qNYQSHxgUC7WCShaBOAxGH8AAHB65xFf0A2vu2cI+EYFiNTpASLVHH6n9++NKviv7hcQDdBdufnAlAAp6wK6EQVXesC3TdC/fiChSEAuagEKIwDM0D9a/gAAoH/14BAD7hSBriziI6UQ0AOEQPezSDG8x1tz4JzGpyj4s7+fMiWgqgvwmxfgbvcbqAjg4UCZ27NCCABU/QMAQHpiIFJUQPf36NVCQF0o6J4f4C4S1D2eue4p1nPm6f1Fg3deAKmLA5UFia6BQcmLgC9AAEQDoX8AAMgyKqBIDwQKAb9CQV0PjgYEDBDyTwmEiQAiz9AglQgISB2kIAIy7wjIvQCQ3j9vIIT+AQAgg6hAdCFAzq4Bxes9lfqKkbzqTgGFwfW07inqAoLWEdCDw/wDEgGZdgTkugvADP3ztL9xHJAAAJChqRDkWpa3/R/lcr62xzv3COdr3d0C3s4AVyeCp9I/aJlfck0DDOoQCK76V3YSKLsDejOnqysLd334c1/PZDpg3iMAD8D4AwBA9hEBctcJuCMCusJD9ksLRIoGuDoR7AWCri4Bx+Ag8iv4I58OgaQiAb1FAdat35JZLUBuIwDS+2fD/woOPAAAKFpEwDUDwNE7750fIEJnAPjM8Q+cARA0L8B2OweRgKUr5/f/3h99dw4RgC6o+gcAgMJFBLqPd+oDPO199qWG1VP8/CbyuZ/vXeHP9v2IfIoD/SIBesRIgCJiQL1HAjZu3jGVxV8xlwLA7PmfxEEGAADFEALuIT4OIaDqFtDdBtmnU8CTEghYElgpAvQAEaBTnDB/UNqAXN0GMfkMBIBh/CdyuW4yAAAAfyGgq4SAqz5A92v3s3v/qpn+NsPuqcD31AWQZ2iQt0PAHU3oXwQ46w4orgjgwUADjwLkMAKgo/APAADKIARUaQEib5GgHr6wj+8iPeQdHORY1U85ObB/EeBoj/SkHHTlSo15iwLkqgjwv/4fd23Xde3XhKE/AABQcFSFgn5FgrZliPwKAkMK8dyvVbYNetoEnc8TQlC8gj/re/kVH8ZePGj/gakn5ioXATg2fYiXrfwSjD8AAJQjGkA+aQFvNMC1QI893B6YEvBPJ3iHBvlFAvSeIwG62/tXRQLiDQoaaEtgbgTA+VMv7aeMCiEAAACkJwQ8k/h0VW0AueYGEAWlBLrG2TU90CEIVCJAMSugFxHgEBpkEwHUjwiYqpwAsHn/AAAASqkDVNEAImWnAOkKY657iu/85/qT4nWkztNHFgFBCwi5hALZIw0uoRDM6CBXCcyFAJDe//vl1SdwhAAAQJWiAboyGuAuECRX9MDbKqgoDnR3CPQtAvR4IqD3aYEDi4RnLgCk2hFyozyIAwMAAKoYDSB1257bMIelBFQGl3IkAhzRjkAOSrs4kFq4zAXA+dMvS+9ffx+OCAAAqGI0wD03QJUSiFgXoFNAwV+CIoDsIoAcnr1aBJBzRkB4PcBU6QVA2/vX/i0OBAAAQDTAMTdAEeJX1QV4RACpRYAeNDBIKQLIXwQoFhpyiAZP3UDsosCBpAEyFQAX2PvX4f0DAACiAUTqAkHvegLusLsnPO8QATqp1xAIEwHuiANFFwH239L5HbFEwIR0kMdLKwCQ+wcAAOAUAYo5/kGte0HjeRXGvT8RoAeLAJvXr54RYP8c+3N8Sb0bIDMBcOHMrz8gf/57sdMDAAAgu5F0DQJyGmd165+zQyBFEeCITJCtvoBIPSiIFO2BqkWEPKSeBshEAEjvv0a6NtXDikkAAAAqEQ0gIpURV3jf0eb6JyQCfKb+hS4PrLuXNQ4tCkw9DZCJAJg/9+qNcqP8d9jJAQAA+IsA95K/RN4QfNDiPrYagTAR4BELZPP4vR49kcuD1/17/lUiIGI9QKppgIELAM79a63Gv4XvDwAAIFQGqDxuRT++eq6/VzD4igBPi6AqTK8rChH9pgX6dwb4FwV6SDUNMHABcPniyasN7x8KAAAAQDQV4ArBu0YCezoEkhUBUar+vTMC/DsD/IsCPYZxIs2hQAMXAM21lQec7REAAABAqArwVOFHX9wnXAT4DQsKq/rXIzwnUlGgTRS4SC0NMFABIJXMiK5ryP0DAADoWwTEm+YXLAJUFf2O/7qq/p3vT0oREL0o0PU9nA5yauvkDFQAXDj7ymF5tQ++PwAAgN5FgNNz70UEBL82vOrfYfg90QmKWBQYNCmww2ThBYD0/uukaf+9V9wAAAAAMWVAoAjQQ0VAcNV/gAiINCMgalGgM/TvUw/ASwSnIgIGJgAuX3jjFvmTfhv5fwAAAEmJAN3dJhg2p99tnJXeeoAI8I0WkCN/H60okILrAbq3iy0AWs21/xl2HwAAQMIqwD9EHygC9AgigMhbvEeOGgFyef2RigLJ5eX71QN0P+feNDadGMTf59j0oQ0XTr98Sv7YrXq09ZABAACAGNZMmAZNdG8L6x7RvW1cu24L8zmd9xHmU4T5HNdt23Miv3fo+wrzbdzfv/Pc7QemnpgvXARg/tyJg9LkbyW3aAIAAADyFAkgv+I9v/ZA8llCmEgZ6lcVBbrnA5Ar0qCnEwVIXQBI739I17TPdMIkUAAAAAAGLgIomgjwLOrjHBTkbQ/0Lwr0CgefokAfkeBaKeB9hRMAiwvnxnRd+xAMPwAAgOxEgO7vrZNKBLiH+bg9e//OAK9wUBQFRqgHcA4r0u8snABorC190i5hAAAAJE+9PkJ7rn07NkRkEeCdLKge5uMe0OPfGWAz5xQ2KdA/FUCK9QKMm8VKAXD4X2u1Ptf9cQAAAJJm48YddOdvfpq2bLkWGyOqCCDXjH5b1b93QA9RlM4A/1oD12foekAqwFsPYF6EtKnvLYwAuHzxzZvll76doAAAACAVxsbeSnfc/ikjAgCiiwBvrl8PmBbYb1Ggus9fHRHwfq75nnX5399OcvMMpbnttVbjk7D7AACQPGzw9++fpO2j4537tmzZjQ2jEgFWW511m42q/I/Q2215bGjbz2gbYKtFr3O/8Toyn297jnGDnykMOyc6coM/o/2Yrrfb+1g4tF9jfTZ12gctj9/zHYw7TRFgfO9k6wBSiwAcmz40rOvapx1hFUgBAADoGw7533HHpxzGHwSLAApb4c8zqz+oPZD8iwJ1vxC++30psDWQ1K2BxRAAC/OnbpY/5jbseQAAkBxc6Mch/3UjW5SPow7ATwMoqvD1GDMCdJVh9o4CVvTvuz7b+Zjn/QNSAfI/49K53pZ7AaC1Gh+wFS9g7wMAgD5Yt26LYfivRaV//yJAjygCFM/xLwqMUg9AvusFOKIMnvfs/JvrAO7ItQDglf90XfuYI5IBAEgMzv+yQQDVwCr049B/GFtRBxAiAshpoEk1KKj7HJubrvLInYWDnnd0Fx76twZGSgXoOtft3Z3UtkirCHCzFAC/g10NgGRhA8DGgHO/x3/6l9ggFfD6949PxiruQzdAqAQwC/McxXVmMaDoFPKRu+CPXMWCRJ0iQvNJ5pX3fa31Adqvb/+7+1zrPZyFiVYBoFVEaBYi1uT1W3MtAC5deOPjbq8fQQAAemfnzptp545bOobg5MkfU6u1hg1Tcq+f8/1xDfrGjTux8foQAeTpDLAq+NuPOYy0veq/UztgN9hWxwGZ728z/KQWBp3vR+quAPmvfbkWANL7n1RsbwBATO9v546bDUNgNwJs+E+d/hk2UEnhKM++vff03NIXJU0A7P68XQQ4W/Q6hp+EQgR0X+Pw1O3GuyMqfESG8j0V7YY2Iypfc1duBcCx6UPrL5478WHYfQB6g6u4x8be4tvidVoaf3j/5YQ9/n6L/Fgs8gX7SCRvtTsjwBb69xMBHatmC/3HmQ+QUCqgLu3sbQemnnghdwJg8fLZm+UXRB8KADFP2jt33mIYfr/2Lnj/5RZ9+/ffG/i3jxcF2EkLCyexYSOKAOp44XaTbRvW0zHClkfuCtGTXz0AKYYPUY+pAOtxoxNgj7zkTwC0mmuTfuEWAIATDvOzx8fefpRcL7z/8gm/ffvuMVI9ScKdABAAMTWApx4gQj7etx6AXM91iYzAVED78W5kwfU46evlrVvl5du5EwDyix7w2nwYfwDssMHn3H6cPC+8/3LRa5FfFEbQIhrXcimLAr1G2K8o0F0P0I0UWB5+9FRAN+pgvLc7IqAb7fuJKMZEBcCx6UMb58+9+i7sTACovb1d8qS/Y+fNPYV64f2XAw7379t7d6rFehs3oBCwJxFgKwokxdz+6PUAFNAaGDMV4BEVRJrWGsudAFi8fOYG+W2R/wfAhhXm7yfMC++/HPvBXmn4BzG/H50AvWqAbujf4Z0H1gM4WwbDWgP7SQV0FgciSmTMfqICoNVsTGIPAqBNL2F+eP/lw4r8DHqEL0caUAfQiwbwGmF1PQDFag2kjpgISQUEPG5rL0xk2EOiAkB+yQnsPqDqJ/vt28eNk31SFd3w/osLD3Dinv4spvNxFAACoJ9AQFg9gC06QBQxFUAhA4JsUQj3ssG2yIP8R+3Y9KG3H5h64se5EQDym72XHEEQAKoBh3fHrnmL0cqX9Mke3n/xSLqtr7fvsNvYd0CP7mxoPYCrf5+ipALccwKcXQOdKEHIbABN1zbUEjCziQkAqUa2zp979SbsOKBqJ/r2mN6bU3l/eP/F2x+4sn9LDhbkQR1AImEAm2G3PH5FiL7XVIBtUmCc2QDUXhWQ7e1PciEALs+ffC/2GFAVkszvw/svPoMs8Iv8nUa2GN9rdXUBf6CeNYCqHoC8RXuJpQIoUkGgvLVJPrIpNxEA+W2R/welh739JPP78P6Lb/j77fBINyKxGwIgkUBAhDa+SKkA61HyfTws2mB7TX4EgFQrb8GuAsqIVcXtXpQnbeD9w/D3LwCupXPnXsQfrD/rps7TUy+pgO4UQXKJCrINAQoqCLSiAJrW7LutJDEBIH/Crbrj3ygEBOU4yUcd0wvvH4Y/jxEAkFQYgHpLBfh5/H6zAdxCwyfCIP+v5UIA8AqAl86/hhQAwEke3j/2iTx9b9QBJKsBekkF+K3q5xdNCCsI7Dyu3ZALAXDl0plx7B6g6OSlghvePwx/0lEACIBEJECfqYBkCgJt4fU9uRAA1F6ZCAAYfnj/MPw5Y3R0HHUAiYYBKFIqwObO225bt4ILAv1bAB1TAfORAmi1Gu8IfgYqAkD+4Ir+sWvemqt+aXj/2cL7Ahd7lsHwW2zdguVZEtcAwn9AECkK/qwhPm3RQKEFgY4RxKaGcEcBdK11VS4EgPwRu3Q9zO5DBID8GP5BtfLB+y8GeYsCJQkXsLKwWVo6jz90MhJA2bLnfZT8ZwP4FQTa7/NtC7Tu0/Vj04f2H5h64pVMBQChBRDA8MP7L+g+sXPHLaWvludOFgiApMMApBjSQ9FmA/gVBEZqCzQ/t/2SvmYBJCMABI0bP1Th4cPvBzD88P7z5hHzmg1jY2/J/T6RFFwH8MbJH+OPn7QG8KQCggsCo04IJOH0+FVFh7qubevXvPYtAI5NHxq+fOGNsVBrDyUAYPjh/WdImgs25R1OAaAdMHEJ4DDP3TY+/4LAoAmA3nUCKGQ4kD6cuQBYvHz2xq6NF+ZPhMEHMPzw/vNB2gs2FSkKgNUB04sCqGYD+BcE2kP9AVEAv+FAdsGRpQBoNdfGvK4+eaw/9ACA4Yf3PyjYw9++fTx3XR7ZCiEsD5xGFEDlwasedUcN/NoCnUbevM8vCpB1BKBWr1+rtVqKR2DyAQw/vP/BUuUwfxjWSGvsa2mEAWzeus+EwLC2wMCCP58owOryZXbAX8hMAGiadrO/6TdvQQsAGH54/ykbt0Esz1z47bQdQ4FS0wDCuRqOckKgp22wWxcQVPDXDR44BYKoD+3MNAKgdPgddl+dEgCgVzinu3//vaWo4Ib335+3z3n9HVIIVqWav18wFTA1CdA2fL6jfF1tgbYogHOdgHaUQL0aoFcgCFHrK7/VtwCQX+B2XW9FVAgQAqA/w1+mYS3w/nv39tno8zWIv+2QBkg5ChDWFhi6WqAqMuATBeiTof5/tHZ15MgAAD3ARVz79t5TuvAuvP943j5y+wmJAKQB0o0CkF9bYNTVAu0jgsOiAHq2RYBWlKP9fUS3mEGlASAGQMyTflkWZIH3Hx9U8qcDb08IgEFGAXSbb59sFICy7gIgW0mD1fLgNwsA9h9EPfFzqJ+LusoKvP8AD3V0nEal4a96335aYCjQoKMA/gv69BsFaDbW+ip+SaIIcMJPFJBdoMD6gwiGf5c0+mz4yxzmhfevNkps8Nnwo6AvfXhbYzTwgKMA1r9t/n2UKIBlQFVzARqri1uzFQCCRlWGXQgrO6H6MQC4TkglaOmD9x8P9kK5Kp2NEUL8g4WLKCEA0osCdFfyc5rutkCIFwUIngvQH0OJ/m6Fl++pEYAQADa4sn/f3rsrYwCq7v1bC/HA6GcsvqTQ5mNvYeEkNkY6GqBTD6ccEZxUFCB7AeDI+odrA6QCgOn97ZWGv2qtXFX0/q1iPvb20bqXHzjqBgGQfhTApghiRwF8pwN2SgL7M6YJRQBsyxq6OwFQCAhcxoDz/BzurxpV8v5h9AsgAHbcTK+++gOko3IYBVB6/Pb7zAeGRzbO5EAAOGMBwrNOEQoBQdvj4H7+qvZxl937h9Ev4jF5CxYIyiwK4D8XoLtGAHlXCrTZVL3PSoBkBICPYbcKAX0FAagEZZvgB++/Cwr5is3Y2FsgAAYUBYg0F0CR+/eICMdSwhmnADy238/Ld9yPUEAVYI9w37570M9dMu/fatljYQejX3ABN7LFiNZcnJ/Dxkg5CqCeC+C3RoDdyPuLgaWFC9kJgCf+5M4JS9VYg4CiiIVuiyAor2fxVsPrx9jWNufOF3vymjWch6M46NMv37EKATDoKIB3jQDbk70iQhdmESB10gJ6AosB9CUADn3x+OzfPPo+m4UXzt/pKAREHUAVqFpbXxQWFt4s3NQ1Du2zsUc+vwrH7G5MBkxfAdhuqdcIsE//60YB7C2Buu09RCLfLJ3lgMmhCXzqAAhKoEQg3B8kAIrRasXibfvo9QjtVxDuynnllRlsiLQkgHs6oEIWhEUQ3FEAXdf40fnMBUCcOoBOhyAiAaWh6tX9RcUq4GMPcKs0+vj7VfgYlsL95MkfIwowqCiAIi2gXivAfzCQ3moZUfiMBUDXqjttOuYBVMGA7B+frHR1f5FgA8+GHrl84CcCMB54AFEAhxW0TLq3C8A7GIgcLYFJkNwgII/d123LGKoiBDD/RYYL/Ko4zKcXNmQYTkdYH0SFiwFPYZ2K9KMAVm4/bDBQSEugTloOBIDduoe0AHrWBYAQKBxsRNjrhzGJjhVeH8SJlQ39Vund8zUiMyAO1pRORAFSlwDqf8VtCdT02X6/T2JzACLXAQS9BuT65MBeP3sJID8nVhh8gChAkRSA7uqH76MlUPRXAJhMBMD6gg4v3xxnSKp2QPttmP8iwMZl//57kTPuA06XcK/10tL5voTEVtPQI6QPEAUoQzTA2RLoXgqYbF6/uxhQazX7/g5D6fw0r2/fbQdEGgBefzW59ZaP0a9e+mbktkA28HyxvHsIMIAoQEmCAK6WQJt/7+nx9ysGFKL2dC4EQLCXHywRkAaA118lQXXrLfcZUwF5NLA9GsCPbdy4sxPOZ8OPtjyAKEB5fX8i25DAHooBNS0PEQArTOHx8rsN/9EEAmRAXkCFf7pwu5U1MIlFAEL5AFGAqkoAxb/CigHN52mtZt9FgLX+7X/tTT8f3x3KELZyAequgEhCYIfIA2yI7rj9UzD+A97mAOQ1CgDSUgC6adn1jgboDvrVQ9VDElMAExEA8quc8Bhxv9tRHweZKH42/jBIAACGHQEe9gXSjwZ0DL/uuNOYDOi433yeKQDmshcAur5i9SS0w/2i6/0LKwrgut/2uPU6hAGyU/pcnMYL+AAAgFsEgBSDAD4ev664XzeFgPGIZowBzoEA8HPhI0YEBAIBmcHFZnf+5qfRPw4AUMK1KnyeAOn5/h0HX1cbfsdzu5ZzNolv0L8AEGLVnctXG3XRTf4rvX8BGTBA2OPninRUmgMAgtiDKEDaEsAjCLrXupkGIEcaQNOa80l8fhJFgL8INOiiWwzYuUYxYGZwTo9z/ejtBwBEgSOEvOInSEsBBKUBFPe1u+ueTuLj+xYAuq7NRwr3K4sBbbECRAFSZ/voOAr9AACxwXLfKccAYqYBtFZjLh8RAL9rYfn8PsWAwhYVQBRgAAfw3XTjjb+LgxgAEBtrKihITQJ4BIE9QmBPAyTVAZCIAKgPDb+ozuWLiFEAQhQg5QOXq/wR8gcA9AOfQxA9TEsBxEgDSAFw6IvHZ3IhAFqt5km/XL4jKmAz9M4ogEAUICWMwT53fApV/gCAROClwEFKMYBIaQBjNsBcUp9cS+RdAgoA7REBYbfyiAKkChftsOePWf4AgCSdCkQTBycIHP80hwLpmjab1Cf1LQA2bNr+U6+X773tbglEFCA9ON/PSh35fgBA0uzBhMDkTX5gGoAc90sJcDw3AuDA1BMXHIbdtN7uoj9HS2DUKABUQCzY4HOhHxQ6ACDN8wxSAel7/br7sbbx5ymA+YkAtO19bcHR0ucTBaC4UQDsFZFhRc4hf271AwCANOG6IjgaqUoBciwWZN2jGR0A+RIA8mv9uGOwHQbcGvyjWB/Ady6As35AIAoQirWKHyp0AQCDglMBOOekYfgV/+q2A84lsQZAsgJAiDXyXdxHxIgCuESEIMQCQmCPnz1/5PsBAIMEqYA0FIDX63cIAl2fTfIjawl98R/6j/eNEwWwP2avI8C+oYIr/THcBwCQFRwBwICg5GMAfu2Aut46nuQnJlQDIFb92wC9UQD/uQBqQYCCQLXxh/oGAGQNLxmMFQNTFAS2NkB5mcmdAJDf74dtIRAtCqCcC6AaHSzc7wURwOzfPwnjDwDIDTchEpmMyde90YDuY8lNAExUANRr9TOOEcCqKIBQRwGEXQzYbbxnrDBSAZbx5zW6q0KrtUYLC2/S0tJ5/PFB7uH9dHVtoXK/m43/TTd+CDtAUp6/ugxgJulPGkriTX73X33t+a//+w8Z6oWNtHHN35cNvPlb2MDr1H28/QTzx5pP7rxWtMMdjvcw7rRep8P4lwA27HyyXFtdoMvydvsEes4w+lGwwo6ch1w3slle7zRuwxMBaRn2ZXnNt5tyH12T/15djWbs2/vlOlq3brMxnZP33RHzdlng1kCuB3jj5I+xw/Rj/E0v2Lhl2D7TFpL2dNKfNpTcW4lfyf/cZPfyOyrGMtrCZu8tUdARCW6jbqYAdEsE6LbnCvKbkwzjn18uzs8ZRn9h4WQiHj2/j/3agmci8MmIT7J8jXHIoBeDPy/318vm/prE+7X3VeueH3c8563mfjq6fbzw+yrXA/Bv5WMdJCgIdGMGQOIRgMSC6l//9x8+Jr/iZGdesd5uZ9DJum6LAMfjnueR9zGiznNUj8H45xf25M+d+6U8GZxI5CTaK+x9sRjgbYi+ZeDHufMvGvvpxYtzkaNQScPidXR03GjvLeoiXrztfvHLv0Harg+zbNTLie5kXbZ/n/rff5J4Enwowe/8tLTLk56+f1dRgzPML1xhft0W5heeVED7iWYUQVAlREARjT+r//PnXsyNF7Bkhm1Pn/5ZZzETPsEiVQCM/eLMzzI1+nY4pcD7KV9YDPCxv2PnzYWKDFjzAVgE5GGbFtbzt3Lm7X/NpPEpiQkAIWpnuEpRCF1RCyA6oXxn5F53hflF1/7b8wc2gVCleoAiGX8+0PmkxV5U1LxoVif8V16ZoVflSWr79nEjZIkUQTW9fd5f8+yl8nHE+XS+sGBl4VqUqAALbS4KZBEAejD+dkfaCHrrT6fxSclFAHT9+a7H76r4d+Tv7VEAEaEgUDefIxT1AMKzUlJZ4GKaIhh/y/Cfkpciqf12euJF48IzFSAEqmP4T0qDmmeRqoKjaXzhVNYeo+8+/0KAvyM7MSy4QT9SgG2gdjSN9080p/CNP/+Irvvk6r01AWZe314f4H6MSFEzQIp6gHKJgKIM+eGT6auv/qA0YT7e7vv23oPUQAnh4tNX5mYKZ/j94IjA3n13F0K0vvraDw0nAcSxzN2ZONLAzf+Tf/Ps9nxHANrMye887sjVt020p6XPigbYOwQ8j9nSAN2Ugq6oB9CNeoIyiIAiGP+ynUw7gobrFi7OGR4WVjorB9y698orT2dahJpmRID3U95f8yxa9+29WzoJq8bxBWK5/pZNO5rWxyQrAISYlbZ4vJOrN5UMOcL8XcOuTgXo3diErRCwc6dPPUAnVVBgOG/GHmheYU+f85FlVvP8G9lj4egGr7OAtEBx4f2U99cyF6Lxb+R2RXYa8pwW4O+3unqldEIsdRXAae6U8v9MLeH3O+6c3Cc6ht6y6Y7Qhm1SoPAZBaxcK8CxYBCVYulgVvB5XtWPi6W4oKcqoTz+vc8991cIXRZUxP3il39rCLkqVKFzJI6PzZM5H8DD44LRhhsnBNC5nVoEoJ7km/0PH7uZ7fCU71K+QrFOgLsMwRoP7Fo0yC0musafbCKgmGsGWcaf237yCHvDL/7q76jRWK7WIai36NLl143pb9u27aVarU4g33B66vkXjtLKynwlfztHA3hfHaqvy9334+Nnx1U3ymPqtcqdS3rBtHkzh754/D8UIgKwunx5zm8pX6Ga8e+OEHSiAq61AlyrDAnbm5YhErBv3z25Vcac6696FS/nWtHTnH9YqFb972RFrvLa3mg5O4gERHVC9KdSFWVJvtnHHvj7OeJCQIfzLzyGOUoqoCsUFAsGOURA9/lFFAFc9JfHdj8+ibLxR+GO7cT6/F9hullO4VQN2s26xy4LobyO44UIiGr8jaujaX5GLfkvrc0ql/TtWGuhDN8LxzLBRPZ6AKX3b4sYiAKLgJ07bsntCQTG34mVa4UIyBcsVDnfD5zH8EsvfdOIikAEFFYCzB764vFUVVzyAoD04/b8v/ApCLSnAoTLoNuNflBRoCM6ECgC8isEePW7PBp/GDlsn6IYfwjVgO3zygxEQHF5PO0PSFwAaK3WTNd7J4f37pcKCK8HCBABwp4i8BMBlFsRkLd85a+k1wDjFk0EVHHd9zzBVe8w/tFEwIK53DZEQKE4mvYHJC4APvr5b83o5mIA6lSAswjQW+xnjxa4iwJDRIAIigTkUwRcztGByWFU9OlGFwEcYkVhYDawV4t15+MI+2/kVrBCBChJPfyfigBom1l9hhz21q8rQCEQAosCydEm6BsJCBIBBZ4VkCZcMISe93hYCwuBwW93HkEN4gvWvGKJANDh8UF8SCoCQCf96U6BniIVoBrs4zDYRM6iQF+PP1gEOCMQ3e+Tp+LAPNQAGBX/MGQ9C6eT8EQHa8heRuSlZ+GU42JJrMHh4OggPiQVAdCuA+gad28On9T1AOSTAnB3BoSJAIeg6D5XCHUhYdYntKx59bUf4ITaBxyKRj3A4PbVsq1BMUg4yod9Nf/GfxDh/9QEwEf+8JtGHYDwq+Z3zP9TD/MhTx2A8LYM+okA5bAg52chJdAVICik6h9EAdKHDRf2VeyrFeCpQX1QLcX3nnF75l014DXS/kWBqjqAMBFA5Dcx0FMXUIBWwTS5jKK/RIBhSp/5i3PYCAmQ144A0N7NaUDh/3QFgG0FI8ckP8eMf/d8AP+iQOE3BjiSCOh2CNgjEUK4ogEZkWXb3TJa/nBixfatViQFKZQ8w+H/gS1kkZoAaDZXj3q8f5+efoq82l9MEdC5bSsqtH+2O+2QURQA+XcAIpxTcJyUHhQCDqb632IorTf+6Oe/PfutL39sXojaqDkWoD3bWOjy/4KXOeab8lo3r4WxAmL7edYN02bLf3cfl7d1UwyY95s3zee235M/wNIXnc8l0Xlv4ynUfU37ybo1fxkMGF4JcWSkvRri1gjrmnPUxDIImF0ABm2kNm7cadzm3vWhEKOFfTU6vF0rvI3mpPc/UwoBQG2jfFTa2qm2hRYOEWBZX+Mh45Y0vtRNB1hFhHqACOjcTy5BYBMB/ILO+5BdiLQ/kwwxYt6hW9+mOmwY8PANNvQbN+wwTpxbtlxrnkz7/w5cILa2esW45hMIn3QHnVoZWbcZZ/BUjcOOgRoHy9CzIN1gGPp1cp/d3ff7csSP903eV639dJC/K6/LjgN6dNAfmKoAaDVXnq6t2zTVtvdtwyraZtfUBKaRNu1u27DbhUE8EWB/TsemEzkjC4ZYMA2/LQKgd9RBtfa4rdIIp32y4ZPm6Oi48VlphfjWjWwxLltot2N1Rc4b88n1snmd5u9cN4ITa5rwfpTmsCreN3kfHd0+bnxWWn9P/hx+f95XaYczUsD76MX5E6nuq3wsglwyXSoBcOXSmaOjV1//mFVw5/D+bZ66XwrAEg6RRADZBYHlzJthfyslIDqRiU5pgv12RxRUCD4Z8ZLESVaxs6fGRphPpFkbReNEKy/Xmp4XD+7hanLufkiy9mLsmrfg9JUy26XhYqGVZBEbvx8bRN5fsx5Fy5/Pl7Gxtxr/NvZVebko99dE99Wx/O6r69ZtluIn4XOcWEc1aeoa+mKujf8gi/8GIgD4B33ry9cfpZo4SLaQftfIk60eQDeNtuhNBJC6zsBIAehCkRKwRQM6tQHZGeEs2bf3nr5PMnky+oFiR35HK0LA8+RZDPS7brr9pA3SZe/eu/seadsWvbfkwuiHCR6+7B9PTgzsufbtuY5UpfHdNtbHaHN9L11uvkKLrdzWFzyexYcOpf0Buq49VaP6wY5HbhhpEVgUGF8EmO/leE77fU3HXpkS6EQDTPGwTuygpdbpTJR/1oaR53DzCndxTi78ul3S8O3YeXMhw9+WGOBcLAuB02d+Htu75G2wf3wSlnmARrHXiBW/lvfV7QUMgbvFwOnTP4+dJuDtdq0UAFVl69B+GhabDCGgUTNPX23gxX+d81faH/DxezbMrd+47d8IUVOsCdD9t3pGAHWsc/emalEgsrX9tW932vvcz3N+SOd1G8QYba3tpyut1wb+R9iTg4NyeHgjbdu2lxYXz1CjsRxq9K7dPUE33PA7xmu4OKrI8PffvHnM8OI5JMwiaC3CuFQWbjfd+CGsYpaBMeTK+0uXX48k0HbsuIFuvPF36Zqrb6cN60cL//v5N7Ax53qF1bUrkfZVPsdwpC/v8O+Z7zMi5zlOa9fQcG1T+zwnr9fVt9NK65z0A7W8/OwjT3zn9GwWHzyQoPe3vvKJJ2u12kGyigGNoj294463w/E6BT9O3fvtt22vMR/oRAMct22FiNZzrddvEftonVmNc3r1RwNXh+98x/+Yq4PQLzTOVfs7TQ+q7P26HBU4L71M3gbubgIr5G8vNgTZ/I14rK0qLM77KKejqvA34v3z9JmfGQWv9giWVd/AOf+iROj4N3AkMkl2DL+FRmrbHPfxOf7C2s/zUBfAef/9WeT/DednIJ+itZ6iWv0gmY1+uq3K3/LC/QoEPekAcqUGrFC/I7yvqguwCv2s1IFuFIZsEnuk8b+qu0GkQlzTLlX6xGrPk1cVPmFyuNQKmVoiAN5+vv5GnH7ZP95treNWzKp1Y/A+iTRUPPjcf9XIW/IgAh7Nyvi3t8MgJM75146Srtlm/lPH8DtC8UGL+ITN+Cf31EDne3dWGzRfUxNDtJVudBj/LNiSchseSO4kC+OfX6zWOrRiFpsk5iy4cXv/bhHg9/iAmM5WCA0AVjia1jwqPEbbJQKoVxFAioV+TMPvWAvAev86bdVvkH/+DZ7vykUiAAAAqhEJ4BRBRuf96UEt+5upAGDWVhaf8izp61nyN6oIcHn5Cg+fPAv9dD9rs76X6grjb2wQMTTQP8AQZl8DAECHJCcV8gyAKHAkIAMR8GjW23pgAuD3/qdj07qmzccVAarFg4Qgr3EX9ud31h50pgTkZZN2HQ3rW32/p0i/McIBwsoAANBlZCRJAbA+ciRgwCJgRnr/s1lv69ogP6zVakw7PHbb6oAeEeAWBCH5fkGKugBXSmCDdg2N6MFtQINWgVj9CgAA7BGA5NbUqMVw6CwRUBtMbfzDedjWAxUAK4vzjzs8dpeBd4gA8hMB1PHmhTtVEJASYMO/Xrs6dzu7taoYAACAZKcBDtfiiQlLBKTMbFaDf9wMNOH98SPfn/3mX9w3OzyyfsI5t982ute+CqBisp+1YJ99MaHuJED3+gDt59ZoHW1o7Yr0HQddEYoV5ExxuLJGb56+SKdOX6CVVfU0wl1jV9Hotk20e+wqbDCAfbekJBkV7SWly1Hg0aGbaL75q7R+4qN52dZDg/5ATWvKHy8ec67mF1cEmHP8HbMCzBUBHWN+daPif0NjNzf+lV7tFo035Qnz2Z++THMnThu347D/+l1028176bZb9soTK0QUGCwvvPgavXLiFL3wy9do/tKVyK9bv36E9u8bk/vtPmP/5X8DJ0lGRXtN6W6oX0Or+iVabp1J+ufx2N/pvGzrTJa/+e5XP3lR1Oqjzkl96sl+umPCn99EQDKf733N+sYYDbe2xvp+59ZmBzIcgmcA3HrLfZXzltjo/+AfXoh14gwTAwfee6e8HsPZE6S67/7wmRfoJ8dfTmzfves3b5CXG7Hv2uAJjz/96f+byHvtHJnoWQTwtEC2BS19NcmfdzhPAmAoiw9tNtceHR7Z8KC1Gp97GV/Hcr5CmILAOxGQOs9v32df6IfvGtI2xTb+hiriVsABrAu8rmLh/x9Ko//dvz9unEiThD0xvkAIgDQNP4vWpPddFsN84X33Ix98B1IElHANQB9F3VwPwKmA842fl9L7Z+pZfOg//9B1c0ND6x8QnlY+srUIUrftz3670yZIroV+nM+ryf9tWNvTfW4cgSK9/4a+kPp24HG7vAhN2eHw/v/zn79jnOiazVZqn8NeGX8G52JvumEPDQ3VCYB+4FD/Xz4xY1ynve8+85MXjRqCvXuurvy+ywsChS1KFsWAbx66rj8DKdZLX7CVlD3IbNGfXAmAv/zaK/P/4r4bx2v1oQnLkvuJAKvnv3Pb0SboEgG2tr/1jZ1U19b39P0a+pWBrAewe/ddiQ69yCPHpMf/X578e7qyuDywzzx3/jI98+yLxol0+yjqA0BvfO1bz9DfyYtfYV8avP7GOXrp1yfpuj07acvmDZXd9hcu/DrSKoeB3n9tC22sX9N/FEG+z4p2zhACfXr/h/O2nTOrjGu1Gq5KSNdQHyJbz7/wnfHvHQIkaEjbQEPN3g1rnQazvG0ac6/zAodK//KJY/Td7x3P7PO/+p++YUQEAIi77/zZV/7WSFllAUfMvvqfvlnpfXdrAufGWkL+LUcStg79Rr9v83Aet3NmAuDDn/v6bKu5NhNJBPjOCrAPAeo+b7jR35rfUcdH9mf8y7sIUNv4ftMIm2bNX//N/2d4cgDE2XfjdqWk8T14362qCEiiFTDuDIAg1teu6qdFPHe5/8wFALO6sqBQRe6BPt5hQJYI8KYEpPff2kz11vr+dj6xPvXfvrWk3n9eTqB22JODCABF3HerKgKSaAVMOpK7dWh/ry89ktftnKkA+L0/+u6MNwpATi9fkGdNACFUKYH27eG1/gf5IALQO3/5X2dydQK1iwCkA0CRjL9dBOQhmjZYAdD/GilJn8e5o2BD/JoCnvl/FALA7480NOKbG3GG9/3qAqzRwPK9GptIaMl0NqYtAsqY/2cvm9vx8gqfSPN4ggfYN6J8v6RmDxQBTgH0mwYYqiW/rsuW+r64L3k4z9s5cwFwYOoJjgDMkL8KiFAX0BYESXj/XQGQXhqgjN7/KydOZ1Y0FStCIXe3pHu5QbHh/TbvHna7qHamYlGA/tIAaSzqw44h1wPE8P5z/UfLxXzcpSvnQ1SSWwQ4awT4sXpzg/T+64n+odNi++j1pTpQrYKlIsBeFOoBgH1/4OFURYAjFMcK8l2TEQC9pwHSXNNlUz2yA3c479s4FwIgqBbAKQLcdQHUiQDUGxsT/U5DiABEhk+gRQpPci0ARywA+No3nylURIjbaquSCuhHANRSHHHD4iLChMFp6f3PQQBEpNlcjVQpKRTL/gp9iGqNZA32kNiUyu/kwT9JFLjkyYMqQujfTZU8KaCGRWARi+uymq0xaPoZCZxkC2APUYB5ynHlfy4FAM8FYNUU7dnOlEB9bUMKGyYdBTk6Ol4u77+gJ6P2+gGIAlSZoopAjmBVIQrQT6F0Wg5cR5zUA+sAHpXe/zwEQEzMWoCIG647BKiWggBIo4KU4fn/ZcFa2a+o/PAfnocVrChsQPPcsYIoQJteo6Vpd3FxgaFPMeCcvDxSlO2bKwHwe3/0Xd54j8Z5jdCGEy3+s/+BE1eNJQv/F72vnsO/VWqtAl1+UMC0lXvfhQDwZzjlCACzvqb8bg8XxfvPnQBgDkw98ZCpoqL9gNX0ivWSriQtk/dfBgFgnEh/Wa0BK6Ac+27Ro2+RBcCG+AJgEIPcDIfOmwaYyevI38IIAJPI7ROiMZzixkk2srBjZ3kEAHvOZRiqg+mA1YP32zLMgihyCiN6BCD+LIBBjHJv2wdPGuBI0bZvLgWAORwofHyiLki0hlL7HklWknLrXz9Vrfk7+ZSjgK4sxgBE5xclCZ9XIQ3QSyHguhRnALixRYkfkd7/LARAcrCaCsyl1BojqX6BJBeT2LmzXOH/Mnkfb56+CKtYIcoiXlm4VmG0ddw6gKEB5P9dAoDt1MNF3La5FQAHpp6YC9uoojmc6ndIKpfEM63Llv+fv7RYmt8y92r5Q6nALvgu4DgsVBQg3uC0QdUAMGax4ZEiFf4VJQLAIoDbKWZ8BUCK4X9DSSbUCrhr7K0l9KLKYzQvzqMToEqUKeVzChEAP6M8MHav++25om7bWgG+IxcEKtVVmgWA7Y0zlEg74I6Shf/LRhW8KGAJ13INf1quQP1KnDqA9etGs/iKkxAA6UUBWF09PGjvP6koAOf+y1T8x2BJXQDyEgEof/0Knz+jLg08LDZn8RULu7pbESIAVirA2RWgi4F8dr/5pLFryhf+X1lp4MwLABgYWyPWAQwPbczi641DAKSPIxWQdgdAJwLQR08pF6+UafIfAABkQdQ0wPrh7Vl8vQkIgPSjAGz87x/0546IrT2/ds+1b8eRCwAAfQuAaBGA9SOZ1ACMFnW7FikCYA0IMqYtpd0CaNHrVCneYftZzSrPbB/dRAAAMCg4khpWB8BrrWgNPZPv9/0//cNCRgFqRfvCZj3A9KA+r9cagDJ7/6PbNhMARWT9+uFS/Z79149V5m8XVgfA6wa0Gpl1RRQyClAr6L5whLTa3KA+LO6iQNtHx0vr/XdPpCOl+S27xrYTqAa7x67CRigoYedUjhI011CgXHoBwPUAolUfmACIGwXYu+9unEgLxHZENCpFmSJY4/t2VUgABEcAMioAhADIiMlBfVCcToCxsbeWru+/7F7zLniFFYsCbMdvKSBhdQAjQ1uxc1dIAAyMqJ0AvHNWpfJ///Xl8Dw4lVGlPCooz77LkYwypeKisH37uPL+LAsAIQBKTtROADb+USdWFf4kum8MvwMUkttu2YvfUVD80gBcH9Baw7LeVRIAM4MTAOE1AByeGivhoj9BnvNtNxf/BHTbLftwFqgY7DmXoYblrt+8oXJ/Oy6wVp5/N6AAEBGAFAnrBNg/PllBT6rYxrMsIgZUz3iWRcTEdsbqI8rpqhs37qTVRSzqBQGQEkFLTHLov4ojf/kkWuSKajb+VcuhgnIIgHvedVtl/3aqKMDGdTuxU0MApKg8fdIAXHxSpdC/m7fdWdwT6fvfdyd27IrCwq+oIqDI3z0JRl0CgOsC1lZWsv5a8xAAg2U2DxEADv1XpfBPxd3vvK2QXnTRoxcgGQFYxH2Xvf8qR67c7YBbt+ymRsYC4D1//GezRdyWRRYAlwb5YaoaAA79l33iXxRv5KMffGfhvjO8f8ACsGihdP7OLLqrjr0dcIMUBI3lZezQiAAMLgrAKvRarPbX8aaL1Fv9/vfeCe8fGLAxLdK+8NHffSfqVsiZBuA1AjKOAMxAAAyeuUF/oFUHwOGnKlb9B/HJj91TiBMTC5W73wUPCrThffbTh4pxLLPQRteKGQGQAsDqCODrjFsA54u6HQsrALLIuQzX2p7Cvn33VLLqP1CRSy/qkx/77fyf7P8JhBtwwu10eU9jFeE7DlwEbB83CgBz0P53HAIgGwYqAngk8LZN+2jnjptx9Clg7ySvuXU2/p/9F7+L8ClQwlGhvFbWW1EK7Lsup8NcdbWxnHkHwAwEQAUEwFBtE20d2o8jL4AD770zdydSy/hjKVgQBEew8rrvomZFEQGQAoAvjexbAGeLug2LLgCeHuzGGqLmShNHXoFOpDD+APtuuck4BTD7nj/+M9QAZMRMBXe4wpxIs64JYK8JJ1DQy76bdSqL99nP/8v7sO+GoLVaWRcAzhZ5+xVaAEjlNUcZdAPkIOdUCNiT+kN5EssifMn1CDiBgl7hVNanDx3IJO/O9QgI+0c8F2cf/n+qyNuvXvQd4LMfeue4vPqtQX6mqAnaOLoNR18EtmzeQG+TQqAplfrrb5xL/fP4hP1P73+f4cENDdXxBwA9c/WObfSut91MVxaX6dTpi6l/Hht8Fh38mdh3o7E0fynriOy//uo3nimsRyiKvgN8/0//cFJeHRvkZw6NDNOuW9AJEJf5S1fou987Ts/+9OVUDD9PdSvqaGKQb145cZqO/f1xeX0qtX2Xow4gHmd/PZelADj6nj/+s/uLvP1EGXYCKQJYno8O8jN3SwFQl0IA9CYEfvAPLxhCYGV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",
"path": "005764c5591a993709c45c96172e9fee4a4ced46afec455c818036a42d916be4.png"
} | Generate code for a svg of a a black and white logo of a hexagonal object | <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 57.42 57.42"><defs><style>.cls-1{fill:#e7eaed;}</style></defs><title>team-radeh</title><circle class="cls-1" cx="28.71" cy="28.71" r="28.7"/><path d="M27.91,14.51h0L17,20.81l21.8,12.5Z"/><polygon points="40.61 20.91 30.51 15.01 37.21 26.71 40.61 20.91"/><polygon points="16.01 23.41 16.01 34.01 19.01 28.71 16.01 23.41"/><path d="M16.81,36.61h0l10.1,5.9-6.8-11.7Z"/><polygon points="41.51 34.01 41.51 23.41 38.41 28.71 41.51 34.01"/><path d="M29.51,42.91h0l10.9-6.3-21.8-12.5Z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a square object in a circle:I'm drawn to create a visually appealing and detailed image of a square object, focusing on its shape, size, and the way it's positioned within a circle. I aim for a sense of depth and realism, with a focus on the intricate details and the interplay of form and space. The overall aesthetic is intended to be both visually engaging and conceptually meaningful, reflecting the idea of a square object as a dynamic and multifaceted entity. | {
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",
"path": "62feafa77fda86f1b4529d7436eec8884cb32d118e589b1a5dd7bb4eb6115abc.png"
} | Generate code for a svg of a there is a white picture of a square object in a circle | <svg width="44" height="44" viewBox="0 0 44 44" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<circle cx="22" cy="22" r="22" fill="#EFE9E4"/>
<rect x="15" y="14" width="15" height="15" fill="url(#pattern0)"/>
<defs>
<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
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Okay, here's a concise summary of my thoughts on drawing a green vine climbing up a stone wall:I'm drawn to the intricate and dynamic interplay of the green and the stone. The vine, a slender, almost ethereal form, is a captivating focal point. The texture of the stone, smooth and cool, provides a grounding element, while the vine's upward motion adds a sense of movement and dynamism. The overall composition is visually appealing, with the vine's upward trajectory creating a sense of upward momentum and a sense of climbing. The contrast between the green and the stone, with the vine's texture and the stone's texture, creates a visually interesting and engaging scene. | {
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} | Generate code for a svg of a black and white icon of a dog tag on a chain. | <?xml version="1.0" encoding="iso-8859-1"?>
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} | Generate code for a svg of a a red bow on top of a Christmas wreath. | <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="#f9f9f1" d="M0 0h96v59q-4 3-5 8h1q1-4 4-6v35H19l2-10 2-2 1 1q1 2 5 1l-1-3-2-5q2-4 5-6 2-1 5 1 3-3 7-3h1l-2 1q3 5 5 0l1 1q2-3 6-4 1 4 4 1h3v-3q3-1 6 1 1-2-1-3 1-1 4 1v-3h5q1-3-2-3 6-4-1-4 3-2 0-5l4-2h3l-2-1-1-2q-5 5-5-1l-1 1v-5l-6-2v-2l2-2q-3-4-4-9-5 0-2-2l-2-1h-3l-4 4-2-1q-4 4-8 1l1-4q-3-5-4-1-3-4-5 1-4-2 0-5-3-2-4 1l-3-4h-3q-2 2-4 1l-1 4 1 5q-3 2-4 5l-3 1v4q-4 1-6 5l-2-3q-5 2-2 7l1-3q1-3 2 0v3l-5 1z"/><path fill="#f7f6ee" d="M64 36q-3-9-9-2l-4 3h-5l-1-1q-11-12-11 4l-3-2-5 4-3-1 1 5h-3q-4 0 0 2l7 6-4 1q-1-3-4-3l2 7-2 1q4 1 7 5v4H16q-3 3 1 4l-5 2-8-1 4 3-4 2 1 4q8-1 14-6l-2 3q-5 2-8 6h2l1 6 3-1 3-1q0-3 3-4l-2 10H0V72l6-1q-4-6-6-13V44l5-1v-3q-1-3-2 0l-1 3q-3-5 2-7l2 3q2-4 6-5v-4l3-1q1-3 4-5l-1-5 1-4q2 1 4-1h3l3 4q1-3 4-1-4 3 0 5 2-5 5-1 1-4 4 1l-1 4q4 3 8-1l2 1 4-4h3l2 1q-3 2 2 2 1 5 4 9z"/><path fill="#411919" d="m45 36-8-2 1-1z"/><path fill="#722b26" d="M55 34q3 2-1 3 9 1 0 4 2 2 1 5l-5-5 1-4z"/><path fill="#cd291e" d="M64 36v2q-4 4-5 10l-4-2q1-3-1-5 9-3 0-4 4-1 1-3 6-7 9 2"/><path fill="#d43526" d="m45 36-6-2-1 1zh5l-1 4-4-1q-1-2-4-2l-3 1 6 1q-1 6-9 7l-2-7q0-16 11-4"/><path fill="#521f21" d="M46 40h-1l-6-1 3-1q3 0 4 2"/><path fill="#ce7662" d="M26 42q1 2-2 4l-1-5z"/><path fill="#f2f3eb" d="m45 40 4 1 5 5 4 2q6-2 9 4-3 0-3 5-4 2-7 6l-5 1-10-3q-6 2-7-4v3q-8-4-5-11l5-2q8-1 9-7"/><path fill="#bf5045" d="M21 46v2q-4-2 0-2"/><path fill="#ec7e6d" d="m77 47 2 1h-3z"/><path fill="#357560" d="m34 40 2 7-5 2q-3 7 5 11l2 2-1 1q-3-1-3 1l-7-2 3-1 2-1q-2-3-2 0-4-2-6-5l4-1-7-6v-2h3q3-2 2-4l5-4z"/><path fill="#e63e28" d="M27 47q2-1 3 1-3 1-3-1"/><path fill="#c64835" d="M31 43q5 0 0 3-3-1 0-3"/><path fill="#4b7f6c" d="m64 38 6 2v5l1-1q0 6 5 1l1 2-1 1-4 2q3 3 0 5 7 0 1 4-3 0-3 3v3q-3-2-4-1 2 1 1 3-3-2-6-1v3h-3q-1-3-3-2-2-1-2-3l5-1q3-4 7-6l3-5q-3-6-9-4 1-6 5-10"/><path fill="#c4261e" d="M66 42q2 0 1 2z"/><path fill="#923630" d="m68 52-3 5q0-5 3-5"/><path fill="#9e4936" d="M30 61v-1q0-3 2 0z"/><path fill="#e02f1c" d="M64 60q2-1 3 1-3 1-3-1"/><path fill="#b93e34" d="M73 59q3 0 2 3h-5q0-3 3-3"/><path fill="#f84f36" d="M34 64q0-2 3-1l1 2h-2z"/><path fill="#c48480" d="M96 59v2q-3 2-4 6h-1q1-5 5-8"/><path fill="#96b4a9" d="M24 55q2 3 6 5v1l-3 1 7 2 2 1-4 2q3 1-1 4l-4-2v-4q-3-4-7-5l2-1-2-7q3 0 4 3"/><path fill="#377565" d="M36 65h2l9 3-4 2q-4 0-7 3-3-2-5-1v-1q4-3 1-4z"/><path fill="#74a89d" d="M53 64q0 2 2 3l-1 1q-4 1-6 4l-1-1q-2 5-5 0l2-1h-1l4-2-9-3-1-2 1-1-2-2v-3q1 6 7 4z"/><path fill="#d32822" d="M55 67q2-1 3 2-3 3-4-1z"/><path fill="#b84c42" d="M0 58q2 7 6 13l-6 1z"/><path fill="#b5655d" d="m25 69-8 1-1 1q3 1 2 4h-6l5-2q-4-1-1-4z"/><path fill="#b51e17" d="M25 69h2l4 2v1q-3 2-5 6l2 5-4 2-1-1v-4q-5 3-8 11-2-1-2-3l4-8 2-3q-6 5-14 6l-1-4 4-2-4-3 8 1h6q1-3-2-4l1-1z"/><path fill="#ba2924" d="M86 76q2 0 2 2l2 7-10-2z"/><path fill="#c89a8f" d="m23 84-2 2q-3 1-3 4l-3 1q3-8 8-11z"/><path fill="#af7e7c" d="m28 83 1 3q-4 1-5-1z"/><path fill="#ad6c62" d="m17 80-4 8q0 2 2 3l-3 1-1-6H9q3-4 8-6"/><path fill="#dc948f" d="M72 88h3q-5 3-8 2z"/></svg> | |
{
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"path": "04468482c253993ac27fce8528af9bdfb019a1c41e5b4e6147f3d18fde2e5284.png"
} | Generate code for a svg of a a black and white photo of a tree 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"
width="32px" height="32px" viewBox="0 0 32 32" enable-background="new 0 0 32 32" xml:space="preserve">
<path d="M1,17c-0.3,3.3,2.3,6,5.5,6H13v7c0,0.6,0.4,1,1,1h4c0.6,0,1-0.4,1-1v-9c0-1.7-1.3-3-3-3h9c3.4,0,6.1-2.8,6-6.2
C30.9,8.5,28,6,24.7,6h-3.2C23,6,24.1,4.7,24,3.2C23.9,1.9,22.7,1,21.4,1H8.7C5.9,1,3.3,3.1,3,6c-0.3,3.3,2.3,6,5.5,6H6.7
C3.9,12,1.3,14.1,1,17z"/>
</svg> | |
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"path": null
} | Generate code for a svg of a black and white vector illustration of a sailboat icon, depicted on the water. | <?xml version='1.0' encoding='iso-8859-1'?>
<svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 463 463" xmlns:xlink="http://www.w3.org/1999/xlink" enable-background="new 0 0 463 463">
<g>
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",
"path": "7f0a71b886709df232a5917f67fef3fb3ee9bdc6a319a1a0e6ec47651514cfb7.png"
} | Generate code for a svg of a a black and white logo with a white letter in the middle | <svg version="1.0" xmlns="http://www.w3.org/2000/svg"
width="256.000000pt" height="256.000000pt" viewBox="0 0 256.000000 256.000000"
preserveAspectRatio="xMidYMid meet">
<metadata>
Created by potrace 1.11, written by Peter Selinger 2001-2013
</metadata>
<g transform="translate(0.000000,256.000000) scale(0.100000,-0.100000)"
fill="#000000" stroke="none">
<path d="M1140 2549 c-290 -33 -551 -159 -760 -369 -349 -349 -462 -829 -308
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</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a post-it note with a phone number on 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="#fcfcfc" d="M0 0h96v96H26Q13 82 0 73z"/><path fill="#f8eeca" d="M34 34h34v31l-11 2-23-2q-3-16 0-31"/><path fill="#7f7c6e" d="M39 44q2 0 1 2z"/><path fill="#99917f" d="M42 44q6-1 14 1l-7 1z"/><path fill="#b2a68e" d="M51 48h4v3l-6-2z"/><path fill="#2b3e5b" d="M0 73q13 9 26 23H0z"/></svg> | |
{
"bytes": 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"path": "738dc9a21b26c102c8405bf19db4481964e9191d70cddeadbfca3960a5be14d8.png"
} | Generate code for a svg of a a close up of a yellow and blue flag on a blue base | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="30pt" height="30pt" viewBox="0 0 30 30" version="1.1">
<g id="surface1">
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<path style=" stroke:none;fill-rule:nonzero;fill:rgb(12.941176%,58.823529%,95.294118%);fill-opacity:1;" d="M 26 25 C 26 22.238281 20.179688 20 13 20 C 5.820312 20 0 22.238281 0 25 C 0 27.761719 5.820312 30 13 30 C 20.179688 30 26 27.761719 26 25 Z M 26 25 "/>
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</svg> | |
{
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} | Generate code for a svg of a a single cherry blossom petal falling to the ground. | <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="#b1a0a0" d="M48 53q-2-1-2 1-5 1-2-2l-5-5q0-3 2-1l4 6-1-9q4 3 4 10"/><path fill="#433537" d="M46 54q0-2 2-1l2 3z"/><path fill="#66595a" d="m50 56 6 4h-3z"/><path fill="#ac9a9d" d="M53 60q-4 5-4 0z"/><path fill="#8f8182" d="M56 60q1-1 4 1-2 0-2 2h-4q0-2 3-2z"/><path fill="#c47a6f" d="m60 61 1 2h-4q0-2 2-2"/><path fill="#6f6768" d="m62 63-1-2 15 7z"/><path fill="#e88580" d="m53 69-4 9q-3-3-2-6z"/><path fill="#e5d7ce" d="M18 74h23q5 2 3 6l-2 1-18-3q-5 0-7-3z"/><path fill="#d7473d" d="M53 69q3 2 2 7l-6 2z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a patch of red geraniums in a flower bed:I'm drawn to the vibrant red geraniums, their vibrant colors and delicate petals creating a captivating visual. The arrangement is a delicate balance, with the petals gently curving and overlapping, creating a sense of movement and visual interest. The overall composition is harmonious, with the geraniums arranged in a pleasing and balanced way, suggesting a peaceful and relaxing scene. The details are carefully considered, with the texture of the petals, the arrangement of the leaves, and the overall visual appeal of the image. | {
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} | Generate code for a svg of a a patch of red geraniums in a flower bed. | <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="#fbfbfa" d="M0 0h96v96H0z"/><path fill="#e72726" d="m51 41-9-2q-4 3 2 3l-1 2q-6 5-8-3 4-6 13-6v3l5 1z"/><path fill="#6f5835" d="m51 41-4 1v4l-4-2 1-2q-6 0-2-3z"/><path fill="#af2823" d="M54 45q3-3 7 0-4 3-7 0"/><path fill="#cc3d30" d="M67 46q2-3 5 0z"/><path fill="#d63b2e" d="m33 53-6 3-5-2-5 4q-3-1-1-3 7-9 17-2"/><path fill="#d73f31" d="m67 54 3 6-7-4h-5q0-5-3-2l2 2-1 2h-3q-3-6 0-9 0-3 3-1z"/><path fill="#7a533a" d="M25 59h4l-2 2q-4 0-4-3z"/><path fill="#c54337" d="M77 58q3-1 5 3h-2z"/><path fill="#f32328" d="M33 53h3l2 2q9-6 12 5l-4 5h-4q-3-3-4 1h4q2-1 3 2l-6 2q-3 3-2-1h-3v-7h-4l-1-3h-4l2-3z"/><path fill="#765526" d="M34 57q5 2 0 3z"/><path fill="#616b25" d="M41 59q1-3 4 0z"/><path fill="#568d54" d="M22 63q-4 2-6-3 5-3 6 3"/><path fill="#d73f38" d="M18 70q-10 0-1-5z"/><path fill="#4c733f" d="M53 49q-3 3 0 9h3l-1 3q-1-2-3-1-2 6 5 11l4-3v5h4v-4l5 2q0-5-3-8l4-1-1-2-3-6 1-3 1 2q2-3 5 0-3 1 1 4l-3 2 6 3q-3 0-3 2 3 1 4 5l-3 1 1 2q-3 3-2 8l-11-2v4l3 7q-6-1-9-5-3 3-6 0-7 9-10-1 0-3 2-4l-3-3q-2 8-10 5l-4-2-7 1-2-10q3-1 1-3l3-4q2-1 4 1l1-3 2-2 1 3h4v7h3q-1 4 2 1l10 1 1-2-4-4 4-5q-3-11-12-5l-2-2q5 0 0-3-2-3 1-3l3 2q2-4 6-1l1-2h4z"/><path fill="#c4362f" d="M42 66v-1h4l4 4-1 2-10-1 6-2q-1-3-3-2"/><path fill="#334b2d" d="M42 65h-4q1-4 4-1"/><path fill="#e62b2a" d="m70 60 1 2-4 1q3 3 3 8l-5-2v4h-4v-5l-4 3q-7-5-5-11 2-1 3 1l1-3 1-2h6z"/><path fill="#365b27" d="M60 63q1-3 4 0z"/><path fill="#3e6a20" d="M58 56h-1l-2-2q3-3 3 2"/></svg> |
{
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} | Generate code for a svg of a a red ribbon tied around a gift box. | <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="#dd271e" d="M43 40q-2 0-1 2l-3-1q-2-4 1-4z"/><path fill="#d8312a" d="m56 44-5 1q0-7 6-9 3 0 3 3z"/><path fill="#d7605e" d="m43 40 3 3 3 2q-2-1-2 1l3 2h-2l-3 1q-3-2-4-1l5-3-4-3q-1-2 1-2"/><path fill="#729e96" d="M50 45h-1l-3-2q1-3 4-2z"/><path fill="#c9d4d1" d="m39 41 3 1 4 3-5 3-7 3v-9z"/><path fill="#bdcbc9" d="M56 44q2-1 5 1-2 1-1 4-6-1-9-4z"/><path fill="#ec392c" d="M49 45h1q3 3 9 4l3 2-2 2h-3l-5-3-1 3q-3-3-2-5l-3-2q0-2 2-1"/><path fill="#b5bdb8" d="M48 48v14l7-4-2 5-6 1V53q-11 0-2-4z"/><path fill="#c07e80" d="M58 53h3v1l-4 4h-1q0-3 3-4z"/><path fill="#e32e27" d="M41 48q1-1 4 1-9 4 2 4v11l-2 6-11-2V51z"/><path fill="#e5ebec" d="M48 48h2q-1 2 2 5l1-3 5 3 1 1q-3 1-3 4h-1l-7 4z"/><path fill="#c7d0ce" d="M61 54q0 5-3 10-4-3-1-6z"/><path fill="#e8352b" d="M55 58h1q-3 3 1 6 3 9-4 1l-1 1v-3z"/><path fill="#d28581" d="m47 64-1 7-1-1z"/></svg> | |
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} | Generate code for a svg of a a black and white silhouette of a teddy bear with a musical note | <svg height="100%" style="fill-rule:evenodd;clip-rule:evenodd;stroke-linejoin:round;stroke-miterlimit:2;" version="1.1" viewBox="0 0 512 512" width="100%" xml:space="preserve" xmlns="http://www.w3.org/2000/svg" xmlns:serif="http://www.serif.com/" xmlns:xlink="http://www.w3.org/1999/xlink"><path d="M512,260.003c0,-30.944 -25.081,-56.025 -56.025,-56.025c-15.104,0 -28.787,6.005 -38.862,15.721c-38.296,-27.634 -91.061,-45.485 -149.833,-47.534l25.523,-120.077l83.385,17.725c1.013,21.201 18.378,38.12 39.826,38.12c22.106,0 40.02,-17.919 40.02,-40.02c0,-22.101 -17.914,-40.02 -40.02,-40.02c-15.722,0 -29.188,9.149 -35.729,22.335l-93.11,-19.791c-2.588,-0.563 -5.303,-0.054 -7.527,1.396c-2.229,1.445 -3.787,3.714 -4.34,6.312l-28.499,133.98c-59.631,1.657 -113.243,19.53 -152.034,47.471c-10.067,-9.653 -23.699,-15.618 -38.745,-15.618c-30.944,0 -56.03,25.081 -56.03,56.025c0,22.767 13.601,42.324 33.104,51.086c-0.864,5.569 -1.337,11.219 -1.337,16.95c0,86.194 100.336,156.068 224.109,156.068c123.77,0 224.109,-69.874 224.109,-156.068c0,-5.69 -0.463,-11.305 -1.314,-16.833c19.62,-8.716 33.329,-28.341 33.329,-51.203Z" style="fill-rule:nonzero;"/></svg> | |
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"path": "314650b8c87e7f1d1b665acd90242d5399cf7e25371ebca8ec14785125cfadeb.png"
} | Generate code for a svg of a a close up of a green and white cross in a drop of water | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 21 21" height="21" width="21"><title>blood-bank-15.svg</title><rect fill="none" x="0" y="0" width="21" height="21"></rect><rect x="0" y="0" width="21" height="21" rx="10.5" ry="10.5" fill="#30694d"></rect><path fill="#ffffff" transform="translate(3 3)" d="M11.2,7.1L11.2,7.1L7.5,2L3.8,7.1h0C3.3,7.8,3,8.7,3,9.6C3,12,5,14,7.5,14c0,0,0,0,0,0C10,14,12,12,12,9.6c0,0,0,0,0,0
C12,8.7,11.7,7.8,11.2,7.1z M10,10H8v2H7v-2H5V9h2V7h1v2h2V10z"></path></svg> | |
{
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} | Generate code for a svg of a a close up of a black and white picture of a smiley face | <svg xmlns="http://www.w3.org/2000/svg" width="600" height="400" viewBox="0 0 158.75 105.83334" id="svg8">
<g id="layer1" transform="translate(0 -191.16665)">
<path style="line-height:normal;font-variant-ligatures:normal;font-variant-position:normal;font-variant-caps:normal;font-variant-numeric:normal;font-variant-alternates:normal;font-feature-settings:normal;text-indent:0;text-align:start;text-decoration-line:none;text-decoration-style:solid;text-decoration-color:#000;text-transform:none;text-orientation:mixed;shape-padding:0;isolation:auto;mix-blend-mode:normal" d="M8.21289 198.77082c-.26243-.00075-.475362.21218-.474609.47461v89.67578c-.000753.26243.212179.47536.47461.47461H149.99414c.26167-.00033.47341-.21294.47266-.47461v-89.67578c.00075-.26167-.21099-.47428-.47266-.47461zm141.30859 89.67773H8.685547z" id="rect4485" color="#000" font-weight="400" font-family="sans-serif" white-space="normal" overflow="visible" stroke-width=".052917" stroke-linejoin="round"/>
<path d="M15.686012 244.08332H143.25297" id="path4492" fill="none" stroke="#fff" stroke-width="2.116667"/>
<circle id="path4494" cx="49.609375" cy="230.28719" r="1.417411" fill="none" stroke="#fff" stroke-width="2.116667" stroke-linecap="round" stroke-linejoin="round"/>
<circle id="path4494-6-4" cx="114.3378" cy="230.28719" r="1.417411" fill="none" stroke="#fff" stroke-width="2.116667" stroke-linecap="round" stroke-linejoin="round"/>
<circle id="path4494-4" cx="23.434528" cy="207.85429" r="1.417411" fill="none" stroke="#cacaca" stroke-width="1.058333" stroke-linecap="round" stroke-linejoin="round"/>
<circle id="path4494-4-1" cx="45.735126" cy="207.85429" r="1.417411" fill="none" stroke="#cacaca" stroke-width="1.058333" stroke-linecap="round" stroke-linejoin="round"/>
<circle id="path4494-4-4" cx="68.035713" cy="207.85429" r="1.417411" fill="none" stroke="#cacaca" stroke-width="1.058333" stroke-linecap="round" stroke-linejoin="round"/>
<circle id="path4494-4-0" cx="134.9375" cy="207.85429" r="1.417411" fill="none" stroke="#cacaca" stroke-width="1.058333" stroke-linecap="round" stroke-linejoin="round"/>
<circle id="path4494-4-6" cx="112.63691" cy="207.85429" r="1.417411" fill="none" stroke="#cacaca" stroke-width="1.058333" stroke-linecap="round" stroke-linejoin="round"/>
<circle id="path4494-4-3" cx="90.336319" cy="207.85429" r="1.417411" fill="none" stroke="#cacaca" stroke-width="1.058333" stroke-linecap="round" stroke-linejoin="round"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bunch of plump grapes hanging from a vine. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfd" d="M0 0h96v96H0z"/><path fill="#acc070" d="M52 24q2 3-1 7l-2-1q-3 2-4 6l-4-1-4-6q6-1 8-6l6-1z"/><path fill="#a6bf6e" d="M66 32q-2-3-5-2h-1v-4l1-2q16-3 7 11z"/><path fill="#d9e0d1" d="m52 24 4 7 4-5v4q-3 0-3 3-4-1-5 2-4-3-7 1 1-4 4-6l2 1q3-4 1-7"/><path fill="#795287" d="M61 30q3-1 5 2-2 3-5 3z"/><path fill="#9a6481" d="M52 35v2l-3 1q-5-3-5 3-3 1-2 4-3-2-5-1 3-3-1-2v-3l5-4 4 1q3-4 7-1"/><path fill="#e9b288" d="M49 38q-2 3-5 2 0-6 5-3"/><path fill="#c06464" d="M52 37q4 2 1 6 3 3 0 6 0-7-5-5-3 6 4 6 3 1 1 4-6 0-7-4h-5q0-3 2-4h3v-3q5 0 3-4v-1z"/><path fill="#e68f61" d="M49 39q2 4-3 4v3h-3l-1-1q-1-3 2-4 3 1 5-2"/><path fill="#e4a077" d="m53 49-1 1q-7 0-4-6 5-2 5 5"/><path fill="#763f64" d="M37 44q2-1 5 1l1 1q-2 1-2 4h-3q-1-2-3-1z"/><path fill="#d4c5cb" d="m57 46-1 10-1-4z"/><path fill="#814e79" d="M57 33v13l-2 6 1 4-6 14-2-9 2-6q3 3 3-1 2-3-1-4l1-1q3-3 0-6 3-4-1-6v-2q1-3 5-2"/><path fill="#c47075" d="M40 62q-3-3-2-6l4-1 4 5q-3 6-6 2"/><path fill="#795881" d="M38 50h3l-3 6q-1 3 2 6l-2 4q-4-3-1-6-5-6 1-10"/><path fill="#6e3560" d="M41 50h5q1 4 7 4 0 4-3 1l-2 6 2 9q-3 0-3 3l-2-1 3-7q-4-1-6 1v4l-4 1v-5l2-4q3 4 6-2l-4-5-4 1z"/><path fill="#8c6084" d="m50 70-3 4q3 1 0 4-3-1-1-4l-4-4v-4q2-2 6-1l-1 8q0-3 3-3"/></svg> | |
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} | Generate code for a svg of a a gray arrow pointing to the right with a gray arrow pointing to the left | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 200 265;" xml:space="preserve">
<style type="text/css">
.st0{fill:#707070;}
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<title>Bookmark</title>
<g id="Layer_2_1_">
<g id="Layer_1-2">
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"path": "emoji_u1faf1_1f3fc.png"
} | Generate code for a svg of a rightwards 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">
<g>
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<g>
<path d="M105.98,60.09c-4.14-0.13-33.53-1.32-35.32-1.57c-1.79-0.25-3.14-1.92-4.69-1.22 c-1.09,0.49,0.47,3.29,1.36,4.33c0.84,0.98,1.75,1.29,3.18,1.29s34.54,0.75,34.54,0.75c8.04,0,9.91-3.09,9.94-7.2 C114.27,58.37,111.23,60.25,105.98,60.09z" style="fill:#BA8F63;"/>
<path d="M115.81,76.2c-5.25,0.47-43.78-0.02-45.09-0.19s-2.25-1.05-3.47,0.05 c-0.93,0.84-0.88,2.65-0.47,3.81c0.58,1.62,3.22,0.2,5.07,0.21c1.85,0,38.14,0.13,43.68-0.49c6.88-0.78,8.4-4.45,8.4-7.28 C123.94,72.3,122.64,75.59,115.81,76.2z" style="fill:#BA8F63;"/>
<path d="M108.84,90.39c0,0-41.61,2.76-41.7,2.74c0,0-2.26-0.45-3.44,3.23c-0.3,0.92-0.54,2.3,0.76,2.4 c0.73,0.05,2.5-1.27,3.1-1.35l40.09-3.51c5.44-0.72,8.02-3.53,7.78-7.93C115.43,85.97,114.92,89.39,108.84,90.39z" style="fill:#BA8F63;"/>
<path d="M64.87,111.62c9.18-1.14,27.31-3.92,30.71-4.6c6.42-1.27,8.12-3.61,7.95-6.93 c0-0.05-0.8,2.76-6.69,3.81c-3.33,0.59-20.1,2.81-31.04,4.21c-15.53,1.99-28.73,1.12-41.2-4.33C15.74,99.92,10.28,93.5,7.11,84.57 c-1.96-5.52-3.09-10.08-3.09-10.08c0,17.51,7.3,28,19.01,32.97C37.74,113.7,54.59,112.89,64.87,111.62z" style="fill:#BA8F63;"/>
<path d="M50.54,37.79c-3.45,2.7-3.94,4.79-1.13,5.94c2.38,0.98,1.27-0.51,1.27-0.92 c0-0.33,0.21-0.61,0.21-0.61c9.03-5.08,14.52-13.14,14.52-19.42c0-1.25-0.23-2.43-0.69-3.5C64.02,30.64,53.99,35.09,50.54,37.79z" style="fill:#BA8F63;"/>
<path d="M52.93,54.6c-0.99-0.69-1.21-2.02,0.39-2.21c1.96-0.24,4.54-0.06,5.61,0.17 c0.92,0.2,1.41,0.78,0.47,1.67C58.79,54.81,54.75,55.86,52.93,54.6z" style="fill:#BA8F63;"/>
<path d="M52.7,87.29c-0.89-0.84-0.91-2.06,0.75-2.12c2.17-0.08,4.5,0.34,5.69,0.73 c0.91,0.3,1.3,1,0.21,1.72C58.63,88.1,54.34,88.83,52.7,87.29z" style="fill:#BA8F63;"/>
<path d="M51.17,103.46c-0.88-0.9-0.82-2.25,0.88-2.07c2.08,0.21,3.51,0.38,4.48,0.59 c0.97,0.2,1.44,1.03,0.27,1.69C56.04,104.09,52.78,105.11,51.17,103.46z" style="fill:#BA8F63;"/>
<path d="M53.1,71.45c-1.06-0.86-1.18-2.28,0.64-2.46c2.35-0.24,5-0.09,6.35,0.31 c1.02,0.3,1.52,1.01,0.38,1.93C59.72,71.82,55.04,73.04,53.1,71.45z" style="fill:#BA8F63;"/>
</g>
</g>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a green circle with a star in the middle:I'm drawn to create a visually appealing and detailed green circle. The central point is a vibrant green circle, representing the overall shape and the central star. The circle's shape is defined by curves, angles, and the placement of the star. The star's shape is a simple, defined, and visually striking element. I aim for a clean, modern aesthetic with a touch of elegance. The overall effect is a harmonious blend of form and color, creating a sense of depth and visual interest. | {
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",
"path": "7e4db5755bab32598bc61083886592711bf60476e49fb5386f0175aaa7617520.png"
} | Generate code for a svg of a a green circle with a star in the middle of it | <svg id="Ebene_1" data-name="Ebene 1" xmlns="http://www.w3.org/2000/svg" width="258" height="258" viewBox="0 0 258 258">
<defs>
<style>
.cls-1 {
fill: none;
stroke: #77bc1f;
stroke-miterlimit: 10;
stroke-width: 7.5px;
}
</style>
</defs>
<title>122-App</title>
<circle class="cls-1" cx="129" cy="129" r="125"/>
<g>
<rect class="cls-1" x="60.44" y="60.44" width="137.12" height="137.12" rx="17.11"/>
<path class="cls-1" d="M129,99.35l9.74-10.47,3.76,13.78L156,97.93l-3.06,13.95,14.12,2.1-9.19,10.92,11.55,8.41-13.23,5.41,6.32,12.82-14.22-1.38-.36,14.3L136,156.63l-7,12.49-7-12.49-11.93,7.83-.38-14.3-14.21,1.38,6.31-12.82-13.23-5.41,11.55-8.41L91,114l14.12-2.1-3-13.95,13.46,4.73,3.77-13.78Z"/>
</g>
</svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a stack of old books resting on a wooden shelf. | <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="#fcfbf4" d="M0 0h96v66H72v-4l2-2q-2-3-5-4v-2h3l-3-3-4-4q-6-2-10 1H33v3l-1 2v1l-6 7v3l-4 2H0z"/><path fill="#c3a880" d="M52 48q-10 0-18 3h-1v-3z"/><path fill="#b1a180" d="M55 48q4-3 10-1l4 4q-7-3-12 0l5 2h-6l-1-1q-1-1 1-3l6-1z"/><path fill="#f3c573" d="M52 48h10l-6 1q-2 2-1 3l-21-1q8-3 18-3"/><path fill="#e1d4b7" d="m69 51 3 3h-3v2q-21-1-1-3h-6l-5-2q5-3 12 0"/><path fill="#9b7943" d="m33 51 21 1 1 1H32z"/><path fill="#e3b35d" d="M32 54v-1h24v3l-22-1z"/><path fill="#84775e" d="M56 53h12q-20 2 1 3 3 1 5 4l-2 2H62q-2 2-1 3h-1v-7q-2-2-4-1z"/><path fill="#ddaa56" d="M56 57q2-1 4 1v7h-1l-11-2 4-2H41l-8-1q-2-1-1-3z"/><path fill="#ecdfb7" d="M62 58h9v3h-9z"/><path fill="#4b4131" d="m32 54 2 1 22 1v1H32q-1 2 1 3l8 1-9 1-6-1z"/><path fill="#b48f51" d="M41 61h11l-4 2-16-1z"/><path fill="#d1b88d" d="M72 62v3H61q-1-1 1-3z"/><path fill="#e3bd76" d="m26 61 6 1 16 1 11 2-33-1z"/><path fill="#4f5647" d="m26 64 33 1h13v6l-45 1q-5 0-5-4v-2z"/><path fill="#926843" d="M0 66h22v2H0z"/><path fill="#633f24" d="M0 68h22q0 4 5 4v1l-1 1q-14-2-26-1z"/><path fill="#6c4427" d="M72 66h24v7H71l1-2z"/><path fill="#8c6847" d="m72 71-1 2q2 5-2 3v-3H27v-1z"/><path fill="#26160b" d="M0 73q12-1 26 1l1 2h42q4 2 2-3h25v5H0z"/><path fill="#bd9c74" d="M27 73h42v3H27l-1-2z"/><path fill="#f9f7ee" d="M0 78h96v18H0z"/></svg> | |
{
"bytes": "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",
"path": "91b60cfd00294d6d84c59661c526673f65eed8bba4defccc71e8441ff4c03fd7.png"
} | Generate code for a svg of a a black and white photo of a cell phone with the letter c in the middle | <svg viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg"><path d="M3.71 2S1.996 2 1.996 3.768v8.518C1.996 14 3.71 14 3.71 14h8.571c1.715 0 1.715-1.714 1.715-1.714V3.714S13.996 2 12.28 2zm2.572 1.714H9.71c1.714 0 1.76 2.016 1.714 1.715v.857H9.71v-.857H6.282v5.142H9.71v-.857h1.714v.857s0 1.715-1.714 1.715H6.282s-1.715 0-1.715-1.714V5.429c0-1.715 1.715-1.715 1.715-1.715z" color="#363636" fill="#363636"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a metal birdcage holding a single white feather. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfefe" d="M0 0h96v96H0z"/><path fill="#687690" d="m50 17-2-2-2 3 1-4h3z"/><path fill="#24386a" d="m50 17 1 3q-2-1-2 1h-2l-1-2v-1l2-3z"/><path fill="#666f89" d="M49 21q0-2 2-1 3-1 5 2z"/><path fill="#cacdd4" d="M47 21q-4 6-2 15l-2 2-1-8v-2l-1-1q-2 0-2 3l-1-2-2 4q-2 15-1 32-5 2 1 1l1 2q2-5 3 1h-7l-1-37q4-9 14-10"/><path fill="#a7abb4" d="m50 21 6 1q3 0 5 4-4-3-8-3l-2 8z"/><path fill="#c5c8cf" d="m61 26 3 5 1 34h-5l-1-1V33q0-4-3-6v2q-3 1-4 4l-1-1-2 7v-7l2-1 2-8q4 0 8 3"/><path fill="#f1f3f4" d="M48 21h1l1 10-2 1v7l-3 5h-3q-3 6-3 13 3 0 5 3 4-7 10-12v16H36q-1-17 1-32l2-4 1 2q0-3 2-3l1 1q-3 6-2 15l2-13 1 8 2-2q-2-9 2-15"/><path fill="#a2a8ba" d="m46 19 1 2q-10 1-14 10l-2 36V32q4-11 15-13"/><path fill="#cacbcf" d="M39 64h-2l2-33z"/><path fill="#bcc7d4" d="M56 29v14q-3 0-1 5-6 5-10 12-2-3-5-3 0-7 3-13h3l3-5 2-7 1 1q1-3 4-4"/><path fill="#f3f5f6" d="M59 64h-3V27q3 2 3 6z"/><path fill="#999fad" d="M56 43v21h3l1 1 3 1-8 2H38h3q-1-6-3-1l-1-2q-6 1-1-1h19V48q-2-5 1-5"/><path fill="#e8ebed" d="M55 68H42q0-6 3-1 4-3 10-2z"/><path fill="#273462" d="M60 65h5v6H33q-1-3 1-3h21l8-2z"/></svg> | |
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",
"path": "emoji_u1f60e.png"
} | Generate code for a svg of a smiling face with sunglasses | <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="3176.8999" gradientTransform="matrix(1 0 0 1 0 -3114)" 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="smiling-face-with-sunglasses">
<path id="mouth" d="M64,93.81c-11.51,0-19.73-6-22.2-9.74c-0.93-1.21-1.12-2.83-0.5-4.22 c0.47-0.89,1.4-1.44,2.41-1.41c0.37,0,0.74,0.06,1.09,0.17c6.23,1.88,12.7,2.82,19.2,2.78c6.5,0.04,12.98-0.9,19.2-2.78 c0.35-0.11,0.72-0.17,1.09-0.17c1.01-0.03,1.94,0.52,2.41,1.41c0.62,1.39,0.43,3.01-0.5,4.22C83.73,87.83,75.51,93.81,64,93.81z" style="fill:#422B0D;"/>
<g id="eyes">
<path d="M124,45.42c0,0-4.26,0.09-4.26,3.5c0,8.42,0.1,26.49-22,26.49c-17.66,0-26.09-9.12-27.51-19.19 c-0.58-4.19-2-8.75-6.27-8.75s-5.65,4.53-6.23,8.75c-1.42,10.07-9.85,19.19-27.51,19.19c-22.06,0-22-18.07-22-26.49 c0-3.41-4.26-3.5-4.26-3.5v-8.34c6.85-0.9,13.75-1.32,20.65-1.26c12.48,0,17.45,0,27.38,1c5.87,0.58,12,0.65,12,0.65 s6.1-0.07,12-0.65c9.93-1,14.9-1,27.38-1c6.9-0.06,13.79,0.37,20.63,1.26V45.42z" style="fill:#422B0D;"/>
<path d="M21.12,52c-0.1,1.6-0.74,3.08-2.31,3.38c-0.18,0.03-0.35,0.05-0.53,0.05 c-1.41-0.01-2.62-1.03-2.84-2.43c-0.61-2.76,0.06-5.65,1.82-7.86c1.62-1.96,4.04-3.09,6.58-3.08c1.51-0.14,2.85,0.97,2.99,2.48 c0,0.03,0.01,0.06,0.01,0.1c0,1.88-1.5,2.68-3,3.2C22.2,48.58,21.14,50.2,21.12,52z" style="fill:#896024;"/>
<path d="M84.7,52c-0.09,1.6-0.74,3.08-2.3,3.38c-0.18,0.03-0.36,0.05-0.54,0.05 c-1.42,0-2.63-1.03-2.86-2.43c-0.61-2.76,0.06-5.65,1.82-7.86c1.63-1.96,4.04-3.09,6.59-3.08c1.51-0.14,2.85,0.97,2.99,2.48 c0,0.03,0.01,0.06,0.01,0.1c0,1.88-1.5,2.68-3,3.2C85.78,48.58,84.72,50.2,84.7,52z" style="fill:#896024;"/>
</g>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a scenic drive through rolling hills. | <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="#eff6e1" d="M0 0h96v53l-7 1-20-1q-8 2-14 6-5-1-8 1h-3l-12-3-16 3h-6L0 57z"/><path fill="#d7dfb2" d="M89 54q-13 1-23 7l-6 1-5-3q6-4 14-6z"/><path fill="#c4ca94" d="M96 53v16q-21 0-40 6l-4-7 14-7q10-6 23-7z"/><path fill="#d1daad" d="m44 60-18 3-10-3 16-3z"/><path fill="#cedaad" d="m0 57 10 3-2 2H7l-7-2z"/><path fill="#aaab78" d="m0 60 7 2q-2 2-2 5l12 1-17 1z"/><path fill="#849589" d="M10 60h6l10 3q-10 3-18-1z"/><path fill="#b8bb90" d="m55 59 5 3q-9 2-16 7l-4-2q3-3 7-2v-5q3-2 8-1"/><path fill="#dfd28f" d="M44 60h3v5q-4-1-7 2h-2l-9-3z"/><path fill="#898e6c" d="M7 62q8 4 18 1l3 1 9 3-2 2q-3 1-2 4l-3-1 2-3q-9-1-15 1H0v-1l17-1-12-1q0-3 2-5"/><path fill="#c9c484" d="M18 70q6-2 15-1l-2 3z"/><path fill="#a6a47a" d="M38 67h2l4 2q3 6 10 6-2-1-2 1l5 3-2 1-21-7q0-3 2 0v-4z"/><path fill="#2e352c" d="M0 70h18l13 2 3 1 21 7 3 1 26 15H0z"/><path fill="#515743" d="M36 69v4q-2-3-2 0-1-3 2-4"/><path fill="#dcce88" d="m66 61-14 7 4 7h-2q-7 0-10-6 7-5 16-7z"/><path fill="#90966f" d="M96 69v5H76l-14 5-4 2-3-1 2-1-5-3q0-2 2-1h2q19-6 40-6"/><path fill="#bcbf87" d="M96 74v17q-6 0-7-5l-3 2-6-4-2 2-16-7 14-5z"/><path fill="#a4a37e" d="m62 79 16 7 2-2 6 4 3-2q1 5 7 5v5H84L58 81z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a couple holding hands while walking through a park. | <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="#e0e5d8" d="M0 0h96v63l-7-3 2-6-1-5-2 10q-2-3-4-2v-5q-3 1-3 5l-10-5-5-10-3-2-1-5q-4 1-1 5l-2 2-2 4-5 3-6-9 1-3q-2-3-4-2-3 3-3 7v7q2 3-1 8l-2-2 1-4-3-1h-5l-6 5q-3-1 0-2l-10-5q-3 1-6-2l-1 2q-2-3-2 0l-5-5z"/><path fill="#4d3249" d="m47 37-7 5q0-4 3-7 2-1 4 2"/><path fill="#6b3d4b" d="M63 40h-2q-3-4 1-5z"/><path fill="#6eb1c2" d="M61 40h2l3 2v9h-4l-3-9z"/><path fill="#d57975" d="m47 37-1 3 6 9q-4-1-5-4v4l-2-5q-3 2-3 5l-1-3-1 3v-7z"/><path fill="#595b65" d="m66 42 5 10-1 2q-1-6-4-7z"/><path fill="#d9ddcd" d="m0 43 5 5q0-3 2 0l1-2q3 3 6 2l10 5q-3 1 0 2l6-5h5l3 1-1 4 2 2q3-5 1-8l1-3 1 3q-1 4 2 8l-4 5q-21-1-40 2z"/><path fill="#3f495f" d="m59 42 3 9h4l-1 4v-3l-5-1v4l-2-8-1-1z"/><path fill="#da6e63" d="M47 49v13l-2-2-5 5v-3l4-5q-3-4-2-8 0-3 3-5z"/><path fill="#9d6a72" d="m57 46-5 5q-2-1-1-3z"/><path fill="#2a2a3d" d="M65 55q-3 21-3 0-2 6-1 14-3-1-2-3l1-11v-4l5 1z"/><path fill="#dde0cf" d="M52 49q-1 2 1 3l5-5 2 8-1 11-3 2q-7 0-9-6V45q1 3 5 4"/><path fill="#dbe0d1" d="M66 47q3 1 4 7l1-2 10 5q0-4 3-5v5q2-1 4 2l2-10 1 5-2 6 7 3v33H86L51 75q-4-3-3-7l9 2 4-1q-1-8 1-14 0 21 3 0l1-4z"/><path fill="#c6cdb5" d="M47 62q2 6 9 6l3-2q-1 2 2 3l-4 1-9-2q-1 4 3 7l35 21H59q-9-15-25-18-21-5-34 10V64q19-3 40-2v3l5-5z"/><path fill="#a7ae9b" d="M59 96H0v-8q13-15 34-10 16 3 25 18"/></svg> | |
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"path": null
} | Generate code for a svg of a a yellow chick peeping from the nest. | <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="#f6e9cb" d="M0 0h29q-3 5 0 11-3 2-3 5l3 3v5q6-1 5 6l-1 1-4-4 1-1q-5-2-5 3 0 4 5 7l2-3 7 2v7q-3 0-1 3l-1 5-13 1-3 3q-3-2-7 1-1-3-3-2l6 6v2L3 56l4 6 1-3 11 4-6 2q-6-1-1 4l7 4h1l2 2v1h-9q-6-2-11-1v21H0z"/><path fill="#f7ebcf" d="M29 0h55l-1 4q-5 2-8 6-2-3-1-6-3-2-4-1l-5 12q1 1 2-1l5 3 1-4 2 2v9q5-6 3 2l4 5v3q4 2 1 5l-3-4-1 1-6-10-4-1v-6l-2 6q1 4-2 1 3-4-1-3l-8 11-3-13-1 2v8l-1-3q-4 0-6 3-4 1-6 4l-7-2-2 3q-5-3-5-7 0-5 5-3l-1 1 4 4 1-1q1-7-5-6v-5l-3-3q0-3 3-5-3-6 0-11"/><path fill="#f6eacc" d="M84 0h12v42q-8 5-14 13l-11 2 1-5q-3 3-6 2l1-2-5-2q0-7-6-8l-1-5q-4-6-10-6 2-3 6-3l1 3v-8l1-2 3 13 8-11q4-1 1 3 3 3 2-1l2-6v6l4 1 6 10 1-1 3 4q3-3-1-5v-3l-4-5q2-8-3-2v-9l-2-2-1 4-5-3q-1 2-2 1l5-12q1-1 4 1-1 3 1 6 3-4 8-6z"/><path fill="#fbdd6f" d="m55 37 1 5q6 1 6 8-2 2-1 5l-5 3-3-3 1-3q-3-3-2-7-8-4 1-6l1 1z"/><path fill="#f39b49" d="M39 42q2 2-1 3-2-3 1-3"/><path fill="#8e6e48" d="M37 51q-6 1-10 4l-1 5-2-1q0-4 2-7l2 1q3-4 9-3"/><path fill="#f8d55d" d="M45 31q6 0 10 6l-1 3-1-1q-9 2-1 6-1 4 2 7l-1 3 3 3-8 1h-3l-8-6v-3l1-5q3-1 1-3v-7q2-3 6-4"/><path fill="#22191e" d="M43 39q2 0 1 2z"/><path fill="#d9c284" d="m62 50 5 2-1 2-4-2-1 3q-1-3 1-5"/><path fill="#b9a883" d="m82 55 1 4q2-2 5-2l-6 4-1-1-1-3-4 1v3q-1-1-3 1-1-1 1-3h-2l-1-2z"/><path fill="#f5ebc8" d="m81 60-5 1v-3l4-1z"/><path fill="#916136" d="m37 53 8 6q-3 0-3 2l-8-1q0 2 3 2-6 1-9-2 0-3 3-5z"/><path fill="#d7c7a2" d="M37 50q-6-1-9 3l-2-1q-2 3-2 7h-1q-7-1-1 5l-1 2q-2-3-4-2l5 5-9-3 3-1-3-1 6-2-11-4-1 3-4-6 14 5v-2l-6-6q2-1 3 2 4-3 7-1l3-3z"/><path fill="#783435" d="M45 59h3l5 2H42q0-2 3-2"/><path fill="#976e3f" d="M66 54q3 1 6-2l-1 5 1 2-1 3-2-1q-7 6-15 2 3-2-1-2l-5-2 8-1 5-3 1-3z"/><path fill="#865d34" d="m23 60 13 6-8 4q-1-3-4-3v-3q3-3-2 1-6-6 1-5"/><path fill="#795836" d="m22 65 2 3-1 1 3 1-6 3h-1l3-3-5-5q2-1 4 2z"/><path fill="#b38648" d="m37 52-6 2q-3 2-3 5 3 3 9 2-3 0-3-2l8 1h11q4 0 1 2 8 4 15-2l2 1v4q-3 2-4-1l-7 6 3 1-11 1-2-1 8-1q4-6-2-1-6-2-10 1l-1-1 8-3-5-1 4-1-11-3-5 2 6 2q-15 3 0 5v3q-11-9-20 1l-2-2 6-3-3-1 1-1-2-3q5-4 2-1v3q3 0 4 3l8-4-13-6h1l2 1 1-5q4-3 10-4"/><path fill="#a08559" d="m13 65 3 1-3 1 9 3-3 3-7-4q-5-5 1-4"/><path fill="#c8b690" d="m81 64-2 8 7 1q-7 0-12 5l-1-2 4-9z"/><path fill="#916739" d="m26 78-4-2v-1q9-10 20-1v-3q-15-2 0-5l-6-2 5-2 11 3-4 1 5 1-8 3 1 1q4-3 10-1 6-5 2 1l-8 1 2 1z"/><path fill="#986e42" d="M13 76h3l6 1-1 8 6 3 3-5 6 5 1 8H6q-1-2-3-1-1-9 1-17 3-3 9-2"/><path fill="#8b623b" d="M72 59h2q-2 2-1 3 2-2 3-1l5-1 1 1q-2 0-1 3l-4 3-4 9q-3 0-3 3l-6 2q-3-2-6-1l8 3q-4 1-3 7v6H37l-1-8-9-8 36-8-3-1 7-6q1 3 4 1v-4z"/><path fill="#e8d4a6" d="M16 76h6l4 2 1 2 3 3-3 5-6-3 1-8z"/><path fill="#b6996b" d="m70 79 2 2q-4-1-6 2l-8-3q3-1 6 1z"/><path fill="#f5e6c4" d="M96 42v54H67l-1-7-3 1q-1-6 3-7 2-3 6-2l-2-2q0-3 3-3l1 2q5-5 12-5l-7-1 2-8q-1-3 1-3l6-4q-3 0-5 2l-1-4q6-8 14-13"/><path fill="#d8c29b" d="M13 76q-6-1-9 2-2 8-1 17 2-1 3 1H2V75q5-1 11 1"/><path fill="#e7c872" d="M88 84q7-1 7 8-9 3-10-5z"/><path fill="#b79156" d="M67 96h-4v-6l3-1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pink square with rounded corners inside a blue frame. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#6acee7" d="M0 0h96v17q-5-6-11-7H54L8 9l-7 7 1 4v2l-2-2z"/><path fill="#74c4df" d="M96 17v79H0V20l2 2v48q6 12 18 7h17l36 4q9 0 18-6l1-2-2-59a410 410 0 00-80 1q-4 1-5 5v24L2 20l-1-4 7-7a405 405 0 0077 1q6 1 11 7"/><path fill="#48a0cf" d="M12 14a713 713 0 0178 0l2 4-1 57-1-2V19q-1-4-4-5z"/><path fill="#3482ba" d="M5 44v26l3 4q5 3 12 3-12 5-18-7V20l1-1z"/><path fill="#fd5fc4" d="m90 72-5 3-48 1H20q-7 0-12-3-3-6 3-8l-2-8 2-18Q5 23 21 20h10l7 2 4-3h17q6 3 11-1l6 3q2-3 2 2 3-6 8-1l3 4q-3 3 0 6-2 2-1 4l1 5z"/><path fill="#fe5cc3" d="m85 76-71-1q-6-3 1-5-3-2-2-4l3-1q1 2-1 3l2 3q4-2 7-8l3-1-5-2q0-3 3-4-6 0-9-3-7-6-1-11l1-6h4q-3 2 0 3 3-4 2 0l1 3 2-5-3-7 10-2 3 1 7-3 8 2q-6 9 3 3 3 5 5-2l4-1q2 3 2-1 5 0 5 5-8 0 1 3 2-3 6-4l10 12q-6 2-1 6l-3 3 2 3q-5 5 1 11-3 1-4 4 3 2-1 3z"/><path fill="#f765c7" d="M10 15q38-1 75 1l5 3-1 22-1-5q-1-2 1-4-3-3 0-6l-3-4q-5-5-8 1 0-5-2-2l-6-3q-5 4-11 1H42l-4 3-7-2H21Q5 23 11 40L9 58l2 8q-6 2-3 8l-3-4V20q1-4 5-5"/><path fill="#e96ed1" d="M10 15q0-2 2-1h74q3 1 4 5l-5-3q-37-2-75-1"/><path fill="#4d7eb5" d="m90 73 1 2q-9 6-18 6l-36-4 48-1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a swirling pattern of green lines forming a square. | <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="#35bb24" d="M0 0h61L46 9l-3-1 10-5h-2V1l-8 2H13Q4 1 0 10z"/><path fill="#2fb720" d="M65 0h6L58 5V4z"/><path fill="#2d9f24" d="M71 0h11l7 6q-9-6-17-3-7 0-12 3h-4l2-1z"/><path fill="#35b224" d="M82 0h14v17l-2-1-5-10z"/><path fill="#37ab2a" d="M13 3h30l-3 1Q29 3 24 6l-4 1q-6 0-11 5v-1q2-3 7-5l-5 1q2-3-1-3z"/><path fill="#349b31" d="M51 3 37 6l3-2 3-1 8-2z"/><path fill="#31a129" d="m40 4-3 2H24q5-3 16-2"/><path fill="#39a726" d="m89 6 5 10v6q-2 0-2 3Q92 3 71 4l1-1q8-3 17 3"/><path fill="#38b128" d="m13 3-3 1q3 0 1 3l-6 4-1-1-4 10V10q4-9 13-7"/><path fill="#37b229" d="M51 3h2L43 8l3 1q3-1 1 2l-9 1 2-1 2-2-8-1 7-1-8-1h4z"/><path fill="#33ab27" d="m58 4-2 1h4l3 2 15-2-28 7v-2q2-3-1-3z"/><path fill="#37b126" d="m72 3-1 1q21-1 21 21 0-3 2-3l-3 10-1-5Q83 8 64 12l-11 4 2 1-10 2-3-1 11-6q12-4 25-6L63 8l-3-2q5-3 12-3"/><path fill="#33a02c" d="M61 0h4l-7 4-9 4q3 0 1 3h-3q2-3-1-2z"/><path fill="#3fc12b" d="M9 11q-4 1-6 7L1 28l1 4q1-8 5-14 6-7 13-11l4-1h9l8 1-7 1 8 1-2 2h-3l-15 2q-3 0-4 3-6 2-8 9l-2 2q-1 10 3 22l3 9Q7 55 2 47l-2-8V20l4-10 1 1 6-4 5-1q-5 2-7 5"/><path fill="#38b12b" d="M20 7q-7 4-13 11-4 6-5 14l-1-4 2-10q2-6 6-7v1q5-5 11-5"/><path fill="#31ad25" d="m37 11-2 2-17 3q1-3 4-3z"/><path fill="#30a429" d="m90 27-7 13-5 5-2-1 3-6v-4l3-2q1 6 4-1-2-15-16-16l-15 2-2-1 11-4q19-4 26 15M37 11h3l-2 1 9-1-8 3-17 3-7 6-1-2-4 4q2-7 8-9l17-3z"/><path fill="#36b228" d="M79 34q2-16-14-16l-18 1v4l-3-1-6 2-2-1q-14 2-16 16l-1-2q2-12 14-16l12-2 10-2 15-2q14 1 16 16-3 7-4 1z"/><path fill="#2fa22d" d="M15 23v2q-8 9-2 20l1 5-3-1Q7 37 8 27l2-2 4-4z"/><path fill="#32a22c" d="m42 18 3 1-12 2q-12 4-14 16l-2 2v-1q4-20 25-20"/><path fill="#34a72b" d="M47 23q-8 0-14 5-3 2-4 6-3 0-2 3-2 3-1 9 3 20 25 20-3 0-3 2-19-2-24-19-1-9 1-15 5-7 13-10l6-2z"/><path fill="#37b22a" d="M47 11h3v2l3-1-11 6q-21 0-25 20h-1l-2-1v-7l3-7-2 2v-2l7-6 17-3z"/><path fill="#34b02a" d="m79 38-3 6 2 1q-3 4-6 1 5-4 3-10l-4 5q3-11-5-17h-3l2 3-1 1-7-7q11 0 19 9z"/><path fill="#41c428" d="m94 16 2 1v18l-7 7q-6-2 0-4l-1-1 3-5 3-10z"/><path fill="#37af2c" d="m39 29-10 7v-2q15-15 33-5l-1 2q-11-8-22-2"/><path fill="#33a62b" d="m65 27 2 13-1 1-2-4-2 1q-10-12-23-6-6 3-9 9v10l-1 2q-2-6-1-10 1-5 4-8 3-4 7-6 12-3 23 5 4-3 2-6z"/><path fill="#39bd29" d="M79 34v4l-3-8q-8-9-19-9l7 7q2 3-2 6-11-8-23-5 11-6 22 2l1-2q-18-10-33 5 1-4 4-6 6-5 14-5v-4l18-1q16 0 14 16"/><path fill="#38b22a" d="m67 40 2 12q0 2 2 2-4 5-8 5 2-2-1-2l2-6-1-8v3l-2-2-3-6v4q-5-9-14-6l-2-2-6 3 4-5h-1q13-6 23 6l2-1 2 4z"/><path fill="#3abd29" d="m71 41-2 11-2-12-2-13-2-3h3q8 6 5 17"/><path fill="#38ab28" d="m14 37-1 8q-6-11 2-20l2-2-3 7z"/><path fill="#3fbd2d" d="M29 34v2q2-3 3-1-3 3-4 8l-2 3q-1-6 1-9-1-3 2-3"/><path fill="#38ba2d" d="M58 42v2q-7 0-9 8l-7-9 1-4h-3q-1-3-3 0-3 3-4 9v-6l3-5 6-3 2 2q9-3 14 6"/><path fill="#40bf2f" d="m39 32-4 5q-8 5-5 14h-1V41q3-6 9-9"/><path fill="#30a927" d="M96 35v4q-6 6-14 7z"/><path fill="#39ba28" d="m90 27 1 5-3 5 1 1q-6 2 0 4l7-3v5q-10 3-18 9l-4 1 5-5-2-1 8-8h-2z"/><path fill="#35a82c" d="m78 45 5-5h2l-8 8 2 1-17 16h-1l-1-3q-6 3-11 2l4-1q6-1 9-6 3 0 1 2 4 0 8-5-2 0-2-2l2-11 4-5q2 6-3 10 3 3 6-1"/><path fill="#33a429" d="M96 44v3q-7 1-12 4l-6 2q8-6 18-9"/><path fill="#3dbc27" d="M96 47v2l-12 2q5-3 12-4"/><path fill="#35a42f" d="M64 51q-4 6-11 9l-1-1q9-3 11-13v-3z"/><path fill="#3cbc28" d="M96 54v10q-6-11-16-8l-2-1q8-4 18-1"/><path fill="#37ae2d" d="m36 37-3 5v6q1-6 4-9 2-3 3 0-3 0-3 3v10q3 2 5 6 9 2 15-6l1-8v-6l3 6 2 2q-2 10-11 13l1 1-11 1q-8-3-11-10-3-9 5-14"/><path fill="#39bb2b" d="M40 39h3l-1 4 7 9q2-8 9-8l-1 8q-6 8-15 6-2-4-5-6V42q0-3 3-3"/><path fill="#37b22a" d="M96 49v5q-10-3-18 1l2 1 4 2q8 5 5 15l-1-7-2 4q0-10-9-10l3 3q-10-4-18 2 5-6 12-11l4-1 6-2z"/><path fill="#39b12b" d="m0 39 2 8q5 8 12 11l-3-9 3 1q-1 5 2 9 3 0 5 3l-1 2Q5 60 0 46z"/><path fill="#3cb82c" d="m14 37 2 1 1 15 11 14-7-5q-2-3-5-3-3-4-2-9l-1-5z"/><path fill="#39bb29" d="m64 51-2 6q-3 5-9 6l-11-2 11-1q7-3 11-9"/><path fill="#43c72f" d="M31 51q3 7 11 10l11 2-4 1q-8 1-14-5-4-3-4-8"/><path fill="#3ec12b" d="M38 24q-8 3-13 10-2 6-1 15 5 17 24 19-24 5-28-19V39q2-14 16-16z"/><path fill="#39b72a" d="M0 49q0 6 6 11 9 6 20 9-12-1-21-6l-5-5z"/><path fill="#42ca28" d="m0 61 5 7v1l-2 7 4 14q3 1 2 3l9 3H0z"/><path fill="#31a62a" d="M0 46q5 14 20 18l1-2 7 5 11 4 1 1-6 1 7 5-2 2-9-5-10-2Q10 70 5 63q9 5 21 6-11-3-20-9-6-5-6-11z"/><path fill="#3ec02c" d="M80 63q2 0 2 3l-2 6-2-1q-6-6-13-3l-9 1 5-4h1q8-6 18-2"/><path fill="#3ebe2a" d="m0 58 5 5q5 7 15 10h-7l-8-6v1l-5-7z"/><path fill="#38b929" d="M65 68q7-3 13 3-2 1-1 4h-4q-6-2-10 1l9 1v1l-10 1q-6 0-10-3 6-7 16-8z"/><path fill="#40c427" d="m5 69 5 5 3 3-1 5 6 9 3 1q-1 1 1 4h-4l-9-3q1-2-2-3L3 76z"/><path fill="#3fc52a" d="M84 58q11 2 10 14l-2 11-1-1-1 3-5 3h-3l2-3 5-12q3-10-5-15"/><path fill="#30a624" d="M80 56q10-3 16 8v32h-5l3-10V72q1-12-10-14z"/><path fill="#36ae29" d="m19 37 1 2v10q4 24 28 19 0-2 3-2-22 0-25-20l2-3q-1 4 1 10l1-2h1q0 5 4 8 6 6 14 5 5 1 11-2l1 3-5 4 9-1h3q-10 1-16 8-3-4 2-7-6 2-6 6 0 2 2 3l7 3q-2-1-2 1l-14-4-7-5 6-1-1-1-11-4-11-14-1-15h1v1z"/><path fill="#31a428" d="M52 76q4 3 10 3l5 2H57l-7-3q-2-1-2-3 0-4 6-6-5 3-2 7"/><path fill="#319f2c" d="m73 75-1 2-9-1q4-3 10-1"/><path fill="#32ab29" d="m78 71 2 1h1v2q3 2 0 3l1 1-4 4-12 4-19-3-8-3 2-2 14 4q6 2 13-1h-1l6-2q1-2-1-1v-1l1-2h4q-1-3 1-4"/><path fill="#35b324" d="m20 73 10 2 9 5 8 3 19 3 12-4 4-4 3-3-1 4-10 7-1 1-40 2q-5-4-4-9l-7-1-4-1v-2l-8-2-5-5v-2l8 6z"/><path fill="#3abb28" d="M55 82q0-2 2-1h11q-7 3-13 1"/><path fill="#35b622" d="m22 79 7 1q-1 5 4 9l11 1q-3 0 0 2-6 2 1 2h10q-3 0-3 2H27q-1-3 2-4l-7-4 2-1-3-5-2-2z"/><path fill="#2fa52b" d="m89 73-5 12q-6-2-9 2l-1-1 10-7 1-4-3 3-1-1q3-1 0-3v-2h-1l2-6q0-3-2-3l-3-3q9 0 9 10l2-4z"/><path fill="#3bb325" d="M94 72v14l-1-2-2 6-1-1 2-6z"/><path fill="#3cbe25" d="m10 74 8 2v2l4 1-3 1 2 2 3 5-2 1 7 4q-3 1-2 4h-5q-2-3-1-4l-3-1-6-9 1-5z"/><path fill="#3cca27" d="m92 83-2 6-6 7H72q4-5 10-8h3l5-3 1-3z"/><path fill="#42c727" d="m94 86-3 10h-4l4-6 2-6z"/><path fill="#29a123" d="m73 87-7 3-21 4q-7 0-1-2-3-2 0-2z"/><path fill="#2aa825" d="m84 85-2 3q-6 3-10 8H52q0-2 3-2H45l21-4 7-3 1-1 1 1q3-4 9-2"/><path fill="#2da028" d="m90 89-4 6h-3z"/></svg> | |
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} | Generate code for a svg of a detailed illustration of a golf club with a ball, designed as a vector icon for a golf logo. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": "emoji_u1f494.png"
} | Generate code for a svg of a broken heart | <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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M53.5,47.5c0,0.9-0.5,1.5-1.2,1.5c-0.7,0-1.2-0.6-1.2-1.5v-3.3h-1.1v3.3c0,1.7,0.9,2.7,2.4,2.7c1.5,0,2.4-1,2.4-2.7v-3.3h-1.1V47.5
z M57.9,44.2h-1.8v5.9h1.7c1.5,0,3-0.9,3-3C60.8,45.1,59.6,44.2,57.9,44.2z M57.9,49h-0.6v-3.6h0.6c1.2,0,1.7,0.6,1.7,1.8
C59.6,48.3,59.1,49,57.9,49z"/>
</svg> | |
{
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"path": "2a355838676df9acdc55573cd496e0068855f597ab9c06e862f64c8d7cf5aef4.png"
} | Generate code for a svg of a a close up of a black and white check mark on a white background | <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24"><path d="M21,5L9,17L3.5,11.5L4.91,10.09L9,14.17L19.59,3.59L21,5M3,21V19H21V21H3Z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pile of soft colorful pillows on a couch. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v96H70q-2-4-1-7V77l3-1q0-3 3-3l2 1 2 1 9-2v-2q-1-3 1-4l-2-1v-5q3-1 0-3v-4l1-3 1-2-11-3 1-5-1-1q-10-3-19 0 0 3-3 4v-9q-7 0-12 2h-6l-6 3q-13-2-25-1-3-1-3 2-2 0-1 2l-3 4z"/><path fill="#d78794" d="m56 44-3-6q-4-2-9-1 5-2 12-2z"/><path fill="#fa838a" d="M44 37q5-1 9 1l3 6v4l-2-1-3-1-9 2z"/><path fill="#7a91a0" d="m38 37 3 8-2 4v2q-3-1-4 1-2-1 1-3h-4l2-6h-8l6-3z"/><path fill="#cbbab3" d="M59 40q9-3 19 0-6-1-10 2h-5z"/><path fill="#679c96" d="m78 40-11 1q4-3 10-2"/><path fill="#c9af9a" d="m32 40-6 3q-3-1-4 1-7-3-15-4l2 7q-3 6 2 12l-4 1q-1 2 1 4l-5 1 3-16-2-8q0-3 3-2 12-1 25 1"/><path fill="#d18587" d="M38 37h6l-2 11-3 1 2-4z"/><path fill="#3cdcce" d="m79 41-1 5q-2 0-2 3h-3q2 2 1 5-6-2-10-1v-4h-3q-6-6 2-7h5z"/><path fill="#ede1cc" d="M26 43h8l-2 6-5 5q-3-1-4 2l4 4q-4 0-5 3l-6 1-1-2 2-8 4-2 1-8q1-2 4-1"/><path fill="#f4ddc0" d="m22 44-1 8-4 2-2 8 1 2-2 1q-6 0-9 3-3-1-2-3l5-1q-2-2-1-4l4-1q-5-6-2-12l-2-7q8 1 15 4"/><path fill="#5e6c98" d="m59 40 4 2q-8 1-2 7v3h-1l-3-2-1-2v-4q3-1 3-4"/><path fill="#f5bf6b" d="m54 47-2 4H39v-2l3-1 9-2z"/><path fill="#e27a8f" d="m78 46 11 3-1 2-2 1-8-3-2 1v-1q0-3 2-3"/><path fill="#dad3cb" d="m3 43 2 6-4 20H0V47z"/><path fill="#489caa" d="M32 49h4q-3 2-1 3l-3 4-5-2z"/><path fill="#d09aa0" d="m54 47 2 1 1 2-2 2-3-1z"/><path fill="#f5bf6f" d="m86 52 1 2-5 4-4-2-2-6 2-1z"/><path fill="#bb9295" d="m88 51-1 3-1-2z"/><path fill="#f2f0ea" d="M39 51h13l3 1-2 3q-3 2-3 7-2-1-2 1-3 1-3 5l-9-5q-3-2-4-1l-3-3 3-3 3-4q1-2 4-1"/><path fill="#54bfc4" d="m76 49 2 6 1 5h-4l-6-6q-3-3-3 0l-4 1q-2-3-1-4v-3h3v4q4-1 10 1 1-3-1-5z"/><path fill="#ed907f" d="m57 50 3 2q-1 6-7 7v-4l2-3z"/><path fill="#5d7b9a" d="m27 54 5 2-3 3-2 2v-1l-4-4q1-3 4-2"/><path fill="#785260" d="M60 52q-1 1 1 4l-3 2-9 4q0-5 3-7v4q6-1 7-7"/><path fill="#f6dab2" d="m66 55 7 9 1 2-6 4h-6l-3-12 3-2z"/><path fill="#9e8c95" d="M66 55q0-3 3 0l6 6-2 3z"/><path fill="#b79c88" d="M87 54v4q-3-1-3 1l-2-1z"/><path fill="#e3909c" d="M87 58q3 2 0 3t-3-2q0-2 3-1"/><path fill="#49c7b5" d="m29 59 3 3q-5-1-7 3-3 0-3-2 1-3 5-3v1z"/><path fill="#a8aca4" d="M22 63q0 2 3 2l1 3h-2l-10-3 2-1z"/><path fill="#47ead0" d="M32 62q1-1 4 1l2 2-6 6-6-3-1-3q2-4 7-3"/><path fill="#a8908a" d="m4 41 2 8-3 16q-1 2 2 3 3-3 9-3l10 3H14l-2 2h-2q-4-2-9-1l4-20-2-6q-1-2 1-2"/><path fill="#4d879d" d="m36 63 6 3 1 3q-2-1-2 1-3 0-5 2l3 5v1l-5-3q0-3-2-3v-1l6-6z"/><path fill="#839191" d="M48 63q-3 1 0 4l-5 2-1-3 3 2q0-4 3-5"/><path fill="#5d76a3" d="m78 56 4 2 2 1q0 3 3 2v5l2 1q-2 1-1 4h-7l-4 3-2-1-3-4h3l-1-3-1-2 2-3h4z"/><path fill="#f88c8b" d="M24 68h2l6 3v1q-10-1-19 1-2-1-1-3l2-2z"/><path fill="#6ba79c" d="m48 67 2 4-9-1q0-2 2-1z"/><path fill="#4fd1c4" d="m41 70 9 1 1 6q-6 0-9 3l-3-3-3-5q2-2 5-2"/><path fill="#f89481" d="m59 58 3 12h6l-11 7-3-2-4-4-2-4q-3-3 0-4 0-2 2-1z"/><path fill="#c7cac8" d="M88 71v2l-9 2-2-1 4-3z"/><path fill="#d45b75" d="M10 70h2q-1 2 1 3 9-2 19-1 2 0 2 3-4 1-6 4v-5H12q-4 0-5 3l-3-1z"/><path fill="#7394a5" d="m74 66 1 3h-3l3 4q-3 0-3 3l-3 1H57l11-7z"/><path fill="#f25b78" d="M28 79q-4 1-4 7-2 0-1 3h-2L7 77q1-3 5-3h16z"/><path fill="#4badaa" d="m50 71 4 4-6 5q-4 0-7 2-3-1-2-4v-1l3 3q3-3 9-3z"/><path fill="#d1c8be" d="M57 77h12v10H53q-2-7 4-10"/><path fill="#c4b7ad" d="m34 75 5 3q-1 3 2 4 3-2 7-2 3 2 0 5l3 1H24q0-6 4-7 2-3 6-4"/><path fill="#f3f3f3" d="M0 69q5-1 9 1l-6 6q-4 6-1 14l-1 6H0z"/><path fill="#c4b9b0" d="m4 76 3 1 14 12H6l-1-1-2 2q-3-8 1-14"/><path fill="#aba29c" d="m54 75 3 2q-6 3-4 10h16v2l-2-1v4q-2-3-1-4-9-1-15 1H23q-1-3 1-3h27l-3-1q3-3 0-5z"/><path fill="#fafafa" d="M67 92v4H47l4-7q6-2 15-1-1 1 1 4"/><path fill="#d0c6bb" d="M6 89h45l-4 7H5q-1-4 1-7"/><path fill="#c29a77" d="M69 89q-1 3 1 7h-3v-8z"/><path fill="#bc8d6c" d="M6 89q-2 3-1 7H2l1-6 2-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a crystal decanter filled with amber whiskey. | <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="#f3ecd8" d="M0 0h81q-2 6-5 1 0 3-3 2-3 3-3 8l-2-8-2-1q-1 6-3 0l-1 3-1-3-15 2 1 1q-4 2-6 5 0 3 1 0l2 2v19L33 42q-2 1 1 4-1 12 1 26l-2 3 1 2q-4 0 0 1-4 2-1 5h-6v5l-9-3-3 1q1-3-2-6l-9 9q-1 2 2 3l-6 3z"/><path fill="#f3ecd8" d="M81 0h15v96H0v-1l6-3q-3-1-2-3l9-9q3 3 2 6l3-1 9 3v-5h6q-3-3 1-5-4-1 0-1 14 3 27-1l1-4q-1-15 1-29l-2-3q2-3-1-3h-3l-6-8q-2-4 1-9-1-3-2 0v-4l1-6q-3-2-5-1v4l-2-1-2-2q-1 3-1 0 2-3 6-5l-1-1 15-2 1 3 1-3q2 6 3 0l2 1 2 8q0-5 3-8 3 1 3-2 3 5 5-1"/><path fill="#fadb9f" d="M50 16h-4V9q2-1 5 1z"/><path fill="#f4bd30" d="M46 16h4v2l-4 1z"/><path fill="#de7c1c" d="M50 18v2q-3 12-4-1z"/><path fill="#cabca0" d="m44 12 2 1v6q1 13 4 1 1-3 2 0-3 5-1 9l6 8 2 2H39l-5 4 1 1v1l-1 1q-3-3-1-4l11-11z"/><path fill="#f0ead8" d="M44 31q2-6 5-1l-3 1 4 1q-1 2 1 3l4 2H41z"/><path fill="#e6d7ba" d="M57 37h3q3 0 1 3l-1 8-1 2H40q8-2 18-1-1-3 1-4l-25-2 5-4h20z"/><path fill="#f3ebd4" d="M35 44q12-1 24 1-2 1-1 4-10-1-18 1h-3q-3-2-2-5z"/><path fill="#e7b256" d="M35 45q-1 3 2 5-3 10-2 22-2-14-1-26z"/><path fill="#e4800a" d="M37 50h19v11H40l9 1q-6 0-9 3l-2-11v16q-2 0-1 2h-2q-1-12 2-22"/><path fill="#e1b260" d="m61 40 2 3q-2 14-1 29h-1l-1-24z"/><path fill="#d9780e" d="m60 48 1 24h-1q-6-4 0-9-2-6-1-13z"/><path fill="#eeac1f" d="M56 50h3q-1 7 1 13-6 5 0 9l-2 1-2-3v-5H40q3-3 9-3l-9-1h16z"/><path fill="#ba3f0b" d="M40 65h16v5h-2l-7-2-9 2V54z"/><path fill="#f6be1b" d="m54 70-9 1q-4-1-5 2h-2l-1-1q-1-2 1-2l9-2z"/><path fill="#d08012" d="M54 70h2l2 3h-2l-11-2z"/><path fill="#b34d14" d="m45 71 11 2H40q1-3 5-2"/><path fill="#c5bea5" d="M35 72h2l1 1v1l1 1 9 1 4 1 4-2v-2h2l2-1h2l-1 4q-13 4-27 1l-1-2z"/><path fill="#e3ce7c" d="m56 75-4 2-4-1z"/><path fill="#b47c3e" d="M38 74h18v1l-8 1-9-1z"/><path fill="#cca23b" d="M38 74v-1h18v1z"/></svg> | |
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<title>github-logo</title>
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"path": "emoji_u1f44d.png"
} | Generate code for a svg of a thumbs up | <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 a delicate lace fan 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="#fcfbfa" d="M0 0h96v96H43q12-2 24-8 3-5 3-11l7-3v-5q-15-5-29-4H10l-4 5q-4 2-6 6z"/><path fill="#eae5df" d="M50 59q0-3 3-4-6-3-10 1l1 2-13-10-1 1-7-5q5-7 12-10l5 8-1-10 7-1q2 0 3 2 4-4 8 0l7 1q2 3 6 4l3 6q1 3-1 6l2 6z"/><path fill="#9d8e79" d="m50 59-6-1-1-2q4-4 10-1-3 1-3 4"/><path fill="#e6d1b8" d="m48 65-7 5 29 7q0 6-3 11-12 6-24 8H15L8 83 6 70l4-5z"/><path fill="#f3e4d5" d="M48 65q14-1 29 4v5l-7 3-29-7z"/><path fill="#f3efeb" d="m6 70 2 13 7 13H0V76q2-4 6-6"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a blue house with a heart inside:My primary focus is on creating a visually appealing and emotionally resonant image. I aim to capture the essence of a house, its form, and its interior, emphasizing the feeling of warmth, tranquility, and a sense of connection. The heart, as a central element, is crucial for conveying the house's emotional depth and the feeling of being part of something larger. The details, like the curves, shapes, and the placement of the heart, are meant to be subtle and evocative, adding to the overall visual impact. I aim for a balance between realism and artistic expression, allowing the heart to stand out and contribute to the overall aesthetic. | {
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MeirxPcyOvuAwAgiKyaGjOEtHBj3Vv4ee+MM8TJloepLk0W2Prvo2LTB7YYk0j2fxpimOHAdBZXD0FI6gndtpnyqt+DuPbaiZ+JGJfZIVr7XWDu0biPnsPt1wPpPHTvlEEZY6cTmJdcj9zf+TdFu6fNq11FYqT0+dW/T+VIuJGtjL8OZrOjmzldJ5/jm2WmX6ynX/RkT3rOL1WwIIisM9q4ixbb5uTUbmFKNfNHxas3xm1E9HuD0HvL+d4+9ZRaOeql6Fbh7HvvqKFqPIBzYUhTq8rF282v3kv/oov5/3gaA44JU8ID6P80RoCrV8nm35fKB/7uO0aMpiCHrhigBjUByu3sDJ77GNIrc5qFdbY9D73WZfv8WDoDjgHYurVztyBWUYVKeG38ObW3egBcUiL99vQaPMVOmowA37VEj1yn7LdveeCILigLG/Xf5mjlAH4w3YHSAoFhjHj5RY2wwtzP6/AbcHBMXC5/8cqCZyx59/wWr8FtTHw0oSFhjz23zE13Pgeb+7HZoCQbHAuK5AJWXlgojT5fcbYFkKBMXBZPBb0Ny8SBcU4w0Y9NCCYlHK4regeflChFd2uOb/7sTSUQRPW0USZYq/nKA4RBFdvBrRVe/OX/Z7GF4mGrp4LCqWw3lvp/8I0C0fKuTOXQGj3nSFstCCYoFxWRZC6BjWFtLw4NhpnH97lYoMCIpD9co0xkf78DFfcG8vCCJ4BxBqVIMWFAutloqp4vfWh9w8ITJ7eUFEeLed1KkBLSgueIfQv/sxyLfSBIWjJ325/t9OW64MXTYaWlBcGtfHWbv89gevzOuNQ5Etu3DqrxS8YRAUE7zdx7l5wt7syCoTbrOLu/bj9BvxjUBQGcRUYSqWx3l7X23EL+cUinyzw4O3QvFiLItAUDm81BTnrM+vv/lyTkRKVHJ7xFVYH8iYqkxBSRIQFJ9XmmEeRvt8VaRct7BuqwevPOXfXvzr3YKg+MQ1YvGqMOSc8O0/Ev5x3moXl6/z+yRnAe3+d608CIoPw6D2L2M2orOXuLhw7+cXrnTh3f1QO4Z5uhZUWCZBl3aYlUIuXeO//C9m6xISnDnHY1f3ffitgqCyqFODwS5Vt2SN+9K18JwU5Xk0Za4D7yoSnZbq2OZBPTMQVC4JXTAbUa9XTJ3lDMujIEvXuLBrT7/6N+3DZdFBULm0bq6tXAHzNZ4441uyOtwS/a+/+ZauxRy90BR6+41HPvAgqFwYBvXGKi9YwNK17iPHwycuWe1iygwHdrfQqhlbo+ojmxxAUAJ0bqvDW1VCCAkCSsm0E7/rKCgIAhqf6cC+XoymUP8eheuVgqAEYDVFvFnp5OWLo6bYw+DE0vwVruwc/Pnddi9rH6/fBIKSoWNrbd2a+LU/z5zjJ37iEEJZ0Y3feVZ8jT9xxrJoYK8iPuQgKBloGn3YH/O2gAL2ZHNZi5yknifA7D/CTZsv6+Hffl1fZNYEQYkR10jToZWsCwnWbvYsXRN6s/fHTvnGTccPRgihiuXpvt2LDpogKEmG9TNY5F1tuOBL16qNoeToqbO+EalyB9CJ7xmLK28LgpKkTDQ9vJ+sjh4hNHuJa/Wm0Ngzeuqsb9gEu8yqPu1f1pZQpBwEJUyntiW9bimIIspa5FyxXu3t6PHTvg/G220OWXaWjaYT3y/pIw2CkmfcUJP8y5DmLnfNW+5S7THl7F+4YRPltp0UhZKHGUuuIwSCkie6FDV+OP5l1PdZvt49eY6s8KEQ23Z7E9PsLrfcT0/P1/XNYp/Q24CgitAslv1nMbHULzbv8o5ItTtUU7pRFNHSNe5Jsxzyz6Y2rq8Z1OfJqxsgqFIM6GloFkfggqLsHG7AaBvexbVk8XrFiVmOBV8SGHiUiaanjJJ0oSgIqhQ0jVJHmGKqErha7vxl/l8jrIePBXNPyZ+5wsAk+469BM5Msxo0ZZSp7FOS3ANBFcRipmZN8ONy7BLIt4nDJtpWfO0OSmzKOen750e2U2cJfEJoCqUMMz3XQOoubxBUWSqWp2dNNGMUvH0cQUBzl7nGpMud2fELUUQrvnYPSbHhHc58nBHvGf1abwNBFadWdSZrgtlE6PLWvdlcn+HWX38LRHefly9+OMk+d5mL1EzCoD6Gbh39O4AAggaCBnU1M1LMGJdVFsmN28LAJNuir9yKzkAd+Jl75wNr9i/Ejkf3S9BjXBwPggaIJg00mclmvY6MozyPFq1yDUyy+XsJuxRcbjFjgfOjVDupbh0h1Lub/r23cbbMgqCBI/5Zku0oQujX33y9h1tXb/IQ3Eh69JSv1zDr+q0egmnsn//QD5Yw5VkkIGhAiX9WkzXBbPT/FpvicHvErEXOgWNteFfYP4zTJWYucA5Ksl27SbJV7t9D/+/e+McNQNBA06SB5tNUc5S8XXmFOH7a12u4dclqN3a1kn2HubeHWtdtJdkYUxQa2tfQvye+nQgEDQoN6mo+m2ohe/8xx6HPV7p6DbP6e0b05p/CmKn2xDT7zT9JNpw0jcYMMr7zd7nrvSBocKhVnVmYbiGyzvQwl67yQ1JsyRmO27lPto3j0Bdr3T2HWPdkE65kptNSU0abX++AWdLiYUDQoFGxPP15ugW7ck4J7NznTRhkXbrG7fEW22HvzeZ6Ds3/7D8u+ZuSClHKQs2ZZMauTVkIEDSYlLJQc1PNbV+SdZKpSFxuccGXroRB1h0/eAvl8d8v8IOTbaOn2q/eID9FVbUS/fk0C14B/yKJ+FvMg41WS6WNNFWrTC9bR36d/eafwoQZjtUbPUP6GuIaaW7dET7/0rVtt1eh882xjTTpY8is694HBA0+FIUG9jLUqs5MnuMsoVPG5tRZ36Bxtmfrac6c570KfP8CurbXjRxoZEkLhfP9Dh/3eX3hVvJKDqUtVExVJq6RRs4EZ4dW2pgqzOiphNP0fZRbvmc1aPi7Rn8X2SVCNXv9rmoPvoQWOi3VqY22f0+9nANJ96xiSqbj8LGQKRBe9il6yigTwUFnIUBQwpQuRU0dZca7RakAQUALV7mWrXWrvxJO08aaSSMInBAsARCUPDot9WmqWeb80aGj3MQsJ8HtGmShadTvLX2/BIPSdxXCNBN5PF5x3HSHzJNuLzRh/zPLQuRUE3EqlqfnTbb076m4nQgEVYjbuQLeBVYP81RpOmu8+aMBRp2W5MSNTF5tpV0xM6qJ5DMbMoEuXinKl6E3LC5FkVDr4lV+0kwnkSNBcigdRY1839i2JfllhRKAFlQpbucKlwld4lGjKrNwmmVQH4M2eE1p6xbalXOiAmwnAkEV5Sq5jZUMg/p006+YaYltGOi1lbLRdPoY89TRyqb14pBfoAUoFjvp45cxVZh5ky1JQ4xkt5MWB02hbh11q+ZGvdI8aFlNE12azs1T6VxGqFMqirxGFIW6tte1elE7b7lr806S+4sL0aCuZuRAY/06hDcE+gsd9CcIV2gK1autVHdcOopKGmJcnBmlxG69stF08gemRRkWNbhBK7HXC0AIxTdmSyvQgj5M/TrM5+mWtJEm7JvECqHXUX2769d+FtW5rVYlgz/Ky4k9BueTPScFIITmTbbEyVjw9AuOQ+u2uZetdd+zYnb5NI06t9UN6KknexBFPpQoijknfUNTbPIL6gH3efM13aiBcmuB+4vDKa7a6Plqg9uvurI0hdq8pB3QU0/8/AkRKFEUEUI7fvCmziRQ9BFACL3SjE0bZZZSW1AJbHZx1Ub32s2eJ5ZwoinUuoW2X4K+dowa1SzgL0ERQr/+5kub45R/vDqS0euofgn6Xm/qgz6AszvFdVs8qze58/KL0FTDoA6ttH3+oa+hylbzYR4IihDiebT3oPf7/dzpP3xWOyyASkXLUjFV6OZxbKe22qDMZheHxyvu2Ovdc4D7/Tyfe08wGaiYqkzzOI2cy0UDzP8DMZt3W5tqKPwAAAAASUVORK5CYII=",
"path": "2b011579ee3bdc48502215911406f6ce97ccba96209ab845841bd5d0e0d997c7.png"
} | Generate code for a svg of a a blue house with a heart inside of it | <svg xmlns="http://www.w3.org/2000/svg" width="23.162" height="23.163" viewBox="0 0 23.162 23.163">
<path id="home_4_" data-name="home (4)" d="M12.034,22.257a.9.9,0,0,1-.9.9H.9a.9.9,0,0,1-.9-.9V9.8a.9.9,0,0,1,.326-.7L11,.209a.9.9,0,0,1,1.159,0l10.676,8.9a.9.9,0,1,1-1.159,1.39l-10.1-8.414L1.81,10.225V21.352h9.319a.9.9,0,0,1,.9.9Zm9.7-2.448a13.487,13.487,0,0,1-4.406,3.257.905.905,0,0,1-.809,0,13.484,13.484,0,0,1-4.406-3.257c-2.947-3.553-.895-7.473,2.141-7.473a4.167,4.167,0,0,1,2.669.96,4.167,4.167,0,0,1,2.669-.96C22.631,12.336,24.67,16.265,21.73,19.809Zm-2.142-5.664a2.442,2.442,0,0,0-1.915.948.9.9,0,0,1-1.506,0,2.432,2.432,0,0,0-1.917-.951c-1.95,0-3.625,3.758,2.669,7.094,6.294-3.336,4.62-7.094,2.669-7.094Zm0,0" transform="translate(0 0.001)" fill="#374eee"/>
</svg> |
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} | Generate code for a svg of a a close up of a black and white picture of a curved object | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0,0,1024,1024">
<desc>network_wifi icon - Licensed under Apache License v2.0 (http://www.apache.org/licenses/LICENSE-2.0) - Created with Iconfu.com - Derivative work of Material icons (Copyright Google Inc.)</desc>
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<feColorMatrix values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 0.05 0" in="SourceGraphic"/>
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<feGaussianBlur stdDeviation="11" result="blur0"/>
<feColorMatrix values="1 0 0 0 0 0 1 0 0 0 0 0 1 0 0 0 0 0 0.07 0" in="SourceGraphic"/>
<feOffset dy="30"/>
<feGaussianBlur stdDeviation="20" result="blur1"/>
<feMerge>
<feMergeNode in="blur0"/>
<feMergeNode in="blur1"/>
</feMerge>
</filter>
<mask id="mask-BSKHipWr">
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<mask id="mask-Yo7wuMA1">
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<g color="#ffc107" class="teamapps-color-2">
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<g color="#e65100" class="teamapps-color-3" mask="url(#mask-D9Brt8H0)">
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<g filter="url(#filter-6xCKdWSX)" mask="url(#mask-Yo7wuMA1)">
<g color="#fff59d" class="teamapps-color-1">
<rect x="15.36" y="128" width="993.28" height="789.33" fill="currentColor"/>
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<g clip-path="url(#clip-NNi4wBKL)">
<path d="M-77.64,960.33v-975.33h1179.28v975.33zM150.62,467.19c0,0 -0.01,0 -0.01,0.01l360.96,449.71l0.43,0.42l0.43,-0.42l360.96,-449.71c0,0 -0.01,0 -0.01,-0.01l135.26,-168.52c-19.2,-14.51 -210.35,-170.67 -496.64,-170.67c-286.72,0 -477.44,156.16 -496.64,170.67z" fill="#000000" filter="url(#filter-VYgL0mGJ)"/>
</g>
</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a the soft hum of bees flying from flower to flower. | <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="#f2e7cb" d="M0 0h96v91l-3-2h-2l-4-4h4l-8-12q-1 3 2 6l-5 1-4-10h10q-6-6-13-7l1-1q7-3-1-4l-2 4 1 2h-3v2h-1q-2-2-3 1l-1-2q-6 2-2 6-5 5 1 8 4-3 5-6l5 1 5 5q-6-1-1 2h2l17 13v2H19V78q2-3 5-3 8 0 2-5-7-4-13-1v5h3l1 2 1 20H6l1-2H0z"/><path fill="#5a3a24" d="M73 20q4-3 3 3z"/><path fill="#937a5e" d="M39 32q3 0 4 4l-2 2q-3-3-2-6"/><path fill="#5f3c24" d="M59 38h4l-1 3z"/><path fill="#997e55" d="M19 40q8 0 1 3-1 3-4 2z"/><path fill="#241a12" d="M50 46v2q-2 2-2-1 0-2 2-1"/><path fill="#a58a6b" d="M50 46q-2-1-2 1 0 3 2 1v4h-3v2l-1-2 1-7q2-1 3 1"/><path fill="#624734" d="M73 58q8 1 1 4-2-3-1-4"/><path fill="#181411" d="M64 63q0-3 2 0z"/><path fill="#ebd0bf" d="M73 58q-1 1 1 4l-1 1q7 1 13 7H76q-2 0-1 2l-2 2-5-1q-1 3-5 6-6-3-1-8-4-4 2-6l1 2q1-3 3-1-3 0 0 2l1-2v-2h3l-1-2z"/><path fill="#5e4b3b" d="m68 66-1 2q-3-2 0-2"/><path fill="#eec565" d="M24 75q-2-4-6-3-2 0-2 2h-3v-5q6-3 13 1 6 5-2 5"/><path fill="#728a57" d="m75 72 5 8-2-1-5-5z"/><path fill="#cecda7" d="M96 91v3L79 81h-2q-5-3 1-2l2 1 5-1q-3-3-2-6l8 12h-4l4 4h2z"/><path fill="#799358" d="M24 75q-3 0-5 3v18h-1l-1-20-1-2q0-2 2-2 4-1 6 3"/><path fill="#88a567" d="M0 94h7l-1 2H0z"/></svg> | |
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"path": "ab65498d7faa73e9d94ffd981504021bfd34881f22780b97cdd0e9bba5717e16.png"
} | Generate code for a svg of a a black and white line drawing of a heartbeat monitor | <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 0 216 216" enable-background="new 0 0 216 216" xml:space="preserve">
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<path d="M140.97,82.105H75.031c-2.14,0-3.881,1.741-3.881,3.88v44.03c0,2.139,1.741,3.879,3.881,3.879h27.594v13.188
c0,0.553,0.447,1,1,1c0.553,0,1-0.447,1-1v-13.188h6.75v8.439c0,0.553,0.448,1,1,1c0.553,0,1-0.447,1-1v-8.439h27.595
c2.14,0,3.88-1.74,3.88-3.879v-44.03C144.85,83.846,143.109,82.105,140.97,82.105 M142.85,130.016c0,1.035-0.844,1.879-1.88,1.879
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c0.247,0,0.479-0.121,0.618-0.326l1.416-2.064l2.298,7.053c0.102,0.316,0.391,0.51,0.73,0.518
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c0.303-0.014,0.567-0.205,0.672-0.49l1.7-4.596l1.278,3.322c0.112,0.287,0.39,0.479,0.7,0.479h2.327
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c-0.087-0.271-0.322-0.471-0.605-0.51c-0.279-0.037-0.564,0.082-0.725,0.318l-2.053,2.992H77.904v-21.23h59.19V110.088z"/>
<path d="M122.801,122.127l0.765,0.65c0.288,0.246,0.408,0.35,0.774,0.652c0.164,0.135,0.37,0.207,0.581,0.207
c0.21,0,0.416-0.072,0.586-0.211c4.835-4.006,5.959-5.793,6.181-6.221c1.28-1.986,0.972-3.664,0.484-4.721
c-0.489-1.062-1.249-1.699-1.422-1.834c-0.874-0.637-1.784-0.961-2.704-0.961c-1.418,0-2.514,0.752-3.192,1.398
c-0.681-0.646-1.776-1.398-3.194-1.398c-0.92,0-1.831,0.324-2.718,0.971c-0.089,0.068-0.879,0.688-1.383,1.787
c-0.479,1.047-0.786,2.727,0.451,4.74C118.14,117.432,118.984,118.814,122.801,122.127 M118.922,113.072
c0.353-0.77,0.914-1.207,0.913-1.207c0.614-0.449,1.229-0.676,1.824-0.676c1.336,0,2.332,1.127,2.605,1.471
c0.285,0.359,0.891,0.359,1.177,0c0.273-0.344,1.269-1.471,2.605-1.471c0.596,0,1.209,0.227,1.799,0.656
c0.024,0.019,0.604,0.484,0.964,1.266c0.483,1.049,0.349,2.162-0.401,3.311c-0.019,0.029-0.036,0.061-0.049,0.09
c-0.009,0.016-0.771,1.539-5.438,5.449c-0.122-0.102-0.227-0.193-0.384-0.326l-0.759-0.645c-3.715-3.227-4.44-4.498-4.467-4.549
C118.576,115.246,118.445,114.111,118.922,113.072"/>
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</g>
</svg> | |
{
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"path": "79a510431393e93d4c4097ed1d03914e9ac8b8f411892cdb8177d0795478c464.png"
} | Generate code for a svg of a a flat screen tv with a blank screen on the screen | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16"><style>.icon-canvas-transparent{opacity:0;fill:#f6f6f6}.icon-vs-out{fill:#f6f6f6}.icon-vs-bg{fill:#424242}.icon-vs-fg{fill:#f0eff1}</style><path class="icon-canvas-transparent" d="M16 16H0V0h16v16z" id="canvas"/><path class="icon-vs-out" d="M16 0v12h-2v4H2v-4H0V0h16z" id="outline"/><path class="icon-vs-bg" d="M15 11V1H1v10h4v3H3v1h10v-1h-2v-3h4zm-5 1H6v-1h4v1zm-8-2V2h12v8H2z" id="iconBg"/><path class="icon-vs-fg" d="M14 10H2V2h12v8zm-4 1H6v1h4v-1z" id="iconFg"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a blue bicycle standing under a tree in the park. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfdfe" d="M0 0h96v96H0z"/><path fill="#4384ac" d="M57 35q-1-2-3-2-4 1-6 4v-1q3-7 10-8l-2-1-4-2-3 3v-4q1-3-1-4 4-4-2-4l-2 2q-2-6-4-1v3q-3-2-5-1-1 6-3-1h-4l13-6 5 3 1-4q4 3 10 4 1 3-1 4l7 5-1 5q-4 2-5 6"/><path fill="#9fbcd1" d="m49 24-4-5-1 1v-2l2-2q6 0 2 4 2 1 1 4"/><path fill="#a6c0d4" d="m30 20 6 6q0-4 3-1v4q-2-3-5-2-3-3-6-2 3-1 2-3z"/><path fill="#c0cfdc" d="m43 21 2 2v2l-5-2q0-2 3-2"/><path fill="#4889b5" d="M30 22q1 2-2 3l-4-1q2-3 6-2"/><path fill="#276b9e" d="M44 18v2l-1 1q-3 0-3 2l5 2h-6q-3-3-3 1l-6-6q-2 0-2-2h4q2 7 3 1 2-1 5 1v-3q2-5 4 1"/><path fill="#255289" d="M49 24v4l3-3 4 2-8 3h-6l2-2-2-1 3-2v-2l-2-2 1-1 1-1z"/><path fill="#3772a7" d="M34 27q3-1 5 2v1q-4-2-5 2l-6-4z"/><path fill="#c8d7e1" d="m56 27 2 1q-7 1-10 8-3-3 0-6z"/><path fill="#75a9cb" d="m28 28 6 4q0 2-2 1l-2 2q-3-3-2-7"/><path fill="#7386a3" d="M40 32q5 0 3 6-2-3-2-1-4-2-3-5l2 3z"/><path fill="#192f65" d="M39 25h6l-3 2 2 1-2 2h6q-3 3 0 6v1l-1 3-3 14-1-3h-4l4-2q1-7-2-12 0-2 2 1 2-6-3-6l-1-2z"/><path fill="#8fb4cc" d="M57 35q-2 3-5 1 1-4 5-1"/><path fill="#214e90" d="m58 51-1-1q1-3 4-1-3 0-3 2"/><path fill="#5c88ab" d="M47 40v14l11-3q2 0 1 2l2 5 7 2 2 4q-3-4-7-3v13l-2-10q0-3-2-3v-1q1-4-2-3l-9 8 1 2h-3q-2 0-1 3h4l-2 1q-2-1-2 1l-3 2 1-4-4-2 5-2 3-1v-1l11-10q-6 0-11 2-2-3-2 0l-1 1-3 2h-1l4-5z"/><path fill="#ecf1f4" d="M47 64v-8q5-2 11-2z"/><path fill="#f8fafb" d="m44 57-1 6-2-4z"/><path fill="#041f60" d="M47 56v9q-3-4-2-9 0-3 2 0"/><path fill="#567296" d="M45 56q-1 5 2 9l-3 1-4-4-3 5 2 1 4 2h-8l-1-2 4-6q-12-3-11 9 2 4 8 5l7-2-3 2h5l3 1v-5l1 5H32l-2-1q-12-10 2-17h9l2 4 1-6z"/><path fill="#475a85" d="M59 60q-8 3-5 11-5-9 5-12"/><path fill="#ebf0f3" d="M59 60q-10 3-5 12l3 5h-9l-1-5v-1l2-1v-3l-1-2 9-8q3-1 2 3"/><path fill="#e8ecf0" d="m44 66-5 2-2-1 3-5z"/><path fill="#7a869a" d="M70 64q3 5 0 9z"/><path fill="#e0e9f0" d="m43 70-1 4-7 2q-6-1-8-5-1-12 11-9l-4 6 1 2z"/><path fill="#1d3b71" d="M49 67v3h-4q-1-3 1-3z"/><path fill="#e4eaee" d="M59 61q2 0 2 3l2 10V61q4-1 7 3v9l-2 3-10-1-4-3q-3-8 5-11"/><path fill="#48588c" d="M33 72q2 0 1 2z"/><path fill="#d6e1e7" d="m45 72-1 4h-5l3-2z"/><path fill="#0b2059" d="M47 71v5l-3-1 1-4q0-2 2-1"/><path fill="#4d698d" d="m54 72 4 3 10 1-2 1h-9z"/><path fill="#6fb7b9" d="m30 76 2 1h34l6 2q2 2-1 3-23 3-44 0-3 0-3-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a hand holding a toy butterfly net. | <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="#faf9f2" d="M0 0h96v47l-2 2-2-1q0 5-5 5-3 1 0 2l-3 3-1-1-36 36q-1-10-9-15l-1-1v-2q9 0 7-9l1-8q0-3 3-4l11-5 1-1q6-5 2-10-6-11-17-8l-2 2q-5-1-5 3-3 0-2 3 0 4 3 7 0 4 5 4l-1 2q-4 1-7 4L26 69q-8 0-11 5L4 75l-4 3z"/><path fill="#eb9b86" d="M62 38q-9-9-19-6l2-2q11-3 17 8"/><path fill="#ea9180" d="m43 32-5 3q0-4 5-3"/><path fill="#efdfd3" d="M43 32q10-3 19 6l-2 10-1 1-13 4 2 1q-3 1-3 4l-1-3q0-3 2-4l1-2q4 0 4-4-3-1-4 1-4 1-7-2l3-1-5-2q-3-3 0-6z"/><path fill="#e07465" d="M38 35q-3 3 0 6l1 4q-3-3-3-7-1-3 2-3"/><path fill="#2b4756" d="M47 49v-3q1-2 4-1 0 4-4 4"/><path fill="#d38f86" d="M62 38q4 5-2 10z"/><path fill="#ddb1a6" d="m38 41 5 2-3 1q3 3 7 2v3l-1 2h-3l1-2q-5 0-5-4z"/><path fill="#da8e8b" d="m59 49-11 5-2-1z"/><path fill="#faf7e7" d="M96 47v49H84V58l3-3q-3-1 0-2 5 0 5-5l2 1z"/><path fill="#b95958" d="M43 51h3q-2 1-2 4l-5 5q1-6 4-9"/><path fill="#ea8c74" d="m44 55 1 3-1 8h-3l-2-6z"/><path fill="#f2b08a" d="M43 51q-3 3-4 9l2 6q-7-1-9 6 0 3 5 3v2l-6 1-5-9 10-14q3-3 7-4"/><path fill="#36929e" d="M41 66h3q2 9-7 9-5 0-5-3 2-7 9-6"/><path fill="#edeee8" d="M84 58v38H46l1-3z"/><path fill="#a04a4c" d="m26 69 5 9 6-1 1 1 1 8-17 3q-4 3-5 7H0V78l4-3 11-1q3-5 11-5"/><path fill="#f9f3e5" d="M38 78q8 5 9 15l-1 3H17q1-4 5-7l17-3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a grandfather telling stories to his grandchildren at bedtime. | <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="#fcfbf9" d="M0 0h96v65h-5V52q-3-4-5 0h-1q-3-1-3 1l2 6-3-1-3-3q-2-3-1-4-5-1-7 3l-2-3-5-4v-4l-4-4q-5-1-8 3-1 4 1 10l7-2-1-2 1-1 2 2q-1 7-9 7l-7-4-1 1v6q-3 1-4 4l-1-1 2-5q-2 3-5 3v-1l3-7-2-3q-3-3-4 0-6 1-4 7l2 1-1 1q-8 2-14 9l18 3 3 4-8-4-18-1q8-4-1-3-1 9-10 9z"/><path fill="#fbe6c8" d="M75 18h6q0 7-7 4-1-3 1-4"/><path fill="#fce8cb" d="M10 12h23v23H9q-1-12 1-23"/><path fill="#816a5e" d="M37 49q-3 0-4 3v-3q1-3 4 0"/><path fill="#7d8182" d="M61 49v4l2 1q-2 6 1 1l1 3q2-1 3 1-2-1-2 1-4 1-1 4l-2-1q0-3-3-3l-3-4-6 2 1-2q8 0 9-7"/><path fill="#cc784b" d="M33 49v3q-3 2 0 5h-2l-2-1q-2-6 4-7"/><path fill="#edbf8d" d="M85 52v10h-1v-3l-2-6q0-2 3-1"/><path fill="#f2dabc" d="m37 49 2 3-3 7-2-2h-1q-3-3 0-5 1-3 4-3"/><path fill="#d6915f" d="M91 61q-2 2-1 6l-2-2-2-13q2-4 5 0z"/><path fill="#a85338" d="m78 55 3 3-2 3-3-6z"/><path fill="#403f43" d="M31 57h3v4q-4 0-4-3z"/><path fill="#5f413d" d="m85 52 2 13h-3V52"/><path fill="#cbaa9c" d="m39 62-3-2q3 0 5-3z"/><path fill="#393e4a" d="M66 60q0-2 2-1v2z"/><path fill="#d95f4b" d="m34 57 2 2v1l3 2-1 1-4-2z"/><path fill="#1e252f" d="m51 58 6-2 3 4q-5-1-5 3h-2l-8-1 1-6z"/><path fill="#d1c2a6" d="M60 60q3 0 3 3h-8q0-4 5-3"/><path fill="#c5cdd1" d="M68 51h-1l3 9v-6q2-4 7-3-1 1 1 4h-2l3 6 2-3 3 1v3q-1 4-6 4l-2-5 1-1q-3-4-4 0l-2 7q-1-3-3 0l-3-3q-3-3 1-4l2 1v-2q-1-2-3-1l-1-3q-3 5-1-1l-2-1v-4l-2-2-1 1 1 2-7 2q-2-6-1-10 3-4 8-3l4 4v4z"/><path fill="#f4c997" d="m76 61-3-1q1-4 4 0z"/><path fill="#404750" d="m68 51 2 3v6l-3-9z"/><path fill="#f0c1a2" d="M58 48q-4-1-4-5 3-5 5 1z"/><path fill="#e97664" d="m73 60 3 1 2 5-7 1z"/><path fill="#d9ddde" d="m52 56-1 2-5-2-1 6 8 1-5 1 10 8-2-5q3-1 0-2 8 2 12 11l1 15q-4 1-6-1l-2-4q-3 1-3-2l-1 2-5-13q-4-4-9-3l2 1q-4 1-7 4l-1-1-3-4-18-3q6-7 14-9 0 3 4 3l4 2 1-1 1 1q1-3 4-4v-6l1-1z"/><path fill="#fce5c5" d="M91 61v4h5v31H0V75q9 0 10-9 9-1 1 3l18 1 8 4 7 15 19 1q2 2 6 1l9-7h6q-4-5-5-10-1-3 2-5 5 0 9 2v-4q-1-4 1-6"/><path fill="#eceeed" d="m63 90-19-1-7-15 1 1q3-3 7-4l-2-1q5-1 9 3l5 13 1-2q0 3 3 2z"/><path fill="#f5f4f2" d="M84 62v3h3l2 2v4q-4-2-9-2-3 2-2 5l2 10h-3l-9 7-1-15q-4-9-12-11 3 1 0 2l2 5-10-8 5-1h10l2 1 6 9v-2l-3-4q2-3 3 0l7-1q5 0 6-4"/><path fill="#9d9d9d" d="m65 64 3 3 3 4v2z"/><path fill="#625e5a" d="M79 74q1 5 5 10h-3z"/></svg> | |
{
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"path": "3c37316b6830932504fbdd0934dc2b0fb445744ddadb4d5140d80b66fb4b38bd.png"
} | Generate code for a svg of a a close up of a black and white picture of a letter k | <svg version="1.1"
id="svg2992" inkscape:version="0.91pre2 r13516" sodipodi:docname="à´°àµâ€.svg" xmlns:cc="http://creativecommons.org/ns#" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd" xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" viewBox="0 0 2000 2048"
style="enable-background:new 0 0 2000 2048;" xml:space="preserve">
<sodipodi:namedview bordercolor="#666666" borderopacity="1.0" id="base" inkscape:current-layer="layer1" inkscape:cx="5.4786049" inkscape:cy="1454.6512" inkscape:guide-bbox="true" inkscape:pageopacity="0.0" inkscape:pageshadow="2" inkscape:window-height="853" inkscape:window-maximized="1" inkscape:window-width="1600" inkscape:window-x="1598" inkscape:window-y="-3" inkscape:zoom="0.32102648" pagecolor="#ffffff" showgrid="true" showguides="true">
<sodipodi:guide id="guide5596" orientation="horizontal" position="0,600"></sodipodi:guide>
<inkscape:grid dotted="true" empspacing="3" enabled="true" id="grid3769" snapvisiblegridlinesonly="true" spacingx="4px" spacingy="4px" type="xygrid" units="px" visible="true">
</inkscape:grid>
<sodipodi:guide id="guide2985" orientation="0,1" position="-1040,1600"></sodipodi:guide>
</sodipodi:namedview>
<g id="layer1" transform="translate(0,1048)" inkscape:groupmode="layer" inkscape:label="Layer 1">
<path id="path2985" inkscape:connector-curvature="0" d="M1224.7-864.4c-55.8,2.4-66.6,66.5-90.4,105.1
c-57,113.2-113,227.3-158,345.9c-151.8-39.4-334.7-16.2-441.4,108.9C426.3-174.9,426.3,8.7,452.4,167.1
c23,131.5,62.1,260.4,112.6,383.8c27.2,50.2,111.5,34.7,119.2-21.8c3.2-47.1-28.3-88.6-38.4-133.7
c-51.6-162.9-99.3-338.3-63.5-509.6c18.1-92.8,93.3-174.4,190.1-183.2c46.9-1.1,143.3-16.8,158.3,22.6
c-51,184.8-60.6,385.4-4.4,570.1c46.7,144.9,172.9,279.1,332.8,283.6c126.3,5.7,237.7-90.4,273.7-207.8
c47.3-139.5,40-301.4-42.1-426.7c-91-145.1-234.5-252.3-391-318.2c53.5-140.2,125.2-272.5,190.4-407.4
C1303.3-822.3,1267.9-867.6,1224.7-864.4z M1057.7-249.6c157.9,69.1,311.1,188.4,363.9,358.7c21.3,93.3,9.7,199.1-43.1,280.2
c-43.6,69.5-142.6,75.4-205.8,30.3c-118.8-75.4-150.1-226.1-153.7-357.1C1014.1-42.7,1028.6-148.4,1057.7-249.6z"/>
</g>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a close-up of a red house icon in a white circle:I'm drawn to a close-up of a red house icon, a classic and recognizable symbol of home and comfort. The shape of the house, with its rounded edges and a slightly curved shape, evokes a sense of warmth and familiarity. The white color provides a soft, ethereal glow, enhancing the visual appeal and creating a sense of intimacy. The circle's shape and the subtle details of the house's form contribute to the overall impression of a cozy and inviting space. | {
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"path": "89cb1575eefdf4296c3d315198e0ef5bb44b4ebb9faf38e7ca0c1cb0324dbfe2.png"
} | Generate code for a svg of a a close up of a red house icon in a white circle | <svg t="1577936367692" class="icon" viewBox="0 0 1024 1024" version="1.1" xmlns="http://www.w3.org/2000/svg" p-id="2018" xmlns:xlink="http://www.w3.org/1999/xlink" width="200" height="200"><defs><style type="text/css"></style></defs><path d="M512 512m-512 0a512 512 0 1 0 1024 0 512 512 0 1 0-1024 0Z" fill="#FDEBED" p-id="2019"></path><path d="M739.84 500.48c-5.12 14.08-19.2 24.32-35.84 24.32h-12.8v153.6c0 28.16-23.04 51.2-51.2 51.2h-89.6v-102.4c0-7.68-5.12-12.8-12.8-12.8h-51.2c-7.68 0-12.8 5.12-12.8 12.8v102.4h-89.6c-28.16 0-51.2-23.04-51.2-51.2V524.8h-12.8c-15.36 0-29.44-10.24-35.84-24.32-6.4-15.36-2.56-32 10.24-42.24l192-153.6c14.08-12.8 37.12-12.8 51.2 0l192 153.6c12.8 10.24 16.64 26.88 10.24 42.24z" fill="#EC3A4E" p-id="2020"></path></svg> |
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"path": "06d24ab66c5d30947071922620b612586df7733bc27c59d735c16c984e738701.png"
} | Generate code for a svg of a a close up of a camera lens on a white background | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" x="0px" y="0px" viewBox="0 0 100 125" enable-background="new 0 0 100 100" xml:space="preserve"><g><path d="M88.584,44.902h-2.949c0.951,1.471,1.508,3.218,1.508,5.098c0,1.881-0.557,3.627-1.508,5.098h2.949 c2.816,0,5.098-2.282,5.098-5.098S91.4,44.902,88.584,44.902z"/><path d="M74.596,40.588h-6.754c2.242,2.501,3.615,5.791,3.615,9.412s-1.373,6.914-3.615,9.411h6.754 c3.316,0,6.227-1.721,7.902-4.313c0.949-1.471,1.508-3.217,1.508-5.098c0-1.88-0.559-3.627-1.508-5.098 C80.82,42.309,77.91,40.588,74.596,40.588z"/><path d="M64.703,40.588c-2.584-2.879-6.324-4.705-10.5-4.705H38.333c4.296,3.225,7.095,8.344,7.095,14.117 s-2.797,10.893-7.093,14.117h15.868c4.176,0,7.916-1.823,10.5-4.706c2.242-2.497,3.617-5.79,3.617-9.411 S66.945,43.089,64.703,40.588z"/><path d="M34.543,35.881c-2.95-2.213-6.601-3.541-10.565-3.541c-9.738,0-17.66,7.921-17.66,17.658 c0,9.739,7.922,17.662,17.66,17.662c3.966,0,7.617-1.329,10.567-3.545c4.295-3.224,7.092-8.344,7.092-14.117 S38.839,39.105,34.543,35.881z M23.79,61.552c-6.382,0-11.553-5.172-11.553-11.551c0-6.381,5.171-11.553,11.553-11.553 c6.378,0,11.55,5.172,11.55,11.553C35.339,56.38,30.168,61.552,23.79,61.552z"/></g></svg> | |
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"path": "1e9432208f0d3e5e3ec83a9872c217508a23ba719bcab23714f3ff1ec89899ec.png"
} | Generate code for a svg of a a close up of a white background with a blue dfg logo | <svg width="1200" height="600" viewBox="0 0 1200 600" xmlns="http://www.w3.org/2000/svg">
<path fill="#2056ae" d="M 180.77146,441.73998 V 275.20483 H 282.4824 v 100.34375 h 29.89112 c 20.09699,0.11721 33.59718,-7.1793 41.11718,-20.8003 7.531,-13.547 9.63997,-32.5903 9.66797,-56.8213 -0.028,-25.06599 -2.33606,-44.32387 -10.03906,-57.85887 -7.68,-13.64098 -21.26993,-20.69095 -41.14893,-20.58595 H 180.77146 v -61.21922 h 154.90186 v 0.008 c 39.879,-0.008 73.29721,7.031 96.63721,27.99999 23.34,20.945 37.36281,56.3166 37.38281,114.55861 -0.031,54.226 -15.05883,89.1485 -39.56982,110.75389 -24.512,21.6094 -59.08208,30.15625 -98.87208,30.15625 z" />
<path fill="#2056ae" d="M 491.78367,441.73998 V 158.26294 h 228.42188 v 61.21922 H 593.4907 v 55.72267 h 126.71485 v 63.70313 H 593.4907 v 102.83202 z" />
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</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a toy unicorn sitting on a shelf. | <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="#f6f5f1" d="M0 0h96v96H73V73h7v-7l-14-2q-1-1 1-3l-12 1q0-6-2-1l2 5H45l-2-4v-4h3l-2-3q-3 2-3 5l-3 1 2-9q1-6 5-11-4-2-7 1l-2-5v-2q-9 9 5 8l-2 9-2 3h-5q-2 5 4 8l5 2-23 2h61v5H24v24H0V70q27-3 0-5z"/><path fill="#c2aca2" d="m34 25 1-1q4 5 10 3l-3 5q5 3-1 6l-1-1 3-2-6-3 1-2z"/><path fill="#d081b6" d="m54 34 1 6q-4-4-4-8 2-2 3 2"/><path fill="#353f5c" d="m52 46-2-6-1-8 4 11z"/><path fill="#cccece" d="M40 52h-1l2-9q-14 1-5-8v2l2 5q3-3 7-1-4 5-5 11"/><path fill="#787eaf" d="m54 34 5 5-2 1 3 4-3-1v3q3 0 5 3-2 4-5 2-3-5-2-11z"/><path fill="#788194" d="m50 40 2 6q-1 1 1 4h-2q-2-6-1-10"/><path fill="#a4b4c3" d="m37 55-1 8q-6-3-4-8z"/><path fill="#7b8291" d="m39 52-2 9 3-1q0-3 3-5l2 3h-3v4q-2 0-1 3h-1l-5-2 1-8z"/><path fill="#9a9ba5" d="M66 64h-5q-3-3-5 1l6 1 2 1h-3l-18-1h12l-2-5q2-5 2 1l12-1q-2 2-1 3"/><path fill="#8693a8" d="M46 58q4 2 6-2 0 6-6 6z"/><path fill="#c3617c" d="m61 64 1 2-6-1q2-4 5-1"/><path fill="#645c8d" d="m43 62 2 4h-2l-1-1q-1-3 1-3"/><path fill="#c3c4c3" d="M0 65q27 2 0 5z"/><path fill="#d4d2cf" d="m41 65 1 1 18 1H18z"/><path fill="#d8d9d7" d="M61 64h5l14 2v7h-7v23h-7l5-10V76l-9 17q-19 0-36 3h-2V72h55v-5H64l-2-1z"/><path fill="#f9f8f7" d="M66 96H26q17-3 36-3l9-17v10z"/></svg> | |
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"path": null
} | Generate code for a svg of a black and white icon showcasing a browser user interface. | <?xml version="1.0" encoding="iso-8859-1"?>
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