reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
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} | Generate code for a svg of a a wooden bench by a quiet 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="#f2f1e3" d="M0 0h71l-2 11-4 1q-3 1 0 2l-6 2v4l3 1-2 7h-5l-1 5 3 3q-3 3 0 6-1-3 1-4l5-3q-4-3 0-4l-1-1q0-5 3-8-3-2 0-2 4 2 1 6 1 2-1 3l2 1q-3 2 0 3l-2 2 2 4q-2 3-1 6-6 3-10-1l-2 2-1-5-5 5q-4 1-7-2l-1 4q-5-2-11 1l-6 5q-1 2 1 3v2l-1 1 3 1v3q-3-1-3 1t2 2v6l-11 2q-2-1-2 1H0z"/><path fill="#f3f2e4" d="M71 0h25v77l-18-3h-6q-1-6 1-9l-4-2q1-3 4-3v-6H23l6-5q6-3 11-1l1-4q3 3 7 2l5-5 1 5 2-2q4 4 10 1-1-3 1-6l-2-4 2-2q-3-1 0-3l-2-1q2-1 1-3 3-4-1-6-3 0 0 2-3 3-3 8l1 1q-4 1 0 4l-5 3q-2 1-1 4-3-3 0-6l-3-3 1-5h5l2-7-3-1v-4l6-2q-3-1 0-2l4-1z"/><path fill="#e6c7ac" d="M23 54h47q-24 0-46 3-2-1-1-3"/><path fill="#c47b56" d="M70 54h3v3H24q22-3 46-3"/><path fill="#c19873" d="M24 58v-1h49v2q-25-2-49-1"/><path fill="#d57f4e" d="M24 58q24-1 49 1v1z"/><path fill="#9b6750" d="m24 59 49 1q-3 0-4 3h-1a97 97 0 00-40 0l-2 1v-3l-3-1z"/><path fill="#f2f2e3" d="M68 63H28a97 97 0 0140 0"/><path fill="#ca8e5f" d="M28 63h41l4 2H23q0-2 3-1z"/><path fill="#b9ac9c" d="M27 65h41l-1 3q-19-3-39-2v7h-1z"/><path fill="#28211f" d="M23 65h4v8h-1l-1-6q-2 0-2-2"/><path fill="#f7f6eb" d="M67 68v5H28v-7q20-1 39 2"/><path fill="#575a58" d="M68 65h5q-2 3-1 9l-4 2-42-3h41v-5z"/><path fill="#616763" d="m25 67 1 6 42 3 4-2h6v2l-19 1-45-2 11-2z"/><path fill="#a8b1a4" d="m14 75 45 2-29 2q-3-1 0-2l-18-1q0-2 2-1"/><path fill="#cbd1c3" d="m78 74 18 3v19H28l-2-5-9-4q-3-5 3-5l13-2 26-3 19-1z"/><path fill="#bec5b7" d="M0 76h12l18 1q-3 1 0 2l3 1-13 2q-6 0-3 5l9 4 2 5H0z"/></svg> | |
I draw images of women holding hands, focusing on medium-light skin tone, medium skin tone, and medium skin tone. I aim to capture the fluidity and grace of a woman's hand, emphasizing the subtle curves and the delicate, almost ethereal quality. The overall aesthetic is one of delicate, graceful movement, with a focus on the subtle details and the overall sense of connection and intimacy. | {
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} | Generate code for a svg of a women holding hands: medium-light skin tone, medium skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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"path": "emoji_u1f49a.png"
} | Generate code for a svg of a green heart | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M93.96,8.97C72.05,8.97,64,31.35,64,31.35S56.06,8.97,33.99,8.97c-16.58,0-35.48,13.14-28.5,43.01 c6.98,29.87,58.56,67.08,58.56,67.08s51.39-37.21,58.38-67.08C129.41,22.11,111.87,8.97,93.96,8.97z" style="fill:#7CB342;"/>
<g>
<path d="M30.61,11.2c17.2,0,25.74,18.49,28.5,25.98c0.39,1.07,1.88,1.1,2.33,0.06l2.52-5.88 C60.41,20.01,50.65,8.97,33.99,8.97c-6.9,0-14.19,2.28-19.86,7.09C19.14,12.77,25.01,11.2,30.61,11.2z" style="fill:#689F38;"/>
<path d="M93.96,8.97c-5.29,0-9.77,1.54-13.53,3.85c2.64-1.02,5.56-1.62,8.8-1.62 c16.21,0,30.72,12.29,24.17,40.7c-5.62,24.39-38.46,53.98-48.49,65.27c-0.64,0.72-0.86,1.88-0.86,1.88s51.39-37.21,58.38-67.08 C129.41,22.11,110.53,8.97,93.96,8.97z" style="fill:#689F38;"/>
</g>
<path d="M17,24.82c3.75-4.68,10.45-8.55,16.13-4.09c3.07,2.41,1.73,7.35-1.02,9.43 c-4,3.04-7.48,4.87-9.92,9.63c-1.46,2.86-2.34,5.99-2.79,9.18c-0.18,1.26-1.83,1.57-2.45,0.46C12.73,41.95,11.53,31.65,17,24.82 z" style="fill:#AED581;"/>
<path d="M77.13,34.66c-1.76,0-3-1.7-2.36-3.34c1.19-3.02,2.73-5.94,4.58-8.54 c2.74-3.84,7.95-6.08,11.25-3.75c3.38,2.38,2.94,7.14,0.57,9.44C86.07,33.4,79.66,34.66,77.13,34.66z" style="fill:#AED581;"/>
</g>
</svg> | |
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} | Generate code for a svg of a a black and white image of a person standing in front of a building | <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"
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enable-background="new 0 0 64 64"
height="400"
viewBox="0 0 50 50"
width="400"
version="1.1"
sodipodi:docname="simulating.svg"
inkscape:version="0.92.4 5da689c313, 2019-01-14">
<metadata
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<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>
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bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="1533"
inkscape:window-height="845"
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showgrid="false"
fit-margin-top="0"
fit-margin-left="0"
fit-margin-right="0"
fit-margin-bottom="0"
inkscape:zoom="0.4609375"
inkscape:cx="256"
inkscape:cy="256"
inkscape:window-x="67"
inkscape:window-y="27"
inkscape:window-maximized="1"
inkscape:current-layer="Layer_5" />
<circle
cx="25"
cy="15.517241"
id="circle2"
style="stroke-width:0.86206895"
r="4.3103447" />
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</svg> | |
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} | Generate code for a svg of a a calendar filled with upcoming meetings and deadlines. | <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="#fdfdfc" d="M0 0h96v43q-7 2-9 9l-1-2q-3-4-5 1v-3q-3-1-5 2-2-3-5-3-3 1 0-2h-2q-3 1-4 4h-3v3q-4 3-3-1-3-1-4 2-2-6-5 0v4l4-3q5 3 11 3l-2 6q-2-2-2 1l9 2q-6 6 3 9L62 91q-2 2-1 5H0z"/><path fill="#fdfbf5" d="M96 43v53H61q-1-3 1-5l12-19 3-2v-2l-2-3q3-3 8-3l3-6q-6-1 0-3-3-1 0-2-4-1 0-1l1 2q2-7 9-9"/><path fill="#edeeed" d="M86 50q-4 0 0 1-3 1 0 2-6 2 0 3l-3 6q-5 0-8 3l2 3q-4 0 0 2l-3 2-1 3q-9-3-3-9l-7-3 2-6q-6 0-11-3l-4 3v-4q3-6 5 0 1-3 4-2-1 4 3 1h3v-3q1-3 4-4h2q-3 3 0 2 3 0 5 3 2-3 5-2v3q2-5 5-1"/><path fill="#cc6e4e" d="M65 49v3h-3v-3z"/><path fill="#dacaca" d="M14 47q1-1 4 1-8 7-4-1"/><path fill="#e5e7e6" d="m50 57-7 5q-8 0-14 3-3-1 0-2l6-3q-3-1 0-2l-11-7 8 4q3-3 3 2l5-1 3 5z"/><path fill="#e4a983" d="m63 63-2 1q0-3 2-1"/><path fill="#67a2b4" d="M77 68v2q-4-2 0-2"/></svg> | |
{
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} | Generate code for a svg of a a tiny bird perched on a branch in the sun. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfc" d="M0 0h96v96H0z"/><path fill="#84767a" d="M75 38q-1-3 1-3 1 2-1 3"/><path fill="#faf9d5" d="m44 38 2 2-1 4-4 7q-3-4-6-4l-1-5 3-6q3-3 8-1-2 2-1 3"/><path fill="#6e6061" d="M49 37q-1 3 2 1 3 0 2 2h-7l-2-2z"/><path fill="#bf8957" d="M49 37q3-1 8 1-2 2 1 5l-3-1-2-2q1-2-2-2-3 2-2-1"/><path fill="#9f9597" d="m75 38-1 6q-2 0-1 2h-1q0-5 3-8"/><path fill="#574854" d="M73 46q-1-2 1-2 2-2 5-2z"/><path fill="#482b30" d="m55 42 3 1 1 4-1 3z"/><path fill="#857d80" d="M59 47v6q-2-1-1-3z"/><path fill="#513a46" d="m72 46-5 4q11 5-1 2-5 2-8 6l5 5q-4 0-6-4H45l-15 5-5-6 8 3 20-6 7-1q5-5 12-8"/></svg> | |
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} | Generate code for a svg of a black circle with a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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| |
Okay, here's a concise summary of my thoughts on the mechanics of drawing an image with a white and blue icon, focusing on the number 2:My primary focus is on the visual representation of a shape, particularly a curve or a shape with a number 2. I'm interested in the interplay of these elements to create a visually appealing and recognizable icon. The number 2 is a key element, representing a curve or a shape that is not just a simple line, but a dynamic and interesting arrangement. I want to capture the visual flow and the overall feeling of a shape that is both visually striking and conceptually meaningful. | {
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",
"path": "1ff2eecf203e7ac101d9881d77db42a185c7bab56b8edd248f16ab6cd7ee128c.png"
} | Generate code for a svg of a a white and blue icon with the number 2 0 on it | <svg width="60" height="60" viewBox="0 0 60 60" fill="none" xmlns="http://www.w3.org/2000/svg">
<rect width="60" height="60" rx="12" fill="#CDF4EE"/>
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<path d="M25.6534 49.4999V39.4526L13.3761 32.1991L25.6534 49.4999Z" fill="#5A78F0"/>
</svg> |
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",
"path": "emoji_u2764_200d_1f525.png"
} | Generate code for a svg of a heart on fire | <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>
<radialGradient id="SVGID_1_" cx="56.143" cy="84.3086" gradientTransform="matrix(1 0 0 1.0168 0 -1.4136)" gradientUnits="userSpaceOnUse" r="87.4645">
<stop offset="0.3903" style="stop-color:#FFD600"/>
<stop offset="0.6895" style="stop-color:#FF9800"/>
<stop offset="1" style="stop-color:#F44336"/>
</radialGradient>
<path d="M99.66,51.02C97,35.69,90.52,30.95,84.8,26.77c-3.93-2.87-7.33-5.35-9.04-10.79 c-1.83-5.8,2.8-11.84,2.85-11.9c0.13-0.16,0.14-0.39,0.03-0.57c-0.11-0.18-0.3-0.27-0.52-0.23c-0.39,0.07-0.89,0.14-1.48,0.21 c-6.1,0.81-22.29,2.94-26.55,24.65c-0.56,2.86-2.29,5.18-4.1,5.51c-1.16,0.21-2.25-0.43-3.13-1.86c-3.5-5.68,3.85-15.25,3.93-15.35 c0.13-0.16,0.14-0.39,0.03-0.57c-0.11-0.18-0.32-0.27-0.52-0.23c-0.21,0.04-20.7,4.31-29.02,25.26 c-2.53,6.37-9.62,28.64,5.28,47.76c14.94,19.17,24.01,20.48,24.21,20.59C46.84,109.3,104.82,88.36,99.66,51.02z" style="fill:url(#SVGID_1_);"/>
<linearGradient id="SVGID_2_" gradientUnits="userSpaceOnUse" x1="66.376" x2="67.8643" y1="55.1768" y2="7.9211">
<stop offset="0.1645" style="stop-color:#FFEB3B"/>
<stop offset="1" style="stop-color:#FFD600"/>
</linearGradient>
<path d="M70.75,36.89c-3.97-7.72-10.41-23.91,6.55-32.76 C64.55,6.42,55.18,15.49,55.94,30.8c0.49,9.98,6.1,18.88,8.71,28.52c3.51,13.03,0.86,21.17-0.67,27.32 C85.74,72.36,75.84,46.77,70.75,36.89z" style="opacity:0.8;fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="64.5538" cy="119.1121" gradientUnits="userSpaceOnUse" r="100.4351">
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</radialGradient>
<path d="M87.31,41.09c-16.65,0-22.76,17.01-22.76,17.01s-4.38-17.01-22.8-17.01 c-12.6,0-26.96,9.98-21.65,32.68c5.31,22.69,44.49,50.97,44.49,50.97s39.05-28.27,44.36-50.96 C114.26,51.07,100.92,41.09,87.31,41.09z" style="fill:url(#SVGID_3_);"/>
<path d="M28.85,53.14c2.85-3.56,7.94-6.49,12.25-3.11c2.33,1.83,1.31,5.59-0.77,7.17 c-3.04,2.31-5.69,3.7-7.53,7.32c-1.11,2.18-1.78,4.55-2.12,6.98c-0.13,0.96-1.39,1.19-1.86,0.35 C25.6,66.15,24.69,58.33,28.85,53.14z" style="fill:#FF7043;"/>
<path d="M74.53,60.61c-1.34,0-2.28-1.29-1.79-2.54c0.91-2.29,2.07-4.52,3.48-6.49 c2.08-2.92,6.04-4.62,8.55-2.85c2.57,1.81,2.24,5.43,0.43,7.17C81.32,59.65,76.45,60.61,74.53,60.61z" style="fill:#FF7043;"/>
<g>
<linearGradient id="SVGID_4_" gradientUnits="userSpaceOnUse" x1="44.8472" x2="59.7309" y1="96.121" y2="141.3302">
<stop offset="0.0759" style="stop-color:#FFEB3B"/>
<stop offset="1" style="stop-color:#FFD600;stop-opacity:0"/>
</linearGradient>
<path d="M62.56,123.22c-12.1-1.61-17.8-4.96-21.99-13.7c-2.14-4.47-2.15-12.11-2.23-16.84 c-0.09-5.24-1.67-9.77-1.67-9.77c3.16,0.56,8.89,6.11,11.53,16.37C52.79,117.09,62.56,123.22,62.56,123.22z" style="fill:url(#SVGID_4_);"/>
</g>
<g>
<linearGradient id="SVGID_5_" gradientUnits="userSpaceOnUse" x1="94.7209" x2="120.6082" y1="46.4721" y2="61.1415">
<stop offset="0" style="stop-color:#FFD600"/>
<stop offset="1" style="stop-color:#FFD600;stop-opacity:0"/>
</linearGradient>
<path d="M104.82,82.91c0,0,9.09-5.25,11.34-17.89c1.47-8.25-0.28-16.49-8.19-24.58 c-2.81-2.88-12-9.89-8.47-21.97c0,0-8.64,7.33-5.71,20.55C97.09,53.91,111.14,59.02,104.82,82.91z" style="fill:url(#SVGID_5_);"/>
</g>
<g>
<linearGradient id="SVGID_6_" gradientUnits="userSpaceOnUse" x1="87.6526" x2="94.9084" y1="65.354" y2="140.3306">
<stop offset="0.1873" style="stop-color:#FFEB3B"/>
<stop offset="0.9339" style="stop-color:#FFD600;stop-opacity:0"/>
</linearGradient>
<path d="M97.88,66c2.43,0.86,12.27,16.19,3.12,32.29c-8.14,14.32-24.05,16.54-24.05,16.54 s12.56-12.58,17.47-24.52C98.86,79.54,97.88,66,97.88,66z" style="fill:url(#SVGID_6_);"/>
</g>
</g>
</svg> | |
I draw images of black and white icons featuring a camera with a prominent lens. The image should evoke a sense of clarity, precision, and a focus on the camera's function. The lens should be visually prominent and contribute to the overall aesthetic. | {
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y="0px"
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inkscape:pagecheckerboard="true"
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{
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} | Generate code for a svg of a a warm glow from a crackling fireplace. | <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="#f9eed2" d="M0 0h75q-2 4-5 1l-2 4 5 4-10 3 4 3q3-3 7-3-2 3-4 2l-2 14q-1-4-3 0 0 2 3 2l-3 1-17-5q-9 1-16 5l-1 3q-7 3-11 10l-2 10 3 12q-2 2 1 2l-2 3h-7l-8 1-4 12-1-2z"/><path fill="#fbecc6" d="M65 31q3 6 10 8-3 5 1 9l1 18h-3l-2 3v-3l-8-1v-1l1-3-7-2-1-23q-10-2-19 1-1 9 1 18-2 1-1 4l-1 1-2-6q-3 5-1 11h1v1H24v3l-2-1q-3 0-1-2l-3-12 2-10q4-7 11-10l1-3q7-4 16-5z"/><path fill="#faa937" d="m58 59-2 2-3-5-2 6-3-14q-3 4-2 10h-5l-1-4-1 1q-2-9-1-18 9-3 19-1z"/><path fill="#f9eed2" d="M75 0h21v96H79v-5h4q-1-2-3-1v-7q5-7-1-13 1-4-2-4l-1-18q-4-4-1-9-7-2-10-8l3-1q-3 0-3-2 2-4 3 0l2-14q2 1 4-2-4 0-7 3l-4-3 10-3-5-4 2-4q3 3 5-1"/><path fill="#d96819" d="m58 59 7 2-1 3q-2-3-5-3l-5 4h-2l-1-1q2-3 5-3z"/><path fill="#d26d27" d="M35 54v8l4-2-1-1q-1-3 1-4l1-1 1 4v3q3 1 5 4l-6-2q-4-3-6 2-2-6 1-11"/><path fill="#eab376" d="m35 54 2 6 1-1 1 1-4 2z"/><path fill="#fdbc35" d="M56 61q-3 0-5 3-3-1-5 1-2-3-5-4v-3h5q-1-6 2-10l3 14 2-6z"/><path fill="#f4ac33" d="m40 63-5 2h-1q2-5 6-2"/><path fill="#fbcb53" d="M64 64q-4-1-6 1l-4-1 5-4q3 0 5 3"/><path fill="#fadf96" d="m40 63 6 2q2-2 5-1l1 1-11 1v3h-1v-3h-5v-1z"/><path fill="#f8be83" d="M52 65h2l4 1v3H41v-3z"/><path fill="#f3b67f" d="M35 66h5v3H24v-3z"/><path fill="#f3bb86" d="M58 66q2-2 6-1l8 1v3H59z"/><path fill="#f7eccf" d="m58 66 1 3h13l2-3h3q3 0 2 4 6 6 1 13v7q2-1 3 1h-4v5H0V82l1 2 4-12 8-1h7l2-3 2 1h34z"/></svg> | |
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",
"path": null
} | Generate code for a svg of a black and white icon of a television with a small square on top. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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viewBox="0 0 489.077 489.077" style="enable-background:new 0 0 489.077 489.077;" xml:space="preserve">
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</svg>
| |
{
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"path": null
} | Generate code for a svg of a glowing eyes of a hidden creature watching from the shadows. | <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="#020202" d="M0 0h96v52q-5 0-2-3-3-7-9-6l3-2q-6-1-9-5l-2 2q-1-3-3 0l-2 4q-7-28-34-21-13 8-18 21l-1-6-13-1-3 5-3-4z"/><path fill="#050909" d="M96 52v32l-4 1-11-4-7 5q-3-4-4 0v-3l4-3-14-7q6-5-2-5l-3 1-3 5q-6 0-9 4-4-3-4-7l-4-3H0V36l3 4 3-5 13 1-1 2 2 4q5-13 18-21 27-7 34 21l2-4q2-3 3 0l2-2q3 4 9 5l-3 2q6-1 9 6-3 3 2 3"/><path fill="#e9df79" d="M42 38h-1q-2 0-1 3-3-3-1-4 2-3 3 0"/><path fill="#d1ca7a" d="M54 37q5-1 3 5l-1 1z"/><path fill="#89834a" d="M42 38q2 1 1 4h-3q-1-3 1-3-1 4 2 1z"/><path fill="#252626" d="m41 39 1 1q-3 3-2-1"/><path fill="#010201" d="M0 68h35l4 3q0 4 4 7 3-4 9-4l3-5 3-1q8 0 2 5l14 7-4 3v3q1-4 4 0l7-5 11 4 4-1v12H0z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a gymnasts performing a flawless routine on the bars. | <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="#d1bebd" d="m58 31 5 2-3 1-1 7q-2-6-1-10"/><path fill="#766879" d="m48 48-1-2-2-4 4-2z"/><path fill="#c8c0c3" d="m37 31 2 12-1 13q-2-12-1-22l-3-1z"/><path fill="#d1a8a6" d="m47 46 1 2-1 2-2-3v1q-5 0-5-4z"/><path fill="#8e646d" d="m47 50-1 7z"/></svg> | |
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} | Generate code for a svg of a a black and white image of a push pin | <svg width="18px" height="18px" viewBox="0 0 18 18" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>48 pin business office desk solid</title>
<desc>Created with Sketch.</desc>
<g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="48-pin-business-office-desk-solid" fill="#141414" fill-rule="nonzero">
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",
"path": "e4d607c9f38947d061a7c89ae804c244ee764411ff45b80179600f7f1fc5ed3e.png"
} | Generate code for a svg of a a close up of a chinese character with a white background | <svg id="z37202" class="acjk" version="1.1" viewBox="0 0 1024 1024" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<style>
<![CDATA[
@keyframes zk {
to {
stroke-dashoffset:0;
}
}
svg.acjk path[clip-path] {
--t:0.8s;
animation:zk var(--t) linear forwards var(--d);
stroke-dasharray:3337;
stroke-dashoffset:3339;
stroke-width:128;
stroke-linecap:round;
fill:none;
stroke:#000;
}
svg.acjk path[id] {fill:#ccc;}
]]>
</style>
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"path": "emoji_u1fae6.png"
} | Generate code for a svg of a biting lip | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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</svg> | |
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",
"path": "emoji_u1f629.png"
} | Generate code for a svg of a weary face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="1992.9" gradientTransform="matrix(1 0 0 1 0 -1930)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</g>
<g id="facial_expressions">
<g id="weary-face">
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<g id="peepers">
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} | Generate code for a svg of a silver bracelet adorned with glowing gemstones. | <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="#d5d5dd" d="M0 0h96v96H0z"/><path fill="#738190" d="M70 27q1-1 4 1h-5z"/><path fill="#87f0d4" d="M70 31q4 0 1 3-2-1-1-3"/><path fill="#6c737a" d="M79 32q3 0 0 3z"/><path fill="#bf6e8b" d="M18 36v3q-4-1 0-3"/><path fill="#b2b5bf" d="M18 39v-3l3 3 2-6 6 1q-1 7-4 1l-2 2 1 5z"/><path fill="#afb5c1" d="M57 35h6l-1 3q-2-3-4 0l5 2q1 2-2 4l-7-4v-4z"/><path fill="#81838c" d="M49 42v2h-3z"/></svg> | |
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",
"path": "2a601270b002c4daba7d1dd2b140f616ab8e512df82c04627512fe3b2641458a.png"
} | Generate code for a svg of a a white circle with a black outline of a cat | <svg height="354" viewBox="0 0 354 354" width="354" xmlns="http://www.w3.org/2000/svg"><circle cx="177" cy="177" fill="#fff" fill-rule="evenodd" r="176" stroke="#979797"/></svg> | |
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<title>Artboard Copy 28</title>
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} | Generate code for a svg of a a close up of a credit card with a red arrow | <svg viewBox="0 0 41 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<rect x="0.0449219" width="40" height="24" rx="2" fill="#EEEEEE"/>
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Okay, here's a concise summary of my thoughts on drawing a crying face:Drawing a crying face is a challenging but rewarding process. It requires a keen eye for detail, a strong sense of composition, and a willingness to experiment with different techniques. The key is to capture the emotion and the feeling of sadness or distress in the face.The process involves:* **Understanding the emotion:** Identifying the specific facial features and their emotional impact.* **Creating a clear and defined shape:** Establishing a recognizable form that conveys the emotion.* **Precise positioning:** Positioning the face in a way that is visually appealing and emotionally resonant.* **Adding details:** Incorporating subtle details to enhance the emotion and create a sense of depth.Ultimately, drawing a crying face is about capturing the essence of sadness and expressing it through a visually compelling and emotionally impactful image. | {
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"path": "emoji_u1f622.png"
} | Generate code for a svg of a crying face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="1992.9" gradientTransform="matrix(1 0 0 1 0 -1930)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</g>
<g id="facial_expressions">
<g id="crying-face">
<path id="mouth" d="M64,79.4c10.8,0,18.4,5.6,20.7,9.1c0.88,1.11,1.07,2.61,0.5,3.9 c-0.44,0.81-1.28,1.31-2.2,1.3c-0.34-0.02-0.68-0.09-1-0.2c-5.85-1.67-11.91-2.51-18-2.5c-6.06-0.04-12.1,0.84-17.9,2.6 c-0.32,0.11-0.66,0.18-1,0.2c-0.92,0.03-1.78-0.47-2.2-1.3c-0.58-1.29-0.38-2.8,0.5-3.9C45.6,85,53.3,79.4,64,79.4z" style="fill:#422B0D;"/>
</g>
<radialGradient id="SVGID_1_" cx="37.82" cy="-408.8851" gradientTransform="matrix(1 0 0 -1.54 0 -560.29)" gradientUnits="userSpaceOnUse" r="26.42">
<stop offset="0.46" style="stop-color:#29B6F6"/>
<stop offset="1" style="stop-color:#1E88E5"/>
</radialGradient>
<path d="M37,104.5c-6.5,0-11.5-6.3-11.5-11.7c0-3.8,1.7-8.2,4.1-14.3c0.3-0.9,0.7-1.8,1.1-2.8 c1.4-3.62,3-7.16,4.8-10.6c0.36-0.69,1.18-0.99,1.9-0.7c0.3,0.15,0.55,0.4,0.7,0.7c1.5,3.1,3.2,6.9,4.9,10.8 c4.2,9.4,5.4,13.2,5.4,17C48.5,98.2,43.4,104.5,37,104.5z" style="fill:url(#SVGID_1_);"/>
<path d="M44,97.29c-1.47,2.27-4.8,1.84-4.8-1.93c0-2.41,0.49-14.79,2.56-13.06 C45.16,85.12,46.12,94.08,44,97.29z" style="fill:#81D4FA;"/>
<path d="M30,46.7c-1.25,1.85-4.22,0.66-3.35-1.58c2.05-4.87,5.88-8.77,10.72-10.89 c1.77-0.84,3.68-1.37,5.63-1.58c0.99-0.2,1.96,0.44,2.16,1.43c0.2,0.99-0.44,1.96-1.44,2.16h-0.13C38.01,38.09,33.22,41.78,30,46.7 z" style="fill:#422B0D;"/>
<path d="M97.29,46.7c1.25,1.85,4.22,0.66,3.35-1.58c-2.06-4.88-5.91-8.78-10.77-10.89 c-1.77-0.84-3.66-1.37-5.61-1.58c-0.99-0.2-1.96,0.44-2.15,1.43c-0.2,0.99,0.44,1.96,1.43,2.16h0.13 C89.26,38.08,94.07,41.77,97.29,46.7z" style="fill:#422B0D;"/>
<path d="M44.67,46.94L44.67,46.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.19,0,8-3.54,8-9.41 S48.86,46.94,44.67,46.94z" style="fill:#422B0D;"/>
<g id="peepers">
<path d="M44.28,50.87L44.28,50.87c-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 c1.42,0.68,3.13,0.08,3.82-1.34C45.41,53.06,45.17,51.73,44.28,50.87z" style="fill:#896024;"/>
</g>
<path d="M83,46.94L83,46.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.19,0,8-3.54,8-9.41 S87.21,46.94,83,46.94z" style="fill:#422B0D;"/>
<g id="peepers-2">
<path d="M82.63,50.87L82.63,50.87c-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 c1.42,0.68,3.13,0.08,3.82-1.34C83.76,53.06,83.52,51.73,82.63,50.87z" style="fill:#896024;"/>
</g>
</g>
</svg> |
{
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"path": "e7f2f41897cfd43c1da009201139184b2614931482561a4ee80f1f82a510058f.png"
} | Generate code for a svg of a a black and white photo of a speech bubble with a speech bubble | <svg xmlns="http://www.w3.org/2000/svg" baseProfile="full" viewBox="0 0 76.00 76.00"><path d="M54 51l3 10.75L44 51h-4V22h30c2.37 4.77 3.625 10.313 3.625 16 0 4.461-.877 9.064-2.375 13H54zM30 30H16a3 3 0 0 1 0-6h14a3 3 0 0 1 0 6zm2 3a3 3 0 0 1 0 6H20a3 3 0 1 1 0-6h12zm1.5 9a3.5 3.5 0 1 1 0 7h-8a3.5 3.5 0 1 1 0-7h8z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a the soft pink glow of a summer sunrise. | <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="#f8bcc9" d="M0 0h96v39l-3-3q-6 0-3 5l-4 2 1 1q-3 7-1 13l6-2q0-5 4-7v40l-2-7-1 2v3l-7 3-1-3h-2l-1 2-6-2q-3 1-3 5-2-3-1-4l1-3-3-1 4-3q-8-3-4-11 2-3 5-3l-4-3 7-7q2 1 6-1l-2-1h-4q0-4 3-7-5-3-5-6l7-10-6-4q1-3-1-4h-4l-3 2q0-4-2-1 1 3-2 4l-11-6 4-2q-5-3-10-1-2 2 1 3l-6 3h-7q2-5-2-8l-1 2q-2-3-2 0l4 4-10 7q-1 6 1 13-3 9-7 2h-5l2 6-3 5 1 3q3-2 3-5 2 1 1 4 2-4 3 0-4 3-4 6 6 5 15 6l1-1 2 4q0-2 3-2 0 5 4 10l2-1 10 2q-4 2-5 5l-5 2q3-1 8 2H37q-3 3-6 0-2 0-2 3-2-4-5-6-2 2 1 3H14l-4-3q-5 1-7-2l-2-9-1 2V65q4 4 2 10l4 5 1-2q3 0 5 3 0-6 5-9-3-2-3-5l1-2-1 1-7-5-1 3-3-2-3-5z"/><path fill="#f7bac8" d="M72 87q-6-2-1 1-4-2-6 4-4-4-7 0-2-1 1-3l-4-2q3-1 0-3l3-1-1-2 7-16 5-8-2-1q6-28-22-28l-7 1 1 1q-6 3-6 8l-2-1q0 4-3 7l-1 6q2 3-1 4l2 2-1 5q2 6 9 8 2-3 2 2-3 0-3 2l-2-4-1 1q-9-1-15-6 0-3 4-6-1-4-3 0 1-3-1-4 0 3-3 5l-1-3 3-5-2-6h5q4 7 7-2-2-7-1-13l10-7-4-4q0-3 2 0l1-2q4 3 2 8h7l6-3q-3-1-1-3 5-2 10 1l-4 2 11 6q3-1 2-4 2-3 2 1l3-2h4q2 1 1 4l6 4-7 10q0 3 5 6-3 3-3 7h4l2 1q-4 2-6 1l-7 7 4 3q-3 0-5 3-4 8 4 11l-4 3 3 1z"/><path fill="#fb9fb3" d="M57 34q0 3 3 5l-6 4q-7-6-12 2l-1 1q-2 0-2 3-2-4-4 0l-2-4q2-9 10-13 5-3 11-1z"/><path fill="#fba5b8" d="M43 32q-8 4-10 13l2 4q2-4 4 0 0-3 2-3v2q1 9 11 6l3-4-1-6v-1l6-4q-3-2-3-5 6 2 8 8 0 30-27 17-9-6-7-15l2-6q4-6 10-6"/><path fill="#f8b8c6" d="M96 39v9q-4 2-4 7l-6 2q-2-6 1-13l-1-1 4-2q-3-5 3-5z"/><path fill="#fbaabd" d="M65 42q5 20-16 25-20-3-19-22l1-1q-2 9 7 15 27 13 27-17"/><path fill="#fed5c0" d="m54 43-10 4-2-3q5-8 12-2"/><path fill="#fed2c0" d="m54 44 1 6-2-1-5 3q-4-4-7-4v-2l1-1 2 3z"/><path fill="#f8bac6" d="m33 38-2 6-1 1q-4 12 8 21l7 7 3-3q13-2 19-14l2 1-5 8-7 16 1 2-3 1q3 2 0 3l4 2q-3 2-1 3 3-4 7 0 2-6 6-4-5-3 1-1-1 1 1 4 0-4 3-5l6 2 1-2h2l1 3 7-3v-3l1-2 2 7v8H0V79l1-2 2 9q2 3 7 2l4 3h11q-3-1-1-3 3 2 5 6 0-3 2-3 3 3 6 0h15q-5-3-8-2l5-2q1-3 5-5l-10-2-2 1q-4-5-4-10t-2-2q-7-2-9-8l1-5-2-2q3-1 1-4l1-6q3-3 3-7z"/><path fill="#f9b3c4" d="M67 56q-6 12-19 14l-3 3q-3-1 0-2l-7-5q-12-9-8-21-1 19 19 22 21-5 16-25-2-6-8-8l-3-3q-6-2-11 1-6 0-10 6 0-5 6-8l-1-1 7-1q28 0 22 28"/><path fill="#fecdc4" d="M41 48q3 0 7 4l5-3 2 1-3 4q-10 3-11-6"/><path fill="#f7b9c8" d="m0 57 3 5 3 2 1-3 7 5 1-1-1 2q0 3 3 5-5 3-5 9-2-3-5-3l-1 2-4-5q2-6-2-10z"/><path fill="#f2a0bb" d="M8 70q2-2 5 1z"/></svg> | |
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} | Generate code for a svg of a a close up of a toothbrush and a bottle of toothpaste | <svg id="Capa_1" enable-background="new 0 0 512 512" height="512" viewBox="0 0 512 512" width="512" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><linearGradient id="SVGID_1_" gradientUnits="userSpaceOnUse" x1="256" x2="256" y1="512" y2="0"><stop offset="0" stop-color="#addcff"/><stop offset=".5028" stop-color="#eaf6ff"/><stop offset="1" stop-color="#eaf6ff"/></linearGradient><linearGradient id="SVGID_2_" gradientUnits="userSpaceOnUse" x1="256" x2="256" y1="407" y2="105"><stop offset="0" stop-color="#00c0ff"/><stop offset="1" stop-color="#5558ff"/></linearGradient><g><g><circle cx="256" cy="256" fill="url(#SVGID_1_)" r="256"/></g><g><g><path d="m238.212 113.882c0-4.91-3.978-8.882-8.893-8.882h-35.572c-4.915 0-8.893 3.973-8.893 8.882v44.412h53.358zm-26.679 133.236c-7.252 0-17.786 17.305-17.786 44.412s10.534 44.412 17.786 44.412 17.786-17.305 17.786-44.412-10.534-44.412-17.786-44.412zm65.595-23.325c-1.581-18.307-9.268-34.897-21.356-47.734h-88.474c-12.09 12.84-19.778 29.44-21.359 47.76l-14.408 173.561c-.208 2.481.634 4.927 2.319 6.757 1.676 1.822 4.056 2.863 6.539 2.863h142.288c2.484 0 4.863-1.041 6.539-2.863 1.685-1.83 2.527-4.276 2.319-6.757zm-65.595 129.913c-20.278 0-35.572-26.734-35.572-62.177s15.294-62.176 35.572-62.176 35.572 26.734 35.572 62.176c0 35.443-15.293 62.177-35.572 62.177zm133.395-146.385v-93.438c0-4.91-3.977-8.882-8.893-8.882h-35.572c-4.915 0-8.893 3.973-8.893 8.882v99.128c0 19.586 3.144 38.938 9.345 57.501 5.602 16.958 8.441 34.428 8.441 51.932v75.674c0 4.91 3.978 8.882 8.893 8.882h35.572c4.916 0 8.893-3.973 8.893-8.882v-81.364c0-19.586-3.144-38.938-9.345-57.501-5.601-16.958-8.441-34.428-8.441-51.932zm26.679-102.321h-8.893v88.823h8.893c4.916 0 8.893-3.973 8.893-8.882v-71.059c0-4.909-3.978-8.882-8.893-8.882z" fill="url(#SVGID_2_)"/></g></g></g></svg> | |
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"path": null
} | Generate code for a svg of a close-up image of a laptop computer, possibly representing a company logo. The laptop screen displays text lines, giving the impression of a black and white stripe pattern. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="48.762px" height="48.762px" viewBox="0 0 48.762 48.762" style="enable-background:new 0 0 48.762 48.762;"
xml:space="preserve">
<g>
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<g>
<polygon points="44.123,35.906 24.944,35.906 23.819,35.906 4.639,35.906 0,35.906 0,40.104 48.762,40.104 48.762,35.906 "/>
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<rect x="11.368" y="23.293" width="26.025" height="3.631"/>
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</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a couple sharing an umbrella in the rain. | <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 0h96v96H57q-1-5 2-8-3-2-4-1-3-6 0-11-1-3 1-5l3 3 1-4-4-1 1-14-2-8v-5l11-4q-5-12-18-13-12 0-19 11l7-1-1 6 5 1 2 5v2l-1 2q-2 8 2 17l-2 10q-1 2 2 5-2 5-1 13h-2l-3-10-4 7-1-3-1 1 1 5H0z"/><path fill="#b5c2d5" d="m55 47-3 1-1-2h3v-4h-4v4l-2-3q-2 4-1 10-3-3-6-2l1-2q3 0 4-3-2-3-4-2v3l-2-5-5-1 1-6-7 1q7-11 19-11 13 1 18 13l-11 4z"/><path fill="#f5f4f3" d="m50 46 1 2q-2 1-1 4-3-1-4 2v-1q-1-6 1-10z"/><path fill="#161823" d="M51 46h-1v-4h4v4z"/><path fill="#211918" d="M42 49v-5q2-1 4 2-1 3-4 3"/><path fill="#1b253c" d="m55 47 2 8-1 14 4 1-1 4-3-3-3-6 2 11q-3 5 0 11-3 2 0 3 1-3 4-2-3 3-2 8h-5l-1-7q3-4 0-9l3-3-6-21q-3 8-3 17-1 3 2 4l-4 1q2 1 1 3l3 15h-5q-1-8 1-13-3-3-2-5l2-10q-4-9-2-17 3-1 6 2v1q1-3 4-2-1-3 1-4z"/><path fill="#e9eaec" d="M52 96h-5l-3-15q1-2-1-3l4-1q-3-1-2-4 0-9 3-17l6 21-3 3q3 5 0 9z"/><path fill="#79808a" d="M56 71q-2 2-1 5l-2-11z"/><path fill="#35405b" d="M62 71v10q-4-6 0-10"/><path fill="#2f355b" d="M33 82h5v3q-5 0-5-3"/><path fill="#727988" d="M55 87q1-1 4 1-3-1-4 2-3-1 0-3"/><path fill="#202d47" d="M40 96h-8l-1-5 1-1 1 3 4-7z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a family gathering at the table for a holiday feast. | <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="#fafafb" d="M0 0h96v96H62l-1-15q3-4 9-5-4-2 0-2 0-6 2-1l1-1 1 4q2-3 4 0v-4l1-3h1l1 4h2l-2-5 2-1q-2-1-2-3l1-3 1-2v-7q-3-3-4 0h-1l-1-1q-8-4-13 3-2 0-1 2l-2 3 6 1 1-4 6 11v1l-18 2q-1 12-1 0H43q-2 11-2 0l-18-1 1-1 4-5q-5-1-5-6l1-3h-3v3q-2 2-1 6l-2-2q3 9-7 12l-7 1q2-7-4-9z"/><path fill="#e6e4df" d="M77 51h-3v3zh1l1 6q2-1 3 1l-1 2q-1-3-3 0l-2-6q-2 0-2 3l-4-3q2 4 7 7l-1 4q-3-1-3 1l-6-11-1 4v-3l-3-3q5-7 13-3"/><path fill="#ed8f54" d="M83 59q-1-2-3-1l-1-6q1-3 4 0z"/><path fill="#544846" d="m77 51-4 2v-3z"/><path fill="#454748" d="m28 55-2 1q-1-6 4-3z"/><path fill="#2c3236" d="M23 57h-2v-3h3z"/><path fill="#585850" d="m64 54 3 3q-3 1-4-1t1-2"/><path fill="#a6cbc9" d="m79 61-1 1q-5-3-7-7l4 3q0-3 2-3z"/><path fill="#76b1b0" d="M28 55q-1 3 3 2l2 2-1 1q-5 1-8-2l2-2z"/><path fill="#e5a067" d="M63 56q1 2 4 1v3l-6-1z"/><path fill="#d0d0c9" d="M33 59q2 3 3 0l5 5h2v1h-6l1-2h-6v-3z"/><path fill="#e48654" d="M33 59h3q-1 3-3 0"/><path fill="#d47d45" d="M46 61q-3 0-3 3h-2q0-4 5-3"/><path fill="#9b6137" d="M50 64q-3-1 0-3l2-2v1l3 2z"/><path fill="#c89580" d="m58 61 6 2h-5z"/><path fill="#78a9aa" d="M21 57h2q0 5 5 6l-4 5h-4v-5q-1-4 1-6"/><path fill="#89856c" d="M50 61q-3 2 0 3l-7 1v-1q0-3 3-3 1-4 4 0"/><path fill="#a56d43" d="m82 61-1 3q-2 0-1 3l-3-1 1-4 1-1q2-3 3 0"/><path fill="#4b3730" d="m77 66 3 1v2h-1l-5-1v-1q0-2 3-1"/><path fill="#ececeb" d="M20 63v5h4l-1 1 18 1q0 11 2 0h12q0 12 1 0l18-2 5 1-1 3q-6 0 0 2v2q-2-3-4 0l-1-4-1 1q-2-5-2 1-4 0 0 2-6 1-9 5l1 15H0V65q6 2 4 9l7-1q10-3 7-12z"/><path fill="#d7bdaa" d="M81 64q0 2 2 3l-2 1 2 5h-2l-1-4v-2q-1-3 1-3"/><path fill="#df896b" d="M78 72v2q-6-2 0-2"/></svg> | |
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"path": null
} | Generate code for a svg of a black and white icon featuring a sand bucket with a star design, accompanied by a spatula. | <?xml version="1.0" encoding="iso-8859-1"?>
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} | Generate code for a svg of a a close up of a white board with a blue marker on it | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="64px" height="52px" viewBox="0 0 64 52" style="enable-background:new 0 0 64 52;" xml:space="preserve">
<g id="Corners">
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<path style="fill:#999999;" d="M0,48c0,2.209,1.791,4,4,4h4v-8H0V48z M0,4v4h8V0H4C1.791,0,0,1.791,0,4z M60,0h-4v8h8V4
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<g id="Corners_1_">
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<g id="Whiteboard">
<g>
<rect x="8" y="8" style="fill:#FFFFFF;" width="48" height="36"/>
</g>
</g>
<g id="Eraser_1_">
<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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</svg> | |
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} | Generate code for a svg of a green arrivals board showing flight schedules. | <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="#6fc95d" d="M68 0h24v6l2 1-2 3q4 8-5 8 3-1 0-1-2 0-3 2l-13-7-2-3h-7V6h2q0 2 3 1l-2-2z"/><path fill="#6dc95b" d="M0 0h68l-3 5 2 2q-3 1-3-1-1-2-3-2l-4 2-3-2-14 2h22v3h7l2 3 2 4H47v6l-15-1 2-1q-3 0-3-2l14-2H4l4 3q-3 0-3 3v9q-2-4-5 0z"/><path fill="#86cb73" d="M64 6H40l1-2h13l3 2 4-2q2 0 3 2"/><path fill="#f1eed9" d="m71 12 13 7-2 1q-3-2-6-1h-3v-3z"/><path fill="#d5e5c2" d="M12 16h2v1q-2 5-4 0z"/><path fill="#70cc5e" d="M24 16h21l-14 2q0 2 3 2l-2 1 15 1v-6h26v3q1 2-1 3l-16 2q1 2-1 3l-1-2q-2 4-4 1l-2-8-1 11-30-1 5-1q-7-3 1-5l-2-1 4-3z"/><path fill="#b8dea9" d="m84 19 2 1-1 2-3-2z"/><path fill="#83cd72" d="m12 16-2 1q2 5 4 0l4 4q-5 0-7 4-3-1 0-3H5q0-3 3-3l-4-3z"/><path fill="#74cb63" d="M14 17v-1h10l1 2-4 3 2 1q-8 2-1 5l-5 1 30 1 1-11 2 8q2 3 4-1l1 2q2-1 1-3l16-2q-3 2 1 2 6-2 3-5 3-1 6 1l3 2 1-2q4 2 1 6l-6-3-6 4q11 2 0 3H55q-3 3-4 0l-1 1q-2 5-1 11H33v-6l15-1v-4H5v-9h6q-3 2 0 3 2-4 7-4z"/><path fill="#a8da93" d="M73 19h3q3 3-3 5-4 0-1-2 2-1 1-3"/><path fill="#6cc85a" d="m75 30 2 1-4 1 5 2q-3 0-1 2 4-2 7 4-3 2 0 3 3 3 7 1l3 4q-12 0-16 11l-3 2 1 8q-6-2-9 4l-3-3-2 4-1-2 2-7q-3-2-3-5-3 3-6 2l4-4-2-1 3-2-6-6q-1 2-3 1l2-1-3-2v-5q-1-6 1-11l1-1q1 3 4 0z"/><path fill="#69c859" d="M92 0h4v48h-2l-3-4q-4 2-7-1-3-1 0-3-3-6-7-4-2-2 1-2l-5-2 4-1-2-1q11-1 0-3l6-4 6 3q3-4-1-6l-2-1q1-2 3-2 3 0 0 1 9 0 5-8l2-3-2-1z"/><path fill="#6cc959" d="M5 31h43v4l-15 1v6H5q-1 5 2 8l-3 1q-1 2 2 4l-2 7v6l-4 2V31q3-4 5 0"/><path fill="#70c85e" d="m33 42-2 20H4l2-7q-3-2-2-4l3-1q-3-3-2-8z"/><path fill="#72c761" d="M35 42h14v5l-1 27q-6-1-1-3L6 70q1-2-2-2v-6h27l3 1v5q0-4 3-6-4-3 0-4-4-3 0-5l-2-2q3-3-1-2-1-4 1-7"/><path fill="#86cd74" d="M33 42h2q-2 3-1 7 4-1 1 2l2 2q-4 2 0 5-4 1 0 4-3 2-3 6v-5l-3-1z"/><path fill="#68c558" d="m49 47 3 2-2 1q2 1 3-1l6 6-3 2 2 1-4 4q3 1 6-2 0 3 3 5l-2 7 1 2 2-4 3 3q3-6 9-4l2 5-5 2-4-1q-1 3-3 0l-2 8q-14-6-29-6H0v-7l4-2q3 0 2 2l41 1q-5 2 1 3z"/><path fill="#7fd468" d="M94 48h2v48h-2l-5-12q-7-4-11-10l-2-5-1-8 3-2q4-11 16-11"/><path fill="#66c354" d="M78 74q4 6 11 10l5 12H75q-8-6-11-13l2-8q2 3 3 0l4 1z"/><path fill="#5bba4d" d="M0 77h35l7 1-5 3 5 5q2 1 4-1l2 2-12 3q-3-6-7-1-7-3-13 0l-3-1 3 8H0z"/><path fill="#5dba4d" d="M35 77q15 0 29 6 3 7 11 13H16l-3-8 3 1q6-3 13 0 4-5 7 1l12-3-2-2q-2 2-4 1l-5-5 5-3z"/></svg> | |
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} | Generate code for a svg of a a yellow emotictor with a big smile on his face | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" preserveAspectRatio="none" viewBox="0 0 72 72"><defs><path fill="#FCC21B" d="M35.85 4.85q-22.3 0-31.05 20.65Q0 36.75 0 51.95q0 5.85 10.5 9.95 10.5 4.15 25.35 4.15 14.9 0 25.4-4.15 10.5-4.1 10.5-9.95 0-15.2-4.8-26.45Q58.2 4.85 35.85 4.85z" id="a"/><path fill="#2F2F2F" d="M100.25 45.75q-.15-1.1-1.05-1.75-.85-.65-1.95-.5-3.55.55-7.95 1.7-8.65 2.25-14.3 5.65-.75.45-1.1 1.3-.3.85-.1 1.7.25.85 1 1.35.7.55 1.6.55.05 0 6.4.4 7.25.8 12.15 3 .3.15.6.15.9.15 1.7-.25.85-.4 1.2-1.25.45-1 .05-2-.4-1.05-1.4-1.45-4.85-2.2-10.2-2.95 5.8-1.9 11.1-2.65 1.1-.15 1.75-1.05.65-.85.5-1.95z" id="b"/><path fill="#2F2F2F" d="M28.45 47.7q.65.9 1.7 1.05.45 0 3.4.6 4.05.85 7.75 2.05-5.4.75-10.25 2.95-.95.4-1.35 1.45-.4 1.05.05 2 .35.85 1.2 1.25.75.4 1.65.25.3 0 .6-.15 4.9-2.2 12.2-3 3.65-.4 6.35-.4.9 0 1.65-.55.7-.5.95-1.35.25-.85-.05-1.7-.35-.85-1.15-1.3-5.65-3.4-14.3-5.65-7.65-1.65-7.95-1.7-1.1-.15-1.95.5-.85.65-1 1.75-.15 1.1.5 1.95z" id="c"/><path fill="#ED6C30" d="M96.45 68.3q-2-1.35-5.1-1.05Q91 67.3 86 68.3q-10.05 2.05-22 2.05-12 0-22.05-2.05-5-1-5.35-1.05-3.1-.3-5.1 1.05-2.9 1.95-1.2 7.85Q32 82 36.65 86.85q4.2 4.35 9.55 7.15 8.1 4.25 17.8 4.25 9.65 0 17.75-4.25 5.35-2.8 9.55-7.15Q96 82 97.65 76.15q1.7-5.9-1.2-7.85z" id="d"/></defs><use xlink:href="#a"/><use xlink:href="#b" transform="scale(.5625)"/><use xlink:href="#c" transform="scale(.5625)"/><use xlink:href="#d" transform="scale(.5625)"/></svg> | |
{
"bytes": "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",
"path": "404af4ed9e5a6a9fd81d10c911313ab9ef6140be439f8802bdbd5c5253cc260a.png"
} | Generate code for a svg of a a close up of a white square with three circles on it | <svg xmlns="http://www.w3.org/2000/svg" width="16" height="16" viewBox="0 0 16 16">
<defs id="colors">
<linearGradient id="fileIconBackground" fallback="fallback.inspectorBackground"
opacity="fileIconOpacity" opacity-fallback="%80">
<stop offset="0" stop-color="#9AA7B0" stop-opacity=".8"/>
<stop offset="1" stop-color="#9AA7B0" stop-opacity=".8"/>
</linearGradient>
</defs>
<g fill="none" fill-rule="evenodd">
<path fill="url(#fileIconBackground)" d="M1,3 L15,3 L15,13 L1,13 L1,3 Z M2,4 L2,12 L14,12 L14,4 L2,4 Z"/>
<circle cx="4.5" cy="9" r="1" fill="url(#fileIconBackground)"/>
<circle cx="8" cy="9" r="1" fill="url(#fileIconBackground)"/>
<circle cx="11.5" cy="9" r="1" fill="url(#fileIconBackground)"/>
</g>
</svg> | |
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} | Generate code for a svg of a yellow emoticon displaying a sad expression with a frown. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
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/><path d="M39.25,67.88c6.69-0.51,25.21-1.78,35.25-2.51c3.1-0.23,5.4-0.4,6.28-0.49" /><path d="M39.14,79.76c6.92-0.42,25.29-1.74,35.75-2.5c3.52-0.26,6.14-0.45,7.14-0.53" /><path d="M39.39,92.81c7.87-0.42,30.32-1.68,42.73-2.48c2.71-0.17,5.43-0.37,8.14-0.59" /></g></g></g><g fill="none" stroke="#000" stroke-width="3" stroke-linecap="round" stroke-linejoin="round"><path d="M52.96,10c1.08,1.06,1.53,2.3,1.34,3.75c0,6.13-0.05,19.42-0.05,21.13c0,6.38-5,1.38-6.75-0.36" stroke-dasharray="35.555" stroke-dashoffset="35.555"><animate attributeName="stroke-dashoffset" values="35.555;35.555;0" dur="0.356s" fill="freeze" begin="0s;96c0.click" /></path><path d="M34.17,22.72c0.03,1.24-0.27,2.36-0.9,3.36c-2.52,4.4-8.66,10.93-13.61,14.36" stroke-dasharray="23.437" stroke-dashoffset="23.437"><animate attributeName="stroke-dashoffset" values="23.437" fill="freeze" begin="96c0.click" /><animate attributeName="stroke-dashoffset" values="23.437;23.437;0" keyTimes="0;0.603;1" dur="0.59s" fill="freeze" begin="0s;96c0.click" /></path><path d="M73.5,17.95c6.37,2.69,13.88,8.43,16.5,13.81" stroke-dasharray="21.89" stroke-dashoffset="21.89"><animate attributeName="stroke-dashoffset" values="21.89" fill="freeze" begin="96c0.click" /><animate attributeName="stroke-dashoffset" values="21.89;21.89;0" keyTimes="0;0.729;1" dur="0.809s" fill="freeze" begin="0s;96c0.click" /></path><path d="M69.09,24.83c0.15,1.01-0.29,2.79-1.31,4.06C58.25,40.75,39,57.5,14.25,67.5" stroke-dasharray="71.013" stroke-dashoffset="71.013"><animate attributeName="stroke-dashoffset" values="71.013" fill="freeze" begin="96c0.click" /><animate attributeName="stroke-dashoffset" values="71.013;71.013;0" keyTimes="0;0.602;1" dur="1.343s" fill="freeze" begin="0s;96c0.click" /></path><path d="M36.96,57.05c0.87,0.87,1.22,2.08,1.22,3.47c0,4.79,0,19.48,0,29.98c0,4.25,0,7.81,0,9.75" stroke-dasharray="43.509" stroke-dashoffset="43.509"><animate attributeName="stroke-dashoffset" values="43.509" fill="freeze" begin="96c0.click" /><animate attributeName="stroke-dashoffset" values="43.509;43.509;0" keyTimes="0;0.755;1" dur="1.778s" fill="freeze" begin="0s;96c0.click" /></path><path d="M64.82,43.5c0.05,0.52-0.02,1.21-0.19,1.66c-1.1,2.86-1.74,4.11-4.26,7.59" stroke-dasharray="10.423" stroke-dashoffset="10.423"><animate attributeName="stroke-dashoffset" values="10.423" fill="freeze" begin="96c0.click" /><animate attributeName="stroke-dashoffset" values="10.423;10.423;0" keyTimes="0;0.895;1" dur="1.986s" fill="freeze" begin="0s;96c0.click" /></path><path d="M37.96,56.24c6.93-0.61,27.78-2.36,39.44-3.39c3.97-0.35,6.9-0.62,7.91-0.73" stroke-dasharray="47.53" stroke-dashoffset="47.53"><animate attributeName="stroke-dashoffset" values="47.53" fill="freeze" begin="96c0.click" /><animate attributeName="stroke-dashoffset" values="47.53;47.53;0" keyTimes="0;0.807;1" dur="2.461s" fill="freeze" begin="0s;96c0.click" /></path><path d="M60.75,56.36c0.84,0.84,1.06,2.06,1.06,3.26c0,8,0.03,23.11,0.03,31.06" stroke-dasharray="34.581" stroke-dashoffset="34.581"><animate attributeName="stroke-dashoffset" values="34.581" fill="freeze" begin="96c0.click" /><animate attributeName="stroke-dashoffset" values="34.581;34.581;0" keyTimes="0;0.877;1" dur="2.807s" fill="freeze" begin="0s;96c0.click" /></path><path d="M39.25,67.88c6.69-0.51,25.21-1.78,35.25-2.51c3.1-0.23,5.4-0.4,6.28-0.49" stroke-dasharray="41.639" stroke-dashoffset="41.639"><animate attributeName="stroke-dashoffset" values="41.639" fill="freeze" begin="96c0.click" /><animate attributeName="stroke-dashoffset" values="41.639;41.639;0" keyTimes="0;0.871;1" dur="3.223s" fill="freeze" begin="0s;96c0.click" /></path><path d="M39.14,79.76c6.92-0.42,25.29-1.74,35.75-2.5c3.52-0.26,6.14-0.45,7.14-0.53" stroke-dasharray="42.998" stroke-dashoffset="42.998"><animate attributeName="stroke-dashoffset" values="42.998" fill="freeze" begin="96c0.click" /><animate attributeName="stroke-dashoffset" values="42.998;42.998;0" keyTimes="0;0.882;1" dur="3.653s" fill="freeze" begin="0s;96c0.click" /></path><path d="M39.39,92.81c7.87-0.42,30.32-1.68,42.73-2.48c2.71-0.17,5.43-0.37,8.14-0.59" stroke-dasharray="50.965" stroke-dashoffset="50.965"><animate attributeName="stroke-dashoffset" values="50.965" fill="freeze" begin="96c0.click" /><animate attributeName="stroke-dashoffset" values="50.965;50.965;0" keyTimes="0;0.877;1" dur="4.163s" fill="freeze" begin="0s;96c0.click" /></path></g></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a love letter sealed with a wax stamp. | <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="#fdeece" d="M0 0h96v96H0z"/><path fill="#eea559" d="m57 32-2 2q-9-5-17 1l-2 4v-1q4-12 16-9z"/><path fill="#f4be7f" d="m57 32 3 3q-3 3 0 5l-5 12-2 2-11-1-4-4-3-9q-1-2 1-2v1l2-4q8-6 17-1z"/><path fill="#cd2720" d="M41 36q7 0 1 5-2-3-1-5"/><path fill="#a1573a" d="M46 39q3-1 5 3 3-2 5 1-9 6-10-4"/><path fill="#b38260" d="m35 40 3 9q-4-4-3-9"/><path fill="#a37c62" d="m38 49 4 4q-4-1-4-4"/><path fill="#e8c79a" d="m53 54 2-2 1 1 4-6 6 9q-7 4-14 3l4-4q-1-2-3-1"/><path fill="#8c513a" d="m42 53 11 1-5 2q-4 0-6-3"/><path fill="#f9c285" d="M43 60q9-1 1 4-6-3-1-4"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green lockers lining the back wall of the station. | <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="#eaeae9" d="M27 0h10l2 9h-5l1 2q2-2 5-1 3 3 0 7l-1 8h-1v-3l-1-4z"/><path fill="#3f7243" d="M37 0h23q-3 7-3 16h11q-3 2-3 7v2h-1v-6h-5l-3-3q-7-2-13 1h-3q3-4 0-7l-1-1z"/><path fill="#f8f8f8" d="M80 0h16v9l-2 1q-6-1-9 1L70 27v48h-5V23z"/><path fill="#417c45" d="M60 0h18q-6 7-10 16H57q0-9 3-16"/><path fill="#242325" d="M39 9q-3-1-5 1l-1-2z"/><path fill="#417a46" d="M4 0h23l10 18 1 4-3-5v3q-4-1-6 2l-2-2z"/><path fill="#6f7d74" d="M78 0h2L68 16q4-9 10-16"/><path fill="#5ba54d" d="M43 17q6-3 13-1l3 3z"/><path fill="#4d9154" d="M0 0h4l25 22q2-3 6-2v-3l3 5v3l-1 4q-1-3-4-3-2 0-1 2-3 20 0 39l-2 1-2 2-2 1-2-4 2-22-1-21-1-1-2 52-1-45v-8l-3-3a437 437 0 00-2 60l-2-62-5-4q-2 30 1 61l3-4q2 5-3 8-3 3 0 6l-2 1v-7L7 12 0 8z"/><path fill="#5f9663" d="m94 10-8 1v37q-2-15-1-29-5-1-8 1l8-9q3-2 9-1"/><path fill="#92dc6c" d="M40 17h3l16 2h5v7l-2 31q-4-1-6 2l2-7-2-1v-4h-4l-2 1V30h5v-3h-5l-1-6q-2 15-1 33l-4-2q-3 1-3 4l-1-1-1 10V25z"/><path fill="#62b164" d="m86 48-2 8-1-35q-3 1-5 4l-1 27v-5h-3q-1-9 1-17l1 10V27l-2 1 3-8q3-2 8-1-1 14 1 29"/><path fill="#3d8a3e" d="M42 23q5-1 3 4-6 0-3-4"/><path fill="#9fd1ab" d="m21 29-2-2 1-2z"/><path fill="#7cb86b" d="M58 27q4-1 4 5h-4z"/><path fill="#53a857" d="M96 9v41l-10-2V11l8-1z"/><path fill="#5cb55e" d="m16 79-6 5q-3-3 0-6 5-3 3-8l-3 4Q7 43 9 13l5 4z"/><path fill="#58af5b" d="m0 8 7 4-1 65q0 5-4 8-2-8 4-11V52L3 64l-3-3z"/><path fill="#59b661" d="m21 29-1-3-1 2zl1 45-4 3q-3-30 0-59l3 3z"/><path fill="#2f6338" d="M43 35h3v4q-6 0-3-4"/><path fill="#7dad6a" d="M52 36q2-1 4 2l-4 2z"/><path fill="#75d26f" d="M74 47h-3V32l5-5v13l-1-10q-2 8-1 17"/><path fill="#7d9f70" d="m59 36 2 2-1 2q-2-3-1-4"/><path fill="#a3a9a9" d="M64 25v50h5v1h-6z"/><path fill="#5ebd65" d="m32 28 1 1 1 10-2 10 2 7-1 7q-1-3-1 0l2 3-2 1q-3-19 0-39"/><path fill="#295930" d="M43 42q2 0 1 3-2-1-1-3"/><path fill="#8fc587" d="m77 20-3 8-3 4v15h6v5l-6-3-1 3V27z"/><path fill="#61c267" d="m26 71-2 2 1-49 1 21-2 22z"/><path fill="#6ea35e" d="M52 47h4v4h-4z"/><path fill="#78ad65" d="M58 52v-5h4v5z"/><path fill="#81cd66" d="m49 21 1 6h5v3h-5v18l2-1v4h4l2 1-2 7q2-3 6-2-1 2 1 3v16H50q-2-28-1-55"/><path fill="#60c467" d="m30 68-2 2z"/><path fill="#65a058" d="M64 26v50l-14 1v-1h13V60q-1-18 1-34"/><path fill="#77c865" d="m86 48 10 2v46H80L70 76V52l1-3 6 3 1-27q2-3 5-4l1 35z"/><path fill="#30683c" d="m81 45 2 2-1 3q-2-3-1-5"/><path fill="#62a463" d="M38 25v52q-2-6-1-11l-1-2q1-3-1-5 3-6 0-10 3-7-1-13l-1 30-2-3q0-3 1 0l1-7-2-7 2-10-1-10-1-1q-1-2 1-2 3 0 4 3z"/><path fill="#59bb65" d="m37 64-2 1V36q4 6 1 13 3 4 0 10 2 2 1 5"/><path fill="#72c25a" d="M48 54v23h-9V65l1-10 1 1q0-3 3-4z"/><path fill="#588849" d="M49 21q-1 27 1 55v1h-2V54q-1-18 1-33"/><path fill="#5ebc5e" d="M8 78v7l-8 7V61l3 3 3-12v22q-6 3-4 11 4-3 4-8z"/><path fill="#285131" d="M38 66q-1 5 1 11h11l14-1h6l10 20H5q14-18 33-30"/><path fill="#1c3c2a" d="m37 64 1 2Q19 78 5 96H0v-4l8-7 2-1 6-5 2-1 4-3 2-2 2-2 2-1 2-2 2-1 2-1 1-1z"/></svg> | |
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"path": "emoji_u1faf3_1f3fc.png"
} | Generate code for a svg of a palm down 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">
<path id="hand_5_" d="M121.31,36.79c-0.85-0.78-16.12-2.16-18.07-2.43c2.87-0.6,7.32-1.67,9.93-3.14 c4.79-2.7,6.25-9.61,2.07-10.38c-2.5-0.46-10.01,0.08-13.53,0.35c3.64-1.73,4.65-5.65,4.47-7.83c-0.23-2.79-1.82-3.77-3.56-3.24 c-2.85,0.86-9.55,2.35-12.85,3.1c0,0,2.02-2.36,1.83-4.78c-0.19-2.35-2.01-3.12-5.86-1.95c-7.09,2.3-36.21,8.89-41.9,8.67 c-16.92-0.64-32.54-0.4-33.65-0.07c-1.1,0.33-2.52,1.15-3.47,3.31c-1.25,2.85-2.39,7.23-2.63,13.12 C3.57,43.51,5.95,44.57,5.95,44.57s9.54,8.48,15.85,13.06c10.39,7.54,15.04,16.95,17.54,22c1.04,2.11,1.62,3.89,2.58,5.05 c1.74,2.09,4.74,2.02,6.77,0.49c2.77-2.1,2.88-4.12,2.86-8c0.01-4.71-6.74-20.59-7.6-23.07c-0.7-2.03,3.41-2.36,5.36-2.99 c5.97-1.92,20.72-3.63,36.21-3.24c11.4,0.28,22.33,0.81,27.98-0.34c6.36-1.29,7.93-3.78,8.5-6.06 C122.45,39.58,122.56,37.87,121.31,36.79z" style="fill:#E0BB95;"/>
<path d="M97.31,11.09c-0.02,0.01-0.05,0.02-0.07,0.02c0.04-0.01,0.08-0.02,0.11-0.03 C97.34,11.09,97.33,11.09,97.31,11.09z" style="fill:#EDA600;"/>
<g>
<path d="M121.29,36.79c-1.16,8.99-11.84,8.33-18.72,8.45c-6.56,0.02-14.55-0.41-21.5-0.42 c-13.99,0.02-30.54,2.45-34.04,3.62c-3.5,1.16-7.44,2.06-5.93,6.65c0.58,1.76,6.19,13.47,8.13,20.46c1.32,5.31-0.04,9.12-0.04,9.12 c0.74-0.56,2.08-1.17,2.66-5.54c0.94-7.15-6.69-21.54-7.91-25.02c-0.7-2.03,9.13-5.56,41.57-6.23c6.06-0.13,11.99,0.37,17.06,0.37 c7.5,0.12,18.29-0.55,19.42-6.77c0.37-1.54,0.74-3.62-0.68-4.73C121.3,36.75,121.3,36.77,121.29,36.79z" style="fill:#BA8F63;"/>
<path d="M88.03,11.08c-2.29,0.92-16.41,2.6-25.46,4.32c-4.51,0.86-6.15,2.16-6.15,2.16 c15.09-1.16,24.93-2.23,33.34-4.34c1.05-0.26,2.62-2.82,1.52-5.98C91.11,7.57,91.19,9.82,88.03,11.08z" style="fill:#BA8F63;"/>
<g>
<path d="M101.7,21.19c4.65-2.65,5.08-5.41,4.26-8.83c0,0-2.34,4.97-7.86,5.99 c-1.84,0.34-19.68,1.38-29.53,2.56c-3.8,0.45-5.61,1.51-5.61,1.51S101.71,21.19,101.7,21.19z" style="fill:#BA8F63;"/>
<path d="M106.24,30.58c-1.95,0.56-5.3,0.39-7.29,0.03S77.53,27.94,71,27.56c-3.8-0.22-5.14,0.46-5.14,0.46 s17.41,4.41,37.38,6.36c0,0,7.67-0.8,12.02-3.94c2.79-2.01,3.36-6.57,1.97-8.22c0,0-0.09,2.13-1.74,3.85 C112.69,28.97,108.19,30.02,106.24,30.58z" style="fill:#BA8F63;"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bright orange rectangle floating above a yellow base. | <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="#f8d489" d="M0 0h86q-3 3-6 1l-2 1v4l7 7v9q0 5 5 9-4 5-4 11l-1 19-5 5v5q-5-1-5 5l2 2q-3 2-3 5l-2 1-8-3-2 1-36-4-2 8q-2-2-2 1l-1-2q-3 0-6 4-4-5-6 1l-3-3-2 4-2-1q-2 2 1 3l-3 1z"/><path fill="#fb8c12" d="M37 35h23v14H37q-3-8 0-14"/><path fill="#f9d487" d="M86 0h10v96H71l-2-5H30q-3 0-3 3-2 0-1 2H0v-2l3-1q-3-1-1-3l2 1 2-4 3 3q2-6 6-1 3-4 6-4l1 2q0-3 2-1l2-8 48 5q0-3 3-5l-2-2q0-6 5-5v-5l5-5 1-19q0-6 4-11-5-4-5-9v-9l-7-7V2l2-1q3 2 6-1"/><path fill="#fedb14" d="M71 96H55q-15-3-28-2 0-3 3-3h39z"/><path fill="#faad0f" d="M27 94q13-1 28 2H26q-1-2 1-2"/></svg> | |
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"path": "967f9607bd86203f48ada24fa9f1bffb53724653841d2c938f376f57d4473c93.png"
} | Generate code for a svg of a a close up of a colorful curved object on a white background | <svg xmlns="http://www.w3.org/2000/svg" width="47" height="50" viewBox="0 0 47 50">
<defs>
<linearGradient id="a" x1="-.09%" x2="99.868%" y1="49.956%" y2="49.956%">
<stop offset="0%" stop-color="#DA097E"/>
<stop offset="100%" stop-color="#F4E736"/>
</linearGradient>
<linearGradient id="b" x1="35.561%" x2="77.058%" y1=".021%" y2="100.709%">
<stop offset="0%" stop-color="#20264B"/>
<stop offset="5.663%" stop-color="#2C2752" stop-opacity=".943"/>
<stop offset="23.74%" stop-color="#4F2965" stop-opacity=".763"/>
<stop offset="42.15%" stop-color="#6A2B74" stop-opacity=".579"/>
<stop offset="60.82%" stop-color="#7D2D7F" stop-opacity=".392"/>
<stop offset="79.9%" stop-color="#882E85" stop-opacity=".201"/>
<stop offset="100%" stop-color="#8C2E87" stop-opacity="0"/>
</linearGradient>
<linearGradient id="c" x1="34.577%" x2="71.879%" y1="-.261%" y2="101.933%">
<stop offset="0%" stop-color="#8C2E87" stop-opacity="0"/>
<stop offset="13.68%" stop-color="#933289" stop-opacity=".137"/>
<stop offset="43.9%" stop-color="#9B378B" stop-opacity=".439"/>
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",
"path": "09ae006396f13bb0e07103dd7a74f12be407b57ca95e4220c739b8d820bd1a88.png"
} | Generate code for a svg of a a close up of a blue button with a tick on it | <svg width="32px" height="32px" viewBox="0 0 32 32" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>security</title>
<defs>
<linearGradient x1="26.4667756%" y1="7.69127155%" x2="73.0010882%" y2="89.1974531%" id="linearGradient-1">
<stop stop-color="#82D6EE" offset="0%"></stop>
<stop stop-color="#F7FEFF" offset="100%"></stop>
</linearGradient>
</defs>
<g id="security" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<path d="M5.00703937,0 L26.9930572,0 C28.0976267,-1.27683729e-15 28.9930572,0.8954305 28.9930572,2 C28.9930572,2.0433163 28.9916499,2.08662117 28.9888377,2.12984609 L27.5326176,24.5124665 C27.4712435,25.4558096 26.9150181,26.2961527 26.0706369,26.7212213 L16.3175323,31.6310164 C15.7227869,31.9304162 15.0180409,31.9141948 14.4377009,31.5877475 L5.82635873,26.7437772 C5.04049364,26.3017198 4.53123862,25.4924764 4.47269982,24.5927143 L3.01125882,2.12984609 C2.93954681,1.02760693 3.77495413,0.0759314657 4.87719329,0.00421945247 C4.9204182,0.00140722637 4.96372307,4.52046285e-16 5.00703937,0 Z" id="Rectangle" fill="url(#linearGradient-1)" fill-rule="nonzero"></path>
<path d="M21.1742471,10.8216583 C21.063829,10.6985598 20.9107923,10.6289001 20.7507729,10.6289001 C20.5907535,10.6289001 20.4377168,10.6985598 20.3272987,10.8216583 L15.3925285,16.241115 L12.9294646,13.5313867 C12.8192988,13.4078013 12.666168,13.3377988 12.5059904,13.3377988 C12.3458129,13.3377988 12.1926821,13.4078013 12.0825163,13.5313867 L10.8034515,14.9303413 C10.5700251,15.191603 10.5700251,15.6014099 10.8034515,15.8626716 L14.9690544,20.4361418 C15.0794725,20.5592404 15.2325091,20.6289001 15.3925285,20.6289001 C15.552548,20.6289001 15.7055846,20.5592404 15.8160027,20.4361418 L22.4533118,13.1547803 C22.6867383,12.8935187 22.6867383,12.4837118 22.4533118,12.2224501 L21.1742471,10.8216583 L21.1742471,10.8216583 Z" id="icon" fill="#3776FF" fill-rule="nonzero"></path>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red cube with glowing yellow lines on its edges. | <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="#e2877e" d="M0 0h96v96H74l-1-2h5l-1-3-1 1q-3-3-1-6-4-1 0-4-5-3-2-7l-2-4 5-11h-3V39l1 7 1-1 2-11-2-5-12-9-1 1q-4-3-10-3l-7-1q-2 1-3-1L16 27q0-7-5-3l-2-2-7 1q0-5 4-5-3-3-4 1 0-2-2-2z"/><path fill="#df887e" d="m73 39-2-7-18-8q-14 1-25 7h-1l-1-1q-3 14-1 29l7 3q9 7 23 7l16-7 2-2h3l-5 11 2 4q-3 4 2 7-4 3 0 4-2 3 1 6l1-1 1 3h-5l1 2H0V17q2 0 2 2 1-4 4-1-4 0-4 5l7-1 2 2q5-4 5 3 2-1 4 1l7-6 18-5 7 1q6 0 10 3l1-1 12 9 2 5-2 11-1 1z"/><path fill="#ed3d35" d="M53 24v13l-9 1q-6-5-12-5l-4-2q11-6 25-7"/><path fill="#ed4937" d="m55 25 16 7-17 5q-1-7 1-12"/><path fill="#ea753c" d="M32 33q6 0 12 5z"/><path fill="#e3bd5a" d="M27 31q-3 14 0 27l5 4-7-3q-2-15 1-29z"/><path fill="#e66634" d="m27 31 4 2zq-2 12-1 26-3-13 0-27"/><path fill="#ec443d" d="m32 33 12 5 2 25-1 4-13-5-5-4q-1-14 1-26z"/><path fill="#e8953d" d="m71 32 1 13h-1V34l-17 4v-1z"/><path fill="#e7913b" d="M53 37q-1 15 1 30v1l-1 1q-2-15-1-30-3-1-4 1v28l-2-5-2-25z"/><path fill="#ea4c43" d="m71 45-1 15-16 8V38l17-4z"/><path fill="#e29c73" d="m71 32 2 7v21l-2 2 1-17z"/><path fill="#e8cb44" d="m53 24 2 1q-2 5-1 12v30q-2-15-1-30z"/><path fill="#e7503f" d="m53 69-5-1V40q1-2 4-1-1 15 1 30"/><path fill="#e9b74f" d="m71 45-1 17-16 7q-14 0-23-7l13 5 1-4 2 5 5 1 1-1 16-8z"/></svg> | |
{
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} | Generate code for a svg of a a vintage clock hanging on a wooden wall. | <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="#ebcdac" d="M0 0h21v96H0z"/><path fill="#efd2b2" d="M74 0h22v96H74q-1-23 2-44l-2-20z"/><path fill="#c5a789" d="M73 0v32h-1l-1-2z"/><path fill="#f6f0e9" d="m57 20 7 6-1 4q3 2 0 3l4 1q-3 3-3 8l1 2 3-2q3 12-7 21-9 3-19 2-11-4-14-13-1-3 1-6-4-1 0-3l-2-1 2-1q-3-2 0-2 0 3 3 5 3-3 1-6l-5-1 2-8 3-3 1 1q0-3 3-5 9-8 20-2"/><path fill="#23292e" d="m44 25 8 1v8h-9q-1-6 1-9"/><path fill="#dfdbd5" d="M64 26q5 5 6 12l-2 4-3 2-1-2q0-5 3-8l-4-1q3-1 0-3z"/><path fill="#b98355" d="M58 18q8 3 14 12l1 2-2 17-1-11q-1-7-6-12l-7-6z"/><path fill="#6c6c67" d="m38 35-4 1v-6q5-3 6 2z"/><path fill="#cfc7b7" d="M38 35h-3v-4h3z"/><path fill="#9ea5a1" d="m28 37 5 1q2 3-1 6-3-2-3-5-3 0 0 2l-2 1q-1-3 1-5"/><path fill="#e0c3a2" d="M48 48q3-2 0-2l-1-6q-1-3 2-4l3 17z"/><path fill="#937c67" d="m30 29-2 8q-2 2-1 5l2 1q-4 2 0 3-2 3-1 6-3-9-2-16 1-5 4-7"/><path fill="#474541" d="M48 46q3 0 0 2z"/><path fill="#9a9e99" d="M32 48q3 0 2 5-5-2-2-5"/><path fill="#8b8c88" d="M63 48q3 0 3 5-3-2-3-5"/><path fill="#bb9570" d="m73 32 2 20q-3 21-2 44h-1l-1-34q-4 4-10 6-21 5-34-12v-4q3 9 14 13 10 1 19-2 10-9 7-21l2-4 1 11z"/><path fill="#949796" d="M57 57q4-2 4 4h-3z"/><path fill="#818580" d="M39 57q1-3 4-1-3 2-3 6-2-3-1-5"/><path fill="#91908b" d="M49 58h2q-2 3-1 7-6-4-1-7"/><path fill="#eed0af" d="M21 0h24q-1 8 1 15l4-2V0h23l-1 30q-6-9-14-12-9-3-16-2l-6 6q-4 2-6 7-3 2-4 7-1 7 2 16v4q13 17 34 12 6-2 10-6l1 34H21z"/><path fill="#aca9a5" d="M56 23h2q-6 11-2 0"/><path fill="#b39679" d="M36 22q-3 2-3 5l-1-1-3 3q2-5 6-7"/><path fill="#7e7873" d="m39 23 3 3q-3 0-3-3"/><path fill="#8c8d89" d="m52 26-8-1 2-5 1 2q4-6 4 2h-4z"/><path fill="#986337" d="m58 18-1 2q-11-6-20 2h-1l6-6q7-1 16 2"/><path fill="#f4e0c7" d="m50 13-4 2q-1-3 1-5 2-1 3 3"/><path fill="#b49a7d" d="M45 0v9h3V0h1v13q-1-4-3-3-2 2-1 5-2-7-1-15"/><path fill="#f4d7b3" d="M46 0h3v9h-3z"/></svg> | |
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"path": "emoji_u1f9d7_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman climbing: 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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<stop offset="0" style="stop-color:#646464"/>
<stop offset="0.9947" style="stop-color:#262626"/>
</linearGradient>
<path d="M71.17,29.74c-0.85,1.25-4.62,1.93-4.8,2.05c-0.32,0.18,1.08,1.11,1.54,1.04 s3.66,0.3,7.36-1.39c1.66-0.76,5.81-2.98,5.81-2.98l-1.31-2.66c0,0-5.2,5.43-6.68,4.25s3-6.87,3-6.87l-4.44-1.22 C71.65,21.96,71.7,28.97,71.17,29.74z" style="fill:url(#SVGID_3_);"/>
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<radialGradient id="SVGID_4_" cx="227.2242" cy="-719.2666" gradientTransform="matrix(0.7895 0.6137 0.6137 -0.7895 333.7109 -695.0951)" gradientUnits="userSpaceOnUse" r="18.4185">
<stop offset="0" style="stop-color:#81D4FA"/>
<stop offset="0.3601" style="stop-color:#5EB3E7"/>
<stop offset="0.7751" style="stop-color:#3C92D3"/>
<stop offset="1" style="stop-color:#2F85CC"/>
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</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a white square with glowing purple lines. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#f7eefb" d="M73 28h-1q-1-4-4-5H27q-3 2-3 6h-1q0-4 3-7h43q3 2 4 6"/><path fill="#f4e4fb" d="m72 28-1 38q-3 3-8 2l7-3z"/><path fill="#f0dcfa" d="m23 29 1 37q10 2 1 2l-3-3z"/><path fill="#f5ebf8" d="m41 70 14 1H44l-14 3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a blue path through the park leading to 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="#9ae1eb" d="M0 0h96v16H86q1 2-1 2-4-1 0-2l-5-1H68l-2-1q2-2 3 1 1-3 4-2v-3l-6-1-2 2q-12-3-22-1l-1 1q3 1 3 5l-24-1 11-4-4-1h-9l-6 1 5 1q-4 1-7-1l-3 4 1-1 5 1H0z"/><path fill="#9de2eb" d="M96 16v33q-4-3-7 0-3-3 0-4-3 0-3-2h3l4-4q-3-1-1-3l-6-4q1-3 5-3l-5-2 2-3h-3l-1 3q0-4-3-4H43q-4-1-7 2l-2-2q-6-1-10 1l-4-2q6-1 1-3-3 2-4-1l-2 3-12-2v3q9-1 0 2-1-2-3-1v-8h14l-5-1-1 1 3-4q3 2 7 1l-5-1 6-1h9l4 1-11 4 24 1q0-4-3-5l1-1q10-2 22 1l2-2 6 1v3q-3-1-4 2-1-3-3-1l2 1h12l5 1q-4 1 0 2 2 0 1-2z"/><path fill="#a0e4ef" d="m89 43-2-2h-4l1-1-6-2 7-3q-8-3-14 0-3-1 0-2l4-1-6-2-2 1v3h-6q0-3 4-3-9-1-17 3l-3-2-5 3q-4 0-1-2l-2-2-3 4-2-1v3l-3-3-3 1-1-3q-6 2-10-1-4 2-3 6l-5-2q3-2 0-4l-2 5-5-4v-9q2-1 3 1 9-3 0-2v-3l12 2 2-3q1 3 4 1 5 2-1 3l4 2q4-2 10-1l2 2q3-3 7-2h38q3 0 3 4l1-3h3l-2 3 5 2q-4 0-5 3l6 4q-2 2 1 3z"/><path fill="#a4e6f0" d="M89 43h-3q-3 0-3 2-6-6-13-1l-7-2q-2 0-3 2l-14-2q0-3-2 0l-8 1q-6-4-13-4-3 0-4 3-1-3-3 0l-3-2-1 2q-2-3-4 0l-8-8v-2l5 4 2-5q3 2 0 4l5 2q-1-4 3-6 4 3 10 1l1 3 3-1 3 3v-3l2 1 3-4 2 2q-3 2 1 2l5-3 3 2q8-4 17-3-4 0-4 3h6v-3l2-1 6 2-4 1q-3 1 0 2 6-3 14 0-1 3-4 1l-3 2 6 2-1 1h4z"/><path fill="#a8e8ef" d="m0 34 8 8q2-3 4 0l1-2 3 2q2-3 3 0 1-3 4-3 7 0 13 4l8-1q2-3 2 0l14 2q1-2 3-2l7 2q7-5 13 1 0-2 3-2 0 2 3 2-3 1 0 4l-1 2h-5L8 52q-3-8-8-14z"/><path fill="#1b667a" d="M0 38q5 6 8 14v1q0 8-7 8v4h8l-9 1z"/><path fill="#bbe2a5" d="M96 49v7l-4 2q-6-3-4-7l1-2q3-3 7 0"/><path fill="#e7f6ea" d="m83 51-1 1-6 1-21 4h-1q-1-4-4-3-5 0-8 3h-2q-4-8-11-5h-4L8 53v-1q3-2 9-2z"/><path fill="#328c8d" d="M25 52h4l5 4 2-1 4 2h2v1h-4q-6-1-10 2-4-2-7-1z"/><path fill="#70b79c" d="M29 52q7-3 11 5l-4-2-2 1z"/><path fill="#6ab8a0" d="m25 52-4 7q3-1 7 1 1-1 4 1H1q7 0 7-8z"/><path fill="#80cfab" d="m54 57-12 1v-1q3-3 8-3 3-1 4 3"/><path fill="#68bba0" d="M76 53v2q-5-1-2 2-11 2 1 3l-3 3q-6-3-11-2v-3l-6-1z"/><path fill="#75c298" d="M83 51h5q-2 4 4 7l-16 1v-6l6-1z"/><path fill="#2d8491" d="M76 55v4l-1 1q-12-1-1-3-3-3 2-2"/><path fill="#b6ece9" d="m54 57 6 1v3H38v-3h4z"/><path fill="#7ec5b8" d="M96 56v3q-1-1-3 1l-1 4q-2-1-1-3h-9q0 2 3 2h-6l1-2q-3-2-5-1l1-1 16-1z"/><path fill="#4dceec" d="M38 58v3h13l-6 3-1 2 4 4-4-1-3-6q-2-2-4-1-3-2-5-1-3-2-4-1 4-3 10-2"/><path fill="#87cb99" d="M1 61h31q2-1 5 1l-4 5q-3 2-1 5l4 3 1 7h-1l-3-4h-3l-3 3-4-3q-6 2-9-3-2 5-8 6-2-7-6-2V66l9-1H1z"/><path fill="#89cc99" d="M96 59v20q-10-5-21-8-8-2-14-1 0 6 4 11l1 8-4-5q-5-11-14-14l-4-4 1-2 6-3h10q5-1 11 2l3-3q2-1 5 1l-1 2h6q-3 0-3-2h9q-1 2 1 3l1-4q2-2 3-1"/><path fill="#58979d" d="M33 67q-1 4 3 8l-4-3q-2-3 1-5"/><path fill="#93d1a9" d="M96 79v7q-3-1-1-4-3-2-6 1-7-6-11 2l-5 8 1 3h-4l-4-7-1-8q-4-5-4-11 6-1 14 1 11 3 21 8"/><path fill="#85c89f" d="m36 82-2 5q-5 3-8 9H0V79q4-5 6 2 6-1 8-6 3 5 9 3l4 3 3-3h3z"/><path fill="#96d3b2" d="M96 86v10H74l-1-3 5-8q4-8 11-2 3-3 6-1-2 3 1 4"/><path fill="#20cdfb" d="M37 62q2-1 4 1l3 6 4 1q9 3 14 14-1 2 2 4l-29 1 2-7-1-7q-4-4-3-8z"/><path fill="#2bb3dc" d="m36 82-2 7 29-1q-3-2-2-4l4 5 4 7h-3q-1-5-6-5l-28-1 1-3z"/><path fill="#1dc9fb" d="m33 90 28 1q5 0 6 5H29q1-4 4-6"/><path fill="#5c908a" d="m34 87-1 3q-3 2-4 6h-3q3-6 8-9"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a an orange butterfly fluttering on a flower. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f2bf86" d="M0 0h4q3 6 10 9-5 3-5 9 0 3 4 5 0-5 3-8 2 3 1-1l-2-3q6-3 10 3 1-2 4-1 0-6 6-3-2 2-1 5h2v7q2-1 3 1h-3l-1 4-4 1h-1v-6q-3-2-5-1-4-1 0-2-4-3-6 2l4 14 3 4 11 3-5 4-2 2q-3 3 0 6l-2 1q-5-2-8-1l1 2 1 6v4l-2 2-5-2q1 6 4 10-2 0-2 3 0 2 2 3l-2 3q-4-3-6 3l-2-4q-3 4-2 10l-1-1q-3 0-4 3H0z"/><path fill="#f4c085" d="M4 0h92v6q-3-1-1 1l-2 5-1-4-2 1q-3-4-7-2-4-3-9-2-3 1 0 2-6 3-2 8l-8-1q-5 1-4 7-4-2-9-1-3 0-5 4-5-3-5 2-3-1-2-3-1-2-3-1v-7h-2q-1-3 1-5-6-3-6 3-3-1-4 1-4-6-10-3l2 3q1 4-1 1-3 3-3 8-4-2-4-5 0-6 5-9Q7 6 4 0"/><path fill="#f2c087" d="M96 6v90H51q0-11 3-20l6 2 10-1 3-1-1-1-9-1q6-3 14-3l2-3q-9-1-16 2l-3-3 4-6-6 6q1-6 5-10l3-2q3-3 0-5l2-3-6-5q0-2 3-1l6 6q0-6-3-7 3-3 7-3 4-3 4-8 2-4 1-7 0-2 3-1l1-4-8 1 2 2-3 1q-3-3-4-1l-9 6-5-4q-6 6-8 15h-2l-6-11q0-5 5-2 2-4 5-4 5-1 9 1-1-6 4-7l8 1q-4-5 2-8-3-1 0-2 5-1 9 2 4-2 7 2l2-1 1 4 2-5q-2-2 1-1"/><path fill="#f58839" d="M83 21q-3-2-5-1l-2-2 8-1z"/><path fill="#9a5149" d="M75 21v2l-4-1-2 3h-3q-2 0-2 2h-2v-1l9-6q1-2 4 1"/><path fill="#dd7a40" d="m25 21 3 4-6-1q-2 3 1 6l7-2h1l1 3h-9v4l-4-14q2-5 6-2-4 1 0 2"/><path fill="#a7503e" d="M25 21q2-1 5 1v3h-2z"/><path fill="#cb5f38" d="M78 20q2-1 5 1-3-1-3 1 1 3-1 7v-5q-3-2-4-1v-2z"/><path fill="#ec8f3b" d="M28 25h2v3l-7 2q-3-3-1-6z"/><path fill="#e6cda5" d="m69 25-3 1h-2q0-2 2-2z"/><path fill="#f49b41" d="M75 23q1-1 4 1v5l-10-3v-1l2-3z"/><path fill="#704042" d="M62 27h4l-3 6-2-1q-5 0-7 4 2-6 8-9"/><path fill="#e4b493" d="M39 23q-1 2 2 3l6 11v5l-3-4-3-4-6-7 1-4z"/><path fill="#824641" d="m35 27 6 7q-3-3-5 0l-4-3-1-3z"/><path fill="#e3b995" d="M62 26q-6 3-8 9l-4 4-1-2v-1q2-9 8-15z"/><path fill="#f58e3f" d="m69 26 10 3q0 5-4 8-4 0-7 3h-3q-3-1-5 1l-7 1 3-3 7-6 3-6z"/><path fill="#ec7e39" d="M36 34q2-3 5 0l3 4-1 2-4-3z"/><path fill="#f4883b" d="m32 31 4 3q0 3 3 3l5 5-2 1-5-1-11-3-3-4v-4z"/><path fill="#a35a3a" d="m36 34 3 3q-3 0-3-3"/><path fill="#f6873e" d="m61 32-5 7-3 1 1-4q2-4 7-4"/><path fill="#9f4c37" d="m61 32 2 1-7 6z"/><path fill="#b35842" d="m39 37 4 3 1-2 3 4v2l-3-2z"/><path fill="#885a58" d="m54 36-1 4-3 2q-2-3-1-4l1 2z"/><path fill="#a85743" d="m56 39-3 3 7-1 1 1q-3 0-3 2l-6 1 6 4h-3l-3-2q-2 0-1 2h-1v-7l3-2z"/><path fill="#d06d3b" d="M60 41q2-2 5-1v1q-3-1-3 1l6 5-2 3q3 2 0 5l-4-3h3q-1-8-7-8 0-2 3-2z"/><path fill="#d17747" d="m44 42 3 2v5h-1v-4l-5-1 1-1z"/><path fill="#ad533e" d="m37 42 5 1-1 1q-5-2-8 4l-1-2z"/><path fill="#bfa775" d="M65 41v-1h3q3 1 3 7z"/><path fill="#4a2f48" d="M47 37h2v1q-1 1 1 4v7l-2 2-1-2z"/><path fill="#f38736" d="m41 44 5 1v4l-3 8q-4-1-6 1-1-3-3-2l-1-3q-2-1-2-3l-1-2 2-2 1 2q3-6 8-4"/><path fill="#f78b3a" d="M58 44q6 0 7 8h-3l4 3-3 2h-5q-3-2-4-1l-3-7q-1-2 1-2l3 2h3l-6-4z"/><path fill="#bf5936" d="M40 46q5 2 0 6-3-3 0-6"/><path fill="#ebd3af" d="M31 50q0 2 2 3h-3q-1-3 1-3"/><path fill="#8e4d3e" d="m51 49 3 7h-2z"/><path fill="#d48b65" d="m30 48 1 2q-2 0-1 3h3l1 3q2-1 3 2-3-3-3 0l-2-2-1 1-3-2 2-1q-3-3 0-6"/><path fill="#f7c79a" d="m47 49 1 2 2-2h1l1 7q0 4-4 7l-1-1q-3-7 0-13"/><path fill="#fad5ab" d="M58 57h3l-5 8z"/><path fill="#965c4f" d="m28 55 3 2 1-1 2 2 2 2q-4 4 1 6l-7 1q0-2 3-2l-12-9-1-2q3-1 8 1"/><path fill="#f99344" d="m21 56 12 9q-3 0-3 2l-3 1q-5-3-5-6z"/><path fill="#ce8875" d="M46 49q-3 6 0 13l1 1q4-3 4-7h2q1-1 4 1l-2 8-1-1q0-4 2-7h-4v7l-6 1-4-8z"/><path fill="#f6cfa7" d="M55 64h-2v-7h4q-2 3-2 7"/><path fill="#ce8470" d="M61 57h2q-4 4-5 10l-2-2z"/><path fill="#f8c8a1" d="M34 58q0-3 3 0 2-2 6-1l4 8v2l-7-6 4 6-2 2-3-1-3-8z"/><path fill="#5c404e" d="M53 64h2l1 1 2 2-1 5h-6l-5-4 1-1v-2z"/><path fill="#d38e7b" d="m63 70-6 2 1-5 6-6-4 6z"/><path fill="#f3c087" d="M22 62q0 3 5 6l-4 5 6 1 6 2 3-1q6 3 13 0l-3 21H2q1-3 4-3l1 1q-1-6 2-10l2 4q2-6 6-3l2-3q-2-1-2-3 0-3 2-3-3-4-4-10l5 2 2-2z"/><path fill="#834f4a" d="m36 60 3 8q-2 0-2 3l-8 3-6-1 4-5 3-1 7-1q-5-2-1-6"/><path fill="#d5917e" d="m47 67-1 1 5 4-9-3 2-2-4-6z"/><path fill="#fbd8a3" d="m39 68 3 1 9 3h1l-1 3q-7 3-13 0-2-3-1-4 0-3 2-3"/><path fill="#9c8468" d="M37 71q-1 1 1 4l-3 1-6-2z"/><path fill="#fcd9a0" d="M54 76q-2-3 1-4h2l6-2q7-3 16-2l-2 3q-8 0-14 3l9 1 1 1-3 1-10 1z"/><path fill="#775b53" d="M52 72h3q-3 1-1 4-3 9-3 20h-3l3-21z"/></svg> | |
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",
"path": "076e1e475786d429a44271657beedf948aee1bfb31db516bec8cbd35df17f359.png"
} | Generate code for a svg of a a close up of a blue arrow symbol on a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="1026.011 4244 23.514 23.513">
<defs>
<style>
.cls-1 {
fill: #2b80ba;
}
</style>
</defs>
<g id="noun_1015117_cc" transform="translate(1442 3969.989)">
<path id="Path_45" data-name="Path 45" class="cls-1" d="M28.314,5.222a.72.72,0,0,0-.754-.167L5.484,13.1a.719.719,0,0,0,0,1.351l9.98,3.621,3.621,9.98a.719.719,0,0,0,.675.474h0a.719.719,0,0,0,.675-.473L28.481,5.976A.719.719,0,0,0,28.314,5.222ZM19.763,25.7l-2.906-8.008,2.98-2.98A.719.719,0,1,0,18.821,13.7l-2.98,2.98L7.833,13.773,26.6,6.934Z" transform="translate(-421 269)"/>
</g>
</svg> | |
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",
"path": "emoji_u1f9da_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman fairy: 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="wings_3_">
<g>
<g>
<g>
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"path": "emoji_u2764_200d_1fa79.png"
} | Generate code for a svg of a mending heart | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M93.99,8.97c-21.91,0-29.96,22.39-29.96,22.39S56.09,8.97,34.03,8.97 c-16.58,0-35.48,13.14-28.5,43.01c6.98,29.87,58.56,67.08,58.56,67.08s51.39-37.21,58.38-67.08 C129.45,22.11,111.91,8.97,93.99,8.97z" style="fill:#F44336;"/>
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yGACAagJdAED5YW3lCzgFQB9bmFswxwM3mg2T/JW0mwEAAAEAAIkwr65oqQ5DfuKgd32/eQMAAOABKQAgF6ga/GK2ldVschwA8BBzS2gAAgAAygmq+gcAgIVOgAQACACgGA6AEbknfg8aLIOhMgAAABAAQMmQkLxpuhwAAAAAAQCUzQVIUAdAeX9E/wCwDHR5ABAAQIkEQPycZftFFDwB1cD8jJqCWIx5BiAAgPIIgImYo0tpNzkFNQQAUIjrAC2sAAQAULuFLyaJI/oHAD/OHD05gqMAQAAAaULpIhNHBKDvH6gS2tjJD4AAAGrpAoxHI3PsJw9UDQuKagBWrVuDgwlAAAAlEgARo/moggEA6oKetatHcRQACAAgTShdZCiaj9IOCPsfqBrmp9UUtA7c82GMxQQgAID0kMYiox+bknshiQXY/0DFoKIGoNFsjOFIAhAAQBZQutjIRvVo/QOq6QAkrwFoL7QhAAAIAKCEAoAiewkREHtuAAAUGLoKB6CjCQEAQAAA5RMAZgQjkQaAAwBUDXOTakRte37hKRxNAAIAyALKFxvTAQjK7y+0kf8HKgeFMwDQAQBAAACZIJXFJmh3vyT7BgBAUaFqBkBnTzc6AAAIACATjKUiAI5PCV2AJDsHAkBRoaoFcPP3PzGCowlAAACpY+CeD6dmNwpdgBnY/0AFBYAaBwD2PwABAGSKVCIOkQuAAkCgiliYU5LaGsORBCAAgCyR2qKz8MsTZtHfEvkbogApAKBqUNUBYOAgjiYQBx04BEDRFh0i+/mfvsS0lR2Y/gdUFvMzylytERxNAAIAyBLpLjrU9gfbH4ADIAPUAACxgBQAEAtpFgICQD0cADUFgBc/+im0AAIQAEDFXAAAqCio+E9RASCEOAABAOSCAzgEABAdCu1/XIMABAAABwAASiMApmZwDQIQAEB5MXDPh7H4AEB+DsDYxY9+agxHE4AAAPLCXhwCAJCHwvw/rj0AAgDIFV/HIQAAecyensK1B0AAAJXACA4BAMhj+uQZFW8zfvGjn8K1B0AAAPlh4J4PjzG0IgGAFPR2W1X/P+x/AAIAKATuxCEAgMyifwLsfwACACgEEI0AQHYCgKr/cc0BEABA/hi458PjEAEAEAyq/If9D0AAAFXE3TgEACDGzKlJVW+FlBsAAQAUygWgqGQMRwIA+FBk/49g+A8AAQDABQCAskT/p6dUDf/BNQZAAACFxG4cAgDgCAB1xX/DOJoABABQOFjFgFigAMABivxn1Ez/Q/QPQAAAhcYdOAQAsIypE6dVvA2JazhsAAQAUGgXYIyhTQkATNDkP0XFf3de/OinxnFEAQgAoOhAmxIAWNE/iQAFQPQPQAAApXABRhg2CQIAVdH/MKJ/AAIAKBNQCwDUnvwVtf7hWgIgAAC4AABQFkweO6WE/DH4B4AAAMqI7TgEAKL/2EDlPwABAJTWBaDIZRhHAkD0Hwuo/AcgAIBS4w4rkgEARP+I/gEIAKBmLgDaAoFagFr+FEX/OxD9AxAAQBWwGy4AUAdQ37+C6H8UM/8BCACgKi4Akf8OHAmg8tH/8Qkl0T+OJgABAFRJBFBEM4IjAVQVZ46eUjH1j4b+4DoBIACAygGRDVBJkO0/dSJx9A+nDIAAACrrAowyVDYDFcTEC8dVvM0dKPwDIACAKoPaAsdwGICqYG5yxrwlBBX+QRwDEABApV0A2JwAon8/MDUTgAAAaiEC9hp3e3EkgLKDev4VtP2R9T+KowlAAAB1AUU8yHcCpQURv4K2vzGGuhgAAgComQswzmB7AiUGWf8K2v62o/APgAAA6igCkAoASomZ01MqCv92o+cfgAAA6gykAoBSgaL+iecTF/5Rzv8OHE0AAgCoswuAVABQKiia+AfrH4AAAAArFYBCKKDwINtfwcQ/VP0DEAAA4FwU2aItCgCFhGn9J+/5HzHI/3YcTQACAACWXQCkAoBCg6z/hD3/OMcBCAAAEIgAcgAwJRAoHBRZ/5T3H8PRBCAAAIAvAqgWAK2BQGGgyPqnlj+c1wAEAACERUoMGwYBBcHpF8eTWv9o+QMgAABA0gWgXOmNOBJA3qCBP9MnzyR5CzPvj5Y/AAIAAORFAOoBgFyhaODPdrT8ARAAABBdBFA9wDCOBJAHTj57NOnAH+T9AQgAAEgAcgEQQQGZgir+E876HzXIHw4WAAEAAAlcALt3GjlUIBPMz8yZhX8JQP/4GhxJAAIAAJKLgFGGASpABljM+x9L+jbXoOgPgAAAAHUigHKpaKUCUgVF/uQAJACK/oDSQMMhAMqEE+/6zB7jbhuOBKAa1O6XcODPsEH+cKoAOAAAkBJQFAgoh4K8/yjIH4AAAIAU4RgShBwroAR23j9By98YQ9EfAAEAAJmIAHvBhQgAEiNh3t8UpCj6AyAAACA7EYBJgUBiUN4/4ahfFP0BEAAAkIMIGGboDABiQkHefzsm/QFlBroAgNIDnQFAVFC+/8TYkSS7/KHiH4AAAICCiID9xt0QjgQgg1PPHjV3+ouJvQb5Y7dKoPRACgCoCmhBRi4WCMXksVNJyB9TKQE4AABQQBeg37g7bNz6cTQAHoj4KfpPQP4Y8wvAAQCAosGaEYD2QIALKvqbeD72pD9zUyqQPwABAADFFQGjDENZAA8SDvsZtyJ/pJgACAAAKIEIQJ4WWMLJZ48mGfaDXn8AAgAASiQChiECAAL1+s9NziQhf/T6AxAAAFBCEYBBQTUGTfmbOjGRhPyHcRQBCAAAKKcIuN24wyJeQ5hFf/G3990N8geqDrQBArUApgXWCzThjyb9xSz6w5Q/AA4AAFTICdgOJ6AeINKnXn+QPwDAAQAApxOAkcEVR4IxvyB/AA4AAFQYGBlcYVDOPyb5Y3tpAAIAAKoMx7RAiICKgSr+6RaT/DHiF4AAAACIAKBsoKg/ZsU/yB+AAAAAiACgjEgw4x/kD0AAAABEAFBGUKX/+NMvxqn4B/kDEAA4BABEAEQAyB8AIAAAACIAKAVibvAD8gcACAAAgAgoK6jgL8YGPyB/AIAAAACIgLKCdveL0e4H8gcACAAAgAgoK2Lu7gfyBwAOMAoYADg48a7P9Bt3NDZ4EEejOOQfo9cf5A8AcAAAAE5AWRFza1+QPwBAAAAARECZyZ/a/UD+AAABAAAQATXBwtx8nF5/kD8AQAAAgFIRMIKjkR2I9GlrX5A/AKQDFAECQASceNdn9hh323Ak0id/ivwjDvoZNm47QP4AAAEAABABZT3GYy9EJn+D+LfjyAGAPJACAICIGLjnw9utaBNIAVTtD/IHAAgAACiyCNiNI6Ge/CNO+QP5A0BMIAUAAAlw4l2f2Wbc7cGRyIX8Kd8PEQYAEAAAABFQVtB4X5rxHwHbDfIfxpEDAAgAQBLXXTNEI269421b1k0EWpm9ffDj9+0fQW+8WwTsMm79OBrREGPEL8gfACAAAA7BD1pkTvdrHGQ/lOKPdQoEuj9p3ZvPG0KhFm1ZhgigY70fIiA18qfz6EaD/Edw5AAAAgCR/CKxX249bhX4V6ZFe8y4PWU/NoTBGEQAyD8C+dOAH7hOAAABUDvCb1lkv8W6b1Xgz7KdgwPW/UgV3AJDBNBncy/DToJCUJsf9fpLYsyK/EH+AAABUBvS32rc3VAhwpdd7EcsUTBSVpcA2wkHk3+E+f4Y7QsAEAC1IHwiDZv0t+KILAmCvSQIDDGwt4QiYA8+S5A/AEAAACLi3wbSlwaJgK+XyR3A6OBY5I8BPwAAAVBZ0idr+FaL9AtRMKbreryTSMvtNKII8W4ii6LXDhgi4HbjbifIH+QfF/uH3zXEeXpQYv0Y8Xw9fs22e1BPAUAA5BTt38TSbctTSvCJT7JsBILpDBhCYLjAIoA++9oNDFqYm2cnxo7Ikn/tevwNYrdJ3F4TLneQetrrhLOF94BDMEAkQAAAikifLubbLOJvFYnsF1+mKzudZLk+RVEwbomBO4s4qMgQAbSg38tq0iYYYVtf+tx2VJn8rQieyH4TW27b9awH+tKdnvhqdK7wsa83uobGjNtBSxiMGsIANRkQAEAE4r817QU/iPDVknw64iAlQTBqCYFCkUpdZgVEJP9K9fhbZD/EuDM6dA/B61wN4H1eD73CBM9q/FdqfpUgizHm6NQxBMEYVnsIACBj4heRflj0n40gsBYZLZ4oUCwIiGDuNG67i1IrUPU2wQjkT6S/vczk/83PvqXVvaJvqNnRdblF+oOhZO+4Bn00r6dyKbqWe40rDrS4osAWBF83xMBeBkAA1Jj8ifh3pkX8PHIXC4FoRO9/G1361JHn6+ikr1AM2OmBO4rQQVDVNsGI5F+6Nr97Pnl5/7pzLyai3+In/MULSeeQvS4ked37JVOZlnNeqpr32tW8z2o+waBFFwR2p85epAsgAOpC/LSI02YwrbxIP4zw80kFaDFdAP/zil2B4QIJgcq0CUYg/1JV+u8fflfLEmpb/IJNd4hn3UP4brLXOQ6A77uBl6gefSnXOMTvUe6u72sON8Cl7rW4YuBuOAMQAFUl/pYVxQ2lTfxpRP+6Lhvxy59G4TwdJArkiF+hGCiEEKhCh0AE8r/DIP/bS0T6N/mi/CXS1z1Rv/OichK6LhAMgutO9/kCceW3sAZgWRxoAlHAEQTxxcC4da3diZoBCICqkD8tYkp7u/2k718gokb/up6U4NWcZlFIn/98aq5AIWoEyt4hQLP9Jci/0G1+Bun3L8zPbWt2dHJIn7ntfd0f5esOB4B/veoB17Eeogn0cLIPXOW1EHEgsPw1zZMeSCwGRkgEGkJgBCwCAVBG4h+0ojVlBVxh0T5fCPBXCrlUQFqiQJN0AqLVAnifC/s6gRAgN2B3jiJg0BIBrTJdE7SrH+3uF3JsC1vpf99fX7+1o3MFTePcxqVe3Un0dmSvO0hfdxO1jAjQBcSeYg2ATyx4iFsLqwFwugM+MeAVBqEYs4TAMAMgAOoY9QcRvyzpq4j+k84IkrH9o7sA4c+lJASIpHYYQiCXCKVsHQIS5E/Hk3bzGytatG8R/q18weUkfne07yV53WH7cwmfR/a6tzdAD7hUZS9QLfApt0ug8b/nKgz0CAJnysDlDPBcAQgBCABE/YmJX0X0rydaVJKfVrKFfvJiIBMhMGwJgVzSAmUoDpQgfyr+2l6kSn8rt08iXjCGm0P85hOeyF9I+ro/h6/rbqIXuHB6Sg6AJrpGNa8w0PzPOQWByPY3BYDAFYgmBHagYBACoGjkT4vwLqYgNxuN+JOmAYKJPjzq12OdNkFRfnRBEJb3T10IEHFtz2snQkME3Gade2Uk/90G8e8oyu/7z//jbYPdK/puFYsqL/Hzon138Z+Q9IWErwdctzrPNIghBjz9/kHTADXNNx3AXRjoEQQ+MeARBkJXIFKdwAhDjQAEQAGIv99afJVEYW6y16VEQTRHIL4YEP/OsuQefnqJSJ//vagFgGIhoMgN2GsJgcwjWUMEbLXcp8IUB0qQf2GK/b752bcMGcS/s9nRNRSd+P1EH076bsLXfReSd9yvLqXO9chXXNCFJxr647yOOIKAVwPAdQUcj7XYjsCw5QhglgAEQObkr8zyFxO/OOKXqf4XkX5Y3l8c+etKT6MwJ0DTZJ6PWgeQqhDIzQ2wigOVFp6mRP6FKfZzWP0xIn4n8XtEgP1aLumLawB8ZK97nxF1AejJrknetD/uRcohf+9zS2LA8ZjnCvhqBWILgXFLBBRCTEIA1IP8lURcKoif/3X4c1Gj/yRFgGHV/vFcABkxICsEgtMEMWBGJlm7AVZxIHUIDBWU/AtR7GcV9xHx3xZ8bbpz/MHE708HhJG+d06A45Wey9E7CVBxbY6mca5GXsGfSBDwRLRTAIS5AkqEwAiJb8wQgABIm/yV5Fx55B+X+KOQfhDhZ1MIKFMAqIV+Lwrxy0b9it2AUcsNyDzSNYTAriByy4n8TVGUd7Hfvi9uva3Z0Skexe0g+ujE74/2wwr/eDUAuvCC5E0C1JVci5qoDkATjwH2CgJnzt9t8fOifZEQ8KYGrH/veu9gBw5FghAAaZF/4qprmTx/NDdAVggEPS/jDqQScEQifRni9y5m4tdHFwUxMG45AcM5iIBtTFFhqgyI+EkACEDEvzvPa9eI+gfb7YU9jUZTkCJZjsjNa0zX/c8FEL8umAHgEgHcwj9+DUBwtb+ubE8g8eY+4qE/fkEQPPjH7QosvzZcCHi/L+0GmGITtQEQAKqIX8mmLLxIX0T20d0AnhCI4wrIRRZB4kDuGg1zArTA58OIP0gIyKQCFLsBw4YIyHyufVZDgwLInxZgsvxHciT+/vbC/M5Gs0PS7ucRuyTxCzoBuK2CPpHAue50XbzhL+caj1YEKK4BcIsDLVgUBA7+8YoBjivAFQK873uFQ+g1OUbnniECKrOFNARAfuSfaOhKWKQfTPbx8/9y0X/cyF9PfNoERfrxiN9P6GIhEM0BUJQSuKZqdQEB5J/7Nr7f/sI7hjq7Vu4RCyCLeF22f0D0LyR+frTvGwzkcgG80wA5IkBUA6B6S2CNJw00zyXJcwS08A4A5/O+tsBwIeBPB3C+F+LAoUAQAiB38hdH/eFknzT/ryLvn84kQFUugCohkLobYEYlVakLCCB/WnBzzfcbkf/tLGAiJzfqXyJ+nUPmEYmfNxgoZDqgaDgQVwak1AUg2vjHTeyM8e19uSmAckLA/X1vWmD5NVJpgd2GCCjMvAkIgHKQf+K2Kl3XpaJ++cdxvg6K/sO+l3SRkTuVRKSfnPiTRf3eBY4nCGJg3HIC8hAB25iiuoAA8s8130+tfe32wr3iXL+H6IPInVMQGEz8/oLAsMFAvG2BdY4DIHIUlS30Gr8GQDT1z1sDwL9W/IV//q4ArxDwW/38LgGvGxB6TZpzOlAXAAEgS/774y6U4YQvkxJIQwgEPS/rDqhYbIJPs3AXQPxc9ALAeA6AgpTA9pyKAxML25nTU+zUs0d5wibXfL+1YU9Ae66X2EVRv8fu1715/XDid4kAmXTA0uUnuRugSzPEcwDEDrrI8eKNAfbb/n4x4HEFPKQdFPE7OwDC3ACJTgEzDQcRAAGQOvnzCD9e1B9dFIQ/lyzylxUGYUQf3QWQI/6kQiCKA5BQCOQlAmIXtdJ2vuNPv8j0dtu7sOba3x9m+bui+aBcP8cRcL+WlxZgoW2CYekAnzvgInlxJ0AUr07M9RpfHmh8R0CLUgMQYfJfoAvgrROI7waMWk4AigMhAHzkTwvjIyxm1bTX8g+L+lUTP4/gw5+T+V7aTkCcWgAt8tdpOQBlFAGWEIg000JA/sMG8W/P65o1q/wX2/u2Bl+XHILnRf+ewj9f9B86EdC9NbDO+EOCRITvm/DJGxDkY/oENQCawBngKHiN2xEQVAMg2vyHCYle6AJwSd52AURiQIhxywmACIAAcJF/7II/GfLnkbyTxEWP5Yk/Cunr0pG/ClEQFOHLiIIwog8i+6hCQN4BUFYXkKcIGGKLXQL9EcnfrLDOc56/NdEv8JqVI31/F4Cf8MMGA4l2CBTvGeAnfM5IYK9LIOEAJLk4XY+0IFHAu8YCpgByCv+ChYDfGRCTPeN/PzglABEAAZCc/PmRfZZpAB6ZZxn964lPmXAnQAt8Tpbsvf+W9ziJA1BiERDYKkikT+RPIsBpo+bZ4keDffT2wn6t0ZTM9/sjfZ21Bbl+t93vHgwkR/z8aJ9D+oI6AP40QLnx3nFcAPF8AI0jCkRTABkTV/fb/44X6TuFgEcQuNICEd2A8JkBEAEQAKYAeEQ9+Ystfz9xB5N9FOIP/jpa9J9uEWBcFyBqOkBVC6Dcc2UVAZYQuJ1x8ujjz7zI5iZn7C/3WuSfZ4tfSJ2Og/yjRP++vv+g6D+c+IN2BeROA5TeFjijpZ8nDDTNNxbYTbKCKYA2GXsi/dBagMB2QEH+P1pdAERAnQVA3PG+fFJP7gBEJ35+tB8l+o8z+Cfs38ha/jKiIMwFiC4E4roBtRABQ8yREvC0+xVipK8M+QdH/7p01M8rABRvFOQnfmfngH+zIOZuF3Q4AEWlA397n/uC90f4jHE3/AkTAgGFgN7nlrsBGh7R0JCtCyARcAU2EqqZAHjrlqt3NRqNyMNRolj9YpKPZ/3LuwFRnssm8ldD+jwXQAsVBiJRIO8GRCP/kouApZQAtfvNnJ6ihfHGvLfwDSV/i4hjkT+3DsBN+HITAYO3BvbvE1BkwpcRA4y58vhC29/7PdHkP15HgOYndvs1IS6A+zWNoOsSLYJ1EgBG5E9R/x5V5B9VBMhE/WrSAEGkn20qQM76T1IHECQEZFIBah2ABCIgt2FBHiFw+0uPP7OJFWAXv0Tkb37dXur7dz4OSgn4ugACJwIKiN8X7ZeZ9IOubc3vDNiE7IruBY4ANx3gEQRCa18iJQARAAHgIH9aTB5JTv5BDkAY4SfpBpAh/ujRv67nuXhEcQG0WF/HKQCUI//URMAVhgiovS0Zmfwd5K3r7YjRP+OmBsTDgxiTnwio1+DTEvX7e8f3BgkBd3V/aM8/N9oPeY3lInAwbAiA7QyopgCwKv4Ps4iDfsLIP14aQMYhCBIFcYVA+DjRNBerMFLkfZ8vBsRfxysATMcBSCACctlAqPzk316uA2BJ6gGYYKMgFrBfgGdwkEoLrayuwNJ8APkUQHCUzxYj+aXXeVMCDVfkLxYBwjbBOwwRcDvon7FGFdcUdeSvJyB/O0JZfo7/mPd6trTAyX7tLI7ykrvzed73VSPs57mfXz523tcGfa3r7s8n/Dj7P0/v951iSuds5Rp8nsSCPba3ruTfr7cX7pUn/7aY/Dn3YTdmvN9iusD779ruQkPH1+bv4Pl+XbF8PHRH6sVxDK3PavFzai/fGOczY23XsWWu13ldnrbr/bxiz+sUcbDTOPe2MoA1Kxb909SzrVFP4vQcgKh1Af6vdU+fsHe94ZFPGaxIvgsQlg6IlgqQtfxFz4W5A4qcgFe+fHNL++XY2EjdyJ/ujOjulfLkH94BELsgULhREGPciYGA9wNzXLg6N+7WfMMJ5Y6jxrv3TDLWnJsce36OoPbobdu2vvpbd+/92QtwAKpB/kT8kSr+o5L/chQp+l7wc+H1AP4IP+h7vOi4LHlImb/BGbUHOQBBIivK5yNK3YjcAYVOwE7r/K0TdjHhbI6gnL/OnfvvJ39nRLnsHHALCD2RvlsYtF0/A+QfeFG7HQHX56C7XJSl57hugD+i933OXtdmyRUQOQE+mPtlWEIUAqDk5N+KaqXGIX/v1K8wy99PJLq09R8uCspH+nHEQBQhEPRY7NDwP8ccRMAe6zyuPL5z19bbmXA2B2eRZ20x+TsdAt1jIzOv7d/2WNFtTiqhzU0B1Nnqj3c9u1Ml3ue46RvmFWzBnynjikSRCGjzftVBFmGvDAiA4iJ01rkK8g9zAPyEwicO8eNoxF/dxSOJEGDCzylqDUDQeZCCCLB78ysNI+IaajQ7dwZem06iD4r8HYu+nCvAizjbrgiTeSJXHcSf/FoWRPx+USao1RC4OrqwOySSE7CtzvUApRcARtR0O4sw5jcJ+QeThuh7oshS/LiOxJ9UCAQ9ju4AsBAHwPkZie5jfU6D1vlcVfIPFDmi8b5Ln6PvOTex6LrYIg60mbnRKohf0ZXsE2S6IKqXLuZkuiDdECYChIKOUgGtOn46pRYAxmI5xIL2CE+B/KOTBgux+8PcAFbrBUlOCKh2AKKIAH6aKAF2WnMsqgihU+es/PZG6b7Z/4I8caSpgFxHYLmqHFB+IXuq/KPs4cA5B1hAcahIBDChCDDrASAAykX+sT40UaQWZXEXv0Ymn+wlMf7juhN/NCEQ7gBEa99MJgIU1APca53flYGV9x8SC3MOkTuK8FwLv8f2F5N/25/357gF7iI/IIvr2F+bwanR8LZpBoqANlcE+IsFhemAof3D77qtbp9HmR0AivxbUU48cYQebXEPzg+H5/2d1pj/MYg/qhCQcQC8giDIFZAVAfbzvPuEIoDO68osRjTsR5z3d2/h61rseeSvh5G/O0fsjzAd9rOz6AzXW5ZXsafAz23n+x0fQTdHWLGoXVjoeD9nbQnnM99Zt1RAKQWAZf1LL5DuCDt6RBenTSwo7y9r/QNyQiDMDUjmAIg/8/CUUiIRUKVUwJ7Qz9HZhiewdOXIP2CLYGE9AJDXNSw7s0EPqf1gnloRn4DgnFNLQmAZtUsFlE4ARLX+/YtwWIuXzL0eeYKcVxAEWf9A1EWEhRJ+MgfAv2eDeG8IpSKg9IuREVHdzgRFutyozBWtMWEnQCzyZ7D8iyrkdWExH78oUCwG+cLAt3+EuNhzqE5dAWV0AKSt//DFWLUDoIcQvoi0AHVuAH+Us7gokEX+7FMmfSeoK6C0qQCyU/V2e2cQ+etM0NfPvKNl3Z0AcSJ/L5kAhbmCXWkZPSiFE5QOYt65DR7rX+eJTK4I2FWXAUGlEgCWJSq1IMovzurtf54DgKg/DzeACax6XgQfVQR473XB80pSAWVdjPZojQZ3weeS+dLWujyyDukECBgNvPw9VPkX/vr1poRYm7/ro6gdUNA+yj13mLAosMUqVINTJQdgV7QTKlwMxIn+glIDQQ4Aov6s3QCd8a16PVAYxHWFgooEE4iAflbCaWWWjToU+Bn5FuQ2N2Lz9nH7h8ME7AvgmjCH664cIl5U3NcOLwzV3e1+ro4QxneDBEWBtSgILI0AsKzQoWiRYLhtG9f6jfYaRP15uQHyDoAKEaCHvHdsEbCthGOCdwVFefy8P+O0+/F2d5OL/H27/QHlEfFBhZvC1lB+pb+I7L1iU/c7Q5UfE1wKAWBZoDtlTx6xCBC/JlgMyLgHQa9B1J+nCJB3ANSIAEWk70VpCgKtwj+OYOFZr0xugWb8yD6Y/FHpX+KLV7zzI08ECLpHdEHO330+tUX1AFtpdDUEQP4g8u8PP2dko3xx7jZK0ZfI/heRD5BTNBHJAUgmAsTvlbgeYMhqfy06+dN1emvgZ+Hs9xfkY6WKBHWQf8WvXsEIYFFdSNt/HgjEgdtRYkH1ADurfIQLLwCuvuoq6cK/sChfJncb5hZEdwCwABXJDeDvD5B0NDTvvZhPbCioByjDYnQbT6wLI7CgSm1fkWBQJ4DHLcC1VykRwC/yazNRpX/YeSXqDnGmpWzhXeW2wMILgO7uLqk8jEzeP+piHm7nyjkAQNFEgFPwJRMBfrJnkVyBKrkA4ujfXniZRA5WDygSjNoJAFRNBLjTQcFjpAPJ3k4fic5F9/lT2VqAQgsAa7ELXfCC8/7JpwDKiQmQf9lEgHw/P+PeywuE8BRERVwAYfTvi8acLX8BCzET5nBFbWGo9q+yCAgc/cubHaGLzjEm6UaZaBnidhsEQPaLdaKJf7zefFknIHhzl+AWQKAcIkCO/ONPkhSLiERuUSFdAFH071psGd+GZY5CQKcs8IoHd5Egk93pDai0CBC4QBFcJn49yrJzVQLhXT0BYCxy2zRNayVZzIOK/uI6AHJDgIAqioDo54yf9BNE/k7cWpbon/mir4j1AKKhLcJ6AKBeIqDNrwPhkr27KNB7XoWkAlpVrAUosgMQqriCKu5lOgCi7/EO8q+6CJBP+UTbMpovLGK7AFsLOBdAEP37c/Yy1n9YMRe/HgCojQgInPUvOueY/xzjpAncosB1bd5atSNZSAFA0T+LOe/fG+0HW/vRFnaQf/VFgKgYVH5MNAtJI/ldgZjnT2EWIys/2u9dpN2Ff/7oTWz9h0d0LHhXN6D6Fy6LMuufWw8QdD76XmtiqGpzAYrqAEhH/8HRmmykxkD+EAGRI/0ojpKX9HnkH/Fc2lagPQJu5a/PuiDiYgH1ADIFXIEjXIFaXbeCWRHSLhMTR/38gsBKuQCFEwAy0X80619mYQ4SAwzkXyMRIDfnn3G3Bw6eD8A73/TAczoERP655ySNiIjmdAzyo39/X7V3QXYKBd6i7B4axFjIJi5AHa9b534QMYr/xFE/9xzeWqU9AoroAMQc+Rtk/bPACI/3fvxJgSD/+oiAoJ3+wlMDIkHJmwOQYDZAEaIRbvTvbrXi1QPwhAJjQvs2uE0LqL0IkKz0FxA7XxiIxGl1XIBCCYAo0X/cqD/J5i0g/zqJgPD7qEWAwW6A/zkJDFpbZOcV/XNciIBFVmLRZQG5Wqc9qyPnD3iu26iT/wJTAa5zlC2de9aFus069yEA8oz+44gA3uIcTQRg4am7CBDb/kxI/sFzAGKRv42bcjxURP79/IWYefKpjJ9f9fRc6yLrn1MPAABe4Sme/Ocu6BOnAlhg14p1thYi/VYpARA3+vdG5v4FWb0IAOorAqIWAYoFQTD5RzjXtuV1jNrthZv8izCTiP6XpwPILMA6+v0B2WtWl08pOc9UkQANKAisRBqgSA7ArbILsjgXK4rKonUAgPyBMHdJph4gjhsQ41zrN8Rz5tEIFUI1Gs0h9/FiUtF/VAvW928BIEQE+IYEcUQkl9h5w6e8onXx/4NWASwEgILonxaSQakP17cQJxUByke1AhUUAdE2mWIh5M8XBAmEwA05HJrYuX/RfAB+2xW/mwAAhNcs4207zbi1JeGzKgLEQr7pt0o5AFLRf9CCHE74UaJ9fmQG1FkIRCH/qG5AYhcgj3zkTfGif8ZZSMXdAN5KbACQu1hFbhITtwD6hKdbGPhdAH0bBEDy6L8ls4CFiYDkC7GS7VqBCrsAMimBOG6AAhcg0zTANz/7FrpmB+NH/16iZ5z8P+N0BABAhGtW9+w/wfib/chG/P7nWH/Z9wcoggOwMzrx8xbcNEQAFh0gLPKXdwP8joJSF2BLVseip3ftkD/gihL9M3/ONWgIi46qfyDGNesrAAyaR+HL8YcI2CUBUeo0QK4CwBplqjD650Vb/ueQ9weSiAD3uSPvBsRNAUiei1lGIjf4l1oWEOnzFlTvv2Ocqmu2tHADQIwLlsnMn2CBET8LSWHRZMB/V9qZAHk7AL4+YrnoPzgFII7wg6J9kH9Z8fa3vIHtuPnG0rkBCsmf0Mpwh8Ah1+/HjbKYoPKfBS+4gvYsAIh9rYYUl8qnrAQugF7emQB5C4BbZRZZ3gS+sMK/OCIA5F8+vOf6LeyPP/xeUwQUkfxdUTLHkXI7BsV3Aazd0Pr50T9jwXYqE0f/zmsS434BtVdtSEGgKEUlWciaTxdOuQWANcJ0MNTBES6y0aIsv/UPy7/sIOK/zYr8e1etzFwEhLejsqxdgCzqAIac158478+3VuWjf4bIH1DoArCAgkDZiN+/sZX1aOv9e8qZBsjTAQiN/kV5fl3XE+dZIQLKi3PXn8W+suujPsLPSgB4BWqcqZQpuQBDaf/N7fbCDc6/1R3B+3P8sm4Aon8gbRHgPr9YQhfAI2xLOho4FwEgU/wXXOUvjrT8UZfyDViAHLHlja81yf+izef5vve617yCXcx5Pk0XIM6+FKLzVYEL0J/25kCNRtPX/ickfc9GSN756q7Z7Yj+gXSvWBavVVVcwOo5X7eU8ajk5QAIi//Cq/yjLaphURZ4vzygQr+/+NjNpt0vwruvz+46FBWmBotYVloXwMr/e6J1JoyofBP+HMdCd++uhugfyOB6jTqsigk6Arj/Fg5ABNyqLvoPt1X9ERas/zKBonqK+mXIndIAlCLIdmGJPqI6RRcgTQU05I+peBGRMFca8FpE/0A2LkC06n+Pi8VEHSp6//17fqd0IiBzAWC1Kg2GfVDqRID8YgsUDx98z9vYlwWWf9C/yZr85TepSt0FSDMFsMW5kLpz9/7oSD6SYoj+gcxcABZjZDXztrJ6RKy1g2Dp0gB5OADbwiOprEQAUPSoPw6Z5+EC8Ik6jmOVeDRwy6qxSQOD3EXUEy+Ji/0Y4+dSdUT/QAFdAN45bH2Pn/KCAyCBm8IW0HjEHxZZYeBPGdC3amWsqN+LfAcDqXABeEKA5eYC0Pa/bKluR7AoMoHdzxkExF1AMfUPKIgL4Jv/7znvBWmu1v1f+p0WBIAAVoVyK9voP3YkBWQMqvD/csyo34urjfeiroB8In894fka/FgCQ2lF/65IyrVwcohcsHiKI39M/QOycwEk+vulRKy7oFUfKtORyNoByDH6R9RfVJBd//lP/IFZ4a/Sus/SBYhO/lFdAL+DFYBNaQmAoDwo8yya4cV/jPNaAMjGBdC957Er4neLAb9wFTlg5aoDyFoAbM0++kfhX1FBdj+R9L1f+JNUonVKIbwnt7ZA9eetm2ADz+NWGgYN8y2BTBw5BQ5T8W76464nAIBMXQCd08bLGRzk31HQL3hZyQYCZSYAguz/bEUAUASQzU/En3bfPv2cIrQFJnUB/AIj8GQeSuHPavkIf6ntgQny+EGRP1r/gCJIAP6wH/62wN5zmts10P+dL/32YFmOQUeGP+um8KgpuQgQVfyj8K8YoAr9LEm513IZ/uiTd2VG/pqmWeejxsyHUo8Xz1P3YzpXNc/7ih97BHfrvv0jY2oFgCffb/18efvfEfkzhuI/wIdms4sNDLRYX99G1t3Vx3p61prPERYWZtnk5DHjdpRNTDzPToyPJb1YretrWQpojq/pq+Vnrec0zfM93fFvNKcAH4UAcGOrTPSfTAS438ObLwX514f4naCCQCowPPCDxzJ0AVgE8heLAr4wkI7YlQiAb3/hHUM8R8LlTnhFANf+Z373AMV/tQeR/EB/i/UbN3ocJA76+s41bxs2vNYUBCQCnnvuX9jMzERsH0C3CNxJ5Hxyt3f/875+8aJc/jfscjgAnmiEheQlVYgABbupARUifido58Aff+hP2cSZqQK7AO7H5kLkcAK8j83FRqwGWqr+ns6ulZz2P2eFNPNboZHsf6BO6O7us4h8o0n8doQfxy1Yt/Zi83b02CH29NMPmaIg8rXqJHiL/E1y13QX+S8Tv/v1y++z9NwQBIBE9O8lZi9py+dPw4UEREB2oOI+irqLQPw2KBVAXQa3fPyzpXABgsh/mUQD0wAthX+KewMgnVdF7W33Y4zxCgW59j+uzSqDiHq1QfY26QdF+XFBIoDExBNPfptNTDwX2QXgOgG65pCpmpv4teXXc9IAre986cbWWz9w71jRP5usBMBNQQosmNB5j/XA1igQf37ET0V9VHkftGFPXqBOA/rdvvaNAxm6ACILPz75i97bA2WtgO32/KaG1uRUPnujeO/2vk6iZ+6Nf5hXOAAg/OQ/95WXvIMdHhthR48eiiTUidB5ToAr/+/8ns4cr2eWW7AsGDRdI9EMAWCNJR0Mjv7F0f4y8Ysmo4UTP0RAuqCxvUT8ZPcXHbfdfCP78U+eZIcOP5uRC8Ar2PMTvjOqDyZ/caFgWg5Ao9HR8l9DnqhfZ77IXjQK2C8cgDKDCJ5ufRbpU/FentjcGjLv5UXAcrTPdQLs69chAtxiYfHfuwSDZgqAvXAAJIv/oosARP95gwifIuokI3vzAKUC3r/jU6nXA4gr95lUkR//deGuQAro5+f/mau4z9/+5yV8b90Aqv/LGt3bhO+s0i8SSATMzJyOkA7w5vgd4tzqdHHZ/E63jp8GKMVAoCwEwJawRTKpCED0n220T8RPtyLa/DKgugQqCsy+NdD/2IwYFKYEHBhS+CcMOok7Wv6fudIAuqcbACmAYpN9T886g/DPZSutKD/v6D4KLnrFb7GDj35VqjBwydL3XEfO5sDAbgCPm6eXZCRwFgJgKJj01YkAySlpQERQbt8m/bJF+yJQkWIW9QDinn239S9L/t5/G6EtMMlf4WvjW14cvdee7m//83wfw39A9ln9TRdccBU7fHhE7hy3on1+GsDbDeCpAdBd5G9e59+568bBt958b6HnAaQqAMI2/xEX/8VPB0AEqAMRPvXPE1lWEVQPQLUAVBOQpQuQpBPAXHgkhgWpAs0ACOv/172RvvNa5e4T4L2ugUwFPQ3Z6e41Cb7INr4KUHeA/JyAgFY/nXly/J4aAG8qYNFSIO6rrwAIj/7DBvrEEwEg/viwCZ/uy2rxR8Fffuxm9r4dn2LPv3g8d/LnFwPyIxUZ8jcE+NB9+0dGkvzunV0rrWl/gohfOP5X5Bbw3QQgHaLvMCP7tWZUb0/Wqxs2bvw1KRdA5LRxc/y68/vM6iLw/jtW+ELAtAXAFtGB5i0SYqKPJgIQ/UdYJKye/S3W9rl1IH0n6O/9S2s+QPpDgsSjf71fO9sF800D6Hwi923eEyf/DyTFYvTebVr3to3fZUX3QFQXwN0NsDQUSJS2c7oFur8d0LgvfCFg5g4AL9oPcgW8giFsTgCIPxxUyEdkf7VF+nUH1TVkURToJnh5VyDnNMCQN3L3Xq/ex67+f9drBCIBEEbwTqKnaL6ru88kd5B8Oi6AK6pfsvMd5K/xBgM5hLLuKhds1VYAWPn/fvcCqAeKgCjRvr/SHwtKWJRPZE+3okznKxLo+NCmQbvuujcl8hcXA4aTP3+RysIJcO+SGjIAyDnsRyAO6kL/TvK2QVG6EytNUu/2RPNduBhTcgFkRgXb56Wvz5855nfYr9Q0rmhwpAta++7a2n/tzXvH6+gADIoWQpEIcEf0wSLA+146d6OR+hK+TfZ0q0rlftqgYUZUFPjN+3+YogsgQ/5ex0B2IqBwKJAiFeAndT3gNf66AcdrE1yjzl50L4namF+YYVOTxxL/6aL3B2mXD+dseC179rl/kTjXl6N9Z2W/rx3QWQegMY4joNk8OFLUY5KmANgitZ4kyPvzRUD9QJb+RZatbz8G4oFSAafPTKWyc6A8+Ye3Avqj/XTIv70wt6bRaPLjJNkCQNf8//gXKUXVGza8xpz5LgPZ1wH1wAYZAeA8f3VHW59vcyB35K/p/gFBFgp9EmbmAARH/rJ5/2hDgKpK9mTh24SPHH46IuD5j382xXHBQcWA4WmAsLy/4+uhpNFHo9kxqOucwb3e65cFFACyoMJfOeI/b+OvmWNmASCJc7Ru3cUSI4I5dQDO01ZzzgoQzAPQmL0nQP0EgHj+PwsQAUx6D4AwEVAFEMnTzc7Z24+B9EGdAZ//xB+YnQFpiAAv4fMHAnlfK+cEpDkS2NUBICDxJREQWAAojwvOv9KM3ABABagYMEwABNcBLHORex4AY9ztgTW90J0AaTkAg+LIRzbylyn+K7cIsIndvlF032vl74H8RUAaewYkTwMEOQFptQMuE39YBwDjuvzRCwAXd3a7vpZ960B6sIcfBe4RYNcBcMcCc+YBaAGugacQvpYCIL79LzPyV3ZJyRY2iVNBnp2TtwneJnyg+ALNdgLUzwiImwYIcgJSaAfUXRea2wnw0rnwNZ7FVQf5A/mB0gBSmwQ5hEDQGG/b9jf/73cEBusoADZxj6VQBLDAGgCeE+AXAfkQhLO1DpF79UDiLQ0REJQG8Bbz8clf7AQoj/51rnwRkHqAUOAWC/oB8gdSFQBSg4E4ztpitZ//+rTulwYCeQoB931xa+vaD+4dq60DoCryL8rkP5qaRy1jIHyIgHjkL0oDMM+gnyBhICb89OoAdP9XevDrljsAwomfQDl/kD+QhQgI6whYtvOduwA6J/7pDrOfXwhovUvLuBVSADSyEwAqRYAj8MiQ+InwiQgoNwzyr6cI6FM6KlkPHIvtPd/DRLFXCKu4NvQQG0MPemXEHX8X2/xQ8Aekj7XrLg4R6SHiV2eh7a+OephWUY9DWgKgX7wI6QEHO17Ff9oigBZ9mhJHBADir7cIoB0EldG/wrQYf9FKAzpvnQv844Q1Ax5Qqx8AZAEqBlwXKALEMyt0JppNr4teV1gBoDwFQDuQ+dcCPXDhk4/8s7f8qXCPIn4U7QEE2iKZ8Gef+WpC8henAeSLAN3XVKp1AMIvRaN//f9ED4n+0ecPZIl1ay8JnwngyPu7uwCWr8Wl9Jamua4FRyfApro5ACxYBOghg0Hkiv3SFgGU66eoH+QPeEUADQvK3wnQJa83FfSfZAYAY2F5gHUhliwAqAYJzu7uvvCzX+cp2KAWWN/3CusApCEAhmQjf95Cp8sWFaUsAmiRp8i/btvjAtmKgKjXCP+aCBbKCuk/dAFkErlTHjC2F8gDG9a/JvTcdz2KLYDrIwDWBB3QsCJAngsQNAegDBEeABEgF6UHnePxigKV6gBd7mXiF+qCSGwjNtQBcsG6dZdInvaiohdd4jXLQXEdBMBg2CIXx+LMqvqfbH+QPxBFBHxl10cVdAdEvy7C3TJlBoBjqROqmUjv5cRq5P6BnGDvDyAZ/zNvKkyXOtmL6wSkIQD6wyOd5Iub6H2TgAr+QP5AVCRvEdQj1wHIEX4+C48euDT6n1+Jvn8gTxdg7SUBp2oAkbtcMZFIWLzb98UbWkX829MYBDTII2f5yn/v19mM/e2zNoBRlfN/8dg4O3L0JPvlMy+wM5MzwtddeP4GtqpnxdI9UG4REGdYEL+i33ktaIJ/EzQKWOG+AGF1CKE5z+Dxv9SSBQB5wS4G5E4GFDbWOIYABV1sy2MCSQCM1UEASEc5vCOVV44zacHfmclp9v3Rx9ljjz9l3o4cHY/8HhvW9bPNhhB47SWbjFvLFAVAtUVAwFa+HEEQ1AIovXIlvYqVvycm/wH5uwC8yYDeDX+c14AmdXXp7nbAajsA3hkA4fl/fpVz+AwAtQfhg+95W+wBPxTpf/UfHmAPP/K4KQKSgEQD3b5vvJctCN40eAm74bo3sPVr+3GVVtwJ4I37DdsemPdv1e8KqMsZAiKxEBT9dyP6B/IHTQYMHg0sEtT8XQE55F/IBTx1ByA4/+/9Wj6/qSr/T3l/EgBxIv6//ttvs33fO5jasSMx8PV9PzBvb7rCEALXvtF0B4Dii4B7v/Anpgg4dPhZeboUDgMSL0BpR//t9sK4mn0F+NdrF+z/2mJi4vmlx+QC5dkJQmkoakU9MT7GP3etTX4CI3rdPQzI8ypKje+tugAYEh0X70Igk//PYvBPnKK/7zx0kH3ha99OHPFHAbkCdCMh8KH3/BYcgYKj16opkRUBMnUA4lQAP/pXcbk0Gs2Dut7eGviLJwDs/2pjYWGWnZp4ziT7ycljxu2o+ZwIJAJ6etaZ5wXdzPx8RiKRXAC+APBo2DBRzphjA6FiIxUHQMb65x3ZrCv/KfKnaC0Kdu/5h1SjfhkhQDUG733n1aYjAJRfBPjz/uFbAvNe6x8HXPxBJB3o/68k6R89+jg7euyQSfpR/+2EKRiec4lEytFTz36aLgE5APT+boEiS+T8eoGiQ3Ub4KYogUGc/L8qEUDjfaNa/3mTvw0z/fC1b5u/T5YuBBBfBNh7CMgsJMFimX/t6Ho5jw9aAKuDmdkJdnhshP34kWH29DMPRyZ/Eeh96P3ofen96eekhaDBQNID/vjtuIXM3ap2AFpBC5lMKoB3FNOo/N8RcVc3KvQrAvk7Qb/PL59+gX3yo+9HC2HBRYCdavrm/T8MFcXelLs4PSB2A9RBH0/z2HQ0u3GCVCDif/qZh8I31lEA+hl0o+E9Gzf+mvL0wIYNr2FHjjwWHOUHXGsBV2CrDg5AiBTSI9YDpBPhUMX/1W+Mtu845f2LiF8+c4R97FNfhhNQApAICHYCoqbOWBbXy2iaxwQjgMsNypkffPSrmZC/Vwj89Kd/F0DW8UCCgleXEu1yKo8dp1oADPkXovAuAN5zaVn/caJ/Qpy+/ixFwK49/4DVqCQiQHT+Bdv6+TpmaQFFgOUF2fFPPvntwKK+9J2Hh83fQ60LIBEcSqcBin0dKncAwgk/34WMIrCohX+Eog/loeJAahcEio93X7/F3HMi+LrRJa+3nP8Y6RZBDR98RUDE+9Of/V3mUX+QG/Cvj/+jsveziwHVUngxhYCyGoDrrhlqiRclXeprOWcg2YGM0/NPeO87t7BPfO5/SYuF9ev6jftzFhXlujVLbXtk1VPEvvz4BfNrFRY+1SlcecUlaBH0HOclZe/4HPLGbTffyA784LFAYhfXAkh3AiQuPHrrzXtH9n1xq+ua1RQtZ4j+y0n+//r4N5QV+KkCdQ2QG3DB+Vcmfi8i/4GBVgSBU6bGv5QEAAssABT19YsIP140JBP9U/V/HFD//cd//3cNkj3gIhYqvlsc3bvJJHyZQT30Xl7QREF7jHDcqYL0b0gE3Lb9nbValMj9oM/kscfHpMUUfU6LezCcs/T5ZQk6D+l85BcFhk8E5IkEjmhoKQ/4zYVOj/ZagWJoogCwlJE/d2Z+AUD1AFTEp6IwkDYIUuxwtIp4zFKcBBg16g8b/ZtcBMSN/p3ETTc7urQ38VEBikzfehXdLjcI3Br8M/p45M6DItcqqAQJJSrMjNuZQf/eFg/Oz5ccFBq/nEVXBaUB/AIgbCKg2CHguQGKrmU6qfp5FM9cBK/KGwCKGvkXlfxtHDNIm7oDksLeIGh29rQq6Vx5ATDIj+bjPRfnNWGLbdzo3ws76k8Tttj4T+/+Lfb1fT808/sykW3V2wGJsGkEcxpCx562SLj2Ny43xVianzN1otAulM49A8Ln+Edp/VNGxtQJMBTfKaAxqv4dAZECKA+eePLbhbP90wYNH3ru+R9X+m9UKQD6404A5H2tuguACq/KCCL0xal/b5ASAldecUklT1RKkez60j8sRe5pg5wFupEA+E/v+TepFYFSS6p8LQB/N0A54ZAoejEJXNMD7H/64db1KesD5DUFkMbSzi/MsCmL0IjY5q1K9u7u3iULmYYUidrC6gSy1p2T+eoCGg0sJwA0x//rKwCkEdwVoC7qdy6ycXf7K5MQoNHAFLVWDXnsvWCDBMeH7/iCeWzp+Kt2WKgjxRYAMiOB47sBiXDAdACkHX7BC82ns08TEMGPj4+xUwbxhxHZBMfhpqKw1X0bTVu4f6CV2Wz6IoCs/+Bd8oqF/v6Wsveiz5k+89Onj8ABkMDl/Chdj0j46gsA5cewlkcI0M0ZDRepwl01+VPknzdIcFFNxn/7/d9V6gYECVPZSD91R4Dr4DuJfLkWgOP0C4VBV4pbAdvz6I+8+JPEeWt6Lxp4QzeqNO8zxABNoiOLuOqgY6iqz59y6j0rFzf5IXfFngLZZbkuJNTsn0XjfmeNz42eo8cy6Qf6TFS7NfQZkwDQ+EF/mClQeF9AaQogKHKPFuGrKwCkHGuVBIATVd8auCjkb4PqDmjq4o7t7+R2csTBxcKZFGHRfWbRP731qLvgjx/F87/lecLxZRqRNBEIWdYvGLe0BtTYm9U8Z0TG559/pdk3XlWcGE+WcqNjQ66JzK5+TvLuY+f6PlcSAXTcSYh5BQEN71HRAshzFJq/+gFrt+cjXF/lSQZ0pLVixP1adSqgrLl/gJm2f9FAaQiaB7HjA+9Ukm6hfQKkr6pI0b9CQaCxcdclG+jiO20Av0uQZgKAiJ/s6qwm05GzQJPwyBHYvHlLrVIDYUROhOwdqJME9D4kIuhGVf62IHA6CGmAfm5//yZ2/PgvpEi+tnMA2u12y5m/jO4C6EoI34siRP8//smT7InDz7qqvQlk/1IEGIUE6gIq+ivy/gbkTGw+/xwl6QA6D+gccQpiXutfblHgi4dHB85uudnf0fqn2Wk9J71zAn+WEvmbu9AdPpBboRr9XJpLf8EFV1UuLRClUJOE0HkGORNJpw1bEGSBtWsvMgWAtKtfIhWgTAA0Go2WO/8f1QUIdhHidADQwqqq9S8qnn/xOPvi1/6ZPfCDx3zE7wW1KJJTUfZCRZUoQz0DpQO+9Of/RXlhoD+q988GyLIb4F0fOzi+74st7kon7gtYdgJEr1KRr6WK/iee/FZu8+ht0M8/fHjEjErTsKLzAkXyZLkXhfjzQF/vuayrq5fNzU8GML0WQP7GFaA32IOfvuX2N3/k87dXUgDE3fQn+Llk8UIe0f9pg+yJ+L/2jQPS/4aqwOlGAoA2i8lLtBQNVOMQp+1PVBuhauSyDXov2oSJJkQmAblAbgcg8tXHMqgHGDHec8g1ElizvhLY/fzQf/l7Se3ho8cOmaRbJBwxaw9m2ObWUDXIzyD1zZuH2NNPP+QTWVTUR3Z8FNdjetoQSk8fYS8cOW4Ii9Ns/OQZ8/nNmzawFd1drGXcn7uheOsfpQFeOvpzqcuK1xSotTvpbqchAkYMEVCYkzbjNsCkrkCEE3fVSt+GK2mDbP4/+uRdZvQfB0QC79/xKXNOfFULF6OAiJWibO9Mfxtkv7/2kha78IINpmMgWxRJ73eY9mB4enl8cFzQ4CASKUkKMsNSQLJRfbqzANi4MPZ3zAAQegSKWwCLSP5Lv9vRQ2bxWFWKA4ng6W9xdgRQFX+Uv+/wU0fYI48+adx+Ifj+C8tku6aXXfWGS9kVl72crVhRjO2i15/9KlMAaEEKIODiIwfAwh5DBFxhiIBCjGxVIgCuu2ZokBwA3iZAebkANGUty9w6kf8tH/9sqN0fBvr3f/aZr+bmYBQJZK1/ZueHlmb9u4l/U2zrnf493d561XIkTy1+DzsmAUZBUgHgPufDZgGI7X+ZayoBaObyVh/5C8YB21EQfxpgMiFANntRyd/GM888XKnuAHJrpLbJ5UT8/3Tfj4TEz1WaJ0+b/+b+7x5kv339b7BLLz4/97+fUgArV55l/D3jHhHAt/416zqx0ZhfEjJ0Utxm3G6vkgPQH5/ww6b/xfuFsoz+VZG/EyQCyMW4OmMXo4iwxyKnKTSoop9uVHy473uPSo9eVoFkKZ/M9iAbNTncFB/B0wAD6/21xefjVm3bM+mLDuoQoPqEqubFZfD8kePsq/eMmIQeByQevnrPftMJICGQuwuw7lXs6V89xON7vyDwoLHg2viKUgHDb/7I58fy/psaqqKW4AUq6Gv1yJo4iaxVkr/zfU+n8L5AwEW+tt8cskTFfdTqJ+My0BCmtARAdAGczvU1Pzc9rrmiHY3xiqBMftc0Xyzkeo0ZUcUTABT5513wB8iR/5f+5tuxyd8Jcg/+/hvfy/1vWrPmfNd5rblErUgO0H8Npi10er+1swifU0P9W8ovQPJuQbRFLUvyp4K/Q4efTeW9SVTsuuterCY5wHYFSAi8951bhEJgMZWQ1vhlPdF1oxJv+71vjYgDHc1B85qf932viQd7Gl9ZQP3pdQSRPpE/RfCqUAQRQGkQlwhwndAa/+LQyP7nbnu97cFP39LK+7NSlQIYTLZAqXUJsrL/KTr/2wjV/nFA28XSNsboDMhPCNh7MOx76KCZ76fUAD1PGy9lu/dC1Gp/5apgdPFad08FlGoFdNUJxpMBlFdPY1Hv6VkXLMRjzBeg1ri6Dgb6+288pJT8nSLg0ksuyLUm4KyBl7NTp55dcsECUwHWNz32v9cF2F4FARCxaTu9cCVL+5/IeSIDi55cBmoPBPIVArQhEN1qDCP81gad7X40cXBpD0Cd3wpIRY36UtWiFsuuoGE/Kvaip8I8mj9ABE33sq2I9uS5ycmjbHLqmJnfF/0+9L4XveK3anmCEEk7K/rVi4vvsT/8/d/OrTtgzerzzXOmrc8vXwOM0/rneNgUC4CtD376lh15dgRkOgo4q+r/rEACIAs8ELBdLFBdRB/0k3pBoKsTgDEH+Ut1AtiLo8ZWRyyOm52Jn0umTWKStuU5R9E6RQkJgVmHEKANjuqwSZAI9z9wMNX3J2fh4R/9nF3zm/ntekoi4MTJw7yY3xX5Lw4AavLy/87Ama6n4YoJABmRn05xYFbT9Mj+Tyv37wW5DNRpcJFw4xhABHsEM6VQypVGkSfzlPv/neB0Aniifs3RAyBwBGwREAVRpwYSYZ+z4bXmnu5pWfH0vt1rMf/fxs8PPaOk6C8MD/0wXwGwbt0lhgAY81H/0unvQID9b+OGSgqAcMKXcQGiI6v8f1bk7/x5EADhoGFK5MzQPW8gE03dI5FITlGVRy+nJApGwwb7LEf9Vv6fOV+nLTkHcSJwiuBligCpX51G06raiAaQFACPP53JzyEXgMRGXrUAK1cMsK6uVWxubmr5pHdcbK7+/3ABQGmA/rzSAEoEQLutb2k05KMVFaJBFP1nNfzniYwFQNzpgnUifmqbDDtOJKToRqOa6XyhAssiCgHefgB57zJy7Qe/PrbvizfQQtXPPATvTgk45cDy65aoX4/3d9BI2pnHvyHcG56sfhpNGzXiJ0J5/siJ5Z+zaQMuqBigaX/Z/awXci0GHOjfzF586Weclle3CGiGCwDCkHHbW1oBQOQvOwUwWBgkGwKU5fCfCfTnFwKnrcmJB2LUSZBooAFO77l+izl+uaZRfWQXwL0nQFAhoHMxtGsBHMIhhgvwykuuN+ft23vC0zx6e4vYKMRPxWoUsdJcel7FOo2jJSFwxWWvgCCQRBb2v40XHIItLwHw0tGf+YjfLQIC8/8u6iq1AIgarfOmAKoAdtOrH/kTgSdNx5AbQGLg85/4A2zNHI4DVsQiLgS0hIBmjy3m1AH0rIy3EyCJACJ7usXBwz/8uTliNqxNjcjskUdPm0Jh86ZzzJwzhEAxon8CbSSUJ7o6V7EVKwbYzMxJvgjQKPqXHlU+mNff0Uj7B+h6Nn8Itf9lmSPvA1FUgvxtHLLGOZcHeuj11W63R9NwADSNefYrCJgI6BuUspguaHZ0Z3q0iNA//8V/NGfMR+1RJ7v5S3/zLfPfAvVzG0RYd9ZFS2e2qwPAEsGNBelzfKgSAiB65b86ZD0zP+uCPLgbbtCui6oLMen9dldg8qJ9HTYajZPq310bcU/787Q9MV5P9PLCqCUdBxgDNJb2cwb5030SkHtAIiKNITdA+dDXd97ySc3pAGjKCwBGhYAVdACiEX6SMcBZE+TFGQuAi9EBsIS/tSz7NPC1FN+7Crj2g3upCHDMO+uXHIHlfQCcs/81R9yvcRyD9Mlf5Vha+/0ANwb6V2X686hGI280G51sdd9G1zmtLf0nnf+3kUsaQJUAiGxhqE4NZC0AKFecFSnTz0FuehFk/dNkxDSR9vv7SKV8HR4jzpjfR+wOZ0DTGHf71CwkAJH+vSmMpSURgHRAvoQ80N9bkL97k+/cNsXBfHcpPjfFDoD85iXifxNdGVA+Po8hL29/yxsq9XPKgCzGL5MDkKULUEIBcDCsDkBz/H9ZEGhLbkEWPfo0MS6p7S987x/+PPPCt6KDiiWzwjkbBgrxN/f1bvScy4vne0O+ANBGqwICIB/klR8nYk67GJDeHwLALQCq9HNKCU1UB+D0AwStUZYIWLkyXcFORWJpj6Utwha1RUKWfflZio1wEXCuq87FbABs11QA5FEImJcAIFv+3ddvSfVn0KAa2P/LkXJWExix/4IY1968l7oLxt11ANpy+p9T/Z91DQCNi00bi62Cv8AJYQuAS7IRALQRUJ5DgLzoX32BS/Qu5v87SvGZVcIByHNELhF0WrUAJGzSFhhlQpa2PKUZMH0xECNOYl9eAB0kbxUGap7oKAv8/PFnMvo5T+NMsIlwTS+74rKXp/5zrnrDpYX6u3tWrmOdnT1Laa9mdPufLQpqCIBYxYF5t8jRVr2qUwH0fn/5sZuxqngcgCr+vFIKDU074CJ2jVcDwJivI8BXO5DC8TxyPLM+cZpJDyzjLVenu0kPRf9Xvv7Swv3dfavOXTq/m/OxuGA0j9+79A5AEfrjyYGgKXKqRAC9D6bS+XG6ouOXVQuAjMYF73US/nLQ72gH1NyWvzsNkB7GMi7OQzGg2wVIUwT89vW/YYqA4v3dm5YugwgDgHJHQQWAvA1QlP54WwQk/X3o39/7hT/Bzn8cZL0DY8FD8Fx/+oqTG1ua3sGCc/z8NEBXV7otXNMz2Q7qeeEIUkVO0NjkNFIB9J5Fyv070dXZyy7YeBUb6LqEae1mnLdACiAu8RbpdyERQHUBcaL+HTffyL6866OI/AXANMTcon0ebmrOrXCTu7cokPHTAFF364uK51/IlpCzFhxlwP9x3euVVuoT+VP0X2TQNsHdnatj/ds3f+TzuaQAEpcqXju0ZTDPg160CXlE3iQAqHWPWsmomjwocqXfn15LNxB/PZFiceNYGm9qjS3d1pztZfNdlGt37/K3vEmQQxA4NgdK27yYnpnDSZUzyKb/wH/8LXNg0sMJOzIopUCuQhmwMBtLDI7m9fuq6FUImWGc7m5ARbXKaTARCQG6Ue6aRIB9b0eymPBXbLFXNMchRrQ/ltKvstX8fdpN1pzrYfMdZ8zr3Lftr3VvEr+mWYIg/d3BaNc+2sAHKIYTcOnFF5gzE6IWZlI9AUX9ZdqFcX42lvgstQDIDWWxhInk7d81602LqoQsxV7e55af7LWE/14pbrAfNKd62ULflBn9LxG/rnGcAOeWwFqlzssV3V24OEME2R/+wW+bMxOobTKsc4Ly/JdeckEmLYUFwYEKC4D0VH8e43+B/ECfN7kAWRQDZjV98QkFf0sOdQBb7QcN1sk6ZnvZXNep5Wtd0ywfQPM4AVomv+85G7JdF7L+eWUFEbpN6tQ5QY6A7QpQtE+3MkX7CjECByCGaIAAqB9oMNKffearqf4MKsjckpFTI97XQIt53aSLBz99y5BvEfHWAriifs3nBKzoTnfn080XZEsiNSUtBcesesetvbAQ9Z+Mvfkjnx/L6/ctdRcAqsLrB4rM0xZ+JDKKUJvBi5S1/N1zf9Gv3mDNmR73UKCAmQAdHen2SWc5KraobWlAPpibno76T+7O8/cttQDoQwFdLUHtkmmBxMV7Mhy/HK0DQIsa8acRWXDLsakjgLUZ8w4Hdu8VoFlTANNXMZRDzgJXvuFVuCCBJBiGAIgZ4WBYTj1BhZRpkLQ9frkqnRkjD34vDQHQ4i8kHaxrdq1j4M+SHSDYITBdUK753JRz8/T+sP8BGwvROwBG8rT/S+0AIP9fb9x2843KC/XoPbMWlcFjgDVpkaxp0q5AKgLAdAHmepjWdkwH9KYAlm7ZHNt/e93rS/3+QLkwPxd5BsAdef/OOQgANVc/BABAmzCpEAH23gtZVf7LC4BC5PylBYApAqZWiVMA1v+bjWza5ig6T2suPb0von8gASj6H6mcAMhqwYIAAGwRQDUBcetBqJCUxi/nVVCafIMj4QU3lsff09levbgXuiPiX8r9W9H/ihX9mf0+acylp/cry2Q6IDvMnJksVfRPyKQNkK578Ta/3pY/tAAC0UBV+xS9f+0bB9jfGrcJCVIlwqcpjXl3koTPNOAX/kl0CIzl9Td1zZ7Fplce4QwCymY3QC/sGfI0iEYF+Rd9Jj1QeOwtQvSfggCQH/oTLArCgQ4AwAl7Dwa62fsveCvs7UFCVERYVAGpcZg9uquWb96AtkNtzHexdsfM0prA3R8gYxFAm9PQbPrp6ejz2qm18C1G1H/lGy7FxQbwHYDTZ2ReRrv+bS/K71yoQUA8UUALos5RCugAAEQggi/DyGV1mwBxCXUsz7+tY6aPzXbMLlX/6073Iqffyd5O9uEf/Zw99MOfSwsB+neU86dJdQAgguQQoO1G9D9elN85sQAQETTfEchmMxAAKDN4+wC4n5NKAzyV68Kir2ILc2fYQueUzwXo7OzJ7feiSJ7y91e+/lJ2+Okj5mz68ZNn2PNHjpuCgL5P7X39a1aZjgEJBnoOAMIgMQRo2CD/vUX6nZU6AEltfQCoE8T7AGiRrjmZ5xSCohepKr6uubPYZMevHLsELv5teQoApxAwN53BJD9AASRmAIwa5L+9aL936m2Asj3LURcyjAEGyo6gYsXoxO775khKv7b01qU0E6A52+MbDwwAVUPIDAC6Zq4p4u+t0AFQYe8jRZAmZicn2fhTz7DpUxOLEVpPD2t0NFmndW9+3TS+XrV4D6SL4BoALeLXmSFS/rJrboBNdU16XAAAqBYCWgBN8i9S3l+pAJiZmR3v6urk2P+Ut9Q5RX1yaYLF14kFAQ1QQStgNPJ/4bGf+Z4j2ILAt3gLBEKzu5t1YA/01CHrAgimAI6m9GsdZI7tgMNA2wWTCJjrGjd/vxVdq/HBApXD3NRU6chfiQB44KGHRq8dkpnLLibzOLUD1Or17gw3bSk7Tv7quViiIUggdFhCgATBir4+turstTjQkqABQOFdAPFdgJEHv5fWojNi3HZGWmTm+thcx0nzOm82O/HhZxqZnrEIapq1222TqNoLbbNgjarWO1esYKs3rGcrV/fhYCXAvL8GgK6TG4tM/koEQIL4hgV3CASnA2jxhACQhx59n+rwk35mxrwxNsHOvHSUTU9MsLUXtnCwJXDAELB+ISw3AyDnIUCRnQVNb7CumQE23fUS6+xEK10aBG9b0HYvuv18aORqCIFjTz3N1m66ACIgiQPg7gC4wyD+28vweysRALxWQH5Pf/zneAsoRVG9GAgk9xllkNMnEdC7bi3rxkISCppYyL+WZIRz6NepCQCKaB789C0kAgYjLTQLfWzDivPZwNmY3xGX6InkoxK8LE4deRECIKEIs8Qx9fmPluV3T8kByKb/n0RAHhu4lBG9Z69jUyfSd6PIBYAACAbVrxySbgHU4rgAYyn/CXdHFQBpkFZdMP78C+z00WNZRrBABMxOTo1bUf/usv3uOW0HLI5iFhcxzecw8PAAx0YF+Fg50G8W8QHFjf4lyZ3znK+dNu0hQLGGmVCeFEQTXTSlTf5mJNiF2oy46Dt73fYykn9qAiBm3jKWA5B8N7X6YGBT+kNPVq1bhwMdgm/e/8NQgRw8+S/0wknVATAWO3r/WDan5Lx0YEkATGbyc3oGBnCw42OkrL94CgJAS/h1NJFwAC6ANMiaX/Oyjekp4XM2oD1Qgvx5A4D8LpcmdZ0JRMFYBn/KnXH+0ZkT4zgJikYCzSbrXYuW6pgYbV33+6U9qZULgCTRP8/+D1sIw6MpwIk1521kq85WH6XTe2bhMJQdYfa/+BrRIlxLWupFSG/+yOeH4wgNSgFIjE0FLGRRmLd6/dkY/FXD6F+ZANB1fUwuakkuErygdkAqqgLkQa16FK2rJH+0/8mdq+LiP/lNgMK+Hnnwwawikrvj/KOpU6dwMkiC+vSpsyZNgZHm+9cAB8r8yysRAJqmjalcwGSj/zhRFbAIitY3XHqJOcwn9sljRA1nX/wKkL+y6F+u4j/kNVm2IO2O4wIgDRAN/eeek4oTQOJi4GVoy4QDkCHSKBBEHUA8UE3AxsHXGgS+OZIQIOKnWoKNV1xmdhcA4SCXSu48lRPNAR0AmbGrNeXsjqj/DmmA6KBBPasUXmvdq1axsw3hDus/GfmXOf9PUDYHIHwYkPzkP94+ALz3dy6uVAuAmQDxQCN86Uajf2dOTZijf3mTA0kwUCshSD86vvi1fw68dngkH08ka5naYVQL8OCnb7nJeDgUyQUYHzdzz4A8KFqnqP3Uiy+ZY3zjgkb/4tgrwdfL/gekOArYP/wn7tQ/mddAACQHkTvdVNYHAMsCNZqglov6OV+P5fAn0j7njxg3aWU4eeIESCgGKF+/cvVqQwS8GCmVQpE+pRFWr1/Pmuj5V+YAlP0PSC0FEG3v8uBBQDK1AFRg9URAgRUAFDH6D3IBoqUC8hMA1lyAHVH+DYYCxQcROLkBG1/1SnaWcU+pAbL0vYRPz5FgoNecc8lF5r8B+SvDWOu63x8t+x+hSgAcCCN4BcVNofgaigGBEkf/ya6RJUGQy6JktQVGmoaWxYS7KoNIvscgfyJ2yue/7LWvXrqROKDnqICQXoNcv3LsrcQ5lELsH5HYo7oBYtBCi5ZAoGzRf1jU771WggoA93/3wdyKkgwRsCPKwjh1aiJRLhsAcsTdVfgjMhgEJGfnCwqaPK8JFwMYDASUKfqPbv0HXi9FsCSpHkDq9yDyp4JTACgZKmH/p+QABC1U8sVMMi4CD9Rrjf0BgCJg9133Sl4jWoTrSOyQGV+P5f03W62B18iKACpmAwBE//lAVRfAmL2QuVv14nUC8NoAZbcUpjnrVAvwwfe8rdQfzC+fOcK+/p0fsYcPPsHOTC4WS105eDF7k3G79srX4hIsOKgoNcp8Cq9QjimcnyrC326JgCse/PQte4z7bUGvpWJA2vHOW8QGAAXGcFX+EFUOwJhs9B+2qKnYNbDsLsC+hx9j/+UTXzLvbfInPDx6iO0a/kf2X//v/+l6Higeolf+axFFAPfaGCnSMTCEAKUDQgcFoRiwGnjmVy+xU6cmq/5n0vCfMTgA4ctbaPQv7u8XDwUKGghUBRfgyLGTJskH4bFDT7Pt/+3/ZR/63WvhBhQQlPcnByDONRMsApykz00FFG5hMkTA7Q9++hYSJuQGtHivoWJAmgyIFrVykv7DP/iZeW9j9epV7DWv2sSufOOrqvgn312lP0ZJb8jLN7fowt4WNZqRi260WL8TzQS47jdfx/pWrSzVB/LX/2sf++WvwvOic3Pz7Pujh9h3Hn6MrepZwTasXcO6OjsYkC/Iedrxp3/FZo3PR8YBWLzZ1wjva9spCP6abvu/++COIh6TL33rR2Mf+Devp4VzhXF7E+81envBHHADlAMzM3Ns3/5H2MgDB31RP33PdAMmJtkrXr6xSn/2uBH9//sq/UGqUgCjfuIOcgbkWpt4C6YsyAWI1oJVHAcgjmNAjgDdkzsA5Ac65yYip5+CRv9Kp8pGinxcqC7AahO8gve7oiWwPPjpz55iX/7qPuN+LOR1Y6Y7UCEMV+2zVBIy3rd/ZPy6a4aWSNpbCKhpugLrP3wcsBdkxb7n+i3sos3V3/GKagKoZmCf5QhceflFZsHgZRdfYH4NpA+y/WWHUXnFrLceQIb0PQ5ZKdqSDBFAv+c1D376lkHj/lZmOYdE/qePHcd44AJH/E/+4jn2kEHop06dkf53PzHEQoVSAXdCAESNbSQ2BArrAohTB2Bj1133ss9/4g9K84H0KiBrpxggXHj+BvZaQwjQjR5TuiBPkEthOxWbX7a+MiJFtu1PLAKCXQEO6Tu/fqpMx8oSAtsNIUCuwFbjdsPpo8e29q49C1PrCgQi/Sd/adx+8awpAqIiilgoevRfpeK/NAQAHZyWKKIXRf/LX/PFgOh9okRlD/zgMXb1G8tRLEdRO1X7qwS1FNpthQQSAOuN22WXbDIJmEQHiYM0QT+fBAnVLXjTHET+W9/6evbed7y5tBcSWf+HYuxFEVYrI9n/XxoHgCMEqGVw2LqxX/zT7l2s2bwN1JtvpP/Msy/FJv2K4u4q/lEpCgCv9R/2NZ/w/YJBPvp3ugCve80rWG8JCgKpqn/fQ4+mmssnAqab92cQEV9oCQJyCuwI3elKBAkFIvkzUzOux48+/pRZ1BjUtkjf+5/f+C47bdxTZ0PZQAWnUepNorX/yQ3O2v/dB0eqsCA1OzupbXAbi7CzYFlAxXImqc4ukurZ6/rZ+S87m3V3d+b6O1HB3otHx9mv6P4ltZOk8/zbFIJa/0ZYBZFaCiC45S8oFaC2DoBAI1nL1Ba4Y9s7zDkAWff608+zRYFqF0IG5FDQsKO03QjV+LPPfFVx5C9XBOj4N2NVWZCMhXZ87L7PUa51Z5UW2v0PHGQ/fuQJLkG+4uXnsVdcuDHVinmK5IncXzJuJycmzXv6Ou0In/62CuAOVlGodgAEUXpQKiD9OgACRWhb3vjaUhQEkkX/x7/3O+bAn7qBhEeZBEBc61/G7pfrlDEfj1bpHDBEwO2GCLiJCeYGlA3/fN//FlbMEwHT9+zvrz+7n51t3Nas7mGr+1ax1ca9UyzQ9204e+9t/OrZxeemjfd9ySJ41VF9lOj/mqsvR/RfEwHwlHihC7b+44mBeJHal3d9tBQfDJEgOQFhQ4GqBkodlAVUXxK11VTe/o/SCcAOVvBUoKhrT9n/CGqZC2uXc+JFKzKvAt523eurkAKobPRPyHwzoKgLnvdxkuFAFKn9rWSbVhFA9QAkAoDigQb+/F+fvCuFayJy+x89rlyEYkRdw6zgsw1k8OQvn63l9XHVm15VhSFAlY7+VQuA0eBoR67NiU/4/IVP06ILAYrYnjhcnouybiKAagDKgD8yyH8i9n4TcSN/oRAerejpUProq45V9K9+Vasqvf93VP2zUikAxoPIP9q0M2Gkk/iXpEU7TtFW3iLg//n4Byo/0If+vjLsbUAiMs6sfzX2v08cj+3/7nfHq3g+WNHXMANKRf5vu+7Xq/CnDFc9+k9VAKQT8Sw/jhP92zgUsW2rCKC2PBIBdnteFbHjprcXXuTEyfvLi4BYoniUVRs7gteWYoM2xgH5lw7jdYj+lQqA+/aPjIoXPaZ60QtwGtKN4vIEdQf8+UfeW7kdAIn0P/57v1N4+5/aSePm/eVEQHT733h8gFUY1BZY5sX4qmruiOcDFfxVhPwJd1Zx6l/aDoDEYscUOAGa4L2igxbz07HzuPmRJdUE0K0KKQFyNEjUFJ387aK/uHn/sNn/CRyxqjsAJAJ2s5IWBFIbH5FjVUFV/je84yoj+t9UlT9pjNpQWU2gWgCMxFv0WNRFL1E3gA1azP9IQUSXB+y6gLINzXHiP1z/m6VJa1DdyKGExaPLW/1GFcNMKIbvf+C7I6we2F7WX5zIsSItcS7QTILf/Z0tVdvydzurEZTuuvHyza1tTDi8I64TICL85GkAAtm6BBoVXDbQiN5rr7rMvP/Xw8+xOYk96IsAivb/9MPvLk3FP5H/fQ8+koj4lwWAtnQu+x/7v7f4b5cfe74ePfzU039Vh4Vq91f+afy297+d/vihspJla9M57IUXjmc+4TMNvO6Ki0xRs6ZaNQ57jej/L+okAFQ7AKMi8he3AMp2B6STBiBQPQBtGFRW3PDW17M9//33Cl8bQG7Fn//hfzDz/XnvSCgLmhtB20onRZDln8AJq0v0b8KyZkv7N5MIeN97rzV75MsKKmqkqJ8m/FXM0RivW/SfhgNwJU+hRykCzDoNYOP7j/wru/J1l7K1A6tL+UF2dXaYETU5AhRh0AY8RQEJkw+9+zrT8i8L8ROI+P/if9yjhPiXo3cZJyA08rff668OP/X0aJ0WrNve/3Yqetxm3EpbAEMbAL3mVS12auIMO35iolRR/zv+7RvZWWf1VfHU+veGwKzVtaSOPS285erf3NZsNn3jO2lm/+LN/Erwtfvx4px/3tf+x/aeALquJ/r9z11/FvvKro+WYtfAMNBuf1/9xnfNLXjzABE9iZG3GuRfJtJ3kr+KeRE8m1+VCDCw+f4HvjtWt0Vr7L7PkQDYU4W/heb5P/yDn3Hn+hdJsAwZEb9zH4KKgXr+axf9KxcA110zRNH/fpEAEIsBP+HHIf+kAoBw8ebzSrNfgKwQoF32SAiknXukroQrL7/IJP4yFyfSpMj37fiUmgssEtHLigDz8bhB/gOspjBEwB7LCagEaP7/j0efjLRvQNogu5/aGCtU4c89lYzbFVa7KQRAQgFAEvEETwAkdwLEhK/SBSC8/S1vYH/84fdW7sOmnfa+b9wePviEMjFARH/ZJZvYmwzir8KQIiL/Wz7+2QRjft3kn6II2GsIgBtrLAD6rWBjsEp/16lTk+ynPx9jP/nZU8bjMyD+9HFFHa3/VASAJQK4DLxM9sFOQPzI3/m65KiqCLBBu+49duhp855cAnocBLLx1xs3IvkN1n2Zo/y0yV+W+OOKAOP/O+5/4IHdrMYwRMCgJQIq6U2TK/DTnz/FnvzFc5mIAZrk9+pLN5mWf02ww5oxUVukIQAe4anyaGmA5CkBJWfHzTeyd1+/pXYnhS0GLnzZ+srvP5Am+ScTAaE1AFd858ADo6zmMETAVuPu3qr/nSQGfvHL58xaAZX1AtTD/4oLzzPvqzanIAS1zfunLQBIkQ/xBICY/OM7AWkUAzpBLgC5AUB1QQV/u++6Vxn5O4lfhQjwdxJQ/v+BAXxySyLgduNuZ53+ZhIBLxmi4OTE5OL9qclQl4Cs/TWre8wI/+x1/eZ9zUjfBgnna+qa93eiI4X3PMC4rYCai5hpHbO/XFzUbOKnRW75MT2/+Nrgx7yfoQJ2JThEQHXJX/XukO45FTL9/zbZL2vykNkXI/jklkHzAQwRQAnrbXX5m4m8RVY91RGctMQAEXyFq/fjgEj/RpD/IhopHWDpBdI7FChoDoDsNEBNU2tsEEGoGAYDVJ/8k4iAsPPd8T4H8On5RMB2VoN9EWSw2ory6Qby9+Gaumz0k5cDMBq2MC5H6e5oP0rkT6+x38f5nmm4AHACqoe0RJ2I+BWLADgAgsWdVbAzAFCG7XWu+M/EAZicnBqTjfzFG6Mw4feCX5eeCwAnoBqwd/VL83MMEgFBKQBJETCO4j+hCzBuiQDYuwCP/IdxGFIWAN/7wQ/G5BZJGWEQZZFMl/ydIoDmwwPlA238RJX+B1La9yF69M/iiABE/xABQDTsBvlnJAAsjMRZKMMIP3hxzMYFIOy6697UcsdAOvjxT55k79/xqcRb+qqN/nnnb5BQNu+gPsNFwChEAGCB2v124DBkKwDGZBbIoAJA2QrpPFwAgl1Adlph6xiQDsixUdnjHz/6F29m5X0cIJLhAEAEAPLkvx2HIXsB8JTMgilr9QdH/vm4ALYIIGKBCCgm7Hw/OTZZRP3Oc5of/cucw4FCYuw7Bw4g/w8RAID8Cy0AIkUpopyo7GKZlwtAIEv5xg/9qTlJDigOyPKnDX3SyveLz2G+CODb/pFFAKJ/iAAA5F94ATAmEzGFEbasXZqnC0Aga5mcAHQIFANf/No/m58HFf2lT/yaj/i9IiA494/+/4xEwGaGOQF1wHaQf4T1K603vu6aIdoVUDiFImhXv6CxwDIjgUXvmwXec/0WdtvNN+LMygHkwlBdxqEM3Rj/qF6b6EWPg+f9B+8DwAb2jRxAJBs3KqnoDoKAi/yHcRiKIQC4ewJ4RYAc4asTAlng4s3nsb/42M3s3PVn4QzLMOqnW6YXj29Gf6oiYNQg/yvwSSsRAntYjcYG1wBm6yeG/ERHI8X3lvowZIsB+Y+j1QJkURNAoAiUWs4eyCj/XPeon451nuTvfS7e+Sp+bL3v1/Fpq4FlEaM1rBoYBfkXUwAcjGpGxBMCcrUAGXH/Eqgu4I8+eZdZhY4uAfWgY0o7+L0vg95+sQhgHBEQ51yV2feC7cWnrlQE0D7wNzIUB5YZe0H+CdewtN74umuGKM/2SNjreFsD858PeyxOAfCfyw6UCqBthV/3mlfgjFOANLbvjRv9Oy1+3nOKUgDj+0YOYPvfFDB23+daxh31iaIuoFzYYYk4oIgCwBIBoUwrLtpLj/yzFgA2aCOhHTffyHpXrcSZFwPU2kfEfyjnlsugnH86IoANGwIAlc3pCoFdxt1tOBLF/6jY4na+iPoVoJHy+4/IRlP+x8saJbqtmv98AFHkSjMD0C4YDfYMf7oVgfz9j3ltf5rCdICG9r+UYY2LRUqg2CDL/wqQf3kcAClVnb4LwO8GyMsJIFA64LM7P8ganStwFgYQPxX3FUUwxYv6E0f/dD9w3/4REFM2TgC1ClKXwFYcjcKAzn1q8UMdjGJ0pPnmCwsLB5vNptTCapOx+zGzCJ4WRD3gsWYS/+LrF5+j79H7LL/H8ns7n8sLZGdPvvQk6+wZYF1965nW7MTZWFDi95I/L+oPivSde1nEiP73gvwzdQLoWN9oCIGtlhDox1HJPerfbn0uQJkEgEH+I1EXWb8QiE7+3ucWHzvJ3/1cnpibPMHmp0+xzlVrzZvWaNb2ZCRRRMRP90VEEOHzRQCf2CNOtYT9n48Q2GuIAFq/yMXchiOSvRljEf8IDkWKa1raPyBsIqAToul9sra/+Pvh6YE8sO/zH3R/GAb5100IUDsfzesn4s9idG/S6D/Y+l/+nrzdL5z6Z99vvm//yBiWqhyZ6L7PDVlCAJ0C6YMi/TuN225E/SV3ACyQgpPOp0VzAZgrol+OwHSpyL8IqQCXAGovsNmJF9ncmWOsY2U/6+pdV9nUAA3w+do3DpjDkiYKPCchmvWfdE6Fr8BwFORfCDeA1rArDCFATsBOegpHJRUMG7c7jOONc75CAuCArACIVwtg5/xFKQCWSyqgu72Rdennsabex3oWLjGfMx+3X+l41UNCIUAigG5UI9DR08+aXatKf7Idf2EFO/i9s9m3vvNz9i/PjJjPTTY6MvCh1JC/WhGgcUWAp0PlbixRhRICw4YIoJw0FTbfylAfoATf1zrYf22sHBtjjZbptNz/N/YQuTHrNs7e8h9R+Z/GGpf2D5AdCLREfhFTAHJpgaDn4qcCbHJfady6DbI374n4jZsMbv/rL7CVPTNSr200u1hn71rTGShTeuCYQfqPPrjOJP4nRsXr5WTzcbagTbDTHf+bzbNTbMr42n6uCAKAJwaiWP9hKQDeYwb7v7CwugUgBBIS/26t27yXBKUERi1R8JSxjC8+fivEQWEFAOHaoS16lN77OLUA4ueikb9IBBCpE9lTBN87/+vmYxIASfB/fvzv2YWXRu9r71ix2rw1V/QVUgycOamzA3svZAcN4v/Vk72J3mu28ZwpBEgQTDR/lJkoCMv7py0C2KL9j81/yiMEbmJIDUhh8sQ4mzh6jP3n817OHuldreptRyxhcNB8/Nb3QRTIcEkWP8Qg1RFjURuKugDL1QIEPRfUIWCnAvj1ABTN9xlE37fw6+Z9U19dmA+NugboZouBZvcqM0WQ10yBhdkzrD03zRZmzpiPv/3//Rrb93dq1sIuy1Hpn7uGncv+s/ncTONZ0ymYaBo3455EQlrkb+vkZcufCb4Xbv27Cd/5fe6QKtj/Rce+r/S3Fnc8XUPk8+/YXOsD+ix7FVvAsfGgvbDATh87bpD/CTY/O2c+90JXt8of4eaX73yFlnkSBQcscTDKrn0figrzEACNRuPrLGRr4Cjkv7hIhpH/8oItQ/6dC+ew1XNXs965N7C+udf7CF9n6qsFnxtbF8sBEIkBShOQCCBBQPeNjhVKHQKqTWjPT5tkb94WZk3S92LqTHeqnRVdCxvZWQvvZGexdy65BCQESBSMd+5P5BCE5/2Dpv6F9fx7fwZfBFjA0JP/n71zAY6qOuP4t5vdZJPNY/MgCQGbjQrqKDaotT5K3SgvQSVRwru62OmU1lZE7VTtTAlOtdPRFvCFgpKIyjOWCAJSZFik0wfYhhFLUR5ZkIcFstk8Nu/s7Tl3dyGP3ewju/fu3f3/Zg6bIZDce8895///vvPdc6NS9NfweWyaaz4T+jwVUM2m02qVhhkAJ3EjMJG6KZ2EuL5cHQ6HGPE7GgZq7zltYqSrsE3uttjddx5DUEPjH0aGQCoDQAFsCTy4Eegr9J6K/4HFgYFkAy6LfnL3dZTeOY4yOsYzUfkOqQSNpBffdjG8WQUuyLx5DIHHFKg0Wten+4kCz995FfnuLvFn9BZ8Mcr3IvS+OHcyR9LryDME2Z0PiK2QG5CEr6g+cYtoCvjXQxV/f9G+v6jfX+Gfl++j+j9a2PUuT/GXst5xib7gf73/MKnpadKJ4s9NgKfFCz0swnfY7X2i/f4c1aWQDN7osiHYtcbuMtmCyxBMeCQuswOSKB6bzA5OKDHxCxxwsYy/pwAGmoPAlgJSum+gtPYSJvolpOnJZaKv7RPnS8mJwwUR/x2imPNInRySndcZazaRjJFPcs9oGtn29KXsAM8K1CduDcgM+Er1D54JoDCYgD4g/S8nf/GIvhjpl4Y6NzR5sgKsjXSbgdvYSIxFM9DV3k4dLQ4x0udf++NYsl7WOcKtRWZ3q2R9zjNuH4lmYGL8mAEpQ14LhbC/tq8lgIGZgd6TsNBnb4BEZx6ldYwjQ+uDpO26ok+kL+cteMaaQ22tSQE/CaAEzrLony8BRAvangIa1jOXhrXPFc3Aed1aamSGoH/dgHeBV3k1AwNNgP/Uv38T0McFIP0vuehXeRH98E0Qp1nfryat2DyZgdtUPaIhGKnAZQK+pt/haBVT/O1NTT4jfV/U6tMoyk671N2YGaiqEU34RHPMj0PJnsCeUGJyOa0g6V/57+3vvFX+88g+pfMmSm+dRPq2O0ntjM7n6Gcu2E233HUkZm6oLWt+QPt2fDfqj5ObAHviHrIlbvVT1e/LFPgyAb6q/v1X/4sTq1M4uHvvXlT/S8XOKr6Ov9A9+cvyOB83AB4zwD+j0RDwtH4nj/KZ4PNIP5AofzAmX3sztSRE/ePMPBNQRXxnwklmKzIAQ88AhOZSLm3oM3BZoH9BYILTQKltJWRoZtF+p7G3lYjKDvjy86KYMgD8fEgBEU1Gl4nSWRvR9iRd0L1PDUnbqUv1P/K2pu+t+M/Xv+kd7QfzimoParVqOVRZAj6pNLuFX/btfXl2oFpwLRXwocMzBLyQUGwqp2gI+KdUBYVc5Lngd3d1XRJ7HvGHi31pmUoQf3IbwifE9kmlRcwKTJ5fhQxA6FmA2lAGnL9X+vIvk7oLSe+4h9KbppG6J0NRnfCbV9+jzGHNir+Zjh8eQSuen6bIYxdUXdSQXEMNum3UpjkcVEbAdyYg4Gf+e4NX/0ZO9HlE4BF+RW3eM8V+kZ47W0dJelcmU5usI7VbRJP0KSGIfOvlr1scl4RfCl4sKKLthhyl3kVWctXoLGNmQPHjVGoDsNTtqIKfoH1sCKTtLqCMxtmkb76HVE6dIjth4vTPWTug+Pl1w4q76cDeaxR9DoKqm1p0++iCvpLaEr72awK8pfxDSf1znE5nze69n5VBqcPMjtVc+Bezq25W8mlUH/uC8ruUXS/0rTaJpl99YwzcVMLl5YF7H7Uq9SzUEv++IVU39069ap25lG17nIafXkX6xqls9tSRa78/5bXPdowRiwGVjO1CGu1n4q/UPvA0EjTiEpKx/m26ovl50jmvGjQD4LovqddnaKl/cTCq1aj+DyfbmfBvX83rjupckb+y787tGdmK75LVOQVEip8lxJnCszxQJ95j20WTiQyAP8ab7mpgE2BI6Tce+at7DJTWUE6p9qks4tfHzFw1qfyAmAlQKpUvT6YvDxTFnIYI6nZqTvmUbKkfUKfmVFDRfiCZgF7Yd+2xZEK1wyH877gjfjLH2qlVHz9E+V2dCo3+E2n6VWNi+c5bxtoSmvJjxSwNSJ0B4BNfyI9WZNSbKb+uktJs5Uz8U2LESbrazk23iFG0Ejl+uICJvzGm+sPTVM4kSm+ZSoXn36a85oWkEd//oAoo2vf9Pa9UQbmHyLZ3DKxVsG6rY80cg7cjLc+9QrHd80K+MRaniN7tCfHe4/cgvxcVgOSlmFcVGfkUOCuY/6NruYOyT7/APm8nlZAYs/MX3xr4e6avFHXM/Jn/lb+fqvglDP+pAC0ldVxP6e3jSdA0U6f2FBNzp59o3/f6vxdmn7BaUfwXKh+/bWaXeQf7anIsn+apRB2N6mijws52RR33vlQDvZ+dFw93Ii9EM4kaN+eBk7R2S1Q/4iXLm9gnlJgaKIAq3ISuPMo89xQltt5I8cKk8n+xppylgHVvmOiA5RqKN9r1n5Mt8y3q0B4LyAT4EX/Lrj2WEqh4KMK/qphd1aUUxLtGlE6qs4eqTv5XMUsBPPVvLryOWhT0GvMwYmHRw3y67yfWaDw4tUy/1+8yQNrFeZR3/N24En/Ozk03iyl1JcCFPx7FX7T5jlto+NnXKLN5LiWIpt9Xyt/rm/76g+K/YNm6ysDaUhKolgTB5H7Hd1y0FpWanh1+pSIElR+jeKzsmOOpj3o1k7gssHVVRTT2jyx30GDLANqOKynr9O8ouckUt3PboQNGurb4G0o3tEX1Ma5ZPj6+RUjQkK71JkruuJG6Uo5Qj7oxgOWAAfDiv9lQ9CDYstLkSverJsfrJbBptKxpaJyjMaqPc3G+kWpT0nDP8gzVnPtLafb9/6R1W7+NawNwwmo9wkyAmfotA/Co33DmGUroju9i6O7OBKr929VRawL4y35WvzRJPE7Al6pySd80gUjTQl1JdX1qA/yIP+dNNh524ioGLP48kqokhW3kEwmOJiWL6fVoNQEv5n2HdqfiwZZe5LO2gJmARmYC/hENB6SS6xf33hRIXOs//VvStl+JW6QXyfpOeqxiK40w1kfNMe23jKaaqjuozZGIDvJCW9pfyZ77Ojk1Nhrkkb/eFOHVvwHw0VtG9udmioK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"path": "emoji_u1f469_1f3fb_200d_2764_200d_1f468_1f3fc.png"
} | Generate code for a svg of a couple with heart: woman, man, light skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g id="face_126_">
<g id="head_358_">
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<g id="eyes_176_">
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</g>
<g id="hair_1_">
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<stop offset="0.7651" style="stop-color:#454140;stop-opacity:0"/>
<stop offset="0.9659" style="stop-color:#454140"/>
</radialGradient>
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<metadata>
Created by potrace 1.13, written by Peter Selinger 2001-2015
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} | Generate code for a svg of a colorful illustration of a jar of honey, featuring a vibrant blue lid. Depicted in a flat color style. | <?xml version="1.0" encoding="iso-8859-1"?>
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} | Generate code for a svg of a a brass compass resting on an old map. | <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="#f5e6cd" d="M0 0h96v96H0z"/><path fill="#a7844e" d="m53 18-1 4q-1-3-3 0-3-6-3 0-3-3 0-5l1-3h3q-1 3 3 4"/><path fill="#857151" d="M52 22q-3 1-2 5 2-1 5 1-4-1-6 2h-1l-1-2-1-6q0-6 3 0 2-3 3 0"/><path fill="#edd9b9" d="M53 18q22 6 28 31l-2 3 3 1q0 9-6 17l-2-3-1 1-1-3q5-10-1-18v-1l-3-6q-1-6-6-8l3-5-8 2-2-1q-3-2-5-1-1-4 2-5z"/><path fill="#dba74c" d="m55 28 2 1 5 3 1 4q-6-6-14-6 2-3 6-2"/><path fill="#a28a65" d="m62 32-5-3 8-2z"/><path fill="#c5933f" d="m47 28 1 2q-16 2-18 18-1 4 2 7l5 7-6-4-3-7v-6q2-7 6-11 4-7 13-6"/><path fill="#b78437" d="M62 32q5 2 6 8v14l-1 2-2 3-10 8-12 1 10-2v-2l5-2 8-10v-8l-3-8z"/><path fill="#7a6041" d="m48 30-11 7 5 1q0 3-2 1-6 3-6 9 1-1 4 1l-1 1h-2q-1-3-3 0v-8q-3 6 0 13-3-3-2-7 2-16 18-18"/><path fill="#b19e75" d="M34 34q-4 4-6 11-1-7 5-12-4-6 2-2z"/><path fill="#4f3a2a" d="M48 30q8 3 14 10v4q-3-7-9-6l-3-1v4l-2 4q-2-4-1-9-3-1-3 1-3-1-3 1l-5-1z"/><path fill="#bc935e" d="M45 37v8q-9 1 0 3l-7 1q-3-2-4-1 0-6 6-9 2 2 2-1 0-2 3-1"/><path fill="#867353" d="m68 40 3 6-3 8z"/><path fill="#95896b" d="M66 44v8l-8 10 7-13q-1-3 1-5"/><path fill="#796345" d="M49 30q8 0 14 6l3 8q-2 2-1 5l-10 1-4-3q-3-2-4-1v3l-2-2v1q-9-2 0-3v-8q0-2 3-1-1 5 1 9l2-4q5 2 3-3 6-1 9 6v-4q-6-7-14-10"/><path fill="#bc8e58" d="M56 40q2-1 4 2l3 5-11-2z"/><path fill="#d09e59" d="M54 38q2 5-3 3v-4z"/><path fill="#cf8821" d="M51 47q-1 3-4 2v-3q1-1 4 1"/><path fill="#f4e0c3" d="M46 17q-3 2 0 5l1 6q-9-1-13 6l1-3q-6-4-2 2-6 5-5 12v6q-2 0-2-3 0 20 20 24v2q-1 3 2 5l5-8 11-4q2 5 9 6l-10 8q-21 6-37-7-18-19-5-41 9-14 25-16"/><path fill="#daae6e" d="m65 49-7 13q-6 2-9-1l1-4q2-3 6-3-4-2-1-4z"/><path fill="#362f28" d="M47 49q3 1 4-2l4 3-5 2v5l-1 4h-1v-1l-2-9q-2 5-2 0l-5-1h-2l1-1 7-1v-1z"/><path fill="#9d7e51" d="M55 50q-3 2 1 4-4 0-6 3v-5z"/><path fill="#ad8a5b" d="m39 50 5 1q0 5 2 0l2 9-3-5q-1 6-2 0h-2l2-3z"/><path fill="#ddaf6e" d="M35 50h4l4 2-2 3h2q1 6 2 0l3 5v1l-1 2-10-5q-5-4-2-8"/><path fill="#251c19" d="M67 56q1 2-1 5l-6 4 5-6z"/><path fill="#9c8763" d="M35 50q-3 4 2 8l10 5 1-2h1q3 3 9 1l-5 2-16-2-5-7q-3-7 0-13v8q2-3 3 0"/><path fill="#bea167" d="m37 62 16 2v2l-10-1z"/><path fill="#654126" d="m31 58 6 4 6 3 10 1-10 2v1q-9-4-12-11"/><path fill="#6b553f" d="M71 46q0 11-7 20l-11 4-5 8q-3-2-2-5h4l2-4 6-3h-3l5-2 6-4q2-3 1-5l1-2z"/><path fill="#8a7259" d="m28 51 3 7q3 7 12 11l3 3q-20-4-20-24 0 3 2 3"/><path fill="#453323" d="M55 67h3l-6 3-2 4h-4v-2l-3-3v-1z"/><path fill="#dbc093" d="M71 47q6 8 1 18l1 3 1-1 2 3v3q-1-3-3 0-7-1-9-6 7-9 7-20"/><path fill="#bf8427" d="M47 74v-5h3q0 3-3 5"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white icon representing an equalizer, featuring a series of squares. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 230 230" style="enable-background:new 0 0 230 230;" xml:space="preserve">
<path d="M4.419,166.135H59.45V230H4.419V166.135z M87.485,230h55.031v-63.865H87.485V230z M225.581,166.135H170.55V230h55.031
V166.135z M59.45,124.598H4.419v21.982H59.45V124.598z M142.517,124.598H87.485v21.982h55.031V124.598z M225.581,124.598H170.55
v21.982h55.031V124.598z M59.45,83.066H4.419v21.98H59.45V83.066z M142.517,83.066H87.485v21.98h55.031V83.066z M225.581,83.066
H170.55v21.98h55.031V83.066z M59.45,41.531H4.419v21.984H59.45V41.531z M142.517,41.531H87.485v21.984h55.031V41.531z M142.517,0
H87.485v21.984h55.031V0z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
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<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a blue glass windows reflecting the movement of passengers. | <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="#51d1f5" d="M9 0h14v8H6L5 7z"/><path fill="#1f72b3" d="M52 0v8h37l-1-8h7v45l-2 2q-2 24-1 49h-2V85l1-65q-10-1-18 1-3-2 0-2h18v-9H54l-2 77z"/><path fill="#2f90d0" d="M72 0h2v8h-2z"/><path fill="#51d1f4" d="M53 0h19v8H53z"/><path fill="#51d0f4" d="M74 0h15l1 8H74z"/><path fill="#40abdf" d="M6 9q8-1 17 1H5v9l-1-5q0-4 2-5"/><path fill="#4ed1f7" d="M23 10v9H5v-9z"/><path fill="#4ed0f5" d="M74 10h18v9H74z"/><path fill="#4fd4fb" d="M5 21h18v66h-8q-6-2-10-1z"/><path fill="#3d9fd0" d="M44 0v90l-2-1z"/><path fill="#4ed3fa" d="M54 10h18v35q-4 4-6 10v-8q-1-4-4-6 0-2 3-2l-3-1q-4 2-6 7l-1-16-1 17z"/><path fill="#4fd3f9" d="M74 21h17v39q-4-9-4-17l-3-14-10 10z"/><path fill="#207bc2" d="M23 0v8h19V0h1l-1 89-43-1v-1h3V73q-1-3 2-4v18h19V10Q14 8 6 9V8h17z"/><path fill="#4fd5fb" d="M24 21h19v67H24z"/><path fill="#4ccdf5" d="M24 9h19v10H24z"/><path fill="#53d2f5" d="M24 0h19v8H24z"/><path fill="#2882be" d="M0 0h9L5 7l1 1v1q-2 1-2 5l1 5h18v2H5L3 87H0z"/><path fill="#35c0f8" d="M87 43H77l-3 6V39l10-10z"/><path fill="#45ccf8" d="m66 55-1 3q-3 2-3 5l10 2H54V46l1-17 1 16q2-5 6-7l3 1q-3 0-3 2 3 2 4 6z"/><path fill="#60defb" d="M45 0h7v52l-4 18-3 4z"/><path fill="#3aa5d9" d="M5 21v65q4-1 10 1H4V69Q3 44 5 21"/><path fill="#34bef3" d="M72 45v16l-7-3 1-3q2-6 6-10"/><path fill="#2f9cd8" d="M72 10h2v9q-3 0 0 2v66l-2-22-10-2h11l-1-40z"/><path fill="#2eb6f5" d="M87 43q0 8 4 17v5H74V49l3-6z"/><path fill="#34ace6" d="m72 23 1 40H62q0-3 3-5l7 3z"/><path fill="#48bde9" d="M52 52v13l-4 8-3 2v-1l3-4z"/><path fill="#5bdcfc" d="M74 65h17v20q-9 0-17 2z"/><path fill="#59dafb" d="M54 65h18l-1 23-10 2h-7z"/><path fill="#63dbfa" d="M96 45v40q-3-19-2-38z"/><path fill="#3497d2" d="M54 10v80l-2-2v-1z"/><path fill="#3aa3d8" d="M74 21q8-2 18-1l-1 65V21z"/><path fill="#5cdbfb" d="M52 65v26l-7-1V75l3-2z"/><path fill="#45c3f0" d="m0 88 52 3v-3l2 2h7l-7 2q-4 1-6 4H0z"/><path fill="#3dbaeb" d="m72 65 2 22q8-2 17-2v11H48q2-3 6-4l7-2 10-2z"/><path fill="#4ec0e9" d="M94 47q-1 19 2 38v11h-3q-1-25 1-49"/></svg> | |
{
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"path": "75c9acc0eca5c6f96c1737b288121948b82d8c08929e67552636feb51688524f.png"
} | Generate code for a svg of a there is a white and blue sign that says the word'the way ' | <svg width="11" height="34" viewBox="0 0 11 34" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M9 1L2 17L9 33" stroke="#C8D1DA" stroke-width="3"/>
</svg> | |
{
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} | Generate code for a svg of a the vibrant green of bell peppers shining 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="#74d019" d="M0 0h96v9l-2-4q-1-3-3 0l-1-3-5 8-1-1q-4 4-8 2-3 2 0 5h-3v3h-6q-4 0-8 3l-4-2q-2 0-3 2 0-3-2-3h-6l-3 5q-4-3-6 2l-5-6q-3 0 1 1h-5l-1 2q-2-5-4-1l-1-1v3q3-1 2 2l3 1q-6 9-9 0-3 2 1 4-9 1-2 4l-2 2-10-4-1 3q0-2-2-2z"/><path fill="#73d016" d="M96 9v39l-1-1q-1-4-5-4l-7 5q-3-2-6-1-2 5-1 11-2-4-1-9l-4-2v-6q0-3 3-3l5-4q3 6 6-1-3-3 0-4-4-3-2-6l-2-1 3-1-6-6-2 1q-3-3 0-5 4 2 8-2l1 1 5-8 1 3q2-3 3 0z"/><path fill="#72cd16" d="M74 38q-6-7-13-9-4 7-10 1-6 1-1 4 3 8-5 8v7q1-1 4 1h-5q-16-5-31-13l2-2q-7-3 2-4-4-2-1-4 3 9 9 0l-3-1q1-3-2-2v-3l1 1q2-4 4 1l1-2h5q-4-1-1-1l5 6q2-5 6-2l3-5h6q2 0 2 3 1-2 3-2l4 2q4-3 8-3h6v-3h3l2-1 6 6-3 1 2 1q-2 3 2 6-3 1 0 4-3 7-6 1z"/><path fill="#6ecb17" d="M74 38q-3 0-3 3v6l4 2q-1 5 1 9l1 2q2 7 8 13l-15-9-2-6-8-3q-4-1-6 1l-1 3h-1l-1-7-2-2q-3-2-4-1v-7q8 0 5-8-5-3 1-4 6 6 10-1 7 2 13 9"/><path fill="#77d116" d="M13 37q15 8 31 13l-11 7q1 3 4 0l1 4h-5q-1-4-4-3l-7 1q-3 2-2 6l-2 1-1-4-4 1-5-3q-3 0-5 3l-1 7-2-9V34q2 0 2 2l1-3z"/><path fill="#caef08" d="M8 39h5v5H8z"/><path fill="#c1ee0a" d="M95 47q-7-3-8 4h-5l-4-2v5q-3 2 0 5l-1 1-1-2q-1-6 1-11 3-1 6 1l7-5q4 0 5 4"/><path fill="#5fb324" d="M82 51q3 9-4 3v-5z"/><path fill="#cef30b" d="M44 50h5l2 2-1 2-7 5-5 2-1-4q-3 3-4 0z"/><path fill="#cbf10b" d="M17 52h5q0 8-6 5-2-3 1-5"/><path fill="#7bd416" d="M82 51h5l7 14q-6-1-9-6h-7q-3-3 0-5 7 6 4-3"/><path fill="#66c422" d="m60 57 3 3-6 6-1-1 2-3q-3-3-2-5z"/><path fill="#def617" d="M95 47v39q-6-3-8-8l-3-6q-6-6-8-13l1-1h7q3 5 9 6l-7-14q1-7 8-4"/><path fill="#5db521" d="M38 61v3h-5v-3z"/><path fill="#b8f20b" d="M33 61v3h5l-1 5-10 17-6 3-1-1q3-3-1-2v-4l1-10v-7q-1-4 2-6l7-1q3-1 4 3"/><path fill="#88dc0b" d="M20 65v7l-1-5-8 12-6 2-1-1 9-17 4-1 1 4z"/><path fill="#c0ef0c" d="M60 55v2h-4q-1 2 2 5l-2 3 1 1 6-6q2 0 1 3-7 6-16 7-2-3-1-4l7-4-1-3 1-3q2-2 6-1"/><path fill="#99e50a" d="m60 55 8 3 2 6-2 2q-3 3-4 9l1 8h-5L48 70q9-1 16-7 1-3-1-3l-3-3z"/><path fill="#e8983a" d="m70 64 15 9 3 6-20-13z"/><path fill="#c6f00c" d="M13 63 4 80q-5-5-2-10l1-7q2-3 5-3z"/><path fill="#80d80f" d="m51 52 1 7q-6 2-9 5 2 9-7 15l-7 13q-6 0-8-3l6-3 10-17 1-5v-3l5-2 7-5z"/><path fill="#67c216" d="m20 72-1 10-11 5v-5l-3-1 6-2 8-12z"/><path fill="#47a813" d="m52 59 1 3-7 4q-1 1 1 4l12 13 22 13H7q0-3 3-4l10-4 1 1q2 3 8 3l7-13q9-6 7-15 3-3 9-5"/><path fill="#5dbb13" d="m68 66 20 13q2 5 8 8v9H82L60 83h5l-1-8q1-6 4-9"/><path fill="#47a517" d="m0 61 2 9q-3 5 2 10l1 1 3 1v5l11-5v1l-2 3q-5 1-8 4-3-4-7-4l4 4v4q-4-2-1 2H0z"/><path fill="#84d212" d="M19 83v3q4-1 1 2l-10 4q-3 1-3 4H5q-3-4 1-2v-4l-4-4q4 0 7 4 3-3 8-4z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a close-up cat's head in a circle:I'm drawn to the intricate details and the subtle nuances of a cat's head. The circle's shape, with its defined curves and defined edges, allows for a clear and focused view. The focus is on the head's form, its texture, and the way it's positioned within the circle. I aim to capture the essence of a feline creature, its delicate features and the way it interacts with its surroundings. | {
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",
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} | Generate code for a svg of a a close up of a cat's head in a circle | <svg id="github-circle" xmlns="http://www.w3.org/2000/svg" width="20" height="20" viewBox="0 0 20 20"><title>betaFEC_icons</title><g id="Page-1"><g id="github-circle-2" data-name="github-circle"><path d="M0.15,10.19a10.24,10.24,0,0,0,6.8,9.7,0.51,0.51,0,0,0,.7-0.5v-1.7c-2.8.6-3.4-1.4-3.4-1.4a2.88,2.88,0,0,0-1.1-1.5c-0.9-.6.1-0.6,0.1-0.6a2.1,2.1,0,0,1,1.5,1.1,2.14,2.14,0,0,0,2.9.9,2.29,2.29,0,0,1,.6-1.4c-2.2-.3-4.6-1.1-4.6-5.1a4.55,4.55,0,0,1,1-2.8,4.06,4.06,0,0,1,.1-2.7s0.8-.3,2.7,1.1a10.57,10.57,0,0,1,5,0c1.9-1.3,2.7-1.1,2.7-1.1a4,4,0,0,1,.1,2.7,4.14,4.14,0,0,1,1,2.8c0,3.9-2.3,4.8-4.6,5.1a2.26,2.26,0,0,1,.7,1.9v2.8a0.51,0.51,0,0,0,.7.5,10.2,10.2,0,0,0,6.8-9.7A10.16,10.16,0,0,0,9.85,0C4.65-.11.15,4.49,0.15,10.19Z"/></g></g></svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a golden retriever running through a green meadow. | <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="#ececb8" d="M0 0h14q3 3 8 2l5 2q-2 2 0 3 1-6 7-3-3 1-1 4l2-3q3 3 2 9 3 2 3 6-6 0-4-4l-5 1 7 7q-1 2-3 1l-2 1 4 4 4-8q-1-3 2-5-3-1-1-3l2 3q2-3 5-4l4 3 1-1q3 2 3 6l7-1q2 0 1 3-2-3-4 0l4 1-1 8 1 2q2-4 5 0l-2 1q2 6-3 8h6l-7 5q0-6-4-6-2-2-2 1h-3v-5q-4-1-6 3-2-7-6-2l2 9 2-1 3 5 2-2 5-1v4q-3-2-4 1-6-2-4 4l-3 2-2-5-44-9z"/><path fill="#eeeebd" d="M14 0h69v3L69 5l-1 2v6l10 11q-3 2-2 5v5l2 2q-3 2-1 5l2-5h3l-4 8q2 0 1 3-4-1-5 2-9-2-10 7l-3 3 1-6-2-2v-9q4 0 4 6l7-5h-6q5-2 3-8l2-1q-3-4-5 0l-1-2 1-8-4-1q2-3 4 0 1-3-1-3l-7 1q0-4-3-6l-1 1-4-3q-3 1-5 4l-2-3q-2 2 1 3-3 2-2 5l-4 8-4-4 2-1q2 1 3-1l-7-7 5-1q-2 4 4 4 0-4-3-6 1-6-2-9l-2 3q-2-3 1-4-6-3-7 3-2-1 0-3l-5-2q-5 1-8-2"/><path fill="#ebedb8" d="M83 0h13v44q-9 0-17 3 1-3-1-3l4-8h-3l-2 5q-2-3 1-5l-2-2v-5q-1-3 2-5L68 13l1-8 14-2z"/><path fill="#cfa27c" d="M55 38v5h3q-1 2-4 1-2-4 1-6"/><path fill="#f2dca9" d="M55 38q-3 2-1 6 3 1 4-1 0-3 2-1v11h-1l-2-4-5 1-1-3 1-3-1 1q-1-2-3-2-2 1-1 4l-2 1-2-9q4-5 6 2 2-4 6-3"/><path fill="#906f58" d="M48 43q2 0 3 2l1-1-1 3-2 1q-2-3-1-5"/><path fill="#ebec92" d="M96 44v11q-4 2-9 1l-2-2q-1 3-4 2-4-3-4-6-1-2-3-1 1-3 5-2 8-3 17-3"/><path fill="#4a8a4a" d="m0 48 4 1 5 14q1-3 2 0l-7 8 2 5q2-3 3 0-1 9 2 20H8L7 77 5 88q2 2 1 6l-4-9q3-3 0-8v6l-2-4V68l2-5-1-5-1 1z"/><path fill="#bca37d" d="M48 43q-1 2 1 5l2-1 1 3-2 2-3-5q-1-3 1-4"/><path fill="#7e984e" d="m57 49 2 4q-1 3-2 0z"/><path fill="#9e9f77" d="M53 54q-2 1-1 4l-2-3-1 3q-2-6 4-4"/><path fill="#7f6c59" d="m60 51 2 2-1 6-2-1 1-5z"/><path fill="#e6dc8f" d="M57 53q1 3 2 0h1l-1 5-4 3q-1-1-3 1v-4q-1-3 1-4 1-3 4-1"/><path fill="#204536" d="M52 58v4q2-2 3-1l-6 5q-4-1-7 1 0-6 4-7l3-2 1-3z"/><path fill="#c0d362" d="M70 65q-1 3-3 0-3 3-4 8-4 3-4-1l1-3 6-8-1-1-6 3 2-4 3-3 9-3q-4 3-6 7 0 3 3 5"/><path fill="#87b14e" d="m59 58 2 1-2 4 6-3 1 1-6 8-1-1q-3 2-5 7 0-3-2-3l-3 4v-2l8-9-1-1-7 5q-3-1 0-3l6-5z"/><path fill="#e1e47e" d="M74 49q2-1 3 1 0 3 4 6 3 1 4-2l2 2q5 1 9-1v41h-5q-3-22-4 0h-1V85l-2 2-3-10q-3 3-3 7v12h-2V79l-3 5v12h-3l-2-7q-3-4-2-8l3 3 2-15 2 7q2-2 3-1l1 2 2-7-4-12h-2q1 4-2 7h-1q-3-2-3-5 2-4 6-7l-9 3q1-9 10-7"/><path fill="#97ad52" d="M81 56v5l1-1q0 2 3 2l-5 5q-2-6 1-11"/><path fill="#2e663a" d="M0 68v-9l1-1 1 5z"/><path fill="#58994d" d="m0 46 44 9 2 5q-4 1-4 7 3-2 7-1-3 2 0 3l7-5 1 1-8 9-1-1q-3 3-4 8l-2-2-1 5-2-12q-1-2-3-1l-1 6-1-3-1 1-1-5-1 1q-1-3-3-2l-4 12q-3 6-2 15h-2q-1-15 2-27-2 0-2 3-2-8-2 1-3 9-5 1l-1 2q-3-3-3 0-1-3-3 0l-2-5 7-8q-1-3-2 0L4 49l-4-1z"/><path fill="#32713f" d="M20 96h-9Q8 85 9 76q0-3 3 0l1-2q2 8 5-1 0-9 2-1 0-3 2-3-3 12-2 27"/><path fill="#9fb65b" d="m79 70-2 2q0-6-2-1l-1-1v4q2-2 2 1-1-1-3 1l-2-7v-4q3-3 2-7h2z"/><path fill="#55893b" d="m79 70-2 7-1-2q0-3-2-1v-4l1 1q2-5 2 1z"/><path fill="#5c9348" d="M70 65v4l-2 15-2-7q-3 3-3-1l-1 6-3 3v1q-3-1-4 1l-1-4-2 8-1-4 1-5h3q0-6 3-10 0 4 4 1 1-5 4-8 2 3 3 0"/><path fill="#306e3e" d="M30 96h-8q-1-9 2-15v13l3-13q3-2 3 2l2-4z"/><path fill="#a7bf61" d="m69 84-3-3q-1 4 2 8h-2l-3-3-1 10h-1l-1-11 3-3 1-6q0 4 3 1z"/><path fill="#2a693b" d="M8 96H0V79l2 4v-6q3 5 0 8l4 9q1-4-1-6l2-11z"/><path fill="#3f7b41" d="m60 69-1 3q-3 4-3 10h-3l-1 5q-2 3-1 9H30l2-17-2 4q0-4-3-2l-3 13V81l4-12q2-1 3 2l1-1 1 5 1-1 1 3 1-6q2-1 3 1l2 12 1-5 2 2q1-5 4-8l1 1v2l3-4q2 0 2 3 2-5 5-7z"/><path fill="#8bb25c" d="M35 84q5 2 0 6-3-3 0-6"/><path fill="#a9c763" d="M76 96h-3V84l3-5z"/><path fill="#9bbd5b" d="M91 96h-4q1-22 4 0"/><path fill="#b3cb65" d="m60 86-1 10h-8q-1-6 1-9l1 4 2-8 1 4q1-2 4-1"/><path fill="#d8e373" d="M66 89v7h-4l1-10z"/><path fill="#b7ce67" d="M86 96h-3q-1-24-3 0h-2V84q0-4 3-7l3 10 2-2z"/><path fill="#ebec82" d="M83 96h-3q2-24 3 0"/><path fill="#689b44" d="M66 89h2l2 7h-4z"/><path fill="#e1ea74" d="m60 85 1 11h-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a vintage bicycle leaning against a tree. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbeed3" d="M0 0h96v96h-6q-3-4 1-6V6H5v45L4 81l-1-6-2 9-1-2z"/><path fill="#b9614e" d="M70 6h21v28q-2 3-1 9-3-4-3-8-9 7-20 10l-6 5-1-1q2-7 6-11l3-10q5-4 5-10h-2v-4q-5-4-2-8"/><path fill="#b5604c" d="M70 6q-3 4 2 8v4q-3 2-5-1h-6q3-2 2-5l-3 4q-1-4-3 0l1 1-1 1-2-3q-6 1-1-2-3-1-1-3l2 2 3-5H32l10 5-3-1-2 2q1 2-1 2l2 1-6 1v4q2-3 5-2l-1 2q8 3 5 13-1 3-4 2l-10 2q-3 2 0 3-3 2-5 6l-9-5-3-4-3-15-1 26-1-24V6z"/><path fill="#bc9462" d="m42 12 2 6-8 3 1-2q-3-1-5 2v-4l6-1-2-1q2 0 1-2l2-2z"/><path fill="#b05948" d="m58 17 2-1 3-4q1 3-2 5h6q2 3 5 1h2q0 6-5 10l-1 5-3 2-3-5q3-2 1-5-4-2-7 0-2-3-5-3-4 6 0 14-4 0-1 3l-6 1V18l-2-6-10-5h26l-3 5-2-2q-2 2 1 3-5 3 1 2l2 3z"/><path fill="#b89d51" d="m60 16-2 1-1-1q2-4 3 0"/><path fill="#a57e3c" d="m43 9 6 1q-6 8-6-1"/><path fill="#b3604c" d="M44 18v22l6-1v2l2-2-1-3q-4-8 0-14 3 0 5 3 3-2 7 0 2 3-1 5l3 5 3-2-2 5q-4 4-6 11l1 1v1l-2-1-5-2q0-4-3-6l-3 7v1l3-3v2l2 1-1 1 3 5q-1 2 1 5l-5 7q-3-6-2-11-3 6 2 13 0 3 4 5l3 2-1 1q-4-3-9 0l-12-4 2-2q0-4 3-6 2-2 1-5-1-2-3-1l-2-1 2-2-2-7v-1q0-4 1 0l-1-6q-3 1-3 3l-8 3q-3-3-5 1l-1-2-4 3-7 1-3-3 1-26 3 15 3 4 9 5q2-4 5-6-3-1 0-3l10-2q3 1 4-2 3-10-5-13z"/><path fill="#c28c66" d="m52 39 3-5q8 0 1 2l4 1-3 1-1 5-1-5-2 3z"/><path fill="#bb6b53" d="M90 43v8l-4-2h-3q-2 5-3 0l-4 2q-3 0-4 2-1-3-2-1-2 0-2 3-1-2-3-2l-2-1-2-1v-1l6-5q11-3 20-10 0 4 3 8"/><path fill="#c5a081" d="m51 36 1 3-2 2v-2q-3-3 1-3"/><path fill="#f5f0d4" d="M27 38h8q-5 3-8 0"/><path fill="#d5b38e" d="M59 50h-6l-2-1v-2l-3 3v-1l3-7q3 2 3 6z"/><path fill="#e86449" d="M37 49q0 8-3 0 0-3 3-1"/><path fill="#cea383" d="m90 51-3 3h-3l-4 1q-1-7-4-1v-3l4-2q1 5 3 0h3z"/><path fill="#836463" d="m30 58-1 2-1 1-1-1 4-7q-18-3-12 15-6-7 0-15l4-3h9q1 3 4 5-3 1-4-1z"/><path fill="#c88e6c" d="M37 49q-3-2-3 1 3 8 3 0l2 7-2 2 2 1q-3 3 2 6-3 2-3 6l-1-6-1-6h-3l-1-3-2 1 2-4q1 2 4 1-3-2-4-5h-9l-4 3-3-2 4-3 1 2q2-4 5-1l8-3q0-2 3-3l1 6q-1-4-1 0"/><path fill="#9c7a6f" d="M53 50h6l2 1 2 1h-8v4l-3-5z"/><path fill="#f4d9b5" d="M91 34v56h-6q2-2 5-1v-7h-3l-1-5-8-3-5 1-3-5-2 3-1-1 2-4q3-6 0-12l1-4q1-2 2 1 1-2 4-2v3q3-6 4 1l4-1-1-3 4 3 3-3v-8q-1-6 1-9"/><path fill="#f3d89c" d="M33 60h-4l1-2 2-1z"/><path fill="#bca391" d="M51 68v2q-5-7-2-13-1 5 2 11"/><path fill="#8a6f66" d="m70 52-1 4q3 6 0 12 0-9-4-15 2 0 3 2 0-3 2-3"/><path fill="#eec798" d="m56 73-5-3v-2l5-7v-6l9 2q3 3 2 9l-1-2q-3 3-8 2v4q9 2-2 3"/><path fill="#804f4c" d="m27 60 3 2q6-1 2-3h3l1 6q-4 12-15 5 6 2 12-2l1-4-10-2q0-3 2-3"/><path fill="#b8a890" d="M29 60h4q4 2-2 3l-3-2z"/><path fill="#e5d3ac" d="M39 60q2-1 3 1 1 3-1 5-5-3-2-6"/><path fill="#984d3c" d="M39 62q4-1 1 3-2-1-1-3"/><path fill="#e5c5a0" d="m63 52 2 1q4 6 4 15-3 1-3 4-3 0-4 2l-6-1q11-1 2-3v-4q5 1 8-2l1 2q1-6-2-9l-9-2v6q-2-3-1-5v-4z"/><path fill="#efd3a8" d="M27 60q-2 0-2 3l10 2-1 4q-6 4-12 2l-3-3q-6-18 12-15z"/><path fill="#f5d7b0" d="m5 25 1 24 3 3 7-1 3 2q-6 8 0 15 0 3 3 3 11 7 15-5l1 6-2 2 12 4q5-3 9 0l1-1-3-2 7-1 4-2h1l1 1 2-3 3 5 5-1 8 3 1 5h3v7q-3-1-5 1H6L5 51z"/><path fill="#93766a" d="m19 68 3 3q-3 0-3-3"/><path fill="#82655a" d="m69 68-2 4h-1q0-3 3-4"/><path fill="#7b5a55" d="m51 70 5 3 6 1-7 1q-4-2-4-5"/><path fill="#644c4b" d="m66 72-4 2q1-2 4-2"/><path fill="#faeace" d="m5 51 1 39h85q-4 2-1 6H0V82l1 2 2-9 1 6z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a plate of freshly sliced watermelon on the 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="#faf9f4" d="M0 0h96v55q-7-1-12 1l-3-2-2 1q-2-6-5 0l-2-4-13-6q-3-2-5-1l-1 3q-3-3-6-2l-12 2-4 1q-4 0-7 3l7 10q-6-1-11 3 0 3 6 5-7 0-12-4l3 6-6 2H0z"/><path fill="#f5b486" d="M35 47q-3 2-3 6-6-2-1-5z"/><path fill="#f35f3b" d="M59 45v3l6 1v3l-14 3q-3-14-5 0l-14-2q0-4 3-6l12-2q3-1 6 2l1-3q2-1 5 1"/><path fill="#5e8e37" d="m72 51 2 4q3-6 5 0l2-1 3 2-1 3h-2q-3-3-7-3-3-1-3 2l-1 1-4 3q2-6 6-11"/><path fill="#eb805b" d="m81 59-10-1q0-3 3-2 4 0 7 3"/><path fill="#47741c" d="m24 51 12 7q0 3 3 5l-1 2-7-4z"/><path fill="#f5d8b3" d="m59 45 13 6q-4 5-6 11l1 1q-5 2-8 6 2-6 6-9v-3l-5-2-8 3H36l-12-7q3-3 7-3-5 3 1 5l14 2q2-14 5 0l14-3v-3l-6-1z"/><path fill="#f66341" d="m71 58 10 1h2l4 2q-3 1-3 4h-9l-5-6z"/><path fill="#e9e2d8" d="m70 59 5 6h9l4-2q1 6-5 8-34 11-66 0l-3-6q5 4 12 4-6-2-6-5 5-4 11-3l7 4 5 2h3l3 1-1 2q5 1 11-1 3-4 8-6z"/><path fill="#224410" d="M36 58h4l3 9-5-2 1-2q-3-2-3-5"/><path fill="#274411" d="m51 64-2 4-3-1-2-8q4 1 7 5"/><path fill="#567f19" d="m52 58-1 6q-3-4-7-5l2 8h-3l-3-9z"/><path fill="#ed5839" d="M59 69q-6 2-11 1l1-2 2-4 1-6 8-3 5 2v3q-4 3-6 9"/><path fill="#e47e60" d="M17 71q32 11 66 0l-6 4-13 3-4 3-22 5q-17 3-32-5-3-3 0-5l5-3z"/><path fill="#aaa4a2" d="M79 69h3q-29 9-56 2 19 2 40 1z"/><path fill="#fbcda8" d="M96 55v41h-5l3-3q-3-2 0-2l-6-5-28-5 4-3 13-3 6-4q6-2 5-8l-4 2q0-3 3-4l-4-2 1-3q5-2 12-1"/><path fill="#f59f7b" d="M0 73h11l-5 3q-3 2 0 5 15 8 32 5l-2 1 36 2-32 7H0z"/><path fill="#fbc6a0" d="m60 81 28 5 6 5q-3 0 0 2l-3 3H40l32-7-34-3z"/></svg> | |
{
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"path": "7875bdd238ee79bc8d450c47d2c1a68c833553c9e9e86cde1ae8de6f3cf7366a.png"
} | Generate code for a svg of a a black and white image of a gas pump with a nozzle | <svg
width="24"
height="24"
viewBox="0 0 24 24"
xmlns="http://www.w3.org/2000/svg"
fill="none"
stroke="currentColor"
stroke-width="2"
stroke-linecap="round"
stroke-linejoin="round"
>
<path d="M13 20V4H4v16" />
<path d="M13 12H4" />
<path d="M3 20h11" />
<path d="M13 13h3a1 1 0 0 1 1 1v4a2 2 0 1 0 4 0V9l-2-2-2-2" />
<path d="M21 10h-2V7" />
</svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAEgAAABICAYAAABV7bNHAAAABmJLR0QA/wD/AP+gvaeTAAAARElEQVR4nO3WsQ0AIAwDsIj/v+phcAELXSphSxkzZEsCAAAAAAAA0FRJ9vBUZ+DqlAEA4MaTBgCAF540AAAAAAAAwPcOVAN8IQK29YEAAAAASUVORK5CYII=",
"path": null
} | Generate code for a svg of a black and white icon featuring a series of horizontal lines, resembling a hamburger menu symbol. | <svg width="72px" height="72px" viewBox="0 0 72 72" id="emoji" xmlns="http://www.w3.org/2000/svg">
<g id="color"/>
<g id="hair"/>
<g id="skin"/>
<g id="skin-shadow"/>
<g id="line">
<line x1="16" x2="56" y1="26" y2="26" fill="none" stroke="#000000" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10" stroke-width="2"/>
<line x1="16" x2="56" y1="36" y2="36" fill="none" stroke="#000000" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10" stroke-width="2"/>
<line x1="16" x2="56" y1="46" y2="46" fill="none" stroke="#000000" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10" stroke-width="2"/>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a tiny spacecraft approaching a distant moon. | <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="#fbfcfd" d="M0 0h96v96H0z"/><path fill="#dee3e4" d="M48 31h3l-4 5 2 3-5 4q-6-3-4-8z"/><path fill="#a2b0b7" d="M31 66h22l9 12q2 5-3 5l-1 3-8 2-11-4z"/><path fill="#b3bec3" d="M53 66h21l-1 8-9 6v11q-8 0-14-3l8-2 1-3q5 0 3-5z"/><path fill="#b3bdc2" d="m31 66 8 18-18-11q-2-3-1-7z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a massive planet with swirling storm clouds. | <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="#f6f7f8" d="M0 0h96v64q-4-1-4-4l-1-10V7Q47 5 5 6 2 20 5 33v3q-2 0-2 3-2-3 1-5-3 0-4 3z"/><path fill="#1b2231" d="M5 6q42-1 86 1l-2 30-3-27q-6-3-10 0l1 5-7 1-1 3 2 5h-1q-12-12-27-9-10 2-18 9l-4 3h-2q-5-1-8 5-4-2-3-5H5z"/><path fill="#181e2d" d="M91 7v38q-5-1-8-6h-4v-1q-1-8-6-11 0-3-2-3l-2-5 1-3 7-1-1-5q4-3 10 0l3 27z"/><path fill="#99a7a6" d="m43 15 4 1-3 2-10 1-9 5q8-7 18-9"/><path fill="#d3d8ce" d="M43 15q15-3 27 9-11-8-23-8z"/><path fill="#232d3f" d="M47 16q12 0 23 8l2 7-11 1q-3-6-8-6l7 7-12-2q-6 0-7 4l2 2-5 1h-5l-4 1q-3-7-8-12l4-3 9-5 10-1z"/><path fill="#b3bbbc" d="M5 6v21h3q-1 3 3 5 3-6 8-5h-2q6 3 8 11-7-5-15-2-1 7-4 1 1-4-1-7v3Q2 20 5 6"/><path fill="#404d5d" d="m61 32 1 4q-5-2-8 1-1-3-3-2l5 5 6 2h-5q-3-1-4 2l-2-1 2-2-1-1-7 1 2 2q-3-1-3 2l-6-3v-4l5-1-2-2q1-4 7-4l12 2-7-7q5 0 8 6"/><path fill="#1a202e" d="m72 31 2 10 5 3q-2 3-5 3-1-6-5-1l-2-2 2-5h-6l-1-3-1-4z"/><path fill="#465767" d="M70 24q2 0 2 3l6 11v1q-4-1-5 2z"/><path fill="#808f8d" d="M73 27q5 3 6 11z"/><path fill="#76868d" d="m62 36 1 3q-4-1-7 1l-5-5q2-1 3 2 3-3 8-1"/><path fill="#161a2c" d="m51 43-2 1-2-1-2-2 7-1 1 1z"/><path fill="#2a3345" d="m18 43 3 8-1 1-6-8q1-2 4-1"/><path fill="#e1e0d5" d="M19 27h2q5 5 8 12-3 2 0 5 5 1 8 5l1-5q-8 0-5-6h5v4l6 3q-1 7 7 10l4-2-3-5 8 4q2 6-3 2l-1 1 4 2h4q3-2 8-2h4l-2 2q-6-1-12 2l-5-1-6-1q-3-1-4 2l-2 2-5-1 1-1q5-5 0-8-6-2-11-1l-6-4q0-3 3-2l-2-6q-2-8-8-11z"/><path fill="#a5b1b2" d="M33 38q-3 6 5 6l-1 5q-3-4-8-5-3-3 0-5z"/><path fill="#b3bcba" d="m47 43 2 1 3 1v3l3 5-4 2q-8-3-7-10 0-3 3-2"/><path fill="#ddddd2" d="M63 39h6l-2 5 2 2q4-5 5 1 3 0 5-3-2-6-5-3 1-3 5-2h4q3 5 8 6v5l-4-4q-3 1-5-2l-3 4H64q-6-2-9-5l2-1h5l-6-2q3-2 7-1"/><path fill="#86969a" d="m79 44-5-3q3-3 5 3"/><path fill="#99a7ac" d="m25 38 2 6q-3-1-3 2l-6-3q-3-1-4 1l6 8 4 2h-9q-3-3-7-3v-9H5V30q2 3 1 7 3 6 4-1 8-3 15 2"/><path fill="#909da2" d="m57 42-2 1q3 3 9 5-3 1-4 4l-8-4v-3l-3-1 2-1 2 1q1-3 4-2"/><path fill="#4f6274" d="m18 43 6 3 6 4-1 2h-4l4 4q-5 1-5-2l-4-2 1-1z"/><path fill="#e1e0d0" d="m29 52 2 4h-2l-4-4z"/><path fill="#b7bfbd" d="M64 48h15l-6 6q-1-3 2-4-8-2-10 5l-3 1 2 1h-4l-4-2 1-1q5 4 3-2 1-3 4-4"/><path fill="#6d818c" d="M30 50q5-1 11 1 5 3 0 8-3-3-4 0v-6q-4-1-6 3l-2-4z"/><path fill="#1f2635" d="M6 51h2q4 0 7 3h9q0 3 5 2h2q2-4 6-3v6q1-3 4 0l-1 1-8 5-9-1q-1-5-5-6-5-1-8 2l-4-1z"/><path fill="#8f9ea1" d="m91 50 1 10-2-1v-8l-1 1h-8l1 2-6 7 1 3-2 2 4 2q-4-1-6 3l-22-1-4-8q1 2 5 2l4 5q4-4 10-1l6-2q0-3 3-4l-7 3-8-5h12l2-3 2-2h-4q-5 0-8 2l-2-1 3-1q2-7 10-5-3 1-2 4l6-6 3-4q2 3 5 2z"/><path fill="#455566" d="m89 52 1-1v8h-5q0-4 5-7z"/><path fill="#abb8b4" d="m74 57-2 3H60q-3 0-3-2l5 1q6-3 12-2"/><path fill="#252f42" d="M89 52q-5 3-5 7-3 4-8 5l-1-3 6-7-1-2z"/><path fill="#d3d4c9" d="M50 60q0 2 3 2l-1 2q-4 0-5-2 0-3 3-2"/><path fill="#1d2432" d="M57 58q0 2 3 2l8 5 7-3q-3 1-3 4l-6 2q-6-3-10 1l-4-5 1-2q-3 0-3-2-1-2-3-1 1-3 4-2z"/><path fill="#c9d0cd" d="M6 51v8l4 1q3-3 8-2 4 1 5 6l9 1-3 2 2 2v2l-7-6-1 1v6q-3-1-3-4-4-2-6 1l-2 2q-3-1-1 1h7l4 2 8 6-7-2-8-4-9 2q-1-3 1-5-6-11-1-20"/><path fill="#9aa7a8" d="m40 60 5 1-4 1q-2 1-1 4-1 2-3 1l-6 2-2-2 3-2z"/><path fill="#38485b" d="M47 59q2-1 3 1-3-1-3 2l4 8v2q-4-4-6 3l-5-9q-1-3 1-4l4-1z"/><path fill="#687681" d="M14 69q2-3 6-1 0 3 3 4l1 1q-2-1-2 1l-4-2h-7q-2-2 1-1h4z"/><path fill="#d7dee3" d="M88 59h2l2 1q0 3 4 4v26H70l1-9-4-1 5-1q2-5 7-7l4-3h3l4-3z"/><path fill="#1d2137" d="m14 69 2 2h-4z"/><path fill="#c6cece" d="M85 59h3l2 7-4 3h-3l-4 3v-4l-4-2 2-2q5-1 8-5"/><path fill="#b0bbbb" d="M31 71q4-2 7 4l4 1-3 1 5 4h-2q-6-1-7-4l-11-4-1-1v-6l1-1z"/><path fill="#1c2332" d="M22 74q0-2 2-1l11 4q1 3 7 4l7 6q-2-1-2 1L5 90q-1-8 1-14l9-2 8 4-3 2q3 3 8 1l12 7v-2q-6-2-10-6z"/><path fill="#191f2f" d="m40 66 5 9q2-7 6-3 6 2 11-1l2 1-4 2q3 3 7 1 2-3 6-4 2-4 6-3v4q-5 2-7 7l-6-1q-4-3-7-1l1 2q-4 0-7 3-2-3-5-3-1-4-6-3l-4-1q-3-6-7-4v-2l6-2q2 1 3-1"/><path fill="#5c6e7c" d="m51 70 22 1q-4 1-6 4-4 2-7-1l4-2-2-1q-5 3-11 1z"/><path fill="#626a72" d="M66 78q-4-1-6 1l-1-2q3-2 7 1"/><path fill="#ccd3d2" d="M42 76q5-1 6 3 3 0 5 3 3-3 7-3 2-2 6-1l6 1-5 1 4 1-1 9-23-2q0-2 2-1 15-4-1-4l-4-2-5-4z"/><path fill="#556674" d="m23 78 7 2q4 4 10 6v2l-12-7q-5 2-8-1z"/><path fill="#667985" d="M42 81h2l4 2q16 0 1 4z"/><path fill="#f4f6f7" d="M5 36v6h3v9H6q-5 9 1 20-2 2-1 5-2 6-1 14l42-2 23 2h26v6H0V37q1-3 4-3-3 2-1 5 0-3 2-3"/></svg> | |
{
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",
"path": "emoji_u1f469_200d_1f527.png"
} | Generate code for a svg of a woman mechanic | <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="hair">
<path d="M49.4,5.3c-27.73,0-36.31,38.49-36.39,39.09c-3.5,24.28-1.23,57.51,8.59,71.16 c3.9,5.41,11.43,5.71,11.43,5.71L50,121.23l16.97,0.03c0,0,7.53-0.3,11.43-5.71c9.83-13.65,12.1-47.21,8.6-70.74 C86.92,44.21,83.84,5.3,49.4,5.3z" style="fill:#543930;"/>
</g>
<g id="shirt_1_">
<g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="50.005" x2="50.005" y1="32.2601" y2="-3.1708">
<stop offset="3.200000e-03" style="stop-color:#303F9F"/>
<stop offset="0.4718" style="stop-color:#273492"/>
<stop offset="1" style="stop-color:#1A237E"/>
</linearGradient>
<path d="M96,120.8v3.2H4v-3.2c0-7.94,4.68-13.79,11.87-17.82c8.9-5,21.65-7.22,34.13-7.24 s25.15,2.49,34.02,7.54C91.29,107.41,96,113.25,96,120.8z" style="fill:url(#SVGID_1_);"/>
</g>
</g>
<g id="neck">
<path d="M50,92.37h-9.08v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98H50z" style="fill:#E59600;"/>
</g>
<path d="M104.2,104.65L100.16,124h1.53h1.53h9.02h1.5h1.5v-3.2C115.25,114.05,110.98,108.66,104.2,104.65z" style="fill:#1B2B8F;"/>
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NI6GTTvR3UBIWFxaCkpKSl5cXhQKYTCa1AgDA3Nzc3NycWg2iAj+DYmgNNiiG1mCDYmgNNiiG1mCDYmgNNiiG1mCDYmgNNiiG1mCDYmgNNiiG1mCDYmgNNiiG1mCDYmgNNiiG1mCDYmgNNiiG1mCDYmgNNiiG1mCDYmgNNiiG1mCDYmgNNiiG1vz52nFzc/PWrVsplILBAMDDhw+7/vn/BtXU1GSxWAkJCVRIwmD+hMPhaGho8P78f4POnDkzPz+fIkkYzJ/k5OQkJyfz/mTExsZSqAaD+YKysrKXL186ODgAQHp6+v8B2oCObNUXgA4AAAAASUVORK5CYII=",
"path": "76bb383ce17ad330a1c1d4d305b819244d9686f685f440dd8b68505f8cc6f0c5.png"
} | Generate code for a svg of a a black and white image of a display with a clock | <svg version="1.1"
id="svg3336" xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape" xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:osb="http://www.openswatchbook.org/uri/2009/osb" 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" sodipodi:docname="Component.svg" inkscape:version="0.91 r13725"
xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" viewBox="-366 367 348 348"
style="enable-background:new -366 367 348 348;" xml:space="preserve">
<style type="text/css">
.st0{clip-path:url(#SVGID_2_);}
.st1{fill:#FFFFFF;fill-opacity:0;stroke:#000000;stroke-miterlimit:10;}
.st2{fill:#FFFFFF;stroke:#000000;stroke-miterlimit:10;}
.st3{fill:#FFFFFF;stroke:#000000;stroke-width:2;stroke-miterlimit:10;}
.st4{fill:#FFFFFF;}
.st5{font-family:'ArialMT';}
.st6{font-size:40px;}
.st7{fill:#FFFFFF;stroke:#000000;stroke-width:1.25;stroke-linecap:square;stroke-miterlimit:10;}
</style>
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<g id="g3341" class="st0">
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<path id="path3347" class="st1" d="M-360.9,372.8H-24v337.7h-336.9V372.8z"/>
<path id="path3349" class="st3" d="M-360.9,372.8H-24v337.7h-336.9V372.8z"/>
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<text transform="matrix(1 0 0 1 -320 438)" class="st4 st5 st6">[DISPLAY]</text>
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<text transform="matrix(1 0 0 1 -109.3478 530.283)" class="st5 st6">D</text>
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<text transform="matrix(1 0 0 1 -177.7495 593.7168)" class="st5 st6">G</text>
<text transform="matrix(1 0 0 1 -300.3856 657.0167)" class="st5 st6">I</text>
<text transform="matrix(1 0 0 1 -239.7279 657.0167)" class="st5 st6">J</text>
<text transform="matrix(1 0 0 1 -175.5327 657.0167)" class="st5 st6">K</text>
<text transform="matrix(1 0 0 1 -105.3044 657.0171)" class="st5 st6">L</text>
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{
"bytes": "",
"path": null
} | Generate code for a svg of a purple scarves draped elegantly over a clothing rack. | <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="#e3caf6" d="M0 0h29l1 14h-8q-8 2-2 8l2 7q-4 5-3 13v1q-2 1-1 4-2-4-4 0l-2-2-1-4q-2 3-3-1-3-2-4-1-1-4 3-6l-1-2q10-8-2-14-1-3 1-4-3-3-4 0-1-3 2-5L0 4z"/><path fill="#e6d1f6" d="M29 0h44l4 3q-2 5-1 9l3 1-2 3v3h-1l-25-1q-4-1-6 1H20v3q-6-6 2-8h8z"/><path fill="#e1c4f6" d="m0 4 3 4q-3 2-2 5 1-3 4 0-2 1-1 4 12 6 2 14l1 2q-4 2-3 6 1-1 4 1 1 4 3 1l1 4 2 2q2-4 4 0l-3 27h6v-5l5 2-4 1v3q-5 0-8 5-1 2 1 5l-2 3 2 1-4 1-1 6H0z"/><path fill="#bfa7d9" d="m51 18 25 1-20 1-1 5v-5h-3v4q-2-3-1-6"/><path fill="#ac8ad0" d="m45 19-19 2v2q-3 2-4 6l-2-7v-3z"/><path fill="#e3d3f1" d="M26 21q9-1 18 2-4 0-6 5v15l-3-18q-3-1-4 3l-2 12-1-4-1-12-1-1z"/><path fill="#69359f" d="m46 41 2 11v24l-3-1q-2-3-1-5l1 2-1-21-1-2-2-9q-1-3-2 0v-3l-1-9q2-5 6-5v4l2-5 2 11q8 2 9-6 5 9-5 9l1-1q-9 0-11-8-1 4 2 8-3 4 2 6"/><path fill="#8a4dbd" d="M51 18q-1 3 1 6 0 6 3 1l1-5 20-1h1l-18 2q8 5 6 15l-2-7q-1 7-9 13-1 8 2 0 2-3 3-1-3 5 0 11-3 2-4 6-1-4-2 0 0-8-3-2v-9q0-3 2-4l-6-2q-5-2-2-6-3-4-2-8 2 8 11 8l-1 1q10 0 5-9-1 8-9 6l-2-11-2 5v-4q-9-3-18-2l19-2q2-2 6-1"/><path fill="#eedff4" d="M55 25q-3 5-3-1v-4h3z"/><path fill="#eadef2" d="m46 41 6 2q-2 1-2 4l-2 5z"/><path fill="#e2c9f5" d="M73 0h23v96h-8v-4l6-3-4-8q-1-2-3-2-6 1-10-2l6-3-2-2h-4q1-20-2-38l1-3-5-7q-1-3-2 0l-3 18-1-6q2-10-6-15l18-2v-3l2-3-3-1q-1-4 1-9z"/><path fill="#572f99" d="M19 43v-1l1-7 1 15-2 16z"/><path fill="#8e50bf" d="m38 43-2 22h-4l-2-3-1-16q-1 3-1 0V36l1 4 2-12q1-4 4-3z"/><path fill="#7d48b4" d="M39 37v3q1-3 2 0l2 9v26q-7-3-7-10z"/><path fill="#884fba" d="M67 45v18l2 3 4-8 3 1 1 9q-3-1-3 1l-3-2-3 1-1 5-4 2-7-6 8-17q-3-3-4 1-3-9 2-16l1 2 2 14z"/><path fill="#703ca9" d="m77 72-2 2q-2-3-1-5 0-2 3-1l-1-9-3-1-4 8-2-3V45l-1-3 3-18q1-3 2 0l5 7-1 3q3 18 2 38"/><path fill="#48227f" d="m43 49 1 2 1 21-1-2q-1 2 1 5h-2z"/><path fill="#67369b" d="m65 36 1 6 1 3-2 8-2-14-1-2q-5 7-2 16 1-4 4-1l-8 17q-1-5-6-5v-8q3-6 3 2 1-4 2 0 1-4 4-6-3-6 0-11-1-2-3 1-3 8-2 0 8-6 9-13z"/><path fill="#7d4ab6" d="m26 23 1 1 1 12v10q0 3 1 0l1 16 2 3 2 9q-2 2-4 1-1-4-4-6v2l-5-2v5h-6l4-31v23l2-16-1-15-1 7q-1-8 3-13 1-4 4-6"/><path fill="#4e2389" d="M25 26q3 19 0 40-3-21 0-40"/><path fill="#e2c9f6" d="M50 47v17q5 0 6 5l7 6 4-2 1-5 3-1 3 2q-1 2 1 5l2-2h4l2 2-6 3q-3 3-1 8 6 3 13 0l1-4 4 8-6 3v4H10l1-6 4-1-2-1 2-3q-2-3-1-5 3-5 8-5v-3l4-1v-2q3 2 4 6 2 1 4-1l-2-9h4q0 7 7 10h2l3 1V52z"/><path fill="#d3adf3" d="M77 77q4 3 10 2 2 0 3 2l-1 4q-7 3-13 0-2-5 1-8"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a small note written in love and placed on a pillow. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefb" d="M0 0h96v96H0z"/><path fill="#c1c1bf" d="M41 40v2l-20-1-3-1 1 6q-3-4-2-7z"/><path fill="#ac8c90" d="m41 40 17 1v2q-3 2-5-1H41z"/><path fill="#f9faf4" d="m41 42 30 1 5-2-3 12v9q3 3 0 6l6 4v3h-9q-7-2-15-1-15-4-30-5-6-6-3-12l-4-17 3 1z"/><path fill="#bcbdba" d="m79 72-6-4q3-3 0-6v-9l3-12-5 2q-7-3-13 0v-2l21-2-4 20z"/><path fill="#a1a1a0" d="m51 48 6 4q-3 1-5-1-1 2-3 1z"/><path fill="#ababa9" d="M29 47q2 0 2 3l1-1 1 4q1-5 5-2l-3 1 1 3q-1-3-3 0-1-3-3-1-2-4-1-7"/><path fill="#717070" d="M39 51q4-1 1 2z"/><path fill="#909090" d="M35 60q2 0 2 3l6-1v3l-4-2-1 3q-2-4-5-1v-4q2 1 2-1"/><path fill="#a7a7a6" d="M51 60q2 0 1 3 3 1 6-1l1 3h-7q-2-3-1-5"/><path fill="#d9ded9" d="m19 46 3 11q-3 6 3 12 15 1 30 5H39q-4-3-9 0-6-1-10 1-3 2 0 3l-2 2-3-6q6-14 4-28"/><path fill="#57595d" d="M30 74q-6-1-10 3-3-1 0-3 4-2 10-1"/><path fill="#2a282e" d="M39 74h-9v-1q5-3 9 0"/><path fill="#9e9e9e" d="M39 74h16q8-1 15 1v1z"/><path fill="#c6c7c5" d="M79 72q3 0 3 5l-12-1v-1h9z"/></svg> |
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