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 flat vector icon depicting a science lab flask with a red dot on it, accompanied by a small flame. | <?xml version="1.0" encoding="iso-8859-1"?>
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{
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} | Generate code for a svg of a creepy music playing from an old organ in the corner. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#eae9d8" d="M0 0h96v96h-2l-4-10-1-29q-5-3-8 0-3 6-6 1-3 0-3 3-6 1-10 4-4 1-4 5l-3 2q-4 1-6 5v-1q0-9-7-6v-4H22v3L6 73 4 96H0z"/><path fill="#5e605d" d="m88 58-8 7q1-5 7-8"/><path fill="#5d5e5d" d="m72 61 2 1-6 7-1-1-4 3v-3l-5 2q0-4 4-5 4-3 10-4"/><path fill="#a3a9a2" d="M68 69q-6 6-13 3l3-2 5-2v3l4-3z"/><path fill="#2c2b35" d="M49 76q-22-3-43-2v-1l7-1 9-3v-3h20v4q7-3 7 6"/><path fill="#6d6b68" d="m80 67-3 3 1 1q-5 1-7 5l-1-1v-1z"/><path fill="#1a1d2c" d="M6 74q21-1 43 2v8h3v5q-1 2 1 5l1-4 3 6H4l-1-3q3-9 3-19"/><path fill="#4f2125" d="M70 74H54l13-2 11-11v2q-5 4-8 10"/><path fill="#606367" d="M6 73q0 10-3 19z"/><path fill="#c1bdaf" d="m88 58 1-1 1 29h-1z"/><path fill="#391f26" d="M89 59v27q-3 2 0 5l-18 1-1-14-1 8q-1 3-4 1l-1-4 1-1-14-3q-2 7-1-1l8-1-4-2h16l1 1q2-4 7-5l-1-1 3-3 1-1z"/><path fill="#34232c" d="m89 57-1 1q-6 3-7 8l-1 1-10 7q3-6 8-10v-2L67 73l-13 2 4 2-8 1q-1 8 1 1l14 3-1 1 1 4q3 2 4-1l1-8 1 14 18-1q-3-3 0-5h1l4 10h-6v-3H61v3h-4l-3-6-2-1v-5h-3v-7q2-4 6-5 7 3 13-3l6-7-2-1q0-3 3-3 3 5 6-1 3-3 8 0"/><path fill="#8a8a86" d="m52 89 2 1-1 4q-2-3-1-5"/><path fill="#e6e6d7" d="M88 96H61v-3h27z"/></svg> | |
{
"bytes": "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",
"path": "239edde177a0fec416b08473212b99fca92d2b320802a4d318f37b55d42dcd3f.png"
} | Generate code for a svg of a a close up of a black and white picture of a pencil | <svg xmlns:xlink="http://www.w3.org/1999/xlink" width="0.776ex" height="3.343ex" style="vertical-align: 0; margin-top: -2.338ex; margin-bottom: -1.005ex;" viewBox="0 -1006.6 334.2 1439.2" role="img" focusable="false" xmlns="http://www.w3.org/2000/svg" aria-labelledby="MathJax-SVG-1-Title">
<title id="MathJax-SVG-1-Title">\vline </title>
<defs aria-hidden="true">
<path stroke-width="1" id="E1-MJMAIN-7C" d="M139 -249H137Q125 -249 119 -235V251L120 737Q130 750 139 750Q152 750 159 735V-235Q151 -249 141 -249H139Z"></path>
</defs>
<g stroke="currentColor" fill="currentColor" stroke-width="0" transform="matrix(1 0 0 -1 0 0)" aria-hidden="true">
<g>
<use transform="scale(1.2)" xlink:href="#E1-MJMAIN-7C" x="0" y="0"></use>
</g>
</g>
</svg> | |
{
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"path": "emoji_u1faf8_1f3fc.png"
} | Generate code for a svg of a rightwards pushing hand: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
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</svg> | |
{
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"path": "bcdd07c81a012d1a46ee0c4ca8cb83d8c2f1d84e57e39658282db20541a2f33c.png"
} | Generate code for a svg of a a close up of a blue chess piece with a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 256 384">
<path fill="#195de6" d="m224 160 16-16V0h-48v48h-32V0H96v48H64V0H16v144l16 16h32L48 288H16L0 304v80h256v-80l-16-16h-32l-16-128z"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a stack of old leather books resting on a shelf. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f5e8cb" d="M0 0h96v73H74v-3q3-1 0-3t-5-1v-4l4-1q-5-4-5-10l-3-2-5 1v-5l-32 1v3q-3 3 1 7-3 0 0 2v2q-3-1-5 1-2 3 1 6v6H0z"/><path fill="#9f6f3e" d="M60 50H28v-4l32-1z"/><path fill="#d1c098" d="m74 67-7 1v-1q-1-4 1-6l2-2h-6v-4q5 0 3-4l-39-1h32l5-1 3 2q0 6 5 10l-4 1v4q2-1 5 1"/><path fill="#e0d2ab" d="m28 49 39 1q2 4-3 4h-9q-14-1-26 1-4-4-1-7"/><path fill="#a9723d" d="m55 55 8 2-20 1H29q-3-2 0-2 12-2 26-1"/><path fill="#916035" d="M55 55h9v4h6l-2 2q-3-2-5-1l-20-2 20-1z"/><path fill="#71492d" d="M29 58h14l20 2H29z"/><path fill="#6f583d" d="M29 60h5v8h5v1h-6q-2-5-1-8-9-3-7 6-3-3-1-6 2-2 5-1"/><path fill="#473e33" d="M34 60h5q0 8 1 1h6q1 11 2 0h17l2 6v1H34z"/><path fill="#625238" d="M39 60h24q2-1 5 1-2 2-1 6l-2-6H48q-1 11-2 0zq-1 7-1-1"/><path fill="#413e36" d="M33 69h-8v-2q-2-9 7-6-1 3 1 8"/><path fill="#957049" d="M74 67q3 2 0 3-18-2-35-1v-1h28z"/><path fill="#e3c798" d="M25 69h14q17-1 35 1v3H25z"/><path fill="#a87d50" d="M0 73h96v4H0z"/><path fill="#463533" d="M0 77h96v2q-3 0-3 3v14H0z"/><path fill="#976a44" d="M96 79v17h-3V82q0-3 3-3"/></svg> | |
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} | Generate code for a svg of a vector illustration of a trash can icon, depicted in black and white, featuring a stylized face. | <?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": "87a217551a42a58825d14210113ce1447488843c91d871efe64e4359f8cf88fc.png"
} | Generate code for a svg of a a close up of a cell phone with a white background | <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="24px" height="24px" viewBox="0 0 24 24" enable-background="new 0 0 24 24" xml:space="preserve">
<path fill="#73879C" d="M15,2c-0.553,0-1,0.448-1,1v3h-4C8.89,6,8,6.89,8,8v12c0,1.109,0.89,2,2,2h5c1.109,0,2-0.891,2-2V8
c0-0.74-0.4-1.38-1-1.72V3C16,2.448,15.553,2,15,2 M10,8h5v5h-5V8 M10,15h1v1h-1V15 M12,15h1v1h-1V15 M14,15h1v1h-1V15 M10,17h1v1
h-1V17 M12,17h1v1h-1V17 M14,17h1v1h-1V17 M10,19h1v1h-1V19 M12,19h1v1h-1V19 M14,19h1v1h-1V19z"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a track athletes warming up before the sprint finals. | <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="#f7f9fa" d="M0 0h96v45l-5-1v-2L75 58q-4 3-5 9l-6-3q0-2 3-2l-32-1 26-1-2-1-17-2-10-4-4 2v-4L0 48z"/><path fill="#f9f7ed" d="M96 45v28l-26-6q1-6 5-9l16-14z"/><path fill="#797c7f" d="M2 63q0-2-2-2v-1q6-4 2 3"/><path fill="#3a3b3e" d="M0 61q2 0 2 2v1l-2 2z"/><path fill="#7c7f80" d="m2 64 3 6-3 1-2-4v-1z"/><path fill="#dee7ea" d="m0 48 28 3v4l4-2 10 4 17 2 2 1-26 1 32 1q-3 0-3 2l6 3 26 6v23H0V67l2 4 3-1-3-6v-1q4-7-2-3z"/><path fill="#6d6a70" d="M25 60v6q-3-3 0-6"/><path fill="#7a7e81" d="M13 58q3 4-1 7-1-4 1-7"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a brass key resting on an old leather 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="#c59a73" d="M0 0h96v96H56l11-4q0-3 3-4v-5l-3-2 3-1-7-1 10-1q4-11 4-22l3-9q5-3 0-5-2-5-1-8v-5l-1-8-14 4q-17 1-32-1l-14-3q-3 9 0 19v9q5 10-1 19l2 9 18 6 6 6q-2 3-1 7H0z"/><path fill="#e8b97c" d="M79 29q-4-1-6 1l-6 6q-1-3-4-3l-4 1-4-2-4-2q2 3-1 2l-2 5-1-1-1-4q5-1 0-3-3 0-3 3l-2 2q-8-3-14-9-3-2-3 1l4 2q-1 2 1 5l-6 4 3 1-1 1 3 2q-3 3-8 3l-1 4-1-8q-3-10 0-19l14 3q15 2 32 1l14-4z"/><path fill="#bf8b5a" d="M47 36q-4-1-4-4t3-3q5 2 0 3z"/><path fill="#d9ad7a" d="M79 29v5l-2-2-6 6-3 1-1 4q-2-4-5 0-2-4-6-6l3-3 4-1q3 0 4 3l6-6q2-2 6-1"/><path fill="#774e31" d="m54 35-3 4q-2 8 1 17v2l-1 8-3 2v-1q0-4 3-7l-2-12 1-11 3-4z"/><path fill="#e1b57f" d="M52 58V46q4-3 4-6h3q-1 1 1 4l-5 1 4 2-4 13-2 2z"/><path fill="#a77c4e" d="m55 32-1 3-1-2-3 4-1 11 2 12q-3 3-3 7l-2-1 1-3q-6-2-6 4-3-1 0-3-8 0-5-6l5 1-3 1q-1 2 1 3l6-3-1-1 2-2 1 5 3-30q3 1 1-2z"/><path fill="#c89c6f" d="m55 32 4 2-3 3q4 2 6 6 3-4 5 0-4 0-7 3l-3 13-4 5q6 4-1 5-1 5 1 9l-2 3-3-13 3-2 1-8 1 4 2-2 4-13-4-2 5-1q-2-3-1-4h-3q0 3-4 6v10q-3-9-1-17l3-4z"/><path fill="#e4b57b" d="M79 34q-1 3 1 8 5 2 0 5l-3 9q0 11-4 22l-10 1q-6-2-10-1-2-4-1-9 7-1 1-5l4-5 3-13q3-3 7-3l1-4 3-1 6-6z"/><path fill="#e2b47a" d="M43 32q0 3 4 4l1 1-2 20-2-1q-3 2 0 3l1 1-6 3q-2-1-1-3l3-1-5-1q-3 6 5 6-3 2 0 3 0-6 6-4l-1 3 2 1v1l3 13q-1 8-8 8l-6-6-18-6-2-9q6-9 1-19v-9l1 8 1-4q5 0 8-3l-3-2 1-1-3-1 6-4q-2-3-1-5l-4-2q0-3 3-1 6 6 14 9z"/><path fill="#99683d" d="m46 57-2 2q-3-1 0-3z"/><path fill="#d5a978" d="M29 65q12-2 8 10v2q2-3 3 0l-4 1q-1 5-3 0h-3q-4-7-10-10l2-2 4 1q-3 5 2 3z"/><path fill="#bf9570" d="M53 78q4-1 10 1l7 1-3 1 3 2v5q-3 1-3 4l-11 4H42q-1-4 1-7 7 0 8-8z"/></svg> | |
{
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"path": "emoji_u1f3cc_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman golfing: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<path id="ear" d="M56.04,18.98c0.01,0.01-0.03,0-0.11,0c-0.41,0-1.76,0.12-2.19,1.68 c-0.45,1.63,0.63,2.62,1.88,2.97l1.21-4.43L56.04,18.98z" style="fill:#C48E6A;"/>
<polygon id="neck" points="68.74,28.75 65.12,38.81 57.11,36.97 61.53,16.18 " style="fill:#C48E6A;"/>
<linearGradient id="head_1_" gradientUnits="userSpaceOnUse" x1="55.0069" x2="75.4977" y1="21.5937" y2="21.5937">
<stop offset="0.5" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="head" d="M68.75,9.44c-7.41-2.03-10.92,3.18-13.14,11.25c-2.3,8.37,2.49,12.01,6.46,13.1 c3.91,1.07,9.92,0.46,12.24-7.96C76.53,17.75,76.16,11.47,68.75,9.44z" style="fill:url(#head_1_);"/>
<radialGradient id="hair_2_" cx="66.1662" cy="119.5424" gradientTransform="matrix(0.9985 0.0538 0.0538 -0.9985 -5.9984 137.0409)" gradientUnits="userSpaceOnUse" r="12.522">
<stop offset="0" style="stop-color:#BFA055"/>
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<path id="hair" d="M68.5,32.37c0.8-2.87,3.43-2.83,5.33-4.08l1.35-2.65c0,0,1.53-1.51,2.64-4.85 c1.15-3.44,0.32-9.22-7.87-12.12l-0.22-0.07c-0.06-0.02-0.22-0.06-0.22-0.06c-8.29-2.59-12.42,1.54-13.56,4.97 c-1.11,3.34-0.8,5.45-0.8,5.45l0.12,3.16c0,0,2.77,3.47,1.55,6.36C55.01,32.77,67.1,37.43,68.5,32.37z" style="fill:url(#hair_2_);"/>
<radialGradient id="hairHighlights_2_" cx="64.2873" cy="115.1047" gradientTransform="matrix(-0.3473 0.9378 0.7718 0.2858 -2.1156 -67.6197)" gradientUnits="userSpaceOnUse" r="11.183">
<stop offset="0.3721" style="stop-color:#BFA055;stop-opacity:0"/>
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<path id="tone" d="M41.86,22.42l-2.74-1.7l1.54-2.5c0,0,3.92,1.76,4.25,2.4c0.31,0.63-0.41,1.5-0.41,1.5 C43.54,23.49,42.73,22.95,41.86,22.42z" style="fill:#BA8F63;"/>
<path id="pants" d="M63.39,88.82c-1.05-0.89-1.74-2.13-1.93-3.49l-1.58-11.18 c1.28-3.67-0.57-14.36-9.24-14.36c-1.11,0-2.34,0.18-3.68,0.57c-2.17,0.63-4.84,7.79-4.84,7.79l8.44,25.79 c0.22,0.82,0.61,1.6,1.16,2.31c0.79,1,1.82,1.71,2.94,2.11l21.76,11.49l3.67-7L63.39,88.82z" style="fill:#616161;"/>
<path id="shoe" d="M84.35,102.44l-2.42-1.63c-0.97-0.66-2.39-0.79-3.41-0.79c-0.72,0-1.23,0.07-1.23,0.07 l-4.08,6.02l-1.88,6.63c-0.37,1.66,0.3,3.38,1.7,4.35l1.09,0.74c0.18,0.12,0.38,0.18,0.59,0.18c0.33,0,0.66-0.16,0.86-0.46 l9.1-13.45C85.04,103.55,84.9,102.81,84.35,102.44z" style="fill:#325599;"/>
<path id="pants_1_" d="M41.2,62.28l-4.72,22.26c-0.77,3.61-0.91,7.33-0.42,11l2.95,22.18l7.33-0.02 c0,0,1.87-24.72,1.89-24.76l6.26-18.98l0.23-0.33c1.93-2.05,2.71-6.93,2.71-6.93L41.2,62.28z" style="fill:#7C7C7C;"/>
<path id="shoe_1_" d="M47.04,114.97H39.2l-7.06,2.33c-1.71,0.67-2.84,2.32-2.85,4.15l-0.01,1.42 c0,0.62,0.5,1.13,1.12,1.13l17.51-0.02c0.71,0,1.29-0.58,1.29-1.29v-3.15C49.21,117.4,47.04,114.97,47.04,114.97z" style="fill:#4568AD;"/>
<path id="driver_1_" d="M96.68,58.74c0,0,4.66,2.6,5.18,3.72c0.38,0.83,0.45,3.77,0.24,5.65 C101.9,70,101,70.4,101,70.4s-1.58,1.05-3.28,1.32c-1.71,0.27-1.79-1.27-1.79-1.27s-0.35-2.81-0.18-3.73s0.83-2.61,1.76-3.75 c0.42-0.51-0.26-0.95-0.26-0.95l-1.86-1.42L96.68,58.74z" style="fill:#504F4F;"/>
<path id="shirt" d="M37.38,37.86l4.53-8.74l-6.84-3.6l-5.85,11.29c-0.81,1.56-0.81,3.42,0,4.98l0,0 c1.04,2.01,2.95,3.43,5.17,3.85l20.62,3.89l1.38-9.78L37.38,37.86z" style="fill:#201284;"/>
<linearGradient id="shirt_3_" gradientUnits="userSpaceOnUse" x1="39.3252" x2="68.1193" y1="52.5102" y2="52.5102">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
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<path id="shirt_1_" d="M67.22,37.39c-0.62-1.38-1.48-2.3-2.49-2.66l-5.94-1.92 c-4.08-1.47-8.32,2.59-9.67,5.9c-3.44,6.2-6.67,14.92-9.58,25.91c-0.39,1.29-0.25,2.66,0.39,3.85c0.64,1.2,1.71,2.07,3.01,2.46 c0.01,0,0.01,0,0.02,0c1.83,0.48,7.31,1.6,11.92,1.6c2.37,0,4.52-0.3,5.81-1.13c0.75-0.48,1.2-1.11,1.33-1.92 c0.95-9.05,2.25-16.65,5.5-24.31C68.42,42.97,68.29,39.77,67.22,37.39z" style="fill:url(#shirt_3_);"/>
<radialGradient id="hair_3_" cx="69.0121" cy="42.141" gradientUnits="userSpaceOnUse" r="9.8383">
<stop offset="0" style="stop-color:#BFA055"/>
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<path id="hair_1_" d="M78.9,51.91c0,0-9.12,0.62-15.74-5.12c-2.55-2.2-3.59-4.83-3.91-7.23 c-0.05-0.36-0.09-0.72-0.1-1.07c-0.07-1.14,0.01-2.21,0.15-3.12c0.06-0.38,0.13-0.74,0.19-1.06c0.27-1.19,0.57-1.93,0.57-1.93 s5.57-0.89,8.4,7.46c0.01,0.04,0.03,0.08,0.04,0.12c0.06,0.19,0.12,0.39,0.18,0.59c0.54,1.77,1.41,3.35,2.45,4.73 c0.4,0.54,0.82,1.04,1.25,1.51C75.38,50.11,78.9,51.91,78.9,51.91z" style="fill:url(#hair_3_);"/>
<radialGradient id="hairHighlights_3_" cx="79.2022" cy="30.1735" gradientUnits="userSpaceOnUse" r="21.7938">
<stop offset="0.8494" style="stop-color:#BFA055"/>
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<path id="hairHighlights" d="M78.9,51.91c0,0-9.12,0.62-15.74-5.12 c-2.55-2.2-3.59-4.83-3.91-7.23c-0.05-0.36-0.09-0.72-0.1-1.07c-0.07-1.14,0.01-2.21,0.15-3.12c0.06-0.38,0.13-0.74,0.19-1.06 c0.27-1.19,0.57-1.93,0.57-1.93s5.57-0.89,8.4,7.46c0.01,0.04,0.03,0.08,0.04,0.12c0.06,0.19,0.12,0.39,0.18,0.59 c0.54,1.77,1.41,3.35,2.45,4.73c0.4,0.54,0.82,1.04,1.25,1.51C75.38,50.11,78.9,51.91,78.9,51.91z" style="fill:url(#hairHighlights_3_);"/>
<path id="stick_x5F_shadow" d="M72.38,46.79l-12.75-8l-0.48-0.3 l-6.69-4.2c0,0,2.75-1.86,3.68-1.81c0.26,0.01,1.57,0.75,3.35,1.83c0.21,0.13,0.43,0.26,0.65,0.4c1.78,1.09,5.43,3.38,8.36,5.25 c0.06,0.19,0.12,0.39,0.18,0.59c0.54,1.77,1.41,3.35,2.45,4.73C71.53,45.82,71.95,46.32,72.38,46.79z" style="opacity:0.4;fill:#212121;enable-background:new ;"/>
<polygon id="stick" points="95.39,60.6 96.68,58.74 46.65,24.02 44.92,26.53 " style="fill:#7C7D7D;"/>
<path id="handle" d="M44.92,26.53l1.73-2.51L31.48,13.61c-0.69-0.47-1.64-0.3-2.11,0.39 c-0.48,0.69-0.3,1.65,0.39,2.12L44.92,26.53z" style="fill:#504F4F;"/>
<path id="tone_1_" d="M46.73,21.82c-0.33-0.49-0.91-0.74-1.49-0.63c-0.6,0.11-1,0.62-1.22,0.97 c-0.03,0.04-0.25,0.33-0.42,0.7c-0.53,0.08-1.07,0.21-1.39,0.31l-3.08,1.38c-0.18,0.08-0.29,0.25-0.3,0.44l-0.08,2.12 c0,0.06,0.01,0.11,0.02,0.16c0.18,0.64,1.46,1.5,2.1,1.76c0.16,0.06,0.36,0.13,0.56,0.13c0.12,0,0.24-0.02,0.36-0.09 c0.21-0.11,0.29-0.29,0.69-1.23c0.2-0.46,0.56-1.31,0.63-1.42c0.95-0.53,2-0.72,2.07-0.74c0.1-0.03,0.2-0.08,0.29-0.15 c0.22-0.11,0.3-0.32,0.3-0.34c0.09-0.16,0.15-0.35,0.17-0.5l0.09-0.27c0.26-0.77,0.76-1.39,0.8-1.44 C47.03,22.67,46.99,22.21,46.73,21.82z" style="fill:#BA8F63;"/>
<g id="hand">
<linearGradient id="SVGID_1_" gradientUnits="userSpaceOnUse" x1="39.8889" x2="37.0982" y1="16.3997" y2="23.9345">
<stop offset="0.35" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
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<path d="M44.07,17.72c-0.92-0.79-1.2,0.07-1.8-0.22s-0.31-0.69-0.86-0.91 c-0.91-0.36-1.25,0.22-1.73,0.04c-0.5-0.18-0.25-0.54-0.94-0.69c-0.78-0.17-0.97,0.4-1.51,0.16c-0.53-0.25-0.45-0.45-1.02-0.58 c-0.61-0.14-1.07,0.01-1.66,0.88c-1.56,2.29-2.42,7.02-2.42,7.02l6.77,3.45c0,0,4.35-5.42,4.91-6.32 C44.35,19.66,44.99,18.52,44.07,17.72z" style="fill:url(#SVGID_1_);"/>
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<path id="shirt_2_" d="M59.27,40.58c0,2.8-2.1,4.87-4.2,5.33c-0.08,0.06-1.2,0.08-1.37,0.06l-23.24-0.8 c-1.14,0.08-2.29-0.3-3.18-1.09c-1.35-1.18-1.84-3.05-1.26-4.75l5.46-16.88c0.04-0.14,0.14-0.25,0.27-0.3 c0.13-0.05,0.28-0.06,0.41,0l7.63,3.52c0.24,0.11,0.35,0.38,0.26,0.62l-3.5,9.8l17.14-0.9c0.03-0.01,0.1-0.01,0.18-0.01 c0.35-0.02,1.03-0.01,1.09,0.04c1.51,0.28,3.03,1.38,3.79,3.02C59.08,38.93,59.27,39.72,59.27,40.58z" style="fill:#4300D9;"/>
<path id="shoulder_x5F_shadow" d="M58.75,38.24l-4.88-3.06 c0.35-0.02,1.03-0.01,1.09,0.04C56.47,35.5,57.99,36.6,58.75,38.24z" style="opacity:0.4;fill:#212121;enable-background:new ;"/>
<g id="cap">
<ellipse cx="67.44" cy="12.67" rx="8.66" ry="10.64" style="fill:#1976D2;" transform="matrix(0.0682 -0.9977 0.9977 0.0682 50.2016 79.0932)"/>
<radialGradient id="SVGID_2_" cx="67.9012" cy="118.001" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" r="15.401">
<stop offset="0.1701" style="stop-color:#42A5F5"/>
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<path d="M75.03,10.83c4.85,5.52,3.59,11.46-0.08,16.19c-3.91,5.05-13.87,3.1-18.13-1.86 s-3.3-11.37,1.28-15.3S70.71,5.91,75.03,10.83z" style="fill:url(#SVGID_2_);"/>
<ellipse cx="67.34" cy="13.28" rx="1.21" ry="1.4" style="fill:#0665B2;" transform="matrix(0.1791 -0.9838 0.9838 0.1791 42.2057 77.1517)"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a jar of homemade jam on a kitchen counter. | <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="#f7f4e7" d="M0 0h96v96H70v-4l3-1q-7-2-13-1l-1-7-6-2 4-3 5-5 1-2V39l-2-3v-8q-4 1-7-1H40l15 3H39l-6-1v7l-3 3v34L0 74z"/><path fill="#cec0b0" d="m61 36-1 1q-6 0-1-2l-22 2h-2l-2-1v-7l6 1 8 2 8-2-15-3h14q3 2 7 1z"/><path fill="#b4705c" d="M39 30h16l-8 2z"/><path fill="#eb421e" d="M35 37h2l18 3-3 2q-11 1-20-1z"/><path fill="#e9c943" d="m33 36 2 1-3 4v28l-1 2-1-1z"/><path fill="#f2692d" d="m55 40 7 1-1 27-2 6q-12-6-22-1l-3-1-2-3V41q9 2 20 1z"/><path fill="#9a9c8c" d="m61 36 2 3v32l-1 2V40l-2-3z"/><path fill="#f1d191" d="M55 59q2-1 1 1-8 3-1-1"/><path fill="#f0d0a5" d="m55 62 2 1q1 8-5 3 0-3 3-4"/><path fill="#efb568" d="m59 74-2 1-2-2q-9-4-16 0l-2-1q10-5 22 1"/><path fill="#f6e3be" d="m60 37 2 3v33l-3 2v-1l2-6 1-27-7-1-18-3 22-2q-5 2 1 2"/><path fill="#f55823" d="m57 76-14 1-2-2h-4q0-2 2-1 7-4 16 0z"/><path fill="#f2e081" d="m32 69 2 3 3 1 2 1q-2-1-2 1h4l2 2q-9 2-12-6z"/><path fill="#ad7974" d="m53 81 6 2 1 7v6H0V76q5-1 11 1 5-3 11-2v3z"/><path fill="#b4a59c" d="M30 73q2 5 9 5h18l-4 3-31-3v-3q-6-1-11 2-6-2-11-1v-2z"/><path fill="#454942" d="M30 70q3 8 12 6l14-1 2-1 3-2-5 5H39q-7 0-9-5z"/><path fill="#ea8e60" d="M84 80v3h4v-3l1 4h-6q-1-3 1-4"/><path fill="#ea5a1f" d="M84 80h4v3h-4z"/><path fill="#b7b4a9" d="M60 90q6-1 13 1l-3 1v4H60z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a purple balloon bouncing in the park. | <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="#fcfcfb" d="M0 0h96v76q-2 0-2-2V59q-1-2-3-2l-1-2q-6-3-10 0-1 2 2 4l-2 4-5-1q-3-1-4 2-6 5-7-1l-4-2q-3 3-4 9l-2-2q-2 3-5 2-2 0-1 2H38l-4-8-2 6-8-1q-3-15-5 0h-1q-3-5-6-5 6-9-4-10-3 0-4 4l-2-2-2 4z"/><path fill="#d3b6df" d="m40 23 2 1-2 5h-4q0-4 4-6"/><path fill="#9248c1" d="m54 22 2 16-9 9q-12-6-11-18h4l2-5-2-1q6-6 14-1"/><path fill="#b57dcc" d="m54 22 3 4q1 6-1 12z"/><path fill="#caa7d3" d="M80 55q4-3 10 0h-4l-2 2q-3-3-4-2"/><path fill="#8a47b3" d="M86 55h4l1 2-5 2z"/><path fill="#e6dcde" d="m12 64-4 3-2-6-1 3q-2-3-1-6 1-4 4-4 10 1 4 10"/><path fill="#bd84d4" d="M80 55q1-1 4 2l2-2v4h-4q-3-2-2-4"/><path fill="#41304b" d="M24 69h-5q2-15 5 0"/><path fill="#d8bb84" d="M12 64q3 0 6 5l-1 1-10-1 1-2z"/><path fill="#f0ebe5" d="M91 57q2 0 3 2v15l-2-2v4h-6l-1-8q0-4-2-5h-1l2 13H66l1-1q-2-4-5 0l-14-3q-1-2 1-2 3 1 5-2l2 2q1-6 4-9l4 2q1 6 7 1-1 11 9 6v-7l2-4h4z"/><path fill="#9a4bc8" d="M80 63v7q-10 5-9-6 1-3 4-2z"/><path fill="#2f1942" d="M4 58q-1 3 1 6l1-3 2 6-4 1v3H0V60l2-4z"/><path fill="#392946" d="M38 72v2h-6v-4l2-6z"/><path fill="#ead092" d="m24 69 8 1v2h-8z"/><path fill="#aea3bd" d="M86 76h-2l-2-13h1q2 1 2 5z"/><path fill="#e2dad0" d="m8 67-1 2 10 1v5H0v-4h4v-3z"/><path fill="#f1efe4" d="M24 72h8v2l-8 1z"/><path fill="#a89a92" d="M38 72h10l14 3q3-4 5 0l-1 1-28-2z"/><path fill="#c4b4c5" d="M32 74h5l-1 3-12-2z"/><path fill="#f3ead9" d="M94 74q0 2 2 2v20h-8L36 77l1-3h1l28 2h26v-4z"/><path fill="#a14fb7" d="M18 69h5v6l12 2 52 19H0V75h17v-5z"/></svg> | |
{
"bytes": "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",
"path": "0712ee8898bf8359929cefb1ce660d83064e8021bfb1bc2b24d11b8ad7fe6e99.png"
} | Generate code for a svg of a a black and white striped background with a white and black stripe | <svg width="18px" height="16px" viewBox="0 0 18 16" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>line_weight</title>
<desc>Created with Sketch.</desc>
<g id="Icons" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="Outlined" transform="translate(-817.000000, -334.000000)">
<g id="Action" transform="translate(100.000000, 100.000000)">
<g id="Outlined-/-Action-/-line_weight" transform="translate(714.000000, 230.000000)">
<g>
<polygon id="Path" points="0 0 24 0 24 24 0 24"></polygon>
<path d="M3,17 L21,17 L21,15 L3,15 L3,17 Z M3,20 L21,20 L21,19 L3,19 L3,20 Z M3,13 L21,13 L21,10 L3,10 L3,13 Z M3,4 L3,8 L21,8 L21,4 L3,4 Z" id="🔹-Icon-Color" fill="#1D1D1D"></path>
</g>
</g>
</g>
</g>
</g>
</svg> | |
{
"bytes": 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UKU4yDRR1SoUcvzBHjhz58MMPCXVKgeyuoKhTWuQVqLnOuLg41CkJMgp0cJ21tbWoUxLk8kU6fPjwRx99RKhTamRxBUWd0sV/oOY64+PjUafkcP7Vev/99z/++GMiio+Pr6mpQZ2Sw/MVFHVygNuv2eA6a2trnZycWC+C4eDzCoo6ucFhoIcOHRLq3Lx5M+qUOt4CPXTo0IkTJ4goJSUFdfLAxJGDBw8K/6ht27YZDAbWc8AG+An0wIEDqJM/nASKOnnFQ6Cok2OSD9Rc5/bt21Enf6QdqPCoBdTJMQkHijrlQKqBok6ZkGSgqFM+pBeo8OBjIkpNTUWd3JPYp5lycnJKSkqIKC0t7fz586NH8/arWhhilMlkYr3BUr/88ouPjw8RpaWllZaWjho1ivUisDspBarX67Oysjw8PI4cOYI6ZUJKgYIM4R4ORA2BgqghUBA1BAqihkBB1P4D84jTkry7jZQAAAAASUVORK5CYII=",
"path": "cccfa1ebec30f4ffcc5184cfccf973a0c1005f8111a0e3431e88fecdb437a61b.png"
} | Generate code for a svg of a a close up of a black and white picture of a clock | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 100 100" style="enable-background:new 0 0 100 100;" xml:space="preserve">
<path style="fill:none;stroke:#000000;stroke-linecap:round;stroke-miterlimit:10;" d="M26.2,1.3l46.7,42.3c1.9,1.7,2,4.6,0.2,6.4
L26.3,96.7"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a cup of freshly brewed coffee on a 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="#f9f5e5" d="M0 0h96v96H55l-11-6q1-6 5-9l15-9q-9-6-16-7v-1l-3-12v-3l6-6q3-3 9-3 3-2 2-5-12-8-25-1-4 0-4 4-2 0-2 3l3 13-34 7z"/><path fill="#d7ddd1" d="M60 40q-1-3-3-2-6-3-10-2l-6 1q-3 0-4 3v-6q13-7 25 1 1 3-2 5"/><path fill="#d08c49" d="M37 34v4q-2 0-2 2l-2-2q0-4 4-4"/><path fill="#83431b" d="m41 37 6-1q4-1 10 2-6 3-13 2z"/><path fill="#241916" d="m41 37 3 3q7 1 13-2 2-1 3 2-6 0-9 3-9 0-16-3 0-2 2-2v2q1-3 4-3"/><path fill="#c4cfc4" d="m33 38 2 2q7 3 16 3l-6 6v3l3 12q-12 0-14-10l-3-13q0-3 2-3"/><path fill="#f6dfb8" d="M34 54q2 10 14 10v1q-6 3-9 9l4 7v3q-9 5-17 12H0V61z"/><path fill="#faf0d6" d="M48 65q7 1 16 7l-15 9q-4 3-5 9l11 6H26q8-7 17-12v-3l-4-7q3-6 9-9"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a parents playing cards with their children in the living room. | <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="#e3d7d4" d="M51 0h45v45h-2l-1-28q-3-2-3 1l3 28-13 2-2 4-7 1q0 5-4 5 0-3 3-5-4-2-6 1l-2-2v-3q-1-2-3-2-6-1-4 4h6v3q-7-1-9 5l4 1 1 2q-5 0-8 3l-4-3h-8l2 3v3q-3-1-4 1h-1q0-5-4-5h1q6-3 1-7l-1 2q-5 0-2-3 4 0 4-4-3-2-6-1l-6-3v-5l2-2 2 4v-7l-7 2q1-6-1-10-2 2-4 1 4-3 1-7 4-3 10-3l3 4q3-3 7-2l1-3h8l6 8 5-8-1-3-3-10z"/><path fill="#e2d6d4" d="M0 0h47q2 10-4 20h-8l-1 3q-4-1-7 2l-3-4q-6 0-10 3 3 4-1 7 2 1 4-1 2 4 1 10l7-2v7l-2-4-2 2v5l6 3-2 3-25-2z"/><path fill="#d7a27f" d="m53 17 1 3-5-3q-6 1 0-2z"/><path fill="#66666a" d="m90 18-1 2q-3 1-2 4l-1 23q-3-51-4 0l-1-25q3-3 9-4"/><path fill="#ebd3c4" d="M47 0h4l-1 7 3 10-4-2q-6 3 0 2l5 3-5 8-6-8q6-10 4-20"/><path fill="#919293" d="m94 45-1 1-3-28q0-3 3-1z"/><path fill="#9e9c9b" d="m89 20-1 27-1-23q-1-3 2-4"/><path fill="#402f36" d="m62 49-1 2h-6q-2-5 4-4 2 0 3 2"/><path fill="#483943" d="M27 51q3-1 6 1 0 4-4 4l-1-1-2 2v3l-1 1q-2-1-1-3l1-4z"/><path fill="#f4f0ee" d="m0 52 25 2-1 4q-3 2 0 6-4 3-3 8-9-1-15 1l-2 2-1-16-3-4z"/><path fill="#ebc8ac" d="M47 54v2q-4 0-5-2 0-3 2 0 2-4 3 0"/><path fill="#80aeb7" d="M62 49v3l2 2 2 3-3 1q-4-2-7-1v3l-4-1q2-6 9-5v-3z"/><path fill="#c89978" d="M47 54q-1-4-3 0-2-3-2 0 1 2 5 2 1 2-1 5-8-4-5-12 3-3 6 1z"/><path fill="#afb2b8" d="M63 58q-12 0 0 1l-1 5-1-1 1-3h-4l1 2h-2l-1-2v-3q3-1 7 1"/><path fill="#c48e81" d="M29 56q-3 3 2 3l1-2q5 4-1 7-2-3-5-4v-3l2-2z"/><path fill="#58899b" d="m61 63-2-1-1-2h4z"/><path fill="#f4f4f4" d="M26 60q3 1 5 4h-1q4 0 4 5H22q5-3 3-8z"/><path fill="#f7f4f2" d="M94 45h2v23H76v19l-49-1q5-4 6-10l1-1 1-6q1-2 4-1v-3l-2-3h8l4 3q3-3 8-3h2l2 1 1 1 1-5q-12-1 0-1l3-1-2-3q2-3 6-1-3 2-3 5 4 0 4-5l7-1 2-4 13-2z"/><path fill="#c0b6b2" d="M24 58q-1 2 1 3 2 5-3 8h13l-1 6-1 1q-6-1 0-1-1-3 1-4h-6L6 73q6-2 15-1-1-5 3-8-3-4 0-6"/><path fill="#e1d6d5" d="m0 55 3 4 1 16 2-2 22-2h6q-2 1-1 4-6 0 0 1-1 6-6 10v2l4 4q-2 0-5 3l-3-3h-6l-2 2-6-3-1 1 5 4H0z"/><path fill="#ded3d3" d="M96 68v28H13l-5-4 1-1 6 3 2-2h6l3 3q3-3 5-3l-4-4 49-1V68z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a yellow sunflower in full bloom:I'm drawn to the vibrant yellow hue of a sunflower, its cheerful, almost otherworldly appearance. The petals, a deep, rich yellow, are arranged in a captivating curve, creating a sense of movement and depth. The overall composition is balanced and harmonious, with the petals gently touching the background, creating a sense of serenity and tranquility. The overall effect is one of a beautiful, captivating flower, radiating a sense of warmth and optimism. | {
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} | Generate code for a svg of a a yellow sunflower in full bloom. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f5db6e" d="M0 0h96v96H52q-2-9 4-3l11 2 3-13q0-9-5-13l-1 1q6 6 4 16l-2-4H53v-6q2 0 3 2l1-9 6 2v-4h9l-3-6q2-2 6-1l-2-5 3-3 2-2-6-4 6-6-8-2 3-7q-4-1-7 1l1-9q-5 0-8 3l-1-7q-6 0-7 5-4-12-9 0l-5-3-2 8q-2-4-5-3-1 2 1 4h-8q0 5 4 8l-6 2 6 6q-5 1-8 4l5 4-4 5 5 2-4 5 8 1v6l3-1q3-3 6 0l3 6 7-5 2 1q-2 10-1 22H0z"/><path fill="#462f26" d="m52 38 7 2 3 12-4 7-2-1q-6 6-14 2l-6-9 1-9 4-1-1-3z"/><path fill="#f8cc1c" d="m76 52-4-2-1-3-7-3 4-3-8 2q4-2 1-5l4-5-4-3 1-1h-4l-2 4-2-6-2 11H40l1 3-4 1-1 9-2 2-8 1 2 1q-5 3 1 6 13-9 3 3h4v3q-4 0-6 3-1 1 2 2l-3 1v-6l-8-1 4-5-5-2 4-5-5-4q3-3 8-4l-6-6 6-2q-4-3-4-8h8q-2-2-1-4 3-1 5 3l2-8 5 3q5-12 9 0 1-5 7-5l1 7q3-3 8-3l-1 9q3-2 7-1l-3 7 8 2-6 6 6 4z"/><path fill="#f6c416" d="m76 52-3 3 2 5q-4-1-6 1l3 6h-9v4l-6-2-1 9q-1-2-3-2l-3-2-2-1-7 5-3-6q-3-3-6 0-3-1-2-2 2-3 6-3v-3h-4q10-12-3-3-6-3-1-6l-2-1 8-1 2-2 6 9q8 4 14-2l2 1 4-7-3-12-7-2 2-11 2 6 2-4h4l-1 1 4 3-4 5q3 3-1 5l8-2-4 3 7 3 1 3z"/><path fill="#adb24e" d="M52 96h-3q-1-12 1-22l3 2v6h13l2 4q2-10-4-16l1-1q5 4 5 13l-3 13-11-2q-6-6-4 3"/></svg> |
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I draw a man factory worker with medium-light skin tone, with curves, shapes, and detail level. | {
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"path": "emoji_u1f440.png"
} | Generate code for a svg of a eyes | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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} | Generate code for a svg of a a glass bottle of homemade lemonade sitting on a 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="#f2ead3" d="M0 0h29l-3 1 3 1v5q1-3 2 0l4-4-1-1q5-3 7 2l-4 7h-5l-2 4-4 1q2 1 1 3l-8 1v2l-6 2-1 5 1 1q-5 2-4 6-7 0-2 4l-2 7q3 5-2 6-1 4 1 10v-4q2-3 2 2-3 4-2 10H0z"/><path fill="#f1ead2" d="M74 0h22v50q-9-1-15 5l-3 6q2-6-4-6l-2 1-3-7q6-7-2-13 1-3 4-3l-4-1 4-2q-3-1-2-4l3-1q-3-3 0-5-3-2-3-5h-4q0-3 3-2V8l3-4 4 1q-2-3-1-5"/><path fill="#f4ecd4" d="M29 0h45q-1 2 1 5l-4-1-3 4v5q-3-1-3 2h4q0 3 3 5-3 2 0 5l-3 1q-1 3 2 4l-4 2 4 1q-3 0-4 3 8 6 2 13l3 7 2-1q6 0 4 6-3 4-4 10l-11 1V50l-15-1-7 1q-2 5-1 11v7l-1-2V49l10-2q18 3 4-7l-1-4 2 1q-2-7-1-15H43l-2 12-4 8-2 2v28H22l4-7q-3-4 0-9l-2-2q-2 3 0 7h-3l-1 2q0-3 2-5l-1-2q-1 3-4 2v-8l1-1 1 3 2 3 1-6 1 4q1-4-1-6 2-3 3 0 0 10 3 1l-3-4 3-9q-7-5 1-2l2 3 1-1-5-6q-4 4-4-2l1 2q1-3 3-3l-8-4v-2l8-1q1-2-1-3l4-1 2-4h5l4-7q-2-5-7-2l1 1-4 4q-1-3-2 0V2l-3-1z"/><path fill="#e2ba72" d="M43 17h10v3h-9q-4-1-1-3"/><path fill="#a8b8aa" d="m54 37-2-1q-2-7-1-13h-7l-2 14-4 5h-1l4-8 2-12h10q-1 8 1 15"/><path fill="#e7e5be" d="M52 36q-4 0-6 2l-4-1 2-14h7q-1 6 1 13"/><path fill="#f4ecd4" d="m19 22 8 4q-2 0-3 3l-1-2q0 6 4 2l5 6-1 1-2-3q-8-3-1 2l-3 9 3 4q-3 9-3-1-1-3-3 0 2 2 1 6l-1-4-1 6-2-3-1-3-1 1v8q3 1 4-2l1 2q-2 2-2 5l1-2h3q-2-4 0-7l2 2q-3 5 0 9l-4 7H0v-1h4q-1-6 2-10 0-5-2-2v4q-2-6-1-10 5-1 2-6l2-7q-5-4 2-4-1-4 4-6l-1-1 1-5z"/><path fill="#f0e8b6" d="m52 36 1 4q14 10-4 7l-10 2v17l-2 5q-3-14-1-26l2-3 4-5 4 1q2-2 6-2"/><path fill="#aaae9c" d="M54 37q4 2 4 6z"/><path fill="#f3e9bb" d="M63 50q-3 7-2 16l-2-3q-3-6-8-1-2 2-1 5l-5-1 2-2-6-6-1 3q-1-6 1-11l7-1z"/><path fill="#f7e9c2" d="M96 50v22H76q0-6 2-11l3-6q6-6 15-5"/><path fill="#becbb0" d="m37 42-2 3q-2 12 1 26l-1 4q-2-1-1-3z"/><path fill="#f5e297" d="M63 50v22h-2v-6q-1-9 2-16"/><path fill="#fbf8ed" d="M59 63q-3 1-3 4 2 6-4 4l-2-4q-1-3 1-5 5-5 8 1"/><path fill="#f1e9b3" d="m50 67 2 4q6 2 4-4 0-3 3-4l2 3v6l-1 1-1 1H42q2-1 1-2-3 0-4 3-1-4 1-7v-7l1-3 6 6-2 2z"/><path fill="#eee4ca" d="m39 66 1 2q-2 3-1 7 1-3 4-3 1 1-1 2h17l1-1v4l-22 2 1 1q-1 3 1 7 2-2 4 1 2-3 2 1 2-3 3 0 1 7-2 1l-3 4q4-3 7 2H0V72h35q-1 2 1 3l1-4z"/><path fill="#ece1c8" d="M78 61q-2 5-2 11h20v24H51q-3-5-7-2l3-4q3 6 2-1-1-3-3 0 0-4-2-1-2-3-4-1-2-4-1-7h16l5-2v-5l1-1h2l11-1q1-6 4-10"/><path fill="#77998e" d="M60 77H41q9-2 19-1"/><path fill="#58817d" d="M41 78h19l-5 2H39l-1-1q0-2 3-1"/></svg> | |
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{
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"path": "645495846e786529798d856117083caee873c789fe5f3f0fc02501ccbda894af.png"
} | Generate code for a svg of a a close up of a black cross on a white background | <svg xmlns="http://www.w3.org/2000/svg" fill="currentColor" viewBox="0 0 24 24">
<g class="cross">
<path fill-rule="evenodd" d="M12 13.414l-5.293 5.293-1.414-1.414L10.586 12 5.293 6.707l1.414-1.414L12 10.586l5.293-5.293 1.414 1.414L13.414 12l5.293 5.293-1.414 1.414L12 13.414z" class="Vector" clip-rule="evenodd"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a volleyball players diving to keep the ball alive. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f7f7f6" d="M0 0h96v96h-9L0 66z"/><path fill="#cbc2bf" d="M43 40h5q0 6-6 4-1-3 1-4"/><path fill="#eac9b9" d="M83 49q3-1 5 4-4 8-7 0 0-3 2-4"/><path fill="#5d5964" d="M27 53q5-1 9 1-4 6-4 0-3-1-5 1z"/><path fill="#444249" d="M81 60h2q-3 1 0 4-3 0-4 3l-4-4z"/><path fill="#716c6e" d="M81 60q0-2 3-1v3q2-1 5 1l-6 1q-3-3 0-4z"/><path fill="#968b84" d="m0 66 87 30H0z"/><path fill="#575254" d="m70 67 4 2q2-2 3 1v3l-11 2-2-4z"/></svg> | |
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"path": "11dd7199f46c48ca2297928b27c631ddacdddaab3ed347f43751344230906477.png"
} | Generate code for a svg of a a close up of a computer with a blue screen on it | <svg clip-rule="evenodd" fill-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 500 500" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><defs><style type="text/css"><![CDATA[
.str1 {stroke:#434242;stroke-width:10}
.str0 {stroke:#434242;stroke-width:15}
.fil0 {fill:#434242}
.fil3 {fill:#008BFF}
.fil2 {fill:url(#id0)}
.fil5 {fill:url(#id1)}
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"path": "11c7784ed4864aa4eff0ddc048893eeb7835f15e48f9c20813be5de3a09e1cf0.png"
} | Generate code for a svg of a a table with a number of tasks and a number of tasks | <svg width="115pt" height="165pt"
viewBox="0.00 0.00 115.00 165.00" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="graph0" class="graph" transform="scale(1 1) rotate(0) translate(4 161)">
<title>amunmt::ThreadPool</title>
<polygon fill="white" stroke="none" points="-4,4 -4,-161 111,-161 111,4 -4,4"/>
<g id="node1" class="node"><title>Node1</title>
<polygon fill="#bfbfbf" stroke="black" points="-7.10543e-15,-0.5 -7.10543e-15,-156.5 107,-156.5 107,-0.5 -7.10543e-15,-0.5"/>
<text text-anchor="middle" x="53.5" y="-144.5" font-family="Helvetica,sans-Serif" font-size="10.00">amunmt::ThreadPool</text>
<polyline fill="none" stroke="black" points="-7.10543e-15,-137.5 107,-137.5 "/>
<text text-anchor="start" x="8" y="-125.5" font-family="Helvetica,sans-Serif" font-size="10.00">- workers</text>
<text text-anchor="start" x="8" y="-114.5" font-family="Helvetica,sans-Serif" font-size="10.00">- tasks</text>
<text text-anchor="start" x="8" y="-103.5" font-family="Helvetica,sans-Serif" font-size="10.00">- queue_mutex</text>
<text text-anchor="start" x="8" y="-92.5" font-family="Helvetica,sans-Serif" font-size="10.00">- condition</text>
<text text-anchor="start" x="8" y="-81.5" font-family="Helvetica,sans-Serif" font-size="10.00">- bound</text>
<text text-anchor="start" x="8" y="-70.5" font-family="Helvetica,sans-Serif" font-size="10.00">- bounded_condition</text>
<text text-anchor="start" x="8" y="-59.5" font-family="Helvetica,sans-Serif" font-size="10.00">- stop</text>
<polyline fill="none" stroke="black" points="-7.10543e-15,-52.5 107,-52.5 "/>
<text text-anchor="start" x="8" y="-40.5" font-family="Helvetica,sans-Serif" font-size="10.00">+ ThreadPool()</text>
<text text-anchor="start" x="8" y="-29.5" font-family="Helvetica,sans-Serif" font-size="10.00">+ enqueue()</text>
<text text-anchor="start" x="8" y="-18.5" font-family="Helvetica,sans-Serif" font-size="10.00">+ ~ThreadPool()</text>
<text text-anchor="start" x="8" y="-7.5" font-family="Helvetica,sans-Serif" font-size="10.00">+ getNumTasks()</text>
</g>
</g>
</svg> | |
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} | Generate code for a svg of a purple candles casting eerie shadows on the walls. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#58247f" d="M0 0h96v96H62l13-20q-2-27-2 0l-5-2q-4 2-6 6l-8-3h4v-5h6q0-6-3-10 3-1 5-6 5-2-1-2l-1-3 2-2 1-8 4 4-2 1 3 7-2 1 2 7q5 4 9-3-4-2-3-5-3-1-5 2-1-4 2-6-4-2-1-4-3-1-1-3-7-3-2-6l3 1q-2-1 1-3-2 0-3-2-6 2-6-4l1-2-6-4v-4q-3 0-1 2l-9 6v5q0-3-3-4-1 3-3 0l2-2q-3 0-1-2l-2-2h-6l-1-2-2 3 5 4q-3 1-3 4 0-3-3-5l-3 2-1-3q-5 4-2 10l-4 3-1 5q-1 3 2 1l3 1-6 2 5 2-2 1q4 2 1 3v3l-3 2v7l2-1v2l6 3q-3 3-5-1-5-1-2 3l1-1q1 2-1 5-1-1 1-3h-3l-2-5-2 4 3 3q-1 4-6 7l-4-5q4-7-2-5 2 6-4 9l2-8-4-3q-1 3-2 0l-1 3z"/><path fill="#58257d" d="m72 61-2-7 2-1-3-7 2-1-4-4-1 8-2 2 1 3q6 0 1 2-2 5-5 6 3 4 3 10h-6v-6h-4v11l8 3q2-4 6-6l5 2h2L62 96H0V71l1-3q1 3 2 0l4 3-2 8q6-3 4-9 6-2 2 5l4 5q5-3 6-7l-3-3 2-4 2 5h3q-2 2-1 3 2-3 1-5l-1 1q-3-4 2-3 2 4 5 1l-6-3v-2l-2 1v-7l3-2v-3q3-1-1-3l2-1-5-2 6-2-3-1q-3 2-2-1l1-5 4-3q-3-6 2-10l1 3 3-2q3 2 3 5 0-3 3-4l-5-4 2-3 1 2h6l2 2q-2 2 1 2l-2 2q2 3 3 0 3 1 3 4v-5l9-6q-2-2 1-2v4l6 4-1 2q0 6 6 4 1 2 3 2-3 2-1 3l-3-1q-5 3 2 6-2 2 1 3-3 2 1 4-3 2-2 6 2-3 5-2-1 3 3 5-4 7-9 3"/><path fill="#d0a3b0" d="M43 56q2 0 1 3-2-1-1-3"/><path fill="#c5819d" d="M72 61q0-3 2-1z"/><path fill="#b56986" d="M54 61q2 0 1 3-2-1-1-3"/><path fill="#c27c8f" d="M60 67q2 1 1 4-2-3-1-4"/><path fill="#b34ef0" d="M75 76h-2q0-27 2 0"/><path fill="#9a34d4" d="M43 62q2-2 5-1v17h-4z"/><path fill="#ac37f2" d="m45 62 2 7-1 8q-2-7-1-15"/><path fill="#9a29d5" d="M58 72v5h-4V66h4z"/></svg> | |
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<path d="M66.1,97.91c-13.88-0.55-25.88,10.84-26.62,10.63c-0.37-0.1-0.65-0.45-0.67-0.83 c-0.01-0.2-1.14,0.11-1.29,0.23c-1.56,1.24-1.65,2.38-1.53,2.5c0.46,0.46,1.03,1.44,4.44,0.12c0.68-0.26,14.5-8.25,26.47-7.34 c10.13,0.77,17.15,5.73,18.29,6.54c0.53,0.38,0.83,0.58,1.2,0.69c0.37,0.11,1.65,0.07,1.77-0.75 C88.22,109.3,79.28,98.43,66.1,97.91z" style="fill:#B31B1B;"/>
<path d="M41.22,104.48c2.03-3.43,9.77-14.08,23.99-13.87c12.15,0.18,18.74,13.15,19.89,15.38 c0.34,0.66,2.21,5.4,3.07,3.89c0.26-0.46,0.22-1.03,0.12-1.55C87.16,102.7,79.84,86.35,65,86.35c-11.98,0-21.15,5.91-27.08,17.08 c-0.9,1.69-1.91,3.87-2.15,5.77c-0.13,1.02,0.34,1.64,0.97,1.64C37.97,110.83,40.31,106.02,41.22,104.48z" style="fill:#CC2D2D;"/>
<path d="M57.22,112.36c0.6-2.65,3.63-5.3,8.92-5.3c4.05,0,6.59,3.78,6.59,5.79c0,1.89-1.29,1.94-2.57,1.22 c-1.37-0.77-2.55-1.54-4.43-1.54c-2.93,0-3.88,1.63-6.16,2C58.01,114.77,56.91,113.69,57.22,112.36z" style="fill:#FF8A66;"/>
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<path d="M41.4,36.92c2.44,2.14,5.24,3.92,8.3,5c1.85,0.65,4.13,0.93,5.59-0.38 c2.21-1.98,0.94-8.5,0.34-11.05c-0.77-3.3-2.21-6.46-4.23-9.18c-0.53-0.71-1.64-0.52-1.92,0.32l-1.55,4.73 c-3.85-8.3-8.17-11.79-10.59-13.18c-0.77-0.44-1.69,0.22-1.51,1.08c0.26,1.27,0.58,2.88,0.74,3.93c-4.3-3.33-9.73-5.2-15.18-5.21 C22.04,12.99,24.82,22.4,41.4,36.92z" style="fill:#281010;"/>
<path d="M38.63,24.84l-0.84-5.79c0,0,4.6,2.58,10.93,12.7l0.93-5.72c3.77,3.63,6.16,10.67,5.49,15.62 c0.01,0,0,0,0.01,0.01c2.4-1.84,1.09-8.56,0.48-11.17c-0.77-3.3-2.21-6.44-4.22-9.16c-0.53-0.72-1.66-0.52-1.94,0.33l-1.54,4.71 c-3.85-8.29-8.15-11.77-10.58-13.17c-0.77-0.44-1.7,0.22-1.52,1.09c0.26,1.27,0.58,2.87,0.74,3.92c-4.3-3.33-9.73-5.2-15.18-5.21 C21.39,12.99,28.2,13.96,38.63,24.84z" style="fill:#394D57;"/>
</g>
<g>
<path d="M80.47,37.21c-2.09,2.03-4.49,3.71-7.11,4.74c-1.59,0.62-3.54,0.88-4.79-0.36 c-1.89-1.88-0.8-8.05-0.29-10.47c0.66-3.13,1.89-6.11,3.63-8.7c0.45-0.67,1.4-0.49,1.64,0.31l1.33,4.48 c3.3-7.86,6.99-11.16,9.07-12.48c0.66-0.42,1.45,0.21,1.3,1.03c-0.22,1.2-0.5,2.73-0.63,3.73c3.69-3.16,8.33-4.92,13-4.93 C97.05,14.54,94.67,23.46,80.47,37.21z" style="fill:#281010;"/>
<path d="M82.85,25.77l0.72-5.49c0,0-3.94,2.45-9.36,12.03l-0.8-5.42c-3.23,3.44-5.28,10.11-4.7,14.79 c-0.01,0,0,0-0.01,0.01c-2.06-1.74-0.93-8.11-0.41-10.58c0.66-3.12,1.89-6.1,3.61-8.68c0.45-0.68,1.42-0.49,1.66,0.31l1.32,4.46 c3.29-7.85,6.98-11.15,9.06-12.48c0.66-0.42,1.46,0.21,1.3,1.03c-0.22,1.2-0.49,2.72-0.63,3.71c3.69-3.16,8.33-4.92,13-4.93 C97.61,14.54,91.77,15.47,82.85,25.77z" style="fill:#394D57;"/>
</g>
<path d="M106.13,57.49c5.1-2.88,8.7-2.1,9.54-0.45c1.42,2.79-1.8,5.44-5.28,6.31 c-4.77,1.19-10.48,2.55-11.11,0.37C98.64,61.54,102.72,59.41,106.13,57.49z" style="fill:#FF8A66;"/>
<path d="M125.07,62.76c0-3.04-2.01-6.16-2.01-6.16s0.78,4.12-2.57,9.15c-2.8,4.2-9.49,8.28-18.75,9.98 c-5.37,0.99-10.78,1.49-16.08,1.49c-10.58,0-18.09-1.99-20.86-3.17c-2.39-1.02-5.47-2.21-8.35-6.05c0.18,5.02,2.93,8.08,6.79,9.73 c3.4,1.45,11.46,3.49,22.43,3.49c5.04,0,10.7-0.43,16.81-1.56c12.05-2.22,22.6-8.69,22.6-16.85 C125.07,62.8,125.07,62.78,125.07,62.76z" style="fill:#B71C1C;"/>
</g>
</svg> | |
{
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} | Generate code for a svg of a a red plaid blanket spread on the grass. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafbfb" d="M0 0h96v65l-4-3-2 2-10-2-4 2h-1l-9-5-23 3h-6l-10-1q-3 0-4 2l-6-2-14 3q-1-3-3-2z"/><path fill="#a53833" d="M75 64h-4q-4-3-9 0l-3-2H43l23-3z"/><path fill="#7db165" d="M37 62q-3-1-3 1-2-1-2 1h-4l-2 2h-4q-3-1-4 1-3-1-4 1-3 0-3 2-3-1-4 1l-1 1-6 2V62q2-1 3 2l14-3 6 2q1-2 4-2z"/><path fill="#d51516" d="M71 64h5v1q-4 0 0 2l-1 1-4-2q-3-2 0-2"/><path fill="#412c2f" d="M32 64q0-2 2-1h2l6 8-5 2q-2-6-5-9"/><path fill="#423b35" d="M18 67q1-2 4-1l1 4-3 2q-3-3 0-4z"/><path fill="#c51723" d="M22 66h4q2 1 2 5l-4 2-1-3z"/><path fill="#422528" d="M56 65v-1l7 1q-3 3 2 3h2q-3 2 0 3l7 4-3 2q-9-4-15-10l2-2z"/><path fill="#5a2424" d="M40 62h3l28 2q-3 0 0 2l4 2 5 2 6-1h1q3 1 0 4l-17-5q-3-5-6-2l1 2q-5 0-2-3l-7-1h-9l5 3v2l-7-2z"/><path fill="#cf948e" d="M56 65h2l-2 2h-4l-1-2z"/><path fill="#de3b44" d="M56 64h-5l1 2-5-3z"/><path fill="#9f221d" d="m76 65 4 2q-3 0 0 3l-5-2 1-1q-4-2 0-2"/><path fill="#e72c2d" d="m18 67 2 1q-3 1 0 4l-4 2-2-6q1-2 4-1"/><path fill="#e92c19" d="m80 67 6 2-6 1q-3-3 0-3"/><path fill="#3e292c" d="m28 64 5 10q-3 5-4 0l-1-3q0-4-2-5z"/><path fill="#ef2629" d="m11 70 2 5-2 2-2-2-2-4q1-2 4-1"/><path fill="#61252b" d="m14 68 2 6 1 3v1l-4-3-2-5q0-2 3-2"/><path fill="#992329" d="M70 68h-2q6 5 15 5l-8 4-1 1 2 3q-5 0-8 3-5 0-5-4 5 2 9-2l-1-1 3-2-7-4q-3-1 0-3h-2l-1-2q3-3 6 2"/><path fill="#9b1823" d="m23 70 1 3 4-2 1 3q-3 0-3 2l-3-2q-2 0-2 2-3-1-4 1l-1-3 4-2z"/><path fill="#2f242a" d="m43 74-3 3q-3-4 2-4"/><path fill="#dc2a30" d="m70 68 17 5-8 6-4-2 8-4q-9 0-15-5z"/><path fill="#bd1624" d="M28 64h4q3 3 5 9l5-2 1 3q-5 0-2 4v1h-4q-3-4-5 0l2 3q-3-1-4 2l-4-8q0-2 3-2 1 5 4 0z"/><path fill="#e02329" d="M34 63q0-2 3-1h3l5 5 5 6q2 3 6 0l-2-2-2-2v-2h4q6 6 15 10l1 1q-4 4-9 2-4-4-9-3l3 3v4h-2q-3 0 0 1l-2 1v-1l-4-3-5-7-1-1-1-3-6-8z"/><path fill="#2f1f24" d="m54 71 2 2q-4 3-6 0 1-3 4-2"/><path fill="#933c3f" d="m45 67 7 2 2 2q-3-1-4 2z"/><path fill="#453c27" d="m7 71 2 4 1 5q-4-3-4-8z"/><path fill="#f22433" d="M12 83q-2-1-1-3 0-3 3-2z"/><path fill="#90232a" d="m9 75 2 2 2-2 4 3q2 1 2 5l-3-2-2 4-1 1q-2-1-1-3l2-5q-3-1-3 2h-1z"/><path fill="#461f1e" d="m75 77 4 2-3 2-2-3z"/><path fill="#542c27" d="m44 75 5 7-3 2-5-5v-1z"/><path fill="#5d2c2d" d="M63 80q0 4 5 4l-2 1q-4-1-6 1-3-3 0-5-1-2-3-1l-3-3q5-1 9 3"/><path fill="#3d2a2f" d="M37 79q2 5-3 3l-2-3q2-4 5 0"/><path fill="#3d2429" d="m26 76 4 8 2 4h-3l-2-3-6-9q0-2 2-2z"/><path fill="#e21b2b" d="M37 79h4l5 5q0 2 2 3l-3 2-6-3q2 0 1-2h-4q-1 3 4 6l-4 2-2-2-2-2-2-4q1-3 4-2 5 2 3-3"/><path fill="#8d242d" d="m49 82 4 3q-2-1-2 1l-3 1q-2-1-2-3z"/><path fill="#3c2727" d="m19 83-1 3-4-1 2-4z"/><path fill="#962630" d="M57 80q2-1 3 1-3 2 0 5l-5 2-2-2 2-1q-3-1 0-1h2z"/><path fill="#66925a" d="M6 72q0 5 4 8h1q-1 2 1 3-1 2 1 3l1-1 4 1v1q-1 5 5 8v1H0V74z"/><path fill="#e42b31" d="m21 76 6 9q-3 4 3 7v2l-5 2h-2v-1l-5-8v-1l1-3q0-4-2-5v-1q1-2 4-1"/><path fill="#7eae6a" d="M96 65v22l-4 4-5-4q-3-5-1-8l1 6v-8q2-3 3-1 7-7-1-11-3 1-2 4h-1l-6-2-4-2v-1l4-2 10 2 2-2z"/><path fill="#552c2c" d="m45 89-9 3 4-2q-5-3-4-6h4q1 2-1 2z"/><path fill="#4d5538" d="m53 85 2 2 5-2q2-2 6-1l-4 3-10 2q-2-3-1-4 0-2 2-1"/><path fill="#6e9d64" d="M96 87v9H25l5-2 6-2 9-3 3-2 3-1q-1 1 1 4l10-2 4-3 2-1q3-3 8-3l3-2 8-6q3-3 0-4-1-3 2-4 8 4 1 11-1-2-3 1v8l-1-6q-2 3 1 8l5 4z"/><path fill="#822531" d="m27 85 2 3h3l2 2q-3 0-4 2-6-3-3-7"/><path fill="#342c27" d="m34 90 2 2-6 2v-2q1-2 4-2"/></svg> | |
{
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} | Generate code for a svg of a football players catching a pass in the end zone. | <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="#f8f9fa" d="M0 0h96v38q-4 6-11 7l2 1-4 3q-3-3-7 0l-3-3-7 1v3q-6-1-1-3l-6-2-7-9q-7-1-1 1-3 0-4 3-2 0-1 2-1 2 1 3-1 2-3 1 0 3-2 1l-10 4-3-2h-7q-4 0-6 3l-9-7-7-1z"/><path fill="#f4f5f6" d="M96 38v58H86L63 86q5-6 12-6l1-1-4-2h3q5-3 11-3l-1-2H74l-1-1-2-4q-2 2 1 5v3h-3q0-5-2-2-12 1-23 5Q21 68 0 61V44l7 1 9 7q2-3 6-3h7l3 2 10-4q2 2 2-1 2 1 3-1-2-1-1-3 2-1 1-2 1-3 4-3-6-2 1-1l7 9 6 2q-5 2 1 3v-3l7-1 3 3q4-3 7 0l4-3-2-1q7-1 11-7"/><path fill="#384357" d="M47 40q1 1-1 2-1-2 1-2"/><path fill="#6d768b" d="M51 39q3 3-1 7l-1-2z"/><path fill="#383c4e" d="M82 59h-2q0-9 2 0"/><path fill="#9ca1ab" d="M80 59h2v4l-2-1q-3-3 0-3"/><path fill="#2c2f44" d="m80 62 2 1h-3z"/><path fill="#41414d" d="M72 64q2 0 1 2z"/><path fill="#24293c" d="M61 67q3 0-1 3z"/><path fill="#1c3246" d="M0 61a880 880 0 0186 35H0z"/><path fill="#3b4256" d="m73 71-1 1q-3-3-1-5z"/><path fill="#b4cfd7" d="m75 77-2-2 1-3h11l1 2q-6 0-11 3"/><path fill="#789fb1" d="m73 71-1 3 2 2h-3l-15 4q-3-3-3 1l-10-4q11-4 23-5 2-3 2 2h3v-3z"/><path fill="#96bac7" d="m72 77 4 2-1 1q-7 0-12 6l-9-4q0-4 3-1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a siblings creating crafts for a school project together. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfc" d="M0 0h96v96H0z"/><path fill="#eec8b8" d="M18 15q-2 2-1 6h7l-8 1q-1-5 1-8z"/><path fill="#fccd9d" d="M43 15q15-3 14 12-7 10-18 4-6-10 4-16"/><path fill="#ec8862" d="M24 21h-7q-1-4 1-6 2 3 5-1z"/><path fill="#5e2b2f" d="M82 17h4q2 10-7 13V19z"/><path fill="#793638" d="m82 17-3 2v11q-10-3-8-12 5-4 11-1"/><path fill="#b38682" d="M11 28q1-1 4 1h-5z"/><path fill="#fdd7a8" d="M69 39q2-1 4 2l-4 2z"/><path fill="#aa574b" d="M85 51q2-3 5 0-3 3-5 0"/><path fill="#fbcf9f" d="m32 63-1 9q-9 8-18 0-6-17 12-16z"/><path fill="#e3c5b6" d="M44 64H33l-1-1 6-3v2z"/><path fill="#f5d5ba" d="M69 69q-2 2-1 5-2-1-1-3H57v-8h9z"/><path fill="#cc583f" d="M33 64h11v10l-12-1z"/><path fill="#e0724a" d="M68 74q-1-3 1-5 2-4 7-1l7 14q-10 1-15-8"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a leather mouse pad with a silver mouse resting on it. | <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="#f9f9f4" d="M0 0h5l22 3 31-1 32 4v3l3 4-2 13 2 4-3 2 1 4q-4 5 0 9l-1 2q3 3 2 8l-1-3-2 4-2-14 1-8-2-3 2-1-1-3q-4-5-6-11l5-3-4-1 1-1q6 2 2-3l-4-1v1h-9q-4 1-6 5l-2-1-8 3H46l-2-2q-3-1-4 2-1-7-3-1l-1-3-3 2h-4l-3-2-8 1q-5 1-8 5-3-3 1-5 3-3 9-4l11 1 4-2h5l-2-2-8-1H8L3 7Q2 5 0 5z"/><path fill="#f6f5ef" d="m86 31-1-1-1 3q0-6-4-7H42q-15-1-28 1l-2-1q3-12 16-10 5 1 10 5 1-4 4-1l2-2 4 2h10l14-7 2 2q5-1 0-5l7-2V7l4 1q4 5-2 3l-1 1 4 1-5 3q2 6 6 11l1 3z"/><path fill="#f9f9f4" d="m81 8-7 2q5 4 0 5l-2-2-14 7H48l-4-2-2 2q-3-3-4 1-5-4-10-5-13-2-16 10l-2 2-3 36q-1 6-2 0l-1 2 8 9q-4 2 1 4-3 3 2 4 5-1 9 2l3-1q-3 1 0 4-3 1-4 4-4-1-9 1L4 91l-4-2V5q2 0 3 2l5-3h22l8 1 2 2h-5l-4 2-11-1q-6 1-9 4-4 2-1 5 3-4 8-5l8-1 3 2h4l3-2 1 3q2-6 3 1 1-3 4-2l2 2h10l8-3 2 1q2-4 6-5z"/><path fill="#a89d98" d="M42 26q6-3 14 0v1H45q-1-2-3-1"/><path fill="#f7f7f1" d="M12 26v39l3 2a512 512 0 0069-1l2-35 2 3-1 8 2 14 3 6-4 8-2 2-1-2q-2 3-5 3l-15-1q-2 2-5 1-8 3-14-1h-4q2-2-1-2h-6l-5 3-18-2-3-5z"/><path fill="#d9d7d5" d="M45 27h11q10 3 13 14l-1 5 2 4-2-1H55l6-7-3-4q-5 0-8 2l-4-3q-2 2 1 3l-7 5q-4-3-4-6-1-10 9-12"/><path fill="#685759" d="M42 26q2-1 3 1-10 2-9 12h-2l6 9 1-1 1 6 6-1 2 1 18-4 2 1-2 9-21 9-32-1-3-2V55l2-28q13-2 28-1"/><path fill="#35302f" d="M36 39q0 3 4 6l1 2-1 1-6-9z"/><path fill="#e2e1dd" d="m53 49-2 1-2-1q1-5 7-8l-1-1q3-1 4 2z"/><path fill="#afaba9" d="M55 49h-2l6-7q-1-3-4-2l1 1q-6 3-7 8l2 1-3 2-6 1-1-6-1-2 7-5q-3-1-1-3l4 3q3-2 8-2l3 4z"/><path fill="#675657" d="M56 27v-1h24q4 1 4 7l-1 34-31-1q9-1 16-7l2-2v-7l-2-4 1-5q-3-11-13-14"/><path fill="#f9f9f3" d="M5 0h91v96H0v-7l4 2 10 2q5-2 9-1l67-3q-3-5-1-8h2l-3-5q1-4 4-3l-2-2 1-1h-3l4-8-3-6 2-4 1 3q1-5-2-8l1-2q-4-4 0-9l-1-4 3-2-2-4 2-13-3-4V6L58 2 27 3z"/><path fill="#393233" d="m68 49-18 4-2-1 3-2 2-1z"/><path fill="#c5c3c1" d="M70 50v7l-2 2z"/><path fill="#f9f9f3" d="m9 66 3 5 18 2 5-3h6q3 0 1 2h4q6 4 14 1 3 1 5-1l15 1q3 0 5-3l1 2 2-2h3l-1 1 2 2q-3-1-4 3l3 5h-2q-2 3 1 8l-2 3H23q1-3 4-4-3-3 0-4l-3 1q-4-3-9-2-5-1-2-4-5-2-1-4l-8-9 1-2q1 6 2 0z"/><path fill="#bdbab9" d="M68 59q-7 6-16 7l-3 1z"/><path fill="#a3908a" d="m52 66 31 1z"/></svg> | |
I draw images of rowing boats, and I analyze the mechanics of drawing a rower powering through water. I consider the following:* **Shape and Form:** The shape of the boat, the overall form, and the placement of the oars are crucial. I focus on creating a visually appealing and balanced design.* **Line and Texture:** The lines of the boat are important for conveying the boat's movement and the water's texture. I pay attention to the texture of the hull, the surface, and the water.* **Positioning:** The position of the oars, the boat's position, and the surrounding environment all contribute to the overall visual impact. I try to create a sense of dynamism and movement.* **Detail:** I pay attention to the details of the boat, such as the hull shape, the fin, and the details of the oars. I aim to capture the essence of the rowing experience. | {
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} | Generate code for a svg of a rowers powering through the water with strong strokes. | <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="#efe9d9" d="M0 0h96v46q-3-1-3 1-19 3-36 10l-8-2-4-4q-3 0-2 3h-7l-4-3-2 3-30-6z"/><path fill="#ad7f6d" d="m36 54-4 1-2 1v-2l2-3z"/><path fill="#483131" d="M45 51v3l-2 1v-1q-1-3 2-3"/><path fill="#958a80" d="m45 51 4 4-4-1z"/><path fill="#baa399" d="m93 47-5 2 1 2h-2q-15 0-28 6l7 2H54l3-2q17-7 36-10"/><path fill="#eceeea" d="m0 48 30 6v2l-4 1-7-2-1 1 5 2-18 1v7l4 1h3l-1 1-11 1z"/><path fill="#adb0ae" d="M36 54h7v1q-4-1-5 2l-6-2z"/><path fill="#4c2726" d="m32 55 6 2v4h-1q-1-3-3-2l-8-2 4-1z"/><path fill="#814137" d="m45 54 4 1 8 2-3 2q-2-1-2 1-4-1 0-3h-5q-3-3-5 0h-4q1-3 5-2z"/><path fill="#929393" d="M38 57h4l3 3-6-1-1 2z"/><path fill="#bac4c2" d="M52 60q0-2 2-1h12l20 1q-12 1 0 3l-7 2-21-3 2 2-8 1 1-1q8-4-1-4"/><path fill="#cfd6d6" d="m45 60-6 2-2-1h1l1-2z"/><path fill="#747a7c" d="M47 57h5q-4 2 0 3 9 0 1 4l-6-3z"/><path fill="#1d1c29" d="M47 57v4l6 3-14-2 6-2-3-3q2-3 5 0"/><path fill="#5b6069" d="m79 65-4 1-12-2h-3l-2-2z"/><path fill="#afc0c1" d="m26 57 8 2v1H10l7 1-3 1 8 3-17 1v-7l18-1-5-2 1-1z"/><path fill="#e5e9e4" d="M96 46v39l-10-1-1-1 7-2-13-3 10-1q-7-2-15-1l-3-4 4 1q4-3 10-3l-22-6 12 2 4-1 7-2q-12-2 0-3l-27-3q13-6 28-6v3h3l-1-3-1-2 5-2q0-2 3-1"/><path fill="#7c524a" d="M87 51h2l1 3h-3z"/><path fill="#598594" d="M34 59q2-1 3 2l2 1 14 2-1 1 8-1h2l-4 2-10 1-2 2h7q-6 2-1 3l-2 1h9l15 3 4 1q-16 0-30 6l-12-4 5-1H19q8-3 18-4a46 46 0 00-37 5v-6h14v-3l21-2-23-1H9l13-2-8-3 3-1-7-1h10l12 3q6-1 2-3z"/><path fill="#3a596d" d="M20 60h14q4 2-2 3z"/><path fill="#80a7b0" d="m62 64 2 2 20 4q-6 0-10 3l-4-1 3 4-15-3h-9l2-1q-5-1 1-3h-7l2-2 10-1z"/><path fill="#96b5ba" d="m12 67 23 1-21 2v3H0v-4l11-1z"/><path fill="#719da8" d="M74 76q8-1 15 1l-10 1 13 3-7 2 1 1 10 1v10L48 83q14-6 30-6z"/><path fill="#4a7788" d="M58 82a24 24 0 0115 0z"/><path fill="#2a5066" d="m48 83 48 12v1H74l-23-7q-7-2-13 1l-6-4q-17-5-32-2v-5q6-4 15-6 10-3 22 1-10 1-18 4h22l-5 1z"/><path fill="#65939f" d="M74 96H61l-11-5-27 2-7-1 4-3-4-3q-9 0-16 3v-5q15-3 32 2l6 4q6-3 13-1z"/><path fill="#2e586e" d="M16 92 2 94l6 2H0v-7q7-3 16-3l4 3z"/><path fill="#447083" d="M61 96H8l-6-2 14-2 7 1 27-2z"/></svg> |
{
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"path": "a3fd2f679b5feda0a0644f543185e3a4b8a93599624462940d74bd44eb588212.png"
} | Generate code for a svg of a a picture of a computer with a yellow paper on top of it | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 48 48"><defs><linearGradient id="b"><stop offset="0" stop-color="#94ff54"/><stop offset="1" stop-color="#fffb03"/></linearGradient><linearGradient id="a"><stop offset="0" stop-color="#94ff54"/><stop offset="1" stop-color="#fffb03"/></linearGradient><linearGradient xlink:href="#a" id="e" x1="11.566" y1="37.073" x2="35.996" y2="37.073" gradientUnits="userSpaceOnUse"/><linearGradient xlink:href="#a" id="d" x1="11.568" y1="12.286" x2="35.996" y2="12.286" gradientUnits="userSpaceOnUse"/><linearGradient xlink:href="#b" id="c" x1="11.568" y1="12.286" x2="35.996" y2="12.286" gradientUnits="userSpaceOnUse"/></defs><path d="M7.65 13.723h32.263a2.546 2.546 0 0 1 2.547 2.548v17.894a2.546 2.546 0 0 1-2.547 2.548H7.649a2.546 2.546 0 0 1-2.547-2.548V16.271a2.546 2.546 0 0 1 2.547-2.548" fill="none" stroke-width="1.437" stroke="#000"/><path d="M5.102 25.219v1.347c0 .212 1.15.385 2.559.385h32.242c1.408 0 2.559-.173 2.559-.385v-1.347m-37.36 0"/><path d="M10.85 18.034h25.864v2.874H10.85m0-2.874" fill="#212c3c"/><path d="M13.544 5.102c-.707 0-1.258.55-1.258 1.257v13.112h22.991V9.412l-4.31-4.31z" fill="url(#c)" stroke-width="1.437" stroke="url(#d)"/><path d="M10.85 29.53h25.864v2.873H10.85m0-2.874"/><path d="M35.277 30.966v10.221a1.27 1.27 0 0 1-1.274 1.275H13.559a1.27 1.27 0 0 1-1.274-1.275v-10.22m22.99 0" fill="none" stroke-width="1.437" stroke="url(#e)"/><path d="M30.966 5.102v4.31h4.311m-4.31-4.31" fill="#fff"/><path d="M16.597 7.976H29.53v1.436H16.597m0 1.438H29.53v1.436H16.597m0 1.437H29.53v1.437H16.597m0 1.437h8.622v1.437h-8.622m0-1.437" fill="#696e78" fill-opacity=".702"/></svg> | |
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",
"path": "0972f819d8265fe1e0741619e015d61bfe03b91174d8d4513c6470980c4db85e.png"
} | Generate code for a svg of a there are two different colored lines of a woman's face | <svg id="EdithAnim08" image-rendering="inherit" baseProfile="basic" version="1.1" x="0px" y="0px" width="800" height="600" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="No-Rear-To-Rearf221r1" overflow="visible">
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"path": "647f87b9cad78abcd4a95dd76500132efe6959c46c0916f0d6eb5bcab3386137.png"
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<title>ic_fluent_mail_unread_48_filled</title>
<desc>Created with Sketch.</desc>
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</g>
</svg> | |
{
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"path": "e23d49b00ea299eac6300914cb7d9a21342911aab6aaa051a35347402366bfd6.png"
} | Generate code for a svg of a a black and white photo of a cross and a cross on a white background | <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 0 426.922 426.922" style="enable-background:new 0 0 426.922 426.922;" xml:space="preserve">
<g>
<g>
<path d="M149.98,298.922c-11.913,0-21.435-9.523-21.435-21.36V0H85.878v277.562c0,35.4,28.625,64.026,64.102,64.026h276.815
v-42.667H149.98z"/>
</g>
</g>
<g>
<g>
<g>
<rect x="0.128" y="85.333" width="128" height="42.667"/>
<path d="M276.942,85.333H170.794V128h106.148c11.913,0,21.435,9.523,21.435,21.36v106.896h42.667V149.36
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<g>
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<g>
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<g>
</g>
<g>
</g>
<g>
</g>
<g>
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<g>
</g>
<g>
</g>
<g>
</g>
<g>
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</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green traffic lights glowing over the intersection. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#607b69" d="M21 22q1-2 4-1l-1 6-3-2h3v-3z"/><path fill="#202727" d="M21 22h3v3h-3z"/><path fill="#4ce962" d="m21 25 3 2q-6 4-7-2z"/><path fill="#5fb96a" d="m50 40-1-3-2 3q1-4-2-3 0-2 3-1 0-6 2 0h3v4z"/><path fill="#42f853" d="M45 37q3-1 2 3-3-1-2-3"/><path fill="#2ce073" d="m22 35-2 5q4 6-2 8l-2-5 2-3q-4-3 0-6 1-2 4 1"/><path fill="#24302c" d="M22 35h3l-1 22q-2-5-1-8l-5-1q6-2 2-8z"/><path fill="#243529" d="M50 40v26h-3V40l2-3z"/><path fill="#ade7b3" d="m46 70 1 12H37v-6z"/><path fill="#ade8b5" d="m49 71 17 10 6 1q-6 0-9 3l-12-3q-3-5-2-11"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a collection of antique buttons arranged in a glass jar. | <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="#fdfcf7" d="M0 0h96v96H0z"/><path fill="#e6e6d9" d="m43 20-4-1q3-3 9-2l11 1z"/><path fill="#afb4ad" d="m61 20-7 2-11-2 16-2-11-1q-6-1-9 2l-2-1 2-2q11-2 21 1z"/><path fill="#d3d8c7" d="M61 20v4l-1-3q-11 5-22 0l16 1z"/><path fill="#959994" d="m37 18 2 1 4 1 11 2-16-1q11 5 22 0l1 3q-2 1-1 4l-3-2H38l-3-3z"/><path fill="#edefea" d="M39 26h18l3 2 3 5v27l-2-1-2-1v-2q4-4 2-9l-2-8q2-5-3-5l-1 1h-1q-3-1 0-2 5 0 2-3-6-3-12-2v3q-3-1-4 1h-1l-2-1 3-2z"/><path fill="#b7c0bd" d="M54 35q-3 4 3 4h2l2 8q-3-2-6-1-3-6-9-4 6-2 4-8l-1-2h-9q1-2 4-1v-3q6-1 12 2 3 3-2 3-3 1 0 2"/><path fill="#9d968c" d="M39 33v-1h10l1 2h-6q-3-2-5-1"/><path fill="#cdd1c9" d="m38 26 1 3-3 2 2 1v1q-4 0-3 5v3l-2 1v6l-1 1q-2 6-1 13h4v3h-4q-1 3 2 5-3 7 5 10l4 1 1 2q-12-1-14-12l4-42q1-3 4-3"/><path fill="#c67750" d="M39 33q2-1 5 1-2 0-2 3l-6 1q-1-5 3-5"/><path fill="#5f7e8c" d="M59 39h-2l-2-4 1-1q5 0 3 5"/><path fill="#e1d0aa" d="M44 34h6q2 6-4 8l-1 1-3-6q0-3 2-3"/><path fill="#252f35" d="m54 35 2 4q-6 0-3-4"/><path fill="#525c60" d="m42 37 3 6q-4 4 0 10l-1 3q-2 0-1 2h-1v-8h-1l-2 5-2-1 1-3v-2h4v-5l-6-3v-3z"/><path fill="#bcbcb3" d="m61 24 4 7-3 39-4 3 1-3v-4q4-1 4-6V33l-3-5q-1-3 1-4"/><path fill="#608492" d="m36 41 6 3v5h-4l-4-1v-6z"/><path fill="#dbdac8" d="M46 42q6-2 9 4 0 5-4 8h-2l7 2-8 2-4-2 1-3q-4-6 0-10z"/><path fill="#212d32" d="m34 48 4 1v2l-5 1v-3z"/><path fill="#9b5e48" d="M55 46q3-1 6 1 2 5-2 9h-3q-2-3-5-2 4-3 4-8"/><path fill="#757d7c" d="M33 49v3l5-1-1 3 1 5-2 3h-4q-1-7 1-13"/><path fill="#353b3e" d="M51 54q3-1 5 2l-7-2z"/><path fill="#c3b49e" d="M42 58q-3-1-4 1l-1-5 2 1 2-5h1z"/><path fill="#363f42" d="M56 56h3v2l-6 4h-2l-3-4z"/><path fill="#af8b75" d="m59 58 2 1q-4 0-3 4-3-2-5-1z"/><path fill="#dc9648" d="m61 59 2 1q0 5-4 6l-1-3q-1-4 3-4"/><path fill="#829190" d="m44 56 4 2 3 4q-6 6 3 11l5-3-1 3h-1l3 4h-2q-1-3-3-2-6-2-8-7-3 0 0 1l-5 1v-1q9-5 1-11-1-2 1-2"/><path fill="#e2cb9b" d="M42 58q8 6-1 11-3-3-5 0l-1-4v-3l2-3q1-2 4-1"/><path fill="#dfa359" d="m36 65 1 4-3 1q-3-2-2-5z"/><path fill="#eeeee7" d="M51 62h2q2-1 5 1l1 3v4l-5 3q-9-5-3-11"/><path fill="#2b3e4b" d="M53 66q2 0 1 3-2-1-1-3"/><path fill="#2a3438" d="M42 69q-3 1-2 4-1 3 3 5l-4 1q-8-3-5-10l3-1q2-3 5 0"/><path fill="#96a8ab" d="M55 75q-3-1-4 1l6 1h-8l-2 2h-4q-4-2-3-5-1-3 2-4l5-1q-3-1 0-1 2 5 8 7"/><path fill="#e8efe8" d="M55 75q2-1 3 2h-1l-6-1q1-2 4-1"/><path fill="#232e32" d="M57 77h2q-5 3-10 3l-3-1 2-2z"/><path fill="#5e6866" d="M43 79h4l3 1-7 1-4-1z"/><path fill="#99a198" d="m44 83-1-2 7-1q5 0 10-3l4-5q2 5-3 8z"/></svg> | |
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",
"path": "27361544691cbc30787683605d3de3ebd74683171cbb28076df011d9fdd371d3.png"
} | Generate code for a svg of a a black and white photo of a wifi icon | <svg xmlns="http://www.w3.org/2000/svg" id="export" viewBox="0 0 512 512">
<defs>
<style>
.cls-1{fill:currentColor}
</style>
</defs>
<path d="M136,432a56,56,0,1,0-56-56A56.0635,56.0635,0,0,0,136,432Zm0-80a24,24,0,1,1-24,24A24,24,0,0,1,136,352Z" class="cls-1"/>
<path d="M472,16H40A24.0275,24.0275,0,0,0,16,40V472a24.0275,24.0275,0,0,0,24,24H472a24.0275,24.0275,0,0,0,24-24V40A24.0275,24.0275,0,0,0,472,16Zm-8,448H48V48H464Z" class="cls-1"/>
<path d="M240,376h32c0-74.99-61.0093-136-136-136v32A104.1179,104.1179,0,0,1,240,376Z" class="cls-1"/>
<path d="M320,376h32A216,216,0,0,0,136,160v32C237.458,192,320,274.542,320,376Z" class="cls-1"/>
<path d="M400,376h32A296,296,0,0,0,136,80v32C281.57,112,400,230.43,400,376Z" class="cls-1"/>
</svg> | |
{
"bytes": 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</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "00eb1178f6659ecba8131cc191d73b6d3dd6e2fce08caca8f96cd79e1b4af9ee.png"
} | Generate code for a svg of a a close up of a cross on a white background with a black square | <svg width="16" height="17" viewBox="0 0 16 17" fill="none" xmlns="http://www.w3.org/2000/svg">
<circle cx="8" cy="9" r="8" fill="white"/>
<path d="M7.13036 4.2H8.86636V5.936H7.13036V4.2ZM7.13036 7H8.86636V14H7.13036V7Z" fill="black"/>
</svg> | |
{
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"path": null
} | Generate code for a svg of a digital stopwatch icon, predominantly black and blue in color, with a close-up view of the clock face which is blue, and black hands indicating the time. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.1.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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<g>
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} | Generate code for a svg of a a close up of a key in a square frame with a keyhole | <svg width="32" height="32" viewBox="0 0 32 32" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M25 21V24C25 25.1046 24.1046 26 23 26H9C7.89543 26 7 25.1046 7 24V8C7 6.89543 7.89543 6 9 6H23C24.1046 6 25 6.89543 25 8V11" stroke="#1F3664" stroke-width="2"/>
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<circle cx="14" cy="16" r="3" stroke="#1F3664" stroke-width="2"/>
</svg> | |
{
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} | Generate code for a svg of a a pale pink cloud floating in a soft blue sky. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#add0e0" d="M0 0h96v49H79q-3 0-4 2-3-6-3 0-4 0-5-3h-7l-1-5-9-8v-4q6-4-2-6v-4l-7-2q-1-4 3-7-3-3-4 0l-1-2 6-2q-3-3 1-4-3-3-6-2-1 2 2 3-4 0-5 4-3-4-5 0l-5-7q-3 2-1 5l-4 2-2-7-1 5-4 2q-1-2-3-1l-1 5-2-3-1 3q-6-3-6-7-2 3-1 6l4 2q-7 2-1 4l-4 2z"/><path fill="#add0e0" d="M50 35q-5-3-8 1h-3l-4 6q-7 2-12 9 7 3 13 9h7q5-5 9 1l-3 6-1 8-3 2q-9-7-20-9L0 71V20l4-2q-6-2 1-4l-4-2Q0 9 2 6q0 4 6 7l1-3 2 3 1-5q2-1 3 1l4-2 1-5 2 7 4-2q-2-3 1-5l5 7q2-4 5 0 1-4 5-4-3-1-2-3 3-1 6 2-4 1-1 4l-6 2 1 2q1-3 4 0-4 3-3 7l7 2v4q8 2 2 6z"/><path fill="#f6e1e2" d="m50 35 9 8 1 5h7q1 3 5 3 0-6 3 0 1-2 4-2h13l-4 9H76l-5-3 3-1q-3-2-5-1v4l-5-1-7 4-2 14-2 3-5 1v-3l1-8 3-6q-4-6-9-1h-7q-3-6 3-10l-1-7 5-2 1-3-2-2q3-4 8-1"/><path fill="#f2dadc" d="m42 36 2 2-1 3-5 2 1 7q-6 4-3 10-6-6-13-9 5-7 12-9l4-6z"/><path fill="#d9d7dd" d="M76 58h-4l-1 3H61q-3-2-4-1l7-4 5 1v-4q2-1 5 1l-3 1z"/><path fill="#afd0e1" d="M76 58h12L64 89l-8-9h-3v-3l2-3 2-14q1-1 4 1h10l1-3z"/><path fill="#f3dde1" d="m25 68 6 8-3-1q2-1-1-1-3 3-7 1-3 0-4 3l-1-1 2 6h-3q-2 0-1 3h3l-1 4q3 0 4 5-3-1-3 1H0V71z"/><path fill="#f3e8e8" d="M88 49h8v47H62l1-2 29-45z"/><path fill="#f4dadf" d="m31 76 13 20H16q0-2 3-1-1-5-4-5l1-4h-3q-1-3 1-3h3l-2-6 1 1q1-3 4-3 4 2 7-1 3 0 1 1z"/><path fill="#b0cbdd" d="M25 68q11 2 20 9l3-2v3l5-1v3h3l8 9-3 4 2 1-1 2H44z"/></svg> | |
{
"bytes": "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",
"path": "6ff58af89686f629644b4a240949662217549203d905d0ab950a088b13cbfec5.png"
} | Generate code for a svg of a a black and white photo of a down arrow symbol | <svg fill="#000000" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" x="0px" y="0px" viewBox="0 0 100 125" style="enable-background:new 0 0 100 100;" xml:space="preserve"><path d="M66.6,87.6H33c-9.4,0-16.8-7.5-16.8-16.8v-43h20.6v3.7H19.9v39.3c0,7.3,5.8,13.1,13.1,13.1h33.7c7.3,0,13.1-5.8,13.1-13.1 V31.5H62.9v-3.7h20.6v43C83.5,80.1,76,87.6,66.6,87.6z"/><rect x="47.9" y="12.5" width="3.7" height="47"/><polygon points="49.8,62.2 37.8,50.1 40.4,47.5 49.8,56.9 59.4,47.3 62,49.9 "/>
</svg> | |
{
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"path": null
} | Generate code for a svg of a close-up of a red button with a question mark icon, along with a game controller icon featuring a red ball. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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"path": "emoji_u1f3ca_200d_2640.png"
} | Generate code for a svg of a woman swimming | <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="tone">
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</g>
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} | Generate code for a svg of a couple with heart: person, person, 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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} | Generate code for a svg of a yellow trains speeding down the track. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#faf9f8" d="M0 0h96v43l-5 2-27 4-15 1q-4 3-3 8h-7q0-5-4-4l-8 1-1 2q-3 1-3 4-2 0-2 3 0 2 2 3l-4 2v-3L0 70z"/><path fill="#f9e625" d="M96 43v38q-4-3-6 0l-4-2v-4q-3 0-3 2l-1-2V50l-2 22-4-1-1-19q-3-3-4 0v10l-2-4v-5h-4v5h-1l-1-4-2-3 3-2 27-4z"/><path fill="#584e23" d="m63 54 1 4-2-2z"/><path fill="#676c78" d="M26 57q4-1 1 3l-3 3-1-2q0-3 3-4"/><path fill="#a79923" d="M69 58h-4v-5h4z"/><path fill="#9f9425" d="M85 50h7l-1 11q-4 2-7-1-2-6 1-10"/><path fill="#7f7335" d="M76 71q-2-9-1-18h-3l2 8-3 8V52q1-3 4 0z"/><path fill="#fdf219" d="M86 52h5v8h-5z"/><path fill="#f0d31b" d="m61 51 2 3-1 2 2 2h5l2 4v7l-11-3-1-12-1 11h-3l-8-3q-1-5 1-8-1 1 1 4l4-1 1-3-3-2z"/><path fill="#9d8e32" d="M48 54h6l-1 3-4 1q-2-3-1-4"/><path fill="#95903b" d="m60 66-2-1 1-11z"/><path fill="#ead332" d="m64 49-3 2-10 1 3 2h-6q-2 3-1 8v1l-10 2-14 2q-2-1-2-3 0-3 2-3l1 2 3-3q3-4-1-3l1-2 8-1q4-1 4 4h7q-1-5 3-8z"/><path fill="#493124" d="M30 58q2 0 1 2z"/><path fill="#d9c285" d="m47 63 2 1-12 4v-3z"/><path fill="#ac9b25" d="M82 75q-3-1-2-3z"/><path fill="#f6ee73" d="M19 69 0 73v-3l19-4z"/><path fill="#6e6159" d="m47 62 8 3q-2-1-2 1L0 82v-5l29-8-29 5v-1l19-4 4-2 14-2v3l12-4z"/><path fill="#2f2932" d="m76 71 4 1q-1 2 2 3l1 2q0-2 3-2v4l4 2q2-3 6 0v3l-10-2-2-2-15-7-14-6-2-1q0-2 2-1h3l2 1 11 3 3-8-2-8h3q-1 9 1 18"/><path fill="#d3ccc5" d="M0 77v-3l29-5z"/><path fill="#d9d0b7" d="m53 66 2 1-1 1-30 28H0V82z"/><path fill="#907356" d="M69 73h4l11 7-3 1z"/><path fill="#d8c087" d="M0 80v-1q8-4 18-4z"/><path fill="#d9ceb1" d="M51 75 41 96H31q9-12 20-21"/><path fill="#ba9c5d" d="m84 80 2 2 10 2v4q-10-1-15-7z"/><path fill="#fbe749" d="m55 67 14 6 12 8q5 6 15 7v8H41l10-21 3-7z"/><path fill="#f6f5ee" d="m54 68-3 7q-11 9-20 21h-7z"/></svg> | |
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} | Generate code for a svg of a a close up of a person holding a camera in front of a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 22 22">
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} | Generate code for a svg of a red grapes resting in a clear plastic container. | <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="#fdfbf5" d="M0 0h96v96H0z"/><path fill="#ecebe7" d="M58 74h-6l-19-1-4-2q-5-21-7-42l7-1h12l-7-1q-3-3-5 0-3-3-4 0l-3-3 1-1 51 2q-3 4-3 11l-4 35z"/><path fill="#ce343e" d="m34 27-4 1h-1v-1q2-3 5 0"/><path fill="#e46e76" d="m34 27 7 1H30z"/><path fill="#de7b7a" d="M42 31q-4-1-6 3l-2-2q0 10-3 1l-3-1q0-2 2-2z"/><path fill="#e15c5f" d="M65 33q-2 0-2 3 0-4-4-4l-4 7-2 1h-3l-3-5q2-4 6-7h2z"/><path fill="#531531" d="m59 44-4-2 3-3q4 1 1 5"/><path fill="#d94a50" d="M42 31q3 0 5 4l3 5h-1q4 3 2 9h-6q-2 0-1 2l-3 4q-10 2-4 9l-3 4h-3q-1-5 2-8-4-3-3-7l5-4q-10-3-4-10-4-3-3-7l3 1q3 9 3-1l2 2q2-4 6-3"/><path fill="#4d1734" d="M36 40q1-3 4 0l4 5-1 2q-3-3-5-2 0-4-2-5"/><path fill="#8b2437" d="M50 40h3q0 2 2 2l4 2q-10 0-4 9l-1 1q-1-3-4-3l-5 1-1-1q-1-2 1-2h6q2-6-2-9z"/><path fill="#d04149" d="M65 33v5q4 3 2 9 3 3-1 7l-3 12-3 1-2 7q-6 0-7-5-6 6-6-3l5-6q2-1 5 1 3-3 3-7l-3-1q-6-9 4-9 3-4-1-5l-3 3q-2 0-2-2l2-1 4-7q4 0 4 4 0-3 2-3"/><path fill="#d54950" d="M54 54q-3 8-9 2v-4l5-1q3 0 4 3"/><path fill="#521a33" d="M44 51v4q6 6 9-2l1-1 3 1q0 4-3 7-3-2-5-1l-5 6h-2l-1-1v-1q6-5-1-8v-1z"/><path fill="#dd4f54" d="M41 56q7 3 1 8-6-1-5-6 1-2 4-2"/><path fill="#a72d3b" d="M41 55q-3 0-4 2-1 5 5 6v1q-6 0-6 6l-2-3 3-4q-6-7 4-9"/><path fill="#d64d50" d="M42 65q0 6-6 6l-1-1q0-6 6-6"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white logo featuring the letter C. | <svg width="32px" height="32px" viewBox="0 0 32 32" xmlns="http://www.w3.org/2000/svg"><path d="M 17 3 C 9.831 3 4 8.831 4 16 C 4 23.169 9.832 29 17 29 C 20.641 29 24.016953 27.535 26.501953 24.875 L 27.376953 23.939453 L 26.306641 23.232422 C 23.221641 20.468422 21.938156 17.495047 21.785156 17.123047 C 20.619156 18.684047 18.789 20 17 20 C 14.791 20 13 18.209 13 16 C 13 13.791 14.791 12 17 12 C 18.793 12 20.627922 13.320719 21.794922 14.886719 C 21.931922 14.579719 23.678641 10.735578 26.306641 8.7675781 L 27.376953 8.0605469 L 26.501953 7.125 C 24.014953 4.465 20.641 3 17 3 z M 17 5 C 19.751 5 22.322844 5.9887344 24.339844 7.8027344 C 23.068844 8.9497344 22.038922 10.370031 21.294922 11.582031 C 20.072922 10.667031 18.59 10 17 10 C 13.692 10 11 12.692 11 16 C 11 19.308 13.692 22 17 22 C 18.591 22 20.074875 21.330063 21.296875 20.414062 C 22.004875 21.515062 23.01 22.843062 24.375 24.164062 C 22.353 25.999063 19.767 27 17 27 C 10.935 27 6 22.065 6 16 C 6 9.935 10.934 5 17 5 z"/></svg> | |
{
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EuKX9BA22TdMtHSdpUIibuzoP0+p2p9F389/E8teX30C7L2RpUuwbhfH87ZMJlf5J40wFoIkFgDDsw343MdvNbqtYduCwg9hEp8uLT9n+Jltmf3Hcv+nQWtGBW7tO0peXjemGMgg2nLzc1XW47L2iEBA8NLdOf7y4YBcHLCAW0/GFtJLj7xUIWM3bIDx3CzbqzEBqSjf0uuHvOKEb/Kh8uu9neiTkt89+jJ6YW1mWA+Br/MtLBGcJIwEAaF4BoKmr/C0QACBGhorGJ0gEWNEBWxfBrV0nhPHfq2T8g7A8bLtRbmRY6LAwuvvU5/SuAc2nvLKP8QcA+NAsSYBZxfXSn/9EZhSHHcQWAfAzQrYEPJlh+sulX47F+Dcr3DZ/uGSfr5dvb2cP44+hgAA0uQAYCrHu9kp+SAiILC84dUAZfpP/uAzUr/dNOJL9gJw3LsrrbRU0asLH80cOAABNLgDCDPfJRDHgHDkQC3d+6kWG+PnnP45oAiIAaiLAbbw+M/AQWk+R9/Q8Q7IpgBWMPwCgBQRAJuT6W0IZ/49nRsSNZQ9x1ndpvDV7FnsgAlqatH8kQF6jnj1/Tv4DigKg92k9x8FzzgWbwJKQRQsCAAFgZ0QY7jCf8SsnvEt8F8KMQCICSFLSVzM9WhBOBDwjrwvgKisMAGghAfD5T2SG/W7Cnku4XIBMgBeI+QaAXATYhrBZhuqjA6hLEyUKoLkrH9qqCwIAWjECoJm12OVGPigKkA73U57L6N6PIzGwlVjxd3+TUT5vbLX/ObP91q5TaMCQ3N37TPEalNUFAACEp+51AIQHv4OMPnk2xnlxXe/9rS/md4T4iqj1vvn3RsWyW8XwK8ATDq3DKdUyZMKsbMz6qxUNGYgSBXiGvn35ZoT8AWiGCIDwwDmxbrstuY5vqtv119VZW4H3viXG3cns/XhmB04p4HcSvrHnCNohIm/qyUcK+YeJ1gAAAVAb4581PXAZo+J9Vc8+49fVH3C/YKM9EulOLl+27/34WtxsgCfv7UMEICp39/0qsjhH6wGQrAjAfRW+b5niSqf8HFb6FfXkgj04rYCM2xadQuW/Criuo0DXdU6iIQBoAgEwEuBPZxW/J8IQvHDZgiHJ7v342hGcWsDNmxD+RxsC0OoCgDPmhdlNB5jf4b2RxteH7hCorB6r/Cf27P3YWtQGADBeNp470kXnCu0VfQe6UACIj3qNArgnRJRgLMAC5yl6Hx8b/3FfsfKxtcMRggRs/LnOwDacYsDi7hDGa2q6jX7xzCJ6Lr+Ijp3qoOMnOx3vL0nP0zViuf2V0/RqsfDfSTP2v3i6m54Vj+5tZ3q6F2jNyquhtz+KiDr1id/M4ewDIDkCIOvvUhfZGCwAaC9Fm+CHjf+2+754JK9gzKOwVYiHffd96QhuPkDZcLHhzz3UJ5Ze/bkX7Enz8my+i77+nUF6RWaW3rvxIt20drau+/mLZ7r17Qny9HnfeNut7b9rwxR96D0XdGHgB+dQcC7F4zMrcFIBUCE17wIwsuS1YcXwfGBfujDgO8RDzlNLlC8TYtkmljvEZ8fi3DfJz6FCYPMSqpyfigBgr3nHHy2jfzrQ72v8ZbAh/aO91+jGtB7w9v7llxfrS5Qw/0OHevR958dqRAEAAAkQABRuco60EAyBWfrCkG8S1nazWMZNA++XXFAQXvluseTDbniEoYbDYx9buxWnWfNx6hO/GSp3JMhoseFjAx7W8Lvh6MEf/PnSir8nrPH/o88v0b3/Sr/nb/elhQAagAAAoEkFgFr/f8myKgkGYdDHxHKveHpvwKqhhg3GMFZgC04z4Ge02Piz4YsL7nNng1xL4y/r548KR0D8IgEQAAA0rgAYCelO3xPmy708e9tXp8dqm6GfGfvY2mGcajD+MjhcXo2wPRtkjgZUG/6NOI2/BQsir64EKw9AkTzOQAASIAD2fmztSAR3Oht2SJ1CeL7WBhlDApsTJePiKwAm26sWrv9lhSF5FThvQQVO7uNERV5U4baJIQoAAQCAB7UeBbAxyofMokDjIT5SCDC6marsnea7PaA5BUDgueRnrHoWad4Gc+0s3SQM5pqVc2XZ/ewdHzvVSc9xJr3HULtajAhYMiQfvsdD+7y23b39nDsg8/a9vttq0z8v3IkzEIAGEgAj4eymQziEEQCcoZ2NSQAUwmyohNzol49gAvgWxk8ArBYGkoe/WZn/PBzu9vXG2Hhfw5ue1xdrPTagDx3q1fvO+Tm/nr3rctX3jbed4d9l7/7ODVfEb88EDuezbz9/BwsY/g4WM73dGm0U2+5XGyBEBADXHgD1FgBjH1vLk/ZE9bxZOMRZVEc5EjH6pSMTY78RNOGg5uchohhQ83IgQGgqGSo21H7G+uT5dvrxE9106lw7PXeig4ZvmKUVi+fp7tdNOQwq1wHgpZawof/kPQV98eLbP++hU2IfJl7ooptWXaUVS+bpLbdO08rF804hJBZVQtQDwOQBACQgAlBJfXxOpMuMqg/dKwTY6JBCRBsj75kLvQz/To5ajH75RYT/4f1HZu/3+mlMLA6X9nmj3/1PvjlI//ajk7oxTSIsWv7gK0N0aSpVvu3fGKCPvOUK/e4HL1TUtgoCII+zEAA5tUwC3Fjh59UFhEaHArIAw0YitlG4fvy0MPxjMP5NT2B4uRIB8Nu7l5YZfztsWP/j3rTuYScN3ibeNrvxd/PVH/fq+1hlcQUBAEACBEBlM+RpUTPp5eMMx37j+qzqN5iGfB0ZZYlz5pL3+bX0nhDfDxqTz01/PXA0SVQB8CffGKTnXlIL0LGXzd520jx/FXgfeV+rJQD+4tJ/wXUIQAIEQFgbXUEVHqUPhooCsAgQy2axbOJFfPO2gM3EjaeJOf6nlBECYPuAdiV24899/uwdhxMMA4lpm7DbwvvK+xyWoHoA1y6cpddefWo7HyucsQDUUwBEMu6OFcOE03MK61R6Uwj6jY04vZqaUf7nA7M/jF0AfO1H4Qv4sAF97qXOujcKb0MUYx5ln4PaODv3c8exAgDULwIwXoHbz8Z/LGb9saGS79tsdAv49QEjAtDc3GcIgB95rhCiWp3TiJ6Ilpv74BOL6t4oUbch6j7f6tPGm+YecRwrAEDdBIC2N2JMnw3tpjAJdYpBhkzlu0Q5P/2y56PIA2hGjv+pXklSP39eOX9EX+KMAIDKIwDcNfPaq08Vr3XzmAEA6iEAhAHnCMDuEEaf1+Xs+3Xis6GKeQjvPKewWhw3hAMB70MANCeO4yqLArD3z33UoLpc11Gg6zrLh/pnS94/rkUA6h8B0EXANpkIkDjPE7yuWHZXZShdyUOvSARs/sqLQdUJkQfQnGxwCoAfxur993dHKzm5YvF83Rsm6jZE3Wevtt5U6v+XHjMAQB1GAZiGPSUu91yF0+wqGfmA/oBMDL/kF23ICpGBiYCaD8d5w+Fmt8d5a8T+f+bNEQv7DN84W/eGiboNb66gmNFtXScp6HgQYSQAAHUXADUkp3K/iuF30A0A6IOuKEAlEYC33DpD/T3hpDGXBV6ZgAjASleJYtXP8D7HFQHwG5kBAEiyAKhqWKCMOMKCQUID3QAtAHucVk0A7pPmvumo9Pcs6CV+1dfX6Hc/cDExbcHbEkbA/O4HL+r7HBWOtgzZ8i38RmYAAJIgAGIp+FMxFYfnN3/FmXColf+HCECLYHmecWT/c31/FRHA3vOuz52ryIDGDW8Lb5NKRCKuuQysLhcu/uM1KgMAkPQIQHyojByIxTgLIz9umXsJw3/90euQB9BcFOQCwPA83X3SUeFQ+hf//RlpSJ097NF3XaK/2Poy3XTtXOIaiLeJt423URYN8Nu3KFii6xMz3w51zABoZTqaeN+UYqh7Pnp9Rnjx+Qp/i/MARgKExjhOt6bhkOx4WzUB4hz/z140e8m88HS6uvHv1hJp9GWRgPuEAOCFKwRemjYmBuLpjOOG25y7YHz6/w/htAWgdQSAzFOXvZyhymcMy3n8oMVGCICmwjO69Cn6QUUjAPyohuGsZUSgmrAA+B3tm+QzN0MOpy0ATpq2C0AY+wl3b7yPd14Rn/7K0Qnx9QWffAZUIWsiVv+Ot5i7l36KBqoTv6V93++YQQAA0CoCgNT7/NZW2yskDAVsRsZkL16dnUPL1Amfth9D6wCQYAHg8tYLNfhBa8nUQADQX//6dRmcbk3FXtmL8zNztDC/gNapMdzm3PZhjhUAEADJMPjut+NI2JlQrAYYl3celHQIAdBEmCHlnNQTvZL8OQDYYM5evKK0NIKg8WnzHML/AMhp2iTAT3/laEF43Urrsnf+6b8/mq/yJg0TEpGajc1iOex+cUYYza6B3sRu9JWXJ6lw+ESoz6TXraLea4YSu0/c5hIK5jECACQpAhAQHqg1tfDOUQug+aIALBq3uV+fuzKT6O2eOjtZk8/UEo8232keIwBAogSAWni+UlQv/lpk6Q/hdGtKEcCzW47ZX5u9eCXR25xqbw/9mfZFnYneJ0mbj5nHBgCQwAhAtgbGUlUAxDESwPc7NE3DUMDmFQGb7SJgYX4+0VGAgWuXUlsIEcDr8meS7P1zm7uMP0L/ACRYAOTq7JHH+nvCwGfEQl4LaAkRsLMRogCdvYvomlderyQCeB1et70ruREAV1vvhPEHIPkCoKoGOWQEYDhB2wwaVwTsEA+bxDLBiXZJhkXAslsz1J0e8Fynd+mQvg6vm2TMtuZhuJvMYwAAUKCeowD8jHM6psx8paLswkNP/9VH1qQ/89VjkeoPiM9mCEl+gIrDA+84/qfTo+JxV5LPC/bql9y0muZn5/Qw+pw5lK6zt1sfxdDW3hB1wvJiu9nrH8PZB0DjRACCjHM2jh/xC8u7wvOVePBZnErAJQTYIDXE/A8sBLrT/Xo/Py/8vEGMPzMO4w9A4wmAIG/7nhiMfxiPvhIBsBGnEpBwP5qg6qDKHwANKAAmAox3ttq/4SJSqJa7Dsh/KmDQoqTufJrPvzxaomrkzTYGADSYAMgHhOW5X360htsT1YsfIfT/A0QB0LYANBh1SwLkBD9h4Nk7yvisdh9VNpNXmC6ATMTf2F6FbQHNA5+/u2r1Yw8+MkiPPt5P5yc76FWvuELveFOBFg9drcpv8W/8w/4l9MKL3fpvvOa2S/Tm116oddsCABpNAFhRgADDmxUiIfuZrx7LRfly8bkJ8fmqCQDx3Tukn5MP+z+E0631SN35dEE7uJ4N1Wi1f+vJZ3vpH36wpPg3CwFebrhumm4RYoAfVy2freg3TpzuoheOdtNT4rf40f46//biwau68KiF8ee2xRkGQOMKgAMUnEHPHnauFhsTRmz81YfXjApDvz3E1+dxurUsO2shAB59ol/6Ohtqu7FmIcCsu945g96qZYY4OHGmy/H64Re7i9+jsg01EgA7cVoB0NgCQCWBp6IoABmhd7U+ek0tCiCMP4d0twY7/aH3FTRnFCBfiyhA9yK1aXstQ65i0MPCEYAaef8Q1ABUSL0H+6oa9T1mtn3lIsN/EiJfAfCXH14zLJbHxKpbw85f9NmvHYMAQBSgqtS4/10qQN5Um22A9w9AowsAs/KeimFkwxwtkUrBUtve3uhh+NNi2SGePkbR6gWM41RDFICqnLTG/fsfee/Zuhl//u1qJRzC+weg+SIAjGohj9G/+vCaPXFoAB9NkJYYfzb8h4nC9PeX/coBnGpAsI2qPBqEM/H/5/teUu4OiAM2+r/9sZO16PsvmG0IAGgSATCuZKW1ogh4QBjlTAhTHMb4Dts8/q1isQx/OrKkQAQAlKIAbMCqHr7mSMC/+dyxmiTj8W+w4Kh0dIEiO5H5D0CM96QkbIQw6vvJYzSA5i8c9vHjZ7/mPYmP6cGH8d7HKN7iPmL7jt+LUw0Uz7CD66N2JYXm8NFu+uo/LdXH7Mft9XPIf91107Vqtglh/O/A2QNAfHQkYSM0oxsgG/JjI+ayRxh5ziPIkTHWPi8EQc731/wZjXn3UK0MuOH56h+rxQ+xgf7X/+KYXg/g+z9JVywE2PBzcSHuaqhDmwEAmi0CYHrqHG7PVCwlSlgJhulaeVsScsL734TTDEiiADyMdFetf5cjAo8IMcBFg6Zn1HoAOZ+AQ/2vFUa/hh6/nW3C+9+NswaA5hUA7HnvCWHgE3x3L7buJiEAcjjNgIcIeIDqOJHUYbNAEFfxm552ioHu7gW9X5+LBtXJ6FuMC+OPLjQAmlkAGCJgdQxRgBoaeH92f/brx5GxDPwEAEenHmuIc74+5MVyBxL/AKgObQnbnvr386mNRgj62ISGYiUgSH0bho29Wxi4cvS2gfEHoEUEgBkur25fXwTjHvJjfMPa/NtfP44bF1ARAROmCABO7jXbBgBQrftPEjfqLz+8OvowqYhpAjFlF7DR3ySMP25cINz5d3D9KAXmwLQMm4XxH0MzANBCEQAbm0gWFo0nPB/G8YfxB7WKBLDBw1A3GH8AWlsAfPZrxwvCKm8SSyHm8Hy1mIDxBxABMP4AQADEIQIMY8qRgHwCDLwfu2H8QcwiQB4Ba1706BmMPwA1vt8kfQP/4kOreagUj5fOJmzTcmLZKQx/DqcRiBvt4Pph87zPNPmu5gkJfwBAAAQIAa6cJpmYp+bwHAT3w/CDGogAPtc5MXCkSXeRr6XNGOoHAASAigjImCJgtDZ3YM3yUNg70Sce+u0HXsLNCtRaCCRF/MaFPisiyvsCAAEQVQiwV7SFKgmRap4ZBOzd8wRFOWHw8zhNQAJEQMaMBmQbfFdypteP6woACIBYxADfFDdQqXZANsDAB7FTGP4dOD1AAoXAKBmTCDVaNIC9/m1I9AMAAqD2QuHea/eH8J7Y88csfiCpIoCNP3cLbGkAIcCGn6fE3o2+fgCSRVsL7atvlnHChhYC4K3ahSEVyw7xdB3xnBPaQgJVitim6YtEF07ez9sK4w8ABED97kdEkyFqCWRxaoCGEQIXThBNnSe6OlP/jeJt4G3hbZq5IC6ueRwoABJKRwvtax6HGzSpFCCanTKWtnaizm6x9BK1d9bm5+fniOauiGWaaGG+tE0AAEQAGlEA/Pm91w7j9AANBxvgmctEl85w+F144wXjbzbScRp8/k7+bv4N/i3+ewHePgCIADRHBCCN0wM0RgDAy9vWhFc+JR7FYvUOtHUaUQIrOtAubgEpDz+A+/Hnr5aMPhv4hbkQv6+zFgcIAAiAuvIvHngpL7x67xXKEwEyOD1Ag5Aj1bwVNuC8XJ2u1bbhOgIAAiABaPqQJFXPHjcu0CghADQBACA0bS22v2EmHBnC6QEAAAARgJZC7w9AEiBIxtn4/cUZKkWk+LxM20TqMM5VAAAEQDAHSO8rRakfkCQDv8Qy6lnzpY3mY7YJdi8r9s99wXEkruC6Lsl8zYrS5VPvOJfH2QEABECcnr3yjQunB4jZ0GdsHvsG06tvRe99WOVaE+1lFwX8eIiM0Ty8TAiBgOqCAEAAKDOBQw5qYux/cI3l0Q+bHj0EZTTskZERVxtb4oCXI7ooePvLOTQZAGq0VPrwn4+s4hvJ/hAxgU2fGz+BGwpQNfp8ft1jM/ygfkJ/wowY5IQogPAHoNUjABoiACB2o790xDT6I4TiUUnBkRgpjhFHCljIHzAEwVncBwCgFhxA/Gcjq8IkAmz73PiJ3ThNgMPo71/KxmULjH7DwoJgXCz7dEGw6SxyCQAiAC1CnmRFfuSyADd3YDP8y7LiYTuhP7/R4et61Fz4uOpiILXpzBiaBrQSbS23x5oQAArzAZugjjlgAzEsFs4d2Q/j35RwJGePOMbnxcKPyN8AiAA0KWHCfRmcIi1s+HPL06bHvxWt0VqRAXHsOU/g/lT2NKICABGAJuJQyBsCaEnjv2LY9Phh/FuTYT0qkFt+WJwLo2gOAAHQmjcB0HrGn43+Y0SpYSNPFksLLxlDCKyAEAAQAE1ALszKf3bPKkQBWsXwH1iZFjf5B8TTXWgN4MISAvvFeQLHADQFmAxILQqQQzM0vfHn4/wApXSPDwAvsmJ5TJwvO1MbT+5AcwAIgMbCUQREw8RAMP4HVo2aXj+iPUCV7eK84RLP96Y2nkAdAdCQtFwXwOf2nShoVPrP2yoUlyxOk6Y2/mz498D4g+jRgFXoEgCIADTOXV+PAuCibWXD/8Nr06bhH0FrgArIiGW/OJ/Wpd72EiIBABGABiDMhboBp0nTGX/9pg3jD2IibYoARJEAIgANQD7kxQ2axvivtsb347iCOOHziruTNqMpACIAyeZIiHUzOE2axPj/aPUopYTxTwnjjyHuWOJfRsU5hqgSgABIOCgH3HLGf81WcYfeI5Y0LBWWKi57xLmG6BKAAEgwoeYD//8+uBIXdGMbf072Q3EfUAvSONdAo4BCQGqgGFAjGv4fX4dMf1APRsW5tzf1lqO4ZwBEAJLG//CNk6EuTE1DwljjGf/r9cxsGH9QJ7ajCQAEQNINhRa8EGoGNJrxNzP9MZkPlrotWXEejuJqBBAAyTT8OQ1VgJvvuD641hrmB9EGEAUAwAfkAKixEU3QEMafw/17KJVClw1IAhlxTo6m3nxkDE0BIACSBY8EyLpMCM6IhjX+mVEyEv4ASFoUAAIAJJIWzgHQJu0z/gQYf4STk3wkfwLjD5IcBcggERUgApAw8iHWRUg5scZ/HRv+UT3vCoBkskUs42gGgAhAYwoA+n8/sCKD0yWhxh+AZJMV5yqiiAARgAQRdurOTFjRAKpl+G+wqq3B+INGigJgoiCACEAS+B+/eWoi5EcQAUiC8f/pDWlzQp9RDDXH0lATBf30BnQlAkQAGs7oaBAAyTD+N1rV/RBOBY3IVrHsQDMARACSQc4y8AGVAJkhnC4w/gBUwH1oAoAIQLI8e1VgeOp1nH52E7f9A4QoDGhsMuJcHkm94TmMCACIACSAAzgFGsL474fxB03CPWgCAAHQeGTRBLU2/q/gyXx4Up80ssiwNMkyKs5rJAOCRNDqSYATOAUSavwfulkYf409f9wsQbPBlQHH0AwAEYD6EqoWwJ++fwXyAGpj/EfJmM4Xnj+WZly24CoHiADUn7yPGZK9CG+06sb/lWz8UdcfNDPD4jzPpO56Jo+mAIgA1Inf+dapfPmEQD4TA2kYCVBV438Qxh+0DJggCCACkAAKDs/ef2ggIgBVM/7rDeOPSX1Aa8DdALvRDAARgLpaHpoIdvyLy1qcMlU0/gC0Dhlx3iOiCCAA6h0B8OoEkGiCDJorduO/FcYftCioDAggAOobAKBDIVZHF0C8xp8N/y60BGhRkAcAIAAaCITs4jX+o2gJ0MKgGwDUFSQBGhMCbUcz1MTocwQlS0boE94PAMa1gIJkAAKgEfiT9y3P/u4/nM6hJZSNftY0+lwDHd4OAE6yaAIAAVA/oL7jNfjD5k1tI7x8AAIZFtdMJnXn03k0BYAAqDHCmy8Ir97DmskvWDK6DYBh8DMug49ESQDCwdcNagIACID6WDG9JHBGce2WNnC2fnzL4GdwAgFQEfdAAAAIgPphEwBa0LobWtDoZwn9+ABUiywL69SdTxfQFAACoPYmLsyF1/QRAFs//j2EJKW6snB1Tn9s6+hEYzQ3mCIYQADUiUOknrCWaUKDnzH3f6Np8NGPX+9jsrBAl04co7mpK/rfnT291L9qDaXamq90x5Wzp2m6cE5/3r6om/qXrxKPi1rtkG+EAAAQAPVBGgHQmlQAuBL3soR+/AQaxVNF48/wc36tTxjHZmLq3Nmi8WfmZ6bp0ukTNHRdy52SLMA348wHEAC1NoghhwL+8a8tS/9P/3imYfrrXIl7/Ih+/IQzc2FS+lqzCYCZi+X7ySJgfmam1aIAac61Sd35dA5nP4AASDaJHwoobiYjMPiNyVWb59/sLMzNyc/fhflWPPT3EIYYAwiA2iK8+Zzw6gPDBAk3+FmXlw8aFO4HbxVSbe1SY8+vtyC4bkFtrz80gcEfv3dZoIlfc90MrVxDlLm5K788szgtblIcWueuAO5CyIvlACv4WlT1gsFPBHycM9X44ovHX3TkADDd6SXUu3R5UzWgPQHQghMeB1Zf36rn1DpUBQSIAMRtMHMrMubNupDKnpL1+fNrZaHyvv55uv3VV4TRb6eB5Yupq6+fXDf9tM0Aj5rGmb9rr1jG4hrbC4OfOPgYbxLL+Wp8OWf820cBdPUNUM+SpU3XiLxP3Odv7SdHP/pWrGrl84qv7TFcXgARgFgM/3LuC98l8dRy5k2chwBO/MkfaLvshrWrS6PbXn2Zbnn1VX1YUofwSiLAxv9+sewOKwRg8BMNC7vN5nGqaudQq9QB4P3U5hdacfif57kFAARAZcafPfI9KuvOzBCdPUX00lGic6dnacMdkzSwdJB6l66IY+w1G/+d4sLeDYPf8PBx3GE7bhqaBMRIQZxfi9EMAAKgMuPPRnR/2M9NXbysL2z4u9OxX4ccdbjXjEZwd8MGQpZ+w9yYxbJN3JzHXMINAgDEzR3iPMMspaDqNG8OgKZtCatvLhcu0MzUtN4HuWhgqBpbxcb+PE67hjT+m3BTbljy1FjFrvg+gXMNVJ22Jt63rDF2T22xjD8nJVXJ+IPGhG/E62D8G5qdDba9G3HIAARAZSjXs5++PKUb/2bNtAaR4YSsOzBLW1NEAHINtL0jOGQAAqAylG7aV2dn6cqFS3rhkRYffgScbEM2NqIA9cJMCgYAAiDiJTQeFPbXZ1wrXNLXZs+/GWdaA5GE4ya/ERug4Zgwa+znG2ibIQAABEB0+y8UvyZu5j4aYOrSFVqYn6e2zs5qZPyDBjQUZGRg59AUzYOtC6eRogDIAwAQAJEv+refZbW/jWxdAVdn52j+6lX9ORt+7vu3vH8VuFgJl2g999zTeglT0FSMmZ5/Hk3RtEJgjBS7BhEBAK1Ak5cCXuB/CpMvT6bn5+Szi3HfPyf/qXDlzOliyVKuX85VyzBioOGRju8HTQtX5tzeCBuK6YEBIgBRL57vL9lDGvGSGVoyRD39PdL1uvr7lfr+2fufvXzR8dqsZM520FDkTa8fxr91aKTcDkQBAARABOPPdf1H7a/19PVQemlaFwKpVKlAUKei9z8jMfYcDbBqtYOGY5xQca0VcBxfMx+gUQQf8gAABEBI458RD1ulO9ueEkKgWzwau22E//uVvne6IC/gN3XuLM6ixoND/vdifH9LIDvGjZIMiAgAgAAIKQGy3kP/OPlvgeavGvkAnYoz/M1cnCRtoZRD8PRTPY7IwFXXvO0g0d7gHRji19qYiZ65hriboR4AgAAIRcbvzbnZq8XnqlP82r388+c66JGDfXTqZGl61kunT+g1BUCiYaOPev4AUQAAmlgA+HJ1rtRn36Ew9zh7/wu2z1je/w/3D9LsrJFLwO9fOP4iREAy4RAwh/u3IeTfssdfFgXgCEC+AbZ/Aw4hgABQRdMmxEJeC3cBhIkA2L3/y5fa6IXnuvhHhPEneurxXrLyCednpiECkgcn+vFEPuNoipblUINHARABABAAIciRT7EPexdAWO//F4ecguH8uXYa7GsrjiqwRMD8zAzOrGR4/Uj0A540SGGgtHZw/TCOFoAAULmo31nQC7t47nB7aZf9vHV+r9z7d3YZzMykqL09RUPpHmrv6CiKgMmjh/XPIhpQF8bg9YMQ3N8A2wgBACAAQogAYQS0zY6Jf7QFmpl2euaXT53wNP7sydu9/58/3Fe23tmzHXq3AouKoWVp6k0PFYsKsQA4/8Kv6PLpE+YoAoiBKpMnI8lvM7x+YCPoXGiEESGoBwAgAMKJgEndExTLOA/7K5y9SJcvTDlyALiy30VXyH728iXdg2dP3uLYi1364hErYMWgC4Hu/n5Kr1lDfctWFIcY8jBBFhosBvi3+PtB7Df4ncLor0PZVCDBd9RHgxQGyuIwgmrQtHMBaN8bTAujzBUBR9rZQ1/cR7OzV2luRixzpTwArubHBt+L9o52WrKs2/P948c7aPXaUqQhlWqjRQMDtGgozbeXshoB7Yu6cdbFB9+4kd0PKoW7AUYTvH0Z7eD6NM5zgAiAOvvZ+Bd3VIiA7p4uGkj3CoM+SIu6OwO/oLOznQbF+muuJ7rhpgXPAIARBXAWHLIeeKSBfVGZdwAoGf51CPeDODBrQ+QQBQAQAM3h/bOa902c6Rvoof5BTt4rbwIWC30D3bpYMBL8NV0AyEYWnjnTXjL+muYUBSBO+CbNyZ2LTcOfR5MABVTPk6QnAyIREMROs3YB3KdigLsWdeiLJgz3/FXDw29rSxkjBTSnDR8clH/HzCyve9Vm/DUY//hu3OyVHRDLODx9ENG7zyuuN64dXM/rZhK6K0gEBBAAijGArPdbkotf/NfR0e67jpdRv3CBIwgLpZAAiErO9PLZ4E/Awwd1gAsD7UEEAEAANLT9j/9DZ07Le0susgDQvCcfAr7G/pBp7FGfHyQBrh3BicPpBG6bXhAI1wqAAAhmoqSY4zHEE4+2yyMAF9slJYdxYpnk7Yae/8YNDNRYaCrD3UzCyHIuwPYERwFw/QAIgABvfh+FCJlx/z/nAVw1HxlODmxva9MfH/pJB12YTMkFwIU2WwTBtvBDSv+nVQw9Lwes5xiTDxqUsQQLAEwMBCAAFODqXvd4iQA28rOz83pNgNmAuQH6+hfRmdOyIYMlN5/rCC3qtHv/TRsCyJkG/gg8etCMcO6JdnA9i4DRhEYAAIAA8L2I332poH23fzMZCT3DlkFm+zx1ZZZmpq8WPX0vFi3qoJ7eLn1UwPvvmaVv7eukF56T5wGcPdNOq/tc3n8xCtBwzccGvWD35snop0cWPmjEczkKSS0MlMUhBRAAaiKAL/47tO/08YV838K8Njw5OZX2M/xc+Kezq526ujp0w2/nXXfP0Z/98SKfX7TlACQ/ApAzHw+Yxt7y5vO4JEATMRkxCjChHVyfS6LBFduVwXUKIABUL+b3XB4TIiDf1p7an17cUxzv71gnRZKCQJorImBUA5RFAY4d43LAC07jX98cgILNkz8ETx6ASFGAJHrcGVIvbgRAawsA0xrvsQx9R2f04ofLlgkB8KzH53lCILJXBKx6FGDCZugnLa8eyXcAOK6RaI5DcgsDZSn5ZYsBBEBCTP93ekcquoi14Jf1csA0FzYJsGBeyHYPXQZC8wBEo9JoVxILA2EkAIAACMGwmnEPNto8FFC2llEO2F0AyDMKMCaWfexh4PQDINEksTBQBocFxEXzT02n22FNvoSo2jczk6LnPUYBFCcE8i8IpCclmhPZwPgDUH0qGqJq5sskbZIgDAUEEAAhFEA+ljvJo+26CPASB0W1Udb/rz8fEzeTOzBmHoDaEVPC61ji7mgH10MEAAgARXIhQgXS5TFh/H/2k07fT1+4kLJNC0xkGw2wk71+nGoANKSIyCdQBGRwZAAEgMoFfPeUuIC1nX4GXtYFMDPbTk8+0UFf+0o3/XB/V+DvXHBPCqQJ4aEt3JG665kdOM0ASKrwV2JfwvYNEQAQCy0xDDB19/QO7dvda8mvuldKGPCObqJOsXT10qK2Dvre/3Na+Tf0bgBtIS9EwLh4vD/15nwepxcATREF4CGB3J2QlGRAjAQAEAAhRcBmIQL2Cs/8PnKG0A5QbzpPPekNprLOkF+IzaOS4Le+2bdz6z+fF97+DM4qAOpP3AJ8nJJTHjiDwwsgAMKLgBxJQ4MnzcXJ7ncu3k+ovw1AI3Ik5u87kCABgC4AEAttaILY2IgmAKBpSdTQXZ4TAIcEQABUF89he8FphACAOpKL88vMIYVJEgEQAAACoKoqm2hSbcyADsJyADQ3SRoNkMXhABAA1SUfYt00mguAhrx2VcklaP+GcIgBBECCbiK73rkYUQAAEkA1JtAyvzMp1TxxrwEQAFUmbClRRAEAaLzrNgx7IQAABEALsO2fz/ur/fLkgAxaDYC6U00vPZeQfYSzASAAqo569WAGAgCAJo4AmBN65RNxazq4PotDDSAAqksYxY/EHADqz6Eqf39ShgMiCgAgABIE+uUAaH4O4H4DIABwsQMAkkeuml/OkwNRdRMNVVmLQw0gAOqEVv5fFq0CQEuQhG6ADA4DgACorpGf0Ej+HwAgeQgPPVeDn0lCZBBdAAACoMqECvX93+9IIwoAACIAtQBJgAACoMrk0QQANAy18P6tyYHqXhUQQwEBBEAV+V+/XwgrABCWA6B+1DI5LwlVAREFABAAdbmpyAsE4YIEoH4cquFv5RKwv3A4AARAVdFoQnVOYMLQHABaIgKQkKqAKD4GIAASdFPJoLkAqBu17pevdxQAEQAAAVBlwoQV0QUAQOsIgH113l/cbwAEQIKAIgegTpjZ+bX8vXoPB8T9BkAAVJmc7EWvSQL/8O1pqHIAEnKd1oC6igDt4HrcbwAEQNUuMKIQOYBQ5S3D2V8N37viP1ChrQ9tkQzqVZ+/3lUBcb8BEABVZAJNACTsGu97A+1c/HG0RDI4VKffrXc3ACIAAAKgWvzLHxSCPQtNsy9ZtFrTe/98jPXjvHvog5TruR1t0qJCPXXn03mq73BARAAABEBV0bS8y8g7F9BqbLf/sXnZFnQF1J96GuFcHX8btQAABECCbi4b0FxN7f0PW95/8eToWE7brvks2qaOmIV56kU9hwMiAgAgAKpMmAQj9Mk1N1tkL44NvEPvDgB1od55OjkcAgAB0LyESTDKoLma1vvnYzvq9TZHAVgIgBpY3K5baGffh2l37911FwBm/YF6iYAszgYQhQ40QVUiABAALeb965i5IJuX/i/689FLP0BrxcxY99to36LX0vii11mNrv87meo9QvT79d68AzDGoJFIoQnU+MNNQ3xh71ddX9yWFv+r/ZMFtFzTRQDOk7uLxyMJdM+Z+yECYvL09wrDz0a/kOotXWHOZt9E616Xq+d2agfXc1/8Y3X6+XXmaAQAEAGo2UXv/RbfDHJooaYy/qNF468w8oNHBhzqWke7zv0V2i4k+fZlutEf636r/rxk9DX5FZiAgTichChEQIHqkwOUofrPTAgaDOQAKPIv90/mlKsBGm8iEbDp1J52n/KwT3O93YMfoE0r/7M+SgD4w949h/jvWPL7tO6a3bSj70Om8beG2zovsOJr+uuJqb0B0Q8gAJre7fdbShEA0CyceYY9rGAjIxEIue7b6I5rd+liAMiN/r1D22jxsr+gzYOfo4mOtTYDLzP8RaNPSoW5a0u9ygJncTaBsKALIJzhn4Bhb1kCk/98DV1bH21b8hna13MnbZ/8MmWnH29po8/9+c5kPiJ5ON/nNbILgcSACACAAGjWe1eIdTeiuZqKkbBGX7YuRwN4GbnykC4EhmcPt0TjcSg/13mLMPqvE0b/tWXKOrzRL1thbRL2s455AGtxiQIIgCrfx2RhAdDknHmGjX8mlOEPWG+89y594UjAlgvfpJGpg03XbLmuV9EBYfTZ4BthfT+jrxoB0CQf0f/JJCwKMFLj38zgQgUQAFVFOxJiZXQVNM1h1+6J4u2rrJdbdCvllt1KmaundRFw3+X9DRsVYCOvG/2uW3RvvzRkL2ZvP3lhfzcH6iAAAIAAqH0EwBOMAmgeRmIx+j7r8iiB3QPv1xddDFx5iDbOPJHYyACH9NngH+oURr/zVfpYfV/PPtDbDwzxyw1/MifiqkdVQkQAQGhQCCgE/z07mKUQxYAE6/5V7kIeLdfAnH6ajf8DcXj7UdcdnsvrXQUbxCNHB/jvWlFo6xWGPqMb/CNmP/6EMPpl3r3S+PwICX1e3n55O+XoFW/clJTTRju4vubKJHXn07ifA0QAqnk/jKDKIQAam3vqYfQd7mRnRl/s62bmz+iRAhYD6YXLNCQWuzDg93gdv++0G3H+e1L8bRl8NroczvfdRul2x5LQF+X3ktblhhFDAAKgmRDe/MR/zw6GFQCgsRmJ05jHJRDYI9cz6xfdmgDvO/aEvoBtkP5e0rrcai4AtIPr0+akRAAogUJA1boYjRomEACNzKmn2PinVQ92mAqBFX+n9P2y6njer9kL6miuYjrF79XUf49C/J69eI8W8HvSbfD4vWRxpA6/iYgDQASgyuTE/SaruO4Qmquh2ZgEbz/Q065Wgl0iEvpUtgGJgABAANTIs4cibxlGYjfmk5OmNBxS/84khPhr/XuRuhQSBa59kHjQBQBlD2Sceopv4BmHkYojdD91hejAD4iOHgn4TpUQv2X9ahDib5QuhdYmgyYAiABUl8kQ62bRXA2KFmJ2uTBRgRUriTo7iR57lOiKEAM3r28S7zvWhL5w3QzJjAJsgAAAiAAgAgAak+Dqf1GjAjfcaDw+8zTRww8Rzc0ioU+a0Oe3DT6/lwzQBQAgAJqQUMNs/tvGQdwIGo2TT3Lmf1bJmEcRCOtuNKIA+m+dIPphjujlsxR6Ctwyoy8zjG4D7/FaHL+nLDIUhE6Ubo2kBI8Orh+GNw4gAJqTvM+lL1tQErjxyMbm7cve7+gguvmVpde4K+CnDxJNPGbkCKh6vmG87zg87VDevskJIXCmpkJsg4rI8BM6iWALLiEAAdCE/OsDXNpX8zD2Uk2ACEDjsTE2b9/L8113A9E1S52rHTtK9KMDRE8+YYiCRk7ou3iR6NFHiZ56UkFk+AkPhW1IkAgQ3j+Lx1FcQqARQBJgNErzfQffdxABaDSCEgDZOPf2Vj5877WvJ/qZ8PwvXCitMjdHdPgFY1lzHdHyFURLriHq7HB9jU9C30XxfXNXxecW1z6hb2pabPtho2uDWbOGaNGi6vyeW+DU3/iz2H+gjpuwFhcvgACo+pWuJwJm/VfBRdmQnHgiQ34JXJMFI3HvHe9WNPpEnoVruCvgDW8SIuAnThFgjwjwwgwOEvX0EA2YpahZFHB3AYfXGev5uXPG39euJlq8ONjonztP9MjD4nsHjO1ZvEQ87yfqFr/V36+2f+fFdxTEcuYM0aVLpde7u4ky64K3QUXUBP+dr7PxZ69/V50FfwYXMIAAqIkGwEXZpGR9DTsX8uEIgBUFkBp4n9fcni8b3bveSPTQT+UiwILf4+XUKfOFZ73XvfEmY1Gp0LdY2KsNG4ieeILo6lXDmNthIdDTLf8dDvPzZ6R3FrFft90mHttdbRFlIiBXW8pFQF0EANffNw3/KC4dAAHQGsb/AKmP8UcXQGOx0dfb1ZP0BL96WhjOOwIMvKLny8byzW8lek4Y9Wd/FX3LOULARpe9eK/wuMzTXrpciJABol8cMoy6nekpYwl1VxH7c5MQIH39IcL5QUJAEkWpczlgW8gfIh9AAAApSAJsKHWnDQepP52jLxqZ/D29FFt9fPbaOXTPQuD4MfVt5vD92rVEq1bLjamKp83h+jvvInrhBWPfvDz7IPh7br3N7D6I4O1rlYiAmhp/LhO9BwIfQAC0HigG1Iy89HjaU7BZhqi3x3YWPGb04Yfx9oM8X/bib3810fpbjHD/+ZeNvv0LHG6fE1dsJ9HggBGaZ8O/fLnxXEV4qGzDunVCSKwUIuCoMYRPVQiw4V+50hAiZdtRobevJgJqNg2u2d+/BxcMgABoTULdbP6vtw1k/80PL+bQbIkn6+uNMoO2SXy4eM+TjxO96tYAo6/g+bpf4zD6auHRr742QhlgBeHhtw2LhDG/6RXGcvYM0cVLRpIfiwEryY89fN7GtNBMQ2JJD4X/vcjevlTkHILxBwACABEAEJWNgQl9nIXPYX8rF4CH6/FrPNwt0OjLDGPCp9zlWgV6vYK1CiJD5feUEvqiioBqG3+ODu3CZQKaBRQCioDw5uURAM1zQR5AI8D9/yrV6nh8vp1fCD2YP9xYFfp8ywBXoUKf47fchYO8/pZtp709HNubr7Lx5+6h/YQ+fwABAPQbjkIhQBPcNBqDrNKUuzy23arlb8HV+34xITG4TTjlbtgKfZrmLwKCDH2ZMJGIANLyVT43GiHh7wAuYQABUBvC3HA2oLkSzvFfZJUNI1flu+lmyXccI3rwR0QXJt2RhQiT8ITwvjVXKF7197SIv6fq7cu8e2URoPl5+65t1V+vWhKgWd53BBcJgAAAFgX/AIHjP0QAkh/RGQ7lfWcyRCtWlH8PF+t58MdGDXxrmt/Yve8ETLkb1dunCN594N/i4TV3VzMvZzsuENCMIAkwsr3QDoXwCjJoscQf0Y2hE+xu30A09TN5Bb8jeWPRa/kvMYbscYEe+3fx0D6u28/Fd7hsLw/pq2ZCHynuX1IS+jTF96o4BNBM/Mvi+gAQACAqEAANEwHwM7iu13gY3OvvIjr4kGHIZZw+ZSx+sDi44UaJAZVsg4ohlhpVH2MaZp9DGXbX35cvEz3/vBBOt0cTAVJRoP9TTe//vgY6i3O4kEEY0AVQo4vtD97aj26ApHJ0QhwbLRMpwY5FwJ13GmP2o3D99UR3vcGsme/xezzJDlfo45kCGzWh7/RpoieflPflq4T4HXkBru2t7ggAeP8AEQBQMcNQ6A3i/Yf1vtvFZXTr7UYZ3+efK83I58ey5Ybxt2bs8/O+uegO1+nnEr3XXWcMQ+zoCBkBqIK3rxIJmL8q2uSFUpvwPmsVh/zdfx+p8nXbKKA+CYAAqAX/9keXcsKrR0M0hwLIeht4Up/il435a19v9OmfP2csc1dL73OoX88FWGyU79UUf4/L7HKJ3sOHjYXL9K5cZZTs7ev3Mfq+RpNoetooN1yYJHr17d6/H7Uv/9gxopNcTnje+HvRIqKlS6Mbeu/3IKwFqTufLqAVAARAMsniRpVU+69tCDbwITztgX5jue56b+9bC5nQx7UHeKreQsEoyXvsqLGwOGCjykufWZ7XK6GPP8f98GfPGtMaW2V9b76ZYkvoY4//xEmn4bdg799TMPgIlbK/Xe+lku35agsLNHNhUjzO09WpK9TR00uptnbq6u+nto5OeP8AAqBB4YtumDwcLtAwDHsb4ohT/FIVEvpuu92YgMgy3JYXz572MXP2QBYA/ZLIFH9GNrEPD2Usjj4wf5ujDLxuX5+x9PaWhIUm2U4eBXHlsvF47ry8hVmg8LwBWmjvPkiQ5OnOD1TT8+Xvjpy/M104T1PnzurG32LOLCN95ewp6luxihYNDMW1nQBAANRO2oe66DaiwRJI/pG0MCaZ4AhAhEl4vDx71S4F99dxouCw0CqPP25EAmSw4S4onpY33EB07bXl3v2yZURPPGEk7tnhED4vuqc/b0QTVGDjvy5j28cQ3n3wutX2fHMUoQgQe/qXTp+gBU7c9OHyqRPU3tGpRwUqBFUAQWgwCqBC84EmaCLvvxEq9HHC4YYNRiGiqLARv/02olWr5Fn9fcIY3foqw/u3MzNjePm8hDH+vK0qWf3ubSHJ32XljbVqzwK4L5RPsLAgPPvTdOH4i4HG3x4lwL0IIALQeBzxDxB4GRqQILKxePuWd8ohee6XDxUBiNDNcP1ao8gQFxs6dUrd8HM/PIf8vaIO1t8c9n+VEAEnTpS6F8LQ3m54/Rz298zyjxTyd293rsrnxzgZMwAGdgPMC4F08eQxT8PfvqibusykzYWrc3pegCEa5uPYTuQAAAiAWqKF63dDHYBEHkR7AmCFU+5ykh4P13vNayX98FWo0NctDPorX2kUEXr5rFheNgSI5Z1zv73Vjz80ZFQk9Demzr/b24jWrDa8+JMnjf3jKICvyOgypg9esdwQARWF/BVEwJtGqioAOLNeO7h+JwVMAzxzcVIP58to6+ykniVLHX39dgHAwiCG7YQAABAANSbURfd/vqU/8+9+fCmPZkuUAhgO9vYVE/rSpsZ79BGiW4T3vGxpbSr0cW6Alczna9i9DH/A0D426hw54EVP9rtoZPvPzBo5BxwtYGPPQxx7e5wFfkIbdiqfWMhbBORqcYYI47pbiADO4ZHmAlw+faJozIMMf/E9W/Z/DEmAOVzHAAIg6fECoyQwBECyDktG3dtXCOdzoR7Oov/lL4yx+zx8L3KXgsI2aDGV6ZWJENl7nKzW0+Nh2H2Md3whf/t7+2p4pmw2r9/hIOPf1TdA3enFgYl9LBA4AbDdSqyMDhIAQSSQBFgBwpvP2e58AYvhI6LVEsQLD2djT+izV+ljIfDYo0RT080x5W6YMr1REvrCzyhYM8/XLLKzSSy7Zca/Uxj73qUraPENN1P/qtVKWf0dXd16hCAGEAEAEAB19Oy933IuSARM1KHThmOfcpfD8SwCLHhI3s8fNor2NPqUu5rmIQoURUCZKPATL1qAeKE8veVDNe33ZhEglm3i6R3zszM5DuMPrr6elty0ngbEI3v9qTb1W2rvsuVxDP/j7YIAABAAdbL/OX+n38EQGixRB29tmSGemiJ69OcSA+8xfK/sNTKGvdmTALmf/LnniB76mVEhTxoB8Pq9iF5ykKFX8u41H8Mum5QngggIFC+e69bN6HHCXXvXogPsvVdiwGOqAjiO6xhAADQGiAAk7Xi4jRpnuvOiOmbfa0a+W29zTdhDRob+M88IIfAQ0fFj4u8pSQSAQhhID29fizjbXmjv3ieMTxJvP+qMgiQVL/vqfO6sTcg5vA+XMYgKkgArh8OQWTRDIwYAtKzrbyMCwPD4dy6UE7VGAA/R44I9hw6Vl+BlIfD888bCNQOuucYYo28V3mHhoH/G/G0eejcjPjNpFuDhdTe8uvRbvK1cvGdg0GMbA5L9ig+xVujz+DvCjILl212gt32k3p5vJiFnMSIAAAKgjkyGWBdCISk897OM1HhZzw+/QLRypY9x8jGmFlz05dVCBDz5hGH0ZfDrx4+rbzeLBC7QY6/dz2LhiSeJ1qwhWr1a3dBXIgLKREFcoxMUxAvRWALOoCQIgHHMAAgqAV0AlZNHEzSk95+R9r/bDTMn7lFA2D8ooa9fGOzXvMbw8ivlujXGtL2caGgPhy81M8m5Yt8vf2lECRoroY9C5Sto2l4IAJ29uJABBEADCYD/+uY+5AEkg6zUaNnL+D77LNHFS+TI7Cwz+goJfVwkh732V93i/H5VeHKe19whvPs1cgPJhXosEXDlijFZEEcVODLQGAl9YfIV8rTxo6h6J+47wvtH+B9UBLoAKscRglOYDRi1AJIRAXAlcZlHbsh1eHj6XZ6BT6/hHrJCnzuysOQaoxzvy+eMsr2Tk/LSupwDMDhItHixsT4LiKIxdW2v9ffa643kxXmzrjwLAC7fyxUCo5TlDfo7zhC/+2//de9PyBmUo/p26e3ERQwgAOrMv3vw8oTw6hUMTvFZBq2WCDLShD5O3uOSvtaUuuxFT0wYCX08tC+OCn1LFhvG3YK7G1gIsJHWEwE9ZiP0M5Bt4rOvuIno6WdK38ti4KWXjIW7INJDxr4lK6GPlHIQtKLYHkvI+XOgjgKAvf8xXMIAAiApUQBN2bOHAEhGBGBYqtD4Ya04RAVblJlFwCOPGBPvsEet4u2HMZCc1c9h/LIwfAiDyQ/9A8YMfIfz5fvLEQdemIF+o5wvCw7rkT8/K0TI7JzxZZcui+ezhoi4+RVEnZ3xGPowkYDyNh6nTR9LStIbG+DtdfrtzbiAAQRAYoyJ11BAaYcAigHVm2ceZLGW9hzSx54y96mfPev63DNGZIBn3+toj+YlV9dAGt0M/Pt5n5mqOa9Bz20IgIXBDTcYxj/OOQbk3r1KJCAxYW/hgee1g+tzdYgC7ETlPwABkDAFEAIkAdb/eA1LDY/96c03Cy/4UvnwvVOnjL77V7zCmGK3GiIguoEsiYCuLkMEsBcfBe6KyKwl4tK2joS+Ku2jdJ8d743TOz6eT9iJxJ74Y1S7vJ7dwvjvwPUL4gKjAOIhzGxcSAKsv17LBE7Cw4l4nLnfIdHILAp4uB0vHBFIYoU+NuDrX2nUMmhvD2f4b1hnLHpd+9AV+qLtY/BohPuTdhpxFEA8bKvBT/Hv3GvOQwAAIgANDCIA9VcAGc8IgN2zZWN4++2GoXdX82M4EsAL9+Fztj5HBDh732Fw4wj5R6zQx4mBK1cQLVta2laemdAeFeBt5aGJvN28dHXWyLsPs4+Uo3d+IpfEM4mT8bSD69lAcz5A1seAu6MX3G3oLiLm3keefAhDHgEEQMLBRdpYEYANysP3WATwMMCnnjIK7MjgDH4ux8uLxeCgc50r4rNX540+dRYMPESPvWxLLFSzQh978ovNkQeBXRVazOIljCjw3MdED3kz++R14y3EwDCMNmgU0AUQD6Eyk//rm3qzaLK6KoC0wwAGTbnLBptFwLWr1H/iwgXn0t5h5A1wcmFvjzFm/6mnhai40jwV+uKeUdD4W3j/n8w1ypkF4w8QAWg98miCRrL/rkmAfJPbbH9nhMe+UoiAo0cNAy7rFnDD4mGFGYZvN0v4cmh+sdAg54VufFqIgOuvK5UKrmhSnqiJiFTrhL4Q203o9wYAAiC5/PufXMkLr97zfiaB8wByaLm6CwF1A2n9zQb9phuN55Z3z0KAS/BaDAwYxp67AdjbLzrLti9cvsIQADzOnsftn33ZyLrv6mrUCn3VmFFwjN79KXjUAEAAJN6WcDeAaoY/RgLUiydyWW+DGXJ8++CAYez9DKSXJ8zFeNjrt4rzXLxI9ORTQhgsF8syI0rQOBX6KP4ZBTW+nlDuFgAIgIbAoxiQlLVorrrKtSoYSA8j6PceT99bKJTq9/MjJxKePm2IAJ4EqK0tWiSg1gWIIof8vcoc0/30nt/K41wFAAKgEQiTCJhBc9XL9lv9/wkwkO1tRmIgzzpoiYCiEDhpLDy0cGjQGI3A3QORxUsEbz/8cL1o3n75PrDh342TFQAIgEbhkFhGIAASLwCSZSB7uonWrCY6dtwpAiys8fsW/X2u37bBwxQ59+DGG2y1+xOU0Kfk+etPttHdowWcrABAADQjEAD1UwAbvL17BQPJY/nb2+M1kDw+n4vxPPe8XATYuXTZ+z02+jyioLOjtB+cW8CVC3kUQn0T+lzPPbdhnN47innuAagBqAMQH7kAw+NYfv+NPUgErIv9p3TZ+HbVErZnzhrD9jjrP8x49rIx+1Q+Lp8FwC3rndMEq8KChHMGbjSLDNm3hf/m7X72eaMYUVkZXwpfplfzHLPvM/5fk9cR0Bzfy3WVMewPAAiAxrMs/ksZKAlcl8OkZaTGSKXIDWfu83A/nhVw/mqMBpJKFfuuW2PU8GchEFTDn0UDl/p9xY1GgSFH7X7zOzkawHkEc3NER44SvXjUmAmw0jkHpmeIJi8oGHrJQp7Pd9J7N+cTdb58e+8oLhrQrKALID4wXrkxFEAmckIfJ+H19pZEAM8YWI3hehzKX3Ot+PtaI3zPtfutWQn5PV7Y+BdHCGjkHVLXjOgAdwUsLBjbzgt/Bw9j5FoFLBJUwvgzs8b3cPVCjoIMDZbvU2A/v1cXgzZB7/tMMhL/vr2Xo3Ns+LeIZS+uGQABAHz5Dz+dKvz+G3sUnVD9IUsoBlSfQE0lCX3XLDGN6JQxbp/D7j091avQxyF8XvR6AxET+tpSRKuFmDh6rPRRjgi8fM5YWEhwwaKuRcYHWBDMmVUO54VomJ0xJhGyw2JoyWJnZMDT6Pu1eXGFzQkx/Ft1w5/Sa3VwIiJGIwAIAKBEXiwZhUqAoC4xmu9mHUlofobe6z2e9e+lE0ayHnvmv3qWaO31Rpg9yRX6eszugpOnytuFIwN6cuFltXZk479qhUJCn6bQpvrznfT+z9Y3gvadvTyCZxcVE3RT/M8Yvee3MBoBQAAAJc8+T+oZ/hvQYrU/QKG8fZmxbjMT7niMvu4hCyHwwmGjaA8b2LY2dUNf6wp9nMPQIbb/pZOG0Y8CD0Ncek2wt1/2+55iaEIY/x11NPzs6e+h4hDelP3d+3HRAAgAECYCoApGAdRcALA4i0EErFxJVJgkmpoqvXbmjDFenyf+WZyOz9uPuwAR5w5krhfb+7LRn698pxC3iqVLxOcXkW8URdXzLxpbrX6h/+/s5UTcB8R2ZMo2i4XJu1GJEEAAAHWOhFgXowBqrwAysRW54fH27nH73CWgzxR4zqjp39enYPQjePuVFiBKCQu3fCnRkrQhZKykPjdWboC12Oc2CA7ry7z90u8b7KT31Sn0/53Pj5qev9vwW0+Q/AcgAEAowvQXIgJQc/sfR5Eb87nuSa8lev6F8t/h/vRLh4m6OokGBo1sexYDSZtyl4cZclIjJ/OxALDqG+h3hnZj0WzrK/fzy5JgUq7oOnHW/446GX9O9NvlNPplf6AYEYAAAKEI5c38lzf0ZP63n03l0Ww1EwBrQxlIr7+t52zU14qvPHZMXsFvds6Y7c+a8Y9FA9f/14fydZV+nzPteZjfwrwxvn7dWiPzP5K3H7FCH4sBq8Kh5iOYVD3/cm/fLZTrE/r/zufZ6x91efturTJB7/oUrksAAQCqSobC5Q2AigSALQcgqtfs9tjZu18nvvbFFw2D78f0tP/7LA64a8Gq5lf9KXfVkvjUE/r8jL7d4O6k93269qH/7+ph/1Gp4XcKghwuFtAKoBJgjAhvPtyNQ0M3QK0VQNFohanQJ/2bSuuzZ3/jjcbogCiw4efM+hvsNQUiVuiTbnfFFfpc67p+yzKcqZSH8be9lxLG9X2frv3Y+u9+QRj+1B7DwKechj/leMLsw7UCEAEAsdkcDzgREH2NNTsWFVbok71n/c0JczwUkOsBcGKdNQmPH+zpczU9Xqzhg5qrdDR3CXDRHscsgLFMuet6XnFCH0ldaufb9Qn9f/cLfJ3t8vD2y3nXbyICACAAQCSDP0EKGf4aoVpQHY5NVmrc5s0Z/sJU6PNal/v3l11jePR6n/600TUwN1cy+vxb7OmrJPTx57jmQHqoNP4+7hC/3++rJfSpvreTfq3Gtf6/+wWOsj1AnHTr3+9PCP8DCABQKYUQxn0jmqsO4Ri7UeOx+2fPGuF3VW+/zHB6/J0SXn1Pr1hk62pqffl9vUZpXqvuAEcZFnVVOOVurAl9Xt6++70cvXdz7UP/KX2oX8bb6JdteB7XCYAAABFNjIYbSGIPjsTA6UP2LhtD4KzZ92pdoS9IBPDMgKfPGJPxHDtuFBribgOHQa5TQl9KWRDUPvT/vb/h4X4jPt6+jCO4UAAEAIgKigE1ggCw/raq+V24QJROqxv6uCv0+YkA7v/nCAAXGmLOF4ypePXZ/AZs0wBH8Pa9KvRFC/F7RQJqP83v9/5GeP20PcDbVxQ6AEAAADXC3OgwCqBW/HTfsNS7tzh92phxz1HLv8YV+vz69jmv4MSpUg1/fmRRcOGiUaWP6/xz4aHaJfSpvjdB7x3dUYcjvouK/f4pn92C4QetC4YB1lcA0H++qxtRgNp4/2ln37grtM+JeiwCSJMP9XMMwfMYkhd6uF7QsEPbczbuxUl4bFgz+bE4OH6C6MxZosmLxnTFMzPGKAJr4b+57C+LhpcLRCfPGOsFDt+T2clUKRqQkrxeem9bzY/1P/9tVmz3iLFPKbnQ8XsPAEQAQETCTh+KKEBtFIC8L5+T7C6b0+C+fM7I0ueMe7dHX0mIv8z7DrOuTbTwlL5cupe3U8bVeWOZmlZrkr4eY//j8/bd7+2mu0dzdTjYe8J5+45ujSFcKwARABCJ//2h6Qk/GyRZMmi12th/qXff3+9c76UThpcsK4ZDipGAoOI8gQWIZM/N7WWDvXK5Uac/8lXfZkwE5Ji10MvbTwW/J48EFPRhf7X3/jnxL1PavABvP1WW04CIHEAEAFRqbJSBAKjJMdHkHjxPb8tj9+dsZXy5tv+qVa7iO4refqh+/ojj9Hl7VwgRcPGSEc4PA3v9xcJDkRL6fN5zvLCN7r6vUNNj/M9/y4pmu28YP3hUAwQAQAQAVEQuxLoIOdZKlXn15S9b6lyVJ+fh4XaFCz4euoe3H1humOQldd35BkEle9mODfYTXbvCMOgsCry8fe46SIt1rl1pDClsa5d5vpV4+05RwJPp3H3fWM0PcSq1VSxpT8MfXKaYSdP+L0GUA0QAQE2CBPA4ahMBSHt684ODRkb9lSvOz5w8aby2fKlhSOOYPKgSz19WoY8NV3+vsbAF46qG1syEXECoOKohiref8nDuJS84/6x94t/3/46P75aQ3r5XW2TFMoaLBiACAKIwIe/uLy2g5opr2Derf+UK1xBAE64PcOSoMe5e2nfv9u5VvH0thsl6JN4t2y7ODeBKgbywp0+p6N5+ilS8fddkOqlxes99uToc4a26964+KZFHe+gPqNAJIABAZO9+MsTqWbRYjY6KX0Jfh/CWr1sjFwGcH3DqNNHzh4leOmlGC6ZMT1t8du6qUVCI++O5/r9qQp+sGyBIEJQZ/TDD9yoN8ctEQdnKtff+f/DFtNinLZ6GPRVaBI3gegGtALoAqhQBQBMkzf4rDN9jr3nNaqP/3yq4Y4df4yGD1rBBNzwtMA/RW7XC1ief6Ap9pJjQJxEE0j/H6N2/la/D0R2lsuG0Udqq+GKaDnxllDZ+dAwXDkAEAISlUOZ9+iz/x52LEAWoQQBAKaGPRcDqa83Z+lSvojajdgAPz+NRBVyQh6MEqgl9Xs/LvP0AD1bNu6WQCX3e3n55+H9nnY7ultDevvQ9xy7eh4sGQACAKNYmjx7/BCoA1TH7LAI4Y57zAsoK5djgbgM2/LyuXjxIKw0dZAHA3QbcfaAFVAiUhfgpVe0KfRLDnpLY+RQF9/tb3v+nau/9/+BLwvtPZaoggrJ04O8hzEFTgy6AKvAfD87khVcf5iM8EiCHlqum/Vepj+96r7fXqLPP6NX1bO9xiN8+CY9l2HnIHQsDnl2Qy+9yzsDQgCEMUm1U5Sl3o71H5B/iJ/KfTMd4qT7ef0rmqcfW5bEd1yVABABEoeDliEoWlAOuhQCopEIfh/Z5WWQubSnvhL4lrsPJtflPnDaTBBcaJ6HP29u3vaf/M0bvqoP3b4zXzyq3Ryp0l0eWfvhVRAEABAAIa3BoIsT4v7VosKofDzUREHlYnubsQrC6AizY8LMA4Al4zk8a0YHKh6v5vxdbiN+v37+O3j+ltlRPBBXbYzsuHtCsoAsgGWTQBLVQAORfrEcLU7I3oEuBK++x0efhgm4hwK9Zr3NXQpe4DNvNoj1dtop+3I3AQw2564Cn+w0Vxg/xHpFKiJ88NiBH7/rNfF0OaUrP/pdvbCVdHs73svSjr43SWz88hmsIIAIAVDkQYl10AVTd/of09gM9fwpO6Fs8VMoh8IKTBC+bNQQ4cfD02dJyrmB0H7AI4Gl+r85H8WCjJPT5efu293Tv+/66HM/cl0dK103MXR7lf+yiH38N1yiAAABVAeWAayUAal2hj/MBBgeibTNHA3hoIQuJ2TkjoZAFgbYQpUKfj2H37NsPeI/y9M5PjtfngKbuCS2C9FLPkbo8uMLgHlxEAAIAqCItBuRVDeA/vX4RPIyaioAaVujjSXtWLfcfUug2/NcsNox/V5dhhQbMaYu5JPHxk8ajHhGIPaHP29svf29v3Y5likZC1zCYnjVmUFQVSM59HqEffx0VAgEEAFCwNUSFkHMAIApQXeNfiFyQx7EuRRuzz0MDORqweqXxyEMDFy0qjS7gGf3Y6Ov1B1gs9DkNO+cUWPkBnEfAMxVywSHuGuDKhHYx4OfdcvIhdzWcOFWKJPiF/1PSbENrf8fqciwPfMU//O8VCWABduKEMdtjGIFUEkF76MEHMriYQLOAJMAaRwBA3QTARFGahU3ocz+3G0EP99T+4JTc7YZx5/eGPD4n/ax44ZprjOJC9jLF9oRCFhm8sKCwf35qxnicni69xhEFfbIg2SakfHar+N44veMT+Tq5//d4NZtvQh+XauZ8inPnS1NAh0t+ZNHxgFjuwAUFEAEAnvzewzMFBaNkX7JotaoKgMoS+sJ4+9Wq0LfIzAlo87hs9eJD04aHf9628Gtu428ZQCJ7Qp+ft+9+b18dj2Y2ckIfRwHOnTNEVPguD/5zmH4yvgsXFIAAAEFGJ+9peDSUCK7xwVBL6LPP5iczgnHX4w875S7nBLAI6IgYvFucNox/YIif/IROQY8A1IMf/v2w2LaMVCCp9O1z1IOjABcvSg+VogjaKkQA8gEABADwJR9i3Q1orlpEAMi7n//yFaIz7B1qLqOfsAp9+oRFK43RAapwieI11xr5B0Geb5ARTOnh/0J9DmQqG2nEg7VP3A4MCwDV5Ed5V88e+um+DC4s0MggB6C6hLlJYhRAtQWAGQjw7PNnw8oh87NCBCxbIrnxJ2LKXeMP9mTTPMRwkOjSJSMPYMoW5uduAt4f7vfmkH9nB3n37ad87K30vQN1PJIbQ7eVDK674Nnvr9QeyAcAEADAl0PEw4fUgDdRCwHgfm6/sXNYnSvzcXEejgQsu8ao+R80f3w9K/S1C0M/NGQsYYyZuqGTfFAbr9txTNlr/1O4tnLDoyf6+hTayrOdhumn39hFb/zgNlxgoBFBF0BygACoJu/7TE4poa/PrNzHIuD0GSOxLjlT7ro+W0EY3zfE79vlMU5v/3h9wv8/+tqw2IB0ZTUMbO/zMVZqK6+20NtjK/3sG8gHABAAoIxcmJV3vq4L3QA18SJ9kvY4S9zKsuex9adfNkPrVUjoq16FPh9R4GPM/A2dRT3D/8PqIsinPewCIJoIcrOHfvZNCHgAAQD80XwWQjGg2hh+vxs7G/8B20x+PFyMcwJ4aJ224O/th4oEULC3H71CX5iEPhWjb//SXP2OH21QF0Ee7WEfDhne2/d6Ly2ePoALDEAAgCK/9/PZnHIlQGMFRACqS0Hpxj446JyVj+ESsidPGyMF6jPlrqK3X3GI3++9PG36jToWuEoNVyyC5udL71+67N0e4Yd9DtND39qBSwxAAAB1t9+pDBABqK4BmVAes79kcXnBHe4SePm8kRswPVPu0SsXp6nAgw0/XC26d1veVrk6H8BhNRHk85497O8X/fATSN45Idvp4LdwDQMIAFA0/igJnBj7T+oJfVxwh0cByGDjf+qMMSnP+QLRzEz0hL65WbOUb10S+vyNfnm3Rv36/x/8elqfla/SLo/Z2UpFUFBbYdZA0DBgGGD1CZMxvRHNVYtjoThmn2vqswhgr99ef78YEbhqjCe/cLEkGjhq0NFuDCm0vn9eMwwPfwc/rl5ljNHnFebmjfr++mRAS/yHshEFDN8LqFNQeQ2DOof/PaIbnh9xvTfl6v/n45UK01ZKwzeH6eF/2Eqvf99uXG4AEQCQRxMkJgRwKHSFvt5eohWKpXfZuHOSGfct2+vxX7hgvM6CgWf741kA7bXp+bv1aX5fIpqZoxom9IWpZligjR+tZzQrLW8P8omMuCM3U+UCIFRbkdooD6Lt9PA/Ip8HQAAAOqK2mp4MgP7Dqtp/1Ru7ZBKea1cIEzQU8SprM2rwX7/GqMzn/hnON2BmhIA4dtzoVrAmq6leQl/YMsUTdT52w5Hbw3pdOgKgAoHkfe6w8d+KCw5AAICCzcBTQBYgvIaqR2NUhu+VawCj9O6QUU+fHx3eowe8Dof12fCzALCSCt0JfVyqd5Ht+3i62iNHjUd310N8CX1hvdsD9T10UUWQ7T2OzNjp6almkact9PN/wvUMEg1yAKqOFspz2vnazsz2R+byaLdq2JBUPtCwBNWY55r6PAkPG3SrT59D+1fnS0afy/PaPf3iV/n0Vy9fRnT8RMng8yMLAO5K6O8zRIfedSAzdD4GM74yxfVOZl3rMPxeIsEvz2HK1QXQ3l6ltkpZYp6jADtw4QEIAKBKhpA3UOVoTODN2+M+73qPPXprdrmwtendooCN+wohAk6ccq7DQsBKNGTxwetZS7skgDd31Vh4ZAIvHIHgBENfQ6ckgup7TqZSGd/oQFDyI0+Y5KZ/IKwICisYt0AAVImnfzxK698yhoaoDHQBVBnhzecc8YDgJYNWqxJ3j04kukIfT0zDCYdesGHnMPbL54heOkF09Hj5clIIiJdfNgxeb485SVBQXzb5twc/vO0jCRvOmgqX/OgO/1sjAIIT+ihUISfne2l65NuYJyB+4z9CuE9CADQKISoB8oITu7p2o5DoCn2DA0bOQGcFwTmOTKxcaSzxTFiUHOMfNc/BHf7v6QnRHlRJkaf7cNHFfg7sEksODQEB0CjkFCsBMkNorqoykfgKfYu6hQi43gjfh4XD/TfeQJQejNO7zSfG8HtGAsg/oc/dBcDDO2sya2NqhB79DpIB4+KZB3cRukljAzkAtQoBqIOhgNW1JIXizdlxp5bYDt/3XK/zED722tn7DlOcpsyYmU+5f58FACcbTl40agnMzMi9fTZmVrjfkRcQW1/2oaSFcbwOjfQ9TtS0zwHA9Pd773PF50bZexyyHsO1V7HxHyUjsbJAr3wzBAAEQCN5nZRFMyTCdhwybsix3NhLcCEfLjSzfLktMVBi2P2Mvuw9Hn64JG0sDNey51wAfq9blggYclSDmqHLJ+HABRp9L6EzJRn/z4Ip9rbyTPbcCAEQi/G3yizn0CDxgC6A2jAZYl0IheoaknxVQvzXLDYMM1fz40x+HhpYjQp9nV1G9cC+Hom3r5jQF77Lo/4CQGUeB68ujylJBcD2juD2CN1WkmiP8R4SASsz/jvIOcfCATQKBEAjkUcTJOxYxJ3Qx+V8rYp+ly8TvXhMUsinKhX6KHpfNvkYuqSevxEq9F266PyKgYHqz9ro7OpJ02PfRddeeMOfEct+4tLKThABgABoXgGw4zWduFlUi3d/Kle1hD7us7eK9bDh5+F6h48QnXnZKBRUSYU+bcHoZsgfMYe0VThcLYyhe8uHEiAAOHcjogiacc0AWAz/KyT0Xbli5BBEHdpZEoy4ptUNf9r0+g9TeUSU+/8xw2pMIAegNhRCro+s4eofj3Tx5k0Rk/Zk73GpYDb69op+hYKxsOHhsf6ctNftUdXP/pSnCZ6ZNvMLzARALhvMi9fniBT7spVnGywk4ogVczc82sqvHd1TAPf0qrUHv8TdBxcvEq1bp9JWfufGBlx2gYafRdIW8zh73QPH0VAQAA3FjkfnJoRXr7y+pumTAuXQclUzJmZSZhWm3OXystetNoryuOv4s0G/YvZHc/a+JQJ6TYNkJfgtzJcMvh1ef9Wq8EZfxdB5i4KJJB04JaNv//PKVPnXDA4otJX5OouHs2eNYZl8bKMLxmRFAJ44kCEeThftvCjQLW+t/LwwDD4vG01PP6PwqX24gUEANLTXKQw8IgD1NSQHyB1ajHxjlwgC7ga4IWOIANnQPSsyYBknmZFyw0P8eCrh6g5XU2+P2h8zFsTbQ2fqu4f/2adiVmkPTubUr97zREuXhY8S+QrGmHk8lzGNKBt2y5hutM1NMBzu3PE5N57+sfveNiH5nJWsN+QSQBmKVsmPw/+IAEAANB7C6IcZCrgWLVZV8ko378g3djMSkLneyAM4+3L0LeXvWbXSSFxTuXlXemNPagJgSmUeh6D2IFsFQEURNHXFeM5zMdgFQPgoUeURgMf3W4Zz2DToG8yph0sGNZ5hn2FFYVpcK7J7WzbmswDGHwKgJcigCapqTCZi8/bdd0/3+5wYODho1Ofnvvwwhp9HFSxeYgz3q5e3n0odScQxe/37Jujhf6xcBHF3S6giT+bzixcrFYzhonq/3M/rj+hGPqUb/KznTiqLoLjPDT8RVBUQ/ocAaFgOhFDE6AKoJu/45AR9/+9i8PYVi9N0dRpePE/0wyKAM8t5mV8oN048jTA/Wol+8Sb0qd+8U6nkHTcjd2M4sjFjfLsAJK9fNicR4q4c7rYpTiGsKArDNGPJ6N+n3ysqq95YoWBM3LmRR/gfAqBVwJCh6pMTd7Js5Ap9QYZfdvPmqn6LFxtLVW/evh59Yxl9Jxy5GY7WVnYBEMLQ2XMIWAwMDga0VSpQg0gMf9Y0+kb2u/L0xLWMBNXc23ezF7csCIBGBmNXE+VNpiQ5GXEbfb+bd0Ju7MHGLEmjADiKNhqurVLRRZA7gZPFQCXdQ7/8QYZuf3veNPoZfV8Mw5+pvrff8JGgMdy0IAAamVDjqbff0ZHd+djVHJqtahxSvnnHZtgb5MaeSmAdAGN3cpFFkN9+e7WVWwBwt82SJZUIxlFh+FkA8Fj34bqF+APPncRFgsYx+Q8EQKODEzhZIYBc7bz9Wob4o97YU8ka9Sfjte/N0yPfzpM9STaorfp6o4sgz+GZkXNCtscnGJsuxO/H/bhfVQeUAq4RwpuXCwDNc0EeQDV5+8fyTu82ZI15v/cCa8z7vFdxmWK/uQtkhkxhUqKkeYNh2oon/XEn7qm0BzN/1eN9r7aimOdqCChTXHYqVXJuJNb4TwjvP4cbFgRA46MJg+M29N5gJED1yXnfvKmKN+9UiJs3Rbt5p1IKho7830uiTUil9oY2dFbinp+3L2uPCxcCIjdBgpHU3qt0roZAwUg+bZV44P1DADQNYRKqUDu8+sbkgOcNWvXGHt+Uu+Fu7H6TEkXx9n0jAQniNe/haygfSgRJBYCCQHLnAOjfU+eZGWOJBMV4TKeniY4dq9bR5qF/Y7hRQQA0CwX/AIHjP0QAahIB8Lh5N+KNPZVS926VZiJMaF5AirsBUt4Jfe73Fi8uPeeCPioiiEsAl5Vx9jk/VM+NVAVRoiCPPnQkKAaee7ZULjl+duIWBQHQNAijfkgj7/9cZNBiVSb7GxP6NLNSu1utEH8tbuyK4X/lvuzEKYD7Q3m3XFzJigJIjbpEEFy5Uv49xYRCFcFIIXJCKo0EhYwSxebOFIyJkuD9QwCA2IEAqJU3GcrbpxDefgIT+oLe8zJmSeKOd+f16E0YEbRmjfGo9+srtJW7/7+jQyydhIQ+G08/Vc1vh/cPAdB05MKs/HvD7egGqL4CONB6CX2hujzyyTxsqb0er8vbY3DIiAJwBGB2JlgEuQUAfxYJfTb/PG/0/zP9/XF/+wS8fwgAgJLAtWC8tRL6UhSyyyOZkajhd7GByEu9fS8RlMkYnvy5c/L2sH/GmgPAgqdjVvb2KYS3X6eEPu63z0fUdnri39HS39zFEi/bcFuCAGhGUA44aWz8dXMu8xZJ6ItawyCZUYD7Q4mgvj5DBJw44d8ebPzdiW3XXENNk9B36RLRzx82xFAUOPRvtQ9/R7wRgHGM+4cAaEr+08R82LKqWbRaTSzJ3lA374ZO6Is6qiGRcBSgIG0PLxG0fDnRddfZQvyS9rgw6fw4Cwf2cpshoY+T9iYeM7z4pUujfb5ga/J07L2U8P4hAJqavOMvLWABNbD/lGuphL7QfdkJZcM7C/qIgFTICn3LVxg5AV4iqNhFYLJihb9AqkVCH3vcbHjZe4/KyZNEj//S+K6VK8OH7vlz7sS/laviPKI7UfMfAqC50YQAUDfwG9FgNeCtH+EugHwLJPRFq2GQbPG2m0KXdA4QQZO2CACHuFkw1Dqhzyqwwwb7Zz8l+vGPKsu65/H69s9HMdyWeLC3TZQogpdj9Mo378DNqLZgMqB6RwBAUuBkwK2lO7Hk5uz1HlFlU+7+/+ydTXMcVxWG70A2FFRZWZGKkzBUoEiiT1MJSYiDRjEUH6GwXPyASL8Aa2tDSargbK38gox/QUSxAROjkRMt2ESSbdnRypMVbEyNq8ISxD394Wn1dM/07enp7tv9PFVt2erxqNXT3e97zj33XOOVCJWa+KJElui/mrvQU3dubeoDvh593IYL7Tx6dPp7z551hS6PlRlF9CXF/q9/Dkb6IrQvvZxu3F6EX6L/J+L/jHnqXsxILzSC+dzzWX6SqzyCyADUgS/jkwMDG7MA8oskb9SioM+8OU35r8G5C1vOdMUsOvQF0/8itmefnXzdhwirH+lLpB4UfzmGmVl3MxV/idZlvD8o/vIe3/u+2fvI8chxnQodn+r3VhifLQr/MAC1QIt6z2C4nz4AeXH+tzJD4yDTB3tkRF+Ggj6jsWxbrsHNTDr0BTMAL3yn3/wnVvTHKOgT4ReBli2qo55E/W+8mS7NLtkEed9w1C7ib2Ikosb907xPPF1F0x8MQI0wmgr4h/mvNzllOWYBKl/QZzyWfcaKz272nfaTYs60Jujfj/pj3N/8lo7+zw45V2mujQjh70VMDJLivLRRvx+xyzS/8DCCpP5lM0HEP/w+Mnxg+j7xXNLRf4+HTzFQA1DmXIFLU1E3kJcDkLbA1wce3rEvbwx1E+Zj+wnHq5OMZafZp1TUeLVNw1AyhWw/cQ2EChkCv/hPRHf6lfHqPqL2ibmQVHowJR9G0urN76aPruW9oxbokbn6UkNggoz7hzMTclym7zMsa/ODt+iNQgagPrx/+N9OX+ATzf9jGCAv3rokRmvbkg59KpfV5hoWrUkxsySzObbiz5Uacj6Um/4XgZub11H4N1SmHfpESGWMP078Jap+9bXxUuvS2S/YpCco/gvnzN5Ljjc87u+c49msOv91qPrHANQ9uh/89uBGIWCuSYDGjQoX9A0R/djix6Zdn5+OKhsyLdDQBP3nK1c4X3wxurNd2roPfww9PIUuGFGL6ItAp+2o5/+M7sPBfb74m5gKSflHjftL5J9N4x8x2pd42GAA6qr/BwZNf85wwnLkx8vbyh9yqV5BX7qx7P2bLWs+v+mWiP+qsQmS9L9E/t9+Jlm0n6RDn1+IFxf1yzi6FPmNU00/7GekEX9/5kDYrIj4ZzPu31OM+2MAao7JxU8GoIgsQDUL+pR5cxrnuO26BqcXt51lnk1M0NnnXMHMahGeuEI8wU/3p53X/+Qp0ov/GSLW8jPGFX/5/2Iisiv6W2PcHwNQd7qcglKzFRvRJ472c+jQl8tqcw4WdqSULECjl40JUmb9+CUaF2EOR9F+df846X4fKdCLitT9Ij3TQj1f/INmwjcq2fX732KZXwwADGkGFEGL05Uzb16UNHK7cgV9oyLY+CEP+67BV34i4r+a+5K7Iv7h8XMRZansTzunPyzU8v5RBXry3iLYaaL14HQ/MSpiIMSoZLfUb1uLPwv9YABgWAaA9YDKEkCGm5NUoKCvYRrdPjEEU+rwk2ULTcC2N7XTINofY8ndKPH3x/llGeJxEYGOGu+XCF3EOm2FvhyzVP37UwXleLNL+QtS8U+rXww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"path": "d0c1b2000c9e5d6f804e52617639071cd9a111247597edf155314f9e4bdea077.png"
} | Generate code for a svg of a a close up of a black and white picture of a plus sign | <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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<g>
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c5.051,0,9.354-1.791,12.912-5.378c3.559-3.584,5.338-7.875,5.338-12.872V44.321C154.93,39.27,153.148,34.966,149.591,31.408z
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c-1.521-1.52-2.281-3.367-2.281-5.54V44.322c0-2.172,0.76-4.019,2.281-5.54c1.52-1.52,3.367-2.281,5.54-2.281h57.359
c2.172,0,4.019,0.76,5.539,2.281c1.52,1.521,2.281,3.368,2.281,5.54V101.679z"/>
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</g>
</svg> | |
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"path": "05925646850e87298ff904204b3d91d194adf922ff97286306efcdd38f1ad96c.png"
} | Generate code for a svg of a a black and white photo of a left arrow pointing down | <svg width="18" height="18" viewBox="0 0 18 18" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M5 12L13 4M5 12H10.0909M5 12V6.90909" stroke="#201F1F" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M2 16H17" stroke="#201F1F" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
</svg> | |
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",
"path": "0dbba3433a3695edde5fa66e62b2d2ed11fb95e2eb67acde14d2c5d5902192bf.png"
} | Generate code for a svg of a a close up of a white circle with a grey v in the middle | <svg xmlns="http://www.w3.org/2000/svg" width="40" height="40" viewBox="0 0 40 40"><defs><style>.a{fill:#8d9aa1;}</style></defs><g transform="translate(0 0)"><path class="a" d="M20,40A20,20,0,1,1,40,20,20,20,0,0,1,20,40ZM20,.976A19.024,19.024,0,1,0,39.024,20,19.024,19.024,0,0,0,20,.976Z" transform="translate(0 0)"/><path class="a" d="M40.561,29.9q-.117,2.561-3.58,7-3.58,4.644-6.063,4.644-1.532,0-2.6-2.829l-1.42-5.2q-.79-2.834-1.693-2.834a5.4,5.4,0,0,0-1.376.824L23,30.45q1.3-1.137,2.561-2.278a6,6,0,0,1,2.6-1.576q2.044-.2,2.522,2.79.488,3.229.707,4.015.59,2.673,1.3,2.673.546,0,1.654-1.727a6.787,6.787,0,0,0,1.18-2.639q.156-1.493-1.18-1.493a3.346,3.346,0,0,0-1.3.273Q34.346,26.28,38,26.4,40.707,26.475,40.561,29.9Z" transform="translate(-11.78 -13.519)"/></g></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a red and gold feathers scattered across the enchanted forest floor. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#b82426" d="M5 0h13v5l1 7h-7l-2-2-3-2z"/><path fill="#963f35" d="M46 0h8l-1 5-2 8-1-1-3-3q-2-4-1-9"/><path fill="#e9d7aa" d="M57 0h3v3q-3 0-3-3"/><path fill="#c02427" d="M81 0h11q-1 6-5 11h-2q-4-2-7-1l2-4z"/><path fill="#dac499" d="M18 0h7l-2 19q-3-3-3 0h-3v-6l3 1q6-7-2-9z"/><path fill="#e0d2a4" d="M29 0h2l-1 6-2 1q-1-4 1-7"/><path fill="#bda986" d="M65 0h2l2 7q-1 4-3 2l-1-7z"/><path fill="#c17252" d="M55 0h2q0 3 3 3l-1 2q-4-2-4-5"/><path fill="#ddc39c" d="M76 0h5l-1 6-2 4-1 1 3 1v9l-3-5q-2-9-1-16"/><path fill="#af8d6d" d="M67 0h4q3 21 3 0h2q-1 7 1 16l-6-5h-1l4 5v5h-4v3l-2 1V12l-2-1v9l-1-1v-7l1-3q2 2 3-2z"/><path fill="#ddc79f" d="M71 0h3q0 21-3 0"/><path fill="#b62e2c" d="M95 0v12q-4 2-6 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"path": "emoji_u1f468_1f3fc_200d_1f9af.png"
} | Generate code for a svg of a man with white cane: 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="head">
<path id="head_2_" d="M87,13.49c-2.54-4.1-8.28-7.29-13.04-6.5c-5.33,0.88-8.19,4.72-8.95,9.58 c-0.27,1.76-0.22,3.52,0.08,4.77c0.04,0.15,0.33,1.23,0.35,1.58c0.2,1.31-2.34,2.62-2.64,4.06c-0.22,1.09,2.05,1.78,2.23,1.98 c0.89,0.98-0.52,5.63,5.72,6.1c2.4,0.18,1.93,0.03,2.63,0.3c1.1,0.42,1,3.36,1,3.36s0.61,4.82,4.74,3.55 c4.71-1.46,4.89-4.78,4.89-4.78s-1.75-4.65,1.06-9.48C87.31,24.13,88.63,16.12,87,13.49z" style="fill:#E0BB95;"/>
</g>
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Okay, here's a concise summary of my thoughts on drawing a cartoon rocket ship with a red and blue tail:I'm drawn to the concept of a cartoon rocket ship, a visually engaging and dynamic object that represents a sense of freedom, exploration, and a bit of playful chaos. The red and blue hues evoke a sense of energy and excitement, while the tail adds a touch of playful dynamism. I aim to capture the ship's movement and the way it interacts with the environment, creating a visually appealing and memorable image. | {
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"path": null
} | Generate code for a svg of an icon featuring a computer screen with a gear wheel displayed on it, presented in black and white. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 496 496" style="enable-background:new 0 0 496 496;" xml:space="preserve">
<g>
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} | Generate code for a svg of a green peas displayed on a wooden counter. | <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="#eff0cd" d="M0 0h96v50q-18 0-34 6l-33 6-29 5z"/><path fill="#e9c187" d="M96 50v6l-8 1 3 1-6 2-23-4q16-6 34-6"/><path fill="#ceb469" d="M36 61q4-1 1 1h5l5 4-2 1q-1-2-3-2-3-1-4 1h-1q-3-4-6 0-4 1-6 4h-3l2-5 6-2-1-1q3-2 7-1"/><path fill="#dbb275" d="m62 56 29 2-3-1 8-1v5q-18 2-33 7l4 1h2l-2 2q-3-1-5 1 0-4-3-6l-9 1-3-1-5-4h-5q3-2-1-1z"/><path fill="#9cc637" d="M37 66h-6q3-4 6 0"/><path fill="#778a29" d="M31 66h7l3 3H29q-2-1-2 1h-2q2-3 6-4"/><path fill="#916b43" d="m96 61-29 7-4-1q15-5 33-7"/><path fill="#84ab30" d="m42 65 4 4q2 2-1 2l-3-2h-1l-3-3q1-2 4-1"/><path fill="#516122" d="M37 69h5v2q-4 0-5-2"/><path fill="#d8b073" d="m29 62 1 1-6 2-2 5-1 1q-3-1-5 1L2 70l-2-1v-2z"/><path fill="#85aa33" d="M22 70h5l1 1q-3 1-3 4h-3l-1-2h-1l1-2z"/><path fill="#9abc43" d="M37 69q1 2 5 2v3h3v5l-1 2h-3v-1q0-7-6-7l-5-2-1-2z"/><path fill="#708526" d="m42 69 3 2q3 0 1-2 2 0 2 3h-5l2 2h-3z"/><path fill="#a5cb47" d="M42 65q2 0 3 2l2-1 3 1 3 4-4 2-1-1q0-3-2-3z"/><path fill="#56641a" d="M27 70q0-2 2-1l1 2 5 2-10 2q0-3 3-4z"/><path fill="#5e6527" d="M48 72v1l-4 2v-2l-2-2z"/><path fill="#d8ac71" d="M96 62v18l-31 7-1-4 13-6q3-2-1-2l10-3-7-2 4-2-4-2z"/><path fill="#795030" d="m0 69 2 1 21 26h-6l-1-5q-2 0-2 3Q8 84 0 77z"/><path fill="#9f8447" d="m21 71-1 2h1l1 2-1 1-5-1q-3-1 0-3 2-2 5-1"/><path fill="#5e6a27" d="M35 73q6 0 6 7l-3-1z"/><path fill="#91b53d" d="M31 78h-5v-1q2-3 6-1z"/><path fill="#a1a04c" d="m35 73 3 6h-1q-2-3-4-2t-1 4l-1-2v-1l1-2q-4-2-6 1-3-2-5-1l1-1h3z"/><path fill="#648822" d="M49 74v5h-4v-3z"/><path fill="#8fab3a" d="m67 71-1 2q-7 1-9 7h-3l-1-3-4 2v-6l4-2-3-4 9-1q3 2 3 6 2-2 5-1"/><path fill="#5e6d20" d="M57 70q1-1 4 1l-2 1z"/><path fill="#71642d" d="M26 78h5v1h-7z"/><path fill="#a6c848" d="m37 79-1 2h-4q-1-3 1-4t4 2"/><path fill="#65532b" d="m37 79 3 1v1h-5z"/><path fill="#896e3e" d="M57 80H44l1-2h4l4-2 1 3z"/><path fill="#d0a56a" d="m79 66 4 2-4 2 7 2-10 3q4 0 1 2l18-3-31 9 1 4 31-7v4l-24 5v-1l-23 3q4 0 5-5l6-3h-4l1-2v-1q2-6 9-7l1-2 2-2h-2q5-3 12-3"/><path fill="#674127" d="M0 77q8 7 14 17 0-3 2-3l1 5H0z"/><path fill="#c99e64" d="m2 70 14 2q-3 2 0 3l5 1q2-1 5 1v1l-2 1h7l1 2h25l-1 2h4l-6 3q-1 5-5 5l23-3v1l3 1q-10 2-19 6H23z"/><path fill="#a6af42" d="M16 78q1-1 4 1l-2 1z"/><path fill="#875e37" d="M96 84v12H56q9-4 19-6z"/></svg> | |
{
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"path": "4fd91bef0387670ac70cd3a048dfba42d1a1183acbe422e98a8b82841d82c412.png"
} | Generate code for a svg of a a close up of a white hexagon with a white background | <svg viewBox="0 6 100 88" xmlns="http://www.w3.org/2000/svg">
<mask id="myMask2">
<rect x="-3" y="-3" width="106" height="106" fill="white"/>
<circle r="7" cx="50" cy="50">
<animate dur="9s" repeatCount="indefinite" attributeName="r" values="7;7;0;0;7;7;0;0;7;7;0;0;7;7;0;0;7;7;7"/>
</circle>
<circle r="7" cx="33.33" cy="33.33">
<animate dur="9s" repeatCount="indefinite" attributeName="r" values="0;0;7;7;7;7;7;7;7;7;7;7;7;7;7;7;7;7;0"/>
</circle>
<circle r="7" cx="66.66" cy="66.66">
<animate dur="9s" repeatCount="indefinite" attributeName="r" values="0;0;7;7;7;7;7;7;7;7;7;7;7;7;7;7;7;7;0"/>
</circle>
<circle r="7" cx="33.33" cy="66.66">
<animate dur="9s" repeatCount="indefinite" attributeName="r" values="0;0;0;0;0;0;7;7;7;7;7;7;7;7;7;7;7;7;0"/>
</circle>
<circle r="7" cx="66.66" cy="33.33">
<animate dur="9s" repeatCount="indefinite" attributeName="r" values="0;0;0;0;0;0;7;7;7;7;7;7;7;7;7;7;7;7;0"/>
</circle>
<circle r="7" cx="33.33" cy="50">
<animate dur="9s" repeatCount="indefinite" attributeName="r" values="0;0;0;0;0;0;0;0;0;0;7;7;7;7;7;7;7;7;0"/>
</circle>
<circle r="7" cx="66.66" cy="50">
<animate dur="9s" repeatCount="indefinite" attributeName="r" values="0;0;0;0;0;0;0;0;0;0;7;7;7;7;7;7;7;7;0"/>
</circle>
<circle r="7" cx="50" cy="33.33">
<animate dur="9s" repeatCount="indefinite" attributeName="r" values="0;0;0;0;0;0;0;0;0;0;0;0;0;0;7;7;7;7;0"/>
</circle>
<circle r="7" cx="50" cy="66.66">
<animate dur="9s" repeatCount="indefinite" attributeName="r" values="0;0;0;0;0;0;0;0;0;0;0;0;0;0;7;7;7;7;0"/>
</circle>
</mask>
<path id="a" fill="#eee" d="M0 50l25 43.3l50 0L100 50L75 6.7l-50 0z" mask="url(#myMask2)"/>
</svg> | |
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} | Generate code for a svg of a a black and white image of a group of people with a number eight | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:xml="http://www.w3.org/XML/1998/namespace" width="70" height="70" viewBox="0, 0, 16, 16" id="FxSymbol0-05b" class="msportalfx-svg-palette-blue" role="presentation" focusable="false" data-type="45"><g><title /><path d="M4 0 C2.4 -0.1 1.1 1.2 1 2.8 V3 C0.9 4.6 2.2 5.9 3.8 6 H4 c1.6 0.1 2.9 -1.2 3 -2.8 V3 C7.1 1.4 5.8 0.1 4.2 0 H4 z m0 5 c-1.1 0 -2 -0.9 -2 -2 s0.9 -2 2 -2 s2 0.9 2 2 s-0.9 2 -2 2 z m6.5 0 C8.6 5 7 6.6 7 8.5 S8.6 12 10.5 12 S14 10.4 14 8.5 S12.4 5 10.5 5 z m0 6 C9.1 11 8 9.9 8 8.5 S9.1 6 10.5 6 S13 7.1 13 8.5 S11.9 11 10.5 11 z" /><path d="M7 9 h1 c0 -2.2 -1.8 -4 -4 -4 S0 6.8 0 9 h1 C0.9 7.4 2.2 6.1 3.8 6 H4 c1.6 0 2.8 1.1 3 3 z m-0.9 7 c0.3 -2.2 2.1 -4 4.4 -4 s4.2 1.8 4.4 4 h1 c-0.3 -2.8 -2.6 -5 -5.5 -5 S5.3 13.2 5 16 h1.1 z" /></g><defs /></svg> | |
{
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"path": null
} | Generate code for a svg of a a pale green moss covering an old stone 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="#c2d9a9" d="M58 0h38v47h-9q-5 0-8 3l-7-2q-3 2-3-1-6 2-3-2l1 1q3-5 0-8l3-1-6-2q-2 3-5 0-3 3 1 6-3-1-4 1l2 6q-3 3-1 7l-3 1q0-4-4-6-2 0-2 3l-1-1q-1 3-3 2l6-11q-1-8-4-1l1 1-4 4q-2-4-4-2l-4-4-3 6-1 9q-1-4-5-6-3 0-3 3l-4-4 1 2q-4-1-7 3l-5-4-3 2q-1-4 4-6-3-3-4 1l-3-5 12-2q-1-3 2-3l-1 1q3 0 4 5l7-2q-1 3 2 2-1-5 4-8-7-4 1-3v-4q0-2 2 0l1-3q1-1 4 1l2-3-8-7q3-5-3-8l7-4 1 3 4-1q-3-1 0-3 1-3 4-1l-3 1q-1 3 3 3l6 3 1-1 3 4q3-3 0-4 2-5 5-1 1-3 4-1l1-4z"/><path fill="#c1d8a6" d="M0 0h58l9 2-1 4q-3-2-4 1-3-4-5 1 3 1 0 4l-3-4-1 1-6-3q-4 0-3-3l3-1q-3-2-4 1-3 2 0 3l-4 1-1-3-7 4q6 3 3 8l8 7-2 3q-3-2-4-1l-1 3q-2-2-2 0v4q-8-1-1 3-5 3-4 8-3 1-2-2l-7 2q-1-5-4-5l1-1q-3 0-2 3L2 42l3 5q1-4 4-1-5 2-4 6l3-2 5 4q3-4 7-3l-1-2 4 4q0-3 3-3 4 2 5 6l1-9 3-6 4 4q2-2 4 2l4-4-1-1q3-7 4 1l-6 11q2 1 3-2l1 1q0-3 2-3 4 2 4 6l3-1q-2-4 1-7l-2-6q1-2 4-1-4-3-1-6 3 3 5 0l6 2-3 1q3 3 0 8l-1-1q-3 4 3 2 0 3 3 1l7 2q3-3 8-3v9l-1 2-5-4q0-2 3-1l-2-2h-5l-3 3-1 2q-4 0-6 3l-1-1-4 5q-2-5-5-2v3l-5 1 4-3-28 3-8-4-13-1v-4l-7 1z"/><path fill="#c7df60" d="M96 47h-7q-3 5 0 9l-1 2-1-3v-9z"/><path fill="#bfde3a" d="M96 48v9q-4 0-6 3l-1-3q-3-4 0-9z"/><path fill="#72855e" d="m74 54 2 7 6-1v2l-6 2-3-8z"/><path fill="#b5d48a" d="m87 56 1 3 1-2 1 3q-3 0-4 2l-1 1q-1-1-3 1v-4l-6 1-2-7 3-3h5l2 2q-3-1-3 1l5 4z"/><path fill="#bdd499" d="M57 64v4h-2q3 2 1 6l-5-5-7-2-44-3v-7l7-1v4l13 1 8 4h9l19-3-4 3z"/><path fill="#a9c88c" d="M96 57v13l-6-1q-1-3 2-4 5 1 0-2l-4 4h-5q0-3 2-4l1-1q2 1 4-2t6-3"/><path fill="#516334" d="M90 60q-2 3-4 2 1-2 4-2"/><path fill="#91ad7a" d="m67 59-1 3q-3 1-4 4-3 1-3 5l-2-3v-7q3-3 5 2l4-5z"/><path fill="#b8d685" d="m73 56 3 8-14 2q1-3 4-4l1-3q2-3 6-3"/><path fill="#7a926c" d="M96 70v2h-4v5l-4-8q-3 1-2 5l-2-2-4 1q1-3 5-4l-2-2h5l4-4q5 3 0 2-3 1-2 4z"/><path fill="#bdd931" d="m0 64 51 5 5 5q0 2 3 2l2 1 4 3q6 9 17 6l2 1q0 2 2 2l7 5v2H81l-1-2-6-1 1-3h-5l-6-7-8-5q-2-5-7-5l2 6-2-1-1-2q-2-6-7-6l-1 3-12-5h-1l4 2-2 1-12-2-11 1-2-2q-3-2-4-1z"/><path fill="#537718" d="M0 67q1-1 4 1l-4 2z"/><path fill="#618b15" d="M27 73q-2 3-5 1-3-3-6-2v3q-3-1-4 1-6-3-12 0v-4l8 1q6-3 11-3z"/><path fill="#9dc223" d="m4 68 2 2 11-1 12 2 2-1-4-2h1l12 5 1-3q5 0 7 6-3-1-3 1l1 1v2q-4-4-8-4l-1-3q-4-2-7-1-3-1-3 1l-8-3q-5 0-11 3l-8-1v-2z"/><path fill="#475b3d" d="m57 68 2 3-3 3q2-4-1-6z"/><path fill="#335a13" d="M12 76q-6-1-12 1v-1q6-3 12 0"/><path fill="#2f5015" d="m30 72 1 1-6 4h-1q-2-1-2-3 3 2 5-1 0-2 3-1"/><path fill="#5c7355" d="M65 80q0-6-4-3l-2-1 6-2 2-7h1q-3 3 0 6-3 3-3 7"/><path fill="#729c1c" d="M30 72q3-1 7 1l1 3q4 0 8 4h-4l-8-7q-2 2-1 6l-8-2 6-4z"/><path fill="#497318" d="m48 76 1 2h-3l-1-1q0-2 3-1"/><path fill="#aec99c" d="M82 62v2q2-2 3-1-2 1-2 4l2 2q-4 1-5 4l4-1v5q6 2 2-3-1-4 2-5l4 8v-5h4v13l-8-2q-5 2-7-2-1 2 1 5-11 3-17-6 0-4 3-7-3-3 0-6h-1l-2 7-6 2q-3 0-3-2l3-3q0-4 3-5l14-2z"/><path fill="#42573e" d="m80 73-6 1q-4-9 3-2z"/><path fill="#314131" d="m84 72 2 2q4 5-2 3z"/><path fill="#1c341b" d="M22 74q0 2 2 3-4 2-6 7-3 2 0 5l4 1q0 2 3 2 9 2 14-5l-4-3-7-3 2-1h3l2-5q1 7 10 7-9 6-3 14H0V77q6-2 12-1 1-2 4-1v-3q3-1 6 2"/><path fill="#98be82" d="m65 80-4-3q4-3 4 3"/><path fill="#406816" d="m24 77 8 2v1h-3q-11 0-2 5 3 3-1 2l-2 2-6-2q-2-1-1-3 2-5 6-7"/><path fill="#7a906e" d="M70 78q2 0 3 2 2-2 5-1l-8 4z"/><path fill="#5f7953" d="M96 85h-6q-1 5 6 5v1q-3-1-3 2l-7-5q4-2 1-4l-3 2-2-1q-2-3-1-5 2 4 7 2z"/><path fill="#224118" d="m35 84 4 3q-5 7-14 5-3 0-3-2l4 1 2-2 2 2q0-5 5-7"/><path fill="#70971d" d="m49 81-1 1q5 0 6 6l-3 2 2 2q-12-1-2-4l-5-5q0-3 3-2"/><path fill="#9ec025" d="M64 83h-4v5h-4l-1 5-2-1-2-2 3-2q-1-6-6-6l1-1 5-1q-1-3-3-1l-2-6q5 0 7 5z"/><path fill="#b5d6a8" d="M86 89q-2 0-2-2l3-2q3 2-1 4"/><path fill="#aecd96" d="M96 86v5q-7 0-6-5z"/><path fill="#2c5015" d="m30 80-2 1 7 3q-5 2-5 7l-2-2-2 2-4-1-4-1q-3-3 0-5-1 2 1 3l6 2 2-2q4 1 1-2-9-5 2-5"/><path fill="#375c16" d="M46 80v-2h3l2 1q2-2 3 1l-5 1q-3-1-3 2l5 5q-10 3 2 4v4H42q-6-8 3-14-9 0-10-7l-2 5v-1q-1-4 1-6l8 7z"/><path fill="#afd183" d="M96 92v4h-3v-2q0-3 3-2"/><path fill="#84ab26" d="m64 83 6 7h5l-1 3 6 1 1 2H60l-3-6-1 6h-3v-4l2 1 1-5h4v-5z"/><path fill="#30531b" d="m66 89 4 1v4l-5-1 3-1z"/><path fill="#1d3519" d="m66 89 2 3-3 1q-5-2-4-5 2-1 5 1"/><path fill="#3f6218" d="M60 96h-4l1-6z"/></svg> | |
{
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",
"path": "80a5db2cf39a832d7864cc8a03fabc22b17dbce1a874f30e5eb9f790c03a9e8f.png"
} | Generate code for a svg of a a green circle with a question mark in the middle | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" id="Layer_1" x="0" y="0" enable-background="new 0 0 60 60" version="1.1" viewBox="0 0 60 60" xml:space="preserve"><g><g><circle cx="30" cy="30" r="29.5" fill="none" stroke="#259A47" stroke-dasharray="3.985 1.992" stroke-miterlimit="10" stroke-width=".983"/></g><g><path fill="#DEDEDD" d="M27.1,31.6c0-4.5,5.5-5.1,5.5-7.7c0-1.2-0.9-2.2-3-2.2c-1.9,0-3.5,1-4.7,2.4l-3.1-3.5 c2-2.4,5.1-3.7,8.3-3.7c4.9,0,7.9,2.5,7.9,6c0,5.5-6.3,6-6.3,9.2c0,0.6,0.3,1.3,0.7,1.6l-4.1,1.2C27.5,34,27.1,32.9,27.1,31.6z M27.1,40c0-1.7,1.4-3.1,3.1-3.1s3.1,1.4,3.1,3.1c0,1.7-1.4,3.1-3.1,3.1S27.1,41.7,27.1,40z"/></g></g></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a delicate silver ring resting on a velvet 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="#fcfcfa" d="M0 0h96v96H0z"/><path fill="#37353c" d="m40 38 2 2q2 2-1 5-2-4-1-7"/><path fill="#595860" d="M46 44q-1 5-3 0 0-2 2-1"/><path fill="#847e83" d="m83 51-4 20q0-8-5-13l-5 4q3 5 0 9-2-6-2 0H57V60q2-5 6-2l2-2q2 6 4 0 3 3 5-1l2 1q1-4 4-6 2-3 3 1"/><path fill="#a09b9e" d="M80 50q-3 2-4 6l-2-1q-2 4-5 1-2 6-4 0l-2 2q-4-3-6 2v11q-3 3-1 7l-5-2 3-3q-2-13-14-9v-1l4-1q15-10 36-12"/><path fill="#817c7f" d="m40 63-8-3-7 5q-9-2-13-8h1q11-3 23 0z"/><path fill="#bab6b7" d="M83 51q-1-4-3-1-21 2-36 12l-4 1-4-5q-12-3-23 0 8-5 17-7 4-3 10-2l7 2q7 0 12-4 1-3-1-3-2 1-1 4l-6-1v3l-4-1 3-1-3-3-1-1 12-2q-3-6-8-5-5 0-8 3l-2-2q1-3 4-4 9-1 15 6l2 4 11 4 12-1z"/><path fill="#565559" d="M40 49h7l4 1v-3l6 1q-1-3 1-4 2 0 1 3-5 4-12 4z"/><path fill="#6c676b" d="M40 64q12-4 14 9l-3 3-26-10q-3-1 0-3l7-2z"/><path fill="#71696f" d="M79 71q-4 2-4 8l-16-1h-3q-2-4 1-7h10q0-6 2 0 3-4 0-9l5-4q5 5 5 13"/><path fill="#989497" d="m79 71-2 8q-10 1-18-1l16 1q0-6 4-8"/></svg> | |
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stroke: #660000; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphCircleSector_9"/><path d="M 250.00,231.00 L 150.17,282.87 A 112.50,112.50 0 0,1 137.66,225.01 z" style="fill: #edd400; fill-opacity: 1.00; stroke: none; cursor: pointer;" id="ezcGraphCircleSector_10" onclick="top.location = 'https://linux-hardware.org/?view=computers&f=mon_diagonal&v=24&p=0&r=slackware-14.2'"/><path d="M 248.14,231.40 L 150.39,282.20 A 112.00,112.00 0 0,1 138.13,225.54 z" style="fill: none; stroke: #776a00; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphCircleSector_11"/><path d="M 250.00,231.00 L 137.66,225.01 A 112.50,112.50 0 0,1 156.25,168.81 z" style="fill: #75505b; fill-opacity: 1.00; stroke: none; cursor: pointer;" id="ezcGraphCircleSector_12" onclick="top.location = 'https://linux-hardware.org/?view=computers&f=mon_diagonal&v=17&p=0&r=slackware-14.2'"/><path d="M 248.20,230.40 L 138.19,224.54 A 112.00,112.00 0 0,1 156.39,169.50 z" style="fill: none; stroke: #3b282e; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphCircleSector_13"/><path d="M 250.00,231.00 L 156.25,168.81 A 112.50,112.50 0 0,1 362.50,231.00 z" style="fill: #f57900; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircleSector_14"/><path d="M 250.15,230.50 L 156.95,168.67 A 112.00,112.00 0 0,1 362.00,230.50 z" style="fill: none; stroke: #7b3d00; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphCircleSector_15"/><path d=" M 170.8835,204.8269 L 125.5728,191.0000" style="fill: none; stroke: #000000; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphLine_16"/><ellipse cx="170.8835" cy="204.8269" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_17"/><ellipse cx="125.5728" cy="191.0000" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_18"/><path d=" M 168.5497,248.6152 L 121.7339,257.0000" style="fill: none; stroke: #000000; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphLine_20"/><ellipse cx="168.5497" cy="248.6152" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_21"/><ellipse cx="121.7339" cy="257.0000" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_22"/><path d=" M 191.8640,290.7047 L 156.2276,320.0000" style="fill: none; stroke: #000000; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphLine_24"/><ellipse cx="191.8640" cy="290.7047" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_25"/><ellipse cx="156.2276" cy="320.0000" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_26"/><path d=" M 243.3512,314.0677 L 243.3512,357.5000" style="fill: none; stroke: #000000; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphLine_28"/><ellipse cx="243.3512" cy="314.0677" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_29"/><ellipse cx="243.3512" cy="357.5000" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_30"/><path d=" M 274.0577,151.2148 L 291.0000,111.0000" style="fill: none; stroke: #000000; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphLine_32"/><ellipse cx="274.0577" cy="151.2148" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_33"/><ellipse cx="291.0000" cy="111.0000" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_34"/><path d=" M 326.9265,288.1519 L 350.3451,313.0000" style="fill: none; stroke: #000000; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphLine_36"/><ellipse cx="326.9265" cy="288.1519" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_37"/><ellipse cx="350.3451" cy="313.0000" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_38"/><g id="ezcGraphTextBox_3"><path d=" M 79.9000,42.0000 L 79.9000,0.5000 L 420.6000,0.5000 L 420.6000,42.0000 L 79.9000,42.0000 z " style="fill: #ffffff; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_40"/><text id="ezcGraphTextBox_3_text" x="80.4000" text-length="339.2000px" y="35.0000" style="font-size: 40px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">Monitor Diagonal</text></g><g id="ezcGraphTextBox_19" style=" cursor: pointer;" onclick="top.location = 'https://linux-hardware.org/?view=computers&f=mon_diagonal&v=17&p=0&r=slackware-14.2'"><path d=" M 56.0028,209.0500 L 56.0028,173.4500 L 120.5728,173.4500 L 120.5728,209.0500 L 56.0028,209.0500 z " style="fill: #ffffff; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_41"/><text id="ezcGraphTextBox_19_text" x="56.5028" text-length="63.0700px" y="188.4000" style="font-size: 17px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">17-inch</text><text id="ezcGraphTextBox_19_text" x="65.5128" text-length="54.0600px" y="207.1000" style="font-size: 17px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">(8.5%)</text></g><g id="ezcGraphTextBox_23" style=" cursor: pointer;" onclick="top.location = 'https://linux-hardware.org/?view=computers&f=mon_diagonal&v=24&p=0&r=slackware-14.2'"><path d=" M 52.1639,275.0500 L 52.1639,239.4500 L 116.7339,239.4500 L 116.7339,275.0500 L 52.1639,275.0500 z " style="fill: #ffffff; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_42"/><text id="ezcGraphTextBox_23_text" x="52.6639" text-length="63.0700px" y="254.4000" style="font-size: 17px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">24-inch</text><text id="ezcGraphTextBox_23_text" x="61.6739" text-length="54.0600px" y="273.1000" style="font-size: 17px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">(8.5%)</text></g><g id="ezcGraphTextBox_27" style=" cursor: pointer;" onclick="top.location = 'https://linux-hardware.org/?view=computers&f=mon_diagonal&v=14&p=0&r=slackware-14.2'"><path d=" M 14.5776,329.5000 L 14.5776,311.0000 L 151.2276,311.0000 L 151.2276,329.5000 L 14.5776,329.5000 z " style="fill: #ffffff; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_43"/><text id="ezcGraphTextBox_27_text" x="15.0776" text-length="135.1500px" y="325.9500" style="font-size: 17px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">14-inch (10.2%)</text></g><g id="ezcGraphTextBox_31" style=" cursor: pointer;" onclick="top.location = 'https://linux-hardware.org/?view=computers&f=mon_diagonal&v=21&p=0&r=slackware-14.2'"><path d=" M 101.7012,367.0000 L 101.7012,348.5000 L 238.3512,348.5000 L 238.3512,367.0000 L 101.7012,367.0000 z " style="fill: #ffffff; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_44"/><text id="ezcGraphTextBox_31_text" x="102.2012" text-length="135.1500px" y="363.4500" style="font-size: 17px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">21-inch (11.9%)</text></g><g id="ezcGraphTextBox_35"><path d=" M 296.5000,120.5000 L 296.5000,102.0000 L 424.1400,102.0000 L 424.1400,120.5000 L 296.5000,120.5000 z " style="fill: #ffffff; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_45"/><text id="ezcGraphTextBox_35_text" x="297.0000" text-length="126.1400px" y="116.9500" style="font-size: 17px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">Others (40.7%)</text></g><g id="ezcGraphTextBox_39" style=" cursor: pointer;" onclick="top.location = 'https://linux-hardware.org/?view=computers&f=mon_diagonal&v=15&p=0&r=slackware-14.2'"><path d=" M 355.8451,322.5000 L 355.8451,304.0000 L 492.4951,304.0000 L 492.4951,322.5000 L 355.8451,322.5000 z " style="fill: #ffffff; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_46"/><text id="ezcGraphTextBox_39_text" x="356.3451" text-length="135.1500px" y="318.9500" style="font-size: 17px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">15-inch (20.3%)</text></g></g></svg> | |
Okay, here's a concise summary of my thoughts on drawing a grey square icon with a cross in the middle:I'm drawn to create a visually appealing and recognizable icon that represents a cross. The cross itself is a simple, geometric shape, but the central point of the square is a distinct and visually interesting element. The cross's shape is inherently symmetrical and can be interpreted in various ways, from a simple, horizontal line to a more complex, stylized representation. The overall aesthetic is clean, modern, and emphasizes the visual appeal of the cross. | {
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"path": "f65e6826689eecaf5fc5a3f05b810b3fa728f2068af45938b0c556dd855057b6.png"
} | Generate code for a svg of a a black and white picture of a shopping bag with a cloud inside | <svg version="1.0" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 64 64"><path fill="none" stroke="#000" stroke-width="2" stroke-miterlimit="10" d="M44 18h10v45H10V18h10z"/><path fill="none" stroke="#000" stroke-width="2" stroke-miterlimit="10" d="M22 24V11c0-5.523 4.477-10 10-10s10 4.477 10 10v13M34.887 48H39c1.887 0 3-1 3-3 0-1-1-3-3-3 0-3.604-3.277-6-7-6-3.295 0-6.413 2.978-7 6h0c-2 0-3 2-3 3 0 2 1 3 3 3h10.434"/></svg> | |
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Q9c8cYLPaQag4H3zpRMDf1Q5CAg4B3lw7CPVP1w4DkmbDeQBqiucAT6kdhPrFBEB95jwANck7af5ySXWICYD6zARATbII+BRpbxYpnAmA+sxXAGqa3UmTAufWDkTdZwKgPjMBUBMdAby6dhDqPhMA9dlvgLW1g5A24UTgsbWDULeZAKjPbgYuqx2EtAkTwPuAfWsHou4yAVDfORFQTbWEtFPgVrUDUTeZAKjvnAegJrsD8GG8VyvAvKB6TwUuD6q7TxYDrwio162A/8IEQE13FPBSnBioABHHXN6raA+6aykxn4/HAf/Fg6l/LKzFMlNZCzwUKSOHldR3zgFQG8wBzgD2rh2IusMEQH13KbCqdhDSELYmTQrcvHYg6gYTAPXdOuCS2kFIQ7oL8N7aQagbTAAkJwKqXY4D/rl2EGo/EwDJBEDt8wbgsNpBqN1MAKS4iYBbkpZcWtpR3r3pj7GR5gGfBPaoHIdazARAiksAnLHdHg8ETqgdxCzdhjQpcHHtQNROJgBS3CsA91toh6XA+2nnBll3B06rHYTayQRAgmXAioB6bx9Qp/J7N7Br7SDG8ATg+NpBqH1MAKTk1wF1mgA03+OBY2sHkcE7gPvWDkLtYgIgJRGvAXwF0Gy7AG+vHUQm84EzgZ1rB6L2MAHopza+64xmAtAvE8AHgG2C2/kT8HTShlPRdgI+SkoGpBmZAPTToHYADRTxCmAb0kxtNc+zSTP/oz2LtHPfKwq0BXA/4I2F2lIHRJxc5WmAeXgaYDkHEXOtDy7ZCQ3ljsANxJ/gd9YGbU4AnyjQ5mR58viXSX1gAtBcJgDlbE3MtX5iyU5oRvOAc4h/AC/j1qM/WwAXFmh7ANwEHDDepVLX+QpASq4FlgfU60qAZjkJODC4jQHwNG79fVoBPAq4Lrh9gEXAp4BtC7SlFnMEoLkcASjru+S/1h8v2gNNZ3/gZuJ/fb9zhjj+ljQpsMRIwFeAubO8TuoRE4DmMgEo60Pkv9Y/KtoDTWUR8FPiH7i/AZYMEc8pBWKZLK+ZxXVSz5gANJcJQFknkf9ar8Rll03wduIftGuBQ4aMZw7whQIxDUijDY8ZMi71jAlAc5kAlPVYYq73LiU7oVt5AGWG3F81y7i2Ji0/LZEErAD2nWV86oGIL9sRpC/3sGVpeC+Ht5Q0XNgEUQnAPiU70SJ3I+Z6379kJ/RXlgKXE/+APQ9YMEJ8dwNuLBDfAPg56Yhq6c9KfPGGKauAS4GPkH6JjfLHNFsLSPuAf3R926s2iGc58APglcCdCsSyKSYAZW1OzC9FD2qp5wzi7103Md6v6ycUiHGynIWvpLSB2g/+qcqvgWMC+30ccPGQsawlTRArvc+2CUB5V5D/er+paA806TGUuVc9P0OsbysU6wB4aYZ41RElH+qjlNPIu7f1PEb/Y1tG/BriDTkHoLxvkP96f7ZoDwQpWb+a+PvT2eTZT2Ue8L8F4h2QftA8JEPM6oASX7hxywcy9XWC8YcEbyCtJy7BEYDyTiP/9f550R5ogjIz7P8E7J4x7h2JGYHaVFkO7JUxdrVUiS9bjvLcDH19YaZYLqfMIS8mAOW9gPzXezXpF57KeAZl7klPCoj9INL3pUT85wObBfRBLVLii5ajrAB2GKOf2wPXZ4zn38aIZVi+AijvaGKu+e1KdqLH9iLdK6LvR58J7MMJBeKfLB8J7Icark2/SpYA/wy8eMR//yLSYRy5PBN4HfD7jHWW0pZZwDuQHsiHA7uRkrjobU2jloDenrRLnOLMJb3iG2YnvnH8Hnh6YP2nkfZSeWpgG5MeB3yfNC9KPVQq08xRxjmz/ZKAeCJvAtDfVwA7AKdSZt/2UiXHKyxN72WU+SyPKtCXRcD/FerPzcChBfqkBqp9Y5xt2XuEPu4TFMsnRohlNvqYANyX9Aur9vcsd3lHzoukWyl10M97SnWINOpV6m/hKmDXMt1SU7TxOODbjvBvds8eRTJKLJraA4Gvkob6u8ZjgeMsAk4n73LhTbmYPGv+h3U5ab+SNQXa2gH4JLCwQFtqiDYmANuN8G+iZux38UFVyx2AM+nuDciJl3FOIX6f+7WkWf8rgtvZ2DeAEwu1dSDw74XaUkPUHhqdbXnACH18cFAsPxghltno0yqAL1H/uxVZ1tKcMya65BDStY3+/F5bqkNTiDiqeqoSPbdJDVL7xjjbcscR+rhvUCyRS4GgP3MADqH+96pE8TS2vLYineER/bmdT/2Rqc2BH1Pme7oKT3Tthba9ArgC+OUI/+5nwJWZY4H0vlrje3ztAApxHkBebyNufs+k1cAT1/+/Nd1AWgZdwkLgU/iKs/PalgB8mpShztaA/PuxrwU+l7nOvnpY7QAKaeKrl7Z6FDE78W3s5aRf3k1wY8G2dgU+Trv2itEIag+LDltuYrxZ97vz18f9jltKLAfqwxyAhcQcwdvEUnIJWZdtR1q2Fv15fZv4jadm42DKf2ffUqRnqqb2TXHY8soMfX11pliuBnbJEM9M+jAHYDfqf7dKlW9mumZ993niP6vrgT1LdWhINRKAAWm3QHVU7ZviMOWL5MnE5zD+zeMW0ta0JfRhBGBr6n+/SpVlma5Znz2dMp9ViW14Z6tWAnAj5U5AVWG1b4ozlU+QZsDmsjlw1oixXAc8PGMsM+nDCMAE6QZT+3tWquQ8j6Jv9iLvgV5TldzzhXKplQAMSNuwbx3fRZVW+4Y4VbmatH96xME1E6QZtdfMIp6vMNoSxHH0IQGAtJqi9vetVDkg0zXrm7nAt4j/fP7AeKeORqqZAAyAL9C+ieOaQe0b4oZlNfC/pIfz0sA+T9qatLXnN9n0GdzLSBO3Sg35b6wvCcBzqP/dK1WOy3TN+uZEynw+jyjVoRHUTgAGwKvCe6mior8wK4GnkIbvpitNyLp3IMWyB7C4bihAfxKALUm/vGrf3EqUl2e6Zn2yH3lX8ExVPlCqQyNqQgKwDvjb6I6qnBJfmjWkozodPpqdviQAAM+k/s2tRPlwrgvWEwuBC4j/XC4lJaJN1oQEYECaC9XEe4hGUHIN9pcY7TCfvupTAjABfIT6N7fock6uC9YTbyD+M1kLHFaoP+NoSgIwAC7ECa2dUHro9XLSme+aWZ8SAEivXUZdodGWck22q9V9pQ76eVOpDo2pSQnAgLRdcMQkbRV0HuW/OLcAL8Ivz0z6lgBA+k68lLT3ee0bXFRxFGxmWwAXE/9Z/IT2nNLYtARgALw4tMcK937qfXn+C7hNfBdbq48JwKSdgTcDl1D/Jpe73Dvjdeqq9xL/OawG7l6qQxk0MQFYAzwostOKMwEcQd1T7X4LHIvvRjdlKXBtQL13ZLRTFWu5HWnr5dIrRRYSM2nvKcAHA+rtiqMpsxnPy4BTCrSTy8HAd2sHsQnLgXuQJlKqZeaQdnmqmUXeTFqP7yuBv9bnEYCmiJgj85qiPWiXUgf9fIdmHfQzjCaOAEyWH9KMpdMawf1pxolsnwO2Ce5rm/ThLICm+w75r/+ZRXvQLp8g/j6zErh9qQ5l1OQEYAD8Z1zXFe3fqf8FGpAm/twzuK9t4QhAfR8g//U/v2gP2uPJlLnHnFCoP7k1PQEYkHb1VAtNAG+l/hdoQFolcCK+EnAEoL6Xkv/6r8Tv9sb2IG0wE31v+R/ae+3bkADcAhwadQEUawI4iTSzs/YXaQB8EtgqtMfN5ghAfY8m5jPYtWQnGm4O6QyQ6PvJ1cBOZboUog0JwAD4HWnSrlrqUNJBOLW/SAPSzNIDQ3vbXI4A1HdXYj6D+5fsRMO9kDL3kseW6lCQtiQAA+B7pFU0aqntSMNltb9IA9JBIP8U291GMgGobzExu9G19T10bncCbiL+HnJ6qQ4FalMCMADeFXMZVMoE6V18U14JnEWZY4KbwgSgGX5L/s+gLdvPRpoP/ID4+8YVpKO/265tCcAAeFrIlVBR9ye916n9ZRqQNrDZL7a7jWEC0AxfI/9n8LmiPWim1xJ/v1gHPLhUh4K1MQFYhau6OmF74CvU/0INSEOGfXglYALQDO8i/2fw86I9aJ57U2Zk8d9KdaiANiYAA9II2vYB10OFzQVeSZkTuoYpHwaWRHa4MhOAZng++T+D1cC8kp1okM2Bi4i/P/yMbu1O19YEYAB8nf5+3zvnCMps1zlM+QVppnYXmQA0w8OJ+Rz2LtmJBjmN+PvCLXRv6LnNCcAA5710ym7EbJM6SrmBtItY17gPQDPcgZjP4SElO9EQD6XMtuMvL9WhgiISgLXA5wPqnaocm/2qqJp5NOuVwOmk4cWucASgGeaTDqzK/Tn0YR7LhralzP4i55I+s66JSgC2IL0uKXGPvpF2HcHcaeO+k1lDSgDOIx1vWvsgnyeQvlyPIb0a0Ka1dSvUWm4hbUiV+wCZviVi7yJ+J74bgceTPjMNZwVpk6TvET+najHpMKx7EXPU+WLSLoQ7kY4P35L0nNuCvzzv/kRaGvor0lyU3so1KePzwP7Ax6m/a9+dSWuLTyGdU91mmwXV+1jg90F1d9XagDrvCxwfUG8T7QUcU6Cd7wKHrS+bcjPpleEK0kTMq4BLSMvV+uynwD8AHyP+B8LewBnAUaTXQaNaChxCWlFy5/Vlj1nWcSFpMvnbScmjxrCAtOymCUcLWywWyzBlHXAlcDbpVNS/A25H80S9AtjQGwLamKqcPMI1uNv6f3ceeV89XwwcOUI82oRHkoZ3av9hWywWy6jlKuC9pF+qTVhOeBD5+7hxAjAX+GpAO1O1fdQQ/d6FdEjdbwrE8+Qh4tEQ9qLMNp8Wi8USXVYC/0ndo25LJACQJmteGtDWpsqfmHouzEGk7d9vKRTL5PV4whTxaJYWAu+g/h+vxWKx5Co/A55L3BydqZRKAAAOoMwhTQPS/IMNJx8eSto4qNbnu4r6c9k65RH4SsBisXSr/IF0WFqp1wMl5gBs6O8D2puqfJo0EnBmwTanK8tIrx6Uye2BH1H/g7VYLJacZRnwROJnz5c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} | Generate code for a svg of a vector illustration of a construction bulldozer icon in black and white. | <?xml version="1.0" encoding="iso-8859-1"?>
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",
"path": "6e1e029c37c3abd67d03b406ab6b4196400d5298e7f47f1577627d555f60c4ef.png"
} | Generate code for a svg of a a black and white photo of a clock with a white background | <svg xmlns="http://www.w3.org/2000/svg" width="48" height="48" viewBox="0 0 48 48">
<title>dashboard</title>
<g id="Layer_2" data-name="Layer 2">
<g id="invisible_box" data-name="invisible box">
<rect width="48" height="48" fill="none"/>
</g>
<g id="icons_Q2" data-name="icons Q2">
<g>
<path d="M26,19.4V14a2,2,0,0,0-4,0v5.4A5.1,5.1,0,0,0,19,24a5,5,0,0,0,10,0A5.1,5.1,0,0,0,26,19.4Z"/>
<path d="M24,2A22.1,22.1,0,0,0,2,24,21.6,21.6,0,0,0,8.3,39.4a1.9,1.9,0,0,0,2.8,0h0l3-3a2,2,0,0,0-2.8-2.8L9.8,35.1A19.2,19.2,0,0,1,6.1,26H8a2,2,0,0,0,0-4H6.1a18.5,18.5,0,0,1,3.8-9.2h0l1.4,1.3a1.9,1.9,0,0,0,2.8,0,1.9,1.9,0,0,0,0-2.8L12.8,9.9h0A18.5,18.5,0,0,1,22,6.1h0V8a2,2,0,0,0,4,0V6.1h0a18.5,18.5,0,0,1,9.2,3.8h0l-1.3,1.4a1.9,1.9,0,0,0,0,2.8,1.9,1.9,0,0,0,2.8,0l1.4-1.3h0A18.5,18.5,0,0,1,41.9,22H40a2,2,0,0,0,0,4h1.9a19.2,19.2,0,0,1-3.7,9.1l-1.5-1.5a2,2,0,1,0-2.8,2.8L37,39.5a2,2,0,0,0,2.7-.1A21.6,21.6,0,0,0,46,24,22.1,22.1,0,0,0,24,2Z"/>
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</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a cup of steaming hot tea on a cold morning. | <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="#f7f1e0" d="M0 0h96v96H24l22-17 2-4 10-2q3-2 1-5 5-9 6-19 0-7-6-8-16-4-30 5-2 0-1 2-3 9 5 18-18 1-33 7z"/><path fill="#cbccc5" d="M65 49h-1v-1q-9-4-19-4-9 0-16 5l-1-1q-1-2 1-2 14-9 30-5 6 1 6 8"/><path fill="#e19052" d="M45 44q10 0 19 4z"/><path fill="#e57520" d="m45 44 19 4v1q-18 4-34 1l-1-1q7-5 16-5"/><path fill="#c4cfcd" d="M70 45q15 0 5 11l-10 3q8-4 12-11-1-3-4-2-3 0-5 3l-1-1q0-3 3-3"/><path fill="#e9e9e1" d="M64 49q-1 10-6 19 2 3-1 5l-10 2q-6 0-9-3l4-1-8-6q0-9-5-15 16 3 34-1"/><path fill="#92a09f" d="m28 48 1 1q5 6 5 15l8 6-4 1-6-6q-8-9-5-18"/><path fill="#bfbdb2" d="m33 66 6 6q3 3 9 3l-2 4-22 17H0V73q15-6 33-7"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a metal beam being lifted by a crane. | <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="#ad4937" d="M92 28h-3q-5-3-8 0l-18-1q-3 0-4 2-2-2-5-2-4-1-5 3-3-2-2-4 23-1 45 2"/><path fill="#d2988c" d="m81 28-4 2q-3-2-3 1-13-2-25-1 1-4 5-3 3 0 5 2 1-2 4-2z"/><path fill="#e2cbc4" d="M89 28v3l-9-1h-3l4-2q3-3 8 0"/><path fill="#852d26" d="M77 30h3zh-3q0-3 3-1"/><path fill="#885a58" d="M89 28h3q-4 2 0 5-4 1-6-1l-2 2-7-3 3-1 9 1z"/><path fill="#89646f" d="M47 42q4 1 1 4-4-2-1-4"/><path fill="#7a5d68" d="M48 63q3 1 1 4l8 2H39q3-2 9-1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a set of colored pencils arranged neatly in a jar. | <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="#7f86b0" d="m54 22 2 2-1 2q-2-3-1-4"/><path fill="#d1b1a7" d="M49 29q-3-1-3 2h-4l2-8 4 2q-1 1 1 4"/><path fill="#d7b6a8" d="M36 30h-3q0-15 3 0"/><path fill="#f7dd87" d="M41 30h-4v-4h4z"/><path fill="#f6a708" d="m49 29 1 3h-4v-1q0-3 3-2"/><path fill="#988177" d="M46 32h7v19h4l-5 1V33z"/><path fill="#692c41" d="M41 32v-1h2l1 22v2l-1 1-1-19z"/><path fill="#faa319" d="M57 51h-4V32q1-3 4-3z"/><path fill="#ea5c1e" d="m63 30-3 32-1-5V32q1-3 4-2"/><path fill="#4a3461" d="M43 31h3v1l1 1v19l-3 1z"/><path fill="#e03104" d="M36 30h4v2q-1 12 1 26v17h-5z"/><path fill="#7a9bd4" d="M47 33h5v19h-5z"/><path fill="#a8261a" d="m41 32 1 5 1 19q-2 0-1 2-2-14-1-26"/><path fill="#1f1c4c" d="M34 30h2l1 45h-4l2-2q-2-21-1-43"/><path fill="#bab0ba" d="M44 55h8v9q-5-1-5 4 0 7 8 4l1-6 2 5-3 3q-7 3-13 1v-1l2-1q-2-9-1-17z"/><path fill="#e8b776" d="M52 55v3q3 0 5-3h1v2l1 17h3l-4 1-1-4V59h-5v5h-1z"/><path fill="#ee7d31" d="M53 55h5q-2 3-5 3z"/><path fill="#fb9b16" d="m58 71-2-5q-1-3-3-2v-5h5z"/><path fill="#fbf8f0" d="M52 64q2-1 3 2l-1 6q-8 3-8-4 0-5 5-4"/><path fill="#f19748" d="M63 30v44h-3V62z"/><path fill="#4d3149" d="M43 56q-1 8 1 17l-2 1V58q-1-2 1-2"/></svg> | |
{
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