reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow lights along the track showing train arrival. | <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="#f8e4ab" d="M0 0h96v61l-6-1 1-1V49l-1-2 2-4q-12 1-21 7-6 0-7 4-3-1-4 1l-15 5q-4 3-1 8 6 7 14 10h3l3 5q2 7 8 13H0z"/><path fill="#edda75" d="M90 47q-3 0-4 2-2 0-2 2l1 2v1h-2v-4h-3q-3-1-5 1h-2l-2-1q9-6 21-7z"/><path fill="#94844f" d="m90 47 1 2q-3 0-3 2l-1-2q-2 2 1 3l-2 1v-4q1-2 4-2"/><path fill="#0a0311" d="M80 50h3v3h-3z"/><path fill="#3b3229" d="M86 49v4h-1l-1-2q0-2 2-2"/><path fill="#5f553e" d="M75 51q2-2 5-1v3h3v1h-5v-3z"/><path fill="#393027" d="M91 49v3h-3q-3-1-1-3l1 2q0-2 3-2"/><path fill="#251e21" d="M73 51h5v3l-5 1z"/><path fill="#6e623c" d="M84 54v3q2-1 4 2h-6l2-1q-2-2-1-4"/><path fill="#8d763f" d="m72 57-5-1h3q0-8 2 1"/><path fill="#e7b631" d="m71 50 2 1v4l5-1h6q-1 2 1 4l-2 1-11-2q-2-9-2-1h-4l-2-1v-1q1-4 7-4"/><path fill="#eebe29" d="M88 52h3v7h-2q-2-3-4-2v-4h1z"/><path fill="#171214" d="M60 55h3q-8 3-8 11 0 6 4 11l-1 1q-8-3-14-10-3-5 1-8z"/><path fill="#181215" d="m66 56 5 1 11 2h8l-1 1 6 1v10L65 56z"/><path fill="#bfac83" d="M0 67v-1z"/><path fill="#ca9849" d="m64 55 2 1h-1l5 4 26 11v3l-24-9q-8-3-8-10"/><path fill="#8d8574" d="M60 55q1-2 4-1v1q0 7 8 10l8 5 4 5-14-9-8-9-2 4h-1q-4 3-1 7l-1 1 4 9h-3l1-1q-4-5-4-11 0-8 8-11z"/><path fill="#f8e88d" d="M96 74v4l-16-8-8-5-2-3z"/><path fill="#342d26" d="M59 61v7l8 13h-1l-8-12z"/><path fill="#b4a177" d="m80 70 16 8v3l-12-6z"/><path fill="#2e231f" d="M58 68q1 7 7 13l-1 2-3-5-4-9z"/><path fill="#312d2c" d="m84 75 12 6v2z"/><path fill="#f9e4a8" d="m84 75 12 8v13H82L68 81l-8-13v-7l2-4 8 9z"/><path fill="#e2dbb9" d="M59 61v8l8 12q4 8 11 15h-4q-4-8-10-13l1-2q-6-6-7-13-3-4 1-7"/><path fill="#221f1f" d="M64 83q6 5 10 13h-2q-6-6-8-13"/><path fill="#cea235" d="m67 81 14 15h-4q-7-7-11-15"/></svg> | |
{
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ry="2.11" fill="#fcd4b0"/></svg> | |
{
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<g id="edge9" class="edge"><title>Node8->Node3</title>
<path fill="none" stroke="midnightblue" d="M252.653,-83.1344C261.07,-82.2622 270.516,-81.2833 279.651,-80.3367"/>
<polygon fill="midnightblue" stroke="midnightblue" points="280.174,-83.8013 289.76,-79.2891 279.453,-76.8386 280.174,-83.8013"/>
</g>
<g id="edge10" class="edge"><title>Node8->Node4</title>
<path fill="none" stroke="midnightblue" d="M241.37,-76.3307C256.433,-67.4333 279,-54.1038 296.35,-43.8554"/>
<polygon fill="midnightblue" stroke="midnightblue" points="298.542,-46.6259 305.372,-38.5265 294.982,-40.5988 298.542,-46.6259"/>
</g>
</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a a tiny sailboat drifting on a crystal-clear lake. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfdfe" d="M0 0h96v44q-2 1-1 4H59l-4-8-1 10-4-9q-4-9-1-18-2-3-2 0l-3 6q-4 9-6 19H0z"/><path fill="#9ec5c9" d="m50 41-1 1q-2 0-1 2l-2-1v6q-5 0-5-4l3-10v-6l3-6q0-3 2 0-3 9 1 18"/><path fill="#6da5ae" d="m59 48 1 4-10 1-1-11 1-1 4 9 1-10z"/><path fill="#6ca0aa" d="M44 29v6l-3 10q0 4 5 4v-6l2 1v8H37q-1-3 1-4 2-10 6-19"/><path fill="#c9faf6" d="M96 44v52H0V48h38q-2 1-1 4v3h-8q5 4 0 7h5q2-1 3 1l10 1-8 1-1 2 9 18 7-14q-2-3-1-4 3 2 3 6l4-7v-4l-1-2 2-5 2-1-3-2-1-4h36q-1-3 1-4"/><path fill="#d1e4e3" d="m49 42 1 11 10-1 3 2-2 1-20-1q-3 0-5 3l1 2q-3 0-3 3h-5q5-3 0-7h8v-3h11v-8q-1-2 1-2"/><path fill="#386e82" d="m61 55-2 5-22-1-1-2q2-3 5-3z"/><path fill="#5aa2b2" d="m37 59 22 1 1 2-23 1q-1-2-3-1 0-3 3-3"/><path fill="#a7e2e4" d="M60 62v4l-4 7q0-4-3-6-1 1 1 4l-7 14-8-20 8-1-10-1z"/></svg> | |
{
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"path": "7898c173d87e4f20c7309f60931c54c4d8432f534a3893517705e7cdbd97be60.png"
} | Generate code for a svg of a a close up of a face with a frown drawn on it | <svg viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg">
<g transform="matrix(18.68858,0,0,18.68858,-2099.19921,-12276.83667)">
<path d="m124.4388,676.3465v3.7588c0,1.591 3.094,2.8823 6.9062,2.8823s6.9062-1.2913 6.9062-2.8823v-3.9212" fill="#fff" stroke="#fff"/>
<path d="m128.5625,665.1434c0,1.2254-2.3925,2.2188-5.3438,2.2188s-5.3438-.9934-5.3438-2.2188 2.3925-2.2188 5.3438-2.2188 5.3438.9934 5.3438,2.2188z" stroke="#fff" stroke-width=".7718" transform="matrix(1.2924,0,0,1.29907,-27.90254,-187.84573)"/>
<path d="m127.75,663.5497c7.0147,0 7.1162,6.8381-1.8696,6.8381-7.3284,0-8.5414,8.5369-1.7554,8.5369" fill="none" stroke="#fff"/>
<path d="m113.8763,661.409v3.7588c0,1.591 3.094,2.8823 6.9062,2.8823s6.9062-1.2913 6.9062-2.8823v-3.9212" fill="#fff" stroke="#fff"/>
<path d="m128.5625,665.1434c0,1.2254-2.3925,2.2188-5.3438,2.2188s-5.3438-.9934-5.3438-2.2188 2.3925-2.2188 5.3438-2.2188 5.3438.9934 5.3438,2.2188z" stroke="#fff" stroke-width=".7718" transform="matrix(1.2924,0,0,1.29907,-38.46504,-202.78323)"/>
<path d="m121.0625,674.6747c0,1.1391-.9234,2.0625-2.0625,2.0625s-2.0625-.9234-2.0625-2.0625 .9234-2.0625 2.0625-2.0625 2.0625.9234 2.0625,2.0625z" stroke="#fff" stroke-width="1.2389" transform="matrix(.56423,-.32576,.5,.86603,-284.07429,131.27941)"/>
<path d="m121.0625,674.6747c0,1.1391-.9234,2.0625-2.0625,2.0625s-2.0625-.9234-2.0625-2.0625 .9234-2.0625 2.0625-2.0625 2.0625.9234 2.0625,2.0625z" stroke="#fff" stroke-width="1.2389" transform="matrix(.51189,-.40303,.61861,.7857,-346.62009,183.23288)"/>
<path d="m121.0625,674.6747c0,1.1391-.9234,2.0625-2.0625,2.0625s-2.0625-.9234-2.0625-2.0625 .9234-2.0625 2.0625-2.0625 2.0625.9234 2.0625,2.0625z" stroke="#fff" stroke-width="1.2389" transform="matrix(-.24447,-.60391,.92693,-.37523,-473.62967,996.44773)"/>
<path d="m121.0625,674.6747c0,1.1391-.9234,2.0625-2.0625,2.0625s-2.0625-.9234-2.0625-2.0625 .9234-2.0625 2.0625-2.0625 2.0625.9234 2.0625,2.0625z" stroke="#fff" stroke-width="1.2389" transform="matrix(-.19054,-.62303,.95628,-.29246,-493.47157,941.19092)"/>
<path d="m126.1296,677.8359c1.2666-.6085 3.134-.9935 5.2155-.9935 2.1154,0 4.0096.3976 5.2768,1.0234" fill="none" stroke="#fff"/>
<path d="m115.327,663.0203c1.2639-.6786 3.2383-1.1154 5.4556-1.1154 2.1754,0 4.117.4205 5.3831,1.0772" fill="none" stroke="#fff"/>
</g>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a saluting face:My primary focus is on capturing the essence of a face, focusing on the subtle nuances of form and texture. I aim to create a visual representation of the face's personality, emotion, and the way it interacts with the environment. I'm interested in the interplay of form, texture, and the overall feeling conveyed through the drawing. The goal is to evoke a sense of warmth, emotion, and a connection to the subject. | {
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<title>coupon</title>
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} | Generate code for a svg of a the dark green leaves of grapes turning purple in the vineyard. | <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="#8bc679" d="M0 0h96v96H61l2-5 6 1v-5l-4-1 3-4h3l-1-6q6-2 9-7v-2l4-7q-6 2-9-1-4 0-3 3l-8-2q0-7-3-2-4-1-5 2-3 1-3-1-3-2-4-1-3-1-2-3l-3-7h-4q-2 1-1 4l-4-2-4 2-4 3q-3 2 0 5l-1 1-1 1 2 3-3 3q-2-3-5-4l-7-4H8q-4-5-8-5z"/><path fill="#52864d" d="M46 55q-4-3-6 1l-1-3-9-1 4-2 4 2q-1-3 1-4h4z"/><path fill="#362b61" d="M26 55h3q0 3-3 5-3-3 0-5"/><path fill="#342554" d="M0 55q4 0 8 5l-1 1 3 1v4l-7 1-1-1-1 3-1-2z"/><path fill="#686a85" d="M30 52v3q5-1 0 2-1 2 1 5l-6-1 1-1q3-2 3-5h-3z"/><path fill="#4c4f6a" d="m60 58-3 2-2-1q1-3 5-2"/><path fill="#6f8787" d="M8 60h3q2 2-1 2l-3-1z"/><path fill="#3d6841" d="M48 58q1-1 4 1 0 2 3 1l2 1 3-2 5 3-8 3-1-2h-6v3h-3z"/><path fill="#372e5e" d="m30 52 9 1 1 3q2-4 6-1-1 2 2 3l-1 8-2 3v-3q-12 1-6-8-2-3-2 0h-4v3l-2 1q-2-3-1-5 5-3 0-2z"/><path fill="#568c77" d="m37 58-3 4-1-1v-3z"/><path fill="#23183f" d="m14 69-3-3q1-2 4-2z"/><path fill="#718e86" d="M79 67v2h-3q-1-5 3-2"/><path fill="#4d8248" d="m0 67 1 2q-1 2 1 5l-2 2z"/><path fill="#544a84" d="m11 60 7 4q-2 2 1 4l1 4q-9-1-2 3-3 3-5 0l1-6 1-5q-3 0-4 2h-1v-4q3 0 1-2"/><path fill="#599752" d="M71 62q1 2-2 5-2-3-4-1l2 2q1 2-2 3l-4-3-1-1 5-5-5-3v-1q3-5 3 2z"/><path fill="#312351" d="M79 67q-4-3-3 2h3q-3 5-9 7-4 0-3-3l3-1-3-4-2-2q2-2 4 1 3-3 2-5-1-3 3-3 3 3 9 1z"/><path fill="#4d6777" d="M26 65q3-1 1 2l2 3q-4 2 0 5h-3l-3-7z"/><path fill="#4f894e" d="m10 66 3 3-1 6h-1q-3-1-5 1-2-1-1-3H3v-6z"/><path fill="#4b645e" d="m61 68 4 3q3-1 2-3l3 4-3 1q-4-2-6-5"/><path fill="#27253b" d="M3 67v6h3q-1 2 1 3-3 1-2 5H0v-5l2-2q-2-3-1-5l1-3z"/><path fill="#1a1131" d="M18 64q3 1 5 4l3 7-6 5v3h-5q-3 0-1 3 5-1 0 3v7h-2l-1-13v5l-3-9q1-3 5-3l-1-1h1q2 3 5 0-7-4 2-3l-1-4q-3-2-1-4"/><path fill="#4c4978" d="m26 75-1 8q-3-1-3 1l-2-1v-3z"/><path fill="#1e143a" d="m45 69-1 3q-4-3-4 2 3 11 6 0l4 3 2-9q3 0 5-3l8-3-5 5 1 1q2 3 6 5-1 3 3 3l1 6h-3l-3 4 4 1v5l-6-1-2 5h-3v-4h-6l8-2 1 2 4-4-2-4q0-3 2-4l-5-4q-3-2-5 1l-1 5-2 6h-5l-2 4h-4l-2 4h-4l-3-4v-2l4 1q2-12-6-3l-1 1q-5 0-4-4l-3-1q0-2 3-1l1-8h3q-4-3 0-5l-2-3q2-3-1-2l-2-3 1-1 6 1 2-1 1 1 3-4q0-3 2 0-6 9 6 8z"/><path fill="#48824e" d="M47 66h3l2 2-2 9-4-3q-3 11-6 0 0-5 4-2l1-3z"/><path fill="#3c3566" d="m30 72 6 1v6q-2 4-5 2-2-3 1-4-3-2-2-5"/><path fill="#577680" d="M29 64h6q1 6-4 5-3-2-2-5"/><path fill="#5f5085" d="M57 65q-2 3-5 3l-2-2v-3h6z"/><path fill="#335b3d" d="m63 84-6-1q-2 0-1 2l-2-3 1-5q2-3 5-1l5 4q-2 1-2 4"/><path fill="#477844" d="M49 81q2-1 3 1-3 1-3-1"/><path fill="#2a1746" d="m12 75 1 1q-4 0-5 3l3 9q-3 4-8 5v3H2l-2-6v-9h5q-1-4 2-5 2-2 5-1"/><path fill="#22154c" d="m63 84 2 4-4 4-1-2-4-5q-1-2 1-2z"/><path fill="#588b55" d="m20 83 2 1 3 1q-1 4 4 4l-4 1v6H14v-7q5-4 0-3-2-3 1-3z"/><path fill="#4e864f" d="m54 82 2 3 4 5-8 2h6v4H39l2-4h4l2-4h5z"/><path fill="#4d6c67" d="M32 92q-3-3 0-4h-2q8-9 6 3l-4-1z"/><path fill="#46565f" d="M16 89q2-1 3 1h-4z"/><path fill="#3a4e44" d="m0 90 2 6H0z"/><path fill="#62a554" d="M12 96H3v-3q5-1 8-5v-5z"/><path fill="#67a95c" d="M30 88h2q-3 1 0 4l3 4H25v-6l4-1z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a close-up of a blue ring on a link:My primary focus is on capturing the subtle nuances of a link, its texture, and its overall form. I want to create a visual representation of the connection between the link and the surrounding environment, highlighting the subtle details and the interplay of form and texture. The goal is to evoke a sense of depth and realism, emphasizing the connection between the link and the physical world. | {
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",
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} | Generate code for a svg of a a close up of a link with a blue ring on it | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 48 48"><path fill="#0078d4" d="M7.782,40.218c3.71,3.71,9.725,3.71,13.435,0c1.733-1.733,5.267-5.267,7-7 c3.71-3.71,3.71-9.725,0-13.435c-3.71-3.71-9.725-3.71-13.435,0c-1.733,1.733-5.267,5.267-7,7 C4.073,30.492,4.073,36.508,7.782,40.218z M11.318,30.318c1.02-1.02,6.237-6.237,7-7c1.757-1.757,4.607-1.757,6.364,0 c1.757,1.757,1.757,4.607,0,6.364c-0.763,0.763-5.98,5.98-7,7c-1.757,1.757-4.607,1.757-6.364,0 C9.561,34.925,9.561,32.075,11.318,30.318z"></path><path d="M23.609,22.509c0,0-0.609-1.509,0.77-3.131l1.369-1.37c-3.165-1.583-7.022-1.285-9.926,0.888 C15,22,16.197,25.439,16.197,25.439c1.04-1.04,1.872-1.872,2.121-2.121C19.758,21.879,21.851,21.613,23.609,22.509z" opacity=".05"></path><path d="M22.827,22.193c-0.082-0.664-0.178-2.024,1.022-3.345c0.07-0.07,0.92-0.94,1.143-1.163 c-2.642-1.109-5.689-0.896-8.192,0.57c-0.849,2.578-0.317,5.522,0,6.582c0.743-0.743,1.324-1.324,1.519-1.519 C19.548,22.088,21.254,21.714,22.827,22.193z" opacity=".07"></path><path fill="#1b9de2" d="M40.218,7.782c-3.71-3.71-9.725-3.71-13.435,0c-1.733,1.733-5.267,5.267-7,7 c-3.71,3.71-3.71,9.725,0,13.435c3.71,3.71,9.725,3.71,13.435,0c1.733-1.733,5.267-5.267,7-7 C43.927,17.508,43.927,11.492,40.218,7.782z M36.682,17.682c-1.02,1.02-6.237,6.237-7,7c-1.757,1.757-4.607,1.757-6.364,0 c-1.757-1.757-1.757-4.607,0-6.364c0.763-0.763,5.98-5.98,7-7c1.757-1.757,4.607-1.757,6.364,0 C38.439,13.075,38.439,15.925,36.682,17.682z"></path><path d="M24.386,25.476c0,0,0.614,1.524-0.765,3.146l-1.369,1.37c3.165,1.583,7.022,1.285,9.926-0.888 C33,26,31.803,22.561,31.803,22.561c-1.04,1.04-1.872,1.872-2.121,2.121C28.242,26.121,26.09,26.395,24.386,25.476z" opacity=".05"></path><path d="M25.188,25.806c0.082,0.664,0.163,2.025-1.037,3.346c-0.07,0.07-0.92,0.92-1.143,1.143 c2.642,1.109,5.718,0.897,8.196-0.628c0.849-2.578,0.314-5.445-0.004-6.504c-0.743,0.743-1.324,1.324-1.519,1.519 C28.452,25.912,26.673,26.271,25.188,25.806z" opacity=".07"></path><path fill="#0078d4" d="M24.682,23.318c1.757,1.757,1.757,4.607,0,6.364c-0.763,0.763-5.98,5.98-7,7l3.536,3.536 c1.733-1.733,5.267-5.267,7-7c3.71-3.71,3.71-9.725,0-13.435L24.682,23.318z"></path></svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a golden ribbon wrapped around a tree. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfcfd" d="M0 0h96v96H0z"/><path fill="#daa34d" d="M47 11h3q0 4-4 4-1-3 1-4"/><path fill="#ceb8a2" d="M41 21q-1-2-3-2v-3h4z"/><path fill="#937a6a" d="M51 29h-1l-1-1 1-6 6-8q3 3-2 6z"/><path fill="#bcaba0" d="m46 29-2 2-2-9q0-3 3-4l1 1z"/><path fill="#9d7c6a" d="M38 19q2 0 3 2v7l-9-3 7 1q1-4-1-7"/><path fill="#c2ac98" d="m66 37-3 1h-1q9-7-1-4l-3 3 2 1-3 1-1-2-3 3v-1l4-6q-3-4 2-5l-3-2 2-5 2 2q-3 1-2 4h3v-3q2 1 3-1-3-3-1-5 5 3-1 9l1 5q1-4 4-6v3q3-2 1 1l2 1z"/><path fill="#8d7066" d="m41 28 3 3-1 1-7-4z"/><path fill="#766359" d="m56 26 3 2q-5 1-2 5 0-3 2 0l-2 1-3-1z"/><path fill="#c7b09d" d="m35 33-6-2 4-3z"/><path fill="#f9d26a" d="m49 28-6 9-1-6 1-1 2-2z"/><path fill="#df9728" d="M50 29v13l-5 2-1-3-1-3z"/><path fill="#f5f3f1" d="M62 38h-2l-2-1 3-3q10-3 1 4"/><path fill="#b1917f" d="M35 33q3 0 5 4l-4 2h-5l2-2-5-1q3-4 6 0 3-1 1-3"/><path fill="#4f2c22" d="m40 37 4 1 1 3q-4-3-9-2z"/><path fill="#5e3828" d="m54 33 3 1-4 5v1l3-3 1 2-1 1-4 2h-1v-4z"/><path fill="#f0b952" d="M66 37q4-1 5 4l-2 2-7 1 1-6z"/><path fill="#b46b1b" d="M60 38h3l-1 6h-3v-4h-3l1-1z"/><path fill="#e8ae3f" d="M56 40h3v4l-7 1v-3z"/><path fill="#cb8425" d="M51 42v3l-1 2-5 5q-4 0-5 5-3 0-5 3-4 3-8 2l1-1q2-2 5-1v-7q5-6 12-9z"/><path fill="#f8f0e7" d="m46 52-3 7q-3-1-2-3 1-5 5-5"/><path fill="#956849" d="M46 53q2 3-1 8l-2-1z"/><path fill="#f6c258" d="M34 53v7q-3-1-5 1l-2-5z"/><path fill="#7a471a" d="M51 47v18l-6-4q3-5 1-8v-1z"/><path fill="#f1b947" d="M41 57q-1 2 2 3l2 1 6 4 2 4-1 5-10-9q-3-5-6-5 2-3 5-3"/><path fill="#844e1b" d="m42 65 10 9 1-5 1 1q0 5 3 10-3 3-4 1l-6 2-9-3 3-4z"/></svg> | |
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"path": "c059f020a74a96feb71b016692c6a2dcaecff4539ccea2eddfd62b2f5bbc0d27.png"
} | Generate code for a svg of a a blue envelope icon with a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 13.085 9.159"><title>Asset 5</title><g id="Layer_2" data-name="Layer 2"><g id="Layer_1-2" data-name="Layer 1"><path d="M6.528,0c2.02,0,4.04,0,6.06,0a.5.5,0,0,1,.5.5q-.008,4.1,0,8.19a.452.452,0,0,1-.33.451.569.569,0,0,1-.154.018H.479a.454.454,0,0,1-.47-.352A.338.338,0,0,1,0,8.723V.448A.447.447,0,0,1,.448,0Zm5.685,1.713-.25.212L9.806,3.766,7.731,5.534c-.3.255-.6.511-.9.764a.464.464,0,0,1-.588,0L4.582,4.879,1.123,1.932c-.082-.07-.164-.138-.252-.212V8.289H12.213ZM1.263.884,6.547,5.378,11.817.884Z" style="fill:#2597c8"/></g></g></svg> | |
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"path": "c71145982a2a8ff744c775220de0b7f09dfd7bd16c2e2bace254287a0f032705.png"
} | Generate code for a svg of a a black and white image of a padlock | <svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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</svg> | |
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} | Generate code for a svg of a a glittering snow globe on the shelf. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfaf4" d="M0 0h96v96H0z"/><path fill="#e7e7e1" d="M68 60h-3l-4-1q-13 3-26-1-3-1-4 2h-2l1-2q-7-14-2-26 2-2 2 1l2-2v-7q6-9 18-7-15 1-12 16l4-1q1 1-1 2l2 2q3-7 3 1l-3 6q-7-4-6 4l6 3 2 3q1-3 4-3v3q3 3 3-1l4 4q4-5 2-10 0-3 2-4l-1-1 2-7 1 1 2-7 5 8-1-7q5 6 3 15l-1-5-1 13-3 6z"/><path fill="#fbfaf6" d="M65 60q-8 4-16 4l-16-3-2-1q1-3 4-2 13 4 26 1z"/><path fill="#f4e0c2" d="M29 60h2l2 1 7 3h19l8-4h1q-1 2 1 5l-8 3-18 2q-9-1-15-5-1-3 1-5"/><path fill="#7a7d7b" d="M65 60h2l-8 4H40l-7-3 16 3q8 0 16-4"/><path fill="#545350" d="M69 65v2l-9 3-17 1v-1l18-2z"/><path fill="#6e6c64" d="m27 66 1-1q6 4 15 5v1q-9-1-16-5"/><path fill="#ecd6ba" d="M27 66q7 4 16 5l17-1 9-3-1 3q-3 0-4 3-16 3-31-1l-6-3-1-1z"/><path fill="#dcb999" d="M69 65q3 5-1 9-18 6-35 2-7-2-7-8l1 1 1 2q13 7 29 4l7-2q1-3 4-3l1-3z"/><path fill="#786e64" d="m27 69 6 3q15 4 31 1l-7 2q-16 3-29-4z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a man student:I'm drawn to a man with medium-light skin tone, with curves and shapes, and a focus on detail. I'm interested in capturing the subtle nuances of his form and the way he moves. I'm aiming for a sense of realism and a natural, approachable look. | {
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"path": "emoji_u1f468_1f3fc_200d_1f393.png"
} | Generate code for a svg of a man student: 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">
<path id="neck" d="M73.76,89.08H54.23v19.33c0,4.85,3.98,8.78,8.88,8.78h1.77c4.9,0,8.88-3.93,8.88-8.78 V89.08H73.76z" style="fill:#C48E6A;"/>
<g id="face">
<path id="ears" d="M91.33,50.41H36.67c-5.89,0-10.71,5.14-10.71,11.41c0,6.28,4.82,11.41,10.71,11.41h54.65 c5.89,0,10.71-5.14,10.71-11.41C102.04,55.55,97.22,50.41,91.33,50.41z" style="fill:#C48E6A;"/>
<path id="head" d="M64,11.05c-17.4,0-33.52,18.61-33.52,45.39c0,26.64,16.61,39.81,33.52,39.81 s33.52-13.17,33.52-39.81C97.52,29.66,81.4,11.05,64,11.05z" style="fill:#E0BB95;"/>
<g id="eyes">
<ellipse cx="47.56" cy="58.79" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
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} | Generate code for a svg of a black and white icon depicting a tablet computer and a credit card, possibly representing online shopping. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": "8c91f2a51fe58968c00304f5fd0140ebde22d73748d6a9e4824d48d526ab6465.png"
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preserveAspectRatio="xMidYMid meet">
<metadata>
Created by potrace 1.11, written by Peter Selinger 2001-2013
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"path": null
} | Generate code for a svg of a black and white icon featuring a computer screen displaying a graph with dots. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": "emoji_u1f468_200d_1f37c.png"
} | Generate code for a svg of a man feeding baby | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<stop offset="1" style="stop-color:#009E89"/>
</linearGradient>
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</g>
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<g id="bottle_1_">
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<path d="M60.72,78.79c-1.3,0.61-1.93,2.72-1.31,4.13l3.57,8.2c0.62,1.41,3.2,2.03,4.61,1.41l23.29-9.99 L60.72,78.79z" style="fill:#FFFDE7;"/>
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"path": "emoji_u1f46b.png"
} | Generate code for a svg of a woman and man 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">
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<g id="pants_2_">
<g id="pants_6_">
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<g id="shoes_3_">
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KZFnbVEA0qrFitYI07Lp2D78+xD16HJkK0LAqQKYCHpZK8suZKFkmAQgvxKQNo4ZWydDHUptPCc+r5M5PaOkH0DgVYMW8f3NnTveqWi5VM5Jw5dw5FfeuHFokiYCGKoCWCoD60r9L84W9oMmoqdUUqISaqYDovI4pG+5jqeC5ikO+Xn3vSj+ABv9o7jSai/bJ8DcBiDoiVT84fA/+QqYAmAZo0rLTWCt5Nj0VYNMJfzLy53vsL+nj0dAQKBsEyeFjct+YbAjUUAFQ/eAg+DO6OO5BoqQfQENDkRXNuzJ15/pU1uvD3JsnJoFKGgIXm8cGy/1rbOWb0QQgKhtOEvztqQLgF4r6AWZMbRAUNe+q37dD7mW2uIaQhkANyXtzb4DGNsGfmKoCGEsAor+w2sY/gv/LWGb0Ik07jZmoAkSlfyuW/LGfBdpdPjOu4n083NlpLQs0UgUwWQGQv7DajmF5YBD80cloQsn+ALlLXzxJ+yFiTemfTXKgsQog5xREywJvRqvh3E8AotH/J5qDPw8MdEoaAqUxUIGbaTUE2lT6vzLuT+m/wiyHdVWAtmWBqcdEUxUAtaN/aRJizTu6JWuMFUhlWs2m0r+czulT78pGlXvRtipAMwl4fmRwqnEx9QRA8+hfSv40CqEXUgG4fEbFGuNPL33xZDLhP8OK0r/cz7Ljn084EtjOKsDj3V2pAqTeC2CiAqBy9N9q+gN6fpicHtcyFZBYQ2C0cseK0zqvnPYvGm5U6XS0tQrwaKfRC5DqioBUEwDNo//fn6NL+OSHC9fgxKCjYypgOollgdpX7rSTaTzf9q1YqfAA68Xbp0ZVvI8fd3dbKwJS290z7QqAytG/lAnZ5OZk1ToPmJMomgpIIlDfCSzY69/XEyxJ0HtMAMbGVOwO2L4iwNUE4I/aPnxXDwZJZIRR5hp0lFDqmAqYirMKEJ1cNmPF9T9V97Ka92SfBL1Xl5Qc9S37AoQmoy3y3UkAokMPJrV98D7OE/Y+wuAB06n3dZwVEOdIwoq9/qXj/71T/iX0pQOmAPrx67ExFe9DqgDSEJjWYDnNCoC6uX9K/90FfzqMO6dkg6BYqgBR8m5F45+PwV/8VCb490N29XxbSRLwsNkMOJ3GxkCpJADRumFVDxApEb43Tum/U//a4wHTdYJ5+rSGswJu9nnvajhsqCOSzPu6h8cPu1luuH6rAEqaAbcq1WC93JhvnXGlAqBu9C/z/nT9M8JIelShYCqg3yqA6i27Xxj9j/sZ/B+FyXnpgPutX1K109AMKH4s7clL4tMAiScA0QhiWtMHLfOE7PbXOZlb5AHTGykrKlhn/Mce793JQPGW3YdH/75O5y2WGP3Hdr+e0jEN8Li5JHAyar61ugIwrW0E4es8Ya8o//f5fTNfBZjpcXfAm4z+9Qd/kvM4E/ZRNe/l6X7yVYA0EgBVIwif5wl7IQ+XRyQAfZElgQoaArvqBYhG/zOM/vWSxtylEvdmnGQKQMluns+bAa1NAKKHiKrmv98Q/LseYaB/ChoCp7s8KfCOLdfWx9G/rMj5bouVOclUAXRMA0gzoJwPkOSeAEk/3Zn7Z/SPQEVD4ESnI/po3nHahuvq6+j//naWfTkS8uboiJr38ni3MQ3wka0JgKqd/5j77853W4z+4x5ZGO4y7nQ67qYt19TH0b/clyTmydE0DfC4tJvoQDqxJ7y28r8s+XtrhNF/p5Z2M+wsloArE2dN/vGTJy0JjEb/U4z+Cf4+03JC4O7BgUwFJDYNkOQQT1UJUYI/6/47I6XFxR1G/0lQcPzoSVU5Rv8Ef+9p6QMQT/f35eUPtiUAqsr/744x+u8EzUUpBC6zvQAzxzUDRlU7K0b/coiXL6N/uRf/tknwT5NMASjYxbOZAOztJTagTiQB0Fb+l4eF/OBkf9uguSiNh4vhEcaM7aN/XxJ6Cf5/LWaDnzjpL3VapgGi1QCTSZwNkFQFQNUogqV/nZESI/P+6bh8ZtzkH//HY5L2GRuunS+reSQR/3J1gITcEE2rAZ7u7SdSBUgqAfhI0wf51jAJwEmjDOYX0yWdxgY3B8pd+uLJ4QrdJ7ZcOx+Cv9yLMvJnKs6c80oqACI6HCj2PgDnKwBS+j81wJf5OLLWXx40BH8DVQCzmwP9sW303/EeAaZJI++7Y24v55VkXH4I/uaTdC2HA0UVgNjjauwJQLSMSM3+4W+N8EU+jswr5tcpMZoiwf+dcWNTAe3lxJnAkj3/XV7NI8l4fp1kXBMt+wFEVQBZDhhrb10SFYApTR/gRcr/R5KdxKSzmFGGWe+cOmWqCjDZNg1gTfnf1eY/2XeDZFwfTdMAa+VK7PE1iQTgD1oumIwU6P4/epQhDxz4XQUYGch+Em0wMmnDtZJlf67dz60lfpKQk4zr85qmPoD9+PsAkqhvqKkAvM7o/wVS8mduUWcV4OHOjpz/neqfG/5x6o7qfhXXVvNIqZ/Ar5umKYC1ZiOg3imAaP5fjQtD3FmtUYYEfkr+VAFe+F7UahNh0mHFoT9SzXOl+7/VeEsyThWg6ypAuRzrfgBxTwGoSgDODfLllTlFmVuksUh/FSDtXgBZ56xlt7OTuFDNk2Avx2t/uTbAfhtUAXqsAlRirQLEnQD8TtVDw/MKQLOxKNsYcUB/FeDXKe8OaHAfAu+SeUnAJRF/sEPgJwHo3VYl3gQg7r+ZmgqAz81/jcaiDXb1s82lcekFKKXyZ8n6Zk0dzq6Se1BK/STh9tKyF0CzAhBvI2BsCUA0L6GmocjX8j+NfnY/aOSMgMe7u4n/WYa3IvYi8C/ucKS2CzQlytIoXKoeTMb1+8U5BZDT9KH5uPsfa/vtl0ZglumGN0dGudgJaG3hKz8Ef6oASdiuViej3TtJAI7j0woA1va79aBJ+hAS6TWwpfnv+Yi6rPe9ScItgV+a+zhQiwQgaVvVamzxNs5CuaoGwCFP7kFK/u6R5rxo7+9EXLKo+e95AhAGVUl0NVX25P38sNvcupf7z23nR4Zb8+/mE4BfGgHzmhKASU0fmA9NgFLyZ9Tv4MNmeLix9jiJB45UFzSNZrohwfbKabMHAUmgl6T7h/C+Y9tefwxm9HzWW5VGBSCWKYA4EwA1UwCuj/7lISRzjDyA3PX2qdFEEoB3LBz9t0iy+5vRTOrJfSvoPylnGq/wz1lFSwF3DxpLSmJZCRDL3yruE4oY/R9Pgj7nhHuQAIyNBUtbO62bPRYuLP2T7/6/XzhIPMmX8r5MOxD00awAZFW9n6d7+6oqAJN8RZLH3uG+VQEkCdiO7fdzYemffPdlQ53fn63FmujL77sSBvvViizdC6iu4QWaNgOKqGoCVFYBcO8LKFuIsouYX2R74LgSAJeW/rVWvbw/Xg/eHat1XQ2QYC8BfqMaBJvVzPMGQ+CkeyjtA7uOIysBZCngXC5T1JAAvKPpgxrKuvXFky5/9vL384ET18ZANi79O4kkxA92BoK3RuqNZb9HJf6r0ZI8CfDyI4GfChp6cXZwSM1KgN3qQWvgndeQAEzy9YgfW/pCmvbiSAAuWdz8dxKZo2eeHj7Zi6k3KK6xMglAAsGf3cQgc4/9zj/avPQP0HQvahE1B0+RADgc/GlEQqsKYPK/ByBTcnrmlne1VADi2pM4TmcH7J3kI/jjpRH8yGjP8/ec+ge4ab9W67v3Lo6UJqftwtjaBEjwx9Ejj947+Dn1D4jHmUFdy8uK5fKkhgQAMZGGP4I/jtJLGZ9T/4A4B5buPZvjSAAm+Wr0j1PE8MrRRw/NgC4u/QPQtH9QU1EBUJcAVGp2fZCyyQ/r/BF3FeASzX+Asyr1uooEQJ3NA3uCqaxfZoc/dKKbcj5L/4B4jTp4P8WRAJzjq9Ebme+X0j/QidbOgElUCwC8mraEulrrv9Tt5CoAG0jH/3dbbEuK7vz61MlVAOkVYOkf4LatSlVFAoAeLO7Q8Y/uSWB/1eheqgRXzlGUA3xwvVCf6ue/H3TxomhvApR5/6Vdgj96897ZM41EYHFz64UdwWR6QNb9M/cPwNsEYKOq9701S/8UXtAfafKTHyFHlLLcD0C34ohEE1zGzt3fzjLvj3izeII/4J1KnSbAI5VqOh+IstEP6/0BAP2iCfC4BOBA5/ui9A8A0MLZiKStzC5Nf1oTEwAACYAzNC2xk2RElv0BAEACkDBNo+0fdmn8AwCQAKRiV0kjoAT+pRKNfwAAEoBUaNkLgNE/AIAEIEUapgAY/QMASABSrwCYD7yM/gEAJAAGyMY7jP4BAPAsATA5DSAH/jD6BwA3rJfLJABHWNb6l1s1WAFYLLHuHwCQDDn1cy6XyZMAHMPUSgCZemDXPwBAkgmAhgqAWtIIaKIM/y8O/AEAKOd8nXqlnG4wloSDE/8AwC2blapzfyfnE4C0+wAI/gDgnmq9ru39FDUkAEXNH9pKJd0/j/I/ACBpewcHBQ0JwPeaL1KafQDyZ2k6hRAAENOIu1ZT9X7ODw/3/Xt4sVYtrT4ARv8A4KYtegDs9CSlBOCnMgkAACB5P+/tfa0hAVhWXwFIoRFQSv+s/QcAN+0e6HrAvz02pqICoD4BkMCc9Nw85X8AIAFIy9ggGwGpCdCU/wEAaVna2s5rSAAKNlysJAO0VBgo/wOAmzQeBPTBhfPmKwBzuUzRhg8wyWkARv8AgDSdHx5WsQ+AsCIJSGoawOSpgwCAZK2VK6rez2A2E8vgO64EwOtpgJ/2SQAAAOkYzmaX4/h9vDq0XqYB4l4SuMLoHwCctlXRVQEoVQ9UJQBf2/JBxj0NQPkfANxWrek6COjCyHAs0+5Z3z5IKdfHeTbASpmbAwBctqZsFcDqfjmWM3jiSgDytnyQEvzjnLNnCgAAkKZfjY4uUwHo0WIpnr82J/8BgNs07gHw896engRgLpfJ2/SBxtUMuFLh5gAAl2nbAlj8x1u/imXlXZwVgKJNH2oczYCbVAAAwPEEoKbq/cS1B0DcCUDBpg/10V7/p/dtVLk5AMBl2pYAVmv1fFy/l7cJgOi3F4AeAABwvQKgawpgZCCeTYDiTgA2bPtg+1kSSPc/APhQAdBV6t0/qD3UmADkbftgJfj/sNvbJeD0PwAg+Kft7NBQbNX2OBOAZRs/4KVSb1WA3RoVAABwmcYVAGMDA7HF2tgSgLlcxsoEoNcqADsAAoDjFYCqvgrAt9cmVFYARN6XKkCJCgAAuJ0AVNRt9hJrjI07ASjY+CH3UgWgBwAAXE8AdFUA4lwBkEQC8NDWD/rBTuf7ArD8DwDcJicAausB2D+ofR/n70cFoE2n+wI8KZMAAIDTo/+qyr3eY42xsSYAtp0JcJjsDnjS+n4Z/UvPAADAXZsKlwA++vBirDE2idMAra4C/G0je+xxwRL8/1rM9rx5EADAkgqAsgRgKBvv/L8YTCgByNn6oUtw/9tmNjg3WA/eGmkP/sGxiQEAwLEEQNkUQKVWy8f9eyaRAHzvwocvo30O+wEA/0gDoMJdAGOPrUwBAACgePSfVGxNpKZ9vVBnlhwAYKWl7Z1gaWtb1Xt69OHF2ON1NqH3ShUAAGBnBUDfDoCJxNSkEoA8XyEAgI3WyuoOe0kkpiaVAHzPVwgAYBvZ/U+aAJVJJKZSAQAAILJeVnnUqz0VgOho4GW+SgAAm6ztq5v/X3704cVE4mk2wTdNFQAAQAVAaSxNMgH4mq8SAMAWMv+v7QTAJGMpFQAAAAK/5v8TTQDoAwAA2MSn+f+kKwBUAQAAVACUxtCkE4A/85UCAGgnh/8onP9PNIZSAQAAeG/Ns/n/xBOAuVymSBIAANDu2d6+uuD/6MOLRZsrAIJpAACAWrL1r8IKQOKxM40EYIGvFwBAK6Xl/8RjZ+IJQLQckOOBAQAqPdVX/i8kufwvzQqA+BNfMQCAygRgf0/bW0olZqaVADANAABQOfpXePxvKjEzlQSAaQAAgNYEQJlUyv9pVgAE0wAAAF0JgKfl/7QTAKYBAACqRv++lv9TTQCiaYA8XzkAgJYEQJl8WuX/tCsAgmkAAIBxMvL3ufxvIgGQ0kaRrx4AwOjoPwz+Ppf/U08AorMB6AUAAJhNAPSV/+eT3vvfdAVAMA0AADBGjv1VmACkHhtTTwDmcpl8+LLMVxAAwOi/YTkc/eedTwAin/EVBACY8GinpO0tGYmJphKAeb6CAIC0rZfLjSkAZYzERCMJQNQMSBIAAEjVjyV1S/9Sb/4zXQEQTAMAAFIjy/4e7+5qe1vGGuONJQBzuYwcDsQBQQCAdEb/+oJ/wUTzn4YKAFUAAEBqaP57Ucb03/56of7P8GWSryYAICnS/Pft6rqmt1QMR//nTb6BrIKLwMZAAIBEPWT0rzIBuBtwPgAAICEKd/4rRrHP7wSA8wEAAElSOPe/YGrpn7YKgLjNVxQAEDdZ+qew+19FzFORAMzlMssBGwMBAGImwV/Zsb+y8c8yCQBVAABAglj6Z0ECQBUAABAn2fVP2b7/+XD0r2YDvKyyz4slgQCAWChc+qeq0q0qAZjLZfKSIfG1BQD0Qzb+2apUtY3+VcW3rMLPjV4AAEBflrZ2iG22JQBUAQAA/Y7+18IfRv/2VQCoAgAAGP37mABEVYB5vsYAgG7IvD+jf7srAFQBAABdU9j5f0PrtVKbALAvAACgG7Lm/7GubX/nNa37t6kCQBUAANAx5v4dSgCiKsBdvtYAAAtH/8skAP1nUEW+3gCA4/yjuKnp7UjMuqH9mqlPAOZyGbmQn/H1BgAcReG6/8/C0b/6gWvWks9XpgGW+ZoDAA5TNvdfDCyZurYiAYiqADQEAgC0j/5v2DD6FxmbPujrhfpX4csUX3kAgPj76rqmBGA5DP6/teXaZS37rKkCAAAanu7taxv9z9p0/axKANgiGADQsri5pentqN3y15UKQKsKwLJAAPCYrPmXtf+M/j1KAKLNgVgWCACeqtbq2jr/b2vf9MeVCoAkAbcClgUCgJcelkqaRv8Si6zcsTZr8XfgBrcBAPg3+n+4o270b+W0dMbmLwLLAgHAL/eLm5r2/JfGv2u2Xsus5d8FabqgIRAAPLBVqWo78MfqSrTVCQANgQDgD2XL/qT0XyABMJsE3ApoCAQApynb9EdijvVH1Wcd+W7McnsAAKP/lNywtfHPuQSAHQIBwF1L2zualv0thMF/wYXrmnXoOyLNGDQEAoBDJPArWvZXDBxagu5MAhAdGcxUAAA4REr/svZfCSt3/DtOxrUvC3sDAIAb1svl4NvVdS1vx+o1/05XANqwNwAAOOCBssY/166vcwlAtDfAbW4dALCXNP7Jxj9KWL/m/ygZV788TAUAgJ2k8e+blVUtc/+FMPhfdfE6Zx3+DjEVAAAWUtb452xzubMJAFMBAGAfafyTXf+UcLL035Jx/cvEVAAA2EFG/VL6V7Lpj7Olf+crAG2YCgAACzwslTTt+Of8vjLOJwBMBQCAftLxv7S1reXtOF36b8n48uViKgAA9Pr76rqW0/6cL/17UwFow1QAACj0cKek6ahfb7aU9yYBiKYCbnCrAYAeMue/tE3p34SMb1+264X65+HLNLcdAJhXWC9qWfbn3F7/VABexlQAACgggV9J8PfyNFnvEoDo2OCPufUAwBxZ839/Y0PL27nh0jG/JACvTgLy4ctdbkEAMEOCv5LtfhfC4D/v42eQ9fXLFyYB0hBY4DYEgHQpKv3LqH/W188h6/n3kH4AAEiRstL/bDj69zYGeJ0AzOUyUgFgl0AASImi0r8s+cv7/Flk+DqyNBAA0iBlf1n2p4A3u/1RATiZTAUscxkAIBmKSv+sBCMB+EW0NHCWKwEAyVBU+p/1cckfCcCrk4B8QD8AAMROUdf/fBj8F/hESACOSgJuhS95rgQAxENR6V+avjkPhgTglWRuiKWBABADJaX/xjSvz0v+SAA6qwLQIAIAMXi8u6ul9H/Dp1P+SAD6SwLyAf0AANAzOeb3weaWhrcy7+tWvyQAvScBtwL6AQCgJ/8obmoo/TPvTwLQM/oBAKBLS9s7wVq5bPptMO9PAtBXFUC+ONe4EgDQma1KNVja2tbwVmaZ9ycB6DcJoIQEAB1QtOTvLuv9T8ZZAB26XqjfC19muBIAcLTFza3g4U7J9Ntgn38qALGTKgDlJAA4giz3UxD8mbYlAYhf23kBNJQAQBtFpf+PafojAUgqCSgEHBoEAC+QI34VLPmTzX7yfBokAEkmAdJYwiZBABCSsr+CJX+y2c9dPg0SgDSSgFvhCx2mALwmS/4Wze/2x0otEoDUzQY0BQLwlJT8pfRvWOPsFub9SQDSrgLQFAjAW9L0J/v9GybBf5lPgwTARBJAUyAA7yg55Y+mPxIA40kATYEAvCHz/gpO+aPpjwRATRJwK6ApEIDjWuv9DS/5o+mPBEAdmgIBOE1G/lIBMKix0x9NfyQA2qoAjW7UgKZAAA6SeX/5MYzgTwKgNglYDtiHGoBjlMz7c7wvCYD6JICVAQCcoWTeX473nefTIAGwIQmQLyodqgCsp2DefyEM/jT9kQBYlQTIF5aVAQCspWDen4oqCYC1WBkAwEoK5v3Z5pcEwOoqACsDAFintc+/4Xn/a2zzSwJgexIgX+BrJAEAbKFgn386/kkAnEkC2LkKgBUe7pRM7/N/m45/EgDXkoB5kgAAmq2Xy8Gi2Xl/2eP/Fp9EOjJcgnRdL9TvhS8zXAkAmsh8/389e2Zy3r8QBv+rfBJUAFyuBMjKgDxXAoAm366tGQ3+AbuokgB44uOA5YEAlFg0u9mPNEjPstwvfUwBGHK9UJ8IX/4Z/kxwNQCYIhv93C9umgz+1+j4pwLglWiPAJYHAjBGwWY/Nwj+JAC+JgHyxf+YKwEgbQo2+5lluR8JgO9JQD5gr2sAKZPgb3Czn3mCPwkAgud7BNzmSgBIgzT9rZXLJoM/gx4SALQlAbfkxuBKAEiSNP3Jbn+GsCsqCQCOSQIkK+YIYQCJMNz011jrz3I/EgAcjyOEAcTOcNMfR/uSAKCDKkBreSBJAID4ht/mmv5aa/2X+RR0YSMgpa4X6pPhy3cBGwUB6JM0/Rmc97/KWn8qAOiuErAcsFEQgD4ZbvqbJfiTAKC3JKBAEgCgV9L0Z3CbXzb6IQFADEkAy2YAdEWa/eSEP0PuEvz1owfAEtcL9Znw5R5XAkCnwd/QCX9s9EMFADFXAiSb5qYCcKIH5o73JfhTAUCClYA74cunXAkAR1na3gmWtrZN/NGFMPhf5ROgAoDkKgHSDzDPlQBw2NO9fWPBP2g2LIMEAAknAbMkAQDaNTr+NzaMBX92+bMPUwAWu16ofx6+THMlAL9J0983K6smdvpbDpob/RD8qQAgZZwbABD8Gx3/BoI/+/uTAMAUzg0AYKjjv7W/P88eEgCQBABIm3T8y1a/BH+QAJAEcEMCnpDAb6Djn+BPAgClScBswLkBgPOk5C+lfwNuEPxJAKAzCeDwIMBx0uwnTX/S/JcyDvchAQBJAAATJOgX1osEf5AAgCQA8IkEfwMd/wR/EgCQBAAw5X5xM1grlwn+IAEASQDgi4c7JRPL/W4T/N3GVsAeuF6oy3bBn3MlAPtI4JfRf8o41pcKABypBCwEzSWCACxiaLkfwZ8EAI4lAfMkAYA9DC33I/iTAIAkAIAphpb7EfxJAEASAMAkGfmnvNyP4E8CAJIAACZJwx/BHyQAIAkAPLK4uZX2cj+CPwkASAIAmCSBX9b7E/xBAgCSAMATT/f2017rT/AHCQBIAgCTZL7//sYGwR8kACAJAHxhYK0/wR8kACAJAEwysNaf4I8XcBYAXnK9UJ8JX+5xJYDkgn/Ka/0J/qACACoBgGmyvz/BH1QAQCUA8Ih0+6e41p/gDyoAoBIAmCbr/An+IAEASQDgEQn8i+kd7UvwBwkASAIA01Le6IfgDxIAkAQApqW80Q/BHx2jCRBduV6oTwfNxsAJrgZwcvBPcaMfgj9IAJB4EpALX74iCQCOJ0H/m5XVxm5/BH9oxBQAujaXyxTCl2v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"path": "emoji_u1fa75.png"
} | Generate code for a svg of a light blue heart | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M93.99,8.97c-21.91,0-29.96,22.39-29.96,22.39S56.09,8.97,34.03,8.97 c-16.58,0-35.48,13.14-28.5,43.01c6.98,29.87,58.56,67.08,58.56,67.08s51.39-37.21,58.38-67.08C129.45,22.11,111.91,8.97,93.99,8.97 z" style="fill:#64D0FF;"/>
<path d="M30.65,11.2c17.2,0,25.74,18.49,28.5,25.98c0.39,1.07,1.88,1.1,2.33,0.06L64,31.35 C60.45,20.01,50.69,8.97,34.03,8.97c-6.9,0-14.19,2.28-19.86,7.09C19.18,12.77,25.05,11.2,30.65,11.2z" style="fill:#1EB7E8;"/>
<path d="M93.99,8.97c-5.29,0-9.77,1.54-13.53,3.85c2.64-1.02,5.56-1.62,8.8-1.62 c16.21,0,30.72,12.29,24.17,40.7c-5.62,24.39-38.46,53.98-48.49,65.27c-0.64,0.72-0.86,1.88-0.86,1.88s51.39-37.21,58.38-67.08 C129.45,22.11,110.57,8.97,93.99,8.97z" style="fill:#1EB7E8;"/>
<path d="M17.04,24.82c3.75-4.68,10.45-8.55,16.13-4.09c3.07,2.41,1.73,7.35-1.02,9.43 c-4,3.04-7.48,4.87-9.92,9.63c-1.46,2.86-2.34,5.99-2.79,9.18c-0.18,1.26-1.83,1.57-2.45,0.46C12.77,41.95,11.57,31.65,17.04,24.82 z" style="fill:#B3E5FC;"/>
<path d="M77.16,34.66c-1.76,0-3-1.7-2.36-3.34c1.19-3.02,2.73-5.94,4.58-8.54c2.74-3.84,7.95-6.08,11.25-3.75 c3.38,2.38,2.94,7.14,0.57,9.44C86.11,33.4,79.69,34.66,77.16,34.66z" style="fill:#B3E5FC;"/>
</svg> | |
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",
"path": "90e200b972ef1d6a79ba5a260f10502c8f54aa859aeff9632373083c4d0f9e56.png"
} | Generate code for a svg of a a green and white sign with a shoe in the middle | <svg width="62px" height="62px" viewBox="0 0 62 62" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="Symbols" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="HealthIndexIcons/Active/Shoo" transform="translate(1.000000, 1.000000)">
<g id="ShooIcon">
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"path": null
} | Generate code for a svg of a clock with half of its face visible, along with two globes. One globe has an arrow pointing towards it, while the other has a line directed at it, symbolizing market and economic analysis. | <?xml version="1.0" encoding="iso-8859-1"?>
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<g>
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{
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"path": null
} | Generate code for a svg of a a dark expanse of space filled with bright pinpricks of light. | <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="#020101" d="M0 0h96v96H0z"/><path fill="#e6cb8f" d="M19 22q5 0 6 5-2 8-8 3-1-5 2-8"/><path fill="#edd79c" d="M74 22q8-1 3 5-6 0-3-5"/><path fill="#9e3d42" d="M22 51q2-1 3 1-3 1-3-1"/><path fill="#e2c389" d="M72 64q4 0 4 6-8 0-4-6"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a shiny metal watering can beside a flower bed. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfc" d="M0 0h96v96H0z"/><path fill="#dbb0bc" d="M47 46q0-2-2-2 0-7 4-2l-1 1 2-1q3 7-3 4"/><path fill="#de7b49" d="M45 44q2 0 2 2l-3-1z"/><path fill="#727288" d="m61 49-2 5q-3 2-5-1 6-1 5-7 0-6-6-7 3-1 6 2z"/><path fill="#666984" d="M75 51q-3 3-2 9-2-4-1-9-5-1-8 1h-1l-1-3 6-7v8l3-11 1-2z"/><path fill="#a8b2c0" d="m71 39-3 11v-8q0-3 3-3"/><path fill="#a0bda6" d="M44 53q-1 3-3 1v-3z"/><path fill="#608e74" d="M37 58h-1v-4z"/><path fill="#b27c86" d="M36 58q2-1 3 2h-3l-3-1z"/><path fill="#2a3e3d" d="M45 53q4 5 1 12v-6l-4 7 1 2q-3 3-5 1l6-9z"/><path fill="#607c8c" d="M52 53q-3 0 0 2l-2 1 1 1-1 4 2 2-3 1q-2 2-1 3l-1 1q-2-1-1-3 3-7-1-12v-5q1 8 4 1z"/><path fill="#9ca791" d="M17 55q3 1 2 5l-3-3z"/><path fill="#495e73" d="M52 53h2q2 3 5 1l-3 11q-3 0-4 2l-2-2-2 2q-1-1 1-3l3-1q-1-3 1-5l-2-1-1-1 2-1q-3-2 0-2"/><path fill="#d7deeb" d="M65 52h4v21h-5z"/><path fill="#87b088" d="m32 61-1 3-3-6h2z"/><path fill="#b3c5ba" d="m34 59 3 1-2 6-1-1-1-4q-3-3 1-2"/><path fill="#b1c9cf" d="m51 57 2 1q-2 2-1 5l-2-2z"/><path fill="#4b4e72" d="M64 52q3-2 8-1-1 5 1 9l1 13h-5V52z"/><path fill="#cfd6e3" d="m75 51 3 17q-2 2-1 5h-3l-1-13q-1-6 2-9"/><path fill="#376852" d="m44 53-1 7-6 9-3-3 2-6h3l1-6q2 2 3-1"/><path fill="#c9d0c6" d="m25 65-1 4q-3-5-2 1v1l-2-3q1-3-1-5l2-4q3 1 1 4z"/><path fill="#8099a5" d="m61 49 1 3q-4 9-3 21l-5-1q-1-4 1-7l3-11z"/><path fill="#d5dbe7" d="m63 52-4 21q-1-12 3-21"/><path fill="#749281" d="m27 68-5 2q-1-6 2-1l1-4q-1-3 1-1z"/><path fill="#666e90" d="m64 52-1 21h13q-1-3 1-5v2l1 3-3 3q-11 1-20-1l-1-3 5 1z"/><path fill="#406f58" d="m20 68 2 3-1 2q-3 0-3 3l-2-9q0-3 1 1 2-4 3 0"/><path fill="#3d6551" d="m32 61 1 4h-2l2 4q-4 0 0 3l-2 1-3-1q0-5 2-8z"/><path fill="#406e58" d="M46 65q-1 2 1 3l1-1 2-2 2 2q1-2 4-2-2 3-1 7l1 3-1 1-6-3-2 1-4-6-1-2 4-7z"/><path fill="#457562" d="m17 76-1 1-3-6q0-3 2 0z"/><path fill="#29493c" d="m27 68 2 4-4 5-4-4 1-2v-1z"/><path fill="#293a37" d="m34 69 1 4 1-2 4 2q-2 2-1 5-3-8-5 1-5-3-2-6l2-1q-4-3 0-3"/><path fill="#96b7aa" d="m83 76-4-3-1-3 3-3 6 4z"/><path fill="#251d36" d="m29 72 3 1q-3 3 2 6 2-9 5-1 2 8 5 0l2 1 9-3 1-1q9 2 20 1l3-3 4 3-7 2q-6-1-10 3l-20 5-36-7 4-1 1-1h1l1-1h1q0-3 3-3l4 4z"/><path fill="#528e71" d="m15 77-1 1q-6-1-4-6 3 0 5 5"/><path fill="#191a23" d="m34 65 3 3q2 2 5-1l4 6 2-1 6 3-9 3-2-1-1-6-3 1-4-2-1 2-1-4-2-4z"/><path fill="#3f684b" d="M44 78q-3 8-5 0-1-3 1-5l3-1z"/><path fill="#574760" d="m76 78-10 3q4-4 10-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a wooden sign marking a quiet trail. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfbfa" d="M0 0h96v58l-6 6q-6-3-12-1-5 3-5 8l-5 4q-4-1-6-4-1 4-4 1h-5l-3 2q-1-6-4-1-4-1-1-3-4-4-4 3l-1-4h-5q2-4 6-4l6 2q3-7 8-2l8-2 6-11-4-4v-6l-1 4-1-4-1-2-30-1q-4 4-5 10 0 3 3 5l-1 2 2 8H12L0 59z"/><path fill="#f7f5f2" d="M37 40q-3 8 0 15l1 2 7 1 17-3 1-9v-4l1 4 1-4v6l4 4-6 11-8 2q-5-5-8 2l-6-2q-4 0-6 4h5l1 4q0-7 4-3-3 2 1 3 3-5 4 1l3-2h5q3 3 4-1 2 3 6 4l5-4q0-5 5-8 6-2 12 1l6-6v18l-3 2h-4q-1-3-4-4l1 2-5-1-5 2 1 2q-6 0-12 4 15 4 31 11v2H67l-1-4-11-9q0-3 3-3-11-4-20 0l-1-2H23q-5-3-8-2 0-3-3-4l1 4-3-1-2-5q1-3-2-3-2 2-1 6H0V59l12 5h19l-2-8 1-2q-3-2-3-5 1-6 5-10 2-1 5 1"/><path fill="#b57141" d="m37 40 26 2v4q-2 3-1 8-12-1-23 2l-2-1q-3-7 0-15"/><path fill="#32251a" d="M45 45q2 1 2 5h-3q-1-3 1-5"/><path fill="#d5ae93" d="m63 46-1 9-17 3-7-1-1-2 2 1q11-3 23-2-1-5 1-8"/><path fill="#c9c6c3" d="m10 75-2-3-3 2v-1q-1-4 1-6 3 0 2 3z"/><path fill="#8e8b85" d="M15 76h-2l-1-4q3 1 3 4"/><path fill="#c5c1bd" d="m89 78-12 1-1-2 5-2 5 1-1-2q3 1 4 4"/><path fill="#d89c74" d="M67 96H8q0-2 3-2l3-2 1-1q5-4 12-5 3-6 11-6 9-4 20 0-3 0-3 3l11 9z"/><path fill="#3b3025" d="M96 76v6q-3 0-3 2-3-5-3 1 0-3-2-3l2 5q3-2 4 2l2-2v7q-16-7-31-11 6-4 12-4l16-1z"/><path fill="#6e5339" d="m14 92-3 2-1-2 2-15 3 3-3 9z"/><path fill="#5c422c" d="M96 82v5l-2 2q-1-4-4-2l-2-5q2 0 2 3 0-6 3-1 0-2 3-2"/><path fill="#30271e" d="M23 78h14l1 2q-8 0-11 6-7 1-12 5-4-2 1-5-2-2 1-2h5l-2-2v-4z"/><path fill="#3f2f21" d="m10 75 3 1h2q3-1 8 2h-3v4l2 2h-5q-3 0-1 2-5 3-1 5l-1 1-2-3 3-9-3-3-2 15 1 2q-3 0-3 2H0V73h5v1l3-2z"/><path fill="#715036" d="M5 80q2 6 1 13l-4-6 3-1z"/></svg> | |
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",
"path": "e11b5efdc1aaff38b610532315fbe281ad7908353a3d46f4713f8d3d3509e318.png"
} | Generate code for a svg of a a picture of a picture of a rectangle with a line of rectangle | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" id="svg-root" width="100%" height="100%" baseProfile="basic" version="1.1" viewBox="0 0 480 360"><d:SVGTestCase xmlns:d="http://www.w3.org/2000/02/svg/testsuite/description/" author="Haroon Sheikh" reviewer="SVGWG" status="accepted" template-version="1.4" testname="$RCSfile: pservers-grad-07-b.svg,v $" version="$Revision: 1.8 $"><d:testDescription xmlns="http://www.w3.org/1999/xhtml" href="http://www.w3.org/TR/SVG11/pservers.html#Gradients"><p>Test that the viewer has basic capability to handle linear gradients on fills and stroke of objects and text.</p><p>This test uses the following elements : <linearGradient>, <stop> and the following properties : stop-color, fill:url(# ), stroke(url# )</p><p>Both elements in this test use the same simple gradient. It is a linear gradient from blue (left) to lime (right). From top-down the appearance of objects is as follows.</p><p>The top rectangle should be filled with the gradient.</p><p>The next rectangle has no fill, but has a thick stroke on which the gradient is applied.</p></d:testDescription><d:operatorScript xmlns="http://www.w3.org/1999/xhtml"><p>Run the test. No interaction required.</p></d:operatorScript><d:passCriteria xmlns="http://www.w3.org/1999/xhtml"><p>The test passes if the rendering matches the reference image, apart from any differences in font choice due to CSS2 rules. Specifically:</p><ul><li>The top rectangle is filled with a gradient from blue on the left to lime on the right.</li><li>The bottom rectangle is unfilled and stroked with a thick stroke using a gradient from blue on the left to lime on the right.</li></ul></d:passCriteria></d:SVGTestCase><title id="test-title">$RCSfile: pservers-grad-07-b.svg,v $</title><defs><font-face font-family="SVGFreeSansASCII" unicode-range="U+0-7F"><font-face-src><font-face-uri xlink:href="../resources/SVGFreeSans.svg#ascii"/></font-face-src></font-face></defs><g id="test-body-content" font-family="SVGFreeSansASCII,sans-serif" font-size="18"><g transform="scale(1, 1.5)"><linearGradient id="Gradient" x1="10" x2="440" y1="10" y2="10" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#00f"/><stop offset="1" stop-color="#0f0"/></linearGradient><rect width="430" height="60" x="10" y="10" fill="url(#Gradient)"/><text x="10" y="90" font-size="24">Linear gradient filled rectangle</text><rect width="400" height="30" x="25" y="110" fill="none" stroke="url(#Gradient)" stroke-width="20"/><text x="10" y="170" font-size="24">Linear gradient on stroke of rectangle</text></g></g><g font-family="SVGFreeSansASCII,sans-serif" font-size="32"><text id="revision" x="10" y="340" fill="#000" stroke="none">$Revision: 1.8 $</text></g><rect id="test-frame" width="478" height="358" x="1" y="1" fill="none" stroke="#000"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bright orange marigold in a small ceramic pot. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfc" d="M0 0h96v96H0z"/><path fill="#fc921a" d="M53 44q-3-3-3 0l-2 1h-1q-3-3-6-1-9-8 1-13l7-2q9 1 11 10l-3 1q0 4-4 4"/><path fill="#ef691a" d="m50 34-4 3h4l4-2v4l-7 1-6-4 5-1-1-1z"/><path fill="#946c4a" d="M50 44q0-3 3 0v1h-1z"/><path fill="#60a063" d="m44 49-3-3q2-1 3 3"/><path fill="#75bd81" d="M62 45h2q-3 1-3 4h-3z"/><path fill="#d9e5d6" d="m50 44 2 1-4 8v-8z"/><path fill="#73a47b" d="M52 45q-3 5 2 2-1 2 2 2l-4 3 4 2h-9v-1z"/><path fill="#84bd92" d="m42 51-2 2-4-3-2-4q5 0 8 5"/><path fill="#298244" d="M57 52q1-2 4-1l-1 3q-1-2-3-2"/><path fill="#619c67" d="M47 45v8l-6-1 3-1-1-2 2 2z"/><path fill="#142d2d" d="m42 51 6 1v1H38q0-2 2-1z"/><path fill="#fd9314" d="m38 54 16 1q-1 1 1 4l1-5 2 1 3 9-5 10-18-1q-4-4-5-9z"/><path fill="#d29e5f" d="M39 54h18l-1 5q-2-3-1-4z"/><path fill="#edd7be" d="m39 73 18 1-1 2H35l-1-1z"/></svg> | |
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"path": "emoji_u1f9ce_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman kneeling: 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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</svg> | |
I draw images of glowing green eyes, which are mysterious and enigmatic. The eyes are formed by curves, shapes, and positioning, creating a sense of depth and intrigue. The details are detailed and intricate, with a focus on the subtle nuances of the eyes' form and the way they appear in the light. The overall impression is one of a creature that is both alluring and unsettling, hinting at a hidden power or a mysterious past. | {
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} | Generate code for a svg of a glowing green eyes of a mysterious beast lurking in the 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="#000201" d="M0 0h96v96H0z"/><path fill="#031508" d="m73 21-2 4-4 2-10 16 1 2v1q-5 3-5 11h3l-2 6h-3q0-3 3-3l-2-1q-7 1-5 8l-8-1-2-1 4-12q0-6-4-8l-2-4-7-6-1-8-2-1-2-5 17-7q15-3 29 7z"/><path fill="#1e9c21" d="M78 31h-1l-6-6 2-4 3-6q1-3 2 0z"/><path fill="#23a924" d="m23 21 2 5q-3 3-7 3V14z"/><path fill="#0f861c" d="m71 25 6 6-3 7-2-3-2 2q-1-1-3 1l-1 6-2-4 2-4 1-9z"/><path fill="#13891c" d="m25 26 2 1 1 8 7 6q-2 0-2 3-3-6-3 0-3-3 1-5l-6-2-1-1-4 2-2-9q4 0 7-3"/><path fill="#083311" d="m67 27-1 9-2 4-1 4-2-2-3 3-1-2z"/><path fill="#043911" d="M77 31v7l-7 13-3 1-1-3 3-7v-5l2-2 2 3z"/><path fill="#2fd819" d="m35 41 2 4-3 2-4-3q0-6 3 0 0-3 2-3"/><path fill="#1dba19" d="m64 40 2 4-2 3h-6v-2l3-3 2 2z"/><path fill="#043811" d="M18 15v14l2 9 4-2 1 1q0 11 12 12l-3 1-2 6q-3-4-7-6-8-6-8-16-1-10 1-19"/><path fill="#06170b" d="M17 34q0 10 8 16 4 2 7 6l2-6 3-1q-12-1-12-12l6 2q-4 2-1 5l4 3q3-1 5 3l-4 2v5q3 2 0 5l-10-9-2 4-7-7q-1-9 1-16"/><path fill="#0c4315" d="M37 45q4 2 4 8l-2-3q-2-4-5-3z"/><path fill="#0a4a19" d="M77 51q2 0 3 3l2 12-6 18-13-1q-3-11 2-19z"/><path fill="#0a4b19" d="m16 50 7 7 6 9v16l-6 2-6-1-2-2q-2-16 1-31"/><path fill="#092811" d="M70 37v5l-3 7 1 3 3-1-8 9-1-2-7 6q2 1 4-1 0 3-3 4-6 2-7-4h5l2-6h-3q0-8 5-11v1l-3 6q3 10 8 1l-1-1-2 3 2-6h-4q2-3 6-3l2-3 1-6q2-2 3-1"/><path fill="#040a06" d="M58 47h6q-4 0-6 3h4l-2 6 2-3 1 1q-5 9-8-1z"/><path fill="#788e39" d="M52 69q2 0 1 2z"/></svg> |
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} | Generate code for a svg of an orange star icon depicted against a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": "d8fd99a8716c36f230bbcc350b84c0448a218289d3aaf917d6b707187732b51b.png"
} | Generate code for a svg of a a close up of a black and white picture of a triangle | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16"><path d="M15 4H1c-.6 0-1 .4-1 1v6c0 .6.4 1 1 1h14c.6 0 1-.4 1-1V5c0-.6-.4-1-1-1zm-3 5l-2-2h4l-2 2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green racing motorcycle zooming on the track. | <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="#f7f7f6" d="M0 0h96v56q-18-2-35-1l-1-5 1-2v-8q-1-3-1 0h-1l-8-5 2 5h-1q-4-3-6 1h-3v-3q4-1 1-1h-8q-4 0 0 2 3 3-2 6-6 0-5 6v1q-15-2-29-1z"/><path fill="#4f6849" d="M59 40q-3-3-3 0l-3-1-2-5z"/><path fill="#25401a" d="m52 40 2 4-4-1v2q-2-1-1-3l-3-1q2-4 6-1"/><path fill="#e1e2e3" d="M59 41v3q-4 0-3-3 0-3 3 0"/><path fill="#1a6a13" d="m46 41 3 1q-1 2 1 3h2q-4 1-6 4-1-3 2-5-3-3-5 0-4-2-3-5h-4q-4-2 0-2h8q3 0-1 1v3z"/><path fill="#7cb06c" d="m61 47-1-7q0-3 1 0z"/><path fill="#42c220" d="m59 40 1 7v1l-2-4z"/><path fill="#367926" d="m52 40 3 1q-1 3 3 3l2 4-1 2-3 5q-1-3 1-5v-3l-4-3z"/><path fill="#1d2a19" d="M36 39h4q-1 3 3 5l1 4q-8 0-1 5 0-3 3-4 2-3 6-4h-2v-2l4 1 4 3v2q-3-2-6-1l-2 4-1 1-4 2-7-3q-2 0-2 2-2-1-2 1-5 0-5-3v-1q4 4 8-2-3 0-4 3l-3-3q1-3 4-4 5-3 2-6"/><path fill="#148f07" d="M46 49q-3 1-3 4-7-5 1-5l-1-4q2-3 5 0-3 2-2 5"/><path fill="#33c125" d="M58 49q-3-1-5 1l-3 2v-1l2-4q3-1 6 1"/><path fill="#2b791a" d="M34 45q-3 1-4 4l3 3q1-3 4-3-4 6-8 2-1-6 5-6"/><path fill="#b0c7b8" d="M49 53v3l-13-3q0-2 2-2l7 3z"/><path fill="#36852a" d="m53 51 3 1-1 3q-2-2-2 0 5 5-2 3-2-2 1-2l-3-2v-1l1-1v1z"/><path fill="#37b135" d="M0 51q14-1 29 1 0 3 5 3l1 3q-10-2-19-1-9-2-16-1z"/><path fill="#0d590d" d="m36 54 13 3v3l-14-2-1-3q0-2 2-1"/><path fill="#42cf37" d="M61 55q17-1 35 1v7q-16-1 0 3v2l-9-2-2-2 1-1h-8l-19-4z"/><path fill="#1a2718" d="M58 50q-2 2-1 5l3-5 1 5-2 4q-6 3-10 1v-6l3 2q-3 0-1 2 7 2 2-3 0-2 2 0l1-3-3-1q2-2 5-1"/><path fill="#f4fbf2" d="M96 63v3q-16-4 0-3"/><path fill="#b2bbb8" d="M16 57q9-1 19 1l14 2q4 2 10-1l19 4-3 1 1 1-2 2-14-1q3 1 0 2l12 5-17-5L4 57z"/><path fill="#9eaea9" d="M0 56q7-1 16 1H4q6 3 15 3l-6-2q5-1 10 3l37 7q3-1 0-2l14 1 4 2 2 6 5 3q-3 0 0 1l11 6v11H81L27 72 0 65z"/><path fill="#98c894" d="M81 63h5l-1 1 2 2h-4l2 2-1 1q-4-2-1-5z"/><path fill="#f2fbf0" d="m87 66 9 2v2l-11-2-2-2z"/><path fill="#cdd9cd" d="M78 63h3l2 1q-3 3 1 5l12 2v1l-16-2 16 4v3l-14-4q-2 0-2 2l-2-6-4-2 2-2-1-1z"/><path fill="#0d271a" d="M0 65a271 271 0 0181 31H0z"/><path fill="#78e86e" d="m84 69 1-1 11 2v1z"/><path fill="#76e26b" d="M96 72v2l-16-4z"/><path fill="#67e455" d="M96 77v4l-11-3-5-3q0-2 2-2z"/><path fill="#f4f7f4" d="m85 78 11 3v4l-11-6q-3-1 0-1"/></svg> | |
{
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"path": "emoji_u1faf7.png"
} | Generate code for a svg of a leftwards pushing hand | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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} | Generate code for a svg of a red roses in clear glass vases by the window. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfa" d="M0 0h96v72l-28-1-2-3-1 3-7 1H37v4h21l1 1 4 1 4-2h29v20H0V76q12-1 26 1 5 3 11 0l-9-1-2-4H0z"/><path fill="#c6514b" d="m26 27-6 1-3-1q3-4 8-6z"/><path fill="#c44641" d="M62 29h-4q-3-4-6-5 6-10 14-1-3 2-4 6"/><path fill="#4a8250" d="m33 26-1 6q-4-2-3-5 2 0 2 3z"/><path fill="#ccd5c8" d="M36 29v3q-3 0-3 3-1-4 3-6"/><path fill="#82a18d" d="M58 29h4v5q1-3 4-1l-4 2v4q2-1 3 1-3 0-3 5z"/><path fill="#96a99b" d="M26 27q0 5 5 10l-2 4-1-6q-5 2-8-1 2-2 5-1l-1-3-4-2z"/><path fill="#e3e5e0" d="m36 34 2 2-5 5q0-5 3-7"/><path fill="#be4a41" d="m39 38-1-2-2-2v-5l-3-4-2-4 3-1 8 4 6 10-5 2v3z"/><path fill="#3e6849" d="m38 36 1 2q0 2-2 1l-1 2h-3z"/><path fill="#265e3d" d="m65 40-1 4-2 1q0-5 3-5"/><path fill="#b8c3ba" d="M33 41h3v3h5q-1 3 1 7l-6 1 4-3h-5q-3-3-2-6-3-2 0-2"/><path fill="#50745d" d="m33 25 3 4q-4 2-3 6 0-3 3-3v2q-3 2-3 7-3 0 0 2l-2 7-3 8z"/><path fill="#8ca28a" d="M33 43q-1 3 2 6h5l-4 3-2 2h-1z"/><path fill="#5c885d" d="M33 54v9q-2-4-1-7z"/><path fill="#bac9b8" d="M33 54v2q-5 2-7 8-1-4 2-6l3-8z"/><path fill="#94a989" d="m64 44 3 14q-1 5-6 4l1-13-2 6h-1l3-10z"/><path fill="#aaaea5" d="M29 68h5v4q-8 5-5-4"/><path fill="#d9d5d4" d="M96 72H67v3l-4 2-4-1-1-1v-4l7-1 1-3 2 3z"/><path fill="#b3bbbb" d="M0 72h26l2 4 9 1q-6 3-11 0-14-2-26-1z"/><path fill="#adb5b6" d="M96 73v3H67v-3z"/><path fill="#b8bdbd" d="M58 72v4H37v-4z"/></svg> | |
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"path": "emoji_u1f46e_200d_2640.png"
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"bytes": "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",
"path": "6e0e9409de885f34864d86b277c0faef74051ecbd4304ddd299702bea3cc0340.png"
} | Generate code for a svg of a the facebook logo is shown here | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 24 24" enable-background="new 0 0 24 24" xml:space="preserve">
<g>
<path fill="#333333" d="M18.1,3.8h-2.2c-1.7,0-2.1,0.8-2.1,2v2.7H18l-0.6,4.2h-3.6v10.7H9.5V12.7H5.9V8.5h3.6V5.4
c0-3.6,2.2-5.5,5.4-5.5c1.5,0,2.8,0.1,3.2,0.2V3.8z"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "cc099fe9f4d2d53301064ae7b6f27f4442925a1d4767b77d3fa64e68d40ebd05.png"
} | Generate code for a svg of a a black and white photo of a camera with a lens | <svg width="20" height="20" viewBox="0 0 20 20" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M2.5 5C2.22386 5 2 5.22386 2 5.5C2 5.77614 2.22386 6 2.5 6H17.5C17.7761 6 18 5.77614 18 5.5C18 5.22386 17.7761 5 17.5 5H2.5ZM2.5 10C2.22386 10 2 10.2239 2 10.5C2 10.7761 2.22386 11 2.5 11H12.6954C13.0907 10.6834 13.5379 10.4354 14.0183 10.2678C14.0327 10.1761 14.0554 10.0865 14.0859 10H2.5ZM10.3604 15.4751C10.2395 15.3339 10.1469 15.1726 10.0858 15H2.5C2.22386 15 2 15.2239 2 15.5C2 15.7761 2.22386 16 2.5 16H11.2747L11.2683 15.9818C10.9149 15.9266 10.5929 15.7469 10.3604 15.4751ZM15.5 15.5C15.6978 15.5 15.8911 15.4414 16.0556 15.3315C16.22 15.2216 16.3482 15.0654 16.4239 14.8827C16.4996 14.7 16.5194 14.4989 16.4808 14.3049C16.4422 14.1109 16.347 13.9327 16.2071 13.7929C16.0673 13.653 15.8891 13.5578 15.6951 13.5192C15.5011 13.4806 15.3 13.5004 15.1173 13.5761C14.9346 13.6518 14.7784 13.78 14.6685 13.9444C14.5586 14.1089 14.5 14.3022 14.5 14.5C14.5 14.7652 14.6054 15.0196 14.7929 15.2071C14.9804 15.3946 15.2348 15.5 15.5 15.5ZM19.5 14H18.949C18.8409 13.2563 18.4954 12.5674 17.964 12.036C17.4326 11.5046 16.7437 11.1591 16 11.051V10.5C16 10.3674 15.9473 10.2402 15.8536 10.1464C15.7598 10.0527 15.6326 10 15.5 10C15.3674 10 15.2402 10.0527 15.1464 10.1464C15.0527 10.2402 15 10.3674 15 10.5V11.051C14.2563 11.1591 13.5674 11.5046 13.036 12.036C12.5046 12.5674 12.1591 13.2563 12.051 14H11.5C11.3674 14 11.2402 14.0527 11.1464 14.1464C11.0527 14.2402 11 14.3674 11 14.5C11 14.6326 11.0527 14.7598 11.1464 14.8536C11.2402 14.9473 11.3674 15 11.5 15H12.051C12.1591 15.7437 12.5046 16.4326 13.036 16.964C13.5674 17.4954 14.2563 17.8409 15 17.949V18.5C15 18.6326 15.0527 18.7598 15.1464 18.8536C15.2402 18.9473 15.3674 19 15.5 19C15.6326 19 15.7598 18.9473 15.8536 18.8536C15.9473 18.7598 16 18.6326 16 18.5V17.949C16.7437 17.8409 17.4326 17.4954 17.964 16.964C18.4954 16.4326 18.8409 15.7437 18.949 15H19.5C19.6326 15 19.7598 14.9473 19.8536 14.8536C19.9473 14.7598 20 14.6326 20 14.5C20 14.3674 19.9473 14.2402 19.8536 14.1464C19.7598 14.0527 19.6326 14 19.5 14ZM17.268 16.268C16.8591 16.677 16.321 16.9316 15.7454 16.9884C15.1698 17.0452 14.5923 16.9006 14.1114 16.5793C13.6304 16.2581 13.2757 15.78 13.1078 15.2265C12.9398 14.6731 12.9689 14.0785 13.1901 13.5441C13.4114 13.0097 13.8111 12.5686 14.3211 12.2959C14.8312 12.0231 15.42 11.9357 15.9873 12.0484C16.5546 12.1612 17.0652 12.4671 17.4322 12.9141C17.7992 13.3612 17.9999 13.9216 18 14.5C18.0001 14.8283 17.9354 15.1535 17.8099 15.4568C17.6843 15.7602 17.5001 16.0358 17.268 16.268Z" fill="#212121"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the hiss of steam coming from factory pipes. | <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="#efefde" d="M0 0h96v96H0z"/><path fill="#f9f8f0" d="M44 55v2l-3-5q-1-6 2-9l2-2q0-12 11-9l-1-2h-6q2-16 18-13 15 8 8 24l-5 4q-9 0-16 5l-11 2q-1 2 1 3"/><path fill="#ea935e" d="M39 34h4v9q-3 3-2 9l-1 3-1-2z"/><path fill="#e2b18d" d="M39 34v19l-2-1z"/><path fill="#df8b5a" d="M55 52v11z"/><path fill="#a9aa9f" d="M10 59q1-3 4-1-2 3-1 7l-3-1z"/><path fill="#e58555" d="M44 57v-2q-1-2 1-2l3 17-6-2z"/><path fill="#e3be9f" d="M16 64q10-3 7 8v-6h-5l-1 3q-2-3-1-5"/></svg> | |
{
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Okay, here's a concise summary of my thoughts on drawing a freshly picked lavender bunch:I'm drawn to the visual appeal of a freshly picked lavender. The delicate, fragrant scent is immediately captivating, and the arrangement of the bunch creates a sense of freshness and tranquility. The curve and shape of the lavender stems, combined with the string, adds a touch of elegance and a subtle, organic element. The overall impression is one of a beautifully arranged and thoughtfully chosen arrangement, suggesting a peaceful and serene scene. | {
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} | Generate code for a svg of a a freshly picked bunch of lavender tied with string. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfd" d="M0 0h96v96H0z"/><path fill="#b7abc6" d="m36 18 1 3q1-3 2 0l-2 2q-2-3-1-5"/><path fill="#6f5d91" d="M44 37h-2q-5-8-5-14l2-2q-1-3-2 0l-1-3q-1-3 1-5l1 1 4 11z"/><path fill="#6a5a8e" d="M33 34h-2l-7-17 1-1 5 4q0 6 4 11z"/><path fill="#c0b4cc" d="m48 29-2 5-1-1z"/><path fill="#68588e" d="m50 37-1 3-1-1-1-5 2-5h-1q-1-7 3-11l1 3q-3 6 0 11z"/><path fill="#b5baaa" d="M31 34h2z"/><path fill="#6d608e" d="m56 46-3-2q1-8 7-13z"/><path fill="#746d7c" d="M42 37h2l-2 4q-3-3 0-4"/><path fill="#9c98a8" d="M50 37v5q-1-2-3-1-1-2 1-2l1 1z"/><path fill="#8d8290" d="M35 42q0 2 3 2l1 2v2l-5-4q-2-2 1-2"/><path fill="#c0c6af" d="m53 44 3 2-4 7h-2l2-4-1-1z"/><path fill="#a7ad8d" d="M47 41q2-1 3 1-3 3-1 9l2-3 1 1-2 4h2l-2 3q-1-2-3-2-3 2-3 5-1-5-5-7v-6l5 7q0-7 2-1z"/><path fill="#bb9963" d="M50 56v2q-3-1-4 1l-8 13-1-1 10-17q2 0 3 2"/><path fill="#929e84" d="m50 58 3 18-2-3-4 2-1-11-2 10q-3-3-6-2l8-13q1-2 4-1"/><path fill="#c1c8ad" d="m53 76-1 3-8-5 2-10 1 11 4-2z"/></svg> |
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</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow tablecloths folded and stacked in the dining section. | <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="#fae89a" d="M0 0h96v46q-4-1-6 3-9-3-16 1l-22 2v4h-2q-13-3-25-1-1 1 2 4l-2 2-8 1v-3q-6-1-10 1 3 3 9 3-5 2 1 3l-1 3q-3 5-1 11l4 1 4-4 2 7 6 2q-11 3-17 10H0z"/><path fill="#f5eec3" d="M96 46v24l-3-11 1-4-1-4-3-2q2-4 6-3"/><path fill="#dfb20e" d="m94 55-1 4h-1l-11 3-12-1q-3-1 0-3l8-1-10-2h3q-1-3 1-3l10 4 1 3z"/><path fill="#f8c606" d="m92 59-3 5h1l2 32h-2q0-13-3-25l-2-1q-7 5-12 11-2 6-1 15h-3l-1-19q-2-3-5-4l18-11z"/><path fill="#fbd305" d="m90 49 3 2 1 4-12 4-1-3-10-4q-2 0-1 3h-3l10 2-8 1q-3 2 0 3l12 1-18 11h-3l-41-7 6-5 2-2q-3-3-2-4 12-2 25 1l-5 2 20 1-13-3v-4z"/><path fill="#dba50a" d="M50 56h2l13 3-20-1z"/><path fill="#f3f0d2" d="m25 61-6 5h-2q-6-1-1-3-6 0-9-3 4-2 10-1v3z"/><path fill="#d38c00" d="M17 66h2l6 2 35 5v23H31V86l-6-2-2-7-4 4-3-12z"/><path fill="#e7ae16" d="m16 69 3 12-4-1q-2-6 1-11"/><path fill="#ba7101" d="M62 73q3 1 5 4l1 19h-4z"/><path fill="#f4be05" d="m85 72-5 24h-3V86z"/><path fill="#f6ce31" d="M60 73h2l3 23h-5z"/><path fill="#fcd823" d="M85 70v2l-8 14v10h-5q-1-9 1-15 5-6 12-11"/><path fill="#cc8300" d="m85 70 2 1q3 12 3 25H80l5-24z"/><path fill="#fdd80b" d="m92 59 3 11v26h-4z"/><path fill="#e1d095" d="M31 86v10H14q6-7 17-10"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a ripe melons in shades of green and orange waiting to be harvested. | <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="#f7f6c0" d="M0 0h96v96H0z"/><path fill="#fbad35" d="m73 60-3 4q-4-6-10-6l2-3h7q3 1 4 5"/><path fill="#cac22c" d="M59 58q6 0 10 6l-2 7-1-2-2-4z"/><path fill="#adb732" d="M47 65v8q-3-1-5 2l-1-1-2 3-10-5-2 1q-3-3-4-2v-3q1-10 11-10 7 0 13 7"/><path fill="#b9bb2f" d="m58 60 7 5v9h-4z"/><path fill="#9aa629" d="m59 58 6 7-7-5q-8 0-8 8l-3 2v-5q3-7 12-7"/><path fill="#a3a92c" d="M73 60q15-3 10 12-2 3-5 3-6-4-11-1v-5l1 2 2-7z"/><path fill="#afb92d" d="M75 61q9-1 8 9-11 0-8-9"/><path fill="#f9af3b" d="m58 60 3 14q-1 3-6 4l-8-5v-3l3-2q0-8 8-8"/><path fill="#fdaa39" d="m22 69-2 4-5 5h-1l-1-3 2-5q3-2 7-1"/><path fill="#a0a72d" d="M23 68v3q1-1 4 2l2-1 10 5-4 3q-3-3-7-3-3-4-6-3l-2-1 2-4z"/><path fill="#9c9e35" d="m65 65 2 4v5q-4 3-1 9l-13 5H30l-9-2q7-1 7-9 4 0 7 3l4-3 2-3 1 1q2-3 5-2l8 5q5-1 6-4h4z"/><path fill="#fac241" d="m15 70-2 5 1 3-1 3-5-8q2-3 7-3"/><path fill="#f9a933" d="M78 75q-6 2-6 8h-6q-3-6 1-9 5-3 11 1"/><path fill="#faa330" d="M22 74q3-1 6 3 0 8-7 9l-4-3q-1-5 2-8 2 2 3-1"/><path fill="#fc9e28" d="m8 73 5 8 1 1q-10 3-9-7z"/><path fill="#b7a82a" d="m14 78 1 4h-2l-1-1z"/><path fill="#cb9725" d="m20 73 2 1q-1 3-3 1-3 3-2 8l-1-1-1-4z"/></svg> | |
{
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"path": "c20427008dbcbab11a265dbda88c4f61f42f1c95babe60bbde9b46bc7da9e006.png"
} | Generate code for a svg of a a close up of a picture of a mountain with a sun in the background | <svg width="200px" height="200px" viewBox="0 0 200 200" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>Image Large</title>
<desc>Created with Sketch.</desc>
<g id="Image-Large" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="Image" transform="translate(33.000000, 13.000000)">
<g>
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{
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} | Generate code for a svg of a a narrow path cutting through a dense jungle. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f6f4f1" d="M6 0h48l-6 2q-6-2-11-1l7 1-7 2-1 1-14-1L7 3l1-2z"/><path fill="#f6f4f0" d="M54 0h24l-3 1-1 3-13 1-16-1h-8l7-2-7-1q5-1 11 1z"/><path fill="#f4f2ed" d="M78 0h18v37l-4-2V23L91 6q-6-2-9 1l-3 2-1-3-4-2 1-3z"/><path fill="#f2f1ec" d="M0 0h6l2 1-1 2 15 1-3 1h-6Q9 4 7 6L6 7q-2 3-1 7v13l-5 4z"/><path fill="#2a3a36" d="M37 4h8l3 1-3 1 1 3q-4 4-9 4l4 2q-3 0-3 2l-3-5v3l-3 1-3-2V6l7-1z"/><path fill="#465d4e" d="M13 5h6l3 4q-7 2-9-4"/><path fill="#587661" d="M91 6q-2 0-1 3-4-1-6 3l-2-5q3-3 9-1"/><path fill="#273033" d="M6 7v3h3l-3 9-1-5q-1-4 1-7"/><path fill="#364842" d="m45 4 16 1q-3 1 0 4l4 3q1-2 4-1 0 6-6 10l1-7q-11-6-11 6l-6 3q-5-6-8 0-1-3 1-4l-2-2q0-2 3-2l-4-2q5 0 9-4l-1-3 3-1z"/><path fill="#4e6758" d="M7 6q2-1 4 1 1 8-1 15l1 3H8l-2 5-1-3V14l1 5 3-9H6V7z"/><path fill="#262f30" d="m74 4 4 2-6 4q-3 8 2 2l5-2 2 2 1-5 2 5q2-4 6-3-1-3 1-3l1 17-4-8q-1 5 2 9v15l-5-7q-2 3 1 6l-3-1-5-8 4-6q-6-2-6 4-3 2-3-1l-1 4-7-6-3 3-5-2q2 0 1-2h-6l1-3q0-12 11-6l-1 7q6-4 6-10-3-1-4 1l-4-3q-3-3 0-4z"/><path fill="#3e594f" d="M81 14q4-1 4 4-5 0-4-4"/><path fill="#425b4f" d="m78 6 1 3 3-2-1 5-2-2-5 2q-5 6-2-2z"/><path fill="#51725c" d="M66 6q7-1 1 3-2-1-1-3"/><path fill="#253130" d="M7 6q2-2 6-1 2 6 9 4h3v6h-4v5l6-2v3q-3-1-5 1 3 1-1 2l-6-1v3q1-1 4 1l-8-2-1-3q2-7 1-15-2-2-4-1"/><path fill="#537660" d="M15 13q6 0 4 6-1-4-2 0z"/><path fill="#4c6c5c" d="M75 16q6-1 4 5-11 6-2-3-1-1-3 1z"/><path fill="#252f30" d="m38 17 2 2q-2 1-1 4 3-6 8 0l6-3-1 3q-2 1-1 4-3-1-5 1-5-1-2-4l-2-1-2 5-1-3-1 5-2 1 1-5-2-1q-5-1-5-6l2-3 3-1v-3z"/><path fill="#20282a" d="m22 4 14 1-7 1v8l3 2-2 3q0 5 5 6l-1 5-5-5-1 6q-1-3-3 0l-9-3h7l-4-1q-3-2-4-1v-3l6 1q4-1 1-2 2-2 5-1v-3l-6 2v-5h4V9h-3l-3-4z"/><path fill="#607a63" d="M78 29q-3 1-2 4-3-3 0-6 0-6 6-4z"/><path fill="#688366" d="m11 25 8 2 4 1h-7l9 3 3 2-1 1q-4-3-7-2l-1 5q-1-3-3-1l-4-4-2 4-1-7-3 3v-2l2-5z"/><path fill="#20272a" d="M68 27q2 6 7 12-3-1-1 1l-3 6q-3-2-4-1v-2q2-2 1-4l-4 1-2-7q-2-3-1-6h1l3-3z"/><path fill="#4d4f45" d="m78 29 5 8q-4-1-5 2l-2-6q-1-3 2-4"/><path fill="#20272a" d="M46 42v3l-2 2q-1-3-3-1 3 6-4 9l-3-2-1-3 3-1-1-5h3q-1-3 1-6l-1-1q-2 0-2 3v-6l3-2q4 4 2 11l2-6z"/><path fill="#324340" d="M52 23h6q1 2-1 2l5 2h-1l-2 5-5 1 1 1-3 6v-3q-6-1-6 5l-3-5-2 6q2-7-2-11l-3 2v-3l2-1 1-5 1 3 2-5 2 1q-3 3 2 4 2-2 5-1-1-3 1-4"/><path fill="#232c2e" d="M53 28q2-1 4 2l-5 2v4h-7q-2-1-1-3h4v-3z"/><path fill="#805b49" d="M76 27q-3 3 0 6l2 6h-3q-5-6-7-12l4 3 1-4q0 3 3 1"/><path fill="#59443c" d="m35 25 2 1-1 5v9q0-3 2-3l1 1q-2 3-1 6h-3l1 5-3-3-1-6v-1l2-9z"/><path fill="#43594e" d="m62 33 2 7-1 1-8-2q0-6 7-6"/><path fill="#775547" d="M92 23v25q-3-1-4 1l-2-10v-1q-3-3-1-6l5 7V24q-3-4-2-9z"/><path fill="#242d2e" d="m34 30-2 9q-11-4-11 7 6-1 8 6-3-1-5 1l-5-2q9-1-1-3l-1 1-1-2q2-1 1-3l-5 4q0-4 3-7l4 3q0-9-7-7-2 9-8 15v-1q0-6 4-10-4-1-5 3-2-1-2-4l2-8H0v-1l5-4 1 3v2l3-3 1 7 2-4 4 4q2-2 3 1l1-5q3-1 7 2l1-1-3-2q2-3 3 0l1-6z"/><path fill="#59755e" d="m83 37 3 1v1q0 4-4 7l-6-4q-2 2 1 3l5 4v1l-6-2q-2 0-1 2-2 2-4 1l-4-2-6-3q2-2 6-1 1-1 4 1l3-6q-2-2 1-1h3q1-3 5-2"/><path fill="#20272a" d="m32 40 1 6-9-2 4-3q1-2 4-1"/><path fill="#adbca4" d="M52 40q-3-1-4 2 2 1 2 5l-3-1-1-1v-3q0-6 6-5z"/><path fill="#708e72" d="M67 43h-6l2-2 1-1 4-1q1 2-1 4"/><path fill="#4a6e5a" d="M48 42q8 0 2 5 0-4-2-5"/><path fill="#44594c" d="M61 43h6v2q-4-1-6 1-3-3 0-3"/><path fill="#252c2d" d="m86 39 2 10q0 3-3 0h-3l-5-4q-3-1-1-3l6 4q4-3 4-7"/><path fill="#3d564b" d="M32 39q-3-1-4 1l-4 3 9 2 3 3-3 1 1 3q-3-2-5-1-2-7-8-6 0-11 11-7"/><path fill="#797164" d="m92 35 4 2v12q-3 1-3 4h-3q0-3 3-3l-3-1 2-1z"/><path fill="#7a8d81" d="m4 51-1-7q1-4 5-3-4 4-4 10"/><path fill="#785f50" d="m12 48-1 2-7 6v8q-3-6 0-12 6-6 8-15 7-2 7 7l-4-3q-3 3-3 7"/><path fill="#3c594c" d="m16 47-5 3 1-2z"/><path fill="#3e584b" d="m19 51-2-2 1-1q10 2 1 3"/><path fill="#3e4841" d="m92 48-2 1 3 1q-3 0-3 3l-1 1-7-4v-1h3q3 3 3 0 1-2 4-1"/><path fill="#253131" d="m16 47 1 2 2 2 5 2q2-2 5-1v8l-4-3q3-5-2-2-3-4-5 0l1 2q-4 0-6 5h-2l-2-4-1-1-2 6-2-2v-5l7-6z"/><path fill="#926451" d="m47 46 3 1v1q-3 4-7 5l5-5z"/><path fill="#283334" d="M61 27q-1 3 1 6-7 0-7 6l8 2-2 2q-3 0 0 3l6 3-9 4 3 1q-6 2-3 6-6-3-5-9l-3-3v-1q6-5-2-5 1-3 4-2l3-6-1-1 5-1z"/><path fill="#202628" d="m46 45 1 2-5 5v1q-9 5-9 14l-3-1v-1q-8 3-2-1l-5-2q-4-1 0-3h-2l-5 1 2-4-1-2q2-4 5 0 5-3 2 2l4 3v-5l3 1-3-4q2-1 5 1l3 2q7-3 4-9 2-2 3 1z"/><path fill="#c09c84" d="m50 48 3 3q-2 0-2 3-1-4-3 1h-4v4q-2-3-1-5v-1q4-1 7-5"/><path fill="#252d2e" d="m82 50 7 4 1-1h3q-2 5-1 11l-2 1-1-6h-4l-6-2 8-4q-5-3-8 0l-4-3q-1-2 1-2z"/><path fill="#41594f" d="m67 49 4 2q-2 1-2 5l7-2q-2-2-1-4l4 3q3-3 8 0v2l-3-1-5 3 6 2h-9q2-2-1-2-7 0-12 4l-1-2-4 1q-3-4 3-6l-3-1z"/><path fill="#293334" d="M75 50q-1 2 1 4l-7 2q0-4 2-5 2 1 4-1"/><path fill="#678b71" d="m19 57-2 4 5-1h2q-4 2 0 3l-6 2q-3-1-3 2-3-2-2-5 2-5 6-5"/><path fill="#68896d" d="m9 58 2 4-1 5-2-1q-2-5 1-8"/><path fill="#ecd4b9" d="m48 55 5 7q-3 0-3 2l-4-1-2-4v-4z"/><path fill="#17191e" d="M18 65h8l-2 2q-5-3-8 0h-1q0-3 3-2"/><path fill="#7f5b46" d="M43 54q-1 2 1 5l2 4 4 1 7 1-8 2 2 5-6 2-1-1h-9l-1-1q0-3 2-3l-2-1q0-9 9-14"/><path fill="#4d6453" d="M9 58q-3 3-1 8l2 1-2 1-4-2v-5l2 2 2-6z"/><path fill="#f5e7d4" d="M49 67q6-2 12 4l-10 1z"/><path fill="#3b4c44" d="m74 66 10 5-2 4 1 2h-5q0-3 3-3-4-1-7 2l-2-2-1-4q-6-2-1-5l-2-1q3-3 7 0l-4 2z"/><path fill="#7c5f4d" d="M53 51q-1 6 5 9l22 30-7 1-6-11H49q-2 1-1 4-2 3-1 7h-3l-7-1q4-1 7-5-3-2-2-4-1-5 2-8l1 1 6-2 10-1q-6-6-12-4l8-2-7-1q0-2 3-2l-5-7q2-5 3-1 0-3 2-3"/><path fill="#455e51" d="m24 63 5 2q-6 4 2 1v1l3 1 2 1q-2 0-2 3-5 3-11 2v-3l-6 4q1 2-1 3 3 3 0 6-7-7 2-11l-2-1q12-4 0-3-3-2 0-2 3-3 8 0l2-2h-8z"/><path fill="#f8f5f0" d="M96 49v47h-8l4-5-1-1v-1l1-25q-1-6 1-11 0-3 3-4"/><path fill="#41534e" d="M11 62h2q-1 3 2 5h1q-3 0 0 2l-4 5-1-3v10l-6-7v15Q3 77 4 66l4 2 2-1z"/><path fill="#293231" d="M16 69q12-1 0 3l2 1q-9 4-2 11 3-3 0-6 2-1 1-3l6-4v3q6 1 11-2l1 1-4 2h2l1 3q5 0 0 1l7 2v3h-7q7 3-1 3l2 1-4 2q-3-1-5 1L5 89V74q2 3 2-1l4 8V71l1 3z"/><path fill="#283131" d="m84 59-1 5q-10-6-1 3l-8-1h-3l4-2q-4-3-7 0l2 1q-5 3 1 5l1 4 2 2q3-3 7-2-3 0-3 3-6 0 0 2-3 1-3 4L58 60l4-1 1 2q5-4 12-4 3 0 1 2z"/><path fill="#66806b" d="M84 59h4l1 6 2-1-1 25q-2-10-11-9-3 1-4 4l-1-1q0-3 3-4-6-2 0-2h5l-1-2 2-4-10-5 8 1q-9-9 1-3z"/><path fill="#252c2e" d="M88 72h3l-1 7z"/><path fill="#4c5d52" d="M35 73h9q-3 3-2 8h-1l-7-2q5-1 0-1l-1-3h-2z"/><path fill="#40584e" d="M22 76q4-1 7 2-6 1 0 4-3 1-4-1l-2 1-4-2z"/><path fill="#fbf8f4" d="M73 91H48v-7q-1-3 1-4h18z"/><path fill="#f5f3ec" d="M0 32h3l-2 8q0 3 2 4l1 7v1q-3 6 0 12v2Q3 77 5 89l21 2-21 1 6 4H0z"/><path fill="#5a4e43" d="M41 81q-1 2 2 4-3 4-7 5h-6l4-2-2-1q8 0 1-3h7z"/><path fill="#293130" d="M91 89H80l-4-6q1-3 4-4 9-1 11 9"/><path fill="#f8f3e9" d="M26 91q2-2 5-1h6l7 1q4 0 7 5H11l-6-4z"/><path fill="#f5efe3" d="M48 84v7h25l7-1h11l1 1-4 5H51q-3-5-7-5h3q-1-4 1-7"/></svg> | |
{
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"path": null
} | Generate code for a svg of a the low hiss of a snake slithering past. | <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="#fafbfc" d="M0 0h96v96h-1Q79 85 61 79H51l-1-1q7-4 4-11-10-7-19 2v6h-4l-11-5-9 5-11-6z"/><path fill="#e3b574" d="M68 52q2-1 3 2l-8-1q2-2 5-1"/><path fill="#bda88b" d="M68 52q-3-1-5 1l8 1-9 1q-1-3 1-4 2-2 5 1"/><path fill="#736c75" d="M51 79h-9q-6-4-11-4h4v-6q9-9 19-2 3 7-4 11z"/><path fill="#efeeee" d="M42 69q5-1 11 2-5 5-11 3-4-3 0-5"/><path fill="#54535b" d="m0 69 11 6 9-5 11 5q5 0 11 4h19q18 6 34 17H0z"/></svg> | |
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</g>
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</svg> | |
{
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"path": null
} | Generate code for a svg of a a mountain lake reflecting the peaks above. | <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="#fcfdfd" d="M0 0h96v30l-5 3h-6l-4 4q-4-3-7 1-2-3-5-2-1 1 1 4l-3 3q-2-2 1-5l-3-1 1-1q-11-1-18-9 3 8-1 15l2 3 2-8 1 7 6-8 6 2-12 9q-6-2-9-5l4-6-2-7q-2 2-1 5h-3q2-1-1-1l-3 1-7 5-1-1q3-1 0-3l-5 2-1-2q-3 0-3 3-2-1-1-3l-7-2-2 1q-5-4-10-4z"/><path fill="#76939b" d="m91 33-4 4q-6 1-9 4l3-4 4-4z"/><path fill="#1b232b" d="M0 30q5 0 10 4l20 11 8 2h-7q-11-4-20-5L0 40z"/><path fill="#19222b" d="M96 30v10l-23 4-7 4-10-1 13-3 9-3q3-3 9-4l4-4z"/><path fill="#94afb2" d="M43 42q0 5-5 5l-8-2-20-11 2-1 7 2q-1 2 1 3 0-3 3-3l1 2 5-2q3 2 0 3l1 1 7-5 3-1q3 0 1 1h3q-1-3 1-5l2 7z"/><path fill="#8dafb5" d="m67 43 2 1-13 3h-4l12-9-6-2-6 8-1-7-2 8-2-3q4-7 1-15 7 8 18 9l-1 1 3 1q-3 3-1 5"/><path fill="#bbd4d5" d="m81 37-3 4-9 3-2-1 3-3q-2-3-1-4 3-1 5 2 3-4 7-1"/><path fill="#869d9e" d="M11 42q9 1 20 5h7q5 0 5-5 3 3 9 5h4l10 1v1H36l-17-1v-2z"/><path fill="#9eb5b8" d="m0 40 11 2 8 4v2l17 1 8 1-1 6q-3-1-3 1l5-1-1 2q0 2 3 2l-1 5-3-5-3 2-10-5h-1q5 2 0 5-3-5-6-5l12-7h-2L0 59z"/><path fill="#76857d" d="M96 40v17l-26-4h-1l-17-3 36-1H66v-1l7-4z"/><path fill="#aac2c6" d="M36 49h52l-36 1 17 3-2 1-1 7-8-8q-3-2-6-1l7 8-4 2-5 6q-5-4 1-5l-4-7v4q-3 0-3-2l1-2-5 1q0-2 3-1l1-6z"/><path fill="#86a1aa" d="m70 53 10 3v1l-9-2z"/><path fill="#1d2832" d="m70 53 1-1 25 5v10L80 56z"/><path fill="#1c242d" d="M23 57h-1q-8 1-13 7l-9 3v-8l33-9h2z"/><path fill="#fcfcfd" d="m69 53 1 2 9 2q3 5 11 6l5 4v29H0V67l9-3q4 0 7-3 3-1 6 1l2-3-2-2h1q3 0 6 5 5-3 0-5h1l10 5 3-2 3 5 1-5v-4l4 7q-6 1-1 5l5-6 4-2-7-8q3-1 6 1l8 8 1-7z"/><path fill="#8aa7ad" d="m22 57 2 2-2 3q-3-2-6-1-3 3-7 3 5-6 13-7"/><path fill="#577079" d="M80 56q6 1 11 7-8-1-11-6z"/></svg> | |
{
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"path": "b1a02aa25e83e5e056a306b59c3ea400d5d6078269bd955d7197af8c9fe2e4de.png"
} | Generate code for a svg of a a black and white photo of a question mark on a black and white photo | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" width="32" height="32" viewBox="0 0 32 32">
<title>calendar-question-mark-filled</title>
<path d="M28 8.333c0-2.393-1.94-4.333-4.333-4.333h-15.333c-2.393 0-4.333 1.94-4.333 4.333v1h24v-1z"></path>
<path d="M28 16.029v-4.696h-24v12.333c0 2.393 1.94 4.333 4.333 4.333h7.696c-0.862-1.347-1.362-2.949-1.362-4.667 0-4.787 3.88-8.667 8.667-8.667 1.718 0 3.32 0.5 4.667 1.362z"></path>
<path d="M30.667 23.333c0-4.050-3.283-7.333-7.333-7.333s-7.333 3.283-7.333 7.333c0 4.050 3.283 7.333 7.333 7.333s7.333-3.283 7.333-7.333zM22.501 27.167c0-0.46 0.373-0.833 0.833-0.833s0.833 0.373 0.833 0.833c0 0.46-0.373 0.833-0.833 0.833s-0.833-0.373-0.833-0.833zM20.862 21.105c-0.015-1.516 1.074-2.606 2.471-2.606 1.375 0 2.471 1.128 2.471 2.599 0 0.679-0.2 1.122-0.704 1.723l-0.179 0.207-0.354 0.387-0.135 0.154-0.113 0.139c-0.241 0.308-0.319 0.516-0.319 0.787 0 0.368-0.298 0.667-0.667 0.667s-0.667-0.299-0.667-0.667c0-0.69 0.202-1.138 0.713-1.747l0.182-0.21 0.354-0.387 0.132-0.151 0.125-0.154c0.225-0.292 0.299-0.492 0.299-0.749 0-0.743-0.508-1.266-1.138-1.266-0.658 0-1.145 0.488-1.138 1.26 0.004 0.368-0.292 0.669-0.66 0.673s-0.669-0.292-0.673-0.66z"></path>
</svg> | |
{
"bytes": "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",
"path": "f44063cee3d88b69263deeacab193b088fd0bc5868f779a5e2bbbd3fa7b8acb5.png"
} | Generate code for a svg of a a black and white photo of a black arrow symbol | <svg xmlns="http://www.w3.org/2000/svg" fill="currentColor" stroke="none" viewBox="0 0 24 24"><path d="M6.293 11.293L7.707 12.707 12 8.414 16.293 12.707 17.707 11.293 12 5.586z"/><path d="M6.293 16.293L7.707 17.707 12 13.414 16.293 17.707 17.707 16.293 12 10.586z"/></svg> | |
{
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"path": "5b6f16e73c15c9d527e191b942f7a8a151348f782d197383abecf0afb2c19bb2.png"
} | Generate code for a svg of a a black and white photo of a chinese character with a large letter | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 1010 1000">
<path fill="currentColor"
d="M951 142v64h-222c23 31 44 66 54 92l-66 24c-12 -31 -40 -78 -70 -116h-75c-18 29 -37 56 -56 80h13v77c115 -15 219 -35 290 -59l56 55c-91 30 -214 53 -346 69v240h244v-178h76v296h-76v-50h-244v90c0 43 10 53 69 53h213c45 0 53 -19 58 -103c18 13 47 23 67 28
c-10 106 -32 140 -121 140h-221c-108 0 -138 -25 -138 -118v-90h-233v73h-75v-316h75v175h233v-231c-112 12 -226 19 -332 24c-2 -18 -10 -46 -18 -62c112 -6 235 -15 350 -28v-54c-15 -11 -33 -22 -44 -29c26 -23 51 -51 73 -82h-175c20 33 38 67 46 93l-63 25
c-11 -31 -35 -79 -58 -118h-37c-29 54 -63 103 -97 141c-13 -12 -44 -33 -62 -41c65 -67 122 -166 155 -267l71 18c-10 29 -21 57 -34 85h255v63c35 -49 64 -106 83 -166l72 17c-10 29 -22 58 -35 86h345z" />
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow bicycle gliding smoothly down the lane. | <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="#f4e5a2" d="M0 0h32l-3 6 5 8h3l-6 5q4 4-2 5-1 2 2 4l-2 3-5-1-2 1v6l3 3q3-2 1 1l5 4-1 2 5 6q-2 0-2 3-7 3-5 11l-7 4Q9 74 0 79z"/><path fill="#f3e4a3" d="M32 0h58q-2 3-5 1-3 3-6 0-1 3-3 1l-5 2-1-2q-3 3-6 0h-9l-1 2 1 3q4-2 8 1-5 3 1 4l-3 2-3-3q2-1-1-3-1 2-3 1l-2-4q-2-3-2 0l4 13-2 1 3 7q5-3 0-5l4-2 1-3h3l-2 5 2 2 4-1q3 3 1 8l3 5-4 2q-2-3-4 0l2 2q-3 1-3 4l-4 2 1 1 9-1q3 0 0 1l4 3q5-5 9 1l15-2v1l-23 8q-6-4-10-1 12-1 11 12-7 9-15 1-1-7 3-11l-2-1-1-3h3q-2-3-1-4h-7l-4-2-1-2-5 2q-3 3-2 8h-9q0-3 2-3l-5-6 1-2-5-4q2-3-1-1l-3-3v-6l2-1 5 1 2-3q-3-2-2-4 6-1 2-5l3-5-5-8z"/><path fill="#f5e5a1" d="M90 0h6v48l-15 2q-4-6-9-1l-4-3q3-1 0-1l-9 1-1-1 4-2q0-3 3-4l-2-2q2-3 4 0l4-2-3-5q2-5-1-8l-4 1-2-2 2-5h-3l-1 3-4 2q5 2 0 5l-3-7 2-1-4-13q0-3 2 0l2 4q2 1 3-1 3 2 1 3l3 3 3-2q-6-1-1-4-4-3-8-1l-1-3 1-2h9q3 3 6 0l1 2 5-2q2 2 3-1 3 3 6 0 3 2 5-1"/><path fill="#7d8376" d="m50 48-5 2-1-2 5-2z"/><path fill="#ead75a" d="M54 50h7q-1 1 1 4h-3l1 3-1 1q-3 0-4 3 1-5 4-9l-9 1z"/><path fill="#929682" d="M59 49q5-2 11-1l-1 4q-1-4-3 0-3-1 0-2z"/><path fill="#eee1a1" d="m55 61-3 2q-4-6-2-10l9-1q-3 4-4 9"/><path fill="#eddf70" d="M50 53q-2 4 2 10l3-2-3 4q-3-1-4 2h-1l-9-1v-1h7q3-2 1-4l2-3q-3-3-4 1 1-6 6-6"/><path fill="#f4e49f" d="M96 49v25q-10-7-11-18l-1 3q3 10 12 19v18H49l19-4 2 1 2-2 1 1-2-6 6-10v-8l-2 3v-1q2-8-2-13z"/><path fill="#594c54" d="m38 65-3-1q0-3 3 0"/><path fill="#838678" d="M46 61q2 2-1 4l-1-4z"/><path fill="#5c6568" d="M96 74v4q-9-9-12-19l1-3q1 11 11 18"/><path fill="#a68e52" d="m52 65 3 2-6 2q3-2-1-2 1-3 4-2"/><path fill="#3d3e49" d="M73 57q4 5 2 13l-6 5q-8 0-11-5-3-7 1-12l1-1 2 1q-4 4-3 11 8 8 15-1 1-13-11-12 4-3 10 1"/><path fill="#756869" d="M66 65q2 0 1 2z"/><path fill="#dfd69a" d="m44 48 1 2 5-2 4 2-4 3q-5 0-6 6 1-4 4-1l-2 3h-2l1 4h-7q-3-3-3 0l3 1 9 1q-3 10-12 7v3q-6-1-11 2l-2-1q-4 0-7 3l-1-1 16-9q7 3 13 0v-2q-10 7-13-5 2-11 12-5v-3q-1-5 2-8"/><path fill="#4d5056" d="M33 56h9v3q-10-6-12 5 3 12 13 5v2q-6 3-13 0l-2-4q-2-8 5-11"/><path fill="#89958a" d="m28 67 2 4-16 9-14 4v-5q9-5 21-8z"/><path fill="#eee09d" d="M59 58q-4 5-1 12l-1 2q-5 2-7 5l-4 2q5 1 9-1 6-3 14-3l6-5v1l2-3v8l-6 10 2 6-1-1-2 2-2-1-19 4H0V84l14-4 1 1h4l5-2q5-3 11-2v-3q9 3 12-7h1q4 0 1 2l6-2-3-2 3-4q1-3 4-3"/><path fill="#bbb888" d="M58 70q3 5 11 5l-19 2q2-3 7-5z"/><path fill="#a1a685" d="m24 79-5 2h-4q3-3 7-3z"/><path fill="#7a806a" d="M50 77q2-1 5 1-4 2-9 1z"/></svg> | |
{
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} | Generate code for a svg of a a cozy moment shared by a warm fire. | <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="#f2ddb6" d="M0 0h96v70q-13-3-10 10l4 4-15-4h6v-7q0-15-13-10-5 3-2 7h2l1 1q-2 2-2 5l-1-2-3-3-1-10-1-3-3-2-2-9q-2 2-4 1 3-12-3-21l-2 2-2 8q-3-1-4 1-2 3 1 6 2 6-2 11-1-2-3-2l-8 10H16q-2 3-1 6 2-1 3 1-7-1-3 5L0 76z"/><path fill="#f1ad46" d="M61 58v11l-8-2v-2q0-13-5-23l-1 1v10q-2 6-1 13l-7 2-1-1 2-12q4-5 2-11l3-7 2-8 2-2q6 9 3 21 2 1 4-1l2 9z"/><path fill="#f0c880" d="m45 37-3 7q-3-3-1-6 1-2 4-1"/><path fill="#fbeeb5" d="m53 65-2 2q-2-3-1-5h-3V43l1-1q5 10 5 23"/><path fill="#bb7e47" d="m61 58 1 3 1 10-2-2z"/><path fill="#f5e7c5" d="m29 63-1 5 2 5q-3 0-4 3l-8-6q-1-2-3-1-1-3 1-6z"/><path fill="#f4da92" d="M47 53v9h3q-1 2 1 5l2-2v3l-4 1-1-4-2 1q-1-7 1-13"/><path fill="#f7edce" d="m81 73-9 5-5-1v-1q0-3 2-5l-1-1h-2q-3-4 2-7 13-5 13 10"/><path fill="#a65c2b" d="m40 55-2 12 1 1 7-2 2-1 1 4-8 5q-2 2-1 3h-6l-4-4-2-5 1-5 8-10q2 0 3 2"/><path fill="#f2d9aa" d="m53 68 1 8q-3-1-3 2-6-4-11-1-1-1 1-3l8-5z"/><path fill="#9e5629" d="m53 67 8 2 2 2 3 3q-9-2-7 7l-6-2 1-3z"/><path fill="#4f3322" d="m18 70 8 6q1-3 4-3l4 4h6q5-3 11 1l2 1 6 2q-2-9 7-7l1 2v5h3l1 15H0V76l15-1q-4-6 3-5"/><path fill="#f2bb5e" d="m54 76-1 3-2-1q0-3 3-2"/><path fill="#cbaa80" d="M81 73v7h-6l-3-2z"/><path fill="#f6eaca" d="M96 70v16l-6-2-4-4q-3-13 10-10"/><path fill="#784728" d="m67 77 5 1 3 2 15 4 6 2v10H71l-1-15h-3z"/></svg> | |
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dh0ABwAGi6hY/0+tQANSg+9+r9U/Jn4oABTl2AoAnD8B2NWmVZvKDPSLWc/uXJP+BpvmP4g1QrSdnszTQLCdAFE2sf2NXv9F3lh4SiyRE8nnFwnW7knjnIVAAlBmCGBOArsNpvgHG/428NiO2zhl1+1P3f9GDnJ0A4CYRkHBVh647XTWH45h/TkPgOVXGv+z6z6nLAYsEg2o+IxEANkoEtaRdkj9g9B1Yuv9Lkgyh9LCJpccQvQAIFADlhmxO9H0dTpP/UACYHUvrURRHaidJiX9aMPQAAC+DAz10x9lbgIqAIu7TduETbYmBEktfQ+I5bTVATv9vOYMQgq0mQYUSRlE31GBt/Yu2vAQlMqrkfUkHw9YP/it6ARAoAEIF6+Y4uQDGA3Ba/ocJgPqgXhQ7x3Lf5cvh6ZEl+hZzGYYBCE8tI2zVVdzZzphgrdr86r7PaVoAl7QF1jQG0ngQrESAoUABjRvfifVfxOlWOQWG7n/VexG9AAgUAOUEv0MAlLCcDjqECYD6sNP45+jcW2Bw3Gz48ZkvQG9unO4znxG4SQR86I6z0+RlbmOsq724+Y/WmjYTAdrGP1ovwFgL4JxmKukPkBsbJVA/f6CU/PXCBGqSLv27Deu/aGwCnSRJ0O8RoOP+L3gBFvxzB3oBECgAEPbgpPVvQQBgAmAJ7HRRpMR/NHlLXghkpsPPez5Z6vEpz1JA+J87zu768Zw74P9O/0u4seGJIrLTJViDhL+CtZ7TigJR872o8Q7odQO0410wCAOYVA0A2MgH0PpIQOsFMCuZ1BnAaOyLe/BuRKAACAmsY+P9gyO+bauTbnV+7mM5oKtv0NSTkk3USa5/NX7W/UldLwAr8JIHIBHUjnnUMk1dUrMLvjppLTwwuwW+MnEtnJ3YVyAzQ7d/zqDrn6bxT4Hgc5pJbd3nSksB1WEDbX6A1htR4p3QIX39UkLQt/4NSyT1vzPzFsmfW/FuRKAACGuHY9HZZaexfxQAJmRrkfxHXf80+a/o+BPyv//MF/SNPDbgqS1wUce6+lgf3NjwOHx7+pdh/YzPwR+N/z6cXbVPh2iLa/9z2ri+xrLP6YQA1MIgp8kZMLf6rcgfSjv1iaAzjoBo3BPArK+AXjpgkRDQ9QQ0fWDtTuwOiEABUA4YyWR8W3ZX7yCSPxPrf8CqjHLLiTk3tuv94Wf5MEBa+Zxj2/2Zp4GBlhr9YWr8GNw67hfwj1O/BOunfw4+N/4+OCvxrrFrPqdD4nquf52eAMWiQtVCOKdH+CalgWBs7auJvjSWr+1yWGzpg0nPAbUo0CT/aUXCUrwrESgAQkBDLdsqAL/GA6DLddNpEAWAYyHVRSbq++8wmWeNT5uW4ugw2dqWhtETcP6pR+Dria/Cuml3wuca74OzE+/IZF0c789pE/9y2tyA4t4ApR0DRdu5AGBG/hprv6Qk0GCQIxBLrX/RwvpXeweKRYCxtwWBCAsVmS5Oy+RYtvGlseU449BCj1v3PyYAFoE2/rE418t/9crrXXMWQ7fRDNfu35p+ae4SKhBYu+ybOh+E5sl3mooP3yHumGdJ/u8fq4JfPjEe3kmPCei62hxccM7T8Knm38Cs85tgc99d8OwgTaIUxkhQ9Ym+GysuMBl9sIQ4iy1+7fdFhA9iSa/+kkoAVbfDokGF9PIBRPOOg6DTJ8FIFKg8F01Xf+e11Kt/dVU73qEI9AAELQAY9wIYGmEfBrDTsAY9AHasf9MkyjZC/ltsLmplGXsBTIXN6a44/Nt/Tioif4rBoRi8vqcW7v/5RPj3+3KwuGsd/OvUO2FedYfOcL9gGQIwnlf1GcBG699i8tez+ItEAZSGEMyHCNYMkCSCibVvWBGAYQAECoAwwDtJumn9O+bdqMarWgY9hiZVFGkNqZta4bO/BtRaaxcE5pt5JQeHynQb2l9qkMjeUiRsmgzPbB2Av5m0Eq6vfdwm6ZuIAbORAmHsPZQQvlhqvWssfq0noIj0tfkAppn/eta/qCMKREeiC4EIAhUZAqivZe0BGGVKvF29A65+h9a/5jial1BKrn/17BZWOhUAK4U47CxDD4DpNliRv55Y+NLS70j0+ezALfJfrJVTIU5fYkmrQgAKycsf1CGBIvc/aCx8nTwBUdvfH/Q7IIJGHJRst03rv7hVMV99IBDoAagY0Hg9S7Jk3Q64B8v/PIPmZZiMobCGkH+702XO/hp0xKqgjfGmJjsfhGRYx0mu/zddf+rafinebxcv7aqDXz4+Hj5PSwelagEoSvIznHKgU/pnVA4IJSEBMCkZBO2ogIYhAJUwUAkTQ3Hg0PpXfz//26+iCECgAAgDLMlyZJRdJQCt/Xfr/scEwOLjaND4p4OQ/2rtl4fXLjETBBMKN0wcDgRtgfsMy4z02TNGYfWfn4TPLe2Cjy7qk6YLkiOWnoAjh0bgyxO/qz8YkG4JoBnpW3QJBIMqADBO3tP+riQEoOP6B51yP21Jog3rXxEFGAZAhIqKbRpPEwHddNnTA8tSQDetf9EDUAqDvv9KyZ9T+P2gpv0A2oI+RsT6bwKbrWmpB+DaK4vLKamrnxJ9+0v1umGC325vhD/7wj64sf5x2N5/S4E21cGA0hw7Ufu2yIoe6/QrFtz22pBA6Xu129+Y/E1DAKrtKhIEhpUL5ta/jCa8UxHoAQhDAHA4Yp6dfvXm+4QJgBZeFOr6N0v267Kx+C4fNrmVlgMGTP5J8rINwH34gYqCjy7qlbwDV1xUet3SqgGaHPgH4/+zpOd/rmR4YFHH4nYyRgCUJAcWewVEa/LXi/uDM9e/A+ufvl+EdysCBUAIqErEmdXus+op4GbkP7T+S2EQ+28n5L/e4qcdNjwAftXsbwzK6ifTavJ2pxPPxrEzcfjO/0yAxd+YIU0rfzhJ+k4RAnd/+owUGig56C81wNTEcbim7nnLwYBE22EA85AAGHTus0P+JT0B9AYaAq3r38jiN7b+RcNeCAgECoBAUM+ZxYzuf+8w6KBIrfZlHhYbhKu2ufNBWOEj8TeTaR15u59Mq5zs07tHquBP1k+Bx16pG1NB+6rhW5smFs1HvQE0T0CdMPj+8fx1uUg9wqDOYEDqyTofwMaIgSBaegXAMgxQGvfXd/2LJYKgqDpB5738GXMAECgAwkJDHbswAC0F9EpcXtz/1VVxvJrBMPavLflz6gGAOfdulQhz8p1SOaBfWMWyIoC6+cm0gkw7ZYt/hVMx0zcYk6z9vkFBRxgkJHGgBs0T+PMvnC6IgLqa/Oslta876gEwNsKgkfVv5g1QrH/RsGmQIflre/+Dftzfvuu/1OJXvcccAAQKgLDA0mrO5ry583o8kH/em1FT8RezwfDJTrr9dZtZ6HaEgkdQQljHgPhTZNosW/vrwEMS432PNOqSf+FAvFfqRaNVA3/1pVOFigFJbMf6iAjYZRjndxYCsOMNgKIqAFB5BczJX+vqN477G7v7rcMAInr/ESgAQvYAMAwBeO0F4Lb5z5iYSVT8xXy6pyT2nwZnLXzTNufzs3d/S+eD7gaLkd38NLGPTp4HnKExfrXbXw/9BuJgUlNWCglQMaAg7wUwInQoGUbYaIRA22EAO0MIG5C/XtKfXtzfOBdA1+LH2D8CBQBfIoCN5ewlBEDd/15+zzKhMcrQSf6z6/q3IwBSqvcP+7wr64gIcOQeJsTfCnk3f4rVRjz3Vq3lPFeeN2J7eQvqX7AxHLCZh8A4KRC0sX4t4UOpV0BvPjPy14v763kFjMRB6e8QCBQAoYIHy9ntwD9j+4AJgNT1r6mgcNPtz65YaAd/ygEVJCGfqGeX/CnpM68i2LXP2kM2Y6L9Hhhza96DqfHjun31c4ZVAU7DAFDSxAcM8gJAIwysyF+PxIsJ31kYAIFAARC2B4BRImD/4Ijr33qN/9dhB0Ct9a/b7c8Kh9cuMXPtF2q2J98pkf8Wn3dpReeDtq35lB8b0Ddk3r+/mVj/TgSA5AUY94KO5Q/moiCnIvmcqJvxnzO0+kVjcQD6IsGI/PWsfS3JW3kNEAgUABwh7FJAOl69106ClZ4ASI+hKoTittufU2wIYB3reD7ud33Yuefq400PFzUCyhn2BACPSYAO8wLAmvz1rH07YQIT138HIBAoAMIDjZ3TGLpXjGQyrn7nNfmPotITADUhFKtuf1ZoNzJ41R8m3yk9vNt93jXaG8COJyPtx8rPn2l8Td96zSA0n+vc6zWt6jh8gogA0cDqt1MNkDNtAmQcElAPFgTaRECX5D/mAQDD77Tv1bc/UhACBUDIYJEI6NaK7/Xo/q/0BEBN/wQ73f7cQi8pb1MAu3iPjd4AW/wgkz+4oR/G1Ym65P9Xn+p2vdzPTvkpTEscNx0NMKebIGi/MyCYWv2g0yjIHfk78QroAD0ACBQAoQuAunDCADqJay6s/8qO/6usf6/d/hRsN/rDnHu3ar0AbX5Z3xrhYZrgJyzYTfd9DesV0/j+3991Bs6flfcE0FdK/F7IX7rf4v1wW+b7IIwOmVQDmHkGHIwSqOvm1w8DsCJ/42qBEnQDAoECIFywIlEai3YCL61/FVRyAmC+8U9hhDqnJX+svABB5AKkrHoDEBGw3g+Lkrr5f7ziFGz77jHplVr/LFDVfwKm7twI1V0HTTr/aRIAXY8ToNMFsKTsz/i3RuSvwE61gAHa8emLQAHAgQAI2o3udeQ/BZWcAEjJX/agOOn2ZwWzh3JK57s2CCaWu9FGb4BlEKG4cny4G6a8+d8w8Z3fQKL/uKoRkF7MX2SXFAil4qDY6i/1AuiRv91qARNgCAARKrB9XIFIqz0TMs1Et9tdkAX558VL5Z5C2f2fBmfd/ix1hZOZaUkgIWYqAlb4vLtKm+DlJl6AtLhjHv37Zt7PndqCrj/xpjRlaibAaMM0GKmfRt6Phyz5POZRz89f23MIMkMDkD3yDsT6TsLUSSKcPC3A6IxLYOSsqyEz8RyFf/Pj+amTAMEO2Xsnf3UDIDPy3/W312ASIAIFAA+grnSvpOykHbDBkLXOLKhYrGITAGn+hJx4ydT1T3sBzLl3q9GfjcZv3xCAAKBoJWJjk9mAREQEbCEigOYDrOL5/Iny/RJTXb+J4W5pqjv9jvHvslmo6dwFd3xkGFILxhJv23fsgv/57UNwpOpS6Lvuy5BtmCLrhjGLH8AsVm9O9ubkDyUCwqOnCYEIBBgCKHgAvLvSs1l7AsBr698x679y4/9dvVIs2k23Py9egCYDLwD1QrQFtOuWHf+ICFgdBQ+A5N53mAR7+xXvwH1/N1BE/hT089pvjMAFibeg6TffhPjpAzoufv1YvT6h6yf8Wc9ru9XvJkAgUADwARYDAw2N2OsFoDNinbttrquuyHNFxVP/0LCrbn82YRSbbebggZ4MszcAK5zsrpLI34kIaE52QsuHTpncDyKs/rMRmDu1H5q2/gPAcL+mG6C277+xGDCenwn5p3f97TUY/0egAOBLBASTUHeml40AqFQPwOmefr+7/RmS55x7tyYNvADUE9Ee0CFYZaM3QJLnc3iyu1oifvVkhvrqDCxPvWNDFIvwjbtHQBgZgMZXf6Kx2rVxeu13ep/NyN4V+VNsAQQCBQBf8JpQR6xSW9ar19a/lSwA6LEjAsprtz8rHHBJrEG6dQ1DAXRYYN7PY04VAlBelfd6oORPRYAd0MTAD1yeg7r9z0qJgsWlecVE7yQEoEf2Lkf42wAIBAoAzjwAdf57AFgk/1GwamEcNZB99rPbnwIzcWFIrgE1BlJAewO0Ot1GXiCKxda/WgxoRQB1/dPJCebOyXsUag6/WmL1m4kBJ5a+S/Lfsutvr0kDAoECgC+wGBjIyrpnV/5XsQmAKwNYh1lVwTkWv10T4LFYp9cb4G/WJpf+5ulJMDTM7+1NG/xorX+1GFBIl1r9n1m43/V6ak7stggBaBP9jBoBMSF/tP4RKAB4BQuresREAFDy99r6d8xbUZEJgGu+/dBjvidPHV67pN2NB0Cx8CC4ZjxGbYKbn391PHz3h3PgqRea4Ew3f9W+Wre/XiiATjdffgQmNzoXzSc680MZV3UdAH13v5nVry35M08MdIB2Yv2345MWgQKAU3hNBDRLZmLR+reCPQBpMq0PeH16SJr9iDYGCtjKa+l8cKxD4TfvuLVJ2UbqAXjq+SZY+6M58L1Ns4B6BV57cxzsP1QbuncgJxpb/8r7SQ2D8ImrD7pa/stv5IV8vP+UJfFblwu6TvYL0zuEQFgCGwFpiZX21u9z/3ua5NdYX1vyfb5v/QC77aw8AbCSWP9Bdk5LG5B90sZv2yDYRjy0TfB8WXzoeiiOnqiWJjVuu+k0fOjqnlA9AIKQt9RpQyBFPCvffXHxu66W3b4jDv2DxetSW/fq74ysfvkbFi7/wjWB1j8CPQDcewD8ca2ziv1LVk3lJQC2E/IPunTKbFTAlIUXIA3BNQZSRInSiTBl90dh5gm8ka7TdfsrrxfN6oZ5s52Lk/5BAdp+WaURG6UWv/r70tEAtS5/z+RPhdlKQCBQAHDuAfA4MNDgsH6HP7lzHVr/7rA8hHV2WRCuFYJO9qK9AZr/5DPH4KrL+qC2xjrXhM5jZz4/YOT2V6ZlC464Wu59P60qsv7VFr+W+LXufbMQgAfyp1iDff8RPAJDAAYEa6emX//BVvqkoJUBbpenv30Vddpo4l86hPV2eBEAk++EDkLI7U4scgZYN/esoe1kgqGbYvD2O/UF1/+ZnoSUDDhxQgYmjs/AzGkjcF1I7n9FAOi5/el31PK/eE6vK/J/+Y0x8S7E41A342xT134x0Zt/5xK07G89IBAoAKIBmmHvlrBHMqXNSnoYuv/zllvFeADShPxXh7RuMwGwyOYyNgQsAFJD3WeStRMmSpY99QTwCoX4FRGgFgN/uPCYK/KnsX81+Y9LXgTx2noL4tfLB2BC/BR+d6xEIDwBQwA68DIwkF4fAHnYWqYeigpBaA/Pw2uX0Id32q0HQPYCbIGAe/KL2WyS95P6+v5awwqAc6YOwCVnOWuWpSV/SvoK+Q/WTAGtG986BMBsVxej6x+BAiBqHgCGiYAsW/9WmADYQqz/9rA9EEYCYM69W5tsLgNLvww8AHr1/7ddbb/jX/r9GNz73RpD8qfIxmoMib80yY8p+S/HAX8QKAAiCi8k2z80Unjf1TvAdLuCGrAoZPCSNb3d5G922+0G2RgIssPD3J9cOkKfUf3/ggutY/800/+hxxKE/KuJCBAK31c3TYHG8y6R3P9F6ytq3uM78VOsJ+Tfhk9RBO/AHAATLwC13j0zWd8g0+2qkATADSEl/tn1ACgCwNJDQWvzOx+UcgEC6QuQGRni/uTu2lddkgNAccXcIXLfjVUlnDwtSO79Sy/IwSXn56TPb70Tk5r8qDP9pWS/6WdB9cQpJeuK54Z1a/4Zu/rVoPX+WPKHQAEQaQFQVwOdPe4G7qHCgQoIlq1/CwKg/BMAO0JM/CvZFpO/XemEFIISALnRUckLEK/h11PUSyx4xeJXi4DLzikWyyco4b8bkyYjCFXVUDd7LiTqGqRlKtUECuqGTwVF/Ar5Y9IfIjLAEIChpe2eaJUHG8vWvyy2KyLgxno6vHaJq1EBdbwAaQiwMdBQ92muT/A7h+O69f/nTncWvog3NkHNWecDVNUYjiQoPeSyw+CTqx/JH4ECoBxBO+257baXzeYky793AAWA04coB4l/WrR7FQAyAmsMNNzTDbnMKLcnee/7Md0cgIba4mTZ5GwDtk5UQXzqbIhNnkloXdAdREjrBfCR+CnWIPkjUACUGdwm3A2NZHxx/5d5AiCv7VLTRn+wagms8QJ0gI2cAVboP36Uy5O8890E0MiaXgXArveKr++GOhFSC4pFgdg4EYRpZ4FY26DbRlj9WcHE/rSf1yzN9l+NT0sECoAyg5d4uz/u/7JO2VgT8GA/drHL5G9OvQCBlQSODg7AUNcZrg4kjf3//U/qDSsAHnu1DvqGih9Jn/povrFWjhB+ZsocyDU0QY5Y/WZthNXigmLcydf9EoaLMdsfEWVgEqCpxe2uHwBNAmRt/XsVJJyDJv7x2i6VVSIg9QK0dz5oOMogcwycOg5CPAY1jRNCP4h7D8fg3h/WwbEzNOlPLOn+R98f7YzBl/9tKty1pBdmTMzC8a4qadCg2KxxMDQch5gQg5io/1u970b7emCk8xhk+nuhbuoeGJx8EavdoaS/Epv8IFAAlLMHQB4YyCmZ+0H+FFWJsj1d3MZPD69d0j7n3q2sPACKF2BjUNuvhALCEgG0DcZPn0rAj35dBXSMLUEo7f2vHg+AioDvPjRRek//ln8dEw1mv1W+yw4NwPCpY5AdHOvAOfWtn8HBGz0XYigu/y2AQJQBMARgQwRE3SPBOdYT65/3jmkdrATA5Dsl6zFQy5GKgKDDAZT4v79FgFu+kYD/eDhm6KZn+t3oMIyeOAzDh94tIn9JAPUcgsl7f+XpOiXTXCR/BHoAKgheBgYqVyHCEF0QjVa5HUZkTxMBqZfA4fICawykgIYDMoMDUD91GsQS/l1Lvz8AsOlxEZ5+FaBvSJAs/rwFH7Ptunf6nTg6Ark+cikNGI9uSD0EU955BDL1U6B7znW292fSyQ56jS7etv5ubOuLQAFQacgPDNQb+naUqQBYyWninxa0JXCrwd9S4Dy7f33QAoBipL9XmhqmzWirGd9ExzJoYUX6m58VYeurIrx/Uk26xkP+svguJuZAIKQvDPWZEr+g/J78P+uNTTD+xC44dvGnYLRusu5v4qMDMPHI72DW0ee6aoY6F9//5PNI/ggUAJUIXjLvyzABsJ2Qf1tEtpVZIiCF3B64zURU+Ir+E8eaa5ccmy/umKeIgEWykEna+X3PAMBThOxf+j15fUWUPutBcdWzJv4rzx2GI/uHYKh7yID0pX+LiJ9+kt6Sf5pOvQ5Nz74OZ6ZcAUONc2Bo/FkS6VcNdkJd5x5oOL03L5gAmkYFWPWZ669+OJPNbvnfFzsw6Q9RVhC8LuCbd9wqlvtB2kfMGhbjAnhBcuaUyOcAaC6U+f/Ef+y/gDn3bjW6ztOH1y6Z63R5RABQst0f4i6tIUJkddH52TEvKQsBKmqa5fcSwe/4vUim/Cu1+B09ZKgVLif1jSX2xRx/d+s1g3DL1QNwxdxhaSTA1d+rlsYEUAi/8G/B6peFgCwA4vFYIamXEDp5zY8IJJo9HMc8CF3k7YbRTHY9CgEECoAKEgDHOrtdjwvACpfOnRVVotcln3/ip9+/XQGwTSFEHcwlIiDtQgSYLTMIzJXbFBufyx3zmj/41dzGM72uKh50RYAT4r/wrBx87APDhPyHYFxdcXUNHRXw//17DaSPxAoPMjXpq8k/QcmfTJlsnvzpZKc1cEEE0G3Kf5AqAX723KuYDIiIPLAKwAbCdr/zGv8XDSaLGdJkWh/By8BsaGC3JB52AqRlOaKwYHcHIX/P26m06NVm8et9d/6sDHzxlgHY+Jdd8P/9xRn4wxsGSsifgnYK/M69Q3DbogwRDII0CbRXQIGw8xO1+mkJbS6XXwdt1U3f22kPLBZtu/TaRBa5+bPXX70REAgUAOWPsFvwhi0AXBK9EVb+0/8+FkUXarvJ3650s0DaGAjMhxz2G6nOB63zEPbu3Uut3fnjG7yVLxq17p05KQe3f3AUVn1hGB7+f33wX3/dB3/80SG4YHbW1nK/0DIC3/raEExohHaJ9KkYoEIglhcCdEwPaX1kom7/nIuBAZTfK0IABGj97A1Xb/vDhc1N+IRERBWYBGgDysBAo5lsKOsPwgMhMpvJdOb2f/rfx6PqOu3wwQOgeAFCsyZb1/xw44Kp02gS4KYdJ5e1m4iAjvQj89Y88ry4btNjxol/VlhwsQBzpopkyknv552dhcZ67/tx8XnZ5T949NW2P1q0gFroNFxBXoVmAeCZWCz2FHX5yxY8eBkZiIqAmPQKVGSkyHOBhnHm41MSEUVgDoBNHDx+2pfR/eyAZQJgQERvhLlEAKSjeg3MuXfrTjBu/jPx8NolrixkYoXTLj2BW5I/fewz8JPfflrr5aBCoE33TO+YR4XONqUKQF3yp8W8cwDG1+cfL5TgLz7H111ZLizYrbvNX77lhpZsLrdZifvnJ++dOgtehnySQduDz7yCowEi0ANQrmioqwlNALgh/5CJXtfSjTL5qwiy2cQL4Na7EXhjoP7BBtjcfrvePqQWTN28St6mNiIGCqKGkGw7EQGE2AGW3SDwck7WGJG/jEX02s3H8oHZsMBSXoC8XEEQWu+84ZpdDz77ynpAICIEzAHwkYRZwCr+7zo+L7peohukCfmvLoPLYLs50bhG4MTxw19+URIBBkiSaR2Z9hMxsI5MSU7PxxZC/lbXVbPM2ExXTBeXK+QFEBEQE2i/gCQgECgAyg9hJeLR3ANPRO9eOrBEubhH203+lnK7UNoYCPIjzAWC996fC0/uuMnOrDQssUIWAhvJlOLoXHTZvK58I+WCFyCfHNiUiMewMgCBAqB8vQDBVwPQBMAIEb2ulUas//ZyOP9yjN9wYKA59271EscPrCSQWv8u0EqmbRydjpXE+rfMuRAEWQAI/oQs8mGFQklh6vOpBSlAIFAAeEfY3fdKBEBd8GGAhpoaD2770PMz6QN6ZZndM355AdLgPofANl5841p4/d3LXP32wnOPcnMOLOL+WhlQ6AzIWgcUewGkr1YBAoECwDv6h0a42p76EDwANUVjEXBJ8mbYUAaJf1qY5QEs9Xq8fL2fBhvcWv8SxjUM8nIObHtLBEHoVboQ5scVYO8JGPMCSFPqczd+AL0AiEgAqwAcIOiBgWj8Py71H41GpaV6Kyc1Zbq+8aX327/9jXnah2GHHddtpXkAZC9Ae+eDxkMPe8WW7R+H46enuf791VfoD11waP88GBhohIH+Rum9ch3Mu/TlwjwXXfYyq91I02oEBwLg1ZggpJSugFL5Xk5w1QzI1AtAlp33BUjruAucjxCJQKAAUEMZ/YsX0P7kNBkwqNAEjy2A7T42//CjnTQerhszpqVkkA8PdMivu2RhwH2TIJoHMOferUYknSR/S7oZF0DjBWCeTEaJX6fszxEumHskT/jpebBzx02w580PwO63PlCSjap8fFj8atFVQ/89e+4eqK/vgXmXvQKTp70vvU6ZdsRPL8lbhJtTEvGLMYhTso7RFP4cexEgCnJIQGj9wuJrV/7ntpdw0CAECgAvoGQbNBGaPRbqa6srQgB4eTRefVkfnHuWZc+EJpXF3CILgy75Ab+ecy9Bu4mVTvfFdVnf5DuhrfNBKY6cZLnBP/3tp83K/uzdi51XwJqv/70kANxeJQf3XyT9bPeb1xSWQAXAvMtehquu3SZNVo4MJ+sTQPiZIAh/OjY2QAxicbmCXxxz3zNQAHKXwfzww+R9KwBgXwAE1+A6B4Ba3H6233VTWhckKQfRe4B1VkFdTQ4+fvMZtz+nooCS334iBlbL49XziIdN/raIwfI3sdxYmvRns+xPF+NiU2Be7RJ4aOO3VOTvRVAWfzp1YhY899Qn4N/+cR385Z88Clt+9hUpnKAD6v535F2579H25wj5p2PyCIM0pBaXRx2MqQYOYncfFe6gu5BeECgAPFrAXq1tW/nxDlgwyIZANQxzDoJKH6ytZRK24VoIHF67pN3kzykGq6CWIzMPyE+L2/3aRlyogllVl8G5NddBlVBfckWJZjQv6pO91UVHxcDm//4KfGvFz+G1lxbreV4cQ6AepUIOQEwSAJII0IwayMYLkPcqkCU337X4g0lAIFAAuMfgsD0BYIvgGHTEUwYG8hv5BEDnpyfwOgHNis50JeCRpyayWjrPQsDIFd00596tnkSA3BiIST4EtfzdlP1R8j+3+kMwJXGeE9Peg1egVAhs+Md/hR9vKEr4P+BmPfc9un0DIfo9gioRsCACCsMIexcBokoa0f9yYq4FKQaBAsADtCGAoIjeyjMRhPeDZ6I3W+Grb4yDhx6dzHLtRUKAk0vTz3JACs+NgdyW/dXFJsC8mg9Lr06JnvU1SEMD37rnZ0pIoN3tcgjFLy8eKpgIgHg+DCDI3wsxjyJAyQNQ1ikISwGBQAHgjm+UhLuwiN4IQYQBqAAIpb0PoxVSEUAnxpCEABEBVAg0h3yJmlnoni0/Fo2BaNmf08Q/xfKnr36RulMBQRMH//Fvfuxpufc92v4i4fa/FQoeAPk1XhwK8CICxDEdoIQBUn+4sJnXPBYEInwBYIdvhmgYINzBbAL3ANT7LTICUBbUC+CDCKBIkmknEQGtYV23cqlf2mj7aDkgg9W4bgxEy/5+4jD2r0f+7Eld1LWcdX8ljv2CioAvfOI1T4l19z26/R8J0bcp1QBKGCAez4fbCiJA8C4ClBtqXF1t2EIVgQhfAHhJxNOvBAivK159AB4AZnkGoTYPFOGRp5rgyAnfjtdGIgLCjLP67QVoB5eDBLlx/dOEvyK3v6FN7k8CoA20fn7GgKfjSoj+/xBy366EAuKqfICCCIipOwe6u+GU24wsI4U0g6gYAcB21DpRVQnAV/tbP8MA9EHkSACEPhSAughK/R9N4ozBjx6c5rcICMvNalYOyKoMjI6l4KgigCb90Z7/TjAhPhMmJs72YtoH9dONn58+4Pp8f+/X2/qpOCPE3JFPANSWBo6Rv6sSQbHYoZETxUWAQJSrAGBF9EYz05uTt0GB8l4A/8YFMCz/C30oAD2SFy03hYqAo8d9C5tQMghlGFa5HNCInL2ODqh4AejyF/tp/VOX/1nVVxmfwJASAE3O9zovC7jv0e3SMSXk/nKhOVBM6t5TQv7S5EbYjN0QGAJAlLEHIIBEPD+bAbndxRofxwWQhh3mzpoXXW/GxAkZuPryfj83uiXEfABfwwCyCKCth5fb2pjtH4f33p/raPlTE+cZxv3DTgA0mKn1j6YPpLys6/tEBBCrf7ESDsjl9Mk/Jo0g6L4ygPy2CRMBEeUrAHw2VWsC7L3vZKv9zAOoqUoEurdOrHk3mDghu0a2Yv3s9b+OiIBkCPeQ3+WAighoIy/zTTwOUsa/m8Q/y1p/ZqTuLgHQ4Leeh92l4YBYLHabKIoPyWRdbPnL5O82H0CU/xnfUI9eAES5CgB/TVWlGQ4rEcAqXB6XBwbyA2yXGxzRG6DjK+u2r6YjuJFpGbhMarOBsEIBph4AFmEAjSdgrtE6f+Ki3/+Y9S/atMlDSwDUIvVH0/tTXhdCRcAPHnv2U0p1QN7lnyf/WOG9t3bB2VwOPQCISvIAsIfTMEAQ4XI/wgCOEwD5IXojrFR/ICKAurKX+7SulLhj3oogd46ODggBhAFUIqCLTFRILVN7A2jZH3X/O4Vi/YtuLjez+1UchH6xEwbkiX5mpQVEhl4ABfc/+fxywvJtepa/kB/fx7UIIEICPQAIFABuoJDh0EgmNKI3WmFDDftEQGtRwS3R66H9u794or2w5bKLnogA6gVYDAz73auwKoRQgFk1gC/d4IgI2CJ7A6QR5/71p3/meBmTEmePxf49JgAOij1wLPMW7Bt9Bt4a+TXsHX0a0qO/K0zvZJ6Gt0cfhfcyz8Hx7NvQmzvOygvA7Fw/QEQAIeunC6EA8B4GkAUAMg0CBYA3ATDKXUc8P/IAxsoL3WXcc4Y1tGMfmTaTiW4y7eAn0k5+MjHS3IA043WGEQoILAyg4w1Y+R+/uHulm37/4+MzvRj5xKofgBPZPbB35GnYN/IMdGb3wxARAmagfz+dS8Ph7Kvwbmab9D4Lo04SAEsEH8tjWldT/XFaIljkCYCxagAnIkAo/INAoABwxbuFh41flQAeXAhuB+wx9QBUVXnKuOfo5LV/568OUgufDvCudYNTq4266tcB43HvFcswyFBA0GEALX71zG33OP0NtfwnWAgAI/Rkj8HB0Zdhz8hTcCKzF0aIEHADGhY4nvs97M8+D33i8bGLyDoBUP1dyx9N62cmsL73620DiXj8Y+RtV3EyIBTeO1EAdPacKE5AqkGgAHDBu1J9LjBIAvQpVsDaC+BneWHAJ49a95tlizwMBB0KCKIpUAkWTN282o2IGhebYmFaF39HSf5EZg/sGX5KIv+e3DFm+0CFwOHsa3A09zrkIOPG48NUYP3o8WePkufOnWqrvxAOAPNQQMHqV82SzeUwBwBReQKARca9OiPelggIOCmgvoatAAhiqOEATl77d/76YJNP1r0TYggyFGDmAUgxGhtA91iDi1Hy1O5/s1NKif7A6A5C/FvhOBEAbq19O+jOvQ8HsztMRYDBtt7DelseePKF3xIO/7ke+Zs6ARTRoPoqEYt1INUgylYABMW5RWEATlrfsrTYgxhjwI+Tp/Nzav3zYPUEFgoIKwyw4+SydjLRhEpaFZC2+zuzoX4pyR8ZfRP2DG2FAyM7JJd/UKA5AgdzOyBr1xMgd9v73LT+Zh9ujb8uMuuFMZI3R14CKHPFYrFupBpEWQoA3zlXtYJhWgnASY97ZWJJ2r6OMugP0eston3tL59o5+gaDzIUEEoYQBYCW8hEqwKW2xECpYP+AJzJHoT3hp+H3UNPwqnMe75a+3ZEgN0HjejT8d341Itp2h+g2ANgXhJYZP177B+AQETCA+AbOYnFlrF/HQG9ldaxEgFMOgAGR/RGWCO/8uL2DCwUcHjtkjYwHxvAd68IEQFtshBYY7Qt4+JTSqz9t4YehUMjO6Evd4qLkzZMRMCJ3G5w0KCo1ZcHZCz2nWLyHxMBJeRfUAdQNE9OjFw6LwIFAH9WqPdKAH9K61gJAEcegPCJXg8F619YsJu6w3nxBARZFbAlLC+ARgishnyfgBIhUC3Uw+nMQdg3/Bz8fvAJYu3vg6zI34BbZ8Q0DIinbQu9z03rYx5meeDJ53cTJn+8OAwgGJb3yRkDRR6BWExoBwSiYgSAT/F5ex4A9oPZWBJ3FRvXvW4+AZ9Eb2X9K1jGkScgqFDAJpO/tQa5w0QEdMlCgI4h0KZ8T8n/0Mhr0Jc9BbyjU9xnavdr4EvTJULobXm3v8YTUOIBkNMDVM2D6PtsNodMgyhTARAAszSoht4dEwH8dMRj4QGQlhEdoje1/gsPxAW7u8g0H/xp+OMUNBSwjYiAjdQbQBsU+bESeYhgo31tmnPv1kBFwIKpm+l+pyCiw9JSD4ChF6D04m793LQ+5mWn4+pqtxAyHyqY9Ar1a+L7gir5T1B9t/GpF9EDgKggDwBjd4J6+BEaBuCtIx7tVeC1fM+uF4HVYEaszxGY9PcnIoAOBqQkqIX5MEzKVjhtQLSTiIAzZKKiYDWZaJiAFXmYeQECCQMQ4m8mE819oF0XN0KEx6U/Ix4wv/KKr37mYYDv/XobJf92QU3ugtb6L24YBPJnURSxBBCBAsAJtWktejWGRke5PJBevQBa9z9/JG+6VW3E+re08OkYAGSiJWtUDLSBP2MBOPUKUOuYtpPdJnHNjnk7ZS9BqwcvQZvJ33zrCUCtfTK1kmknFTiy2In8SHR94gkYhUFDs1+Dpf5shdCuJn1tCEDQfKv6FwUAAgWAHaI3Ijm1dTw8kuHn6Kk22mtDoHwLYO6J3ghrHD1KF+xOy6MCUiFARwtMc3RPNMvEuVHPS2BnAYfXLklbeDqYNq4pJ2vfCN3iEbuztnxuKvswAHlCvVSgep0EwOK2wWPvyV2zHWkGwSt87Dsr2tPrdlRKbOyO821MAOtdMYXXRMBwWgAzkRrE+n/SFYHTHAHIj2a3npBri0yMKc7uEcVLIHkKyHYqVh0l+F30lQoand9tMtmXVtAMk+yS+Ony15Uj4WvRI74Pk4Xz7F7SLRZeGMcYX1+3s7tf0xdByK+veNhgoSj+T55dW5BmEGXsAQg2496/XgDgye9OCTzmcmAg/zsA+hpQWMNiIbRskLPwgJWXYIVsbe+XvQSb1V4Ci54ArJIBuyqB/CXhD4MwDD22tKvoQxjge7/e1q1UAhQrAKUxkJz+p64AANjy4yee6wIEolwFQBAua22CnacwAKMsOr2fuw0D1FSx6gAYbOaA6MH6NxECPIcHzLwE1OqUcgnkIY93/tuCtq5bZu2COfWder/xlAwoPl7f9NJ/3dk8e9qJiiEYmgtQauzrNgVquXNqL/MwACH1txXLXvP92DgBxaGAh5FiEDwjEYWN1AoAGgawdJkz4D2ni6gl29Q36H3/fN8xL8dBZG/9GwgBKTxAiJRa0mcieG81LzvnZVh29g6aCg6H+yfBW12z4cWTF8Lb3WfBi6cuosmAzYfXLnGUJCY+2Zgiy7uLTC2Ec5o+9ZHHYN1PvlARD6tBZ5cB9cQwdb/nREmBXKIlfxqiLIr/K/eJAOj+R6AAYA0aBhhXXxMa0RuhjrryXQz7oS9muCJ6PbT982a21r+RECAigJJkpF3d1Aswp/4k3DJzpyQI6AFO903dnPzEnC3k83byuUO48Yju8RSfmpgk87SCmLuLfEqq/3bbDc9UjACgwwaDYPsaXspaABBqn6CtTSpO+hvzBBBR0IbufwQKAEaIx2J0XG3p/cDwiCt+9JtS3YYA6muqAiV8kc0BWRPg6d8EZRjrTjYcJ8Qu5RJIbYrF7TPThOTbybtdQOvHxVxSsvZBTCkUpD1pjfX9RARsh988u6j8BQAMOrnBaUhmOeM7Z572m5gQG+sOqPICkH/XAALBOfhrBGQQxlZbyVaVAGHW0DtN6PMr+79o38XiicEBCcT6V6FSXKnUum+FfGb/NkIiGwm3pKx+dPsNFVZpZu/abbpzam+K8Wrr1OP6yH3+i6z/WD75j1r/aUAgUACwZ2lFAPDYLMfpiH5eyweNiN7nAxKodSOX2bXh7aqPq+a9DTOnnKxADWA5UiCzaoDlNy+8tuThGYtJhD82FbwAaP0jUACwYmm92ftpGIBDV4VfHoCQiJ4H6z8U0RE1fOaWR/EglIKZByCXExfm7zGxcK/FY6XNf0CA9T9+4nm0/hEVJAAYlNZZLUIbXw+mIZDzHXOaB2DaAjhcotcDTWpaGcaKZS/Aerxl9XHb9e1lv49VUOfUUGi+c2pvktHqF6n7m8TjMU3ZnzSlBRSqiIoSACGNWJdhKgDYBROcDgxURwQDh0RvhA3E+g8zs5k+XLG3ug4aGwbKXgRUCXVunkOevQCtN31Q6fMgrYe6+mMy6Svuf3kY4OXE+sfMf0SFeQB8pVR9DLgKAQSTNWDXCyDlC4iRuVa6wrbA5d4Ay4DvLoGh4fYbylsA1MFE5/eLyCQPoFW9YlqRVGL9g7Dy/ieeb8erEFFRAiCoRLy6WichgMA74hW57etq7CX21VRXRelaCdv6V0RAmrzMR09AKco9GXCcME1l7FsmAMrfiCkGq74nf2+LkusfSqx/oe3+J5/H8BQCPQBBIS8AwiV6I7e9XWJ3WjFQyda/jghYDJgTUILPfOQ3ZblfNP5fA41uftr02Sk9rntILL954QpyWycl8qeWP4Ca+BXyX45XHgIFgO/UW4wBnyoBvCbiUWJXj2BohNrqRCSOusiJ9a8RAV1kWikLgTTeynksumpHWe7XeGGW5bVqghY36/zizQtp7H8VyOQPJf3+hfVI/ggUAOxpt4Rt9erlvVYC+JlxbycPoK6mmvOjzp/1ryME6HC8dOCgNYC5AVIIoNxEQAwSMFE4xzn7j33vtk3iRmL5NymjfCrlfsT67yKvyx948vmVgECgAGBBORYbqmNRZzK50Ine0AtgEQZwNgBQGEe9MNeGf+HM+jcQAqvJNBHy7V/bK/mmvu36bWW1P5OF8yQR4KF/SMqx9b/kOur6bxkjfyHf+CcmPAECzCfk34b0gUABwJjonUAbArBsfRtgxn29RSKgX/F/Z0fd0v7n2vo3EAJtZKJhAeoVaKtEr8Ci+Ttg5pQTZbEvNO6vtv6dJACqv/vslB7bIuCPP3xdK7Hy11Gjg8b+Zau/nZggix948oVbyJRG6kCgAAiI6I2sZhoCYNzjnhms3PteKwDYEL3lLOl/2bw1kgRKEwXJtFwWAvS1oh7at38o+l4AavXPijEbA8qWAPjSLde3xmMx6vqnz5QO8v4fCPHPfWDrC4vJ1I6UgSgncJuFpjc0bVU8XhT3D6YboAfrhVj5w6MZVx4CM7vG09zOFtj89ZYlyX/ZsjWy5Cn3DqCegDZxxzxKAndBfsCdsgYNA/z44U9HmvzPii2w7P7n4JK2lQcQE2Lp0UwGyR6BHoCgiN5LfH4w9DEBjGE2LkCNJqkxIIveN8spImKgXeUVWFPOXgEaAlg0/6VIk7+tsj/R9ve2ruMfPPZMO5I/AgUAZ0QvbaxOIiDPXgCjMAANZQg0vuiV6BmMwWADS8vtopfDA6vl6oGyTRqMYjIgJf2z9cifwQBin53SnQIEAuGfAPAz414vbj6azXF3UJXdrDZI9CtNAHRJ9MGg5estS5rK9QbQJA3ShMeySRqkHoAoJQPSZL9i8hd1SN15AmDhGxGaAYFAsBMAYY9aNzgUXgjAipeppa9X7pcfAZA7ojcVAeV+I8hegZUwljRYFq2Go5AMOEGYDefGb4RpsXn5cj8fNRE+8hEIlh6AAAkqJuiEALL+hwC8xOf1xgWoq67mleiN9mZppdwQcodB6hWg4w1Qz0BblPfntg89zeV20eS+KbHzCfEvghmxy20l+3l7/EhzpvCRj0CwFAABQq91LsscAD8S8fTq/XkbA8BGKkFFPjhVSYO0wVAkkwZ5SwZsFKbDnPhVcB4h/inC+brELzq5cG1+L+a/a/rM5O4kPvYRiAgKACM4rQQIMuNemwhIQwJ2xgkI35NRhKa/aFnSUqk3iewVUJIG6XDEW6K0/WG3Bq4SqLV/AZyXSMFsQv7KqH4+mPl2Zsc8AASinASAnhfAeYK8Pxn32oGBgrD+fUolWIq3iyQGtpCJioDIJA3SMEBjfX/g650QmwPnxK+F8+Mpyd1fsPZtWe5sEwDVegivYgQiggLAqKyOVgK46HEPQSXiqWv+WQqAgHMGW/B2KRICUtKgavwBrpMGg8oFoNb+9PglcGHVh2FW7HKoFyYZkrPo1sT3BvQAIBBREwBm5DagWwnAT2mduutftQsBwElxAA0DpPCW0RUDStIgndo43MSujy7c7ut2NRFrP5n4IJyfWAyTYkmIQ1UgzwQXc+I1jEDwKgDckF1GqgTgsoa+xHNRU53gnejNgGEAcyHQoUoaXEnHUgh5k7bI3om5F//ZPuYNj6i1P4NY+xdVfQRmxa/QsfZ9JHXnCYAFfGZyF3oBEAgIcSwAtz3u9frrSzkAIr8HWSkFpLkAiXic5021OkktErEhrISAMorievGlC4nFKd4DwYVQaChiEyV/4eMlAmSTVwuYWvaNsenQFJ9DCH+y6joRGd3r3n5sc/ZmKJM+DwgE1x4A1hn3yvjcWgwOj3LtyaDCRdv/n9uNNT5Jyb9YejNaT07EwLV724UPvruMHFBl/AE/kgbTsuCYL9yWmS/cnlsv3C6WeB92nFzW5nb9tcJ4mJ1ohguqbyKvV46RPytCDyYBUMGVeGUiEAw9AExHrXNhMtCGQHUQPMHa3VQaBgir/M/dcTWc+S60nlwIgYX7KCGvppP4fLIVRPEuL9Z4T6YBnum8suv2ac8uFz467KQskYqAFbat/fgMmByfKwkAY0vfht9dM19ICYDK+lDEIhAsBIDo4a9u7v2qRIxY+6XfZ3weFMjrY6quJkBxIvozszxnCm8bj2LgQ2lKwm3ic2dRIlLCA7bGW3j8xLVkWiC9EhHQ9FX4qyTAEier32AlACjZT4mfS8h/uiQCRJuWe5BULnr4kmgTvIYRCPos8rqAry/7sOgH0RvhdE8/dPb061rYc6Z6H7PGr4dYRm5ZTHMAIkL0Zpi77uGn0nj7MDyVz8xKEWYiU+5K8qlJGVyjc2Qc/OeBW1Ivnr4E3upJSpa/DuYfXrvEtldmwdTN27RCLi5UwfgYtfbPzVv78pUgllwUos5HHSe9aGDtiwYeANHAKyDqLF00CAuIRVssb4ZYcnXLX83/+ekm9GQh0APAjIVCzG7LOBwTIOhNdU38on8/8HAMqMW6Hm8fhkr8xiPtoJulfwrm3HvHOgurffOce7dSEWA3vl9IBmyITYGJ8bNgPLH2YzSExvjG4DABUAEmAiIqHmwGAwqwXs0ojm40JkAESutcbqj9H/hwDO7CWyc4EGJfaUFWSTJtdLDILcTK33JRzRI4t/o6SQA4qdsXvVzjel8EmwCoPmYIBAqAKMEsk35geLTMiN5Z/+EAxU7zyqU3N+HtEyhoHb+Zhd8y596ttpL7dpxc1nVBTWp5tVBvQp0eSNd2AmDwN59q07AlMAIFQJQ21orQMgEMDRws0TNyFvgDbA0crBeAegCsejCsIyLA1nl54FC8y7blXEYJgGoRi1cVAgVAxIxks1K60UyWr431MLPLsYeCBHYFDF4EtIF1q+GNRAQ0u76W7dJnEKTuaUYDR8QYmj496Qx6sRAoACJhJMswG0zH12ZAARN9BNCCYYBQYJUP0CSLgNDPjehlJn8TANELgEAEJQCCIjnPIQDHZndFEL2pCMBbKHAvAHXdW+UDUGLbZkMEdLi5RdioAet8Ah8TABWk8IpCoACIGNEbwXYIIFoZ9zwDE6nCEQEdsgiwsm7XWczTpU+dZZ8AqGzJOXg1IVAAMCL9oKAeXU+LojBAeWTc8wXVzpIHKnoAwhMBtP3vGovZWufcu3WjJ5u+PBMAFSTxSkKgACgjZJSRAcsr4z5soh+bio9B04pP3IwiIDwRsBqskwJtiACotARAZZ4UXkUIFABRIyUTjBbyAJDoGRK9GbAaIFwRQEMBVrF8IxGQDpXUw00AlPCpiVgJgEABwC0p6TGReSXACES4tI5nojcCegDCx2J3IkA8EAjRcpcAWDQ/VgIgUABwQ/I2XPdmvQAymVzlkry/RG8EGgbAh2i4XoAuWQRYjQVQIgJcJQAaDQ8YmQRAQAGAQAQiAHzMuNfDKE/dAMuL6M3OEY4NEC0RsNlWnwARWMzC9Krz8KURsBIAgQKAZ6LXzpGIm2+2rw2BeCD58IjeaI0YBuBDBHTYFAH0fG3rmdR7jqGBHyape+R0mwmA6AFAoABgxhGOCMRbaZ3V0LqZqHkBQrXmXak3LZIrPnETPkijJQKaT8zqbA2N1DlIAFSuXbxqECgAAiQQv2P0mWwOid6jGHMB9AJETARkqjP+Ey3fCYD0MwoABAoA1nrfT7qpSliFAEaQ6INPgcRyQP5EwHwwqQ7obepzTrDllQAo4VMTT6P3CoECICp0YxUCGM0E5AGoTKI32ormez5xE1pTfImANJiUCA40DMHO69+El2/ukKdd8O7lB2CQfF8hCYAKsBcAoiKRKMedYp4DEFLb07Btp8Mnu6ChthrGN9SZll6qQMMA6/G24koE0DDAfLn8r1V9VVGil8hehdPTumDfZWmY9d4MOO+Nc6Cuvyb8K9u/BEAFKTK149WCQA9AVDbcgpBcVQJEI+M+sK0YGc3Amd4BOHTiNJzs6rOTW4HlgPwKAdoxcLnd+Y+cewyeXfoS7Lv8gOPrx/VMwScAIhAoAKIIs26Apl4AG6V1wVEsH0SvtxVDI2MCKpcToW9gCA4d1wiB0gU03/Pxm9Cdyq8IaKPeANHBMMBUALz40degd2IfAxOfuwRA5Q2OaolAAVBOkPIAol1aF+pWZAzyKApC4IyhRwCrAfgWAZT8H3byG0r+vyMi4D3JG1BeCYDy5qNoRaAAKCcMjYyUQ2ldsHJD9UOrPIq+wSGj0ABWA/APVxYv9Qa8suR1KW+gjBIAKbAKAIECgGtoXPe11dXWHoAKseZFHxYyPGqvRlxHCLRgGMAf3H333a1kaiFTKqxtODO9G373sZ1w9Nzj7EndI6e7TACUcEfTabxmERUH/qoAGGXcu6sEEHk7BKEtxGkzJSoE6DSurhbqa6toGKAtajeDuGMetQQpuTYZWMnUfd4tv3YJC3a3B7yJq0DuXEdEAH3pkrclTaYDynbdf//9vm4XbSD01sK9khi48JVzITESt3/J8ZsASM99OyAQKACCYzk/KZcmstVWVyHRu8DIaMbV7xQhECHSp4RPqxdawLoePKX5rfK2XSbjXSpSpgKhg/HmJjWfm7TbFKQ4OHLucUkEXNF+MTSeaSi+KKOTAKg+lghERUHwuoCVS28W/bbm9dA/NAzHT/eYzjO1qREa62tCP8g8E72R9U/d+i7R/qtXXl8cAeJvVVvUPiItTaJIXsUD5JUQsdhFX4WF+7rsLkR2+29jsUEvNd4EpxPTmO7kua+fDXPJpBUAooHiF3UeELoCQPpeZ9Bi0eo7bQKgvHTR8POah7omr0ZKQKAHwAM5BcVT8Zh1+kLQgwJFjeh9Om5rImDxr4PgEr+SRiJDfOFc+m8HYSEiBMTt+TKVnORNEG443GFh/bvfoKG9cHocWwHw3hUHJW/AJS9eCLV91f7eUyKnNw4CUWkCQAzsvhMd3/DqWnYkevvwcNzaiPXfzjH5U+JfwdlmKUIkJb+ukrb1mVn0pYsIAkkg/PDZI02vHJjFZIXTRw/D7JH98H71XKY7QgXASx/bSUTABTD14CTvl35ACYAysBcAAgUAB49pextuMR4AhZdKgHIneZ+OG5fWPyF+Gt/dBpEr9xILMf7eIbahrCv6XyInuh7eb5jOdLk0QfD1Rb+HqYcmwSUvXADxkYT1/RB6AiB6DxCViRDLAL0VtCXibEIArOvnQ6wSZHY2XIYA1hDrP43k7w8hHToznvlaLn+7AWbvn+HLHpw86zQ8v+xV6TUCCYAA2AsAgQKAP6L3ikHZnY1Eb7YLxZ9GMo4rAGgyG3eDAEWH/EVTYhsYrYKBkSpf1nzZ7y6Cc/bM8WXZ1BvwRur3ZNotvQ/yeDoNCQw3jjTNvncrVgIgUABEhejthAFoS9tKI3rRJtHr7Rjt+08nh1hJrP8uDg/F5nKw7A6dHu/r8ue9dp4kBPwC9QK8sOw1OHreCY9+EPAtAXD3h9+jL+uQEhAoAFzRTfAkl0hYb75pR7syJXovO+bC+k8T8m/j0PpfDTo18lwZ/HYFwJkJvm/OrP0zYOFvr4bEiD9pQdQD8PsPvQuv3fIWdM3oZnqMvCYA9szsg/7Jg/RtK3oBECgAIkFy9iA1tEGit/+gzjpOAFzO3fHKd/RbFZ2za8BQ8led/XX+rDpTvNzGM+MkEUBf/ULX9G7Y+ZG3JDEwNG6YiwTAQ1cfVX+RAgQCBUD4BGd1s8cE6z5GLizaiiB6RgKgndOyv3XRONs2PQCnffIA9JxV8lVdfy0RAVfB2Xtm+7r3x847CS9+8jVJCPRO6oewEgBPXHgaumcWDXWMyYCIikGgZYCsS+tqqhIwMDRiOrsS047FBG4OuhiQbeNmo4aGHfUA4NH6T/FtxTk/z35UAFgR7EWvngcTjzfBWx/c42sC37HzT0pT07HxMGPfVJhycFJhbAG3+2Q3JEDd/umFh7V/wn4ACBQAPBG9V1AvgP6YAJVL9MYeANslgOt5LPuDfF//sgHN/verAsDquph2eDI0/vYqSQTQJj9+omtGjzQlPnCAiICJkiCYTF6LxACjBMBMdRaOXHYCDl11VO/PSaQFBAqAoHg6AD6keQB+CQAxzB3zYdU2QwA045+7pj9y2V8r/7edaPtE+Wf9k7X3nmW5BXV9tXDN1ivg4Lz3Yc/V7/l+ZKi3QfEKUIw7XS+JgQbyWttbI72qRYGVtT88bkTKNRhqHCHvh6GPWP09M3slEWAAFAAIFAB8ugWKYZfUR7M5Hzc/mkSvK5Ts50ts4LTsLxUN4rcPX0sAR+0nF569ezY0HW+Ctxfugd6J/YEdsb5JA9JUcu/31UiTqDN4ECX3/skDrtdJKwHeX7ukCxAIFAD8WfRuPABI9Mysf1r2t5rT63lpuRC/gs7+em62lg75e+2jV8F7lx+QBv8JE5JVT6sI/AFNBGxHekCUO7xXAUSgtE7PsuUh497BRgWyupFRW/H/lRxfzy3ldoP65gHonWNN/aK+HKBD/16/5QMw8fgEQCAQlSwAQkR1wp4Dg1YBZHOijY54lUH0RquzkQBIy/62cGlj75hHyZ/jJi7uTvCe45P92ZzRekebpp2Fut+vfvJyafhfv5oHIRAIFADGG++gtG8kMxq8m4JTojeCjRDAGo4vh6XldnN29tX5fnl6xcx90+BDW66RXssIGP9HoADg0YZy3xEwG9xGcU70RhgaMe0B0MZp0x8FqXK7OU/5Gf+v62QmIKgH4JIXL4AFv24ui7DA+2uXdCA1IFAAcET0RvH56ip77keXQ9yGZs0HvUoL65/Lsr/Cccq3/k1GQsE6MMP3+uX+lwVA7PzfMPIKiNL/NEnwqicug8vbL5ZCBBFFGmkBUSkINXjHIuPeTjtgRx4AkafjEBwsBNIGTpv+KCir5j/KBXHK5xCAcP6vQTh+JYg9c8BuAqBV4T3969RDk8g0URr9b/8Vh/zM1vcD7UgLCPQAhGTR+0WHJZUAnLjteSmcGMlkzSyi9Zxfxy3leHP6nQMgPQCu+gFA1aAvApXmBVz3y6vh4ufPj5JH4GGkBQQKALvEoaqxD4PoE3F7u1AY5z6i8Xm/kTX2AKzhtOlP/nhHxf3vAnv8DAEooKGABf9qKQK8YAYRAguJEJj/xKUw5dAkbo/3+KPjYOGPmnEwIETFwHMIYJhY1lVSHD4cmkvE7Q8cwrIlsBjZUy4aHBtdAdBByL+N8x1KofXvDcL4w0QErIPcjpW2uwOKLmaiLX3plKnKwFHa7ve8k9A3qZ+L493QWQcXPT4XGQGBAsAJ8sljAZfWufVWZLKOBUC5Eb3Rnw26Ja6MwI7eVY435qmAOwAqIiBrJgJEgyxG0c61N/YdrRqY8/ZMMs2Q8gNOnX0mVDFALX9K/t5GIUQgKlAAhE3yTnoBmCW6RZPoRWbHMlf6cN/Cedkfdf8noUzHb997LHhXORUBcSoCXqIioDYQbU5zA6gQkMRAwzCcPPs0dM/okUSB7w8/QvhzXp0BM9+YikyAQAHAM9EboTrhJASQrXii15t1eCSy1n9Lud6YpwIMAZSIgGvXQe71z0vVAUHeLzUqMSAdAyICqBiggwHRoYKZrae3Gqa9M1ki/vhwvOiOIDoY+xsjUADYxdDwKMC4Ot+JngUcjHZXlkRvBB3PyHrOy/4ULC3XGzOMQYCKRcB6yFIRcPzKYDS+zoxTDk6EKQcmFkb8657RK4UJqCAYahyGfvJqMqxvESYcbYT6zjryOg4mpSeYrFbEJEAECoCwLHqnq3OySqkSgEh8u70DQiN6MdjDnskVNQHiuulPYZ93zKN9/1PlemPuORZytnzVIMSv/hEI79wG2Xc+5vx6E9lf2xOONUqTqAlXUVFQLATEQroCTe5TYvuipreBKHJknSAQkRUAAXTEM4LTpD6WlQBRI3rjY1JkRXFd9qdC2br/D51u5GZbYhf8BuIzX4fca1+BTO+E0ivSYQLg2Ce7bRGtr/pxp+tV+YmiityR4BEI0/ubK6sO/K+hN2l449+WO9ixMBoGqXoApAn5r4/ItRsd979DXgvT/a+HxlndML3lx9B46Y6wbADTgyvaiZwxmgeBQAEQAaK3QXaMtpot0YcBlShaHgk+zbv/y88DICoegPHcbFJ1dTXU19dDrHoImj74BEz72H9B9eTjgWgkB18iEAjeBEBQJGd3QCCJ7CzHBLCx1RElegvyb+e97E+FlnK+KQ9yFAIYP75YjNTMPAAzWn4Mk2/8lSQKHJO6R07315JHcYGoLDDJAQj7tnGS1DdWCRBOxj13RmeusOUrI7TZi8r5puzsr+NiOxoaGiCR0H9ENFzwOtSdsxd631xApg9AdqTW+mYIPecFEwARCKYCwPMwuwEjPyZAbqyBECeJeGFhaHSUvrQR6z9KY6CXtQeAhxBALBaDcePGmc9TPQQTrnoGGi/bIQmBHiIEciM1pncM6wRA8/mR4BEI03vYuwDIhb4T1VXOWnhKYQALX3xUB/Vx+rjMZnNdUbL+xR3zKPk3lS/58+H+nzBhAgg2PWuKEJj9mfug6apnIdHYHdgVzDIBMF4zDLM+/OR2pAUEegC4pi3NA8hhXT8NA9RWJyrCRrDav5rqqrYHn325K0K7tLScz1ZnX/juf5r4V1PjfPjevBB4VpoG0hdC3ztXkNcL3F2jAScANl38Nky7cTsVAe1ICwgUAFzTlrdnAfValKM172am+prq7ojtanm7/8+E7/6n1r9X1Cf3ShPtHTBwgIiBvZfDyKnpnu5jPxIAG8/dBxObd0L97MPKVx2AQKAAiA7Rx2POIhmjmWxkT5j7LmzRlzzijnm0TWtTOd+QB0OO/9O4fzzOblQ8Gg4Yf9nL0iSJgfSF0H/gAhg6crZf+t5yiYnGHphw8VswYd7bUDW+aIyBjn/4h3/oAgQCBQC/Fr121kTcaQ5AhvsTU8lEbwJeh/5tFxbsXiwLlBSZaAP9ZnA0UmH+vIUZAqDEb5X451kMXP6yNOVGaiURMNw5TXodPHKWx+vYPAGQWvh0Gnfuu1Az5aTheURKQKAA4JToWYGOB8DHmAA29lEM+uhwDV7d/xvoP0QEUPdxh8pj0SSLACoKFskDzTSZnccwkwBZuP7tguYLKGECuFoW5kQMjPZOkEIFw51TITdcKwmE3HCN7vWv5+6vmXJCSuajr9TSp2RfP/uQ3c3ahJSAQAHglcYCLq0TYs6JfHQ0CzXVwUVAkOg9Hr+8dZ3kcNPShPi36F6XC3Z3yVZlwbIUXzyvOS8EREUQNI+Rf3ju/9raWin5L0xUTz4hTQ3Jd3T/TkMIo72lx6iG/CZGSN8jqPsf4/8IFAB+GP5+Ull1wnnMklYCsBYAnkZJQ6KPtPVvW6wu3Kd4Cdqks/78OQUvwTvHJ94VhsihNf9BWv+uH1aN3X6WGG7AWwyBAiAYLRA6vPQvKAeiV21FVKweHsv/uhQidwvhQwcKXoK7776FfrUq6J2gcX+Bg3BYiEgT678NEAgUAOVL+mrYqQQoh0Q8G1vCfdazuGNeEhwl1AWGLbKbnxUCb3FcVVUlDfZT4ViDVIBAARBh1FZXwdDIqO351ZUAUSf6CggelIX73waSQe9AFFz/PqMdrX8ECoAKA60CyGorAaLjtq808Fj+1y5n/UdWAJgN9lMhoN6b5YBAVChi5bIjbshxVD0mQGF0sPBHAAhsKyIwwIGqlI43MC0Zu/vuu1OB3vg2BvupAKwh1n8aaQCBAiCipK9MtS4y+vNhgAoi+miObMSj+5+W/rVF2fp3MthPmYK6/tcjBSAqGdz7/2zH510QWjaX5WcfIrGSUMBj9r8fDWPaybQM8t6ORbIg8EUUuB3sp4yArn8EgicBEEYi3gjjMQGQ6Bnvat79z6MHgLX1D/fff3+aehbIVGgqdPfddyvhDzq5aC9sbP1XOND1j0CEIQD8IvoqF82ApBwAXvlX9HPRkVERXJK/sGB3IORBREFJJ0FZGChCICl7C2wPksR6sJ8IAl3/CITfAiDo1rcxF+2AzcYEQKLnAos43KbQ+8UTYVA05oDGW5CSvQVJrbfA78F+IgB0/SMQrAWAGCDRswYNA9RUBeAIEf1abFnHBHjzAHQQ67+dxwNl4i1IyWLgygkTJqyo8Ocduv4RCLXhzGIhwyMZk0zzYFLQ4zF3u+ImDGBJ9D7srmjwHwNw+UAUd8yj5N/E2WZFrl88EQbtZGqbMWPG9rAH+wkZ6PpHIPzwAPBQV5aIuxMAGTeVAGXktv+P3z7Dq0XEW/Z/lw+lf4Hg7/7u76iQ2ljBzzl0/SMQ/gmAECxERssxHRMA4/Nhgjf3f1uEjyUdYKipgq8ldP0jEFETAE4pkibz0aQ+RwJA6QaIRM/Ped8xz3ZWe4CI5HCxxPqnx7KSY//o+kcgjDiTF6JnETavqnJe3qRUArAgep9i9P4ebD7BW+//LUGV/vmAdRX8fEPXPwLBiwdA5HQFow4qASJj0YshnQM24M39H1Xrn1r+qQp+vq1E1z8CEbAACKuG3k0vAD0BECm3fbSJvnS78+7/JEeblOa19M+C/GkIZVUFP9u24DC/CEQAAsBXb7KDBVclEjA4POp4FZlsln/SLzOiNwFv7v8NET2O1PVfqYl/6PpHIMLyAPDtNtD3APB8HCosjTDFGZFEzook1j89hq0V/FxbTqz/Lny8IxC8CQCRv4WHIgCQ6Ev3f8e8JDAY7IYhaPJfFImkkmv+qet/Cz7aEYgwBUAIpXXVLlv6mo0J4McxCJfouZYZvCX/rYmg9b8a+MqhCBLo+kcgAhcAPiUBBBmXH/UyJkB0iZ4365an+H971Er/CPlT4r+ngp9n6PpHILjwAHBI8p4FQPlZ9B28XIgcuv+jmPxHXf+VmviHrn8EglcBEATRVyXcj3OezebKmeg52H5LpDjaFlr6FykyIdZ/C1RuzT+6/hEIHgRAmBa9lxi+lAgoItGHCJ4G/9kUMfKnVn8ld/xD1z8CEZYA4LbtrUMBEOweBEz0HJ8eccc8SmA8JQBGrXc8bfiTrNBnGLr+EQi3RnPZ7ImciBh3OSwwqzEBdDfK40gHjpbAamCFYMET+bdFsPRvO/CX0BkE0PWPQFSUADAgOOVtIuZ+lzKu+wH4R/JlRvRG4Mn9H7nkP9kCnkut4Qp7fqHrH4HwAH6HAw4hEY+GAcx7CYQQn6+M7kApTrajg1j/HVE8gDIRLvvZv3++9XD3lI1dgw3lfs2g6x+B4EEAiDkPLMWY6AUviYDZbDhEX8EtAMUd86j7n5fStQ1RP56fvurZu4ZGq+Hpd66AF9PzyvWyQdc/AsEATEIAY8RpQXImrntWnmzvpYAYnw8YvLj/u4j13xZpMfXCXCKmhFRt1Sh87JJX4IvXPglNdf3leM2g6x+B4EUAFJGYHsmL0eC+4dFM2RI9x8eflwTADdG/nQVVKaAAcyefgD+9/jewMLm7nJ5Zbej6RyA4EgAimBN9kDTntZ9/JperJKIP1YoSd8xLAT/u/2hb/y+eu5pwfpIS/9gEkPcGvApfu/5RmDn+TNSfV2kyrcTHNgLBkwcgUN4zz5evSnjbpaKOgGVp0Rf9YlfI1x8v7v+2qPX9Lyb/8yjx3yORfhH/j32g5E9FwE0XvBHl5xW6/hEIHgUALxTnlZdHRrPlSPTAacIBL+7/TRG/j2kjINmTolIAajEg5N8sJgLga9f/NoregPWE/NvxkY1AlJUAYFtD7xUZPQ8AEj37/d0xjw78k+RgU2jf/8gSi/i781OE3Fslgi8JfxWHA5S3MyeckUQADQ3UVo1EYTfTEMGhmREIFAA+Eb3REqqrvFU2ZnO5wI9AYETPl07gZejfiBOLUDwGgCIEBBXxG4iBhXP3wJ8SIUCTBTkHuv4RiGgIAA5a33rAiEklQHjWvOh95fw5BVIcbAMllchmlIsvXbACpCGUNeRexPnmYqCpfgC++MGtPHsD0PWPQPAvAMqnx71dLwB31nxEegqIO+Yl88QVOqLY918m/wubCIGvGrP49Sx9wYYYyP9x4dy98Kc3PMabNyAN6PpHIKLkAQif6L00A5IEgCYPIOpEz6FTAGv/PYOQPwhNRQxfIgbAWgyoBAFtGvTFDz4Fd17zLC/eAHT9IxBREAA8DWYjeOwFMCwPDVwuRM8heIj/t0e19E/ccVEz4ewVhgRfJAaMvANg6B24ePph+PriR6TXEIGufwQi8h6ACLqqs4aVAEj0XpFOpzd3jv9680DNdWj9u5e468ZIHnTr/ksY3mGooLZ6FO685jnZGzAa+GUC6PpHIHwHu9EAOWKgeMxjM6BczvsOiWV1SFmipa/2w0CnmNgP4wafhIahJ6E6sy9QgiHWfyST/+TBk1LFjK28VV0xomBwNalFgKi6yITSeclXF894H74++RF49O35sPPQ3KB2E13/CESkBEBYD0Q9ARD3JgAcVQIg0Tux/lPqzzmhAXrqW6QpkT0O9cMvQuPgZuk9Wv+65E9j/utMPAMGYsCA4EGTLyCKumKA5gN88sqXYP6c/fDLXddC14CvQw2j6x+BCAixqGxo0G7vokqA8q3OC/pBmzL6QyY+XRIC70/eBEcnfZ+8XyZ95wOoZdkW0fuVxv2T9mZVdwQUNJ5+o1wA81CBNLjQDY9LFQN+aURA1z8CERgErwv4xDVXiI31tTCursY3i97pLweHR6G7b9DTdkwa3wDVLqoJImbNL06fu5ISInUrXwn5drLNMkmm5dftZNry5A/+IM3AA7ANHNb/V2feg8aBzZJ3ICb2sdhnWvoXubHk5dLJ/cD6LhPtXL1iyZ/2d06DX+5awNobsBitfwSiAgQAC6I3Au3nf7rH2zjodH/M9qkc3PbHZyxLD9YnbVqUkrdgDRECrh/QRAB4OmxUBNQNv+BVDMwnAqAjggJgM/hSPimaXNSiqRgYGq2CF/dfBE/vvZTFhlDXP470h0CUkwDwk+j9FAB1NVUwoaEu8kQvisZ7cHzWp2Cobo7TRVIBsJIIAUckKsf/t7HYJ5o8WE+EQB0RAvTVybYT8l8cQfJnduzYioH890e7m2Bzx7VwtMf1yM4dhPzn4+MYgQgWTHIAeOtxHxO871M2J0aK/CnR600+gJLRzg9/5RcbyZR0+DsmoMmDtIrg5IT/C4em/gI6x38dRhLn2flpVEf92xicPaCTN2BRYjhzQjd8bdETcNNFb7ld8XJAIBDR9ADUVldBU2O9bxa9m0UcO93jeXXTJ42PlEXvFC49AGrQHAGaUb/+yR/8QZeFB8Bx/N8plEoCg7JCWvo3N2o3KLH+aeLfOg62xJZ3gHoBfvvmfNjfOdXugtcQ6381PooRiIh6AHIFUiqvdHk/RwbkyKL3AurzXSV7BFqD8gAYQakkODrpPqmaQFNJEDnrXy77W8WPraB4B8CwqmDm+C744nXb4GOXdigC0QwdSP4IRMQFgCsLPwI97mkYAIneFpJkoiEBKgRSOtZ/KugNosR/ZtyXJSFwfOJ36VdtEbw/18kiizNYlxguPPcderxpXL/dZEHo+kcgykMABE/0Zqiu8t7jaJTB0MBlRvRWoCWE24gI2KbJD0iFuVGj8TltUev7T6x/eixbo7G1JWKAmv8riXWfJhNNulyp4w2grv8OQCAQZSAAyrDHvdMQgBHJlyHRW4ES/n4iAtaRiVqwi8LcmMbBR6OY/LcumqdeUgDLhWv3FAifEP162RugtF9G1z8CUREegAgQvbEAEMvWmg9oa2kC2/5HnjsamgcgluvpaLr079ojZv23QsheEw9YqddnQfYGLCNv6YSufwSCE7nuCbQKgLrbJ+lUAYRJib0DQzAw5H1M82kTGyN7cq2Of3/jpdA57ZZAtmXyhGr4xPWz4LrLJwd9GJYnk8m2CJE/9ZjQjn9NEbzkItlnAYFAD4APVn2oOyYITJYTZiWAl2Nv5/g39L4FtYPBjPne2T0CG3+Thn9+cC8cOjEQ1KHpOufErVEb9W9FRMm/S7buEQhEpQmAckUux49rn0noRPXD4ZEMTDi5LdB92HOwVxIBA8PZIFZHk/8iM6ys3O9/VURvlWVROtYIBKJMBQCNx8dibDwAI5ls8NvPmOjNFjLafRgau14LdP8GhrJBiYCoDfu7MaK33HpC/u34OEUgUAAERvJmyXjxGJtdy2b9CwEESfR6P4wTkTQ4PAL1J56FWG440PN36PgA/HzrIT9X0Z5MJtMRsv7pQD+pCN6KHYT8cRAfBAIFQHBEHxRyDHIAwiZ6ox8m4vnT39/XAxNOPh34uX3hjU545Lmjfi0+aqV/USz7oy5/zOhHIFAA8EX0YYQAeCV6M1Ql4vlEx+M7oWr4RODn/VfPHZGEAGtiiljm/2rId1OMGlZGcWhlBAIRkgAIyqJnFQKwS7NiYAvxLjPUv1K8AEMjo9BwdGsoF+HPnzrEujKgLWL34T0RfHZsIeTfBggEAgVAWEQfBOhgR3xY8yLz1Sfi8TFvR+e7UN/zZuDH14ekwMgk/8lNf6JW9pcGdP0jECgAZLbnkugFRr0AMlaJgJxY826WEo/HikRb/MBjgScEMhYBkUr+I1gawefGciz5QyBQAHCNqjjj3eOQ6L0ioTlGmeF+qD3+bCjni1YG0GZBHhG15L+WiG3vGiz5QyBQAHAJX4YFph6AiBO9qVBKxIu/OPICJIZOhHL+OvZ2STkBLhG15L9UxG4v2up3NT42EQgUAFwRvZ9EWdoNMJpEb7Qh2oRJGgpIHHwstHO79eUTbisD2iJ2GTdHaFux5A+BQAEQPsnbJcrqRCJ0vwJPRG+0IXoVE0LPfqjq3BXauaehABeVAVHr/Bel5D8a90/jIxOBQAFQBK/tcn2rn2eEjI1ugFEgeiMkDHIl4gcfAyE7FNrFSZMC6SBCNhG15D+KKyOynbTVb9QGVUIgEDx5AMJtlOMeObmqQYRoE73RzxLaHADFC0DIv/rdn4d2cdLKgPt+uc9uZcCmCN5/UfAA0EY/a/BRiUCgAIgA0Y/NHI8LTPeJG5IX2R8+Iy9ArDcNieO/C+0CpZUB3//FPqvZIpX8FzFgyR8CgQLAPuEETfRGP4wF1QcgRMXExiMhFvUDKBEHR7aDMBIeB9AhhC3KA5H8/QG2+kUgUACESXLhO92ZNTZibM2zbBmUMGmdLIUC9j8c6oVKqwJMKgM24K3MHHSUv/V4GBAIFACRIHrtL+PxkIocAnLbs1yK1bEKOxRAQb0A1BugQRST/6KAJjwECAQKAGe8EwLRGy2BVStgilG9SocIEr0REjbEUtihAIrv/3KftjxwU4Tvv+0cb1sSH48IBAoAhiZwRGvooXyI3ghULFkNocxDKIBWBmz8zQGlMgCT//y85KPXqRCBQIQjAMIZzMYKfg0LHFWiN1uzHS8AD6EA1ZgBUSf/ds63D70ACAQKAF5I0sUOxtiEAUaz2bIhemkSxybly3gsbms5NBQQGzgW6oV74vQwJc+oJ/+lOd++KwGBQKAA4J/eDDYEwlw5n0RvtBlVCXuXAw0FVKXDDQUcOTX4cNST/+TWujzvQzMgEAgUANzyrQXPskoEzOmWAoYrd/RIXvSwKf8/e+cSYseV3vG6j1arLXumYRYTQoLLMwR6E40CohuyUWlhstO08bozFiHgpUw2ycryLovAWIRhvBhQK4KAF8ayTSDBDnMHhoA6DmlmQuhkCHMTBSUxGaYTZzTqR1Wlvtv3yq3WfdTjnFPn8fuZpm3rcavOqer//3zfd75TJV0iEYClh63WsA08eQdtvg8MAAAGwAJqam1f0VbA0ZHAFq3mcw2XIWapimHqPxy0lQrY//idV31pUPOBxde2mu+ssR0QAANgt9BbtWNAodCbvpmqhqmlVIAvq//IgUN2iAIAYADCFvo0y9TfdotCP9sA9Ko9QO2kAj7w7D202QRgAAAwAApF3uAeelUpgCxrsL3RQqGfRZ0DlAynAvYtF8w62NwQiJ0AABiAGoqtzx9YEhdwV+i/uP6n/6nbN8FgKuDex++86tvpdDYbmpgfkwAYAOWBAGPhBEWkWe6N0E/+eeaB6HZq7ZwwmArw7mx6y7cDJvyYBMAAtCz09egrPBAokzoAT4R+HnUPURqlAj7XqmPbxep/6Om7aG0UIN9ZIwoAgAGYvzpuU+hnrq4UHgjkm9DPmpalBqbp3PCDUaMgVv+VsbmwEQMAgAGYZwCyVoV+3ier4jjNjE+QTqGfNS3dBqapc7A/ahWsQ/w9Xv1LGmAQnRQ42kjCj0oADEDrK/qFnzytx72iNECe67r+vBWhn0XT8ZLDghSnAiT0fzOA93Fg6XWxEwAAA9AudSvuu5akAbSJvGL/peIERYWpAMmNvxHI+2hrGiDmRyWAf/RtFfrp/9Eux6mcQb9USujNDI6+j5CGQCf3W49JKuDo13+n6cr/ekDvo60RAJoBARAB0LSiz/VurdMVAXBlRV/nI+o0BHrGXTZLBVwPTPwn2wGtPOMg31nDBABgABqIjObDbGbeZLer8F7sF/qj47TxR/QUjVmNVIAUwl0txH870HeSNAAAuGcAXO6IV4bj47ThwJhZ0R9nWeOPUGWaJBWw9OCvyv723bH4DwJ+J23tB0AEAAADUEKBLMNYDaChjRBlPqbplkWVDZR6/70b9X7+j4u2uE3EfzfkF7Kzvif3b+N2wCv8uATwi76vN3Y6RN9TKGZ5nkedqGPoHmoKbrF6lwK+ZiJ+ci6AqlMQl4YfrWYvvDTM+yvxlF8OrdivTBTgNcuuKWZaAIgAWCf02grxppCmuYZ7UBs4kO6HaekIwOxPV1EI+OSa0sfR8j98ZxiddPMbnlr1X0f8n8HG0wExAACe0fgn/LXLF0dq8aUL5yufJV93RV8VCYd//gs17WlfeO58rZW1ycyI3O+jxwfFnKyUv4Ipv3xwdBz98uBI9eW98uGnP7rHqzdnKnbWVotvP7fw0q6OOxYCABEAN1b0yg8EMriarxtPyLJ8fK1nrqDEBU7+l6pCwDPcLkzjKq/eHFe+vic1ADbWQhAFAMAA2Cn0JhQ4HfcDblfoF2wrGH8bpQFmXGCZjQkqjdMpRPxv8+ot5I6F10RLYAAMgP9Cv+ij2xX6+b+l2z3J7EgqoOkw9fREATavXb64yes3l4GF18RWQAAMwCypslfoVdUnZJkO+a8n9LNW9JMjkFVU8E/MhAZIBcxhvB1wiAEAAGcjAC6s6M0ZgAoqXvG3TEPF8cWaIgCCiP/7vIJORQFWxwWKAIABsFPo2/cRzVVc1TA1jQL0elofkeTa5Ys3eA1nYmNbYKIAABgAO4U+nylkakLZTwuqPUIfaYoC9Lramx7RYc6dCAAGAAADUEKNLfMSHUX9gPO8utAbOgrg6YkdC3fWMAIg46axDmBYfNEEaNbYn2wHtK1nAjsBADAAZ1bGCvLNjpQBKMnPa5/YSSGggs6FmuoARNykKdA+r+FcbOsKGDMlABiAM5qYV/i95oWyq/BEoFnb62xEUhZ53uzqNBmA64X47/IKLsS2CEDClABgACxf0T/9qSrD2K6dbJw23LqoIQXwBu2Ay9FZ3xtGlm0HzHfWiAIAYADmi30bQj83Lh8oTdMzincCbBfi/zavntNRAAwAAAbA6LojalJxrzADoKTeQfvK8dQNN90KKOkTRUWUu4X4U/RXHdvqABKmBAADYEjkm2+t63a7QU3s6by9moZAjQ3AsPi6yitXw8yt70kEwKZiSXYCAGAANK3mGyz4TUT6mxbVGR/t4nqzvOmJio1aKVPx35yBRdcSMx0AGIDWhL5NVPTYN03TKEDDQkAq/ptjU1dAmgEBYAAWCb5dQt/vdYOd6Ky9QkAq/v2LAMhOAEwAAAZggYI7sKKvLKYupADOLNhVFALWgIp/VdN5sh3QpihKzKwAYAAq+QEvVtOZ/XdytnmPikLAKhGUTqczpOLf6ygAEQAADMB00beRhoVsztP8YKByj4vUC7zw3DJvl3ruWHQtHOIEgAEIkyx3L57ROA1QIgIg/QKeO39Ovsc8JWrprO9JCsCWnRTMLwAGIFADkOUOXrP+o4FXlpeeRAq2ko2EJ0U5thRUYgAAMAAO3az+s+3tWS1OuVXdKYCVYuW/1H8qzbLKK6Yca7oC5jtrGDwADIAroqjOANjeC2CaWEvUIm/cEGj6I3NuqRed6z9TY0GhmL8RAKIAABiAQHF0S4OOhkBiClaWz0377bSMVW1i1/ekBsCW7YDMLwAGwJGbDSgFMIus8dHATz8yEmmQoj9WiEaxpSsgER4ADIAjNxtQCmB2BCBt9OdPpxYkpbJyfmleagWB0IMtaQDmFwAD4N4BOaHeb5qpqwGQlf+iwsCtZIMogGLG2wGHFlzKar6zRqEnQOgGwJUVscpCQNuZVrAnxiXNmu8GkIr/kp0BMQB6GBAFAAArDIAr9BTVAahoretqFGD5XH9axf8sEl4zLVAHAAAYAKhG05MBl/qVWiq/yIh7HQFgJwAABsANVKYAXK0DMBy9iHnNNDzHJ9sBbTABzC8ABsANyh5oU4Y0c7UQ0KgBIESsDxvSAAnTAIABAMuYd/qhwSjA6layQaW4HqzYDpjvrBEFAMAAhIXLWx/TlCiA63TW94aRHdsBMQAAGAD76fXU3XKWOWwASAMQBVBHwjQAYAAAAzANUgD6sOF0QHYCAGAA7EdlH6Asd7cXgEQvMnMpjCu8apqe5/U9GyIAMTMBgAGwHtkFoGoroO0pgEWHHxmsA0Ag9NK2CSDFA4ABcMUEhNEOeJHRMWhgMAB6aX07YL6zhgkAwADYz7ztcVVIM7cPQGp6MmAVtpKNhNdNGwMLrgGTB4ABcCACoGgngOsnIBruCEghoCbG2wF3W74MIgAAri2Gw4wAsPlhguwGUNkdcYFA3GPEtUYBjIrwYf/r0eNzF6Oj/teiPOp+I4p+j1kAwAA4EAUoRE/FVjiDAlrjHhfXOkgUwND1s1VML1IHcEPnB4jYi+gfLF0c/XvWufDFD5L0IREAAAyAO1EAFQbA5ixAmd0OWcZOAB/orO8N8p01OSBIWapFRH4i9o+L73ONZO9XmV8ADIAjEQBJAxzxAKSpMQfDClE/kmJ5rc4fzDrPPyX4h/2vVf47/vMnHya/8hvXBkwDAAbAfgOgREAzp2sKJAoixYwqj0mexVayEd8d3B/y2mnjB2UNwHHvq6NV/cF4dS//3ThisHSRKABAiAYgc6wivlsInjTKyRzfyqfGBOSFiTHSG0EEAgOgNwJwe9ovTAr2ZIUvq3sVgj9jfgEgOAPgoJDKyv0wa7YX3vatgGVMjsEoRhLZsWfdSzrre/v5zppsB7z0hdh//ZmCPY3Q8hkgRAPgIt1R9XszA2D4UJ3q99gpDECU23IPL/LK6eXhV74XHfV+ra2Pp84DwCUNDNr90A9gxDFnAnhDIf5tNgRaHQ6HzDEABsB+VOx/zz0oIZA0hqEaDlaI+mn7XADmGAADEEYUwPYUQOn7MBMFWN1KNmgJrJE4jqUQcB8DAAAYgIUGoOf3BJc8+dDg0cAIhH7abLlMISAABsANVPQDsHkLZLdT7v4MRjIwAPq51eJnxww/AAbADQPQbb7/3YdeAgYLAUkB6FbgOJZCwGFbHz8cDpljAAyA/UgHPFsP8/HUBBAiNkObaQCiPAAYADegENDofcQ8cUa40+JnJww/AAbAjUFoWgdg84mAFVIcGQbAG1pOA3D0MwAGIIwIgNUTXOGQH1N1AFvJBitEE891+l9tRQFIAQBgANwRyW6DYkBfUgBSzGjobAOKxAxw3PvqdksfHTP6ABgAZ2hSCJjn/pwomGZ0BPSFOI6HxbdWWgMPh8OEGQDAALhhADgX4MQAmEkDkCM2B2kAAMAAzKNJHYDBPfSV6XSq3ktq4rJinjhjtLUdEJMHgAFwJALgaS+AqvdFCsAvxmmAAREAAMAAaIoC+FIHIPdhoqhxK9kgCmAOrWmARwdp9O5fP4h+/4//Lrr9F8PoZ/9ziAEAcEHzGILTBqBXO5wvK+d+r+PFOMi9GCiJEAMw5KkzgqQBbuv4iz/59LPoox8+jB49Pkkd/c2Pfzb6+u3f/Er0Z/c+3fzdzcv3GH6AACIANufCy0Ah4AmZmXlMGGkzxHG8HymuBfinf/s8+sPv/jh695MHT8T/NGIC7v7lv77/8uvv3Sy+2PYJ4LsBcJ0mBwPZnALoVKwENGTkXuSJM8oHKv4SCe//yZ//8+hrHOpfxJvF198XJgDDB4ABsJcmBwPZfCJgVWPDmQBeIhGA/bp/eJLnl1W/rP5rzPX3JRrANABgAOwVS0/y+E0xEAWgSMwgTdIAkuf/o0L4P/nbz5pexpuFCfg+KQEADIClBqBXLwKQZ16Ng4EowOpWsoEQmKVSGmD3J/tz8/w1ScbRAOYeAANgF3W3AtqcAqhlAMzUARAFMBsFKJUGePDZo1GO/zvv/UvZPH+deccEALStdwzBGUfU6YxqAXzq729pBGAiBAOeOqOICXht2i+M8vzFal8q+A3NvWxNfIUpASAC4HQUILU4AtCvkdaQiEam3wSxE8A8U9MAH/3wP0Z5fkPiP2Hz5dffe40pAcAAWEOdfgA+RgxSCgG9Y5wGGE7+e5Ln//BUMx/DfJtUAEBLi0OGYIoB6OKLJlEA3XrEKLfCvQefPbrx7if/XmdLn2pE/DeLr22mBQAD0P6g1CwElLy5T+ZBTgZc1vuIYAAMI6vtP/jTH8X/+4sjmy7rTQwAgHlY6io0Ab5lAUx0BNxKNhKeNmPif7P49tNC/Dctu7SYWgAAIgAWGYCe82cbTGhyxoGBqAZRAP3CL4L/bcvHmigAABEASwamxrkAaZp5Nw4pdQAuC/8l6bxX/Ov7DowzUQAAIgC2RADwRiemJpXB0PkR32CUlQv/6njF75qgEgUAIALQPk0OBvLLABABcEz8bxbffuqg+BMFAHDZAHQ8O0en6sFAUjXvnQHIMt09DugFoE78b49X0S7vq3+TmQRw0AD4tmKuezCQdffRbebMdNcBbCUbm7yKSsTfh9UzUQAAFw2Ab1StA7B1G2CnYWjGQHHjN3naEH+iAAAYAHsGZ3wwUPmVcublOBi4r4Snrbb4u1jstzAKwMwCOGQAOr4VANSMAviIgX4I8VayQS1AdfEX4b/BSABAqwagaZ7ZVqrWNWQeHgokRYAG7os6gOrif9vT2xsywwAOGQBfqdpFL7P0WOCmBZrUASD+BrnDLANgAFrHlxRA0wyNiaOBt5KNmCduofhvei7+2x+/8+pNZhrAIQPQ9TQFUNUE+JgCGBkAMwWOCa/kXPG/5LH4D4qvq4X4X2emAQxpmzID0PE3mCDh87KFcHnmpwEwdDCSpAG2eS1nir/09V/17NZE+N8qhH/ALAM4agB8ZlQHcMQ4GDgZkAhAOOJ/r/i6hfADtAc1AGVcUoUUgK29AFQIt4EowCpdAZ8R/1XPxH+7+HqpEP5XEH8ATyIAPtcASI8Dub8yFf65pTUAKvo0ZGbMzZXx6hBO8EX8Rfgl1D9kSgE8MwC+NgI6HQU4zNKgHxZDdQASAXiDV/PJyX6uN0hC+AFsXdw2/QuuXb44WvJeWFn2umve4XEa/fLxYanf++XnV6y7/oPD4+jxYfNChi9dOG/C7P3W3cH93cDFP45OjvVF+AHA7giA7/S6HQYhOjkZsN/TPhZJ8bUb+FC7eiAOwg8QmgHwXSCliE5Wvrmj+/w7iuZHGgIZiPR8q/h6O+DVv+T8XSuGRPgBQjUAvtcAjAarEL6j48V1AMdmRLISXUXzc5ym0bL+wJF0BVy9O7i/H+h7mURuFP7J/NyKTrr3IfwAoRqAEJAowFEUdiFgaq7R0WYUblOgK44I/9uF8O/zkwEAA+C/ASi5qs89bQc8uTdpd9zVH/EJuSugrZX/CD8ABuDMX9ILo59Q2fvMstzrcZAUx7l+T/fHJAG/lzHCDwBEACw0AYb2wytFZaOmTO5fvwGQroDJ3cH9AQYA4QcADEDrlDkYKMvtMwgqQ/YGDZCkAQY8dQg/AFhqAELYAfDEAJQ4GMj3FIDB8w5C7QooPRDaqANA+AEwANVXxcEMWI/zkyZRAANjEW8lG/Hdwf1hgCtwk8j4yh7+bZ5sAAwAzKDMwUBZnns/DhIFMGSGJAoQWlOgH0RmiiARfgAMAFSNAsw7GMjWFIDKTobSETBaMnLZ3wzQAMhpiDpbASP8ABCpWcIF1ia/62jKQ2W7ZoN1AIl0BQzp+SqEeXcs0jqE/3rx97+E+AMANQA1IwBlBNLncZEoh0QTDBWAhtgV8K3i6zYrfgCwOwIQGJODgeYRQBmAye2AV0J7xsZi3TQKwIofAPRGAMI0AZ1CAPOgxyAzey7A9QCH+E5UrxZgIH8W0QcA7RGAbrcT3MD1e/M74aUWdgtUHa6XkwENIV0BLwX4fkrxY5UtgSL8Vwvhv4r4A4AZA9AJzwD0HOwHoLomwXBL5G+F9oyNm/Hcqij8A36sAUCphSxDUDcCQPmEYLDYMQl0iCUKIFshL80Q/rcQfQCoQ+Ol+7X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"path": "emoji_u1f9d7_200d_2640.png"
} | Generate code for a svg of a woman climbing | <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>
</g>
</svg> | |
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} | Generate code for a svg of a lightning bolts arcing from a sorcerer’s fingertips. | <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="#f9f9fa" d="M0 0h96v96H0z"/><path fill="#d1b9cf" d="M63 7q3 2 2 6z"/><path fill="#e3cfd5" d="M14 14q18-3 37 0-6-1-10 1l4 14q-2 4-1 10-2-1-1-3l-2-12q1-6-2-9-13-2-25-1"/><path fill="#d9c1cd" d="M87 16q-3-2-7-2h-6v10l-2-2q3-4 1-9h15z"/><path fill="#bf92ac" d="M14 14q12-1 25 1 3 3 2 9l2 12q-2 0-2 3l-2-6-2 4q-2-4-4 1-4-6-9 0l-5 8 1 4q-3 1-5-1v-7l-3-2-1 9V16q0-3 3-2"/><path fill="#c595b0" d="m87 16-1 3 2 2-1 21-7-3-4-14-2-1V14h6q4 0 7 2"/><path fill="#be90a8" d="m51 14 4 6q-3 1 0 4l13 4q-3 1 0 2 5 0 3 6l-2 1q8 6 3 15-4 0-6 3v-3q-1-3-3-1l-17 9h-3q-1-6 4-9-3-5-1-8V31l-1-2-4-14q4-2 10-1"/><path fill="#c799af" d="M59 63v-1l1-1 3-2-5-1q3-4 8-6v3q2-3 6-3 5-9-3-15l2-1q2-6-3-6-3-1 0-2l-13-4q-3-3 0-4 2 6 9 4l5-8 1 1q-7 7 3 10 0 7 4 13l-2 9 2 2v7q-6 4-11 10-3-4-7-5"/><path fill="#f3be65" d="M46 31v12q-3-7 0-12"/><path fill="#cfaebd" d="m88 21 1 23-10-2-4-12 1-5 4 14 7 3z"/><path fill="#f4eee9" d="m45 29 1 2q-3 5 0 12-2 3 1 8-5 3-4 9l2 2q2 2 1 5l-6-8 3-10q-10-3-15 7v-4q4-4 2-8l1-1 1 4q4-2 10-1l2-7q-1-6 1-10"/><path fill="#d8bdc8" d="M78 43q5 0 9 4l1 5h-7z"/><path fill="#c59db3" d="M11 16v33l1-9 3 2v7q2 2 5 1l-1-4 5-8q5-6 9 0 2-5 4-1l2-4 2 6q0-3 2-3-1 2 1 3l-2 7q-6-1-10 1l-1-4-1 1q2 4-2 8v4q5-10 15-7l-3 10q-3 3-3 8l-1 1-26-12q-2-21 1-40"/><path fill="#f5ce69" d="M66 52q-5 2-8 6-2-1-2 1l4 2-1 1q-6 1-10 7-3 0-4 3l-2 1v-1l8-11h-2l-3-1 17-9q2-2 3 1"/><path fill="#d38b54" d="m58 58 5 1-3 2-4-2q0-2 2-1"/><path fill="#e19e47" d="M43 60h3l3 1-4 1z"/><path fill="#dc8f68" d="M49 61h2l-5 7v-1q1-3-1-5z"/><path fill="#d4a6af" d="m40 59 6 8v1l-3 4-2 1-2-9-2 3q0-5 3-8"/><path fill="#cd7d90" d="M59 62 49 75v-6q4-6 10-7"/><path fill="#e58380" d="M49 69v6l-1 1-3-4q1-3 4-3"/><path fill="#d98952" d="M43 72q-4 5-2 0z"/></svg> | |
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} | Generate code for a svg of a a black and white photo of a push pin with a shadow | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" preserveAspectRatio="xMinYMid meet" width="98.55px" height="98.501px" viewBox="0 0 98.55 98.501" class="icon object"><path d="M21.851,65.556L0,98.502l32.863-22.014c-2.028-1.658-4.025-3.46-5.961-5.395C25.108,69.299,23.419,67.444,21.851,65.556 M87.38,11.169c-9.514-9.514-20.678-13.776-24.935-9.52c-1.302,1.303-1.804,3.253-1.604,5.603c-0.088,1.924-0.327,3.692-0.699,5.314L43.728,28.981c-5.035,1.432-9.881,1.523-12.484,1.432c-5.5-1.72-10.145-1.45-12.834,1.239c-5.964,5.963-0.066,21.527,13.17,34.763c13.236,13.236,28.799,19.133,34.762,13.17c2.271-2.271,2.817-5.936,1.898-10.332l0.053,0.052c0,0-0.941-7.566,1.394-15.295l15.463-15.463c1.872-0.469,3.944-0.76,6.243-0.831c2.308,0.177,4.224-0.328,5.506-1.612C101.156,31.848,96.896,20.685,87.38,11.169"/></svg> | |
{
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"path": "b97989f5c4b810aeb77709ef3844c637a55d5bde8e5437bad9bc675a817d728b.png"
} | Generate code for a svg of a there is a line graph of a person with a heart rate | <svg width="200" height="50" viewBox="0 0 210 50" xmlns="http://www.w3.org/2000/svg">
<defs>
<linearGradient x1="0%" y1="0%" x2="100%" y2="0%" id="a">
<stop stop-color="#3023AE" offset="0%"/>
<stop stop-color="#C86DD7" offset="100%"/>
</linearGradient>
</defs>
<path stroke="url(#a)"
stroke-width="3"
stroke-linejoin="round"
stroke-linecap="round"
d="M5 40 C 5.25 38.52, 8.78 10.87, 10 10 S 14.43 31.54, 15 32.93 S 18.62 33.8, 20 34.4 S 23.59 36.76, 25 37.28 S 28.53 37.77, 30 38.06 S 33.52 38.98, 35 39.22 S 38.5 39.61, 40 39.69 S 43.5 39.79, 45 39.77 S 48.5 39.62, 50 39.53 S 53.5 39.15, 55 39.15 S 58.5 39.43, 60 39.53 S 63.5 39.78, 65 39.84 S 68.5 39.93, 70 39.92 S 73.5 39.77, 75 39.77 S 78.5 39.93, 80 39.92 S 83.51 39.84, 85 39.69 S 88.5 38.91, 90 38.91 S 93.51 39.56, 95 39.69 S 98.5 39.77, 100 39.77 S 103.5 39.67, 105 39.69 S 108.5 39.89, 110 39.92 S 113.5 39.92, 115 39.92 S 118.5 39.92, 120 39.92 S 123.52 40.17, 125 39.92 S 128.5 38.26, 130 38.21 S 133.52 39.38, 135 39.61 S 138.5 39.72, 140 39.77 S 143.5 39.9, 145 39.92 S 148.5 39.93, 150 39.92 S 153.5 39.84, 155 39.84 S 158.5 39.91, 160 39.92 S 163.5 39.94, 165 39.92 S 168.5 39.78, 170 39.77 S 173.5 39.82, 175 39.84 S 178.5 39.91, 180 39.92 S 183.5 39.93, 185 39.92 S 188.5 39.84, 190 39.84 S 193.5 39.91, 195 39.92 S 198.72 40.7, 200 39.92 S 204.05 34.94, 205 33.78"
fill="none"/>
<circle r="4" cx="5" cy="40" fill="#3023AE"/>
<circle r="4" cx="205" cy="33.78" fill="#C86DD7"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a soft green blanket folded on a wooden chair. | <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="#f0fae9" d="M0 0h96v96H37l6-5q9-7 20-12 6-4 13-5l-1-1q4-2 1-5v-3l2-5 6-1q3-1 2-4-4-4-6 0l-1 2h-4q-2 0-2 2-2 0-1 2l-3 2v-2l2-5q5-4-1-9l-15-2-2-1-13 2q-4-1-7 1-3-1-3 2l-1 5-4 3 1 9-1 2-10 5q-9 3-15 8z"/><path fill="#f4fce2" d="m40 46 11 5-3 2v8l-8-6-7-8q3-2 7-1"/><path fill="#b7e0b3" d="M55 45h-2q4 3 7 9l-9-3-11-5 13-2z"/><path fill="#c1e9b5" d="m33 47 7 8-10-6q0-3 3-2"/><path fill="#a9daa7" d="m55 45 15 2q6 5 1 9-3 0-4 3l-8 17h-1l-4-7h3l1-9q1-2 4-1 4 0 7-4l-1-1q-3 3-7 2l-1-2q-3-6-7-9z"/><path fill="#c9eabc" d="m51 51 9 3 1 2 1 3q-3-1-4 1l-1 9h-3l-6-8v-8z"/><path fill="#898f68" d="M80 55q2-1 3 1l-4 1z"/><path fill="#e0f6db" d="m29 54 1 2v6l-4 4-1-9z"/><path fill="#83c58f" d="m30 49 10 6 8 6 6 8 4 7q-5 4-10 4-4-4 1 0l1-3-4-7-9-7q-3-3-6-2-1-4 3-6-3-1-4 1l-1-2z"/><path fill="#f2fcdd" d="m62 59-1-3q4 1 7-2l1 1q-3 4-7 4"/><path fill="#efcf92" d="M84 59h-7l-2-2h4l4-1q-1-2-3-1 2-4 6 0 1 3-2 4"/><path fill="#99b586" d="m75 57 2 2-1 2q-2-4-2 0l-1-2q0-2 2-2"/><path fill="#b7a581" d="M77 59h7zl-2 5v-4z"/><path fill="#d2f2c8" d="M76 61v7l-2-1v-6q0-4 2 0"/><path fill="#e3f5cf" d="m71 56-2 5v2l3-2v7l-5-2-6 10h-2l8-17q1-3 4-3"/><path fill="#91c398" d="M37 63q-10-1-9 8-3 0-3-3l1-2 4-4v-6q1-2 4-1-4 2-3 6 3-1 6 2"/><path fill="#d7eed0" d="M25 68q0 3 3 3 11 5 21 13 6-5 14-5-11 5-20 12l-5-10q-6-9-17-8-2 6-4 0h-2z"/><path fill="#deefd8" d="M15 73h2q2 6 4 0 11-1 17 8 2-3 3 0l2 10-6 5H0V81q6-5 15-8"/><path fill="#9bd4a0" d="m73 59 1 2v6l2 1q3 3-1 5l1 1q-7 1-13 5-8 0-14 5-10-8-21-13-1-9 9-8l9 7 4 7-1 3q-5-4-1 0 5 0 10-4h3l6-10 5 2v-7q-1-2 1-2"/></svg> | |
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"path": "emoji_u1f60c.png"
} | Generate code for a svg of a relieved 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">
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<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
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<g id="facial_expressions">
<g id="relieved-face">
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<g id="eyes">
<g id="peepers">
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<g id="eyebrows">
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<g id="eyebrows-2">
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</g>
</g>
</svg> | |
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",
"path": "emoji_u1f444.png"
} | Generate code for a svg of a mouth | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M81.59,27.47c-9.01-1.39-14.63,2.8-16.29,3.71c-0.56,0.31-0.96,0.49-1.3,0.58 c-0.34-0.09-0.74-0.27-1.3-0.58c-1.65-0.92-7.28-5.1-16.29-3.71C30.35,29.95,11.99,56.14,4.88,67.2c-1.66,2.58-0.92,6.02,1.66,7.69 c3.18,2.06,7.6,5.23,12.12,9.41c9.48,8.64,20.31,18.57,45.34,18.61c25.04-0.04,35.86-9.97,45.34-18.61 c4.52-4.18,8.94-7.35,12.12-9.41c2.57-1.67,3.31-5.11,1.66-7.69C116.01,56.14,97.65,29.95,81.59,27.47z" style="fill:#EF4D8F;"/>
<path d="M63.9,76.79c-32.66,0-48.11-6.78-48.11-6.78S36.97,45.45,63.9,45.45s48.21,24.45,48.21,24.45 S96.56,76.79,63.9,76.79z" style="fill:#BDBDBD;"/>
<path d="M63.9,63.95c-24.88,0-30.49-8.68-30.49-8.68c7.83-3.9,20.24-6.53,30.64-6.53 c10.69,0,22.82,2.69,30.73,6.71C94.78,55.46,88.78,63.95,63.9,63.95z" style="fill:#FFFFFF;"/>
<path d="M112.11,70.01c0,0-15.55,6.89-48.21,6.89s-48.11-6.78-48.11-6.78s6.47-8.45,16.8-15.97 c8.35-6.16,19.3-11.69,31.31-11.69c12.31,0,23.37,5.74,31.83,12C105.74,61.76,112.11,70.01,112.11,70.01z" style="fill:none;"/>
<path d="M94.78,55.46c-5.52,1.56-16.05,4.22-30.78,4.22c-14.86,0-25.28-2.78-30.59-4.4 c-10.8,6.84-17.62,14.73-17.62,14.73s15.44,8.64,48.11,8.64c32.66,0,48.21-8.75,48.21-8.75S105.41,62.21,94.78,55.46z" style="fill:#3E2723;"/>
<path d="M46.77,86c-2.71-1.98-1.08-5.43,2.16-4.83c9.92,1.84,20.93,1.92,30.2,0.49c3.27-0.5,4.8,3.05,2,4.9 c0,0-6.91,3.99-17.05,3.99C52.97,90.55,46.77,86,46.77,86z" style="fill:#FF80AB;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a light blue ceramic vase on a wooden shelf. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafbfb" d="M0 0h96v96H70l2-18h14V54H73q6-20-12-28-2-1-2-3 1-3-1-4-3-2-6-1l-12 2q-2 6-8 9-9 9-5 21l1 4q-9-1-17 1l-1 3-10 2z"/><path fill="#e5f2f6" d="M59 23q0 2 2 3 18 8 12 28h-1q-1-4-2 0l-11-4q0-4-3-5V34q-6 0-1-3-6-8 4-8"/><path fill="#dcecf1" d="M58 19q2 1 1 4-10 0-4 8-5 3 1 3v11q3 1 3 5l11 4q1-4 2 0-4 6-7 15l-7 6q-2-8-8-13l1-1q-5-5-5-10l-3-16-1-5q2-6 8-6v-4z"/><path fill="#d0e3e9" d="m58 19-8 1v4q-6 0-8 6l1 5 3 16q0 5 5 10l-1 1q6 5 8 13h-1L45 62l-6-17q3-9-5-14l-3 3-4 16q-4-12 5-21 6-3 8-9l12-2q3-1 6 1"/><path fill="#bed5dd" d="M29 55q5 0 8 6l-2 1 4 7q8 1 15 7H42q-7-5-9-11l-3-5z"/><path fill="#e4c4a1" d="m28 54 1 5H10v-2l1-3q8-2 17-1"/><path fill="#e3c4a3" d="M72 54h13v5q-2 8-1 18l-29-1 1-1h1l7-6q3-9 7-15"/><path fill="#c8dfe7" d="m57 75-1 1h-2q-7-6-15-7l-4-7 2-1q-3-6-8-6l-1-1-1-4 4-16 3-3q8 5 5 14l6 17z"/><path fill="#c7a079" d="M10 61v-1h20l3 5h-2l-6-2q-3-1 0-2z"/><path fill="#ba8f65" d="M10 61h15q-3 1 0 2l6 2-2 1v7l2 1 11 2h5l-37 1z"/><path fill="#aa8464" d="M31 65h2q2 6 9 11l-11-2-2-1v-7z"/><path fill="#d8c6b1" d="M86 59v19H13l-3-1 37-1h9l29 1q-1-10 1-18"/><path fill="#e5e9ea" d="M13 78h59l-2 18H37l-2-2q1-3-2-4l-1 1q0-6-3-10l4-2z"/><path fill="#e0e3e4" d="M10 58v19l3 1 20 1-4 2q3 4 3 10l1-1q3 1 2 4l2 2H0V60z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a full moon rising over a quiet 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="#0b111c" d="M0 0h96v96H0z"/><path fill="#dccdb1" d="M47 33q9 0 5 9-14 1-5-9"/></svg> | |
{
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} | Generate code for a svg of an oil rig icon in flat design style. The icon might be interpreted as a well with water spouting out, but it's more likely to represent an oil rig. | <?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 black and white silhouette of a street light, possibly stylized to resemble a chess piece with a ball on top. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
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</g>
</g>
<g>
<g>
<path d="M279.039,114.939c21.557-9.038,36.742-30.356,36.742-55.158C315.78,26.818,288.963,0,255.999,0
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</svg>
| |
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"path": "emoji_u1faf2.png"
} | Generate code for a svg of a leftwards hand | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
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<g>
<path d="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:#EDA600;"/>
<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:#EDA600;"/>
<path d="M20.58,90.67c4.62,0.4,39.63,2.13,39.72,2.12c0,0,2.25-0.45,3.44,3.23 c0.3,0.92,0.54,2.29-0.76,2.39c-0.73,0.05-2.5-1.27-3.09-1.35c0,0-31.32-2.81-39.49-3.63c-8.17-0.81-7.31-7.31-7.31-7.31 S13.25,90.04,20.58,90.67z" style="fill:#EDA600;"/>
</g>
<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:#EDA600;"/>
<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:#EDA600;"/>
</g>
</svg> | |
{
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oNt05OiNtLwGYpnmiiCwHkKM7CxERZaWwZVljysrKPtAdJBFpeQbg888/7yIii8HJn4iI9PEYhrE4XW8NTMsCcODAgcfBW/6IiEi/gfX19b/SHSIRaXcJIBgMXgrgRd05iIiIWojIJX6//yXdOeKRVgWgqqqqfyQSWQugl+4sREREh/gCwLE+n2+77iCxSqtLAJZlPQVO/kRE5Dy9ATyrO0Q80qYABAKBH4jI93XnICIiasf3gsHgv+sOEau0uARQVVXVMxKJbADQV3cWIiKiDuyyLGt4WVnZDt1BonHrDhALy7IeQYomf5/Pl4rdEhGRwwWDwVTstpfL5ZoP4JJU7DyZHH8JIBgMni0iV+vOQUREFAsR+b5pmpfrzhGNowvAtm3bCvD1ooq0uFRBREQEACLypGmaR+nO0RFHF4DGxsY5AMp15yAiIopTXwD36w7REccWgFAodBKAW3TnICIiSoSITAoGg6frztEeRxYAEXFbljUfQFq/apGIiLKaAWD+ypUrPbqDtMWRBcA0zWkARunOQURE1Ekj+vTp8zPdIdriuAIQCoXKAdyhOwcREVEyiMidlZWVXt05Due4AhCJRB4FkKc7BxERUZIUGIbxsO4Qh3NUAaisrPyOUupi3TmIiIiS7PJAIHC+7hCHckwBWL9+fY5hGE/ozkFERJQKSqlHnbQg0DEFoKCg4DYAQ3TnICIiSpFjevfufZPuEC0c8YS9qqqq/pFIZBOArnYfm+8CoEQMHToU5eV8RhVRvEQE77zzDmpra3VHSdW7AKLZZ1nWYCe8LMgRLwOyLOs+aJj8iRLRtWtXnHbaafB4HHMmjyhtbNq0yRGTv0aFSql7AEzWHUT7JYDKysrjRORHunMQxYqTP1FiGhoa8MEHH+iOoZ1SakJVVdVI3Tm0F4DmWyO05yCKxYABA+D3+3XHIEpLK1aswIEDB3THcAJXJBJ5THcIrROvaZoXARirMwNRrFwuF8444wzdMYjSUk1NDT799FPdMZzkHN23BWpbAyAibtM05+o6vnZFBcBZxYCvEMgxgO11wPLtwKe7E9pd3759cemll2LEiBHo1q0bTNPEa6+9hnfffTeh/eXl5cHn86FXr17weDyora3FZ599hm3btiW0v0wwatQodO/eXXcMorQjIli6dClERHcUR1FKPSwibyilIlqOr+OgAGCa5iQRma/r+C1svwvAbQDXjwD+bSDgaeMEzIodwIMrgZ31Me3OMAzccccdmD59OvLz84/4fNmyZbjmmmuwZcuWmCMed9xxOOGEE9q8zr1z5068/fbb2L07saKSrgoLC3HFFVfA5Ur8/VRutxv9+/dHY2Mjtm/f3uqzLl26oHfv3ti5cyfq6upafXb00UcjJycHVVVVKC4uhsvlQigUavUf05Z97927F3v27Gm1fc+ePdGtWzfU1NSga9euKCgowOeff46GhoZW4wYMGIBwOIwdO1ovTm7J1ta+iWLxySef4L333tMd4wia7gJoRUSu8fv9v9VxbC2XAAKBQB6A2TqOrZVLAQ+dAfxgcNuTPwCc0hd49hygX0HU3Sml8Mc//hF33XVXm5M/AIwZMwYrVqzAiBEjYop45pln4pRTTml3kVufPn1wySWXoE+fPjHtL1OcccYZnZr8AcCyLEydOhUzZsw4Yl8XXnghZs2ahXPPPbfVz91uN2bMmIEpU6ZARHD55Zdj1qxZ6N+/f6txxx9/PGbNmoWrr776iONee+21mDlzJvLy8nD66adj1qxZOPnkk1uN6dWrF2bPno3p06fDMFr/u3nBBRdg1qxZvGWWElJXV4dVq1bpjuFYSqm7KioqcnUcW0sBUEr9VERKdBxbq2uHfT3BR9M7H7jn1KjnZ2666Sb88Ic/jLq7nj174q9//StycnI6HDd48GAcc8wxUffn8Xhw3nnnwe12xF2kKVdeXo6Sks7/62pZFtavX3/w8sqhjj/+eFiWheOOO67VzwcOHIi8vDx89NFHEBF8/PHHAL5+DkFb2w8ZMgR5ed+8SiM/Px/l5eUIBALYvXs31q5d2+72IoIuXbpg4MCBrT4bMWIEGhoasH79+k7981N2Wr58ORobG3XHcDJvTk6OllsCbS8AmzZt6gbg53YfV7vCHOCqwbGPH9YTGFPc7se5ubm48847Y97d4MGD8eMf/7jdz5VSGD16dMz769q1K4YNGxbz+HTl8Xhw6qmnJm1/bU3gpaWl6N27N5YuXYqSkhL07t374GfDhw8HAKxevRoADk7gQ4Z889BMt9uNkSNHYunSpXC73a3O9hxzzDEwDOPg9qZpYt++fRgyZAiU+qZhjho1CqtWrUJtbW2rEnLUUUehuLgY69atQzgcTtrvA2WH6upqVFZW6o7heCIyu3lutJXtBSAvL28agCK7j6vdKf2AvDhPIX+7f7sfnXXWWejVq1dcu7vsssva/axPnz7o2jW+ZzFlw+1wo0ePRpcuXZK2v3Xr1iESibQqAKNGjUJdXR1effVVAMCxxx578LMRI0Zg37592Lp1KwBg165d2LZtGwYPHnzwMsKwYcOQl5eHN998E7t378bxxx/fanvgmwIhIvjkk0/QrVs3FBd/XTALCwtRXl6OdevWYfPmzRg1alS72xPFyrIsLF++XHeMdNEnLy/vFrsPamsB2LZtW28Atv9DOkJJAg86LGm/EB76DTBWgwe3fwaiR48ece8v01fE9+zZ8+A38GSpq6vD1q1bUVZWdvCSzPHHH48NGzbgyy+/xOeff37wG3jLt+81a9bAsqyD+1i7di3y8vLg9XoPbr9r1y7s2LEDmzZtwogRI+B2u6GUwvDhw1FVVYWdO3e22h745izE8ccfD6UUNm7ciA0bNqBXr14Hy8GIESPQ1NSETz75JKm/D5T51qxZw0Wj8bndNM2j7DygrQWgoaHhdgC2n+ZwhETut1Dtb6Q6+Kw9hy/u6qxEMqSTM888M+m/Z8DXE7Db7UZZWRl69+598BQ7AKxfvx6DBg1CXl7ewfUYh3/7bpmMW07jH3vssQd/tm7dOuTn56OsrAz9+vVDjx49jth+06ZNCIfDB0vkyJEjUVVVhb179x68zj9y5EgopTB48GBs3LiRD2+huOzbtw9r1qzRHSPddLcsa6qdB7StAFRXV/dSSt1g1/Ec57MEnn392f52P4rntr5Yttm3b1/c+9u7d2/c26SLoUOHom/fGBZsJqDlG/jAgQMPfsNu+dnq1avhcrkwZMgQDBw4EHV1ddi8eXOr7SsrK7Fv3z4MHDgQpaWl6NatG1auXAng63IQDocxbNgwDBo0CADw0Ucftdq+oaEBmzZtQnl5OdxuN4YMGXJw+127diEUCmHYsGEYMGAACgoKjtieKJrly5ejqalJd4y0o5SaaudZANsKQCQSuQ3Z+u0fAFZ8DoSt6OMOtbT9h+68/fbbcU/AL730Uruf1dTUoL4+tmcPtDBNM67x6SI3N/eI2+SSaefOndixYwcGDhyI4cOHY/369Qfv/d+yZQv27duHY445BoMGDcKaNWuO+A+piGDdunUoLy/HiBEjsHfv3oNrBBoaGrBx40YMGzYMAwcOxI4dO4545gDw9WLErl274swzz0Rubm6rSX716tUYOHAghg0bBsuyDi5cJIpFIBBAKBTSHSNdFVqWZdtlclsKQFVVVU8R+akdx3Ks3Q3Ai1tjH791L/BWdbsf19fX46GHHop5d6FQCIsWLWr3c8uy4vqmV19fn7G3hZ1yyimtbqVLhbVr16KsrAxDhgxpdY+0iGDt2rU48cQTUVRU1O5p1I8//hj5+fn49re/jVWrVrVaI7B69WqUlpZi2LBh7f5/+vHHH0NEcOGFFyIYDLZaI7B69Wq43W6MHTsWmzdvxv797Z+JIjpUU1MT3n//fd0x0pqdZwFsKQCRSORnyOZv/y3mrwPW7Yo+bl8jcOf7gNXxYzPnzp2Lf/zjH1F3V1tbiyuuuCLqN/z169fHdMtOJBLBm2++mZH39vbp0yehBZbx+vjjj5GbmwvDMA6e/m+xevVqFBYWoqGhARs2bGhz+w0bNiAcDqOwsBAffvhhq8/Wrl0LEUG3bt3afQDLnj17UFVV1eb227dvx/bt21FYWMgHuFBcVq5cia+++kp3jHTXHcDNdhwo5au4KioqCj0ejwkg/mXmNrD96WZ5LuBno4ALvIDRxm//hi+Bez4AqmP71pWTk4Nf/epXuOGGG9p8MM+6devwox/9KOYFOUopnHTSSTj22GPbXAC3d+9evPXWW6ipqYlpf+lEKYVLL7201X34qWIYxsHb/zZu3NjqM7fbjeOOOw779+/v8OUpLbf/rV69+ohnrA8fPhy5ubltftbC6/Wid+/ebb6fveU9EBs3bjzi0cREbdm9ezf++te/tjob5XROeBRwO3YXFBSUFhUVpfT0W8oLQCAQmKGUeiDVx0mUtseb+guBswd8/fccF7CtFnhvO/DhDiCB92UMHDgQV111FUaOHIkuXbogFArhtddewyuvvIJIJP73THTr1g3l5eXo2bMncnJyUFtbi+rqapimmVZ/wOMxcuRInHbaabpjEKWll19+Oe1eFubgAgCl1M1er/c3KT1GKndeUVGR6/F4AgCOTuVxOoPPNycAKCgowJVXXhn1cclEdKTNmzfj7bff1h0jbk4uAAACXq93sFIqZbdTpHQNgNvt/gkcPPkTtTjttNM4+RMloKGhAStWrNAdIxP5Q6HQpak8QMoKgIi4ANyWqv0TJUv//v1RXl6uOwZRWvrggw/ivoWYYmNZVkrfm5OyAhAKhS5VSg1K1f6JksEwDJxxxhm6YxClpZ07d2LTpk26Y2QspdRJpmmOSdX+U/Y+VxH5War2TZQsfr8fTU1N+OKLL3RHIUo7S5cubfcuE0oOEbkNwLJU7DsliwBN0zxRRFamYt/JxkWARETZyeGLAFsIgOE+n29j1JFxSsklAH77JyIiSgqllErJg4GSXgBCoVAxgMuTvV8iIqJsJCI/qaysTPrbyZJeACzLuhEA76ciIiJKjjyXy3V9snea1AJQUVGRC+C6ZO6TiIgo24nIDc1zbNIktQDk5ORcAaBPMvdJREREKHK73Zclc4dJLQAiMiWZ+yMiIqKvGYaR1MsASSsAlZWVxwI4PVn7IyIiom+IyFmhUGhEsvaXtALgcrn47Z+IiCiFIpFI0tbZJaUA1NTUdBWRf0/GvoiIiKhtSqkff/75512Ssa+kFID6+vofAihMxr6IiIioXd3r6+uvSMaOklIAROTaZOyHiIiIOmYYxjXJ2E+nXwZUWVk5BMApSciixcknn6w7AhERUcxE5MyqqqqBJSUlWzqzn04XAMMwJiBFLxWyg8fj0R2BiIgoHioSifwEwOzO7KRTlwBExA3gPzqzDyIiIorbT0TE1ZkddKoAhEKh7wI4ujP7ICIiorj1DwaDYzuzg86eAfhRZ7YnIiKixCilOjUHJ1wANm3a1A3ARZ05OBERESXskpqamq6JbpxwAcjNzb0MQH6i2xMREVGndKmtrb040Y0TLgCGYfDJf0RERHr9MNENEyoAW7ZsKRKRcxI9KBEREXWeUuqC6urqXolsm1AB8Hg8P0ASniFAREREneIJh8MJPRo4oQIgIlcmsh0REREll1LKngIQCAT6ATgtkYMRERFR0n1ry5YtRfFuFHcBUEpdlsh2RERElBIut9s9Lt6NEpnI/y2BbYiIiCh14p6b4yoAzSsNz4r3IERERJRS55qmeVQ8G8RVAMLh8Dhw9T8REZHTeBDn03njvQRwSZzjiYiIyAYiEtc6gJgLQEVFRa5Sig//ISIicqYLKioqcmMdHHMB8Hg85wJI+KUDRERElFJdc3Jyzox1cDyXAPjmPyIiImf7XqwD4ykAFyYQhIiIiGwSzzqAmApAZWXlsQC8CSciIiIiO5QFAoGhsQyMqQC4XK4LOpeHiIiIbBLTnB1TARCR8zqXhYiIiOyglIppzo5aAAKBQB6AMzqdiIiIiOzwrXBJ0kQAACAASURBVFhuB4xaAETkLAD5SYlEREREqdbF7XZHfWtv1AJgGAZP/xMREaWRWC4DxLIGgAWAiIgojcSydq/DAlBVVdUTwMikJSIiIqKUU0qdGAgEenQ0psMC0NTUdFa0MUREROQ4hlKqwwX8HU7uSqmzkpuHiIiI7NC8iL9d0b7dfyuJWYiIiMgmSqkO5/B2C0BFRUUhgOOSnoiIiIjscOKmTZu6tfdhuwXA4/GMAeBKSSQiIiJKNXd+fv6p7X3YbgFQSo1JTR4iIiKyg4ic2d5n7RYAEWm3NRBlmsLCQlxxxRVQSumOQkSUNEqpU9r7rM0CICIGgBNTlojIQTweD+bMmYNbbrkFDz30ELp27ao7EhFRUojIKc1z+hHa/GEgEBgBoDClqYgcQCmFGTNm4MQTv+67p59+Op599ln4fD69wYiIkqN7KBQa2tYHbRYAl8vV7ikDokxy3XXX4fzzz2/1s5KSEsyfPx9nntnupTMiorTR3iX99i4BsABQxrvoootw9dVXt/lZly5dcP/992PKlCkwDD4Mk4jSV3tzensF4OTUxiHSq3///rj99ts7HKOUwvjx43H33XcjP59vxCai9NTeQsAjCkAgEMhTSh2T+khE+nz22WeYPXs2amtro449++yzsWjRIni9XhuSEREl3bBAIJB3+A+PKAAiciwAty2RiDRatmwZrrvuOgSDwahjS0tLsWDBAowZw8djEFHa8Silhh3+wyMKgFJqlD15iPQLhUKYPHkyli5dGnVsy7qA8ePH83kBRJRujpjbjygAhmGwAFBWqa2txaxZszBv3jxYltXhWMMwMGXKFNx9993IyzvijBoRkVNFLwCWZZ1gTxYi5xARLF68GDNmzMD+/fujjj/nnHMwf/58FBcX25COiKjTOi4AIuJSSo2wLw+RsyxfvjzmdQHl5eVYuHAhTjrppNQHIyLqnGMPfyJgq19UVlaWA+D9TpTVqqqqMGnSJLzzzjtRxxYWFuLXv/41xo8fb0MyIqKEdTVNs9WtTK0KgMvlGm5vHiJnqqurw+zZs+NaF3DXXXdxXQAROZZSqtUcf/gagCNuEyDKVi3rAqZPnx7TuoCxY8fimWeewdFHH21DOiKiuLWa41kAiKJ47733MHHiRFRWVkYdO3DgQCxcuBCjR4+2IRkRUVxYAIjiVV1djcmTJ+Ott96KOrZ79+545JFHuC6AiBzFsqy2C0Dz6sAhticiShP19fW48847uS6AiNKSUuoYETn4FLODBaB5dSDvACDqQMu6gJ///Of46quvoo4fO3Ys5s2bx3UBROQEXT/77LP+Lb84WACUUgP15CFKPytWrMDEiROxdevWqGMHDRqEhQsX4sQTT7QhGRFR+8Lh8MG5/mABsCyLBYAoDp999hkmTZqEV199NepYrgsgIic49Mv+oWcAyvXEIUpfDQ0NuPfeezF37lxEIpEOx7pcLkyZMgV33nkncnNzbUpIRPSNQ+d6XgIgSoIlS5bglltuwe7du6OO/c53voN58+ahX79+NiQjIvqGiBx5BuDQHxJR/NasWYMJEyZg48aNUccOHjwYCxcuxAkn8N1bRGSr1gWg+bYAv7Y4RBmipqYGN954I/7xj39EHdujRw88+uijXBdARHZqfQlgy5YtvQEUaItDlEEaGxtx//33Y+7cuWhqaupwbMu6gDvuuIPrAojIDt1M0zwKaC4AHo+nRG8eosyzZMkSTJ06FV9++WXUseeffz6efvpp9O3b14ZkRJTNIpFICfDNJQAWAKIUWLNmDSZOnIgNGzZEHTtkyBAsWLAAI0aMsCEZEWUrwzC+KQBKKRYAohRpWRfwyiuvRB3bq1cv/OY3v8G4ceNsSEZE2UhESgGeASCyRTgcxgMPPIC5c+ciHA53ONbj8WDatGmYNm0aPB6PTQmJKFscfgZggN44RNmh5XkBsawLGDduHJ544gn06tXLhmRElC1avvS3PAegWGMWoqzy8ccfY8KECVi/fn3UsSNHjsSiRYswfPhwG5IRUZY4GvimAHDpMZGNdu7ciZ/+9Kf4+9//HnVs79698eSTT+Kiiy6yIRkRZYG+AAsAkTbhcBgPPfRQzOsCZsyYwXUBRJQMRQBgrFy50gPgKM1hiLLWkiVLcPPNN2PXrl1Rx44bNw6PP/44evbsaUMyIspQvUXEraqqqvpHIpFq3Wl04WNYM0NjdxcO9DCiD2yHgkI3szGJieLXo0cPzJkzB6NGjYo6dufOnfjFL34R0/MFiKhtixcv1h1BG8uy+rkjkUiR7iBEnVVzQj7MC7olvL0RAU6btT2JieK3Z88eTJ06FZMmTYpaTPv06YOnnnoKDz/8cEzPFyAiOkxfw7KsPrpTENHXIpEI5s2bhzlz5qChoaHDsR6PBzNnzsS0adPgdrttSkhEmcDlcvUxlFK8/k/kMK+99hqmTJmCzz//POpYrgsgoniJSA8DQA/dQYjoSJs3b8aECROwatWqqGOPO+44LFy4EMccc4wNyYgoAxxlgHcAEDnW3r178bOf/SymxUpFRUV46qmncOGFF9qQjIjSXA/DMIzuulMQUfta1gXcc889OHDgQIdjc3JyMGvWLK4LIKJouvMSAFGa+N///V/ccMMN2L49+t0K48aNw2OPPYajjuIJPiJq01GGiPAMAFGa2Lx5MyZOnIiVK1dGHXv88cdj0aJFGDp0qA3JiCjN9DBEpKvuFEQUu3jXBTz99NO44IILbEhGRGmki6GUKtCdgojiY1kW5s2bh7vuuiumdQGzZ8/GtGnT4HK5bEpIRE6mlCowAOTrDkJEiXnjjTdw/fXXx7wuYO7cuSgsLLQhGRE5mWVZ+QYAngEgSmNbtmzBxIkT8cEHH0Qde8opp+DZZ59FeXm5DcmIyKlazgCwABClub179+L222/H4sWLISIdju3fvz+eeeYZnH322TalIyIHKjCUUrwEQJQB4lkXkJ+fj3vuuQdTpkyBYST+FkUiSlv5hojk6U5BRMnz5ptvYsKECTBNs8NxSimMHz8ev/rVr9CtW+JvUiSitJRvAODjwogyjGmamDRpEpYuXRp1bMu6gLKyMhuSEZFDuFkAiDJUbW0tZs2ahXnz5sGyrA7HDhgwAPPnz8e3v/1te8IRkW4uAwBvDCbKUCKCxYsXY+bMmdi/f3+HY/Pz8zFnzhyuCyDKDm4WAKIs8O6772LSpEkIBoMdjmtZF/DQQw+ha1c+JJQog/EMAFG2CIVCmDRpEv71r39FHXvaaadh4cKF8Pv9NiQjIg14BoAom9TV1eEXv/hFXOsCzjrrLJvSEZGNXLzQR5RlWtYFzJgxI+q6gIKCAtx3331cF0CUgQwAEd0hiMh+y5cvx8SJExEIBDoc17Iu4MEHH+S6AKLMEWEBIMpi1dXVmDx5Mt5+++2oY08//XQ8++yz8Pl8Kc9FRCnXxAJAlOXq6upwxx13xLQuoKSkBAsWLMCZZ55pUzoiShGeASCib9YFTJs2DV999VWHYwsKCnD//fdzXQBRemsyADTpTkFEzvD+++/juuuuQ2VlZYfjWtYFPPDAA1wXQJSeIiwARNRKy7qAt956K+rYM844AwsWLIDX67UhGRElUZOhlOr4vaFElHXq6+tx5513xrQuoLS0FAsWLMCYMWNsSkdESVDvFpF63SmI0knXrl0xf/78Tu3jmWeeielNfTq1rAvYsGED5syZgx49erQ7tkuXLnjggQfw/PPP4/nnn4eI2JiUiBJQ7wZQpzsFUToxDKPTp7zT6br56tWrMWHCBNx3330YOnRou+OUUrj22mvh8/lw//3348ABnlwkcrA6AywARBTFjh07cMMNN+Cf//xn1LHnnHMO5s+fj+LiYhuSEVEiRKTOAMBLAEQUVWNjI+677z7MnTsXTU0drx0uLy/HwoULcdJJJ9mUjojiYRhGvSEiPANARDFbsmQJpk6dii+//LLDcYWFhfj1r3+N8ePHQyllUzoiioWI1BlKqY7fBkJEdJg1a9Zg4sSJ2LhxY4fjDMPAlClT8Mtf/hJ5eXk2pSOiGNQaAPboTkFE6aempgY33ngjXnnllahjx44di2eeeQZHH320DcmIKAZfGkopFgAiSkhjYyMeeOCBmNYFDBw4EAsXLsTo0aNtSkdEHdjDMwBE1GlLlizBLbfcEnVdQPfu3fHII49g/PjxNiUjonbsZQEgoqRYu3YtJkyYgA0bNnQ4rmVdwF133cV1AUT67GYBIKKk2blzJ2688Ua8/PLLUceOHTsW8+bN47oAIj32GAB2605BRJkjHA7jwQcfxNy5cxEOhzscO2jQICxcuBAnnniiTemICACUUnsNy7J26g5CRJlnyZIluPnmm7Fr164Ox3FdAJH9lFI7DKXUDt1BiCgzffLJJ5gwYQLWrVvX4TiXy4UpU6bgzjvvRG5urk3piLJXY2NjjeH1encC6Ph9n0RECfriiy9w0003YcmSJVHHfuc738G8efPQr18/G5IRZa1IeXn5LkMp1QSg43t3iIg6IRwOY+7cubj33nvR2NjY4djBgwdj0aJFOOGEE2xKR5R1vlBKRYzmX9RojUJEWeHVV1/FlClTsGNHx1ceu3fvjkcffZTrAohSYwcAGIf+gogo1T799FNMmDABH330UYfjWtYF3HHHHVwXQJRcNcA3BWC7xiBElGX27NmDW2+9FYsXL4469vzzz8e8efPQt29fG5IRZYXtQHMBEJEqvVmIKNtEIhHMmzcPc+bMQUNDQ4djW9YFjBo1yqZ0RBktBDQXAKUUCwARafHaa69hypQp2L694xORPXr0wCOPPIJx48bZlIwoM7V86TcAwDAMFgAih2rKU2jsZiT8V7jAiH4QzTZv3oyJEydi5cqVHY7zeDyYNm0apk2bBo/HY1M6oszS8qXfDQCWZbEAEDlU5SXdsXNUfsLbd93WhOMed/4DP/fu3YvbbrsNkyZNirr6f9y4cfD7/Zg9e3bUJw0SUWuGYXxzCcDtdof0xiEi+mZdwN13340DBw50OHbkyJFYtGgRhg8fblM6oswQDoe/uQQwYMCAXQDqtCYiImr2+uuvx7QuoHfv3njyySdx8cUX25SMKO3tKy8v3wt8cxsgAFRqCkNEdISKigpMnDgRH374YYfjPB4Ppk+fznUBRLHZ2vI/Di0AWzQEISJqV8u6gMWLF0NEOhw7btw4PPHEE+jZs6dN6YjS0sG5ngWAiBzNsqy41wUMGzbMpnRE6UUpdWQBEJGtbQ8nItLvjTfewPXXXx91XUCfPn3w5JNP4oILLoj7GD/5yU8STEeUHg6d6w8WAMMwWACIyNG2bNmCCRMm4IMPPuhwXE5ODmbPno1p06bB7XbHtO+rrroKEydOxLHHHpuMqESO1GYBEBFeAiAix9u3bx9uv/12PPfcczGtC3j88cejrgsYOXIkrr/++oPbEGUqj8dz5CUAr9drAqjXkoiIKA6WZeG5557DzJkzUVtb2+HY4447DgsXLsQxxxzT5uc9e/bEvffee/AOgrPPPhuFhYVJz0zkAPv79+//WcsvDhYApZQFYJOWSERECVi2bBmuu+46BIPBDscVFRXhqaeewoUXXtjq5263G/feey969ep18Ge5ubk4//zzUxGXSCul1Aal1MHTZoc/JHyDzXmIiDolFAph8uTJWLp0aYfjcnJyMGvWrFbrAm655ZY2r/l///vfT0lWIs1azfEsAESU9mpra/GLX/wCv/vd72JaF/Dwww/jyiuvxKWXXtrmGJ/Ph5EjR6YiKpE2ItJ+ATj8QyKidGFZFp599llMnz4d+/fv73Ds6NGjcfPNN3c45qKLLkpmPCInaL8AWJbFAkBEaW358uUxrQuIZuzYsejWrVtyQhE5Q/sFoKysbCv4UiAiSnNVVVWYNGkS3nnnnYT3kZubi/POOy+JqYi02t98t99BrQqAUioC4BNbIxERpUBdXR1mz56NefPmwbKshPbBxYCUQdY03+130OGLAKGUWm1fHiKi1BERLF68GDNnzoy6LqAt5eXlGD58eAqSEdnuiLn9iALQ1iAionRmmmb0Qe24+OKLk5iESJs1h/+grTMAH9mThYgo9fLy8nD//feja9euCW0/duzYhLclcpDoZwAaGho+ARC2JQ4RUYrNnDkTZWVlCW+fl5fHxYCU7hrD4fARd/kdUQAGDRrUAGCjLZGIiFLoBz/4Ac4999xO7+eSSy5JQhoibTY0z+2ttLUGAABWpDgMEVFKHfqGv84qLy9v92VCRE6nlHq/rZ+zABBRK4ZhdOovJ+jVqxfuvffeg8/8TwYuBqR0ZVlWm3N6m386DMNYkeh9s0SUvkaPHo3HHnusU/v48Y9/jK1btyYpUWJuuOEGdO/ePan7PO+88/Dkk0+iro7PSqO00+YZgDYLQElJyQbTNPcCSO6fICIiG8yZMwf3338/+vbti+LiYhQXF6N///4oLi6G3+9HaWlp3Gcr8vPzcd555+Gll15KUWqilNjj8/k2t/VBmwVAKWUFg8GVADq/eoaISINIJIJt27Zh27ZtR3zmdrtRVFTUqhz4/X74fD7069ev3XJw6aWXsgBQunn/8CcAtujoAtn7YAEgogzU1NTUbjnweDzo06fPwbMFfr//YFEoKyvDkCFD8Omnn2pITRQ/EWl3TV9HBeDdFGQhInK0cDh8sBysXLmy1Wd5eXlJXVhIlGqGYSxr77N2/00+cODAsry8vKaOxhARZZMDBw7ojkAUj3Bubu577X3Y7iqYoUOHfoU2nh1MREREaWFlv379atv7MNoy2H8lOQwRERHZQEQ6nMM7LADRNiYiIiJnUkolXgDcbvdSAHwiEBERUXqJiMjyjgZ0WABKSkq+BLA2qZGIiIgopZRSq/x+/56OxkR9FJaIvJ68SERERJRqsczdUQuAYRgsAERERGkkKQXAsqxlAOqTkoiIiIhSrbapqanNFwAdKmoB8Pv9B0Sk3ScJERERkaO8NWjQoIZog2J6HZZSipcBiIiI0kCsc3ZMBcAwjH92Lg4RERHZIRKJvBbLuJgKQGlp6ToAgU4lIiIiolTbWlZWFtPrKuN50c8rAH6aWB4ioiPVnJCPpi4xfQ9pU8G2MHpsbUxiIqK091KsA2MuACLyilKKBYCIkqb67K6oL0r8haN9V9SxABC19kqsA2Ou3k1NTW8B+CqhOERERJRq+2pra2O+ay/mAtB8S8EbCUUiIiKilBKRV4cPHx7zKbG4Lr6JyJL4IxEREVGqGYbx97jGx7n/vwHgBTciIiJnaUQc1/+BOAuA3+/fIyLvxBWJiIiIUu11r9e7O54NErn/5q8JbENEREQpIiJxz81xFwAR+RuASLzbERERUUo05ebmxnX9H0igAJSVle1QSr0b73ZERESUfCLyVnFx8RfxbpfQI7hE5IVEtiMiIqLkMgzjLwltl8hG4XD4TwCaEtmWiIiIkqbR5XIltDYvoQIwaNCgneBDgYiIiLRSSv1zwIABuxLZNuG3cCil/jPRbYmIiKjzLMv6r0S3TfgtHLm5uS8eOHBgHoAuie6DiMgu3/3ud3HFFVckvH1TUxMmTZqUxEREnVabn5//cqIbJ1wA+vXrV2ua5ssiclWi+yAiskvPnj0xePDghLdvauKyJ3KcF/v161eb6MaJv4gbgIj8oTPbExERUWKUUp2agztVALxe76sAqjuzDyIiIopbdWlp6f91ZgedKgBKqYiILO7MPoiIiChuzyulOvVU3k4VAACwLOs5ANLZ/RAREVFMxDCM33V2J50uAOXl5ZsBvNfZ/RAREVFM3iktLd3a2Z10ugA0ey5J+yEiIqIOKKWeT8Z+klIACgoK/gRgXzL2RURERO3a4/F4Enr2/+GSUgCKior2A/hjMvZFREREbROR3xUXF9clY1/JugQApdRT4GJAIiKilDEM49mk7StZO/J6vRsAvJus/REREVErb3u93vXJ2lnSCkCzZ5K8PyIiIgIgIkmdYxN+F0BbwuHwXzwez6MA+iRzv0ROYlkWvvzyy07t48CBAzGP9XwVQd6XiT/vI2d37M+wb2howLZt2xI+FgA0NjbGPDZnbwRWjkr4WJ56K+axX331Vaf+2cLhcMLbEiXBjrq6uv9J5g4T/5PXjmAweA+AO5K931QZP3687giUBOJWsFyd2QHgauQSFqJssnhx+jzIVil1l9frvTuZ+0zqGYBm8wBMB5CTgn0TtUk1CVx8WRsRZaYGy7LmJ3unyV4DAJ/Ptx3An5O9XyIioiz1n36///Nk7zTpBaDZoynaLxERUVYRkSdSsd+UFACfz/cRgGWp2DcREVEW+T+/378mFTtO1RkAgGcBiIiIOkUp9Viq9p2yAuD1ev8GYEOq9k9ERJThNpaWlr6Sqp2nrAAopSwAj6Rq/0RERJlMKfVg81yaEqm8BIAvvvji90qpqlQeg4iIKANV79+//79TeYCUFoDRo0eHU7V6kYiIKFMppR4ePnx47I/VTEBKCwAAHDhwYD6A3ak+DhERUYb4Mj8/f1GqD5LyAjB06NCvROQ3qT4OERFRhnisqKhof6oPkvICAACWZT0CYI8dxyIiIkpje+360mxLASgvL98L4Ek7jkVERJSulFKP+P1+W74w21IAAEBEfg2eBSAiImrPXsuybFs4b1sBaG40T9t1PCIionSilHrUrm//QGpeB9z+wdzuR5qamn4KoNDO43aksNAxUWxVV1eHpia+P5co27ndbhQUFOiOQcBuy7Iet/OAthaAAQMG7DJN8xERucvO43akpKREdwQtGhsbEQwGEQ6HdUchIk3cbjd8Ph9yc3N1R8l6IvIrO7/9AzZeAmiRn5//awA77D4utZaTkwOfzwePx6M7ChFpwMnfUWoaGhpsXyhvewEoKiraLyIP2n1cOhJLAFF24uTvOPcMHTr0K7sPansBAIC6urqnAQR0HJtaYwkgyi6c/B0nGA6HF+o4sJYC0Px843t1HJuOxBJAlB04+TuPUuqXgwYNatBxbC0FAAC8Xu/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",
"path": null
} | Generate code for a svg of a web development tool icon featuring a white circle with a decreasing green bar graph, symbolizing a decline in website traffic. | <?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": "b02c94345a31dc3c5a4809a322b06999f85d9671d5eddd167e96514195f27c53.png"
} | Generate code for a svg of a a close up of a cup with a straw and a straw in it | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
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xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
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height="566"
viewBox="0 0 566 566"
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preserveAspectRatio="xMinYMin meet"
id="svg3570"
inkscape:version="0.91 r13725"
sodipodi:docname="gulp.svg">
<metadata
id="metadata3588">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title></dc:title>
</cc:Work>
</rdf:RDF>
</metadata>
<defs
id="defs3586" />
<sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
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inkscape:pageshadow="2"
inkscape:window-width="3200"
inkscape:window-height="1695"
id="namedview3584"
showgrid="false"
inkscape:zoom="2.6166078"
inkscape:cx="128"
inkscape:cy="328.8609"
inkscape:window-x="0"
inkscape:window-y="0"
inkscape:window-maximized="1"
inkscape:current-layer="svg3570" />
<g
id="g3572"
transform="translate(162,0)">
<path
d="m 197.28,548.749 5.427,-90.43 14.985,-25.58 c 0,0 -34.106,13.952 -91.205,13.952 -57.1,0 -90.689,-13.694 -90.689,-13.694 l 16.794,27.904 5.941,87.848 c 0,9.418 31.059,17.052 69.374,17.052 38.313,0 69.373,-7.634 69.373,-17.052"
id="path3574"
inkscape:connector-curvature="0"
style="fill:#d34a47" />
<path
d="M 180.161,126.454 191.552,81.429 254.633,15.053 238.007,0.892 171.223,71.599 157.997,125.392 c -9.583,-0.324 -19.584,-0.497 -29.873,-0.497 -70.336,0 -127.355,8.016 -127.355,17.902 0,9.887 57.019,17.902 127.355,17.902 70.335,0 127.353,-8.015 127.353,-17.902 0,-7.28 -30.924,-13.546 -75.316,-16.343"
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style="fill:#d34a47" />
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d="m 173.535,151.669 c 0,0 -2.467,0.553 -9.724,0.584 -7.259,0.03 -12.413,-0.047 -14.466,-1.917 -0.552,-0.502 -0.854,-1.499 -0.851,-2.174 0.006,-1.285 0.918,-2.042 2.08,-2.516 l 1.099,1.724 c -0.478,0.165 -0.751,0.36 -0.752,0.568 -0.004,0.976 7.422,1.644 13.102,1.572 5.681,-0.07 12.545,-0.538 12.551,-1.5 0,-0.291 -0.519,-0.565 -1.422,-0.781 l 1.094,-1.712 c 1.472,0.457 2.757,1.34 2.754,2.868 -0.014,2.598 -3.32,2.993 -5.465,3.284"
id="path3578"
inkscape:connector-curvature="0"
style="fill:#ffffff" />
<path
d="m 254.509,15.184 c 1.586,-1.832 -0.821,-6.518 -5.376,-10.465 -4.557,-3.945 -9.537,-5.659 -11.126,-3.827 -1.587,1.832 0.821,6.518 5.378,10.463 4.555,3.946 9.537,5.662 11.124,3.829"
id="path3580"
inkscape:connector-curvature="0"
style="fill:#d34a47" />
<path
d="m 194.246,327.865 c -1.495,-14.384 31.462,-35.216 23.004,-35.883 -18.208,1.041 -27.27,21.338 -36.431,42.596 -3.357,7.791 -14.844,41.013 -22.378,36.923 -7.532,-4.088 9.765,-31.407 14.613,-47.631 -5.594,4.102 -26.109,20.041 -31.396,5.114 -8.5,7.219 -26.663,11.13 -24.614,-7.833 -4.522,8.01 -14.671,19.193 -26.853,14.546 -15.998,-6.101 9.27,-57.062 15.553,-54.491 6.284,2.57 -1.268,14.179 -3.246,18.687 -4.35,9.921 -9.375,22.393 -6.018,24.946 5.751,4.374 21.401,-16.547 21.749,-17.007 2.927,-3.867 11.266,-29.166 17.987,-26.261 6.721,2.905 -16.764,36.308 -7.983,42.937 1.771,1.338 9.017,-0.825 13.425,-5.594 2.852,-3.085 1.871,-9.918 11.378,-32.59 9.507,-22.671 17.98,-50.905 24.5,-48.754 6.52,2.15 1.146,16.641 -1.193,22.043 -10.976,25.354 -29.956,67.241 -21.005,64.07 8.951,-3.17 13.612,-3.356 22.377,-13.613 8.765,-10.257 8.361,-27.152 14.203,-26.793 5.844,0.36 4.863,5.777 3.446,9.902 5.75,-6.58 27.256,-20.438 32.448,-6.713 6.15,16.249 -30.769,39.72 -21.564,38.523 8.975,-1.167 23.515,-10.376 29.723,-18.749 l 17.088,-153.626 c 0,0 -17.195,14.23 -126.589,14.23 C 17.075,166.844 1.659,152.91 1.659,152.91 l 14.548,140.224 c 7.722,-21.947 26.059,-66.339 54.963,-64.849 13.148,0.678 30.7,25.995 15.665,26.853 -6.364,0.362 -7.01,-12.637 -14.546,-14.546 -5.438,-1.378 -13.009,3.043 -17.902,7.833 -9.758,9.55 -30.745,47.229 -27.972,66.014 3.533,23.949 33.048,-8.322 38.042,-17.903 3.517,-6.749 5.893,-26.745 13.585,-24.647 7.693,2.098 -0.671,22.734 -6.247,40.979 -6.264,20.487 -9.557,42.098 -17.408,39.612 -7.852,-2.484 4.938,-28.932 4.475,-33.566 -7.38,6.809 -20.976,24.047 -38.37,15.515 l 9.035,87.078 c 0,0 24.013,18.973 96.35,18.973 72.337,0 97.239,-18.677 97.239,-18.677 l 11.219,-100.857 c -9.179,8.938 -38.229,24.81 -40.089,6.919"
id="path3582"
inkscape:connector-curvature="0"
style="fill:#d34a47" />
</g>
</svg> |
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