reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": "",
"path": null
} | Generate code for a svg of a a toy sword lying next to a pirate hat. | <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="#f4f0e8" d="M0 0h31l15 2q-3 3-3 7-4-3-1-6h-4l-1 6-3 1q1 2-1 4l7 16q-6 1-6-4h-4q-2-3-1-4-3-1-5 1l10 17 2 1q-2 2-1 3l-7 7h-3q-1 2 1 3 0 2 2 3l9 5 1 2q0 3 3 0l6-1-3-6q0-3 1 0l6 10 1-5 1 1h8l-3 5 2 1-3 2 7 10-5 4-11-4-2-5 2-2-2-6q-3-6-6-1 3 4-1 4l-2 3q-1 3 1 7h3l1 3-7-1-1-2-2 2 1 4q-5 0-5 5l-3-6-3 5-7-2-2 2-1-1-2 3-3-5-1 1-1-5 3-4q-3-3 0-5-5-2-2-5l-2-2 3-7-4-5q0-2 2 0v-5q2-3 1-5l-2 3-1-5-3 2z"/><path fill="#f4efe7" d="M31 0h65v96H0V46l3-2 1 5 2-3q1 2-1 5v5q-2-2-2 0l4 5-3 7 2 2q-3 3 2 5-3 2 0 5l-3 4 1 5 1-1 3 5 2-3 1 1 2-2 7 2 3-5 3 6q0-5 5-5l-1-4 2-2 1 2 7 1-1-3h-3q-2-4-1-7l2-3q4 0 1-4 3-5 6 1l2 6-2 2 2 5 11 4 5-4-7-10 3-2 2-7q1-2 4-1l4-1q2-3 7-5-9-3-9-12l-9-1-12-5q-4 0-6 2l-3-1-8-12h4q0 5 6 4l-7-16q2-2 1-4l3-1 1-6h4q-3 3 1 6 0-4 3-7z"/><path fill="#20232c" d="m30 26 8 12-4 2-10-17q2-2 5-1-1 1 1 4"/><path fill="#dedddb" d="m38 38 3 1v5l11 18-1 5-6-10q-1-3-1 0L34 40z"/><path fill="#181b20" d="m66 61-4-5q-3 6-9 7l-1-1-11-18v-5q2-2 6-2l12 5 9 1q0 9 9 12-5 2-7 5z"/><path fill="#1a1d21" d="m35 44 2 1 7 12 3 6-6 1-4-2-9-5q-2-1-2-3 0-3 2-3z"/><path fill="#6f6e70" d="M28 51q-2 0-2 3-2-1-1-3z"/><path fill="#a84b3e" d="M66 61q-3-1-4 1-2-1-2 1h-7q6-1 9-7z"/><path fill="#b64e3d" d="m37 62 4 2h-3z"/><path fill="#433733" d="M38 64h3q-3 3-3 0"/><path fill="#53393b" d="M60 63q0-2 2-1l-2 7-2-1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a cream-colored chair beside a green plant. | <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="#f3efdf" d="M0 0h96v96H0z"/><path fill="#53794f" d="M16 33q3 0 2 5-3-3-2-5"/><path fill="#557a54" d="m30 32-3 10-3 1q-1-8 6-11"/><path fill="#688b67" d="M35 41q3 0 0 2l-6 3q2-5 6-5"/><path fill="#62864f" d="m22 50-1-1q-4-7-10-11l12 6q2 3-1 6"/><path fill="#587d59" d="M6 45q6-2 10 4l-2 2z"/><path fill="#6b985d" d="M9 53q2-3 5 1l-1 1z"/><path fill="#4a7d3f" d="m19 53-2 3q-3-1-1-3 2-3 3 0"/><path fill="#659062" d="M27 60v-1q2-5 6-5z"/><path fill="#689665" d="M13 59h-3q-2-2 1-2z"/><path fill="#507349" d="M26 59q-3 2-4 7-2-4 1-7 2-6 3 0"/><path fill="#9eab91" d="M11 63q1-1 4 1h-5z"/><path fill="#adaf95" d="M21 49q-1 5 1 9-3 3-1 7 1-5 4-7h1v1l-5 10-2 3q-3-3-2-6-3-6-8-8h3l2 2 3-2q-2-1-1-3l2-3 1 16z"/><path fill="#efe0c2" d="M36 75q-2 0-2 3l1 3-1 1-3-15q9 3 19 2l-11-1 1-2h14v8z"/><path fill="#6b786b" d="M22 70v8h-2v-5z"/><path fill="#474e57" d="m36 75-1 6-1-3q0-3 2-3"/><path fill="#acb4a4" d="M20 78h2q3 0-1 2l-2-1z"/><path fill="#515a67" d="M55 75h3q-1 11-3 0"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow flowers growing in pots on balconies. | <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="#fcfbf1" d="M0 0h96v96H0z"/><path fill="#5a5b2a" d="m63 24 2 1z"/><path fill="#faee6c" d="m67 27-2 1-4-2q0-2 2-1h2l-2-1q-4-6 3-4l3 4z"/><path fill="#f6e95e" d="M74 25q6 0 5 7-8 0-5-7"/><path fill="#fbea74" d="M34 29q8-1 1 4l-2-1z"/><path fill="#f6d937" d="m69 31-2 2q-1-3 1-3z"/><path fill="#fee030" d="M48 33v3q-4-1-6-4 2-3 5 0"/><path fill="#fadd3d" d="M72 34q2 2-1 5l-1-4q0-2 2-1"/><path fill="#c4d084" d="m49 34 3 9q-2-4-5-3 0-2 3-2l-1-1z"/><path fill="#eaeccf" d="M67 27v6l2-2 3 3q-2-1-2 1l1 4 4 2-1 16-1-7-1 1v-6l-5 3q-3-7-7-4l1 1-2 4h-2l-1-2q4 0 1-4-2-2-4-1l-5-9q3-1 5 4 1-4 4 0-5 2 1 2 0 4 3 1l-2-1 3-3h2l1-8z"/><path fill="#fad93f" d="M66 37q4 0 1 4-2-3-1-4"/><path fill="#f8e75b" d="m58 39 2 1q-3 3-3-1"/><path fill="#f2e263" d="M47 40q3-1 5 3l1-1q2-1 4 1 3 4-1 4l1 2q-2-1-2 1-3-3-2-6l-7-1-1-1z"/><path fill="#cbdaa5" d="M39 43h-2q-3 2-3 5-5-4-8 0v-4l4-1-4-5q0-2 3-1 0 5 5 8 1-4-1-6 2-2 4 1 1-3 4-3l-3 4 2 1z"/><path fill="#e4dd5e" d="M76 43q2 0 1 3-2-1-1-3"/><path fill="#609144" d="m39 43-2 3 3 3v1h-2l-4-2q0-3 3-5z"/><path fill="#bbc886" d="M67 48q-3-1-5 1h-3l2-4-1-1q4-3 7 4"/><path fill="#738330" d="M72 49q-6-1-9 1l-1-1q2-2 5-1l5-3z"/><path fill="#d8cd38" d="m34 48 4 2h-6q-3-3-6-2 3-4 8 0"/><path fill="#29261f" d="M32 50h6v3h-9q-2-1-1-3z"/><path fill="#3c2f22" d="M55 50q0-2 2-1h1l2 2 3-1q3-2 9-1v2l-2 3H59z"/><path fill="#d1c029" d="M58 49h3l1 1-3 1z"/><path fill="#3d3928" d="M51 54h-8q-2-1-1-3 3-2 9-1z"/><path fill="#f7b958" d="M43 54h8q0 6-7 6z"/><path fill="#d7944d" d="M59 54h11q-3 3-2 7h-9z"/><path fill="#e8eabf" d="M43 33q2 3 6 4l1 1q-3 0-3 2l-2 2 1 1 7 1q-1 3 2 6l4 4v4h-7l-1-4v-4q-6-1-9 1l-2-1v-1q8-1 0-3 2-3 3 0v-4q-2 2-2-1l1-2q0 3 2 0-3-1 0-3-3-1-1-3"/><path fill="#fce340" d="M42 39h2q-2 3-2 0"/><path fill="#9b643f" d="M29 53h9l-2 6-5 1z"/></svg> | |
{
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"path": "emoji_u1f4a6.png"
} | Generate code for a svg of a sweat droplets | <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>
<path d="M59.2,94.33c-1.66,16.44-14.08,27.62-30.55,26.34C12.18,119.39,5.36,105.49,6.2,92.33 c0.89-14.08,7.68-20.35,12-29c6-12,3.92-21.06,5.16-25.9c0.54-2.11,3.09-2.93,4.74-1.51C37.84,44.27,61.68,69.78,59.2,94.33z" style="fill:#4FC3F7;"/>
<path d="M118.97,92.21c5.69,10.66,3.03,25.35-8.09,29.66c-16.67,6.46-27.67-5.54-29.67-25.54 c-0.76-7.64-6.11-19.46-7.34-22.9c-0.53-1.5,0.66-3.02,2.23-2.83C85.33,71.75,110.47,76.3,118.97,92.21z" style="fill:#4FC3F7;"/>
<path d="M107.28,11.49c13.56,9.43,17.84,27.88,8.43,41.46c-6.51,9.38-24.41,11.5-35.51,4.38 c-11.88-7.62-15.13-15.55-22-24C51.56,25.17,44,20.59,40.37,17.15c-1.58-1.5-1.06-4.13,0.98-4.88 C53.38,7.81,87.02-2.6,107.28,11.49z" style="fill:#4FC3F7;"/>
<path d="M53.42,94.82c-0.37,1.11-0.89,2.2-1.73,3c-0.85,0.81-2.07,1.29-3.2,1.02 c-1.66-0.39-2.58-2.13-3.16-3.73c-1.59-4.38-2.18-9.11-1.72-13.74c0.26-2.64,1.23-6.09,4.22-6.81c2-0.48,3.27,1.08,4.09,2.7 C54.44,82.23,55.18,89.57,53.42,94.82z" style="fill:#B3E5FC;"/>
<path d="M114.92,99.24c-0.02,0.88-0.16,1.81-0.76,2.45c-1.06,1.15-2.97,0.78-4.36,0.07 c-3.15-1.6-5.55-4.45-7.09-7.63c-1-2.09-2.52-5.92-0.28-7.7c1.56-1.24,3.97-1.28,5.57-0.21C111.99,88.9,115.05,94.47,114.92,99.24 z" style="fill:#B3E5FC;"/>
<path d="M106.97,24.04c-2.48,3.92-8.47,2.53-13.35-4.05c-2.46-3.3-6.35-4.8-8.52-5.77 c-4.04-1.81-0.38-4.26,1.47-4.44c5.35-0.51,8.35-0.11,13.2,2.31C103.59,14.01,109.81,19.56,106.97,24.04z" style="fill:#B3E5FC;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a grandmother reading a story to her grandchildren. | <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="#efe2ca" d="M0 0h96v44q-21-2-18 19 6 9 18 7v7l-14-2-5-1-2-12q0-5-3-8 0-3 3-5v-6l-4-3q-8-3-8 5v5q-4 4-6 10-2 1 1 4-1 2 1 3v4l-2-2q-3-7-9-9l-3-8-3-2 1-3 7 2q6-3 7-9l-3-3 2-2h1l4-6-4-9-2-1-6-5q-3-2-5 1-11 3-11 13 0 2 2 3 2 0 3 2l1 3q3 0 5 3-6 3-10 9-2 3-1 8l-14-4h-2l8 10h-3v3q-3 2-4 6l-2 2-2-23v24L4 76q-2 1-1 4H0z"/><path fill="#aea5a3" d="m55 19-3-1-1 6v1q-6-1-11 1l-1 3-4 2q-2-1-2-3 0-10 11-13 2-3 5-1z"/><path fill="#f5f5f0" d="M44 15q8-1 6 7l-2 1-9-4z"/><path fill="#d9aa8a" d="m51 25 3 6-1 3 3 1-2 2 3 3q-4 0-6 5l-3-1-4-5q-2-3-5-3l-1-3 1-4 1-3q5-2 11-1"/><path fill="#d5cfc6" d="m55 19 2 1 4 9-4 6-6-11 1-6z"/><path fill="#403a4e" d="m39 29-1 4q-1-2-3-2z"/><path fill="#7c635d" d="m53 34-1 1-8 1-2-5q2-1 3 2l1-1q2 4 7 2"/><path fill="#7f6d74" d="m51 24 6 11h-1l-3-1 1-3z"/><path fill="#e2a95b" d="m71 40 4 3v6l-5-2v1h-1l-3-7q2-2 5-1"/><path fill="#886449" d="M71 40q-3-1-5 1l3 7-6-3q0-8 8-5"/><path fill="#a8b2a6" d="M57 40q-1 6-7 9l-3-2 4-2q2-5 6-5"/><path fill="#e2b477" d="m63 45 6 3h1q1 5-2 9-4-1-1-3-5 0-4-4z"/><path fill="#7a9493" d="m44 39 4 5 3 1-4 2 3 2-7-2-1 3 3 2q-7 0-12 4-1-5 1-8 4-6 10-9"/><path fill="#f6ddb4" d="M96 44v26q-12 2-18-7-3-21 18-19"/><path fill="#627e7b" d="M63 50q-1 4 4 4-3 2 1 3v1l-5-2-5 8q-3-3-1-4 2-6 6-10"/><path fill="#958073" d="M75 49q-3 2-3 5 3 3 3 8l-1-1q-1-7-6-4 3-4 2-9v-1z"/><path fill="#3f666d" d="m19 52 9 4h5q5-4 12-4l3 8-3 1q0 6 6 9l-1 1-11 2-7-2-5-2 2-7h-4l-8-10z"/><path fill="#888780" d="m19 52 14 4h-5z"/><path fill="#c18d93" d="m68 58 3 6h-9q-2 2-1 3h-2q-2-1-1-3l5-8z"/><path fill="#bab0a8" d="M18 71v3h-4V50l2 23z"/><path fill="#d2a981" d="M25 62h4l-2 7 5 2h-6l-4-6v-3z"/><path fill="#dbb588" d="M48 60q6 2 9 9-3-1-4 1h-2q-6-3-6-9z"/><path fill="#dbd3c6" d="m74 61-3 9q0 6 6 4l5 1-13 2-4-4q-1-4-4-6-1-1 1-3h9l-3-6v-1q5-3 6 4"/><path fill="#aa8c9e" d="m74 61 2 12q-6 2-6-4z"/><path fill="#34303d" d="m22 65 4 6h6l7 2q6 4 15 1 1 3 5 2l6-3 4 4q-4 0-6 6-1 6 2 13H0V80h3q-1-3 1-4l10-2h4v-3q1-4 4-6"/><path fill="#926b6f" d="M59 67h2q3 2 4 6l-6 3-1-3-5-3q1-2 4-1l2 2z"/><path fill="#cbc4b0" d="M51 70h2l5 3 1 3q-2-3-5-2-9 3-15-1l11-2z"/><path fill="#a77a59" d="M54 74q3-1 5 2-4 1-5-2"/><path fill="#f2debb" d="m82 75 14 2v19H65q-3-7-2-13 2-6 6-6z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a supervisor reviewing production stats on a computer. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfb" d="M0 0h96v28l-5-2h-1l-1-15q-39-3-76-1l-2 2 2 42v2l1 10-1 5-2-10q-3-1-3 1l2 6q-3 3-2 9l4-1q0-2 3-2h7l-1 6-3 2q-3-1-5 1h34l-1-1-19-2q-2-3-1-6h3v4l13 1-1-4v-1l11 3 13 13v4H43l-1 2H0z"/><path fill="#534c5b" d="m89 11 1 15v15h-4q0-2 3-1l-1-20v-6q-4-1-6 1 2 1 1 4-5 0-7-3-3 1-5-1-2 0-2 3h-5l-1-4q-3 3-2 8h-5v3l-2-2-1 1-5-2q-1-4-3 0l-1-2v-1l-1-4 3-1-1-1 6-1-37-1z"/><path fill="#ecebeb" d="M44 19v3h-4q-2-6 4-4"/><path fill="#bab8bf" d="M83 19v6l-15-1 1-6q0-3 2-3 2 2 5 1 2 3 7 3"/><path fill="#a8a6ae" d="m64 18 2 4 1-3q1 2-1 5l-10 1v-3h5q-1-5 2-8z"/><path fill="#756f7d" d="M88 20q0 4-3 7l-29 1v-3l10-1q2-3 1-5l-1 3-2-4h5l-1 6 15 1v-6q1-3-1-4 2-2 6-1z"/><path fill="#d1dbdf" d="m91 26 5 2v20l-3 1 1-2-3-6z"/><path fill="#5f5663" d="M89 11H14l37 1-6 1 1 1-3 1 1 4q-6-2-4 4h4v-3l1 2q2-4 3 0l5 2 1-1 2 2v3l9-2 20 1q3-3 3-7l1 20q-3-1-3 1v1l-5 4-4 1-6-1q0-11-10-10l-8-3-7 7q-7-3-1-4l-1-1 1-4q-3-1-4 1-3-3-4 0V18h-3l-10-2q-2-2-5-2-4 0-5 2v9l3 4q-5 5-2 11l-2 4 8 2h-8v6l22 2H13l-2-1V12l2-2q37-2 76 1"/><path fill="#e88b54" d="M46 27h4q-2 6-5 2z"/><path fill="#98949b" d="M34 18h3v12h-9v-1h8v-9l-20-1z"/><path fill="#c5c2c5" d="M24 16H14q1-2 5-2 3 0 5 2"/><path fill="#dfb085" d="M28 29h-4q1-6 4-1"/><path fill="#fbfbfa" d="M24 30h12v6l-17-2v-4z"/><path fill="#ed9c59" d="M44 35h-3v-3q1-2 4-1z"/><path fill="#655c6a" d="M14 16h10l10 2-18 1 20 1v9h-8q-3-5-4 1h-5v7q8-1 17 1l1-6q1-3 4 0v3h3l1 1q-6 1 1 4l7-7 8 3q-5-1-8 3l2 4v2h-9l-2-2q-4-2-7-1l-3 2q-8-3-13 2l-8-2 2-4q-3-6 2-11l-3-4z"/><path fill="#cdcbce" d="M36 30v2l-1 6q-9-2-17-1v-3l17 2z"/><path fill="#140a20" d="M61 36q10-1 10 10v1h-6l-3-5-1 1q-3 3-2-1-3-1-3 1h-1l-2-4q3-4 8-3"/><path fill="#f4f3f2" d="M86 42h4v5l-9-1z"/><path fill="#b8aeb0" d="M90 26v15l3 6-1 2H80l-3-2 4-1 9 1v-5h-4v-1h4z"/><path fill="#bfd8df" d="M46 45v6H14v-4l7-1q5-5 13-2l3-2q3-1 7 1z"/><path fill="#7c7883" d="M46 45h9l1 5-1 3q-21-2-42-1v-6h8l-7 1v4h32z"/><path fill="#906762" d="M56 43q0-2 3-1-1 4 2 1v6l-2-1z"/><path fill="#fbfbfc" d="m71 46 6 1 3 2h13l3-1v48h-9l-1-18-5-17q-3-6-7-9z"/><path fill="#c8927d" d="m71 47 3 5-2 2q-4 1-7 5l-2-3-2-7v-6l1-1 3 5z"/><path fill="#e3c6b3" d="m55 43 3 5v4l-3-2-1-5z"/><path fill="#b3aeb1" d="M13 54h22l-7 2H13z"/><path fill="#938d93" d="m56 50 3 2q-3 0 0 3l-31 1 7-2 20-1z"/><path fill="#493b4a" d="m59 48 2 1 2 7-3 1-45 1v6l-1 2-1-10h15l31-1q-3-3 0-3z"/><path fill="#f0f0f1" d="M72 54h3q-2 1-1 4h-3q6 3 2 10l-7 11-2-3v1l5 8-4 5-13-13q-1-3 1-5-6-7-13-5-3 4-4 1-4-2-5 2l-15 1v-4l-1-3v-6l45-1 3-1 2 3q3-4 7-5"/><path fill="#faa078" d="M34 61q2 0 1 3-2-1-1-3"/><path fill="#ef8f63" d="M36 68v2h-5q1-4 5-2"/><path fill="#d2a694" d="m52 77-11-3q-2-4-5-4v-2q1 3 4-1 7-2 13 5-2 2-1 5"/><path fill="#e0e4e6" d="M74 52q4 3 7 9l5 17 1 18H42l1-2h22v-4l4-5-5-8v-1l2 3 7-11q4-7-2-10h3q-1-3 1-4h-3z"/><path fill="#7a707d" d="m14 66 1-2 1 3q-2 3-1 7-3 0-3 2l-4 1q-1-6 2-9l-2-6q0-2 3-1l2 10z"/><path fill="#5e5767" d="M16 67v4l15-1h5q3 0 5 4v4H29v-4h-3q-1 3 1 6l19 2H18l3-2 1-6h-7q-1-4 1-7"/><path fill="#908e97" d="m41 75 1 4-13-1h12z"/><path fill="#d3d3d7" d="M18 82h28l1 1H13q2-2 5-1"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a family enjoying a lazy Sunday morning together. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbf6ea" d="M0 0h96v96H0z"/><path fill="#6a5663" d="m64 58-5-4v-3q6 0 5 7"/><path fill="#494b66" d="M36 56q-3 0-4 3v-3q1-3 4 0"/><path fill="#554f60" d="m46 60-4 2-1-1q2-4 5-1"/><path fill="#fbceaf" d="m59 54 5 4 1 5-2 2H51l2-5z"/><path fill="#777f8f" d="m29 59-1 4q-3-3 1-4"/><path fill="#e9e2d9" d="M32 56v3q1-3 4-3 0 3 5 5l1 1 4-2h7l-2 5-3 1q-5-3-8-1h-7q3 3-2 3l1 2H20q-3-1-2-3l10-4 1-4z"/><path fill="#fdfcf9" d="m65 63 7 2q-4 2-6 5-5 1-8-1-7 3-15 1l5-4 3-1h12z"/><path fill="#fac69a" d="m48 66-5 4h-2l-1-5q3-2 8 1"/><path fill="#99989f" d="m40 65 1 5-5 2-4-2-1-2q5 0 2-3z"/></svg> | |
{
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} | Generate code for a svg of an icon of a suitcase with a paper, displayed on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
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</svg> | |
{
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"path": "3908438017d197dc2acb95b88ec14fe89435f4d6c9db0610d678b3780810647b.png"
} | Generate code for a svg of a arrows pointing in opposite directions on a white background | <svg version="1.1" xmlns:xlink="http://www.w3.org/1999/xlink" width="22px" height="20px" preserveAspectRatio="xMinYMid meet" viewBox="520 4609 22 18" xmlns="http://www.w3.org/2000/svg">
<g transform="matrix(-0.0348994967024739 -0.999390827019114 0.999390827019085 -0.0348994967024822 -4065.65520642512 5309.84240491921 )">
<path d="M 524.2 4637 L 530.5 4643 L 536.8 4637 L 524.2 4637 Z " fill-rule="nonzero" fill="#f2f2f2" stroke="none" transform="matrix(-0.999418155756415 -0.0341079161551348 0.0341079161551348 -0.999418155756415 902.822841704737 9272.40118343887 )" />
<path d="M 530.5 4614 L 530.5 4638 " stroke-width="1" stroke="#f2f2f2" fill="none" transform="matrix(-0.999418155756415 -0.0341079161551348 0.0341079161551348 -0.999418155756415 902.822841704737 9272.40118343887 )" />
</g>
</svg> | |
{
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"path": "8771d5386b9fc036e9dddcda477e9670ee2084d970a34a60ede50cbdef9deca0.png"
} | Generate code for a svg of a a black and white image of a coffee cup and a mug | <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="48px" height="48px" viewBox="0 0 48 48" enable-background="new 0 0 48 48" xml:space="preserve">
<path d="M45,25H27h-5c-0.6,0-1,0.4-1,1v3c0,1.7,1.3,3,3,3h2c0,5.5,4.5,10,10,10s10-4.5,10-10v-6C46,25.4,45.6,25,45,25z M24,30
c-0.6,0-1-0.4-1-1v-2h3v3H24z M44,32c0,4.4-3.6,8-8,8s-8-3.6-8-8v-5h16V32z"/>
<path d="M45,45H27c-0.6,0-1,0.4-1,1s0.4,1,1,1h18c0.6,0,1-0.4,1-1S45.6,45,45,45z"/>
<path d="M40,1H2C1.4,1,1,1.4,1,2v44c0,0.6,0.4,1,1,1h14c0.6,0,1-0.4,1-1l0-31h18v5c0,0.6,0.4,1,1,1s1-0.4,1-1v-5h3c3.9,0,7-3.1,7-7
S43.9,1,40,1z M40,13H16c-0.3,0-0.5,0.1-0.7,0.3S15,13.7,15,14l0,31H3V3h37c2.8,0,5,2.2,5,5S42.8,13,40,13z"/>
</svg> | |
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",
"path": "9e186aac043816b4dfad47072062f49268f2cb98d126d432e3312ad459a822db.png"
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{
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} | Generate code for a svg of a a smooth red triangle surrounded by glowing green lines. | <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="#621706" d="M56 0h7q1 18 5 38h-1q-4-10-4-21-3-9-8-15z"/><path fill="#37a700" d="M11 0h3q0 7-5 14v16q3 6 10 7l1 3-8-3q-3-2-4-5L7 22z"/><path fill="#3f6c01" d="M19 0h3q0 11-7 20-2 4 1 10l4 3 10 8h-4l-6-6q-10-1-10-12-1-3 2-4 7-9 7-19"/><path fill="#415304" d="M22 0h5q0 7-3 13h-3q-8 9-1 20l-4-3q-3-6-1-10 7-9 7-20"/><path fill="#502908" d="M63 0h4v14l4 4-1 2q3 6-1 12v9h-1v-3q-4-20-5-38"/><path fill="#740d04" d="M38 0h18l-1 2q5 6 8 15 0 11 4 21l-6-11q0-15-12-21l-1-3q-5 1-8 7t-3 15q-4 1-3 7-3 3-2 7h-1q-1-13 4-23z"/><path fill="#840402" d="M61 27q-4-5-6-11-4-8-11-5L34 32q-1-6 3-7 0-9 3-15t8-7l1 3q12 6 12 21"/><path fill="#493508" d="M67 0h6q-3 6-3 14l2 2q0 7 6 13-3 4-8 4l-1 8v-9q4-6 1-12l1-2-4-4z"/><path fill="#3b7f00" d="M15 0h4q0 10-7 19z"/><path fill="#4e3407" d="M29 0h3l-1 10-7 16q0 5 5 8v2q0 3-2 1l-5-11 8-22q-2-2-1-4"/><path fill="#3aa500" d="M84 0h3q-1 7 4 13l1 13-3 5V15q-7-7-5-15"/><path fill="#631c05" d="M36 0h2l-7 39-2-3v-2l-1-4q2-13 7-24z"/><path fill="#9f0603" d="m61 27 6 11h1v3h-3L49 11q-2-2-2 1l-7 10 4-11q7-3 11 5 2 6 6 11"/><path fill="#464307" d="M73 0h4l-1 15 6 12-1 5-4 4-4 2-1-4q-2 3-1 7v1h-5l-1-1h4l1-8q5 0 8-4-6-6-6-13l-2-2q0-8 3-14"/><path fill="#3b9200" d="m14 0-3 19q-3 1-2 4 0 11 10 12l6 6h5l-2 4-9-5-1-3q-7-1-10-7V14q5-7 5-14"/><path fill="#572707" d="M32 0h4l-1 6q-5 11-7 24l1 4q-5-3-5-8l7-16z"/><path fill="#4b4407" d="M27 0h2q-1 2 1 4l-8 22 5 11q2 2 2-1l2 3h1v2h-2l-10-8q-7-11 1-20h3q3-6 3-13"/><path fill="#a40501" d="m66 44 3 5 1 4 1 9-3-1q2 12-8 7-10 0-18 3-8 0-13-5V55l4-11-1-3v-2q-1-4 2-7 0-4 4-5-3 3-2 8l6-9q9-3 15 5l8 15z"/><path fill="#c00802" d="M65 41v2l-1 2-8-15q-6-8-15-5l-6 9q-1-5 2-8l2-5 7-10q0-3 2-1z"/><path fill="#990302" d="m46 34 4 3q4-3 7 2 6 6 8 17l-5 8H41l-6-2-1-9 3-1-1-1 4-13z"/><path fill="#3b8500" d="M82 0h2q-2 8 5 15v17q-3 2-3 7l-6 2v-3q3 0 5-3 6-13-3-22z"/><path fill="#3ad002" d="M0 0h6l2 3-3 9v40l4 3q-6 3-9 7z"/><path fill="#3f5405" d="M77 0h2v12l6 14-2 8-6 2 4-4 1-5-6-12z"/><path fill="#3f6d01" d="M79 0h3v13q9 9 3 22-2 3-5 3-2-3-2 0l-5 4-2-1q-1-4 1-7l1 4 4-2 6-2 2-8-6-14z"/><path fill="#3ac700" d="M87 0h4q3 10 3 22l-3 31 2 6h3v5q-7-3-10-9a84 84 0 005-42q-5-6-4-13"/><path fill="#398b00" d="M78 38q0 4-3 8l-2-4z"/><path fill="#647005" d="M66 42h5v2l-1 6-1-2v1l-3-5z"/><path fill="#8f0503" d="M44 37q3 6 11 3l6 9q1 9-7 14l-14-4V49q0-7 4-12"/><path fill="#3fb601" d="M92 26q-1 15-6 29 3 6 10 9v1q-7 4-14 3-2 3 2 6l-2 3-5-12 1-11q2 2 5 1l-4-5 7-1 3-17v-1z"/><path fill="#40aa01" d="m89 32-3 17-7 1 4 5q-3 1-5-1l-1 11-6-12q-1-3 1-1 2 11 5 0-1-6-6-8v-3l2 1 2 4q3-4 3-8 0-3 2 0v3l6-2q0-5 3-7"/><path fill="#38d400" d="M91 0h5v59h-3l-2-6 3-31q0-12-3-22"/><path fill="#42b300" d="M8 32q1 3 4 5l8 3 9 5-5 12q-4 3-5 8h-3v3H0v-2q9 0 17-4 0-4 5-5-1-3-3 0-2-4-5-4l8-6-3-1-2-6-2 2v10l-6-2z"/><path fill="#489000" d="M71 44q5 2 6 8-3 11-5 0-2-2-1 1h-1l-1-4v-1l1 2z"/><path fill="#3bbf01" d="M6 0h5L7 22l1 10 1 18 6 2V42l2-2 2 6 3 1-8 6q3 0 5 4 2-3 3 0-5 1-5 5-8 4-17 4v-4q3-4 9-7l-4-3V12l3-9z"/><path fill="#b94500" d="m70 53 6 12 5 12v1l-4-1q-5-1 1-1l-2-7-3-1-3-6z"/><path fill="#c04706" d="m24 57-4 19h-3l1-8 1-3q1-5 5-8"/><path fill="#b11001" d="m31 41 1 3-4 11v11q5 5 13 5 8-3 18-3 10 5 8-7l3 1 3 6 3 1 2 7q-6 0-1 1v1H24l-4-2 4-19 5-12z"/><path fill="#c2770c" d="m18 68-1 8-3-1z"/><path fill="#46a606" d="m19 65-1 3-4 7-5 2q1 3-2 6l-7-5V68h16v-3z"/><path fill="#397702" d="M78 91q4-4 10-4l4-9q-4-3-9 0h-1v-1l2-3q15-7 8 9-5 9-14 8"/><path fill="#771606" d="M25 78h6l36 4 9-4h2v2q-3 3-7 3l-18 1H42l-8-1-7-3z"/><path fill="#8e0602" d="M31 78h45l-9 4z"/><path fill="#507707" d="M19 78v6h6l-5 2 5 3-7-2q-3-4 0-9"/><path fill="#5f300d" d="m24 78 2 2 7 3 8 1v1l-5 1-11-4q-3-1-3-4z"/><path fill="#622f09" d="M78 78v-1l4 1-3 5q-7 0-12 4l-8-1h-2q-1-2-3-1l-1-1 18-1q4 0 7-3z"/><path fill="#594613" d="M42 85v-1h11l1 1 1 1H42q3-1 0-1"/><path fill="#4cb308" d="m14 75 3 1 3 2h-1q-4 0-7 4v2l4 2q-3 0-3 2-3-1-4 1-4 0-4 4l6 3H0V78l7 5q3-3 2-6z"/><path fill="#51550f" d="M17 76h3l4 2h-1q0 3 3 4l11 4 5-1q3 0 0 1h13l-1-1q2-1 3 1h-1l2 1H37l-10 2h-1l-5-3 5-2h-6v-6z"/><path fill="#514409" d="M82 78q3 3-1 7-9 0-16 4l-7-3 8 1q5-4 12-4z"/><path fill="#445a08" d="M78 91h-1q-2-7-4-2l-7 1v-1q7-4 16-4 4-4 1-7 5-3 9 0l-4 9q-6 0-10 4"/><path fill="#457209" d="M57 86h2l7 3v1l-4 1-35-2 10-2h21l-2-1z"/><path fill="#3a9805" d="M96 65v29l-85-1q-3-2-2-4t4-1v4l64-1h1q9 1 14-8 7-16-8-9-4-3-2-6 7 1 14-3"/><path fill="#428b08" d="M19 78q-3 5 0 9l7 2h47q2-5 4 2l-64 1v-4q0-2 3-2l-4-2v-2q3-4 7-4"/><path fill="#35a501" d="M9 89q-1 2 2 4l85 1v2H11l-6-3q0-4 4-4"/></svg> | |
{
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} | Generate code for a svg of a flat vector illustration of a black and white media player icon. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 17.1.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 294 294" style="enable-background:new 0 0 294 294;" xml:space="preserve">
<path d="M294,48c0-8.284-6.716-15-15-15H15C6.716,33,0,39.716,0,48v198c0,8.284,6.716,15,15,15h264c8.284,0,15-6.716,15-15V48z
M124,113.134c0-2.68,1.596-5.155,3.917-6.495c2.32-1.34,5.263-1.34,7.583,0l37.046,21.364c2.32,1.34,3.771,3.815,3.771,6.495
s-1.419,5.155-3.74,6.495l-36.999,21.364c-1.16,0.67-2.452,1.005-3.747,1.005s-2.755-0.335-3.915-1.005
c-2.32-1.34-3.915-3.815-3.915-6.495V113.134z M263.333,232H89v1c0,4.143-3.357,7.5-7.5,7.5S74,237.143,74,233v-1H30.333
c-4.143,0-7.5-3.357-7.5-7.5s3.357-7.5,7.5-7.5h44c0-4.143,3.357-7.5,7.5-7.5s7.5,3.357,7.5,7.5h174c4.143,0,7.5,3.357,7.5,7.5
S267.476,232,263.333,232z"/>
<g>
</g>
<g>
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<g>
</g>
<g>
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<g>
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<g>
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</g>
<g>
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</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a vintage lamp glowing softly in the dark. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#0e1424" d="M0 0h96v96H0z"/><path fill="#e5c271" d="M44 25h8l1 1v13q-5 3-11 0-1-8 2-14"/><path fill="#504036" d="M36 31q-1 6 5 10l-1 1 6 4q2-8 3 1l1-4q8-3 6-10l-1 3v-2q4-6-2-8l-1-1 3-1q13 12 4 28-8 7-17 4-9-6-9-16 0-6 3-9"/><path fill="#63503d" d="M44 25q-3 6-2 14 6 3 11 0V26q6 2 2 8v2l1-3q2 7-6 10l-1 4q-1-9-3-1l-6-4 1-1q-6-4-5-10 2-7 8-6"/><path fill="#faed92" d="M46 30h5v5q-8 1-5-5"/></svg> | |
{
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} | Generate code for a svg of a a stack of smooth flat stones on a riverbank. | <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="#fafcfd" d="M0 0h96v58q-10-1-15 6l-7-1-4-3h-5l4-3-6-4 1-2-9-2v-3q3-1 3-4l-10-2q-4-2-7 1l2 3q-6-1-3 4l-1 1q-6 0-10 3 0 4 3 8l3 3-2 3-14-3-17-5H0z"/><path fill="#a3b0b1" d="M55 46q-2-3-5-2h-7l-2-3q3-3 7-1l10 2q0 3-3 4"/><path fill="#46525a" d="M50 44h-7z"/><path fill="#889492" d="M43 44h7q3-1 5 2v3l-1 1-14-2q-3-5 3-4"/><path fill="#6e7e83" d="M47 55q-7-1-13 1l-2-1q3-2 8-1l21-2-1 2z"/><path fill="#c8d2cc" d="m40 48 14 2-12 1 6 1-8 2q-5-1-8 1l2 1q6-2 13-1v3q-9-1-15 2-3-4-3-8 4-3 10-3z"/><path fill="#a2aa86" d="M0 58h2q1 3 5 3 2 0 2 3H0z"/><path fill="#b1c0be" d="m55 49 9 2-1 2 6 4-4 3q-12-1-21 1l4 1-13 1-3-3q6-3 15-2v-3l13-1 1-2-21 2 8-2-6-1 12-1z"/><path fill="#c4c8a7" d="m2 58 17 5-10 1q0-3-2-3-4 0-5-3"/><path fill="#5f737d" d="M65 60h5l-1 1H44q9-2 21-1"/><path fill="#bfc6a1" d="M96 58v6H81q5-7 15-6"/><path fill="#e0e6e2" d="m70 60 4 3-7 3H33l2-3 13-1 21-1z"/><path fill="#bbced2" d="m19 63 14 3 1 3q-3 2 0 3l-12 1q-1-3-3-2l1 1-10 2q6 2 11 6-7 1-13-2-9 0-1 2l-5 1 1 7q4-1 10 1H3l-2 7H0V64h9z"/><path fill="#8a9599" d="M33 66h27l-3 2q-12-1-23 1z"/><path fill="#4e5e6b" d="M60 66h7l5 2H57z"/><path fill="#b6cdd4" d="m74 63 7 1h15v18q-4-1-7 1-2-3-5-3l-1-1 5-1-4-5q-5-5-8 1v-3q-1-4-4-3l-5-2z"/><path fill="#f4f4ed" d="M57 68h15q3-1 4 3l-15 2q-13-3-25 0l-2-1q-3-1 0-3 11-2 23-1"/><path fill="#d1dad7" d="M76 71v3q3-6 8-1l-10 3H47q-7 0-11-3 12-3 25 0z"/><path fill="#7da2af" d="M43 78h-4l-7-2 3-1z"/><path fill="#446071" d="m34 72 2 1q4 3 11 3h29q-3 0-3 2H43l-8-3-3 1-8-1q-2 0-2-2z"/><path fill="#edede8" d="M39 78h4l3 1-8 1z"/><path fill="#d4dad7" d="m58 89 8 3-15-1q2-3 7-2"/><path fill="#abc3ca" d="m84 73 4 5-5 1 1 1q3 0 5 3 3-2 7-1v14H75l2-2-5-2 9-1-1-1 9-1-7-2q15-4-1-4-5-2 1-2l-9-3q0-2 3-2h-2z"/><path fill="#a7bfc5" d="M22 73q0 2 2 2l8 1 7 2-1 2-7-1q-3 0 0 1l11 3q3 0 5-3h14l-10 1q14 3 0 3 0 2 3 2l-1 1 5 2q-5-1-7 2l-3 1 9 2-4 2H1l2-7h10q-6-2-10-1l-1-7 5-1q-8-2 1-2 6 3 13 2-5-4-11-6l10-2-1-1q2-1 3 2"/><path fill="#d8ddd9" d="M29 90q-6-3-11-2l-4-3q12-9 22 4-4 3-7 1"/><path fill="#657d86" d="M18 88q5-1 11 2l-13-2z"/><path fill="#96aeb5" d="m73 78 9 3q-6 0-1 2 16 0 1 4l7 2-9 1 1 1-9 1 5 2-2 2H53l4-2-9-2 3-1 15 1-8-3-5-2 1-1q-3 0-3-2 14 0 0-3l10-1H47q-2 3-5 3l-11-3q-3-1 0-1l7 1 8-1z"/><path fill="#ecece5" d="M67 87q2-1 5 1h-6z"/><path fill="#cdd6d5" d="M67 82h10v3l-11-2z"/></svg> | |
{
"bytes": 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RlGXZGTNmQLdP5CQlJZlMJuhWv4JgBKWPOOFmypQpWq0Wus+9EYagJ0+e5GG1P1smPj4e1TI9aBGAoNXV1a6urtAdFDPz588Hv2PUF6QLajKZ3nnnHegOipk1a9aYzWboPvcJ6YLiXn/SlnF2dt63bx90h98A0YJWVFQIYoZ5IRIeHl5VVQXd4TdDtKA41qmgDBs2LCcnR6fTQbe3X5Ar6OnTp6FbKULi4+NVKhV0bwcAoYKazeZx48ZBd1NUREVFFRYWQjd2wBAq6MmTJ6EbKh5iY2OVSiVRNzD7D6GCTp8+HbqtvCKVSpFnjho1au3atTdv3oRu5pAgUVB887MRS2pqqkql2rZt2+TJk4f4gHZQUNCqVatOnz5N2l31wWGPaogR8t1330GXAEBoaGhoaGh2dnZnZ2dpaWlpaenNmzfr6uoaGxufP3/e139JJJIxY8aEhISEhIRMmjQpMTFRZC/JEDc3k9Fo9PHx4WftGEdHx4SEhLCwMLlc7uXl1c9rrqWlpbt370ZbSWpqal9zknEcp1arW1tbdTqdwWDo7OyU/R83NzdfX19xv/tK3B703LlzPNgZGRm5fv362bNnDx8+HPe2hoidnZ2fn5+fnx90ITAQJyjuyQ39/Py2b9++cOFC+niUICBO0OLiYnzhkZGRp06dEtlRmrghay9SX1/f3NyMKTwpKenq1avUTmFBlqCXLl3ClBwaGnrkyBFxn0+IErIELS0txRErk8nOnDnD/zqTlKFDlqDV1dU4YjMzM8eOHYsjmYIbsgS9f/8+8kxPT8/MzEzksRR+IEhQvV7f0tKCPHbRokX8r3JOQQVBgjY1NbEsizw2OTkZeSaFNwgS9NmzZ8gzXV1d4+LikMdSeEPkgsrlcvpWk6AhSFCtVos809fXF3kmhU8IEtRkMiHPxHF6ZDQakWfieGBZHBAkKI7pQ9ra2pBnqtVq5JkymQx5pjggSFAcTcIh06NHj5Bn0gthfUGQoDiapFarkT9dWllZiTaQoYL2DUGC4rhXbrFYzpw5gzBQo9FcvHgRYWAP9DmBviBIUD8/PxxzKBcWFiJMO3v2LI6TJH9/f+SZ4oAgQaVSaWBgIPJYpVKpUqmQRLEsu3PnTiRRvVAoFDhiRQBBgjIMExISgjzTYrFkZ2cjiTp8+HB5eTmSqJext7cPCAhAHisOyBIU045EqVQO/VWnlpaWTZs2IamnFwEBAfR2V1+QJWhMTAym5KVLl964cWPQ/24wGObOnYvjAhPDMLGxsThixQFZgsbFxdnbY3mPT6/Xp6SklJWVDeJ/u7q65s2bh2++k4SEBEzJYgB6apPeREdH4/uwLi4ux48fH1A9tbW1YWFh+EpiGKa5uRnTYIoAsvagDMNgXQxJp9MtWLAgOTm5P+f1XV1dOTk5ERERqC4CvBaFQmGzkzL0C+hvSG9u3brFw6eWSqUpKSkFBQX/XTLVaDQWFRWtXr165MiRPFSyefNmkHEWCsTNzcQwTEREREVFBT/bkkql3t7ecrnc29u7o6OjtbW1qalJr9fzs3WGYWpqaoKCgnjbnPCA/oa8hh07dkCPCk/ExMRADzbpEHcMyjDM4sWLbeS64McffwxdAumQKKiPj8/ixYuhq8COl5dXeno6dBWkQ6KgDMPk5OSI/iHzdevWubi4QFdBOiSeJPWwcOHC48ePQ1eBCw8Pj8bGRvoY6BshdA/KMMwXX3wh4iPR9evXUzv7A7mChoaGrl27FroKLAQHB3/++efQVQgDcn/iGYbR6XShoaEPHjyALgQxFy5cSExMhK5CGJC7B2UYxsXFZdeuXdBVICYtLY3a2X+I3oP2sGzZsoKCAugq0DB69Ojy8vK3334buhDBIABB9Xp9TEzM7du3oQsZKg4ODn/++Sd9+nNAEP0T34Ozs/PRo0dFcMkwLy+P2jlgYO+09h+lUonpWWZ+WLJkiUCXc4VFMIJyHHfw4MEhrmMJRVJSkjhWzuQfIQnKcdzWrVuhZRswU6ZM0Wq10CMnVAQmKMdxeXl5AtqPxsfHd3Z2Qo+ZgBGeoBzHFRQUCOJ4NCUlRafTQY+WsBGkoBzHFRYW4piuESFr1qwxm83Q4yR4hCoox3HV1dXh4eHQHr4GZ2fnffv2QQ+PSBCwoBzH6fX6jIwMaCFfYdy4cXfu3IEeGPEgbEF7+Pnnn0lYInbYsGE5OTn0oBMtYhCU47ju7u7c3Fwcszf2k/j4eJVKBT0MIkQkgvZQVVWVlpbG87siUVFRhYWF0B9dtIhK0B7q6+szMjJ4WHk7NjZWqVTSG5hYEcDTTIPj6dOnJ06cOHTo0JUrV9Ame3h4zJ8/Pz09fdq0aWiTKf9FtIL+Q0VFxU8//VRcXHz9+nWz2TzonKCgoMTExKSkpPfff18QtwnEgfgF/QetVvvXX3+VlJRUV1ffu3evpqbm+fPnff2xRCIZM2ZMSEhISEjIpEmTEhMTSbhQYIPYkKC9YFm2paVFo9FotVqtVtvZ2enq6iqTyWQymZubm6+vLw9HsZQ3YruCUgSBAJ6op9gyVFAK0VBBKURDBaUQDRWUQjRUUArRUEEpREMFpRANFZRCNFRQCtFQQSlEQwWlEA0VlEI0VFAK0VBBKURDBaUQDRWUQjT/A35ClMmEV/9yAAAAAElFTkSuQmCC",
"path": "6ea6a704b55aaa367e840af6a9efd36fd2170f23592ce36df10d6e17c86e022c.png"
} | Generate code for a svg of a a black and white photo of a large letter b | <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<title>Figma (outlined)</title>
<g transform="matrix(
1 0
0 1
5 1
)"><path fill-rule="nonzero" clip-rule="nonzero" d="M15 4.5C15 2.02 12.98 0 10.5 0L9 0L6 0L4.5 0C2.02 0 0 2.02 0 4.5C0 5.65 0.43 6.7 1.16 7.5C0.43 8.3 0 9.35 0 10.5C0 11.65 0.43 12.7 1.16 13.5C0.43 14.3 0 15.35 0 16.5C0 18.98 2.02 21 4.5 21C6.98 21 9 18.98 9 16.5L9 15L9 14.74C9.47 14.91 9.97 15 10.5 15C12.98 15 15 12.98 15 10.5C15 9.35 14.57 8.3 13.84 7.5C14.57 6.7 15 5.65 15 4.5ZM3 4.5C3 3.67 3.67 3 4.5 3L6 3L6 6L4.5 6C3.67 6 3 5.33 3 4.5ZM3 10.5C3 9.67 3.67 9 4.5 9L6 9L6 12L4.5 12C3.67 12 3 11.33 3 10.5ZM6 16.5C6 17.33 5.33 18 4.5 18C3.67 18 3 17.33 3 16.5C3 15.67 3.67 15 4.5 15L6 15L6 16.5ZM12 10.5C12 11.33 11.33 12 10.5 12C9.67 12 9 11.33 9 10.5C9 9.67 9.67 9 10.5 9C11.33 9 12 9.67 12 10.5ZM9 6L9 3L10.5 3C11.33 3 12 3.67 12 4.5C12 5.33 11.33 6 10.5 6L9 6Z" fill="currentColor" opacity="1"/></g>
</svg> | |
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"path": "emoji_u1f46b_1f3fc.png"
} | Generate code for a svg of a woman and man holding hands: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="couple_x5F_holding_x5F_hands_x5F_man_x5F_right">
<g id="arm_4_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(-0.9876 0.1567 -0.1567 -0.9876 135.9082 118.1856)" gradientUnits="userSpaceOnUse" x1="48.3728" x2="65.0297" y1="71.2562" y2="49.2226">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4016" style="stop-color:#E0BB95"/>
</linearGradient>
<path d="M71.96,53c0,0-3.53,11.93-5,15.33l-4.39,11.02c-0.7,1.55-0.08,3.58,1.39,4.43l0,0 c1.69,0.97,4.14,0.24,4.95-1.53l12.54-26.41l-1.01-3.46L71.96,53z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="pants_2_">
<g id="pants_6_">
<path d="M105.56,74.61v48.08h-5.65l-7.87-38.21c-0.04-0.24-0.24-0.41-0.46-0.41s-0.42,0.17-0.46,0.41 l-7.87,38.21h-5.65V74.61H105.56z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoes_3_">
<path d="M102.61,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.5-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63C98.16,124,102.61,124,102.61,124z" style="fill:#424242;"/>
<path d="M80.56,124h-4.45c-0.82-0.02-1.41-0.96-1.17-1.78c0.74-2.5,2.99-4.32,5.62-4.32 c2.68,0,4.96,1.9,5.66,4.46c0.22,0.82-0.39,1.63-1.21,1.63C85.01,124,80.56,124,80.56,124z" style="fill:#424242;"/>
</g>
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qt0P8skPiN3Hxu0/6BkTvEW16u7WPRWHgunvCHa9Aa0LAG29Aw5AAvAAAAAGgx9e+9jVPk//UY3jD1oZWf2Pyd8vqb76+OyZ+r0hfdk74XhK654JBLwocs5oTr4BTIeCSN8BSSICUuef1/OY1hNcSUAkAARAteJr8p2LbzitMyV9umfwdWv0GcX73id8lC98FInaXwmVPPs1/QdCKV8CmEPDKG2ApJCDTtrEr/FhHkAwIQABEEL647rq6+2js0tcZkr+5xeux1a8h/qabCZn8WnaT+G1a+NYJ1HcnfstCoeUz0woCx2LATSEQnDeAfzN22euUuRentQQA3IaUxC/91a9+lRN3Dvr5mY/94Os0n73QgJ5lS1ZTc6vfCvFbtM4Mfi2Txc+zQvo26MnpM+IyJSVbbyM5PgfJ0odLDX4rWTx58+dJzV6s+67s+n/z23/D7xt3zYc//OFDoBQAHgBY/3V4y7t+ky599bXU3pFxh/ytWv2W4/zWLH5H1r5F175HtnJEYP3be+cZaMUj0Mgb0EJYoLn0rfuuHR1pukzMsQDIH14AAB6AiFj/HLM7Rj7E/41QLBbo/OljlFtesLwotpw85oKF7IrF74ij0QnQ1SkrOX+h5MYJSE5eXf/irp4+2rh1TIiATFA3JiuOXR/+8IezGKNAVNCetC/MWbtBkb9ywds7aOuOyzHyAMCb+R3UR6vJgPtxF4CoIIkhALjqAADA2gIkHokKAfzLv/zLuHg4gNsOAIBHuOYjH/kIkgEBeABCiJtwywEAgBcAABLkARDWP8foZnHLAQDwEEoy4Ec+8hEkAwKhR2KSAHn/btxuAAA8BhsavNbchUsBhB1JCgHANQcAANYaAEiSAPjKV74yLh7GcLsBAPABY5U1BwBCjaSEAG4KsD4YAIDkgROOJ3AZgDAj9kmAQokj+Q8AgCAw9NGPfhTJgEBoEfsQAJL/oonlpUXlwHXAdcDaAwDeIAkhgE/C/R8NrJVKNHX2DM3Prjts2lIp6h8cog1btiTqWkydEdchO6tcExX9Q+I6bN6iXBMgGmsPoRoAgAcgGPzTP/3TOCH5LzI4feJ4DfmroiA7fUEhxCSRP39nLfkz+NrwNQIig7HKGgQA8AAEACT/RQQr+TzllpZM/86EOLp5cyKuBX9XM/A1yudylOnsxKCJyBpESAYE4AHw3fpXG3IAEYDe2gVwrWKCvZW1CAAgAPwCEnAAAMBaBADmiHMIAMl/UVokqfm98vt+5pbLIYmu7p7QXSuM7WitRYRkQAAeAH/wj//4j+OE5L+oKYBQgN3rF86epZeee5ZOT04qB//7/OlT4XG9g/ujhrHKmgQA8AB4vj7KMnpxW8DCXJaWFxYEsa0pP3f39VHfwEBoy8z8sHrPnjxZtfxrrlU2S6uFIm3ZuTMx18JIHC3MzSljRrEeUm2VMYMQtwUgGRCAB8Br/MM//ANb/ntwaxvj3Csnaer0aVoSizkTHh/T587SiZeO0mqxmNjrYkT+2r8lNQGPxwSPDR4j6njhscNjiMcS0BR7K2sTAEAAeDnRcFubW/5LFSvOyMqbnZry36KNiF97ZSUfvPUfwLXiMWEmfngs8ZgCsDYB0ULsQgCyLN+E29rEmis0tvCLxYL/LmbZ0r0NwQALwXkEcA48JpqNKSQmNgWvTbfjMgDwAHiAL3/5y+z6H8NtBQAghBirrFEAAA8ArP+gDMjwldxZ+bwwWJh8DkGfRxjOwWhMwQNg2QtwHy4DAA+Ai9i/fz9b/lDXAACEGXsqaxUAQAC4iL24nQAAYK0CAGuITQgA7n87F8vS9fT5lCISAgiBqzuU7naZEAKwDiQDAvAAuIV77rkHyX8AAEQFY5U1CwAgAFxS1AAAAFizAMAiIh8CuPvuu8dkWYaatoGm7vYg3LnoAxDuc5CbjymEAGxhD69dN9988yQuBQAPQOvYi9sIAADWLgBImAcAyX/xsObQByDc5xBKr1H0gWRAAB6AVvH3f//3rKDHcBsBAIggxsQahvAlAAHgQEEDAABEFdi6HAgMkQ0BfOlLX+Lkv3HcQvtAK2Bn54lWwMZjCiGAljDOa9nHP/7xSVwKAB4AKGcAAOAFAAB4ABpYQXtx+1o218LnAUAnwGhb20gCdAJey27FZQDgAbCAv/u7v+MJM4jbBwBADDBYWdMAAALAApD8BwBAnIA1DfAdkQsB/O3f/i2S/xwCnQCdnSc6ARqPKYQAHGGc17ZPfOITk7gUADwA5kDCDAAAcQTWNgACoIkVuBe3zRm6enob/723N4j7GolrJ0lSGOaA/2OmyZhoNqYArG1A+JCK0sn+zd/8DU+Qj+C2OVR9bW3Ukc5QcWWF5LW1mr/1DQ5RT3+/7+dUWl2l3OJiw+f0Dnqf97k8P29KsHzd+odHPD+HxWy24d+7e/so1e5v9K4jnSZJ/FfI52sXEHEeg6MbKJ3JYGI5R+f1119//Nvf/vYhXArAF4PGrw+6/Q8+zas3t718B5Xb9+4mm5n8I5u3ULqzE3fNRWgX9HaxyDPJBXUe02fPNHzOlrFdnp8Hi5DshSnDvzHR+eEdOTN5LLTzYE0IxtVCofoz5qP/88AArBhZNEyK4xFx3Hf75z6fxdUEAhcAgviZ7G8jhztfsaWx8aLtuGMxxUo+RzNnzwYuABirq0XFE1CsEB1bv939/dTe3uHL5zcTAMObN1OmswuDJqY4/8pJxSPmEPvFcYcQApO4ooDvAqBi8TPx3+LG+/UPDSuLMBBfy2fmXGMBsHnnWCKuxdnjjdfs4U2bYXnHGCw+52dn3Hq7uypCAB4BoA6e+HsF+bN7/6Bb5M/IdHfjbgEAEHu4vNbxGnywsiYDQA1cTwKsDLQDbLC59Z5s7XT39eFuxRil0irll5YaPqdnYCAR12Jpbq7h3zt7eyiVasegiSmktjZayeVorVRy6y3ZG/uR8be99fsTP/rRWVxhwBMPgIb8XU3XznQh3hl3dHSklYXPVKm2J4fwGn1XvkZ8rYB4o6unx+235DX5ADwBgCcCoBLzd538FXLIIN6ZBKuHSxDN/tZr8rc4gr+rmRjqa/A3IEaC2Js1TxUB2EcFUOCmWXWPF+TPi117RwfajCYAncLq6chkKLe4QKuFYnmApjuoq1L3npQxwB4vTvRL+nVI9MIs1jxe+/R9OlwSAbxW34irDLhSBSAU5XjF+vdACWdoaOMm3CkAABKF2fPnlGZdHuG62z/3+QlcZXgA3MBtXp1gOtMJiwcAgMSB1z4PBQCv2RAACYfjYGKl0c+4ZyfYnsJdAgAgeYuzt2vfeGXtBiAAHGGPlyeIcicAAJIIH9a+PbjKyYYbI+wGT89QkhACAAAgefB+50leu+/ChYYHwAk8rSvlbFgAAIDEWWfer33oCQAPgGN4WlMK6x8AAMAToB8APACJVsAAAABYAwEIgNCdXAoVAAAAJHiBxhoIeCkww3xyKXQABAAgweA1kPJ5XAggeR6AVDvcXwAAJFgAYA0EEisA4P4CACDJAgBrIOAhQh0CaMPGJwAAJNlCa0cjNCCBAiCF7FegBWups7O8jWqHGD/pdLr6N/69kTXV43Df9VKpRHmDGG2hUKBisVj9mZ/Dz2UsLS3hZgG21sKSZiwBQOwFQFtbCtY/YEjYTOxM8F1dXWKctJmSuxU4HWP8+d3d3XW/N/qdHiwQVKHAjywS+N+5XA43GqhZC0sEAQAkygMA11fSwcTOB5M+PzLhxwksYjpMPF3sJWAhwI+qMACS6gFop+IKrgOQJAGA7NdkLXIV9z1bzkz4Rq75JHmE+DrwMTIyovysegiWl5eVR4QREjQ3sBYCSRMAUlsbQgAxBlu+qnWvWvhJJXs73oK+vr4aLwELAn6EIIgveC0EgIR5ABACiJuFz+SlWvh61zcIv3UvwejoqPKzKgbURyAuHgCshUCCBEAK5X+xIHytO19v4QPeCQKth4CPhYUFw0oFIFoioLS6igsBxF8ASGh+EUmoMfz+/v66LHgIuuAEwYYNG5QSRPYMsBhgUYCkwmhBWRMhAICkeACA6Fj57Nrno00TqwThhwt8b3p7e5WDoSYUsiDgRyD8HoDVFZQCAAkQAG0phADCCjURzcjKB6IDtcRyeHhY8Q6oQoAf1YZFQIg8AEgEBJIiACRJwp0JGVkMDAwohK+N5UOkxcc7wPeXjy1btigiQBUECBWE5R4hLAokRACgDXDwyGQyNDg4qLiMtRn7IP34QxsqWFlZoWw2S4uLixADWBMBCADvlS5IJlhLn138HVhwgIoQ3LRpk3Jw3sDc3JziHYAYCGZtXFtDeAaIsQCQUoh1+Qkmeo4Dw9IHrIiBjRs3KgeHB1gMsGcAOQM+ro0QAECcBQDaXvphSazHfHlRB+kDdsH7Mqh7M7AIUMUA4O3aiF0BgXh7ANAC2DMw4bOlr20nCwBOoeYMsCeAhQAfKyhZ82RtBIDYCwDAPbCFz8TPZXvqlrkQWPUoCMIqaEiL491ra2vKv9Uth1WkxTVNazwnAFWv09DQkHLw9Zufn1fEgHodAayNAARA40UEbYBdWYjZyueFOMkufpXUS2slyi2We+Pncsu0WnGj5paXHbdX5QYtXZV+CO0dHdTVVf53V28PpdpSiRULPO64AyEfLAJYDKDhkPO1EQBiKwCgcJ2Bk/h4+1h2x6pd+eJM+sVCgVZW8lWiz+dyCrmrj36ABcSiIDcVWZo2nmi8+2FXV/VRFQaZTCd1pNOxHpfsfeKDKwe4pBBeAWdrpIxrB0AAAPoFNq6d+XJLS1QorCgWe25pWSH+5aVoJZyxIFlsIEq6e3oVIdDV0614FDjhqzdmuRosUNkjwFUnnDA4MzODckIIAAACoAxe9OD+twY13srEr5bvRf3aMbGXSX5JPC4pVn0uIW5jRdAsEc3NztT8nsUAewq6unuEOOhRfo66x4DHripac7kczc7OooLAxhq5hk2BgDgKAGpDC2ArVhRbULx4qogi8bPllxOkxwS/tLCgkD7qyQ28HyyIuOZekGSVBFIpRQz09PUpgqCrpzeyjZs4uZLbD68KUmMhwLkCCA9gjQQSKAAkCSWAZuCaa47vR9XNr5C8sOoXeW96QWgFlIm1DBZKnHegzT1QvAQsCnp7FW9BT8TCB+3t7dXwAOcJsBBAeMB4jQSAWAoAZLnWQ3WVqk1XoiKQmPD5WFyYVx4Bb6EmQs7NrIcQWAT09vWXPQVCHLRFIMeGz5FFAB8sApAngDUSSIAAQAJgPfHzIthemfBhJ/6lxUVB9PNV4gfCI8K0gqB89CuegrCDS1n54L0HpqenlTABgERAIKYCAO7/6BA/J+wtzM0ppD8vHgn3LkKC4DT7kql/YEARA33iMcyJhWqnQU4YZI8AP0IAQAAAMRIAbalku7b0xB9GLMwLC39+TiF+xPAjDiHY5jnWLo4zJ8s5BCwEevoHqE+TYBomcBhs27ZtiRcCUht39IQ3BIiRAKCEJreyizOsFj9nYy/MZWkhW7b0kaUfX7Cgmz5/Xjm4ykDxDAwKMTAwGLrcAa4c2Lp1Ky0tLdGFCxcSFxqQUAkAxE0AsKpNUghAJf6wlW+VSquKhc+kz+QPJA8s9Oazs8rBoYI+9gooYmBAiIPw2Aw9XPUgDjVZMClCoOwBAIBYCYBkJAGyG5PLncLUvEex9LPZsrXP8XwAUCHGZ3lclMUgiwD2CvQNhsczoE0WZI9A3PsIIGEaCJMAmBDHuLMRLZFcWWziTPzcuS9M5XzcXGaRrf15JPEB1qB4h1gknjyheAZ6hSAYEOM6DOBEQe6TwXsNcC+BWAsBsWa6MGcnMKIhAJzikFMBEGdFy7F9Jv6+SmOWoIl/JZ+nWWElLQrSL6GsCnDBM3D+9CnqFWJgaHSUMpptk4PhRYkGBwcVMcCdBRdiWpKqVAI4z8k5hIEMAeAU94vjFmeDOX4xLXaPDgjraCgE1hE3UmHCZ+IvInsfcBksJOdmppWjI5NRhAALgiDzW9TOglxdwz0E8kL4xksApNwQAPdj9CYbrqST3v4Hnz4mHsZaJst0htoi2svcCGztM/EHXdLHNd+8uYzSMhYufsBfU1yIgH4aGBoORVti9gSwRyAuiYJrQtSvFRyJ+cnbP/f5XRio8AC4gTvEcU/rajYeIYB0Oq306++suEGDcPevrZWU2u7shWkqFmDtAwFBjH3OL+GjQwj8wdER6lcSB4Px9qn5AVwxMKvZWCm6HgDHa+YdGKSAawWlTrwAqe6eSF9EdWtedvkHBY7tZ6eny6VbsPaBkHoF+geHaFCI5CBzBTgkxtUCUW8kVFpeavWlh4T1fw0GJOCmj/pGcRxsZVGIMtiq4FhjW0CtjNnNn52ZplzC9lMf7u2gdEfZCkq3t4mfa1vZbh7K1L2m/Dx3Q01ns/VelpmFAhVWZc1z8pq/FcXfEtrGlbsPzs4oR5ewyAeHRwIJD3BobvPmzbQo5gznB0S2WqD1SoB9oD7AVQ9AxQuwl2yGAqRUitoynZG7cLyIjI6OVt39foIXrCV2ZU7HK6lPJXUtoWuJfvNgJlaTTxUPi7lVWsyXFGEwsyjEQ5Efk7EDnpI0ODJKPf39gfQV4LnETYQWIyig11byrSQC7hPW/35QH+C6AKiIABYAey2fgCBSqSMdqYvGmcWDATRC4cVqfnaWsoL41yLYllcl882DnTVWuvL7djQ30aMsCIpVgaCIA/G7s7Pxy+1oE4bAoBAC/UNDgQgBrhKIWlthuVgg2d757hfkD+sf8E4AVEQAlwXeaekEBPlLEdnjmpP82OpP+7xzGpM9Z/PzXu9hJ34tyafbJRruS1NvZ0oc2MfcC3HA4QZVHMQhvMBCYGB4WKke4H/7LbC5gRAnCkZCAAjyZxFgEbcK8r8LMwfwXABURMA4lcMBYw1PIJ3hLLrQXyi2+PnwE6urRZqfmVWarYSN+Jnoe7vaFVf9+r87MKMCxmK+7C1gL4EqCvh3URQC3HK4f5jLaf0dV5HxBgjBIjev9Jmkstt/ArMD8E0AVEQAMyZ7Az7JHGp4AkoMPbyJgGpDET+t/rKrf0bJ6g9DRj+76rVEH7dYfFK8Baoo4MfIeAq4s9/ICPWzR8BHQ4HnILcUDrc3QCbZvMERb97wl+K4S5A/dvUC/BcAOjGwVzzcQOW2wYPq5JZCnADIDX38jPWrMf55dvWvBWPxa8me3few6uPrKSgLAhYG+dAnHXL/gP7hYd9zBJaXl0NdKSDnc3rSZ0v/fiT6AaESAAaegd3U3rGbUqk7w3ZReIFhq9+vDH91Nz62+v109XNcvkz4ZbKHZZ9sL0FVEGTzoU005NAAewP6fBbmLAJYDIQOpdKttFrknv6HYOkDkRAAVSFw++3sFbgnTBeEd+vjRD+/FpfFhXma43hj0XsLjIl+81CnQvTDfR1IzAMagssUT0zlQukhaO/ooAHec6Cv37fPDGkXwX1iHYW1D7Q2jwL+/LEwXQx293OJH8Prpj75XI5mzp+j1ULBs8/QEj5b+ii1A+xAGTcVr5DqIThxIac8Bp1YyIJ5+swZmhOW+fDGTdRZ2WbbS3BIMJPJ0NTUlDC8Q5OUO4aRCkRSAAiSfUcoLkKlqQ8n+nlN/JxZzMS/4oE7kS36HRu6QPiA6+CxxGOLD4aaO6AKgsCEgBDQ5185SZnubkUIeL0BF+9wyF0E2ROwtLQUhlvzDoxOAB6AFsEu/+HhYc9b+aoJfotZ91yIvCgz0e8Y7VIe4dIH/IKSNyKOV2/vq/EOcMggiAoDFtRnJo9R7+CQ54mCkiQpawaLAe4bAA8AAAEQwcHLLv8+H3qRK9vyutS9T7XyVUsfAELlHbiy7B04emZJEQN+hwpYYC8vzNMAtxf2eG6rIQHuGRBgSAACAGhdzAb1wX/yJ38yLh4OBPHZbB2wy58nr5coFgoK8a843HWMLa1Lt/QoCyysfCBKYDHAQuDE1LLviYSZri5FCHR43MODvXssAlaC25fjuj/90z+dwGgDouQBCES5stuOyT+VSnnm8i9v1jNHCw4yhhWLarRsVSGWD0QVaqhg965+xRvAYoC9A36IARbenB/QNzREPf0DnoUFOCTAZcO8qVBApYLwAgDREgCCfH0ftD09PTQwMOBpvL+wkqcsuwRbKOsD6QNxBnuvOGeADxYDz51c9CVMwEJ8eXGRBjnR18PGY0NCaLBXkYUABAAAAdAYvmavcry/t7fXs/dX2/fmFhZA+gBgQQy86bJB5VBzBvjwKoGwVCkb7Orr87StcHd3t+Jl5FJBH7sHohIAiJwA8EW18kRnZc5d/byy+rmmn5v5yBbb93am5unSzT30qp0XIaYPJB4cIlDFgJIvcKEcJvACLNDzS8tKEyGvegeoZcVcKlgs+pL3AA8AEC0B4EcIgMl/ZGREUeRekD+/JzciWVluvlilpCINdpxSjos2baZdY68J9MavFBaosLJIy8ucwVyg+YUz69ZSaUX8frrm+X19W6v/zmR6KZPuo3SmT3ns69uCmRRRqONgYeG08rN2HBTE31ZWFnwdB2o1gSoGjp5dcr3PAAv17PlzlOnuoQGxPnAM3ysRwJ4AH0QABADQEgKpAvjjP/7jcfK4AoBJn2t1vWoMosT6xeSWm7j5+trP0VD6lPLIGBoco0svfU8gC312dlIs9GfEIn9aIX030d09opADk0C/eEyl0phdISX8qI0DL/MFJGEkDPJunx7mBrAnwIfkwOs+85nPTGCEA6H3AHht/TP5s+XvRbJfOcN/nnIL5tuEdrTlaEix9l9R/q1dHHftGvd1sZ++cIQuTB+ps+TcBnsM+Dh37umq0BkcGlMeIQaCJ/0ojwNtvoDqFeBHd7wBazR77hx19fVTT3+/J7kBnH/E65DHIgBeACAaAsDLwcpJONzPn916bpM/9x9fmJkRjwVL1r4eu8bGfSFDtu5OnX6y6tYNArPZSeU4Ib7v6OgVtGnTVYqbGPAPcRwHaohALSlkz4AbXgEW9MV8nvrYa9jh/hbYLAK41biHnQMhAIDICABPslaZ/HmieWLZLC7SkkEbXzW2P5KerLH29di29Q2KByDuC74e7GJma5CP0dHLaau4DhAClPhxsGP7WxyJYW1JoVteARb2s+fOUs/gEHV7UDHE6xPDIxGASgAgGgLAixAATy6u8ffC5c/tRQu6bn5M9hszLwpr/7wiAhqf24hCfF6BXbwnTzyuWFphxoULR2h2dpI2b3qtp9cjqYjaOGBRvEmMBafQegWOnllWKgiceAVY6BdX8sq+Am6HBHjvEV6jPBABg5gBQFQ8AK4KAHb5c5Mfr1z+a6X1xaSnfUax9s3c/IYLlLB2PFtMp4/QiROPuZ7M5aUlyNYpkxSHRLz2iiQFURwHJ04+rpw3J8W64RVirwB3HORD6SvgoIKABX+2UPQkJNBVKT90WQTsxiwA7ML3KoA//MM/5IF60K33Y6tfda25idzSIi3PzVV/ZsIfyUxST8pely92dzLReYFjkxOKNRVVsAt4x4630OjI5ZiJjoj0sciPA06O5URBt8FNhp47ueCor0C3WGO6etwPCfDeAVwh4KLhcs1nP/vZQ5gVgOW55/cHvvWtb/0l8fARN96L4/1dLjfzUF3+K5W9vjm+v6P75zScPknpNnsxRl7Yrrj8A9TW5u5l5kX/+V/cR3Nzr0R68MlySVhBk4oK1daXA9bHwS9eeCAW42Bm5iVqF/Olt3eTu9Z2OqWEBzhXINXWRov5ku1ug0VB1OwNbE9nXO0ZwPuRcOvgfD7vlgj4/o9+9KNfYGYAoRUAb3vb25j8HZvEbPm7Tf6rq0Ul/rdaKFSJfzB9ilJSa/HErVt2i/Pc7smir2/UE2Vw0ho3nfHCAow7+cdpHMzNv+LZOEi1SbR5KKMIAQ4VTGdPUXHN+vqxtrpKxcIKpTo6XM0L4PdiEeBSieALQgBMYHYAVuF7DoBQule7Qf5ut/YtCJWfm5+jgdRJ2tj7YsOMfqvWvxsJTnFf9FWwC5vjwEgOxDjwehzw1tors0dpakGmbOEiyha3WbvuxSItTs9Ql1h/0i5uJc6eAM5jmtOEHFvE1ZgdQKgFADlMAOSJ4rbln1tcpFT+BF3W/ZRj4lfBme5u1/y/ePShWC76Kjg5kNvKIicA48DrccAhp+Xlp6mna0ap5jm/chktrG6kktzRxIBZo+XsLJV6eqnLxVJBdU1zKALGMDuAsAuA3U4miVpG45I3gtpyk7SFxELQ494Wnl5Y/6dDVtftFTiTndvIolcAxoGX44DDDGq3Qhb927qeUsh/pjBG04WdTYXAytIirZVKyu6CbuUFqF7N+fl539fWJODKm+VxKpdLml0nTqDk0ozJ5++WJpNwTXytAvj93//9lisAmPjZ+ncLbVSggfyj1Cudcv17epH5//OD+yNT4hXG6xcH8P0//NRXMA58mFMcFmCvQLM8gbb2dqVxkJvJgblczokIuOYLX/gCKgHKhM98cxOVc85aEUcTFVHwCP9biIJs3K6R3x6AsVaVsZvkL5dyNLr6EGU8up9uxy85SS4piz6Dm8TsGiNAB3b7J2kcLGh2JvQCvFmRWdMkdedOFgLZ4kW0tDps+DxODlycnaGu/gHXNh5jY6dQKCjVAS2usYkVAIL02cLfK45PkvOQyHjluKXy3nxd7xfHfUIMxOIa+yoAZFm2rcJ4Y5++vj7X3P7tpWnaXHpY8QB4AXYtRs19zc14UqlMdXvXZiS0KkhI3UbYK0sXwDjweuMiDjE065qoCoGl0jBNrVxmKATkUoly2VnqZBHgUtMg1eDJ5WznJPEae19Cyf/2CvF71RVxd+W4TXwWD5y/rIiBSQgAa7CVpcqKWu3t74YAaCuep03yD6hNWvXsC46MhjuBjZOfylu2luOrTjvxsZXGJLCcm1b+7cainckg/u/HOOgXY6BL3H8eA05FqxfjwOsukXZ6T3ADsJ7uJxQhYFQ5oOz2N5elTE8vpTs7XTq/PioWi7S6amu9SlwlQCW2fw/5mwTJn3UnH+LzWXB9WQiByAmv0IYAOKbG5X5uxdZ6116iEXrM06wHJi4vapiZrDmxsBVLi183NDQmhNSYa/uz68+Nj6rVVlhQCID3nG+1J/0g+gG4Pg54bPLr+dp6NUb144DHAI+FVseB182hyh4Pe9dTEQKaygGtEOClpbC0SLxkdWTcEQFsAHHLYBsiIFGTp2L13xbwaezho+IVuEMIgf1RuX6+JgF+6lOfsmzGD3MPbpdiapmVX9CW1M88/368uYlX9cu8iB49+pBt0g+yuQ4vrHzeXNttNXOdz/3q133Ul22TowjunX/s2EQkxwFn3VstX/RrHPCccrJ5EicJ6oWAsrCm09Td644ni8mfRQB3KbWCL37xi1IS5oIgXLb694bw1HhAfVkcd4U9cdC3gSLI33IFALu+Ol1yo/WvHqIR6VlfvuPrXvdbnsb/eaHixd/MYmGLhssPebEPG4GyRXju3DNK618z9zBbfLt2vQMlgA7HAV9HzqAP8zi4cOGFhufv1zjgskruO+BY5BiUELYJEdDp0h4CHAqwsXnQNUIExDoRUJA/c4mtnDJJTIWOEaL0ZpNrPEMkiyFZcC/3NPQeAT8FALtJ7m32PM6A7XWpwcaGtcepV37Zl+/Hi9arrvh13wggp7GkeJEfHIpO8iG7hbUeAT5/NTcBwDjwcxzwOXBXRde8HTohwPsHpHt6XHlvbhe8tGRpU6MbhQCIbSKgHcs/Jagks1PwymVE7cM2vC5CDBTF1CqeJcofLwsDh0Lg1jDmCPiZA9BUrXHGvxvb+vLrN8g/pl465tuXG/Ux+W8oYJeuc7FUGy8GMA6CgttiIyUVaUPmRRpOT1aFQH5xjdLdPY7zmdg44nAA7yJoYa2NpQCoxPybkj8Tf881ZeJviRiHywe/vv9tZUGQe5FoRYiB0qLtt+NJeq849wnxuC9MVQN+CoCG2am8KYYb5X78+pHSY9SfOuH7YgwAQLTAXgcWAW63VtYLgQuLF1NHj/OGQWwglUqlZkmBO2NK/koJXlNR9xqi3mvKLn/XiFKIgb43l48CewVeLAsCmxgXxzHxPe6gkOQHtPn4WYONrYG+KoG3enCSDJP/UADkj6Q1AIgmvAyZqELg8u4fUn/xoLJGOVnjVBHQREjE1Rq5p9kT2FpnkpY8XI45h4A/Z+PHWhYaLGIOVsoXEyMATL9sd3e3siOWU8t/dO1x38lfUTZDsP4BIKrwI+eAhcDGjheUNcqpl5PXSl4zW1lrI2z976UmYWQm5VZd/q2AiZ/DDCwE+LNT9lLXmDQOiO91Z6V7YXwFwKc+9SlThuS4P++H7dTyHw3A8td6AAAAiCa87jdQs1aINYrXKqeegHQ6rRytrLkRxW1hIn89+LNHP1w+D5segVuC9Ab45QEwHIwc92cl62Qi8LFR/jENtZ8MjPzh/gcAeAAsrxlireI1y+m6x0mBvIbaWXMjav3vafR91Cx/S2KvR1z/gfWj3eUsOD6PDR+2HRpQvQG3+31t/UoCHDeeeN2Ok2I2Sz+h/rYTgQ1OuP8BINpgAd9qh8WW143UCWqT2+is/KaW34PXTs4HWFhYMFtzJ6JyD/bccIO6TS8fypa86t9eWsvetNpm7CVnkuWYvynBCYbbulGQ8nCZ8I2QXyGanSM6cZpoYcn5d1FDA51CDCw8Ua4csOrlECLgBvF4o1+VAn4JgLqsVHb7cyzLSTxsc9tPqT/gioq4lrPl8wU6duIcnT03Q2fOzohJUqxdwAZ6aGiwl8Z2bKZdOzeBRWJwn48dP1dPVAm5z93do5a7VboFXrt49Tu79saW34M9ANw0zWDnwEhUAgjiVzP795g9Z03qaGhxm8XeL95BtGNLcyu/M0O0ZWP5YDFwfpropBgKuRVn343Pa/Bd5aqB+Uctlw8qDfOEENjnR98AvwTAWK3iTlXj/q1igF6ggYDJ341NVMKGg0+9pBzHjp+1+IrDYgFK05WXb6drXncpxECE7vPjP3mezgjit3uff/lNV9KWTcOxuh48l/0WAMo6Jtaw5bU+mpOuaPk9OBeAOwVyeaDZmhtS8t9LTTL7lzuuEgLAvJESl/wZWf1vuKrs7rcLFgM7tpYP9gqcOS8EwQy3Y279e3LVwIiQN8vPEi1a6oWrVMxx3wAuFbw1DgJgXG/9O1XOW9ufIZd2CHZg/W+luIAJ4YePHqbsnP0uF2xFqsJh187NdN3broYQCCmY9H/4b4eVe+b0Pr//3dfGRghk0r2BffaWjqdJLmVoXm6ds9kLoOsSOB518mfkhAAwJa/heuvfCfnroeYJXC7If0qIgJdPtO4VUMMCnK8w92i5sZAF3FLpfXCjVz0DPG8FXMlGPaZVq04EAMfOtqaeJJmdZwErgFddcX3kQwBsAd77wGM2LEFrYCvxnUIIsNUI4D6HHW63BG4Fp0vX0txa6577QqGg7xK464tf/OJkCMmfOeEgNekNwzjV9we0mDYO8nOiHZOqFm/e7Q75m0HNFZhyMI24rTB7Apatb1EzWREBru/v4EcVQFXWcryKy/5azXrN0CxtSj1VuYrBDuJy3/Jokz9bcnf/00Ouk4JqafJ7t+JRAHCf/UYY9qHY1HaIOuSZltdH3j1VVxUwFtLLfZsV8mcU2zaa/q1Dt/xysp+X5K96Ba6+kuit15Y/r5UqAjVxcegDlisF+D4e8KJU0A8BMK61/lvN+u+U5mhX5jFKSavBs79Af8Td/0wK33zg31tyBduxOv/6S9/2hHgA3Ge3BX3g5yDWtl3pH4m1rjVvL6+tut4A4yG93HutPnGlfZe5ANBFnzjpzy9wrsCrLxNC4A3lz21FCHBuAJcMpq3ZkYMVEbDXze/hhwDYWZ5gqWrWv92jTS7Q1o6fU4qKGvIPVgRE2fpXScEPMPF4ZX0CuM/uzungRT2vcVvafqasea2sleo6q117w4K777577DOf+cwBt95Paz13Zcqk7DeY+C/e3roQ4O8w9P5yOMMi7uHugVESAGOq9d9ql78dmZ9Sd2ohDLwfqsWiFTx/5KRvpKAlh698bcJTKxQIx33mPIOo3uf2kDT06krN00UdP265W6DGCzAWIvK/XTwcy6TTrngl9Ml/nZ0Bjx2NENjRAjVwLgOXDFoMCdxS2RI5EgJgnGNTrbr+xev29aXCZVWoO4hFDRyn9ZsUwvDZSUOQ15o9AFG9z2Ga071t07Q901rOF6+17WVTdDzo78FWvzg44e82N983FdLqa77sl+8q5wjYzUfgCoHhD5SrGyxgrxsiwHMBoA7GFq3//Xfcccd+uWL5h8T4j2z8/5sBW2dslfIB4D6HEelMmFhFVvYNGGw73nJCoNMuqy6QPwsQJv/qJj7Ly8uJmIPF1dZKBm1uKLQ79AJAjUe1QP6H/uzP/myf8dQIFlGM/3OXN+vNfbzDgw/9FKEAj8k3LPc5aghjU6/tmcN38VrYyrbBTndYdUj+e8UDx/trsv2Xczl3CHa69mcnjXrcBpcJPvmM/XPi3gDT91nuEbBfHNdFQQAcakHBZoV6vc6U8tEAyDYO/NvhUJwHu6c5OQ2IN/FG8T6nM71hPK05Xgt5TWwhIXAiQPK/x8vPkHU2BPfwz68Ee6O4RwAT/5Fj9sk/9yLRzIOW2wXvf/5uaZ8bzYH8yAG43+4LhOK9UVj/WWPWD5b9oxj/D4v1r+KxnzwPpvboPoepHp87S8ID4By8FvKa2MJLH4kj+avQk+Xp88HcHxYfh58vkz+LALuY/7fyIVtzjN7K5O/WuXsuAIQSvc+mcr31s5/9rIlyDV4E8KYhUcPBp46G6nyYpIw2ngHid5+jVhaYCVEegHaV4zWR10aba+l9fp6vIP/dbpN/d/EZ07+t6sIA3KrXjd38rIK7ATLpP3Gotc6ALGDY5c/Wv0Ww1X+Xm9/BcwHw53/+5xwCsBoGmBDPv8vSjAgI/RGM/4cxIev5IycIiP99jlwYIHReAFm7lt5lw6A6xGuvj+SvNKpx+3071szN+oKBU5MJ2UsRwO/NLv5//1nZ6m/F4mcw6duI97M3/BpB/vvd/j5tPo2Pv7TgKeAveaPJHDgUlukYtfg/W2BhTLp7/gVUA7gJ9qiE8T5PRszTkwlTHoCxwbOvslY6XnNdxr1ksb2vrfuxesz0byvHDbwCq2URMOWi44lJXiV9tvZPONgqmN38Nl3+hyrk7wkH+iIAPvvZz+5n675J1uqN4nnZBgooFIha/D+sCzC7h1EN4B7OhtTVHrkQQMi3966skTc286Tymuuj9X8LedRzoHvVPATALnQjC5pFgBqTb0UIsJXPJM/vMfFE+X2ckL7WY2HT5c/38DpB/pNe3Tu/tgNWYvtUrgk1wl2f//znJ+yLYb+tg75Q9Ay3p17Du0nLmXOz2DY4AfeZvRNRuc/hmt+86tXX8n/uc5+b+PSnP82h0ltMXnirX2fIjX7I5SY/eg8AhwHMNgXiHfX632ZuufPBzXm4KQ9v5NOeqm3Qw5UDTOz5fPmxVZd+M6vf5u5/yj10O94fqAAQBH9IDFrOXtQnibC6uaP5RAheCESx/v+sIFkgCR4A3GdXLM6wJflKpq5fXjP3UH2733281vp4hpZ39mMM9Pfb/oDewhM023m94d/Ymu5+TePueewRUMWA32Crf/5Ry+V9Kh/e6JXLX482Py+GGJj7DTJZecBad/EHqAC6u6LX/jfMmDxxFhchEeIEG0G1bD2axPt5zeS102At3e+z9b/Xzmv6BwZsf85Q7oGGf194IoT3rRLrn33QFvlz1cY1fpG/7wKA8YUvfOGuysDlAXyX+HkC1gEAxBf5lejkeoTOyyc3XEs5r+quylq6T/y83+ezs+367+7uptFRe+sohwAalQMWzhAtHQzPLWNX/9RXbcX6Gezyv9GN5j6hFgCMv/iLv+CByhsg3uHabEji4gAAEcDgQC8ugnfgNfSayprqG1qx/lVcccUVtl8zkvuXhn/nGLtNwnUd7O6/8NWyR0K2rnnVLP+7gjjn9qAulhiwkzaePhk0+WcyfQS4i7Edm3ERIABCB57rKysLkThXsY6yxRhEldTeVl84MjpKF19yCb38kvUeEewB4FyAxfSbTZ/DLndG12X+Ez97INgTYRNM+nf4bfUH7gFoAceD9gJENf6/edMQGCgBwH12D+FqBiSH9TLd5OTFV111FW3fscPWa7Ys/hW1yY27/NissXdM/LPfLcf5bZI/G79c3ndrkOQfJQEQ+DyIWv2/iqEQW18oAcR9BqKHSsvfMafvc80113DjtxsrhNicrAT5swhoBrXLXsGjHGP1/VsgfoYSshHEPxGGe9kehQEXBg0cxR0AGWMhXXy3bBrGSuqqB2AY99lFsb+wcDoU5/KhPzg8EcJLtMeF97jr5ptvVvcquG/PDTewqBinJiWFvYUnJtvXLly92jZ6S6PnceY9E3R6C1Hnpc7DAtxwiJP78sdb9i7wfbzVzwz/2AiAMCCkW4VaWoA7O9Oh67o3BqvQdSsb99mlRTFizb4CwDscvn6SdAng991/PxOjRXK8n668WWahsLfZM9lC54MT8zp3EmV2lEWB1OQWK10Gp4lWTpRfX2q9z1a2Qvz7QznWMZatIewtQhvhysu3h25Tlisv34FBlYD7fM3rLsGNiR/GHb7+DmH9O4p985a4QgQQWUxGZKudXfdqpUBK2HOpvrIQ6Kg4qdSQQXHalRwC/n68H8NdQcf5GyEiOQBSoJ8eVff/+iJ8aajOh7PCERdOxn2OYggg6vPdS1Ti/46IUZC/K9YwiwDxsK+V17JFz5Y9byjEJYSLB9e9BS6QP38/jvPfHmbyj5AAWJsI1PrPRLuOmcl2187wlNy98+1XYyX16D6HiXBxn2OJMYevv8/Nk6m41rmnzGQIrg2fyy4WJl5u4JNAAVBGUMmAUXb/q7jubeFYjNkqhFvYO7z/3W/EfQa8hFMPwP1un1AlsU5tLOe3xc2fd1fUiD+SAiAoxMElyNYhx4iDxgfe80YMKI/vcxi8PVG+zyHq+HkohkN0wos3ZVc7u9wrQmC/D0KA782+CvHfGjXij5YACLgOMJ2JRytTXpQ5UzwosAAJgwiJOz54/Vtwn+OBMMaPnVQAZJ0m/1kQApOV3IBdVN4W2U0Rdajynkz6HOPfH/YYfzOgCsAC4hACYLBb9oPX/wp95WsHfP9sjk3zZwO4z0Bi4ZtHo0LM7Jq/68qb5TEq9y7gOOg4Wc9jUEsTH2HPRVSt/DgIgGxQnoCodgBsZJ3xAv3NB/7dt89ka/TGgK3SpAH32fm8X16exkCKASrEXbPZjhAFnMtg1nQoG7aGPYkWAL/56YOHvv75awL57FQqE7ubriZn+UEOTAY3f+w96PyH+xwpxHHeAzWi4BCuAkIATdEf0y2AVXJ48OGfetY9jsngox8ax3awCbjPTP7w8LiOLC4BAAEQqCUQ30WNyYF3kbv3gcfozLkZV9/7l990Jb3zbVeDFBJwnz/w7vhVdoSkHfBhjF4AAiBAdHePxvr7sfX2ux//daWF7A8fPUzZuUVH78claO9/97Vw+eM+R3zej9BsdhIDB4AASDLiUgJoxUrkgwni+RdO0PNHTlp+LVv5nHTG1iCIH/cZAAAIAJchT5DzTShsIy4lgHYJguPFx06co7PnZujM2RnKrxRrnjc40KOQAG9Di77+8b3PHDoYGuhVdvUD6QMABEBikMn0Jfa7q9YeGrrgPicRKWwJDCQAaAXcAOl0Hy4CACQQIcn9mYjZZUXpHQRAlDwAKF8DAADQYNDBa+dw+SAAWoTkvwCABwAAAECL3bgEEAABQH4EtwsAAAAAEicA/Mf8whlcBABIIEJS/otOgAAEQFBYXr6AiwAACUQYwn8f+oPDSJoDIACCQqlUwI5gAAAAAARAwJgMxAuQgwAAAAAAIACSJwDgAQAAAAAgAJKHhYXTuAgAAPgNxP8BCIAa+N8KQPEAcC4AAACAj0AFAAABEIYJgTAAACQPfX1bcREACIAw4Dc/fSgwlxjCAAAAAAAEQAKBhkAAAPiMSVwCwGtEajtgTgGQA/IAcB4AtgiNLor5PK2VSv5Oro40pdIduPhAKzgOUQNAAITGC3CahgbHcCEihsUL0zR/fsp38leR6emhwa2bqaOzEzcDSDogAEKGSIUA5AD3x15AGCBymH3lFGXPnA2M/BkrS0s09fKk4oEAogW0Aq/F3XffPY6rAAEQGKQAPxuJgNECE+/SbDgqqViATB8/gZsSKfIPvPwX1jLgOSIVAmjv6CRZlhVfgPIoDv5PedT+3qMFYaWwEIpNQgAL92s2XGXUq4WiIko4JACEH9mst/wrSRL/H/F/NY/8e1IeIQAAeAD08zJI9wDCANEBEy4AtIpZTwWAVL9oSbjmAARAMxw2J31Jc3ikPmYhyiMzsFOocAVagz+7gEq+rVsAEBcBYEL4/kyeWY/dgoB76OrvD5kgSaESANa/obUv6de08i+wFwAAAWA8eaRaJ5pkPrkgApKJzv4+hXTDgu6hwVCdD2AOrz19ZmvX+u8l2vO/foy9AAAIAB0mq9QvNZhUXi4OEADRGNiCbIcu2haac+nfuAE3JQJg939gIh9RAAACoLEACPoEZpEHEBl09fdRj7C8g8bIzu2w/iOCeb/KfUH2AASAy7NG8n52BWohALYxsCXYLnyD4vNR+hcdeO/hM8hbql+uJnAnAAgAS/PJ/2xahAEiNMCF5b3h4rFARAB7H3pHR3ATIgJF3Hvt4TOtXIJLAIAAaIg9/+vxCWNLX7LlKHAKhAEgAqxY/mHJQQAszmsh7L3u/qdPAKxdwdRGQAAAAWA6haSKYm48mTy2FOAFiJwI2HTZJZ5b5Pw5Izt3wPKPIALt81HrGYjr4oLKBggAryaNv5i+cASjJ4Jgy5y9Ae0ebNPLLv/NV1ymJB8C0YKvor75uhXHrYDp5ptvRm+DkCGK2wHzLB1rOLnkmn94AtVdmEqlMYoiBk7K23zF5cp+AfPnzztuG8zEz3X+SPaLLvwhf0sJgGHGbowUCICgrf5Jweu1AoDjZsomQNrZJHt+KrxojI5cjlEUUXRXiJu36uWdA1cWlyxv28tkz5Y+dxxMeeBNAPzFuXNP+2z5N0gAlELrKh/ESIEACIsQEBwvVcmeMwJkDelXNYHHiwYEQPTByYEcGlDBu/aVH5fXJ0pHh0L0aOkbP/Aun973/reaAKj8BFc5AAFggqyaAMiEX0P0PKlkP2z/MnjR4KO7GwlfcYLqyodLPynW/zPBGzMAEAAilwQoqP9wmCbUhWkkAwJAlHHhwgv+sbzUvJmZBEUAQADYJHiftwbWLh5e1w4DAOCdgPdv/uqalpmIgRv+78cmcGcACABbEyuYDFv0BACAKFv//njwJO0eZlLtzn81vwAACICGmKhOHSnYhkAqfMkgBgDAVXD+zoJfm/80cQqsNzeDEgAgAJrMGQutf32cR+WF5AxGEwBECOfO+yXcJTtrEioAAAiAZnMpTHkAjAvTL2A0AUBEwKE7v9z/Vdekdj0yiv+Xf4V2uQAEgBluuPWxCfNZFlynLV5MuJ4YAIAIWP8+hu3qQ5TVyn9C/B+AAGh1RoUoD6C8qDyDEQUAEUAoyneN4/8IAQAQAM1mjr08AJ/CACgJBIBIkP/Kil/eusYlfwZPn8MdAiAAGmPCGun7lwPAYPJHRQAAhBunTz/pu5XfVAz4bKwEtmYDEADeTTKNK00bBvBxTp0VAgBeAACA9a9dmhrX/0tRIcqdGEEQAGFAdj2ZRlp/DIF4LmcXoyIAAMIIfz10Dcr/auL/lUcp9Nb/GEZQvBDV3QAPi9myx9K2P8puQeoP/mwTdO78M7Rp02sxuhrg5CtT9Ozzx2lqKkvnp8qVTxs3DNJFF22g11y5U/k3sI5nnztOJ09NKddtfr68W+F2ca22K9drjPr7u3GRmoB7dfix618tyevL/xq4CVTjBgAgABrNK83Wv5IBrxuQvh/bA6tgFyO7GrFVsNG1KdL3Hv4pHX2pvgPb+YoY+PnBFxVie9+735h4YuPrdODRw1XS14soPp4U1+stb341vf6ayzDAGuCUn7F/Miv/a5yXdMOt/44qAAACoAkm6yRBheCr2wTzo8/bA2vBiUZDg2OUSqUxyjTk/9VvPFK1+Jt5CP7ungfpNa8eUzwCLAiSZvH//NCLlq4VX1cWCecvzAnRdC0GmgF4v47A2/5q7JPaEmb0AgAgAOxI60mF2MUEKhO8XCu7DT0CsskfvfMCcLxx69Y3YJRVwJa/FUKrJcJJ5ejv76FLL9ka6/AAW/tHXxbHS6cUUrcvGibp0ou3KtcJ0AnKk4/7vkjVZfxLjZ8v/pvEnQIgACxPMDthAP/dAVwRwLkA8AKU3ftGbn+rYBc4hwb4YDGgxL+3lWPgUQ0TsJeDcyDU2H4rpK8HewIgAGrhd+b/upWvEwNG7v/aHyEAAAgACzhkTPqk+P3NwgD+2f9lqH0B4AUgJeHPLbAYePa5JcXiZWQyHYpXYIM4No4OKoKAf+bfhwHz88s0J875FUH0c+LffP5M+N581pIitpBEuY7TPsf+6/i9riR53f3fQAwAAASAEX7jlh9lv3XXW6uTRpIlDcHLZC4OyHcZwF6AkdHLKZPuS/RAm5ryLrmZLWc1IU4PVQiwOOisCIKLttXmE7SSX8CfqQ1nMMnPLyxVvR38d5Xs/b/WcxAAFbAA99v6t9P9Ty3/k1TDBgAgACwhK6bNYJnKZQthAPV3/oYB2AvAFsiusXGMtgCgkrRXFncYoQqRpIPn3qkArH/Jdve/6g9oAwz4igh3ApQOmYpvzV4BQW4OpIJ3CvS1/hhINDaMwvpnMPkH2ZXTrPufuftfQg8AAALA3gwjqu8KaML0kv/7A6g44XsWcriQtDK+IAH3PylbcwezL4dVi7/O/c9ACACAALCIQ1pVbYf0g+i4yTXIXIucVHC3OsAfoYWugETHjj0SjE1SsxRpxUCjhL9gjBIAiKwAkJRtM6UGngHzMEBQ4FrkpG4UxKSETnXeY/ztVyf+GgTX9EdniNjM/pfi7QGAdwMCwNXJlq2fbOEOA6jNgZKK6wQ5wT2N6+slWGCfDCrcZrX3Pxm6/+n6W/4t7DkATgYXEhwhANxVlHVba9og/aA23uLEpCQnBH74P7wDIsADcMtkeFiCKvurM/wb9/43cP+L9SgKCYC7MdMgAELkBJCopTCAZDgTfUOSEwK5Jh8iwH3yxx4ApAjrU4E1/ZHILM5orfmPBBc5AAFgxwNgJL1NwwCSbqIGmBTA8ckkhwIgAtwDW/0g/+CFtWS4vkgmUqHe/Q8AEAA2cP0nH83WqOuGYYDaXbeC7Amggi0VLlVKughg6xVoDbxd8nVI+lPAgjoMu/2Z1f4bLzpV93+tQQMAEACWpttkI9KvbrcZsmRABicrBVWqFCYRwNYrSMz+dftPH/1VIZ524mJQueb/VID9/qtrSYPaf4kMtv6tDUUiSQ6AALCJyXr1rXH/WyB9KUA3AFssvFNZ0sFubCY03uUPaAze6e+3930A4RMNWEgH3vFPv/40bASky02qGjMAAAFgZ+bVhAFqrHldSm4YkwEZJ048luhQgAomtP8sRAAy2c2tfvaU3PDrbwnNLodhQPCu/0bJf9rWvyavXe8cBAEAQADYnHqHDWtubSYDBukFQCignuQ4NwDegHVwd7///NF3QxzpEGzWv0ry9euJsT2h8wxI+r8R9gEAIABsS4A6frefDBg0kl4VYEx48AaUcyTeWBFEaO+rx7HJiYA7a0q1y5C03gJYMvNIknZToPW//frvPYIkQAACwCYmpBopLhkrbyvJgFKwcoBLmLBjYL03gHMDkriREIsfjvUj0c8Yp0PQUEsy6vyn1waSzhNZIwYM/gYAPqI9+l9BnTzyuhoX/5Q5GYcf1d/rZ66sPldW/2n0TN8tmlddcT2lUmmMzAo4N4At4JOvTNH3Hv4Zzc/He697Fjts9cPiN8fCwpnAXf91K5BEGhe/SbMf8wTlCdxVAALAPg5V+VxWH+sFwTrDS5XnyLWErwoC7esCAFs0J04+RrvGxjEyDYjxt/e9n5597jg99sRzsRMC/P1++c2vxrbJTcAu/xePfj8ErG/uOWzY+Y+0fwvc8QhAAEQXv/57E9lv/9W4bpLJNaQvCdJft/Dlei+AhvRVIREkLlw4Qn19W2l05HKMTgOwS5yPuAgBEL89vHj0oVDsqKkv/bPc+c94G+AkxP8nMXohALxQ4pOCtcdU0l/nfqlC67LOvy9VxUDFKVAJGajPCT4YwKWB3V0j1N09ghHaRAgcfek0/fzQi0qIIFrnP0avuXIniN8GOO4fhm5/Rq1+1738ljv/aV+UhCZAEAAQAJ4NrLF1/lbj+7KOx9fd/7VhgdpZKonXBe0FUEoDkQ9gCdwYh4/5+WV6UgiBZ5+bpJWVYijPlUsbr2LhcuUYYvw2Eaa4f20ln7H137zzX00+QOg9AHffffc4RiEEQPgcAEIAyCYxfMULULXw6wVB1d4XfwubF4DzAY4dm6BLL30PRqklcu1Wqgb44PDA0ZdPKd6BoMHVDJdeso0uvbgsVAD74EZZoYj7GxG+ZFKCrCP8+s5/62oCPQAACIDWJ+RxfQyf3XBlK16um7zrz6lY+iH1AjBms5OK23Pr1jdgpNqAGh5gTwCLABYDHCLwyzMA0ncP7A07GpK4v9b6rxUDtYRvXvq3Lhx0/YDQAwCAAGgRk2Ur3sALoC8JjJgXgMFuz67uERoaHMNobYGIVTHAYBHwyqkp5fH8VNY1QcCfw7H87ds20EXiEX363QNXxYSnP8Y64Rs3/qF669+w9K/Wi/Br//MAPAAABECLc3JSw9pV3jYsCTTzAtTN2vB4ARgcCshccT2SAh1CIWkl6778M+cNsBCYupClOfFvtaLASBwwyavEvkE8doqfLxKEP9Dfg3i+R2DvF1fFhGapqWv7S/V7jtgu/ZNg/QMQAA6m5SSp1jtps/8rxF9N+DNrDCRpPAXh9AIobtCXHhKW7H9AUqCLYOLmA2768IF3yQxTsx9j69+8C2DT0r/1v8H6BwJD1FsB06/9jx9MGiXmrD8Yt+E0bw8cjk2C9FhZWaBfvPBAaGKhAOAVlIZYJx4Ll5nRwPpv3Pindi2pzyFA/B+AAHCKScNsXMl8l8B6ya7bJCgEWwUbLownH8OoBWJN/uETum5Y/7XPX/9bInoAABAAnk7PSS2R12lsMt4lMGpeAAbHRLlHAADEDWr/i7B5udyy/rWJgeu9AOABACAAnHsAdHW2kn6yxcQLoIoAbB8MxI382fIP3Y6YUl3MvmXrX9JZ/5U/IwcAgABwOEmPSyYKO45eAAZvH8yJUgAQB4SS/Elf4l9rTDi1/is/wwMAQAA4xKG6ieWqF0AK5bZdXB4IEQBEHez2DyP5123y06Tu3471r77/B/77v8IDAEAAOES2hqudegEMYn5h3bUTIgCIOvmHqdZfy+jGO/7V/LJF67/6q4kE3WoIHQgAzybrITIg/Za9AKT3Akih9QKoIoA3SwEAkL+Lxr/hjn8OrX+iUK8lXuHmm29GqAMCwBt84L8/nCWjBBvLXgDJxAsg1VsCIfUF8GYpoXSjAkDEyF9H1ZqwoOTc+pdq3v2RCN2y3Ri1EADh9QFIFXeaLS+AbrtOnUAwSiwMq3APbRY1AESK/PXWv/E2v25Y/1K0ugBigwsIgFDDhhfAeIMOyVQgSKEuC9SLAOQEACB/J+xv0PRHMs4batX6l9AFEIAAcHXmHpbMSm3qvADUxAvQYAevEHsBVBGAxEAA5N/iKlI337XawCSPqJXYf/kFkxgVAASAO5g0arXZmhfAWCBEISGwuthCBABhEqVRIH+zpj86a1/SEXxr1r9E7//dhyAAgEDRHp+vwmparm71W/6H+je5OheVLYKVTf5kzS6AUnU3wMqWgsqWgOXna3YUrOw1WH1KSHYLbCQCGKMjl2OkA4GRfzRyU+oT/8yb/lADD6JZ3X9dGAHufwAeAPfUuzqhmngBdBPasrLX5QaEPRSgFQHcNRAAQP4N1w/SJ/419BSa9gQwSDomwwok1MUDEABu4X3/7ftZ8wkoGUxAbXcv8ySf+goCqVbVU/hVAO8bgA2EAD/BpP/sc9+IRlWKpcQ/gyThhrlCDa1/fq9HMEqAoNEes+8jWE4aV+eZrDrp1f/TuP7Zc88TuhwuWHf9S7JUcerLNXpfrnH4q5NeXg8rhDgUwOD4Ky/Gr7riekql0hj5gKfkH74tfU3Z37g/CNUaAlp+NxcHtoyPyHsA8vk8raysrJNJezv19PRgAkAABDaZs5Igc3k9SL+eCyB+v87zZiRf+V1NDoBWIKznCqi5A2UhUfnMiCzMu8bGqbt7BKMfcF9oTh+p5p5EYsUwsNANE/8a9ASoqxyoSSIks/Bj5HIAlpaW6Ny5c7S4uEhzc3Omz+vs7KSBgQEaGRlRDgACwC8cFscerQtu3XLXKHZ5PVmw3gtgJSGw4i6U5RoJEXYvgFYEsCcAIgBwE5xrEqltqutc/7Ud/4wS/wzL/vTWv1YMmAmNCCUB7tu3b/zHP/7xDcVi0bJngA8WC+wV2LZtG7/H4D333IO8h7BNgTh9me/9f+/bIzj4XoX2FVZXLXNZYXu5+lgWAepzan5X+bn8o/oe6vNI8x61P9d8VkSwa9c4KgQAx1B7T8xmJyO19GlJeb3UV9Jl9mvbhGt+pz6v7j0kAzGhDRGUf37ff/te6NdeJm3xcKc49rrwdjw4bhQiANUPIUKc+gDwNMs2ztRvosprXHZU3/WrSW+AqO3vwYs2kgMBJ1A9StEif9IRN9lP/DMp+6tZZ8zyAqTI7AJ4wCXyZ4yJ46AQFXswayAAPMF7/+t3J8hZXM4kFqi1GmoXiKi0CTYDJwdytvZKYQGzAbAFJv1I7j9h4PqvXQvMO/7ViwPSGQak3/CH6rcRC38HQEHUbPl7sQHQPeK9xzB7IAA88gLQpL70xlZZIBllA2sme43q109yjUswYlbcs89+A1sKA5bB8f6jRx+KSKZ/7QphlPVvVPNv1BfEKPGvtumPsfUv1YqO4yEnf3b93+LR2/N734YZBAHg1QSfNOzB3aA212SS1nX5MuoNEIdQAENt2nL69JOYFYAp2FPEHqNIJfvpjf9Gnj4z13+zxD9bxkXoQwBeb/2LMAAEgGcC/5H6iWy8JbC5m86gURDZCQWEf68AM5wSAgAhAcAI7PJnT1FUt5yu7/Wvz/o3c/3Xrh2NmoM1Di9WXxf2bPhxj98fWwtDAHiGyerE1hG8ZETyupKfOsuATOJ+ZMEdGNEiCzUkELXELsAbqJv5RNPlr10DyHRuSs1CgA3WE70RUbOeGHQcfe/vPIhMeCAUiFsfAJ5kk9XqfH2jHn0Nv2YzINL0AmjWG6B57wDt50ajP4DRos8L/tDgmFIuiO6ByQTnhTD5r6wsRHtV0Pf61zf8MXD9SwaePSOPouFuoSQZCAHlB5A/AA+AV3jP73xnwrxZh2QxZmeQFNQ0E7i+Djiq+QBaKG7f55AgmERwPgjnhUSb/JuX/NW76Mm41E+qt/Yb5RSZ7DEwiZEFQAB4i0mqIXDJZkJgg1CAXhjo3n1dDFDk8wFUMAEwEXDmd3RdwIBVqBv5nIpBQqhkteSPjLL+pcZCwJIRUbd+HMYIA8KC9lh+K4kmJVkaM2vnu97j37i3v1EoQP37uqtfv1eAGlqodAesTPvaVsRypC8rZ35fuPCCEhLg0AAQL7C4Y9KPaoa/sekvmRCzSa9/yVjESwYGQuPEP9OEQoQAAAgAj2f+I4KJx2vi81Xyrd0noPZ3ct1mQTX7CFQ2ClJ2DKwTF3KdqIhLPoCeJNTcgO07fpky6T7MohiAQz0nTz4eeXe/1gqQ9ELAxPUvmZYENnH9W00krm0tPBmFq7e2tqb0818tFsWcLzkjmY4O5RqnxWNHOq3rqQJAALiPSa0FXp2dNQmBkmYLYLluy+DqNr+aLYS1WwWrImH9M7QbBknrTgHlvaO1a6BVwphfOE2bN72Wtm59A2ZSRMHlnidPPB6zig/JQtzfpMVvvXwgU9e/JFkoJa59n/d84tuh9gDsueGGwfm5uXc4JX0tViubCBULBd5SkDKdncrn3Hf//dgcKGDEMgdATO7JegVODZt4SBZbg9bvFWBUGqhZFExciXGA6jJ+6ul/RpJgBO8dJ/nFsdyznvyN5rN2vhrv82Hd9d+omVhNQuFEyMmfGwAdE+Q/7qnozOf54Vjl8wAIAHfx7t9+YMJc4RvX7dcoff3iQEbuPeMugXWNgbSfE5OkwLoJXUkS/MUL30YDoQjgwvSRapJf3JI6zcR6fatf45K/WmHfxLrXexP0HoR6QyG0SkuQ8V7xcJD8a9LDn3Ow8rkABIDrOFRPvmRYvteok19dQw+tRGi2cOisCarrGR4vLCycpqee+melbhzVAmG8P2cUkca7QMYn1q83/Y2S/szq/essdJ2RIDVeK/TiwEDg6yoLQrkHQMUSvzOgj78HngAIAC9Wg0mpYTIOWQ4FGLv3mpQPGXgKat5TY0/EzsK8cIQOP/UVxcUMIRACD01hQSF+9tKwSIvndLee9Gcc97eyNpAN17+R4RHaEMA9FGx73gOcE4CZCgHgJg7rLYHaSW89FGCs8i3kAxgKEL2wiKcIUPMDIASCJX72xrBXJrbEr5HglpL+yCzuTxa8gxZd/6btw6XQJQAK4r2dvN/8pxmwQ2BgMyemePhLv8FlgAeUHH0l9V6u/E9Wsvrlys/rfyfN8yq1A9Xnmfxd81rj99R8JqkVALXvX/P7GINbCXPFwCZxoK2w98TPoos9MUlYwoyS/owS+RrF/aU6UW6ly6e+oqDhJkOT7/7tb+0KGfkz8R6j8GzOs+u++++fxAz2D+0xXhYmjRr2lGv4yaBWX98gSL9XgEFpIKk9A+r7A9TuF1DbZ2D9/eNXHtjMI3D23NMQAh6BY/zcxCc5mzhJTTL+zcJyOvI3jPuTjvythAWpUXJwGG/KHgrXznx7xXE7ZjIEgGP86sfvn/zXL92QFdQ6uE7UWktbqvbmk6r9+qimlr+2T0CjLoG6/gCa3gGGTYI07YZkXZfCuEMVAnyMjl6u9BBAMyFn4Kx+tvbj7ea3Sv76TH0is5yc6ipgGPdvJTG4YXnwI2G4aovvetM4lbf73XlueWq8T16jbnEY4fmKQL/QlqIpqV35ufzvlFendxMEAASAmzgkJuF47c59TTr5abr+absAGnYJNGgVvG7KS02aBFW8E6RvLSwnZvAxafHR17eVNm26Cu2FbQopbst87vwz8czob0b/deW2+ox/O0l/jTL97ZQGm+QcScHtAigIf6xi6b+j8ljFprXVhq+9Us3b0fUEWpba6HgbC4KMIgqed8+TN4YGQRAAbi4TQnXL47V7AZBJKEC/V4DUoEugVI3b1z9XMnxPiABzsOXKx2DXJbRpw+uoZ3CQUukOzE6jBX3hPE1NP5eQ+L4Z+evc7g1i+jWkbZr0ZyQQjLwLjZuDGbn+NU4AXwVAxdL/pJ703QB7DFgcqAKBBQGLgCfbO+lnQhTwzw7ACYkTmOkQAC6sFGLSybUtgc1DAbp9AQx6+xvmA1BtCKESH2hNBOi9BUmzaotFmj93Xjm6+vvE0U/dQ6gOKhWKlJufp8XpacrmXqaF1RMgf6mW2E3J37TZT+N6f8momVCDXv9UIyjqKoqyv/rx+yZ9JH7OqB/3656wIHjDal45PiF+ZiHgQAxAAEAAuMX/0iHjpDxqsmmPThiY5APU7iug3S9AnxRYS+rlc6kXAevJhckVASpy8wvKkT1zVhEDnUIM8GNSsFYqUV58/6XZLK0sLWGlcpH8a+P1Rkl/ZBD312/92yAHgHRCwKcdAAX5czOfW4K+T6oY+Jgg/yfbM/S9jh463mbZowfFDwHgDt71X+6d/MHf35gV3DpYm5SnWuGkCQUYJOSpxG+SD1A1EWTZOCmwGmrQiZDqZkKyzsOgSSCECKgSIZMgH22pVKzFAFv6TPZs7bP4AVohf5PnGyT9mff5txL3t+j6L//d0wRAQfxMmgco+Hr+Os/A24o55eAQAQsB9gwAEAB+4pCYi+OyztVvzSNgHONfTx6UGyQFGlcG1D+n1ltQm0wIEdBIDGR6upUwQaanJ7I5A0z4K0vLlJubp2J5kxTAEfmbtfltkvRHVJ/01zDuLzXoN6B7Hw/j/2Elfz3UnAGuIvhmuo8ebe/CwIYA8GP1oEcEo46TgRWu1ffrOf5GpYGyQX8AA1KvSQqstegbiwDSJSbKEAEWxIAaJlAGshAALATUI6yCgEl+ZXGpSvxrLm67mljyb9SCmxqQvzbpz3ATIcl6pr9Jv4HKC7wMAYSe/LUYXSvRJ/JZ+mDbAv1NZtDNCgIAAsBwCTlUR8YVkq4PBTTIB6jrD9AgKVB5nVT/nGbeggSLgFcK26intIle3d3a61cLRXGUvQOqIOjo7KSOri7FU9DekfZdFDDZF3N5KlQe3Yjln1jZREtCNFyUPhV75V7rbm9A/lID8q+z0slcLJjtHWAU97e+EVj2XTffO+mR9X97lMhfLwT+KDetCIB/yvTbyREAIADsLCN0SBvBr8nWJ7PSQKMGPeuegur7GCYF6ioD9GSulhSS5t+aboH1JYoUGxGQW+tSiH66OEzTqyP0Yv5SWi6Vf6fi3iu/6spnlQVBsSaWzmEDFgUsDlLptBAFHYooUH/fihdCddszwa+trSnWvfb3buOPjn+s+m8WAd2pHF3WeZRG2qdppGNG+V1XWy655E968teTs8Wkvxbi/rVbgVd/9sT6r9T3fzLq6zOHBf58+YKSH/DNdK/TEkIAAqAW77z5m5M/vPuDWUHAg/Wd/HSlgYb5ALWeAtLmA2iTAs0qAzSJgo3r/9fFgzZ5UKp8XnmfAY1gCfHeAdOrwzQjSP6IIPhcheBPrmxTBIAx1r/Lsfwg7er0pg8IE3PZ9d74eSwGWBSYWfVBue352mh7Rr+yslV5PLJ8Sc3zWABsz5wqiwEhEC4XAmFYiIOR9pn4k7+kJ3+zNr/mSX+G2f8WSv6MQwPkVQLgXopRxvz7ikv09tUcPdLeNXAfeBkCwN01RTokCHvcNHavEr9hPoBcXVBqrHy99W9aGaB7rxZEgPnzghMBK9RHJ3KbFLLn4xVB8OqjEzyzvMEzAWAVYU3G42tj1dNyJHepcjC+o/nbRUIYsBBQH/m4rOtoCMlfMm/yY0L++pa+NcRulvFvkPQn6aoEzPcOaLzPQOU9vYr/3xS3ZZqrBt5fXLql4t3Y1/uDn6AjIASAK3hETMRx0rn6G5cG6vIBmiQF1nQKrEv40/cIaCwCyLCMMBgRoLXms6WNNFXob2LNO8OzSxvo+uEXMTNNro1TsEDj4/DSa0PmNbBP/toWv81r/ck4499si26jkAJZjvtrRceE21dKECTH/cdiPNS5e+Fu8T1vFCLgEGY+BIDTxUVMQvm2miQ8Ugv09B34qEE+gHFSoFEdf+OEv8YioDYxkAyeR7qcA+cigC36C2tX0JR8BR1bHqHns+km1rw3wuNYDn1AGl4bj3JAcqVOJZSghhO+Q++t8Rq8deBpenv/973y0NUTsk3L3/h5ZJoYSI06/VHt+ejJff199XF/jSAp/zT5zn3f8MKK3Z2A4c4C56AQAbcKEXAXZj8EgAPbopIIWJOVT8b5AA37AxgnBZqKgJrywFZFgNHzdDkHJNkiBpXsX5GvpSnxeEGQ/ry8tfr3o9OPU3E1GDf4uWI3nS/20MYOdL/Tgq8JX5sgwB6fr124hB7LfYE2tr8g7s0LtKm9fOxI/8wh92uJXL+rnxPyb14VYN5BkMg86c8o7k8G30H5P6+s17EEDf07hQjgjYwQEoAAaA3X7ft69sD+3zwkrOXd2g1+TMm6Yr2bxu311j81Kg/0QASQpMs/KJ+sWYXAqQrRK49M9mtbTa/V3NKZwMhfxTNLo/TOQQgA/TUJEqtreVosnhH/uoLOrV5BT2v+xiJAFQP8OJCysi2xNiufGpO/UZJfy1UBjcMFTZP+GvUcqA8nPIKR6wo4JDAmhMA+hAQgAFq1NQ4JKt0tV5P0iMz6A9RZ/9qkQL3XwKhdsK70rxURQNpwBEmGgsOoV0Be7qNTa29QyP6VtWsV616LZn6CmYWTnrmZrUJxdQ8ex+zUX5OA78tC4ST1dmyp+/2JwrXK8dOl/6j8zAJgU0dZEKiiwJT8JY0dbZi055D8JeN+AOZCo1k+gfb8qS40oMslAFm5Bw57HKjkBUzgckAA2AUnAu4luX5XwJr+AAalfzX9/LW7CZq1C3ZBBNQ8j+T6DYQqi9HC2hZB9G9QDiZ+rSvfLpZXspQvLCbe2oUHwBiF0iLlS1nKpBrnacyVtirHkfx1ys+ZtgXa0fEz2smCIPMkbe54gYzK/IzJv14ItF4SqPkM0gkBk05/RgJBMq73ryk25P+/bu/XQFTuYrAiAtgTsB+XAwLADg6pk1iuc9XTej6AtqBPT9Saev5qZYBZeaDrIoAqFn6vIPvX00uldyikPy9vsWbaW8BU9uXArcyytTuAmWl4TYK/N3P5l2ljz+ttvSa/1kdHVq6rCoJOFgTpJ+mKrgkaE4JgoP1MrXVuRv51iXwt9gMw2LCn+joy2kfAIOmvvjZA712Y8HotSzDuESLgaiECbsXKAAFgCUKNHzqw/0OcRDJotMGPtuteQ6I2rP/XtwBuJAKomrnfSARQNbIgK5b9ydI1gvTfTufXLvfk+iznZ5UjPBbvBrqqZwoztHItwoL86iytiCPTPtT6e7AgyI8rh2LWCQFwRecE7ez8uRAFj9bkBnhL/lJdBULNZzVK+jNrJiRpPI4QAF6C+wUMChGwD5cCAsAqWJXvKU/UdbIm3dbAZkmBjcsDG4gAMvEWmIgAztI/uvo25Xil9HpaEVa/18gunQkZ6Y1CAGiuRZjAyYBOBEDd2FvdQk8s/hY9sfBbys9XdD9CY50H6VXdjwpxcFbjlneZ/Eky7AdgJ5/A+H29JWlBepOC/CYpWdUARtgrrgNBBEAAWMUjZQGgLiHr6X16gtcnBWq3960uArK+MY+6UOgbBRmFDKjGyzBX2iwI/630bPH9wsq/jLQf5TU4639u4XSobtQzi4L0NmKCVq9FiPaAWFo5TQOZi6m9zZu93X+x/A7l+N7MLbQ5/aIiBq7pe5A2Z47WbtNL5Iz8m5X7kdVkwtrov8bY8EaAlTvloSQOIgACwCZqVbm+dE+7aVBdbN+gMqBRj4CaUkEjESDT1Nql9EzhfXSytJvOly4N7KIosf+QAXkA4b4WnAsw0v1qzz/nbOEy5fjx/IdpMHWWruz9NyEGvlsWA66Rv0m5X8OM/9oOgVrfP68z1+39musELYhunMobAO3BrIAIgACwCc7KPbD/Q/UawLS3v1llQOsigC39J1c+SC8Wf4Xm1jYHfk1Ka6s0txi+rWWXSu0K8e3qmks8+fO1CNvmT0uFUzTUdTm1Sf4tIdnVzfR49kPKMdghxEDPj+j1/d+jLZ0v2SB/MiV/83K/+k5/tbsMSvpTddX6rxD/beIYB2VBBEAAOMNE7USSTDf4qa8MMCgPrOsRUC8CsqVNgvDfQk/n3yMs/UtCdTFm5k9QWHcYZtd30gUAX4Ow3p+FlRM00HlxIJ+dLbIY+E3lYDHw+v7v0+sHvk9D6XNNyL/R7oL1z2mUK6BL+tPClQRATnITD/fA4rclAo4LEXA7LgUEgBkeqVfSRiLAKCnQrDywvovfCvXSkZVfFsQvjsJblNeFbSFn639mLrwNd17OIwwQ5mswnz9OfZkdvnoBjDArxMAPpm+iH1y4SfEG/MrwN+k1fY9RZ2qpdfInqxn/kpmR4YbVfy/FaMtfn3AbJ0iiTwAEQCMPwG31v9Z0AKjJDbDY279C/OdXL6af5m5QSD8v94T6QswtnKJSqRhe63dhJPETVLkGIXUBrMlFWlw5Rf2dO0NzTmfyl9DXT3+Kvi7+/YbBh8TxMF3c81Q9+ZPZxkEm5YeNM/61cBz/FwS2t2L5A62B+wQcQttgCIA6GOUBrGsAbVtfs8qAehHARH9k5c0K8Z9bvTgy12J67kSoz+98oZuWSh3UkyomcnLyd+drEGYs5E+ESgBo8WT2PcrBYYFrhRB46+j91JVa0nkBKjJAW+vftH2wKfk7tv5B/q6BOwbuwgZCEABmk3TcWAPo6/LNRcBcaQM9uvhbgvx/KfTWvh5ZYf0XV5fDbwEvjtCbB84m0/pfHKGwJf/psbq2rHgBejPbQnuOs4VN9PD5j9HD5z5G1w79K71h+F/p0t5nbO0doC0JNAv8V9By/F8QFve7vxO05AqUtsHiuAaXAgJAj/upQUZtXbvganlgWQS8kH8T/WT5ejpeuCrs67MppmZeisS5P70wmlgBwN89CvdobvmlUAsALX42+6v0U3Fs7XqZ3r7hW/TGkR9aI3/zjH83PQB3EmL+bmK3EFW3IykQAsD2JNWXB+bkXkH8bxQW//9F2VK0O9QsLJ0X1n8uEud6LNef2MkZle++upaj5cJ56u6Izrw4nbuY/uXELXT/qd+mt298QDmU8ICkawBUMfotkn/L8X9BVHsIZX5egJMCJ7CDoDHakvileV8AatpJq7K97lqvQvr/e+r/pW/N/c/Ikz9jZm6SyqZl+I+yGzyZWA8BhP9YyE1G8hrnSj30/TMfoT86/H/on4//Hs0WNmq8ANSs3M9N6/8m0JFnuKdSUgnAA1AzWU3ra/NrPfTE0gfoicUPKP+OC5ZzM7S0PBM5Iryqdzp55B+h8FK+OKMcnR3Dkb3mP73wTuV40+gBet+2r9JwZoqaZPzrcX+L1v8godbfS4xRufILuwdCANRM1j1JIX4V09noWWpcCpc4ARDBEsiF/GSkBYCKn1y4Tjku7X+W3r/ta+LxOUuv4wqjFj9yN6jIc/DugfcjFAABoPUAJIb4GcVijuYXzkXuvF9eTl4eAH9nWY5WhunSyjka6slRe1tXLO7B0fnX0P8jDhYA//Hiv654BExxn4OPGgcV+QIur9yFy7COtqR+caHW2RRWzOFHFj5Ef3X+fyuPUSvns4Pz0y9G8ryfTmBDoKh+5+zyi7G7Fy/Ov5puP/TX9H9e+l2aWdlg9jQn7X93EuAHxrgqAJcBHgAFD8//p0PP535pLFvaEPvvytb/7PwrkTx33gznfKGLNqZziRiX/F3DuAGQFSzmX6HBrsuoPdUVu/vyxNS4crx5wwR9cOzLlaZCrngAxkBFvuGTQgTs7/3BTyZxKRIqAK77rDwuHm57fDE5rrcLs8ci27NAtYjfNfJKIu6VYv1H+F7N547RcO+rY3t/WAQ8NftGGt/8II1veZCFwGTFowiEH5xwyQmB2DWQEhYCEMQ/KA6OA3GHqMSQf2mtSNm5aJNnkvYFiPp3ZS8A7xMQZ+RWe+i7r3yIvvDUX/DjhMO3Q7taf8G7Bo7hMiRIAAjiv0U8HOObn7SbPD0zqYiAqNSUGx0vL/Ul5n6Vv2t07xWT//xyMgxizgkQAmDva/+rfEAcrWbzHwYV+Q7st5AEAfDOz8m73/lZ+SAluM3mtOr+j/BxbLlf2Rwn7uDvyN816vdrfvlY0qbZuDgOvvZ35NvFYXedmSTA9/tV2XIZAiDG5H87T0pKcJ0tu/5LpQJFnlHE8fT8cOzvV/k7Rv9erckFJRSQQHB8+eBVvyPbIZcJ8HFg9woCIJZW/+cUqz/xN/j81JE48EnVCxB3xMH6V4/s4pGkTrsxcRwQIuDeqyx4AyoZ6di7PhgvwFiSL0DsqgAqVv9tGNtEs3MnqVBcjs33mey9lq75nU/E+p597i9+TnHJCVstLdNC7iT1dm1P6hRUNvj5/9k709i4ruuOH4nkzHAWcoazccghOaJF2hQpUYtlx3IgUbA+1KaAKJ9CoC2sIJLbuiliffGXVnRqo2jCJlWKImlTOYCBpICKLk4BC22SFooU1AIKyE5barUkklKghYu4zAzFTZy+84aUtZDDWd527/v/jIuRh+R797533zvn/M9dFCfgq/0/XLfWNMG/IuSlzVIBbDsjYJ0sDVEMP3tyH9JKcn+mwFlVmQK+LuDABS/slingdCv84PrQx5SelmsJ3d/86BWpH8j41/5Tqva4HEGqDezK71nJFN7HH/va7OPnPgc7AOwIrOrdKdHoAGFNADPYYNd1AaRIASjGnz1tW+f6n4QNfzo9Jo2cvFzO30hKe8/Utkl2v2Zmx2hmbgwPZFYN+LTjjZxjA7BZjTl8w64NF94BUIz/saXIH9s9PsLdkcsknTVRytnL49Les2zb5LtnE6nLeCCzcHR/SnECvrnKz39JmBFgBgftul2wsA4AS/5LA/3eQv99nJmZSSX6H5XTSF6S2AGQtG0zc6M0Nz+JB/Nz3lGcAHYEHhqdpSlpnxJSAGZg2+2YhXQAeJQ/QfJfldGx6zIGkmq5IHEK4IKEKYCH6wKkr+PBfBw2+AOcEljaoOYUjL+5ThkcABGM/7cyB2mdavwh+a8Aj/ofn7hBslqSm6P36Tej8m0KxG26qbZLzvuWun9DnRUAPse3mPQfHX73FGHWkhVI2HFhIKEcAMX4c74fU2VyMDx8WdoocrnIKJWrbZL8vmEswGPGn35w603qTp7ExbAOr8MBsK7xZ8OPfH8OHjyYp6mpWyS7JZFxJkC2TXLft+mZW7S4OG/753TZ+LfMXsFLy1rYbjCg5RcCeuVb6kCZUxnk+9dkbOya6gTIztlL99AmAWHjP5W+Rn7fc7Z+Tt8aPQbjb2EnQCnfgwJgIeNPMP55Rf+jo9ekl5HVtQCGkjQ1vSDNveO2cJvscO/YAbCzCtAzeQKyv7WxVRrAsg4AjH9hjI/zIKs55R1rj//O35iS5t5xW+xy3x4szqkDAu1IbP42Hbr3Pl5W1marnfYHsKQDAONfOKOjV23V3rMXx9EWQZlMXbXlM3po/Dh5F5MELI9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"path": "emoji_u1f469_1f3fc_200d_1f3ed.png"
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a kiss:My primary focus is on capturing the essence of a woman's physical form and the subtle nuances of her expression. I aim to create a visual representation of her body, emphasizing the delicate curve, the soft, flowing lines, and the subtle interplay of light and shadow. The overall goal is to evoke a sense of intimacy and connection, highlighting the physical intimacy and the emotional depth of the kiss. | {
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"path": "emoji_u1f469_1f3fe_200d_2764_200d_1f48b_200d_1f469_1f3fc.png"
} | Generate code for a svg of a kiss: woman, woman, medium-dark skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
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<radialGradient id="hairHighlights_1_" cx="1230.4161" cy="94.5182" gradientTransform="matrix(-1 0 0 0.9979 1327.1893 0.194)" gradientUnits="userSpaceOnUse" r="34.5101">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_33_" d="M67.69,68.45c0-1.77,56.31,38.6,56.31,38.6V124H67.5 C67.02,110.81,67.55,76.68,67.69,68.45z" style="fill:url(#hairHighlights_1_);"/>
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<g id="head_350_">
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</g>
<g id="eyebrows_178_">
<path d="M106.65,77.36c0.97-1.29,3.22-3.16,7.58-3.16c4.36,0,6.61,1.87,7.58,3.16 c0.43,0.57,0.32,1.23,0.02,1.62c-0.28,0.37-1.09,0.71-1.99,0.41c-0.9-0.31-2.66-1.22-5.61-1.24c-2.95,0.02-4.71,0.93-5.61,1.24 c-0.9,0.31-1.72-0.04-1.99-0.41C106.33,78.59,106.22,77.93,106.65,77.36z" style="fill:#AB872F;"/>
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<g id="eyes_175_">
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"path": "emoji_u1f49f.png"
} | Generate code for a svg of a heart decoration | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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"path": "emoji_u1f9d8_1f3fc.png"
} | Generate code for a svg of a person in lotus position: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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"path": "emoji_u1f9d8_1f3fc_200d_2642.png"
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} | Generate code for a svg of a flames of a magical torch burning brightly in the dark. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#010000" d="M0 0h96v96H0z"/><path fill="#721c18" d="m63 21-1 4q-3 0-3 3h-1l-4-4q-1-6 3-3 3-6 6 0"/><path fill="#9c2013" d="M50 15q-2 6 4 10l-4-1-1-2q-1-4 1-7"/><path fill="#df4a0e" d="M50 15q-2 3-1 7l-2-4-2 5 3 5q-4 3-7 9-5 6-2 15-2-1-2 1l-2 3q-4-1-6-6l3-1q-4-3-3-7l1-5q0 4 5 7l1-3q1-8 7-14l-3-4 8-17z"/><path fill="#631316" d="m40 23 3 4q-6 6-7 14-4-6-1-10l2-10q0 3 3 2"/><path fill="#1e070e" d="m63 21 3 8q-6 6-4 15-4 0-3 5V28q0-3 3-3z"/><path fill="#e85e0a" d="m49 22 1 2 4 1v-1l4 4-3 7 3 15 1-1q-1-5 3-5 3 9-6 12h-2v-2l-4 1q2-7-3-11-4 3-3 9-3-7 0-13l7-13-1-1-2 2-3-5 2-5z"/><path fill="#2d1111" d="M35 31q-3 4 1 10l-1 3q-5-3-5-7t5-6"/><path fill="#f8b906" d="m44 40-3-3q3-6 7-9l2-2 1 1z"/><path fill="#430c10" d="M58 28v21l-1 1-3-15z"/><path fill="#f48403" d="m41 37 3 3q-3 6 0 13v2l-5-3q-3-9 2-15"/><path fill="#733316" d="M29 42q-1 4 3 7l-3 1q-3-5 0-8"/><path fill="#9d2a16" d="M50 55h-6v-2q-1-6 3-9 5 4 3 11"/><path fill="#6b1b16" d="M37 53q-1 2 1 3 4 1 7 7l1-2q3 3 1 7-3-7-10-7-3-2-2-5z"/><path fill="#862616" d="M54 56h2q1 6-5 8-1-5 3-8"/><path fill="#4c1611" d="m39 52 5 3h6l4-1v2q-4 3-3 8-3 2-2 6v14l-2-1V68q2-4-1-7l-1 2q-3-6-7-7-2-1-1-3 0-2 2-1"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a delicate white feather floating on the breeze. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#eeebe2" d="M32 0h64v96H0v-5l1-3h3v-3h3L6 73q3-4 7-6-4-4 0-9l-2-6q6-8-2-14 3-2 0-4h3v-9q-4 0-5 5l-1-1v-6l2-5q-1-2-3-1v-3l4 1q-1 6 4 2 2 1 2-2l4 6v6l5 5 1-4 3 2 1-3 4 5-2 1 2 3-11-3 6 6q3 2 9 1l-1-2q6 4-2 4l-9-2q4 4 10 5l-5 1v2q5 4 12 4-6 3 1 2l1 2 2-1 5 3 1-3 6 2-3-3 1-5q-2-4-5 0l-1-5-1 1-2-5-1 2q2-9-6-12-3 15-3-1l-3-4-1-1 2-1q-6-8-13-2-8-9 2-4l7-1q-4-1 0-2l-2-5-3 4q-4-3-1-5l3-1V4q1-4 4-4"/><path fill="#ece9e0" d="M0 0h32q-3 0-4 4v3l-3 1q-3 2 1 5l3-4 2 5q-4 1 0 2l-7 1q-10-5-2 4 7-6 13 2l-2 1 1 1 2 13-3-2-2-3 2-1q0-6-3-10-1-1-3 1 0-3-2-3l-1 6-2-3q-1 3 3 5l-1 4-5-5v-6l-4-6q0 3-2 2-5 4-4-2l-4-1v3q2-1 3 1l-2 5v6l1 1q1-5 5-5v9H9q3 2 0 4 8 6 2 14l2 6q-4 5 0 9-4 2-7 6l1 12H4v3H1l-1 3z"/><path fill="#f9f8f4" d="m33 32-4-5-1 3-3-2q-4-2-3-5l2 3 1-6q2 0 2 3 2-2 3-1 3 4 3 10"/><path fill="#fcfaf7" d="m33 36 3 2 1 2q-6 1-9-1l-6-6z"/><path fill="#faf8f4" d="m34 25 3 4q0 16 3 1 8 3 6 12l1-2 2 5 1-1 1 5q3-4 5 0l-1 5-7-3 4 4-1 3-5-3-2 1-1-2q-7 1-1-2-7 0-12-4v-2l5-1q-6-1-10-5l9 2q8 0 2-4z"/><path fill="#e7e2df" d="M48 51q-6-3-8-8z"/><path fill="#e4dcd3" d="m48 51 7 3 3 3-6-2z"/><path fill="#e5d6b5" d="m58 57 7 4q-5 0-7-4"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a love letter left under a pillow. | <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 0h84l1 6q5-1 11 2v88H0z"/><path fill="#f4c0b6" d="M84 0h12v8q-6-3-11-2z"/><path fill="#f17c7b" d="M42 45q-5-2-5-5 0-2 2-2h6q2 4-3 7"/><path fill="#727275" d="M52 39v5q-2-2-3 1-3-3 0-5 2 3 3-1"/><path fill="#65676c" d="m55 39 4 1v5q0-6-3-1z"/><path fill="#949294" d="M62 40h2q-4 9-2 0"/><path fill="#777779" d="M65 40q2 0 2 3l1-2v4q-3-2-3-5"/><path fill="#f3c9c1" d="M39 38q-2 0-2 2 0 3 5 5l-4 7-7 4-4-5q3-7 3-14 5-5 9 1"/><path fill="#5f6063" d="M53 46q2 3-1 6z"/><path fill="#6e6c6e" d="m49 56 2 1-2 4z"/><path fill="#a3a4a8" d="m56 57 1 4q5 0-1 1z"/></svg> | |
{
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Okay, here's a concise summary of my thoughts on drawing a vintage wooden chair with a colorful cushion:My primary focus is on capturing the visual essence of a vintage wooden chair. I want to evoke a sense of warmth, comfort, and a timeless aesthetic. I'm interested in the interplay of textures, the subtle details, and the overall feeling of a piece that has been cherished and enjoyed for generations. The color palette is key, with vibrant hues of reds, blues, and yellows, reflecting the history and age of the chair. I want to create a visually appealing and inviting scene, suggesting a sense of cozy and nostalgic comfort. | {
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} | Generate code for a svg of a a vintage wooden chair with a colorful cushion. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfc" d="M0 0h96v96H0z"/><path fill="#fcfcfb" d="M45 32v16l-3-15q0-4 3-1"/><path fill="#efe9e6" d="M60 31v17h-3q0-9 3-17"/><path fill="#d5ccc1" d="m42 33 3 15v1l-1 1h-2q-3-2-5-1h-1l-1-18 2 17 1-17h3v17z"/><path fill="#6a5d5a" d="m62 26-2 5q-3 8-3 17h-2q0-9 3-17h-2q-3 2-3 6v12h-8V32h2q0 29 1 0l2 16q0-9 4-17-4-2 1-5z"/><path fill="#f4f4f4" d="M55 48h-2V37q0-4 3-6h2q-3 8-3 17"/><path fill="#c9955c" d="M66 53h-4q0-4-3-4-3-1-5 1l-1-1v-1h7V31l2-5q0-4 2 0-2 11-2 23z"/><path fill="#f3d239" d="M37 49q2-1 5 1-3 1-3 4-3-2-2-5"/><path fill="#e84348" d="M45 49h8l1 1v5H42l2-5z"/><path fill="#f5dc38" d="M59 49v6q-4-1-5-4v-1q2-2 5-1"/><path fill="#636b82" d="M36 49q-1 3 2 5 0-3 3-4h2l-2 5-1 1h-4l-3-5z"/><path fill="#77867a" d="M59 49q3 0 3 4-3 0-3 3z"/><path fill="#8b6040" d="M62 53h4q3-1 6 1-3 2-2 6l-5-2q-2 0-1 2l-9-3 4-1q0-3 3-3"/><path fill="#704b3c" d="M54 51q1 3 5 4v1l-4 1 9 3 3 2-6 2q-13-2-27-1-5-2-4-5l17-1-6-1 1-1h12z"/><path fill="#bd9168" d="M70 60v22h-3V64h-3v12l-3-12 6-2-3-2q-1-2 1-2z"/><path fill="#9a6f51" d="M47 32h-2q-3-3-3 1l-1 15V31h-3l-1 17-2-17 1 18-2 2 3 5h4l6 1-17 1q-1 3 4 5l-4 13V64h-5l-1 18q-2-15-1-29l10-3 1-5-2-21 13 3z"/></svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a wooden swing hanging from a large oak tree. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfc" d="M0 0h96v96H0z"/><path fill="#a4a46e" d="m30 14 2 5v3h-5l-5-5q-1 1 1 4H13l9-7 6 2z"/><path fill="#ced2b8" d="m49 19-1 4-3 1v-4q1-3 4-1"/><path fill="#d1d0ba" d="m38 17 4 2 1 3v5q-6-15-2 0-5 0-5-4-1-4 2-6"/><path fill="#b8bd82" d="m77 21-2-1v-2q-2 5-8 6v-2l6-7q-5 1-7 6-1-3 2-5l-1-1-3 3-1-4q-3 2 0 6-3 3-8 3 2-2-1-2v-1q12-9-1-3l-3 5-1-3q-3-2-4 1-1-3-3-2 0-9-2-1-2-4-5-3l3 3q-3 2-2 6l-4-4-2-5q3-4 9-4l1-3 9 3 5-2 3 3 3-1q5 0 10 4 4-3 4 3 3-1 6 3z"/><path fill="#796b3b" d="M45 20v3l-2-1-1-3-4-2-3-3q3-1 5 3 2-8 2 1 2-1 3 2"/><path fill="#76684f" d="m67 22-3 1-1-3q-3-4 0-6l1 4 3-3 1 1q-3 2-2 5 2-5 7-6z"/><path fill="#72623c" d="m54 20-1-3q13-6 1 3"/><path fill="#644d34" d="m27 22 1 3q-6-1-9 3v-3l4-2v-2q-2-3-1-4z"/><path fill="#c1bdae" d="m32 22 3 3h-7l-1-3z"/><path fill="#e5e3de" d="m63 20 1 3-11 7q-2-6 1-9 3 0 1 2 5 0 8-3"/><path fill="#716046" d="M77 21q-4 0-6 3l5 2h-9l-2-2 2-1q6-1 8-6v2z"/><path fill="#959a5e" d="m77 22 1 3 1-1 2 2 1 3-2 1q-2-1-1-3h-3l-5-2q2-3 6-3"/><path fill="#90964e" d="M19 25v3l-2 2q-7-3-1-6z"/><path fill="#562e1c" d="m53 17 1 3v1q-3 3-1 9l14-8v2l-2 1 2 2q0 2 5 2l-1 1 3 3-3-1-11 4q-5 3-7 7-2-4 1-9l-6 1 1 12q-2 5-5 3l-2-12q-3-3-7 0h-1q-2-1-2 1-3 0-4 3v-4q5 0 5-5h-3l-1-3q-5-3-8 0-3-1 0-2 3-2 7 1v-4h7l-3-3v-3l4 4q0 4 5 4-4-15 2 0v-5l2 1v3q-1 2 1 5l1-3 1-5 1-4 1 3z"/><path fill="#d4cfcc" d="m30 28 6 3-1 1-4-2z"/><path fill="#938475" d="m48 23-1 5q0-5-2-2v-2z"/><path fill="#e3ddd9" d="m47 28-1 3q-2-3-1-5 2-3 2 2"/><path fill="#e8e4e0" d="M64 29q6 0 1 3-4-1-1-3"/><path fill="#d5d3c4" d="M67 27h12q-1 2 1 3l1 1-2 2h-5l-3-3 1-1q-5 0-5-2"/><path fill="#c8cea9" d="M30 33q-4-1-6 2v2q-3 0-5 3l-3-5 6-1q-2-3-1-4 3-3 8 0z"/><path fill="#b8bc90" d="M81 26q2 3 7 3v3q-3 0-5 2l-4-1 2-2-1-1 2-1z"/><path fill="#9d8363" d="m61 29 1 4h-5z"/><path fill="#877d49" d="M30 33q-1 3-6 2 2-3 6-2"/><path fill="#e5e0dd" d="M34 33q6 0 1 3-2-1-1-3"/><path fill="#807361" d="m79 33 2 2-7-1v-1z"/><path fill="#f8f6f5" d="m60 36 1 22h-7l-1-8v-7q2-4 7-7"/><path fill="#e0dfcd" d="m74 33-2 4q-3-3-5-1-2-3-4-2l8-3z"/><path fill="#f9f7f7" d="M44 50v6l-9 2V38q4-3 7 0z"/><path fill="#acb079" d="M72 38q3 7-3 1-2 1-2-2 2-2 5 1"/><path fill="#939c5c" d="m24 37 3 2q-6 6-3-2"/><path fill="#632b16" d="M53 43v7q0 6-6 8l-3-2v-6q3 2 5-3l-1-12 6-1q-3 5-1 9"/><path fill="#bdaea9" d="m34 38-1 20-2-18 1-1q0-2 2-1"/><path fill="#a28a7b" d="M60 36q0-2 3-1v23h-2z"/><path fill="#8a5132" d="M34 38v20l9-2 3 2q6-2 6-8l1 8h13v3q-19 3-39 0v-3h5z"/></svg> | |
{
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"path": "7f11998f93701b2093da3c04e9f154dce0a0332639b502da170af4112bd32efa.png"
} | Generate code for a svg of a a black and white image of a computer with a keyboard | <svg xmlns="http://www.w3.org/2000/svg" fill="none" viewBox="0 0 24 24">
<path d="M4.75 11.75H19.25V18.25C19.25 18.8023 18.8023 19.25 18.25 19.25H5.75C5.19771 19.25 4.75 18.8023 4.75 18.25V11.75Z" stroke="currentColor" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M4.75 14V11.9068C4.75 11.8029 4.76618 11.6996 4.79797 11.6008L6.77693 5.44399C6.90986 5.03044 7.29457 4.75 7.72896 4.75H16.271C16.7054 4.75 17.0901 5.03044 17.2231 5.44399L19.202 11.6008C19.2338 11.6996 19.25 11.8029 19.25 11.9068V14" stroke="currentColor" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M7.75 15.25H9.25" stroke="currentColor" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M12.75 15.25H16.25" stroke="currentColor" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
</svg> | |
{
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"path": "9a1254abb469b7c9af412420551b3fd12ab1810995dff1ab8bc6e63b91ce3f34.png"
} | Generate code for a svg of a a close up of a clock with a black arrow on it | <svg height="512px" style="enable-background:new 0 0 512 512;" version="1.1" viewBox="0 0 512 512" width="512px" xml:space="preserve" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><style type="text/css">
<![CDATA[
.st0{display:inline;}
.st1{fill:none;stroke:#000000;stroke-width:16;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;}
.st2{display:none;}
]]>
</style><g id="check"><polyline class="st1" points="48.5,255 185.5,392 456,121.5 "/></g><g class="st2" id="expanded"><g class="st0"><path d="M185.5,400c-2.048,0-4.095-0.781-5.657-2.343l-137-137c-3.124-3.125-3.124-8.19,0-11.314s8.189-3.124,11.313,0 L185.5,380.687l264.843-264.843c3.125-3.124,8.189-3.124,11.314,0c3.124,3.124,3.124,8.189,0,11.313l-270.501,270.5 C189.595,399.219,187.547,400,185.5,400z"/></g></g></svg> | |
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"path": "emoji_u1f481_1f3fc_200d_2642.png"
} | Generate code for a svg of a man tipping 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 id="shirt">
<linearGradient id="shirt_x5F_fill_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="50.127" x2="50.127" y1="32.0001" y2="4">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.4701" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#009E89"/>
</linearGradient>
<path id="shirt_x5F_fill" d="M96.25,124v-2.88c0-16.68-23.56-25.15-47.63-25.12 c-18.3,0.02-36.88,4.38-44.62,14.32V124H96.25z" style="fill:url(#shirt_x5F_fill_1_);"/>
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<g id="neck">
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</svg> | |
Okay, I'm ready to draw! I'm drawing a picture of two people standing next to each other, with curves, shapes, and detail. I'm focusing on the interplay of these elements to create a visually appealing and engaging image. I'm interested in the dynamic interplay of these elements to convey a sense of movement and connection. | {
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",
"path": "66f1822ba592663ca7aad4f52c4b80dc8fb165edda5dc9bec77199b69a74e991.png"
} | Generate code for a svg of a there are two people that are standing next to each other | <svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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Okay, here's a concise summary of my thoughts on drawing a clown face:I'm drawn to the intricate and expressive nature of a clown's face. I'm fascinated by the way they move, their expressions, and the way their eyes and mouth convey a range of emotions. I'm interested in the interplay of form and function, the subtle nuances of their movements, and the emotional impact they have on the viewer. I'm drawn to the idea of creating a visual representation of a human being, a creature that embodies both joy and vulnerability, and the power of art to capture that essence. | {
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",
"path": "emoji_u1f921.png"
} | Generate code for a svg of a clown face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="faces">
<radialGradient id="clown-face_1_" cx="63.52" cy="2521.55" gradientTransform="matrix(1 0 0 1 0 -2458.6699)" gradientUnits="userSpaceOnUse" r="56.9499">
<stop offset="0.5" style="stop-color:#FFFFFF"/>
<stop offset="0.76" style="stop-color:#FDFDFD"/>
<stop offset="0.87" style="stop-color:#F6F6F6"/>
<stop offset="0.96" style="stop-color:#E9E9E9"/>
<stop offset="1" style="stop-color:#E0E0E0"/>
</radialGradient>
<path id="clown-face" d="M63.52,7c-30.09,0-58,20-58,55.83c0,36.09,27.87,55.93,58,55.93 s58-19.35,58-55.93C121.39,26.59,93.52,7,63.52,7z" style="fill:url(#clown-face_1_);"/>
<radialGradient id="SVGID_1_" cx="99.4683" cy="-62.3046" gradientTransform="matrix(1 0 0 -0.73 0 26.24)" gradientUnits="userSpaceOnUse" r="20.97">
<stop offset="0" style="stop-color:#ED7770"/>
<stop offset="0.08" style="stop-color:#ED7770;stop-opacity:0.97"/>
<stop offset="0.21" style="stop-color:#ED7770;stop-opacity:0.88"/>
<stop offset="0.35" style="stop-color:#ED7770;stop-opacity:0.74"/>
<stop offset="0.52" style="stop-color:#ED7770;stop-opacity:0.55"/>
<stop offset="0.71" style="stop-color:#ED7770;stop-opacity:0.29"/>
<stop offset="0.9" style="stop-color:#ED7770;stop-opacity:0"/>
</radialGradient>
<ellipse cx="99.47" cy="71.77" rx="19.27" ry="14.77" style="fill:url(#SVGID_1_);"/>
</g>
<g id="facial_expressions">
<g id="clown-face-2">
<g id="blush">
<radialGradient id="SVGID_2_" cx="29.22" cy="-62.3046" gradientTransform="matrix(1 0 0 -0.73 0 26.24)" gradientUnits="userSpaceOnUse" r="20.97">
<stop offset="0" style="stop-color:#ED7770"/>
<stop offset="0.08" style="stop-color:#ED7770;stop-opacity:0.97"/>
<stop offset="0.21" style="stop-color:#ED7770;stop-opacity:0.88"/>
<stop offset="0.35" style="stop-color:#ED7770;stop-opacity:0.74"/>
<stop offset="0.52" style="stop-color:#ED7770;stop-opacity:0.55"/>
<stop offset="0.71" style="stop-color:#ED7770;stop-opacity:0.29"/>
<stop offset="0.9" style="stop-color:#ED7770;stop-opacity:0"/>
</radialGradient>
<ellipse cx="29.22" cy="71.77" rx="19.27" ry="14.77" style="fill:url(#SVGID_2_);"/>
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"path": "emoji_u1f47b.png"
} | Generate code for a svg of a ghost | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="facial_expressions">
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} | Generate code for a svg of a a colorful mural on the side of an old 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="#f7c8bd" d="M0 0h82l-2 1v3l-5 1-1-3q-4 6-12 11-1-2-3-2v5l-1-2q-1-6-5-3l-2-6q-7-4-7 4-2-3-5 0-7-8-15-1-3-3-4-2-4 3-6 8 3 2 4 6l-1 1v42h-1l-1-31-1 1-1-4 1-1q-6-1-5-6-4-1-7 2-3 5 2 3l2 2-5 3q3 2 2 6l-2-3-1 1z"/><path fill="#f5c5ba" d="M82 0h14v53l-15 2-1-1q-2 0-1 3h-1V21q-15-2-30-1 1-3-1-4l2-3q2 0 2 2 3-3 7-1l1 2v-5q2 0 3 2 8-5 12-11l1 3 5-1V1z"/><path fill="#f8c6bb" d="M58 14q-4-2-7 1 0-2-2-2l-2 3q2 1 1 4H18q-1-4-4-6 2-5 6-8 1-1 4 2 8-7 15 1 3-3 5 0 0-8 7-4l2 6q4-3 5 3"/><path fill="#af938a" d="m17 21 1-1h30q15-1 30 1l-10 1q-25-2-51-1"/><path fill="#f4c3b7" d="M16 63v18q2-1 4 2h-2q-3-2-4-1l-1-18q-5-3-8 0-3 7-2 16H0V36l1-1 2 3q1-4-2-6l5-3-2-2q-5 2-2-3 3-3 7-2-1 5 5 6l-1 1 1 4 1-1z"/><path fill="#f9efe2" d="m17 21 40 2q5 0 6 6l2-6 3 14h-9v11h-4q-3 3 0 9-3 2 0 6h-4l-5 4q0-7-3-11-9-2-17-1v3l-2 18-6-2-1 6z"/><path fill="#fcad42" d="M38 37v-6q3-11 14-8 8 5 5 15-10 9-19-1"/><path fill="#faf2e6" d="M78 21v36l-1 31-1-6-2 1-4-3-1 1-1-3h-2l2-2-2-12 2-11 3-3-3-13-3-14-2 6q-1-6-6-6 5-2 11-1z"/><path fill="#ef6e93" d="m36 32-1 1q-6 0-3-5h4z"/><path fill="#6dd5e6" d="M38 31v6h-1l-2-1v-3l1-1z"/><path fill="#fdd341" d="m35 36 2 1 1 3-2 3q-3 0-3-2-1-4 2-5"/><path fill="#f77548" d="M68 37v11h-9V37z"/><path fill="#37a9c1" d="M33 41q0 2 3 2 7-3 4 5-3 2-7 1-4-5 0-8"/><path fill="#7442a1" d="M46 46h5l-1 5h-4z"/><path fill="#db3d67" d="M59 48q3 2 4 7l-4 2h-4q-3-6 0-9z"/><path fill="#504146" d="M96 53v6q-6-1-10 1l-5-5z"/><path fill="#7ca5e9" d="M47 56h4v4h-4z"/><path fill="#f36151" d="M43 56q-2 6-1 14v1H26V55q8-1 17 1"/><path fill="#b439a5" d="M55 57h4q2 1 1 5l-4 1h-1q-3-4 0-6"/><path fill="#d44465" d="M43 56q3 4 3 11l-3 3h-1q-1-8 1-14"/><path fill="#aa8c81" d="M14 82h-1V65h-3v8H7q-3-4-2-9 3-3 8 0z"/><path fill="#abb5ba" d="M79 57q6 2 7 10h-4v18h-3z"/><path fill="#6d6e73" d="m81 55 5 5q4-2 10-1v2q-11 0-8 11-2 9 7 15h-7q-4-9-1-18l-2-1q-3 9-2 21h-4v-4h3V67h4q-1-8-7-10-1-3 1-3z"/><path fill="#fde459" d="M55 63v5l-2 2H43l3-3 5-4z"/><path fill="#f5ece1" d="m68 37 3 13-3 3-2 11 2 12-2 2h2l1 3 1-1 6 2 1 6 1-31h1v32H69q-2-3-1-5-9 1-14-5l2-11v-5l4-1q1-4-1-5l4-2q-1-5-4-7h9z"/><path fill="#e3cdb7" d="M5 64q-1 5 2 9h3v-8h3v17L0 86v-6h3q-1-9 2-16"/><path fill="#8e9196" d="M96 61v26h-1q-9-6-7-15-3-11 8-11"/><path fill="#f7ebdc" d="M26 58v13h16l10 1q-1 3 2 6v-8l2-2-2 11q5 6 14 5-1 2 1 5h-6l-1-3q-6 2-10 1 1-3-2-3l-25-2-3 2-2-1q-2-3-4-2V63h1v17l1-6 6 2z"/><path fill="#f7e9b1" d="M42 70h11v8q-3-3-2-6z"/><path fill="#7545b6" d="M33 72q1-1 4 1l-4 2z"/><path fill="#14111d" d="M85 68v21h-2q-1-12 2-21"/><path fill="#dbc4ac" d="m63 89-36-2-5-3 3-2 25 2q3 0 2 3 4 1 10-1z"/><path fill="#756a36" d="M13 82q1-1 4 1h-6q-4 7-12 5v-2z"/><path fill="#4b3f41" d="m85 68 2 1q-3 9 1 18h8v2H85z"/><path fill="#423227" d="M18 83h2l2 1 5 3-8 2-19 1v-2q8 2 12-5z"/><path fill="#9a764e" d="m27 87 36 2h33v2H0v-1l19-1z"/><path fill="#c5b7af" d="M0 91h96v5H0z"/></svg> | |
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"path": "edbd427204945a8c2057a539ba3b7430e03d0798b0def625dca283e6e02c2172.png"
} | Generate code for a svg of a a close up of a white bird with a tweet on it's back | <svg width="800" height="800" xmlns="http://www.w3.org/2000/svg" xmlns:svg="http://www.w3.org/2000/svg"><g transform="matrix(1.8,0,0,1.8,-473.09629,-151.18724)"><path id="path3014" d="m666.5219,256.3817c30.58056,8.88558 30.58056,8.88558 30.58056,8.88558l-28.51656,8.37201l19.51099,8.17009l-20.54125,3.8411l-1.03374,-29.26878z" fill="#f5f5f5"/><path id="path3057-6" d="m379.68388,199.42648c-4.10926,52.20936 58.43778,135.9163 120.24988,142.56291c24.153,2.59715 59.60196,-20.22121 57.75649,-44.44323c-5.14714,-67.55681 -109.42627,-70.95147 -178.00637,-98.11968z" fill="#f5f5f5"/><path id="path3055" d="m269.8605,392.64957c67.67888,75.43641 189.56586,109.43536 278.21136,72.92461c73.95409,-30.45975 121.90526,-128.7228 121.92914,-206.65506c0.0163,-53.37224 -53.43658,-114.07539 -132.56638,-89.05101c-35.54455,11.24078 -62.66397,46.94706 -85.57114,79.38053c-51.18227,68.1237 -96.56896,113.89003 -182.00298,143.40093z" fill="#f5f5f5"/><path id="path3057" d="m320.77195,240.21923c4.30612,52.1935 79.45291,124.80164 141.53158,121.46206c24.25715,-1.30495 55.59365,-29.50654 49.89239,-53.12026c-15.90119,-65.86021 -119.37777,-52.50874 -191.42397,-68.3418z" fill="#f5f5f5"/><path id="path3095" d="m496.84754,227.96198c-10.36999,-0.36057 -22.4411,0.92855 -30.3887,-8.66162c-6.9977,-7.66674 -12.69186,-17.21086 -16.3641,-27.61311c-0.63688,-7.55618 -0.64379,-16.78667 -7.54473,-20.37677c-7.9648,-5.05478 -17.37554,-4.32732 -26.08455,-5.72658c-16.43477,-1.09317 -32.0931,5.75898 -47.41216,11.82065c-7.27266,2.85452 -16.21291,2.3303 -21.54489,-4.95415c-4.15354,-4.76447 -6.67789,-10.93486 -9.29982,-16.84153c-3.83989,-3.82367 -4.0705,-9.7639 1.11305,-11.34888c3.19135,-2.16378 6.38271,-4.32755 9.57406,-6.49132c4.90308,10.61164 8.63358,24.24694 18.97309,28.97523c10.6148,2.68723 20.45991,-4.52723 30.46652,-7.44993c14.18591,-5.3972 29.34541,-6.20962 43.99668,-3.34773c8.43616,0.88663 18.64523,4.54479 21.19572,15.42017c0.74601,9.43048 2.44593,18.61605 8.08503,25.69791c5.33569,9.58312 13.16015,18.71783 23.43171,19.11175c3.39992,1.33374 14.52609,-1.39066 13.30116,1.87853c-3.83269,3.30246 -7.66538,6.60492 -11.49807,9.90738z" fill="#f5f5f5"/><path id="path3097" d="m489.90021,222.98726c-7.51971,-4.90359 -16.71844,-9.22969 -19.91648,-18.2563c-2.11832,-6.04415 -4.29431,-12.1555 -5.35477,-18.47912c-0.92927,-8.59368 0.0256,-17.25397 -0.40295,-25.86708c1.38582,-5.49621 -2.17858,-10.55272 -7.68348,-11.56743c-7.21507,-2.10321 -14.84704,-1.82663 -22.24465,-2.84536c-6.80007,-0.37061 -14.91553,1.10883 -20.30903,-4.00571c-4.09066,-4.87853 -5.86768,-11.19245 -7.89479,-17.10313c-0.46476,-3.08726 3.63491,-3.21074 5.41702,-5.03626c3.25192,-2.0633 6.50383,-4.12659 9.75575,-6.18989c0.70572,5.75103 3.22801,11.11892 5.4821,16.39099c3.11114,5.53909 9.92565,5.80339 15.54728,5.66422c8.8151,0.56086 17.76836,0.73464 26.40085,2.69296c5.44138,1.2713 11.85407,5.1236 11.28172,11.45835c0.36689,13.12466 -1.80668,26.73482 2.70554,39.39058c1.86469,5.66123 3.69455,11.77212 8.70159,15.53075c3.75441,3.4807 8.47581,5.76731 12.65971,8.54496c-3.4282,2.99846 -7.80274,5.25732 -11.59256,7.98713c-0.85097,0.56342 -1.70193,1.12686 -2.55285,1.69034z" fill="#f5f5f5"/></g></svg> | |
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"path": null
} | Generate code for a svg of a a white giraffe walking through the jungle. | <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="#f2efe5" d="M96 39v12H85q-6 5 0 10-4 2-4 6l3 3 2-2 1 11 5-2v8l-1-2-3 3v-6l-1 2-3-3q-1 3-3-1l-1-4-1 2q-2-3-4-1l4 3q-3-1-3 1h-3q0-6 4-10-1-3-3-1l-2 5q0-2-2-2 1-3-1-4-3-3-7-2 0 3-3 3l2-2q-6-9-7-15-3-1-3 3l2 2q-3 3 2 4l3 5-5 1-2 13q-6-3-10 0l-5-2 1-1-2-1v-1q-2-3-5-3-2 7-5 1h-8q0-3 3-3-3-3-4 0 1-4 4-7-4 0-6 2-2-3 1-4h5q-5-2-8-1l-7 3V6h87l-1 35q2-3 5-2"/><path fill="#616568" d="m42 42 6 6q5-3 2 3l-6-2-3-6z"/><path fill="#9b9b9d" d="m42 42-1 1 3 6v1h-3v4l-2-4z"/><path fill="#f9f8f6" d="M0 0h96v39q-3-1-5 2l1-35H5v56l7-3q3-1 8 1h-5q-3 1-1 4l-2 6-1-1-3 3-4-6 2 5-2 2 1 3q-3 6 0 13l34 1 11-2 5-5q-4 0-4-2-2 0-3 2l-3-2-2 4-2-6q4-3 10 0l2-13 5-1-3-5q-5-1-2-4-1-3 1-5 1 6 7 15l-2 2q3 0 3-3 4-1 7 2 2 1 1 4l-2 6 2 2v2q-3-1-4 2-2-5-1 1-4 0-6 2v3h11l3 2 3-1 15-1 1-4v-8q1-2-1-3 3-1 0-3l-3 2q0-4-2-5l-2 2-3-3q0-4 4-6-6-5 0-10h11v45H0z"/><path fill="#606465" d="m91 89-15 1v-1l1-2 5 2q0-6 1 0z"/><path fill="#dedbcb" d="m70 81-1 1 7 2h-8l8 5v1l-3 1-3-2H59v-3q2-2 6-2-1-6 1-1 1-3 4-2"/><path fill="#6f7170" d="M39 89H5l23-2z"/><path fill="#1d2124" d="M17 72q-4 2-3 6l3-3 1 1 2 1-3 2 7-2 1 1q-3 0-5 3l2 2q3-4 5-4 2 9 3 0l1-4 1 1q0-2 3-2v1l2 1-1 1 5 2 2 6 2-4 3 2 2 5-11 2v-1l-11-2-23 2q-3-7 0-13v1l2-4 3 2-1 1h4l-1-3q0-4 1 0l3-4q1-3 4 0-3 0-3 3"/><path fill="#7e807d" d="M39 89q-6-4 0-6l3 4z"/><path fill="#1c1f22" d="M73 79q1 4 4 1l-2-1q0-2 3-1h2q2 4 3 1l3 3 1-2v6l3-3 1 2-1 4h-8q-1-6-1 0l-5-2-1 2-8-5h8l-7-2 1-1v-2q0-3 3 0"/><path fill="#b5b9b5" d="m50 88-2-5q1-2 3-2 0 2 4 2z"/><path fill="#797d7e" d="M74 79h2l2 1q-3 3-4-1"/><path fill="#d1d2d0" d="M30 79q-1 9-3 0-2 0-5 4l-2-2q2-3 5-3l4-2z"/><path fill="#777a7c" d="M73 79q-3-3-3 0l-2-2 2-6q2 0 2 2l2-5q2-2 3 1-4 4-4 10"/><path fill="#5a6568" d="M81 78h-2l-4-3q2-2 4 1l1-2z"/><path fill="#737a7b" d="M35 74q-3 0-3 2l-1-1-1 4-1-3-4 2-1-1-7 2 5-4v-2q-3 0-4 3l-1-1-3 3q-1-4 3-6h8q3 6 5-1 3 0 5 3"/><path fill="#afb3b4" d="m12 73 1 3H9l1-1 1-1q-4 0-1-2z"/><path fill="#202930" d="M37 76q1-2 4-2z"/><path fill="#e8eae9" d="m20 77-2-1q1-3 4-3v2z"/><path fill="#41474b" d="M86 68q2 1 2 5l3-2q3 2 0 3 2 1 1 3l-5 2z"/><path fill="#4d5659" d="m16 69-3 4q-1-4-1 0l-2-1q-3 2 1 2l-1 1-3-2-2 4v-1l-1-3 2-2-2-5 4 6 3-3 1 1 2-6q2-2 6-2-3 3-4 7"/><path fill="#6c7272" d="M54 51q-2 2-1 5l-2-2q0-4 3-3"/><path fill="#52565b" d="m44 50-1 5q0-4-2-1v-4z"/><path fill="#41464a" d="M46 51h3v3h-3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bright yellow sunflower turning towards the sun. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#faec85" d="M0 0h38v7q2-4 3 0 8-3 2 3l4 4q-3 3-4 0-3 2 1 3-4 2 0 5l-1 3q-18 11-7 30l4 3-1 1h-4l-2 2-2-2-4 5v10l-1 1 10 6 1 15h-4q2-3-1-3 3-2-1-2 0-6-6-7l-6 4q-5-3-8 0-10-3-8-12l-3-6z"/><path fill="#fbee81" d="M89 0h7v96H65q2-3 7-4l3-4 2 1 11-8 2-4q-3-3 0-7-6 0-8-6l4-5-6-11v-2q12-6 5-18l3-4-2-1q3-3 3-7l1-5-2-5z"/><path fill="#fef744" d="M54 59H43q-2 2-1 3l-3-3 1-1-4-3q-11-19 7-30 14-4 21 9 6 16-10 25"/><path fill="#faec86" d="M38 0h51l-1 6 2 5-1 5q0 4-3 7l2 1-3 4q7 12-5 18v2l6 11-4 5q2 6 8 6-3 4 0 7l-2 4-11 8-2-1-3 4q-5 1-7 4H41q5-11 18-8l4-4q7 3 10-6-3-3-2-5l-4-3q-6 1-11-2l-2 1-4-4-1-1q1-3 5-5 16-9 10-25-7-13-21-9l1-3q-4-3 0-5-4-1-1-3 1 3 4 0l-4-4q6-6-2-3-1-4-3 0z"/><path fill="#f5e132" d="m39 59 3 3q3 2 5 6-3 2 1 2l-2 2v4l-5 3q0-5 2-8l-2-5q-11-3-11 8h-3V64l4-5 2 2 2-2z"/><path fill="#f9f07a" d="M54 59q-4 2-5 5l1 1-3 3q-2-4-5-6-1-1 1-3z"/><path fill="#f4ec8b" d="m50 65 4 4 2-1q5 3 11 2l4 3q-1 2 2 5-3 9-10 6 0-4 2-7l-13 2q-3 2-3 6-7 3-9 11h-1V80l2-1 5-3v-4l2-2q-4 0-1-2z"/><path fill="#fbee7f" d="m0 70 3 6q-2 9 8 12 3-3 8 0l6-4q6 1 6 7 4 0 1 2 3 0 1 3H0z"/><path fill="#60873f" d="m41 79-2 1v16h-2l-1-15-10-6 1-1h3q0-11 11-8l2 5q-2 3-2 8"/><path fill="#6f9240" d="m63 84-4 4q-13-3-18 8h-1q2-8 9-11 0-4 3-6l13-2q-2 3-2 7"/></svg> | |
{
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} | Generate code for a svg of a a black and white photo of a g logo | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
viewBox="0 0 128 128"
version="1.1"
id="svg60"
sodipodi:docname="goodreads3.svg"
inkscape:version="0.92.2pre0 (973e216, 2017-07-25)"
width="128"
height="128">
<metadata
id="metadata66">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title></dc:title>
</cc:Work>
</rdf:RDF>
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gridtolerance="10"
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inkscape:pageshadow="2"
inkscape:window-width="1366"
inkscape:window-height="768"
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showgrid="false"
inkscape:zoom="1.0585938"
inkscape:cx="224"
inkscape:cy="224"
inkscape:window-x="0"
inkscape:window-y="0"
inkscape:window-maximized="1"
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"path": "emoji_u1f64d_1f3fc_200d_2642.png"
} | Generate code for a svg of a man frowning: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g id="ears">
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} | Generate code for a svg of a the red hue of apples in a wooden crate. | <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="#f8806c" d="M0 0h19l-1 2 9 5q-4 5-10 7l2 1q-2 1-1 4 3 2 6-2 3 6 4-1l-1-1 3-1q-7-6 1-2l4-4q2 3 3-1l-1-1 3 1 6-3q3-1 4 2 3-2 5 2 1-3 2 0l1-2 8 5v5q3-3 1-6h3q-2 5 4 6-1 4 3 7 0 3-4 5l9 3 8 4q-3 3 0 2l2 2-2 1q5 3 2 8v9q3 3 0 6l2 1-3 6 1 9q3 2 0 3l2 1q-4 3 0 6-3 1-1 4-4 0-5 3H0z"/><path fill="#f8846f" d="M19 0h77v96h-8q1-3 5-3-2-3 1-4-4-3 0-6l-2-1q3-1 0-3l-1-9 3-6-2-1q3-3 0-6v-9q3-5-2-8l2-1-2-2q-3 1 0-2l-8-4-9-3q4-2 4-5-4-3-3-7-6-1-4-6h-3q2 3-1 6v-5l-8-5-1 2q-1-3-2 0-2-4-5-2-1-3-4-2l-6 3-3-1 1 1q-1 4-3 1l-4 4q-8-4-1 2l-3 1 1 1q-1 7-4 1-3 4-6 2-1-3 1-4l-2-1q6-2 10-7l-9-5z"/><path fill="#f34c39" d="m66 53-5 2h-2l-4-2-2-1v-7q5-4 12-3 4 5 1 11"/><path fill="#fa876b" d="M53 45v7l2 1 1 1-5 1h-8q-5-4-8-1h-2q-6-2-12-1v-3l3-1q-3-3-2-4 15-3 31 0"/><path fill="#ad2b2a" d="m25 54 3 4q-5 0-5-3z"/><path fill="#f24335" d="m43 55-1 3h-8q-1-3 1-4 3-3 8 1"/><path fill="#7e222a" d="M73 55v3h-2l-1-3v-1q2-2 3 1"/><path fill="#f34036" d="M25 54q3-1 8 1v3h-5z"/><path fill="#c2302f" d="m66 53 4 1v1h-5v3h-4v-3z"/><path fill="#fd7e60" d="M23 55q0 3 5 3h45l3-1-1-1q0-3 3 0v4q-2 0-1 2l2 3-3 4 2 5h-4v-1q1-4-2-4l-49 1 2 3-5 1v-3l2-3-2-3q3-5-1-8l3-3z"/><path fill="#c34c42" d="m73 55 2 1 1 1-3 1z"/><path fill="#f34d3f" d="m70 55 1 3h-6v-3z"/><path fill="#95242a" d="M59 55h2v3h-4q-1-3 2-3"/><path fill="#e45445" d="m55 53 4 2q-3 0-2 3h7-34 3v-4h2q-2 1-1 4h16l1-3 5-1z"/><path fill="#bd2626" d="M43 55h8l-1 3q-2-4-2 0h-6z"/><path fill="#872329" d="M50 58h-2q0-4 2 0"/><path fill="#99483f" d="M78 60q1 1-1 2-1-2 1-2"/><path fill="#984437" d="m22 68-2 3q-1-3 2-3"/><path fill="#f9735d" d="m74 73-51-3 49-1q3 0 2 4"/><path fill="#a84b48" d="M26 73v-1q24-1 48 1v2h-1q-23-3-47-2"/><path fill="#692f36" d="M26 73q24-1 47 2z"/><path fill="#db7264" d="m26 72 47 2h1a231 231 0 01-54-1l5-1z"/></svg> | |
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} | Generate code for a svg of an icon of two hands engaging in a handshake, symbolizing a business partnership. | <?xml version="1.0" encoding="iso-8859-1"?>
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} | Generate code for a svg of a a distant planet with a sparkling blue ocean. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfbfa" d="M0 0h96v96H0z"/><path fill="#31b1e1" d="M68 68q-6-1-3-5l2 1 2-4q-5-2-8-1H22Q10 29 40 17q28-5 37 23 2 13-6 25z"/><path fill="#dcf0f5" d="M52 38q3 0 0 3z"/><path fill="#d4e8ee" d="M46 46q4 0 1 4-3-3-1-4"/><path fill="#7bdae9" d="M61 59q3-1 8 1l-2 4-2-1q-3 4 3 5l-7 5-5 2-2-3v-4l4-1-2-1q-3-1 0-2h3q-1-4 2-5"/><path fill="#a0e7ea" d="M56 59h5q-3 1-2 5h-3q-3 1 0 2h-4q3-1 0-2z"/><path fill="#74dae8" d="M31 59h8l-4 2q0 3 4 3-3 2 0 3v-5h3q-1 3 2 5l-3 3q-1-3-3-1l-4-5-4 1q-1-3 1-6"/><path fill="#96e3e7" d="M54 72q-4 0 0 2-4 0-4-3l2-1h-5v6l-6-1q-3-2 0-5l3-3q-3-2-2-5h-3v5q-3-1 0-3-4 0-4-3l7-1q3 3 9 4-1 4 3 8"/><path fill="#bdeeed" d="M39 59h17l-4 5q3 1 0 2h4l2 1-4 1v4q-4-4-3-8-6-1-9-4l-7 1z"/><path fill="#59c4e2" d="M22 59h9q-2 3-1 6l4-1 4 5q2-2 3 1-3 3 0 5-14-4-19-16"/><path fill="#ccf0ed" d="m54 72 2 3-9 1v-6h5l-2 1q0 3 4 3-4-2 0-2"/></svg> | |
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M5yCp2R4ETg7nkB5LpSlZQLn4pirm1cDOlfdS0iDYDVhD9jHAxpX3cgB5B6AaTwNmBNv/MXBNsH1J7XEl8LNg+zOBpwTbby0LgGr8Rbj9z4Xbl9QuJ4Xbf2a4fWlShoCbyN0uu5/80sOS2mVjYBm5ce0G3M2057wD0Hv7A9sG2/8usDTYvqT2WUJZEyBlIbBXsP1WsgDovfStqq+E25fUTumxJT22Sut1NrnbZEtxC01J1ZgHPEBufPtJ9V2UOrcx2dX/vlR9FyUNsK+SG99WABtV38XB4SOA3noq2dX3Tg22Lan9kmPMLOBJwfZbxwKgt54QbHsZ8MNg+5La73uUX+IpyTG2dSwAeuvxwbbPoBQBklSVpcDPg+0fEmy7dSwAemdDYL9g+98Pti1pcCTHmkcBGwTbbxULgN55DNnn/z8Iti1pcCQLgJmUIkA9YAHQO8nb/9cAVwXblzQ4LgOuD7bvY4AesQDoneSX8rvBtiUNnuQdRwsA1co04B5y78e6Qpakfjqc3Hh3F/54VY3sQ+5kWImr/0nqr42BVeTGPfcF6AGrqN54TLDtCyg7AEpSvywBLg62nxxzW8MCoDeSr/8l38mVNLjOCba9T7Dt1rAA6I19g20nT0JJgys59iTHXOlhFpN7FrZdH/onSWPtQG7cu6MP/ZPWayG5k+CaPvRPktblj+TGv2360L9W8xFA97z9L2lQ+RigwSwAupecjPKrYNuSdF6wbScCdskCoHvJKvTCYNuSdFGwbQuALlkAdC/5JUy+hytJyQLARwCKGgKWkZkAk9yMQ5LWupnMGLiUMgarQ94B6M7WwJxQ28nKW5LWSo1FGwJbhNpuBQuA7uwUbNsCQFIdJMeiRcG2G88CoDvJAsDn/5LqIDkWJcfgxrMA6M6iYNuXBtuWpLUuCbZtAdAFC4DuLAq2fW2wbUlaK7ki6aJg241nAdCdVPV5O2UGrCSl3QvcHWrbOwBdsADoTurLd12oXUkaz3WhdheF2m0FC4DOTadsBJRwXahdSRpP6jHAjngd65gHrnObArNCbfv8X1KdXBdqdzYwP9R241kAdG7zYNvXBduWpLGuC7adHIsbzQKgc5sG274u2LYkjZW8K7lZsO1GswDoXHIJypuDbUvSWLcE2/YOQIcsADqXrDrvDLYtSWMlxyTvAHTIAqBzyarTAkBSnSwOtu0dgA5ZAHQuVXUuBZaH2pak8dxPblzyDkCHLAA6l/rS+etfUh2lxiYLgA5ZAHQu9RaABYCkOko9BrAA6JAFQOc2DLWbfNYmSeuS+nGyQajdxrMA6FxqFcB7Qu1K0kRSGwLNDrXbeBYAnUt96ZwAKKmOVoTatQDokAVA51J3AB4MtStJE0mNTamxuPEsADqXqjotACTVkXcAGsYCoHOpqjN1kknSRFJjk3cAOmQB0DkfAUjSQ1Jjk3cAOmQB0DkfAUjSQ7wD0DAWAJ2bGWrXAkBSHTkHoGEsAJpnKJ2AJI0jdT0ZDrXbeBYAnUv9Ek/deZCkiXhXtGFmpBNoMCe8NN8QsD2wG/DIkT83B+ZRlnqeT/mc76escrYUuAm4HLhyJJb0PWuNtjEPfX67Awspn92CkT9nUVbPvJ/y+S0GruChz++P/U+5tZwX1TAWAJ3zDkAz7Qw8dSSeTPcbiVwD/HgkfgLc1eXfp4ltBBzEQ5/hgXT3WOw+4Dwe+gzPx1vKnfLVaA2MSygDRb/jo/3oXMtsD7yD8ouvys9mFXA6cCS5zaLaaA5wGHAqpfCu8jO8Hvgg8Ii+9KxdPkFmTLyoH52TRlv7S6Hf8el+dK4FhoDDgbOANfT/c7oH+BiwqOJ+ttlOwMeBe+n/57cGOJNSeDjxdnI+Q2ZM/E0/OieN9ksyX/bP9aFvTTaNMmj/hsznMzZWU3657lFlp1tmF+BEYCX5z28YuJhyV8dHphP7ApnP55x+dE4a7WwyX/bT+tG5hjoEuJD8BWO8WAWcAGxSWe+bbwHlF/9q8p/XePE74LGV9b75vk7mczmzD32THuZ0Ml/2n/ajcw2zBXASmVv9U41bgJfjbeXRhoBXAreR/3zWF6spj+G6nTzaRmeS+Ux+2Ie+SQ/zVTJf9gv60bkGeTLlopq+MEw1vg1sWsHxaJrNgP8l/3lMNW4HnlHB8Wiy1MTor/Sjc9JoJ5L5svvecjEdOJb63i6e7Gd5SI+PS5M8hvIaZfpz6DTWUN4YmN7rA9NQN5P5HD7ej85Jo32AzJf9/n50rubmUx6FpC8AvYgHgdf19vA0whupzyS/buN0yoJEg24ZmeP//n50Thrt78kNOHP60L+62poyGSs96Pc6PtjLg1Rz7yB/vHsdFwPb9fIgNcyG5I792/rQP+lhXkXuC79tH/pXR4+g2beM1xcfo937c0wHPkn+OFcVV1FeYRxE25M77q/sQ/+khzmc3Bd+/z70r262pzwzTw/yVcfHenXAaii1Ulw/43rKfgSD5kByx/ywPvSvldr8a6Nqdwbb3iHYdsJmwA8oRUDbvRE4Jp1EBd4LvD6dRB/sQHktbdDe8Ngx2PbiYNuNZgHQueSmL8mTrd/mUl4T2zOdSB+9F3htOokeegPtLGrWZU/Ka56DNFcnOSbdHWy70SwAOndHsO1BKgBOYDBXX/so5TW5pnsccFw6iYBDgP9KJ9FHyTEpORZrQA1RXslLPPM6tQ/9q4MXk3+mm36e3OQV5xYA15I/jsl4eddHsRlSywAv7UfnpPFcTuZLf14/Ohf2SMpe7ekBPB1f7/ZAhgxRboOnj186lgC7dnksmyC1+dal/eicNJ4fkvnS39qPzgUNAWeQH7zrEi/s7nBGvJz8catLnEX7935YTObYfrcfnZPGk1oOeA1l4Y22eiX5QbtOcROwUVdHtL82oZn7M1QZL+3qiNbbxuSO6yf60L/WchJgd1Lr8g/R3v3lFwD/lk6iZral7HvQFO+nrNioh3yEsoR1GyXf0Lku2HbjWQB057pg23sH267SO4Et00nU0FuBndNJTMKulNf+9HBbAf+QTqIiewXbvj7YduNZAHQn+eVLnnRV2ZTBWCymEzOAt6eTmIR34u546/Jmyh2utrEAaCgLgO5YAPTW0TTrWXe/vZp6rwK5PfCydBI1tjGlCGib5N3I64Jta8BNI7cWQGr+QVU2pCyvnJ6sVff4z04PcB8cR/741D0WAxt0eoBr6kYyx/I+2v92RaW8A9CdNZS1ABIW0q5JRX/F4K2f3okjgdnpJMYxC3/9T8ZmwPPSSfTQfHLbIF9KKQTUIQuA7l0SaneIdk0EHJQV07q1KfDMdBLjOIxmr1rYT69IJ9BD+wbbdhGgLlkAdC/5JWzLGvnbAU9OJ9EgdSyWjkwn0CBPA7ZJJ9Ejjwu2nfrx1RoWAN27ONj2QcG2e+kInDk+Fc+hXgtBbUQ970rU1XTKI682SI5B3gHokgVA95JfwoODbffSU9IJNMxs4PHpJEZ5IjAznUTDtOWOV7IA8A5Al2akE2iBG4B7yEzI25YyGfDGQNu9MgN4QjqJMW6jFHY3AfMojygOoF4XuSdT9qKogyelExhjJXA+cDNlt7jtKPNl6rTA1KGUOwGrw3l0Y0fKGJRwF+XzleJ+Tu61ohf0oX9Vegz5V7OGKW90nEa5qzLenbEFlPfwr6lBrsPAryd7gPvgfPLHYxi4GngV4xfj04BDgK9RPut0rsPAoyZ7gGvqReSO3dl96J80KZ8gdyL8ex/6V6W3kB+Ib6Xcxp6MWcCHa5DzKurxOuAcSi7p4/EhymczGYdS7vKkc37TJPOtq/8kd+w+1of+SZNyFLkT4dzqu1epj5IdhK+js9X1Xh/Oe5h6rAa5D/nj8Dcd5L0jZSXPZN7Hd5B3nfya3LHzrRPVxu7kToRVNHtBoNPJHbuldPce838Ecx8Gnt9F7r3yArLH4MNd5L4/uZU8h6nPHI5ObEaZv5A6drtW30VpcoYoS3ymToa/rL6LlbmB3HH7py5zn0P2V+T/7TL/XngXuf5fR/ePQd4Xzr+pXkjuuN2BSwD3hK8B9sYw8Ktg+08Ltt2NIXKziJdQfsF3Yznwrz3IpVPbB9tea2Gw7Q8AK7r8Oz5MWVM+YSHNvZA9Ndj2LyljrrpkAdA7vwy23dQCYENy38HvUR4BdOur5F7lqsPOiakcVgNf78Hfcx/wgx78PZ2YDswNtd2tZAHwi2DbrWIB0DvJyXiPAHYKtt+p5AXsrB79PYuBy3r0d01VHQqAeaF2L6Ec+144s0d/Tyc2DrbdqV3JjjfnBdtuFQuA3jmP7KIeTbwLkLyA3dTDvyu1EFMdCoBUDr085smFtFIFVDeSY81qso9bW8UCoHeWkNsaGODZwbY7lVz/v9tnx6Pd3cO/ayrqcPt4Tqjde3v4dy3v4d81VXVaXXKykmPNxfTm0Z2wAOi1M4NtP4Pm3U5Mnsi93I3NCUn918tjntrPHsoPhybZhOzz/zODbbeOBUBvnR5sezbN25EtNfsayjvgEmS/C037NftsJr/iYhWSY2zrWAD01hmUjUhS6rAwzFQkB7/Dae4rWOqdIeC5obaHaV4BkNzGeAW9m7wrLAB67T6ybwM8i3o8F56sVeSen+9E8wom9d4LgEWhtu+iWbsBbgD8RbD9X1BWblSPWAD0XvIW1Tya9zbAlcG2/5VmzsJWb2xEdiGn5He/E39BKQJSfhRsu5UsAHov/SVN3qLrxBXBtncFTsHzYBBNo3z2uwRzSH73O5EeW9Jja+s48PXebym39lKeT7N+1aZ/BT0P+A5ldrMGwzzga5R5IElNKgDmkZsrAWXRpwuC7beSBUDvrQZ+HGx/HvlKfSrqcFI/CzgfeDFODGyzIeAlwEWUwi/twnQCU/BCsj8sTgfWBNtvpRnpBFrq+5QTJuUo4PPB9qfiZ5TJgOnv4s7Al4F/B75NuUjcBCybxP+3l2sKTMV8su9kr80hYRsm1/e5lE139qX8gk1tPjXWSsp3vymOCrf//XD7reSvnWrMB24j977sMOX59tWh9qfql8BB6SSkPjoHeHw6iUl6BOVRXep6sRLYitwbQ63lI4Bq3EN2xaoh4BXB9qfqp+kEpD77STqBKXgl2R+Lp+PFvxIWANX5arj9V9Kcz/db6QSkPvt2OoFJmgYcGc7ha+H2pSnbgvJsezgYT6+8l73ze7LHyjD6FZfSHH9B9litBDarvJcDqim/EJvoDuDscA5vDbc/FV9IJyD1ySnpBKbg6HD7ZwB3hnNoLQuAaqVvXT2TMhmwCU6hWcuiSp1YDXwxncQkPZKyy2jS18Ptt5oFQLW+Rvbd1WnAm4PtT8X15OdNSFX7H+CGdBKT9Fayk//WAN8Mti917Syyz9CWABtX3sve2Jdy0qef0RpGFbEa2ItmmE/Z3Cx5vHw7qGLeAaje58LtbwS8KpzDZF0E/G86Caki36A5EwD/mvyS4p8Nt996LgRUvQ2BWygX4pSrKc/zmvCMfT/gN+RXBpR6aSVwAM0oAKYDf6BsmZ2yhLLa4wPBHFrPOwDVux84LZzDLsAR4Rwm60LgY+kkpB47jmZc/AFeSvbiD2WuhBd/tcLjyT9/vJTmFHwbATeSP2aG0Yu4gfzt9MmaBlxC/pg9tuqOSv0yRD0WunlB1R3toReQP16G0Yuow86Dk/Vi8sfr8sp7KfXZO8mfWJfQnLsAAJ8kf8wMo5s4geYYokzETR+zf6i6o1K/bU2ZCJQ+uQ6vuqM9NAc4n/wxM4xO4kLKdsRNUYe7bivJba8tVepb5E+w39Cstz92A+4if9wMYypxJ2Ub3aYYAn5H/rh9o+qOSilPIX+CDQPPr7qjPfZ4yozg9HEzjMnE/cDBNMsLyR+3YeDQivspRV1A/iS7GphVdUd77DDq8QjFMCaKVcBf0iyzKO/9p4/dRTTr7qQ0Za8hf6INA2+puqMVOBKLAKO+sRJ4Oc3zNvLHbhg4quJ+SnGzgVvJn2x3AptW3NcqHIaPA4z6xTKa92gNYAGwmPzxu40y6Vd91MVPtogAABtLSURBVKRXwtpiBfCpdBKUi//b00l04DvAk3CPcNXH3cDTaObWte8GNksnQVn9c3k6CakftqR82dNV9zJgx4r7WpVFwC/JH0NjsOO3NGu2/2g7UY9xaDmwVcV9lWrlZPIn3jBlze2mmgN8nPwxNAYzjqc80muqr5I/hsPASVV3VKqb/YA15E++YeDpFfe1as+jrLeePo7GYMT1lLkoTfYs8sdxmLJD6V4V91WqpW+QPwGHKa8ANX0CzgbAsZQ5FunjabQzHqTs6pfc2rsX5lJeBU4fz2Hg1Ir7KtXW/tTnLsB7K+5rv+xFGVRWkz+mRjtiNeVR2R60w7+QP6Zrj+s+FfdVqrVvkj8Rhym/nNsywAHsApyI6wYYncdqSjG5O+2xG/WY+DcMnFZxX6XaO4D63AU4k/atxLUNcDRlD4T08TWaEZdSHiftSLsMAT8hf3yHKWPeftV2V2qGOmwStDaOqrarUfsB7wF+SnkFMn2sjXrEMsp34t20+5b0X5M/1mvjaxX3VZPQtl97TXUg9dml715gX+CP6UQqNhd4HGUexm4j8Uhgc5q3T4Im50HgDuDKkbiCsjfHLylFQJvtRNmeuA4TGIcpdz4vTCcy6OpwwVHxberzatFPKSubrUknEjILmAfMn+S//xHg8OrSWafzgSMC7Y52GqWA7bdvAf9nkv/uPcBSSgEwiKYBZwBPTCcy4ps0b8MkqVJ7UK8Ja0dX291W+QKZz+icfnRuPc4h0/cv9KNzLfEP5MeTtbEK3/uvDfcCqI/Lgc+mkxjlg3iiSk23B/C+dBKjnEiZZKkasACol3cDS9JJjJhDWa54ZjoRSR2ZAXye+izydR/1KkYGngVAvdwO/Fs6iVEOpLwOJal5PgA8Op3EKB+gbPsraR3mUtYaTz+rWxtryExwaxLnADgHoG6eQ33WFxmmvFW0QaU91pR5B6B+llEeBdTFEGVuwqJwHpImZwfgc9TrLa+3Aw+kk9DDWQDU0xco6wLUxQLgK/h+vFR3Myn7FmyWTmSUX1HGD9WMBUA9DVPecR5OJzLKY4APpZOQNKGPUBa4qos1wN9Sr7FMIywA6utnwEnpJMY4GvirdBKSxvVC4M3pJMb4NHBuOgmNzwKg3t5OeTOgLoYozxbdxEOqlwOo3w+G24B3ppPQulkA1NtdwN+nkxhjHvA9YLt0IpIA2JqyNPKG6UTGeBtwdzoJrZsFQP2dAvw4ncQY21IGHF/rkbLmUtbW3z6dyBg/BL6cTkITswBohjcAy9NJjPFn1O9VI2mQDAGfAQ5KJzLGMuBN6SS0fhYAzXAV8C/pJMZxBPCedBLSgDoWeEk6iXG8D7g6nYTUJrOAS8iv6DU21gAvr7DfTeBKgP2PQV8J8EjqtdLf2rgI9w9pDO8ANMeDwCuo357ma98MeH44D2lQHEa59V+3x28rgVeP/KkGsABolt9Rz920plN+kT0xnYjUco+jTK6bkU5kHO+hXiuYaj0sAJrnX4Gz00mMYy7wHcoOgpJ6bx/gu9TvdT8oj4L+PZ2EpsYCoHnWAEdR9taum42BHwCPTCcitcwuwI8o+3LUzVLKmLQ6nIemyAKgma4F/i6dxDpsAXwfWJhORGqJhZSL/9bpRNbhrZQ3ldQwFgDN9WnKLfc62gk4g7JgkKTObUc5l3ZOJ7IO36BsF64GsgBottdSr70CRnsE8BNgq3QiUkNtTTmHHpFOZB1uBV6XTkKdswBottuAF1PfZ2+7A2diESBN1RbA6dR3Ps1qymvJi9OJqHMWAM13BmVFsLranTIxsI6Tl6Q62oxy8d87ncgE3k399ijRFFkAtMO/UDbnqav9KUXAvHQiUs1tAHybem+5/b/Ah9JJqHsWAO0wDLwKuCadyAQeQ5kwNCudiFRTM4GvAgenE5nA9ZRX/obDeagHLADa427KcrzL0olM4KmUGcN+76SHG6K82fPMdCITWA78FXBnOhH1hgNxu1wIvC2dxHq8FFcMk8b6L+CV6STW4y3Ab9NJqHcsANrnRODkdBLr8TbKYCIJ/paymE6dfRb473QS6i0LgHZ6LeX1uzr7T+C56SSksGdR/ztiPwfekE5CvWcB0E4PAi+g3stzTge+SHlDQBpEBwJfoZwLdXUtZW7RinQi6j0LgPa6k/IL+550IhOYR1nOeJt0IlKfbUf57tf51di7KZMS70gnompYALTb5cDzKHcE6moh8HVgdjoRqU/mUL7zdd4rYyVwBHBFOhFVxwKg/c6i/s/vHgt8Kp2E1CcfpayLUWdvoexDoBazABgMJwH/kU5iPY6k/oWK1K23AK9JJ7EeH6K8TSSpJaYBp1FW8KprPAgcUtUBqNAXyByvc/rRufU4h0zfv9CPzvXYEyjf8fR5NlH8D/4wHBh+0INjDWURnu+lE5nATMoAtHk6EanHtgS+TPmO19XplMWI1qQTUX9YAAyWlZTXA89OJzKBhZSFjPxuqi2mAadQZv7X1bnAX+LrfgPFQXbwLAMOo95Lej4TeEc6CalH3g08PZ3EBC4Eng3cn05E/WUBMJiWUFYgq/MrPu+jPDOVmuxJwDHpJCZwBfA0yjv/GjAWAIPrdsrufNeF81iXGcCXgAXpRKQOzQc+R31X+rsBeAYu9DOwLAAG242UW5O3phNZh4XA8ekkpA59AtghncQ63Ao8Bbg+nYhyLAD0B+BQ6lsEvBx4SToJaYpeAbw4ncQ63EG57f+HdCLKsgAQlOeAT6e+twI/RrkbIDXBjsAJ6STWYTHll/8l6USUZwGgtS6m/Cqo4+ZBC3CpYDXDEOW7ukk6kXHcQznHL04nonqwANBoFwKHA8vTiYzjmcBR6SSk9XgN9Xzlb+0W4RekE1F9WABorLOBFwGr04mM47/wUYDqa1vg39JJjGMN8DLc3EdjWABoPN8G3ppOYhybUHZSk+roU9TztdU3A19NJ6H6sQDQunwceH86iXEcDjw/nYQ0xosoq+nVzfsoryNKf8ICQBM5BvhsOolxHAfMSychjdgY+Eg6iXF8Bjg2nYTqywJAExkG/ob6bR60EAc21cf7KM//6+QXwBsp57A0LgsArc9K4IWUVQPr5Ghg/3QSGnj7AG9KJzHGLcARlJn/0jpZAGgybgP+inq9HjiDstjKUDoRDawh4JOU72JdLKfMk7k5nYjqzwJAk/Ur4HXpJMZ4POXuhJTwEuDgdBJjvAn4dToJNYMFgKbiFMoEvDr5IDAnnYQGzgaU716dHAeclE5CzWEBoKn6B+C8dBKjLAL+TzoJDZy/B7ZPJzHKuZScpEmzANBUrQReCixJJzLKO4Gt00loYGwHvD2dxCj3Us7JVelE1CwWAOrENcBr00mMMg94TzoJDYxjgQ3TSYzyRuC6dBJqHgsAdepU4OR0EqO8FtglnYRab1fqtSnVZ4EvpZNQM1kAqBtvBK5IJzFiJvDedBJqvfdTn9f+rqKshyF1xAJA3bgfeDn1efb4EmDfdBJqrQMpC+zUwUrK/gP3pRNRc1kAqFu/Af49ncSIaXgXQNV5L/VZeOpDwPnpJNRsFgDqhWOBy9NJjDgc7wKo9/anPrv9XQH8SzoJNZ8FgHphBfAaYE06EcovtHelk1DrHEM9fv2vAf6aei3LrYayAFCvnAt8Kp3EiBcAe6eTUGvsRbmzVAefBH6eTkLtYAGgXnoH9dg1cBolF6kX3kM9xsobKIteST1Rhy+12mMJ8NZ0EiNeBOyQTkKNtxPljlIdvJl6rcCphrMAUK99A/hROgnKugB1KUbUXH8LTE8nAfwE+HY6CbWLBYCq8DbqsTbA64BN0kmoseYDr04nAaymnFNST1kAqAqXAf+dTgLYiDJjWurE6yn7TKR9Erg4nYTaxwJAVTkGuCedBOUxQB1u4apZZgBvSicB3E1ZZ0PqOQsAVeUOyrrpaTtQnwVc1ByHAwvTSVBWH1ycTkLtZAGgKp0AXJtOAnhDOgE1zuvTCVA2+/l4Ogm1lwWAqvQg9Viy9Bn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"path": null
} | Generate code for a svg of a vector illustration of a light bulb icon, depicted in black and white on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": "87c8df444c409197f50cfbc7c7f4e81015f16cf822c16054d28a8c32e6226621.png"
} | Generate code for a svg of a a close up of a pair of headphones with a white background | <svg id="Layer_15" data-name="Layer 15" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 72.47 60"><defs><style>.cls-1{fill:#d1d9ee;}.cls-2{fill:#25385d;}</style></defs><title>bbb</title><path class="cls-1" d="M57.89,30.67V56A12.83,12.83,0,0,0,57.89,30.67Z"/><path class="cls-1" d="M3.87,42.4A12.78,12.78,0,0,0,14.58,55.06V29.75A12.78,12.78,0,0,0,3.87,42.4Z"/><path class="cls-2" d="M65.43,29.68s0-.07,0-0.12A29.46,29.46,0,0,0,36.17,0,29.43,29.43,0,0,0,6.93,28.85a16.69,16.69,0,0,0,9.59,30.23,1.93,1.93,0,0,0,1.94-1.94V27.67a1.93,1.93,0,0,0-1.94-1.94,16.27,16.27,0,0,0-5.59,1,25.36,25.36,0,0,1,50.55.9,16.27,16.27,0,0,0-5.52-1A1.93,1.93,0,0,0,54,28.59V58.06A1.93,1.93,0,0,0,56,60,16.69,16.69,0,0,0,65.43,29.68ZM14.58,55.06a12.83,12.83,0,0,1,0-25.31V55.06ZM57.89,56V30.67A12.83,12.83,0,0,1,57.89,56Z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a black and white icon of a keyhole enclosed within a circle. | <?xml version='1.0' encoding='utf-8'?>
<!DOCTYPE svg PUBLIC '-//W3C//DTD SVG 1.1//EN' 'http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd'>
<svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512" xmlns:xlink="http://www.w3.org/1999/xlink" enable-background="new 0 0 512 512">
<g>
<g>
<path d="m256,133.1c-39.4,0-71.5,32.1-71.5,71.5 0,32.3 21.6,59.7 51,68.5v105.9c0,11.3 9.1,20.4 20.4,20.4 11.3,0 20.4-9.1 20.4-20.4v-106c29.5-8.8 51-36.2 51-68.5 0.2-39.4-31.9-71.4-71.3-71.4zm0,102.1c-16.9,0-30.6-13.7-30.6-30.6 0-16.9 13.7-30.6 30.6-30.6 16.9,0 30.6,13.7 30.6,30.6 0,16.8-13.7,30.6-30.6,30.6z"/>
<path d="m256,11c-135.1,0-245,109.9-245,245s109.9,245 245,245c135.1,0 245-109.9 245-245s-109.9-245-245-245zm0,449.2c-112.6,0-204.2-91.6-204.2-204.2 0-112.6 91.6-204.2 204.2-204.2 112.6,0 204.2,91.6 204.2,204.2 0,112.6-91.6,204.2-204.2,204.2z"/>
</g>
</g>
</svg>
| |
{
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"path": null
} | Generate code for a svg of a black and white illustration of a notebook with a star on it. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 60 60" style="enable-background:new 0 0 60 60;" xml:space="preserve">
<g>
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<path d="M18.5,22h20V12h-20V22z M21.5,14h14v2h-14V14z M21.5,18h14v2h-14V18z"/>
<path d="M25.928,42.998c0.116-0.367,0.434-0.634,0.814-0.688l12.437-1.741l5.432-10.608c0.342-0.668,1.438-0.668,1.779,0
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</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a patch of lavender in full bloom. | <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="#614f7a" d="M43 37q-4 2-3-3l1-1z"/><path fill="#7e6f91" d="M40 34q-1 5 3 3l-1 6q-3 1-4-2z"/><path fill="#887a9b" d="M55 46q-1-3-3-2-1-4 3-6z"/><path fill="#523d6f" d="M52 45v-1q2-1 3 2v1h-2q1-2-1-2"/><path fill="#735f87" d="M40 49h-1l-2-2 5-2q1 3-2 4"/><path fill="#b8b5be" d="M52 45q2 0 1 2h2l-1 4q-3 1-4-1l2-2q-3-3 0-3"/><path fill="#86789d" d="M33 49q6 3-1 5-1-3 1-5"/><path fill="#7d6d85" d="M35 56v3q-4-3 0-3"/><path fill="#c8d6cc" d="M39 49v15q1-18 7-2l2-6q-1 5 1 9l-4 5-2-6q3-4-1-7l-5 16q-6-3-8-9l2-1 1 2q2-11 2 1l2-4 1 1z"/><path fill="#705d87" d="M71 53q3 1 3 5-2 6-4 0z"/><path fill="#9487a2" d="M53 57q3 2-1 6l-1-2z"/><path fill="#7a6c88" d="M74 63q1 2-2 4l-1-2z"/><path fill="#bdd1c2" d="m66 65 2 4-4 4q0-5 2-8"/><path fill="#604c7a" d="M59 68q3 3-1 2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bright orange triangle against a blue background. | <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="#30b2e4" d="M0 0h96v95l-3-2H73l-3-3 5-2-3-1 4-3-6-6q2-1 1-3l-1 1q0-10 8-4l1-3-11-3q-3-1-1-3l5-1-25-39-17 28v-8q-4-1-6 3l-2-1-6 4q-4-3-9-4l-4-8-3 5z"/><path fill="#fd7e1c" d="m72 62-48-1 6-10 17-28z"/><path fill="#32b2e5" d="m30 51-6 10-1 1 44 1q-2 2 1 3l11 3-1 3q-8-6-8 4l1-1q1 2-1 3l6 6-4 3 3 1-5 2 3 3 23 2v1H0V42l3-5 4 8q5 1 9 4l6-4 2 1q2-4 6-3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a stack of hand-woven blankets 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="#faf9f9" d="M0 0h96v96H79v-1l5-6h5l4-2q-5-5-4-11l2-6H75v-5h13v-7l1-2-4-6-1-2H71l-1-4q-7-2-12 1l-21-1v3l-6 3 2 2q-3 1-2 4l1 2q-4 4 0 10v3q-2 0-1 3h-5v-3q-2-3-1-5-9-3-17-1l3 9v1l-8-2-2-20v22H0z"/><path fill="#ebb27f" d="m58 45-1 3-20-1v-3z"/><path fill="#464247" d="M71 48H57l1-3q5-3 12-1z"/><path fill="#d67845" d="M72 48h12l1 2v3H74l-1-1z"/><path fill="#7e6453" d="m72 49 1 3-11 1q-2 2-1 5h-1q-1-4 1-7z"/><path fill="#cea88b" d="m37 47 20 1h15v1l-11 2q-2 3-1 7l-2 1-27-3q-1-3 2-4l-2-2z"/><path fill="#d9baa0" d="M73 52v3H62v-3z"/><path fill="#e3af7b" d="m85 50 4 6-1 2-14-2v-3h11z"/><path fill="#a09993" d="m3 73-2 2V53z"/><path fill="#b59980" d="M62 53v3h11v2H61q-1-3 1-5"/><path fill="#a67d61" d="m31 56 27 3 2-1h1v2l-29-2z"/><path fill="#e9d7c7" d="M61 58h12l-1 2H61z"/><path fill="#514c53" d="m73 56 14 2v7H75l-2-1-1-4 1-2z"/><path fill="#e6ac7f" d="m35 59 26 1v3l-29-1q0-3 3-3"/><path fill="#c39673" d="M61 60h11l1 4q-6-1-10 1l-1 3-28-1 1-2 7-1-10-2 29 1z"/><path fill="#e5c09b" d="M32 58q2-1 3 1-3 0-3 3l10 2-7 1-1 2-2 1q-4-6 0-10"/><path fill="#d8bca3" d="m73 64 2 1v3H62l1-3q4-2 10-1"/><path fill="#eac5a7" d="M25 66H11v8l-3-9q8-2 17 1"/><path fill="#e7b388" d="M43 65q8-2 18-1v3z"/><path fill="#e8975d" d="M25 66q-1 2 1 5l-1 1H11v-6z"/><path fill="#433e43" d="m34 67 28 1h1v4H32v-4z"/><path fill="#a06144" d="M11 72h14v3H11z"/><path fill="#cdc7c1" d="M63 68h12v2l-1 3q-7 2-11-1z"/><path fill="#ede3d6" d="M75 70h16l-2 6v-1l-15-2z"/><path fill="#d1b9a1" d="M26 71v3h5q-1-3 1-3v4q-3-1-4 1l1 1-29 1v-3h1l2-2 8 2h14v-3z"/><path fill="#d7bba0" d="M63 72q4 3 11 1l15 2H72q-6-1-10 1l-1 2q-13-3-25 0-4-3 0-5z"/><path fill="#bd8863" d="m72 75-8 4-3 1v-2l1-2q4-2 10-1"/><path fill="#8a7566" d="m32 72 4 1q-4 2 0 5l-2 1H0v-1l28-2q1-2 4-1z"/><path fill="#302a2b" d="M61 78v2l-4 1-23-2 2-1q12-3 25 0"/><path fill="#52362d" d="M0 79h34l23 2H39q-6-1-9 1l-6-2-1 2H0z"/><path fill="#e0bb9c" d="M64 79v5q-1-1-3 1l-20-2q-5 0-2-2h18l4-1z"/><path fill="#f6d8b8" d="M72 75h17v1q-1 6 4 11l-27-1-2-2v-5z"/><path fill="#885037" d="M0 82h22L0 84z"/><path fill="#855a44" d="m30 82-5 2-2-2 1-2z"/><path fill="#c5845a" d="m22 82 2 2v1H0v-1z"/><path fill="#c29a7a" d="M39 81q-3 2 2 2l20 2q2-2 3-1l2 2h-1l-40-1v-1l5-2q3-2 9-1"/><path fill="#eeceae" d="M0 85h25l40 1-65 1z"/><path fill="#cfb69e" d="m65 86 27 1-4 2q-41-2-80-1H0v-1z"/><path fill="#676160" d="m9 88 75 1H42q-18-1-33 1z"/><path fill="#2f2522" d="M6 88h3v2l-3 1z"/><path fill="#908c8b" d="M0 88h6v3l3-1h11l19 4-2 2H0z"/><path fill="#837e7e" d="M42 89h42l-5 6-23-1h-4l1 2h-7q-3-3-7-2l-19-4z"/><path fill="#d6c9be" d="M39 94q4-1 7 2h-9z"/><path fill="#d7c6b8" d="M79 95H53l-1-2h4z"/></svg> | |
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"path": null
} | Generate code for a svg of a chevron arrow icon in blue and yellow, suitable for use in email marketing or Adobe Illustrator. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
{
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"path": null
} | Generate code for a svg of a a handwritten love note tucked in a purse. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#f9f9fa" d="M65 50q-2 1-1 4l-2 1v-4l-1 1-3-4h-4v7l-6 6q4 3 7-1 2 3 3-1h3q1-3 4-4v2l-1 7q-9 1-18-1-7 3-15 0-1-12 1-22h32z"/><path fill="#cccccd" d="m67 52-2-2-1-9H32q-2 10-1 22l-2-2v-4l1-16 2-2q12 3 25 0 13-1 10 13"/><path fill="#dfdedf" d="M64 54q-3 1-4 4h-3q-1 4-3 1-3 4-7 1l6-6v-7h4l3 4 1-1v4z"/><path fill="#c2c0c2" d="M37 48v2l1 1h3q2-5 3 1l2-2 7 3H38q-4-2-1-5"/><path fill="#504d55" d="m65 50 2 2v1l-2 4v-2l-1-1q-1-3 1-4"/><path fill="#a9868c" d="M33 53q2 0 1 3-2-1-1-3"/><path fill="#a09e9f" d="M42 59q3 0 0 3z"/><path fill="#d3d3d3" d="M67 53q3 8-4 13-15-2-29-1-3 0-3-2 8 3 15 0 9 2 18 1l1-7z"/><path fill="#ab9697" d="M29 57v4l-2 8-4 1 3-4q0-6 3-9"/></svg> | |
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"path": "865549363161750f35bac3e0b3c53a076d7e4c9737b80dcbc55fc88e209f670f.png"
} | Generate code for a svg of a a black and white image of a shopping cart | <svg width="30" height="26" viewBox="0 0 30 26" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M6.28223 22.1122C5.94549 22.449 5.77713 22.8605 5.77713 23.3469C5.77713 23.8333 5.95485 24.2542 6.31029 24.6097C6.66574 24.9651 7.08665 25.1429 7.57305 25.1429C8.05944 25.1429 8.48036 24.9651 8.8358 24.6097C9.19125 24.2542 9.36897 23.8333 9.36897 23.3469C9.36897 22.8605 9.19125 22.4396 8.8358 22.0842C8.48036 21.7287 8.05944 21.551 7.57305 21.551C7.08665 21.551 6.65638 21.7381 6.28223 22.1122ZM22.4455 22.1122C22.1088 22.449 21.9404 22.8605 21.9404 23.3469C21.9404 23.8333 22.1181 24.2542 22.4736 24.6097C22.829 24.9651 23.2499 25.1429 23.7363 25.1429C24.2227 25.1429 24.6436 24.9651 24.9991 24.6097C25.3545 24.2542 25.5322 23.8333 25.5322 23.3469C25.5322 22.8605 25.3545 22.4396 24.9991 22.0842C24.6436 21.7287 24.2227 21.551 23.7363 21.551C23.2499 21.551 22.8196 21.7381 22.4455 22.1122ZM0.557741 0.280612C0.408081 0.430273 0.333252 0.636053 0.333252 0.897959C0.333252 1.15987 0.417435 1.375 0.585803 1.54337C0.754171 1.71174 0.969305 1.79592 1.23121 1.79592H3.08325L4.2057 6.56633L5.77713 14.3673C5.77713 14.4048 5.78648 14.4422 5.80519 14.4796C5.8239 14.517 5.83325 14.5357 5.83325 14.5357L4.87917 18.6888C4.84175 18.9507 4.90723 19.1939 5.0756 19.4184C5.24397 19.6429 5.47781 19.7551 5.77713 19.7551H26.1496C26.4115 19.7551 26.6266 19.6709 26.795 19.5026C26.9634 19.3342 27.0475 19.119 27.0475 18.8571C27.0475 18.5952 26.9634 18.3801 26.795 18.2117C26.6266 18.0434 26.4115 17.9592 26.1496 17.9592H6.89958L7.29244 16.1071C7.32985 16.1071 7.37662 16.1165 7.43274 16.1352C7.48886 16.1539 7.53563 16.1633 7.57305 16.1633H23.9608C24.4846 16.1633 24.8962 16.0791 25.1955 15.9107C25.4948 15.7423 25.7754 15.3776 26.0373 14.8163L28.8996 5.89286C29.1615 5.14455 29.1054 4.57398 28.7312 4.18112C28.3571 3.78826 27.8894 3.59184 27.3281 3.59184H5.77713C5.73971 3.59184 5.60876 3.61054 5.38427 3.64796L4.7108 0.67347C4.59856 0.224487 4.29924 0 3.81284 0H1.23121C0.969305 0 0.744818 0.0935363 0.557741 0.280612ZM5.83325 5.38775H27.2159L24.3537 14.199C24.3162 14.2738 24.2788 14.3299 24.2414 14.3673C24.1666 14.3673 24.073 14.3673 23.9608 14.3673H7.57305V14.199L7.51692 14.0306L5.83325 5.38775Z" fill="#1E1E1E"/>
</svg> | |
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} | Generate code for a svg of a yellow onions sitting in baskets near the entrance. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#faf3c8" d="M24 0h59q8 2-1 3 0 10-4 1-3 3 0 6l7 5-2 3q3 2-1 2-3-1-2-3-3 0-1 3l-2 2-2-4q-2 4-4 1h-9l-1-5-1 3q-1-5-4-7l-2 2q2 2 1 5-3-1-5 3-3-6-8-9v4q3 2 4 6l3 8 7 3 8-4q3 3 2 9l-2-4-1 1q1 3-2 8 0 6-4 12l-4-8q-5 6-7-1-3 0 0 1-7 3-6-3-6 2 0 7l5 2 2 5q3-2 8-2-3 1-3 4l6 1-7 1v-3l-11 4q0-7-6-6l2-2-10-2 3-6-1-1 4-2-2-2q3 0 5-3l-2-1v-3q3-3 0-6 5 0 0-3V13l3-1-1-1-5-2q-3 4-3 9-4 5-7-1-4 2-6-1 0 2-2 1-3 3-5-1l1-2h3L8 5q5 0 10 4V1l5 5-1-4z"/><path fill="#faf3c7" d="M0 0h24l-2 2 1 4-5-5v8Q13 5 8 5l3 9H8l-1 2q2 4 5 1 2 1 2-1 2 3 6 1 3 6 7 1 0-5 3-9l5 2 1 1-3 1v12q5 3 0 3 3 3 0 6v3l2 1q-2 3-5 3l2 2-4 2 1 1-3 6 10 2-2 2q6-1 6 6v2q-6-5-12 1l-4-4q-2 0-2 3-3 1-5 4h-1q-3-1-3 1h-1q-5-1-2 2-8 11 2 22l-1 3H0z"/><path fill="#fbf3c6" d="M83 0h13v47L82 70l-7-4q-2-4-1-7-3 2-5 6h-4l-8-2q-5 0-7 3l-3 1-6-2-1-1v-2l11-4v3l7-1-6-1q0-3 3-4-5 0-8 2l-2-5-5-2q-6-5 0-7-1 6 6 3-3-1 0-1 2 7 7 1l4 8q4-6 4-12 3-5 2-8l1-1 2 4q1-6-2-9l-8 4-7-3-3-8q-1-4-4-6v-4q5 3 8 9 2-4 5-3 1-3-1-5l2-2q3 2 4 7l1-3 1 5h9q2 3 4-1l2 4 2-2q-2-3 1-3-1 2 2 3 4 0 1-2l2-3-7-5q-3-3 0-6 4 9 4-1 9-1 1-3"/><path fill="#fad950" d="M75 66v6H62q-4-5-5 1l-7-7q2-3 7-3l8 2q2 5 4 0 2-4 5-6-1 3 1 7"/><path fill="#e2a84c" d="M65 65h4q-2 5-4 0"/><path fill="#ae7843" d="m16 68-1 3-2-2q0-2 3-1"/><path fill="#fddd51" d="m40 64-1 5q-3-1-4 1-5 0-8 2h-9q-2-3-1-5 2-3 5-4 0-3 2-3l4 4q6-6 12-1"/><path fill="#bf8f4e" d="m41 65 6 2-2 3-3-3 1 2-3 1z"/><path fill="#8b5d3c" d="M45 70q-4 0-6 3l-1 1h-6q1-3 4-3 1-2 4-1l3-1-1-2z"/><path fill="#ac7a44" d="m75 66 7 4-2 4H70v6q-4 2-7-2l-1 1-11 1-7-2q3-2 8-1l10-1 2-1-2-3h13z"/><path fill="#fceb8c" d="M96 47v43l-4-7q-3 0-3 2l-2-1-1-8-6-1v-1l2-4z"/><path fill="#fde45e" d="m50 66 7 7v3h5l-10 1q-5-2-8-1 0-4-1-3l-2 2-1 1q-2-1-1-3 2-3 6-3l2-3z"/><path fill="#fced7f" d="m62 72 2 3-2 1h-5v-3q1-6 5-1"/><path fill="#82442f" d="m43 73-2 2z"/><path fill="#fbf1bc" d="m12 69-1 3 4 11 8 1h1l9-1q4 0 7-4l3 4 4 1 12 2-3 10H11l1-3Q2 82 10 71q-3-3 2-2"/><path fill="#fcec98" d="m80 75 6 1 1 8 2 1q0-2 3-2l4 7v6H76l-4-3q1-3 3-3 0-6 4-9l-1-1z"/><path fill="#dcab4f" d="M52 77q-5-1-8 1l-1 1q-3-1 0-2l-3-1 1-1 2-2q1-1 1 3 3-1 8 1"/><path fill="#c28d4c" d="M39 73q-1 2 1 3l3 1q-3 1 0 2l1-1 7 2 1 5h-4q-1-7-1-1l-4-1-3-4q-3 4-7 4v-6q3 0 5-3z"/><path fill="#ddae5a" d="m80 74-2 5h-8v-6z"/><path fill="#e1a95e" d="m62 79-3 7-12-2q0-6 1 1h4l-1-5z"/><path fill="#e2b059" d="M16 68q-1 2 1 5l-1 1 8 1 5-2h-2q3-2 8-2-3 0-4 3h6q-2 3-5 3v6l-9 1q-1-3 1-5 2 1 3-1v4q2 1 3-1l1-4h-9l1 7-8-1-3-14h1l2 2z"/><path fill="#bd8a56" d="M16 76h3l1 7h-3z"/><path fill="#b28047" d="M24 84h-1l-1-7h10l-1 4q-1 2-3 1v-4q-1 2-3 1-2 2-1 5"/><path fill="#b4793c" d="M18 73h9l-2 2-8-1z"/><path fill="#8d623f" d="M27 73h2l-5 2z"/><path fill="#8d6944" d="M15 71q1 3-2 2-3-3 2-2"/><path fill="#fceb8f" d="M70 80h8l1 1q-4 3-4 9-2 0-3 3l4 3H56l7-18q3 4 7 2"/></svg> | |
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"path": "35c4db30c2dafa5ff85f870a46ddb5e1fb15131fc59108882daf72c6cdcd8211.png"
} | Generate code for a svg of a a purple circle with a white number and a white arrow | <svg version="1.1"
id="svg2" xmlns:osb="http://www.openswatchbook.org/uri/2009/osb" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:cc="http://creativecommons.org/ns#" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="86px" height="86px"
viewBox="0 0 86 86" enable-background="new 0 0 86 86" xml:space="preserve">
<text transform="matrix(0.9738 0 0 1 7.6011 58.2852)" fill="#FFFFFF" font-family="'ChalkboardSE-Bold'" font-size="34.5577">#%^</text>
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",
"path": "61fd08de6a82c9639c4274f30355a3cdeb8a6669cb7d39accbe081d88b440b2a.png"
} | Generate code for a svg of a a black and white map marker icon in a circle | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 50.3 50.3" style="enable-background:new 0 0 50.3 50.3;" xml:space="preserve">
<style type="text/css">
.st0{fill:#FFFFFF;stroke:#232323;stroke-width:0.35;stroke-miterlimit:10;}
.st1{display:none;fill:#232323;stroke:#FFFFFF;stroke-width:0.35;stroke-miterlimit:10;}
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"path": "01ee48c36da639157e9e0114354b3b84d818ae6a9224824a3eaeafaf7eb2ab20.png"
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} | Generate code for a svg of a a yellow sunbeam filtering through the branches. | <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="#f0ca68" d="M0 0h19q9 13 22 25l-1 1 4 4q-10 2-18-3-4-1-6 1l13 5q-8 1 1 4l-5 2-29 2z"/><path fill="#efcb6c" d="M80 0h16v19l-2-1-7 5-19 7-2-1 7-7-3-1q2-2 1-4l-2 2q0-3-2-3 5-9 13-16"/><path fill="#f0cc6c" d="M96 26v16q-8-3-14-1l6 4-4 3-28-11q19-8 40-11"/><path fill="#f6d16a" d="M19 0h61q-8 7-13 16 2 0 2 3l2-2q1 2-1 4l3 1-7 7 2 1 19-7 7-5 2 1v7q-21 3-40 11 5 3 11 3l-1 2h-8q-4-5-7 1-2-3-2 0l-6-5-3 6L0 60V41l34-4q-9-3-1-4l-13-5q2-2 6-1 8 5 18 3l-4-4 1-1Q28 13 19 0"/><path fill="#f6d26d" d="m66 42 18 6 4-3-6-4q6-2 14 1v30q-5 0-5-4l-8-4q-3-1-3-4L54 42v3l2 2 8 15q-3 1-2 4l-3-3q1-3-2-4v1l5 17 3-2-2-7 1-4q6 5 6 12 1-3 4-2-2 6-1 12-3-1-4-4h-2l3 4q9 3 0 3l6 5h2l-3-3 1-1 5 2 3 4H16l1-13-2 6-3-2v1q3 3 2 8H0V60l40-16 3-6 6 5q0-3 2 0 3-6 7-1z"/><path fill="#f2ce70" d="M96 72v24h-6q-2-9-2 0h-1l-6-4-5-2-1 1 3 3h-2l-6-5q9 0 0-3l-3-4h2q1 3 4 4-1-6 1-12-3-1-4 2 0-7-6-12l-1 4 2 7-3 2-5-17v-1q3 1 2 4l3 3q-1-3 2-4l-8-15-2-2v-3l29 22 8 4q0 4 5 4"/><path fill="#877c4e" d="m33 73 1-1v3z"/><path fill="#88804b" d="M11 75q3 1 0 4-3-3 0-4"/><path fill="#b5a05d" d="m22 87-2-3q6-3 8-9l3-1q1 2-2 3h4l2 4-1 1 6-1-9 3q5-7-3-4-4 3-6 7"/><path fill="#d39e3b" d="M6 77h3v6z"/><path fill="#918a57" d="M41 87v3q-3-2-4-1 1-2 4-2"/><path fill="#927f4c" d="M16 96h-2q1-5-2-8v-1l3 2 2-6z"/><path fill="#9f8b50" d="m22 87-2 4 6-3 4 1q-7 2-12 6l-1-1q1-4 5-7"/><path fill="#cbb86e" d="M41 87q-3 0-4 2 1-1 4 1l-2 2q-4-1-3-4l-6 1 5-4 1 1q2-3 6-2-2 2-1 3"/><path fill="#948048" d="m81 92 6 4h-3z"/><path fill="#6d6244" d="M90 96h-2q0-9 2 0"/></svg> | |
{
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"path": "f1b243bb3ff6a20d6780e6110efdc3d074b858e859dc2e087b711d26d0cd4700.png"
} | Generate code for a svg of a a black and white image of an envelope with a white background | <svg width="58" height="51" viewBox="0 0 58 51" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M9.66667 8.5H48.3333C50.9917 8.5 53.1667 10.4125 53.1667 12.75V38.25C53.1667 40.5875 50.9917 42.5 48.3333 42.5H9.66667C7.00833 42.5 4.83333 40.5875 4.83333 38.25V12.75C4.83333 10.4125 7.00833 8.5 9.66667 8.5Z" stroke="black" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M53.1667 12.75L29 27.625L4.83333 12.75" stroke="black" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a large steel press stamping out parts from sheets. | <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 0h96v82l-11-1q-3-2 0-2-10-3-4 5l15 1v11H0z"/><path fill="#c9cbcc" d="M34 15H17l2 2h-3v-3q9-1 18 1"/><path fill="#8c9096" d="M34 15q2 1 2 5v4q-4 0-4-2 3-3 0-6v4l-2-3q-4-2-9-1l-2 4v-3l-2-2z"/><path fill="#c4c6ca" d="M30 17h-8l-1 5-2-1v-1l2-4q5-1 9 1"/><path fill="#fdfdfd" d="M30 17v7l-9-2 1-5z"/><path fill="#f7f8f8" d="M32 22v-6q3 3 0 6"/><path fill="#dededf" d="M49 18q11-2 24-1l-1 2H56v3q-2-3-1-4z"/><path fill="#7c8084" d="M45 18h3v6h-3z"/><path fill="#d7d8da" d="M45 18v6h-9v-4l1 4h7q-1-4 1-6"/><path fill="#b4b6b9" d="M73 17q15-5 10 10l-10 1v-4H58v5q-2-3-1-4h-3v6h-6v-8l1-5h6q-1 1 1 4l16 1v-4z"/><path fill="#e7e8e7" d="M80 20v5q-3 2-4-1h4z"/><path fill="#787a79" d="M80 20v4h-4q-1-5 4-4"/><path fill="#eeeeed" d="M80 20q-5-1-4 4-3-3-1-4 3-3 5 0"/><path fill="#f8f8f9" d="M72 19v4l-16-1v-3z"/><path fill="#a7aaae" d="m30 17 2 3v2q0 2 4 2h12v7q-5-1-8 1-4-2-6-5v6l-2-7v10l4-1-1-1h2l-1 3-6 1V26q-9-1-17 1l-2-2 9-2-1-2 2 1 9 2z"/><path fill="#fafafa" d="m34 33 1 1-4 1v-9z"/><path fill="#8e9296" d="M58 29q-3 5-2 11l-2-9-1 9-1-8v9l-15-1-1-7h-2l-1-1v-6q2 3 6 5 3-2 8-1h6v-6h3q-1 1 1 4"/><path fill="#5f646d" d="M53 33q-2 3-1 8h-9v-9q4-1 10 1"/><path fill="#c4c4c7" d="m57 41-6 18-5-2v-2q-2 3-5 3l-4-15 1-2 15 1v-9l1 8 1-9z"/><path fill="#98999d" d="M65 73q-3-3-1-5 10-13 16 3-3 5-3-1l-6-7q-4 4-6 10"/><path fill="#a3a6a9" d="m20 72-3 1q-3-3-1-4 4-3 4 3"/><path fill="#acaeb2" d="m40 76-2-2 2-6h12q-1 3 2 7-8 9-14 1"/><path fill="#84878c" d="m43 69 7 1q0 9-8 5-2-4 1-6"/><path fill="#edeeed" d="M45 71h3v4h-4q-1-3 1-4"/><path fill="#bec0c3" d="m65 73 6 4 5-1q-8 4-11-3"/><path fill="#d7d7da" d="m21 84 2 4H6V75h10v6q3-1 2 2z"/><path fill="#cbcbd0" d="m38 74 2 2-1 13q-9-8-18-5v-6l4-1-5-5 8 6 1-8q3 4 9 4"/><path fill="#95979a" d="M96 82v3l-15-1q-6-8 4-5-3 0 0 2z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a glass jar filled with colorful marbles:I'm drawn to the visual appeal of a glass jar filled with vibrant, colorful marbles. The tactile experience of the jar, the visual interplay of colors, and the sense of movement and texture are all key elements. I aim to capture the playful and engaging nature of this object, emphasizing the visual impact of the colors and the tactile quality of the marbles. I'm interested in exploring the possibilities of creating a visually striking and memorable artwork. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a glass jar filled with colorful marbles. | <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="#cad4d2" d="M33 49q-1 3 2 6-3 6-2 13-1 6 5 9 11 3 23 0l3-4V60l-1-6 1-8V30q-2-3-5-4 3-1 6 3v45q-3 6-10 6-12 2-21-3l-3-5z"/><path fill="#f9de72" d="M58 34v4h-6q0-7 6-4"/><path fill="#cf835f" d="M50 38h8l-1 4h-3q-2-4-4-2z"/><path fill="#e4dccf" d="m54 42-5 1 1-3q2-2 4 2"/><path fill="#4280b6" d="M42 40q-3 1-3 4-3 0-4 2-3-7 4-8 2-1 3 2"/><path fill="#f4e62a" d="M42 40h2q2 0 1 3l-5 2-1-1q0-3 3-4"/><path fill="#4d879c" d="M58 34q4 3 1 7l3 3h-5v-2l1-4z"/><path fill="#fa7928" d="M50 38v2l-1 3q-2 1-2 4-4-1-6 2l-1-4 5-2q1-3-1-3-1-1 1-3t5 1"/><path fill="#953f93" d="M54 42h3v2q-2 2-1 5-3 0-4 2l-2-1-3-3q0-3 2-4z"/><path fill="#453f71" d="m39 44 1 4-1 1-5-3v-1q1-2 4-2"/><path fill="#52c492" d="M57 44h5l2 2-1 8h-1q-1-5-6-5-1-3 1-5"/><path fill="#f8ca1a" d="M47 47q0 7-6 7l-1-1v-3l1-1q2-3 6-2"/><path fill="#f4af4e" d="m35 47 5 3v3l-3 2h-2q-3-3-2-6z"/><path fill="#914b61" d="m47 47 3 3v4l-4 2-5-1v-1q6 0 6-7"/><path fill="#ea4037" d="M56 49q5 0 6 5l-4 4-8-4v-4l2 1q1-2 4-2"/><path fill="#4e2a5c" d="M40 53v1l-1 3-3-3z"/><path fill="#57809f" d="m41 55 5 1 1 2q0 7-7 5v-5z"/><path fill="#444171" d="m50 54 8 4 4-4h1l1 6v1l-4 2q-5-8-11-2 0-3-2-3l-1-2z"/><path fill="#f17d6a" d="M35 55h2l3 3v5q-1 1 1 4-3 2-3 5-4-1-5-4-1-7 2-13"/><path fill="#dce5d4" d="M47 58q2 0 2 3-2 2-1 6h-7q-2-3-1-4 7 2 7-5"/><path fill="#cae979" d="M60 63v3l-5 6h-2l-2-1-3-4q-1-4 1-6 6-6 11 2"/><path fill="#f0835f" d="M64 61q0 4-3 7l-1-2v-3z"/><path fill="#514978" d="m60 66 1 2 1 2-7 2z"/><path fill="#4b4385" d="m48 67 3 4-3 4q-5 2-8 1l-2-4q0-3 3-5z"/><path fill="#f6f3ef" d="M64 60v13l-3 4q-12 3-23 0-6-3-5-9 1 3 5 4l2 4q3 1 8-1 1 2 4 1l1-4h2l7-2-1-2q3-3 3-7z"/><path fill="#c6465a" d="m51 71 2 1-1 4q-3 1-4-1z"/></svg> |
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} | Generate code for a svg of a vector illustration of a chef icon, featuring a close-up of a chef with a mustache and a hat. | <?xml version="1.0" encoding="iso-8859-1"?>
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| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green planters along the sidewalk adding life to the city. | <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="#d1f1cb" d="M0 0h65l-2 55h-1l-1-14q-2 6-1 13-3-1-4 1H33l-4-4-1 2-12 4q-2 0-1 2h-1q-3 1-3 5v2q-6 2-11 6z"/><path fill="#cff1c9" d="M66 0h30v41l-13 8-6 1-1 4-10 1z"/><path fill="#899a90" d="M65 0v55l-2 5v-1l-1-4z"/><path fill="#f5f2dc" d="M96 41v55H0v-8l21-8q17-6 33-16l1-3 2 7h5q0-5 2-8l2-5 10-1 1-4 6-1z"/><path fill="#92ad97" d="m62 55-2-1q-1-7 1-13z"/><path fill="#40a63c" d="m33 55-3 2q-9-3-7 6-5-1-4-4l9-6 1-2z"/><path fill="#469b40" d="m60 54 2 1h1l1 4-9-1 1-3q1-2 4-1"/><path fill="#a3e196" d="m28 53-9 6h-4q-1-2 1-2z"/><path fill="#384c56" d="m33 55-1 6h-3v-4z"/><path fill="#64627a" d="m55 58 9 1v1q-2 3-2 8h-5l-2-7z"/><path fill="#448c61" d="M30 57v4h3l-4 2-3 4v-6l-3 2q-2-9 7-6"/><path fill="#36803e" d="M14 59q3 1 0 4 8 2 3-3l1-1h1q-1 3 4 4v1l-10 1-2-1q0-4 3-5"/><path fill="#40b53a" d="M14 59h3l-1 1q5 5-3 3 3-3 0-4"/><path fill="#aee3a2" d="m11 66 2 8-13 5v-7q5-4 11-6"/><path fill="#b8e7a4" d="M34 55h22l-1 3v3l-1 3Q38 74 21 80v-1q0-7 5-12l3-4 4-2z"/><path fill="#3a846c" d="M26 67q-5 5-5 12l-6-1-2-4-2-8v-2l2 1h9l1-1v-1l3-2z"/><path fill="#2c3b4b" d="m23 64-1 1h-9z"/><path fill="#97cb7f" d="m13 74 2 4 6 1v1L0 88v-9z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a grandparents sitting in the garden enjoying the sunshine. | <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 0h96v74q-4-2-1-5-3-3-3-7l-1 3-2-6-1 5q0-3-2-3l-1 7-4-3q-2 2 1 4l-3 1 3 5q-3 1-2 4l-3-1h-3l-1-5-2 2q1 3-2 3-3-3-3-7-2 1-2-1l-3 3 3 3-7 2h-5q3-3-1-2v-3q-1-8-7-8 0-2 3-2-3-3-5 0l-3-3-1 1q-3-3-6-2-3 6 0 13l-2 1 1 1q-3 1-2 4 3-4 7-4v5H25l-3-5q-2 3-3 0-2 2 1 3l-6 2h-4l-1-2 4-11q-1-3-2 0l-2 5q-3-6-1-11 0-3 3-5 3-1 2-4-3 0-4 3L6 64l-2-6 2 15-4-8q0 6 5 12-4 2 0 3l77 1 4 4 3 4 3-9-3 3v-5l5-2v20H0z"/><path fill="#fcf9e8" d="M19 21q9-1 6 9-10 5-10-6 1-3 4-3"/><path fill="#96af85" d="m11 55-2-1q1-3 4-3 1 3-2 4"/><path fill="#763d47" d="m42 63-7 1-1-3v5l-1 3-1 3q-3-7 0-13 3-1 6 2l1-1z"/><path fill="#c9727b" d="M42 63q2-3 5 0-3 0-3 2l-10 1v-5l1 3z"/><path fill="#e4cbc6" d="m9 54 2 1q-3 2-3 5-2 5 1 11v1q-3 0-3 3v-2L4 58l2 6z"/><path fill="#698f6b" d="M96 74v2l-5 2v5l-3-7-3-8 1-7q2 0 2 3l1-5 2 6 1-3q0 4 3 7-3 3 1 5"/><path fill="#5f594d" d="M44 65q6 0 7 8-3-1-3 2-3-6-4 0l1 3h-2q-3-9-3 0-3 0-3 2l-1-1 2-7q-5 0-2-2-1-2-3-1l1-3z"/><path fill="#84a383" d="m85 68 3 8v9l-4-4-3-3v1h-1q-1-3 2-4l-3-5 3-1q-3-2-1-4z"/><path fill="#689468" d="M9 77v-6l2-5q1-3 2 0z"/><path fill="#aa545b" d="M33 69q2-1 3 1-3 2 2 2l-2 7v-5q-4 0-7 4-1-3 2-4l-1-1 2-1z"/><path fill="#dfdad9" d="M48 75q0 2 2 3h-5l-1-3q1-6 4 0"/><path fill="#d69e9e" d="M15 69q2 3-1 8l-2-3z"/><path fill="#96a893" d="M6 73v2q0-3 3-3v5l1 2q-3-1-3 1-4-1 0-3-5-6-5-12z"/><path fill="#d4d3ce" d="M69 78q-3-1-4 1h-8v-1l7-2-3-3 3-3q0 2 2 1 0 4 3 7"/><path fill="#c16467" d="M51 73v3q4-1 1 2h-2q-2-1-2-3 0-3 3-2"/><path fill="#e1d0d6" d="M43 78h-3q0-9 3 0"/><path fill="#a3b49d" d="M25 79H14l6-2q-3-1-1-3 1 3 3 0z"/><path fill="#9fb191" d="m77 78-12 1q1-2 4-1 3 0 2-3l2-2 1 5z"/><path fill="#95ba8c" d="M40 78h17v1h24v-1l3 3-74-2h26l1 1q0-2 3-2"/><path fill="#5e9351" d="m77 78 3 1h1-24 8z"/><path fill="#6d9070" d="M91 89v-6l3-3z"/><path fill="#576362" d="m88 76 3 7v6l-3-4z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the light tap of rain on a rooftop. | <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="#d3ebed" d="M0 0h15q-2 2 1 3l-5 5v4q-3 3-4 0-1 6 3 12l3-1q1 2-1 5 0-6-2 0 4 3 1 7l1 3q-2 1-2 4t2 6q-1 3-4 3l4 12-1 4-1-6-1 4v5l2 1q-3 5-1 9l4-4 1 2 2-9q-2-2 0-2l2 4 1-2 3 3-1 7 2 2q-3 0-3 2l-2 1-8 4-2 8H0z"/><path fill="#d7ecef" d="M24 0h15l-2 21q0 3 3 5-3 4-1 10l2 1 1-10 1 1 1 25q0-19 3-36l1 5v13q-1 3-2 0v3l1 13 3-2v9l-1 1-3-1-6 7 9 2q-6 0-10 3l-3-2-2-12q0 6-5 1 0-6 2-11l1 4v-8l-1 1q0-3-2-3l-3 3-11-6 2-3 1 1q0-6 3-1l1-2 3 4q3-4 5 1l1-1 1 4 2-6q-3-2-5-1l3-2 2-8q-3-3-7-3 0-3 2-5l-1-1q-3-2-6-1 0 4-4 1l-1 1-1-5q2-3 6-5l4-1z"/><path fill="#dbeef1" d="M39 0h29q-1 6-3 1-2 8-4 0-3 3-3 7l-3 1-1 3-2-4q-2 5-1-1 3-3-1-1v11q2-3 3 1-3 7-4 16 0 9 1 1 1 15 2 0l1 1 2-4v15q6 0 4 6-9 1-7 9l-3-3 1-1v-9l-3 2-1-13v-3q1 3 2 0V22l-1-5q-3 17-3 36l-1-25-1-1-1 10-2-1q-2-6 1-10-3-2-3-5z"/><path fill="#d7ecef" d="M68 0h12l-3 6-1-4q-1 5 1 9l-2 8-2-13q-3 3-4 8 1 2-1 3l2 7-1 6-1-9q-1-3-2 0l-1-2-3 8q-3-3 0-5l-2-1-2 4q-3-2-4-1l1 8-2 4-1-1q-1 15-2 0-1 8-1-1 1-9 4-16-1-4-3-1V6q4-2 1 1-1 6 1 1l2 4 1-3 3-1q0-4 3-7 2 8 4 0 2 5 3-1"/><path fill="#d5ebed" d="M15 0h9l2 4-4 1q-4 2-6 5l1 5 1-1q4 3 4-1 3-1 6 1l1 1q-2 2-2 5 4 0 7 3l-2 8-3 2q2-1 5 1l-2 6-1-4-1 1q-2-5-5-1l-3-4-1 2q-3-5-3 1l-1-1-2 3 11 6 3-3q2 0 2 3l1-1v8l-1-4q-2 5-2 11 5 5 5-1l2 12 3 2-1 1q-8-2-8 7v-4h-3q0 4-3 7l-2-2 1-7-3-3-1 2-2-4q-2 0 0 2l-2 9-1-2-4 4q-2-4 1-9l-2-1v-5l1-4 1 6 1-4-4-12q3 0 4-3l-2-6q0-3 2-4l-1-3q3-4-1-7 2-6 2 0 2-3 1-5l-3 1q-4-6-3-12 1 3 4 0V8l5-5q-3-1-1-3"/><path fill="#d4ebee" d="M80 0h16v55q-9 0-16 3h-3v-4q-3-2-4-1v6l-14 2-4 4-3-3q-2-8 7-9 2-6-4-6V32l-1-8q1-1 4 1l2-4 2 1q-3 2 0 5l3-8 1 2q1-3 2 0l1 9 1-6-2-7q2-1 1-3 1-5 4-8l2 13 2-8q-2-4-1-9l1 4z"/><path fill="#8190a9" d="M77 54q-5-1-2 3l-2 2v-6q1-1 4 1"/><path fill="#fbf9f9" d="m49 59 3 3 3 3-6 2-9-2 6-7z"/><path fill="#646680" d="M96 55v9q-6 3-10 1l-1 4h-5q-3-4-7-5 1-4 7-6 7-3 16-3"/><path fill="#4f5271" d="M77 54v4h3q-6 2-7 6 4 1 7 5h5l1-4q4 2 10-1v2l-13 5 5 3-6 2q0-2 3-2-4-2-7-1 3-3-1-3-3 1-3 4l-13-6v-2q-7 1-13 5l4 1 1-2q4 0 8 5-6-3-9 1l5 3H46l4-2q-5-7-12-2v-4l1-1 36-13q-3-4 2-3"/><path fill="#696f88" d="M65 62h5q-3 0-3 2l6 2-6 4q-3-1 0-3l-4-2z"/><path fill="#696d87" d="m78 73-8 8-4-3q-3-3 1-3h-6q-4-5-8-5l-1 2-4-1q6-4 13-5v2l13 6q0-3 3-4 4 0 1 3"/><path fill="#595e7a" d="M38 71v4q7-5 12 2l-4 2q-7 2-12-1l-3 1 5 3-7 6q-1-5-3 1v-3q-3-1-5 2l-1-1 2-2-3-1 2-1q2 0 3 2v-4q3-3 3-7h3v4q0-9 8-7"/><path fill="#83899a" d="M24 81v4q-1-2-3-2 0-2 3-2"/><path fill="#626884" d="M46 79h11q3 0 1 3l-3-1q-3 7-9 1-8 0-11 6l-17 5-3 3H9l2-8 8-4 3 1-2 2 1 1q2-3 5-2v3q2-6 3-1l7-6-5-3 3-1q5 3 12 1"/><path fill="#575d7a" d="M96 66v30H39q3-4 9-6-1 1 1 4 1-2 4-1 9-2 17-8h-2l-5 2v-6q-2 2-1 5l-4-4q2-3-1-3l-5-3q3-4 9-1h6q-4 0-1 3h-1l5 4q6-3 13-3l-3-2-8 3 6-7q3-1 7 1-3 0-3 2l6-2-5-3z"/><path fill="#3c3b57" d="m66 78 4 3 10-4 3 2q-7 0-13 3l-5-4z"/><path fill="#6b708a" d="m63 87-10 6q-3-1-4 1-2-3-1-4 2-3 7 0l1-6 4 4 2-2q-1-3 1-5z"/><path fill="#42425c" d="m53 93 10-6 5-2h2q-8 6-17 8"/><path fill="#4e516f" d="m58 82 4 4-2 2-4-4-1 6q-5-3-7 0-6 2-9 6h-4q3-4 9-6 2-10-3 0l-1-1-5 1-2 6h-7l1-4-4 4h-8l3-3 17-5q3-6 11-6 6 6 9-1z"/><path fill="#747c94" d="M35 96h-2l2-6 5-1 1 1q5-10 3 0-6 2-9 6"/><path fill="#848fa2" d="M26 96h-3l4-4z"/></svg> | |
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"path": "emoji_u2639.png"
} | Generate code for a svg of a frowning face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="1400.9" gradientTransform="matrix(1 0 0 1 0 -1338)" 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="frowning-face">
<path id="mouth" d="M34.37,96.74C40.77,85.63,54.25,81.06,64,81.06s23.23,4.57,29.63,15.68 c0.9,1.58,3.47,0.89,3.18-0.91c-2.46-15-19-23.45-32.81-24c-14.6-0.53-29.93,9.84-32.81,24C30.84,97.6,33.47,98.32,34.37,96.74z" style="fill:#422B0D;"/>
</g>
<path d="M44,40.94L44,40.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.2,0,8-3.54,8-9.41 S48.24,40.94,44,40.94z" style="fill:#422B0D;"/>
<g id="peepers">
<path d="M43.65,44.87L43.65,44.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C44.78,47.06,44.54,45.73,43.65,44.87z" style="fill:#896024;"/>
</g>
<path d="M82.4,40.94L82.4,40.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.19,0,8-3.54,8-9.41 S86.59,40.94,82.4,40.94z" style="fill:#422B0D;"/>
<g id="peepers-2">
<path d="M82,44.87L82,44.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C83.13,47.06,82.89,45.73,82,44.87z" style="fill:#896024;"/>
</g>
</g>
</svg> | |
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",
"path": "acf80a5c41abd6d47e258a4d0bddfcf16a87c78ab05d4021135ea83a1936c494.png"
} | Generate code for a svg of a a close up of a guitar in a purple and white circle | <svg width="109px" height="115px" viewBox="0 0 109 115" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>Combined Shape</title>
<desc>Created with Sketch.</desc>
<defs>
<linearGradient x1="50%" y1="0%" x2="50%" y2="100%" id="linearGradient-1">
<stop stop-color="#FA709A" offset="0%"></stop>
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",
"path": "f571e246adf53ad8df2aa012387e4c9f80c0a5faa616f7ee4e2d31144750698e.png"
} | Generate code for a svg of a a close up of a blue gift box with a bow | <svg width="32" height="38" viewBox="0 0 32 38" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M30.5778 11.2058H30.527H18.1841C25.0921 7.76156 25.6508 5.58358 25.3968 4.36796C24.8381 2.39259 22.5524 0.873068 20.419 1.68348C17.6254 2.74714 16.8635 6.9005 16.1016 9.88889C15.1365 6.84985 14.2222 3.0004 12.0381 1.02502C11.4286 0.467863 10.5143 -0.0892942 9.14286 0.0120071C7.11111 0.21461 4.21587 2.69649 5.43492 5.48228C6.55238 8.16676 10.2603 9.88888 12.7492 11.2565H1.42222C0.609524 11.2565 0 11.9149 0 12.6747V18.3475C0 19.158 0.660317 19.7658 1.42222 19.7658H1.5746V38H30.527V19.7658H30.5778C31.3905 19.7658 32 19.1073 32 18.3475V12.6747C32 11.8643 31.3397 11.2058 30.5778 11.2058ZM21.2317 2.94975C22.2984 2.79779 23.7206 3.6082 23.873 4.57057C24.0762 5.93813 22.1968 7.2044 21.3333 7.76156C20.0635 8.62262 18.8444 9.07847 17.6762 9.78758C18.0825 7.91351 18.946 3.25365 21.2317 2.94975ZM9.75238 7.91351C8.63492 7.15375 6.50159 5.68488 6.55238 4.01341C6.60317 2.18999 9.44762 0.721116 10.9714 2.08868C12.9016 3.76016 13.8159 7.66026 14.527 10.3954C12.9016 9.58498 11.3778 8.97717 9.75238 7.91351ZM12.7492 36.4805H3.04762V19.7658H12.7492V36.4805ZM12.7492 18.2462H1.52381V12.7253H12.7492V18.2462ZM17.8286 36.4805H14.2222V12.7253H17.8286V36.4805ZM29.0032 36.4805H19.3524V19.7658H29.054V36.4805H29.0032ZM30.4762 18.2462H19.3524V12.7253H30.4762V18.2462Z" fill="#81B3D2"/>
</svg> |
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