reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": 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} | Generate code for a svg of a a colorful bird perched on a fence. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9f9f9" d="M0 0h96v96h-7q-2-108-2 0h-7l-3-54q-3-3-4 0-2 26-1 54h-7V65q2-1 4 1 1-5-2-8L57 48q-2-5-5-7l-5-5-2-2-3-3q-4-3-5 1-3-1-3 1l3 3q-3 5 1 9 1 4 7 7-2 1-2 4-6 1-1 4l2-1 1 4v33H26q-3-18 0-36l-3-18q-3-3-4 0v54H7L6 52q-4-2-3-5H0z"/><path fill="#8bb655" d="m42 31-3 2h-1l-1-1q1-4 5-1"/><path fill="#768773" d="m42 31 3 3-3 1q-3 0-3-2z"/><path fill="#8b3f30" d="M37 32v3h-1l-3-3q0-2 3-1"/><path fill="#f1e9be" d="M38 33q0 2 3 2l-4 3v-5"/><path fill="#ef7028" d="m45 34 2 2-1 2-6 1v3l3 2q-3-1-5 1-4-4-1-9h1v2l4-3z"/><path fill="#383d79" d="m47 36 5 5-8 1h-4v-3l6-1z"/><path fill="#a32d23" d="M40 42h4l3 3-4-1z"/><path fill="#5f4953" d="M52 41q3 2 5 7l-5-1-5-2-3-3z"/><path fill="#f9f05a" d="m43 44 4 1 5 2 3 4-8 1h-2q-6-3-7-7 2-2 5-1"/><path fill="#dde0d5" d="m55 51 1 2-9 2-2-1 2-2z"/><path fill="#f0482e" d="m52 47 5 1 10 10-3 2-2-1-6-6-1-2z"/><path fill="#81828c" d="m43 56 1 3-2 1q-5-3 1-4"/><path fill="#4f6287" d="M67 58q3 3 2 8-2-2-4-1v31h-1V60z"/><path fill="#524367" d="m23 42 1 1 2 53h-3z"/><path fill="#556372" d="M89 96h-2q0-108 2 0"/><path fill="#415380" d="M45 52h2l-2 2 2 1 9-2 6 6v7q-3 4-2 10l1 20h-4q2-11-1-20V55q-6-1-5 5-2 0-1 2l-2 5-3-4-1-4-1-3q0-3 2-4"/><path fill="#597e9c" d="m56 65-5-5q-1-6 5-5z"/><path fill="#c6b1b1" d="M0 47h3q-1 3 3 5v25q-3-1-4 1L0 49z"/><path fill="#b2b9c1" d="m62 59 2 1v25l-2-19z"/><path fill="#5d5e68" d="m6 52 1 44H6z"/><path fill="#f3f5ed" d="m62 66 2 19v11h-3l-1-20q-1-6 2-10"/><path fill="#b76b94" d="M23 42v54h-4V42q1-3 4 0"/><path fill="#a95d91" d="M77 42q-3 26 0 54h-5q-1-28 1-54 1-3 4 0"/><path fill="#ba7e96" d="M50 62v21l-2-4q-2 0-3 3V63l3 4z"/><path fill="#f4f5f2" d="m0 49 2 29v18H0z"/><path fill="#72517a" d="m77 42 3 54h-3q-3-28 0-54"/><path fill="#768695" d="M56 76q3 9 1 20h-1z"/><path fill="#be8ba1" d="M6 77v19H2V78q1-2 4-1"/><path fill="#cbdada" d="m51 60 5 5v31h-6V62q-1-2 1-2"/><path fill="#c36790" d="M50 83v13h-5V82q1-3 3-3z"/></svg> | |
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} | Generate code for a svg of a vector illustration of a baby carriage icon, depicted in black on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 17.1.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
Okay, here's a concise summary of my thoughts on drawing a close-up black arrow symbol on a white background:My primary focus is on capturing the essence of a black arrow symbol, a visual representation of a dynamic and powerful force. I aim to create a striking and evocative image that conveys the idea of a powerful, yet subtle, arrow that can be interpreted in various ways. The symbol's simplicity and the way it's positioned on a white background allows for a clear and focused visual representation of its power. I aim for a sense of depth and detail, emphasizing the subtle nuances of the symbol's form and its connection to the surrounding environment. | {
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"path": "b62dc7c2c9efd57b19d868d9995a210f166b9bdfc92dbeacffa2d82cb348661d.png"
} | Generate code for a svg of a a close up of a black arrow symbol on a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><path d="M12.71 12.54a1 1 0 00-1.42 0l-3 3A1 1 0 009.71 17L12 14.66 14.29 17a1 1 0 001.42 0 1 1 0 000-1.42zm-3-1.08L12 9.16l2.29 2.3a1 1 0 001.42 0 1 1 0 000-1.42l-3-3a1 1 0 00-1.42 0l-3 3a1 1 0 001.42 1.42z"/></svg> |
{
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} | Generate code for a svg of a black and white icon depicting a science lab flask with a lid and a spout, stylized with two eyes. | <?xml version="1.0" encoding="iso-8859-1"?>
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",
"path": "emoji_u1f97a.png"
} | Generate code for a svg of a pleading 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="pleading-face">
<path d="M71,101c-0.57,0-1.14-0.12-1.66-0.36c-3.68-1.63-7.87-1.66-11.56-0.06 c-1.97,0.99-4.38,0.19-5.37-1.78c-0.99-1.97-0.19-4.38,1.78-5.37l0,0c5.87-2.66,12.58-2.68,18.47-0.07 c2.01,0.92,2.9,3.29,1.98,5.3C73.99,100.09,72.57,101,71,101z" style="fill:#422B0D;"/>
<g id="eyes">
<path d="M43,47.7c9.58,0.03,17.33,7.82,17.3,17.4s-7.82,17.33-17.4,17.3c-9.58-0.03-17.33-7.82-17.3-17.4 C25.66,55.43,33.43,47.71,43,47.7" style="fill:#FFFFFF;"/>
<circle cx="42.7" cy="62.8" r="15.4" style="fill:#422B0D;"/>
<ellipse cx="48.13" cy="68.62" rx="2.6" ry="2.4" style="fill:#FFFFFF;" transform="matrix(0.7659 -0.6429 0.6429 0.7659 -32.8541 47.0076)"/>
<ellipse cx="38.69" cy="58.01" rx="9" ry="7.3" style="fill:#FFFFFF;" transform="matrix(0.8022 -0.5971 0.5971 0.8022 -26.9821 34.5782)"/>
<path d="M86,47.7c9.58,0.03,17.33,7.82,17.3,17.4c-0.03,9.58-7.82,17.33-17.4,17.3 c-9.58-0.03-17.33-7.82-17.3-17.4C68.66,55.43,76.43,47.71,86,47.7" style="fill:#FFFFFF;"/>
<circle cx="85.7" cy="62.8" r="15.4" style="fill:#422B0D;"/>
<ellipse cx="91.21" cy="68.56" rx="2.6" ry="2.4" style="fill:#FFFFFF;" transform="matrix(0.7659 -0.6429 0.6429 0.7659 -22.7305 74.6885)"/>
<ellipse cx="81.7" cy="58.02" rx="9" ry="7.3" style="fill:#FFFFFF;" transform="matrix(0.8022 -0.5971 0.5971 0.8022 -18.4797 60.2586)"/>
</g>
</g>
<g id="eyebrows">
<path d="M27.4,39.8c-2.2,0.4-2.3,3.6,0.1,3.7c5.3,0.07,10.42-1.9,14.3-5.5c1.48-1.28,2.73-2.8,3.7-4.5 c0.58-0.83,0.38-1.97-0.45-2.55c-0.83-0.58-1.97-0.38-2.55,0.45l-0.1,0.1C38.48,35.88,33.19,38.81,27.4,39.8z" style="fill:#422B0D;"/>
<path d="M84.5,31.4c-0.58-0.83-1.72-1.03-2.55-0.45c-0.83,0.58-1.03,1.72-0.45,2.55 c0.97,1.7,2.22,3.22,3.7,4.5c3.9,3.57,9.01,5.54,14.3,5.5c2.5-0.1,2.3-3.3,0.1-3.7C93.74,38.84,88.41,35.87,84.5,31.4L84.5,31.4" style="fill:#422B0D;"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the quietness of the world on a snowy night. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#112841" d="M0 0h96v34a230 230 0 01-65 23L0 52z"/><path fill="#89b1c6" d="m70 46-1 3q6 6 7 15l-17-3H45l-1-6z"/><path fill="#85afc3" d="m0 52 34 8-9 4h-5L0 69z"/><path fill="#6b90a7" d="m44 55 1 6-3-1q-5 3-8 0l-3-3z"/><path fill="#9fc5d8" d="m81 66 4 2q-4 3-5 8l-1-2q-10 5-22 7l-4-2q-9 1-15 4 0 3-3 3l-3 10H0V72q6 3 12 0l2 2 13-3 12 2h21l7-4 3 1z"/><path fill="#aecfde" d="M34 60q3 3 8 0l3 1h14l17 3q1 2 5 2l-11 4-3-1-7 4H39l-12-2-13 3-2-2q-6 3-12 0v-3l20-5h5z"/><path fill="#97bfd3" d="M96 34v62H32l3-10q3 0 3-3 6-3 15-4l4 2q12-2 22-7l1 2q1-5 5-8l-4-2q-4 0-5-2-1-9-7-15l1-3z"/></svg> | |
{
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"path": "emoji_u1f64d_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman 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="neck">
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<g id="eyes">
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<g id="eyebrows">
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<g id="hairGroup">
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</g>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a farmer:I'm drawn to the intricate and dynamic nature of a farmer's body. I want to capture the essence of their form, their movements, and the way they interact with the environment. I aim for a sense of movement and a sense of scale, emphasizing the detail and the interplay of form and texture. I want to evoke a feeling of both the practical and the artistic aspects of the process, from the initial sketch to the final finished product. | {
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} | Generate code for a svg of a a white microphone with a no sound sign on it | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="64pt" height="64pt" viewBox="0 0 64 64" version="1.1">
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<filter id="alpha" filterUnits="objectBoundingBox" x="0%" y="0%" width="100%" height="100%">
<feColorMatrix type="matrix" in="SourceGraphic" values="0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 0 0 0 1 0"/>
</filter>
<mask id="mask0">
<g filter="url(#alpha)">
<rect x="0" y="0" width="64" height="64" style="fill:rgb(0%,0%,0%);fill-opacity:0.3;stroke:none;"/>
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</mask>
<clipPath id="clip1">
<rect x="0" y="0" width="64" height="64"/>
</clipPath>
<g id="surface5" clip-path="url(#clip1)">
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(87.45098%,87.45098%,87.45098%);fill-opacity:1;" d="M 32 0 C 26.558594 0 22.050781 3.625 20.578125 8.578125 L 44 32 L 44 12 C 44 5.359375 38.640625 0 32 0 Z M 10 4 L 4 10 L 20 26 L 20 32 C 20 38.640625 25.359375 44 32 44 C 33.757812 44 35.394531 43.578125 36.890625 42.890625 L 39.882812 45.882812 C 37.566406 47.214844 34.898438 48 32 48 C 23.078125 48 16 40.921875 16 32 L 16 28 L 8 28 L 8 32 C 8 43.878906 16.640625 53.71875 28 55.640625 L 28 64 L 36 64 L 36 55.640625 C 39.558594 55.042969 42.808594 53.625 45.640625 51.640625 L 54 60 L 60 54 Z M 48 28 L 48 32 C 48 33.226562 47.796875 34.386719 47.523438 35.523438 L 53.796875 41.796875 C 55.167969 38.800781 56 35.511719 56 32 L 56 28 Z M 48 28 "/>
</g>
</defs>
<g id="surface1">
<use xlink:href="#surface5" mask="url(#mask0)"/>
</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a the crackling of a campfire on a cool night. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#0e1323" d="M0 0h96v96H0z"/><path fill="#545d6d" d="M64 15h3v3h-3z"/><path fill="#262e41" d="M20 16q0 9 11 9l-3 7 1 3q3 0 5 3 1 4-1 10 3 3 4 9-2 3-5 2l-6-7 2-8q-4-6-12-7-1-7 3-12-3-5 1-9"/><path fill="#d66127" d="M53 47q-1 7 1 16l-2 1-3-3q0-6 3-10l-1-2-3 5-1-1q-5 3-2 8l-3 1v-7l8-7q0-7 3-1"/><path fill="#eac83a" d="M49 61q-2-4-1-7l3-5 1 2q-3 4-3 10"/><path fill="#46252a" d="m53 47 2 13-1 3q-2-9-1-16"/><path fill="#823a2d" d="M48 54q-1 3 1 7l-1 1-7 7 3-6q-6 2-10-1h7q-1-3 1-5v5l3-1q-3-5 2-8z"/><path fill="#935040" d="M54 63q2 3 5 1 2 0 3 2h-7l3 3-1 1q-5-3-5-6z"/><path fill="#22283c" d="m48 62 3 12 8-2h6v-3q6-2 13 1l-13 5H31q-9-1-15-5 5-3 11-2v4h3l-1-4h3q-1 7 7 4-3-2 0-4 2 6 10 6l-1-4v-5l-3 4 1 1h-3z"/><path fill="#915536" d="M48 70h-2l-1-1 3-4z"/></svg> | |
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UH3NESdgAvAPY5FDGcuxW57JwKjCv9zTQZy6ePPBbx8+fjByVaJzR2K6eC0/4MCRHHAHbr1kdHsmQWLzg+HmfeYtEuXDtO659N28cDts7qywvw0yBFx0/L2clmsW177j23byxnbNqo3w7NS6/Ti34y1ckyscxuOW6L+PIalDFWR1AHekYCsZih8/ujXs0sigvI7FF9mZ52ZchOWE4MKHirMo2qgLL5tgsE71ZIcqKSx9605sV+eHgirNyjTfKG91Ycq9m2deXIaK0uITNbPBmRX7Yv+Ks9o9pRQQ2YnmGmiXmzS+iGIx0+OwWYLMvQ3LC+LI6K9dfJq1XCVdcnBWUb3RV2pFVl+Pny7YZIfwzzPHzW71YkR9KO7JyHRlt9GKFKDOufch1ZJY3xrcCu1O+irs6q7INwYV/1jt8toXyLUWMacXfxZ55YghuVyS5dDQhwC10ZhhuebFySWVkVUZcRpOveLNClJWlDp8t5QH6VnpyxZSQfRw++7w3K0QZ6QZecvi8r5uec0UrMC62EZGY5PDZddgFAEI0w+u4rXuW8gRFmZ2V6wt/1IsVoowsdPy8nFXJcH3hrvnbRXlx7TtyViXD9fC2nJVoFte+c5AXK3JGK7BrbCMiMQW38IVHsMtNhWiElcDjDp8fiuXDKh2tNHerbhEYSa/bXpugA/i5J1tEefgZbkdljsX9qE4uaaXc59xcL3X9qRcrRJlw7TOlTadddmd1Qu1/UpV7cAvuE+ViMTDfsQzXPptbWrGjJ2XlNNycdSdwnSdbRPH5Fm4ZP4YBJ3myJXeU3VnthF3u6sL3cDvnJcrBWuAHjmWcTYkTP5Z9GghwvuPnNwDf9mGIKDT/glsqbXDvq7mmBcurMzy2IRFZj9008rZDGaOx65H28GKRKBorgcm4ZesYBqwAxnixKIeUfRoI9vLPdCxjA/AlD7aIYnIF7mmF3kuJHRXYyGorJcyN04e7gJmOZbQBD6PLT8X2PApMxe2CErCo99KGLYCmgb05CnjCsYyDgccoadCe2IHNWBDn047lvAsdnKcVu9ZHwKc8lPEs8AUP5Yhi8He4OyqAz3goI/e0YIt2Zc0W2pu3sRTPrnmqBgG3A6c7WyTyzB3Ae3C/SWkvYAlaW9bIqhfDgM97KKcT22J+xkNZIp+8AHwId0cF8PfIUQE2snoZmBDbkETYAhwGvOihrAOBB7HAU1Ee1gPTgEUeyjoQeAq37CCFoZXyXUNdjSHAVzyV9Tw2DXANBBT5YSPwPvw4KoB/Qo5qOx7HEthLpi7sl9EXM4FNCdRLCqvNwFn4Y0YCdUpKrcCbTk1aPFqA2VjclA/mAueiEWyR6QD+GJjjqbzB2KFn0YtWYHVsIxLkWPwstlf4Nbbg6pJ0TaRJJ3AhcJvHMq9AwcX9cj0JDPESVAf+08eejzms2HWT/KgTuAC/HI1t9MSuW3JqRXnEB6INuAW/0ej/BXwcP1vaIi7dwCeAn3gscyjW57So3g+aBlbnEODLnsv8IdbJ5bDySxfwF8CNnsu9GgudEQNwEQkM8RKX76E+2BqWhvv501bgz/p5n65cmEDdUhfvScCI1LUJOznvm3NQWEOetBk4r9836ca7seNeseuXujg2ASPyoNewc1q+ORMLJoxdP6m63gLOGOAdurA3sDyB+uVB7JaAEXnRw8Ao/DMDy+Meu35S/2rHLhfxzWhgYQL1y4sAy3QZ25C86C7C5Ks6FtvsiF0/aXutxaZpvhkOzEugfnnRH4LXn07AmDzpVvxFuPfmUDQlSEkrgCOrvrHmGIwFkcauX570eGtP4y1ptLVLzh9hIQitNf5doyzCphuvei5XNM4y7I4+1+yxfWkFbsZyqov6WVL5si2NaUVOuQD4DnaW0CfPYtOOJz2XK+rnWWA68JzncluxeyY/5LncMrBUzsqNS4Dv4n+EtRw4Gbjfc7miNg9jGx6+R7ctwL8BH/VcbllYWvnLecSfk+ZZN+LfYQGMAP43gfqVRbf1tLlvWoHvJ1C/POucSmMenIAxeddNhHFYg7DRW+z6FV2hzuS1YtfGx65f3jWx0qBtKJLah24izB2MLcCVCdSvqJqN/7VHsL5wcwL1y7va6TMQeDQBo4qg/8FOz4fgMiwtSew6FkVdwOcaegP1MwTLshG7jkXQgr6N+4MEjCqKbifcxbEfRgegfagD+FiDbV8vI7CruGLXsSi6EbYfWj1Vx0sQ9XEWlh10bICyf4zFeekiiubZgB3g/36AsscCdxLmHGFZ2cE3zSS+By2aHsXOXobgcGx7PXYd86bl2HXsIdgdeCyBOhZNJ/VtaB1oDqNngX36NrYn9sYirGPXMS9ahN26HYI9sRFA7DoWUeP6a3D9UofRYsJdJLszcHcCdUxd9wO7NtfENZmMBS3GrmMRtbTSyH3jgh7o/10IR8ZjX5YjApS9Flsf+fcAZReFn2NnLkOk8D4E+7HYL0DZAuZX/tLXWel4Rzj2wDp1iHQjm7Fdwn8MUHbeuQ74EywTp2+OBe4lTFJGYQzok44h/rCv6FqPnfsLxcexbfnY9YytrcBfOrZlNU5DeeCy0IApetr0AjLRZuCDA70ED7wPS8Mbu56xtAm7ozEU70cnPrLQOmqcCLkrASPLoJDR0wDHY8njYtcza60gzFS7gk4RZKc5tV7GlxIwskyaTZgD0GAL+4sSqGNWehrY30fD9YPOZ2avK2q9lFkJGFk2hbyFdzR2/Cd2HUPrN8BOntqsL0Ow3dbYdSybTq71YoZR7vWOWJoLjKn1cpqkDUv8FruOofQ9wjn7UeicXwy1U2dCgF8lYGwZ9SQWlR6Koq23dGFTs1DsgY7PxNIv6ng/AHwyAWPLqsXAgbVfUdOcRzFGzpsIu6M6EXgxgXqWVX9R+xUZExIwtsxaA0yr+Zaa5yjyfbRqOTDFe6ts4zhgZQL1LLPG13xLvdCvSly1Y2lMQrE3+ZziPEXYoy3nUIyRZ571TM231IfrEjC67Oog7G0oo8jXZZuhcoRVuASLfI9dz7Lrm7VeVF/OSsBoyRaR/5EwOcLBIoT/JYF61tKNhLkFG6xtv5pAHSXTzOqva0cGY2snsQ2XTP+JhZWE4jLSHFVsBS4PWO+hWPbV2PWUTKto8kfppgSMl7YpZE4mgDOx81ix61lRO5bCORS7APckUE9pm66v+saqcEYCxkvb60Us2VsojgCWJVDP17AsIKGYgGVxjV1PaXudWu2lVaMNbeGmqNXACVXemyt7AQsj1u8JYN+A9ZtKOQ95p66VOK5L3phAJaQdtQn4QJX35spI4NYI9ZpDuGNHYEGxGyPUS6qtf63y3upCt96kq9DHTQZhWSGyqs83CXOjdYWiHTcqmmYM/OrqYxDw+wQqIg2s6wj7Jb+YsBerdhA2q+cgin2Quwj6HZ5SJV2dQGWk6roDSwcTiumEWb9cA5wS0O6RwC8D2C351ZcHeoGNMhmbcsSukFRdj2D314ViIn6T+T1P2EPbe2EXzcZ+L1J1ddLgWcBazEugUlJthd7yH42fkcodhEuWB3bRwCse7JTC684B3mHT/GkClZLqUztwbv+v0QuDgK872HcD4Y7OgO34tTvYJ2Ur75d7DMVC4WNXTKpPoXcKwa792tyATaEX0kE7fnnTKurMCNoo30qgclJjugnLIR6KE6gvwHI1YRfShwA/qMMOKS1d09/L9MHBaKE9j7obGLfj6/TGBKovvD8PHBDw+bsC91V5vpSmOgnbL5SfPad6CfuxCcVAC+93EDYH1WTMGcZuX6lx1Z1nvVlOTaCSUnNaT9jso30X3kMvpM8C1hKvPSU3nbjjK/WPYlfyq63YhSAh+TjwscDPuISwUfVSWD284ysNwwUZVUgKp9CjnlBkfV5RCiPv4QoD0YYC7oqg0DnNfTOafOWMl/rXYpr4oWz24OBWLG+3yDenA/PxfNQhEBOAB4H3xjZEOHMt5kMyYxRKYFYUrcZDeo6ATEN9rShaifmOhnFJydAO/LPD50U6jMPOZ10U25B++CBwF7B7bEOEF76C+Y7MGY4dnI3trSV/mo2nvEKOtGDHhWK3h+RPyzGfEY3L+jFKyrd+BowgHiOB/+7HLinf+gQO+Lg4cxh248o+HsoS6fBb7BqsVzN+7l5Y7vdjM36uCMsy7GjN5mYL8DHcfxubh4picRTwANk6jeOwBIJyVMXjSzg4Kp8MAV4m/jBT8q+N2CJ3aC7AbuyJXV/Jv54nsQDk84jfKFIYdWFn/kIsvFcW0pXNo7hKMjbuTuI3jBROv8JvxPso7OR97HpJ4TSXRDkUywYZu4GkcHoKPxHvE4GnE6iPFE4dwGF4wvewfhGWmVIUl8OwRfBTHco4EViA/biJ4vJt7AcpWXbB7oKL7dWl8L+an6JxlNqlHHoDz9lpQ9ziuwnryGcEKFukQytwFnYMZi6WorYaQ7Ff2isJe3u0SIPPAffENqIe2oDHiO/dpWz0JJa1s78g4xYsu4PWp8qjhwjwg+Qjgn0g3oUZnVR8hQjKUizlzDKss+6OZXOYGNEmkS0dWFDvk74LDumsAP4JGw4KIcrBVcA/hCg4tLMajnnYSYGfI4SIzwvAkdgRPO+ETgWyCbgYm8cKIYpLN5ZVIYijgmx2ZZYC7wSOzuBZQog43EjgVOehp4EVRgGPo+mgEEVkMTYYWR/yIVllhGwHPkLtWBwhRL7YCnyYwI4Ksg3Oe7XneSdl+EwhRFi+CPx7Fg/KahpYoQ24Fzg+4+cKIfxzPzb4yGTGlLWzArv/7XFgTIRnCyH8sA7LJrs0qwfGuMVkMfDJCM8VQvjjE2ToqCDegdIngL2BYyI9XwjRPP+GnU7JlBjTwAqDgXnACRFtEEI0xoPYOtWWrB8c01kB7AssRLftCpEHVmCzoddiPDz2zbuvYjenbI1shxCiOluBDxDJUUEaSdCWYueJZkW2QwgxMJ8BfhrTgBScFVg+7oPwmFxeCOGNHwOXxzYi9ppVb4Zh6XG14C5EOtyHzXqi36a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"path": "emoji_u1f464.png"
} | Generate code for a svg of a bust in silhouette | <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">
<path d="M115.1,120v4H12.9v-4c0-15.7,19.9-23.3,42-24.9V94c-9.3-2.8-17.6-9.8-21.7-21.3 c-4.2-1.5-6.6-15.3-5.5-17.1C26.9,49.8,21.4,4.3,64,4l0,0l0,0c42.5,0.2,37.1,45.6,36.2,51.5c1.1,1.8-1.3,15.6-5.5,17.1 c-4,11.5-12.3,18.6-21.6,21.4v1C95.3,96.8,115.1,105.2,115.1,120z" style="fill:#1976D2;"/>
</svg> | |
{
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} | Generate code for a svg of a a weathered leather-bound journal resting on a desk. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f6efd6" d="M0 0h96v14l-3-3V3Q82 2 73 4l-2 2q-1 3 1 6 8-2 9 7 2 1 2-1l1 4q2-3 3 0-3 2-3 6l-2 28V44l-1-20q0-3-2-3l-1-1-61-4-2 1H9q-2 1-1 4v3l1 8q-3 0 0 2v1q-3 0-2 3l1 3q-1 1 1 4l-1 2q-4 1 0 4l-1 3 2 4-2 4-1 1 7 2-4 1-2 6 2 3v2q-3 1 0 3l-4 4v6l5 6H0z"/><path fill="#f9f1d9" d="M96 14v45l-2-2-1 1-1-7 1-1-5-3q-2 0-2 2l-2 2V28q0-4 3-6-1-3-3 0l-1-4q0 2-2 1-1-9-9-7-2-3-1-6l2-2q9-2 20-1v8z"/><path fill="#be804a" d="M15 17v4H8q-1-3 1-4z"/><path fill="#42322a" d="m24 16 54 4-2 6v-6l-55-3-1-1z"/><path fill="#c77c43" d="m36 18 40 2v6l-1 29v4l-2 9-1-10 1-2-6-3-1-7 3-6 3-2q-6-8-13-2l-1-2q3-1 2-5-5-2-4 4h-3l-1-3q-3 8-5 0-5-5-8 1l-8-4q0 8-5 3-3-4 0-7h6q3-3 9-4l-9-1z"/><path fill="#493d34" d="M17 16v20l-1-8-1 1q-10-1 0-1v-4H8v-3h7v-4z"/><path fill="#936441" d="M8 24h7v4q-10 0 0 1v3H9z"/><path fill="#c87e44" d="M36 18h-4l9 1q-6 1-9 4h-6q-3 3 0 7 5 5 5-3l8 4q3-6 8-1 2 8 5 0l1 3h3q-1-6 4-4 1 4-2 5-4 0-2 2l-5 4 1 1q-3 0-5 3l-3 6 3 6q2-2 3-1l-2 3 4 3v4h-7l-2 2-1-1-1 3q0-3-2-3l-7 2q-3 1-3 4l-10 1V63l2-1q-2-5-1-10l1-35q8-1 15 1"/><path fill="#ca7e42" d="M75 59v17q-18-2-36-1l-2-3h-8q0-3 3-4l7-2q2 0 2 3l1-3 1 1 2-2h7v-4l-4-3 2-3q-1-1-3 1l-3-6 3-6q2-3 5-3l-1-1 5-4q-2-2 2-2l1 2q7-6 13 2l-3 2-3 6 1 7 6 3-1 2 1 10z"/><path fill="#172733" d="M15 36h-3l-3-1v-1q2-2 6-1z"/><path fill="#5c442d" d="M79 21v43l-2-16q-1-15 2-27"/><path fill="#262f34" d="m15 41-2 2-4 2q-2-3-1-4z"/><path fill="#68462e" d="M17 16q3-3 7 0h-4a188 188 0 001 46l-2 1-1-9-1-6-2-7H8l-1-3q-1-3 2-3l3 1-3 1 3 1 3-2v-3q-4-1-6 1-3-2 0-2h6v-3l1-1 1 8z"/><path fill="#c37e3d" d="M12 36h3l-3 2-3-1z"/><path fill="#c18747" d="M13 43h2v4H8l1-2z"/><path fill="#f2b854" d="M92 51q-3-1-5 1-2-1-1-3 0-2 2-2l5 3z"/><path fill="#252b30" d="M8 47h7l-1 10v-5l-7 2 1-3q-4-3 0-4"/><path fill="#97714b" d="M15 47q1 12-1 27V58H9l-2-4 7-2v5z"/><path fill="#08111e" d="m81 24 1 20-2 27q-2-24 1-47"/><path fill="#f9f1d6" d="M84 28v23l2-2q-1 2 1 3 2-2 5-1l1 7 1-1 2 2v37H10l-5-6v-6l4-4q-3-2 0-3l11 3a307 307 0 0060-1l4-7q-3-9-2-16z"/><path fill="#eeaf59" d="M89 53h3v3h-3z"/><path fill="#c37d41" d="M9 58h5v4H7z"/><path fill="#050e1c" d="M78 20q-3 12-2 27l-1-22z"/><path fill="#a8683b" d="m17 48 1 6-1 19-1-5z"/><path fill="#2b2e32" d="M7 62h7v6h-4q-1 2 1 3l2 2q-3-1-4 2l-2-3 2-6 4-1-7-2z"/><path fill="#b7864b" d="m13 68-2 3q-2-1-1-3z"/><path fill="#312e31" d="M79 21q2 0 2 3-3 23-1 47l2-27v12q-1 7 2 16l-4 7-16 1-13-3 28 1 2-5-2 2z"/><path fill="#4a3d31" d="m15 41 2 7-1 20 1 5 1-19 1 9v10l10-1h8l2 3-26 1v-3l-2-2 2-3h1v6a100 100 0 001-31h-2z"/><path fill="#b27040" d="m17 75 23 1-4 2-17-1q-2 0-2-2"/><path fill="#754e31" d="m77 48 2 16v11l2-2-2 5H36l4-2-1-1q18-1 36 1V55l1 22z"/><path fill="#da8f4f" d="M13 73v3l4-1q0 2 2 2l17 1h8l20 2H20L9 77v-2q1-3 4-2"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a white butterfly dancing in the sunlight:I'm drawn to the interplay of light and shadow, the subtle movement of the butterfly's wings, and the overall sense of movement and energy. The butterfly's wings are a captivating visual, their delicate curves and intricate patterns creating a sense of movement and fluidity. The light, diffused and warm, casts a soft glow on the butterfly's form, highlighting its delicate structure and the way it seems to float and dance. The overall effect is one of ethereal beauty, a fleeting moment of wonder and a captivating visual representation of the natural world. | {
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} | Generate code for a svg of a a white butterfly dancing in the sunlight. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f7e2ba" d="M0 0h96v96H0z"/><path fill="#f8e3bf" d="M63 27v6h-3q0-3-2-3-6 3-9 9-2-3-2 0h-2l-8-8q-4 3-3-1l-3-3 7 2q0-5 4-5 6 0 11 3 3-1 3-4 3 1 3 5z"/><path fill="#fbf9f2" d="m31 27 3 3q-1 4 3 1l8 8-13 1-4-10q0-3 3-3"/><path fill="#fbf8f0" d="M63 27q4-1 5 4l-4 8h-9q3-4 8-6z"/><path fill="#fdfbf7" d="m60 33-10 8 3 8h-3l-3-7-3 9-2 3-1-8-3 2q3 1 2 4l-4-3q3-4 8-6h-7l10-4q0-3 2 0 3-6 9-9 2 0 2 3"/><path fill="#f8eede" d="M45 39h2l-1 2H36l-4-1z"/><path fill="#f8f3e6" d="M38 43h6q-5 2-8 6l4 3q1-3-2-4l3-2 1 8q-6 1-9 4l3-4q-3-4-2-7z"/><path fill="#faf4e7" d="M60 33h3q-5 2-8 6h9l-1 2-5 2q5 5 0 11l-1 2q-8-1-7-7h3l-3-8z"/></svg> |
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</svg> | |
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} | Generate code for a svg of a red car parked under a bright red awning. | <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="#fdfcfd" d="M0 0h96v96H0z"/><path fill="#f9928b" d="m57 22 18 7-10 2-8-1q3-5 0-8"/><path fill="#f88580" d="M39 23q-2 2-1 6-9-1-16 2-2-3-5-2z"/><path fill="#f83c3b" d="M57 22q3 3 0 8H39l-1-1q-1-4 1-6 8-2 18-1"/><path fill="#f94745" d="M17 29q3-1 5 2h34l-34 2h-1l-8-1v-3z"/><path fill="#f5b8b1" d="M38 29v1H22q7-3 16-2"/><path fill="#f76662" d="m75 29 6 2-2 2H22l17-2v-1h18l8 1z"/><path fill="#faf7f7" d="M22 33h52v26h-8l-3-3-1-1-7-4h-3q-8-3-14-1l-1 2q-3 0-4 3l-10 3q-2-13-1-25"/><path fill="#c1bdbf" d="M74 33h5l-3 4v24l-5-2h3z"/><path fill="#d92623" d="M47 52q2-2 5-1h3l-1 1z"/><path fill="#99a2a6" d="M21 33q-1 12 1 25v1h-2z"/><path fill="#d6e7e8" d="m45 54-2 2q-3-1-2-2 1-3 4 0"/><path fill="#e7e0e0" d="M45 53q0-2 2-1h7l3 2-1 1z"/><path fill="#9b4f48" d="m55 51 7 4h-6l1-1-3-2z"/><path fill="#f5342d" d="m45 53 11 2h6l1 1v3h-7l-1-2-3 1-9-1v-1z"/><path fill="#d37572" d="M52 51q-3-1-5 1-2-1-2 1v1q-3-3-4 0-1 1 2 2v1q-3-1-3 1l-17 1v-1l10-3q1-3 4-3l1-2q6-2 14 1"/><path fill="#eef1f2" d="M37 52h4q-2 6-7 4z"/><path fill="#f2b297" d="M40 58q0-2 3-1l9 1v1z"/><path fill="#954244" d="m56 59-2 1-2-1v-1l3-1z"/><path fill="#dcd5d5" d="M56 59q1 3-2 2v-1z"/><path fill="#f93e33" d="M66 59h5l5 2v1l-18-1 9-1z"/><path fill="#e6614e" d="m63 56 3 3 1 1-9 1 18 1 1 4h-6v-1l3-1h-8q-5 0-8 2l-2-3-7-2h5q3 1 2-2h7z"/><path fill="#9b1516" d="M71 65q-4-1-7 1-3-3-5 0h-1q3-2 8-2h8z"/><path fill="#f9312a" d="m40 58 12 1 2 1v1h-5l7 2 2 3h1l-2 2 7 1v1H52q-1-8-7-7-2 1-2 4-2 0-1 3H25q0-4-3-6l-2-2q-3 0-2 3l-1 3q-2-7 4-9h2z"/><path fill="#401d22" d="M22 64q-3-1-4 1-1-3 2-3z"/><path fill="#d19592" d="m71 65-2 2q-1-3-3-2v3h-2v-3q3-2 7-1"/><path fill="#c6c7ca" d="M22 64q3 5-3 8l4 1 1 1-8-1 2-2-1-3 1-3q1-2 4-1"/><path fill="#af3533" d="M69 68h-3v-3q2-1 3 2"/><path fill="#f78340" d="M64 66v3l-7-1 2-2q2-3 5 0"/><path fill="#7b8d93" d="m72 71-3-2 3-1q3 2 0 3"/><path fill="#191418" d="M64 70v-1h5l3 2q-2 3-5 3l-1-1z"/><path fill="#f4e5e6" d="M25 70h4l2 1-7 1z"/><path fill="#f4dbdb" d="M52 70h12l1 1-6 1h-7z"/><path fill="#291b22" d="M22 64q3 2 3 6l-1 2-1 1-4-1q6-3 3-8"/><path fill="#cc6a6c" d="M43 67v5q-7-1-12 2h-7l-1-1 1-1 7-1-2-1h13q-1-3 1-3"/><path fill="#281518" d="M52 70v2l-2 2h-6l-1-2v-5q0-3 2-4 6-1 7 7"/><path fill="#d0d1d3" d="M46 65q7 3 1 8-6-4-1-8"/><path fill="#dc939b" d="m65 71 1 2-7-1z"/><path fill="#e4393e" d="m43 72 1 2H31q5-3 12-2"/><path fill="#d72b30" d="M52 72h7l7 1 1 1H50z"/></svg> | |
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"path": "daea012cd263977083d38bcb941e8a28faf08ee4970185fb9e4a3091a8b30edc.png"
} | Generate code for a svg of a a black and white logo with a white line across it | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 242.68 278.94"><defs><style>.cls-1{fill:#1d1d1b;}</style></defs><title>Cube remove</title><g id="Cube_remove" data-name="Cube remove"><polygon class="cls-1" points="123.22 183.59 123.22 278.94 168.38 253.1 123.22 183.59"/><polygon class="cls-1" points="142.36 130.61 149.78 142.03 135.56 151.24 192.69 239.19 242.68 210.59 242.68 72.72 142.36 130.61"/><polygon class="cls-1" points="101.89 150.78 116.13 141.54 114.61 139.2 0 72.73 0 210.6 118.85 278.94 118.85 176.87 101.89 150.78"/><polygon class="cls-1" points="139.98 126.94 240.49 68.94 121.03 0 74.91 26.75 139.98 126.94"/><polygon class="cls-1" points="50.68 40.81 2.17 68.94 109.35 131.11 50.68 40.81"/></g></svg> | |
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"bytes": "",
"path": null
} | Generate code for a svg of a red streetcars clanging down the tracks. | <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="#faf8f8" d="M0 0h96v78q-5-10-11-17-2-3 1-3-3-3 0-4-5-3-8 0v4L68 69 55 79l-7-2q9-8 21-14l2-2-6 3q-1-1 1-3 3-3 9-3-1-9-3-1l-1-6h-1l-9-8H46l-1 2 1 1v6l3 2h-3v5l-29 6v-7q-9-2-17-1z"/><path fill="#f5483e" d="m70 51-10-4q-2 2 1 5l9 3-2 1h-9l-2-10v3q-2-1-1-3-6-2-11-1l1-2h15z"/><path fill="#71433e" d="M70 51v6h-3v-1l2-1-9-3q-3-3-1-5z"/><path fill="#485b6b" d="M46 46h6v5h-6z"/><path fill="#9c3e39" d="M45 45q5-1 11 1-1 2 1 3l1 1-5 2h-7v-1h6v-5z"/><path fill="#c43d3b" d="M68 56H50q3-2 8-1v-4q-3-1-5 2v-2l5-2-1-1v-3l2 10z"/><path fill="#fa3a37" d="M46 52h7v2q2-3 5-2v4q-5-1-8 1h-4v-3h3z"/><path fill="#b67973" d="M78 54q3-1 6 1l-6 3z"/><path fill="#fb3d36" d="M0 57q8-1 17 1v8L0 68z"/><path fill="#393b3d" d="M53 57h14l-5 2-9 1h-5q1-3 5-3"/><path fill="#fd4b42" d="M78 54q3-3 8 0-3 1 0 4-3 0-1 3l2 5 4 30H79L56 83q-2-2-1-4l13-10 10-11 6-3q-3-2-6-1"/><path fill="#b4918b" d="M46 57h7q-4 0-5 3l-31 6v-1l29-6z"/><path fill="#b3908a" d="m62 59-2 2-14 5H36l17-6z"/><path fill="#f3dcd3" d="M48 60h5L21 70h-7L0 75v-7z"/><path fill="#a5706a" d="M46 66q-15 3 0 3-7 3-13 1-5 0-8 3-12-1-20 6H0v-2l21-7q6-3 15-4z"/><path fill="#e67368" d="M85 61q6 7 11 17v4l-9-16z"/><path fill="#e8d1c9" d="m71 51 1 6q2-8 3 1-6 0-9 3-2 2-1 3l6-3-2 2q-12 6-21 14-3-1-4 1-1-2-3-2l-16-3q3-3 8-3 6 2 13-1-15 0 0-3l14-5 2-2 5-2h4z"/><path fill="#c6352d" d="M21 70 0 77v-2l14-5z"/><path fill="#f53b36" d="m25 73 16 3q2 0 3 2 1-2 4-1l7 2q-1 2 1 4l23 13H0v-8l11-4 11-5-12 3-5-3q8-7 20-6"/><path fill="#fb6e61" d="M0 79h5l5 3v1L0 87z"/><path fill="#a54439" d="m11 84-1-1v-1l12-3z"/><path fill="#fceee9" d="m87 66 9 16v14h-5z"/><path fill="#ceb4ac" d="M10 83 0 88v-1z"/><path fill="#f7deda" d="M29 88h3v3q-4 0-3-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a glowing space station hanging above a planet. | <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="#071124" d="M0 0h96v96H0z"/><path fill="#404444" d="M55 34q-9-1-16 2 2-5 8-4 0-28 2 0 3-1 6 2"/><path fill="#454541" d="M55 34q3 0 5 5z"/><path fill="#4c4c49" d="M60 39q5 6-1 15l2-6-2-2 2-3z"/><path fill="#52524c" d="M39 36q-3 3-3 7l2 3h-4q0-7 5-10"/><path fill="#3b3e41" d="M42 58q-8-3-7-10 1 5 7 10"/><path fill="#979e82" d="M47 68q4 0 1 3-2-1-1-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green spinach leaves sitting on a clean white surface. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#205b1d" d="m58 36-1 8q-7 1-10-5l8-5q2 0 3 2"/><path fill="#367d1c" d="m69 40-7 2-4 3-1-1 1-8 1 6 3-5 1 2h2z"/><path fill="#73a563" d="m62 42 4 2q-6-1-7 3l-1-2z"/><path fill="#59a22d" d="m69 40-4-1 4-6-6 6-1-2-3 5-1-6q-1-2-3-2l-8 5q3 6 10 5l1 1 1 2 6-1 1-2q9-2 6 7l-3 4q-3-6-7-1l-4 1-4-3h-3q4-8-2-2l-6-4q-2 2 1 3l4 3-6 3-5-2v-2q8-4-1-4-7-4-2-10l12-2 3-3q11-2 23-1l-1 7z"/><path fill="#1a551a" d="m66 44-1 2-6 1q1-4 7-3"/><path fill="#65b23b" d="M37 51v3q-6 0-8-4l3-1q3-1 5 2"/><path fill="#2e711f" d="M58 55q-3-1-5 1l10 2-2 1q-6-3-10 0-4-2-7-1 2-2 5-1l-1-5-4-3q-3-1-1-3l6 4q6-6 2 2h3z"/><path fill="#2f6426" d="m69 55-6 6H51v-1l10-1 2-1-10-2q2-2 5-1l4-1q4-5 7 1"/><path fill="#1a541a" d="m48 52 1 5q-3-1-5 1h-4l-3-4v-1l5 2z"/><path fill="#184b12" d="m61 59-10 1v-1q4-3 10 0"/><path fill="#316a26" d="M39 58q-2 1-1 4l-7-3q3-4 8-1"/><path fill="#5da529" d="M39 58h4q3-1 7 1v2l-5 7q-8 0-8-6-1-3 1-4"/><path fill="#b8cbb6" d="M38 62q0 6 8 6l-10 2-1-2z"/></svg> | |
{
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"path": "b3d54a82e59b3360a7c3e3a68c6c60e234a31b40b7cc6f22c374de2101b80bca.png"
} | Generate code for a svg of a a close up of a red button with a white x on it | <svg
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:xlink="http://www.w3.org/1999/xlink"
version="1.0"
width="24"
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id="svg2">
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id="stop4875"
style="stop-color:white;stop-opacity:1"
offset="0" />
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style="stop-color:white;stop-opacity:0"
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<linearGradient
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y1="-12.489107"
x2="63.397362"
y2="5.4675598"
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xlink:href="#linearGradient4873"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(1.0862728,0,0,1.0862481,-55.56661,15.813638)" />
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x1="18.379412"
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x2="18.379412"
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xlink:href="#linearGradient2490"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.5160413,0,0,0.5160413,-0.384991,-0.3849911)" />
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id="layer1">
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id="g2580">
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style="fill:white;fill-opacity:1;fill-rule:evenodd;stroke:none" />
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{
"bytes": "",
"path": null
} | Generate code for a svg of a a road winding through a dense forest. | <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="#52866d" d="M0 0h9L8 13q-5-1-2 2v3l-3 1L2 8 0 20z"/><path fill="#679779" d="M87 0h5v11q-5-4-5-9z"/><path fill="#8c9c93" d="M29 0h2v2q-2 2-1 5-2-4-1-7"/><path fill="#80ad90" d="M12 0h5l-1 9-3 1q-2-6-1-10"/><path fill="#94a897" d="M18 0h10l-2 5-2-1-5 4q-2-5-1-8"/><path fill="#a6b5aa" d="M67 0h2v1q-2 1-2 4v15l-1-3 1-2-5-2 1-1q2 1 3-2-1-6 1-10"/><path fill="#afbcb0" d="M19 8q4 0 1 4-2-1-1-3z"/><path fill="#e8e9e1" d="M28 0q-1 3 1 7v12l-1 2-2-10-4 2V7l3-2z"/><path fill="#d9e0d5" d="M69 0h7l-1 9q-3 2 1 3l-3 2-3-3v-1l2-4z"/><path fill="#f3f3eb" d="M31 0h36q-2 4-1 10-3-3-3 2l-1 1 5 2-1 2q-3 3-3 8l-4 1-1-2q-2 1-1 4-5 3-5 9l-1 1-1-3q-3 2-3 5 0-7-4-9l-1-2-2 3q-6-1 0-3-4-1 0-2-4-2-1-4l-2-2 1-1q-4-2-1-5l-2-6-4-7z"/><path fill="#4c7868" d="M66 10q-1 3-3 2 0-5 3-2"/><path fill="#456257" d="m31 2 4 7-4 11-1-1V7q-1-3 1-5"/><path fill="#34504a" d="m26 5-3 2v10l-4 1q-3-6 0-9-1 2 1 3 3-4-1-4l5-4z"/><path fill="#6d9a7b" d="m91 12 1 7h-3L88 9z"/><path fill="#4c705e" d="M87 2q0 5 5 9l-1 1-3-3 1 10h3v2l-2-1q-2 6-1 13z"/><path fill="#8fa293" d="M30 19v4q-3 2-1 3l-2 14-1-23-2 2-1-1-1 2v-8l4-2 2 10z"/><path fill="#233f3c" d="m35 9 2 6q-3 3 1 5l-1 1 2 2q-3 2 1 4-4 1 0 2-6 2 0 3l-3 3q5 4-1 4 3 3-1 2v13l1-5 4 1-2 5h-4l-2-1-1-12q-2 6-1 15h-1l-1-15v-1l3-21z"/><path fill="#689379" d="m16 9 1 3-3 9q1 3-1 6 2 3-1 5-2-9-1-17 2-4 5-6"/><path fill="#a5bba9" d="m63 25-2 10 2 2q-3 2-2 5l-2-16z"/><path fill="#213e3a" d="M76 0h3l1 11v4l5 4 1-3v-5L85 0h2v2l2 31v8q-1 10 1 19l-3 1-1-31q-1-4-3 0l2 1v1l-2 23q-2-39-2 0 4 2 1 5l-2 2-8-5-2 1q-2-3-1-5l-1-9-2 11-1-12-1 2-3-2v-1q-1-3 2-5l-2-2 2-10q0-5 3-8l1 3V5q0-3 2-4l3 5q-4 1-2 4v1l-3 11 3 8q-1 2 2 4l-3 4q3 2 0 3l1 14q1-1 4 1 4-4 4-10l-2-8q1-1-1-3 3-3-1-4 3-4 0-9l1-1-4-1q6-2 2-6l3-2q-4-1-1-3z"/><path fill="#acbfb1" d="M85 20v7l-1-2z"/><path fill="#51675e" d="M70 11v19l-3-8z"/><path fill="#7b9786" d="m86 16-1 3-5-4 2-1q-3-1 0-1z"/><path fill="#395e52" d="m83 4 3 7v5l-4-3q-3 0 0 1l-2 1v-4h3z"/><path fill="#96a898" d="m72 6-2 4q-2-3 2-4"/><path fill="#9caea0" d="M83 0h2l1 11-3-7z"/><path fill="#d7dfd2" d="M79 0h4v11h-3z"/><path fill="#9fc3a3" d="M6 18 4 59Q2 38 3 19z"/><path fill="#639474" d="m85 31 1 31-2-2z"/><path fill="#1f3d3a" d="M17 0q-1 3 1 8v1q-3 3 0 9l4-1v4l-2 10-2-1v11q-2 9-1 20 2 3-3 2l1-27h-3l-1-1-2 28a252 252 0 011-48q-1 8 1 17 3-2 1-5 2-3 1-6l3-9-1-3z"/><path fill="#a7c5ad" d="M57 28q2 3 1 8l-1-3q-2 1-1 4-1-1-3 1-2 5-1 12h4l3 1 1 1q-2 3-4 0-3-2-5-1-3-2-4-1V40q0-3 3-5l1 3 1-1q0-6 5-9"/><path fill="#557667" d="m59 26 2 16v1l-2 8-3-1V37q-1-3 1-4l1 3q1-5-1-8-1-3 1-4z"/><path fill="#77a082" d="m70 11 3 3q4 4-2 6l4 1-1 1q3 5 0 9 4 1 1 4 2 2 1 3l2 8q0 6-4 10-3-2-4-1l-1-14q3-1 0-3l3-4q-3-2-2-4z"/><path fill="#6a9577" d="m92 21-2 38-1-18v-8q-1-7 1-13z"/><path fill="#75a280" d="m28 41-1 13-1-2q-2-16-1-33l2-2z"/><path fill="#709e86" d="M56 37v13h-4q-1-7 1-12 2-2 3-1"/><path fill="#2c4e44" d="M92 0h4v66l-2 2h-3q-5-4-7 3l-1-2-1 2-1-3q-12-6-24-7 3-3 9-1l13 4 5 3 5-5h-3l-1-31-2-1q2-4 3 0l1 31 3-1q-2-9-1-19l1 18 2-38v-2l-1-7 1-1z"/><path fill="#365a51" d="m25 20 2 35 1-13 1 15v4q-4-1-6 2 0-3-2-3l-1-23q-2 1-1 4V30l2 1 2-10 1-2z"/><path fill="#3c6453" d="m34 55-4 2q-1-9 1-15l1 12z"/><path fill="#729681" d="M43 31q4 2 4 9v10q1-1 4 1l-1 1-5-2q-1-4 1-9z"/><path fill="#406458" d="m43 31 3 10q-2 5-1 9 0 2 2 2l-1 2-8 1 2-5-4-1-1 5V41q4 1 1-2 6 0 1-4l3-3 2-3z"/><path fill="#4c775e" d="m6 15 2 23-1 23-2-20 1-23z"/><path fill="#6c967c" d="m61 43 3 2-2 2 1 5h-3l-1-1z"/><path fill="#3b6050" d="m85 32-1 28h-2q3-3-1-5 0-39 2 0z"/><path fill="#aed0b3" d="m45 50 5 2q2-1 5 1l-6 2q-1-2-3-1l1-2q-2 0-2-2"/><path fill="#35544b" d="M69 53q-2 0-1 3-10-1-18 1l6 2-2 1h-5l-2-4 2-1 6-2q-3-2-5-1l1-1q2-1 5 1 2 3 4 0h3l-1-5 2-2 1-2 1 12 2-11z"/><path fill="#487860" d="m21 60-3 1 2-24z"/><path fill="#4b7564" d="M23 37v22z"/><path fill="#8faf99" d="m47 56 2 4q-5 2-7-2 0-3 5-2"/><path fill="#68967b" d="M69 53q-1 2 1 5l2-1 8 5-1 2-13-4q-6-2-9 1l-3-1 2-1-6-2q8-2 18-1-1-3 1-3"/><path fill="#95ba9c" d="M82 60h2l2 2h3l-5 5-5-3 1-2z"/><path fill="#284d44" d="M9 0h3q-1 4 1 10l3-1q-3 2-5 6l-1-1q-3 24 0 49l3-27q-3 13 0 28l-4 5H7q-3-5-3-10l1-18 2 20 1-23-2-23q-3-3 2-2z"/><path fill="#e9f0e8" d="M46 54q2-1 3 1l-2 1q-5-1-5 2 2 4 7 2h5l3 1q12 1 24 7l1 3-2 2q-9-9-20-10 6 3 10 9 6 11 9 24H15q10-9 17-20 2-4 1-9l-4-6v-4h1l4-2h4z"/><path fill="#1e3f38" d="m82 71 1-2 1 2q2-7 7-3h3l2-2v30H79q-3-13-9-24-4-6-10-9 11 1 20 10z"/><path fill="#629275" d="M13 36h3l-1 27q5 1 3-2l3-1q2 0 2 3L8 77q-2-3-1-5 3-1 2-3l4-5q-3-15 0-28"/><path fill="#1d4039" d="M3 19Q2 38 4 59q0 5 3 10v3q-1 2 1 5l15-14q2-3 6-2l4 6q1 5-1 9-7 11-17 20H0V20L2 8z"/><path fill="#b2cfb2" d="M7 69h2q1 2-2 3z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a spiral staircase curves upward, lit by skylights. | <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="#f1efeb" d="M0 0h96v96H0z"/><path fill="#d5bca4" d="m62 20-1 6q-3 0-2 3l-12-3q-2-3-1-5l-5-1 2-2q9-1 19 2"/><path fill="#fbdeb3" d="M62 20q16 8 13 28l-7 9-2-2 3-6-3-2q-1-6-6-9l-1-4 1-1 1-7z"/><path fill="#dccab7" d="m46 28 7 2v3h4v1q-9 0-15 5-3 1 0 2v4q-2-3-4-1-1-11 8-16"/><path fill="#b99f89" d="m41 20 5 1q-1 2 1 5l12 3q-1-3 2-3l-1 7-1 1h-2v-1l3-2q-4-2-7-1l-7-2q-1-2-3-1l-7-5z"/><path fill="#f3ede3" d="M53 30q3-1 7 1l-3 2h-4z"/><path fill="#f1ebe3" d="M42 41q3-1 6 1-1 2 1 5l-2 1q-1-1-3 1l-2-4z"/><path fill="#efc499" d="M57 34h2l1 4q5 3 6 9-7 5-15 3 0-5-3-8-3-2-6-1-3-1 0-2 6-5 15-5"/><path fill="#cfc1b3" d="M43 27q2-1 3 1-9 5-8 16-9 12 0 24-12-3-14-13 0-8 3-14 7-8 16-14"/><path fill="#f3cfab" d="M48 42q3 3 3 8 8 2 15-3l3 2-3 6 2 2-8 5-2 3-5-5v-3h3l-5-4 1-2-5-3 2-1q-2-3-1-5"/><path fill="#e9d5c0" d="m42 45 2 4q2-2 3-1l5 3-1 2-4-2-1 1q-4-3-4-7"/><path fill="#f0ece5" d="M42 45q0 4 4 7 0 5 6 6l1 2 5 5 2 2q-3 2-3 5l-5 3 4 6-1 2-12 5-4-7q-1-2-3-1l1-1 11-4-10-7q-9-12 0-24 2-2 4 1"/><path fill="#eed4ba" d="m46 52 6 6q-6-1-6-6"/><path fill="#c1a791" d="m46 52 1-1 4 2 5 4h-3v3l-1-2z"/><path fill="#c3b7ac" d="m36 22 7 5q-9 6-16 14-3 6-3 14 2 10 14 13l10 7-11 4q-12-6-18-16l-1-5q-1-24 18-36"/><path fill="#f3d7af" d="m18 58 1 5q-1 12 1 24l-1 1q-2-15-1-30"/><path fill="#f6c283" d="M19 63q6 10 18 16l-1 1q-9 1-16 7-2-12-1-24"/><path fill="#b5afa9" d="M62 62q3 3 1 9h-2l-1-9q0-3 2 0"/><path fill="#8f8077" d="M61 71h2l-2 5z"/><path fill="#ebdac5" d="m60 62 1 9v5l-5 5-4-6 5-3q0-3 3-5l-2-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow shoes stacked by the entrance of the store. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f6df6e" d="M0 0h10q-3 2 2 3 2-2 3 1l9 6q1 2-1 4l1 2-4 4v7l-3 2-1 4q3 0 5 3-6 3 0 8l-6 1q-1-3 1-4-3-1-2-3-5-3-9 0l-1-2q-1 4-3 1l-1 1z"/><path fill="#f8e16e" d="M10 0h74l-4 1q-2 6-8 8l4 5-2 2 1 5q-8 4-2 10l1-1q2 3 6 4l-2 2h-7l-5-3v5l-7-4q-2-11-11-14-4-6-5-11l-4-1q-2 5-7 5l1 5q2-1 4 2-4 3-6 7 1 2-2 4l-4-1q4 6-2 3-3 0-2 3-2-3-5-3l1-4 3-2v-7l4-4-1-2q2-2 1-4z"/><path fill="#f4de72" d="m71 36 6 9q-3 2 0 3l-4 5q-1-3-3-1-7-4-13-5l-4 6q0-5-4-8l-1 1-5-2-6 8q-6 2-10 6-3 0 0 2l11 1-16 2q-3 2-4 6-3 2 0 3l9 3H0V38l1-1q2 3 3-1l1 2q4-3 9 0-1 2 2 3-2 1-1 4l6-1q-6-5 0-8-1-3 2-3 6 3 2-3l4 1q3-2 2-4 2-4 6-7-2-3-4-2l-1-5q5 0 7-5l4 1q1 5 5 11 9 3 11 14l7 4v-5z"/><path fill="#f6e073" d="M84 0h12v52l-4-2v-3q-3-2-6-1v3l-7 2v5h-5l-1-1-3-3q2-2 3 1l4-8-6-9h7l2-2q-4-1-6-4l-1 1q-6-6 2-10l-1-5 2-2-4-5q6-2 8-8z"/><path fill="#fcf8c2" d="m92 50-5 1-1-2v-3q3-1 6 1z"/><path fill="#e1c120" d="m70 52 3 3q-3 1-3-2l-6-2v5l-3-5-3 8-8-1v-3l-6 3H27q4-4 10-6l6-8 5 2 1-1q4 3 4 8l4-6q6 1 13 5"/><path fill="#9ba84e" d="m50 58-5 2-1-2 6-3z"/><path fill="#9fad94" d="M27 58h17l1 2-7 1-11-1q-3-2 0-2"/><path fill="#efcc22" d="m73 55-3 4-15 5-6 1-8-1 18-4h-3l-18 3 3 3-2 1 6 1v1q-2 1-1 4a84 84 0 01-26-4l-1-1q1-4 4-6l16-2 7-1 5-2 8 1 3-8 3 5v-5z"/><path fill="#c3ab2d" d="M50 66h-7l3 2-6-1 2-1-3-3 18-3h3l-18 4z"/><path fill="#9a8a3c" d="m71 60-8 4-12 4-1-1v-1l6-1z"/><path fill="#f2e085" d="m86 49 1 2 5-1 4 2v22l-9-1q-4-1-1-4l-11-1q0-2 2-2 2 2 6 1 4-3 4-8l-2 2h-8q1-3-1-4l8-1h-5v-5z"/><path fill="#506154" d="M50 67q-3 2-4 6-2-3-1-4v-1l-3-2z"/><path fill="#cea921" d="m63 64 8 6q-2 2-1 3 2-2 3-1l-3 2-23 1v-1q1-4 4-6z"/><path fill="#8b8d8a" d="m18 69 1 1 10 3v1l-2 1-9-3q-3-1 0-3"/><path fill="#b9bc86" d="M46 70q-1 1 1 4v1H37l-8-1v-1l16 1q-1-3 1-4"/><path fill="#8f9d89" d="M73 72q1 2-1 5l-35-2h10l23-1z"/><path fill="#ecd873" d="M74 56h10l-8 1q2 1 1 4h8l2-2q0 5-4 8-4 1-6-1-2 0-2 2l11 1q-3 3 1 4l9 1v22h-8L54 82q8-5 18-5 2-3 1-5-1-1-3 1-1-1 1-3l-8-6 8-4z"/><path fill="#2c2b35" d="m29 74 8 1 35 2q-10 0-18 5l34 14H0V75h27z"/></svg> | |
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"path": null
} | Generate code for a svg of a cartoon depiction of a coffin featuring a cross on it. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
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</g>
<path style="fill:#C16C49;" d="M368.527,0l67.517,148.097L368.527,512H143.473L75.956,148.097L143.473,0H368.527z"/>
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</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a blue triangle with red radiating 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="#fdfcfc" d="M0 0h96v96H0z"/><path fill="#f05646" d="m55 32-6-9q-1-1-3 1L29 57l5 2-7-1 11-23 4-5q2-9 6-16z"/><path fill="#e8c6c8" d="m42 30-4 5-8-8q3 0 5 4l-2-6v-1q2 2 5 1-3-1-1-3z"/><path fill="#e0afaf" d="m61 43-6-11 2-2 1 3 5-5q3 2 0 4h4l-7 5 9-2-6 3 5 2z"/><path fill="#e9c4bf" d="M61 43q4-1 10 1l-8 1 7 2-6 1 4 2q-3 1-2 4-4-6-5-11"/><path fill="#50b0ed" d="m55 32 6 11q1 5 5 11l2 4-39-1 20-34z"/><path fill="#f8f7f9" d="m48 31 11 21H38z"/><path fill="#b6e4fc" d="M47 43h6v7h-6z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pink and yellow pencil case placed neatly on a desk. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4bcda" d="M0 0h96v71h-8l1-16q-3-1-4 2h-1q0-6-3-7-33-3-64-1-4 2-3 7h-1q-2-4-5 0v14H0z"/><path fill="#ee99d3" d="M81 50q-82 0 0 1l1 2-20 2H31v4l-1 1H20l-6-4q-1-5 3-7 31-2 64 1"/><path fill="#cd67ad" d="m62 55 1 4H31v-4z"/><path fill="#df81c3" d="M81 50q3 1 3 7-3 2 1 2H31h32l-1-4 19-4q-82-1 0-1"/><path fill="#f7a0d4" d="m84 57 1 15-2 1-8-1q2-1 1-3l-6-2q-11-2-20 1-1-5-4-2l-12-2-12 1-4-3q1-2-1-2h12l55-1q-4 0-1-2"/><path fill="#f2ca86" d="M13 56q-4 8 0 17h-1l-4-3V56q3-4 5 0"/><path fill="#f3a2cd" d="m13 56 6 4h-2q2 0 1 2l4 3 12-1 12 2q3-3 4 2 9-3 20-1l6 2q1 2-1 3l8 1H13q-4-9 0-17"/><path fill="#eaba8c" d="m88 71-2 2v-1l-1-15q1-3 4-2z"/><path fill="#96696a" d="M0 70h8l4 3 3 1 1 2q-6 4-4 11H0z"/><path fill="#cd8e97" d="m86 72-3 2-71-2h72z"/><path fill="#a4757b" d="M88 71h8v17h-5q-3-2-4-1l-1-7-1 6-73 1q-2-7 4-11l70-3z"/><path fill="#cfa09e" d="M91 88H0v-1h12l73-1 1-6 1 7q1-1 4 1"/><path fill="#5b3c50" d="M0 89v-1h96v6l-4-3 2-1q-7-2-15-1z"/><path fill="#11031a" d="M0 89h79l-43 1 39 1-75 1z"/><path fill="#230726" d="M79 89q8-1 15 1l-2 1h-1l-5 1v4H0v-4l75-1-39-1z"/><path fill="#3a3c4f" d="m91 91-4 5h-1v-4z"/><path fill="#aaacad" d="m91 91 4 3v2h-9z"/></svg> | |
{
"bytes": 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",
"path": "fda982d0d7624d8805b972bb8ef9f717f742ce562a8de7964fbb89f3aaa3ff75.png"
} | Generate code for a svg of a a black and white image of a question mark in a circle | <svg xmlns="http://www.w3.org/2000/svg" width="12" height="12" viewBox="0 0 12 12">
<g id="alert">
<path d="M6 12c-3.314 0-6-2.686-6-6s2.686-6 6-6 6 2.686 6 6-2.686 6-6 6zM5 7h2V2H5zm0 3h2V8H5z"/>
</g>
</svg> | |
{
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",
"path": "emoji_u1f46d.png"
} | Generate code for a svg of a women holding hands | <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_wmn_x5F_right">
<g id="pants_3_">
<g id="pants">
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</g>
</g>
<g id="shoes_1_">
<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;"/>
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<g id="arm_x5F_left_3_">
<g id="arm_x5F_left_x5F_fill">
<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">
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} | Generate code for a svg of a black and white graphic representation of a heartbeat symbol, typically seen on medical equipment like heart rate monitors, depicted as an irregular zig-zag shape on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
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Okay, here's a concise summary of my thoughts on the mechanics of drawing an image of a networking icon:My primary focus is on creating a visually appealing and informative graphic icon that represents networking. I aim to capture the essence of connection, collaboration, and the dynamic flow of information and communication within a network.The icon should be visually distinct and easily recognizable, with a prominent yellow circle representing the central element. The red dot should be a subtle and impactful element, symbolizing the connection and the flow of information.The overall design should be clean and modern, with a focus on clarity and readability. The icon should be easily scalable and adaptable to different sizes. I'm interested in exploring different artistic styles and techniques to achieve a cohesive and impactful representation of networking. | {
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"path": null
} | Generate code for a svg of a graphic icon representing networking or sharing, possibly featuring a prominent yellow circle with a red dot in the center. | <?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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<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
|
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow mangoes placed next to oranges. | <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="#fcfbfb" d="M0 0h96v96H0z"/><path fill="#f8cb3b" d="m15 30-1-1v-5q2-8 10-4 5 6 0 12-6 1-9-2"/><path fill="#d4d0c5" d="M14 24v5l1 7h-3l-2-4z"/><path fill="#8da65a" d="m10 32 2 4q-2-1-2 1-3 0-3 2l-1-8q1-2 4 1"/><path fill="#ceb954" d="M10 37q0-2 2-1h3l3 2z"/><path fill="#857c73" d="M14 29q1 5 5 9l-1 1-1-2-3-2z"/><path fill="#92a249" d="m39 40-4 3q-4-1-6 1l-5-5q-3-1 0-3 8-2 15 4"/><path fill="#b2a359" d="M20 39q0 3-2 2v-1z"/><path fill="#fad437" d="m10 37 8 1 1 2v1l-2 11Q7 80 4 50q-1-7 3-11 0-2 3-2"/><path fill="#fad338" d="M39 40q8-3 8 7-1 11-9 19-6 2-6-3-1-11 3-20z"/><path fill="#f9c634" d="M21 39h3l5 5q3 9-1 18h-4l-7-10 2-11q2 1 2-2"/><path fill="#f9d039" d="M53 38h6q6 7 9 17-2 8-8 5-12-7-11-20z"/><path fill="#c88442" d="M83 54q-4-1-1 2l-2 1-4-2q3-4 7-1"/><path fill="#f18c3b" d="M83 54q5 0 7 5 1 6-2 11l-3-1-3 3q-3-4-8-6-1-6-2 0v-6q0-5 4-5l4 2 2-1q-3-3 1-2"/><path fill="#a8a3a1" d="M16 73h5v5q0-6-2-1-3-5-3 1z"/><path fill="#a6a19a" d="M9 73q4 1 1 5-2-3-1-5"/><path fill="#98928f" d="m25 73 2 3q-3-1-3 2z"/><path fill="#a6a5a4" d="m28 72 2 3-1 3q-2-3-1-6"/><path fill="#a09c9b" d="M13 73q2 2 1 5-2-3-1-5"/><path fill="#f39a3a" d="M72 60v6q1-6 2 0 5 2 8 6l3-3 3 1-4 4-6 14-4 2q-10-6-12-17 2-7 9-7-1-4 1-6"/><path fill="#826938" d="M75 69q2 0 1 3-2-1-1-3"/><path fill="#8a8483" d="M32 74q2 5 3 0v4h-3z"/><path fill="#a9a6a0" d="M46 76q2 0 2 2h-1q-3 1-4-2-1 3-3 0l-1 3q-3-5 2-5h3z"/><path fill="#8a7b5c" d="m52 74 1 3q-6 3-4-3 2 5 3 0"/><path fill="#989389" d="M56 79q-2 0-2-2 0-3 3-1-3 2 1 2z"/><path fill="#f2bf3e" d="M52 74q-1 5-3 0-2 6 4 3h1q0 2 2 2-3 8-9 6l1-7q0-2-2-2-1-6 5-4z"/><path fill="#dfd99a" d="m47 78-1 7z"/><path fill="#c6c5c1" d="M38 82v8q-3 2-5 1l4-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red circle surrounded by blue and purple 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="#0c1179" d="M0 0h28l-4 6H14q-2 3 4 5-4 2-5 7-3 0-5 3L2 33q-1 6 2 12-3 5 1 8l-2 2-2 16-1 2z"/><path fill="#0e107f" d="M28 0h68v52h-6l-1-6-1 1-1-4v-1q-3-18-17-27-10-9-23-7-10 0-19 5-1-1 1-3l-4-1-1-3z"/><path fill="#1c129f" d="m70 15-6 3 1 2-4 1-1-3-7-5h-4q-2 2-1 5l-2 2-2-4-6 2-4 13q-2-3-4-1-3 1 0 2h-6l-8 2q-3-3 1-4-3 0-3-2 4-10 14-15 9-5 19-5 13-2 23 7"/><path fill="#1d1196" d="M70 15q14 9 17 27l-2-4q0 4-3 7l-12 4q3 0 2 3l3 3-4 5h-5v-2l-7 5 2 3-10 4v-3h-6l2 4-4 5q3 1 0 4l1 1q-6 2-6-3h-3l-1-19q14 14 27 0 7-18-8-24l3-2-7-4-1-11q-1-3 1-5h4l7 5 1 3 4-1-1-2z"/><path fill="#0e1080" d="m24 6 1 3 4 1q-2 2-1 3-10 5-14 15-4 3-5 8-3 19 8 37l5 4 14 9-2 7-6 1-1 2H0V73l1-2 2-16 2-2q-4-3-1-8-3-6-2-12l6-12q2-3 5-3 1-5 5-7-6-2-4-5z"/><path fill="#1c119b" d="m48 18 1 11 7 4-3 2q-21-3-21 18l-1 3-1-1-1 2-6-5q-3 3-4-1l-4 1q-2 2 1 3-4 2 0 3l-1 1 6 4 4 1-2 8q-4 1 0 4l-1 1-5-4Q6 55 9 36q1-5 5-8 0 2 3 2-4 1-1 4l8-2h6q-3-1 0-2 2-2 4 1l4-13 6-2 2 4z"/><path fill="#f2003b" d="M53 35q15 6 8 24-13 14-27 0l-2-6q0-21 21-18"/><path fill="#111082" d="m87 43 1 4 1-1 1 6h6v44h-1l-1-3h-2v-4l-2 4-8-2 1-1q-6-9 0-18-2-1-1-3 5-13 5-26"/><path fill="#1b1199" d="M87 42q0 13-5 26a41 41 0 01-46 17l-14-9 1-1q-4-3 0-4l2-8-4-1-6-4 1-1q-4-1 0-3-3-1-1-3l4-1q1 4 4 1l6 5 1-2 1 1 1-3 2 6 1 19h3q0 5 6 3l-1-1q3-3 0-4l4-5-2-4h6v3l10-4-2-3 7-5v2h5l4-5-3-3q1-3-2-3l12-4q3-3 3-7z"/><path fill="#111085" d="M82 69q-1 2 1 3-6 9 0 18l-1 1 8 2 2-4v4h2l1 3H27l1-2 6-1 2-7q28 6 46-17"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a brown picnic table with a checkered cloth. | <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="#f8efd5" d="M0 0h96v96H0z"/><path fill="#e9c492" d="M69 51q-3-1-3 1l2 5-5-2q-3 0-3 2l-4-2-5 2v-6q-8-1-5 6l-6-2q-9 4-3-4 15-3 32 0"/><path fill="#d59859" d="M31 51q-3 2-2 6l-8-1 7-1h-3q-3-3 0-4z"/><path fill="#c27c3e" d="M53 51q2-1 5 1l-3 1z"/><path fill="#db9b59" d="M51 57h-5q-3-7 5-6z"/><path fill="#ca8e4f" d="m69 51 7 6h-8l-2-5q0-2 3-1"/><path fill="#eacd9a" d="M31 51h3l-5 6q-1-4 2-6"/><path fill="#aa6931" d="M34 51h3q-6 8 3 4l6 2h5l5-2 4 2q0-2 3-2l5 2v1l-24 2-3 2q-4-2-7-1v-3q-6-1-10 2l-6-3q3-3 7-2h3l-7 1 8 1z"/><path fill="#9f6f2b" d="m55 62-4-2 12-1v3z"/><path fill="#643a15" d="m41 62-4 1q-3 1 0 2l13 3 11-4 3 2-1 1-5 1-2 1q-5 0-5 5H31l-10-1q0-2 2-2l6-3q-1-2-3-1l-2-4-2 1 2-4q4-3 10-2v3q3-1 7 1"/><path fill="#f6eccb" d="M44 60h7l4 2 6 2-11 4-13-3q-3-1 0-2l4-1z"/><path fill="#ece1bb" d="m28 59 1 6-3-1z"/><path fill="#472712" d="m68 58-3 1v7h-1l-3-2-6-2h8v-3l-12 1h-7l-8-2z"/><path fill="#f5ebc1" d="M63 67h-6z"/><path fill="#d6b080" d="m33 67 12 2H32z"/><path fill="#cfa56b" d="m63 67 1-1h1q0 6 2 0l1 3 3-1 1 3-13-1-3-1 2-1z"/><path fill="#ae763e" d="M26 67q2-1 3 1l-6 3z"/><path fill="#8a501e" d="M68 58v-1h8l-6 3 5 10 9 6-12 2q-21-2-41-1v-3h20q0-5 5-5l3 1 13 1-1-3-4-7v5q-2 6-2 0v-7z"/><path fill="#ecd5a0" d="M70 73q2-1 5 1l-3 1z"/><path fill="#c89e6e" d="M52 73q5-1 11 1l-6 1z"/><path fill="#f2e9c6" d="m71 68-3 1-1-3v-5z"/><path fill="#704519" d="m26 67-3 4q-2 0-2 2l10 1v3q20-1 41 1l-9 2q-16-2-33-1v4h-9l-5 3-10-7q2-6 9-6l-1-2q6-2 8-7l2-1z"/><path fill="#955e27" d="m63 80-12 3H30v-4q17-1 33 1"/><path fill="#937352" d="M21 83h30z"/><path fill="#b3a581" d="m68 81-4 7q-3-3-2-7 2-1 3 2z"/><path fill="#c7bfa3" d="M83 82q4 0 4 6 1-9 4-1-1 5-5 3l-1-5-1 3q-4-3-1-6"/><path fill="#97825f" d="M13 87v6q-3-3 0-6"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a blue motorcycle speeding through the open highway. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfc" d="M0 0h96v45q-2 0-2 3t2 4v38L82 67l-8-10q-3-4-6-5-3-2-4-1v-1l-1-5-2-1q-1-2 1-2h3q-3-3-5-1l-3 5q0-3-2-3l-4 2 4 1 1 3-4 1-52-2z"/><path fill="#487aba" d="M53 39q2 0 1 2z"/><path fill="#798eaa" d="m61 44-2 4-2-1-1 2-1-3-4-1 4-2q2 0 2 3l3-5q2-2 5 1h-3q-2 0-1 2"/><path fill="#43b4e2" d="m61 44 2 1 1 5q-4 0-5-2z"/><path fill="#7fa0c4" d="M96 45v7q-2-1-2-4t2-3"/><path fill="#a8d6e1" d="m0 49 15 1v3h5L0 57z"/><path fill="#26aae3" d="M56 49q6 6-3 9-2-3 1-4l-2-2-3 6q-2 0-2-2l3-5 2-1z"/><path fill="#4f6d95" d="M64 51q1-1 4 1l-3 2-1-1-2 2-2-4q2 0 2 3 0-3 2-3"/><path fill="#cbe5eb" d="M0 49v-1l50 3-50 7v-1l15-4v-3z"/><path fill="#1a7cd3" d="M53 58h-4l3-6 2 2q-3 1-1 4"/><path fill="#99cbdb" d="m50 51-3 5q-3-1-4 1h-2l-2-1L0 71V58z"/><path fill="#374f84" d="M62 57v-1q6 0 9 8l-2 8q1 2-1 2l-1-1q2-3 1-7-5 2-1-1l-1-2q3-1 0-3-1-3-4-3"/><path fill="#4472a0" d="M43 57q1-2 4-1 0 2 2 2h2l-2 2 4 1q-1 8 2 0 0 6 2 1l3 4q0 4 4 7l-1 1-5-7-2 2q-3-2-6-1l2-5-10-3 4-3z"/><path fill="#16215a" d="M59 48q1 2 5 2v1q-2 0-2 3 0-3-2-3l2 4v2l-2 1v8l-3-4q-2 5-2-1-3 8-2 0l-4-1 2-2h2q9-3 3-9l1-2z"/><path fill="#2b5299" d="M66 60v3l-5 1q-1-3 1-5z"/><path fill="#7fb6d0" d="M41 57h2l-4 4 2 2v3q-3-1-3 2h-2q0 3-3 4l-1-1q0-3 3-3-3-4-5 0-2-3-1-5 4 0 5-4z"/><path fill="#bde4ec" d="M65 54q4 0 8 5l11 21q-4-1-4-4l-1 4q-2-7-5-11-2 0-2 3l-1-8q-3-8-9-8v-1l2-2z"/><path fill="#addfe6" d="M66 60q3 2 0 3z"/><path fill="#95c9dc" d="M34 59q-1 4-5 4-1 2 1 5 2-4 5 0-3 0-3 3-8-4-14-2L0 78v-5z"/><path fill="#40729c" d="m41 63 6 2-9 3q0-3 3-2z"/><path fill="#a4d4e0" d="M62 57q3 0 4 3l-4-1q-2 2-1 5l5-1 1 2q-4 3 1 1 1 4-1 7h-3q-4-3-4-7v-8z"/><path fill="#e8f6f8" d="m41 57-7 2L0 73v-2z"/><path fill="#112664" d="M43 57h3l-4 3 10 3-2 5q-3-1-5 2 3 3 8 3l3 4 8-2-1-1 1-1h3l1 1h-2l2 3q-6 0-11 3-2 0-2 3l-1-3-1 1h-2l-8-3 4-1 6-1q-6-6-13-2-4-3-7-2 3-1 3-4h2l9-3-6-2-2-2z"/><path fill="#a5d3e2" d="m63 74-8 2-3-4q-5 0-8-3 2-3 5-2 3-1 6 1l2-2z"/><path fill="#132b5f" d="M32 71q3-1 7 2l1 2 6 1-4 1 8 3q-3 2 1 2l1-2 1-1 1 3q0-3 2-3 0 3 5 6l-1 10H0V78l18-9q6-2 14 2"/><path fill="#85c1db" d="m47 77-6-1-1-2q7-4 13 2z"/><path fill="#daeeef" d="M68 52q3 1 6 5l8 10 14 23v6h-2l-9-18-1 2-11-21q-4-5-8-5z"/><path fill="#96c1d4" d="M51 81h2l-1 2q-4 0-1-2"/><path fill="#9ad4e6" d="m71 64 1 8q0-3 2-3 3 4 5 11l1-4q0 3 4 4l1-2 9 18H61l1-10q-5-3-5-6 5-3 11-3l-2-3h2q2 0 1-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a piles of freshly harvested apples stacked in wooden crates. | <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 0h96v61q-6-2-10-1v-4h-3q-3-4-8-4v-1l1-14-7-1-3-4v-5l-6-1q-3-4-6-3h-4l-2-2q-3-3-5-1l-6 4-1-2-1-1q-3-3-6 0-4 2-3 6h-7l1 10v1q-2 5-1 12l-1 2q-7 1-10 7l-6 1v4q0 2 2 3l6 2 3 13 10 6v5l2 1-2 2H0z"/><path fill="#f9cc7f" d="M54 23q3-1 6 3l-4 1-1-1z"/><path fill="#efab75" d="M35 21q-2-1-2 1l-3 6-3-2 2-5q3-3 6 0"/><path fill="#e4966a" d="M50 23h4l1 3q-3-1-5 2z"/><path fill="#ce7150" d="m35 21-1 8h-4l-1-2 3-6q0-2 2-1"/><path fill="#ee7154" d="m48 21 2 2v5q2-3 5-2l1 1v3q-5-1-4 4l-4 4-2-2 2-8h-4q0-5 4-7"/><path fill="#ba8259" d="m60 26 6 1v5q-3 0-4 3-3-3-5 0-2-1-2 1l-3-2q-1-5 4-4v-3z"/><path fill="#f9d092" d="m29 21-2 5 3 2 1 2q5 7-4 8-2-3-1-4v-5l-6-1 6-1q-1-4 3-6"/><path fill="#d7ba94" d="m26 27-6 1 6 1v5q-3-2-5-1l-1 4-1-10z"/><path fill="#f5c47b" d="m66 32 3 4v1q-4-1-7 1h1l1 3-3 1h-1l1-2-4-5q2-3 5 0 1-3 4-3"/><path fill="#f2a172" d="M26 34q-1 1 1 4h-7v-1l1-4q2-1 5 1"/><path fill="#e77556" d="m41 32 2 4-4 6 1-7-2-4q2-2 3 1"/><path fill="#f17854" d="m57 35 4 5-1 2H50q-1-3 1-3l4-3q0-2 2-1"/><path fill="#f0a26e" d="M48 21q-4 2-4 7-3 1-3 4-1-3-3-1l2 4-1 7-3 2h-1l-3-4q-3-2-5-1v-1q9-1 4-8h4l1-8 1 2 6-4q2-2 5 1"/><path fill="#d27556" d="M69 37v2l-5 2-1-3h-1q3-2 7-1"/><path fill="#f4b370" d="M44 28h4l-2 8 2 2 4-4 3 2-4 3q-2 0-1 3v2l-7 2-3-1-2-1h-2l3-2 4-6-2-4q0-3 3-4"/><path fill="#f1c996" d="M27 39q2-1 5 1v3l-7-2z"/><path fill="#c19c76" d="M20 38h7v1l-2 2 7 2v5h-1v-4l-11-1z"/><path fill="#c8a681" d="m26 48-1 2q-4 0-6 3l-1-1 1-2 5-2h-4v-4q3-1 8 1l-6 1z"/><path fill="#91533c" d="m32 40 3 4-1 1-2 3z"/><path fill="#936c51" d="M69 37v-1l7 1-1 14-3-2-4 2-1-2q-3 1-2 5l-1 1-4 2-2 5 1-19 2-1 3-1 5-2z"/><path fill="#f0d2a9" d="M20 38v5l11 1v4h-5l-4-2 6-1q-5-2-8-1v4h4l-5 2q-1-7 1-12"/><path fill="#ed7150" d="m50 44 1 6q-3-4-6-1l-1-1-1-2z"/><path fill="#c67751" d="M50 42h11l-2 1h-7v8l-1-1-1-6z"/><path fill="#f2d4a1" d="m59 43-1 19-1 1-4-1-1-4V43z"/><path fill="#fad188" d="M35 44h2q-3 1-1 4l6-2 1 2q-5 5-10 3v-6z"/><path fill="#e3ad7a" d="M34 45v5q-4-1-6 3l-1-1-3 2q-1-3 1-4l1-2h6z"/><path fill="#dfc596" d="m68 51-3 3q-1-4 2-5z"/><path fill="#ec7d61" d="m34 50-6 4v-2q2-4 6-3"/><path fill="#f5c481" d="M25 50q-2 1-1 4l3-2 1 1v2l-2 4h-5q-1 4 4 4 3-1 7 1v1l-2 7h-4v-3q3-2 1-5l-2 1-11-2-3-4H8q3-6 10-7l1 1q2-3 6-3"/><path fill="#fac07a" d="M51 50v7l-3-1-5 2-2-2q-1-6 3-8 3-3 6 1"/><path fill="#966543" d="M45 52q2 0 1 2z"/><path fill="#ba815d" d="M75 51v1q-2-1-2 1-5-1-5 3h-1l-3-2 1-1 3-3 4-2z"/><path fill="#935a44" d="M17 54q2 0 1 3-2-1-1-3"/><path fill="#f4a069" d="M44 48q-4 2-3 8-2-3-1-4h-5q0 3-3 4 2 1 1 4-2 0-2 3-4-2-7-1 0-2 3-2l-2-2 2-4 6-4q5 2 10-3"/><path fill="#e97554" d="m42 57 2 2q-1 3-3 1l-1-1-2 4q-4 0-6 2v-1q0-3 2-3 1-3-1-4 3-1 3-4h5q-1 1 1 4"/><path fill="#f8c67f" d="M73 54q0 2 3 2l-3 1q3 1 2 5l-6 1q-2-3-1-6 0-4 5-3"/><path fill="#e7af72" d="M75 53v-1q5 0 8 4v1q2 6-4 4-1-6-4-8"/><path fill="#e68d5c" d="m52 58 1 4-2 4-5-5q-2 1-1 4l-2-3q-5 1-2-2 2 2 3-1l5-2z"/><path fill="#e46547" d="m26 59 2 2q-3 0-3 2-5 0-4-4z"/><path fill="#ec7253" d="M67 57q-1 3 1 6-2-1-2 1-1 2 1 5v1l-5 1q-4-1 0-2l1-5q-3-1-4 2-3-1-1-3 3-3 7-3z"/><path fill="#947c61" d="M2 64v-1q3-1 8 1z"/><path fill="#dc8c5c" d="M75 53q3 2 4 8l-3 3h-9q0-2 2-1l6-1q1-4-2-5l3-1q-3 0-3-2t2-1"/><path fill="#e27552" d="m53 62 4 1v3l-7 2-5-2v-1q-1-3 1-4l5 5z"/><path fill="#847454" d="M26 69q-2-3-1-4l2-1q2 3-1 5"/><path fill="#de8c65" d="M38 63v6q-5 0-8 3l2-7q2-2 6-2"/><path fill="#f3ba75" d="m64 55 3 2-1 3q-4 0-7 3-2 2 1 3 1-3 4-2l-1 5q-4 1 0 2h-4l-2-5v-3l1-1 2-5z"/><path fill="#f6d38f" d="M41 60q-3 3 2 2l2 3v1q-3 4-7 1v-4l2-4z"/><path fill="#f8c788" d="M67 64h9l-1 4-7 1q-2-3-1-5"/><path fill="#d4965e" d="m57 66 2 5-3 1q-7 3-6-4z"/><path fill="#9e7658" d="m83 57 2 9q-2 2-1 6-5 1-8 4l-1-6h-7v-1l7-1 1-4 3-3q6 2 4-4"/><path fill="#efd3a7" d="M8 59h3l3 4 11 2q-1 1 1 4v3h4q3-3 8-3l-6 4q-2 5-1 12l-19-7-2-9-6-2q-2-1-2-3h8q-5-2-8-1v-3z"/><path fill="#715b47" d="M13 68q3-2 8 1l-2 1z"/><path fill="#81624c" d="M12 72q3-2 9 1l-2 1z"/><path fill="#b7977a" d="m85 66-1 7-9 6v-9l1 6q3-3 8-4-1-4 1-6"/><path fill="#f7f5f0" d="M83 57v-1h3v4q4-1 10 1v35H23l2-2-2-1v-5l-10-6q-3-3-1-4l19 7 16-6 1-4h8q0 2 3 2l12 2h4l9-6 1-7z"/><path fill="#966e54" d="m45 66 5 2q-1 7 6 4v3h-8l-1 4-16 6q-1-7 1-12l6-4v-2q4 3 7-1"/><path fill="#f1d19e" d="M68 70h7v9h-4l-2-2 3-1q-2-2-5-2-9-1 0 2l-8 1q-3 0-3-2v-3l3-1h4z"/><path fill="#765d49" d="M72 76h-5q-9-3 0-2 3 0 5 2"/><path fill="#735541" d="m15 76 1-1 5 2z"/><path fill="#c6a888" d="M67 76h5l-3 1 2 2-12-2z"/></svg> | |
{
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"path": "emoji_u1faf2_1f3fc.png"
} | Generate code for a svg of a leftwards hand: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g>
<path d="M21.78,60.94c3.62,0,32.78-1.22,35.08-1.54c1.79-0.25,3.14-1.92,4.69-1.22 c1.09,0.49-0.47,3.28-1.36,4.32c-0.84,0.98-1.75,1.29-3.17,1.29c-1.43,0-35.44,0.47-35.44,0.47c-9.58,0-8.56-7.98-8.56-7.98 S13.15,60.94,21.78,60.94z" style="fill:#BA8F63;"/>
<path d="M12.08,79.24c4.91,0.4,43.83,1.63,45.14,1.79c1.31,0.16,2.25,1.05,3.47-0.05 c0.93-0.84,0.88-2.65,0.47-3.81c-0.58-1.62-3.22-0.2-5.07-0.21s-36.9-0.21-44.31-0.69s-7.7-5.07-7.7-5.07S2.64,78.47,12.08,79.24z" style="fill:#BA8F63;"/>
<path d="M20.58,90.67c4.62,0.4,39.63,2.13,39.72,2.12c0,0,2.25-0.45,3.44,3.23c0.3,0.92,0.54,2.29-0.76,2.39 c-0.73,0.05-2.5-1.27-3.09-1.35c0,0-31.32-2.81-39.49-3.63c-8.17-0.81-7.31-7.31-7.31-7.31S13.25,90.04,20.58,90.67z" style="fill:#BA8F63;"/>
<path d="M80.29,48.88c0.56,6.04,2.01,10.13,2.76,11.65c2.98,6,8.13,12.02,15.91,14.6 c3.85,1.28,6.87,1.61,9.02,1.66c0.87,0.02,1.07-1.2,0.24-1.45c-1.21-0.36-2.52-0.78-3.63-1.19c-3.94-1.47-14.86-4.79-20.05-20.84 c-2.51-7.76-3.94-9.57-6.23-10.37C78.31,42.94,80.02,45.99,80.29,48.88z" style="fill:#BA8F63;"/>
<path d="M121.18,83.22c-1.29,4.66-5.96,16.48-17.35,21.31c-7.5,3.18-18.13,5.51-32.63,4.58 c-7.18-0.46-37.61-3.92-40.73-4.72c-5.71-1.47-5.72-5.36-5.72-5.36s-1.63,6.2,5.67,7.9c5.75,1.34,31.77,4.31,41.44,5.34 c12.06,1.28,23.65-0.05,32.81-4C117.58,102.69,124,91.84,124,74.35c0-1.22-0.16-5.15-0.34-6.44 C123.66,67.9,122.62,78.02,121.18,83.22z" style="fill:#BA8F63;"/>
</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a black and white illustration of a ticket, accompanied by a film strip icon, all set against a white background. | <?xml version="1.0" encoding="utf-8"?>
<!-- Uploaded to SVGRepo https://www.svgrepo.com -->
<svg version="1.2" baseProfile="tiny" id="Ticket" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"
x="0px" y="0px" viewBox="-63 65 128 128" xml:space="preserve">
<path d="M-26.8,131.5h7.2v7.2h-7.2V131.5z M-26.8,117.3h7.2v7.2h-7.2V117.3z M-60.7,118h0.2c5.9,0,10.5,4.6,10.5,10.5
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",
"path": "emoji_u1f920.png"
} | Generate code for a svg of a cowboy hat 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="63.59" cy="2893.0901" gradientTransform="matrix(1 0 0 1 0 -2818)" gradientUnits="userSpaceOnUse" r="50.6587">
<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="M63.6,124.8c-24.81,0-51.6-15.56-51.6-49.71s26.79-49.71,51.6-49.71 c13.78,0,26.5,4.53,35.93,12.8c10.22,9.08,15.65,21.88,15.65,36.91s-5.43,27.75-15.65,36.82C90.1,120.18,77.29,124.8,63.6,124.8z" style="fill:url(#face_1_);"/>
<path d="M106.19,45.54c4.88,8.1,7.38,17.42,7.21,26.88c0,15-5.43,27.75-15.65,36.82 c-9.43,8.27-22.23,12.89-35.93,12.89c-16.06,0-32.93-6.53-42.84-20.4c9.57,15.71,27.56,23.07,44.62,23.07 c13.69,0,26.5-4.62,35.93-12.89c10.22-9.08,15.65-21.79,15.65-36.82C115.18,63.76,112.09,53.69,106.19,45.54z" style="fill:#EB8F00;"/>
</g>
<g id="faces">
<g id="cowboy-face">
<g id="prop">
<path d="M34.25,33.47C13.9,25.4,0,13.55,0,22.8C0,41.22,4.83,56,12.6,67.31 C14.71,51.37,23.19,40.22,34.25,33.47z" style="fill:#4A251A;"/>
<path d="M114.71,68.3C122.88,56.92,128,41.76,128,22.8c0-9.7-14.17,2.63-34.84,10.81 c2.23,1.39,4.34,2.95,6.32,4.68C108.1,45.94,113.29,56.25,114.71,68.3z" style="fill:#4A251A;"/>
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Okay, here's a concise summary of my thoughts on drawing a couple with a heart:My work focuses on capturing the essence of a woman's heart, emphasizing the delicate and expressive nature of her form. I aim to create a visually captivating image that evokes a sense of warmth, tenderness, and a subtle, almost ethereal quality. The focus is on the delicate curves, the subtle shapes, and the way the woman's face is depicted. I aim for a soft, warm, and inviting atmosphere, suggesting a connection and affection. | {
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",
"path": "emoji_u1f469_1f3fd_200d_2764_200d_1f469_1f3fc.png"
} | Generate code for a svg of a couple with heart: woman, woman, medium skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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"path": "2fd5750ec6288a03ca07e160a890720e0dc6eda5ede93a836c659f0b0994c58c.png"
} | Generate code for a svg of a linked logo with a black dot on the bottom | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><path d="M80.111 25.6c-29.028 0-48.023 20.547-48.023 47.545 0 26.424 18.459 47.584 46.893 47.584h.573c29.601 0 47.999-21.16 47.999-47.584-.543-26.998-18.398-47.545-47.442-47.545zm-48.111 128h96v320.99h-96v-320.99zm323.631-7.822c-58.274 0-84.318 32.947-98.883 55.996v1.094h-.726c.211-.357.485-.713.726-1.094v-48.031h-96.748c1.477 31.819 0 320.847 0 320.847h96.748v-171.241c0-10.129.742-20.207 3.633-27.468 7.928-20.224 25.965-41.185 56.305-41.185 39.705 0 67.576 31.057 67.576 76.611v163.283h97.717v-176.313c0-104.053-54.123-152.499-126.347-152.499z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a vibrant green cactus with pink blossoms. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfc" d="M0 0h96v96H64q3-4 9-6-1-2-3-1V71l2-8h-3v8l-6 10-9 2q-1-6 1-11l1-11 1-3 9-6 5-14q2-2 1-4-3-2-5-1v3q-4-3-7 0l-2 10-2 2-1-28q-2-5-5-2-1-6-6-3v4l-1 1-1-1q-2 0-2 3v13l-2 4-2-1q-6-3-8 3 0 6 6 10l7 3v10l2 9-1 8q-5-3-7-8v5h-6l-5-5q1 5 5 8l-2 1-6-1q0 4 5 7 1 3 7 4l4 4H0z"/><path fill="#f19cb1" d="m50 18-2 1h-1q-1-2-3-1v-4q5-3 6 3"/><path fill="#5c993a" d="M44 19q2-1 3 1l-2 23 2 4-3 7q-1-3-3 0l-7-3 5-1q-7-4-6-10l1 2 2-4 2 1-1 6q-1 2 2 3l2-8z"/><path fill="#7cb14d" d="m43 20-2 20-1-5V22q0-3 2-3z"/><path fill="#f391ab" d="m71 38-4-2v-3q2-1 5 1 1 2-1 4"/><path fill="#72a840" d="m56 61-1 11q-1-3-3 0V19l3 25q-5 9 1 17"/><path fill="#538e36" d="M60 36q3-3 7 0l4 2-5 14-9 6-1 3q-6-8-1-17l-5-25v-1q3-3 5 2l1 28 2-2z"/><path fill="#77b442" d="m36 38-2 4-1-2q-1 6 6 10l-5 1q-6-4-6-10 2-6 8-3"/><path fill="#e2e7d3" d="m40 35 1 5-2 8q-3-1-2-3l1-6z"/><path fill="#3f7930" d="m50 19 2 7v42l-3 9-1-6V20z"/><path fill="#7ab347" d="M60 36h4q2 9-3 17-4 3-6-1l4-5z"/><path fill="#71ab41" d="M47 20v51l-1 15-3-3-1-10-2-9V54q2-3 3 0l3-7-2-4z"/><path fill="#f692b6" d="M35 62h3v4h-3z"/><path fill="#eda8b8" d="M70 71h-1v-8h3z"/><path fill="#7d9a8f" d="m43 73 1 10v5l-6-1-1-1q-3-3-2-7l-6-1h6v-5q2 5 7 8z"/><path fill="#77ae64" d="m29 78 6 1q-1 4 2 7-6 0-4 6-6-1-7-4l1-6 2-1q-4-3-5-8z"/><path fill="#78978c" d="M69 71v18h-6q-6-2-10-1v-5l9-2z"/><path fill="#5b9243" d="M52 68v4q2-3 3 0-2 5-1 11v5q4-1 10 1l-20-1v-5l3 3 1-15 1 6z"/><path fill="#84a393" d="m27 82-1 6q-5-3-5-7z"/><path fill="#7bbf4e" d="m37 86 26 2h6q2-1 3 1-6 2-9 6H37l-4-4q-2-6 4-6"/></svg> | |
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"path": null
} | Generate code for a svg of a computer screen displaying a search engine interface with prominent red and green buttons, resembling the Google search page. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 58 58" style="enable-background:new 0 0 58 58;" xml:space="preserve">
<rect style="fill:#ECF0F1;" width="58" height="58"/>
<rect style="fill:#546A79;" width="58" height="12"/>
<circle style="fill:#ED7161;" cx="6" cy="6" r="3"/>
<circle style="fill:#F0C419;" cx="15" cy="6" r="3"/>
<circle style="fill:#4FBA6F;" cx="24" cy="6" r="3"/>
<rect x="5" y="17" style="fill:#FFFFFF;" width="41" height="6"/>
<rect x="46" y="17" style="fill:#95A5A5;" width="7" height="6"/>
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| |
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"path": "5de2d7d7c54ba69e30f63e23ecff778e8fd5d88a98841e147597dcec6f715fef.png"
} | Generate code for a svg of a a black and white image of a half circle with a white circle in the middle | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="60px"
height="60px" viewBox="0 0 60 60" style="enable-background:new 0 0 60 60;" xml:space="preserve">
<defs>
</defs>
<g>
<path d="M30,0C13.45,0,0,13.45,0,30c0,16.53,13.45,30,30,30c16.53,0,30-13.47,30-30C60,13.45,46.53,0,30,0z M30,38.87
c-4.14,0-7.6-2.95-8.38-6.85c-0.16-0.85,0.49-1.66,1.37-1.66h14.02c0.85,0,1.5,0.8,1.34,1.66C37.58,35.92,34.14,38.87,30,38.87z"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a freshly painted white fence against a blue sky. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#67b6db" d="M0 0h96v11h-4q-16-6-33-1H48l-1-2h-8q-8 0-14 2l-4-1q-9 0-15 3l-4-1-2 3z"/><path fill="#64b4da" d="M92 11q-7 5-16 2h-7l-15 3-2 2-4-1q-2 3-2 0l1-2-7-2q-12 3-22 2l-4 2-6 1-2-6q6-3 15-3l4 1q6-2 14-2h8l1 2h11q17-5 33 1"/><path fill="#63b4db" d="m6 12 2 6 6-1 4-2q10 1 22-2l7 2-1 2q0 3 2 0l4 1 2-2 15-3h7q9 3 16-2h4v14q-2 1-2 5 0 3 2 5v27H85V24H73q11-1 0-4-4 2-9-1h-2q-2 0-2 3l-1-1-3 3q-4 7-4 15l4 5-5 6-1-1-2 2h-6l-4-6q5-7 3-15 0-2 3-2h-4l-1-3h-2l-1 10-1-9q-2 11 1 23l-2 6V24q-4-1-6 1h-1q-7-2-13-1L4 25q-3-2-4-1V14l2-3z"/><path fill="#62b3db" d="M73 24q-6-1-11 1v30h-3v3l-13-2q-7-1-12 2v-3l2-6q-3-12-1-23l1 9 1-10h2l1 3h4q-3 0-3 2 2 8-3 15l4 6h6l2-2 1 1 5-6-4-5q0-8 4-15l3-3 1 1q0-3 2-3h2q5 3 9 1 11 3 0 4"/><path fill="#edf3f4" d="M27 25v30l-1 1q-4 0-5-2l-1-1V25z"/><path fill="#fafafa" d="M73 24h6v72h-3v-3l-5-2q-2-6 1-10l-2-4-1 1V68l1 4q1-4 3 0 2-6-3-9l-1 3v-5h5l-1-9q-2-3-5-3V25z"/><path fill="#ebf2f1" d="M96 25v10q-2-2-2-5 0-4 2-5"/><path fill="#c7e2ee" d="M28 25q2-2 6-1v34q-2-16-1-33z"/><path fill="#c1dce3" d="M62 25q5-2 11-1l-5 1v24q3 0 5 3l1 9h-5l-2 13V60q7-1 1-4-2-16-1-31z"/><path fill="#d5e7ee" d="M0 24q1-1 4 1v38h6l-3 2 5 4H3v27H0z"/><path fill="#5db1db" d="M4 31h9v24l-3 8H4z"/><path fill="#9bcfe6" d="M14 24q6-1 13 1h-6v28l-2-10-1 3q-1-2-3-1-3-6-1-21"/><path fill="#f8f9f9" d="M28 25h5q-1 17 1 33 5-3 12-2v3q2-1 5 1l-13 1h-4l-4 17q-3-9 0-16l1-1-2-5-1-1z"/><path fill="#84c3e1" d="M14 24q-2 15 1 21 2-1 3 1l1-3 2 10 1 1-1 1h-8V31H4v-6z"/><path fill="#6aabc4" d="M28 55q-2 6-2 0z"/><path fill="#f5f7f7" d="M62 25h5q-1 15 1 31 6 3-1 4v14l2-13v5l1-3q5 3 3 9-2-4-3 0l-1-4v10l1-1 2 4q-3 4-1 10l5 2v3h-7l-2-19-2 7-2-8 1 6-2 4-1-16-3-2q0-2 3-1l2-7-6-1h3q0-3 2-4z"/><path fill="#bfdae1" d="M22 54q1 2 5 2 0 6 2 0l2 5-1 1q-3-3-3 1h-3q0-6-3-8z"/><path fill="#71b3d4" d="M34 61h4l9 1-1 4-1-2h-7v14l-2-9q-2 12-1 27h-1z"/><path fill="#90c5dc" d="M62 55q-2 1-2 4h-3l6 1-2 7q-3-1-3 1-6-1-9 1l2 4-3-2q-3 6-1 13l4 1v11h-5V66l1-4-9-1 13-1q-3-2-5-1v-3l13 2v-3z"/><path fill="#8fc4d6" d="M30 62q-3 7 0 16l-2 18h-1V63q0-4 3-1"/><path fill="#a9d1e3" d="M79 24h6v38h11v7H85v27h-6z"/><path fill="#5eb3dd" d="m12 69 1 27H3V69z"/><path fill="#f6f8f8" d="M51 73v12l-4-1q-2-7 1-13z"/><path fill="#54aedb" d="M96 69v27H85V69z"/><path fill="#f9f9f8" d="M13 55h8q3 2 3 8h3v6l-5-1v1l4 1-2 17v3l1-1 1 7H13l-1-27-5-4 3-2z"/><path fill="#f3f6f6" d="M46 66v30h-6q-2-5-1-8 6 1 6-5-1-7-7-5V64h7z"/><path fill="#5cb3dd" d="m58 68 3 2 1 16v10H51V73l-2-4q3-2 9-1"/><path fill="#58aed6" d="M38 78v18h-3q-1-15 1-27z"/><path fill="#abc4bb" d="M14 85h4q-2 8-4 0"/><path fill="#d0e6ec" d="M34 61v27l-5 2v6h-1l2-18 2-1z"/><path fill="#a9d1e1" d="M38 78q6-2 7 5 0 6-6 5-1 3 1 8h-2z"/><path fill="#eef4f5" d="M39 82h3v4h-3z"/><path fill="#c3dee7" d="M27 69v27h-1l-1-7-1 1v-3l2-17-4-1v-1z"/><path fill="#9ccfda" d="M62 89h3l1 7h-4z"/><path fill="#f9faf8" d="M34 88v8h-5v-6z"/><path fill="#dde8e8" d="M69 96h-3l-1-7h-3v-3l2-4-1-6 2 8 2-7z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green pears displayed in a basket. | <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="#eefbde" d="M0 0h96v96H0z"/><path fill="#917d61" d="m42 22-1 2v-1l-3-5q0-3 2-1z"/><path fill="#bcdc3f" d="M42 22h4l6 6q2-6 8-5l8 11 5 2h2l1 9q-4 4-5 10-14 0-26 3 0-5 5-8l15-4 4-9h-8l2-2q-3-2-6-1-1 2 2 3L41 50q-2-4-2-1l2 2q0 4 3 7H20q-6-3-4-8 4-5 4-11l1-1q2-4 6-3l8 2 3-4q0-6 3-9z"/><path fill="#e5f463" d="M41 23q-3 3-3 9l-3 4-8-2q-4-1-6 3v-1q0-3 3-3l5-1 8-10z"/><path fill="#50893a" d="M24 34q-3 0-3 3-4-6 3-6z"/><path fill="#4c793a" d="M61 37h-2q-3-1-2-3 3-1 6 1z"/><path fill="#837651" d="M75 36h-2q1-6 2 0"/><path fill="#539e30" d="m18 41-1 1-4-3h2q2 0 3 2"/><path fill="#e2ef52" d="M59 37h10l-4 9-15 4q-5 3-5 8h-1q-3-3-3-7v-1z"/><path fill="#f2f283" d="M20 39q0 6-4 11v-4l1-4 1-1z"/><path fill="#608942" d="m41 50-2-2q0-3 2 1"/><path fill="#ae9c57" d="m76 45 3 4-5 13-2-3q3-2-1-1v-3q1-6 5-10"/><path fill="#e2cf71" d="M16 46v4q-2 5 4 8h25q12-3 26-3v1l-3 2q-12-1-23 2-3-2-4 1l5 1q-3 0-3 2-6-1-3 3h1l-2 2q-6-4-15-5l5-1h-2q-2-5-5-2l1 2h-1l-4-3v1q-4-6-5-12 0-3 3-3"/><path fill="#9a683d" d="M27 63h-4l-1-2q3-3 5 2"/><path fill="#b9cc34" d="M71 56v5q-3 2-1 3-5 1-2 4l-4 3 1 1-4 2-1-3 2-1-5-1 7-2 1-1q-6-1 0-2-3-2-6 1v-5l2 1 7-3z"/><path fill="#afad4b" d="M71 58q4-1 1 1l2 3q0 9-9 10l-1-1 4-3q-3-3 2-4-2-1 1-3z"/><path fill="#748116" d="m43 64 2 1q-4-1-5 2-3-4 3-3"/><path fill="#a4a234" d="m43 72-2-1 5-3-7 1 2-2 4-1 8 2z"/><path fill="#c0d536" d="M45 65q3-1 5 2l5-2q1 3-2 5l-9 2h-1l10-4zl-4 1h-1q1-3 5-2"/><path fill="#dab871" d="M22 63q-1 3 1 6 2-1 1-3 1-1 4 1l-2 1 3 4-7-2-4-9v-1z"/><path fill="#adb43a" d="m68 58-7 3-2-1v5q3-3 6-1-6 1 0 2l-1 1-7 2 5 1-2 1 1 3-19 1 6-2-4-1 9-2q3-2 2-5l-5 2q-2-3-5-2l-2-1q0-2 3-2l-5-1q1-3 4-1 11-3 23-2"/><path fill="#f1e689" d="M22 63h6l-5 1q9 1 15 5l7-1-5 3 2 1h1l4 1-6 2q-10 0-18-3l-2-2 7 2-3-4 2-1q-3-2-4-1 1 2-1 3-2-3-1-6"/><path fill="#b89661" d="M33 73q3-3 7-1-4 3-7 1"/></svg> | |
{
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} | Generate code for a svg of a a box of tissues resting next to a computer monitor. | <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 0h96v17l-20 2-3 40h20v4h3v3l-17 3 17 1v26H0z"/><path fill="#979dab" d="M96 17v2l-16-1q7-2 16-1"/><path fill="#d3cbd6" d="M76 19q1-2 4-1l16 1v33H76q-1-16 2-33z"/><path fill="#6f829b" d="M76 19h2q-3 17-2 33h20v1H74v-7q0-15 2-27"/><path fill="#dfe1e4" d="M74 46v7h22v10h-3v-4H73q-1-7 1-13"/><path fill="#f0f0f3" d="m66 42 2 12-1 14q0 2 2 3l-14 4-12-4q5 0 9 2l3-1q-1-12 1-23z"/><path fill="#dcdee2" d="M96 66v4l-17-1z"/><path fill="#ede6e7" d="M73 84q11-1 21 2l1 2q-13 5-24-3z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a deep canyon with red rock walls:I'm drawn to the intricate and dynamic interplay of red rock walls, creating a sense of depth and scale. The textures are rich and varied, ranging from the smooth, almost glassy surface to the rough, textured edges. The overall effect is one of a landscape that feels both vast and intimate, with a sense of mystery and wonder. I'm interested in capturing the interplay of light and shadow, the subtle variations in color, and the way the rock itself contributes to the overall visual impact. | {
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} | Generate code for a svg of a a deep canyon with red rock walls. | <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="#f0ede9" d="M34 0h31q0 3-3 5-2 14 1 29l-3 3-10-4q-1-3-2-1-7 0-7-6l-1-13-2-8q-3-2-4-5"/><path fill="#b83f41" d="M85 0h11v17q-3 0-4 3L89 9v13l-3 7q-6 2-6 9 3 0 4-3v11q-1 5-4 3l-1-8q0-2-2-2l2-11 3-7q-4-9 0-17l1 3z"/><path fill="#e36c5f" d="M31 0h3q1 3 4 5l2 8 1 13-3 2q-2 11 0 23l-6-6V34q2 0 2 3l1-7-7-3v-2l5-15z"/><path fill="#d85851" d="M0 0h31l2 10-5 15q-3 0-3 2-2-6-8-6-2-7-1-15l-4-1 1 16-2-2-1 1Q7 11 0 7z"/><path fill="#d55851" d="M65 0h12q-1 7 1 16-5 1-2 5l-4 3q0 4-4 8l-1-6-2 9-1 1-1-2q-3-15-1-29 3-2 3-5"/><path fill="#f0f1ee" d="M52 5h2q2 3 3 0 2 4 3 1v23l-1-1-1 2-7-12v-6q2-3-1-5z"/><path fill="#a5353b" d="M77 0h8l-2 7-1-3q-4 8 0 17l-3 7-1-12q-2-9-1-16"/><path fill="#c04545" d="M0 7q7 4 10 13l1-1 2 2-4 13q-2-3-2 0l2 11 2 10q-3 0-4 2l-7-9z"/><path fill="#a3353b" d="M96 17v27l-3-3q-2 2-1 5l-4-1-3 15q-1 1 2 4-4 3-3 8h-4q0-3 2-4l-2-2-2-10 2-7q3 2 4-3V35q0-4 3-6h-1l3-7V9l3 11q1-3 4-3"/><path fill="#ea826e" d="m78 16 1 12-2 11q-4 6-6 13l-10 8q-2 2-1 6-3 3-3 0v-2q2-6 6-10l4-13-1-1-5 2q2-4 6-7v-2l-2 2 2-9 1 6q4-4 4-8l4-3q-3-4 2-5"/><path fill="#f5ab8f" d="M17 21q6 0 8 6 0-2 3-2v2l-1 2-2-1q-1 5 2 9l-2 1-3-4-1 1q1 4 5 7l1 2v1l-3 4-6-6q-3-7-2-13-1-6 1-9"/><path fill="#dc6c5f" d="M16 30q-1 6 2 13l-4-2V31z"/><path fill="#78232e" d="M86 29q-3 2-3 6-1 3-4 3 0-7 6-9"/><path fill="#e6bdb6" d="m50 33 10 4-2 2q-3-1 0-3h-8z"/><path fill="#c04847" d="m28 27 7 3-1 7q0-3-2-3v11l-5-16z"/><path fill="#973837" d="m25 38 1 4q-4-3-5-7l1-1z"/><path fill="#ba4444" d="M41 26q0 6 7 6-1 13 1 28l3-1 3 7-5 7q-4-1-5-4l1-6-2-2-4-6-2-4q-2-12 0-23z"/><path fill="#73212c" d="M9 34q3 5 0 11L7 34q0-3 2 0"/><path fill="#b03d40" d="M17 21q-2 3-1 9l-2 1v10l4 2 6 6-4 1 2 6-3-1h-5q2 8-1 15l-6-9v-4q1-2 4-2L9 45q3-6 0-11l4-13-1-16 4 1q-1 8 1 15"/><path fill="#873738" d="M27 45v-1q2-3 4 2l-1 1z"/><path fill="#df665c" d="M48 32q1-2 2 1v3h8q-3 2 0 3v12q-4 3-6 8l-3 1q-2-15-1-28"/><path fill="#8a3137" d="M77 39q2 0 2 2-4 6-5 13h-1l-2-2q2-7 6-13"/><path fill="#d35d56" d="M63 54q-3-6-2-12l5-2 1 1z"/><path fill="#ed9c85" d="m79 41 1 8-2 7-4-2q1-7 5-13"/><path fill="#ef967e" d="m27 29 5 16 6 6 2 4-1 1-3-4q-1 2 2 4l-1 1 2 4h-4l-3-1q-4-2-3-5l-6-1-3-4 4-1 3-4 3 2 1-1q-2-5-4-2l-1-2-1-4 2-1q-3-4-2-9z"/><path fill="#ad4142" d="M61 42q-1 6 2 12-4 4-6 10 0-9 3-17l-1-5-1 2v-5l2-2 3-3 1 2 1-1 2-2v2q-4 3-6 7"/><path fill="#732233" d="m0 48 7 9v4q0 8-3 16H0z"/><path fill="#ec8b76" d="m73 54 4 2 2 10-8 3-7 6q3 2 2 5l-6 1-6-1h4q2 0 1-2 4-1 4-6l-5-1 4-1v-2l-3 1q-3-1-4 1l1-4q0 3 3 0z"/><path fill="#97333a" d="M57 64v2l-1 4-4 5h-2v-2l5-7-3-7q2-5 6-8v-7l1-2 1 5q-3 8-3 17"/><path fill="#f18571" d="m19 55 3 1q4 1 4 7l-4 1q0-6-4-8z"/><path fill="#79262f" d="m23 54 6 1q-1 3 3 5-3 3-3 5-1-3-3-2 0-6-4-7-1-2 1-2"/><path fill="#f19d84" d="m19 55-1 1q4 2 4 8l4-1v5q-3-1-3 1l5 5 1-1 3 1 2 1v1l1 2q-2 1-1 4-3 1-4 4 6 2 12 1l6 3-1 4 1 2H24l-2-7 1-1h1q0 2 3 2v-3l5-10q-3 0-5 3-3-4-6-4l-6-4v1l-2-3q3-7 1-15z"/><path fill="#942d37" d="M96 44v40h-5q-3-2-1-5l-2-2V60h-3l3-15 4 1q-1-3 1-5z"/><path fill="#e2816f" d="m40 55 4 6v7l-2-3q-1 3 2 6h-3l-3 5v-6q1-3 2 0l1-2q-3-3 0-6l-2-1-2-4 1-1q-3-2-2-4l3 4z"/><path fill="#67232d" d="m71 52 2 2-13 12q-1-4 1-6z"/><path fill="#661d29" d="m44 61 2 2-1 6-1-1z"/><path fill="#f5a78b" d="M73 63h6l-9 6-2-3q2-3 5-3"/><path fill="#af504b" d="M26 63q2-1 3 2v8l-1 1-5-5q0-2 3-1z"/><path fill="#581a26" d="M35 61h3l-4 14-2-1q-1-8 3-13"/><path fill="#983837" d="m59 71 1-2 3-1v2z"/><path fill="#8e3339" d="m38 61 2 1q-3 3 0 6l-1 2q-1-3-2 0v6h-4v-1z"/><path fill="#cd5c52" d="m32 60 3 1q-4 5-3 13l-3-1v-8q0-2 3-5"/><path fill="#f2a289" d="m60 69-1 2 5 1q0 5-4 6 1 2-1 2-3-4 2-6h-1l-8 4v-3l4-5q1-2 4-1"/><path fill="#f3b197" d="m80 66 2 2q-2 1-2 4l-1 4-5 2-2-2-1 5-6 1-4-1 6-1q1-3-2-5l7-6z"/><path fill="#f3b69d" d="M44 68q1 3 5 4v2q-3-1-4 1-5 1-8 4l1 4q-4-3-4-6l-1-2h4l3-5h3q-3-3-2-6z"/><path fill="#f5bca2" d="m27 80-3 5q-9-1-9-9v-4l6 4q3 0 6 4"/><path fill="#8d2e36" d="M85 60h3v17l2 2q-2 3 1 5l-8 4-10-1 5-8 2-3h-1l1-4h4q-1-5 3-8-3-3-2-4"/><path fill="#aa8782" d="M46 76q-3 4-8 4 3-3 8-4"/><path fill="#954140" d="M59 80h-4q-3 0-3-2l8-4h1q-5 2-2 6"/><path fill="#c6766a" d="m79 76-2 3-1-1-6 3 1-5 2 2z"/><path fill="#c9c6c4" d="M50 75h2v3q0 2 3 2l6 1 4 1v7l3 2q3 3 7 0l1 1 3 1 2 3H48l-1-2 1-4-6-3-1-1-2-2-1-4q5 0 8-4 1-2 4-1"/><path fill="#802631" d="m7 61 6 9 2 3v3l-4-3-2 8q4 0 8 4h-4l4 6-8 1q-1-9-9-11v-4h4q3-8 3-16"/><path fill="#a43b3c" d="M15 76q0 8 9 9l-2 1 1 2-1 1q-2-4-5-4-4-4-8-4l2-8z"/><path fill="#671e2d" d="M0 83q6 2 6 8l-6-1z"/><path fill="#7b2a32" d="M34 82q1 6 7 4l1 1q-6 1-12-1 1-3 4-4"/><path fill="#d4b5a9" d="m78 79-5 8-5 4-3-2v-7l6-1 6-3z"/><path fill="#c9514b" d="M91 84h5v12H81l-2-3 1-2 3-3z"/><path fill="#c55551" d="M0 81q8 2 9 11l-3-1q0-6-6-8z"/><path fill="#5d1a26" d="M35 78q0 3 4 6l2 2q-6 2-7-4-1-3 1-4"/><path fill="#641a29" d="M17 85q3 0 5 4l-5 2-4-6z"/><path fill="#632029" d="m27 87-3 1h-1l-1-2 2-1 3-5q2-3 5-3z"/><path fill="#a54a48" d="M27 87v3q-3 0-3-2z"/><path fill="#923939" d="m30 88 4 1q-4 3-4-1"/><path fill="#d8806b" d="m73 87 10 1-3 3-1-1q-3 0-3 2l-1-1q-4 3-7 0z"/><path fill="#774e52" d="m58 90 2 1q-4 2-2-1"/><path fill="#581e29" d="m80 91-1 2-3-1q0-2 3-2z"/><path fill="#8f3438" d="M34 91h3q-1 5-3 0"/><path fill="#8c3435" d="m28 92 5 1-3 1z"/><path fill="#e68e78" d="m22 89 2 7H0v-6l6 1 3 1 8-1z"/></svg> |
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"path": "emoji_u1f937_1f3fc_200d_2642.png"
} | Generate code for a svg of a man shrugging: 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": "11ab12b9abded4188de47045bb784c02ceed92ef38350e513beda4e0dd32ac45.png"
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C14.2,5.6,14.3,5.7,14.5,5.7z"/>
<path d="M21.7,27.3L21.7,27.3c-0.2-0.1-0.3-0.2-0.5-0.2c0,0,0,0,0,0l-0.7,3.4l-0.6-2.8c-0.4,0.1-0.8,0.2-1.2,0.2
c-0.2,0-0.4,0-0.5,0l-0.6,2.6l-0.7-3c-0.1,0-0.2-0.1-0.3-0.1l0,0l0,0c-0.1-0.1-0.3-0.1-0.4-0.1c-0.2,0-0.3,0-0.4,0.1l0,0l0,0
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</g>
</svg> | |
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"path": "205570ec2b023cd767910b8bb264dfe5f446f6de652715752c13da16164c949e.png"
} | Generate code for a svg of a a black and white image of a person with a paper | <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 48 48" style="enable-background:new 0 0 48 48;" xml:space="preserve">
<g id="web_developer">
<g id="web_developer_1_">
<path d="M27.49,11c0,0.276-0.224,0.5-0.5,0.5s-0.5-0.224-0.5-0.5s0.224-0.5,0.5-0.5S27.49,10.724,27.49,11z M24.99,10.5
c-0.276,0-0.5,0.224-0.5,0.5s0.224,0.5,0.5,0.5s0.5-0.224,0.5-0.5S25.266,10.5,24.99,10.5z M22.99,10.5
c-0.276,0-0.5,0.224-0.5,0.5s0.224,0.5,0.5,0.5s0.5-0.224,0.5-0.5S23.266,10.5,22.99,10.5z"/>
<path style="fill:none;stroke:#000000;stroke-width:0.72;stroke-linejoin:round;stroke-miterlimit:10;" d="M24,28H9V9h20v11 M9,13
h20 M10.989,16h8 M10.99,19h8 M10.99,22h8 M39,40c0-4.625-3.156-8.495-7.42-9.638c1.731-0.926,2.91-2.751,2.91-4.852
c0-3.038-2.463-5.511-5.501-5.511s-5.501,2.473-5.501,5.511c0,2.101,1.179,3.925,2.91,4.852C22.133,31.505,19,35.375,19,40"/>
</g>
</g>
<g id="Layer_1">
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a silver moon casting light on a dark sea. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#010202" d="M0 0h96v96H0z"/><path fill="#b0b4b2" d="m54 23-1-5h-8q-2 2 1 3 2-2 5 1-4 0-6 3-6-5 0-11 11-3 9 9"/><path fill="#e1e2e2" d="M54 23q-4 4-9 2 2-3 6-3-3-3-5-1-3-1-1-3h8z"/><path fill="#787b7a" d="m56 64 8 2-2 1-26-1z"/><path fill="#23282a" d="M59 70h6l-12 2 12 1q-15 3-28 0l5-2z"/></svg> | |
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} | Generate code for a svg of a logo featuring a stylized representation of a road, colored in yellow and black, with a cross symbol. Overlaid on this is a letter 'H', also in yellow and black, set against a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
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} | Generate code for a svg of a scene at an airport check-in desk, featuring a man possibly holding a passport, with an airplane in the background. The image is in black and white. | <?xml version="1.0" encoding="iso-8859-1"?>
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| |
{
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} | Generate code for a svg of a mom and dad reading a book together in bed. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#faf9f7" d="M0 0h96v73l-10-5v-7l3-13-18-1-1-4-2-3-7-1q-2 0-2 2l-11-4v-2q0-4-2-5-2-4-5-3l-5 4v8q-9-1-18 2L8 38 6 65l7 7-13 9z"/><path fill="#31273c" d="M46 30q-3 3-6 1-3 2-2 5l-2-1v-4l5-4q3-1 5 3"/><path fill="#ebc39d" d="M46 30q2 1 2 5-3-1-5 2-1-3-3-2v3q5 0-1 3l-1-1v-4q-1-3 2-5 3 2 6-1"/><path fill="#bc7387" d="m36 35 2 1v4l-2-1z"/><path fill="#a78585" d="M48 35v2l-1 4-8 1-1-2 1 1q6-3 1-3v-3q2-1 3 2 2-3 5-2"/><path fill="#282138" d="m70 43-1 3-6-3q-2 0-2 2-3-2-2-4 0-2 2-2l7 1z"/><path fill="#edbf92" d="m70 43 1 4q-1 2 1 5l-12 7 4 4h-5q-3-1-3-4l4-6 1-8q0-2 2-2l6 3z"/><path fill="#e0a07f" d="M33 65h-1q-2-3-1-4 2-4 6-1l-1 2 2 1z"/><path fill="#5b5585" d="m60 53-4 6q0 3 3 4l-3 3q-3-3-7-3 0 3 3 4-4 0-7 3l-2 1-10-6 5-2-2-1 1-2q-4-3-6 1l-2-4 1-4 11 6 12-6z"/><path fill="#f4e2cd" d="m48 37 11 4q-1 2 2 4l-1 8h-7l-12 6-11-6-1 4 2 4q-1 1 1 4l-6 1 3 4q-9-1-16 2l-7-7 2-27 10 3q9-3 18-2l2 1 1 2v2l-2 3 9 2v-4l1-4z"/><path fill="#e7b990" d="m39 44 7 1v4l-9-2z"/><path fill="#322551" d="m47 41-1 4-7-1v-2z"/><path fill="#d26078" d="M29 70q15 5 20 21l1 5H0V81l13-9q7-3 16-2"/><path fill="#f9e8d0" d="m71 47 18 1-3 13v7l10 5v23H77l-3-5-7-5q3-6-1-11H53l-8-5q3-3 7-3-3-1-3-4 4 0 7 3l3-3h5l-4-4 12-7q-2-3-1-5"/><path fill="#eae6db" d="m32 65 20 10h13q4 5 1 11l7 5 3 5H50l-1-5q-5-16-20-21l-3-4z"/></svg> | |
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} | Generate code for a svg of a a black umbrella resting against a bench. | <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="#faf9f4" d="M0 0h96v96H47l14-4-2-1 2-1q2-1 1-2l-2-4q3-1 5 3l1 6q3-11-7-10v-3h3v-3h-8v3H18v-3h24v-5H13v11h-2L0 80z"/><path fill="#383b46" d="M50 24h-1l8 13 5-4 1 1-2 7-5-1-14 3h-1q-6-3-11 0-1-4 4-6-1-1-3 1 0-6 4-11h-1q3-4 9-4-1-6 2-1z"/><path fill="#232226" d="M50 24q8 2 12 9l-5 4-8-13z"/><path fill="#26272d" d="M34 27q-4 5-4 11 2-2 3-1-5 2-4 6h-2v-4h-6l-1 2-2-1q3-11 15-13"/><path fill="#615e63" d="m28 43-7-2 1-2h6z"/><path fill="#8c8987" d="M42 43q2-2 5-1l2 28 1-3q1 3-1 5l-2-1-2-28z"/><path fill="#8d8a87" d="m41 43 1 16h-1z"/><path fill="#f9f7f2" d="M42 43h3l2 28-4-2q3-5 0-10z"/><path fill="#4a484b" d="M42 59q3 5 0 10l4 2 2 1q-4 2-7-1z"/><path fill="#e4b795" d="m59 83 2 4-49-5V72h29v5H18v3h36v-3h8v3h-3z"/><path fill="#b1a595" d="m14 84 47 6-46 1z"/><path fill="#312b2f" d="M11 83h2l1 1 1 7-2 2z"/><path fill="#b9b9aa" d="m0 80 11 3 2 10 2-2 3-2q21-2 43 1l-2 1 2 1-14 4H0z"/><path fill="#494343" d="M59 83q10-1 7 10l-1-6q-2-4-5-3z"/></svg> | |
{
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fgoIg+B6AtWGN98xKxeX35Iu+V7w90/YQXPChFO78chW+cGQa40ZHV2sL41Op1IMzZsyYEFfBdDp9MoBQVt/VfWBw+/bX7BrKt2zJPDFRamzbPk1EHgUQ9aZb3SJytu/73wAf8aUEMPxLUC6Xe11Evh/mmPc/FeCmJ6J/aqhmBPDx91m47bwMzj86hdHbX8AelsnpdPqeurq6neIoJiKnhDHOhP0zGLv34D5DjBoTyi2WMS0tLVzv805ijPmGiNyK6I9kXh0EwVGu694ccR2ibWL4l6iampqrALwQ5pg3zCvgzwuLWyw2UFVpwamzUrj9giqccUgKmXCeUtuehkwm8ztE/G+6qalpvKoeEsZYBxwy+HskVdWhhL90dnbuHMZAw8G0adNG2LZ9E4DvIvpTNZ9T1Vm5XO7xiOsQbRfDv0TNmzevS1W/HuaYqsAP7s7jgUXxfAAA+mYCPveBFH792QwOmhj5P7cTjTGXRlmgt7f3SITwfVOzi4U99x38J6KqkeFkk2VZ8czJlDhjzG5jxoz5q4iEtkXzdjza09PT7Pv+khhqEW0Xw7+E+b5/u4jcH+aYgQKX3ZXHA4vi3ThsyjjBtZ9M44IPpVAV7YTzxbZtR7lC+6gwBpk2MwMZ6BL/zaTDOdoXQRDEuzSzBDmOsz+ANgCHRl1LVX8N4OjFixe/FXUtooFg+Jc2FZFzAYR66E/fB4ACbp8f3wwA0LePwJymFH55ThoTx0ZYRuR3TU1Ne0cxuIgUvcpfBHiPGdrGgEP4vLBVQRCUwZ6O0bFt+whVbQMwLeJSAYCLfN8/x/O83ohrEQ0Yw7/EZbPZl1T1/4U9bqDAVQ/k8ZM/5xHEvNZ43z0s3HBuFT5wUGT//HbL5/O/Rsj3b23bngZgj2LHGTsxNeSFe2E9sZFKpSp2z3jHcc7pn1HbJeJSG1V1jud5l0dch2jQGP5lwPf96wH8NYqx/5gN8NVb8lgb2rZCAzOqCrj05DTOen9kKwGPtG37CyGPOSuMQSZOH/qhehpSZFuW1RPOSGXFsm37clW9HkDUJxuuCoLgMN/374y4DtGQMPzLgwZBcDaASHYAm78kwNm/7MFTK+K9DSACfObwFL5+fArpCP4lisgPGxsbp4Y1nmVZiYd/vjecS//e3t7uUAYqE8aYUY7jzBWRr8ZQ7inLsppyuZwbQy2iIWH4l4lcLveKZVmnoe+4z9C9vg44/+Y8rn+0gJ58vPcBjmlI4dunpKP4ADAqCIKrwxpMVeuKHWNkrWDMuKH/Qbs2hPPfpqqqan0oA5UBY8yeIvKYqp4cQ7n7qqurD81msy/FUItoyBj+ZSSbzT4GINTH/zZXCIAbHy/gzJ/n4S+PdxbgsAOtqD4AfMRxnI+GNNaBxQ6w+5TiHnXo6gzlv0tve3t7qItIS5Ux5mAAbarqRF1LRK6rra09sbW1tTPqWkTFYviXGc/zfgzgjihrvPym4sKb8/ifuwt4PcaIOOxAC5eclIYV8jYrqnpFS0tLUbu2NTQ0jEMI2+KOm1TcGoeuDcV2AABI7jzGGNm2fSyAvwGYtKPXFikP4Iuu63523rx5kczMEYWN4V9+FMBZItIWZZFAgftyBZx+dQ9+/lABnZviuRXwgYMsfO6DoW8EsE9nZ+cFRY5R9FU/AOw2sbjw71wdypX/P8MYpJQZYy4QkbsA1ERcap2qHud53rUR1yEKFcO/DHmetzGTyRwL4Jmoa3Xngd+3FvDRn/biqgcKeHVN9B8CPv4+C8fboT8FcJExZshX7iJyQBhN7Dy+uD/Xun8Wv9xfRFYUPUiJamlpSRtjrgXwU4R0+NJ2LBeR2b7vh7oRF1EcGP5lqq2t7U3Lsj4E4OU46m3sAW6fX8BpV/fikrl5tD0foBDhsoAvH5MKezvgnQF8ZahvFpGiTw0cNdpCpsi9+df+s/i/dFVdXvQgJaipqWl0Z2fnvQA+H0O5+el0epbruk/HUIsodAz/MpbNZl8KguBoAK/GVbMQAI8+E+C/bsnjpJ/04KoH8sgt19A/CKQt4NKTU6gNaS/7fl9sbm7edYjvHVds8TG7F/ft1r1BsXFdKOG/rOhBSkx9ff3kfD7fCiDKrZ3fdntVVdUR7e3tkTx6SxQHhn+Zy+Vyz6RSqcMAxP5o0ZvrgdvnBzjvpl4c88MeXDI3jzuzBTz3iiIfwoeBPXYWXHRcqDO3td3d3V8e4nuLDv+Ro4v7IPPPFeHs8CMikd8uipNt27NSqdR8AAdFXEpV9TLP805va2vbFHEtokjxTO9hYMGCBf9oaGg41LKshxD9XuVbtb67b0bg0WcAoICqNPCe8YJ9xlqYsAswYVdgbK2F2hFAzUhgdLUAUCgE67sUvQVg7UZgzQbF652KlW8BK95QrHhDIRLetrYicpHjOKtd1/3JYN6nquOGchDP5kbWFvdZ+7Vl4SwkD4Jg2ExV27Z9mojcCKCopzkGoFtEzvU87+aI6xDFguE/TORyuRXGmPcDeBDRXwHtUE8eeHal4tmVm1+tlsR28ilVvcIYs19tbe15A300S0SKfsxvxE5FXvm/EEr4r87lcq+EMVAJ2E9EbkXIZzhsxeogCE7O5XKPR1yHKDac9h9GPM9bVV1d/T4RuSfpXsrA5zo7O+8zxowZ4OuLvrIcMWroGbWpU/HmylAWVkT6iGjMRiD64H9OVWcx+Gm4YfgPM62trZ2u654gIt9G354AtG1HAWitr6+fPIDXFv29IkWM8PIzvdAQ7n2oKkNs4FoBHOL7/pKkGyEKG8N/eFLXdS8Vkf8AEM6ecMPX9FQqNd+27R0d2lP0FWYxSwZe7AjtKPgnwhpoOFPVXwM43PO8N5LuhSgKDP9hzHXdW1OplC0iPF1s+8aLyKO2bZ+6ndcU/b1iDXHf4q4NileXhLJeYoOIeGEMNIwFAC7yff8cz/NC+8RFVGoY/sPcggUL/qGq7xOR76NEVtyVqGoR+YNt2/+9jd8v+sp/qMfxLnV7EBSKn/IXkfkMtO3aqKpzPM+7POlGiKLG8K8Anuf1uq57MYAWAH9PuJ1SJiJymTHmxunTp1dt8XtFH3HUM4TzEVSBJdmeYksDAIIguDeUgYanVUEQHOb7/p1JN0IUB4Z/BfE878murq4Z6DsWmGsBtu2sESNGPLjFboBvFjtob9fgw//VpXmsez2UVf6aSqX+GMZAw9BTlmU15XI53h6jisHwrzAdHR09nuf9wLKsAxHx0cDlTEQO6+npmV9fX79v/y8VHf5dGwYf/k8/2l1s2bctyGazse8CWQbuq66uPpR/N1RpGP4VKpvNvuR53hxVbQbA6eCt2zeVSs13HKdFRIoO/w1vDS78X3+xgFeXhHY8PD/obUFErqutrT2xtbW1M+leiOLGHf4qnO/78wEcZ4w5BMB3AByecEulZldVfQDA88UO1Ll6cNP3ix8K7apfLcvivex/ywO4wHXda5NuhCgpvPInAH3rATzPO6J/JuAWAOGsMhseqgBML3aQ9W8FAz6jYOVzvVj5XGgL8x/NZrPD7iS/IVqnqsd5nsfgp4rG8Kd38H1/vud5/5FOp/cRkW8AeDnpnoaLoKBY+9qOn7YMCoB3T1dodUWEQddnuYjM9n3//qQbIUoaw5+2qr29/TXXdS/zPG+SZVktAH4O4J/JdlX+3nhpx+H/7JPdWBvOCn8AeLmmpuZPYQ1Wxuan0+lZrusOmxMNiYrB8KcdCbLZ7GOe531h6tSpe1mWdSSAqwA8jdI4O+AtALeLyDmWZe2jqoM6qjduq3cQ/uteD/DUX8O76gfwy4GeXDiM3V5VVXVEe3v7a0k3QlQquOCPBmzu3LkFAA/1f6GpqWl8oVA4AkCLqhr03ReP+lz15arqAfBV9dFp06Yt6O/rbV82xvwDwNUowX/f/1y+7fBXBf52+0YUwtuDr8uyrOtDG638qKp+3/f9S1AaH1SJSkbUx2FSBWlpaUlv2LBh/yAIZqjqe0VkIoCJACb0/9+RAxzqdQAvAngJwAoRWaGqHalUyluwYMHqgQxgjDkKwO0ABnpkb2xO+lotanZ996Tbooe78dSDoV71X+l53oVhDhgWY8wFAH4aYYluETnXdd2bI6xBVLZK7sqIylf/9HJH/9e71NXV7aSqVel0erRlWWlV3dmyrG4R2djd3b3esqyehQsXrgmjF8/zHmxsbJzdv6Xt5DDGDMsr/8hjv1nv3D145XO9WBTudP9Gy7J+EOaAZWR1EAQn53I5Hl9MtA0Mf4rNokWLNqBvW+G34qiXzWY7mpqaZuXz+bsA7OjI3ti8/GzvO8K/c3WA1j9sGvBjgAOhqtdks9lXwxuxbDynqsfmcrklSTdCVMq44I+Gtfb29teqqqqOQN8tgJKw6vk8utb3rebv2aR49KYN6N4Y6i3pThH53zAHLBOP9vT0NPu+z+An2gGGPw17bW1tmzzPO73/WOPEBQXghYV55HsUj/xmI9a+FtpjfQAAVf2B53lvhDpoiVPVXwM4evHixbHMKhGVO077U6VQ13Uv7n8S4Dr07dqXmKVuD155rhevrwj9Kbxnuru7fxT2oCUsAPDfvu9fnnQjROWEV/5UUTzPu8myrKMQwil9xXhrVQGv/CP04NcgCD7f0dFRKVszd6nqHM/zGPxEg8Twp4qTzWYfAzATwN+T7iVMqvqbClvh/rzv+zywiGgIGP5UkTzPW5pKpQ4RkeESlv9Mp9NfTboJIioPDH+qWAsWLFi9adOmIwHclHQvRVJVPWegGyARETH8qaJ1dHT0eJ53NoAL0bd4rBz90Pf9e5NugojKB8OfCIDneVeKyGkANibdyyAt6Orq+mbSTRBReWH4E/VzXfcOVf0Ayufo4rcKhcJpFbS6n4hCwvAn2ozv+/PT6bQBsDDpXnagNwiCOQsXLlyedCNEVH4Y/kRbaG9vf7m6uvr9AO5LupdtUBH5dC6XezjpRoioPDH8ibaitbW1c+rUqSeo6jVJ97IV3+RRtURUDIY/0TbMnTu34Pv+eQC+AqCQdD/9rvc873tJN0FE5Y3hT7QDnuddoarHAliXcCu3TJ069XMJ90BEwwDDn2gAfN+/X1UPBfBiQi1c73neJ+bOnVsqMxBEVMYY/kQD5Pv+oiAImgF4MZf+led5n0X5bkJERCWG4U80CLlc7pWurq4WVb07ppJvpNPpS8DgJ6IQMfyJBqmjo2O97/snisi3Yyi3Wz6fdxsbG+tjqEVEFYLhTzQ06rrupQA+A6A34lp7B0HwuDHmmIjrEFGFYPgTFcHzvOtF5BgAayIuVQvgT7ZtfzHiOkRUARj+REVyXfevlmUdAmB5xKVSInKNMebKOXPmpCKuRUTDGMOfKATZbLYDQCOAJ2Iod/4LL7xwb1NT0+gYahHRMMTwJwqJ53lvrF279kgAt0RdS1U/lM/nnzDG7BN1LSIafhj+RCFasmRJt+d5Z/Q/CaARl6sD0Gbbtom4DhENMwx/ovCp67qXisjHAXRFXGsvEXnMcZwTIq5DRMMIw58oIq7r/kFEPgjg9YhL7aSq/+c4zqUR1yGiYYLhTxQh13VbATQD+HvEpURVv2WM+ZUxJhNxLSIqcwx/ooh5nre0qqpqNoB5MZT7NID7jDFjYqhFRGWK4U8Ug7a2tje7urqOBnBTDOWOBNBaX18/OYZaRFSGGP5EMeno6OjxPO9sABci+oN6pqdSqawx5pCI6xBRGWL4E8XM87wrReQ0AJsiLrUbgIeMMR+PuA4RlRmGP1ECXNe9A8DhAF6LuNQIAL/jkwBEtDmGP1FCPM9rT6fTDoCFEZcSVf2Wbdu3trS0VEdci4jKAMOfKEHt7e0vV1dXvx/AfVHXEpHTOzs7H2poaBgXdS0iKm0Mf6KEtba2dk6dOvUEEflZDOVmW5bVZow5IIZaRFSiGP5ECbNt+8AXXnjhElU9MqaS7wHQ6jhOS0z1iKjEpJNugKgSzZgxY0I6nT4FwBwAs1WjPgPoXXZV1QeMMed6nhfH3gNEVEIY/kQxqa+v31RSzgoAACAASURBVDmdTh+vqnMAfBhAKuGWqgDcaIyxPc/7T0S/9wARlQiGP1HE+jfa+QqAj6hqVdL9bMX5juOMr6mpOXvevHlRn0JIRCWA9/yJItLU1DTatu1bATwB4ET0XWmXJFU9rbOz89G6urrdk+6FiKLH8CeKQFNT0+h8Pv+oiJyedC+DMCuTycxvbGycnnQjRBQthj9RBPL5/M0A7KT7GIIpQRC0GmOOSroRIooOw58oZI7jfATACUn3UYQxAO5zHOezSTdCRNFg+BOF77ykGwhBWlV/YYy5Evw5QTTs8JuaKER1dXU7xbhZTxzON8bcWVdXt1PSjRBReBj+RCHKZDL7I/nn98N2QiaTeXzGjBkTkm6EiMLB8CcKURAENUn3EBE7nU4vsG3bJN0IERWP4U8UrrUJ1o56h769RGSebdvHRVyHiCLG8CcKkWVZzwDYEGPJFwFcJSK2iLwfwOsR16sRkf8zxnwt4jpEFCFu70sUIs/zeo0xf0Xfjn5ReQ3Abap6q+/78zf/jfr6+tmpVOo+APtGWD8F4AfGmEm1tbXnz5s3Lx9hLSKKAK/8icL3YwBhH9O3FsCNAI6eOnXqBM/zLtgy+AFg4cKFz6dSqWYReTzk+lvz+c7OznubmppGx1CLiELE8CcKmed5TwK4PoShukTkThE5pba2dg/P8z7ped6Dc+fOLWzvTQsWLFi9adOmIwHEcVTv0fl8vrW+vn5yDLWIKCSc9ieKQFdX15eqq6snARjsNrkFAI+o6q0icqfrukNaQNjR0dED4GzHcZ5X1e8CkKGMM0AHpVKp+caYEzzPa4+wDhGFhFf+RBHoD99jAfwIwEDuibcDuNCyrL09zzvK9/3feJ5X9JMDrutepqqnA4j6qN7xAB41xsyJuA4RhSDKqwEiAjBz5sz9giD4vKp+CMAB/b/cDcAFcD+AWz3PWxplD7ZtzxKRPwGI+sheBXCx53n/s70XGWMuAPDTImst9jyvrsgxiCoSw58oRnPmzEm9+OKLO7W3t6+Lu3Z9ff3kVCp1L4A4juy9saur67P9MyDvwvAnShan/YliNHfu3EISwQ8ACxcuXF5dXd0M4L4Yyp1dXV39SENDw7gYahHRIDH8iSpIa2tr59SpU09Q1WtiKDfbsqw2Y8wBO34pEcWJ4U9UYebOnVvwff88ABei7+mCKL0HQKvjOC0R1yGiQWD4E1Uoz/OuVNVjAUR9G2JXVX3AGHNWxHWIaIAY/kQVzPf9+1X1UPSdERClKgA3GmOuBH/uECWO34REFc73/UVBEDQD8GIod74x5jYAI2OoRUTbwPAnIuRyuVe6urpaROSeGMqdAuCbMdQhom1g+BMRAKCjo2O967oniMi3YyjHK3+iBDH8iWhz6rrupQA+A6A34V6IKCIMfyJ6F8/zrheRYwCsSboXIgofw5+Itsp13b9alnUIgOVJ90JE4WL4E9E2ZbPZDgCNAJ5IuhciCg/Dn4i2y/O8N9auXXskgFuS7oWIwsHwJ6IdWrJkSbfneWf0PwmgSfdDRMVh+BPRQKnrupeKyMcBdCXdDBENHcOfiAbFdd0/iMgHAbyedC9ENDQMfyIaNNd1WwE0A/h70r0Q0eClk26AiMqT53lLZ86ceUgQBHeq6vuT7ofi1dLSUr1+/fpJAPYJgmBvEdkVwFgRGQsAqrpL/0vfEJHlInJf/9MjVAIk6QaIqLxNnz69qrq6+lcAzoy59GLP8+pirlmRZsyYMSGTyTSrqgFwUP/X5MGOo6qPAfiK7/txHCJF28HwJ6JQOI5zsap+F/H9XGH4R6SxsXEPVT1KVY8CcBiAvUMcvkdVP+f7/m9CHJMGieFPRKGxbfs0EbkRQHUM5Rj+IWpsbNwjCIJTAXwcwExEmw8qInNc1/1jhDVoOxj+RBQq27ZnicifAOwecSmGf5GamppG5/P5k9AX+B8AkIqxfGc6nd63vb39tRhrUj+u9ieiUPm+Pz+VSs0CwMVdJaq+vn5fx3F+mc/nXwVwI4CjEG/wA0BtPp//esw1qR/Dn4hCt2DBgheqq6ubAdyXdC/0b8YY27btm1Op1LOqei6AkQm39DEwhxLBv3QiikRra2tnbW3tiar6y6R7qXTGmKMcx3kMgCcin0D8V/nbsrtt2/sn3UQl4nP+RBSZefPm5QF8zhjzDwD/C15wxKq+vn7fVCp1BYBjVUvzSAbLsvYG8GzSfVQafiMSUeQ8z7tCVY8BsC7pXipBXV3dTo7jXJpKpRYDODbpfrYnCII4ngyhLTD8iSgWvu/fD+BwACuT7mU4cxznzEwm87yqfgvAiKT7GYCepBuoRAx/IoqN53l+Pp9vArAw6V6Gm5kzZ441xtypqjcB2DPpfgbKsqzupHuoRAx/IorVU089tRLAr5PuYzhpbGz8YKFQWATgpKR7GYKNSTdQibjgj4iSwA3GQmCMyYjIxUEQXIIyvZgTkTeS7qESMfyJKAmlufS8jDQ0NOwF4O7+w3bKVm9v75tJ91CJGP5ERGXGtu06EbkXwMSkeylSz8KFC9cm3UQlKstpIiIqe5z2HyLHcY4UkcdR/sEPACvAWaBEMPyJiMqE4zjnqOp9AMYk3UsYVHVF0j1UKoY/ESWBV3uD5DjOxap6PYBMkn2MGQUcur+FTAgbBIvI8uJHoaHgPX8iohJnjPl/qvq9JGpbAthTLBx6gAV7smDyboJVaxRPPBcUPbaIPBNCizQEDH8iohJmjDkPfecixOqgvQXH2ikcur+FMaPe+XsLV4Q2cfN0WAPR4DD8iYhKlG3b5wK4Mq56o6oEH5ph4QTHwnt23/aazKdeDCf8VZXhnxCGPxFRCXIc52Oq+nPE8GTEqCrg5JkpfKw59a6r/C0FCixYWvyUP4CXPM9bFcZANHgMfyKiEmPbtlHVGxDxouy0BXy0ycJZh6YxeuTA3vPMywFeX1f8lb+I/K3oQWjIGP5ERCWkrq5udxG5E8AA43hoGqcKLvxwGpN2G9zEwrxnQ5vybwtlIBoShj8RUYkwxmRU9XYA+0RVo3Yk8P+OSeMD0wc/qRAoMO/ZUKb8ISIPhzIQDQnDn4iSwB3+tkJEfgLgsKjGd6YILj4xg3Gjh/b+BUsVr64J5cp/leu6HWEMREPD8CeiJHCTny3Ytn2qqn4xirEtAc49IoX/mJ2CFPGx665sPqyWHgD/DSSK4U9ElLCGhoZxInJNFGPXjhR86+QUZk0rbu3ga2sVf3s+tLy+I6yBaGgY/kRECbMs6xoA48Ied69dBD/+jzQmji3+LsstfwsQhJP9bwB4MJSRaMgY/kSUBN7z7+c4zgmqemrY404eJ/jJGUO/v7+51esV9/qF4gfqc7vneb1hDUZDw/AnoiTwfi8AY8xuqnpd2OMesJeFK84Y+LP7O3Lz4wV0h3S7X0RuCWckKgZP9SMiSoiI/BDA7mGOOXV3wU9CDP4Vbyju9sN5vA/Actd1ublPCWD4ExEloLGxcbqqnhnmmHvtIrjijDRqQ9we6Mr7C+gNacZfVX8PzvqUBIY/EVECCoXC9wGkwhqvdiRwxRlp7FYb3nKKx54NwtrHHwC6VfXasAaj4vCePxEloaIX/BljmgAcF9Z4lgDfOjmDvXcN76913Sbgij+HtsgPAG7O5XKvhDkgDR2v/IkoCZU+9fsjhPgB6PMfTGHWtHA/T/3vvXmsXh/af6ZARH4c1mBUPF75ExHFyBhzDIBDwhqveV8LpzeHdvcAAPDAogIefSa06X6o6v95nvdcaANS0XjlT0RJqORp/y+HNdCYUcBFxxe3Ze+Wlrym+NF9oU73A30zHVRCGP5ElISKnPa3bftAAIeHNd5Xj01jbE249/m//odebOoJbUgA+LPv+/NDHZGKxvAnIoqJZVlfREizHrP3s3DYgeH9CO/JKy6Zm8eqNaENCQA9IhLaTAeFh+FPREmouGn/2bNn16rqJ8IYK5MCvnRUeEu2AgW+d1cB3gvh3ecHAFX9qeu6vNdfghj+RJSEipv27+7uPgtACDvtA6c1pzBxbBgjAap9K/sf6Qg3+AGsymQyl4U9KIWDq/2JiGKgqp8OY5yaasEZh4Szuj9Q4Ef3FnBPeNv3/ouIXNTe3r4u9IEpFAx/IqKINTY2Tg2CYEYYY53aZKFmRPHj9BaA79yZD/WRvs086brub6MYmMLB8CeiJFTUPf8gCE4MY5yaasGcWcXfre3cBFxyRx7uskiCf20qlToTFXhrp5ww/ImIondSGIMcZ1uorS7uc9OLqxUX3ZrHi6sjy+YvLFiw4IWoBqdwMPyJiCLU0NAwDkBzseOIAMfbxd3rf7gjwOV3F7CxJ7Lgv9nzvFuiGpzCw/AnIoqQZVknIITT+8xkGfIK//XdwM//WsCfvNB37tvcsnQ6fV6UBSg8DH8iogip6ockhP13j2kY2ueH1n8E+NF9ebwe7br7TZZlnc7V/eWD4U9EFCERmV3sGFVpwfv2G9xCv5VvKX7xULgH9GyDAvh0NpvNRl2IwsPwJyKKyMyZM/crFAp7FDtO41TBTgN8vO+tDYrftwa4MxugJx/Lgvuv8j5/+WH4ExFFpFAoFL3QDwDef8CObxusXq+45W8F/MkN0NUbRtUB+bnneTyxrwwx/ImIIiIi9arFX32bKdue8n/uFcXdfoC/PFVAT77oUgOmqn8ZPXr0+fFVpDAx/ImIIqKqdcWOMX6MYI+d33nl//yrAR7/u+Lhp4Mon9ffJlV9KJ/Pz5k3b16MHzcoTAx/IqLoHFTsADMmCd7aACxcEeCpFQHanlesfCu5zfNE5J7a2tpT582b15VYE1Q0hj8RUQRmz55d29XVtXux4zz5d8WDi3rCaKloInKbqn5i3rx58a0qoEjwSF8iogj09PS8J4xxItyNb1BE5Hc1NTVneJ7H4B8GeOVPRBSBIAgmJ91DSBTAD1zXvRg8rGfYYPgTEUVjz6QbCMF6Efmk67p3JN0IhYvhT0QUAVXdPYxtfRP0vIic7Lru00k3QuHjPX8iogiIyP5J9zBUqno3gEYG//DFK/8EGWPGBEHw3lQqNU1Vp6nqFMuyxqnqngDGARgJYDTefSJYF4C1ANaJyBsAVqnqywBeEpHnLct6dtSoUcv4DC5R/FpaWtKdnZ1XAfhY0r0MQaeqft33/WvB+/vDGsM/JtOnT68aNWqUEwTBoSIyU1XrAUy1LAtv7wAmIhjgbmDV/V/jVXXfzX9DVVEoFNDZ2dlrjFkEYIGqZkXkcc/zlob8xyKizcyePbu2s7PzVgDHJN3LYInI/YVC4XO5XG5F0r1Q9Bj+EbJte5qIfAR9PwgODYJgJICBBnyxMgAMACMinwcAY8wKEXlEVf/S1dX1l46OjvVxNEJUCZqamvbu6uq6B0B90r0M0hpV/Zrneb8Cr/YrBsM/ZI2NjVMLhcLpIvIxhLC7V8gmqeonAXyyurq6yxjzsIjc3tPT88dFixZtSLo5onLV0NDQnM/n7wJQ9KY+MSqIyM2pVOrr7e3tryXdDMWL4R+ClpaW6nXr1p0iIucGQXCIlMcS32oAx6jqMZlM5mfGmDtF5DrXdVuTboyonDiOc4qq3oy+NTplQVUfAvAVz/MWJd0LJYPhXwRjzJ6qemFnZ+enRWTXpPspQg2AM1X1TGNMTkSuWbNmze+XLFnSnXRjRKXMGHOBql6BMnlySlUfUtWv53I5N+leKFkM/yEwxrwHwNcBnCEiI5LuJ2QNqnrDmDFjvmPb9o9E5DrP8zYm3RRRKZk2bdqInXfe+XpVPSPpXgagF8Bdqnq17/tPJN0MlQaG/yDMmDFjQiqVugTAp9C3oG44myAiPwHwdWPM9wD8gnt6EwHNzc27dnd336mqhyXdyw68AuC3lmX9LJvNvpR0M1RaymKqKmnNzc0jjTHfTqfTz4vIZzH8g39zuwO4CsAzjuOcknQzREkyxhzQ09OzQERKNfi70HeVf9zUqVP38TzvIgY/bQ2v/HfAtu2Tenp6fgJgUtK9JGyaqs41xjxYKBS+tHDhwueTbogoTrZtHwHgDgC7JN3LFlaLyEMA7hoxYsR9ra2tnQDg+37CbVEpY/hvQ2Nj4x6FQuEaEflo0r2UmKNSqdQix3G+V1NTczl3EaRKYIz5NIBrURqzfm8AmK+qbZZlPTRlyhRv7ty5haSbovLC8N8Kx3FOD4LgZ2W+gj9K1ar6vc7OzuMcxznLdd3nkm6IKCKW4zg/UNX/SqD2qwBWiMhyVe1Q1adFZNGWO3W6Lhfu0+Ax/DdTV1e3U1VV1dX9G+HQjjWpqu84zvmu696QdDNEYaqrq9spk8n8VlVPiqHcQlW9KJVKvQZg9U477fT6vHnzumKoSxWK4d+voaHhvZZl3amqZXsSV0JGqer1tm0fls/nP8+dAmk4MMbsKSJ3q6oTdS0RuT+VSp3W3t6+LupaRG/jan8AxpgTLcuaD4DBP0Qi8olMJtNWX18/OeleiIphjDkYfffUIw9+AFdNmTLlWAY/xa3iw98Y8w0AdwKoTbqXYeDgVCrV3tjY+L6kGyEaCtu2PwTgSQD7RFyqICLneZ53ARfrURIqNvznzJmTsm37FwC+C6Ac9uIvF7sHQfAI9wSgHSi57znbts8VkXsAjI64VCeAE1zXvSbiOkTbVJH3/I0xmWXLlt0uIicm3cvbakYAe48VTBwr2HtXweiRwJiRgtGjBOnUO1+7oUuxbhPQ2QW8sU7x4uoAL78JrFqjKATJ9L+FEar6B2PM5zzPuz7pZoi2Z86cOamlS5f+VES+FEO5FyzLOi6bzXbEUItomyoy/AH8CkBiwS8CTBsvmLGP4KCJFg6eKBg/ZjAXQlu+tu/TQW8B+MeqAB0rFR0vKfzlAd5KbvldCsB1xpjRnuddkVgXRNsxe/bs2mXLlt0qIsfEUG5+Op0+kcfnUimouPC3bfskAGfFXTeTAhqnWpi9v2D2fhZ2qw1/1jOTAqbvbWH63gCagECB515RPPmPAE/8PcCyf2roNXdAAPzYGFPwPO/KuIsTbc/MmTOndHV13QvgvTGUm1tVVXVWW1vbphhqEe1QxYW/iFwWZ70p4wTH2SkcdbBg553ivc1pCXDgBMGBE1L4zOEp/P2VAH95SvHg4gCdm2L9IPATY0y353m/iLMo0bbYtj2rUCjcBWB8xKUUwA89z/tvAKVxU44IFRb+juM0qOqBcdSa+R4LnzgkhYbJpbOu6YC9LBywF/CFI1O41y/gD20FrFoTS2kBcHVDQ8MzuVzu8VgqEm2D4zinqOrNAEZGXKpbRM51XffmiOsQDVpFhb+qzoq6xiH7CT55WBr771U6ob+lEWngozNTONFJ4eGnA9wwr4CVb0U+E5C2LOs3LS0t+/M8AEqIGGO+qqrfR/RPOr1pWdbJ2Wz2sYjrEA1JRYU/gIlRDTxtvOC8o1MwU8rn6cmUBRxVZ+Hw6RbuXBDgxicKUd8OmNrZ2XkqgFuiLEK0pWnTpo0YM2bMdQDOjKHcEhE5NpvN8swLKlnlk1QhUNXuKMbdtQb4/mnpsgr+zWVSwGnNFm47L4MPzYj2zyAix0dagGgLzc3Nu44ePfoBxBD8IvJwT0/PTB52RaWuPNNqiCzLeimKcd9cD5z9izzuzBagsS+oD8/okcA3Tkzj8o+lI3kaAQBi2jKVCABg2/a0np6ev4nIYVHXUtVfq+qHFy9e/FbUtYiKVVHhXygUHo5q7I09iiv+XMCXbsrjuVfK+BMAgEm7CaZFtwaaxyRTLBoaGj4gIgsQ/ZkdKiLf9n3/HM/zeiOuRRSKigr/XC63AsCDUdZ4akWAz1zfi+/+Xx7/LLOjOjo3Ka5+MI9PXNuL+Usi+wDTGdXARG9zHOdTlmX9BcAuEZfaAOBk13UvjbgOUagqbcEfLMv6RhAEhwPIRFUjUOCBRQEefaYHH56RwunNFiaOLd3V/6vXK25rK+BPXoANkayKeAfeC6UoieM431LVb8VQa1UQBMfncjk3hlpEoaq48M9ms1nHcb6mqpFvOduTB/7kFXCPX8ChB1g4ybFgT7FglcjngGdXKu72C3hgkaInH9utinviKkSVpa6ubqdMJvM7VY1j6+7FAI7N5XIvxlCLKHQVF/4A4LruTxzH2U1V/zuOeoECjz0b4LFnA4wfI/jwDAsfPMjC5HHxfwp4dY3isWcV9+YKeOH12NcmvJVKpfiYH4XOGLOniNwdx4JSEbk/lUqd1t7eXmY39oj+rSLDHwBc173Ytu20iHw1zrqvrVXc+HgBNz5ewF67CN63r2DWvikcNFFQMyL8el29wHOvBGhfGqDteeD5VxPdYfQbCxYsWJ1kAzT82LZdB+AeVd0nhnJXTZky5ctz584txFCLKDIlMgGdHMdxLotrBmB7LOlbZf/evS28Z3fBhF2BiWMFe+4syKR2/P5A+z5YvPwm8OIbAVa8ATyzUrHk1QD5EthRXESuc133s0n3QaXBGHMBgJ8WOcxiVf2qiNwGYHQIbW1PQUQudF33mojrEMWi4sMf+NcPoitQok8/7DQCGD1SUDuy7zjgzW3oAtZuQtwH9QzW1Z7nXQgebEL9jDHnAyj2pMdNAKrw9pnW0VkL4FTP8yJ9UogoThU77b85z/OuNMa8DuDXACKYfC/Ohm5gQ7fGdQhPmFRVv+b7/v8m3QiVnDAuPKI+mAcAXrAs67hsNtsRQy2i2JTklW4SPM+7pf8RwFeT7mWYWC8icxj8VMbmp9PpZgY/DUcM/83kcrm2dDrdCMBLupcyt1REml3X/WPSjRAN0R1VVVVHtLe3v5Z0I0RRYPhvob29/eW1a9fOBnAVgJK+kV6i7igUCo7ruk8n3QjREF3led5pbW1tm5JuhCgqvOe/FUuWLOkGcIHjOI+o6g0AxibdUxnYqKr/6fv+dUk3QjRE3SJyruu6NyfdCFHUeOW/Ha7r/qm3t/e9AO5IupdSpqp/ExGbwU9l7E3Lso5m8FOl4JX/DixatOifAOYYY+ag71bAHgm3VErWAPim7/s/Ax/jo/K1RESOzWazPHeCKgav/AfI87y5vb2900Tk2wCiP/6mtOVF5Lre3t79Pc+7Ggx+Kl9PAmh2XZfBTxWF4T8IixYt2uC67qUiMkNE7kQFLghU1btF5CDXdT/bPytCVJZU9dcAjvA8742keyGKG6f9h6D/KuGjtm0bAN8VkQ8n3VPURKRNVS/2ff/RpHshKpKKyHc8z7s06UaIksLwL4Lv+x6AjzQ0NMwQka+IyOkAMkn3FaIAwJ9F5Aeu67Ym3QxRCLpE5JOu6/4h6UaIksS9/UPU0NAwybKszwI4G8CeCbdTjLUArg+C4OpcLrci6WZo+AnpYJ/BWhUEwfG5XM6NuS5RyWH4R6ClpSXd2dl5LIAzAXwYQHXCLQ1EF4AHVHVud3f3nzo6OtYn3RANXwmE/2IAx3qe92KMNYlKFqf9IzBv3rw8gLsA3DV79uzarq6u4wCcBOCDAHZOtLl36gJwP4C51dXV97S2tnYm3RBR2ETk/lQqdVp7e/u6pHshKhUM/4j1B+otAG5paWlJr1+/vgnAkUEQzBaRWQBqYmynE8Df+r+e6O3tXbBo0aINMdYnipWIXFdTU/PF/g/kRNSP4R+j/h9Arf1fmDNnTmr58uUHB0EwA8BBAOoAvAfAPihu4WAXgKWquhR9h+w8b1lW2+TJkxfPnTu3UNyfgqgsFETkQtd1r0m6EaJSxHv+Jaj/Q8FehUJhgoiMFZGxqroL/r12oAbAelVdD2CjiKxX1XUANmYymRfa29tXogL3IKDyEfE9/04AH/M8776Ixicqe7zyL0H9V+cv9X8R0cC9bFnWcdlsdmHSjRCVMu7wR0TDxfx0Ou0w+Il2jOFPRMPBHVVVVUe0t7e/lnQjROWA0/5EVO6u8jzvP8EDpogGjOFPROWqR1XP8X3/d0k3QlRuOO1PROXqOQY/0dAw/ImIiCoMw5+IiKjCMPyJiIgqDMOfiIiowjD8iYiIKgzDn4iIqMIw/ImIiCoMw5+IiKjCMPyJiIgqDMOfiIiowjD8iYiIKgwP9iGigbAaGxtnBUFQB2CcqnaJyDOFQqF14cKFa5JujogGh+FPRNs0Z86c1NKlSz8nIl8NgmCft39dRAAAqVRqk23bN+fz+W8uWrTon4k1SkSDwml/Itqqgw8+eJdly5Y9KiLXANhnGy8bKSKfzWQyixobGz8YZ39ENHQMfyJ6F2PMqKqqqocBHDrAt4wPguDPtm1/Msq+iCgcDH8iehdVvQJAwyDflhGRGxzHuRSAhN8VEYWF4U9E71BfX7+viHxmiG8XVf2WMeY3xphMqI0RUWgY/kT0Dul0+jMo/mfDWQDunT17dm0ILRFRyBj+RPQOqnpYSEMd1dXV1drY2DgxpPGIKCQMfyLa0uQQxzo4CIL5jY2N9SGOSURF4nP+REM0ffr0mlGjRk1S1UkAxqrqLqq6i4iMVFWxLGvnIAhURNYAUABrRGSNqr4G4A0AL3qe9zKAIMk/x1aE/XNhryAIHnUc5yTXdeeFPDYRDQHDn2gHjDEZy7LqgyBoBHCwiLxXVd8LYLcgeGduv735jYhAVf/1/79NVbccuxvAcgCLATxcKBT+UAI75r0EYNeQx9xZVR+wbftTvu//PuSxiWiQGP5EW2hpaUmvX7++CcCRqnoEACcIgpFv//6WAV6kEQD27/86JZVK/cC27ct83/8R+mYLYici7ao6I4Khq0Tkt8aYiQA2RTA+EQ0Qn8UlQt+mNiLyYVX9KICPABiTZD8ics+mTZtO6ejo6Im7tm3bh4rI4xGXWY7i1xYs9jyvrvhWiCoPF/xRJbMaGho+4DjObwG8rqp3APgYEg5+AFDV46qrq3+VRG3f958AcF/EZSZHPD4RbQen/aniHHzwwbuMGDHiM6r6BQCTQp7GD9OZjuPc5rrun+MuHATBFy3LsgHsGXdtIooer/ypYjQ1Ne1t35F6/gAAIABJREFUjPlZVVXVS6p6OYBJSfe0I6r6rSTq5nK5FQCOBsCT+oiGIYY/DXvGmN2MMT/O5/PPA/gCgJ2S7mkQZjY2Nk5NorDneYtTqdQsAH9Poj4RRYfhT8PW9OnTa4wxXwOwBMCXAVQn3NKQqKqdVO0FCxa8UFVVNRvAE0n1QEThY/jTcGTZtv3F6urq5QB+gBJYwFcMVZ2QZP22trY3165de6Sq/iHJPogoPFzwR8NKY2Pj1CAIrgdweNK9hEVVNybdw5IlS7oBfNwYswLA15Luh4iKwyt/GhbmzJmTsm37v4IgeBrDKPgBwLKslUn30E89z7sIwIUovS2JiWgQGP5U9hzHOWjp0qVtIvJDACN3+IYyUygUFibdw+Y8z7tSVU8Bd+kjKlsMfyprjuOcqartItKYdC8ReT2Xy72SdBNb8n3///q3Pn496V6IaPAY/lSWjDGjbNu+WVVvAjAq6X6iIiJe0j1si+/78wE0A3g+6V6IaHAY/lR2Ghoa9lLVeSLyiaR7icGTSTewPZ7nLU2lUs2q+rekeyGigWP4U1mxbdtYlpUdxtP87yAiJR3+ALBgwYLV+Xz+KBG5J+leiGhgGP5UNhoaGj4gIo8C2CvpXrZUlQbGjRZMGy/Yf6/QDsvsSqfTC8IaLEqLFi3aMGXKlJMAXJt0L0S0Y3zOn8qC4zinqOrvAIxIsg9LgCnjBAfvI3jPeAsTdwUm7WZh3Oh/v+b3rQU890qh6FoiMu//t3fnUVKVZ/7Av++tW70XO600iNKKW2vTXbeKFtHYo0SNml9U1EmMiZo4WSYxxnhOzDImxiRmTEw0C0ncso4/J0I0JuLExAWj2ELXrW7BRmURBKRkaaD37qq67zN/gI5JBBr6btX1/ZzDORzB5304p7q+9773ve/b0tJSMCvqFy5c6AD4jGVZqwH8ALy5IAothj+FXjwev0xE/j+ASBDjV48BTj/OwJxjIzjpCIWq/Vx+aAH+kHLnFXgR8f00PzfYtv3DRCLxhoj8FgW6pTLRaMfwp1BLJBLzReR++Bz84ysVzp1lYF6dgWOnKKhhzuQ/v1ojs9udI4INw1jsSqEApFKpRZZldQJ4CMC4oPshor/H8KfQisfj54jIA/Dxc5qoNXBRwsCpxxqIHsLlxv1LRz7dv5fd2tr6mlvFgmDb9tPJZPI0rfVjAKYH3Q8R/R+GP4VSY2NjQim1CEDU67GUAk6daeCjpxuom3boj6mXr9NYucmdu34Ao+IQndbW1g7Lsk4B8CiAwE4nJKK/x/Cn0Jk9e/YMx3EWA6jyeixrhoFrz47gmMNHvkL/F8+4tt291lovdKtY0GzbztTV1Z1RVlb2OwDnBd0PEXE1LoVMfX19peM4DwOo9nKcaRMUvvNBEz/8qOlK8D/zssZLm1wL/yfa2tped6tYGHR0dPTGYrEPKKXuDroXIuKdP4WLikajvwQwy6sBDAVceoqBT5xpotSlT/9AFvjR464968doDcglS5bkAXzSsqzXAHwHgGsbIhDRweGdP4WGZVmfA3CpV/Wnjlf4yVVRXHu2e8EPAL9+1sHWLtee9WdE5I9uFQsj27ZvA/D9oPsgKma886dQsCwrDuA2r+qffryBr15o7vcd/UOxOiP4XYt7d/0Afmzbds7NgiG1OegGiIoZw58CZ1lWBfasbnd99z5DAZ88K4LLT40M+1394RrMAbc8nEfOvezvzWazP3etGhHRPjD8KQxuBTDT7aJlUeDm+SZOO86bp1s//auDDdtdm+4HgLtXrly5y82CRETvhuFPgWpsbJwD4LNu142VK9z2QRP1071ZU/b4CgcPtbo63d9nmuZ33SxIRLQvDH8KTF1dXYlhGPfB5a17x1cq/OhKEzMmexP8q94Q3PYnV4MfSqkfLlu2bKurRYmI9oGr/SkwpaWl1wE4wc2asXLgB1dEPAv+rV2CL/93Htm8q2U7h4aGbne1IhHRfvDOnwLR2NhYo5S6yc2alaXAHVdEMdOFTXvezc5e4PO/zaOz19Xn/ADwNT7rJyI/MfwpEIZh3AIg5lo9Bdx0kYnja7wJ/p5BwQ3357Gp0/Xg74jFYqNyUx8iCi9O+5PvEonEcQCudLPmp+dFPFvVv7MXuPbXeax50/Xg10qpT+7d+Y6IyDe88yfficg34eJn75z6CD50qqtrBt+2eafgC/+Vx5Zdrgc/ACxIpVJLvShMRLQ/DH/ylWVZxwOY71a9aRMUbjjfm+Bf9Ybgxgfy2NXnSfCvHxwc/IoXhYmIDoThT75SSn1RRFyZn48YwE0XRVBR4ka1v/fnFzW+92geQ95MyOcNw7iio6Oj15PqREQHwPAn38yaNWuqiHzYrXpXnh5B3TR3n/MP5oA7/sfB4jZ33+P/B99obW193ssBiIj2hwv+yDeRSOQaAK7cp0+boHDFae5O96/YKLj6rpynwS8iT9TW1n7HswGIiIaBd/7ki+bmZrOnp+cat+p9/n0RlLj06e3PCu59SmPRcgfak8f7b1tvmuYHFy5c6Om0AhHRgTD8yRe9vb3nAZjmRq3TjlU45ZiRT1pp2fNs/+6nHOzo8Tb1AfSJyIXLly/v9HogIqIDYfiTL0TkCjfqGAq45syRf2xfWKtxz9MOXt3ieegDQB7Av6bT6RV+DEZEdCAMf/Lc3LlzY4ODgxe4Uav5RAPHHHZou/hpAZ5frfHrZx28/IYvoQ8AEJHPp9Ppxb4NSER0AAx/8tzQ0NCFAMpHWkcp4OozDn6R3/ZuYHH7nhX8md0j7eKgfS2dTi/wfVQiov1g+JPntNYfUGrke+4nZqhhn9a3o0ewdLXg2Vc0lq/TXi/k25dv2bb9zUBGJiLaD4Y/eaqurq5EKfVeN2pdnNz3Xf+uPsFLmwUrNwnS6wWvZjQkmMAHACilbk2lUq6eWkhE5BaGP3mqpKTkdABjRlpnbAUwZbxC++sa3f3A9l5g0w6NTTuBjTsEmd0BJv3fE6XUl1Kp1HeDboSIaF8Y/uQpwzDOcqNOVz9w1c9zbpTyUh7Ap1Op1L1BN0JEtD8Mf/Lae4JuwCc9InJ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"path": null
} | Generate code for a svg of a yellow square icon featuring a cloud symbol, set against a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": null
} | Generate code for a svg of a black and white vector illustration of an industrial machine tool icon, featuring a liquid pouring out of it, on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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"path": null
} | Generate code for a svg of a flat vector illustration of a green elevator door, adorned with a yellow and red triangle symbol. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<polygon style="fill:#CFDCE5;" points="512,326.492 512,0 0,0 0,512 512,512 512,358.531 "/>
<rect x="107.986" y="128.209" style="fill:#8DE0A8;" width="296.031" height="383.781"/>
<g>
<polygon style="fill:#B0BCC1;" points="413.626,512 394.403,512 394.403,137.825 117.597,137.825 117.597,512 98.374,512
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<rect x="246.383" y="128.209" style="fill:#B0BCC1;" width="19.224" height="383.781"/>
</g>
<rect x="78.932" y="37.486" style="fill:#FCD577;" width="354.138" height="56.122"/>
<g>
<path style="fill:#BAC6CC;" d="M439.477,100.019H72.522V31.083h366.955V100.019z M85.338,87.204h341.324V43.899H85.338V87.204z"/>
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</g>
<g>
<circle style="fill:#415E72;" cx="401.082" cy="65.553" r="9.612"/>
<circle style="fill:#415E72;" cx="364.814" cy="65.553" r="9.612"/>
<circle style="fill:#415E72;" cx="255.995" cy="65.553" r="9.612"/>
<circle style="fill:#415E72;" cx="219.726" cy="65.553" r="9.612"/>
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<circle style="fill:#FF6F52;" cx="183.458" cy="65.553" r="9.612"/>
<g>
<circle style="fill:#415E72;" cx="147.189" cy="65.553" r="9.612"/>
<circle style="fill:#415E72;" cx="328.545" cy="65.553" r="9.612"/>
<circle style="fill:#415E72;" cx="292.263" cy="65.553" r="9.612"/>
<circle style="fill:#415E72;" cx="110.92" cy="65.553" r="9.612"/>
</g>
<polygon style="fill:#FF6F52;" points="76.942,267.097 55.874,220.397 34.805,267.097 "/>
<polygon style="fill:#FCD577;" points="34.805,300.249 55.874,346.948 76.942,300.249 "/>
<g>
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</svg>
| |
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"path": "emoji_u1f468_1f3fc_200d_1f3a8.png"
} | Generate code for a svg of a man artist: 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_1_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="4.115" x2="108.115" y1="18.252" y2="18.252">
<stop offset="5.160877e-04" style="stop-color:#E3E3E3"/>
<stop offset="1" style="stop-color:#C9C9C9"/>
</linearGradient>
<path d="M56.25,95.63c-0.04,0-0.09,0-0.13,0c-25.49,0.03-52,7.28-52,25.06v3.18h1.5h1.5h98h1.5h1.5 v-3.18C108.11,103.93,81.85,95.63,56.25,95.63z" style="fill:url(#SVGID_1_);"/>
</g>
<path id="neck" d="M65.19,90.08H47.03v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98 H65.19z" style="fill:#C48E6A;"/>
<g id="scarf_1_">
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="67.6066" x2="64.0823" y1="36.4242" y2="21.7396">
<stop offset="0" style="stop-color:#0053AB"/>
<stop offset="0.3617" style="stop-color:#0068BF"/>
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"path": "emoji_u1fae5.png"
} | Generate code for a svg of a dotted line face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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rrLOq7/HVr37V1X9V/JVfv6Xev3J4+Szrcc0111i/z4Q8Dr7pTW8qJi4DMDk5OSAbcUpeyEK9DICbiqp0AvXvTp3CnjHwk0pRr7MKhyDpqUpGIOoO6jaW5FXLUDms36fCrDhPvumSvwyA+VR+I7EinbzoWv+65eXyZ3R2ttki/rZAWYB1dPYI0d4l5p99UhUhyPdXN41mvMXySknMzy2L57vPdfyOAFng6cUzxeblGdHV1W4445VlZaPkfS/aRVdhh2jv6Q1qTByj/8p92iXvsVPVROGS/JRaAbC6Im2tVlrLANQE/W4RqC5mS+eIVX3Vd1bTza7GOdwatL7Kyca6Rf4Vf6UO6+udhrHrBXhemQCbLRyRvxuWvnZoeHg4kqHSSATAZz7zmYKT8/dqQKfGrHxZa2rIKgrsAqByeDVmWAFQGduJetqK31S/2zm5Occ5sV30aU8FOpcV9Vary+vEQvWGLIcIlnH/Uvm3hvP3rgVwTTnJduzdsdOYNXDiySdqpgouaKeLpZIygAgAyCbz8j6dn1sS1jW1VGHfhjN2Ohf31TUo652+9XflbFslUaBS/VqNY1eTdlR5j1gtBfrY2dXzHAWAUwDjlPZ3EgNRiQC/Q6pOv3cKGv0GmJXzt2YCnPyW1X/VG8Z2sPcF+fsp6XN3vfnNb254tlQkAkCe7JiT8/eT6nZSUUEEQL1sQD0BUOmA1mJAqzqtOP9KRw4z7cNLkQYVAW4C4FTbjsACQGUD1X3f3mZL+dWk//RoswBVo7dRtJ99njj51BPGYieGABA7iP4h0xzXz6/5uW/7GUZ1f0iD4uj018R6qWa8XnOI6lekJujtDv7RC6u9oTMAXkFWoyKgXsV+vWnjdp/hJ3C1nq96XvEV9fyWn/o1F3uoRIBa92VvywXApz71qX550iN+HF+9hgwiAJwUlVtxoZ8MgFNayur8K50z6GwFt5uiXiWqm1hwc5DPlbaLHb3Br9/yipGVr83Ut8vfr5bHB9ccfXRZgAqqsnmzFAFq/QAlAp4TlyAAINM8Ky6uPldRf7VQNpS3szh5RyFQMtbyqBp7h7ICdZ8HNRsqc/jsyrliVdTPALhlAZycv9W2BrWxbs4/aMDlNwPglrWuZIr9ZK7rCQEPAWAMB0jfe/A3f/M3iy0VAPIEh+tdqCDpf7sA8HoftwyAvbDD3jnrpaWcnL9T56ycn9v3r7eMpFcdgM8xoSrPi+2B/bDSNCsOb9fZUTYMS8sl0VcdAog+C1AZEqiIgOcXz0MAQA6GAXaI7Wd0NOj8/UX/S0urpo1aLwAq9357wKTm4rI8VnuE01Cdl8OvtT1trkHWOhvhw794BVB+qu2tr/USAPWy1vX8lt1nuQmBOhmAyvuqjZsa2jm1YQEgT/Yav6lvp0YM25B+hgHC1ABYMwH1OmflHO1FLPV2P/RSqGFrAJ7RXmjcmD1dwQTA/OL6AF7NDJxfUu2li5WVkujojC8LUBEBm3aeLZaKGxAAkHk27DxTOv/lxt7ER/SvjqXF8v3kZBdUDXBFHATRHT9bds/UhamzqhdkuU0VdLOzXkFWUBvrd+zfy285ZaW9fJZVLNWxh9e0XADIExzw13H0QA1pT7U7FRPaUylOaspNANjH/r3SUn47p3Xepp8lh8MoVLcOsaj1iIXlsvP2e0NX3souHNTfq5+VODh5akVs2azSWvFlAQwx0tEpLjvju2LqJy/AQ0BmGdhxjyhsbtT5+4v+FxZWjNk1xv3c6RzJl+1iORjwg7IxJ0unudqhIMV/9YIs6zBwVEGW22w0vwLAHrw6pfr9+i0vEeBTADS8aVoUAqDgr8/qvooo7OP/9RrSa2qFnwyAVW3ZnX/lQnh1znpDAEE7Z5D0lJVj4myx2NEnI/c50eezqKdS+OskHJTBWFpWr9HF3NyK2LCxLdYsgOK8Tf8tztnwgHj0+EV4CsgcXe2L4pJt/9b4G/mI/ldXVsX8fDnE39Cz/rZcWFqrD5QaQXT5EADKVKq/m109J3QGwCvD6hRk2e1svSDLKdDzqvh3GmJ1KgK0+iqnQsGgfstNBKjnAQRAodGuFIUACDJc4DmO4iQA3NSlHzVlPz+/KSCnylSvzmlP+/hRp34UqlNmwKu9j85dIn5Ou88Y0+vu9L4WavyvIgBUU80tlg2FNQuwsVeI43MyUlDjiKeWRN+Gbvn7+LIAiit2fk08cuwCvAVkjnO3/MgQAXFH/0uLK+LUySXjV8oOdHWsF/7zltW51aKfXR31P/bEfPnx4ZMXi9XO+gLAPu7vFGR5zbKy21enlfG8Nhuy29cwQwD2LIC9YN1NAHj5LafAteLH7N8x7iHRpgqAigOrOH6vhnJbCMhNALg1ZBABUK8ytfJvbiLAz/hU1J3TyrePvVKc2/09Q6arj3WrB1D35Yn59elAVfinIn9VLKQmAFgLBBcXV8Xy8rzolSKgu7cntizApq7j4sLC98SPnr0UjwGZ4hfP/Fas0f/qyopYkEp+cWF5XdReuafVrJ9F2wiEuu+VIOitYy+UcLjnJz8vljafsTZ+6OKQ/dpZe4bVHmg51VkFGWoNamfdhqXdCtb9CgB7FtdrBltmBUDlAtdrSK8xH6eCCqdpFU7nZ910yGsKoNu4lH1+p318KsgQQBRTVOzMLm4Wn3vwZeI3LjliRPTqZlf7f1TUvTodVfgzt7iW/vvHB64UZ254Vrzi3P+qZgKc+P7T54vLdjwqTp1YEHMnF0WXVBe9mzaIts7oswD9Wx4WP3jqhXgMyAzb+54xxG0c0f/i3IJYODVnpP0VxxY2ifmVLnHWxmcN577sYDLUa/7hh68Ub7ro28brVL2PMi1qTYDKrABlDxZX1oYLHj95mjjy2EvFBRtWPe17VBnWIHVWXkGW11r+bil6p+9lDVydhq2dhoXdbLhb9rpR/9oKATAbdCyiXirFupiCV0M6pVPsDeY2DdApLRWk+M8p9e9VoGLPYPhZsCLINEBFd3e3uO+Ri8SCvPnfIkWAdPdied75tYurXeIffnCl+K+n1cIkF4n7nrhIioDvi629J8QFhSfEI7M7q47/+0/3S4OxUWztOSlFQLH8Ov2EWJxXQqBb9GzaKDrUEqYRZQF2bX2E2QCQKfq3PBRp9K/L+2PhxHGxcPJUeb0OyX1P/Jz4/jPnG/esQgn2y7Y/atzT6t5VPH5im3xNv/iBfI0SCbf/x9XiNy49Ii6Vr1PBQWVmgFMA8OkfXinaujfUm5rma50VPwus+a2zCpIFcHP69eqs7Nlrt8y0Vw2AmwBwc/4+BEDrVwKUJzgtH4aDCVndcwaA20IQXgKg8uiVQvG7EFCQzhlWndZz/H6nn1hRG1RUbtZHjv2mEdW/eOeD8uY/UX2NUvHq5lepPGUArL9XEYEXSgSov1OHet+rdv2H2CpOiKUFKQR6e0Xftq2irbM7kizAtp6nxNOnTsNzQCY4e/PjkUX/iydPirljx4xFftQ9rBy/uifV/Wl32hUx4Ib6+zv+8ypxwdYnxCvO+S9DNNjf456f/ry0J+WAYMfWPk8bZM/A2oMsJzvrlQHwGv93sq9ugZbf6YBeNtYpAPMqAHQSCNbPsPout+9XRwA0vB9AFALgSFABULngThfROv4fRgB4NaBXSsgr/e+2QlWjQwBRdk7rjVYyDcNXjv6iccSByhioQwmBN130LWlJ5sXyE4tSBGwrL3DSYBags22eLABkhoa3djVW9VsRJ5/8mVheWKhG/Or+tjv+MCgHX3HyXjhFwH6HALxqrIJMAQwSZIWZcVXv+0UlAOo5fx8C4K6WCwD5JSbMdYnD/O26C+g09cNJJDiJgHoN6JT+cUtL+emcTkMAbvtJu6WDgoqAek5RDQPMz883zbApEaAyCmrIwagReOYZobW1i66NmxrKAqjx0tXV0/EckAnOLTzRcPR//InHxerSkiHuVTq+XnQfByrLGHYIIGiQ5TUFMGyQ5bUmgN8gyx68OhWu1/NbTvVqQQWA/IzJlguAd73rXbPvfe97J+TTkUZEQCMCwKsRrQ1oFwr1xv6DTgEMOgTgp3MGzQCoG7SZAqCSRvzk964Sv3HJ3eLFO/9bzD33rLHZTyNZgLmlDjIAkBlUXU5Px1Lo6H/x5PGq81fj9mrIrhV0dHQEygD4DbKsgZY9+vc7C8DNzvqZCeB3mNUpeK3nt9wWdPOTFfI4l4l3v/vdxZYLALMxRs11iQsh/9516p2XunQa8w+SAag3LSXsFEA3dWr/Dn4WrLB2THUO9Tpn1HtqB0HVEKixRKPmoDIrIGQWYG4RAQDZ4cnjW8X5254MHf2Xlstz99Qsn1Y5/4oNrJcBCBNk2QMte0AY1vl7iQA/2wH78VtuhetOfsu+219IATArP2M0EkEXxZu85z3vmT1w4MCQ2qc4rAgIMpYStgH9qlOrCLB3TmvHtDtct0xAVHNV/WYAWomqMi4LAL2hGQFzi+0IAMgM88shTW2l8t/cxvcHLUj7W22Ln/R4kKV/vWZZWW2q3yGAoEFWmCyr/fPdlgduxG95CADl/Iekv52N4pp2RNU55AnNSCGwW37B/SLkcID9QroVfYRtQPuFD7L1b1RDAFaVHCZNleQMQDnVWV6HuLSyFHpGwMJyp3js2CbhtNsYQBp5YnaLuPiMx0JF/0oEVDIA1pk7zaa9vT2UAPBy/m47APpZBTBIFsDv1OugAiAuv+UiACbkex+8+eabi1Fd09i9xQ033KC38sb72Mc+Vv2Of/AHf3BANuB+1emsRyXFb320P3eq/q/ncMNWqTqlqczn0x/60IeG6nbGey9WmZjBgF1Y3r2r5rFS53G17NTbpH5sazceda1NzJ9aFAunyvUHm08/XXT09pn/3l5eNtg/09oVDwyJDPNHbxxSmTJ1naobepRUfyjp5Ufd/XHtMPuUsP8cQdW5g7DUyk+MS69+0irP1b1i/Pva74yf28zfa9ZHdc/V3DNqKtPQB/55ajbL11vek4Pm9faPus/08v32vFEAuCxvpXaxaeum8mI99ntSXfnqPdluPu+wPG+v/ffgDMn7ctrrBdLGTkm7OWi1p07P3eyrVwbAr321PvcKtJxqyeTPBz/4wQ8eSKL/ioMOkSOcOociSPGfW7GHW5oqzFRAL4XqkyPBBUBQ3VjbL0/OnhTLllVE1FSljp6esKsDzuagO47bnb/afllX0V71ujsJAEtfErW/E6bzj+ve0c2otOr4Lc/lD6ZIKP9n9BJzpWjj39sqV1/+sqQZW0CbvWHAbIs9Gb/eswEbvBr9q0V/lPMva4JVcfzZ58XmrRurK/athXLxxnP1nL81u1mxq35W//Oz0ZqfDdf8ZgDqzbjKE215+rL1OoGLInRNFdXrWF6b+oTpnPWmjFhoMEWkOTxWrHibGUGYz+WNqSL/ZdsSYiuLi7aNSgLdWN/NePSvps0Ouzl/9bxkZgLWHyXz0I2dGsuvLa056CYJaaNPW8+ppK8/rOddWstulDMdNX152GyTzCKdZ7BFWyyr/q0uLa5r/+PHTpavt3E/mvek1l69J9cOYXl01O6R2pR6gYyfRc/q2WSv13q9zs+MqwA2FgGQxgxAvQ5Rb6lIv50zTCf2U6TikxArRNmtg2YzJBZDU0klaipjIgWAuYGAiup6Nm4QW848U2zauXPNkFUO/y5qOqt9UDo65fj3eTl/3eY4nY/AWaEY7ycXkWLt01XHX/vdLOwz2ybLTPts2Jo1/zt6N4it554nNmzbJtrNIl/VpnMnF0yHbzr/6nBbZchN8zjiOfegBXgeqXhfFftBgiw/tp4MQMYFQJCx93pHlJ3YzxiV385pRhvB0+hWZ19J2Wttzs7ffD4/V57b3N7ZIbacfpro21oQ7V1d5a6lXhM8CzDrJ9WYUuffb6a7q85ft0f+NRFzyRLxl8zXrUXeSRTWVodfdfyVf1snAkp2ETButlFW8bdym33Hv/YO6dPbRbcS12fsEL2byiv/qV3/jOZbN95vigJLlq7mCCcAjkQZZAUpyosqU+C32DpP5KoGwDrOb6gfj2kpfqtTy37T3ywAJxESdBggAGqVqJFwAqAS8evlPUSNgiOLILB8x8WFJaMwafP2bdLmdKwJBvUe7VIILM0H3SlwMsNdUDn/grUf1ET6VkNnHfe3FQYmUlxX7g1R9l1V/WiOHLWZ958w76u2UnnvqJL6S71cNGi2jWqjrBaA1he29h3/2jttwlwXvVs2GS+dP3FSLMwvi75NvQ73cZtlSMByVC9KPBmAerOrwuwAWG9mU72pgH6HfBkCyIkI8KMG/Y45RTEEEGSuauTRhn0YwG4w7OlFy7G0WJ6isnHrllrn32b5e2XAgmUB7spivzPT24PVKKnq9EvVtP+6sXWHsfQ0ZNnW1S3UZDZKNf+mG2vc1/TtwawOBZiZuZlA0X+HmU2z3ZNKBHR2d8l7cNlW+a/u144159/mJAICMyPPvRgmIxRkER6vv/Ozi189e+zH5jMEkJOhAD/TQ4J0Tr8FKo2MUQU0NiqSLga3UlYn7uT4O6rH8uKSNELd5a2ArdP9rNFGR3c54vBXC1A0zztrzr9gTf07Xn+bo9Rtjj9NhmlNyJRqvts6keP+HcfNNssid/iO/jt71iJ2rc3m0KUI2LzZmBVgBK2W+7JWDNhFQKjo/9ag1z9skOU1/Onm0MO8xu2c8kZuBYCf1Hu9MX+v4pMg6tSPQo3c2Hj2Cqvzdx77V4c6re5NmyyFR1YRYDE0XX2mCKibBbgjo11uXyX17xgVW4rndJvz1/X0RiVrMxRK64Y53A6TgrAUSmaMCeFWn2ON/pVwbuuoFeZWhy4Ptc5GW0dHuY6ird39sGblgqPOdTKMja0XZNWbZeXXbtabXeC37iuP5FIA2Duon07jZwqg34LAoBmABjgkQs2p10zH7zQEYM0ALJY3/WlzqkC2vV9nrzme2eZlaA5lNPq/sSo8S7ZrX6p9LNmmyqU9KHGc2WD9nqX1gsjkxixmAbQrHph1jagrkX5HT63zt4sAy9HV1yeWl5YdMgAd6+/LcNxqnnP4TFCdqc1higbDBGkU/iEAPEWAn60iGxkCCJMBiM3Y+BEBmm1c0WZUOq2p/2r1sUeK0XtVwNGwhiYN0b9ujf7rHHol8s9IA9izG/UWxTL7fZazAEroFp0dfIf3PaTVDs0ZAnydMOiozcppoc18sVFRXi+6DxLVB7Gv9YKsvKf+mykAWmnUZ/10UD/Ff34KTPyks4JkGCKKOA6IUOsCuEUda5FG1+YtFmNTmXccCrX070Tmo3/Po1RTD5A1m+S+sJH1EHaDnOUsQPjd3LQ1cd7W1SM6+zZ41AA0tDpgJKK83sp7jUT1QesLnIRAmv1XGgTATAsb0NdnN1qkF2SNAK8MQ4yVqHsbt1rrZwh0by40Mq/Y2sn3imxibJG9vuBPOKS/Rc0YeTYzbiVHwbOuGFIX1ixAVmcEqHH1BkWvJto6u0RH30bn6X6NMRFlQW6YFL3fWQD1igC9hnez4L+SLgBaOa3rLv/GSQ+1Wl9UQwBxruxmTj9KqpMdDTLFKFVRb3lnzOpa/RXHr/srhMugABCOgqfkIgTMltgvsstoix2Ml+MZjf76h5tl5bdewM8SwyGCrFT4ryQLgFZO65oM2kH9jh0FnQXgJ8sQp/E3U+wTCTM0e7OY+lf80RuHBto0rV933cnPOQ2edVzvMZc2kvSrtsxoFkBlv9SiR0kSwOqc9sRVjxNmCmAjQZbT+2TVfyVSAHzsYx9TnXu6BY03bX52aJXqdz6pn1kAfn7fBIOzN0EiYFZkeM1/yXXVqFf4dna5oFSzVLBYNzxi39q40pYZpWAeSbknh+LOyAWpmQozMyuilVRT6b+SmAFQHGxBAx6MopM2urqfnyxAk6OOvXGk90IavvEMG/bhWiMnHB2ebhkWyBNe2xyX1gujLG8SNJ4QAaDS/rsD71rYyPUPOAXQT5rfa8ZAnvxXogSAVDLTTU6lTJqfGZlSDZrS9zOlpVVGX97kamrPkGhthatiUL/34pGsWXQzZd3vFP3rwiIIhJ5L5+8UBZbc2ijDwwCy76tpjoMJOJWJZkT+foSA3wxrkCArr/4rSRkAxd4mOZzIq8rDTFGpVyvQaswd925NgPEZk4Ywa1O9hp0c2fp0d77nINvFkG5J/9uFU9ayAGafT0KB4yGVFWz1GhxB1koJMgSA/0qIAJCKZrYJUafxGeZnxRq5hFl1KoEUE3AOyhCOZcy3XaML21i2TRCUaiPcfAoAF0HkJApUm2bs64+JZKT+v5vEzFDQIYC4s6pZ8V+tzACoRqxML5mNqfFGzc9oamdN8ZSuYkLOY0RGRINZsOrmwjUD652/cBwKyDtuDr+2nYzfDWRlUSCzr49gA/zbVz9ZAfxXwgWA2YgTMSipinKaEBCEJM1Bzsp871rnL+zOf11km28BIJwdvnBoQ9W2Gfnaienr5lAg5NR/tbWoEZXj2SWimZKm3mNXs5VTFjDH/ZISAaiCwCyM8w5WnbwwnuD8fYsAJ9FUIxAGMxD9q8g/Kd+jSO/Lt//qaGEjGsUON9xwg9oCVq2XHtT4q6rMW5tVLZnxLEB/Qs5lTLR24Y3GDbwuriw7frvzsha9kf6vbTPZHlqlrbS1NjKWma78TilWcSXRf+T3PuTYf3UkoCFVA0zLhuw3lbG6yQfE+nTfjHkcEU1aJCEnfFckp8K6X0VI6V4dUO8vO35bNGsTBbBOOEkHr68XAeq5Vm7BUindQwBm9N+foFM6Qs/Lt//qSFBDFs10yATdqqlMJywq2Z/WPvCHbxxSG//0C8uode14tvVfYF0WwHD2wpRLWvX3wswAtLWJwh9ePVj44L9Mp3Xb6KTVuZAByLn/asvZdZqmq9aSwCKg/tQuDqTrlgJA2wwAW02AZwOcrYvBK1bF//iFkrjswlJq+5Y6d/Ud/H4P+6qJ9rYrP09nFiCB0T8FgPiI5GQAwBdxpezUeFSSCvDSmgXor8SvwhLpl6NYUTf9/xuvXzEc/45t61/z9HOaeEoeP3ioTZya00TxMU2cmi8/thJ1rqfLQ4mWDX26uFQ6evWz03dQ5/v5I+3iH77gbHaq7SXKA/5r2ROtKpw0TetP6b2btOh/MkYbNYipRgAkDjVec8MNN6T5KxRjvGmTJABSWQugm8v/Vpx9JfXvJAqsbOgV4sAfLUknWvJ0tOpwiqStQqD4WJuYmy///uhP155XO5D891Pz3lG7lT55brvOKVWfV87RcPi9wQYz1Ovf8roVIyNw4ANd689Dt9UAaJahAFMUCGOIheg/wcFEUaSYvBWV5zEDoMa9BlJ87nFFA0lbje+61GUBdHF+zfi/sC13a4oCO/Wcvx/HetmFuqMDT2SaRH5X9Z3/r7/qWpcB0Kvufq0GwFoHIB/OT+F9e2MCzymuDECa6wpyVxORtxoARVoV3mxcc0XNTUCSptzVugApE2r6WgbAEuvrNTkA25e8YrUh559W1He++spVhyasLAS0NlxiFQYJjKTrRf+DCQw4inFt/GPaqLQWaU7n7T7MowBI69SXyZS/f1YiJ48EgOXRsrGN8Ij+1bh/Xrl6cMWjDfWan6sCKn1TKK7DluAbEAAJQSrUyZQq1Ltifv87EvidR1K2U+CAs+Oy/64SBTsXy+WFHWbx4HoRoFtEU21WQP4vNVkhs++OJPDU4r7X70phd5w1fQMCIAfcmrLzLcbdObUrHqgsVJE4EZCi61SwxKo2h7/e0Q2+ZFXkHXsbVGdM2CJ/SwumSRAmse/OmPd63EFWEZ+AAEgqEyk734MZiQzCkJphgLWIVdhS/8IxB3DFLyAAvNvA7vxTly1JYt9t1j1+MGXXaiKP918uBYC5atOhFEX/Ezm+CfrTs1Wwc9S/VhOw9i87tuU7/e/VDnq9tkxDTyj32f68OjrTZqUlC3Aor0vL5zUDUFGoaagFGG3WB5m7AyZRBFyXxg7m5bKu+IWSALe2qHX+1sxKipIASeyzE+Y9njnb1QCzKcxWIAAiUKjGbk4JP83JFhSmJHEYIEXbBDsv9mP/3WUXIQBc28I+lJK+6L+Q0D7b1HvbtF1JL6zba/oCBEAORcCkSO7YT0sEirk++HTC2qKQhv0B9ABZgP/B+H+W20I5/6QVK063aO3/vSK5mdaJPFb+W2EvgHKaymn7xlY7/6EWKlMVKQwm7DpdIzJSqBNktb7nZtvFg492ycfaW/XsM5fFOWcsi22F1jrP+YU24/we+1lnQ+en2uT7D7U5yCVzCeB0cU0Cz6klVe7Kht1www1D8ulUwkTRjEjHEEW8AR/+XwjZQQtmB02KCNjbxMI/52j23ouPiuQVMW1t8hhmIN7x+lfqpVJJrBqH2r++/Lxk+VmhFv9Ra+J78Z3v9orp72xY51jtKEc7+JJT4iWXzzf1uz4knf4XjmwSDxa7Ijm/T3+xo7pJkKZpor2tzTja2jTzsa36u4988e7E2i0z/X8sYaelVv7b1WIbOyIfxhPk/IfynPqv0CagUg8wJJIxD77lzt8kiYUxw1nob5d6ZACUw/9/b98u7ryrUNf5V16vXqv+xs/ro4j4P/DJ08Rtd5xW1/kHOb9LL8xMTUQS+2jL72XTpiWh5grnjwBIpAhQn787Ic5fmDvxFRN2ma5JR2/SPFNrbkMAykHe9sltoRx5I38b5DMO3LbDl+N3EzYqsxGkTSpJyhSlKpPWR2eSsqumadt2i9bVBOD8EQDeIkAeqoM2e42AadP5J20lvqTNkhjW731hYleC03z8i5ujU2P9yoGrCLuR6DwuERDF+Sm8MhuVtknruGRCq/8TNc5t2rjdovmFxmqu/26cPwLATycdbVI2QHXGUfl5Q0lciCJ5MwKMJfVSNQxgd2Zu0//UeHqjzrUiAlTtQNREdX4K1yxApW20tYZLlxjQk9Y3W1X5X8++qsXNhkxxErdDrkT9uS/4c4JZAO6d1IjKzeKV/SLagjjV6SdN5590RapunPsT4Pgrz5M8G0AaG21Ac5j2V3FkQce6VRHdRecvGdX058jnc9IJqwh6fkFzrL4vi4Do3abbe9rPT/Fgsdvz/NxYaxtzCKUiBDTNeNS0qkFPqP9X6X9drJ18y0n0OifS9h2S9lXdy2Mi+qmTKqA6mJQhVQRAeoWA6kATsqOqDnqdaCzFp4yXmmI3kZZUlNo4RL/3YjUksq8ljr/6UHmuDya4uWa1dU5fOTO9+rPbEMC1rz0ufvpkh+EwlTNVVfMvuXzOcRrdi164UH2uUvP/+aMeI6pWf9vbUxKvv/Jk5F9Mvady6CoLoM6pUtmvPs/OhVIQ2M9PZSXU88rfOmYAXNrGVgWQ4PvGzADomkiAEDgk791iCuyrsd6JtK8q0BgxbWwjs7FUYHVH3uf3+7bvNEEwzCmDygldKdbWD3BTrtOmElX7TE+ndb1pc2zzftHUaYF6reMvO//KE0Pday99KFHq/p2vf+VUqaQPWqf+reql6nTASy5YFfv/cJGbyIMDH+wSDzzcYU7702qm/7WVf57+yBfuHkrU/fHtCw9IU3qjYQdqnL7WKhGg7o/dSZ4yW8fG9ltsbOW5o+A2g6oZi41ljB8BADGIABXdHG6e46+J+t0yAtLQ6Qe1lz2SCCEgBcBYSdf3VZ1/qWRZC0AX175mSbzldcuB3/eL/94rvnRfr/jZc+1iY68uzty6Kl5+2YJ43S/NJ6JvqPP7xvd7xEOPlxOKZ25bFa998Xyo81PrAXzmS12Wuf/rRMChv/3C3YkYz9W/9QIVse6XZrR/zZJWihc0289NNbd7pPMnAoa6MAQA/pSiNChSBCijEmOhkz3qrysG+uXDuP7NXSptOKr98tGWjg9rQnteq65cp1viwPLPlwUc///ZsXbxnju2Vh2rwTFh/HzP97sNUXDzW2elKGjNHPqT823iPZ8siJmHu9adt/rdZ+7ZIG6+7pghWPyi2uizXxZrY/7yf5pW4zufb7nj/+YuGZFqY/LZgLXrlk/UIlKt/l4NC2h6M+KuSZw/+IVZABCEmNb1Nnd90W2Ovvpz5d9twmBtm7hB+fx+/Rvnj8mjldMEZ+wj1ppYK2C79EL/jtBwrnbnb/8w6WSVA24VTs7fijp39R3Ud/FLuRBQE7XxtGYNoFsm8lTf0r/RPy6fTRnO37HPOvVRlz4ePWnY4AwQAJDSLIAyMHsidfzC5uirW8DpzlG/p1AQ+wwhcM95gy1KARTXItfykraVYeDzzw4WpX/mnj5P528VASoF32zUZ3o5f6sIUN8lCP2yrTTzv1oRYDRssSXO/57zVObrqHw24pil0vWQ4jVS9qR13B8QAJAOETAtIlkoqZ7htEZUgYRCv4rQ9HvOHdO/fk5Tw+MPf/7ITKF3weKs1pzXpS8IJgD+8R7/c/k/c8+GpveDIJ/5jwHPT2UB1okoeRT6FsTffuFIUzMAsh8V5KFqXw7L/lWoFaK6rT869U9bf3Z9fcMcSuKcf0AAQPZEgCrCCmmIdX+OXvcbYbn+vZq2eL/+9bObtsHTYx8WI5ef+6TNeZXHsC99gf/0/0OPd4qT81qA1ze/lCfIZ6rvor6TbwFgtJVmq6HQhGpb1cZNc/5fP0el+e8vLz5VL82vh+zbkQwLzJj3JAACAJqCGgoImG5sJEoSou7wgLAJBaGrIsH79bvPapbTuMYQAJYcQOX5JQEEwMmF7E3OCfKdVFutFQCuDaO8SLataNJa+/rdZ0sBqZtTX+v1O7fi1aYMC1T2MAFAAEDTsgBF4bseoOEiPx+Rle4QWVUN6rh+ZKc8zox7SGB4S9+CeOGZz9ZkAbZvK4m+Xv+GfWOPnrn+EmQmgGqrHdv0GgF18c5njSEAEfNa+7KfFKRgVIV+Y7Y+FLDP6ev7eGDB64shxv0BAQCtEAHTwrPq2MfYfb2UqG+h4Oj4rT+rLMCUPn1GLCLgsQ+vLZL0c2c+Uy1i08yINggXnrVszPf3y8ALlpp+7YN8ZmXtgiCUswBr4/+XnPWMta1jGdaRArHfqPDXVV/xG82L4NX/6/q0CJsN2KtW6sQSAQIAWiUCJoTj2vw+x+5F4CI/h38Xwn24oObzlOM4qk+fHocDqQqAgfOeEj2dK9U09iUXrAR+s19/xSnfr1WL7jSbIJ8Z5LtURdB5q9Xov6dzVfzCOU9Z/zlyESeFYXm831jZ089YfSP90ykboHvUCzgKgUNJ2eYXEACQbxGwd00ENK3Ir07U72psC/LHKX1qR6zFgWtZACHOO2s18N+/+RVz4sKz6gsHFYm3YkVA9Zl+sgDqO6jvEpQLzlsxMgDqGDjvyVi/ixSEw+W5/VJYrBOlerC+Fmgoy+H1nsK4ygRFf4AAgCQhDZI+07wivwB/r6+Lyoy9DfSp7SNxNcZLLnjciP439Alx7s7gAkCt7jf2e895ioBXXLZorATYKtRnq3Pwcv7qO4RZqfA82WaqFkBlUXafH58AkEJwRPaJw7JrFFwFphBhsk0NDnW5iuQZU3ADNAxLAUNUWYBZ/TsvHDIjqQFnAyo8DKgtygn0916vd9hRcO3vx/WvnSa0Vz07EUET1IzF7iycEmedNi82bmoP/YbKcX503zPVtfYrlfSqSPDNv3JKDFyw1NJrrs5PLfU780iX+MzXN9ScXxR7FZx3VknMn1wWp2865dnWoZ3/15QA1McrSzfXLuerrfWhygSG6i5/ltdX/93h9ZXfOS4RXHkP6xLBot6SwlJga1T8Q3R2myaASCOqb19kbhrk5XhFnQi/AaHg+Rmu77lX+9XnGhYBj31YrRS3VgvwTNcFontjn3hhiBoAEOLhH3eKxeNzorDwsPXXxbN/X+xq3Plvk85fG6+aQftmPZ6b+dg3/HF6D00E2yDI1zkMaS95cJqeAVHBEABEqyhf+uCkNK+za463qUV+dcZjXadpjev/unUkgq9fswnLhWfP4/wb4AXnLYv+nevqBxp2gMa11sV4sLF9Ec2wgPB4T+8lhWdx/oAAgBSkAaQjjHy1tDCFV0IEmFo4rn91S6Mi4A7rD6uLy/SFBnFow1sb6ppfLahrPN6YEw/aVz2KCoXvJYXZ4Q8QAJAKBXBXoBXS6hnY2KZerfv8cf0rm0MvNHP27xtj09UobenEHF2hQWxtOG22cUjnrwSePu493c6PE/fZ7/Qwawe4iuS76A0QNdQAQDwS4JsXHDOr7UULi/xsP/v6+1n5OKRddSKUozEXBFLzyQtt7e3izN0XJdWZutK1qS8x5/yz+x8UpdVV87qI3VIAFEP1x69sVtM+p4SmFWpMX71x/OpDoLH6gK+vW0tQ1F72yC6sCkQNswAgLgkwIcrb8wZw9LEV+QURE+V1Ar68cbf2mpOBnY1yUFIEqDna48pxrS4ti/auzpZfjdniE2Lumed9vbZv+xZR6N/Z8nNWbWc6f8VoaOf/5U0D5dkpmjnP31J5r1udsm6p9Le+QeX11tkCFoetO7w+yGyBdecg7P9O+h9igSEAiEsA3JGgIj/L3/takEjNCT+sf2lDqBXnpKNS4seYq72YkGGAhWMnY3ltnFjabq/ZpiGc/8ZCOe1vW+QnkjqUEMMCoZYU1u/AngACAFKD9svFGWNhoNDG1cvRi4j2D/ByBsaSsIfDfn/TYQ0tnZxPxEYtvTKqj+O1cWK23Z6wzt+8luoaDsRTUyIa3xeg/jnMlO8lAAQApItbGyvy0yMu8gv894P6F3vHGhAB04Xzz9ydhAux6aztorOvp+7r1GvUa5OAajvZhqHT3/qX+uS10wfrbr3bqGB0deKRLCl8K2YEYgvUaAKIC/2e81T6VS2OU0hQkZ8IsSDRHu11C+Ed0b0Xm5vMtJ4Tjz8jTj15zDq2XiMSkuL8JWrJ29DiSQq3EaGm+wVdrCeaoj2X13sVCTq+XmVAdmmv+DHb/UIsUAQI8alLabj0r587aW7FKxJS5OewI6GHUCi/Zlz/QveM9vrFYsimuCspAkA5+A1nbDNmBCzPLVSjflX539aeqITgdGjn/4UelfIfqy24sxf5WQvu7EV+1uV57cv5Wov+7K9vZElhy3usvX5Ce8VPcP4QGwwBQNx5gIPujrtlRX4eQsHx7wuN1AOIhC3iohx9T2FjNeJXzxPm/BUNFL6ZRX8ijl37Qq4d4Ni/6g4LkP4HBACkOAvwKz8tSkM23XiRX4RjtnUruIVTrcCA/vnOA6Ha4IoHVBEXhVz+mTHbLLjr/3yXGvcfcHTioXenDCIyI1tSeNK4dwAQAJCJLIDeSJGfh0H29fde+w/4Nuj79X/pGGx+RJs7QrWVFGjy2uj7YnfiQkS0L4DnORD9Q/wBGk0ATZEAR3aahXCJLPILUlegorLd2tWrgcZm9XsvVmsKlAsiY+CJp7rEN+7bLBYW28SlF86JX/z5aOfy/8d/bRQ/eKhP9HSXxMtffFzsPD22rYjLhW9XPBCsff+lQ7Xr/ULT+mvMm++iP8vvwhftebw+QFGhENPalU+w7S/EDkWA0CwJoCKa8fDO3GeRX9D3Di4++uV77pePo4GUtnRoUgSoWoCRqFv22PMd4qOfOtNw/oofPNgn/vWbBUMEXHDugth17kKo9z36kx7xiDyU81efUUG9/x9d97jYuiWWnQ4ngzp/89rsL18bq5N1XFVP1KwEWPmdY5Ff5d99FPlVf3Z6vXV1wUqRn1PRX/U9yRYBGQDImASYPuOoYaQDReExCYUG/n5W6xNv77p+96evui3QOLUUAP1mFiDy6Pwfv+A9fU9F7L0yei9Ip+3muJWTn5XHvBQSKqPgxa+//pnIswwmKvovBvmDA1/+9cH9S5+dajgST0Q2QBS1K59k3X8gAwCZ46BZoR3ScUckFBoQAzNt54m93W+Xj+cfFlN37hZDv+U7WlWOTYqAiaizAH7S8VWH/pPmfWYIJoI6f3kNCgeEGJ9s/0VxeOGQ6Neftazz72dNfq9sgLCt+y/W7xXgPoXP4/XCY18A7SBmApoFRYDQNLTBJyekwSsmq8hP+Ny2VReHOl8rhnrerZy/KGcy1JBGGBEULcoZxxSNO6I+KyYBEKZt1DXoV9dkd+97hRICwbbq1YNv1RtqSWEhfCwpXDTuEQAEAGQ4C1BnTr/us1JbiMb2W/e3ucus1iv29IyK0a7fNtL/FoZlBBoomjcj3ENRN2qMKfl1zl99VgwcChH9jxjXwERdmz09+4wMzazo9Z5a6teJe03hi35JYaJ/aG5QRhNAs9G/tv2o/H+/cxbAwchGlu4P/p4qslTOv6i5jrGrIYAhMfRbvusB4pwRoOoB/vlr26oFgVGhqv9/9eWzxgyAGAhe+T91p1pZccqtDQdKj4rxxdvl44+F91i9EMGW8/X5+uDV/zPaq57ZjXUABABkXACcNmjsz95QkV+cRYLl3x3qeJ0Y7f5tP19pxhQBvh2YFAEqcj0cR/sq569EgBIDUXDpRXPi6qHn4qr6V+yRzt//aolTdxZM5++5vHJBnxNjS/9TjKx8vVlOvJEiwSHtVc9OYx0AAQDZFwH/um3K2KnNt+MOG/UHFwOzok/s7f49Mdnx4iBf6ZAUAIGmBkoRoATAcFxtrKr61XTAsEJAOX4V8YedRugTNe1vT6C/mLpTjfuP+H25EgBKCChBEIkTj362wLT2q88x7x8QAJAXAbB10Ijiolugp8Go36zy184Te3pVyn9HqEhWigDfkWzciwNZhYBaxEcJgXrT+yoFhWoxoRgj/gphUv+hMie1QwL1nHLD0by/16/9brf2q8dYKhoQAJAjEfDVwnh1p8DmreTnKhRUlf9o9+806tDU1MBiABFQFkJNYsGc4/+4PCp1Amp8/yzp+JXzV8+byJB0/tMBnH+/UKv9hRRMa0MCd4vI5u03nlGY0F49uxdrAAgAyJkA2KJWbpMGXS/4d/w2x+1bDLi/Zznl/3Yx2fFLUXytGSkAAhVzSRGwTz6M5ezyj0rnH2w2xNSd5nLSjTG8ep8YX/w7KQjmo3LiYTMEUjBqu6QAYMtfaAlMA4TWqc9XP180lwgW7nP67Y67kZ3Y1k/Lmm67WOzqOxSV8xeGg5q680Cgdig7wokcXfqJEM5/LArnr5hsf7HY3fsXxqJO0WxFHXqnwVtx/kAGAPKbBfjKpkI5C+C0RHBERX4u/3aw683iQNe1cX01NStgOmAmIFBxW4qdf7CU99SdgyKmYZKxxf8p9q18MWjkLiJYUrioXXWCJX8BAQA5FwFf3mgWdsVf5Kceygv7/LGYbr8kzq9lFLgFmRqYAxEQxvnHXig5vGIOCYg5EelaAOt3+bMKgSHtNSemufuhlTAEAK1Xoa85OSkd9WRcK/lZf55uVyn/W+N2/sJ0WIGXCjYd5ATOv8q4iHmWhJruubvvvcYMEPeUfgRLClcFqT6J8wcEAMBa7Dsqj1nnJVt1UX//AK/1/8uPKuU/1HuTfTnfOAm8VLBFBBzK0MU9FMr5T925T8S4ToIVNe1zd99fiEMdr41nX4C1egHVx6n6h2QEXzQBJEYCfLHXrIaPZiW/yuvLa8T/cTOificCTw2sfoN7Lx4pt0e8EXDM311V+wfPaDQ45a8h1bby78aaAcbCQVEvEaxpo9pr5w5xtwMZAACr+XzdvDSM+rRzFO8UldWfDaCcfpNS/m6EGgowMwHKcaoV4tK4SIyxPHIo518m9tS/G2pGiBoSUMNFztkkIQLtTrnWd6dx/oAAAHANe8VeaTRnawyq7rbNqrdQaEHK341BM50dRgTMmCIgTTvFHTKdfzjhUm6rwVZ+ATUkoPqO6kP+d5oUwmWXv/IK00In9Q/JCrpoAkicBvhC1z5pMMfCzgYotu0wdvBTO/kliNBDAdUmuPdiNQ9+rNXO0YNpUU75h89YtDD176reVn8oDi/8jbmXQOidA0e11y8S/QMCAKCus/t851TZ0QUb+1fpW7WRTwKifmcHOfRbDW/6Yu4kqIRAf0K+V9F0/JMNv9PUnVNJFDjK+SsRoMRAiFX/prU3LLHZDyAAAHwKgH7p2M1I0M+Sv8JYx/9Q5+uS/tX2ShEwEUkblfcR2N9Ch6ki/oOB1vP3dv6JXxL5wNJnxf6lz9ije4tFXbekcHnDozcss+IfIAAAfDu4f2kvLxBUZzZAQlP+boRaIKiOEOg/9eSxoz1bN4r2rs5YT351aVksHDspNpyxVe3iV4zsjZuw4E9U1A4JiHorAe7Rrl6Z5G4GBABAUOf2z23mynhOY/+JT/m7MSEFQKQFYY99uNwonX09omtTn+gtbBQd8nlbe2N1vqXVkliZWxDzsyfF0ok5sSyfK87+/Yhtx9SdqVoBsXZIYJ3TrwiDQ9rVq6PcxYAAAAgnANQQwJR0bwM1dQAiNSl/N+rvFTB154AlIh70FAA//K39Tr9XgkBlBTr7uqUYaDcevVieW5ROf9V4VNF+xeHbOfuSO71mJRTNQzFTN9sR41r/cbNv+YtibPHva01qeVhgRntjaTd3MCAAABoRAZ8zdoGbqjjDlKX83VjbNrjs6NVxufnYLwIW+EkB0NSTlwIg+PctD38cMZ/PVGdERLTNb6sYKD0qDi+Mif7S05Vfzcrof7f2Rr3I3QsIAIDGRcCIfBif6HylGO36nbSl/L2cYr+IYNw7BQLAiVkzUzCQ9guphgTUhkJqFUHJHu1NgnF/QAAARMWbvvIn45/r+MURWiIzAiBzvGXlO4c+fdVtjPtDKuigCSAtvLh09ODn9N3DIr1r42cHXacN1jP76fYrbqUZIC2wFDCkhgOv/WxxcPWHe2iJ9Xyr75JMflbK2CNe9dtFmgEQAAAxMH3Ve6cvLD1JitXG93vOz+RnpYi90vlP0wyAAACIkYde/SdqTfUJWmKNL258cSY/KyVMSOdPfwQEAEAz0E/99uh2/cQMLVFGpeV/0rkj9s9Rn8EQQA0z0vmzyx8gAACahfYmMfuM2DR0QempWWHbETivx+iZb4+93Y3PoK0rR1EebPIDCACApvOrvz37iHa6MsBstGJmAf5hy6/E9v7qvYn+q6g+t0f1QZoCUhtI0QSQdl78lT8fvq9t12FaosyXizeJyxYfjfQ9v999vnhN/y007hrS+f8Oi/0AGQCAVnLfVX+mDDHjsCa/ft7/E2mhnnov9Z5QZRTnD2QAAJLEv/692kt+Hw1R5oZjXxJ/8sxnxebSXKi/P97WJ/6/7deKj219LY25xoR0/ohNQAAAJFAEqKGAYRqizObVOfG7Ugi85fjd4tzlZ3z9zU86t4tPb36l+Kh0/Mfb+2jENWak82eHP0AAACSSr/69WiZY7Rw4QGPUogTAy+Z/6CoElOP/Vu8lxiOsoyiP3eLVv0PRHyAAABIuAtQWs/00BkSAcvpD0vmz7gQgAACSLwI+OWBmAtg4CBpFOv+3TtMMkDWYBQDZ5NVvVdEaGwdBo+zF+QMCACB9ImBaMD0QwnNI9qEJmgGyCkMAkH2+8skD8v/7aQgIwIS46q2IRyADAJBqrnrrAcHugeAfNXzEltNABgAgQ5kAVRQ4SEOAB0Whpvtd9Vam+wEZAIAMsceM7gCcKG/wg/MHMgAAWcwC3MEaAeDGkLjqummaAcgAAGSRq66bNTMBRHlgZS/OH8gAAOSBL9/BQkFQ4aB4zXUHaAYgAwCQB15zHZXeoJjA+QMZAIB8ZgJG5P/HaYhcMiOdP7v7ARkAgJxmAiaEWvEN8uf8VdEfABkAgLxnAibUzAC2EM4Po+I1Iwg/yDUdNAGARDciQgRAfpikCSDvMAQAUOYITZAbiuK1I0WaARAAAKCYpgm41gAIAIC8UY4IWRwoH5DtAUAAABAZcp0BEAAARIaQdRj/BzBhFgBABV0nMiT6ByADAJA7XrdXTQWkDiDbkOUBQAAAECFyfQEQAABAhJh1iuJ1e4s0AwACAMAJVogj+gdAAADkDhUh6kIdgiNzB9kdAAvMAgBYhzEbYIR2IAMAQAYAIF8QKWaPGfH664s0AwACAIBIkWsKgAAAAAvlSHGGhsgUZHUAEAAARIxcTwCgCBDAiXLF+D4aIhPMiDd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",
"path": "emoji_u1f9bb.png"
} | Generate code for a svg of a ear with hearing aid | <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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"path": "emoji_u1f938_200d_2642.png"
} | Generate code for a svg of a man cartwheeling | <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="arm_1_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="65.6015" x2="65.6015" y1="34.3428" y2="8.107">
<stop offset="0" style="stop-color:#FFB300"/>
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</linearGradient>
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",
"path": "8337dd7d76fc8cce7f1677a47a30da7fe7077800619fd4f1f498e225988e0812.png"
} | Generate code for a svg of a a black and white picture of a right arrow pointing in a circle | <svg id="_x31_px" enable-background="new 0 0 24 24" height="512" viewBox="0 0 24 24" width="512" xmlns="http://www.w3.org/2000/svg"><path d="m12 24c-6.617 0-12-5.383-12-12s5.383-12 12-12 12 5.383 12 12-5.383 12-12 12zm0-23c-6.065 0-11 4.935-11 11s4.935 11 11 11 11-4.935 11-11-4.935-11-11-11z"/><path d="m13 19c-.064 0-.13-.012-.191-.038-.187-.077-.309-.26-.309-.462v-3.5h-6.5c-.552 0-1-.449-1-1v-4c0-.551.448-1 1-1h6.5v-3.5c0-.202.122-.385.309-.462.187-.078.402-.035.545.108l6.5 6.5c.195.195.195.512 0 .707l-6.5 6.5c-.096.096-.224.147-.354.147zm-7-9v4h7c.276 0 .5.224.5.5v2.793l5.293-5.293-5.293-5.293v2.793c0 .276-.224.5-.5.5z"/></svg> |
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