reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": 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",
"path": "74917bfc8b3c43709895e1355c733dc20b631d95cc378c61a713572778616d61.png"
} | Generate code for a svg of a a close up of a circular arrow with two arrows pointing in opposite directions | <svg xmlns="http://www.w3.org/2000/svg" id="Layer_1" data-name="Layer 1" viewBox="0 0 468.59 497.07">
<title>1024orders</title>
<path class="cls-1" d="M302.3,240.35c78.59-.41,144.1,64.32,144.38,142.64.29,80.13-63.57,145.34-142.74,145.77A144.14,144.14,0,0,1,158.41,384.37C158.17,305.25,222.6,240.76,302.3,240.35Zm-117.86,144c-.2,64.95,52.43,118,117.45,118.44,65.2.42,118.49-52.61,118.78-118.2.29-64.59-52.61-117.67-117.8-118.2C238.1,265.82,184.64,319.07,184.44,384.31Z" transform="translate(-71.71 -139.48)"/>
<path class="cls-1" d="M291.44,636.55c-57-.17-108.84-14.33-152.48-52.22-44.76-38.85-64-98.59-67.25-146.5H99c6.51,79.24,42.88,136.18,121.1,163.24,1.29-7.49,2.49-14.28,3.63-21.07s2.27-13.75,3.41-20.66C242.15,566.43,291.25,624.58,291.44,636.55Z" transform="translate(-71.71 -139.48)"/>
<path class="cls-1" d="M384.07,217.82c-21-20.84-41.75-40.39-58.45-63.63-2.94-4.09-6.05-8.32-5.69-14.7,53.29-.13,102.4,12.28,144.61,45.65,49.07,38.78,68.89,92.45,75.75,152.86H512.15c-2.8-45.74-17.2-86.63-49.39-120.08-18.72-19.45-52-38.91-71.61-42.19C388.86,189.38,386.55,203,384.07,217.82Z" transform="translate(-71.71 -139.48)"/>
</svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing an image of a map pin icon featuring a flag of Nepal:My primary focus is on the visual representation of the flag, a symbol of national unity and a powerful emblem. I aim to capture the essence of Nepal's flag in a visually appealing and easily recognizable manner. The design emphasizes the iconic shape of the flag, its curved lines and the subtle, yet significant, details. The overall aesthetic is clean and modern, with a focus on clarity and a sense of historical significance. | {
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"path": "22f70078631989b5320c18cc64bfa6b09634b72e473f6676e5af06a126452b44.png"
} | Generate code for a svg of a a diagram of a binary tree with two numbers and one number | <svg width="197pt" height="172pt"
viewBox="0.00 0.00 196.60 172.00" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="graph0" class="graph" transform="scale(1 1) rotate(0) translate(4 168)">
<title>dfa</title>
<polygon fill="white" stroke="none" points="-4,4 -4,-168 192.6,-168 192.6,4 -4,4"/>
<g id="node2" class="node"><title>0</title>
<ellipse fill="none" stroke="black" cx="82.6" cy="-104" rx="18" ry="18"/>
<text text-anchor="middle" x="82.6" y="-100.3" font-family="Times New Roman,serif" font-size="14.00">0</text>
</g>
<g id="edge1" class="edge"><title>__start->0</title>
<path fill="none" stroke="black" d="M3.68496,-104C8.69573,-104 34.008,-104 54.4423,-104"/>
<polygon fill="black" stroke="black" points="54.5501,-107.5 64.5501,-104 54.5501,-100.5 54.5501,-107.5"/>
<text text-anchor="middle" x="34.1" y="-107.8" font-family="Times New Roman,serif" font-size="14.00">start</text>
</g>
<g id="node3" class="node"><title>1</title>
<ellipse fill="none" stroke="black" cx="166.6" cy="-142" rx="18" ry="18"/>
<ellipse fill="none" stroke="black" cx="166.6" cy="-142" rx="22" ry="22"/>
<text text-anchor="middle" x="166.6" y="-138.3" font-family="Times New Roman,serif" font-size="14.00">1</text>
</g>
<g id="edge3" class="edge"><title>0->1</title>
<path fill="none" stroke="black" d="M93.8774,-118.46C100.101,-125.991 108.734,-134.54 118.6,-139 123.412,-141.176 128.789,-142.444 134.138,-143.125"/>
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<text text-anchor="middle" x="122.6" y="-144.8" font-family="Times New Roman,serif" font-size="14.00">h</text>
</g>
<g id="node4" class="node"><title>2</title>
<ellipse fill="none" stroke="black" cx="166.6" cy="-18" rx="18" ry="18"/>
<text text-anchor="middle" x="166.6" y="-14.3" font-family="Times New Roman,serif" font-size="14.00">2</text>
</g>
<g id="edge2" class="edge"><title>0->2</title>
<path fill="none" stroke="black" d="M95.6994,-91.3104C109.023,-77.3372 130.63,-54.6756 146.299,-38.2429"/>
<polygon fill="black" stroke="black" points="149.083,-40.3943 153.451,-30.7417 144.017,-35.5638 149.083,-40.3943"/>
<text text-anchor="middle" x="122.6" y="-69.8" font-family="Times New Roman,serif" font-size="14.00">o</text>
</g>
<g id="edge6" class="edge"><title>1->0</title>
<path fill="none" stroke="black" d="M147.266,-130.872C140.844,-127.186 133.509,-123.21 126.6,-120 121.272,-117.525 115.446,-115.148 109.85,-113.018"/>
<polygon fill="black" stroke="black" points="110.777,-109.631 100.183,-109.483 108.373,-116.205 110.777,-109.631"/>
<text text-anchor="middle" x="122.6" y="-123.8" font-family="Times New Roman,serif" font-size="14.00">o</text>
</g>
<g id="edge7" class="edge"><title>1->0</title>
<path fill="none" stroke="black" d="M152.889,-124.506C144.23,-113.182 133.183,-100.006 126.6,-97 121.268,-94.5652 115.223,-94.2461 109.386,-94.9849"/>
<polygon fill="black" stroke="black" points="108.304,-91.6401 99.3027,-97.2288 109.824,-98.473 108.304,-91.6401"/>
<text text-anchor="middle" x="122.6" y="-100.8" font-family="Times New Roman,serif" font-size="14.00">h</text>
</g>
<g id="edge4" class="edge"><title>2->2</title>
<path fill="none" stroke="black" d="M162.645,-35.7817C161.973,-45.3149 163.291,-54 166.6,-54 168.616,-54 169.893,-50.7749 170.431,-46.0981"/>
<polygon fill="black" stroke="black" points="173.935,-45.823 170.555,-35.7817 166.935,-45.7391 173.935,-45.823"/>
<text text-anchor="middle" x="166.6" y="-57.8" font-family="Times New Roman,serif" font-size="14.00">o</text>
</g>
<g id="edge5" class="edge"><title>2->2</title>
<path fill="none" stroke="black" d="M160.224,-34.8636C156.353,-52.3779 158.479,-72 166.6,-72 173.198,-72 175.839,-59.0463 174.521,-44.7944"/>
<polygon fill="black" stroke="black" points="177.972,-44.2068 172.976,-34.8636 171.055,-45.2827 177.972,-44.2068"/>
<text text-anchor="middle" x="166.6" y="-75.8" font-family="Times New Roman,serif" font-size="14.00">h</text>
</g>
</g>
</svg> | |
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} | Generate code for a svg of a a white sheet with a music note and a notepad | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24">
<defs id="defs3051">
<style type="text/css" id="current-color-scheme">
.ColorScheme-Text {
color:#dedede;
}
</style>
</defs>
<path style="fill:currentColor;fill-opacity:1;stroke:none"
d="M 4 4 L 4 5 L 20 5 L 20 4 L 4 4 z M 4 7 L 4 8 L 13 8 L 13 7 L 4 7 z M 17 9 L 17 10 L 17 15.5 C 16.5818 15.1852 16.066 15 15.5 15 C 14.115 15 13 16.115 13 17.5 C 13 18.885 14.115 20 15.5 20 C 16.885 20 18 18.885 18 17.5 L 18 11 L 20 11 C 20 9.892 19.108 9 18 9 L 17 9 z M 4 10 L 4 11 L 15 11 L 15 10 L 4 10 z M 4 13 L 4 14 L 13 14 L 13 13 L 4 13 z M 4 16 L 4 17 L 11 17 L 11 16 L 4 16 z M 4 19 L 4 20 L 11 20 L 11 19 L 4 19 z "
class="ColorScheme-Text"
/>
</svg> | |
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} | Generate code for a svg of a black and white icon featuring a lamp with a rectangular shape. | <?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>
<g>
<polygon points="459.894,270.576 459.894,73.632 403.988,73.632 403.988,0 52.106,0 52.106,180.656 403.988,180.656
403.988,107.024 426.503,107.024 426.503,241.424 211.352,270.72 211.352,331.344 166.019,331.344 166.019,512 290.075,512
290.075,331.344 244.744,331.344 244.744,299.872 "/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
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<g>
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<g>
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<g>
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<g>
</g>
<g>
</g>
<g>
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<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a small wooden dock stretching into the 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="#fcfdfd" d="M0 0h96v96H67v-2l-1-2v-1l-3-6-2-8-1-2-2-3-2-5-2-6-2-9q-2 0-2 3-1-11-1-1h-4l-1-3-5 19q-2 2-2 5-2 0-1 2l-2 7v1q-3 2-3 6l-1 1q-2 1-1 4H0z"/><path fill="#c0a68c" d="M54 61q-6-2-11-1l-2 5 3-14 1 3h4q0-10 1 1 0-3 2-3z"/><path fill="#e6b785" d="m54 61 2 6-15-2 2-5q5-1 11 1"/><path fill="#b18f6b" d="m41 65 15 2 2 5-19-2q-1-2 1-2-1-3 1-3"/><path fill="#e9bc8b" d="M40 68h16v3H40z"/><path fill="#f2c89b" d="m39 70 19 2 2 3H37q0-3 2-5"/><path fill="#a4876b" d="M37 75h23l1 2H36q-1-2 1-2"/><path fill="#ddaf82" d="M36 77h25l2 8-28-2-1 1z"/><path fill="#77624d" d="M63 85q-15 2-28 1l-1-1v-1l1-1z"/><path fill="#ecc69a" d="m34 85 1 1q13 1 28-1l3 6H31q0-4 3-6"/><path fill="#715f4c" d="M31 91h35v1H30z"/><path fill="#bda890" d="m66 92 1 2-30-1z"/><path fill="#f3d9b9" d="m30 92 7 1 30 1v2H29q-1-3 1-4"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a silver rocket soaring through the blackness of space. | <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="#010101" d="M0 0h96v96H0z"/><path fill="#706f73" d="M69 33v-6q7-7-2-3 0-6 5-7 2-5 7-5 1 5-2 9-6 5-8 12"/><path fill="#0d0e0e" d="M72 17q2-1 3 2l-4 2q-1-3 1-4"/><path fill="#9e9fa5" d="M69 33h-2q-3-2-3 1l-2 2-1-1 2-4 4-7q9-4 2 3z"/><path fill="#767478" d="m67 24-4 7h-6z"/><path fill="#49494c" d="M67 33q-1 6-3 1 0-3 3-1"/><path fill="#e4ded1" d="m61 35-1 3-7 5v-3q1-4 5-7 0-2 2 1"/><path fill="#454344" d="M54 41v3L42 55q-1-3-3-2 6-7 15-12"/><path fill="#97999c" d="M39 53q2-1 3 2-6 3-11 9-4-1-1-3 3-5 9-8"/><path fill="#4b484a" d="M45 59v2l-7 5z"/><path fill="#757678" d="M30 61q-3 2 1 3l-5 4q-3 0-3-2 2-5 7-5"/><path fill="#4d4d4f" d="M23 66q0 2 3 2l-11 6-1-2q3-4 9-6"/><path fill="#242325" d="m14 72 1 2 5-1q-5 5-11 5 0-4 5-6"/></svg> | |
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"path": "c466188cd74ab3d0fc6402b9102a1e5f0c41bc74103a1075af28742bd31c8d9d.png"
} | Generate code for a svg of a a close up of a chinese language sign with a black and white background | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 930 1000">
<path fill="currentColor"
d="M733 255h-118v128h118v-128zM615 451v127h-77v-504h77v113h118v-130h79v526h-79v-132h-118zM215 193v265c38 -1 78 -3 116 -5v-260h-116zM495 440l5 61c-138 24 -323 28 -440 28l-9 -69c27 0 57 0 90 -1v-266h-75v-67h409v67h-70v255c32 -2 63 -5 90 -8zM691 690v11
c0 84 62 163 170 197l-41 60c-81 -27 -139 -80 -169 -146c-30 66 -92 123 -178 151l-39 -58c-86 27 -182 33 -220 33h-46v-300h79v230c51 -4 141 -14 200 -41l19 63c89 -40 143 -113 143 -174v-26h-150v-65h385v65h-153z" />
</svg> | |
{
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"path": "emoji_u1f469_1f3fc_200d_2764_200d_1f48b_200d_1f468_1f3fb.png"
} | Generate code for a svg of a kiss: woman, man, medium-light skin tone, light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="head_331_">
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<g id="eyebrows_176_">
<path d="M72.9,77.19c3.34-4.73,11.18-4.89,15.1-0.86c0.68,0.7,1.4,1.61,0.89,2.62 c-0.57,1.12-1.73,0.94-2.69,0.55c-2.55-1.03-5.17-1.49-7.91-0.93c-1.18,0.24-2.2,0.73-3.32,1.13 C73.47,80.23,71.92,78.65,72.9,77.19z" style="fill:#454140;"/>
<path d="M120.13,79.71c-2.34-1.02-4.71-1.6-7.29-1.31c-1.17,0.13-2.32,0.44-3.42,0.87 c-0.87,0.34-1.81,0.9-2.7,0.29c-2.57-1.77,1.99-4.65,3.32-5.23c2.9-1.25,6.35-1.14,9.15,0.32c1.11,0.58,2.32,1.42,2.98,2.52 C122.99,78.54,121.75,80.37,120.13,79.71z" style="fill:#454140;"/>
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} | Generate code for a svg of a green onions stretching tall in neat rows. | <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="#f8f7e1" d="M0 0h96v36l-2 2-3-4 3-6-3-6-5-2-2 2q4 2 1 6h-1v-4q-3 0-4 3l-2-5q-1 3 1 8-3 4-3 10V30l-2-8-2 7-1-3-2-4-1 3q-3-4-7-3l-1 4-2-4-1 33q-2-6-1-11-1-5 1-8l-2-4v-4l-1 1-2-4-2 10v2h-1v-4q-3-1-3-6-1 3-2 0l-1 1 1 14q-3 0-1-3l-2-8q-1 5-1 0 2-9-3-2 3 6 1 14-2 0-1 2l-2-18-2-5-1 3q-1-3-2 0v4l-2 5-1-6v8q-4-5-1-10-1-3-2 1v-3l-2-3-1 34v-1l-1-21-1 1-5-8q-2 9 1 20v19l7 31H0z"/><path fill="#f7f7df" d="M96 36v60H33v-2q0-2 2-1l2-8v-8l2 7 1 9 4-2 2-2 2-20 1-5 2 19 5 1-1 1 4 6h7v-4l1-2 2 2q-1 3 2 2l4-27q0-13 5-24V27q1-3 4-3v4h1q3-4-1-6l2-2 5 2 3 6-3 6 3 4z"/><path fill="#eaf1c8" d="m71 26-1 1 2 24-2-9v-5l-2-11v13l-2 8-1-13q-3 1-3-2v15l-2-21 1-4q4-1 7 3l1-3z"/><path fill="#e0ebbe" d="M35 27q-2 5-1 11-1-6-4-9v-4q1-3 2 0l1-3z"/><path fill="#cae5a1" d="M76 30q-3 1-3 4l-1-5 2-7z"/><path fill="#71cb30" d="m55 31-2 7v-7q0-3 2-1"/><path fill="#d1e4ab" d="m43 28 1-1q1 3 2 0 0 5 3 6-3 3-4 8V30l-1 3z"/><path fill="#b6e87e" d="M70 37q-2-1-2 1z"/><path fill="#b1df81" d="M55 31q-2-2-2 1-2 0-1 3h-2l2-10 2 4 1-1z"/><path fill="#95cd66" d="M43 39h-1l-1-3-1 1v12l-2-6q2-8-1-14 5-7 3 2 0 5 1 0z"/><path fill="#7ed644" d="M50 35h2l-2 9z"/><path fill="#c0e398" d="m19 34-1 3 2 3-2 8-3-15v13q-3-11-1-20z"/><path fill="#bfe388" d="m55 32 2 4q-2 3-1 8l-1 1-2 7q-2-3-2 0l-2 9V46l1 5q0-6 2-1l1-11z"/><path fill="#cce59f" d="M53 32v7l-1 11q-2-5-2 1l-1-5v-9h1v7l2-9q-1-3 1-3"/><path fill="#cfe7ab" d="m24 24-2 36q-2-3-1-5z"/><path fill="#cde59b" d="M42 39q-2 3 1 3v5l-2-1z"/><path fill="#caef8f" d="M68 39v16l-2-6v-2z"/><path fill="#bfee87" d="m70 42 2 9-1 4q-3-6-1-13"/><path fill="#8dd956" d="m19 34 1-1 1 21-2-4q-1 5 1 11 2 3 6 5l-1 6-1 1v-2l-2-5-2 20-3-7q-1-10 1-19l-1-5-2 10V33l3 15 2-8-2-3z"/><path fill="#77c546" d="M80 27v11q-5 11-5 24l-1-1-2 1-1-7 1-4-2-24 1-1 1 3 1 5 1 8 2-2q0-6 3-10-2-5-1-8z"/><path fill="#ade47f" d="m76 40-2 2-1-8q0-3 3-4z"/><path fill="#7acb43" d="m43 28 1 5 1-3v11q1-5 4-8v28l2-9q0-3 2 0l2-7q-1 7 2 16-2 6-1 13-1 17-3 0 0-3-2-1l-1-10-1 1-1 5-2 2q-3-12-2-24v-5z"/><path fill="#58b530" d="M28 53q-2 3-1 8-2 2-1 5-4-2-6-5-2-6-1-11l2 4v1q-1 2 1 5l1-7 1-11q0-3 3-3z"/><path fill="#67bf37" d="m60 26 2 21V32q0 3 3 2l1 13v2q2 5-1 11l-1-7-1 1q-3 9-3 19l-1-3-1-10-1 1q-3-9-2-16l1-1q-1 5 1 11l1-33z"/><path fill="#daf2ab" d="m17 79-2-14 2-10 1 5q-2 9-1 19"/><path fill="#88d74d" d="M70 37v5q-2 7 1 13l1 7-2 8q-1-3-2 0l-2 17v4h-7V70l1 3q0-10 3-19l1-1 1 7q3-6 1-11l2 6V38q0-2 2-1"/><path fill="#e5f2bd" d="M28 53v18q-2-6-1-10-1-5 1-8"/><path fill="#64bf39" d="m38 43 2 6-1 25-2-11v22l-2-4v3a44 44 0 011-23l-2-4q0-7 3-12-1-2 1-2"/><path fill="#7dcf41" d="M24 24v3q1-4 2-1-3 5 1 10l3 4v3l1-1 1 23 1-25 1-2q-1-6 1-11l2 18q-3 5-3 12l2 4q-3 6-2 13l1 10v9q-2-1-2 1l-2-12-1-2-2-9V53l-1-14q-3 0-3 3l-1 11q-1-15 1-29"/><path fill="#e1ecbe" d="m33 40-1 25-1-23-1 1V33z"/><path fill="#95ce64" d="M30 29q3 3 4 9l-1 2-3-7v7l-3-4v-8l1 6z"/><path fill="#c1ea78" d="M59 70v4h-3q-1-7 1-13l1-1z"/><path fill="#b2ea71" d="m74 61-3 28q-3 1-2-2l1-17 2-8z"/><path fill="#9de058" d="M42 39v7l2 1q-1 12 2 24l2-2-2 20-1-17q-2 9-1 19l-4 2-1-9-2-7V63l2 11 1-25V37l1-1z"/><path fill="#bceb85" d="M24 71q-2 12-1 25h-1l-2-10 2-20z"/><path fill="#ecf6c6" d="m49 64 1-1 1 10q2-2 2 1 2 17 3 0h3v17l-4-6 1-1-5-1z"/><path fill="#e3f4ba" d="m70 70-1 17-2-2-1 2 2-17q1-3 2 0"/><path fill="#e4f5b7" d="M24 71v2q-1 11 1 23h-2q-1-13 1-25"/><path fill="#a7e376" d="m31 82 2 12v2h-2z"/><path fill="#c9eb95" d="m46 89-2 2q-1-10 1-19z"/><path fill="#caec9b" d="m37 85-2 8V81z"/><path fill="#baf17a" d="M27 61q-1 4 1 10l2 9-2-2v18h-3q-2-12-1-23l1-1 1-6q-1-3 1-5"/><path fill="#eef8cb" d="m30 80 1 2v14h-3V78z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a crimson fog swirling through the haunted woods. | <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="#8f131f" d="M35 0h30l2 7q-5 0-5-5-6-3-8 3-8 1-14 5-1-6-7-3-1-1 1-3l5-3q-3 2-4-1"/><path fill="#8d141f" d="M30 0h3l-2 7-3 3-1-2z"/><path fill="#991621" d="m67 7 1 2-3 1 6 3q5 3 5 11-2-1-1-3h-3v3l-2-6v4h-4l3-5-8-3q-9 0-15 3l-2 2q-3 0-1-2l-2-4-2 1q-1-3 1-4 6-4 14-5 2-6 8-3 0 5 5 5"/><path fill="#8b1420" d="M76 0h4v2q0 7-4 1z"/><path fill="#8b131c" d="M94 0h2v6q-2 0-2-2z"/><path fill="#611119" d="M33 0h2q1 3 4 1l-5 3q-2 2-1 3l-1 1-1-1z"/><path fill="#5c0e18" d="M65 0h7q-1 5 2 9-2 0-1 2l-2-2q2-4-3-6l3 9v1l-6-3 3-1-1-2z"/><path fill="#590e18" d="M94 4q0 2 2 2v5l-3 2q-1-6 1-9"/><path fill="#7f0f1c" d="M0 0h18l-3 3q0 6-4 10-2-6-1-12-4 6-3 15-2 0-2 3l-5-2z"/><path fill="#8e131d" d="m73 11-2 1-3-9q5 2 3 6z"/><path fill="#520c18" d="M11 13q-3 0-4 3-1-9 3-15-1 6 1 12"/><path fill="#83131e" d="M72 0h2q0 4 5 7l1 6q-6 0-6-4-3-4-2-9"/><path fill="#981822" d="M40 10q-2 1-1 4l-2 4 2 1-14 9q1-5 4-8 0-5 5-8l-1-1q-3 3-5 1l4-4 1-1q6-3 7 3"/><path fill="#480d17" d="M74 0h2v3q4 6 4-1v23q-2-6-1-11h-3v10q0-8-5-11v-1l2-1q-1-2 1-2 0 4 6 4l-1-6q-5-3-5-7"/><path fill="#350b14" d="M18 0h2q-3 2-1 6l2-1q3-1 0 2-7 2-6 10v3l6-7 2-5-1 7 2-1q1-8 5-14h1l-3 8 1 2 3-3 1 1-4 4-6 6h3l1 2-1 2q-1-3-3-2l-2 6h-1l2-8q-3 1-5 5-3 0-3 2l-5 3q-4 2-3 6-3-3 0-6-3-4 0-9 0-3 2-3 1-3 4-3 4-4 4-10z"/><path fill="#7b101c" d="M21 7v6l-6 7v-3q-1-8 6-10"/><path fill="#5c0d17" d="M22 0h7q-4 6-5 14l-2 1 1-7-2 5V7q3-3 0-2z"/><path fill="#770d17" d="M20 0h2l-1 5-2 1q-2-4 1-6"/><path fill="#7c121c" d="M96 11v10l-2 1q-2-5-1-8v-1z"/><path fill="#89151f" d="M29 20h-3l-1-2h-3l6-6q2 2 5-1l1 1q-5 3-5 8"/><path fill="#320b15" d="M80 0h3q-1 3 1 7l1-3 2 3v11l3-5 1-2 1-11h2v4q-2 3-1 9v1l-4 10v-1l-1-3-2 5v13l-1 7-1 1-4-21z"/><path fill="#901822" d="m90 13-3 5V5q3 3 3 8"/><path fill="#4d0c17" d="M83 0h5q3 15 3 0h1l-1 11-1 2q0-5-3-8v2l-2-3-1 3q-2-4-1-7"/><path fill="#9f1521" d="M88 0h3q0 15-3 0"/><path fill="#871521" d="M12 14q5 6-3 11-3-3-1-6z"/><path fill="#ac1924" d="M70 22q-1 2 1 5l-1 2-4-4v1l-3-1-8-9-9 1q6-3 15-3l8 3-3 5z"/><path fill="#6b131f" d="m83 10 1 1q1 8-1 15z"/><path fill="#77101c" d="M0 19q3 0 2 5l-2-3z"/><path fill="#680a17" d="M19 26q-3 0-3-3 2-4 5-5z"/><path fill="#b8212c" d="m76 24-1 8-3-8v-3h3q-1 2 1 3"/><path fill="#640f19" d="M26 20h3q-3 3-4 8h-2l-3-2 2-6q2-1 3 2z"/><path fill="#af212a" d="M44 19q-7 5-13 12l-2-1q-5 0-8 3-1-4 2-5h2l14-9-2-1 2-4 2-1 2 4q-2 2 1 2"/><path fill="#d6373d" d="m58 23 1 6h-4v3l-4-3-6 3-3 8-1-6-11-1-1-1 3 1 8-5q1-4 5-7 3 1 3-2z"/><path fill="#a01b24" d="M96 21v20l-2 7-1-1 1-25z"/><path fill="#4b0a16" d="M16 23q0 3 3 3h1l3 2q-3 1-2 5l-2 1v-5l-1-2q-3 0-4 3l-1-5q0-2 3-2"/><path fill="#88151f" d="m71 27 2 5-7-6v-1l4 4z"/><path fill="#901320" d="m13 25 1 5-4 8-1-2v-3q-2-3-1-5z"/><path fill="#8b1f28" d="M89 23q-2 3-1 7l-2 8V25l2-5z"/><path fill="#ca2c33" d="M58 23q1 2 5 2l3 1 7 6 1 17-3 2h-3v4H51q0-2 2-2 8 5 14-4 0-6 3-10l3-1q-9-9-14 2l-4-6v-5h4z"/><path fill="#70101a" d="M8 28q-1 2 1 5 0-2 3-2L3 44l2-10q-1-4 3-6"/><path fill="#c22b32" d="M63 25q-4 0-5-2l-10-4q0 3-3 2-4 3-5 7l-8 5-3-1h-5q0 4 3 7l-1 2q-4 0 0 2 1 5-2 10l-3-1q-2-8-1-14l1-5q3-3 8-3l2 1 15-14 9-1z"/><path fill="#ea514f" d="M55 32v10l3 1-2 8h-5l-1-4q4-7 4-14h-3l-9 8v-1l3-8 6-3z"/><path fill="#a81e27" d="m80 25 1 3-1 7-4 5-1-8 1-8V14h3q-1 5 1 11"/><path fill="#ef5b55" d="M50 47q-3 0-4 3l-7-2v-3q0-3 3-4l9-8h3q0 7-4 14"/><path fill="#350a14" d="m19 29-2 2q-4 4-5 10-4 3-5 7-3-1-2-3l5-7 4-8q1-3 4-3z"/><path fill="#9f1a26" d="m17 31 1 12-2 12-1 2-3-6V41q1-6 5-10"/><path fill="#4f0d1a" d="M93 14q-1 3 1 8-2 1-2 4-3 7 0 16l-2 5-1-23z"/><path fill="#7a101f" d="m80 35 2 6q-2 13-1 28l-2 1q-4-15-3-30z"/><path fill="#da3c3f" d="m29 32 1 1 11 1 1 6v1q-3 1-3 4-2 1-1 4l-2-3q-3 3-6 2l1-1h-3l-2-6 1-2q-3-3-3-7z"/><path fill="#e54848" d="m55 34 4 6q5-11 14-2l-3 1q-3 4-3 10-6 9-14 4-2 0-2 2h-3v-3l-10-3q-1-3 1-4v3l7 2q1-3 4-3l1 4h5l2-8-3-1z"/><path fill="#560b18" d="m0 17 5 2q-3 5 0 9-3 3 0 6L3 44q0 3 2 1-1 2 2 3l-2 7q-2-3-5-2V21l2 3q1-5-2-5z"/><path fill="#931925" d="M12 41v10l3 6 1-2 2-12v20q-2 0-1 3l-9-2q2 6-4 2-1-6 1-11l2-7q1-4 5-7"/><path fill="#af232f" d="m88 30 2 30q-2-3-5-1V45l1-7z"/><path fill="#d73739" d="m26 41 2 6h3l-1 1q3 1 6-2l2 3 10 3v3h3q-3 6-8 2-6 4-12 2l-7-6q3-5 2-10-4-2 0-2"/><path fill="#3f0917" d="m81 28 3 18-1 30q-2-2-2 1v-8q-1-15 1-28l-2-6z"/><path fill="#6d1220" d="m92 26 1 21 1 1 2-7v35q-3-3-6-2a36 36 0 001-21l-1-6 2-5q-3-9 0-16"/><path fill="#ba212a" d="m71 51-2 1 1 2q-3 2-2 5l-5 8-13 3q-3-4-2-9l-8 2-8-2-1-2q6 2 12-2 5 4 8-2l2 1q-3 5 2 0l13-1v-4z"/><path fill="#821421" d="M85 45v14q3-2 5 1l1-7 1 8-2 13q3-1 6 2v2l-4 2-6-3h-1l-1-4V46z"/><path fill="#76111f" d="M0 53q3-1 5 2-2 5-1 11 6 4 4-2l9 2q-6 2-10 6-3 2-3 5l-4 1z"/><path fill="#86131e" d="m75 62 1 2v8q-3-1-5 2-6-3-9 0l-30 1-1-3-9-3 2-2 9 3 14 2q9 2 18-1 1-6 7-4z"/><path fill="#6c101d" d="m18 63-2 10-6 7-10 1v-3l4-1q0-3 3-5 4-4 10-6-1-3 1-3"/><path fill="#aa1c26" d="M20 38q-1 6 1 14l3 1 7 6 1 2 8 2 8-2q-1 5 2 9l13-3 5-8 3 3-5 5q-2 0-1 3H47l-5-3v-2q-10 3-12-6h-4q0 5-4 3l-1 2-1-2q-3-13 0-24"/><path fill="#9b1722" d="m74 49 1 13-3 5q-6-2-7 4-9 3-18 1l-14-2-9-3v-3q-5 7-4-2l1 2 1-2q4 2 4-3h4q2 9 12 6v2l5 3h18q-1-3 1-3l5-5-3-3q-1-3 2-5l-1-2 2-1z"/><path fill="#660d1b" d="m24 72 7 1v4q13-2 28 1 6-4 12 0l5-2-5 4q-4-3-9-1l-4 5-5-2-7 4q-4-3 0-6l-8-2-7 1z"/><path fill="#6e0f1c" d="M19 29v5l2-1-1 5q-3 11 0 24-1 9 4 2v3l-2 2 9 3 1 3 44-3v-8l1 9q-2 0-1 3l-5 2q-6-4-12 0-15-3-28-1v-4l-7-1-3-2-3-7V43l-1-12z"/><path fill="#550f1d" d="m18 63 3 7q-2 2 1 4-3 2 0 5l7 3-1 3-9-1-3-3q-2 3-5 3H0v-3l10-1 6-7z"/><path fill="#600c1b" d="m21 70 3 2 7 7 7-1 8 2q-4 3 0 6l7-4 5 2 1 3-8-2q-9 5-13-3h-9l-7-3q-3-3 0-5-3-2-1-4"/><path fill="#5f0918" d="M77 73v13h9l-1 1-13 2q-3 3-1 7h-3l2-6-4-3h-7l-1-3 4-5q5-2 9 1l5-4q-1-3 1-3"/><path fill="#480714" d="m72 24 4 16q-1 15 3 30l2-1v8q0-3 2-1l1-3 1 4 1 9h-9V73l-1-9-1-2-5-44z"/><path fill="#4e0a18" d="m28 85 10 1q5 5 12 6v3q2-1 3 1H43q-4-3-4-6l-7-3-17-2-15 1v-2h11q3 0 5-3l3 3z"/><path fill="#580817" d="M29 82h9q4 8 13 3l8 2h7l4 3-2 6H53q-1-2-3-1v-3q-7-1-12-6l-10-1z"/><path fill="#6e0b18" d="m86 77 6 3 4-2v18h-7q-1-1 1-3h-6l5-12z"/><path fill="#680c1a" d="m85 77 3 4-5 12h6q-2 2-1 3H71q-2-4 1-7l13-2 1-1z"/><path fill="#330410" d="M26 96H0v-4l15-2 10 3z"/><path fill="#410714" d="M43 96H26l-1-3-10-3-15 2v-6l15-1 17 2 7 3q0 3 4 6"/></svg> | |
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"path": "f49e1d548cc2751c4e7fb2771b758352603db7eb1bd26922c7e4b8848738fe79.png"
} | Generate code for a svg of a a black and white photo of the word celej | <svg version="1.0" xmlns="http://www.w3.org/2000/svg"
width="1000.000000pt" height="332.000000pt" viewBox="0 0 1000.000000 332.000000"
preserveAspectRatio="xMidYMid meet">
<metadata>
Created by potrace 1.14, written by Peter Selinger 2001-2017
</metadata>
<g transform="translate(0.000000,332.000000) scale(0.100000,-0.100000)"
fill="#000000" stroke="none">
<path d="M6290 1958 c0 -859 4 -1346 10 -1388 33 -204 172 -345 446 -453 174
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835 c-3 459 -7 1041 -8 1293 l-1 457 -250 0 -250 0 0 -1322z"/>
<path d="M1163 2660 c-305 -32 -571 -164 -784 -388 -107 -112 -176 -213 -244
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c-83 88 -169 176 -190 196 l-38 37 -65 -50 c-88 -66 -199 -123 -296 -151 -110
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243 51 117 92 216 92 222 0 21 -247 77 -407 92 -119 11 -172 11 -280 0z"/>
<path d="M4495 2654 c-197 -33 -425 -127 -570 -236 -210 -157 -385 -404 -470
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m435 -551 c47 -13 118 -43 159 -66 86 -49 231 -180 216 -195 -8 -7 -1277 -557
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175z"/>
<path d="M2192 2172 c-56 -130 -102 -241 -102 -247 0 -5 96 -52 214 -103 l213
-94 6 -211 c4 -115 7 -491 7 -834 l0 -623 253 0 254 0 6 302 c4 166 7 558 7
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<path d="M7432 1872 c-62 -143 -102 -351 -102 -527 0 -207 45 -397 139 -590
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<path d="M5225 734 c-220 -195 -512 -236 -805 -113 -52 22 -101 41 -109 42 -8
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-197 193 -203 193 -5 -1 -28 -17 -50 -36z"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a small backpack hanging by the door. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v96H0z"/><path fill="#96959b" d="m54 31-3-4q-1-2-3-2V13h6z"/><path fill="#2f2e31" d="M48 25q2 0 3 2l3 4v2zq-3 3-2 8l-3-1q1-5 5-8"/><path fill="#aaabaf" d="m54 33 2 1 1 2 4 34-4 3-1-1q0-2 3-2-13 0-25-3l-3-4 3-6 20-1v-7l-2 5 1 1H35l-2-3 3-17 7-2 3 1q-1-5 2-8z"/><path fill="#64656a" d="m31 63 2-11 2 3h18l-1-1 2-5v7l-20 1z"/><path fill="#222127" d="m56 34 4 3v13l3 1-2 12 2 7h-2l-2-4z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a glowing candle resting on a brass holder. | <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="#ecddc4" d="M56 35q-5-1-8 2-6-3-10-2 3-2 9-1 0-9 1 0 3-1 8 1"/><path fill="#fad76c" d="M38 35q4-1 10 2 3-3 8-2h5l1 3-2 1H34q-1-5 4-4"/><path fill="#facb4c" d="M36 39h24q-3 3-7 3v17l-11-1-1-16z"/><path fill="#d58b3f" d="M62 38v9q-6 0-9 3v-8q4 0 7-3z"/><path fill="#a95f2f" d="M34 39h2l5 3 1 16-8-1z"/><path fill="#a25c2e" d="M62 47v10l-9 2v-9q3-3 9-3"/><path fill="#8e6139" d="m34 57 8 1 11 1 9-2v2l-4 2q-11-3-20 0l-6-3q0-2 2-1"/><path fill="#b79064" d="m44 64-1-1q-1-2 1-2z"/><path fill="#a07044" d="M44 64h3l-1 7-1-2z"/><path fill="#4d2715" d="M38 61q9-3 20 0-4-1-5 2l-2 2q-3 3 0 9h-6l1-3 1-7h-3v-3q-2 0-1 2-2-3-5-2"/><path fill="#bca78a" d="M53 63q-3-1-1-2z"/><path fill="#d2af6a" d="M51 65q-1 6 5 9h-5q-3-6 0-9"/><path fill="#cda54e" d="m45 69 1 2-1 3-5 1v-1z"/><path fill="#d5c7be" d="M40 74q7 3 15 1l2-2 4 2-2 1H36l-1-1z"/><path fill="#90613a" d="M45 74h12l-2 2q-8 2-15-1z"/></svg> | |
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</svg>
| |
{
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"path": null
} | Generate code for a svg of a a soft blue diamond surrounded by a golden pattern. | <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="#bdced1" d="M0 0h96v83q-3-6-1-10l-2-3v-4q-2 1-2-1l1-6q3-3-1-4-3 2-1 5l-3 3-4-5 1-1-4-7q-3 0-4 3l-1-2-6 9h-1l7-13q-6-5-8-12-10-3-16-12l-3-1q-7 3-11 9l-8 3q-2 8-8 13l6 11-8-9q-1-1 1-3l-6-3-2 2q-4-4-9 0l-1 4q3 1 0 4l-2-3z"/><path fill="#a8c9d5" d="m68 60-1 2-5 2q-7 3-11 9h-6l-6-5q-4-5-10-5l-1-4-1-1-6-11q6-5 8-13l8-3q4-6 11-9l3 1q6 9 16 12 2 7 8 12z"/><path fill="#b2d8e6" d="m62 41-1 2v-3q-7 0-13 3l-13-3q-2-3 1-4l12-8 10 7z"/><path fill="#aad1e0" d="m35 40 13 3q6-3 13-3v3q-5 6 1 12L48 68q-8-6-14-13l3-7z"/><path fill="#bcced1" d="M27 58q-2 2-1 6 6-1 12 3l6 5h6q4-6 11-9l7 1v-5l7-7q1-3 4-3l4 7-1 1 4 5 3-3q-2-3 1-5 4 1 1 4l-1 6q0 2 2 1v4l2 3q-2 4 1 10v13H0V50l2 3q3-3 0-4l1-4q5-4 9 0l2-2 6 3q-2 2-1 3z"/><path fill="#bee0ed" d="m35 40 2 8-3 7-4-7z"/><path fill="#c5e5f1" d="m62 41 4 7-4 7q-6-6-1-12z"/><path fill="#c4c9bb" d="m28 59 1 4q6 0 10 5-6-4-12-3-1-4 1-6"/><path fill="#c7c9b7" d="M68 60v5l-7-1 5-2z"/><path fill="#d8d1a8" d="M47 75q2 0 1 2z"/></svg> | |
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"path": "928b40496b03613a4f9abab0b745efa78fc3b4ae68f035e567b5e94f32b80157.png"
} | Generate code for a svg of a a close up of a black and white logo with an arrow pointing to the right | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="48" height="48" viewBox="0 0 48 48">
<path fill="#181818" d="M34.031 22.031q3.281 0 5.625 2.344t2.344 5.625-2.344 5.625-5.625 2.344h-4.031v4.031l-6-6 6-6v4.031h4.5q1.594 0 2.813-1.219t1.219-2.813-1.219-2.813-2.813-1.219h-26.531v-3.938h26.063zM40.031 10.031v3.938h-32.063v-3.938h32.063zM7.969 37.969v-3.938h12v3.938h-12z"></path>
</svg> | |
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} | Generate code for a svg of a a purple stone lying on the forest floor. | <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="#eee6f5" d="M0 0h96v17q-9-3-7-10Q47 4 7 7v19l-7 8z"/><path fill="#a67fbc" d="M7 7h78v18q-2-3-4-2L80 9l-1 5-7-3-1-3H55l5 1q-9 3-12 12l-2-1-6 5q-2-6-7-4l-1-6-3-3h-2q-2 3-2 0-3-2-4-1-4-1-1-4z"/><path fill="#a981bd" d="M79 14v7l-2-1-5-2q-3 2-1 5 1-3 3-1l-5 3-3 4q-2 10 1 22l-3 3h-1l-7-4-7-2-3-1-12 3q-2-15-1-29 5-2 7 4l6-5 2 1q3-9 12-12l-5-1h16l1 3z"/><path fill="#9771b3" d="M7 8h7l-1 8-2 7q2 4-1 7H9l-2-4z"/><path fill="#835fa1" d="M7 8V7h13q-3 3 1 4l-3 2q-2 6 1 14-3 2 0 5l2-2 1 3-7 2v4q0 3 2 5l-2 2q-3-9 0-16l2-14-1-1-3 1 1-8z"/><path fill="#a88dc2" d="m16 15-2 14q-1-9 1-15"/><path fill="#9884ae" d="M89 7q-2 7 7 10v31l-8 11-3-2 1-1h-3q-1-6 2-9l1-7q1 6-2 14 1 1 2-1l2 2 3-18 2-2q-4-6-2-10-3-9-2-18"/><path fill="#9d7db6" d="M21 11q1-1 4 1 0 3 2 0h2l3 3 1 6q-1 14 1 29l-5 4h-3l-2-4-2 6-4-7-3 3v-6l2-2 3-3-2-2h6V26q-3-1-5 1-3-8-1-14z"/><path fill="#b79fc9" d="M17 44q-2-2-2-5v-4l7-2-1-3-2 2q-3-3 0-5 2-2 5-1v13h-6l2 2z"/><path fill="#b092c4" d="m9 30 2 6-1 4-3-2-1-7q0-2 2-1"/><path fill="#b798c8" d="M77 20q3 4 4 10l1-6q5 3 3 9-2-3-5-2l-1 18q-4 0-5 3l-3-4-1 4q-1-2-3-1-3-12-1-22l3-4 5-3q-2-2-3 1-2-3 1-5z"/><path fill="#644588" d="M16 15q-2 6-1 15-3 7 0 16l-4 3-1-8-2-1q-3-2 0-2l3 2 1-4-2-6q3-3 1-7l2-7z"/><path fill="#614c73" d="M74 35q7 0 1 4-2-3-1-4"/><path fill="#decfe9" d="m7 26 2 4q-2-1-2 1l1 7q-3 0 0 2v9q-5-2-8-1V34z"/><path fill="#aa90bc" d="m8 40 2 1 1 8q-2-1-2 1l-1-1z"/><path fill="#765f94" d="M89 7q-1 9 2 18-2 4 2 10l-2 2-3 18-2-2q-1 2-2 1 3-8 2-14-3-4-2-7h-3q-2 8 4 14-3 3-2 9h3l-1 1 3 2-2 4q-3-3-3 0v3l-1-1-8-4q5 0 10-3l-4-1q3-1 0-3-3 1-1 4-4 1-6-2l-6 3h-3v-5l3-3q2-1 3 1l1-4 3 4q1-3 5-3l1-18q3-1 5 2 2-6-3-9l-1 6q-1-6-4-10l2 1v-7l1-5 1 14q2-1 4 2V7z"/><path fill="#b295c6" d="m86 40-1 7q-6-6-4-14h3q-1 3 2 7"/><path fill="#796390" d="M15 46v6l3-3 4 7 2-6 2 4h3v1l2 6q-3 0 0 1l12 4q-5-1-5 4l-5-1q-3 2 0 3l-1 1-1-2q-6-2-10 0l-7 8v-1q2-5 6-8l-2-2h7q-2-3-5-2v-5l-3-1 2-4q-4 3-6 8L9 50q0-2 2-1z"/><path fill="#9f64c2" d="m49 48-6 10h-3l-6-4-5 1v-1l5-4 12-3z"/><path fill="#e8e1ef" d="M0 48q3-1 8 1l1 1 4 14v11q-1-6-5-9v1l6 11v1l2 2 5-3q-6-1-1-3 5 1 2-2l2-1 2 4h5v3l5-2h1l17 2 3-1 8 3 3-1 1-3 8 4q3-2 7-1 2-3 5-3 7-3-1-3 1-4-2 0 0-6 5-7-2-3-2-1l-6 6q-3-4 0-6v-3q0-3 3 0l2-4 8-11v48H0z"/><path fill="#563f81" d="M63 54v5h4l-4 4-8 1 6-2z"/><path fill="#382c43" d="M91 58q2 0 1 2z"/><path fill="#9e90a4" d="m74 61-6-2h-1l6-3q2 3 6 2-2-3 1-4 3 2 0 3l4 1q-5 3-10 3"/><path fill="#4d2b7e" d="m56 50 7 4-1 8-6 2h-9q0-3-2 0l1 1-3 1-12-4q-3-1 0-1l11 3v-4q6 0 12-5l7-1z"/><path fill="#7c49ae" d="m49 48 7 2 5 4-7 1q-6 5-12 5v4l-11-3-2-6 5-1 6 4h3z"/><path fill="#a295ad" d="M8 58q3 0 2 5-2-5-2 1-3-1-4 1l-1-1q1-2 4-1z"/><path fill="#837093" d="m68 59 6 2 8 4h-4l-8-1q-3 0-3 3l-6 1q0-4 3-5z"/><path fill="#cec2d2" d="M28 64h4q0 5-4 5z"/><path fill="#cfc5d2" d="M43 66q0 4-5 4 0-5 5-4"/><path fill="#6d5589" d="m56 64 8-1q-3 1-3 5l-2 2q-4-4-9-4 3 1 0 3l2 1q-3 0-3 2h-9q-2 0-2-2 5 0 5-4l3-1-1-1q2-3 2 0z"/><path fill="#d7ced8" d="M20 66q3-1 5 2h-7l-3-1q2-2 5-1"/><path fill="#aca0b6" d="M20 66q-3-1-5 1l3 1 2 2q-4 3-6 8L8 67v-1q4 3 5 9V64l4-4 3 1z"/><path fill="#6c5b79" d="m78 65-7 4h3q1 2-1 4l-5-2-1-4q0-3 3-3z"/><path fill="#7b6b8e" d="m61 68 4 3q-3 1 1 4l-4 3 3 3-8-3-3 1-17-2 6-2-2-1 6 2 2-1q3 3 4-1l-4-2q0-2 3-2l-2-1q3-2 0-3 5 0 9 4z"/><path fill="#b3a1bd" d="M38 70q0 2 2 2v2l-4 1-3-3q-3-1 0-3z"/><path fill="#d0c7cb" d="M40 72h9l4 2q-1 4-4 1l-2 1-6-2h-1z"/><path fill="#e6dfe8" d="M56 72q11 0 0 5-4-3 0-5"/><path fill="#aea3c1" d="m31 71 1 2 1 3 3 1-5 2v-3h-5q0-2 3-2z"/><path fill="#4c396c" d="m32 73 1-1 3 3 4-1h1l2 1-6 2h-1l-3-1z"/><path fill="#d2c8d7" d="m31 71-2 3q-3 0-3 2l-2-4-2 1q3 3-2 2-5 2 1 3l-5 3-2-2 7-8q4-2 10 0"/><path fill="#d9d0de" d="m67 67 1 4 7 5 3-7 4 4q1 10-2 1l1-1h-3l-1 8-8-4-1 3-3 1-3-3 4-3q-4-3-1-4l-4-3z"/><path fill="#615478" d="M89 77q-3 0-5 3 0-4 4-4z"/><path fill="#bfb5c8" d="M78 65h4l1 1q-3 2 0 6l6-6q0-2 2 1-5 1-5 7 3-4 2 0 8 0 1 3l-1-1q-4 0-4 4-4-1-7 1l1-8h3l-1 1q3 9 2-1l-4-4-3 7-2-3q2-2 1-4h-3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a triangular yellow shape hovering above a soft purple background. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#c1abde" d="M0 0h96v96H0z"/><path fill="#efe61a" d="M57 52H39l9-14z"/><path fill="#c4b7b3" d="M39 52h18l1 1H38z"/></svg> | |
{
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"path": "emoji_u1f971.png"
} | Generate code for a svg of a yawning face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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} | Generate code for a svg of a a planner with organized appointments and tasks. | <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="#fbf9f2" d="M0 0h96v96H0z"/><path fill="#9a958b" d="M12 24h2l6 1-8 1z"/><path fill="#edd7c3" d="M12 24h68q1 3-2 3v-3z"/><path fill="#e8ba96" d="m86 20-1 3q-37-1-73 1-2-3-1-4 38-3 75 0"/><path fill="#e1cdb4" d="m86 20 1 1v70H73q6-2 14-1z"/><path fill="#90897c" d="M7 37v13z"/><path fill="#948b80" d="M7 51v27z"/><path fill="#c7c1ac" d="m12 35 1 27-2 1-2-11q3-5 1-10z"/><path fill="#e8d2bb" d="M11 20q-1 1 1 4v2l-2 16q2 5-1 10l2 11Q8 75 9 89h3l1-20 21 2-1 22q-12-3-25-2l-1-8V21l1-1 1 4z"/><path fill="#9b8574" d="m7 83 1 8q13-1 25 2L9 92q-3-4-2-9"/></svg> | |
{
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"path": "924bc69fbdf7ad44f3710f25f2359e0a25d2ccaefabc61656ee2bcf65207eeb6.png"
} | Generate code for a svg of a a black and white image of a musical note | <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><path d="M22.374,1.038a4.5,4.5,0,0,0-3.7-.96L9.486,1.8A5.5,5.5,0,0,0,5,7.206v8.935A3.977,3.977,0,0,0,4,16a4,4,0,1,0,4,4V12a1.5,1.5,0,0,1,1.224-1.474l11.183-2.1a.477.477,0,0,1,.412.106A.5.5,0,0,1,21,8.92v4.221A3.992,3.992,0,1,0,24,17V4.5A4.488,4.488,0,0,0,22.374,1.038ZM19.855,5.479,8.671,7.577A4.527,4.527,0,0,0,8,7.766v-.56a2.5,2.5,0,0,1,2.039-2.457l9.185-1.722A1.5,1.5,0,0,1,21,4.5v.976A3.52,3.52,0,0,0,19.855,5.479Z"/></svg> | |
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</svg> | |
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} | Generate code for a svg of a a meteor shower lighting up the night sky. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#031531" d="M0 0h10l4 3v5l-1-1-1 3q-2-4-5-3v5l3 4v-2h3q-1 3 2 5l-1 1 11 1q0 4-2 1-2 2 1 3l-5 4q0-2-2-2v3l7-1-2 5q2 0 2 3l7-1h-3l-1-8 2-5 5 7q3-2 1 1 3 5 2-1 1-6 4-1l1-2q3 3 4 9l1 1 1-4q3-1 7 1 1 3 5 4l-4 1q3 2-1 2l6 2q-1 4-4 1-1 3-2 0l-2 3q0 2 2 1 0 3 4 5l-10-2q3 3 3 8l6-3v7l-1-2-7 2q3 2 0 3l-4-5q2-4-1-7l-17-1-3 2q-2-4-5-6v3q-3-1-4 1l-3-2 2-1-4-2q-4 1-1 4l-4 4 2 1-6-1q1-3-2-3z"/><path fill="#02142f" d="M10 0h86v27q-8-6-5 2-3 3-3 0l-2 2q-1-4 3-6l-2-2v-4q2-4 5-6v4h1l2-7q-3-1-5 2-3-3 0-4-3-1-1-4l-4-1-1 7-2-5-5 1 1 1-6 3 2 7 6 4q-3 1-1 4 2-2 3-1l-8 7-2-2 2-4q-1-4-3-2l-4-3h-3l-3 3-4-7q-2 2 1 5-3 3 2 5-2 2 1 3 3-3 3 2-6-1-9 2l-2-4-4-8 1-2-7-10-5-5v2l-1 1 1 7q-1-4-3 0l-2-3V8h3q-4-9-12-7l-1 4q-3-4-5-4-4 2 0 5l-2 2q2 1 3-1l4 4 2-2q-1 2 2 3-3 3-4 0-3 5-5 0l-3 1q3 1 0 3 3 2 0 3-3-2-2-5h-3v2l-3-4V7q3-1 5 3l1-3 1 1V3z"/><path fill="#041531" d="m38 6 6 9-2 1 2 4-1 5q-4-4-1 2l-1 2q-3-5-4 1 1 6-2 1 2-3-1-1l-5-7-2 5 1 8h3l-7 1q0-3-2-3l2-5-7 1v-3q2 0 2 2l5-4q-3-1-1-3 2 3 2-1l-11-1 1-1q3-1 0-3 3-2 0-3l3-1q2 5 5 0 1 3 4 0-3-1-2-3l-2 2-4-4q-1 2-3 1l2-2q-4-3 0-5 2 0 5 4l1-4q8-2 12 7h-3v3l2 3q2-4 3 0l-1-7z"/><path fill="#4a293e" d="m43 9 4 10q0 3-2 1h-1l-2-4 2-1-6-9V4z"/><path fill="#2a2640" d="m43 9 7 10-1 2-2-2z"/><path fill="#031631" d="M96 27v31l-3-2-9 1q-3-2-1-5-4 1-7-1l1-1q-6-3-3 3l-3 1 1 1q-3 2-3 5l-2-3-1 2q-1-3-2 0-3-3 0-5l-3-4v-4l5-6-1-1q0-3 3-5l-2-2 6-3 2 2 8-7q-1-1-3 1-2-3 1-4l-6-4-2-7 6-3-1-1 5-1 2 5 1-7 4 1q-2 3 1 4-3 1 0 4 2-3 5-2l-2 7h-1v-4q-3 2-5 6v4l2 2q-4 2-3 6l2-2q0 3 3 0-3-8 5-2"/><path fill="#61314a" d="m47 19 2 2 4 8-1 1q-5-4-7-10 2 2 2-1"/><path fill="#1d1b39" d="M44 20q2 6 7 10l1-1 2 4v1q-4-2-7-1l-1 4-1-1q-1-6-4-9-3-6 1-2z"/><path fill="#071733" d="m46 61-7 5q5 0 9 4h-5l-2 4 4 1q-2 2 0 3 1-4 4-6l6 4q0-4 3-1v-2h5q0-6-3-1l-2-3q2-3 7-3l2-3q2 1 3-1l-1-2q0-3 3-5l-1-1 3-1q-3-6 3-3l-1 1q3 2 7 1-2 3 1 5l9-1 3 2v19h-4l-1 3-3-3q-6 3-9 8-3-3 0-4-5-4-10 0l-1-1q-7 6-10-3-4 5-9 2l-6 4-1-1-9 12 2 2H0V83l2 7q6 0 10-4l1 1q3-6 8-7l11-10q5-7 13-13l-3 1-4-2-9 1-1-2-3 4q-5-2-8-1-2 16-17 13V53q3 0 2 3l6 1-2-1 4-4q-3-3 1-4l4 2-2 1 3 2q1-2 4-1v-3q3 2 5 6l3-2q-2-3 1-1l16 2q3 3 1 7"/><path fill="#041632" d="m72 29-6 3 2 2q-3 2-3 5l1 1-5 6v4l3 4q-3 2 0 5 1-3 2 0l1-2 2 3 1 2q-1 2-3 1l-2 3q-5 0-7 3l2 3q3-5 3 1h-5v2q-3-3-3 1l-6-4q-3 2-4 6-2-1 0-3l-4-1 2-4h5q-4-4-9-4l7-5 4 5q3-1 0-3l7-2 1 2v-7l-6 3q0-5-3-8l10 2q-4-2-4-5-2 1-2-1l2-3q1 3 2 0 3 3 4-1l-6-2q4 0 1-2l4-1q-4-1-5-4v-1q3-3 9-2 0-5-3-2-3-1-1-3-5-2-2-5-3-3-1-5l4 7 3-3h3l4 3q2-2 3 2z"/><path fill="#2d203b" d="M32 70q-5-1-8 2l-2-1q1-7 7-12l13-1 3-1q-8 6-13 13"/><path fill="#161b37" d="m42 58-13 1q-6 5-7 12l2 1q3-3 8-2L21 80q-5 1-8 7l-1-1q-4 4-10 4l-2-7V71q15 3 17-13 3-1 8 1l3-4 1 2 9-1z"/><path fill="#051631" d="M96 77v19H35l-2-2 9-12 1 1 6-4q5 3 9-2 3 9 10 3l1 1q5-4 10 0-3 1 0 4 3-5 9-8l3 3 1-3z"/></svg> | |
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} | Generate code for a svg of a there is a drawing of a man riding a skateboard on a ramp | <svg
width="229mm"
height="40mm"
viewBox="0 0 229 40"
version="1.1"
id="svg8"
inkscape:version="1.1.1 (3bf5ae0d25, 2021-09-20, custom)"
sodipodi:docname="tangent-point-example.svg"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns="http://www.w3.org/2000/svg"
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Drawing a person holding hands is a visually captivating and expressive gesture. The medium-light skin tone, with its soft, diffused light, creates a warm and inviting atmosphere. The light skin tone, with its delicate curves and defined shapes, adds a sense of intimacy and connection. The positioning of the hands, which are typically held in a closed fist, is crucial for conveying the gesture's emotional depth. The detail level is high, with intricate details like the intricate lines and textures of the skin, the subtle curve of the hands, and the overall visual harmony. | {
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",
"path": "emoji_u1f972.png"
} | Generate code for a svg of a smiling face with tear | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="facial_expressions">
<radialGradient id="face_1_" cx="63.6" cy="-62.06" gradientTransform="matrix(1 0 0 1 0 124.96)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path id="mouth" d="M63,91.61c-9.07,0.07-17.73-3.74-23.8-10.48c-0.46-0.53-0.57-1.28-0.28-1.92 c0.29-0.65,0.93-1.07,1.64-1.08l0,0c0.32,0,0.64,0.09,0.92,0.25c4.82,2.77,12.88,6.21,21.52,6.21h0.14c8.63,0,16.7-3.44,21.51-6.21 c0.28-0.16,0.6-0.25,0.92-0.25l0,0c0.71,0.01,1.35,0.43,1.64,1.08c0.3,0.64,0.19,1.39-0.28,1.92 c-6.07,6.74-14.75,10.56-23.82,10.48" style="fill:#422B0D;"/>
<path d="M44,40.94L44,40.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.2,0,8-3.54,8-9.41 S48.24,40.94,44,40.94z" style="fill:#422B0D;"/>
<g id="peepers">
<path d="M43.65,44.87L43.65,44.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C44.78,47.06,44.54,45.73,43.65,44.87z" style="fill:#896024;"/>
</g>
<path d="M82.4,40.94L82.4,40.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.19,0,8-3.54,8-9.41 S86.59,40.94,82.4,40.94z" style="fill:#422B0D;"/>
<g id="peepers-2">
<path d="M82,44.87L82,44.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C83.13,47.06,82.89,45.73,82,44.87z" style="fill:#896024;"/>
</g>
<radialGradient id="SVGID_1_" cx="37.82" cy="-769.175" gradientTransform="matrix(1 0 0 -1.54 0 -1115.13)" gradientUnits="userSpaceOnUse" r="26.42">
<stop offset="0.46" style="stop-color:#29B6F6"/>
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"path": "emoji_u1f9d1_1f3fc_200d_1f680.png"
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"path": "13883afcde63acff2b472a6104601bd64e8e4112e33713f43becacc84c6a0a41.png"
} | Generate code for a svg of a a black and white image of a car with a wifi sign | <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M15.4994 14.5001H3.49936C3.26936 14.5001 3.05936 14.4001 2.91936 14.2201C2.77936 14.0501 2.71937 13.8101 2.76937 13.5901L3.61936 9.5401C3.89936 8.2201 4.49936 6.87012 6.86936 6.87012H12.1394C14.5094 6.87012 15.1094 8.2201 15.3894 9.5401L16.2394 13.5901C16.2894 13.8101 16.2294 14.0401 16.0894 14.2201C15.9394 14.4001 15.7294 14.5001 15.4994 14.5001ZM4.41936 13.0001H14.5694L13.9094 9.8501C13.6994 8.8401 13.4494 8.37012 12.1294 8.37012H6.85937C5.53937 8.37012 5.28937 8.8401 5.07937 9.8501L4.41936 13.0001Z" fill="#292D32"/>
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<path d="M3.5 12.25H2.75C2.34 12.25 2 11.91 2 11.5C2 11.09 2.34 10.75 2.75 10.75H3.5C3.91 10.75 4.25 11.09 4.25 11.5C4.25 11.91 3.91 12.25 3.5 12.25Z" fill="#292D32"/>
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<path d="M7.25 17.5H5C4.59 17.5 4.25 17.16 4.25 16.75C4.25 16.34 4.59 16 5 16H7.25C7.66 16 8 16.34 8 16.75C8 17.16 7.66 17.5 7.25 17.5Z" fill="#292D32"/>
<path d="M14 17.5H11.75C11.34 17.5 11 17.16 11 16.75C11 16.34 11.34 16 11.75 16H14C14.41 16 14.75 16.34 14.75 16.75C14.75 17.16 14.41 17.5 14 17.5Z" fill="#292D32"/>
<path d="M18.7111 9.49C18.6111 9.49 18.5111 9.47 18.4111 9.43C18.0311 9.26 17.8611 8.82001 18.0211 8.44001C18.2111 8.01001 18.1011 7.37999 17.7511 6.85999C17.4011 6.32999 16.8711 5.98 16.3811 6H16.3711C15.9611 6 15.6311 5.67001 15.6211 5.26001C15.6211 4.84001 15.9511 4.51 16.3611 4.5C17.3911 4.48 18.3611 5.07002 18.9911 6.02002C19.6311 6.98002 19.7811 8.13003 19.3911 9.03003C19.2811 9.32003 19.0011 9.49 18.7111 9.49Z" fill="#292D32"/>
<path d="M21.8201 10.4801C21.7501 10.4801 21.6901 10.4701 21.6201 10.4501C21.2201 10.3401 20.9901 9.93011 21.1001 9.53011C21.4801 8.17011 21.1601 6.55009 20.2501 5.19009C19.3401 3.83009 17.9601 2.92008 16.5501 2.75008C16.1401 2.70008 15.8501 2.33007 15.9001 1.92007C15.9501 1.51007 16.3301 1.2101 16.7301 1.2701C18.5601 1.4901 20.3401 2.65008 21.4901 4.37008C22.6401 6.09008 23.0301 8.1701 22.5401 9.9501C22.4501 10.2601 22.1501 10.4801 21.8201 10.4801Z" fill="#292D32"/>
</svg> | |
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3PN/mtL9omyHMH55PNiWLCa3YudZmSoCvP27BfScOLkAEABQUkWNL3kiAbQ73N/DAY2H/oNDP9/jtWBSg3mA9eg71mwoF68noAox/QXWANEzNlOboQMOoQFqqIN37j6cE2j5H7njwL26cxlEFiACAYhh7kfWqSJ18l3fwdqMAaV6bEgXw+sQoc7FjDWDSfsl4AyPVc0xOA1SeS79RURgVAAWXAUpJhq146HbD6X7xqYGW0fs3fQ/3quCfqZ7/wfvaaRxUrY5xN04UBAJEAEDRPH4R/itadf2NHpziudkNirtMuX9pmAIolciAUgSYHmGoK99Vh9dfznBA5nTBxlGAdO8/GQVQvf/O1QVUqqMz3/qzd83gYAJEAECBZIAImrD5s+2EwVdqZ+y2Dd6/TNYA+Ll/Ga4z3/hHS6UOIPZcnQIYqwMA5dYBMpcX3yinH/Pqw3oBy3DW22GkqhN1ASOja7kWYBZHEiACAPru/ycHMSX83snOaI2mdelV/Tka9thapb+tzACwE3UBMP6DHQ1oFAXQcvqkef8ktQiB6buUeoAWBWW1Ojaz70/fgSgAQAQA9Az2OGbMEoCimH9o8IXymujszDg1T5/R/Mf1zDJ+rlTDA0H1fyL/D4YnGmCIAghv4akoUqCeyjZRlvcvbD8c5s9kERSrRXDXEZBebUEzkQBhWTS2ZuJ2RAEAIgCg/yEA1djH1lYPFkrp7gAeVewnc/+2yesPG/nUY5GCmMcP4z+E0YC0lr+2uaI/Y5ZA2neYogutzBCojozv2vvZbegLACAAQE84kKoABCkGn7SV0dQK/l4M5DJRBGjbkdG39cZA2oANhlkHGDoB6oactIJAsg0LRcn0KYKkfW+sj0T+zoHVkTEaG5/YgaMGIABAL3g+LQAgSJump6QDRLi0at+GdQpbFodGvtn+hGB4RIBqlH1DTlk5fZmIDJi7B+rNpGxDMynZlAgYHV/3Phwx0ClQAwCajwAI1eCTYvCFv2Rv8B5exreOvQjKoAL8vhB6Rb9NjeoC1O6V6iUSzWKxlO8jii1zHWL7NQHZqrlSHUMEACACALrP9l17Z9NeUw1+OECKqCFKIAp6kgYAoGM6oHFOP4gQxCICJJMRAS3Ur04rjSIF+rbsKBWnATAbAEAAgP5HAZSqaTUKEAmBfqYBAGhVBKTk9Mk0vU+m5PZTCgs7IALG166HAAAdASkA0AiOAkxnRQC8sL8iBIJtSAOAMosAP2afXKBKaX4lo3B+Mi1gefpYqmkD270mgm2elmYRoH0+o63m6Ni6677z+RvuXl1epPE162cXTx+f3/EH/3AARw00C/wzkMn+PTs55/iA6TVuqGPbNce+e/fec+dWr3lNdfxtXrtdFOCBcg6RYaorTHlZ8W1h5MsKU2Lxz1jGbUITzcH3xrcJ43VXWzkb/my3FYZ3fc06Dx61KtV97/69b0AQAAgA0BERIM1eku0a+8DwSzb49XokDGz1sY0dCQZTBJDQDLfVQRFgGQXA6spibOpt7DFH36Scd/7Z51x7X7rxYw/N4hgCCACQi4f+8uZJZ/CY9vOVU9yH3PEqpgwKIDTwoQjQBUH4GFEAUH4RoNa7hEY8lwiwtM+liQBLiyoYRIBzHS0vLUQRAM/qh9GA8HehUBDMOUL9SyvLZ/bc8qnZORxLAAEAXL771++dkWzspdzmjCx8P51cCMe7F6LiDiyWVXFbk/LAxI9DEVCvx0L/geFXHwNQ6gEzMNA9FQHJtsFLZ09F63AGnTeNIkB7LMSe1eUzn7vp448gRQAgAIaN733x/VOONd/hGPTrHMO+Q12qNNm4xFD9rAkDbwF0f2CzLKWAWYb1APEoAFIBYPBFQHpNgCl1YJm/K0UE8HW0vHQ68O4p6swZTwMEaxYkBIFzb9dWZ1eWz9xzy6dmZ3FEIQDAAPP9+39nko29Y30/5Rjua+OtS2VKZ7J0ox/dk3H5XHeQ8t8ThC/jvfcRCQCDJgIaFAYatgmtb0b0fZYWIYhvY1G9wgJAM/ahCNAEQZoI4P+c63GfZVXu/Fe/+7U5HFUIADBA7N+zc8q5u8sxxo7xtyejvuXaPGXS5jSTTLxOWdGA2D1RbFW9sMMaxedPAzAAIqDx7ADNmGvbjJ/T0gd6hMGLACz4r/vDeLgAl2gcFRB63YDg2p37rMrIPe/63a/O48hCAIABMPzObVesMQmZm5ToXc0oSxCkCgCKRQe8/4PXSYkMwPiDwRk+s6r6Td57GAHQi/wMhX/x9EH0HfXaCnEPgEQEwCQIUooDTSLA+Xfeub/zXbu/ugfHFgIAlM/w81Khd/jGXzHUttbdLKMzmb/NVA+QnQ5Q0gJZEQEABl0EJAoC81X6pxl8PXJQW1miWm3J6N3HHmemAVJFAN/POv/sftfuv5nD8YUAAOUw/jPO3f3Obcp3tcPQfj7jb2fWAuStBzCKAQAGehRtJr+vef2pNQSGpkD+ezj/z3UAYcttzYg3JwLUiEHsffPOP/c4IuA+HGAIAFBs43+v7/mHRD3MbWPv8njY39bWNk/vf55ZAxATAAAMkwYwG+5UY57I++vpAyt1lsHS4nws56+G+1Wj3l4kIFzpc3bx9Gu73/PJ7yMaAAEACmb4OeS/n7Re/SavP+7h5zT+GQWC6QIAgGEWAXp+P7ugL316oGX8DrcAcPm0oQFQt0SA+12sOHZv37V3H47yYIHVAMtr/NnoP540/v5UPDXkT77hTqxmJrONv78aGqWuhubfbBh/AGKiORTF0ZTYcJpsbNU/pUhWEdHGa9XZVqutxMW2cRquVrxLjYt2U7/PS+XxNOIH/EgjQAQAFMD4s+c/qQ1BoVevL0saGXI7XvCXZfxJGpY7tRHuByBjSG25KDBHPcDS4kllpcCsqn+9FiD5elYkIPa5+GvcQXD79l17MV0QEQBQHONPMQOue/mJ56R6KtnG33tua6kDGH8ADHGAVO/d20Yx71qNqoVTZk3Cm73/1aVkVEHpyCkVD15qDbn01xtFAtQIRTyq4EYcD/rjEIAAAEUx/pmGn5SQXmJ2gGw8OyB2swnV/QCkaQAltJ+oj9GvzRTRQNrsGufGSwAnw/ykhfnJ+DopKYn8IoBi/TyU13j8edwZj3bhYEMAgN4Yf77oHjAZ/8jzoLhnQfF8pFkc2PF+AZlTA2008gEglwZQvfp4J0wivU5AaaFNUhMN3m3V8f5t5Xo0dtyU2vfJ5Aye9BbeJhEQvaaKAIoif/d/7/+6DXUBEACgB7Dxn2o02MRChIr3kJoOSC0QNBl/eP0A5BYBqV69jKLrmakACkU6e//x7prJgj9qFPo3FB4mRQDFxYBURQBp6QvHgFSqdzjOyf042uUERYDl8P7vJr+7n3GYMU33U57HCwLTnhsKBGH8AWhvgG1ytT99GiDf87Q/XkwrOaWPKFbA5/1AatDlL0dhoFIgmPqaUoDoMevcbkNxIAQA6KzxD6b7UZr37xl9uzNCgMwzBQAArQ2xuWYFpLQB5p7/bPzTVvNLM/LNiQBTn4AG3QL1n+GBGQIlAymA4pMRXovn9RqF/XMVCJpyiACAFonn0uOheDJuC66/laUzbstfqbTVTuT8g8ekLeudOrdf+3nGxbv0zp6ht0EpMwMC3CJlv14JQACANr3/O0hr9BP3/ik2rS9e+EfRgEJxI28uEDTNJEDBHwBtSwCpFNmRYnDVQjtt28pyZPxTm/sYG/0QUR4RQKaphMk8f56ZAdqMIIiAUsWnQFGNP19ABym16p/CTn1eNz471r0vPcxvDv2npQMAAB0YaFNa/OqNftyCP3e+PxnD8+p3xR7nbPWbbPBD2nsSawEkv6dxPQCDdAAiAKAN7sg2/pHnrjf2ibx/bcqRUuarvmJ+H4w/AB2NAlAyChB57La7zK+X81cr+FNC+0bvvYkGPzK5LZEWIDJ/j7ldsA4iAYgAgO56/3q/ftvvy29nev+mAsHEcwBA16MArvG0bbLtemJoNrX59V9J9fSbigTE2ganRARyFAVGf0uiKBCRAEQAQKe9f6J4sV+QO5SJnJzZ+6dGNQEAgK5FAbjhFhv8em3VvSWNPyU8cjXiF48KUOuRAGM/AYp1J2xcFJhZDxBEAtAnAAIA5GHvZ7ex4f909kBCRqMeXraaOEhW/5MmHCg2UwAA0C0RYLsef9522vpaAqbOfLLVdIA/mCS7/AWzBcgQ6te/Qy0eTB0+dqBZEAQAyMHGzVfsyPb+VS+eYl3FSKs2jrcGJkrL/UfT/7D/ASigbAi9cvPyv5RbBFAil0/GnD4lZgYkf0Z6PYBxINnlNzQDEAAg9VK363c1NP6qwSdKKf5TBgxDj4CE94/CPwAKLgLSV/bLKwJiiwXFvosSPQLSiwLVoUIa+wOkeBN3YQEhCACQwsN/dcuMsCpTmcOAJM1QqxenTIb0YxEDNccfX50M3j8AJZABbYuA+CqFZHyNUhYFSq/+V34cqcsKGLgXSwlDAAADlerI7bk8AaK4MVeiAfH3aGJBLxhMiAQAwFCIAGn6Ln16oGrcZYN6gNypAHdVU0wPhAAAClz8Z1nVHTmHACXipkcD1PdIrVtgPGIQrxMAAJRJBMh2agIoaejTQ/l6moCShYWpNQTGsWWKMDMAAgBEbLhgKl/xn3Lxqf5+rAZAyniOjigZNdCnEgIAyqYCErMCcosAmVbVTw2KArW1DXTfI38qYIff6hxAAIBKdfS6HNc7pef/KRbaM74vUdODwj8ABlsEUEIEkOooGKv642/NF+pvOhXAoB4AAgC4F5ldzxX+N4bsU/L/ppaj8ZgBAGAgRIBMEwHJZkHReyk5PTBXPYAy/7+B8c8xwwipAAiA4cav/m+qKEbGDLvB4w8L/kzRAHXgwP4HYABUQGKqn9Tm88e8edP0QEOoP32bMpbkSQWkjzPT6A8AATDUVCrVmbwXuXrRJX14/YKUKVEDmSIcAACljgRQgwY/RPmm9FF6PYDMjBY0igYY4f4AUziAEADDibCua/ZC13S/8TXdwMuUIkIAwBCIAL0OoFFRoLEeQLnX6w9IW49EeyyzHY67cPAgAIbT/pOYyX+BmzdKg+ef8PilIRIAABg4EUCJLn/p6wZEY4Sp0j99JoASJkgMJ1J7OYw9pA853Cp4BgcPAmCoePAvbpwWVp7DILOfZ025kUm5ANMPwCBrAL3BDyWa/6QVBUqDkMidCkhbKyBfQSCiABAAw0W1OpZ/Goxs/KLMKxjg/wMwNCKAtDy8bNDIJ1H9r4mDtBbAZGosmr8gcAa1ABAAQ0WlOtrECZ+/6C+XlYcCAGAoRIC+cp85gthMMZ95pkDeKEFWQSCOGgTA0GDb9eu6ePnD+gMw9CKAKE/Vvrk8SLadCkgYfJmZgtyFKAAEwPAcAKuCnQAA6KYESPTyz9XFT6ZNDTSkAnSfwlgQaFqN0CwCcMwgAIbj0rTtGewFAED3wwDxokCSaQa6mTB+cymA5LRA05hY/zQOGATAUJBvBgAAALSrAczGOl6lR1r4X32spwIo2S5YmrqUUmLWYDQtUBrGxMrk/j07d+CIQQCA+KXR5nMAwNAHAnJ38aMGqQCZnDKo5BmM351/WuDtOFoQAANNxxpfiPhD0eyHAADDIgESU/dkI3GQq8tfhoAwNSkx1BFo8HLBkzheEAAgMNiiBe9fZBh8aAAAhlIEpC74Q5Q+l59MUYAUQ651CIwJhPxRgF04VhAAII/RFhn2XJg3wP4DMKQSIKU/QKMeAHkKAtPfY9Ag2VEApAEgAEBjiy68LSIjGiDi74XxB2DYRUCWJ5+sA0hdIlipBciaFmgUEdlRgGn0BIAAABmuvgiMf7ghIzUg9JchAwAYYglAjVMBMvk0pSAwz7TAFqIAmA0AAQB0gy1cY54/7y9UqSAQAwAAtJ4KMBv7TkQB4th2/X04ShAAg8pcKxJAJIy9btB9V18ErwizSBCIAgAAEWB0+FOLANM7AXYiChAXAZZVmcFsAAiAgWT7rr1NCQBhzPELzf5HOX6hCAHj5/gdsP8ADLsEoPxT+7KnBcYjCK1EAZLUaytIA0AAgGQSX2gCQaSIBIqEgIjqBjAXAAAQed66kU8pCNS8+NSQf94oQCyqkBQClerodThCEACDyoHmdUBcCMTy+0avX8TfJ5LfAQAYdhGg2ea0gkCDF99WFKDxGgEzODoQAIPKfNNRgJgOSIsIKHUAIl4HIKyKs83ybs7jSmXEW5UQggCAYZYAlFj2NxGq704UQF8jQPuSKUwHhAAYVB5t1vxHhX0iHhFQ6wAc485G3RLOzaq6ht5iQ1+p+sY/eI/FisATBTgWoA+MjU3QxMSW8LZ27fnYKf2MAqiG3NTdr9NRAMP0Q70coF5bRR1AF6hiF/SdueYCAL7hD68Q4V4xbMw9dc3SQPL0GedWo9gUH2N/7+iKk+nrcwPQsnEfHZ2g9RObqVIZdYz7Rnf7hPM8L4uLx6leX6GFhUO0vLLgPucb6FYUwL8T/p1v84U/7Ahlu9qXJPGaiFn72PfFoo2x16Sx5XmlOrINxwYCYBA50NKnhJfPZ0MvnVu9vurc20nlncjrKfeq8ScYf9AebODX+x584MnztnYJIgKqaGBBcMoRBAsLh2l+fo6WlxdwADoWBZC+IRee8Q9svGrUQ6MtPRdEKjZdNejsjhiEQfrnRPhjYq+hDqArIOpbAPbv2XnCucs511VSvVYj2zH4rtF3vfu44Y+JgKzmHtrrLCYAaNbgs2Hud+ieIwJHjj5JJ07MueIAtGkYRDBNWITOhntv2O5GH1NfS/uclf5a7OdFWerF08e3vueT35/D0UEEYNCYpQYtL9lY12srruGXbPDVxTeIktNoGi3mYRQHAGTDIf3JySnX6G9w7osCi4+tUzN02aUrdOTIk3Ts+LOIChQiCiBSXpMGT19EGYjw50UfHB1bN00tNE8DEABF59E0AcDGvl5b9fL5oYcfXaTJopvoGvNsfkoEwFAPAECW0d94/hWFL9DjqMSWLW9zb4cO/ZheccQAIgItigDScvKKEIiF9WMWW39NxkRD9JpICIpIdERiQ4po/lJ1ZJwFwD4cGQiAQYNP6ns1y++G+N2wvNSn30hlGyVacMbX3CZDxS4pxp9iwgGAwJBu2DBFmy58S2mr8lkEbNr0Fnrhxcfo2LFncVCbDwNEXnxWFMC1/ylRAIqMeDynL2OCQhUQcbERFTs7YyEaAnUY1AAUhP17dh507qbcc98t6gsq+G1zFb+z3bjNN/LGEL//PK02AADO5W/ceIXr7Q8SXCz4y+ceQjSgaQuh5fITtQCW32vEy+vny+n720zfmVFX4IyL8+/63a9twEHpHOgDUBDsem2fW4jnGH6vGC8w1JTt/adU/Sfn4sbn2yL8D1Rvnz3la675IF115S0DZ/w9YbOZtl3zIVfggCajAIk6I4q76uFrKSv7xT6n1i4ZJvybxrtAi1iVyb2f3YaFgToIUgAF4PtffP+kY/RnbJuUAj/lQpAyvmJWrFuX8s6YcSdjy02pFQki9j+8cG6fw+RczNeJ6XplEDoscA7OzSIl0IwGIEMtAKlT+0RKnYCMLzgafk40mBKoFwNGP3Dj5iumiZ6YxVGBABgM43//ByadM3+/sKzpyPCrPbLze/+hYtfbbWpLdur1AGC4GNQwf154tsDY6AS9fOjHOBnyRgGUWgA9Vx9W9MtkKj/I4mc2BiJhLAaMfoYIv7deW+VCQAgACIBBMP6/45zM8gHJuf+gYr9p71/v1x1dtObQPxz/YTb8FzsefzNd+AYVjnyMjk3QwYOwJc0LAXUmgFCEQDJCEDf2KVMCeVwyFANGwiEarCrVEaQAIADKDy9u4Rjo/eQ2AIp34lOL8pJz+3XvnxJRg/h3UVwEIO8Pww9cOALiNhA68iR2RkPbL+Ohe6JwSoC5BbCININxSqDQO/356QMZCxSonQH5gS0xEwACoPzGn1XsA67xlzLelleN18u4q57p/cv4e2KNgrR6ALj/wwHn+C+99B2FathTNC5z9k+9voyagHwyILXNrxoFCIx93MCL+LQ/rSxQaLmDSDjIWE8Ayt0xFUAAFNf4O56/nCbSi/hUU984IpB4v4w3/U82CoLtHwa42O2yy945tDn+5kXAO7HAUK4ogN78R6Y0/6FkYyDSiwhFamdAU0+AQAVYljWNI9E5MA2w99zv3KYT0/ViRlvz2Env+kfJ9xMZi/sSVf8I/Q80HOrn6W4w/s0JJi4MHIaZEG1HAJQooswMFMj4+0lfElhvTJb8rDpNUCoiBEAAlNX7v5vClr9qlb7BaMc89mTXv7RiwaT3H30aVf+DC+f5eR4/F7fBkDUPdztk8QQaRwHi1lprJCYN71feGy9U1oRFzp4AD//Ve2ZwJDoDUgA94pEv3MqG/y4izaBrDTOSrwU5/BTvn2Qu7x+mfzBBnr9zcDMkXkQIqYBGUQDzlMBYL3/3bcn1ARQ334/0x2cRRDn/9DTAyMgaHAZEAErl+U9WR8bvj6tog0FXIgJxNRwvDIyZc8N7ZcqMATB4ButNb/wAjH8H4XoAkD8UEJYjy0aeuykNQNRKGmB56TROeEQASgUb/8lUg642AGpU/Kd8zjzvH97/oMPhajZUmNbXeYJljk/Mz2FnZNj+1GJAUrz6wJirlf9aT4DYHL/wuUh4/mpkYHT8HAgACIDSeP8c+t+hG389/G/s+69GC/SpfykRAXj/g83F/lK3oHvw/oUAyJQAykMRj9ZrnQEb9QRoPg2AsQwCoDzGf9L3/mPqOar+N11Qauc/1ctPmfoXvqTVA8D7Hyg418+V6vD6exNh4aLKhYVD2BkZEkDv0ielSO0JQJoYIK01cKyrYBg5UJsCCdI6BgMIgMLDRX+TxsvH5L0bhEDyFdk4WgDvf6Dgvv0c8kd1f28jLcsrV7hrBqSxvLJAK8sLbtEgPx6q4kHfnY9F8IVUXmotDZDeFChqP7i6vLgNZygEQNG9/ynn7g6T8Ze6lI5V/+sFM5IM82Yi456Yc0vw/gcEd3761hkU+fUBjrRMUHa0xfT6wsJhN3LAKYTBFwRKBFIIzTNX0wBC1w0xRyj2Wb0pkPKtQTRhZHQNugFCAJTC+0+q5vDi0B5LMnjrWeF/PZqQEkUAJTVAWxzjf12mBwoKKhycG9cR1OsrdOzYMwM7tTCe5w+8f1MaQGqevmj82XAIk9ESwUo0AUAAFN3732XUyykefVo+Pz38b0gfJCICoIxwf3qe4gfKDUdw+DjyzV106OiTg7XmQFYagLTZAKr9V5YLlAkfP2WJYBYR+gwBAAFQGu/fcPFImTzxk9X/SbGgev2mZkBI/ZcTLj7jQj++B4N5bDkycOjQjwdICASOS8ZsAP/1ZFMgRRIkVgaU2dMBAQRAQb3/SWnbu4RlGS+WrOl/CSOfIhYSswdSOgiC8oDpfcMBp3QCIXDw4KOln2mQnA2QY5lfZT3AxBLBFKUGMqcDAgiAgpJq/FMNOJFh+p/eK6BR+J9S6ggAvH5QRCFw1ZW3uMWCBw/OuvUC5VUA5qZApnl7UUW/eTqgqRFQJB4wDxACoPjcbrxOMkL6+ab/aRedvlqgPh0QwOsHhYdneKy/5kOuCChn8yGZYeyVtQESrxumA2ojomkrbD8EQGHZv2cnr1XdeL3qRvl/ShML8dkDySmEijoAhYUr/LnQD14/YLhY8PWvv56OHHmSXnjxByWNBEhFA4jU1805fz8ZYKgDMHcKBBAAxWQmSynLNPGceGLK/5sjBtIgBEBxB3r2+lHhD0zwebF27Ub65XMPlSolkDDcbroyoysgKUKA9NSBPkUwcHYEQv9dAKsBdpbb04x/tvHOk/83GXm96x/C/0WFQ73brvkQjD/IhHsIXHXlrW7r5xK5//FRLlqoxJjE1B2ahCNkGMRkvNkJgAAoFn7f/+ls+y/T3H/1ykiPGETXVWzlv4bfC/oGD+Q8oHOIF618QR44NcTLPJcrRRRNQU6OffF1S5LG3igTjJ/hbaUtmIQAGGhmMvVxwwLAZD//Ru815/9BEQjC/de85YNYwAe0dP6wcCyVCDDMUEp3cPSnKQXM+gZvnYEDOEMgAIrGdL6LJK0AkJLG3fBeXSOTcXVB0E948Z43vekDqPAHbYuAskSOpKHAyeTHJNYtUR9JSabUgN7Z1LKqJ3F2QAAUjeuypHH+AkCDLJAZUYDgMYr/+w5X97PXxvP60cMfdAKvX8CtJRAB6XUAWdGCtPFQGjOkMtUZAq2BWQCdYyrvRZL03rNC+FK5lmQDaYELoy+D9NiE6+1vPP8K7AzQcdxmUVtn6LnnHi6BCEjrB5CxPHDiUfQsvs6A92B1eWkeZwUEQEkEgMx8ZPbeM8L5iQJA5P/7BXtlF/mLvaDAD3QTnkXCNSUvH/pxwTWAbNDch5JmXusRQNoqgfr8v+roGtQAQAAUB38GQAP7n8N7lw0iBuo2zPvvK2z0eUCG4Qe9gqNMpxYOF3b9AJMHn2jdq0/y1+f7k0h2+9UaDdRWl3AyQAAUiulM+5+R70/48MpsAUkNxAMKAHsOF/jxQIwcP+gHW7deRz//+VeLORUuabnjkYAmGwLFPxOtB3D65BFEACAAyoQ0TJPNmAGgCQFzxCD53aB7cAj20sveAcMP+gqffxx5KmbLYFPe3hzGbxwNSFn3x9m48zNPoAYAAqDEQoAaRQSaiBjk/h7QClzZzwMu5vKDosDppxPzzxc0FZCzEJDSy/9iY6X2GVvW4f1DAJRfB2S/JGOBgPR8P4w+DD8YRjgV8NOffqXAA5wwbjevDEhhnj/5SSWN4I2F8P4hAMpl7aVpS65IgDZPVmakAUBH4Bz/xvOvhOEHhSZIBRRyVoAf2s9eGVBkRwJSFgMSlvUojj4EwGC4/Vnts3N+DUx/5ww/ivtAmeBUwCtHnixUQWByZUBKT+Y3MxMg3CLncOQhAAZLFOScJQDT31l4Ct+GDVMw/KC05y/3oSh2b4BWZwIkqwHdhYBWVyAAOghWWO4Q+/fsNLr4UgY32+/tb3uNfJTH7msUvc/4uv49ZIffTcFnQFMDJxr4gEHgp09+hZaXF4pjVITlGnAu+nNNf/CYt5P3OPm6lb5N+cwNH/k2bBYiAIMbDMjj9cdrAmH484KWvWAQ2XThmws2LdBcBCiN/QETrQOMuX/Grtfg/UMAFBaenjKd07qbi/ma9eIlJEAeeA4/e/so7AODyMaNV7ppgMI1BzJ2AWxONMRKBKXEFEAIgMIylxAAsrlrJf8rsqWfMUxwaJ8Hxk2b3oz8Phj4c714tQBdmAooBGYAQAAUliec245s+y3zXTew6y3D8/e9qXwI84Ph4XznnC+UAAinAooUp9+4cgBlzQ5YXVlEBAACoLDMOre7mg8AwNTD2wegPfi8Z+F77NizBfvNUiIBTaUHuM65Tu+94z/P4kh3Fgu7oDNs37V3tmM2vsVagGH09nmd9Ldeu4suuxR9+sFwMzk5VRiT38ZGMrU6l1LC+CMCUHj2kSkNADrn6YxNuOF9DnnC4AMQwcWufH30fUqgwZtPd/DTIgRat0DbRv4fAqDwPJoUALL7jroY7ChAEOJnw7927fk4ywDIiAIcOfJkwX4r8zJ/KUsAmSsDZH0fji4EQBkiAPdiN3TG6HOXPh7QNhQktAlA0WGRXDgBoC/7mzcK4GPX6/O3fOpRFABCABSb7bv2zu3fs3PWeTiDvQGjD0Cv4QhZIdIADc16EwJBELx/CIDS8KU0AZA7Us+5r8xCQOWbhHftlDUDAKMPQGfpfxqgcVOfZj5eHRmHQ9UlMAug87BanY8b6+YRHXtT8WAPhTvzvemNH3Ar+LdOzcD4A9AhBqkHhm3XqFIdndq/Z+cuHFkIgMKzfddeNv6fy2+oRQOjLhp8ohwqgA08T9W75poP0jVv+aD7GAV9AHQevq6KusiVNLZFT6daHfMXEYr3WAGdASmA7tB0wUq+9EA89F/kuD8PQjxPnw0/evAD0GPBvWGqz02BclcAZH7GM/7udo4CzGT2WwEQAAXhfWYb3cBqp+T+E59yNxRLAbCx94z+ZlrvPMYyuwD093osXlfAZqWApMrImPfcGReFELeT13EVdAisrdxhHJU66dwddE7YyeBUltJ2T2A27qbHfO+9r/n3eq8F23vPVVfeCg8fgIKxvLJAP/3pV/pnWNiZcbx3vndXAxDC38bPrOix2+zHuw8/47/fsio0OrYu9l0c3PDTrKADoAag83AjoElvLeu8HnoTOqxgkg3GH4DiwV0yudi2zHD+P4gGeP+6j3bh6EIAFJnbA8MvQxHQjNUW6e8W+quiuMoAAABx3iz+2Mm5f2FZftFgEAX1x1cAAVBE9u/ZOeXczcjgRHZuth+yzzTaooEYcKNkyc+JXN8BABhOAbCltL97pVKNHCgZWx5o2h9nAQRA4fDXAVAmu7BytetZDn/ckBtezxE0gP0HAMRYu6af02xbH5HY87esquI3ST1CgAXXIAAKye1q3j+QAa6ItW3drzdeIyItSkCG8L8IXu6P+S+zhwHAwAuAAvcDyBQAQkSh/+DfoBg6GGcBBECR8Kv/p9WTlVQpIG2yORIQGO2cnn2qRBC6XEAMAACgi4CN5TL+VoWsyoji8EdjKdIAEABFxhz+D4WAP5WvXtfMeUpNgBCpvn9mlWAPGRs7B0cdgAKzvi+FgK2PQ27oPxwvk9HUYFwlpAEgAArGdaQae+WElTJarceWdarXV2Mnd8yHFw2q/LWZAEINJ/Q4CMBTjQAAxWVNwdpti8xBynnVEmHhHyl+f2j4ozTAdTi67YNOgB2MAEThf/Xk1U9gbzsvcsHhroRnL4PLxNA1O9YpUGsLzJ+Rsqe9AdeUtJc/N0lZWT5Ni4vHHDG24j5fdp43gnOq1cqo+3ez+MFaBsWAj+Hi4nH/uHrL4J5aONzwOHJ+nEPk3v1gHst+ivRm/RGrUg27AfNIFogFtwugP/4FHQKdf2dw5kMAFIL9e3ZOk9/8Jx7+p/SIAIuA+qpzTlc81UtpSwBzhywZ6IaYNHAfx9YC7m174GplrBTGno3DgmMQvPtDLX+X6bNcCMlhVl6CFYKgd8eUjycfD75f9o1+O8cxEAZsMHn+PAuDQWhyVYhzUjSWBO68f7/vv2L63SFRhFFRtaeKnMTaABAARWFGNbxJY69uj2YGeH0CHBFgC1f9St+Aq/+a+/4nX4ve0TsRUNQB8sT8nGsY5p37Zo1DK6KAby8f+rHbeY2FwKZNb0Z6pAte/rFjz9Cx48+6Qq4b8Pfyjc8fVeBtmLw8XOuijPDv3o7w7YzrLxp7/8pIGURCvY8pfj8FfQHYMeJxF2sDQAD0n+sCgx43vjK6S3j30WtcF8AzBOIXAXmFgFL19yNx4U6VkUokwH3gC4Ee2P+itRllg3/s+DN04sScayz64pk6YuPIkSfdGw+6F295G1old8DbP+SIq34tbBMIvOCc33j+FXT+xitKJfC4WHdhoXc/T+TYEjP+ViVykfwoZyINwI9josBlG64QCIAiMB2z61IL+SvGXkptfmsYEZBUry3z5eB2wVLrAWKiQo2GJZYH7p33P1qAATDwCo8c/VnXPf1WDMfTzxxyhcBll74D6YEWju0LLz5WqBXt+BzjSA/f+LhudIQAC4Ki09+GQAYJoOkBbvzjjZnCr4GOm35vXIs+F8UD3AgA6HSwBuTnW3/2rqm155x3UAZT/vRV/ChYxc/tBhR/TGmfka4q5lvD9xtXBpRdFwLs3W5xbv0yDuxlv+Lc+uXtN8umTW9xhQBoDB9bNrJlOLYcFeDroMhCgKNjTz/zjd4ZlXDVP2VFQGXVv+A1zvlz1FMIdXVAK2XVwPgKgiJaNXDr9l1753DVIALQF0bH1k1TWrFfkMuSRNmpAe01NxqwSnWx6s6LdYtjhF4kKNyQfxQA6G0aYLRPKQAOB5fJ8KtGjaMCW6dmEA3IEHa/fO7h3uarOxAVOHhw1j0viyoE+nO++QY/WykoI6Va+BesgRIr+ou+1x9PpdcrhaOvEAAtgj4A7SqokfHphtP/KLGghRb+jz4Tkw+2TfXVZaqtLvmthEWsjbDQWwpGKwd1PbjT6xwoezE/ffIrpfEMTXCBGXti3SpiKzO8T5746ZdLZfxNQuDpZ75ZuONb8ac8FoowKhAfC3VnyVQ4Hf+MnMbVAwHQT7bpc/3Tpv/pIiF2miuRAj2KwIsJra6cdYWAba9qzYKikBspZl90ObnTq+I2Lxf8A9dwFi3P3+rfAxGgGc+VBXeflFXYxYXqIfr5L77qRgSKFQXoVUvgfI3JvCl/muGXiZEv5kMZn0g0BIIA6CO2XZtKnJ+Jc9S0sIXxzA6DB4nPuH0Dao4QWKbV5TNRS+FYAMAXAl22/r0KKQYeM4fPBwk2dEUzEP3kUImjOmlwpIqjAUX5u3qdBsiaCRjM99e9+mbHQ//fKVxBEAD924GiMm1SrPH8f5oyyIoWpHzGL/qr1RwhsLJEdm3V75SlRwGE0kCjs/Qi/M9zsQfZU1bnmg87PHVzEOFoAKc1inAOV3uVAsjy+klzTvQF02JjHBkjooap1RAAEAD94T/d+y8M+f+kwSap5vm1nJd2ITTOecV/DvcPqNdWXE+DUwXhVdjFKEC3vQlu9vLccw8PnFcI0iMig/y3sZBdyGhN3At6tXR3YtQRUU1S2BRNZtdEJYumKSNi4HZiRT8ACIA+XFQbLprUz1GZ0hFQOePJ+C5jKCwtP5aELy4WA5wm4MZC3nd1JwrQzcGEjT8XUw06ZVynHbQnAvjcHorzTZieSs03Svfq89UBRKLBGfs24CyDAOg5K0tnpnVjrp/giX9T8/8yQ0RI4wWQoQb8PgG2tupgsSMAw2L8mQ0bpnABBfticjj2xQsvPNa3dEBvawCCKYBRF7/McbGpOgCTc4WOgBAAfWBkbN2k6aSVjYw8mZSuSUTol4zs+9/MjU+64U3wwMgD5DDA+++yS9+JC8jn0sveMRQRkSASwLMeBlMEmGYAyPTOqETZdQCR15QiDsKxEhGAFkEjoDaw67VzrUolacDVk7uJXFdiESEpC/c3d6OtKA+Mz/2qfzn/IKWxXpnauMZdMja+2mGtvkxnfQ+u5i9BW3e2NePV8c96w+uvRwpAFZWjE3TVlbfSwbnZpj3k4NgFS/xmERwzpl/9Btxz/bmH3b+31+dApdurd2q2X3oLnWhT/oRi+IXb5Vfoi/2o7xHKWgCxdQGCHyZxAUEA9Acp7WmSltHbT1e5cd9eygYqN0f+v+xeBIf9ezXHP1i+lw18sPxrM6SFq4P16M/6K8qxsWEjE6w5zz+LP4vFgdLPqze98QNuGmj+xBydcvadKgj5uPGiNixAg/3ZrgGt+4JgcfEYLZ493tLSwq3AP5OnCfa6NTSf990UPiI2NnoOjLtomcl4C00QaIZfXRcg8R5JWpdA9AKAAOgDlepIZNxlgwC9sQBQe70T+f8eecudggfdbk6JY0PhLenaXeO71hcUw5LP7hbcSrdX7XRZQPA5oZ4XLOL4nGRD2c2VJbm3Ra8FYU8iDoENt+u+8dfaAat2Xvf7/aiALg5UARHTA8mnAAKgx1EA9VGLBYBZla45Xih1BIDDvp2mrMu2gv7D58vY+d75s3XK69cw79y6IQY4CnDVlbf08NrtZjdAEXrn7iykxPCV5tXrllwmRYMy/EmhvgrzDwHQR2qry9OV6miGnc5XAJg8y80iou+DY4cLAN2weQdDrt7yrFcizA46BnvpfGMxwOkJXp64U2F0/h6+BnpVod/VCEAYvbfjNj2XVy9T+pb470qE/LXYgYQIgADoh/cv7Undg0/vANhEAWDqKoKNGRHraFWe6crf22nD2gmPige1jRuvpE2b3gxvH3SVID3BKYJjx59xxUC7cMqhVwKgmz/HW4FU5vDqO1MIqPFbODshAHpOpVKlRlNU0j34HAWAsS6C+Yz/eaNvpiPLP+zOALKmWMvYXrzlbY7hfwsq6kFPCeoGePlfXsegE0KgV3AUrxuFjmmdSk1FfvFCwAZfKtJeis0EwHR2CIDeY1kj3IzXeHIqYYK0V8w2P31TthgRY67xt7p4SDudQxwdO6c1T2zjFe7gC48f9NWYOuff1qkZ2nThW9wVK1tJDfT6HB4d7YYAENkznTILAQ05/WANAGGIGqTPBAAQAL1GGqv3m7PmyiwCmREJyBIizmHcMHJ1V41/4Pl0egDl/GreWQBczc9eP3L8oEhwaJ2L+fg8ftERAnkNLJ/PvV6lj6dSLnQ8ACDzvy9jCmBYMyBSogYpxh6dACAAiiEEUgy3NEQC8py8eQsA11e3uuH/7hr/7vT/37p1hpYbrPrHYUv2+Hs1PQyAVggKBjkt8MqRJzNrXNjwc0OofkQt+jM++oZcaD0Bmp3T5ztbQsDzhwDov9lv7jXDYhemSEAzmnZN5UL31gsvpxtw/j5oAMMh1OXl07Gfyd4+5taDMrHFr01xpxCemHObDHFUIGgKtWHycrdwtR+1K2t6HHHIHanXPP/UqYD5NgIIgO5TWzlL1ZHxFKvfYHGL1Asm/wwAzvuz998Luh2q7GUDGAC6jTs7pYDndLXb7YBT7XNK1z8/OqDOBEiOiI2mAoJWQfVkB+MAMqMdoMwQBTLjQ1kSYLL6hq7n/QOQdweg/PS65qBhulM29RVG7NrqPI4sBEDvEWKeOnpSp6UEknDYf9Q6t2feDCruARiMyESnyZ+C7I6zZFWqB3BkIQB6TnVk7EBqPr9RD4DwJdm0fmCvPyv03+mCwPVdKgAsC0tLK/S1b/y9ew9wrBAFiI81PBZlRyINZlvmHPHyLbACWrVh2AVtINt8vZlIgMK66pbMC06Iakevjd6HDYvD4SOv0QPfeMy9nz95hn73v70e532B+fLfzNLB51+hV46coNtufSdt3nQedkoiCtC5OgCuQ+KxiMekhdoLLQ+jwvRMqr0AUj6HIgBEAPrFyvKZHKd2hgqOBQxk7gvunMqlPf07J4Y0AvDUsy/SF/+fh13jz7Bh+fYj/4gTv6DwseFjFAg3PnZ8DEGcsRYbcBkjAJb3XTwm8diUy9zLVjz/dKfItuuoAYAA6MPOq1Tnkqdpi653zo9NVC7r+d85jAWAbEy+vHd/IpT8gx89BaNSULHGx0aFjx0fQ4g2TQB0sJ5nVKxvbmxKTf037npi1gSSLKvyBI4qBEDvd56oPN9JJdvocuBQ21iltyHNYQv/s+f453/9zYQxUUGOuVgEef80+FjyMQ0iOcPO6FjnBEDViuqNeGxKT0024RhJ2eTnUAsAAdAHVlbOzDd/QrdOo9x/dFArHfT+hyP8z0aEPcU8hoLf+4N/fAoXQEHgY9FIkAXCjo/xsIu3TkUAuABQHY+CWoDGdrqzRX+12uocroIWBRx2QeuMr1l/QHYypNXgE2usfNNtOC+3ZHfG2xn08H9gzB/70VNNGQZ+/zvefjWNj2Mlwn4fv8d+lF+McTTg8Z/+it7561cP7fHr1FRA1ftXx6gFeiExoqUV62X1+G/o9Psfq1RHIAAgAHrPa0cPzm+4oBOd+GRD9TtunZezyKazDGoKYP7kadcQNGv4deGw/V9uw4VQcO/fdOy+/7dPuMeehcC117yOJs89Z2j2Waeu6TGR7EPCYxSPVa05IK2V9C+dybmaGIAA6CQ7P/PEgUe+cJm2elVT7n7+aIPVe0PMi/AMWgMgNvpPPfNCRwr5fvLEryAA+gwfg3aiBywE+Hb1FZfS1Vde5oqBYYkCZC1WlIe0RmQ8VnUqApmHWz41CwEAAdAfpG3PCasy1bLXn9cYN1H8p1bmtsMghP/Z0z/4/JGOGX39uzm3jLnm/cHrzXC6I9/F5wbfuJgwEANbL980sJEBXpSIF99qWUA4nn5aRNIdq2rtOvYZH1JbBdh1dAGEAOijACA555yLUx38QoOiPq9nPf9jg8Sa8oX/2ShwExieD86Gv1MGIiuisPndEAD9gPd9NwjEAMMCgIXA1ssvoos2bYDYa+D9MzxWtZ4GyKcblNoB9ACAAOgfQghWoDP9utjMv1NnDmuRZwCwYT8xf8Yx9q/RCedxYPR7Df9c0B96se+9WpHTMbERiIENjji4yBEEGybXlS5SsH5ic1sRgEYpSR6zepEGEFblUVwJEAB9o7a6/MTI6Nq+qW0TnVgLwFu7vLgRgD/9s68V4vfoh+gA/d33XnQp/rP/zR/9d0MWAVjf0TGrjTgBUgBtgD4AbbJ8dmGus5JWP0DVji/uk89DKK73z6H9IoEGM9jnRTsnG7GmDXHPxr1RSlLvEdAtVpYX53A1QAD0jdv+9Q9nbbvWvqVPwTTXthtRA50ie/9zLxTL615aWsWFMOT7vGjnZMNxpY0FgTi/39TY1eJiPSLzNUFS2nTzJ76LCAAEQH8RQsx267vHehZKi1Pk/P/ZgnVyewURgKHf52dL1l1wtI0FgfJOSW5v7BINXxLCmsWVAAHQd+r12oF2zuesF6sthv/bFQ5FngJYtMK7pWWsCzDs+7xsxaCt9vfg0H7ehmTV7qcuUQAIAVCACACJR3NY+ZyiV2gHqNLzv2dYl/8FYJhopSXwmsqFud8bjF0iY2iMtwFubvys15YR/ocA6D8L84cPpHn1otWggE+rufx2mgGtH8LlfwEYNrgZULM005E0fewS7f/ygsfdV2ZxFCEA+s7OzzwxZ9drc+kna/MqV7R5oVTEeMufXTNkSwC3y/gYFgTCPh98mgn/G0c0ke9teV607foBZ9xFEyAIgGLgnJD72jmhTe8bEa33F2hn4aD1SAE0xUXoDod9XkKajfQ1E/5XRUMzOkDkdZikhPcPAVAgAVBffdQ7XVvw2tPyY2129GulfwBP/+vUcqHd8/5GcMIBnJO9/htbWJAsOYapCqC5yGjs3Vbl6zjrIAAKw+Lp12Z5XmrGKdtwXmszF0MeWukhUIYCwM0XFcv7417xYLj3edHOyVwefROpvm4uRy6acIp85q//8DcRAYAAKA5uPkrKfU2cxKnvER36naot1AGUYQXAIvVdx+Iw2PdFOydzjw9NNANqbzlyg/Mj0h0lJXygPIseSduG8YcAKB51Pw0QhLnSC/mEMjVGZFwI7UmBVmYClCH/zwux4HcBOA/aI28zIG7p20r+v6EkaNVBsiyE/yEAiseZU6/ua8fz77jCbzIFUIb8f+D5jY8X4/fkdePBcO97PhfLGAnK2wxorNL639YwCZq6yewY+d+xD2c/BEDh8KcDHki/EDJP6vh20YmDW20qb1emBkBXX3FpIQb+IvweQysAnH1fBCE46OfAuko744IwSoHYY9Fg2rOyWZLcd/2Hv4XpfxAAheVLmSc857UyqmDd10TnwgPNNBJaW6L5/0Xw/mD8IQSLFIlohUain2cStb0aaVsR0US6FOF/CIAC79BKdQ/PBshb2Zp1bdi03Pbv08zFO1GiDoBF8P7e8etX44TvM/0+BoMeBWrP+yequ2OYeeqfyIgKZIyfCP9DABSX6z/yrXmSwUmqBLZEVrGfSQ0Iqsv2BUDeCMDY2ETLC4T0i3f2cfDfevlFmAFQAPgY8LEYxnOwE2RF/TiF2E7+3xUAckkZ0rKjnzkiBX9zw0e+jfA/BECxqdWWv57bzQ9eF3HdGzySjoZuNwLAF/Igef+h9/f2q/sWBdj+L7fhRC8I/ToWfO7xOVhmqhlFv1z5n2fsSMOmGjXuf6I9FhnRAkn/L852CIDCc8vv7+c0wDwZPP9EAKzBVMBVeaYDUYDG0wHLuAIgD8D98MA47IzmP8WBj0U/UgF87hVlNkrLY8NYetSv3fB/TS4axzUhcnQDTPYAmLvho99G+B8CoBxIKfc0rm7NyIf5UYFOpAHyNPGYKOkKgOz99TIUzw1f3gXvv3DwMellMx4+5wYhCpSW9utE578o/G9u6NNwCmBsSBR7cZZDAJRnx1qVz+U+ufV3KFGBuIpuNQKQXQdQxvy/ym23vrNnntiHds6U3usbRPiY8LHp1c/ic24QSOv70a73H45dqd5+5OgIkcNJkvLPcZZDAJSGGz76He4JMJuQu/40vzTfX78Oah1IAbCSz5oNUFbvX/XGbn7327v+c95/6z9H4V/BzwM+Rt2Gz7VBOQ9MRYA8XjQzfTiNWPpSiIw6/0ZpUrGXx1Oc4RAA5dq5leo9Tc0EEMnTf0UudOR3ybqgJwZg+d9rr3ldVwd//m7+GQDnwaCfBxOVzvQ1WLFPpTg3IvlvVv8TeP8QAGXkxo8+yCsEzunzYI2FgCJ9auCKPNX275LVy7vsEYBuDv5eaHk7jH8Jz4NOp2oG1firDkCn+v6rY5ZopgBQFwnC+vmNH3twFmd1d6hiF3QX5wS+R5K8nySf0NL0Bla44YUiSXnsfkS6F1MrC/uocAqAQ3t6UWHZ8/+mwZ8XZvny3lmaP3m6re/iMC/nehH2L+958MA3HqPDR15r67u4uJDrCwb1PFCnAq6rdiYauGKfDNz6FMcmuRiQUF6LUv/2n+Bs7qJ9wi7oPg9+/oaDUsop7hDIBl26N9sVBFJ9bnzNdlTaWjq/+pa2f49TtYN0pn4otm3jxito69TMwO3zpaUV+sE/PkWP/egp93GzA/67fmsbvP4B4fGf/oq+/7dPNC0Ig2mm/ew30Qvq9RU6cuRJWjmzTNbSurbm/gccX32CVums6/G7Nw42B4+F+li4cYfwsbDU7XM3ffyhrTiDEQEoO/c4t/s9vSWjuf+us695/34dgFSiAlxNy557u9NyOLSnC4BByP+nDd48TYsH76eefdE1AgeffyXz/Vsv2+T2dYfhH7xoAN/4HHjqmRfo4AtHMkUhdxbk9xdlsaFuwzMBtmx5G5146WU6s9R+oz0eq1adMUsIZSGg1LB/RnpUiH+PsxcRgIHgO39+/UHH2E+ZvH3P2JsiAc52ft35b8K6nNZa7bc8PbZyIFade801HxyoFEAjDj5/xL1nb5AH9/Ex5zY+gjD/kMFpgaWlVVpaXnHFQNBDYJgbPL36T3O0fKb9WUeL9cN0qj7nevqeV695/mSIAgSeP4WPj46vPXfr9l17F3G2IgIwQFGAQHdJRelSzOMP6wDcIIFXI3DWfrUjAoCjAKu1g+7jQcv/5yEa4NHJb5iB4EvSCePPnLWPGub/Z+X/kx0AHQFwN4x/98EsgB5x08cf3uOc1nPR6a42/QlMv3JBxCYCCLcfQCeaArEAmFy/1Q39D2LuHwDQPPWV1Y58D0cX3fC/atC1sSx6SZBpSqBzN3fjxx76PI4KIgADhXPC/6GU4stpdQCe4fe9fyn8rTK8kM7Yh+ncSnv5aS7wueSi36Q16ydwQAAALitLSx35Hg7/m4y9uuZJIwfIsqp/gCOCCMDA4ajarzgn+WwwPSZtYaDEK/5VsmS/2pG1AVY7dLEDAAaDTowJPDZF4X+9u59QMgH6uidRxNNxkn50w0e/8zUcEQiAQeUeTRYrjYDMCwKp7+VagHZZPn0GRwEA0NExwTX+qvsSTudT3Zxk/38REwLWHTgaEAADy02feGTWudsTu0g0rRzZfy1H5rx30T5M0l1nuw2lvrqCAwEA6FgEwHbGpDNh+F+khv8Vj8fU9e//vuljD/0ARwMCYNC50znb5429scPFgvT2md5zSXU6VZtr64fXVlY7VvQDACg3PBbY9Xpb38FNxlzHxFDhr4b/EwsDi3Dsm7cq1f8RRwMCYOC5+RPf5W4b9yQr/1PSALHogKCz8tW2VwlcQR0AAKADYwFX/nupyZzhfyUKEDg9jvH/oxs+8u3DOBoQAMMiAu5zLpAfBoY/MVUmppiVkJl/xXCjjbYuWggAAEAHxgL2/iNvXjSe6qf1CBDC+uGNH3sIK/5BAAzZzrcqu5yzfymmiBUjH6sBEHHVzEttqlNumgWFgACAdscCbi3OY5G+sqk6dpmKnMPZTTz+CWccBBAAw4ajep92FPI98aUwtSmCwqCi/ZqA0/UXW54W2KmuXwCAkguAFscCHntO1140OC2k9fdXCpu16n/H+//MTR9/6GkcBQiAoeTmT3z335LfG0Ak2mXGl2pQiwH5X5vqdKLW+rWDNAAAw007Y8CJ1afcMcg8zz/o8a94/GqU0zP+szd/4pH7cBQgAIaaSnX0g1wFG14qhuKZxDZfDHAx4Cm/t3/Tyh9pAACG2/tvcQzgMYeL/0Sip7+pnklo9czutvnqyPhuHAEIgKHnxo89+Iqjhj8YLwbUVbW6LV5Uwy2Cz9aPNn/xIw0AwHALgBbGAB5rvGXFg+JkofUzEYlopT7LyapUd13/kW/N4QhAAACHmz/5vQedy+bfZhYDxupqoouPH52qH4wt85vv4sdiWwAMtwBobgxYVSKOIpbuF4mpf9Gb4rMCLKv62Zs//sjXsff7j8AuKBbf+g/v+r4t69t5CWB3iWD33vaWCFa3kbc92Mb/WbJC542+mUbEutw/b9MbXkcj4+PY8SWG87jtNnJp2nOoVHDeDMB5c+SXv2rK+L+28jO365/q5QsRRSbdx8JKvu5vsyxr/3t+f/+7sPeLAVYDLBiOUX+/c7k85hj0q1mdySAKIClaHVAEd/6Kge4igtK9MPkCbUYEcA4QA3k5OXtqgU4ePux2duzL4DE6Qudu3oyVJcvq/TeR/48b/yzvPz71LzaV2bL+yXFW3o89XxyQAigYt3xqlosBP+RcLvOJxhrKlMBkcY13AQYiIG86AHUA5WTxxDwdf/6Fvhl/hn82/w78u4ASCoCc175u/ONV/tpaJsYxy300bwnrZn98AxAAIEMEHHDutlMwM0BX03otgIgX2DQjAtiLBOWCe7fPH36lML8P/y69TkGA9slz7SeNP8Xqk/J5/+KssCo33PzJ7z2DvQ4BAHJw66cfZRFwp1FRkxYFiC69sAgnEAF5ZgcgClC2gftUoQwu/y6IAgye989jh278Y1HJWKsSker9V6pjt97y+/t/hL0OAQCaEgF/u8e52503ChCp8EgEzNd+2bBPAKIA5cK2bfxOoKveP48ZPHbY2tLjyZ7/WuV/0vvfffMnHvke9jgEAGhRBDjX0+7UKEAs/J9cWIjhObvHVg6ktg1GQyAAhiwCkHLN8xjBY4U3zz9O5OGT1t9frQeIVQfu9p0YAAEAWhcBf+dFAjR1HVsjQAkMJFQ5ebm8tAubpwPV+1hMBpqjiFX3mAlQHvhaN7UADhwFc+2Q3vRHXaQseIf6mtj93jv+Dsa/4FSwC8rBVx584cB/ff3FwhLWjDsnMKbMFdGd0dmBJwou2/O0Ik9RVYxRRUTT/3hK1+jatdjRZbhoq1W3gUt9tRiibWzdOpq4YCMOTEngeo2l06fD5yv2SZqvPUeL9VfcMcKE5+Fb8fn+aurRf+5ut6wPO8b/i9jTiACADrLjf/jB3ZLkHrUAMDEtUBECIkUM8AV/fPVnbo4vSAugDqBcTG65CL8LaIngWudrn8cAHgt4TEhDD/2H44rerdR7355bP/13X8BeRgQAdIH/+NCLX//gDZdOOxfbVVEBbhQRCC9SLTpgghcS4rBfnRwRULPo3I0XsXrHTi5JFIC78ameXF+M/+aLaM369TggJYFnbLz68nO0UH+eTjrGv9ZwqnB6x79E7l+IPe+78++xwA8iAKCbrCyf2U1SHqDQ2BsvxnhxYJZHUD/q5v5em/8Vdm6JOGfj+bRuw2Tffj7/bP4dQHnga5yv9byLh4nE7KNkDZI/3hxYv2HLh7GHIQBAl9n5mSfmnYtvu7Aq8xWr6vbZTqYCVLVOlGfZh/kTc9i5JWPDJRf3RQTwz+SfDcpFM9d4o9C/u7BPpcLLmfOXbt++ay8qiSEAQC94751/z+tpb3cuPqqOjnOzDbKsSlQHkJgV0Pg7T8zPUb2+gp0LEQDjP4Dwtc3XeFPGXyS9fuE4HVVnvKmOrHFu4/NWpXrb+5zxCHsYAgD0kJs/8cgBW9bvtJwLslId4YvRvVUqI15UwJSvyyECQDlFAOfjuw3/DBj/cpL72hbKlD8/ksi1QVYlGGPG3DHGMfzOWyp33vyJ7x7A3oUAAH3glt+fvU9KuY9FAF+QFb5VR72IQNUTAvpaAVkcOfIkdmpJ4Xw8L+/M0/I6DX8nfzdy/uUl77UddPuLDD+PK6OO1+8Z/Yo/1lhWZc9NH39oD/ZsecFywAPA6sri7rHxiRnnopyUsTW4vXW47XqNbNu5ycbtWhcXj9PyygKNjaKxSxnhpZ0v+LUpt9f7qSOvtr3OAxv+9Zsu6IqoAL2Dr2m+tvMgpeMZ8thRqbhpRde5sLzHIrgX1pyjD+7Eni03mAY4APzHh15c+uCNlz5THRn/b/TmHEH+X/JVLfMtIFOtjNHExBbs2DIr+9FRN1e/bsMGsqreZZ63cRAb+3XnbaDzLrnY9fj5u0C5OXrkZ7SwcDjnu4PiPs/jT9xcIWDddv2Hv/k09my5EdgFg8NDf3nzA5VKdQcvzCLtuuP11937en2VarVlx/7X3UiAKwayDMDYBF3zlg9ihw4g3AKW54Kvnl0KF/CxLItG1oy7gz5HEMDg8dMnv0LLy3mafXnGn418xc/1B16/JbwIgLDEnt/+77+O+f6D4ChgFwzQ4L5y9s7KmvU7+GKVfiSAh3jhiADO29nBKoENRAAPFOwtTExsxk4dMAIDj5D+8MDXcnPG3/fyyQpTACII/wtr/uyZE/dgrw4GKAIcIG75/f1z0rb3uBdvJcjZ+RexH7rz7qsNZwQcO/4MdigAA0DeaznI86vjhTubSNnujCefu+VTs3PYqxAAoICsrJy5J7iYvQZBzo2n67DRr0RKnm9ZGaBjx55FTwAASg5fw3wt5zL+gffvOwneND/LTRG5PUZ4xBDWfdirEACgoLznk9+fq9dr+yLlXo0r+/BCr7gXdqbncAxRAABK7f3nuIaDsUIoVf7hGOHN9Q8iiXu279qLhj8QAKDI1FaXvpSq6vkmlEiASD8Fjhz9GXYmACWm0TXstvPVHISYEPBvHC1cWjz5dexRCABQcG76+MP77Lo35ct0YYd1AUEqIKUeICgGBACUjzzFf0bvXyv84/FB2rY7rmCvQgCAMiCsWf+Ba/CjXJ5/wYdhPYsre9M9CHQGBKCc3n+Dazcy/t4YEE3zi5yEIELoPJ/FHoUAACXBrq/OJS504d08EWD5zy1lNcEk3D+cu4gBAMoDX7ONev8HjoEqBDwxEMz5t5TxpIZ+/xAAoCxUR8afT6p9K37Rhxc/rxeQfiocOvRj7FAASkSjazZoEx5EAfXxwDP+kVNgVaonsVchAEBJCS/48N5/bKkRgJQowAksEwxAWXCX/T3RwPtXxgIyjQsCTWIhAEBpqa0uXZ4uAqyYIKDwcfqAgloAAMoBX6vZgl295pNjghcNhACAAADlPbCVkankZS/CpYEjlW95y36629NPh1caDioAgCJ4/680LP6jcJnw4L+4IEgaf9uuX4e9CwEASsDez26bJGnPmK78yNgbVg3MUP2IAgAwCN6/HwFQDH80DkSvGZyHGexdCABQAiY2bN5hVUbS5X8QDfAvdBEbACgzCgAAKK/3H13vpAh/RRSkDANcK/Tdv37fLuxlCABQcKrVsU839gACwS9UlU+EKAAAA+z9x738KAKovJYyBFSqo7djL0MAgALz4F/cuMu5UKfT3yH9W1IQaHrAyMuHfoxaAABK6v03QvLYkL5S+Mz+PTtnsLchAEABcS7OyerI+L2Zxl/GpQDJuCCQOQYaRAEAKKv3bxoTZNoQYeJ+HmewxweDKnbB4LC6cnb/yOia1ItTute6DG/hpa7eycY/hz2NTZveQpXKKHZ6CVheXqWjr3qLuL308quZ773k4gvc+wsvmKSxsRHsvIH0/mVo6aUMnsnIGZA2kaikfXjKtuv3O/e3Yc+XH0z2HAC46n/j5ivY89+VednbdbLtGtn1OtXde/+mPc7DxVveRlucGygWp04t0osvvUpHj83Tq47R58ftcOklF9AFjhi4cOOk+3j9+rXYyQWDu/693ES3Tm77WwlWCA1WCa1Uw+V/veeVRuaBlwbejb0PAQD6CIfj6rWV/dl5f9/zZ0PPIkA1+sFz58aigEVCHtj7f9ObPkBjoxM4CH3muV8douf+6ZBr7E+dOtPVn7V+/TpXCLz+17bQ61+3BTu/z3DP/5///KtNhf/dhcEUQx9bLlwRAllLhTPO2HHAee92RwjM40hAAIAe88gXbt1RqYzc7yj6hjk5NvTS9/7tDCEgOfyXk40br6CtUzM4EH2AQ/o/f+p5+vkv5twQfz/gFMHrX3cxvXX69W7KAPSeg3OzdOzYs02O+iJc8tccAVCWA25QFew4DPP1+urud//eN7BUMAQA6AXf+rN3zYyvnbzLuVBzWV8v9F/3RUCUBkgKAfb+ZVO/y1VX3koTE5txUHro7f/kwC/bDu13Go4KvHX6DYgK9JCFhcP09DPfaOmzkQDgVf+qMcPvLgPsRga8Wx4z4Ywjs857d2/ftXcORwYCAHTJ4xfC+nSlOprT7ZbOhWmHAkDqIsA1/sFjDv/bTf9OExNbHBFwCw5ODwz//r99oush/nbhFMH239oGIdADnn7mm44IONTawO9GATzDL6yKJggi4+8uGZ4jEqAIgX3O5z7nCIFZHCEIANAm+/fsnK6tLN1eHR3f4Tydyvs5DuWzQef7pPE3C4Fmvf+ArVtnaOP5V+BgdQEO9c86hr9oHn+eiMCMIwSQGugOx44/SwcPtmdjXQOvGH7vuR8BcJcJ9gSAu1yw+7ipWeMcCeC0wJccMXAARwwCAOTgO3/+7hmrMjLtXJTXcYjfuTAn8x+mYIofG3++r4dCICYCZOD5q9vsln9nLgjcds2HMC2wg3Be/7Ef/oJ+8vgvS/13vPXaN9A7f+ONmFLYQbjg74mffrn9hlxhLYAiBDTjHz22YqsGUhPLBTtj0pwzvsw6Y80Tzv2Bd//eNxAdgAAAAQ/8yW/sGFszca9zEU5ZwUVmBat1qUv2irQrzJ3HK72J/p7Rd2/SNfBeFMBLBYQRAKlGBey2/wbuC3DZpe/AweyQ1//QI/8lnLtfdjgKcMO7/xmiAR3ihRd/0LFmXO66AHmNfxNjUtBnJDEmhVFJe251ZfHO99359yge7CNoBFQAaqtLs3Z9dcoRASQrI97FZotoyc5AdQeaTcScfgo6eriXHHvyMREQRABsLyIQRANk54w/wwMSpwHWrj0fB7QNfv6L52n/3x7oW2V/twTN//fVR2n7b03Tm954OQ5yGywuHu9oJ07XQPOYQDV3HBFUcYcTYXmP+XV2SojTAFIdi0R4n3Aj/c6CceOvioA6LZ09NWnXa4gE9JkKdkH/2fu9I0s7/9WFk/Xa8m9Gdl2GF6dqzElR0aGaDgy7YuBVj1+GHr8uAuyO/h1nzhx1vLw34oC2CBf5/d3fc0tXe+D+Nv6buFfB8soqbb38IhzsFnn2l9+h1dWzHf7WqCuoUNuBBgY86A4oZTj+UNp4ZOvjUVRzxLfa6jItnz3Fr/+7nZ954kEcUUQAgMc9jsHftbJ8ZtKqLdPIyHhUeCOEorr9KICmuGV4n6a61fu6H6LrvHfCXcnQIbB5Hnzkv7hz+gcdrmng6MaN7/5nOOhNwtcWX2PdIEgXsgJwQ/zO8yDsH/P8+d73+r37hPvvBwCCcSi41blVuTvl2IFzW/fhiCICAJQowH/12xetcR7OsKGu11YjD9035BR48b73HjfoydC+VO99Nc733YTnJm+YnHIEDFrGwvib4RbFpxYWMVWwSXH9q3/6Xtd/jgwXB+B/7CgK4DsUQUQy3BYbi+rxmUcy8PqXaNW5KenGzzje/yyOav9BEWDRhMBntz3u3IVtfYP5utFc3CjnJkiZuCcD9R0V38ggZKcv/tNluA7gTW/8AA5mTo+YQ//DCPcL4FkCoDE//8VXu+b9pxqHwOMX2bl/oQ5BgcPC//k9RrRo46xj/LfjiBYDpACKBy+w8biqyOv1VaJ6zQvHxVIB0ZUnwwdqGoB6ZvR1bwWpgMbwwj3DavwZ/tu5lTAWGMqmm6H/xtGAujuCxIx/8Fh3IWW0qqDtevuJsYdD/3fiiBYHC7ugWDjq+ID5IvFydN7CPauOHqhFN39b0NPfC8P1zuM38XKfBq0ywfP8sQ+wDxqJ6WZW+uumGAhC++EYlBiHojEoZey50x/fQEFACqCg7P3sNl5ze1eZ/4axsQk3FYAGQWb+9HN/07Hv4jn23GyHl+4dd+7HRr3H+ut5IxMnlZbDnLPn6v2l5VXvsXPfyR4Ff/Dp38HJYIAb/XDof3l5YRD+nD2O8cfywQUDKYDiRgJ2OyJgynk4U9a/gQeuF158DCsGdhBuscv99i/ceK5r4M91Hnc6hM7fp34n/8wsofDSy68694vuOgVla1lcZPjagfEHEADDy23ObT8pRYFlg5cq5QWDsFZAEvbIsxr+sKFn48vG/hK+L1gnvUAo6AKBRQBHCl50hMHRV09mLmCEFsEp183xZ5tf5reYzML4FxekAArO3s9u41H/XipxOoBTALxsMLoExvnBD39Bj/1DPAfOU+MuvfiCgSqO43TBS44oYEHAqxqqvPM330jv+A00j1LhvD8v89t2r394/gACYGCEwN3O3V1l/f3Z+LMIQD1A0jj+6p8O0QUbJ4dmXjxHCDht8Lpf24L1ATTY6LPxH4AC2nsc4383jigEAOicCJhx7rg4cKqMv//GjVegHgCADA7OzZY99D/n3Haj0Q8EAOiOCGCX6Q7n9mnnNtnt04Pn/XZyzQBeMZBXDgQAxOFFfnilv45ewe71y4+6PiWYp4V8Dl4/BAAYECHAHQijroKdEwGcCpiY2IyDCIAPt9Dm0H+njX/Qu5878nXT8Du3+xzjP48jCQEAei8EdvhCoGOzBSqVEbfjV9T3u3PthFEUCEBEN4r+1EXE3MfOdcvri3SQA77h3wfDDwEAiiEGpnwx8D5qo39ApTrqth2mcD0BNQogO7KSIIoCAehG0V9g9IUvAKL24d4iY22JjFnn9nXf6M/h6EEAgGILghlfCGzzowNTeTx/FgCSNMMfLPChLDDUCRGARYPAMNPJRX5Co0+WIgDi21hw5IwEzPlePi9WMYuiPggAMCCiYDMtT02I+v3BtuPSa8ZSc7yF5fENiqFXlgE1rTDoi4R2wMwAMKx0ruJf9/p5WLcS21gE8OM1yyepYteo6ly/5wqvNuBVOXrfCaqydz+Pfv3DAzoBDhGLn90y5VzqtxM3FVLsdrggq7PtifooHaue4xl8sr1Bg4Lcf1AIyANJYPzbqw0IBkCIAADj30Gvn5TwfygABG2un6Y32seiL5DBGHCGC4q5nugeHB1EAMBgGX6+sLmJ0B2N3rvqnBI/GbuYTlfGoygAyVgxIJFWG0Dqa62B6YFgWOjEdD99eV6v0E+LBPgiIBAAE/YKXbv0Io00Fuv3sRBY+5lDKO6DAAAlN/53U5NTBTkV8JPxS2lBjCrGPh72j4sD/3X1tRbYunUGawaAgYZ7/B88ONtBwy8Uw28lXgvSARNymd669BJV80/ndaf3OSLgbhw1CABQPsM/Q210DWQR8DiLAGvMUAQok3UBFC8WbFUIQAQAGP/mDH9MAPievyoAznE8/7c6nn+1tV4ec85ttyMEZnEEIQBA8Q0/G3xePGhHu9/lioA1l8UiAaYUQOprbmqAmq4RgAgAMP7tGf7g+YRcoWvPvtCq8VfZ59zudITAHI4mBAAoovH/3zffTR3uDFgTFUcEXBrVBOQQArEoABlehwgAMP6Zw7JqxOOGn5L5fTKIAzfnv0zXLrLxr3fqT/HSAn94+G4cVQgAUBzDP+N7/dPd+H4uDHxyzSV0cuScHF6/yeCrr1PsdYgAAONPkXHPNP6i8ev+842rp+iqs4fyFPy1wgE3GvCHh2dxhCEAQP8Mf+7q/k7w1PhFdGTs/PQZAWrzoFgEgMxRAYpvhwgAw2X8041+bkEQRgOix5tWTtDVS4d78Sd6swX+8DBmC0AAgD54/T1fGvil0fPoOUcIeOsEZHj9mWkAIkoRA7HXfTBFEJSNtKl+gfH2jDVpRp8aePvUMBpw1dmX6aKVntrjOeIiQUQDIABAz4z/3b7n3xfmK2vpZ+sup7qoZHj98QiAWQwoEQCjMKBwu9cx8DocfFB4oiY/kRfv/S/ij02efmjUDdsyogFVWaM3n3mBJuuL/fqz70FtAAQA6CJn/reLpn2vf7rfv8uSGKGfr7uMzoysI2OOP6UWwCQGvI/o3r/+XkcEnP8Gmrr8t3AigAIb/0fp+PFfxjx835QnvHxVCAijMFDvKdX4T9bO0BtPz3Wy2K9VuDZg97o/egWthCEAQIeN/y7yCv0mi/R7PT9+Ib2wdgtlhv4DURAW/vmGXvH+VWOvCoJwu/8da9acR1e84SasIggKBS+y8+wvv02LZ18LjTmRyBUFUN/fyOjH30N02eJhunzpaJF2Becf7nREwB6cFRAAoH3DP+kb/l1F/R3nq+vo2XMuo+XKmG/ofS/eUAwYGfkoDZA09gZBoKQEWARcfuk/d+8B6DdnHaP//Av/2bk/oRh+Co14aMDDx6QZc4p79trzhCBwno/Zy3TF6Rdc77+g7PGFAAoEIQBAi8a/MCH/RvBUwRfXbqFDazdpKQBSvH5DwZ/6OFYXoIoISggBXraYFxA6Z90mnCigb5w+c8St9K/bK0Zj7/v1modPKcafMo1+EA3Ycvao6/kXIOTfCKQEIABAi8Z/h2/8J8v0e3M04JcTU7TCjYOMBX2mgr80QRCIB10URGmBize/jTaefyVOGNBzXj3+NB069GPF0EdGPxb6z1UMmD1DgP8brS/RGxbmiuz1G4cEXwTswxkDAQDyGP//ddPd1Mcq//ajARYdXruJXlx3sTe46SIgc+qfGv6npCgINUEkDDZMbqXNF73VjQoA0G3q9VU69MpP6MT8QSXibzL8lAz5q4+NAiFp/LnvxuWLr9ClZ14u8267Z90fH7kbZw8EAEg3/IXP9zfDkjXiRgMWxs+jZIjfnN+PWgWniIJQDFAsNTA+PkmXbH67ew9A187ppXl66dCPaGl5XjHyFBn3mJdPmncfCITocdLgq+8RdN7yCdq68DyN1ZcHYfftIa4L+OMjqAuAAAAG47+fSpDvb5ZTo+vp2YnLaXVkndnYh7MBKBEZ8B5GoiD+nGIiouIIjosu3EaT516OEwp0nPmTz9Pho0+Qba9GxlyLAMRnAJBm7LV6gIzagLUrp2nr6Rdo/cqpQduNXA+wHSIAAgBExr80xX7tcHR8I728/nJaroym5vrTpv/pkQI9AhClBIjOXX8ZbbrwLa4gAKBd6o7BP3L0SZo/9TxF4fr48Gk09GoEIGb4KUwD6O8ddzz9SxZeogvOHh3kXeoVB/7xERQHQgDA+Pue/9DErg+vvYhemriU6pVRajTlLxEBUOsCwueqWPD+GRlZS5svvJbWrjkfJxlomcWzx+nwkcdptbYYM/CKKU819AlhQPrUwOD7hBviv2ThBbpg8eiw7Np5PxIAEQABMKTG/99c6Bl/IYYucc3TBufXXuBHBMZCT99U6Z8mDKLoQTwCoHySNpy7lS48/4042UDTHD3+Czpx8qA2WApl1DRX/0dPzcZefT8b/otPPT9Mhj9CSk8E/E9HIQIgAIbO+M84dw8Mk+efxqtrLqAXJy6l2tiEYvyzPH6phf/VbapA8BgbnaALzrua1oyjcRBozNml1+jV156iZTf/LpJDpoiZ/qSRj1RB6tTANcunaPOZw7TxzCvDvrtZBNzmiIBZnHkQAMNi/HeRl/MHCicdQ33knEtoft2FJndBCQYYZgPEIgDxKEDw3sn1l9N5576OLKuKnQ0S2HaNXjv5Kz/XrxruWLY/FgEQigCIbRXm4ZUN/gVnjtDEMmrgNHY7ImAPdgMEAIz/kLNkjdKxdZvo+DlbaLk6nvNTkQCQlIwCBJGBanUNnT/5Blq35gLsaBBdl2dfpePzz1KtthTz6k3DZXxz4yF0zPnOjYtH6PyFQzQedAwEEAEQAENn/GfIK/gDOXltfAMdW3sRnVizkYRldex7x8cm6YINV1G1Mo6dPMTU6kv06omn/Xn9nUPatlvJP7l4lM5bOoEdnZ/tSAdAAAye8f9fLhjagr9OwEWDJ9deSCfWbnTFQKfYsH6K1q+7BGmBIYPD/afOvEQnTs119Hs3nD1GGxaPufeV4vfqLx5BYeD//CoKAyEABsz4o+CvI9QdY80igMXAa2PntR0ZYOO/YcIRAudcgp07BJw67Rj+hTlXBHTc6HfoO4cciAAIgIEx/lPO3eMw/t2KDFh0es159Nr4ee59/pqBJJwO4IjAOWsvwo4dQE4vvuJ6/Bz2bwfO6Z9z9jU6b+k11+iDromAax0RMIddAQFQVuM/sO19C7vPq2vp1PgkLYxNuve222wIQgCGv3XDb9VX6NyVU6HRH6stYaf2hgN+JABTJiAASikA2PjPYE/0VxCcHVtPJ0fXu/eLo+dACMDwZ8J9+Neunqb1S/PufP11YRdA0AdmHQGwHbsBAqBsxp+n+u3CnigeHB044wiBM9U17gJFpxqsIAghMLiGn438yOoZx8ifpXWO4cf8/EKyxxEBu7EbIADKYfzv2ciGH3P9SwTXDqw4N44U1KwqLY2dS6tC0FnnPoCLBc895xLMGiggQVX/ydMvJYr72KOvOtvGl0+69xzOH60tIZRfLnavu+vYHuwGCIBiex/3bOR8/+PYE4NDjSw6O77eE3fVtWRXx9xogDzvKlpdP4Ud1EeshZdoxfH27ZPPec9ry2HIfmIJ3vyAce05dx3DzAAIgMIaf44l8+ohqPgfFnGw7iJavvBaWrpgmmQVTYV6Mmg5nvv4qwdo7OjjVEUv/WGCFd1WRwRA2XUIxDE7Cxb3GbYLyDFA1YPfoXXObfnCaVo+72paOe8q7JguMPra0zT22lOO4YcTOKRM+mMsigIRASiY93/3+XeQEPdiTwBZGXdFwPL5Vzn3V2OHtGX0HYN//GnX+Is6cvaALzB55zl3H78POwICoCjGH3l/YB6ruLjQEQEsBlbXb0WaoNGAVFuikVMHfaP/lPscAAPXOiIAoaA2QQqgM6DiH6QaNM5V8+2VsTfTyQt+k8bWraOxc9bRyDjEALO6tETLp8/Q8pkzdO6r/0DnL/8MOwXkGXOvxW6AAOi3989hf3T6A7k4e2rBvTFWpUJr1k+4QmCYBEFg8Pme94VdjxbNORenCMjHNI+959x9/E7sijYcFOyCtow/Qv8gNxwBeGXsTamvsyAIxMDYurVUHRmlyuhIqf/m+soq1f5/9u6mN6oqDADwgX7Q0u8GAiFCBqtrWJAY2diFrqm/APwFhoXxW3SBcYf/QH6CC1e6YYUx6kITgyYQCBAiJhZoKTP0g+s9t1Nah69OO9OZ6Xme5Obysei9b2fOec/7njuzMJ+v7h88nvTXTvi19j/8Iz9UAFg3rQAVgJZR+qcO2XP/N06MsQwej9qkoKe/L08Ieopz/Hv893YSrz1O7gvlSj7hLxTnF032G4kRPGUM1gqQAGzx6v/M+Ochy5T+afrEWpsUrIh7CaKYFMSEICYIKxWDRlYPVlbxq39eWJ7wy8sb9J52bZvLkyQBrNvROBYPfjH9uVDUTwtgY5N/KfiKX+o03Xs4XO9/rWU/fz2Vg5WVfKscKv8UxueverFQj+Krg/Mk4JpQqABshXMmf+rV+2iupT+/lRN7p8SIjjRaHZPfFor67BSCulf/k/lpSiSoV1e2IAhiRHNMVcdmVACaKMvO6JywEf2LdwRBjGje4JyPzeGCOKgANGf1/9nYqfw0ubxT2eGo/xhc/Mcb6RmWY+M14tjoESarYzQSgKY4IwRsaoW7ZIUrNhijJQCduPoviQSbX+UiNjRJSRVg/ewBWK+i9w+bMzJ/I3Ttng9LO3oFY42ubL6IDTSoCnBeGFQAGmL209FTWZ5Z6rI5GnGMLNz0pqpNjPKYeG04GnSU4pjtXSUBaGRGCQ2xp/KXIIgJxmwJQAes/ieD3j8NFDe76XevirGwAZAGK1XHbp7DHoAX0funCfaVfw/3h94UiGosfP4/TaoCXBAGFYCNrf4/GYkrf1kkjV/1LtzOV763xSGPQYwFNMFkdQxHArAh7woBzXJg7lcxEAOM4RKAtpSFU4JAs8S+997Kn8nef7x3vX+M4a3jQ+2fYfbj4fjC+UYkaKb4eQBXht8K5e6xtJKfxTthYuaH4vl/aLJ3hs7OnBcGFYB6nBACmi1OgAfnLiY1EaZ4zxjLVQA6Z/Vfyk9XRYKtMr1rItwYfD2Jez14/8cw/vCKXzpb6fDQ2ZlrwvB/HgN8mixMCQJbabxyJSzt6Am3Bo5t6/s8MPdLca+wxeKY/rUwSADWkwGcFAO22t7ypVDpHiuqAdsyyclX/fEeoQVOSgCepAVQY/ajoVJQ/qeFbgwd33ZJQJz8D85e9MullQ4PfTl7TRhW2QT4pEkhoJXiRBlL5dtFvBeTP8b29qMFUCPLwgllEVpt74NLoevRfLg1eKxjvzo47vI/cF/PnzYZ25efBjgvEhKA571MpnwqOe1grHI59C1Oh5tDx0O5e7yjrr0/v+6X8lV/PHs/0SZs7q6hBbDGzIeDXiC03UT68t3vw54O2jwXrzVec7x2MMZLADrFG0JAu1kupf8cJtp8Uo3XFq8xXqsP+cEY3/60ANbKbBKhfQ3M/x1enf4u3OmbCLcHjoT5rsG2uK7epfth39xvYUyvn/ZnjF/DfreqmQ8GRvOTbyahY9zpe6WlicDqxH/ZL4NOMjb81dxdYVABkBnSuaNYPvHGY2bXoTDdN1Gct8Lww+vFzv54hg4d678VBgnAqiwcFQQ60XDlenEs7ewtkoB7uw6Gud79DXt8MPbzY/th5OGNYtKPjydCBzsqAZAA1LI5hI4WJ+ax8uXiiOKjg5We8eKrhiv5n2Or4EXtgljWj0d8/DB+ZW/fwrTd/BjrJQDbvgSgAsC20r/4b3GMCQX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"path": "emoji_u1f64d_1f3fc.png"
} | Generate code for a svg of a person frowning: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="shirt">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="40" y2="5.6602">
<stop offset="0" style="stop-color:#F78C1F"/>
<stop offset="0.482" style="stop-color:#F47F12"/>
<stop offset="1" style="stop-color:#EF6C00"/>
</linearGradient>
<path d="M80.74,88.51c-2.85-0.54-30.62-0.54-33.47,0C29.22,91.94,16,100.9,16,117.88V124h1.5H19h90 h1.5h1.5v-6.12C112,100.9,98.78,91.94,80.74,88.51z" style="fill:url(#SVGID_1_);"/>
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"path": "fca89151e365e7c2735746e66068289943ac9b0e965aeb13bd30d4bac031ca23.png"
} | Generate code for a svg of a arrows pointing left and right on a white background | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24">
<title>previous</title>
<path fill="#3367d6" d="M12.884 19.866l-6.616-6.616h14.482c0.69 0 1.25-0.56 1.25-1.25s-0.56-1.25-1.25-1.25h-14.482l6.616-6.616c0.489-0.489 0.489-1.28 0-1.768s-1.28-0.489-1.768 0l-8.75 8.75c-0.12 0.12-0.21 0.257-0.271 0.405-0.064 0.152-0.095 0.316-0.095 0.479 0 0.32 0.122 0.64 0.366 0.884l8.75 8.75c0.489 0.489 1.28 0.489 1.768 0s0.489-1.28 0-1.768z"></path>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the stillness of a winter forest undisturbed and quiet. | <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="#e4e9e8" d="M18 0h78v41l-4-3q-4 4-5-2-2 3 1 5-7 6-6 15l-1-13-1 2-2-8q-3 5-2 9l-4-2-2 4v8l-5-1-4 5h-3l-1 7q-1-9 1-15h3l-1 6 3-4q-3-1 0-3h-4q-3-4-6-5l2-8-1-1-1 3-2-5q-3 0 0 2-3 3-5 0-3 1-1 4l-4 7 1 1q-3 1-3 4 3 3 2 8-2-4-2 0 0 2 2 3l-3 2q-2-8-7-16l1-4-5-4 5-2-6-7-1 5-3-3 2-6q1-3 2 0 1-6-1-9-2 0-2 3-4-3 0-4l-5-4-4 5q-1-4 2-6l-1-1-4 4q-1-6 4-9l3 3 3-4z"/><path fill="#e2e8e7" d="M0 0h18l3 7-3 4-3-3q-5 3-4 9l4-4 1 1q-3 2-2 6l4-5 5 4q-4 1 0 4 0-3 2-3 2 3 1 9-1-3-2 0l-2 6 3 3 1-5 6 7-5 2 5 4-1 4q5 8 7 16l3-2q-2-1-2-3 0-4 2 0 1-5-2-8 0-3 3-4l-1-1 4-7q-2-3 1-4 2 3 5 0-3-2 0-2l2 5 1-3 1 1-2 8q3 1 6 5h4q-3 2 0 3l-3 4 1-6h-3q-2 6-1 15l1-7h3l4-5 5 1h3q-1 1 2 4l-1 1 4 1 1-8 1 8 8-2q3-11 3 1h5v35H0z"/><path fill="#c4cdcc" d="m17 36 4 5q-4 1 0 2-3 0-3 2v2l-2-4 2-2z"/><path fill="#dde4e3" d="M96 41v20h-5q0-12-3-1l-8 2-1-8-1 8-4-1 1-1q-3-3-2-4h-3v-8l2-4 4 2q-1-4 2-9l2 8 1-2 1 13q-1-9 6-15-3-2-1-5 1 6 5 2z"/><path fill="#d5dfe0" d="m13 43-3 11q-4-1-5 3l-2-4 2-12 2 5q2-1 3 1l1-8z"/><path fill="#c4cccc" d="M14 36v23q-2-7-1-15V32z"/><path fill="#d4dddc" d="M14 36h3l1 5-2 2 2 4v13l-3-12z"/></svg> | |
{
"bytes": 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3FB3n4Kv17+BX0II4js/nMwRKu6A4islnx/kB74Ki33duu67Lf1NFoagbz0kgqRwBBC3IssxxHIjnt2c+n6/X6+7OYbJFGEELoihyHCeKoqEbIiSqqq5WK35inFUQTNCC+/1+vV4hpF+d4kqWQfLlWiKkoAghSqnv+6DpWwghlmWZpsntOr0cUQUtoJR6nne73UDTr4iuZoHYghZQSoMgcF0XAvsFsixblrVYLIRWs2AMgn7weDxc153yEqq4FcgwjKEbwoxRCVoQx7HneUEQTOc8iSRJhmGM8pr0EQpaQCl9PB6e5407N6q4a9AwjBGM5i8ZraAfpGn6eDx83x/T0K8oiq7rhmGMvlDw+AX9IEkS3/cfj4e4O/uqquq6ruv66L38YEKCfpBlWRRFQRA8Hg/+56kY49lspuv6fD7nKpW4H6Yo6J9Ef8BPMJUQommapmmz2Wx8655aTF3QP0nTNIqiOI6TJInjuE9fCSGqqiqKoqqqpmmiZHL0AAj6LXmex3Gcfqa9tYQQ+TOqqkpSf2UGxQIErU2e51mW5XlefIAQopQWP8ZiRlvYhjEuQj+EEEmSJEkqPhi07eIBggJcA3/QANeAoADXgKAA1/wPh20jva8e3k4AAAAASUVORK5CYII=",
"path": "1ad9821e9694a2bdf42786c60d50cc01dafe3578e12112a47d539a5958acb304.png"
} | Generate code for a svg of a linked logo with a white circle and a black and white circle | <svg width="20" height="20" viewBox="0 0 20 20" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M10 0.400024C4.69802 0.400024 0.400024 4.69802 0.400024 10C0.400024 15.302 4.69802 19.6 10 19.6C15.302 19.6 19.6 15.302 19.6 10C19.6 4.69802 15.302 0.400024 10 0.400024ZM7.65002 13.979H5.70602V7.72302H7.65002V13.979ZM6.66602 6.95502C6.05202 6.95502 5.65502 6.52002 5.65502 5.98202C5.65502 5.43302 6.06402 5.01102 6.69102 5.01102C7.31802 5.01102 7.70202 5.43302 7.71402 5.98202C7.71402 6.52002 7.31802 6.95502 6.66602 6.95502ZM14.75 13.979H12.806V10.512C12.806 9.70502 12.524 9.15702 11.821 9.15702C11.284 9.15702 10.965 9.52803 10.824 9.88503C10.772 10.012 10.759 10.192 10.759 10.371V13.978H8.81402V9.71803C8.81402 8.93703 8.78902 8.28402 8.76302 7.72202H10.452L10.541 8.59102H10.58C10.836 8.18302 11.463 7.58102 12.512 7.58102C13.791 7.58102 14.75 8.43802 14.75 10.28V13.979Z" fill="#E0E0E0"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a warm inviting kitchen filled with the smell of cookies. | <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="#f6e5d0" d="M0 0h96v62l-5-9-4-3 1-1q-6-3-10-1l2 2v5H64l-1 6q-3-2-7-1-5-2-8-1v-5q-3 0-5 2-3 0-1-2h-7v4l9 2H33q-2-4-1-7h25l-1-5 16-3q-3-2-2-4h-4v4H52l-2 6-7-12-6 5v7h12l-18 1V40l-15-1q-6 0-10 2v17l3 16-2 3-4 4-3-2z"/><path fill="#fce5c2" d="M47 11q6-1 11 3 1 3-1 6H46q-3-5 1-9"/><path fill="#e9c69b" d="M8 17h5v10H7q-1-6 1-10"/><path fill="#f9e7cb" d="M9 19h3v7H9z"/><path fill="#fcf9ec" d="m49 51 2-6h14v-4h4q-1 2 2 4l-16 3 1 5H32l-2 8h-3q-3-1-4 1l-3 5 2 1-4 2q-6 1-9 4L6 58V41q4-2 10-2l15 1v12z"/><path fill="#f2c082" d="M50 51H37v-7l6-5z"/><path fill="#b46b3e" d="M41 44q2 0 1 2z"/><path fill="#f1c78d" d="m32 45 2 3-1 3q-2-3-1-6"/><path fill="#f1c080" d="M87 50h-7l-2-2q4-2 10 1z"/><path fill="#f1cb97" d="M66 52q3-3 8-1-5 2-8 1"/><path fill="#fdfbf4" d="m87 50 4 3 5 9v8q-15-1-29 1v15l-2 2V77H43l-3-2 9-2q-5-12 7-13 4-1 7 1l1-6h16v-5z"/><path fill="#ddcaad" d="M89 59h-4l-1 6h-1v-5q1-3 4-3z"/><path fill="#e7a35f" d="M89 59v8q-4 0-5-2l1-6z"/><path fill="#f2ca8d" d="m78 60 1 6h-3q-1-4 2-6"/><path fill="#8f6342" d="M78 60h5v5l-4 1z"/><path fill="#9fbb79" d="M27 61q-2 6-4 1 1-2 4-1"/><path fill="#f7eed9" d="M32 53q-1 3 1 7v12l13 1-1-10-1-3-9-2v-4h7q-2 2 1 2 2-2 5-2v5q3-1 8 1-12 1-7 13l-9 2 3 2h-4q-4-4-9-3l-1-1-1-2-10-1 4-2-2-1 3-5q2 5 4-1h3z"/><path fill="#f6cc8e" d="M33 60h11l1 3v9H33z"/><path fill="#f6e5d0" d="M67 71q14-2 29-1v26H69l1-7h5l2-6z"/><path fill="#f1d4ab" d="m45 63 1 10-13-1h12z"/><path fill="#e69b52" d="M30 74q5-1 9 3 0 5-3 0-3 0 0 2l-3 1z"/><path fill="#e49b54" d="m18 70 10 1 1 2q-4 2 0 3-5 2 1 2-6 2-10 1 1-2-1-2v4l-4 1-8-3v-2l2-3q3-3 9-4"/><path fill="#984f25" d="M20 72h2q-4 7-2 0"/><path fill="#f5e3cb" d="M41 77h24v11l2-2q-1 4 1 10H0V79l3 2q-3 0 0 2h6v2l11 3 4-3q0-2 3-1l6 3 3 1 4-2v-1q1-2 4-1z"/><path fill="#d07f3e" d="M39 77h2l3 7q-3-1-4 1l-2-1 5-2q-3-3-6 0l-4-2 3-1q-3-2 0-2 3 5 3 0"/><path fill="#f2eade" d="m67 71 10 12-2 6h-5l-1 7h-1q-2-6-1-10z"/><path fill="#efb979" d="M7 77v2l1 4H3q-3-2 0-2z"/><path fill="#a95f32" d="m29 73 3 6 4 2-10 2q-3-1-3 1-2-2 1-3h-3l-6 2q-4-2-7-1l-1-4 8 3 4-1v-4q2 0 1 2 4 1 10-1-6 0-1-2-4-1 0-3"/><path fill="#febf69" d="M27 81q2-1 5 1l-3 1z"/><path fill="#fcd18b" d="M9 83q3-1 7 1l-7 1z"/><path fill="#f5b96a" d="m40 85-7 1-6-3 10-2q3-3 6 0l-5 2z"/><path fill="#dd9e5d" d="m24 85-4 3-11-3 7-1 6-2h3q-3 1-1 3"/><path fill="#bc8254" d="m40 86-4 2-3-1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green shoes lined up on a shiny wooden display. | <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="#f3f8d6" d="M0 0h96v31q-4 3-1 7-4 2 0 5-3 1-4-1-5 3 1 4l-1 4q6 5-1 3l-2-4-1 5v-5q2-3-1-3l-7-3q-5 2-5-2l4-5q-4-2-6 2-2-3-5-3 2-6-4-9-3 3-6 0l-1 1q3 2 5 6-6-2-9 4v3l-3-5-7 7-6-4 2-2-1-7h4q0-5-5-5l1-3 2 2v-6l-9-5-2 2q0 6 5 8l-6 4q6 6-3 6l-1 4h-3l-9 6-1 7q-3-3-4-2-4 6-6 14z"/><path fill="#f0f6d0" d="M87 49q-2-1-2 1h-5l2 4h-1q-4-5-8-5-4 1-6-2l1 3q-3-3-5 0v-3q-3-1-4 2h-3l-1 3-1-2q-3-3-5-1l-12 6 2-4-2-1h-4l-11 6q-7 0-12 3-3 2 2 3l-1 2-11 4v-7q2-8 6-14 1-1 4 2l1-7 9-6h3l1-4q9 0 3-6l6-4q-5-2-5-8l2-2 9 5v6l-2-2-1 3q5 0 5 5h-4l1 7-2 2 6 4 7-7 3 5v-3q3-6 9-4-2-4-5-6l1-1q3 3 6 0 6 3 4 9 3 0 5 3 2-4 6-2l-4 5q0 4 5 2l7 3q3 0 1 3"/><path fill="#537e31" d="M63 50q-3 2-4-1 1-3 4-2z"/><path fill="#424e21" d="m54 50 1 2v1h-4v-3z"/><path fill="#61ae2a" d="M73 49q4 0 8 5l-8-2z"/><path fill="#b5a875" d="M85 50q0-2 2-1v5l1 2h-2v-2z"/><path fill="#7fc247" d="M59 49q1 3 4 1 2-3 5 0l2 2 3 7h-5l2-2-13-5q-2 2 1 5v4l-2 1-1-9v-1l1-3z"/><path fill="#8a6524" d="m85 50 1 4h-4l-2-4z"/><path fill="#5e992b" d="M73 49v3l8 2h5v2l-8 1-4-1-4-4-2-2-1-3q2 3 6 2"/><path fill="#599f30" d="M54 50h-3v3h4l1 9h-4q-4 5-10 6-12 1-21-2l16-4 13-1q-7-2-15-1-3-5 2-5l12-6q2-2 5 1"/><path fill="#59a12a" d="m68 59-10-2q-3-3-1-5l13 5z"/><path fill="#539530" d="m37 50-7 10-10 3-7-1 15-3-6-3 11-6z"/><path fill="#70ba3c" d="m22 56 6 3-15 3h-1q-5-1-2-3 5-3 12-3"/><path fill="#e0e7b0" d="m70 52 4 4 4 1v3h-1l-4-1z"/><path fill="#676a2d" d="m58 57 10 2h2l-4 1q-5-2-8-1z"/><path fill="#926423" d="m86 56-8 4v-3z"/><path fill="#467127" d="m37 50 2 1-2 4q-5 0-2 5h-5z"/><path fill="#45752a" d="M35 60q8-1 15 1l-13 1z"/><path fill="#94cc69" d="M30 60h5l2 2-16 4q-2-1-1-3z"/><path fill="#c5dfa7" d="m58 61-7 1v-1h4z"/><path fill="#d4a75e" d="M58 59q3-1 8 1l-2 4-8 4q-3-1-1-4h-3v-1l7-1-1-1z"/><path fill="#bb7e38" d="M70 59h3l4 1-5 4-27 16-1-3-5 1 13-7q-3 0-5 2 0-3-2-3l7-6h3q-2 3 1 4l8-4 2-4z"/><path fill="#5c4614" d="M52 62v1l-7 6q-10 8-21 6-9-5 1-8l-4-2q9 3 21 2 6-1 10-6"/><path fill="#f2f7d4" d="M96 31v65H45v-6l43-34-1-2 1-5 2 4q7 2 1-3l1-4q-6-1-1-4 1 2 4 1-4-3 0-5-3-4 1-7"/><path fill="#683b13" d="M72 64a119 119 0 01-31 20l4-4z"/><path fill="#91571f" d="m12 62 7 1q-1 2 1 3l4 2q-10 3-1 8 11 2 21-6 2 0 2 3 2-2 5-2l-13 7 5-1 1 3-4 4L0 72v-4l11-4z"/><path fill="#4c210d" d="M86 56h2l-1 3-46 37H0V72l41 12a132 132 0 0036-24h1z"/><path fill="#793e11" d="M45 90v6h-4q0-6 4-6"/></svg> | |
{
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DxV3E9AN2wQr+bsCuwLpRWySVWAE8BzzUJl5E982lzqm4i3RuBFbsd8aG8XcE1ojZoDrXDLyGTXp7EivkjwHzYjZKJEUq7iLV2Rgr8jsA2wPbtPyZ1tr7WgC8gB0R/BRWzJ8C5sZslEhRqLiLZNcX2ArYGiv2WwGbA5ui+/jdmQlMAF4CnseG2J8HJqKhdZGaqbiLhNOIrbXfFNisJYZjO+wNx+7pl33G/kLsHPNJLfEa8CpW0F8F5sRrmkh5qbiLxNMT22FvI+xLwDrA2ljRH9ry+3WAwS2RiiXAbOAdrOc9FZjR8vtp2Dry1mL+TqQ2itS1/w8lDNwdpFwZtAAAAABJRU5ErkJggg==",
"path": null
} | Generate code for a svg of a black and white vector illustration of a circle divided into four equal sections by a cross. | <?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 0 503.607 503.607" style="enable-background:new 0 0 503.607 503.607;" xml:space="preserve">
<g>
<g>
<g>
<path d="M50.57,243.41H243.41V50.571C139.004,54.876,54.876,139.004,50.57,243.41z"/>
<path d="M260.197,50.571V243.41h192.839C448.73,139.004,364.603,54.876,260.197,50.571z"/>
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"path": "b8e52ad945b9d351b036ac94319c1ee2de734e17ef0727cdfe059a6811c2c3ae.png"
} | Generate code for a svg of a a close up of a cloud with a blue sky background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 1288 840">
<defs>
<style>
.cls-1 {
fill: #636dd5;
}
</style>
</defs>
<path id="cloud" class="cls-1" d="M823,1402.8c-48.475,36.238-111.979,58.2-181.5,58.2C489.345,1461,366,1355.787,366,1226S489.345,991,641.5,991a323.8,323.8,0,0,1,49.334,3.757A217.867,217.867,0,0,1,689,966.5C689,844.169,790.855,745,916.5,745A231.415,231.415,0,0,1,1022.759,770.6C1062.817,683.03,1162.663,621,1279.5,621c152.154,0,275.5,105.213,275.5,235,0,46.492-15.834,89.838-43.143,126.317C1596.624,1022.388,1654,1099.476,1654,1188c0,129.787-123.346,235-275.5,235-61.089,0-117.541-16.964-163.223-45.665C1164.74,1428.5,1089.075,1461,1004.5,1461,934.979,1461,871.475,1439.036,823,1402.8Z" transform="translate(-366 -621)"/>
</svg> | |
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} | Generate code for a svg of a a patch of purple lavender blooming in the garden. | <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="#66458f" d="m38 36 3 6q-3 5-4 0z"/><path fill="#876fa2" d="M57 46h-4q1-12 4 0"/><path fill="#9284ad" d="M53 46q-1 2 2 3-2 2 1 2h-3q-3-3 0-5"/><path fill="#644291" d="M53 46h4l-1 5q-3 0-1-2-3-1-2-3"/><path fill="#705598" d="m35 47 2 3q-1 5-3 0z"/><path fill="#644c8d" d="M59 60q1-3-1-4l2-4 2 1-1 6z"/><path fill="#6c5093" d="m45 63-2 1q-3-6 1-10 2-1 3 3v4z"/><path fill="#5c4180" d="M50 61v3h-1l-1-1q0-4 2-6z"/><path fill="#bdc4c6" d="M58 56q2 1 1 4-1-3-3 0l-2 5-1-2h-1l2-10 1 6q0-3 3-3"/><path fill="#6d499e" d="M32 65h-2l2-9q3 5 0 9"/><path fill="#aebab5" d="m41 68-3-3q-2 5 4 9 0 3-2 1-6 0-3-6l-2-3 2-1-2-3 1-8q3 17 3 0z"/><path fill="#f5f3f6" d="M49 64q-1 3 1 7l-1 1q-2-5-1-8"/><path fill="#8b8ca2" d="m50 61 2 2h1v3l-2 5q-2-4-1-7z"/><path fill="#604488" d="M26 68h-1q-3-5 0-8 3 3 1 8"/><path fill="#856ba9" d="M23 71h-1l-2 1q-1-12 3-1"/><path fill="#487261" d="M41 68q-1 1 1 4v2q-6-4-4-9z"/><path fill="#8470a2" d="M71 65q1 4-2 7-1-4 2-7"/><path fill="#92a6a5" d="M30 65h2l-2 10-2-4z"/><path fill="#b6c4c0" d="M45 63q0 9 3 0l1 1q-1 3 1 8l-1 1-2-3-3 9-2-5v-2l1-8z"/><path fill="#cccfce" d="m25 68-1 10 2-3-1 7-5-6 1-5h1v2z"/><path fill="#5d8176" d="M53 66q0 2 3 2-2 2-2 6l7-8q-2 6-8 11 3 1 0 3-12 1-21-5l1-1 5 3 2-2q2 2 2-1l2 5 3-9 2 3 1-1 1-1z"/></svg> | |
{
"bytes": 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",
"path": "d6155a911bf2b12eb7e3fda0a4fd97587be6c2eb5f93034e891b1bd70b7aadfe.png"
} | Generate code for a svg of a a close up of a white circle with a line of lines | <svg xmlns="http://www.w3.org/2000/svg"
width="11.6444in" height="11.6444in"
viewBox="0 0 1048 1048">
<path id="Imported Path"
fill="none" stroke="black" stroke-width="1"
d="M 661.06,12.50
C 661.06,12.50 386.94,12.50 386.94,12.50
386.94,12.50 149.56,149.56 149.56,149.56
149.56,149.56 12.50,386.94 12.50,386.94
12.50,386.94 12.50,661.06 12.50,661.06
12.50,661.06 149.56,898.44 149.56,898.44
149.56,898.44 386.94,1035.50 386.94,1035.50
386.94,1035.50 661.06,1035.50 661.06,1035.50
661.06,1035.50 898.44,898.44 898.44,898.44
898.44,898.44 1035.50,661.06 1035.50,661.06
1035.50,661.06 1035.50,386.94 1035.50,386.94
1035.50,386.94 898.44,149.56 898.44,149.56
898.44,149.56 661.06,12.50 661.06,12.50 Z" />
</svg> | |
{
"bytes": "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",
"path": "abb984c0282c3c06e6881951741b095c6fd40753d5b84168d576b564a47e189c.png"
} | Generate code for a svg of a there is a man that is standing on a skateboard in the snow | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
width="210mm"
height="297mm"
viewBox="0 0 210 297"
version="1.1"
id="svg827"
inkscape:version="0.92.2 (5c3e80d, 2017-08-06)"
sodipodi:docname="close.svg"
inkscape:export-filename="C:\Users\Jesse\Downloads\close.png"
inkscape:export-xdpi="72"
inkscape:export-ydpi="72">
<defs
id="defs821" />
<sodipodi:namedview
id="base"
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1.0"
inkscape:pageopacity="0.0"
inkscape:pageshadow="2"
inkscape:zoom="0.98994949"
inkscape:cx="137.59547"
inkscape:cy="108.86386"
inkscape:document-units="mm"
inkscape:current-layer="layer1"
showgrid="false"
inkscape:snap-bbox="false"
inkscape:bbox-nodes="true"
inkscape:snap-page="false"
inkscape:window-width="1920"
inkscape:window-height="1027"
inkscape:window-x="-8"
inkscape:window-y="-8"
inkscape:window-maximized="1" />
<metadata
id="metadata824">
<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>
<g
inkscape:label="Layer 1"
inkscape:groupmode="layer"
id="layer1">
<path
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id="path1372"
inkscape:connector-curvature="0"
sodipodi:nodetypes="ccccccccccccc" />
</g>
</svg> | |
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} | Generate code for a svg of a a small vintage suitcase resting beside a 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="#f8f1e1" d="M0 0h96v96H0z"/><path fill="#f9f6e2" d="M51 46H41v-3q4-2 10-1z"/><path fill="#937455" d="M40 42v3h10l-10 1 13 1v3q-9-2-15-1l-1-3h-5q2-2 6-1-1-3 1-4"/><path fill="#664b38" d="m53 45 4 2 1 20 7 1v1q-2 21-2 0-6-1-7 3l-15 1 1-2 12-1 1 1 1-10-2-10v-3l-13-1 10-1v-4q-6-1-10 1l-1-1 1-2h10z"/><path fill="#ce9c71" d="M53 45h11q-1 10 2 22l-1 1-7-1-1-20z"/><path fill="#674f3f" d="M33 47h5l1 3q-3 11 0 23-6 0-9-3-1-13 3-23"/><path fill="#7c5d41" d="M39 50q6-1 15 1l2 10-1 10-1-1-12 1-1 2h-2q-3-12 0-23"/><path fill="#423e36" d="m75 64-1 7q0-4-2-5 0-2 3-2"/><path fill="#8c8878" d="m72 66-7 3v-1l1-1z"/><path fill="#888074" d="M75 64v13l-1-6z"/></svg> | |
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"path": "462ca2b93c6b9ad66d24ef393998f8b87c7fcca140f367006b03aabba0a42b70.png"
} | Generate code for a svg of a a close up of a black and white logo with the letter c | <svg width="24" height="24" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M18.75 4C20.55 4 22 5.46 22 7.25v9.5c0 1.8-1.46 3.25-3.25 3.25H5.25A3.25 3.25 0 012 16.75v-9.5a3.25 3.25 0 013.07-3.24L5.25 4h13.5zm-8.13 4.6C8.22 7.22 5.5 8.85 5.5 12c0 3.14 2.72 4.77 5.12 3.4a.75.75 0 00-.74-1.3C8.48 14.9 7 14 7 12s1.48-2.9 2.88-2.1a.75.75 0 00.74-1.3zm7.5 0C15.72 7.22 13 8.85 13 12c0 3.14 2.72 4.77 5.12 3.4a.75.75 0 00-.74-1.3c-1.4.8-2.88-.1-2.88-2.1s1.48-2.9 2.88-2.1a.75.75 0 00.74-1.3z"/></svg> | |
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Ph95Ne+PGDTLBL7+/SrEmMQQAB6sYYG1tviIvxn3/2mAw3Lx5E+IrAgAkJiYy/MAkRgsKAIA+oFKv15OpVxAE/LI6LlomcNan9pe1BbHiZ9YpyXzSlpYW6PYdOh6Jz2C6oFlZWdB5m5qayCSTi/j//v1EudCmInFumW+sTQ4X/mpLHJ9E447j+KVLlzz/bh5A5ev1DUwXVKVSQU/EDQ4OkowgHB8u/O2uJLmQBzcSRK+1ieHBv/l+/NI8gku6urqgAwTJZDKG95AA8wVFEGTVqlXQ2c+ePUsyZWqE6H/WpsTKg130qX1gbW6s5PePJ4aJya6ROHfuHMmUjuTm5pIJseZfmC4ooBD8EgDQ09NDfgQ7Plz4p7rU3FgJAERied/aqkz5f+xIkAnJ9lo6OjqgJ5AAAIWFhdB5fQYLBE1JSaFyBvWpU6fIT1LLRPx/fzwpL1ZCcfwSwtot2WG/qFKRGVSyYrFYvvzyS9Jfgz2hoaFkYgD6HRYIiiDIunXroLMPDw83NzeTTy8W8F7fmZQeJV5uoAfjlxDWPpohf+XRWI/a28bGRiqRE9euXcvkrUiLsOAWAQAlJSVUnpbq6+vVajX59JJg3r/tTIqRCx70Zggdo8/agriQn1epPPp809PTZ86c8SDDchAEKS0thc7uS9ghqEKhIHlkByEGg+HYsWMerUYLkwS9vjNZIuA5tMU4vdbGhwf/y7b4IHez7bZgGHb06FHoyCsAgOzsbKWS1CCr32GHoACAyspKKtm7u7u/+eYbj7IkKoSvbU1YjECz/A891ooFvH/ZlhBCuldk5fz58xQP4KL4ZfoS1giakZERHx9PpYT6+npPl/yUp8kfL1Lae7cIZWt/sjE2UeHZjsqenh7yY2eEqFQq6Pk538MaQQG1cykBABaL5cMPP3S7pc6O5ytik5QiGy+Jxy+BzXWS1lakhz6WE+bRzUxMTBw5cgQ6KJCV6upq5g9/LsImQfPy8iguvdFqtYcPH/Yo8qiAj/x8SzwPcdbvseKxtXIR/+Amz5ZjT01Nvf3229Cb362oVKrVq1dTKcHHsElQBEFqamooFjI9Pf3BBx94dMpvZoxkR+Hyht5m/BLO2hcqY+Skp4sAAPPz84cPH6YeCnnbtm0sqj4BuwQFAGRlZVFf3zAwMPDJJ594lOXp9TGhtj65G3V3bW1WtPixXA82UprN5nfffXdmZsaje3YkIyODymCIX2CZoACAnTt3Ul/CeO3aNY9G70OE/B+VRdE1w7l/Q6xHldixY8egzyxdhMfjPf744xQL8T3sEzQ6OnrDhg3Uyzlx4oRHh6zVFERESAU2Y0SezRUtplmTJF0V58F26kuXLrW2tpJP74zKykqG748jhH2CAgC2bNlCfZwZRdGPPvqI/MOogI/8oCTK3cime2t/VOrmDCdbJiYmTp065dkHI0KhUGzdupV6Ob6HlYIKBIK6ujrqD/tjY2NfffUV+fRbVitlQr4rN91ZmxUjXhVPtvrEcfzo0aPU43MjCFJXV8fkGIsuYKWgAIC0tLSNGzdSL6exsXFwcJBkYpGAt2W10kk7TsraHUUehKK4fPkyldV0i1RUVDB/a4cz2CooAGDbtm0U55YAABiGffLJJ+SHvr9XoHQcdSfqrRNYKxXyKjJDSb6RXq/3qHZ3Rlxc3Pbt26mX4y9YLCifz3/mmWeoxxUaHh6+du0aycTxClFWbAiZuSJHayuzwoPdhfFe5MKFCxTH5AEAIpHomWeecXuqBJNhsaAAAKVSuWfPHuoPo6dPnya/OGhDdhjcDOfG7DCSb6HVaknu+HMBgiB79uyJiIigWI5/YbegAICcnBzqTZhGoyEvRHlG2MO/ejDDKRcFrUogGye2qamJymo6KzU1Nbm5uRQL8TusFxQA8Oijj5aVlVEs5B//+AfJ/nJsuDAuXOTpDGdRsozMNmIAgMVi8WgSgZCSkpJNmzZRLIQJBIKgAIAnn3ySyuZPAIBWq71+/TrJxIVJUk9nOAuS3Eeos3Lr1i3og3St5Obm/uAHP6BSAnMIEEF5PN7TTz+dmZlJpRDyERDyEmRET5uuZjjz4sm27+R7bISkp6c/++yzrNhvRIYA+RgAgKCgoOeff57KUtzR0VGSY6KZKoldC27fd19urSSYl6AUkSl5YWHhzp070B8hPT193759rO622xE4ggIABALB/v37qfQMWlpayCRThYvEAp5NO048w7lobVKkmORIQ2dnJ/R65JycnP3797N0xsgZASUoACAoKOi5556D3qZ88+ZNMnvrEATEKURLz5jET59L1iZGkKo+AQBdXV1wd75mzZq9e/dCH8/HWAJNUAAAn8//4Q9/uHnzZojxUbVaPTo6SiZlrPU0MCcznAAskzU2jNTGIxzHISJ5IwhSXV29e/duhgdShCMABQUAIAiydevWPXv2QNQoJBWJWoziRGJePlJOqtmdnp72tP8uEAh27979ve99j13r5MkTmIJaKSoqOnTokKdTKQMDA2SShYcISM5wAgDC3B2zacXTVckRERGHDh1as2aNR7nYRSALCgBQqVQ///nPPfoVklzFLBXzASA1wwlwXCoiJahHgRSLiopeffVVhh+BQJ3AGY9whlAo3LNnT25u7qeffkpm+cXMzIzFYnH7PCeyBh1ZwsWJhkAkIFURTExMkEkmkUiefPJJVsSmo07gC2qlsLAwLS3txIkTbg9XwDBMrVYrFArXyQR83gM/XZ3D+eAyyUlOMmcZ5ufnP/HEEzIZ2XkptrNSBAUAyGSyp59+uqSk5PPPP3ddV2m1WreC8vnIg6rS1emxwCqugFzoJY1G4+JqZGTkrl27mB+0m15WkKBWMjMzX3vttebm5nPnzjnrMpNZScRHkIdVpo2fNq08bnOYdhCfVBPv7AlEKpVWV1eXl5cH5ECSa1acoAAAPp9fUVFRXFzc2Nj4zTffwK0LDuIjS2YSP30u/YOcnwT/Y0gkkg0bNlRWVgqFnoVwChhWoqBWhEJhdXV1ZWXl1atXGxsbbcMikBk95SFg2Zj8MuyPmOeReAbFMMx2EkuhUFRUVJSWlq5YNa2sXEGtCIXCysrKRx55pLOz8/Lly93d3RiGyeXuTxdGEILe+sNr9uLySIyiW0faeTxeVlZWaWlpbm5uwKxIosJKF9QKj8fLy8vLy8tTq9VtbW1kQuIjAAF2s/bIg/+ciuu6QATZsWNHYWEh9LE7AQkn6DJCQ0NJ7mbGreNKyLKXCNxEwMPK0T20bKQOMDhBqWA79rncwWXdJo+Cj3MsgxMUEhxbauGX2nX77nxgLuDwJZygkDxYkAwAAAhONMxkay2GcVUoJJygkNgseyec5FxmLca18bBwgkJisWDEvfXFY0Fsrlq4GhQWTlBIMOviukWW6kuC506LhRMUEk5QSFBrDUrw9ElgLVeDQsMJCgmK4g5Pn/YznItXUa4GhYUTFBKz4zOowwyn9VVgrW45oOAEhQRFHw6Eup7hRHAAgBnlBIWEExQSkxl7OAoKnM1wgodXzCjXxEPCCQqJ6UENihA/hS63lqtBoeEEhcRkxpZWhzjMcNpZazRbfHhrAQUnKCRGk41z9g24vbVGE1eDQsIJConJjNmvBwXA2ebjZTZzeAInKDEWi0WtVs/Ozs7OzkZGRiYlJdklMJgsyypOohnOxWsGM0EN2t/fPz09HRERoVQqV842Yk/hBH0AjuOtra1jY2Pj4+NjY2Ozs7OLYRDXrVtHIKgRBTjueoZz0VrCGrShoeH27dvWvwuFwqioqPT0dFYfGeMNOEEfMDY29tFHHxFeGhoacnzRYMQAcDPDuWgtoaC2xRqNxqGhofv37+fm5qakpHh054ENty0LAADMZvOJEyecXZ2cnHQMKqu31qDkDpA1GO0F1Wg0joe/4zj+3nvvQYcIDUi4GhT09/d//PHHLmKNYBhmsVjs9ljqDZYHLbzzGc7Fn3oHQZ1txtfr9e+++25BQUF1dTUbDyemnZUrKIZhPT09TU1NnZ2drjcNicVix53yeqMZuNont8xancH+TOWQEKdHyuI43tbW1t7enpqaWlRUlJOTs5L3ea44Qefm5u7du9fT09PR0eHYyBKSlpbm+KJObyEYZlp0E7dLbC+oVCqNiopyUW3jON7b29vb2wsAiIiISE5OjouLi46OViqVoaGhjsck4DiOomjghQAPHEFxHO/u7lar1SKRSCwWIwiCYZjBYNDpdBqNRq1WT01NjY6OQgS6eeSRRxxf1OlRJ6FvCKx1rEGtxX722WdkbmBqampqasr2GCeRSCQSiRZDNRmNRp1Ox+Px8vPz169fn5ycTKZYVhAIglosltbW1gsXLpCMr+kRa9euJTzaRmdAHULfON15TChoeXl5a2sryYDOdhgMBoPBYPcihmEtLS0tLS2JiYlVVVV5eXkBEBccYfWebRRFr1y50tDQQCayJgR5eXmEpwWbzFjNoXPEeeyVQAAAiTEh7/2P9Y5pdTrd+++/39/fT8O9OhATE1NVVVVYWMjqEDpsFdTak6ivr/eSmkqlsqqqqqSkhLASmp03PfXLizYvIA5eLi8tTHj0d8RRQzAMu3r1anNz8+joKPQJSS6IiYlh9amyrGzih4eHP/3003v37tFbbHBwcE5OTnZ2dkpKilKpdNE+anVm8DC8MgDA2QznorULDp2kRXg8XllZWVlZmdlsvnfvXldX140bN2xD7VFkfHx8cHAwKyuLpbFFWSmoUqlUqVQ0ChoTE1NZWVlYWEgy1qFWb14Mr0xw2cFagwFFLXiQyzjLAoEgPT3dOtt59+7dxsZGt+NfZNi8efOWLVsoFuJHWCmoSCSqra3V6XTt7e0Ui1IoFDU1NQUFBR71J7Q69OE8PNmdxwt6c6iU1GlJCIJkZGRkZGQMDQ2dPHmSyhMqn89n+6HcLH58rq6uppIdQZCNGzf+8pe/LCws9LS3u6AzExyN5PLYY63OaSvvjISEhJdffvmpp56CjmGLIAjbD5Zl8d17ekKXLRKJhMrx3Vqd4xiTFcR+xOnh2mXNghnijRAEKS0tTUtL++CDDzw6RckKiqJ9fX2EEw1sgcU1aE9PD1xGpVL5yiuvUDlcfn7B5HCE1+IoPW57hNfiscdwglqxnigHd9L4iRMnjEYj9Fv7HbYKajabv/zyS4iMERERBw8ehK59zSh2d3C+99682wNk7axt754eGluADnMnFAr379+fnZ3tacaRkZE33nhjbm4O7n39DivHQU0m05EjRzo7Oz3NKJPJDh065PYMJDvmNKbvbk+1d0139s3dG9YuxbFx/eCKEKQQBvPT4mW56WFFOcrCLKVI6NnQj9lsfvvttyGGLyQSSW1tbUFBgacZ/Q77BJ2YmDhy5AjJQ7Nt4fF4P/nJT8gvBzYYLRcuj5y9dP9Wz+yymo9orsj5Vce0D1IEC3jFqyK3PhJXXhBF5hgQKxqN5k9/+hPJZS52ZGZmbtu2LSEhASKvv2CToAaD4cKFC9988w2KetwjBgBs3bp18+bNZFIaTZbjp/s+Pt1n8+DoZq6IirWxUZJnd2ZsLo8jOZbQ09Nz+PBh6F9ccnJyWVlZfn5+cDCpYS//wg5B1Wp1U1NTc3OzXq+HKyE2NvbVV18lM5vSN6R5/c/X748tPPi3KzPptLYoR/nfXyoKk5GS5vjx45cvXyaT0hnWabPc3NzMzEwmb9ljtKAmk6mjo6OlpaWrq4viPPVTTz1VWlrqNtnw+MLLrzdqtGYbe4jnirxhbUqc7M+/Xi8m8WA6OTn5+9//3m0yMiAIEhUVlZSUFBcXV1payrRxU2bdDQDAbDYPDw8PDAzcvXu3t7fXbIYfnbGF5BLJ9453abRmANzvhnM+9+5mXt5FlIf+4fkT5wd+VON+2DIyMjIkJGRhYcFtSrfgOD4+Pj4+Pg4AQFGUaUfhMEtQFEV/+9vfOjvjlQokd030D83brJN3Gu/Te9b2DZLt/cjlcloEteX8+fOlpaUikYjeYqnArHHQ7u5ub9gJACDZr8pKDnM76u52D6ftDKd97odlPMjpcC07NYzeT+QROp2ura2N9mKpwCxBW1pavFSytQlzy7O1WVLJw1bFk7kiWqxNjpNtfzSRzH2iKOqlhbDe+xXAwSBBURTt6OjwUuHd3d1kksVGSn73T2WyEIG9PiTmiihamxgj/c//ViIMJjV039PT440aFADQ39/vpUYMDgYJOj09TVeXyJFr166RLDw3Q/H2bzauzlI6uOVQ6dFn7eb18W++XhGlEJP8OE1NTSRTegqO44ODg14qHAIGCTo1NeW9wjUazfnz50kmjo2S/K9/rfjVwTWqKMnyFXWOblG1Njct7E+/Wv/PLxVJxGQ7rHfu3PFS9JGgoKDw8HDa+15UYFAvfnJy0qvlX7x4MSsri+RUJ4KA6oqEqvXxjddGvzg30HJr0rZvY02yPAOwuerQY3eIYx8s4FWsi93xWHJBjtKjT6HRaI4ePepRFhfweLykpKSMjIyEhITY2Fgy55D7GAYN1FvDyhmNxvn5+ampqeHh4fHxcXr3kYWEhLz88svR0dGeZpyeNXx7bbS5dexG57TegDofxXczwxkmF65ZFVleFF2+JoZ8lbmIwWB45513CIOZeYpcLq+oqCguLmbyNBJglKCO6PX6O3fu3Lhxo6Ojg67HU6lUun//fugFExYL3ntP3d0313tPPTSqHZ1YmJwxoCgGAMHckzCYHx0hiY0KSYqTpSbKs9PDE2Kl0FvVtVrte++9R/0BEUGQysrKbdu2sSIMCaMFXcRgMHz77bcXLlwwmUzUSxMIBE8++WRxcTH1oqzo9Oi81mQ0WqxhFsWiIKGQL5cGe7qazgWDg4N/+9vfaFnWWVtbW15eTr0c38AOQa1MT09/8MEHEAvtCFm9evUTTzwhl8tpKc17oCh69uzZixcv0vK0U1FRsWvXLurl+Aw2CQoA0Ov1b7311sjICC2lCYXCxx57rKKigpkLz3Acb29v/+qrr6anp2kpUCQS/frXv4begucXWCYoAGBmZuYPf/gDjcPUUql0w4YNZWVlEomErjIpYo021dDQALFRzgUZGRkHDhygsUAfwKBhJpIoFIrVq1e3trbSVaBWq62vrz979mxBQUFxcXFqaqofY26Nj49fv379+vXrGo2G9sLZGKSJfYICAFJSUmgU1IrZbLaaERoaumrVqry8vNTUVN8sjsRx/P79+52dnTdv3qTrCZsQtVrtvcK9BCsF9eojo3X1flNTk0AgSE5OTklJSUxMjI+Pl0qlNL6L0WgcGRkZGhrq7+/v6+vzzeTN+Pi4Wq1mV7xmVgpKY2wtF5jN5p6ensXd93K5PDo6OjIyUqlUhoeHy+VyqVQqlUpdr540m80LCwsajUaj0czOzs7MzExOTo6Pj8/MzPj+6R/H8YsXL7KrF89KQW/duuX7N52fn5+fn3eMFoEgiEgkCgoKsq3XURQ1mUwmk8liYdYZc83NzSUlJSqVyt83Qhb29eJ7e3vfeustf98Fi4mKinrllVcYtWzeBSzr1uE4DhdQhGORiYmJDz/80EvLSWmHZYI2NDQwarUiS+np6Xn33Xeh93D7EjY18bdv3/7www+9ESd7ZRIREbF///7IyEh/34grWNNJamlpOXr0KGcnjcTGxoaHh/v7LtzADkFnZmZOnjzJtB4xe0EQZMOGDdu3b2f+3BJrmnjrSnLuoFXqhISE1NXV5eXl+ftGSMEaQQEAOI5funTpiy++8N7euoAnPT199+7dLJpMYpOgViYnJ48dO+alw6+YCYIgoaGhYWFhEolkcRk8juN6vd560COZaIwikWjbtm3r169n1/Fz7BMUPFwoWV9fT3LOUyqVKhQKmUwWGhpqPckTPJzs0el0Wq12bm5uamqKUaGyFQpFRkZGcnKySqWKjo52vWwFRdGJiYmxsbGhoaGBgYHh4WHb3iSCIOvWrdu2bRvzV2c7wkpBrVgslqampnPnzjmeDxscHJyampqampqYmKhSqcgs9MRxfGpqamBgoLu7u6ury/EkTN8gEomKi4vXrVsXFxcHXYher+/u7r5582ZHR0dycvKOHTtYNLdpB4sFtaLX6y9evHjp0iWDwSAWi/Pz8/Pz89PS0qislENRtKur6+rVq7QcpUUSqVS6cePG8vJyGichURRlWjhFT2G9oFbMZnN/fz/tKzjHxsbq6+u9F5DHCoIgZWVlNTU11mcPDlsCRFCv0tXV9cknn3gpWJdQKNy9e/eqVau8UXgAwAlKCoPB8Omnn9Ie+U0sFr/44ouJiaQi2q1MOEE94MyZM2fOnKGrtODg4AMHDiQlJdFVYEDC9JkuRrFly5ZHH32UrtLq6uo4O93CCeoZNTU1tBx9mZ+fX1hYSL2cgIcT1DN4PF5dXR3FsQIEQbZu3UrXLQU2nKAeo1QqS0pKqJSQkJAAEWFvZcLuUVx/UVlZOTk5ad0TZ12Xbp3NslgsKIoKhUIEQcRisXU/HQBAKBTy+XyJRCKVSmUyWWpqqp8/AHvgevEcjIZr4jkYDScoB6PhBOVgNJygHIyGE5SD0XCCcjAaTlAORsMJysFoOEE5GA0nKAej4QTlYDScoByMhhOUg9H8f39cVoRXFiV5AAAAAElFTkSuQmCC",
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} | Generate code for a svg of a a close up of a blue and gray logo with a gearwheel | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 32 32"><defs><linearGradient id="a" x1="0.879" y1="34.702" x2="1.093" y2="34.702" gradientTransform="translate(4527.333 531.419) rotate(98.13) scale(130.809)" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#60baeb"/><stop offset="0.041" stop-color="#60baeb"/><stop offset="0.129" stop-color="#4fb4e9"/><stop offset="0.822" stop-color="#4054ad"/><stop offset="1" stop-color="#4054ad"/></linearGradient></defs><title>file_type_cloudfoundry</title><path d="M13.134,18.662s.488-1.85-1.633-4.234l-.071-.075a5.873,5.873,0,0,1,4.5-9.662h.137a5.873,5.873,0,0,1,4.5,9.661c-.011.012-.035.037-.071.073a5.622,5.622,0,0,0-1.634,4.237A8.567,8.567,0,0,0,16.489,2h-.978a8.567,8.567,0,0,0-2.377,16.659" style="fill:#737373"/><path d="M24.242,25.484a2.65,2.65,0,0,1,.514-.15,3.264,3.264,0,0,1,.6-.072s-.01-.067-.023-.167a1.566,1.566,0,0,0-.1-.358l-.066-.186c-.026-.059-.06-.113-.084-.159L25,24.239a5.266,5.266,0,0,1-.614-.139,4.785,4.785,0,0,1-.554-.191,2.39,2.39,0,0,1-.765-.465.561.561,0,0,1-.217-.477.409.409,0,0,1,.1-.21.655.655,0,0,1,.223-.174l-.186-.1c-.056-.03-.118-.066-.189-.1l-.234-.112c-.156-.074-.312-.149-.443-.2l-.207-.084a4.115,4.115,0,0,1-.482.034c-.173,0-.349,0-.52-.014a5.06,5.06,0,0,1-.977-.163,2.421,2.421,0,0,1-.4-.138,1.826,1.826,0,0,1-.3-.157c-.156-.114-.263-.229-.262-.345l-.236-.04c-.146-.023-.458-.065-.656-.091,0,.033-.025.065-.032.12l-.05.242a.951.951,0,0,0,.654,1.114,3.33,3.33,0,0,1,2.3,1.585c.514,1.388-1.647,2.744-4.934,2.744s-5.449-1.356-4.936-2.744A3.263,3.263,0,0,1,13.3,22.575a1.007,1.007,0,0,0,.686-1.172l-.069-.33-.439.054c-.2.022-.381.056-.524.079l-.239.04a.429.429,0,0,1-.224.349,1.941,1.941,0,0,1-.278.164,3.363,3.363,0,0,1-.384.144,3.782,3.782,0,0,1-.469.108,4.615,4.615,0,0,1-.5.068,5.123,5.123,0,0,1-1.017,0l-.058.023c-.035.015-.091.036-.147.064l-.432.206c-.156.078-.3.162-.408.224l-.136.076-.047.031a.57.57,0,0,1,.366.386c.055.155-.021.315-.163.491a2.125,2.125,0,0,1-.308.254,2.775,2.775,0,0,1-.442.235A4.789,4.789,0,0,1,6.9,24.43a.732.732,0,0,0-.067.156c-.034.095-.078.223-.124.354-.019.13-.037.263-.052.365a.578.578,0,0,0-.01.17,3.291,3.291,0,0,1,1.161.2,1.433,1.433,0,0,1,.728.5.8.8,0,0,1,.066.746,1.774,1.774,0,0,1-.661.844L8,27.807l.167.119c.143.1.323.237.534.363l.621.341a1.79,1.79,0,0,0,.226.1l.089.038a5.531,5.531,0,0,1,1.6-.386,4.694,4.694,0,0,1,.8-.019,4.336,4.336,0,0,1,.774.092,4.661,4.661,0,0,1,.7.22,4.007,4.007,0,0,1,.583.33,1.927,1.927,0,0,1,.753.954l.462.018c.278.007.649.032,1.018.013s.74-.018,1.015-.036l.452-.043a1.4,1.4,0,0,1,.237-.53,1.716,1.716,0,0,1,.193-.225,2.337,2.337,0,0,1,.224-.213A2.361,2.361,0,0,1,19,28.606a3.2,3.2,0,0,1,.667-.24,5.926,5.926,0,0,1,.752-.119,6.751,6.751,0,0,1,.792,0,5.613,5.613,0,0,1,1.618.342l.281-.156a4.964,4.964,0,0,0,.57-.351c.181-.134.372-.262.487-.367l.186-.175a2.148,2.148,0,0,1-.734-.816.9.9,0,0,1-.087-.381A.547.547,0,0,1,23.606,26a1.207,1.207,0,0,1,.637-.513" style="fill:#737373"/><path d="M11.641,10.589A3.5,3.5,0,0,0,13,13.334h0a6.165,6.165,0,0,1,1.954,4.456h0c.055,2.088-.088,4.5-.175,5.735h0c-1.118.158-1.9.532-1.9.968h0c0,.579,1.391,1.249,3.108,1.249h0c1.717,0,3.108-.669,3.108-1.249h0c0-.436-.785-.81-1.9-.968h0c-.088-1.23-.229-3.647-.174-5.735h0a6.165,6.165,0,0,1,1.954-4.456h0a3.5,3.5,0,0,0,1.359-2.745h0c-.018-2.058-1.962-3.715-4.342-3.715h0c-2.381,0-4.325,1.656-4.342,3.715" style="fill:url(#a)"/></svg> | |
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} | Generate code for a svg of a a hand-painted ceramic plate resting on a wooden table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfa" d="M0 0h96v96H0z"/><path fill="#eae8d7" d="M57 24q8 1 15 8 11-3 21 0l-19 2q5 8 5 18l4-1q-2-3 1-5l7 1v3q-5-1-2 2-6 0-11 3h10l-2 1 4 2H76l-1-1-3-11q-3-14-15-18z"/><path fill="#f0ecda" d="M72 46q-2 15-16 19-35 3-26-28 3-7 12-8 21-4 30 17"/><path fill="#e4d9c3" d="M57 24v4q12 4 15 18-9-21-30-17-9 1-12 8-4 3-6 9l-1-2q3-12 17-16l16-3-8-1q-9 0-16 3 3-3 8-4 8-2 17 1"/><path fill="#48413b" d="M39 34q1-1 4 1-3 3-4-1"/><path fill="#f5e0c4" d="M32 27 21 37q-4-1-6 2-3 9-1 21h-3v-6q-10-1 0-3l-1-1 2-1Q1 42 7 32l19-2q2-3 6-3"/><path fill="#2f2b2c" d="m43 43-4-1q1-4 4 0"/><path fill="#f0a05c" d="M43 44v-1q6-7 10 2-3 5-8 3-3-2-2-4"/><path fill="#fbfaf5" d="M30 37q-9 31 26 28 14-4 16-19l3 11-7 9-13 4q-14-1-25-7-7-8-6-17 2-6 6-9"/><path fill="#dbb086" d="M21 37q-6 13 3 25l-8 2h-1q-2-3-1-4-2-12 1-21 2-3 6-2"/><path fill="#a08a74" d="M75 57v6h17l-10 1h-8q-4-1-7 1z"/><path fill="#eaeddd" d="M24 46q-1 9 6 17 11 6 25 7v1q-18 0-31-9-9-12-3-25l11-10q7-3 16-3l8 1-16 3q-14 4-17 16z"/><path fill="#a7886d" d="M24 62q13 9 31 9v1l-20-2-1 1 4 2-1 2 7 2h-5l-5-1-3-8q-5-4-10-3l-5-1z"/><path fill="#fbefd6" d="M74 79h13q3 2 0 5-7 1-13-1l6-2z"/><path fill="#fdf1d9" d="m15 64 5 1-3 2 2 2 14 7 5 1q11 3 24 0 9-2 12-12h8q-3 0 0 3l-3 1v5q-5-1-8 1l10 1v-3q4-1 4 4H68v3q-3-1-3 1l6 2-16 3 1 1H44l-2 1 28 2-11 1v3l-12-1-10 2-20-2 4-1-2-1 22-1q-14-2-26 1l-4-7 39-1-9-2-28-1 4-1q-9 2-11-6 0-2 3-1l1-7-7-1z"/><path fill="#6f5244" d="m55 72 2 1-13 4-7-2 1-2-4-2 1-1z"/><path fill="#d9b18a" d="M75 65q-3 10-12 12-13 3-24 0h5l13-4 11-7q3-2 7-1"/><path fill="#8f6d55" d="m68 66-11 7-2-1v-2z"/><path fill="#e6c5a3" d="M21 65q5-1 10 3l-1 2 4 6-14-7-2-2z"/></svg> | |
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"path": null
} | Generate code for a svg of an icon of a baseball bat with a long handle, displayed on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": "ac0c6a9c7e77b0cbd38f94702e15d107397c5b79ae5c830836c137599f2e06b4.png"
} | Generate code for a svg of a a black and white image of a floppy drive with an arrow pointing to the left | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24" fill="none"><path d="M6.75 3H5.75C4.23122 3 3 4.23122 3 5.75V18.25C3 19.7688 4.23122 21 5.75 21H6V15C6 13.7574 7.00736 12.75 8.25 12.75H13.0629C14.2245 11.6644 15.7847 11 17.5 11C18.7886 11 19.9897 11.375 21 12.0218V8.28553C21 7.42358 20.6576 6.59693 20.0481 5.98744L18.0126 3.9519C17.4114 3.35079 16.5991 3.00947 15.75 3.00019V7.5C15.75 8.74264 14.7426 9.75 13.5 9.75H9C7.75736 9.75 6.75 8.74264 6.75 7.5V3ZM8.25 14.25H11.8696C11.3165 15.2061 11 16.3161 11 17.5C11 18.7886 11.375 19.9897 12.0218 21H7.5V15C7.5 14.5858 7.83579 14.25 8.25 14.25ZM14.25 3V7.5C14.25 7.91421 13.9142 8.25 13.5 8.25H9C8.58579 8.25 8.25 7.91421 8.25 7.5V3H14.25ZM23 17.5C23 20.5376 20.5376 23 17.5 23C14.4624 23 12 20.5376 12 17.5C12 14.4624 14.4624 12 17.5 12C20.5376 12 23 14.4624 23 17.5ZM14.5 17C14.2239 17 14 17.2239 14 17.5C14 17.7761 14.2239 18 14.5 18H19.2929L17.6464 19.6464C17.4512 19.8417 17.4512 20.1583 17.6464 20.3536C17.8417 20.5488 18.1583 20.5488 18.3536 20.3536L20.8536 17.8536C21.0488 17.6583 21.0488 17.3417 20.8536 17.1464L18.3536 14.6464C18.1583 14.4512 17.8417 14.4512 17.6464 14.6464C17.4512 14.8417 17.4512 15.1583 17.6464 15.3536L19.2929 17H14.5Z" fill="currentColor"/></svg> | |
{
"bytes": "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",
"path": "8243706ed943d4b6bdab17fb46722ea91a239ee4ac19cb6e50b3b8306353e49e.png"
} | Generate code for a svg of a a black and white image of a stair with a person on it | <svg xmlns="http://www.w3.org/2000/svg" role="img" viewBox="0 0 24 24" fill="currentColor"><title>FutureLearn</title><path d="M22.081.61v7.566h-7.223v6.661H7.566v6.634H0v1.92h9.471v-6.649h7.306v-6.66H24V.61Z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a grandfather teaching his grandchildren how to play chess. | <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="#f8f3ea" d="M0 0h96v96H0z"/><path fill="#bbb8b2" d="M43 36q-2 2-1 6v4l-3-7q0-10 9-9l2 6z"/><path fill="#f9f8f5" d="M43 32q3-1 6 1-4 3-7 1z"/><path fill="#c2956e" d="M43 36q0 2 2 2l3 5q-3-2-6-1-1-4 1-6"/><path fill="#9d8e83" d="M45 38q5-1 9 2-3-1-4 2l-2 1z"/><path fill="#34353f" d="m39 39 3 7q2 3-1 6-5 2-2 6 1-3 4-3h11l1 1-2 2 4 1q0-9-8-9v-1l1-7q1-3 4-2 9 9 11 23-4 2 0 3l-4 1q-1-3 1-5-1-2-3-1-1 3 2 8H51q-1-3 1-4l1-4-5-1q-1-1 1-3h-3v4l-1 1-2-2-2 9q-3 3-6 0l4-1 1-1-5-2q2-4-1-6l-2 5-1-5 1-2q3-2 2-5t-1 0h-2q2-9 8-13"/><path fill="#d2c8b7" d="M49 50q8 0 8 9l-4-1 2-2-1-1-4-3z"/><path fill="#e7e2d9" d="M42 42q3-1 6 1l2-1-1 7-4 1v4h-3l-1-2q3-3 1-6z"/><path fill="#d4c7b7" d="m32 57 1-5q0-3 1 0t-2 5"/><path fill="#2f2e33" d="M73 52q5 1 3 6l-3 1z"/><path fill="#d38c4e" d="M31 52h2l-1 5-1 2h-4l1-6z"/><path fill="#907e6f" d="m49 49 1 2 4 3H43q-3 0-4 3-3-4 2-6l1 2h3v-4z"/><path fill="#93928f" d="m48 60-2 1v-4h3q-2 2-1 3"/><path fill="#f4f2eb" d="m48 60 5 1-1 4q-3 0-4 3l-2-3-1-1v-2l1-1z"/><path fill="#deddd9" d="M55 61h3l-2 5q-2-3-1-5"/><path fill="#d7c3a5" d="m35 65-2 1-3-1q0-2 2-1l2-5q3 2 1 6"/><path fill="#d1d1d0" d="M38 59h3q-3 11-3 0"/><path fill="#857c7c" d="m35 65 5 2-1 1q-3-3-6-1v-1z"/><path fill="#33333f" d="m45 64-1 2q-3-3 0-3"/><path fill="#e5913b" d="M27 59h4l1 5q-2-1-2 1l3 1v1q-5 3-10 3l1-8q0-3 3-3"/><path fill="#d0c9c2" d="m73 71-6-2q5-4 0-7h1l6 3q-2 4 4 4l-1-9q3 4 1 10z"/><path fill="#38383e" d="m19 64 2 5h-3z"/><path fill="#9fa0a1" d="m65 66 2 3 6 2h-4l-24-1q2-2 6-1h10q-3-5-2-8 2-1 3 1-2 2-1 5z"/><path fill="#c7c5c1" d="M45 62v2q-3 0 0 3l1-2 2 3q1-3 4-3-2 1-1 4-4-1-6 1l24 1-46-1q5 0 10-3 3-2 6 1l-4 1q3 3 6 0l2-9z"/></svg> | |
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"path": null
} | Generate code for a svg of a black and white line icon illustrating a conveyor belt loaded with boxes and bags. | <?xml version="1.0" encoding="iso-8859-1"?>
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| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the smell of damp earth in a deep forest. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#e9e6d0" d="M0 0h96v14l-2-4-1 4-1-8-1-2-2 8-1-8-4 2-10-2h-4q-3-1-5 1l-3-1q-3-2-5-1-3 0-5 3l-1-2h-7l-7-2-16 2h-4q-3 0-3 2l-1-2-2 8-2-8H5q-2 9-1 21l-2-4-2 4z"/><path fill="#979980" d="M57 3q2-1 5 1v8q-3-1-4 1z"/><path fill="#90917d" d="m9 4 2 8 2 4-1 5-1-8-1 1Q8 8 9 4"/><path fill="#92937c" d="M44 4h-2v25q-3 0-4 3-2-11 1-20-3-4-3-8-2 4-1 10h-6V4l8-2z"/><path fill="#474943" d="M29 4v10h6l-6 2 1 1 3 17q1 2 3 1 0-2 3-2l-1 3-3 23h-5l3-8V37l-4-11-4 26q-1-6-3 0V15L21 4q3-3 8 0"/><path fill="#9a9b84" d="M58 21q-3-4 0-7 4-2 4 4l-1 4q-1-2-3-1"/><path fill="#4f5048" d="M74 4v14l10-2 1-3q-12-1 0-1l-1-6 4-2 1 8 2-8 1 2 1 8v3q-2 1-2 5v5l2 1v20l-1 12-2 5q-2-1-1-3V44q-2 3-1 8-4 9-1 21l-7-2-4-14-7 2v-1q2-10-1-19l-2-3-4-11-4-4q2-1 3 1l1-4q0-6-4-4v-1q1-2 4-1V4l3 1v10q1-1 4 1-1-6 1-12z"/><path fill="#8f9079" d="m74 4 10 2 1 6q-12 0 0 1l-1 3-10 2z"/><path fill="#a4a68c" d="M65 5q2-2 5-1-2 6-1 12-3-2-4-1z"/><path fill="#707263" d="m42 29-3 4q-3 0-3 2-2-10-1-19-3-1-5 1l-1-1 6-2q-1-6 1-10 0 4 3 8-3 9-1 20 1-3 4-3"/><path fill="#979981" d="M66 16q7 2 1 5v7q-2-6-1-12"/><path fill="#a1a289" d="M44 4h7l1 2q3 7 0 13l2 4-4 17-1-6-1 1-2 11q2-22-2-42"/><path fill="#4a4c45" d="M9 4q-1 4 1 10-4 5-3 12L5 52l-1 7v-6Q1 38 4 25 3 13 5 4z"/><path fill="#9c9c83" d="M17 4h4l1 11q-3 3 0 6l-4 3 2 3q0 7-7 7l2-22q1 2 4 1-5-4-2-9"/><path fill="#a4a38a" d="M36 35q-2 1-3-1l-3-17q2-2 5-1-1 9 1 19"/><path fill="#636358" d="M44 4q4 20 2 42-1 8 1 17h-5V4z"/><path fill="#a8a793" d="M93 17v11l-2-1v-5q0-4 2-5"/><path fill="#b7b69b" d="M12 21 8 48Q6 36 7 26q-1-7 3-12l1-1z"/><path fill="#606155" d="m57 3 1 10v1q-3 3 0 7-2 0-2 3l1 20q-1 8 2 16l-6 2-1-56q2-3 5-3"/><path fill="#9d9e85" d="M83 22q-4 6-3 13l1 18 2-22 3 15q-1 9-10 11l-3-35q2-3 5-2 3-1 5 2"/><path fill="#7e7f6c" d="M22 15v22l-2 30q-4-3-8-2v-5q-3-10-1-21 0-3 2-3v-2q7 0 7-7l-2-3 4-3q-3-3 0-6"/><path fill="#505249" d="M17 4q-3 5 2 9-3 1-4-1l-2 22v2q-2 0-2 3-2 11 1 21v5l-8 1q1-2 4-1V48l5-32-2-4 2-8 1 2q0-2 3-2"/><path fill="#eeecd8" d="M96 14v82H0V25l2-4 2 4Q1 38 4 53q-3 8 0 15L3 87q-1 3 2 5l73 1 13-1 1-22-2-5 2-5 1-12q3-8 0-14V14l1-4z"/><path fill="#454642" d="M88 52q-1 4 1 10-1 2 1 3l2 5-1 22-13 1 7-2q-12-1 0-2 3-4-1-6l1-2 2-8q-3-12 1-21"/><path fill="#c1bea3" d="m80 71 7 2-2 8q-8 0-8-6 0-3 3-4"/><path fill="#3a3c3a" d="m76 57 4 14q-3 1-3 4 0 6 8 6l-1 2q4 2 1 6-12 1 0 2l-7 2-18 1-55-2q-3-2-2-5l1-19v-2l8-1q4-1 8 2 0 6 5 11 5 2 6-3-5-8-2-16h6l1 4h11q3 2 6-1l6-2 3-1q3-3 7 0z"/><path fill="#90917c" d="M47 81q0 2 3 2-3 3-4-1z"/><path fill="#53554c" d="M22 37v15q2-6 3 0l2-6v10l2 3q-3 8 2 16-1 5-6 3-5-5-5-11z"/><path fill="#8c8e78" d="M7 26Q6 36 8 48v17q-3-1-4 1v2q-3-7 0-15v6l1-7z"/><path fill="#7a7b69" d="M38 36q-1 5 2 9l-2 9 4 2v7h-6l-1-4z"/><path fill="#7c7d67" d="M89 62q-2-6-1-10-1-5 1-8z"/><path fill="#adac92" d="M12 60V40q3 9 0 20"/><path fill="#7e806c" d="m66 36 2 3q3 9 1 19l-1-13v12h-3l-2-21z"/><path fill="#bcbd9f" d="M93 34q3 6 0 14z"/><path fill="#9a9a82" d="M13 36q2 0 2 2 0-3 2-3v23z"/><path fill="#999a83" d="m58 21 4 4 4 11h-3l2 21h3V45l1 13v1q-4-3-7 0l-3-27-2 12-1-20q0-3 2-3"/><path fill="#8c8d78" d="m54 23-1 39q-3 3-6 1-2-9-1-17l2-11 1-1 1 6 2-1z"/><path fill="#93947d" d="M42 29v27l-4-2 2-9q-3-4-2-9l1-3z"/><path fill="#828370" d="m62 59-3 1q-3-8-2-16l2-12z"/><path fill="#92937c" d="M30 59h-1l-2-3V46l2-20 4 11v14z"/><path fill="#898b75" d="m83 22 3 6 3 12-3 6-3-15-2 22-1-18q-1-7 3-13"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a stack of well-worn hiking boots resting in a corner. | <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="#fbfbf5" d="M0 0h96v96H40V78h8q5-1 5-6l2-2 6-3 2-4-2-11q-5-4-8-1l-4 7-2 1-1-8q-4 0-7 2h-6l-1 8-6 3q-6 1-4 7h-5v5q-9-3-17-2z"/><path fill="#33291f" d="M53 51q3 0 3 5h4v4q-6-2-8 4l-3-1v4l-7-1q-3 2-1 3h-6q-3 3 1 5l12 4h-8v18h-3l-2-15 4-4-16-4q-1-9 3-1l6 1q-1-3 2-5l11-5 2-4 2-1z"/><path fill="#483f2f" d="m39 53 4 3q-4 2 0 3-6 6-14 8l-3-3 6-3 1-8z"/><path fill="#665e49" d="M53 51q3-3 8 1l2 11q-5 2-8 7l-2 2q-6-3 0-6-4 0-1-2 2-6 8-4v-4h-4q0-5-3-5"/><path fill="#24221f" d="m63 63-2 4-6 3q3-5 8-7"/><path fill="#5e5b46" d="m47 59-2 4-11 5q-3 2-2 5l-6-1q-4-8-3 1l-1-2q-2-6 4-7l3 3q8-2 14-8-4-1 0-3l-4-3q3-2 7-2z"/><path fill="#514f3c" d="M52 64q-3 2 1 2-6 3 0 6 0 5-5 6l-12-4q-4-2-1-5h6q-2-1 1-3l7 1v-4z"/><path fill="#2e201d" d="M0 74q8-1 17 2l3 20H0z"/><path fill="#d4a47e" d="m22 71 1 2 16 4-4 4-2 1v14H20l-3-20v-5z"/><path fill="#755340" d="m35 81 2 15h-4V82z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a toy police car zooming across the floor. | null | |
{
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"path": "04ca5aeff17a45938b9b10f9446e5db240e2856bf99de091c3385797e5ac1942.png"
} | Generate code for a svg of a a black and white image of a magnifying glass | <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 15 15" style="enable-background:new 0 0 15 15;" xml:space="preserve">
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"path": "emoji_u1f469_1f3fc_200d_1f9b1.png"
} | Generate code for a svg of a woman: medium-light skin tone, curly hair | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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} | Generate code for a svg of a a close up of a black and white silhouette of a person | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 283.46 83.77"><defs><style>.cls-1{fill:#1d1d1b;}</style></defs><title>Desert</title><g id="Water"><path class="cls-1" d="M347.47,134.29c-22.81,0-43.06-9-61.9-27.65l-2.11-2.08V70.49l12.13,12c16,15.82,33,23.53,51.89,23.53,24.25,0,48.69-12.08,74.57-24.85,26.2-12.94,53.28-26.32,80.88-26.32,22.81,0,43.05,9,61.88,27.64l2.12,2.08v34.07l-12.13-12c-16-15.82-33-23.52-51.89-23.52-24.26,0-48.68,12.08-74.57,24.84-26.2,13-53.29,26.33-80.86,26.33Z"/><path class="cls-1" d="M347.46,81.64c-22.8,0-43-9-61.89-27.65l-2.11-2.09V17.82l12.13,12c16,15.85,33,23.53,51.89,23.53,24.25,0,48.68-12.06,74.56-24.84,26.2-12.95,53.29-26.32,80.87-26.32,22.83,0,43.07,9,61.9,27.63l2.12,2.1V66L554.8,54c-16-15.84-33-23.53-51.89-23.53-24.26,0-48.69,12.07-74.57,24.85-26.2,12.93-53.29,26.31-80.86,26.33Z"/><path class="cls-1" d="M347.47,29c-22.81,0-43.06-9-61.9-27.63L283.46-.76V-34.84l12.13,12C311.62-7,328.59.66,347.48.66c24.25,0,48.68-12.08,74.56-24.85,26.21-12.93,53.29-26.33,80.87-26.33,22.83,0,43.07,9.05,61.9,27.66l2.12,2.08V13.3l-12.13-12c-16-15.82-33-23.53-51.89-23.53-24.26,0-48.68,12.06-74.57,24.84C402.14,15.58,375.05,29,347.48,29Z"/></g><g id="Desert"><path class="cls-1" d="M282.14,83.77H.76A13,13,0,0,1,8.42,67.23C41,55.12,70.88,38.63,100.82,21.17c16.85-9.84,34.52-20,54.44-21.07a15.06,15.06,0,0,1,2.05-.1,13.12,13.12,0,0,1,2.48.2C179.29,1.89,193,16,206.33,29.28c19.81,19.61,40.32,33.63,68.46,38C283.28,68.54,285.11,77.26,282.14,83.77ZM19.87,75.41H170.41c-9.92-8.69-21.52-18.52-23.68-27.47-2.26-9.34,3.8-19.63,13.33-35.87C135.49,12.07,76.14,47.75,19.87,75.41Z"/></g><g id="Hills"><path id="Country" class="cls-1" d="M-130-30.17A130.62,130.62,0,0,0-222.84,9c-1.21,1.23-2.66,3.55-4.24,4.23-1.85.84-3.69,1.72-5.51,2.68a97.7,97.7,0,0,0-10,6.05,95.84,95.84,0,0,0-17.34,15.47A94.94,94.94,0,0,0-281.14,78.9a101.2,101.2,0,0,0-2.32,22.36c0,6.93,8,10.47,13.73,11.76a53.91,53.91,0,0,0,12.28.9H-43.29c7.15,0,14.3,0,21.45,0,7,0,16.66-1.82,20.64-8.36C.17,103.33,0,100.91,0,98.41q0-5.8-.62-11.56a129.35,129.35,0,0,0-12-42.91A131.31,131.31,0,0,0-72.94-17,129.73,129.73,0,0,0-130-30.17Zm-128.59,130a69.94,69.94,0,0,1,21.19-50,70.37,70.37,0,0,1,53.24-19.65A69.58,69.58,0,0,1-148.8,42.59a71.76,71.76,0,0,0-26.87,40.35,73,73,0,0,0-1.9,12.66c0,.37-.15,4.2-.15,4.2h-80.86Zm105.78,0A46.66,46.66,0,0,1-131,60.56a46.56,46.56,0,0,1,48-.67A46.69,46.69,0,0,1-60.34,95.64a41.23,41.23,0,0,1,.2,4.16H-152.8Zm117.52,0A71.94,71.94,0,0,0-82.9,32.61a71.32,71.32,0,0,0-21.25-4,71.71,71.71,0,0,0-14,.92c-1.19.2-2.37.41-3.56.69-.58.11-1.17.25-1.73.39-.81.19-.81,0-1.37-.57-1.55-1.43-3.17-2.81-4.81-4.12A94.61,94.61,0,0,0-176.94,5.83,105.58,105.58,0,0,1-79.52,7.65,106.09,106.09,0,0,1-27.78,75.3a104.8,104.8,0,0,1,2.89,24.5Z"/></g></svg> | |
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} | Generate code for a svg of a a purple butterfly fluttering through the garden. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96h-9q3-7 2-15l-1-1-3 4-1-2v1q-6-3-7 2 3 3 7 1l-1 3-4 5-2-2q1-6-2 0V73h3l-5-5 1 4-2 4q3 6 0 13-3-3-4 0l-3-2-1 1 3 8h-2q-1-6-4-9 1-10-5-16v13q2 5 1 12h-1l-1-5q-4 1 0-2l-6 2 2-6V71q-3 2-4 6l-4 13-4 2-2-3-1 7h-4q5-9 4-19-3 0-3 2l-4-5q-1 2-3 1l-3-5q-6-2-10-1v4l-1 2q-3-1-4 2-1 6 1 12l-1 1H6l4 3q-3 2 0 3H0z"/><path fill="#8e41af" d="M60 27h3q-2 6-7 11v4q-4 9-9 0-1 5-6 4l-9-16q3-2 8 0l7 7z"/><path fill="#d062df" d="M66 58q2 0 1 2z"/><path fill="#bd6ed6" d="M75 60q3 1-1 4l-2-2q0-3 2 0z"/><path fill="#db6ee8" d="M23 70q0 8-6 6l-4-3v-4q4-1 10 1"/><path fill="#c1d1e4" d="M56 96H38q2-4 6-6h-1l4-13q1-4 4-6v14l-2 6 6-2q-4 3 0 2z"/><path fill="#e28fe0" d="m67 79-3-4h3z"/><path fill="#e677de" d="M84 75q2 0 1 3-4-1-1-3"/><path fill="#c1c0df" d="m79 94-3 1q-3-5-2 1h-7l-3-8 1-1 3 2q1-3 4 0 3-7 0-13l2-4-1-4 5 5h-3v19q3-6 2 0z"/><path fill="#ae58cf" d="m12 75 4 2 2 4q-3 6-4 15h-4q-3-1 0-3l-4-3h2l4 3 1-6q-3 0-4 2-2-6-1-12 1-3 4-2"/><path fill="#e3e2ee" d="m23 70 3 5q2 1 3-1l4 5-4 5-5-1-2-3-2 2h-1l-1-1-2-4-4-2 1-2 4 3q6 2 6-6"/><path fill="#b276db" d="M67 79q2 0 1 3-2-1-1-3"/><path fill="#f095e0" d="M24 83q-3 2-4-1l2-2z"/><path fill="#acafd3" d="M19 82q1 3 4 1l5 1-1 12h-6l-2-4q3-3 2-6l-4 6z"/><path fill="#d778c4" d="m39 84 2 3-1 3z"/><path fill="#db67e4" d="M84 83v3q-4 2-7-1 1-5 7-2"/><path fill="#b0bdde" d="M87 96h-6q0-4 3-6l-1-1 1-3v-4l1 2 3-4 1 1q1 8-2 15"/><path fill="#b5c8e1" d="M65 96h-8q1-7-1-12V71q6 6 5 16 3 3 4 9"/><path fill="#d1afdb" d="m8 90 1-1q1-2 4-2l-1 6z"/><path fill="#c972de" d="M32 96h-4l1-12 4-5q0-2 3-2 1 10-4 19"/><path fill="#9073c6" d="M43 90q-4 2-6 6h-2l1-7 2 3z"/><path fill="#a662c3" d="m18 81-1 10 4-6q1 3-2 6l2 4h-8q1-9 4-15"/><path fill="#8f83d3" d="M83 89q-3 2-3 6h-7q-1-6 2-1l3-1z"/></svg> | |
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} | Generate code for a svg of a a black and white photo of a book with a ribbon | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 28 36"><path d="M24 0H4C1.79 0 .02 1.79.02 4L0 36l14-6 14 6V4c0-2.21-1.79-4-4-4zm0 30l-10-4.35L4 30V4h20v26z"/></svg> | |
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"path": "9d7a1ef124e3a86ac387a97d514f57234bd40adda3d7bc59ffcf916e347fb0f9.png"
} | Generate code for a svg of a a blue bird with a long beak is sitting on a white background | <svg width="12" height="11" viewBox="0 0 12 11" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M10.7578 3.0625C11.2266 2.71094 11.6484 2.28906 11.9766 1.79688C11.5547 1.98438 11.0625 2.125 10.5703 2.17188C11.0859 1.86719 11.4609 1.39844 11.6484 0.8125C11.1797 1.09375 10.6406 1.30469 10.1016 1.42188C9.63281 0.929688 9 0.648438 8.29688 0.648438C6.9375 0.648438 5.83594 1.75 5.83594 3.10938C5.83594 3.29688 5.85938 3.48438 5.90625 3.67188C3.86719 3.55469 2.03906 2.57031 0.820312 1.09375C0.609375 1.44531 0.492188 1.86719 0.492188 2.33594C0.492188 3.17969 0.914062 3.92969 1.59375 4.375C1.19531 4.35156 0.796875 4.25781 0.46875 4.07031V4.09375C0.46875 5.28906 1.3125 6.27344 2.4375 6.50781C2.25 6.55469 2.01562 6.60156 1.80469 6.60156C1.64062 6.60156 1.5 6.57812 1.33594 6.55469C1.64062 7.53906 2.55469 8.24219 3.63281 8.26562C2.78906 8.92188 1.73438 9.32031 0.585938 9.32031C0.375 9.32031 0.1875 9.29688 0 9.27344C1.07812 9.97656 2.36719 10.375 3.77344 10.375C8.29688 10.375 10.7578 6.64844 10.7578 3.39062C10.7578 3.27344 10.7578 3.17969 10.7578 3.0625Z" fill="#0764E3"/>
</svg> | |
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"path": "db63a087a9c3ca39449ad9143f1e996feff3e02e6d07cfa4f4b3c452e67d9003.png"
} | Generate code for a svg of a flag of the australian and new zealand | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 512 512">
<path fill="#0021ad" d="M0 0h512v512H0z"/>
<path fill="#1c8a42" d="M0 0h512v512z"/>
<circle cx="256" cy="256" r="62" fill="#ffc639"/>
<path fill="#1c8a42" d="M218 228c5 6 11 16 16 13 4 0 6 1 7 3a40 40 0 0 0 35-15l1-5c0-2 3-2 3-1v2c2 0 3-3 5-5v-2c1-2 2-2 3-1l1 2h5c0-2 1-1 1-1h2c-1 8 2 8 1 13l-1 7c0 3 7 3 5 4-2 2 0 4-3 5-10 4-12 8-12 8l-2 5c-2 3-4 1-5 3v8c1 2 0 4-1 7 0 6-3 7-3 9l-1 13-15-2c3-12 2-22 2-23-1-8-13-6-14-7l-3-2-4-1-2 1c-5 1-7-4-7-4 0-1-11 1-16-1-3 2-4 6-6 6l-4-2c0-4 3-5 3-5l6-4 1-7c1-2 3-1 4-2s2-6 1-7l-5-5c-2-4 1-7 2-7z"/>
<path fill="#ffc639" d="M452 64c-2-11-28-35-46-50-5-3-8-1-7 3l6 12 3 7v5a25 25 0 0 1 7 12 52 52 0 0 0 12 16c7 5 2 17 2 24 0 5-3 4-6 4-21-20-42-20-61-26-8-1-8 3-5 5 13 14 25 23 41 31l9 5 9 8c7 5 8 9 8 10 0 8-5 15-6 18-2 9-7 11-7 11-41 27-62 34-127 26-1-1-7 0 0 3 17 5 57 14 97-5 9-6 16-4 23-8l30-17c9-4 33-10 39-14 6-1 13-2 14-7 2-2 5-1 7-5 5-1 4-3 4-3-1-4-6-5-9-8-5-1-9-2-12 0l-4 2-5-2c-13 0-11-41-16-57z"/>
<path fill="#1c8a42" d="M543 218a3 2 16 1 1-6-2 3 2 16 0 1 6 2z"/>
<g fill="#fff" transform="translate(-12 182) scale(.68267)">
<path id="a" d="M188 191l-13-12-13 12 2-18-17-2 14-10-9-15 17 5 7-16 6 16 17-5-9 15 14 10-17 3 1 17z"/>
<path d="M233 336l-13-10-14 10 5-15-14-10h17l5-16 6 15h16l-13 10 5 15z"/>
<use width="100%" height="100%" x="3" y="269" xlink:href="#a"/>
<use width="100%" height="100%" x="-112" y="123" xlink:href="#a"/>
<use width="100%" height="100%" x="108" y="85" xlink:href="#a"/>
</g>
</svg> | |
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Okay, here's a concise summary of my thoughts on drawing a construction worker:I'm drawn to the intricate and dynamic nature of construction work. I find the meticulous attention to detail, the precise positioning of elements, and the skillful use of color and texture to create a sense of precision and order. I'm fascinated by the interplay of form and function, the subtle nuances of materials and construction techniques, and the overall feeling of a working, purposeful endeavor. I'm drawn to the visual representation of the human element, the human form and the physical processes involved in building something. | {
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An0+R+1vkOfN+ll9TEeH7/7ZMJOi8lpG7n8hFx/rfDwoj8HCG7POyv+Gg3Vl2Pv/883e84x3voNwAEgDZRWdn52pWTPRr0bX8o7j8TYg/jNUeZEGYTsfrdZEGZTr7t5FdjUlp/EloNmKmlSAAyANQXlHgHfuvImP/84r755/4KujZFhFyWIvfH8P3C3KZ4NC5NiLiF3gAvPtanOVRRwQ84KzvI29A9aImq1/cIf/7keCCcf0gK57Yx7N+Rdu6s/mFrf6nEgyyji3oewRZNSpLVbbA1S/bj4XXV0+C7LIE5ADIZm6zvVSzF0BGoBC13mcb+7zPr/e1aNs7ekPn2VZ58kz6hqB+SNRfyfbJtoP6DtH5Sq/vcpYNpRFTBPIApB9bt25FLGsD8yT6BVn8OomAfnebjHxtDO9TWf4yq0LXMuDk4XdVmyQmHT16dHA0QBTrpNIQ9/A/mbVKKKK7u3vYc+1vzzLXOT8O1xTFrlR5ALoZ/LphAtU+k+O973nfF4UE/J4AiZegzbmmWygkQAIgC+TfViL/Fr/qVSl2HVJGB4+COKIwQZi1TdenrlAAvPH/IAEgWgMYhoZzYHIaU1dnpSKp+D9HXHMNZNX6BxCe8k5prSvG+edVAk6WfOcna912KxMGYRMEsQ+/AdfA20+pfoNMFPHXznnckMCWLVvuXrZsGY0SqCJkJgTgkD/i/Ru4y19m6avcXzLrnncOIi+ACcmbeCR0jhe9Vrkw+QgAr1vf6/r3rkXuZ7znLXdLoQA2bOx5EotqAqdqI39Y/1zYykJZstAWDwN4R8YE/a2gZ950dJH/s2Fqhoj6A28ipKr/C0qM9vWR9zsi4BF66sgDkCq88MILa5zVI7YL8vA1OpagYUBxWfxRhxvJ3JCc9Pl+mfUiK6aCfZjvfvr06cq/VU1I0gNAomv4NcDz6B36JrLSRQTsbaMyr5jqepvei6DEwaDvLvMUyI6D0YLKnV73v8n3k3gK1nR2diLMekdbWxslB5IHoOzkfxcn/zDleVUqGY1INO1nVJI3nQ7VRgfEj+NDpfxJUF4LX2b58/cgINDphvm+5AGwsxD5F4HwCxJTRc+rLPFP5BXAtr80dhLiS+TK10049i/+c3Ghr0r6k3lGJcdh/pQNJSFAIAFQNvIH8d+vypzVaUj+8r+88Yjm+datIaBy+UUhepm1rirnKyJzGdmrsqiRDCg6fzWKAAoBlIf8AdT9l4lXv7AVPcto5xD6fNuU8FXJwGE8kzqeQR0jhIv1IINHJTxEgoEVk6w3lJKuCRWK1IYASuS/JszY/KAG468RHkSkpm540d8RHafrTtcdh+w9h2gucdnvC+p8sYbVxbPRZVnO1RIO4ISSFBCWIvJng0LUW3Nf5CIXtW9/m9EV0KbfM2yIQObmVxkJ/jbHrw0SA0XXR/Q3g/oQz3absw0RsGrp0qUUDiAPQDLYtm3b/UHkr0pqkVnm/ri/t0H5FbVKscsaUdROT3fyHlnHBUtVZ1y0v0OUuVFhfak6ymrwBCTt/q/GEICM/HmYThTGEnkERF4B0TU1If+oXjzZnAOmXgBvdU/v53lCr0koNCg52vMeeQJIACRK/muc1V06Gawyt5asIfGFJ/3JJs/QsejDiAGdTsTbqZkSr6oj9FoMKoHAl6DRAEFihUQACYCo5A/g+RM91zo5LaJQF+Zz0CFuk5BbFE9A0HbQNMeidseNGpPCZSoDqyQEXBHwwgsvkAioMKQqBADyL83mF0utfa6UvRnyosaLjoK700QuMt19MtekaNs/rahpmEDWKeh4E/xuQ78YOXz48ODsdH7Xqm5t9EogKBoFEP9v9W4jDwJj/2UCXDbePagdRrHoTc4R9J5uvX9/3yEaquz/G7xGgKzssG47FYQfEQ6439m8g2iTBEAc5N+mS/6qGH+QGPAP+ZPNiseL4JjW+Fbt878fhuiDSFc0TWhQhykSCP7PHDhwgE2aNCnwbwaJAhIAJABMrH6O/fv3jxj6FyQGdNthWOLWJW2VuFCFA3TOLcsNgkjwuvZlExLp9i2+v7XmhRdeYJdeeimJgApBKkIAL774YitcTCaWvI7LzA/vZC6yEIAoXqjbSHU/E+Tijdo5cW9CkGtZFiOVuVbhNj158qRRDLXS3NiUA5Ac+WMbRIZhqKqRKl5hJhvO6n2WMW7eZvsK+lwYz4PIWyAT6aL+ixs5YYsNecWD5Lg1pTAtgQSAFfJHXMmd1Mc0dqUifb/rnycTeRuOKJnI72pTWcpBnYP/OG9nFbUjEr3Hi4KoOkzTOKo3GVA3UbHShAAJAHvXUPX84Hnjlf9Uyaqy/BV/28ba69mz0eZ0Rt2ocgl0kgK5da96VrwTH+n2nUF5AZIk60fgsSX6zD7SEAJAxn+brlpVeQRkYQFv1r9q7a8NIKvLHdRJiOLpJq63sO81NjZqVzwLqhDof33w4EE2a9Ys9/w630lkvWQ5LJB0CACT1lSLxS96vXfvXmHlP7/7W+YWD3r+bApurxAI+m5B/YLOdRMlKgf1S3xekyDDSDacUqcKIYw2x3hbdvHFF9PwQBIAoa1/JP2t0SX5sAD5+xP/gmbD40pbh7BlDTAoAVC3JoDJe7K/repsTMqjQgTMnj1b+Xd1X2cJLS0tiVrlss4768SvQ/54zjAhlYjcVXUxVDFykxoAYYSBSgiEDRfwfkyWPyQSGejH4PHQrTWgmq3Qd21b4QlwltuIRrOLsoUAXnrpJcT979e19KNU4PMO+5O5u4NCAEHxPplL08TdZ8MC8b5GGCBMCEB1PKwyf+lk2fdQuXmz6OIm97/5tQrzXCDpVJTMqvOcBt0rvN/U1BQb+Qfl4ej0D6qhh/52K/sM3xbNCioifJPcKt++1Y4RdxfRKAmAMIB6bIlrKl2vapYVDZGVxOUxNFmDFcX5RQ0+LhGgOhZuelVcVBYjDRJGSKLkdQF0SN2UANJOaLKZ5uJYOFFVE/EDx48fd2f+043vBxWxEr0Pz0rU9mW6LSPooMm4RH0FT2I2EQLeipK6+VKGRtg9SOImKqUQgIn1D9XYbvJAilx5OsPOvPO4i8jZ/x5f+HjaINc6n2FMNdRP9b7fxaly+at+P3f7BXUm/hnBRCEB0Tl27drFpk6dGsntHxSySGt4YOLEiYnmAGRNAIRx9Yv2eYf+6br0dUNjo0aNij0EEMXFL2tzXgHqJWL/vCX+/giAIYNS3qK+VCf2r5EL0OK8B2NuFdEpeQB0yB9Z//eYJPDpCgR/w+ETgOhMGuK3FLxzhwdlx9uy9INCDKaeAQiAoGxpVQlV2SyCWBCb5dXZwlh5Ol6DtHoFkgwBeIerpd3at3GfsY1ZLCEAVJP+6E4M5D+ejwBIkvx1LH/VPm7Jq8ode/sjb/sVzYAYpWqhICzQ7vTra4hOyQOgA8T9W3QtvrCFcmTWv6hh8mO8x/pHDcgahE1LX5bkZFJ0B6/HjBmj5ZI3tVL49ltvveUWBjKx7k09AGn0CuC68sp0cWPcuHGZtvbDeAC6urqkHjVV+xC99h8viv+bjk6IIuZNr5+oL5N5AESzmHKgL/N7AWTVCGXWv+hzvtf3OyJg/ZIlS2hUAAkAqfWP4X5rVJa+boJfUJY+j+PrxN9EFpjXAxBE/FFIXjUSIOwoALg6g7L7Ve5GVeeFAi1YJkyYYJ3k0ywGQCCIUccN3L9KIX3dfSApZP9726XI9WxagdJ7DBfGcXkBoogDVdliPsmXaHy+t/6Hf0Ig3hfi+sq8Sro1CRQhAhh1CO3eS7RKIYAg61/7IdQ5TkbmXDHrZr975w7HGq5u2fltWQBBlb1Ubv6gTgm5C1D8uu5T/7VUVQbEsnPnTqtu/qB9qr+RFGCVJ+H+T4MACOuuVrn5ZfvgVZKN1lEVrVIlDPKlubk58HvptLMwbVbnWFFFQ+9nvP2Zf1H9bn8yoIrowwhtnhCI0V1Eq+QBEFn/7cyX+GfD0peJA5n7XzSsSEaAiEnC6rPlzjex9E0nOvG/hrWD72/iltV1U/JpWlEeeOzYsbF7AHSOTcI7AAGQRCIgwitpsPCjuKxN9sFTt3v3buHY9iA3tfee+8fG+88D8leNAIjq8g/rDfBuy+oIwCDhVr5qplRROAACIGxiqW6IoLR9D6MJg8gDIMA9qo7GxCMQNJTGW/Y3SC37X/OZAvlruN1sN/aw3gQTlyQXACbzpOtYWP7P8E47aWtfZ38cHgKQSKV4AIKulYn1b3LvZPswsoQLdh1rNiiB1y/u+fsi938UL0AUb4BOf+AVmhDyXu+kyosp2+f1AqjaiIlh4BPea8gLQB4AofUvsupU8bsga0/2Ph8vqxPrD3KHo+HB6iuHpW+67beWMGxt+/btkYSEanvPnj1s3rx5g4RVDmtfNXlKVNemF+PHj3etSL871Tbwd5Ky7sNY/za9AhDqEAB+ElQ96yIvU9BxPF8lTqs/LmOBCwA+WY+3H5ElAYr6WfSL3iHCQR4+lQdA5KXw4E5nuZvolTwAHJ8I21HpNhL/bFgqleyP+YuGvXEXuo2Yn22rX2WtoKNApxdU/CesR8C73y8yoliCNqx9VVW9qJX3QM5xD/8LKwB0fpvp+3F7BZD577X+TYelyix+f/Efb/6GjtWvqtYXdjtMn4FQG++nvP2VrO+SeexEU6EH5TiF8cyWhMea0nBvQrV7ADDbn/OgrNGdK15Vb1/lCeAZrzqdrWgmL+8aDQwigBcQSZvVr8qCRv36w4cPG1k9psMC3377bXb++ee71yjIOlPts23tqzwBusf4j0d8HqVq48LkyZNDW/I2LX9Ti97EK+Ddh2RS2aQ/ss/pWPzeZ8Y/j0NWPAAA+iAeisS2d7pebGOfdxpf0TBK76I7GsD0ufP10yD/1c6ylii2ygUAn+xHx7WvmsxGRHT+zsNb/EfX3S9T4cCpU6cGXdy2iD3s8D/dbW8YQJS0ZtIZ6nReb775Jrvkkkticf3r7rdN+rIk0ylTpsQ6AgECwOT8YXJq4gwDmOyHeBSFU3RnjtStEjhz5szQHsZyb6P/8Q7/825zT59IHMjCAHyWwKBhh7p9hfe6C85zJwkAEgB4MO6UdaZBs0+JOmGdRiNyJ8qq98lEgPd9uN+4VWaLzOPwAIi8AWjoKNvLLdawGdAqrwCGcM2fP39wmJUJ8Zta+1Fj/rrDnmTH4VmIMw/AVACEEQTlFgPcHf3yyy+PKNqj2xdILM8RfxfzYvDkzTAiuNzeAPQ/osJG/tg/nwBMNUIA151PGR5UbtmCZ6ANdV+WLFnSSTRbpQLgxRdfROGf1qBhe7okrwvv5D+6xC/zAPCOCi44PsFOua1+UyEA6wflVWUdj0nHFfTe66+/zpYuXaptwduy9lWkH5XwRZ+BFwDWq47XwIS4R48e7bqrbbj/4xYDUffD9c9L1IraSZj2IXo9Z86c1BG/ifsfHgCVweQXAkEiwJsHoPr9AUl+up4B5H6RAKhiD8BqlVsvqIPWKVXphz8EEBTnF7n8RQIBs5NNmzYtEoHHFetXfQakggQo/AZVAzapA+DfBy/AwoULhxVbCSMGwlr7tmP+Qc8qRBV+rw2S9gLntR3nt2X52xQDIP4dO3YI49Umz7qqFgYy3nlNhbjIPk5vgNf6VxlN3kqAQSLAXytB1/LXGZEl+Bz6fxoNUMUC4FbVgyMjTG/n4I3ze98XPXzeIYD+yXqCMnuD1ij/Cld6nG77OEUBrCCU7tXpfEw7P+++F198kV1++eVWrf0opB/W/a8iQxB1HAWBMKQyqogoZ06AzrMEgPy9E9SEIXidJNhZs2YNK/4TtghWuTwAfFpkf8E0ETF7kwFl+QB88eYBqASBLM4vM8J8r1tRE2DJkiVdRLVVJgC2bduG7P82UQOOooplgsBbSUu3hK+uZwANBo2RZxPHncRny/3PX+N7Y2iZSASYeAWCXmO9b98+d9QBz5kI6/rXdfGHdf+begP8n0GZZYgAURggLFCoRub+j+JdSFtOAIgfQ0dlk/74Ccdk8i/vZ2H9QwCYEHqawgBw1Z8+fXoE8cvyALxhA1U+AN6DABDlAaj6gaDEP4n4gxfgAaLa6vMAtIdx9+vCLwJ45yLL8ld5AlTHQQCARNNg6et+xvt67ty5bvle25aQ/5hXX32VXXPNNZFc/3G7/6OGAIDZs2cLwwBhAbKKK86fRBhAVwyA/EXWv/9YnXh/0PPU2to6ovRvXBZ/HEIAEyMFzYwoCwl4vaP+IYPekQB8KKCN50dx31eSAKhCAeDc/JUyd57I3e8/VqPalHDGO2/MP8iqNxUISMaBIkdMvRwWfRgh4PcCIB566NChWDs+nJ97AeJ08Scx5E/lrn/22WeHJbKpzhn0N2y4/0079KRzAtB+XnnlFelzHOTOFwkEWSgANe8h0OKw/pPwAMCK59NOhyFo1ZBBXiZdx+Ol0w8rnoF2otn0Is5KgG0yUlXVv/aSeFAVuqDKZ6rjRcfI6uDzbahy1W8x2VZ1CLqf1z3uwgsvHLSKgqoA6l5n2XEvvPBCqEpyJrX9dar56Vb9M6nUJ7Lag+rVBy38WIgzb6laWYdq+v1UnzO5nkHv634O5K8qvx1U2U41PwXfvuiii4yr/Nlqa2HbuncbAlpUz0S3LcqqAvorBwb1m97+2GSmUsEz0PLiiy+2EtVWnwegPaiin0o5iuL7utaHTj6BbgKgvygQFsRrbVr0Ni39INUOtx8szddee03LuglrySDXAPXdEXbIasxfVY0OWLx4sVsEKSpwnjhj/KbHxxEGgPWPsr+ycIzIAxDkQRMdB+CZ47kUNqz/pEMCIGl40WQZ+EFWv/91kPdR1qfKrqtJUrBgP4zBLqLbKhEAW7dubVU9NKoxpt4RADqdjD8fQDfzX6Vw/edBUR2EAYKIOM6EPp14f9B75513npsLAG+GzU7QfzyKvMyYMcNNxkp7zD9MCACA1Y7RIbzOQhggoRCllG1VF0xrTgDCJaKEMtnzrqoHIEosxtTU/msZVuCWIyQAgPxh/YsS/FSJgLLEQO/xojCp9/z+UQeyftZwgiAIgPVEt1UiAJwHoNWk4wlyXao6HL+qNXFXmXgAvGNzuRcgyYQ+1WdM3luyZIk7tJFPdqR7P1Sk792Pa/TGG28MumOTJn0TwjclTe/nEVbB6IewwOdtk3rYz8clBiA2efhMle0fNMRPJmwBCM2LL75Ymtxm2/qPwzOAfBKv9S+z7GUEr/Ky8vdFAsBL/ioDSzTngOIZmEtUW10hgDaZ1WvSeciKYASNFzYd+ifzEgR5Enbv3u123Date9uWftB7yANoa2tjzzzzzIiStmEy/2XHoTrgggULYvECmBB5lKp/qmcVHhV4hHjFNlPrH89R3KV/yx0GwHMWVNBG1xsYdBzCKF5RHoXMbVv/usdBSML6l7n9/SQsu1Y6ngC/pS8idplnQHfmQA9aGaGqPAAtYV3/qg4mqHqYyp0vW/tdZKrje3p6XItGVhwoiiiIwwsgOhbuUnSaSNiz1aH5j0EJ5S1btrArrrgi0Zi/7SF/KqAE8pNPPhnK+g+anz0JURC3GIAIhDhStQvZMyxr5973kNcim/AnjhCAbeLnHrMjR44In3HZyIigNh70WRgAOgaWbr/t//uCv0lTA1eZB0BJ4Caz0KlI1FugRceaF5GWqGpgkHcAah11AfgcAbZc/ra9AEHH8tKzPGs/SghA9hnUfEeJYCRmpcH9byME4D8HvByogsjrLOha/wiPxO3+ty0ITN6Hd2nbtm2BVqvJ9xJ9HsP9/EmUcYmAOD0DSJD0Gjeqkueia6IjFrgH0CQHIGh/UOKgZ7uNqDadiGUYoHPT5/oJ0z+8RDV0zz9MTUVEQecQHWs69Mu/D646NNqww4GiHBf0m02PxVA2PpWvzhA//xAtnaFczz//vPRZCHpOZO+FPUZ1rOpzQeeAl0Nn6B9fvNZ/2O+R5qGBAMgfXiDZ0LSgIX1Bx/FtPLuXXnqp8DnXbSNR25eNtr13717Xq+hvQ0FD/1RDAoPuM68HIOovRZ8z3S/7zYTqCQG0mlj3OqECXTc6LCtvYzIJBeiECrz7UKwDowIwUZCpy9+2pW8SAvC/5uPZt27dai2xybsP1wj13+GqDXLxxxHzDxvvN+24pk+f7s65gOGPKiBWvWzZstg6xzQMDcRQUFSFDLLeRdak6njvaBaEXsph7dt8D0nFe/bs0Xbrq/Zrdfp1dcoRWjp/S3c/iYDqEwBaLuSgz/iH/+kOs4NVxbPbw1b90xUAWKPxokNHIphtl78uoZuQvew1XKnY19nZadQ56nZ2mzdvdoUGD9PI7m0YMk9iyJ/Oea688krXmpNVB+S47rrrYiHyJEIAqmP4e7jfQe08aJy66jgILS/5RxEB5RQF8CJCGAcRsGhMf5iQCX+NKok6o3hkfW5cooRQQQLAxKIPIhQV2Ym2vepWt96/ShAEufh4I+ZV9tJs6ateQwSMGjVqxOiAKF4BvoYrGLkGy5cv17YibFj5UeL9uiMB/Jb9f//3f0s/h0I18BYkHduPQxDI3kO9f14bIUxpX5lXAHjHO97hCgCbpF8u6x/9BryVsvkNdDwBMsKXjRiAgaTTjv19jir5WjaMkERBFQoA50Ho9t94WRw/iPzD1Nn3JuXJLHdTQRDkAQB4lbP58+dbzeyPYumr5kqXzc6H+QJWrlzpigDUCtC9V7oTBSEMwMvehrEkTISBLtnpVP3TBWosIPERngA/8Gzi2sbdISYZAvDvh/fjueeeU1bykxGY7Pjm5mbXw4LE2zgs/6Q9A0giRta/bhJfWA+AP5nQ2z+q6qQE1WaQFQwKO3cAoTyIay6AraIkPlWCiuwYk21Y4aJ6995j/MmBOvMAqBYU8PBW1zNNDoo72U+VIOTdBy9Ae3s7u+CCC6TXw3u8yXwBfnIwSV5SvRf0ftSkQJPzgeRFCX7vete73BCIbgdu6zuZHG967f37kUfiTfzTre/vf568x6G636pVq9i4ceOMnmubr03bY9B73GCQJSuLRiSFTQL0HwcBoOvJEyX/qpL/gvp8QpV4AIIm+lE9fDZm2gOBIUFPt/hPlNCA933UhUcDQ0cVl6UfRwhA5AnAawgAuKvhuscEJSbWv2wbrmFMCiOqgKey/MNOJ22aFKgTAlCFAiCgHnvsscF9CH2gNHK5Sv7asPZV7+HeogS0jjtfVfkPa7Tjyy67zJ1ZMujvJ+kJiGr9QxxhyKjqefW604OqAaqK/nhf85lMTer7+2cUVHkAJH1WF1FtlQsAHaK1NZEOHnS/+9qE8KOMFAC5wQ0sKxWcVAggzGvRPrhcr732Wje7HZ37mTNnItc+h5WIfAM+qZIqHKBy+euUPw1D+FHIGrF+lKaFeEK9BQiAOC2hJOcAkL3H6/2r3Pmqse3wkqB2BK+TEAfp23T5634W+ULoH5BfE1TJL+g5DpsLwMMouu1U1CcGibagPssRCyQAqkwAdDire8ISRVQhgA4ELljEI23kAJiUCUbjRiNHqV0kJKYx2c/UEwAg8YoPc3vppZdcN2ZQhxokAmEFgSxgJavIP2wuQBjyt03QV199tfscYqx6Um7QpIr++N+DqPNWsguabU5GdLhWixYtcsnfXyHRhgiI07rX+SzEIAS0TBDpPIOqZD+ZJwBhUXhUoop3lfdVgm6i2uoSAN06hGAj6U9GknDD8wlITC1/XUEg+ywye9HY0fHzyUlsDfkrlyeA74NliwUxTCz+a6zbaUJIYE4FUUZ3VJe/7jH19bg3wzsuPpJDhNramtJ7+slYyAeIAh4Pl5EBpo/1wz+/Q9wiABUQUfLZgBBGJPjBW4JhoqIs9TSJgLCiwF8S2VRwqib8kWX98/0gf14AyIYI0C1rXjp+K1FtOpGL68SbNm0q6E7G43e/2toGQaGDjNPyDxIHCEVABPBOTfV90/Da9Bh4ApD1joV7BXSnDoan5vbbbx+RGKeKLfpfe0VWXV3t4GNdJPih43gN9GqDvw309fUPbsMt7XVR6xKv9z3kOiD+L3tuRM872gbCQHxUSFjCLwfpm4oCjH5BMSxOnPw6+K+L/3oFHRP0GdE1h2jn7SSMYJd5HzS377jyyivXEt1WkQB46qmntjgPTJuKBHQeorBCoLu7201eUxF/FMvfLxD876GjQ9ESHg4IS85xEHlU8vcD7s23337b7eyweAviyDoWVHS7/vrrhaTByZxb6njNrRi/qCJY894N8yJAPBQzwCEQ+ty1V1AgLwRDRoOeHb5GxUwsIH7MDWGL8NMoAvhrL/n7iduUzE3Eg3c/Jv7CdTcle10RoNEfL7vqqqs6qXVVkQB48sknH3EeljVBhGnL0g96D65mdGZRpwlWCYOgzyHZjecEVCL5ywQBBBjcw/AMcEHAJ8zxXq/f/u3fZgsXLnAtdBA8t9RF1yDKhDIEfQGgeuYBlPv9p3/65xGVD/G8Y4Flz9ecgOIi/DSKAOQCcc9IEIlHIXzVudCWEGbz9j0mZB8kAnT76auvvpoabUoRZyXAjc5qjYxEbWX8q2LrmLL3rbfe0u7UbMwR4F+j3jcmxEGVOH9ioE7BHpvJfKLXYY+R7eP70fFjCFeR1GsGazRgKdY/RydSLJCDMEBQBjSRf0IWgUF+Be7je95zS8mOKLj3modzilUyBwZzGLgnwZ+zELcIKJflz8lfJbZkOQG6sX5Z7J+/xigeU9e/7ugtVSJg6bt1UKuqQgHgoENWGMMm+QfVrcY2al/DDY8EHFXlK5vELxMBKGXqjVknncwXRjDo7MNv4hY8XPV8W0bicAMHWT2E9IkC/zOARFu4l2UWYjGEUzuiLXjFwMBAvizCIK5hg8ijQMIfKv1Fqd2vKwSChAHEGCp72iT+IG+ARDj+hFpQitt2nCffuHGjmwcgqzoWlCQUtG36GXQwSAjkoYAgYjcRBCbDA/kaggSJgbzj1Pl9Nl6HPca/j7vohy812q5M2b03+QwhfugK4SjeM/++IY9BURiATMspAkw/g/4FkyB5s/35c2vb9a9ac9c/r/wXB/Gr2nJpe9mKFSso/l+FHgA8JOu4AAhSvTZd/qJtkBaGGCEfwF+RULdGQFhB4N+HRDmUw0VhGC4C0uAJkB3DLXu/VR/FYg/zWSL/dHoFbHgSBjujOngLatxuyestgBgYGOh310GThsWRA6D7GcxAipk0/eQv+v2mdf3DXG+EPk3K/oYhflW/7qDz2muvJfKvVgHgYK2z3OMsLarJROIWAnCHoVHANadD6GGEgG7tf1gKmDEOFQMhTNJC/txtWyT8Opfsdck6CkETuWeH8KMQfxjgGeRhJZyiUMiXBMHA4GKb0E2FAsqOQ9SLPBaq9ihrmyb5Nn5MnDhx2KRJNohf1kdyD6uo9oCzfpBaTsrbddx/4IknnrjXeRjuCUMGcYQGkJmOmdriGhJoWjgIMwhiUf2WMK9VxxQ71jqhdW/qorfp7qfs/3TAlms/yjlU7YkPS+RhA3/Ng7hFAJJZUds/qN3YdO2r1ki8RenpOIhfxwPgGeLYtXLlynnUiqrbA4CH5AFndSe8ACadTlweAT7+GOPVbXRWYfIA+BrK+Y033nDnLbjkkksGx7aHyeTXsRi8cXuQvmg8sm1NaMMzQORfud4BlcWsnuuhWKGxpgbeK14dcchD4J9Zz6blj0x/5BbpVD2EuDateKl7nflrL/knRfyiXIDS/vuoZZAHwMXjjz9+l7O6PyqB2PQIwBPARUCUhMCwAsC/D/kAEAFw3UWx6v3EORS/r3M7yeGkWhyGZ2qtlMszQEiXB8CmpW/iRStuyvcN3x4uCGxY/jzZj9e00G0/YRMAVW0HC4ZgYuZOHQK3TfwCD0DHKszfTCAB4BEBW5xVmw1L0pYQQM3+7du3C+clD+uWNBEN/n1wx2MGNP8QORPyL1pDtW71PKyHCN6M7E3KjCYlBAjlFQA2CD/suWyJArT14mgDLOYJhTzej6Q/k3YTR5EfLvBh9cP6t0XuYYjf15aXXX/99ZT8lwHUJfi37nCWDUwzFCBrkKahgaD3kCW7ePFit1CQaPpgFbnrkL2JFwCWBTKJUb4YCYLecrdBYQFvLL8Yx+dkH68WtEHMRPIZsBIszpQY9ly2vkMuV+O0K5yr1hUA/lBBkAjYsWOHOxOmd9y7qG/RnfrY5DeLzoMJflBK2z/LX9wiQNFP33fDDTcQ+ZMHQOgFCB0KCOMRMHkPyh6z0/FMXhsVAMOMEPDOZojywViLyJEPzysm7/kt/JHWvur9KKVKbXgCKAEwG16AciYG6ln9YUIFbLD+ALwD/u8MYY7pq73THUex/INc+TptA20fI5rg8o/btW8oXjoc8ifXPwmAQBHwqLNabdM6MSV/2XGwBA4dOuROcWsiBPQ6Kz0B4F2joWN+dD5KYKjKnjeenytZ+iYEb1cAxCkISABkWwDYFBFRcgFUAsC7D0MNeVEi9AeY7AgiIIkYvyocgMp+M2bMGDaDZtzWvyYwBfwyRwB0UavJDurK8DcRCmhlEfIBRA+qrts/6DhY01DVU6ZMcUUAJrDhiUOqji2q+1/0HiZZwRAj1BS/9tpr3ZAFJ/uRQsiexotKuDYJm8g/YxaFxREB6r/FWBx/gtfD2LJlmztKJ6hgmagfMbk2/s/JigQhyQ+xfhnxxyECDHEbkT95AHS9ACD/0PkAYb0CYcIDiMdjxABmPouzLoD3Pf4aiT0QI7Nnz3JdfrrWfhzhgDR4Agjp9QDYtvTl7UNk1YcdISD2APB9aPMY5w8vwKFDBwe7S1NrPmzbam5udts/yJ/PkGmD6C0TP3C3Q/4PUGshAWAiAhAGeDRuayQK+XtfwxOADgG5AkgY7O3tNU4UDDoG7n7E+9HgUatg6tQpJbU/kqzlBB5fOKDcQoBAAiBpAVA8x9C+gwcPuWIA7R+GAQ8L+NuN97VJRj/6AAwDhvBHXyAq5Wv62rKbX4S1DvnfQS2FBEAYEbDGWT2ShFvStjCAIMA89+gMsI0a4ACGFmKIkMiy50N1+DYn/TFjRjvLWFflDxG4nMxVAsCM4EkAEMILgDgJP8hjVg4B4H8fITruHUTOEGb85LlD2Ea/4H+OMbJnzJgx7jYmBuOzlWLxTtxjSt4JWvtedDrkv4xaCQmAKCIAAmBNYj/Yolcg6uuhmvuihL7KEQC2ygITSACoSN9mYqBKAAy9XxCWIY5jciIbLn9b5O8sqxwB0E2tJLuoKfcXKLmP1ibZocli7jrvRX0NIMGosbHBLdaTLMERmRII9ttCzi3ABeveH6sPCv/Z6EtM3rOIbiJ/EgCZFQHlIP8i8de5cX0M4ysPGRfoiScQYmwLGKoLYc+FgL8/sNGnmAiEGEDkTwIgNhHQUZauIETj0n09nPhrpcP1ChXMzYUCCQ9CnM9NIeT5Y+xYS9U54RnwVvGM2/KPua1x8qdKfyQAYsFtrBhbKmunY4v8QfhF4q9J+DfQg02oTHGXtWebCwE+1XacIiBmEPmTAIjdC+A+ZOUWAVEbJho8YvyI9Uf4BrF9Znh/UYj1GhJICFTH7w9uSzw0wKcFtuX+TwhE/iQAEhcBHWnq3HQaKBp3QwNPBMpZtVaISwkEM8E61Gaii2k77a848ocn/4Y1MBIGkT8JgORFQGlSibVptHT8DRMhPmQAY9HP6rdr4cv7hkKo35gWa5C8CNn0BCRx37L7aOQGJ/NKQVyfyJ8EQDpRjtEBpoTME/x4jM9mB5YVD0IcnT4Rf2UJgjR6CLyfKcfjVgwL1A/zBqSA9Dm6iPxJAJAICGi8DQ2Nw4b7lMcqseNJCPO94yB8Iv7KJO947muhjGLajjcODkPuDUgRQPrLiPxJAKRJBNyXlu+DBgvlHoaYgzsis15K1dGYdXomsVWy9EkIJHuucJ8rhHrOR/6p+BNyvd6AFJA/jfMnAZA6EXAvK04lXFarH4206O7Xtz5sdj5JhgXiLCdKxJ9dIWDj3kU5R1Rr36YIV30mjDcgTDjREtYT+ZMASLMIWFsSAYk/oHDRhXXT2XdPhu9wVEMARZ+32eGHOReJhcoVBOHOoW/ZRyX7cuTpQACUISSAWf1uI/InAZAFEbAqKRHAJ+3Rc83F46bU64QKmqSv6sTskq0NciCUj9yTvl+mXqeo3jdzgWBLfOv1OwnhPprSlwRAlkRAJ0ugYBAa4XB3XJikozAdj604pC2RkqylT8RfGULAtvgTn64QY5sLIzbsFOPivx/9T8x5AXeUwqsEEgAkArzk7294qg4oSRKO2+rX7byJ8KtLCJQ3hGNLgBci59qEHwmQGsCDuqzkUSWQAMikCEDBoGUsJcMEo1kgtjolpikKog0FTIrwSSRUjiAIey/Fx+tb/nYEenihb6PdWfYC8Ex/GuZHAiD7KMWv7o6zowur9FWWiL6oCHceW56ApCxAIvxsk3v8fyeKt0DXGxCmDSUTorPQLjqI/AkVJQBKIuABFjE5MNr0o7amJLWbeBTOIrFTCjhuAiGkTxDYFIoqyz+Y7MOQua4XLk7BHWtbeQAl1inTn1BxAqAkAjpYyLyAfD5vzQoph8Xh3SfqZJIYzhSXpU9egeTJ3vZ9jvodVEmB4uGr8bbDqELb5Dr4t0NcVyT73U1POKFiBUBJBPDkwPW6jcxL/rKGpR+HLI/lYdi1aAkFdfgjHhInws+WEEj6noYJq9kZdWOrKFd0geDvtwJAyX6E6hEAJRGA5MDbmKJ8MG9EZqSv6gDKG3s08wTodaBR8gBsH0uioDxCoFyCIEwCYBwjAJKtxaF/bxTXr8NZ5lG8n1BVAsAjBO51VrcxSV7AwMBAaPWuY3WEOXd4T0CUzsdeHoBtEiBvQLrIPsz9DfO39Z/JJMRA0nkAaoOEb6MPkxxP8X5CdQuAkghAKABDBYep4P7+fmmjim6Vm3U4cRQoCVOVLEwZ4HIQPomB+Mg/zvtlcyIgu20iihVuIr7D/A71l/IZMiD82yjeTyABMCQCurz1AkD+Jq7HqOOQzTsj25aJWUhA5/sm6donL0B5hYCt+2h6P4OJP5qVnyXLX+d6lkQAH9+/np5kAgmAkULgDqeh3G2S8R+XJyDdpB+0r7yWPomB8lv/cYUKgv+mHvHHIQZ026KJ5W/jXnm3nX6ti9H4fgIJgGA4DWWtvpWvo9Btdz663gNdSyQ66duy6KKQhs08BYJd6z/O5M0oxG/umSsovV9m7TF8OzPtmxx0UbyfQAJAgRtvvFHZSEwan/1YZBShUIhFCAwRc3TrzuZ7hPJZ/3F6foa/b4f4w0yuZZZwa6s/CP1sk+VPIAGgiQ77llLyrkndkECSHoGoSXwkBspD/mG9L7YFgW33v267GmnlxxN+UwkJWR0Oje3j9EQTSABE6Px0t3VJX9X44yd90/HN4WP/UV37UYiHREB8XgAb9zHsfbLjBYjW3qK0QRNxbanGP4FAAkADG+10nEyh4M0/I/87hZj2mY4G0C8KFIcXQEfEEfTJVeUFiBoOCOMZsOMFMCd+Pc+ArfZs3YDpoqeaQALAgvVjfnwS3gH9BCR7pG+WcR9HZr8uQRHis/iT8gwE/z1TL0DBshhQt+GoyX4qYRt0DW+88UYSAAQSAJro0FTVmo3U1Dqx0TklmQ/g76htd+56lqmJMCBoW46xkX4UwZ0eL0C8w2+jGCMeUAIggQRAXFa//nltWPr2Oyb71n+y8f6oBEbQE7i2wwEmz4JdL0A525d9MaCxTcP/CCQAdHHTTTd1hGhkMUxTWo6OSp/0xUMBzSdOMrX0w7j9KSxgn/yjCrSo1n94L0D5iN9WCW5DbKQnnEACoKwehChDA5MSAmYu/yAvQJKWfhjiIhFgZk1GE7xxWv9JeQFYzKE1FvoZ19juoqecQALArFPssGn9Jz1Wefi+eK3/KF6AON3+JALskH8UsWVjxIAp4euJgTTn1FgPXZEAIJAAKGM3a0EIlNP6ty8I4sz2NxUJ1SoEwoa44gwHqK1/M8IPFgNxewHCEb/l+D9ASYAEEgCG2BilkxR3Btmz/sMLgoJ1MWDb+q9Wb0DQb09bOMDc+mcG78XtBbA94VY46JQ3JxBIAAyHcaNJpxAI7qi87w3vKAsRBYGaWOOO7XuPVQmTahEBur8/aljFRjhAz/ofSeo6XrTwYqAcXoBI96qDaIxAAsAcneFLAKsILawQsGmx6Fsu4QWBui5AHJn9JoJA5RmoVPJPqxdA9d1HioFgt7/4OdV/z7ZHLSrxh0AX0RghLOrIAzCyMeZyOe1t0ee8HUVxFxp4TmOftzPKaezjnx06l/d8Qe8NdUq5wbX4c/y94u8T/U7vbwm+Hub7bG/nzu1lub597r4cG/raNac2Sx+U3OnntB6o3MBJljv7mn1ib5jpLvIDhjbzY5YPe13wvBhoXj50cKG4VaifwfLOYssLoCsETDL/dZP+dMg9+RE1ZsQfQqjtIhojkAAwxE033dT57//+71IS0rW45OSlS/pDRKtH+nyfiNj13xsi9CBBIDpm+O+UrcOQvJK886dYbe/rg78N29jHUdvjvFd6jSNy5/Y5ZL8388+qK1rO6f2OmgCxUq/59wYaF7FC7ZghUVE33RUJ/BHpb1zACjVj3QcrXzOG9TcsMPb4BIsBeSjANFygKwZEIbP4vABWiJ/vowRAAgmAsF4ApwG1hLUqk7f+zUnfS+hBXgA/2QcfE+QNCCZ0777a3jdYTYmwa8+96dl+w7Gmi9s1/ftYTcliJySDosgKB4gBVxw4zwy2IRDc/fXYHu0+Sr2NSwOsfhnRmxG+nhgIquJXPi+ArvER5MkkEEgAqAH13B62AdoTAsHWv5eMh5M+E/yt4e8Fu/WHk72O61/HG9DQ2+l+trZ/P6sd2O9s5Vh9z5bSPofQnf2ECu1QHCE36HHoCTZOXe9B/Xx3+1zdfPd1Pjea9dWd7z59PfWXKkWBmRgY6QUQkXuS82pE8QJgm1c1JRBIAJiTeHc81r9pGCDY+leLhJEx+JHvqeP8wcKAue72hv4d7pGN515wP1Lft9213GsHDriETyDoAs9NQ+9Wd5uvRTjnCIJ8zhELtVNZf800NuCIhHO189x1r7M2IXz7YsCu+98QZP0TSABEAHqd1VGSy+K1/vXfU4cDVBY+Y7XsNGvs28FqCqdZw8BOZ10k/Jq887p/O7UWQlmAZ9BFn/yYs3WXuM/0GWedZ82sBwIB65p5BmIg2NJPoReA4v8EEgAREElBx2X963kGgr0AYkFQYI0DXS7BNw+86K4bHaKvBcEP7KDWQMgsRvVvK61fHPFeX81U1pebws7lnHXNFHY21+qKhFM1S0Jb+sPraySfBFjaJgFAIAEQAZ1psf6jewaGSL9xYBdrKBxkTfkuVu+s6wuHWJNr0Z+mJ55QdajPO22AHXQo/6UR7yGM0JOb64gDRyCwKY4ouIj1F5odkTBHWwx498VR/CcAx+nuEkgAWPYARBcCI0l/+GdZZNJvcEgdy6jCLncNsm8okT2BQNBDrSOKRxdeZqNLr6cNDL131hEGvY4oOMvmsLePTnWWyey8BReEKK2t5wWQIUAYdNAdJERBrtovwM9//vMCJ2Z3rLlkW/W++NjiJdZ9b2jf0LqRHWYNzjK28Iq7bmCH2Jj8y/TkEggJouOZWvbtHxQrKYyfOImNc5Y5jhgYN3EimzJztrvwUIK4voH8vQjby26++WYKAxDIAxABXU5DatW18lWeArGlr84LOH70MDtx9CjrOfoqe/eVB4qkn3+F7g6BkAIsWZAf3D5+9Ii7vPXm60NWlNOYp86azcZPmMQmO+vZ5y9gY1smsjEtE7S8AGHmrCDyJ5AAsCAAnKU1iPxNRMFIcTCS9NFxHNr7Njtx7Ag7uOftwY7EbdQrB9ikK/rorhAIKcKUiQV3OXRUUPiq1MLRpg/v3cN2vLyNPVsSBU2jRrHJM2axmfMWsDETJrBJ02eyidNmaJN9gEgg8ieQAIgKpyF1mVr5OtY/cPLYUXZ43x5n2et2Di7pO5ZDIaDhL1mYp6eSQEipFwChABP09pxle3duZ/u6tjMe1kMfMaP1fDaxJAYmYJk63XQkANUAIJAAsIBdpla+6Ngj+/eyU93H2FFnjQYP4u89e9adjMWN/fHZVxS4aAEJAAIhlQJgoa4AEBXmGo79XTvYgV07WdFRUBQG0+ac74iB6azFEQMtU6ax8c4SgI10RwgkAKKjy9T1f+zAfnbs4D5nvY8ddZZ9TmNmJZJ3k3RYuOperbMKbPSo7E5Vu2d/PTvbm2NnemrcbRFmTe9jzU15Nqqx4G4Tso+zuN8H1F3JgrnnMu8BiBMHd+9kh97qGiYKpsxuZVPOm+uIgals3ORpbNTYcbxvIQ8AgQSADQEQZOWfPt7Njh86wLqdBQ0U5H+u5+wgyduk6yUZsv5B8G/samBvdjWwI8drpYSvAkTApPEDbEHrObbQIQgSBdm471gfde77G879N8VC517Pmtbn3mvc84ktA5n47cgBgEjv2qORA8TsDLE6/PYudmTPLsbDB6PHtbDpCy5Yf+E729fT00ggAWBRAIDQj+59y2l0u13SP+Q0vr6enmFu/EKMBnra4/8vvNbEtr3a5KwbXavPFqFgwbmBUU15lxQuWdzDLr2g131NKK91j/v9ZlejtfsO0eAVDhAAQ/e8J/VegK49tWX7+2dOHmcv/+aprX/yV3/TRU8ngQRARNxyyy1dP/vZz+546l/WPXz84IG6pMhehDTG/49217KO34xmv9k6yhrpqwmnyV1+7JA/RMCVbWcy7z7OGt50rPzfdDZbFXtBz9hvuke5zxgE35VLz7L2K0+n0jMAkf7zjWoBEGeBlYF8gR5QAgkAiyJg7WdvWvmdcn6HtMX/0Sn/x8axbqdcTusTfx8L3MZXLD3jkgMhXuLHfQ/j2rd1zyE4scAb0H7V6VSJP0rSJZAAINi3LFLSsaAD/vFj48pK/CJwt/EzW5vZjStPkkfAMhCG+fEvxpWN+EXgniCIv4+8tzsVHgGIdHUeQI4eKAIJgCzBsb3fclbzVcfx0j7WBUAK4v+wuv5j45hEXP3RhMAk1zr8yK3HKUfAguDDPce9T/M9v/fvprphgRtXnir7PY8nD4BEAyF51NAlGMTucjbkcroWQQLf/P4k1/JPM/n7rcN7/27KYPIgwRxw93/ju5NTTf5+gZqGe15usd5YX0dVAAkkAKzq71yuz6YmN/lsOeP/cP2iU02T69dEuHzvhxPYD37SQg+wIRDn/7t1k9xcj6ze83KJVb9Yt267K07Y29dPNQAIVkAhAH/DKxi9ofGuhkVRJusfcf4sWf1Bv+PtA3Xsf3z8KIUEdAj0XyZkUvCJ7vmnPnAs8dwArTwA26rAc77TZ3voQSaQByBr2kIqAMrgUkQHWk4rKg5Pxt99f2LogkTVAFwbuPyzTv7+31OOey4W7bkohj2BQAKgXCgUCi9pt1qtlqzf3JOO/3Pyr0SCIxEQfG2y5vJXAQK2HPd8mGiPwOyiOUc0TkchAAIJAKsWei53KBKp58IJgaTj/0j8quSYOQjhH346vmI8GzbJv1KvCRcBSf6+UKI9ilAo/T+Qz7Mf/XcnJQESSADEKgji+qzvzSTj/7D+Hv7hhKohPELxnlcy+XtFAHIbkgLPA+CNOin3fj5POS4EEgBx4EQYYtch+1zAkUnG/x92OshqsYwhApDpXu2opnuO3IYk73nrLPO2m7NiYhAIJABsY2sy/oHhZ0gq/o+4f7XFxlHgptJi3ibAuPlqu+cdv2lOTPCoxHvOsC8Q7ssNP6ImV0PufwIJAOsXIpcbsNGac8qdQ26BJOP/WSn2Qr/brgCqNvDZCxMRAKJ6ADnN9h+ij8Hb/QMDlABIIAEQA04Yk30umicgyfh/tWbGV2ulQPzuak2ExNTFSWDKxIK7hILlkUQEAgmACPjmzzZgGOCALKEnZ7Fh85yANNT/r3RUawigmodCHj2e3D1foqgKmAvcYsb76upqN1KrJtgCVQIc3uAGHD1fG+qTrCCsCBhUJTDJ8f+okBeXRYhKbJOcZda0PufvFNy/NXt6n/DYtx1iwvc425Njew7UsyMOQVdznD7LKN7nfndbNTsjhp8W739d7J6JieOTqwwIAbDx2SBLQNsiUFsRzu6e3j568AgkAOLA8BkBndaWK7g79Ynds1fyodIpXddhkuP/FzodtC13+CyH3C+9oJctbO11SL/fqPyujChAEBAHb2K2P2fbFknMml6dHebEln7rIg/PEK4nxF2U6Zhxb/ccqHPvNzwVuN82RWCS93xQxAeY8LopAMPelBxXk8tRDgCBBEAsHoBcbjsrFOYXgqheSw2oZwdYsiDZ+uXtV52OJADQqV659Kw7DW8ctddBKFgw5SvAiSHq6AV+vmoDBNqPI3p94rrnEIz8fnNAAOB+b3u1KZIAxLnxnZPC1EkFNmVCgR3uHrL4dcKFYcMAvef6aBQAgQRATDjONCz9sPu8r5Mu/8vJ1SQrnnem+FzSE66AfLDgb4McIF5MxQAnsGoE7t373n3CuOpj3EIvyMNwZcvZwfuF+w0xgHtuJvjOJD4hFOoBHO6uC2Ry7VkCFOrhXH8/IxBsgYKvHlyxqHWRs7peS7NrSXh5HHDNbX1s9Khkf9+FC3rd78LjsXLrsYf91opTbM3t3e5nENcvL5kVWOvsPrZi+RnXsu3vz7mJXlgHERlmB6yvK1Tt84z4PIh1m4bnB8T70VuPsxtXnnKvdbnv+bTJ/ezSxT0uoWMb9/vkqVrlb4DoSRrHTuQcwVLrtnKMDMqVxgNinePr0ogh9/3B40buY97PlNas9H6+UGD/X8czd1BPTSAPQDzIS7m/ILf1A63/0oY3TTDS8KGIuHHlSaejPON6AuBqhUUNkpg9rY9d4nS4INg0T6kLYv/Ird3sIx4rEeSA5DJOelc4v69aLX8RKc6e1s9+/ItxI2YB5NY+lrTec+6FwoJnFc8txvl7QwR4fovPdXnu+UXz9a6dThVAuV2RY/n8AD3QBBIAMeJJbWIPiPML3/HsTNr97wc6zHJYSrYBTwUWglo0/V8fP+Juw/szqrGQyeRIr/iDGDjbm3Mz/pMOT/kxb3aeNTcV3O8zgsgVGYDqnECqAkggAZAIUA1woFDQYf+hXbkcphLWUAAei2EBKXlCeRAlez9tYiAtgJv+wvPzbMsrtXoWvyJ8KJo7JKtVAP/0T/8USShtpQXbS0troN3gVBA//PfzWggd2Pc3f/M3JIzCPrt0CYbjszetPJcvsHowOIi94A7bK65Zae3uZ2yQ+L3HMc97Q/uGzoH11/+4J9REImnHm3vr2aaXGlnnjgZ3+9TZkY/X9AkDbPrEAXbNkl7Wdv45tmAmjWvOKk6drXHv9dbtzv3eV8c6t4tzSxbM7Hfv81Lnfq9w7vuYUZX37P9sQz37wb/Vs2LsXy+mLz5O/tnevr4H/s8vn7475WTfXiL7lR7STwKdpQVzunSQKCAPQFhAZU4Z1EeWawHAVVhJ5A8SeMoh/XX/NYbtP6bOKcUxWDhZgBxuX3Ga/c5lFLPPCnD/cL+feqlJKPJGCsM6d/nP50axbzivca/f7SwQgJWCYpvOjXD9K2sA5KQugBHH9efzx1NK+LeW1q1l/Drcy8C/G1brS94CEgTkAdD2APzCsdTf5bXYC0WTfpgVz3yegEGPgM/aZz4vwvKL+9mf/F5vRVwrdOi6xK8CPAOfeNcpEgIpF3vf/rex7n23AXgDPvveE+69zzr6B3LsY3/aLB4BwErWvNe6Z0MjAUbu83gLPKMITvf0rlr3xK87UkD6q0ukvzpDt6irJAjWkRggD0CAJMp1sYIsyz+4KJD7coQDgHsR0KQL7KL52e/sQARf/n6L1OUb1qr8xr+MZ49tHsW+8vHuinQTZxmw9nF/dCx+/XMiXDTZFX7vX5Htgk11tQW2qDXP3thVo2VmCScSU1za02d7ypYD4BD/mgyS/jAnjbPchcX5LSQGyAMg8QDc3P5njiX/VWkMv2TtD/MIeHMB2FD8n7GROQRf+szZRGcBtA3E9u/+zkSrRODHmFEFdv8fHqX8gJTg2z8dx370VHOsfwOeny984Himr9M//7yB/fSJ+iGL32O9F435nKIuwEjvAc8X6B8YYA//YlOi/bVDlCDNO50F5N9SoY83BMCDjhBYSwKAAAGwwiHwJ2UkLib7kfsYYyOSCAuFPPunvz1D5E8iIDOA1W/L5a9C2/xzmfb+vPBaHfv6dxt95C0PAwyKAmm4YEgU5PP5zu889uSyhIi/3Vndw8yy9LMOeFcedJYHHDFQNfMt0HTA/guSy+0Kkke5QHdeTqqqsO8isvy1gb+Dv4e/S6h88ndNse0Nbo5BVjF3Zp4FVf/Un2Z85BDAgXy+Kwnid5YNzuaGKiN/VvJwQPQcc67BIyXvBwmAasM3f7bhLafBHYoyqcewTiA39OrCjMb/EfNPkvy9IuDL61rcv09IFiD+JMnf+3cRcsgixo/Ns5lTC4EjAIJHBcgNCEcAbCTiTwxrnGWnc03uLyU9kgCoKuRya4cV8eCxOV9bFbXfIEGQ1QRAJPwlTf4cPDmQkBzgdSnnNUe+AeoLZBF+ka8zCVBOMATQ+7mBQp6dPHN2fQzE30rEH4i7SkLgXhIAVYQPX/HClJy0eJe8qlfQkF7kAWQxBACLzGa2fxggWxxZ6IRkkAY3/Dd+OD6Tnp8RXr7cyL7DdATABdMOswc/1tlqkfhbYN2C3Ij4lXBDA871ghBYXWk/jgSAD3seYu3zphxdM6PlpILYc8qW632nGB/MFtABY5x/Kkjpp2Pp4awSwQfA8/OvMY88iAPzZg94Svjr5wMI8wNK55g/9RA27rFE/qtLxH8XPe1GgAB71Ll+j1ZSfgAJgJFwG9rl8/YwLWYfbKyCRMBcgGWQAcDytlHkxxYhlCMmXW1Ii+ADfvTU6Mx5AaZNyrOWsZIuIxe8Lyd4o66ml1027zA222GcRLT6HwWJscod0pcEIKC2ONeyIgQUCYDh1j+UndvIFk07wkY19DMdb504sWd4ImAWBUCayCCN36fSgDBLWgQfgLwTiNBMdahOj7po3kCEBMDhb1x63oERxkkEq381PeVWAAF1f8kbkGkxRQJAYP0DDXX9bPGMw8NIXCsRUKL2s1b/H4lgaSID7gWgYYHxYVMKyfZfnxqdues477xiW8+p5/oNTABEHZGr5+/1fqi9ZKSYkP/9ZPXH6g3YWaqbQAIg49Y/Gsga776lsw9ILP2cVNqLvAOTWwbYlImFTF2Px1Lqbt+UMYswax6A9AnRutQJURUWtQ542r8vNChQBTKhMHnMSTZhdK/USFEQPzL8tzCK9SfhDdiQ1ZECJACGsMa/Y/bE404jPDuc2HNyQSDL7s2i+z+tw7CyOjwsC/e7XEM9ld9te7buORIBGxuEBr+0LxGJgquGW/9eq1NF/rBIQf5t9GQnhnuyGBIgATCET4h2Lm/dq1URMCd4xdX/4gwKAFheRAbVgzSHVg5kzAPQUF9g8+fkB7sCnXohuWFv5FhDXR9bPOOI0OLc89BIY8VD/nhvA8uIy39gYICdOHFCueC4DGB1yRvQmpVnlWYDZIPJf0K1vPS8/ewXL81n+QIbnP1v2CSAvhkBB9txYWh31oYApj3ODpdwJUwhmyqSPZpekoV34hMZu55o869srw00EGQVQ4GFUw+xUQ3SZxyz8q0VkP8jjMnFQbnQ29vLzpw5w06fPu2u+/v7B9e5nJnXqba2lo0ePXpw3dzc7C6NjakJDYJHMEpgVRZmGiQBMKTcxGq+boBdOOMwe2nPZFac3DdXnCHQP0nwiGmAixujGvKZSwA81ZPuOaJIAMQg+vZRV2ATi8/vZ4892TDcvs8JZIDEk3jVgn1G/dXnP/95bfIvFOLNRwK5Hz161LXcOdGbfJcgUcA9BsCxY8dGCINx48axCRMmuKKgjOB5Abc5IqCDBED6cWvQm5eet78kAEZa/X5BgIfX+1Avnk9ERSBEEicZHPmx+PwBIcnrFAAa03iGzRh/OvD8ex5iq2f9EVvvED/I5hFmMMRP1+o2EQogfCwg5ajuetnf1REGWN5++21XEEycONEVA1jKKALuSPNUwyQAimgPenPB1KNswugedux04zBvP55H77M6PBpQfDVnJgkAAiEK0pqcGITmUXk2c1qB7Ts40sQXi4KhN66av0fnT6x0yB/WJeL9sST7qYTC8ePH2cGDB13SD7LyTYWHDW8BBMGhQ4fchYuByZMnux6ChIGZBVlaRUDVJwHqVtdaet4BuXIPSPS58Px+RiAQwmPMqEImv/e82f0CK98//n94/B8k1zbnoPLcPflR7Q75bXCWNpBgVHLVBYh+3759bPPmzeyll15yCVaH/Plv8y9RITqn/7xcDLzyyiuss7OT7d+/P+mkwkdKyZkkALJm/Q8JgP2exipI4hGo+nwhmxMAEQhpwoKZfZn83sUwgP4EQLmSoRGQ/DeIXx65sc1v+XMhoLOYAol8b7zxhkv8O3bsYD09PYkRuK3z8t+xa9cutmXLFvd34HWCIiB1lRhJADhtTuegcaN62fypx4zqAZw3I5vu/zFN6ba4KAHQPtrOP0cXwTLOP68/cPy/iIYvcQ2NYPzXkZvYjjMLI303XaHAif+5555z3f1+az9pArd1TvwO/B54BLZv356UEIAISFVtBhIATL+05iWzDwoaklzUX5jRBMC0W1wkAOxjdIrd7FkVJ9On5NmY5uFJQv5wgDf+P25UDzt/yonAc/7q2A3slVOXxP7dQZC7d+92CRJEmTYCt3lOhAe2bdvmJg/GHBrgiYGpEQEkAAwSaC6ZfYA1N/RLJ/fwJ/csznD8v23+Ofpe5AFIBebPzGY7qqstsAVzBgQzheaEouDS2cHW/yunL2FbT15u1bUvwpEjR1wXOVzlfX19icbry3VOCB4IgBdeeMFNaowxp6Kl5AlIRaGmqhYAex4yz55dPPPwUCPOiRr10IMzN8MjANJKCNcs6WUE+4DXJ63JdlkOT5x/3sBIY4GN9Byqkv8On5vGfnnkZuXfi5IHgLg+CPDll192t5Mg8LR5CxAKeO2119wEx3PnzsWVUwHeeZQEQPlhrMIun7dX2ZjxcmIGJwDKAtGuWNJDbF1F13aF8xyOGZXdRNr5cwaGW/qSnIDF04+IJv4pklK+if344O9a/25eAtu7d69r9WNoX5YJ3Ja3APUEIIYw4sH0WmoKhfbSTI3l9VKRADDD1LGn2YyWU2zvsTGDjdhbFpiXAF6c8eF/sAgXzOxP1ZwAcP9T/D8+3L7iDPvPlM0CeU3GBZ+bCOih+5HD/4qvl845ID3How759+bjKXUL1zcs3sOHD48gtDAYM2YMe8c73sGWLVvGFi5c6C7Y5wWExqlTp9zkQmxj0SVwGflGFQaic+LadHV1uWJg/vz5rK4uel/o+653ff7zn9/413/91+tJAJSJU8J8CF6An3QvcsjeXxaYTxaQY3NmZJ+obl9xmn3jX8an5vu8e/lZYumYRR9EVlomXILY+53Lsn3PRzXl2cwpebbvsGdeAB9fNboT/xwVfv6ZE9eyw33TmAnH6VrLIGG4umXufhOynTFjBvu93/s9dt11140gfD8gDoBrr712cB8XA08++aS2IFARuC1RgJwIXKvFixe75YYt4xFHBHQ6IqCLBEBGgLkB/q1zIcsXcsO43zsB0AUVUAAIne+6/xqTivnY4Y3IOhlkAZ941ylHAExMzXepBKAv2A8BICkJfOlssfW/p3cOe+b4iqhWphAohvPmm29qF/GRke3YsWPZnXfeyW666aZI14h7Cz7wgQ+4r7kQwFrXDR+ntwC5ARBL8+bNY1OnTo0kvHzgpZxXlePZrGVVjD++2S0C1G580WoK7MTZJrbv+JiRDTqHylN5tuZ9lUFWC2b1s8dS4Bb+8ke6yf2fkNW9fW89232ovLYBBN/n3neiIq7pydO1rPOV+kHycePBnIycf7cvf3VE8R/E/f/t8AfdtW3A2kYRnHw+H4kU4ep/+OGH2ZIlS6x/x7lz57Irr7zSFQTwFDQ0NLhzDcAStw3d34/rhe+AoYKi+QUiJAy2XnPNNblNmzZ1JP1s0jDAkHBjdqUYXm6YBMhlPv7vBTKwy215v3/FGSpUkyA++94TZR8R8IUPHK+Y6zmUB+Bx/5fWcyd1C5P/nj1xLTs50GJ9iB/K4WK4m99yNU24++AHP8i+9a1vKd39NgDPALwMP/rRj9gjjzzCbrzxRtcVX66EQyRMQkRFERyC5Z4vfOELidcHIAEQEudNPM4mju5hPu53Ny84v6+ifutn33PStcjKZQlWiis4S16AchIw/nZWy/+KMHNqPxvr4UkvlfvnGAH29M5lW09dHtrCFIkFuPpB/nD9hyVFToz/83/+T5eQywGIgS996Uvssccec9d4XY4RAyiOBBFgGkJRIPFRARQCCBEC8Kr5Nw9MHNGob7n+TKaHAPrRUF9gV1zQyx7b3MzO9Sc3Mxus0IfvOpLpYWBZxRyHtCAENr3UlOjfhbdpTQUKvje76tmBw7Ulgi56Dhvr+9jNl77J6muH9xU/OfzRyK5/rxiAyxrxdCSzRfUkgPxvvvnmVFxTkP/q1avdUATyBHTEjc0CP6dPn3aLBiEnADMOWjh364oVK45v2rTp1+QByAAumHFkxORAmABo7szKIyyQwf1/eDQx1zD+TvHvEfmXCyDjJD0BSf+9JIGZAf38sGjakRGx/2dPXjfC9R+18AzGs588eVJq2eoCxJ8W8vcCowoQjkCIAKMQTC37qCIAhZNMvTQBQCggsSqB1e4BwIX+UNjPN9YNsEMnRztL86ALYPa0c+y3V1RmtbqJY/Ps+rYetnVHIzt6Mj7tCLc/LP/pEynpr9zAvUjCEwCr/7PvPVmx13Egn2O/7mwcrCCK9a3LXmdjm4ZCHSD+J469h+VZvZIodIkG5IRa92G9CBywsr/xjW+k+hpjRMJv/dZvGXkEbHgLMEIAy6RJk0J5aHxLk7NMf+qpp35CAiB+ATAdfU+Uc9TX5tmLb08t2f+MXbTgHHvHkr6KvWawzK9f2sP6+p3OZXe99fMj4e8rnzjmhh0I6REBqMj3yu4G68IP4uIra7orfojnqKYC++XTzaURwzk2bfwp1r5497Bjnj7x2+xA36xQRC8iKwxbCzOETkSs3/ve99xM/CwANQkwLBEhAgggmyMHZKIAngBTERCAthUrVqxzREB33Neq2kMAkS/wwmlHWcvonkFlv2heX8VfNLjlkSl+/6ePWpucB+fB+XBeQhpFQB97+K7DrqVuKwyEc8HTUw0jPMY059msqUMeLX/yH6z/184ujeQ+9h6DmfyQrW7D3f3lL385kWx/20A4YO3ate5QwiRGDBw4cMC95pbwSBLXKMeqHHseYpGfiv3HR7Ofd7ayqTNr2UdX96V6atU40Lmjgf3rk6PZUy+ZlyuFZXn7tadpmF+GcOpsDfvPzaOce95sXCSKV/d7t7NUW12H7bsb2L8/VmAtTafYDRfuHPbevx39ONt7rlVIOKZAhrppNT2ZsEDMHwIg68D1+Mu//EupR8RmciDqIkyePFlLTCiw6utf/3oHCYB4BQBaYquNc7XMm8GaJ42v2msJYoAY2Lq9gb25r47tP1o7jCDQ4SOuv2BGP1vqWPwgfUryyzbe3Fs/eM9P9eRGlBGGZ2dMU8H1IGCCqUoa3hcGR17bzXpPnhm2D8QPARDVMgXOnj3Lnn76aSvD0+D6X79+fSatf2H/dOqUKwJ+9atfRRJFKmDOgOXLl7Ompsh5Mx1f+9rXYq0QSALgIbaBRRgKOKzBzJzsLgQCgSDC3udeHdnLn7iVvX5WvwZMkOW4adMmd/IaG1bt3XffzT70oQ9V3D344Q9/yB588MFwhKl5TSGaIAIsYJUjAmLzAtAwQMY22jrRwLk+upoEAkGI/MBIbxdi/2/0LAsd6/cuKPTDyZ8LhbA5AEikq0TyB1DF8Nvf/nYoz4bulMLwNmzfvt3G1/1EnNeCBIAjwK0JgF4SAAQCQYz+MyNn3Xv+TLsx0YuEAmrUY+paWwT253/+5xV9L1A7gIuAuJIDUXL5+PHjUes5rPmzP/uzVhIA8aHT1on6zvTS1SQQCGIB4PMQnis0sV29F0Ya6ueet7+fbd261RqBYRw9lkoHhgmuW7cu1nLC8MoE5WNo3vfY6i5XvQCY9UfuUEArIiA/QIVrCASCGH4PIVz/fWxUZPc/atKfOXPGGoF96lOfqpp7glDHQw895IqAsN6SIPT09Gh5ZlReABIA8WKdrROd82X4EggEAuD3EL7Uc3VUy9CN+WNqX5VVr0tgSFyrBuvfC4QBIAJ0cwJMr+lbb73lFgqKUB645Ytf/GIsIoAEQBEdtk7UT4mABAJB5AHw9A1H+2ewU/kJkd3/qPZniiACS2Ot/zSKAFNRAC9NxPLOsSQDkgBgbhgAIYAuK42cEgEJBILQAzCUBPjGuWWRKv1hQa171Pm3Fa+ePn06u+WWW6r2/iAMABEQR9VAJGnyORlCir72L33pS60kAOLDgzZOQiEAAoEwkvyHu//f6rsorCU4uGzbti3QAjUlsQ9/+MNVf58gAnjlQxvX1IvXX389quhbTQIgPqy3cRIKARAIBD+87v/9/fMiu/9R6x+JfyZWaBCBoepfNVv/XqimPQ4rClClUTZXgOZzYD0MUEe3u4hZf8S69jzE1rKIGZcIAaDgR00taSsCgcA9AD3DrH+Z1ScjE//xGF4WFqK/sXLlSlcEJKuKTjJ2xvkdJ58tvj7xzNB7jbOKS8NMR51cUdxOEKiCiLg9rPaw11R035CwOWvWrLDnbPvyl7/c+pWvfKWLBEA8WMcsDLlAwY+Gsc10NQkEggtvaHB3/xKXGESkoVMcBsPKkFUe5rMy/MEf/EFypH/40eJy5lX5cSd9ryEAWm5gbPJtjDUvjv1rIhkQoYCPfexjkc7jv8fw2sAL4BcBBs9Cu7OstfU7yUwd7gXoYBZGBFBBIAKBMMwoKIUA4Po/7Sy8gw/j/t+1a5eUbMK4pjH0D+PhY0XvHsZ2fpGx5x1rfvfXgslf9vkD32fsJUcAvPpxRyA8E/s9Qz7AJz/5SesFgvbs2SMke81n4Vabv5EEwEjcF1kAnO2hq0ggEFwgJMhHB71Vsv5NksG876O0LM8m17VAVQT2nve8J94LsPdbReKG1e/Ovh5xAflDBGDp3RPrV4cAWLRokfKamggDjAg4efJkqJoAznvtJABS7gUgDwCBQBi0/j3x/wMD5wceq7IAEZeOCi9pwdWN+H9sVj+If48jAAZOlAicfwkLC3IGXnTOf+zxWO8f8gFsiS2vFydkTYCWe++9t83WbyMBILnn0QRAj3DmLwKBUH3o9cT/DzoCIEr2PyaYsTk8rb29PZ7kP7j4Qc6nXxGTty1AWLzx2aLIiAmojBi2QJLsPqGGg47gk9UEsPXbKAlQ7AXo3PMQe8DZvCuK6qdEwGzjzJHj7PSBY8MyuJNCTW0ta5owho2dOZnVNtTTzcgweALg6cIE1seamcjw08ki37lzJ+vr6wskm6DPixCL+x/k/8rHS1Z/QoAAgMfh/K/FcnrMj7Bx48ZB131UDwzuI3IBZs+eHeZZgMvmAfIAxAvkAnTZUP2E7KG7ax/r3rmvLOQPYGKpM4ePs0MvdVFIKePg9+9YfqbUutexAEXJY2EsUE4wSPxDAmA6yN9CTODwjx3Tel0s9xDX6kMf+pDympqAewFERK9YKASQgBcAswTeEbXRE7Jp+YN80wAIgaPb36aQUkaBAkB8ltBj+VnDyN/E/QuLEZPK2CxTC/e/3R/rkP6O/9tZHw9B4Jaw+6uxjRCAAAgKl5iKAggATBUcIhTU+hd/8RctJADiFwEdYV0tVBI4u4DbP1Uk0tvHerpP0o3JILyewEP5+aHIHzh48GAkshHhd3/3d+3+WLjhz7xS/ov++mdjCT+A/LkXwIYHBjhy5IjxSBCbXgASAGoRgITAzjCWG3kBsolyuf1VIoCQPXgNgTNsUijyxxrJf1HJxosLLriAzZw5094PhdVt2/0eNhrQ75D/rq/G5gWwOVGQKAyg+WyQAEgQtzlLN3kBCARCWA/A6cLEUOTPZ/6LSjbexXry39vftEPeI6ICIT986Mex1AjgcybYGoVx+PDhUNNAO5hLAiA5L0CXs1plKgKoIFA20ZjC0Rv1zU10YzIGxP+55+ZQfkFo8kfZ31OnTlmtRmc1/o/x+Fhskbet3IA934zlvspmTQyTHIjSwJgkyND9Tx6AMogAhAGM6gP0HDtFFy6DGDV5fKq+T21jPWtqGUM3JsPWP8uxUOSP5cCBA1pkowvr7v/9a1m8g/21fR0+L8C/xpILgMqAJqMnVPcKXgAF2QsLApEASF4E4EnXHhlAeQDZRPOk8anyAow/bxrdlAzCGwI8VFio7er170fp2LBEIxIGVpP/QLDHfhkPgXuXgs7CRu47+stY7m3UqZO996e7uztMCIA8AFkQAZQHkE2Mc0gXxXjKjaaWsWT9V4AHIGdm3YUSALrCYNWqVfZ+5CDBRiVvxRI2hHD0F7HcW5RPRhllG2EZzO8QpiwwCYDyi4Buk06AkB3UNzeycXOmlvk7NLGWeTPoZmQQ3vg/UKwAaGb582Xfvn3WZqQD+Vst/XviN/GRtw3hEJMAwDX051GELRDEJ3cyzRH52te+FtkLQAIgmghQJgbS+O3sAqGAchEwvA+TLpjjrKmJZhH+/J/judla8X7/guQ/Hatel2ysWv+uhfN2+qx+/3lOvxybFyCMB0Z0n5AMaDgroJU8AOpdookAJAYuY4o6ARQGIBFgavlPWdJK5J9h+D1/OWZO/kECICzZWBcAx3+dPqvff86Y5iSIMpGS/x5BAAQQfWxhAOphoouALmeBCJBWDDzbTaMBsi4CJi6YnUhOAJIPYfnTBEAZ9wD4PH853ygAnc49jAAIIpt4Zv6zTOBxCIdTL8d2n+EFsBGawVDPsDNEkgBIhxDAEEHI6y5VZ0DIHpCIB6s8rtEBEBfI9ie3fyWQv4i0c6HmAcDsc7Ymn7n++uvt/9i0WP5B5+6Pb14P/3DAsPdJFgIQET55ANIrAjpYMSRwn3c/koGQFETINmCVg6DhDcDYfGsehsnjXXExetoEusgVaP3DKOjNTegyJX9+rMqy1yUb6+5/7gEopNTyHzx3fGi/9nJtD0zQvdKtCUEhgPSLgG5nudfZnOcsawc7BSoKVFHegGmXzHeFAMg7TGgAAmLszMls2qXzWUvrDHL5V5IAGGrrXc5yh9MfzDtTM63LhPz5snfvXkODXEw01rP/vR6ANMX7RUvd2Nju9ZiGs+y6tqaQl27oHqHYU4gckfao37+OmmtsQsBt/Hsecr0B95w5cnwNWXiVJwTcMfqtxURPJH75h3950TC22SV+hBGI8CsTKPyVHxhA27+vNFJomJWnSwz8eFsTz6xcFlNhq8HvZ8PSLlg4TPDm6CWx3e9c8zzWtqiRbdxy1ugeC8/l+Szumca5OkgAZEYI9EAIbGAuXRAqDSD3hhTOIUBIFoV8/oFSPhALS/7+Y2UiwIRs2q+JiQRHX+gZZqdB4IXQb+p9TnSK2nGx3vP2d17EHvzh09J7pXuf+HGa5G8FFAJIVgispytBIFSwEBwz6kFZ5246B4AqzqubA3DLNWPY+MnzYxIAF0V02ec9S9Bn8wGL7/z+98csifWez5g6ns2YVGd0n4KEgmlBIBIA2cE6ugQEQsWiM3fFq11hBIAp+ZuQDdz/NWMviecXj796iMCjknfgsSHP6X6/mK3osRezZRc0RrpXJkLRpgCgEECCcDqHzsIzi9FBtNLVIBCqR+CrLHnZ+5wgonT27Vc73U3t6PgEACcw7XyFgubbEc7Hd03+nURu/MLZdZHvk8lnC5ZGN5AHIHlQGIBAqLK27XTuXVGGeYUdX758cRPLNcQ4m2TTeYyNu6poebNyWf0Bx02+MX4PQPM8tvC8Bul90r1XIaaL7o783anNpsdKIBAI2SV/mfsf6O/v3+UsbGBgwF3y+by76JBAkBWoIptFcxpYrjHmSa2mf9Cey77AwwkaxwWdD2IE5N80J/47XzuGLTqvXmmxh6kDEDRp1J133tlJAiBjQBiAKeYOIBAImcNPgt4E+WPp6+sbsebb/gVCIYyr10syixzLNNcQtwD4EGONsw3Iu5CMd+C8Tyd288c017hL2PvEwwdJxv9JAJAXgEAgRAdcsesVAqDDT/Ai4vfuwza8BFHivTMmJ1RvYsFfRbP6/QsLYfV7j5t8E2MTViT6ECycXR/pXhlOF23FiCQBUB6spUtAIFQM4P7v1vEAyBaZF2DSpElCa1GXaBACSARTHMId/04L5G3BO4Bx/4u+XraHIcy9mjx5smkp4G4b35UEQBlQ6ixIBBAIlYEHVQd87nOf61CJANFSVxdtfPnY5gS7+KU/cMh3rL1hfCykF+ECh/xHzUn8IQjKA1Ddp4aGBtMEUfIAZBwUBiAQso/OUl6PEg6hd9sUADpkc/JMnhXO7EzmStSNZ2z5z6ORdyTvgLOe8RHGZn60LA9ClByAxsZG03kAdpEAyLYXoIMJpg4mEAiVZf17BECnqQAYP358pLjy67t7Wf7sjuSuxthLGVvyv8ORt3fJl5bBfQOlRfT50nsg/ku+W9aHIey98oYANMjfmgeACgGVv/O4ny4DgZBJKJP//ALAWbX7E7v82959TU1NgcSiygbfe7ifFXoPul4ATFyTCEDE+Lqv/gljfcdZcEEfRR1/1Wf527M/7pD/w6l4KMLMBzBu3LjByZ90Mvyd40gAVADWkgAIh2PH69jLbzaznW81sZ6eoiOrZXw/O/+8HnbRwjOsqTFPF8mHfQcbitds99D0pTOmnmPzSteMYAxl8p9PAGyVkb5KAIQlm9d39TK2YizrP/hTVt96Z3JXZpYjAlB++Pn3M3Z2VzB5m5B+QfD+RU4XOu9/lO0hyJ/cFtozwO8V9/Rokn/Xpz/9aStJgCQAygh0HoVnFkMErKGroY+fPzGRbdosmOHrLae/eXEMa3oiz6657AS7ZvkJEgIOIJIe39TCdrw1kkywD9dygiOePrr6oCsICNq4z4go8vkOUScf9BrbcA8fPnw4lAW6YfNp9scfmcwGDj/O6mZ+OP6aAMPM2qWMXfMsY6/8MWNvr+NfTs8bINzte39cG2NtjxTXGQXu1axZs7S8BB5YqyNDOQAZ60SqGT29Neyb62aKyd93HAjvr78zmz3+dIv7ulqJ/0f/MZk9/M/TheTv96jg2kJAEbTQEVT5T4Svf/3rXQMDA928GqBowbh//z64h8PGlvce7mObXy3OVd+388Hkr1J9C2OX/h/GrnycsQnXGib8+WcQLKG5tUj8121JBfnzJEuT4ZleTJkyxbQM8EZb3508AOX3AnQVnlnc4Wy209UIBsgMbmwTwQAhgOUdF59iFy04U/Gubh4aAZGbXCuOnz0x0Q0JwCNAsC/c4QVwVqt1rX9g7NixIyx72edF+M6jR9l3/2yW66ru63ow2VAAx6SVjF29gbETjvEKIbJ/vaNIDL3Y053LNv1WxmavSZcVf+6A1AOjc6+mTp1qWtmvgwRA5XUmJAAU1uzLbzSH/jwI0Q0PNObZ+XN6XDEAd3cluLz5tYGVH4b0/aLp5xsmuuEAghRdpVE8xnAs+o1cAOiGAiZMmCAnHw1R8NwrZ1nH5tOsffloNxTgGublEAEALPaljxQXiIEjzmU8s6u4LfIe4HiEEia1F1+nEPmSB+D513qChYLkXvEQQJBI4J9FAaDf//3ftxYCIAGQDi9AR+GZxbipbXQ1xNhsyTUNggNZcjEBQTATiXCOKJgx5Zxr+aZVFOC7g+D3Oss+z2IbuDb4W5Q/Ydf6LwmADhPrH0CRmFGjRrGzZ8/qWaQCovnzhw+whyfPYhfMbSyKgP7TrH7enfFNE6wrBsZlu8uLWmNhzJgxrLm52R3y6b3vsrVN658EQLqAAN0jdBnkVm5cpArL2R8jhwgY5RAg1k1NeTZhXP+gW9zdFwM5gsx5vgL/Pu6+nhqX9JPMZcDfRSiAILT+14b98Le+9a3Oz3zmM5gauFXH+ufbLS0t2gJAhJOnB9invvo2e/iLs4sioPvXLP/yDlbfeherGXsx3dWw1r+nxsKeQ33amfyD/cyMGW4ZaNVoEM++n5AAqEwvwNrCM4vvcTZb6WqMBGLbSYJb1js0hMf5IYny2Im6xH8XoXzW/yBp5POoHXCXjvXPX2MkwN69e0f2GwZkg6qAEAF/e9dMdtmFo9z6AOde+yKrbbmK1c35ZLIjBCpFAJx8cajPONwv9cDI7tW0adNc699AAJAHoMI7F/ICCACLO63Z/Dti8k4QKsv65yjlAdwlIgSZJwAjAUQwTTjjIuBPPjqFfeTdxZg6vAFYaiffkPxQwcwLgGINgM2vqo0A0b2aPXu2iQDovOuuu7psfn8aBpgyLwCj8sBiK3sOuaOTRMs4GgUQh/UPfO9731vvkEE3hvypFj4UsKamZnBmQB2oJp/5X/9wyBUCGCY4KEwOP856X/gk63vzqyzvCAKC4hqf2el6UYDXd5vnDZ133nnufTWYIdL6/DEkACq0k6k0IGufkAyQ40DDAOOx/gctx3x+vY4AwALyxnrixInRCMsnCJ59+Qz74Jd2s//3x0eGeygc8j/niIDebZ9k/Xv/iRXO0YiQIOu/KAB6jadqnjlzptG8EI4QXG/7N5AAIC9AJoBx/ERKyeCGd3bTRYhZmDuE/qCM6GULhgPW1tYazzUfBCQHQgDcdPdO9tMnTwwXDI51CwHAvQIDRx6np8ArlDzXgxdb0vXA1NfXD8b/NZeOL3zhC9Z5gQQAeQEyAxqbnozQonkB4rX+gXXr1nU6pN6lIn/vfriLRTUBVGSjg72H+tiff2e/UAhwrwAqCfZu+bBbTCixKYZTCvx+Pv4f7v+9h9XGiff+TJ8+3Y3rGwiAWKaPJwGQXi9AB12J4YBr+v03HqYLEeP1veX6o3QhEhLkIi+AyiMA4tAiqJCiwCsEfvCfx9ykwWHnHThdzBV4+U43RDBw4KdVGSLA5Eoy618HSP5DbkfJte9184vIvzsO9z9QS207nbj3U5MxhdYauhIjSQqhAJS7Jdi9rp/60H4q/jMSqPl/dxwnvuSSS151iPnTzmaTiKxFJA7X8bFjx9wEMWsGh2DEAIj/6RfOsB893s3O9RXYzCn1bGyzjy4cMZA/8XxRBGC64Zp6lmuaXflPhPO7+3c95Nyg4j346trD7MjxfuU15cCIjkWLFgXeZ9/yz1/96ld/SB6A6vICdJAXQAy4qckTQOSfZesf+Md//Mdup3M3TgZE7XhbOQAqbwGEgJsjcNdO9uff3c9ew/TCIk70JQ6CJCvW+ofgKf0+JP9hMbmmc+bM0ZoIir921rE9gzlq3+lF4ZnFrc5qJ10JMVCyFhMEVetsf7bEFNz+RP5CrHeE+G1x/oEPfOADI9q4zHr07t+2bRs7d+6ckVVvy1uAIkIf+Z0JbNXy4PLcbl2Bqe9lueZ5FWX9IymSC4D/5weH2T/+4rj2x1HSecWKFcJ7JCkG1fG3f/u3q0gAVK8IuJ/5qoYRhoCKfaazBBKKuOGabsr4D8Y80yl/w+D9738/in+tCSJv/76jR4+yXbt2hSJwW0BY4KOOEHjvdePZ2Ga5CK8Zewmrm/YeVtNyVfat/7e+53oAuHfkls/tYqfO6ovnCy+80C3/qzsRlLNe9cADD3SQAKheAdBSshBa6GqIAQ8AprGluez1AGv/Y7cdpFr/wbjPIf97k/hDt99+e7uz2mBK1q+88kqgFyApUQDyX3XZWPaZ901yRYH07zROdSsN1k66IZt98ZmdbvIjB6ZZxqJ7TZuamtiVV15pZP1/61vfWhXnbyIBkA0RAOuASgQrAAEAIUAhATkwb8FHHfInl38gYPUvcwRAYu6R973vfRAA7SbEjGTA3bt3x+LuD3vOVZeNcb0Cl13YXHFC4JxD/nzoX9H67xoxSiIISPzD2H8T6/+hhx7qiPM3kQDIjggY0UEQBJ3i8Tr2r/8xmerzC6x+uPyvWX6CLoYatznkvz7RP3jbba1MMxfAix07drBTp07FYtlHOScEwGdun1QxQgCJjW5yo4b1L8L48ePZxRdfrLyWXuv/u9/97qq4fxcNA8wI7v3U5K3O6tN0JYIxqik/WDUQIqB/gDQurP417z/AFs07Sw+IGkj8S7wQ16uvvtq9eLGb9Ntm8rmGhgbXExC3ZW96Tswx8NNfnWDPvXKWjWuuZfNmCnJ0MIyw+zfujHq5xmmuIEgjMC9C367/Pey33fPdA6y3r6B9TefPn88aGxuVwzw9++94/vnnu+L+bdQ7ZssLcK+zuoeuhB4QCnh8UwvbtHlcVf5+iKCbVx2lyn76gMt/WRKJfyKsXr261en4tzibLSZEvW/fPnbkyJHYrfoo59XxCKRxNkLE/TFlcsEzrPFzD+xjGzaf0v79KN40d+5c5fX27F/793//93ck8ftIAGRPBGwxtRKqHRgh8PMnJlZNWADu/msuO+G6+ynWb4S7HfJ/oJxf4L3vfe+gyNclZowXf+2119x13JZ9VFx+EYTAZKkQyNWOZrXT3usKgTSSP4gfAkAXmLth6dKlrK6uLvC6evZ1O9vLHnnkkUREKAmA7AmAdibIGCaosdMRAPAIVLIQoHH9oYGKf6vS8EXe85737HRIoNWEqE+cOOEmBMZN4LbOef1lY9nnPzZVOmoA4YD61rtYzdiLU0P+cP1j9sRTBol/cP1752/QsP7v+/73v39vUr+TBEA2RQDVBogAjBZAWKCSageA+DGmn2ZMDIWyuv4FAsBI5HPy2L9/vzIUkIS73wTwBnz0xonSOgK1LVexujmfTDQsICJ/ZPt/8q/eklZCFP1+VGxEzX8D8u/8h3/4h2VJPmskALIrAigUUOUeAVj5iO8T8UdG2V3/ftxyyy3aIp8TCMrGojhQT495fYdyegvgBfj8x6ax6y+T1/FASKBu2nsdRTA61uuOeQ363vreiP2f/Ku32XOv6OfSoOLfwoUL3RBA0PXwjf9f9oMf/KCTBABBRwCA/LfQlYgOeALgEUBp4SzUEADZv3P5CbbcsfrJ1R8ZqXH9e3HzzTe3lNp3qwnRgvwRCoAYKJdVH/acyA/4yh/OkIcFHPKHNyCOYYOY0RDTHf//7H17kB3ldefp+5qXRhpJSLIkjAcnOAQCSLbB7OKgEUhgk91F4KSS8j4ixbtVm63UYv3hra2tyiKqso8Ku4uopHZrt2pLQyXrSrmMEckS24DQAPYGIx6DMTi2kzAGLFky1ms0z/vo/U7fvqO+fb93f923753zK7X6Tt++fZ/dv9/5nfOdrzH7Zsd9ODsib4pkEZD00fpHEWAQ/T/0Z3/2Z4ey/p2RAOhtEYARwiP0SbgBkj+KgLymB9Dmv+4X56mq3x3Q+r86y4Y/JrjnnnsmQCMVECeXCxcuwMmTJ3NdAyA7riotgPUBKAJw1EDS1AASP47vxymO40Db/4v/7Sdtkb/O+0fbP5r314j+p7/yla/s7MZvjARA74sAahCUArCh0GtvrQkEQTfFAJJ9i/Qp2neOzBv+mOKzn/0sRoUPmhLyBx98ECx5iOxtsB3TAv9sS1AsKI22x24NCgUL62/VFwP1uWD2wsa57wRrHjDX//v/85Qw5y96/5j3x8Xgc0LxufurX/3qdDd+XyQAel8A0FwBGYiBt/9mOKgZ+Lt3B1NNE6C9jz36sXkPkX6qOMzI/2AvvFAmAqzqfbAoEN2AbkX2Lo6JaYE/+JfbpHMMrDxfcQS84Y9CAWcf5NQKYHGfv3x6pZ2vCP/nG+fgfzz+gVGbX8TY2Fhb0Z/mZ3Lg8ccfn+zWb4sEQH+IAHQAaGhgRkBHAAsHcd1abIFEv3XzcrAg8VMxXyaYZuS/s1de7Gc+8xltkR8nmPfeew/m5+1SRnkaMXDvrnXwrz63SUsI2AKj/T/8k9Nw4u1549c5MjIC4+Pjpu998mtf+9qBbv62SAD0jwg4BNQlsKsuwfmLJVhYLMCpn1WkhI9AwqfovivI1ZA/AxFgVfSLzYFQBCwtLTl7Ld10C1AI3Hv7WOAMuCT+P/36WXjyBTu3BGf5w05/0Yp/jcdOP/HEE10XoSQA+ksEPMFW++iTIBCE2M3If6oXX/jdd9+9HwSzgsoIFEUAjgxoiYBeKQ6UHROdAKwPQCGgqhPg4eTPqvDcK7OM9C8yAWA/LbYl+aP43Hn06NGuF5+SAOgvAaA9dIhAWIV4iJH/oV5+A0wEWDUBUzkBeWsQZHrMaz8yCL80PgDbN1Vg2xXljlQBEj528vvrmUX4a0b4+HfS14nkf9VVV2mRf+Q5gqK/J598cjoPvycSAP0nAtAqxHoAKgokEC5jkpH/gX54I3fddRe6APtNSQtFwJkzZ4K2wXmN7PN0TNlxcXpfrPYvFArazx3ut/PP//zPp/PyWyrQdaG/wC5y+OM6QJ8EgbACPCcO9subefrpp/H8nuRNJytagos9IyucmW7tWv3ZMUXHShSkZHTMtI6Ln9+WLVtWiN/geziQJ/InAdC/IuBoP13wCIQECCzXvDb7SYCDobAxJjIkL1xWK4EnAQoo/OxMxFf4nAf+4i/+YjJ3XEHXh/6F//K1gVVInwRhlZP/dD++ub1792KaD9N93B4BKmt6YWEh6Bjoehphk9fQK8dE92Tbtm1t7X11Xwvb58BTTz01mcffEAmA/hcBNDKAsFqR+05/jkTAEdtzHMn/1KlTgRjIjHR6rOAQSX/r1q3axX5x8v/Lv/zLybz+fkgA9L8AkEYJBEKf4gAj/8nV8mb37Nmz4vbZEOH58+eFrYN7WRgkPebGjRthw4YNNs+H7tPBr3/967n+DZIAIBFAIBD595kIsCFIHCKIIiBLNyCvogCj/k2bNsHAwIDNUwSpp2984xu5Tz2RAFhdIoB6BBD6HX0z3M9SBKAAOJLkGDh/wNmzZ1OtDcibKGgdF3P9GPFjX3/L1xSMwuoF8icBsPpEAPUIIBD59znuvPPOCbZ6QnSe6xAokj+6AbOzsz3zvpMKAxzed8UVV1jl+kNMseW+b37zmz0z4oQEAIkAAoHIv/9EwHgoAhKl/Wq1Gpw7d66nhICpKEDix6i/VColOfZDjPgP9dznQ6cKiQACgci/P3HHHXestA5OEiH3uhDgkffo6OgK8Sf4bDDaP/D000/35GgTEgAkAkgEEIj8+1sE4BDBI7rnuowMUQigCMA6gbzWCMiAOX7M72PUbxrxcz6bKbbcx8i/Z5tMkQAgEYA24Th9GgQi/74WAYn6BfBw6dIlmJubg/n5+dy//5GRkWDBqF9X7Cii/oeeeeaZw73+uyABQCKAhggSehE9P7NfL7gBOkAnAEVA3sRAi/Rxwcg/EVFeFgoY9R9g5D/TD78HEgAEEgGEXsOqHOfv2A14ECymFdYBigDsJbC8vAyLi4uZvS8cu1+pVIJpepH0NcjcBEj4B5999tm+6ixJAoAQFQFOLUICgcg/10JgPDznJ9J8HhQBKAaq1WqwxjoCXGyBuXtckOzL5XKwjvfod0aQnod2/6NsOczIv98mlCIBQOgQAjSBECGP6OuJfbosBCZCR2Ai6+c2cQgwsk9A5DYPQ6H50LFjx2b69bsnAUDgiQC0Bh+hT4KQE0yHkT+Rf58KgVyRouf1PfGTACCoRIDzYiECwQJT0JzV7zx9FJkKgQdgdaUDz4cR/6PPPffczGp50yQACDIRsCMUAVQcSOgGDjPiP0gfQ9eEwHgoBPa7CgQwXy+aYKdLTYaQ7B9iy1FG/KtOZJIAIKhEABUHEroRjR2kYr9ciQEUAfeaXgew6Q6OvV+zZg0MDw8r98ciQRxFgGIApyjGv1P6fR0No/1VnVYiAUDQFQKHoJkfJBDSBOX78y0ExkIRIBQDSPgbN24MyD/BxDoBUAycOXMmEAP1et0F6T/JSP8ofZMkAAjmImACJLOMEQgJMRlG/pTv7x1BgCJgF1smWIS/48orr+zotucCSP4oBE6fPm0iBKbY8jw07X0SlCQACA5EAKUECK5Bln8f4Etf+hI2E5tI8zmQ/N977z34+c9/Hr9rBpru0RtI/Izwp+gbUaNEHwHBSDE2o7P7wqGCD5IbQEgIvGhjlf8MfRQ9j9SvBZhSGB8fx05/U+++++5jSPxE9iQACNkLgcNMBGAuLfGc44RVC+rn31/I7DqwadOm5ycZ6CNPhgJ9BIQEImCGLTuhOYyG8rYEk6h/J5F//+BLX/rSeMZPSdcbEgCEnAgBvJCjEJiiT4OguGhj1L+Tqvz7DlkLAPr9kAAg5MwN2M1uHiB1TuBgiqL+vgalAUkAEEgIBJXcV0NzSBeBMAPNIr/dVOjX16BiYBIABEJzpABb0AmgtMDqRWD3h1E/NV7pf+zK+PkoBeAANAqAkKYQwJN0dzixEM4uOE6fyqrAJDRz/RTxkwOQCh5++GFKM5IDQOgRIXCULZgWoPqA/sZUGPEfIPJfdaAaABIABIJUCGBkiEKAhg32H/HvDvP8ZM2uMnRhCCCBBAChR0XA+bASnIRAfxH/FH0cqxbjXfjdERyAagAITnD8+PEJaOb5AyvQ8zw8SZ9n62lcbr/99pm4EGCrQ/7L1x6G5rwCDwLVCPQKgqlUdUn/hRdeGA9/Fzt839/FFrw9xtb4mzi4e/duKhLsbZD9TwKAsIrJHwn8CUb0EJI/ribYeqK1z4svvng+FAVvhOvp22677XwoBCZxYWJgP1v/NqQ8oQjBCq3pVKXFfd/+9rfHQkKYYAR/U0j6gbBj6+C3gUt4e5ytn5iamjowMTExSR9xz4KGAPYoaDZAQiKwizee/O+wi/lYSwBEREDHOnb/DIoBtuAMXtO33nprEFGG0w6jENhPn3DXgWT/KAo03jS9L7300o5QsN0URvZI+NAi/Cji2yP343Gvvv322ykd1IPIYhbAGI4+/PDD99EnTw4AocsoFAr7WxFAlOwFhB9fj7dIHv/+zne+g+vpE0xXsPXzo/D9x37J/49IKg8ApQeyBkbkj0Vt/hMnTozHyH6CR/SRCB9U94f3jYW/g8P0sZMDoIE36CMnAUDIAdhFfBcvypdtU9y/I1zgkncdvOr9KaYOptf6b05v9I9PsPVYEebpg08HWMGPU6xOvl76Mv498dprcAjz9mFkPyb4DXQQfoTcpYIgsu1eEgA9C6oBIAFAWKUOwJgiytcSBJJ98PgTs96NMAs3NsMN/1VY578C6xongMRAYswg6f+4fHDmvPep8ZDsH2DfwHiUwKNEHiNua0Egejyhd0BDAEkAEFa3AwC6uX9Nwuc+RxQXvE/CRe9meA9+l4mAV2AtEwK4LsIcfSEaWCyMw8XCzTOzhRvPzxd+CUn4weBzjhG7jORlZG+yT/w+Qs+hGwKAek2QACDkxAHQJnQTUaC6r4WLxZuD5X12e8j/MaxvTMGaxtsw2JihLydE3RuB+cL1wec0x9bL3qaVC7enIHbgiIKkgsD0mIRcoxv2PxWLkgAg5NkBSEL4OsTP27YEV8NPi1cHt4v+HIwwITDSeCtYVpMgQMJfKlwN80VG+qVbgttRgo12/xKRNS8q50XrKgI3FQSEngMNASQBQCABYOYCuCB8GWk0vDUwW7gFZuGWpiCAeRipMyHgz7D192CACQIUCf2AJSZ6FhnJB6Rfuj643QZNi11l/8uselFELxISFP33DXbRR0ACgEACQEnouoTvQgB0CAIYgVkWDV/yPgUfwG8G28qNMzDYeCcQA7guN34WrPOKRr0BtflFqM4vQbWwGeY+9C/g0shdnZ+Lg+9UZP/LongRyeu6AwRyAHTw8MMPT9HHTgKAkAO0agDSSAOoyMGGOKKPqRW3wCwj0ln4VNs+Q+eegpGT/wvK/hkoVspQHChDia0RldHh1D7L+nIV6kvVZlQ/2xzdgGTv1+srf/tD22H5owehtvX+5ucfic5dQWb/20TwJu4AoedAQwBJABBWswPAI3EXeX8T29rmNYsIaHHDP4Cljf8QKu/8MQywRYTy8CAUip3zaaFgKIaCoYUWkceB2xuc7TxUf+FfQ+2q/eCXRjuifJ0qfB2iNxEFtgSv4w4Q8g8aAkgCgEACwGrIn00awKUA0CG/5at/D2pX3AlD3/93ULj0fQ55L/IfOOv2M/ZHfxmWb/hDtr6uOVQPQGmr62xPK/8eFyOqUQOuHQxCZuiGAKARACQACHkBbxigDul3UwCYPM5fex3Mf+ooDL79b6F06onMP9/69s9B7drfByivXYn6dVMjPMKPb7cVBibuAaf1L9n//YFu2P/UA4AEACFPDkBahG8rAuK5au1IW0J6i9f9Zyit/1QgBDIj/1/+faiP/06b3a9LnCrL3oUIkD2fif1PYqBnQUMASQAQSAC4IX1bF4AXacYfr0Nwquerb7sflth6IAMRUL/xv0Djyl+3In8bcaDb4MdWIJg4FYR04f+/j4ZTNuPn7k8EK/DXBduC78Jv/VB2NEneDzetbA9v/wmcmx8JlsjR4ez8Gji3sGZl/4VqBU5d3ND2Gv727Fb6IkgAEPpBALjo7Jd0mJ/smKpo1MQZqG1rVt+nKQLqNzHy3/7riV6vC6GgIn1Rf/+sXh9B8Tm/dE0wjwa7hUR+E/vgx1eIv/Vd+W1fTJTHL9/oIP/LWD90iS2zbfd9dEPsMW2P4x/n5OwGWKwOBPejYDg5e8XKfX93bmsoJAbY9o2UAnB5/aaPgJAEb7311nF2MZ8wJXkV+fPuS5s4TCLR4snHYeAt9yKgcdN/DSL/tF67aD+T7fHmQCa3JfdNXXfddbvpjErw+3352rEwor83WAMjfD9O4qLb0cg+RtjS/Vv7+HzBoCT/qBCJ/9aEv2ksBJwO1280b3sz3t6LJA5IABCyxNtvv90mAGxInzfGXDfK54kC0TbX4qD8g/8A5Xcn3V3AP/wbgQBIQ7DoFPW52JbgNl7MH2V/z+AFnYkBupjrE/8+tvpttuwTkzjntpLATQVCbB/h3zLi9xXcr2Iyb4r99yQKShIEJAAIKeL73/8+WotH2LLDthEQz1bWFQCCeeU79jUlf9n+8fsGX/knUDj3neQf5trrobHrG5mSvul7VUXz8W0OhMF0uLzB/p6+/vrrp+isWyH9cbbaz5YHIFqM10HSMcKW3m8a/RuIgXjUzyN+Xyv6l1OZ1/Y3ismH2O2j3t4LNHyQBADBMsofC0keI/2boDn+NxHp60T3qV9EFZ3stMh2/n0YfOkfgVe7aP9CymvB3/U0wPCVTsg/DeK3FQQqsrcQBi1R8DyumShYVVFeSPwPhuQfv/cysZpE94kIX0b+8X145O+31xtw348y6hcIgZXtTAh4B5kIOEpXcxIABAneeuutFrljdL8rvD2mInKbSYC0f6QWokDHHTAhPtmIgsKZZ2Bg+nftP/RfYUHKL/xzZ9G/Dbm7cANkxJ2SGGit0Rl4PlxP33DDDX0X7TXz+/DFjoi/gzCT2v82YkEiEGQOAZf8ffPg//KJrhAC3mEmAg7SVZ4EAIHhe9/7Xjyyn7Ahe5sZ/kzy/q672NkKAdl+Ayf+sV0q4Iq/B3DbV507Gy6i+zy4AYZCIOoSTLE1ugRTN954Y08LAkb+eH4eAVXnPW37X0XeSaJ/mRPAI3pefQDPDTCgsrgQaBcB6AQcpqs/CYBVhzfffHM8JPldkSjfKILXFQI6fyeJ8F0QfZJ9OrYtvA9DL06Yn4C7nwFYd30q7y0Lks/SDTB9TFwQtFyCm266qScEQRj1PxhG/jpfMCdi5xGzif0vEAOJRgZopgF0fuMd1w5u5B/9m3333k4mAmaIEUgA9DW++93vIsEjK+0Ko/wxnd79pmSva/XbWv+8qWhllnwa0b8OGZZ/8AdQ+vGk/vu76jfB+8RhJ687yf6uRgC4FAOKCN9ISAgcgqBSnImBqZyS/0qBreYjNPL/IpKWkHfi6F+nUFBF/L4efXmergg46O29SC4ACYD+whtvvLEjEuGvEH6LMHUte1OL37b5T6oXUIOUQRJia9teuwiDL0xoFwQW7n4ZYPjDmToetq6H7WfkUgwkEQUCIRBGhEG64El0B3bu3Nn1yDC0/HHiCYNWuwoBoF39r5EeiJK01kgCTfKXpQB8GXN5piIAhwhSzwmgToA9jddffx0Jfl+E8MdlhG9L/DoWf1LSN2n4o9OyVtWHXnUs2VBDEfFAaS00Nu+B4smvqd/vR1j0P3KVc5Gjsy9vP9O2yDr9F3R7NPDus2lXrHqNgsePsW14Du0Lz6lWuuAxJgYyH2HAyH9/GPkbPjDOkr5sR83NgqicF7WLxvorOwrKnACd14uk7l++3TpOi/jxz+B+inXJAegP0scoHy9W92IOn0fSOgRuIwCSkn7W7V9th/eZFLPFt3kL78OgRi1A8TOvMAHwYev3kFakb3tfks9M5QzoRP6mtQMSRyB630w4suDJj3/846kPIbMmf2Ukr5P/9wVOgsmoAgeFgtpihpP7jw8L9LzY7ZX9pry9s+QAkADIP1577bWwn3dA+Ej8YyqSNyH+JHa/Demr+vObEpzu1LVJhICpjV2Z/l0onnlGfNJt+vtQvN3t1MLdqoPQ+TyS/G1b+GciDjSEAK4xVXAUUwWf+MQnnIuBROTfRsC2BYAWaQPtkQSahYJxp8G4D0BMBHSkA1YEwZR3FwmAwLSkjyB/ePXVV5H00Za8N4z2V4g9beJ3Ee27cgN0ZqiLiwoj9St5nMnMd/H7a1vvlwqAwkd+y2oiIp33onMMVQpAd3pl0w6OPOGnO42w7mevKwg1UgPx+zBVsJ/9vZ+dn4EYQGfAhRgIC/4eScFT6LztK/bxDQ7J26gcyidJHyidAN6hvIjFj68/IgLweF64/fJGvD1DLEMOQK7wyiuvjIekjz29d8SJXUTQWRF/EtJ3Zf27iPjjj7d1AVTHGHzu4/xiwPI6KN/zSrDulgOQhhOgu6+tU+AyPaDjCPCcBVERIVtPsuWxm2++2bhmIBzq9w4YFfxxmNB5VJ9kVIHqOXn7CtwCnjjx4tTlySr+eamAg95dl2gUADkA3cWJEyfGwgj/gRbpiyJ7HeK3Ify0Kvx1Sd8kehdF/LqNgnQLA1UugA5x1jfvgRKnGLCw/bPgVdTXels3w+RYLp0AnX1NCgDj341NUaKpsIx/160l+rvjFRFCc5z+F9n5jJHlo+gOMDGgG2UeT0b+eYHISfD1on9lQWH8bj9C6K3IP+IEdMS2bduoJTAJgO7h5Zdf3t+y93VIX9cNcCUAbIk+Sb5fREYqe5ZHcLz3ZtoaWBaN6rgQ9U17+QJg022JCd1ULMhIV7WvahSEaLvONlGfB90UgekoAxOHSUb6cTEY2Xec/f0ILkwMYL3AY7fccstRSfR/CLTH+TviZpv703iM73O2+4J9JH0AojZ/VASIqv99/7B399wMEACAUgBZkv4EhFN2ttrtFgoFbeKP3u+C8G2m7LURASakqUt0omO5HuevY1fLHjP8zDUdz1HZ97fgVdZpv9fE1/6MZg/Mcjph08foFPnp7KebFuAUD06iM8DEwEyE/JH4X3fG8El6AAiLBU0aBJnOI2CQKuA5AZ6u3d92Gz//nUwA0MyAJADSx0svvTQeEv4DGB3oRvimoiBKskktfxfiwCSC1c3ruyAq26Y0tsJg8NV/CsXI/ADe2K9A5a4p9wFeCvl/3f3S6hjoivx1BYBusyFN0hdtD1yBW2+99SgTAK+7i/51BYBBW1+bBkCJOhDqTiUsEgGc2+0CAEl/t3f3/KqaPVIFSgGkQ/wY7WNef188yjeJ+m3s/l4hftVrUUX8Ljr76Ub/po9prRvrb2kTAIXNt6Xye0sj/y/aT1ZXYWL/R7eZjCbQSR3wbsuaQ4l+L7LHiY6j+N0EDYfe/c6/Z2T0le7m/RM5TH6CXX2NQ0maCkWH+Wn19wl2IvInAZAu/uqv/gpPaMztI/GP8wg8aZGfzjpt4tcd66+y602IzbbjnQmB66YVVK5A23DAsVugHNlHN/+ftjjQFQUqQeBKDKj2SUr+omOYOia8ugCRUBDtX/TnYJv3f8foipnA6VB+f23KAC23+xj5k+1PAsA9vv3tbyPZPwiR3L4O+Sex+3UEgMoFMCV7FfGbjggQRWmqCEslEGSiQXf4n471rzoObm+MXtu2rbD+hkRDIl3VBaQZ/duKARNXICshoNpHFPXj9kajwX3MFniaiYB5unDa/XJN9jvPdMBD3mcXabgfCYBUiH+CrR7EWfaixG1C8rZRvynxJ4nybcb/m9qxqoY+riJ+2UVeNcRP1YWOt71RHIXG4HYoLP6k+T4S9v7XISxXx04S/csIXNcF0HUFbEWBjRAQrXn7Yaov7hIUYR62NL6REy71EqQBWkPtbHaNbeAeKrJx5XXGev6L9QCL9P1H2Z2HGflT1E8CwDnx74dmNf9ENJ+vKwBsKv91BEAeiN/kdhKSUkX8SWag04nsdZ5v5b6h7QBMAKSV/09LKJlE/ybugI0LYNIfwEVdgO1nr3IDkPxRBHQ3gnZE3EYHED1WtU+4LSoCogKmXQUEnRm9e5YniaVIADjHt771LSR+tPqV+f2khX6mUX/S6D/LqX11rH/d5jyuo2BZRbjO8/Fu19dcC8VzL4PnuPOfC3Fg8lm5SAeotpuM/3chBEQRflpuwAb/hR676hmSvoGr0Gj4wdLK69fqDfAb6umAi0WAyuBA6/lmwCtMQXXxoHdPlaJ9EgDu8eKLL2JhH1r94yqy54kC2X22Ub9unj8r4teJuEwdAdHjbUjfxL7XOb5KKLQNAyutbb7X9Tfk7/KuYfvrPDZJ9G/jCqQlBETiwwXW15+Hiv+zfPK4aXAveEyDkXijXg+IvV6rRbY1HZBarZE4Zeex621xdA0Uy2X8ovCavB8G1uz3nwes8H/U2/VTcgBIACTHCy+8sEL8ovy9LK/vOup3OXufa+KXPdakxa9ra19XKJg0j9F5LdH70AEI3k95nRapuCr0y1IQpCEGshAC8ZEquoJU5QZEj9nab51/IpdBu2lkj2Req1ahXq01yR7/ZmTfHr27Q3lgAAqlIhRY6I+3SwMV4M4iiD0VfP+IP7XlQbbtgDdxZopYjASADfFPsNWRFvHLIn2TCN+VAEgiArLs8S/b38baV4kKm54AppG9jWBoFNc0fz+aDoDLFsDdEAQuUgGuhYAq/y+734UbgJH/2nqaAkCH9e1z8ssLi1BdXILq0nJA+q5QKJWgyJYgqi83B8yW0d5nT9sk+pDg2yYH4swz0D4DIboCx/3jmw54u39GbgAJAD1MTU3hZDw4JecEz+a3yfenHfXbRPquiV91MdUlrbQjfp2Ob6rjmPQAWLmvOJoZQactDmTkbrK/yRwNNnUAqkmLbNICOmJMJBzWNk5keCVTEL1mVb7faMDipTlYmpu3Jn0k9lJlAIqVSnC7PDgYbC9WyuyzKYC67a+I/AWNgtq3HWEiAEgEkABQET+O3X8E5/nmWfwmLoBKEMjI3jbq1xUBLok/ifVvQ/S65G4jFJK4ATrtY1dSAOt/JdPftckEQHkQA6YCIYkQEAkKUVrA1BWI7zdWm+rOxc0yHYAR//yFC9Co6RF/oVRmETsSfZPsC0VG/INDirkBwD35d0wj7D/iP3fFlHfHBzNE9SQAeOR/iK2wT/9YUvLXHfOfRtTfLeLXueDrkHuSYj+bYj6T+eFtj9HxHrs8CkD0HboQBLZiQLeBk0shoDsKQNcNUD2m4M/BYOOdLrO/QAm0Ve0395k/fwEWZy8pjz6wdh0j+WGojKxh0b3HIW8BccumCebep0v+3OmIWXDn48itA0T1JABWcPz48Qm0iNgyLiJ2m2K/rCz/pDl/F8Sv0+7Xti2vbUSvE6WbDO1LYv1H96mPXJvbc8G1IDARA7bRv40QUNUHmNYE6LoAo9WXM+R7Sci/cpdIDADM/fwcLM3NSZ9maMMVMDi2IbD0OyJ7LnlDJ9ELJ/mJTxHsC/SADvmvbNvnP7fhoHfHWRomuNoFwHPPPTcW5vkDuz9K/iohICJ2UzcgiQBwHfXbEr9u5K5r95sQUNKpY5NG8lbR/7bP9Mw54lIQ6IoBW9IXiVFZ1K+bFjAZISDDcP173Q3+tVwBD5YX5qXkXyiXYfRDV0JxYEBN0sroH8ysf9F+avLH+zHFiwHfUaJ7zve6isgfe/W/Y0v+rULAKMnytpm6CC6aAcmaApnUF/AeJ9umEgui/UxJJokoEC2m7oCNYFh5vh4+b0Stq22PY7OfzjbZ37a1NUlm4mzdzk4AeBq3+Zuw4G/u52fFRy4UYe32q9rJn2fhm0T/3MBfkfc3Iv+2NMQOIKxOB+DYsWOoAHFY37444Yuq+1X5//g2FRknGQ5oE/XbWP8mLoDJPmkV8+nuazJkT4fMZUJDJBhqW+/vm/PJNN+f1BUwdQREDkD8Pt52mRtgkxIoN84ES3e/MOBY/+299pcXFgIRIHQxNm0OCv06SdsXawGT6J8rHJKSP2iIEkJfCwBG/kj6RxhZj3WT/F1a/mnY/ab2v4x8TSfWcRHlmxw/ieVveyxv5MN9eX65EgOuhIBJfYBqu24PARkGsi7+66gDUE2809ywrLD+B0bXiUJ2TRfAF7sGOumCzhNSXyg0t32EqH4VCYAw6l/J9Schf9P8v4zcXVX7J530J4kLYJLvt4n403APbAsBXbgHPHegn8VAN4WASX2AbXtgEzdgsP5OF7+QKAdyREFkU3VxUXiYyoiqj4XP1wXK6F/nmCKRYOwSjBPVrxIBwMgf8z1Y4b8jStA88pcN7XNF/q4n9HFF/jYuQNr9+XUicFPrX4eYbYYHmqwrlcqquaAkcQVshaYs+hf9rXtb1w3grYdqb3aR9aM2PwjTADLrH9Ge91eQuyzSN47+RRG9ZX0Aof8FACP//WHkP6Yif5OiPNNWvyLyd235p2X3y7r+yS7OScfxy6r308rv67oCsv0bkYsobz/RMMkk5LpaxICuEDB1CFRD/mSft+6QwFK9C/l/rTTAZRegvlyVC4B47l9q8XO2WUf/3A+eT/5A5L/qBQAjf4z698cJl5fDV1XruyL/vFn+Ni6ALlQNXJK28NU5li3J27gBJimH1m8wKXSH0uVZDHRLCMjSAklqA2SuQKlxussfOgjSANFtcjSkDgHP/vc5nGtQ+e/LHALZc0uLA6eJ6vtUAIT5/uOAs0FJSFu34Y9N0x9X5C8SASKizrra3/RinkZVv8n9rkg+SdqgVCplkgJQEWQ/CAGVALJNC+i6ATIREN9nYPmNHLB+6zZbe/7lNIB3mVAbvjwFUFuYD7r98ck2gTNgvb+v6Sq0CYvnier7UACE+X4k/zEZueeN/Ltp+ZtG/Tpd/lzen/RYrYglC3IXrYeHh2FwcDBYowDoJnifVx5EgU16oNtugGhmS55oGKp+t8uRf2exH08c1JeXpYdanpuF4Ss267kA8W0iojaK/kFcXAhazYTOe3svUhOgfhMArSF+KvLXqfZPSv42XQCTOAJZEb9tlJ8kSjcVAiaNfVySfdtJxEgeCX9oaChYu7L8sxIF3RYEpq5AUiFg4gboiIP4/oH9X+/m+H99F6BRq0mP1KhWYeHsB0ELYMGAf4UeMI30FdE/CMSAuD7gUaL5PhMAYbHfkegJb7MgZEMC0yJ/23x/FuSvE5l10/q3Kd5zVQgYRblchpGRERgYGOj5Kv+8CII0hIBu9K/rAOimBEr1POT/RXn/y+IACV4FFADNfgBrJVE5aAgEzW060b+v1XVw2ts7e4hovo8EACP/L0Kz0h+SCIC0yd+22M/E5k+L+F1H6UmOpVtEqNvm13YyIPytYHSPhI+Rft6jfFeCoBtiwEYIuHQDdIYF8sRym2joepalvdtfkzBjLgA0oKYhABBzp09B9VIzHVDoSGv5qh8Un6SF1r7MBeDcxy8WxMK/3UTxfSQAopX+LUT78ZuSv0hApE3+sp7luoSfNvl3Y5y/6TS9KtI3Jfn4GqN8JHzM5ePt1YhuigGT4ZMu3QCdqF8kIlr7DCx/t/tfnsIFaNTqyj4AUSzPXQoWdAIG141BsTIgIWVDMaDaJqwP4KYJptj6Phb90wyA/SIAeOTPI1JV3j9K/qZFgDLyN630T8vydxH1u7T+VaLANMqPPyYpyccv5Ej4rUi/WCzSFaLLYsBlWkAW7cv+TtIzIM8uQK26bHXUpdmLwYJTApeHhgIhUMbal2IJCqWigMR93R9ZsKpXaxFx4kN1qSoQBkxsDVbYc+P7gxm25SFv78VJOlv7SACIyF821p9n7/cb+adp+ZuO4zeN+HV776tIP2l+H0m+lcdH4ieYiYE8CwEdN8B1SiDJ1MGpuwBt6X8PagsLyX4DjKCDeQTYEj9SueNc8iUaAAl+2fp1NOoNGFk7hMd5CGjaX+OfR0+Tv227XxNBkAfyd2X5m1ycVE14ZETMu21q7av2te0I2CJ8ivLTIems3QjbfWWdJ3VFreg3uP3knjypNeDlyy+8/x7Ul5d65vdVLJegwH5jxVIRvIIH5XKxedtrcw/OsxsHvL2zJAR63QEIq/338y40KsKWkbvu/VmRf5J8fxqFfjpRvOoCK4rcdcfx6+yr6wbg99zK5yPx91pLXXIFzCJ83X1NUgK6owGyFkLmLkAzFYDRe17IH1MJpXKTioqlUkDuwVDKcFupUuIP8+MW//lj7PYT/tNrJr27Lh2gs7JHBUB8qF+UtE2K/Uw7A4oI3yX5uyr2SyPqNxUCttPq2rT4NXlejOzR0kfi73YzntUqBNImQ5O0QJKUgE5dgMlEWV1SABDNAVQT2v+6wBEDGKVH6wPKA5XgZWBEj2TfWeAnm9pX+6n3MxFwnomAg3RGyn8ZeSR/7PD3uizyt63+j5O/SBDwSDtpi98k5J+F5a9LztH7kvbqdzHhTwsY3SPhU5SfwwtNyt9HHlIC0W1b378jj8pshUHnzvw0KORzgSI733DSIFwjyRdDsg+GC7ZF6bxmPb5aAIhEgd7x7vPunqN0QK84AIz8x6HZ3ldK/qro3GRK3m6Sf9JiP1eWv27krUP0qotkkoi/7cLDovyWtU+5/N5wBdISAi7cANOUgCwNkNtwL0wF4HA+q0MElf/DUBochFJlIFhLSdz6B2N6p3Ab9owhAdALAiCc2OcJCNv78shfVNkvqwEwIfJ+IH/TiX2y6tWvM3xPdix8rUj0GOGjrd/PzXhICNgLAdcpgf4RAS3ynzMa/98ifmwCVBkeCW53tty1ZvO0Me5/c3i/d/f8JJ19+XcAUK3tkEX/JkV/Os6ATr4//jrSIv8s8/28iCkNIZA04sfvFMkel9XajIeEQDpugKpnQBIRkF8XwIOlC+eMHlIcGIC12z4cI/6ewr1sIQGQZwEgq/hXCQEVsauOoyJ/2xn88k7+NlG87r4mvfrjt5HsW/Y+Rfn9LwTy6gboFgfKxELegNP7VtmiT/6D7eTfm5igMy3HAiAs+ntEFvknyfvrjvUXkbat/Z838o/vk0Yvf5uIH78fJPwW8VMBH7kBeRQBusSf598vTuxjgtGt28ErFnqY+wOM0VmWbwfgCO9LMsn7y3r8y0hVRtirhfxdTdOr6tYXvR219inKJ6QpBExSAq5EQB6xNHvBKPofWLsOCqWyg8jfMz+G9CEe9LoiIQFwOfo/BIK8v4yMdcjcdEQA77Eq4pY19XFF/mlY/ipyd5njb70GjO5bC0X5BNlvsltuQL+KACz6m//ZGaPHlEdG0yN4998uyKc+JuROAITW/4OyyF9m38tqAXSIXSYaZA6B605/WZN/2hF/FK0ufDRMj5AXN8C2ONBEBOQNl069z0RA3UwADA3nI0pPfCgKNoTX5y4//yOiE9CkMx/vtu6kP7znkzkEqouG7DF5I/8kw/tUTXzwubETHy5E/oQkQsB1RJ3k/NFp5oWolz6Um88Q8/4m1v/K+3GemvMSbOPc5Rk+lpAfARBW/U/ITjqdIX/x2yapAtEJbWr5m0T8WZB//D2YRPk6vfpV/fhbbXgpt09w7QjkQQTonLeNnAgAbPhjWvhnFU2nzrueXDB48V090gN5FQBhw59E1r8sijd1DHRcB13y14n40yZ/24uoKuIXTdQTvY1FfdiZj3L8hF4QAUnOKdPzN2vUl5Zg7vSpju3FygCUB4eC1r0y1FZcgwRReteD8+BJZ+js4aNbNQBfZMu4TADokneSvL9oHxMHwCTit+n8lwb5m1r/uj3RW136CIS0RYBLkk1SHCjep7siAIv+Zn/anvdHS39k0xaoDLdy+z4j+QWYPXOa2xkQ3YOSqg6gg2z9+IcS6dkfjdgjDYWisxVyj6db4BffvzUDIkzRmZMTByCM/h9QqWkX1r+JY8Aj8KTD/fJC/jYRf5z8dYr9iPwJvewG2OwjSunVKr/YVfK/+JN3oVGttpH/2m1XQmVkpE2clAaHYHTzFu5xli5eMG4ZbBGddwoG3t3C25HUgGgf8B6lMyYnAiCM/o3G/Ce1/kUCQyZAVBcBneF+eSH/LFr4EvkTuiECXAoBlyLAL6zpKvnXlxZj5P/hwPrn8S5O6FMOJvWJH6sO8x+clhO2i8I+XXEgrQMQ7eMd9e66NE1nSw4EgCj6503tK4rsTQle1VjHNO+vcgRkgsA0T+g68k9r0h4c5kc5f0I/uAGuREBeyL/Vxx/XMvIsDw8LXQBsICSOrtMWBxr3iV2A8+z/A3SG5McB2A+cmf54pGnS/CeJ9W9K8DpDA3XEh4sLis4+rof38V4DFv4RCCQCLm+rDVzTdfKvjIzC2u1XBf38hQQavmQsChQBCwnnTv80KCqU8rNSJES3yyr3Pcn+nH34T8LI39vt3TV7ns4OMbK+cnNz/yZkbTpmX2X9qwjetuhPl/CzIn+bYj+dY9EYf0KeRICrSNy2MLC1LcsUQJz8vUIRhjZcAYNj60F39j7ViAB0AXDBdEIJR/mw54g/plgpQ8FrxZSd0wXXa1Vo1OqXt3GnE46+Xh8KQefQwgrnFzuCjVahX6vYMCgwnAbfO+DtvUDWf14EwLFjx/ZBrPLftt0vr+GPyDkQiQLVPiqBYEL6JmmANAr+bIv9dEQDRf+E1SwChI8rjGbzfmPkj937RrZsDXv4mwHrAKqLi8rnqy4shNZAd77jYrkEA0MDMDg8GB9hgNH+o96eC4foTMifA/DbttG/iHxNxYKt9S9zFlwX/bki/7SK/aLbohMyEQirUQSI7q9nkAKIkn+hXIY1m7caDttrR6FHxHy9WoN5tpRKRSiVSzNY6Mc+jee9PeeP0q8/hwIgLP7bp4r+ZcQti8B19nNt/cuOZUv+qouWDfm7LPbjTeNLIORVBCQR2i5EAKYBvMal9IiQET/a8Wj3V0aSpxzyKAC8QnuNUanSdDYqgyvzi4yz5Q3vznNE/jl2APabRv9JI3tR1J6m9Z8H8tchb9uIP42LK4HQC26AjQjAQsDywuvpXbxZtJ8k4k8T0WGFRRwlVLhcG+B5BUbkpbZcP/4rlApBzv+yrd+qFfDb9murG2jed8Q/tgG8O89O0i8+nwLg3jSif5Ne/zr721j/ri4ursjftOrf1j0gB4Cw2kSAqUioV9IVAA4+mXYSNnILylAaqAS9BbAYEK8FSN5NFyFG1FwCl9wXLejrLPBr7xroea3HogiYYSJgin7xORIAof0/oRP9m+b1Rc4Bbz8dgaESAWnk/V1emNIs9tMRGlnjzJkz8O6778JipHBpy5YtcNVVVwXzERDyCfzOcIkCv7drrkkvb+5CBJiODMjFjIC+coM2MM1QZktleCSM6HlEz2vFG2kHvMLdnLa9UXLXEgEQeywcYX9cTWdYvhwA7dx/nGRddPnTTQ/IXoPOfjbk78Id0BUConx/UiHQDfzoRz+CZ599Fi5cuCDc54YbboA9e/aQEMgRXnnlFThx4oTwe8MZJD/5yU/Cpz/96Z4WASsOQMa9AAxUgBGwj8Doh7aFIwtikXu0JX+0pz+vVb8yohcJB8HjANof68G4/9yGfd4dZ6keIEcCYJer6F9G9qaFf7pRv4kLYEriWVn/suY+vSYEnnrqKXjzzTeV++E+KBQ+//nPw+bNm+lM7yKWlpbgy1/+Mpw+fVq6Hzo53/rWt4Lv7f7774d169b1pAho3V+rdFsA+BqbfemuON4fmwkFEb+vOflO6z5uRB9/rEI4yERAcH8sJQAe8g0JAE1kkcSdSBL9i9wAWcQvExwiYjUVH0kj/rTIXzZzX69G/KbkHyUUJB5MFRDyTf5R4L5HjhwJHpuWE5AUOucvjgLovgiA9ojd0BHAZkIrBXzKbn2xfbi9+73YJq9TVHix7V7sOJ4n2D+4sYPOupwIgGPHjo1DpPlPWtG/6D6dCX9UdQI6boCpEEij4p9H3rKZ/GyFQLdEAdrHJuQfFQGPP/54amRCUIs2E/KPf295hs553NU0QEenvdhtjQJAbCfMZ3oQkLynN3Nf/G+PdwyVCIjuz3kMoesOwA6X0b9sPxsyV03vK9pH96KQReWxiJBdFfvlwR1A8kZr2BaYc8bcMyFbYKHfD3/4w0SPtxF9WbkAOqgO7ewm+2tvRtSXlzu2FeM1NJ6MwBXCgEfkkEQEiNwAQi4FgMvoX+UM6A4TtCVuW6LPwvpvcObwdhnxZ+0CIAksKlqU6jgIBMj8e0sKrAfIWjy7dAGqI7d3/4vwJS5AxCnwOdcNccTP/TD45O1JHuslEQECN4CQGwGwq5vRv+y5kxT+5c36d0H0eYr440gSRbaAAiI+9IyQLlyQt4vvvpsiAOsAupIG0Lb/bd6wZkQvisx5kbyWCIg8p9ANIAGQJwEwriJs06p6k+jfdDif6viuogIXj7Ht65804u+GEHBVxCcbNkhwj6SuTQtpC7e0f9NLo/d0g/07o3/u+5S/9+W5SxIXwONyvVZ070mOwRUBHGHBdQOApv/NkwAwmfH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} | Generate code for a svg of a a green circle surrounded by glowing red triangles. | <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="#891011" d="M0 0h96v96H30q4-3 10-1l8-2-2-2v-3q-2 1-2-1 0-3 3-5-4-2-4-5 15 2 26-8l1 6h-4v6l-2 4 9 1q-1-10 3-1l1-7 2-12q-5-1-8 1l6-11q0 2 3 1l8-9q-6-3-10-2l-1 5q-3-39-40-31-6 2-9 6l-6-8-7 10 7 1-3 3-1-2-5 2-7-9v5q-6-4-4-12l-2-3z"/><path fill="#c20e13" d="M47 10q4 2 7 8H42z"/><path fill="#377e03" d="M77 51v5l-6 11-2 2q-11 10-26 8-18-4-24-21-3-15 6-27l3-3q3-4 9-6 37-8 40 31"/><path fill="#f00815" d="M71 18q3 1 5 7l-8-1z"/><path fill="#d80913" d="m28 26-3 3h-3l-7-1 7-10z"/><path fill="#b30a12" d="M77 56v-5l1-5q4-1 10 2l-8 9q-3 1-3-1"/><path fill="#871011" d="m0 13 2 3q-2 8 4 12v-5l7 9 5-2 1 2 3-3h3q-9 12-6 27 6 17 24 21 0 3 4 5-3 2-3 5 0 2 2 1v3l2 2-8 2q-6-2-10 1H0z"/><path fill="#bf0510" d="M19 56q-1 2-3 1l-5-5q3-5-2-2l-2-2q4-2 10-1-9 6 2 9"/><path fill="#c60310" d="M20 68q4 3 7 9H16z"/><path fill="#d80f12" d="M77 78q-8-4-11 5v-8h4l-1-6 2-2q3-2 8-1z"/><path fill="#b80610" d="m77 78-1 7q-4-9-3 1l-9-1 2-4v2q3-9 11-5"/><path fill="#d40211" d="m52 80 1 10q-5 0-5-3v-5z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a purple and orange spiral inside a glowing blue square. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#2a074e" d="M0 0h11l6 2 1 1-2 2-9 2 4 2Q5 22 4 37l4 17-1 13 2 2q-4 11 4 21l-1 1 3 2-8 3H0z"/><path fill="#2a054c" d="M11 0h67q-1 2-4 1l1 2-11 6h5l1 2-13 2-11-3-12 1-6-2-3 2q-4-6-9-6l2-2-1-1z"/><path fill="#2c074f" d="M78 0h18v65l-2-7-1 2-2-5q-2 0-2 3-4-4-3-9-3-3-3-7h3q2-5-1-8 0-4 3-6l-6-16-3 3q-4-3-9-4l-1-2h-5l11-6-1-2q3 1 4-1"/><path fill="#2c074f" d="M16 5q5 0 9 6l3-2 6 2 12-1 11 3 13-2q5 1 9 4l3-3 6 16q-3 2-3 6l-2-2-1 1-1-8-3-3-4-4-53-3q-8 1-11 10l-1 6q4 14 1 28v5q3 4 1 7l3 3 11 3h6q6 3 10 11l7 3q-3 2-4 5H7l8-3-3-2 1-1Q5 80 9 69l-2-2 1-13-4-17q1-15 7-28L7 7z"/><path fill="#4152ab" d="m74 18 4 4v16l-1-1-1-15-1-2H21q-2 6-1 13v35l1-50z"/><path fill="#65c8f9" d="M77 37q-5-8-11-14-3-2-5-1-21-4-31 15-1-7 5-10l1-3 3-1q-18-8-18 11l-1-1q-1-7 1-13h54l1 2z"/><path fill="#601092" d="M61 22q-9 5-18 6-17 11-5 27 7 5 16 0l2-3 1 1q-6 12-19 15l-1-1 12-6q-15 1-20-14-2-6 1-10 10-19 31-15"/><path fill="#2d0955" d="m74 18-55 3-1 51h17l14 5q5 0 10-3l17-2 1-3V48q0-4 3-7l-2-3V22l3 3 1 8 1-1 2 2q3 3 1 8h-3q0 4 3 7-1 5 3 9 0-3 2-3l2 5 1-2 2 7v1l-3 3 1-3-2-2-1 8-2-1q-6 5-1 9-9 4-15-2l-6 4-13 4 1 2q-7 5 1 5v3H44q1-3 4-5l-7-3q-4-8-10-11h-6l-11-3-3-3q2-3-1-7v-5q3-14-1-28l1-6q3-9 11-10z"/><path fill="#56a5fa" d="m37 67-5 1 1 2-12-1 13-3q-9 0-13-7-1-17 1-32 0-3 2-3 3-3 7-3l3 2q-4 3-7 9-2 13 4 26l4 4z"/><path fill="#322679" d="m19 21 3 49 12 1 4 1 12 3 6-1v-3l17-1 3-2V50q-1-2 1-2v21l-1 3-17 2q-5 3-10 3l-14-5H18l-1-7z"/><path fill="#f04d10" d="M61 22q2-1 5 1 6 6 11 14l1 1 2 3q-3 3-3 7-2 0-1 2l-6 10-9 8q-7 0-13 3l-10 1-4-1-1-2 5-1q13-3 19-15 2-7-3-11 3 0 4 4l1 16q13-13 1-27-18-10-24 9 1 12 13 11l5-5 1-2 1 4-2 3q-9 5-16 0-12-16 5-27 9-1 18-6"/><path fill="#430280" d="M54 42q-9-7-14 3 0 9 10 8l2-2 1-2 1 1-5 5q-12 1-13-11 6-19 24-9 12 14-1 27l-1-16q-1-4-4-4"/><path fill="#b33b41" d="M54 42h-5q-7-1-7 7 0-3 2-3-1 1 1 4l5 3q-10 1-10-8 5-10 14-3"/><path fill="#99335a" d="m50 45 1 1 1 5-2 2-5-3q1-2 4-1v-3q-6-1 1-1"/><path fill="#66038b" d="M50 45q-7 0-1 1v3q-3-1-4 1-2-3-1-4 0-3 3-2z"/><path fill="#750975" d="M49 42h5q5 4 3 11l-1-1-1-4-1 2-1-1q0-6-4-7"/><path fill="#e0591a" d="M49 42q4 1 4 7l-1 2-1-5-1-1-3-1q-3-1-3 2-2 0-2 3 0-8 7-7"/><path fill="#53b6fa" d="M30 37q-3 4-1 10 5 15 20 14l-12 6-1-4-4-4q-6-13-4-26 3-6 7-9l-3-2q-4 0-7 3-2 0-2 3-2 15-1 32 4 7 13 7l-13 3-2-2V33l1 1q0-19 18-11l-3 1-1 3q-6 3-5 10"/><path fill="#2e0750" d="M96 66v30H56v-3q-8 0-1-5l-1-2 13-4 6-4q6 6 15 2-5-4 1-9l2 1 1-8 2 2-1 3z"/><path fill="#62cdfb" d="M76 50v18l-3 2-15-1 3-1 9-8z"/><path fill="#4e97e3" d="m61 68-3 1 15 1-17 1v3l-6 1-12-3 10-1q6-3 13-3"/></svg> | |
{
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| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a gray textbook opened to a chapter on geometry. | <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="#fbfbfc" d="M0 0h96v96H76l-1-9-18-6-6-10q-2-5-5-2l-3-2q2-1 1-3l-4 5q-3 0-4 3-3-3-6-2L2 75H0z"/><path fill="#cbcbcd" d="M90 61q-4-3-7-1l-2 3q-4 1-6-2l10-6h8l-1 4 2 1z"/><path fill="#19181a" d="M90 61q-6 0-9 2l2-3q3-2 7 1"/><path fill="#999aa0" d="m40 69-2 3-10 1q-3 0-2 2l-5 2-14-2 5-1 18-4q3-1 6 2 1-3 4-3"/><path fill="#bebfc4" d="M2 75q4-2 10-1l-5 1 14 2h-3L3 79z"/><path fill="#2d2c30" d="M26 75h9l-7 2H18h3z"/><path fill="#08090c" d="M30 78h5l-8 2-7-1z"/><path fill="#141415" d="M49 80h-7q-4 0-5-2 2-4 5 0 3-4 8 0 1 1-1 2"/><path fill="#353436" d="m51 71 6 10h-5q-1-3 1-4l-3-5z"/><path fill="#5e6166" d="M35 78h2q1 2 5 2H4l16-1 7 1z"/><path fill="#a8abb0" d="M42 80h7l-6 3-37 1q0-3 2-3z"/><path fill="#8b8e95" d="M0 75h2l1 4 15-2h10l2 1-10 1-12 2q-2 0-2 3H0z"/><path fill="#cfd0d3" d="m51 71-1 1 3 5q-2 1-1 4h5l18 6 1 9H0V84h6l37-1 6-3q2-1 1-2-5-4-8 0-3-4-5 0h-7l-2-1 7-2h-9q-1-2 2-2l10-1 2-3 4-5q1 2-1 3l3 2q3-3 5 2"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a shared cup of ice cream on a warm evening. | <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="#fad5bc" d="M0 0h96v96H0z"/><path fill="#fcecd7" d="M58 46q-7-3-2-4-4-4-8-4l-5-3v-2q5 0 6-4l1-2q5 4 5 11l4 7z"/><path fill="#e4ac90" d="M49 29q-1 4-6 4-1-3-2 0-2 2 1 3l-1 1-2-4 6-5q3-8 4 1"/><path fill="#9f6155" d="M43 33v2l-1 1q-3-1-1-3 1-3 2 0"/><path fill="#df8c6e" d="M39 33q-3 3 1 6l-2 3 1 2-4-2v-6q1-3 4-3"/><path fill="#f4b28e" d="m40 39 12 5q-7 2-11-3l-2 3-1-2z"/><path fill="#faddbd" d="m39 33 2 4 1-1 1-1 5 3q4 0 8 4-5 1 2 4l-2 6q-10 1-18-5-4-2-3-5l4 2 2-3q4 5 11 3l-12-5q-4-3-1-6"/><path fill="#f09b69" d="M35 42q-1 3 3 5 8 6 18 5l-5 22h-7v-1h3l-5-15q0-2 3-5l-7-1-5-4 2-1q-3-3 0-5"/><path fill="#a47a6f" d="M52 71q-1-3 1-3 9-2 14-10 3-12-8-10 11-3 10 9-5 11-17 14"/><path fill="#ca7958" d="m38 52 7 1q-3 3-3 5l5 15h-3l-1-4z"/><path fill="#f7c199" d="m43 69 1 4v1q-8 0-14-3z"/></svg> | |
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} | Generate code for a svg of a a warm hug under a falling star. | <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="#f8ecd6" d="M0 0h14L8 4l9 2 1 2-4 1q-1 5 4 6-5 0-2 3 3 2 6 0-4-3 0-5l3 1q-3 1-2 4l5 3-2 2q4 1 1 4l6 5 3-3 2 1v17q0-6 6-5l-1-2 5 2-3 4q-2-3-4-2-1 3 1 6l-2 1 4 3q-7 3-5 11 0-3 2-3l4 6q-3 3-2 8l2 20H0z"/><path fill="#f8edd4" d="M14 0h18l2 7 1-2 5 3q-3 2 0 3l7-3q2 3 5 1l4 3V9q1-2 4 1 4 7-5 10h5q0 5 4 9-3 0-3 2-3-4-6 1l-2 4 4 2q-1 4 2 1l3 1q-4 8 6 8 6-9-4-9 3-3 9-1l-1 1q3 2 0 5l2 2-10 9q-4-3-3 3-3-1-3 1 3 1 6 5-1 3 1 6l4 1 2 8-4-3-5-3q-3-3-6 0l-10-8v-1q7 0 1-4l-2 4-4-2q-2 0-2 3-2-8 5-11l-4-3 2-1q-2-3-1-6 2-1 4 2l3-4-5-2 1 2q-6-1-6 5V30l-2-1-3 3-6-5q3-3-1-4l2-2-5-3q-1-3 2-4l-3-1q-4 2 0 5-3 2-6 0-3-3 2-3-5-1-4-6l4-1-1-2-9-2z"/><path fill="#f9eed8" d="M32 0h64v15l-2-6v3l-5-1v9l-3-1q-3 5-6 0h-7l-3 3q1 3 5 4-4 0-7 4-2-3-4-1-4-4-4-9h-5q9-3 5-10-3-3-4-1v3l-4-3q-3 2-5-1l-7 3q-3-1 0-3l-5-3-1 2z"/><path fill="#f8ecd5" d="M96 15v81H56l-3-9 2-3q2-3 5-3l6 5h5v-7l-2-8-4-1q-2-3-1-6-3-4-6-5 0-2 3-1-1-6 3-3l2-4 8-5-2-2q3-3 0-5l1-1q-6-2-9 1l-2 1-3-1q-3 3-2-1l-4-2 2-4q3-5 6-1 0-2 3-2 2-2 4 1 3-4 7-4-4-1-5-4l3-3h7q3 5 6 0l3 1v-9l5 1V9z"/><path fill="#f5b357" d="m55 20 3 1-5 4 1 6-5-5q-7 10-4-2-11-4 1-4l2-6 3 6z"/><path fill="#f7b550" d="M64 39q10 0 4 9-10 0-6-8z"/><path fill="#face78" d="M46 64h-1l2-4q6 4-1 4"/><path fill="#262538" d="m41 62 4 2h1v1q2 10 9 19l-2 3 3 9H45l-2-20q-1-5 2-8z"/><path fill="#907a67" d="M56 73q3-3 6 0-2 0-2 2z"/><path fill="#323040" d="m46 65 10 8 4 2 5 5 2-4 4 3v7h-5l-6-5q-3 0-5 3-7-9-9-19"/><path fill="#e3c182" d="m62 73 5 3-2 4-5-5q0-2 2-2"/></svg> | |
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"path": null
} | Generate code for a svg of a green camera icon, possibly representing a CCTV security system, with a close-up view of the lens. | <?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 0 512.002 512.002" style="enable-background:new 0 0 512.002 512.002;" xml:space="preserve">
<g>
<rect x="415.87" y="56.363" style="fill:#CFF09E;" width="80.826" height="71.88"/>
<circle style="fill:#CFF09E;" cx="310.35" cy="299.717" r="117.61"/>
</g>
<g>
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} | Generate code for a svg of a a black and white recycle icon with arrows in the middle | <svg xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns="http://www.w3.org/2000/svg" xmlns:cc="http://web.resource.org/cc/" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:svg="http://www.w3.org/2000/svg" xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape" xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd" xmlns:ns1="http://sozi.baierouge.fr" id="Layer_1" style="enable-background:new -0.258 -0.548 123.547 123.539" xml:space="preserve" viewBox="-0.258 -0.548 123.547 123.539" y="0px" x="0px"> <g> <path style="fill:#231F20" d="m109.65 122.79c8.148 0 14.766-6.617 14.766-14.766v-94.016c0-8.148-6.617-14.766-14.766-14.766h-94.033c-8.148 0-14.766 6.617-14.766 14.766v94.023c0 8.148 6.617 14.766 14.766 14.766h94.033z"></path> <path style="fill:#231F20" d="m15.617 1.723c-6.766 0-12.266 5.523-12.266 12.281v94.023c0 6.758 5.5 12.258 12.266 12.258h94.031c6.758 0 12.25-5.5 12.25-12.258v-94.026c0-6.758-5.492-12.281-12.25-12.281h-94.033z"></path> <path style="fill:#FFFFFF" d="m13.461 53.73l7.406 4.273 1.977 1.141-5.773 9.992c-0.523 0.898-0.789 1.898-0.789 2.898 0 0.984 0.242 1.953 0.766 2.836 0 0 5.055 8.789 9.172 15.891 0.305-1 0.68-1.977 1.203-2.898l11.305-19.531 1.945 1.117 7.422 4.297-11.556-19.992-23.078-0.024z"></path> <path style="fill:#FFFFFF" d="m35.539 81.707c-1.008 1.734-4.672 8.078-4.672 8.078-0.648 1.078-0.953 2.273-0.953 3.469s0.305 2.367 0.93 3.422c1.203 2.125 3.492 3.414 5.945 3.391h22.805v-18.359c-3.461-0.004-21.953-0.004-24.055-0.004z"></path> <path style="fill:#FFFFFF" d="m96.242 24.238l-7.422 4.273-1.977 1.148-5.742-10.016c-0.508-0.898-1.266-1.633-2.125-2.125-0.852-0.508-1.828-0.75-2.828-0.75h-18.367c0.719 0.75 1.375 1.562 1.891 2.484l11.273 19.531-1.922 1.148-7.453 4.273h23.102l11.57-19.966z"></path> <path style="fill:#FFFFFF" d="m60.961 29.34c-1-1.734-4.656-8.086-4.656-8.086-0.625-1.07-1.5-1.953-2.539-2.562-1.023-0.586-2.188-0.898-3.406-0.922-2.438 0.023-4.719 1.344-5.906 3.484 0 0-9.617 16.633-11.43 19.758 2.859 1.633 13.062 7.516 15.922 9.148 1.71-2.976 10.968-19.015 12.015-20.82z"></path> <path style="fill:#FFFFFF" d="m79.906 110.61v-10.813l11.523 0.023c1.055 0 2.078-0.273 2.93-0.781 0.859-0.492 1.586-1.195 2.078-2.078 0 0 5.102-8.789 9.18-15.891-1 0.219-2.055 0.414-3.102 0.414l-22.59-0.016v-2.273l0.031-8.57-11.578 20 11.523 19.988z"></path> <path style="fill:#FFFFFF" d="m93.117 77.535h9.328c1.242 0 2.461-0.32 3.516-0.93 1-0.586 1.852-1.414 2.484-2.492 1.203-2.125 1.172-4.734-0.047-6.836 0 0-9.594-16.648-11.398-19.773-2.836 1.656-13.062 7.547-15.898 9.18 1.718 2.976 10.976 19.039 12.023 20.851z"></path> </g> <metadata></metadata></svg> | |
Okay, here's a concise summary of my thoughts on drawing a dark leafless tree against a white snowy background:I'm drawn to the stark contrast between the dark, almost black, and white backdrop. The tree's silhouette is defined by its skeletal form, a stark representation of the tree's structure and the snow's icy texture. The lack of light emphasizes the tree's organic, almost skeletal structure, creating a sense of depth and a sense of mystery. The snow, a pale, almost ethereal white, adds a touch of ethereal beauty and a subtle, almost imperceptible hint of a hidden, hidden life. The overall effect is one of quiet strength and a sense of timelessness, reflecting the beauty and fragility of nature. | {
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} | Generate code for a svg of a a dark leafless tree against a white snowy background. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfd" d="M0 0h96v96H0z"/><path fill="#dfdedf" d="m41 34-1 11 2 7-9-10v1q-5-1-7-4v-1q2 2 5 1l-3-6q4 4 4-1 6 5 4-3l2-2q0 4 3 7"/><path fill="#e1e1e2" d="m54 37-2 9-1 5h-1v-8h-2l-1-6q0 5-3 2l-1 2q2-1 3 2 3 6 3 14l-1 2-2-5-1-8q0 8-3 1l-1-13 2-6 4 3 1 3 1-1v5z"/><path fill="#838384" d="m37 38 1 6-3-5z"/><path fill="#969898" d="m61 36-7 8q0 2 2 2l-2 2-2-2 2-9q-3-4 0-7l1 3q1-3 2 0l-2 8z"/><path fill="#838486" d="m50 51-1 6q0-8-3-14-1-3-3-2l1-2q3 3 3-2l1 6h2z"/><path fill="#545859" d="m52 46 2 2q-2 0-2 3h3q-3 1-3 4-2-3-1-4z"/><path fill="#dddede" d="m62 54-1 1-2-2-1-6q1 10-8 16-1-5 2-8 0-3 3-4h-3q0-3 2-3l2-2q-2 0-2-2l7-8 4-7v4q2-3 3-1l-4 4q2 1 3-1l1 1q-5 2-9 7v3q5-6 12-6l-8 4h5q-4 2-6 5-3 2 0 5"/><path fill="#3e4041" d="m41 34 1 13q3 7 3-1l1 8-2 2-1-1q1-3-1-3l-2-7z"/><path fill="#98989a" d="M42 52q2 0 1 3-4-1-1 2-3 0 0 2l-7 1q-3-1 0-2l5-2q-7-4-13-4 0-2 3-2l10 2-8-6 3-1-2-2v-1z"/><path fill="#a7a9a9" d="M67 56q2-3-1-3l-7 3v-3l2 2 1-1 7-7h1l-4 4q3 1 8-1z"/><path fill="#ebebec" d="m67 56-10 2 2-2 7-3q3 0 1 3"/><path fill="#424546" d="M59 53v3l-2 2 10-2-16 8-1-1q9-6 8-16z"/><path fill="#1b1d1d" d="M50 51q-1 1 1 4-3 3-2 8l1 1-1 4-6-10-2-1q-3-3 1-2l1 1 2-2 2 5 1-2z"/></svg> |
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"path": "emoji_u1f9d1_200d_1f37c.png"
} | Generate code for a svg of a person 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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"path": "emoji_u1f3ca_1f3fc_200d_2642.png"
} | Generate code for a svg of a man swimming: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g id="body">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="4.707" x2="113.152" y1="52.9405" y2="52.9405">
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<g id="neck">
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Okay, here's a concise summary of my thoughts on the mechanics of drawing an image of a blue arrow icon pointing upwards, associated with a business homepage:My primary focus is on the visual representation of a blue arrow icon, which is a symbol of direction, directionality, and a sense of upward movement. I aim to capture the visual essence of a business homepage, highlighting its key elements like curves, shapes, and detail level. The icon's upward pointing suggests a forward-moving, dynamic, and potentially upward-focused design. | {
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",
"path": "emoji_u1f9cf_1f3fc_200d_2642.png"
} | Generate code for a svg of a deaf man: 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">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="85.1429" x2="85.701" y1="31.1378" y2="2.6728">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.4701" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#009E89"/>
</linearGradient>
<path d="M121.39,95.11c-19.84,0-59.38,10.01-74.61,28.89h1.9h2.12H124V98.14v-1.51v-1.5 C123.13,95.12,122.26,95.11,121.39,95.11z" style="fill:url(#SVGID_1_);"/>
<linearGradient id="shadow_x5F_shirt_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="75.2228" x2="88.2075" y1="16.3885" y2="10.3533">
<stop offset="0.1968" style="stop-color:#262626"/>
<stop offset="1" style="stop-color:#262626;stop-opacity:0"/>
</linearGradient>
<path id="shadow_x5F_shirt_1_" d="M95.92,98.57 c-14.56,4.01-28.72,7.54-39.97,16.58c-1.02,3.15-2.06,6.36-2.85,8.85h29.32L95.92,98.57z" style="opacity:0.35;fill:url(#shadow_x5F_shirt_2_);enable-background:new ;"/>
<g id="neck">
<path d="M104.38,75.85v18.58c0,8.24,6.67,14.94,14.86,14.94c0,0,4.27-0.03,4.75-0.08V75.85H104.38z" style="fill:#C48E6A;"/>
</g>
<g id="ears">
<path d="M120.88,11.1H83.94H70.82c-10.49,0-19.08,9.15-19.08,20.32s8.59,20.32,19.08,20.32h13.12h36.94V11.1 z" style="fill:#C48E6A;"/>
</g>
<path id="head" d="M61.29,11.85c0.66,22.24,7.37,42.68,18.9,57.54c10.77,13.89,25.09,21.85,39.3,21.85 c1.51,0,3.01-0.1,4.51-0.27V4H71.58L61.36,5C61.23,7.56,61.21,9.18,61.29,11.85z" style="fill:#E0BB95;"/>
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",
"path": "bf8e9745f33d9e2568d374c14ed7d6a66e598d2b18f0940031b65b2bc0d51209.png"
} | Generate code for a svg of a a black and white photo of a check mark in a circle | <svg xmlns="http://www.w3.org/2000/svg" width="89" height="88" viewBox="0 0 89 88">
<path fill="#000000" d="M44,0.2 C19.8,0.2 0.2,19.8 0.2,44 C0.2,68.2 19.8,87.8 44,87.8 C68.2,87.8 87.8,68.2 87.8,44 C87.8,19.8 68.2,0.2 44,0.2 Z M60,29.9 C64.1,29.8 66.2,34.8 63.3,37.7 L42.1,58.9 C40.8,60.2 38.6,60.2 37.3,58.9 L26.6,48 C22.2,43.7 28.7,37.2 33,41.6 L39,47.6 C39.4,48 40.2,48 40.6,47.6 L57,31.2 C57.7,30.4 58.8,29.9 60,29.9 L60,29.9 Z" transform="translate(.556 -.043)"/>
</svg> | |
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9nfdnwvx8Z5NtZaa7ATwXIEQtgDD38Bur7r2ZMcHMBgAEAIAVLkAu16wDYD4NEOaUQGFzY92q4UCCCIAw9RP7fsl2dFyZLo8X+FgBAgAg+YSoA8g1/WdNpwGEMIOBdl2AWavaAoWhsz9SvZ6/fswGAAQAQAqotvuDUgTYTDugJwA2zAsA2c2GcQEkeElXgE3IbACZEqhMsfJfLpX4aAECACDZ3A/zw80W30mrXRS767CWtswFsKktUJBUgPZsgJ3tenm6PE5BICAAABJMuELAFqrvtyIoBpTBQO2OBw74/ex9q94AJmYD7Ozs5N33xhU+XoAAAEgu1VAOQAsHzEihnWkk+PeErAVYW132WgNtwsRsgO361sR0eZzDggABAJBEwrYCtlIHsLO97T3S4AI8fmRfQaCJ2QAuTAgEBABAggklAloZwpMWF0BOC7StINDEbACX4nR5vMRHDBAAAMmkGuaHk1YHoOUCSEFgFIIlSYgAaCWt06wLQEEgIAAAksnnYX5YhvA0i9jqpk8I1HIBBNvOCRCGXy5oX1KCPwWBgAAASCCVsBdoJQ1QT5ELIAWBNs4GGDg9qH1ZCgIBAQCQQKqhBUALLoBMBTQ9GljTBZBUgHUTAodH1GcDOBQEAgIAIFm8/s77IgBC9b214gBI8I9iNLCWCyDB/9ED+2YDUBAICAAAOwjVCSCtgK3sGKMYDazpAshcANtmA8iIYO3ZAA4FgYAAAEgcn4a9QEt1ABGNBtZyAQRxAWxLBZxRnhDo7BYEcmQwIAAAsuIAeAKgq7ulP7+5mS4XwMZUgJytYOCwII4MBgQAQLYEQGv941H22Gu5ADamAkwcFuRwZDAgAACSgUYhoATYVtIAsqPejujkPfnd+k7o5LNtSwWYOCzI2S0IHOOTBwgAgGRQCe0CdLeYBoioGFAQO1tjJ2tjKsDEYUEObYGAAABIDJ+HvUBXi3UAUc0ECOhVqAUQbEwFGDgsqDBdHr/Kxw4QAAAZcABkh93KLjvKmQCBC9BKmuIwbEsFGDos6DJtgYAAAIifGY2LtOoCbKyvRfoie/t1XAAbUwHSEaB8WJAEf1IBgAAAiJPX33m/piECZJfdCjvb294jKuT0wq4WaxUOQtIA66sr9nyJdnQ4Z4bVCwJL0+XxIp9AQAAApNwFkKmArbbcRe0CaBa0PXpQtSoVcGIgb6IgkNMCAQEAEDOfalykq7unpT8fZR1AsJOVU+80qG9teQcG2YSBgkDOCQAEAEDMVDQu0upUQCkGjHIwkKA1HEiQI4Oj/v3jxFBBIC4AIAAA4sIfCFQN7wB0txxctzaidQE0hwMJj2arVr1XDBQE0hYICACAmNHpBmgxDRDlAUEBUrAoNQsaiAMgToA1X6hmCgJpCwQEAECMqNQBtJoGEKIuBhT6FV0AqQWgIDAUtAUCAgAgRio6DkDraQDZRUc5GVDQbAuU4D/3aNaqN4uBI4NLnBYICACAGHj9nfclBaAy57bVNEDUkwEDZBerVRC4tDBv1WwAQ0cGc1ogIAAA0uwCpCUNIPnsHqVzAgTb2gINHBlcZDgQIAAA4kGpDqCr5Z111JMBA6QtUCuIra0uO0u1eXu+XM0cGUwtACAAANLqAEjwbzUNEJcL4LUFKha0zT2ctaogUI4MbnUM9BGMMhwIEAAAEePXAVR1XIDW0wBxFAMKUgyodVqgBH+b2gKFobM/0r7kFdoCAQEAkFIXoJ1ugLhcAKH/5IDatUQAyHwDW5DxytIaqEjBfUzwUQQEAEC0fKp1oXbSAHGN1tU8J0BcANsKAqUtULkgkOFAgAAASKMDILSTBpDgGZcI0CwIlLZA284JUG4LzOMCAAIAIEK0zgXYdQDaSwNEfT5AgHZB4OOHdg0HMnBOwBWGAwECACBabmldqJ00gOTP42gJDESLVkGgtAXaNBxI3BNOCwQEAEC6UasD6O7paevn4ioGFDQLAm2rBZC2QOVzAhgRDAgAgKh4/Z331RwAmbnfTl5d8udx9dN7EwJ7+9RcAJuGAwkGXABGBAMCACBCKloX6upq79Cdzc2N2F68dARonRNgmwsgazdwelDzkowIBgQAQIR8rHWhdifFbaytxjIYSPAKApWODK5vbeEChIdaAEAAAKTNAejo7PQerSLBP85WOhEuWgWBtrkAsm7KIgAXABAAAFGgORY4lAsQYzGg0Nuvc1qgjS6AtAUqDwfCBQAEAEDaXIB26wDiHAwkSBGj1mE3trkABtoCixwUBAgAgGhQqwOQYNCunb6+thqvC9DXr1IQaKsLoD0ciI8lIAAADKPZDui5AG3OBBAXYGtzM9adbE+fTirANhdAODM8onm5Ai4AIAAAokF1KmC7O+nNmGsBZC4ALkB7yEmBysOBcAEAAQAQAWppAAmg7YwG9gJnfcvZjvGIXc22QBtdAOVaAFwAQAAAREBF82LtjgYW1lfjrQWQYkCNqnYbXQAZDiROAC4AIAAAUoJ/OuCM1vXaHQ2cBBfAC2RKtQBLC99b9146c5ZaAEAAAKSNj7R30ra7ALadFChIF4jyiGBcAEAAABhGtRugu7v9NIC4AHHOBdB0AWysBRgaHtEcDoQLAAgAAJP4aYCq2ocyxEwAzwVYi98F0OgIEBcgbjET+Reye+9lNgAuACAAACx1AbpCFAPKXIC4RwRrzQVYmJ+z7o2kPCIYFwAQAACGUa0DCDMTwHMBVldiOynQcwFCpDEaWVqY99IauAC4AIAAAEgk2ocDhZkJIEjwj7OIToJYOycc7kftOztdAMURwbgAgAAAMIxqGkCm64VB0gA729vxuQBKhwQt1ua9tIZtLoDycCBcAEAAABhENQ0gO+iwueCV5cXYFqNTyQGQ4L+yXLPuzTSQH8QFAAQAQBrQTgNo7KLFAVhbWY5HAOT0TrmzsSVQwAUABABAeriVtF9IUgFpb6eT8cArS7gACi7AGB9RQAAAmEEtDSCFfFqBe3V5KXIRoN2FsFT73so3lLILcJmPKCAAAAyglQaQvLcEPM3iNxEBy7WFyArqtGcRiANgW0ugARegOF0eL/JJBQQAgBk+CBs4FxfmjVTwSwCtff+dJwZMHhwkboOJNkQbWwINuADUAgACAMAQLdcBeH37a6tecJaiPdNDfCRAL9UWnv19W5ubKtf1KvbdnboIDBMsWnZMcKML0Nd/EhcAEAAASaaVI4IlYEqwrM0/9nbMUfe7B2ODJWh///j3nvMggkD+mzgER7kQ8v9FPIh4kZ8VQaElJg76fZcsFQHKLsBFPqlwjCUA0OfXv/zzkvt046D/L8FVgqzJYJlVpDXy3E9/buVrn733d94hSUq8cmHyepV3FA4AAOhy66AdrOy2xX4n+LeHpC9sOyXQkAtALQACAAC0ef2d96VpfarxvwXFfQT+8Nh4SqDQ239CsyOgNF0ez/NuQgAAgD4fB/8gef4oivtswcahQIZcgAneTQgAANB3ASQNUJUCOVsta1PYXAyoPBfgMi4AAgAAlKl+8mGhM9c1I9X9UrgmbVxHPaB5lha+t/a1K7oAEvwZD2wpnSwBQOhAX3SfCv7jDf9LddT7dn3pjPcIy96hOo2V4MH/29nZtsppkDWQwUY5xUOH0uQCyAFJckaCAlIMOMUn2T5oAwRoPdiP+oG+EAT6pBGIgkAoyL9nUSDITlg5J54aJAXyaPa+1uXevTB5HRGAAwAAfrCXAC8B/1X/eTQtv7tUizc+NyK75m135xjsoIN/TmsQtFUAKLsAF3EBcAAACPiO85b/bFVxlLgD9a3NZ3P80yIKfvTKz/YVOjYg7ZCPH85qXe61C5PXZ/gmwAEAsCXoB0VQl9O0wzeBFCrK48RA/jlRIEIgEARRjypuBjkfwFYBcMp3AZTui3wG3uVbAQcAwIbd/hU/+NMG1YJLEAiCpPTiH+/ocH7681etvSciAOShBOOBcQAAMh/4S6xG+y7B6cEh799FBHhiYLmmlYtumWAmgOTEbUTuhaQClFwA+Vxc5Z2OAwBA4IeW3IElOU1wdTnybgNJW/zwxz+xdu0fPbjvrb0CtQuT10/zbkYAAGQh8Iu9P+Fw8EmkSHeBBCTZmUflDEgaQNIBtq73vd/e0bocLYGW0MESQIaDv+T3b7uPf8lqRPzF4gZimWwo9rTszo8fO+7s7NSNFhF29fQ43T191q63iAAl56XwP/73Z3/NuxgHACCNgb/gPt1wdlv5IEFIzcDK8qKWXf0ctqcBpBbjm3t3tS735oXJ6xXesdmGswAga8Ff7P7PCP7JRIL08MvnPLv+zNkRr6BQU1wksU0xKqQVUvE8iYu8W3EAANIS+PP+rp+DTVKG2NZSxa7hCgyPnLO2G0BQHg98+sLk9RrvUBwAgCQHf9nt3yP4pxNxARpdgTBH3a4sLVq9lspHBZd4dyIAAJIc/MvObqEfw3zS/mXU0eEVDb7ys194ufx27GybUwABeX9GgwKXeVdmG1IAkNbAn/cD/yirkV2ksl2m3DWb37e9EDAQQV/dvaMlht6+MHn9Fu9EHACApAT/orNr+RP8M04u1+WlB37ys194p/4d1ec/kH+JL3V3jRrPcwgJxYA4AACJCf5S5V9mJexFCt32OwZX0gdSQwDqg4E4HyCjcBYApCXw5/3AX2I17EYK3eQhaYFg8M3A6UHPLYBdZC2khkLpSGf5zF1lVbMHKQBIS/C/TfCHRsTmlrSAPAj+L5IfPKN1KdIACACAWIK/5PnJ9wO0IZCUWgIL0+VxWmwRAACRBv+SQ4sfQNsoDkV6i9XMHhQBQlKDP8V+ACGRVsDfffG51uWYDIgDAGA8+N8g+AMofMF3dHgFkkqUWNFsQRcAJCnwi9V/0+EgHwA1TuUHtU5flGLAa6woDgCAieB/m+APoIucEqhUDDg6XR6nGBcBAKAa/OVLRY7w5csFwACK5wPQEogAAFAN/rLzL7AaAGY4lacOABAAkKzgX3Jo8wMw/0Wvdz5AnpkACAAAjeB/g+APEA2KByWRBkAAALQd/Mt+8AeAiFCcDDg2XR5HuCMAAFoO/hL4J1gJgBhEwEm1uE0aIAMwBwCiCvx5f9fPFwdATOT/YMhZmJ/TuNRl9zHFiuIAADQT/G8T/AHiRU5N7O7p1biUzAQosKIIAIDDgn/BD/70+AMkAMXRwAh6BADAgcGfAT8ACUNxJgDdAAgAgAODPz3+AEn70tebCUAaAAEA8ELwL/k7f4I/QAI5MXBK61KXWU0EAEBj8KfHHyDJAoB2QEAAgHLwv0HwB0jBF39Hh1YxYIETAtMLcwBAI/DLdkKm+5VYDYC0uACnnKWFeY1LSTHgDCuKAwB2Bv/bBH+AlAmAgbznBChAGgABABYG/6DSHwsQIKUiQAHSAAgAIPgDQKoEwEm1boAiq4kAADuCf8mhzQ8gEw6AUhqAoUAIALAg+HOUL0CG6Os/qXEZhgKlELoAoNnAz2l+AJl0AU45K0s1jUvJd8M1VhQHALIV/EXZc5ofQBYFgN5QoLdYTQQAZCv4Fx0O9AHIbhDQOxugOF0epy4IAQAZCf4TDgf6AGSe3v4TWpfCJUwR1ADAfoGffD+ARYgD8PjhrMalJA0wxYriAEA6g79Y/Z8R/AHsIZfrcrp7ejUuVWQ1EQCQzuA/4Qf/AqsBYBdK7YD56fI4IiAlkAIALP8QPNnZcTY31p16fdOpb215/219deW5P9P4/7zdVleXu+PqfuFasgMLhrLIP3d0dDqd3p/tYqHBOJIGWJif07iUpAEqrCgCAJIf/Mf84E+h3xHU61vO5vqaF+Al6G9srHkCoOXruGKgURAErK0uH/gzgWgQYSCioKen7znBABAWKQSU91M77+k94ACkhGMsgdW7fo7wPWJ3L0F5ZXnRDfrL+wbtuBFh0O2LAbFwEQUQhm+//kprKNArFyavV1lRHABg15+qoL+yXHO/BBe1vgjNuhK+myC/67zz0PtvgRiQHZ08IwigWRSnAooLMMWKIgAgOYG/4O/6yfXvQb70lmrfpyLoH4WkJ+QR5HNFBPS7X+yBQwBwEL06hYAC7YAIAEhQ8L/qPl1m1//8bl+C5FJtPpH2vhaSxgjqCyRlIKNfB04PIgbgBaTgVN4jCp+HIquZfKgByH7gL7lPVxxa+54hxXzzcw+93b5CwVN6v+zdL/r84JBX/U2nAQTIQCClboDXLkxen2FFcQAg+sBf9AM/SnxP4F9amGcxnN36Afmyl4ekBwZOv+QM5AdZGMuR2hElASCpRgQAAgAi3vFfJPD/PYHVL8Ef9idIE8gaiQg4PThE8aCl9OnVAbzBaiIAILrAj9W/B8nvz7k7XJut/lZdAREBnhA4PegMDp0lPWAZIvykPkQKSUPCJiThUAOQ/sAvNluZwP888uX1aLaq8SVmPQgB+1CsA3jzwuT1CiuKAwC6gV8C/g1U9vPITl92r0pfXuAiNRPyQAjYg2IdAGOBEQCgHPzl0B6x+2npa0BG9D56UM10S18ShICIAGoEso1iHQAblARDCiBdgZ9Dew4gyFtDNEjwHzo7QtdAhrl3946WmD59YfJ6jRVN4OeYJUhV8L9N8H8eae27/7svCP4RI6mWR7P3ndl7f0edRUZRnAo4ymoiACB88OeD1IBU+EvwJwDFh7QOIsCySV//Ca1LFVnNZEINAME/lShWKWshFmcw9OTTA/57QL7xfnZ25s5tb9cLHR2d+Z2d7VTe52Cy4vBIgRHDOAB7YR4AAgDa5CbB/+8R6/mbe3fj3PUHAV2CfFUebbY53TpM9N2985vRXFf36NMnT159+vTpaBqEgdwTuTdBkSCkG+n2kFoPhRkaOAAJhSLAZO/+rzq71f7QEGAiHuojAb/iB/xKnLPNf/U3E8V6fbP45MmTN1xRUEzycCM5X2D45XN0CqScb7/+SuuETOYBIACgheBfcJ/usRK7SL5fis6iWn5/h/5xkr+0/vav/mxsu15/a3u7LjusQtJ+P0kFkBJIN4rdNe+5n6WrrGiyIAWQXNj5638JHbXTl6D/QVpOMPvjP/3LW/7v7EyXx0c7O3OXnz59Mrazs5OI+RCBYyNOgDgCkD5kHsC8o/LZe5XVxAEAdv8t8ejBfdOn9834QX8qK2vmigFpFZUDoRLTMjo8co6ZASnl7p3fqAhs9zN2mtVEAMDRAkBm+0/YvAYRFPtJwP8oy3lJVwiIkLzsPkpOAqZGSmHgmbMjfMBThmKr7Svu563KiiYHUgDJpGjzi5fhPt/e/9JU8JfA/54NX0T+a5x0hcB7vqC8HKcQkLbNnSc7XkoA0kN3b5/WZ7Hof/4AAQCHYG3bn8FKf8mVT9q4A/HHsF51hcC1uIVAkM5BBKQHGQiklIajDgABAIdR/eRDa3f/cpjPg6+/1A7+FX/HX7H9vbVHCEiaqYQIgCMdgJ4+NjYIAACDQUG/za/m7/inWN19hcC7rhD4wBcCkYtORECaBIBaG2eR1UwWnAUAsSO5YeXgL3b/KwT/I4XAjPt4U4SSL5giFwEy0hmSj9bxwNKuymoiAAA8pM1POQjIrv9tjh9tSQhISuA1ZzddErn4E/cHrHEBEAAIADgEKwKXd5ysbo9/VYKYH8ygdRFQbXADohWBs/e9+g9IsADoVRMAFAIiAOAgCucvzWT9NQY9/orB/5Yf/Gd4B6m5AZGupRR/SvsnJJNcrhsHAAEAEVHJ6guTNr/7X36h2eOP5a8vAiT4v+kccmKhCVEosx+SfMCRzfT2n9C6VJHVRADA4XycxRclp4rJzr++pbLTqzpY/iZFgIxufdv9x/eiFIcRnPkAbaJVB0AhIAIADudW1l6QfLHL0aJKOzws/+iEwFX36V0notoUKQpUOn4WlMl1kQZAAIBxCucvye52KguvxbN23cCvtLMLevux/KMVAfJefDMqESDFoaQCsusAOAk8uhoBAEnjvbS/AKnslny/0o7Oy0tj+ccmAmaiEgFBhwgkC61ZAC5vsJoIADjaBUhlsJMvcOnt18r3d+a6rrkBCMvfIhEgopFUQLLo7OrCAUAAQMQuQDVNv7AMdZFdv+Ryw9LR0Vl1dx1v/vN/+18neSvYJwIeP5olFZAgcjkEAAIAonQB5Ev2bScFw4HE7p+993feUBetXf8f/vwfvvbP/vW1Cu8EO0WAvI80hCTooTgSuMhqIgDgaBEgX7aJ3QEHgV/s/rXVZY1d/8zg0Flv1+8LILBYBEjxKAOCkgNpAAQARC8CppzdVqwMB/6O2sDpwff+xb/769f+0Z/8R3b96RIBRmE2QHIgDYAAAEtFgORjJcd/7+4dtcB/vKPD6entm8oPDr32T0r/+Sp3OpUiwOj7UkZG4wIkA8VWQDoBEADQhgiQOe2RWuMyoU3asr5yA79Wjl/o6u6p/OCHP37tj//0L991d/1V7nBqRYC8L422rXJscEIcAL1hQHlWM36OsQTpo/rJh/LhuekYnKstOy5pw6rNz6kF/MbAf/LU6few+rPFdHlc3pNjpq7/yh/9QtOChja5e+c3WsKR+IMAgBBCYMJ9Kmvu9MXWF8tV8bAeD7H6jx87PnXqpT/4iMCfWQEgwvQzx1B+d+D0oDP88jkWOmYkBai0KWC2R8x0sgSp2vXLjl9yZ6Nau38p5luszbvPy+o7/eBX7+s/+VFv/4kpbP5sI+OZXRHwti8C1BFhOjh0FhcgZuRoYKXvCtIACAA4IvBLoL/oPkra15ZdvhTzGUBqFG65u/2P//HF/3SLu2iVCJhxRYDUA1wxKQIgPqQQUKMA2N/EVFhRBAC8GPhll192DOb5laesye5egv2nbhAg6NstAq66IuAtx8Cpb9KFggCIF0nnAQIAzAV/CfwTUSh5mezVppoX5S75u8/ln90v/Sp3DhqQ1kD1VIBYz1KcemIA9zhOB0AJWgERANAQ+OVb7bYT0XnZouRHXvkH3j9LOmBne7u2uPDd1PLiwuIBAV+Y4SheaMIFMJYKWFleRADESEcHYSMr0AVgafA/BAnu7xbOX8LGh9C4IuCeY6Ar4Kc/fxUrOiYkdfi7Lz7XEorEoBhhEBDBfy/ejAH3d7rp/14AYTAyJXBlGRMqtqCB8EIAgCpXEhL8G5GBLvf8YkSAdnd4FcdApffK0iKLGyM5pUOBOBUQAWD77l8+ABMJ/fW8wS7u71jiTkGSXAClNjRoVwDkulkEBAAo7f6Tzg1XBNzgVkGbLkDVfZrSvKbkoWWIFcQUOPTSADiMCACrd//FlPy6JUQAhED9sCBpB4R4UGwFpM4IAWAtl1P2+4oI+IziQEiCC0AaIBOcYgkQALYylsLfWSy724gAiNsFkNkVytMsIXoHgBQAAsA+fPs/rSACoF0XoKItAiB6GAaEAIBwFFP++wdnFQC0wgeaFyMNkHoKLAECwEaykPsq+ecWADTrAsiEySoOQLpRTAEgABAAVpKV3NcEcwKgRT7SEwBrrGYcgYNpgAgAAJ8yEwOhBaa0LiSnA0K6mS6PU0uEAIAUE5wfwAcZjsQvBpzRuh4DgVLvArB5QABAyik4FAVC86ilAXZ2tlnNGOjp6WMREAAAz5CiwDGWAZpA7bhpCgEBEABp49OMvq4yqQA4Cj8NUNW4Vr1OHUDKKbAECADbqGX4w3yF2wtRuQDbFAIiAAABkDJmMvzaJugKgCb4lCVIL4qzAAABYJnkPX+pkvGXSEEgHIXKZ4BpgDEFD2YBIAAg/i/AhFKkIBAO48LkdUmDzbASAAgAG8m6BYoLAEeBAABAAFjJrYy/vgJjguEIPmcJrOcNlgABYB2F85dk91PN+MukIwCMOwBMAwRAAKSRjzL++nABwLgAAAAEQBqZsuA14gLAvviFgACAALCPwvlLVQtEQIGOADiIXFd3lVUAQADYykcWvMbL3GbYj/rWJgIAAAFgrQtQcbI9E0CQuQAF7jbspau7h0UAQABYzXsWvEZqAeAFOnNd1AEAIACsdwGqGX+Z1AHAC6ytLDELAAABgAuQ8deXpyUQTNDZ1cUiACAAUu0CTDnZPSY44C3uNGiTyyEAABAA6eeDjL++MYoBAQAQAPAiUxa8RmoBAAAQANCIJYOBLnKnQYvunl4WAQABkBmyPhholDQABPSdGHg1zM93dHSyiDGwubHOIiAAwIALUHFoCQRbePo0H+pLrKODNYyBJzs7WpfiQCgEAOwh68WAnAEOHmury6F+nhRA6llkCRAA8Dy3su4AVD/5MM9thlxXdyHcz9MCCIAAyBB+MWDWRUCROw07O9vhBECum0WMgXp9k0VAAIBBPs746yMNYDniAoXNJff2n2Ah4xAAW1ssAgIADJL5NAC32G7u3vnNaKjdP/Z/JnQgS4AAgD0Uzl+SscBTWX6JtAPyNg/zw909faxgHLv/uuruHwGAAIADyHoaoMgttppQMwCw/+NhG/sfAQCRuACSBsjyAUHUAdhNqBRADw4AAAIg42S5FmCU22s1RRyA9BF2dkMjFyavV1hRBAAczKdZFgDMA7CT6fJ4qOB/YoC3DQACAAcAFwDY/UNkcA4AAgAiwu8GyLIIKHKXrSRU/QcOQHwongNQYTURAHA0We4GeJXbaxfT5fF8GOEn8/9zOWYAxMXGxhqLgACACMmyUiYFYB/FMD88cHqQFcyGA1BlNREAcAT+2QBZPTazQCGgdbwV5oex/+NDOf9/nxVFAAAuAC6AXbQ9Brqv/yT2f4zUt1QPAcIBQABAk2S5DgABYAnT5fGS+9T2Fn7g9EssYnYcAAQAAgCaoXD+kjgAWZ0KeI47bA1t2//HOzqcgTz5/1gdAM4BQABAbFRwACDFu/+CE8L+Pz04xCLGjOY5ABcmryMAEADQAlmdCogAsINSmB+m+j9+FMcAE/wRAIAD4JHnaGAruBgm+FP8Fy/k/xEAECOF85dmMvzBKXKHs4tf/Ne2yBscOssixi4AVAcAzbCiCADABQjgaGB2/+z+kywA1pkBgACAuMlqHQAOQHZ3/8V2769U/g8Nj7CIiXAAVAUADgACAHAAnlGgDiCzXGn3B6XyX0QAxI9iASACAAEAbUXJ3bHA1Yy+vDHuMLv/gFxXF7n/bO7+axcmr9dYVQQA4AI0cpFbmznK7f7g8MsFVo/dPyAAYA+ZnQdAGiBTu/+S0+aMBznwp7f/BIuYTQfgU1YUAQA4APtxmdubieCfb3f3Lzn/4ZeZDp0k1nUdgCorigCANsl4HUCJ44EzgRT+tXUfX/7xH1L4lyBk/n99S/UMAFIACADABdgXCRoUA6Z79y+2/0Q7PytV/1j/md79yxkACAAEAITk84zvHiG93Gjnh7p7ep0zZ+n5TxprqytsXBAAgAMQGTIToMQtTuXu/6rTRuGfWP4/euVnLGACWVlS7dijABABAKEj5O65AFnupcUFSF/wH23nvgXBn7x/8pDq/yc7O5qXxP5HAAAuQFMuwFVucWqCv9Ru3GznZ4fOjnj2PyQP5f7/rH9nIQAgUrJup12mIyA1SMtfodUfGh455wzkB1m9hLK0MK+6+2cCIAIAUNPNIsH/Brc58bv/kvtUavXnpOCP4J9cxPrnACAEACQUC+oAhLHqJx/SFpjc4D/ajkiTI36l5Q+Sy8qy+lcLBYAIAMAFaJkbpAISGfwL7tPtVn9OAj+T/lIgAJYWtS95i1VFAACqulVIBSQv+AdFfy0JM8n50+uffMT+V27/I/+PAAAcgLaRVMAEtzsxSPBvqd+fgr8U7f717f8Kq4oAAGX8OgBbKLsioMhdj333L25M0/ch6PMn+KdIAOjb/+T/EQBgCJtyazc5Mjj24F9q9s9Lf78Ef+b7pwcD9r/M/yf/jwAAQ9ikrvO+CKAoMOHB/8RA3gv+DPlJF4u1ee1LEvwRAGCQimWvV3LPtxEByQ3+Uuj3wx//hPG+KUR5+I/wMauKAABDWDIPYD8RQGdAwoK/7PbP/fTn9PinFBn8ozz8x8YNCgIAcAEiQDoDEAHmAn/efdxsNvgPDp31gj+WP7v/BqT9r8rKIgDALLZW2ZZcEUBNgIHg7+wO+TlyCmOw6xcBAOnGQP7/I1YVAQDmsbnQRoIUNQF6wV/SK585R/T5S35fcv3s+jOy+3eDv/LRv7Z/LyEAIBoK5y9V3aeqxUsQFAYWeDeECv5j/s7/0HWUHP9PfvYLcv0ZYuG7Oe1LYv8jACBCKpa/fm/nyrCgtoP/VeeI8b5yiM8rf/QLb+dPhX92WF9dMVH8h/2fYDpZgswh7TYly9cg7zsBk4Xzl67xlmgq8Adz/YuHBX7J8edyXSxYBjGQ+xew/xPMMZYgW/g58AVW4rkvoHddIcAhJAcHf7H8b+y365cdvgzzIfBnm3p9y7n32zval61cmLz+JqubXEgBZAw/0FVYiWdIcCMlcMCu332UnX0s/1xXl2fxS45fju0l+Gebmn7uX8D+TzikALKJpAEIeA26yNlNCUg64D3cAC/4F/1df2Hvbv9UfpC5/RYhVf8G7H/5jGH/JxxSABnEr4K/x0rsvzzuQ2oDrPxycgO/vDdk1z/WGPRPnDzlPYN9zM899B7KTF2YvP4uq4sAgHhEwJE93JZTcXZrA6qWBH6J7hPu43J3T2++r/+kt8sn6LP7/+ruHRO9/6+5AmCGFU42pACyHeAQAAdTdB/3XKE05eymBTIpBPyi0NL3j39/pau72wv8tO5BwML8nIngP0PwRwBAvHzk7/jgcErO7ijhTAkBPw102X99+ZfO/IA7DS/s/kUAGOADVjcdkALIMG4QkDqAAivREiIEPvBPV0zjPZfc/kWnifn9YDeGcv9S/PfKhcnrtN3iAEDM3MIFaNsRmPF3MreS3jXgB/23/KBPUh/i3P1PEfxxACAZgSE40AXCC6mPkyIGfHu/6D7eIOhDgnb/jr/7r7LCCABIhgggDaBLxdk9dlmeZ6IQBL6QG/UDfvDPAG1haOqfJ5Td4P82K5weSAFkHykGvMIyqFH0H1f84Cy7naovCkQMBLUDLYkDP8jnfbEmj1f9fy+y5KC9+zcExX84AJAwB0CCCUOB4qdRHOTZxUMcyIl/39y7a+LSzP1PIZwFkHH8trYKKxE7+Qb3gOAPsTD38BtTl36P1UUAQDLhUA4Ay1mqzTubG+smLi2Df9hkIAAgoUgVO605AJYibX9zD2dNXZ7cPwIAkopfjMbJXACWMvdo1sTI32D3P8UKIwAg2aDSASxECv+WFuZNXX6SFUYAQPJdAKlAr7ASAHbx6EHV1KUr5P4RAJAeKAYEsAjp+a9vbZm6PJX/KYc5AJbBZEAAO5CK//u/+8Lk7p++fxwAwAUAgKTxaLZq8vLvssIIAEgf1xxaAgEyjVj/hnr+ve8QDvxBAEAKoSUQINtI1b/Bef/y/UHuHwEAKYYPMEAGkV5/g1X/3neHu/vHQUQAQIpdAPmGmGIlALLFowf3TVb9y9Cfa6wyAgBwAQAgQcis/5Ulo5tzhv4gAAAXAACShBT8GZz1L1xj6A8CAHABACBBeHn/2aqpWf8ChX8IAMAFAICkIXl/gy1/wrsU/iEAABcAABLEwvyc6bz/LTf40zaMAIAMuwBU9gKkDOn3f2w27y/Kgol/CACwwAXA4gNICWL5P/j6S9N/DdY/AgAscAHkQ/4BKwGQfCIo+hOuYf0jAMAeEXDVfaqyEgDJ5tuvvzJd9CffA9QGIQDAMhj0AZBgpOJ/bXXZ9F/zNtY/AgDscwHE8quwEgDJQyr+lxbmjW8C3OA/w2ojAMBOqPoFSBgy5tdwxb9wi1n/CACw2wWoOuT/ABKD5Psfzd43/ddUEf8IAADhmkNBIEAigv839+6a/msk30/eHwEA8KwtkN0AQAKCv+F2P4G8PwIA4DkRUHGYEAgQC/X6VlTBX/r9p1hxBADAXqQWoMoyAESHBP1v738ZRfCXoj9afxEAAPu6AKQCACIO/rLzNzzoR5jhsw0IADhKBFQcUgEAWQr+IuzfpOgPEADQDO/5OwYAIPhDRjjGEkAzVD/5cNR9uu0+8qwGQCqDv/AaFf+AAwAtUTh/acZhQBBAmoP/uwR/wAGAME7ADfepxEoAhCPCPv8g+E+x6oADAGGQtiF2EQAEf8ABAAtdAOoBAAj+gAAAS0XAmPt0k5UAaJ6VpZrz6MF9gj8kAlIA0BaF85duORQFAjSNHOn77ddfEfwBBwAy4wRQFAhwBPNzD71HRBD8AQEAkYmAz9ynUVYC4EXE8l9amCf4Q+IgBQAavOnQGQDwHGL13//dFwR/wAGAzLsABfdJnAA6A8B6pNL/0Ww1qgE/Mtb3bTf4V1h5QABAXCKA9kCwnvXVFefB119GVewXzPbHgQMEACACAOJiYX7OefxwNqq/bsbf+VdZeUAAACIAICYiLvar+MGfU/0AAQCIAIA4qNe3nG/vfxlVvl+45gb+SVYeEACACACIiYjz/QKV/oAAAEQAQJxEPNyn6uxa/hT7AQIAEAEAcSC7fRnpu7a6HNVfWXHI9wMCAFIuAuTwoAKrAWkl4sN8hPfcwH+VlQcEAKRdBOR9J4CxwZC6Xb/Y/dLmFxEM9wEEAGRSBMgBQmOsBqQBKfR79KDq1Le2ovor5aTNd7H8AQEAWRUCnCII7Ppf3PWL5X+N1QcEAGRdBJR8NwAgUcSQ62eqHyAAwDoRQIcAJAYZ6vP72ftRVvg7DoV+gAAAi0WABH/pECiyGhAHstMXqz/Cvn6h4uzm+tn1AwIArBcCZfdpgpWAKFmqzTtzD2ejtPvJ9QMCAGAfEVD03QBSAmAUqe6fe/hNlDP8BSr8AQEAcIgIoFUQjAZ+sfojzvNLkd8kff2AAABoTghIOuAKbgCkOPBj9wMCAKBNEVDw3YAiqwEpCvzCNT/4Y/cDAgAghBAouU9l3ABIQeCf8gN/lbsACAAAHRGQ90VAidWAg5Cq/oXv5qIu7hMqfuCvcBcAAQBgRggUfSHAoULgEfTxS/CPcGY/gR8QAAAxCQGKBC1HbP5FN+gvLczH8dcT+AEBABCjCJDgL0LgMkLAnt2+BP2au+OPYbcvTLmPD9zAP8PdAAQAQPxCoOC7ASVWI5vIAT0ry4tx7fZrDYG/yt0ABAAAQgAMIoV8EvBXlmtx7fYl2H8gwZ92PkAAACAEINtBX7jl7/Yr3BFAAACkVwiICKBGgKDf7G7/FjY/IAAAsiMEJPiP+a5AgRWJnyCnv766HGfQrzXs9inqAwQAQMbFQNF3BDhsKOJdvkzlk9Y9Cf4xM+U+PnaD/i3uDCAAAOwTAgVfBFzGFdCnXt/ydvdrbsCPeZffuNP/1Nm1+CnoAwQASwDgiYHRBleAWoH0B3zvtjq7w3rY6QMgAACaEgMiAt5CDByOWPli6QfWvgzoSQCVhl0+OX0ABABAKDHwhi8GCjYH+42NNS/Yb66vxXHQzkHMNAT9CtY+AAIAwIQYKPhCIBAEmUMCe31rczfQe4+1JFj5BHwABABAogRB0X0q+oKgmJbfW3L1225Qlx292Payu9/Z2U7Srv7ZEvsB/3M/2Fd41wEgAACSKAhGfSHwqrN7VHEsxxVLQBeCAB8E/Hp9M2m7+b07+2oQ7OXf2d0DIAAA0u4SiBA41yAKjiwsDIL28//t+QAuO/ag8C4I9ilAgnvND/Re0KdYDwABAGCLKBABMDo/97Agj57evnMb62uFXFd3ob61WUj5y6s07OgX/ecaO3oABAAANMGv/maiKK11PsWG/yVOQqNIyDtmUg01P3g3EgR1T8f4D8ffxVe5awAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACQdv6/AAMAZScGa7zqYZUAAAAASUVORK5CYII=",
"path": "emoji_u1f44c_1f3fc.png"
} | Generate code for a svg of a OK hand: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g>
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</svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white icon depicting a thumbs-up symbol combined with a lock symbol:My primary focus is on creating a visually appealing and recognizable icon that embodies the concept of a thumbs-up. The thumbs-up symbol, a universally recognized symbol of positive and encouraging action, is the core element. The combination of the two elements creates a visual representation of a positive and encouraging mindset.The icon should be clean, simple, and easily recognizable. The design should be visually balanced and avoid clutter. The color palette should be warm and inviting, reflecting the positive energy of the thumbs-up. The overall aesthetic should be optimistic and uplifting, conveying a sense of optimism and encouragement.I aim to create an icon that is both visually striking and conceptually meaningful, effectively conveying the idea of a positive and encouraging mindset. | {
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