reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": 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"path": "emoji_u1f468_1f3fc_200d_1f52c.png"
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Okay, here's a concise summary of my thoughts on drawing a small plant in a pot sitting by the window:I'm drawn to the visual appeal of a small plant in a pot, a simple yet impactful element. The design is characterized by curves, shapes, and a focus on detail. The plant's position, whether it's a simple, upright form or a more complex, angled arrangement, contributes to the overall aesthetic. The window provides a focal point, creating a sense of space and perspective, while the plant's presence adds a touch of natural beauty and a visual interest. The overall feeling is one of thoughtful design and a desire to capture the essence of a small, vibrant plant in a simple, yet captivating setting. | {
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} | Generate code for a svg of a a shared smile in the midst of a crowd. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfbfa" d="M0 0h96v65l-6-3 1-1q-3-9-10-5-5-1-8 4-2 4-2 10-5-1-8 2l-1-3v-1l7-3-1-1q-11 4-11-7-2 4 1 7l-4 2q-3 0-4 3l-2 2q-4-5-10-2-6-12-17-7-3 2-3 5-1 4-6 7-5-4-8-1l1-4 2-1V56q-2-5-7-5z"/><path fill="#b8a099" d="M0 51q5 0 7 5v12l-2 1-2-12-3-2z"/><path fill="#444248" d="M24 54q8 5-1 2z"/><path fill="#c18463" d="m91 61-4-4q-3-2-5 1l-1-2q7-4 10 5"/><path fill="#dd9677" d="m0 55 3 2 2 12-1 4-4 5z"/><path fill="#272a38" d="m81 56 1 2-3 12-3 1 2 2-1 8q-7-1-1-1 0-4-3-6l-9 5-2 4q-4-4-2-8 0-3 3-3 3-3 8-2 0-6 2-10 3-5 8-4"/><path fill="#bcb5b0" d="M62 68q-4-3-8-2l4-2q-3-3-1-7 0 11 11 7l1 1z"/><path fill="#f0d1bd" d="m91 61-1 1-5 2 4 1q-4 1-1 4l-10 4-2-2 3-1 3-12q2-3 5-1z"/><path fill="#f7e1d1" d="m90 62 6 3v31h-5q3-9-3-15-10-2-10 8l-2 2-3-4 4-6 1-8 1 1 9-5q-3-3 1-4l-4-1z"/><path fill="#282430" d="M54 66q4-1 8 2v1l-1 1q-6-4-11 0v-1q1-3 4-3"/><path fill="#d6a990" d="m35 77-2-5-2 4q-4-3 0-3 2-2-1-2-2 0-1 2-5-2-5 4-2-1-1-3l2-6q4-1 10 2z"/><path fill="#d8977a" d="m62 69 1 3q-3 0-3 3l-6 2h-7q-3-4 3-3v-4q5-4 11 0z"/><path fill="#9eabaf" d="M50 69v4q-6-1-3 3l-4 4-5-7v-5q6-3 10 2z"/><path fill="#1a1b28" d="M18 67q0 4 5 7-1 2 1 3v8q-3 3-3 7l7 4H0v-3l3-1-3-8v-6l4-5q3-3 8 1 5-3 6-7"/><path fill="#f1cbb0" d="M29 73h2q-4 0 0 3l2-4 2 5-1 10-2 2q-6 0-8-4v-8q0-6 5-4"/><path fill="#232431" d="M38 69v5l5 7 4-4h7q6 3 7 11l3-2h1l6 9-8-1-5-5H48q-4 3-3 7H30l-1-6 3-1 2-2 1-10v-7q-6-3-10-2l-2 6q-5-3-5-7 0-3 3-5 11-5 17 7"/><path fill="#483c3d" d="M31 73h-2q-1-2 1-2 3 0 1 2"/><path fill="#e1ad95" d="m77 81-4 6q-5-3-8-1h-1v-7l9-5q3 2 3 6-6 0 1 1"/><path fill="#5c5053" d="M30 84q1-3 4-1-3 3-4 1"/><path fill="#20222e" d="M91 96H78v-7q0-10 10-8 6 6 3 15"/><path fill="#62494b" d="M60 75q-2 4 2 8l2-4v7l-3 2q-1-8-7-11z"/><path fill="#d3977d" d="M24 85q2 4 8 4l-3 1 1 6h-2l-7-4q0-4 3-7"/><path fill="#4d444c" d="M65 86q3-2 8 1l3 4-1 5h-3l-1-1z"/><path fill="#4a464b" d="M63 94v2H45q-1-4 3-7h10z"/><path fill="#ede2d0" d="m0 84 3 8-3 1z"/><path fill="#cd9682" d="M78 89v7h-3l1-5z"/><path fill="#a87f72" d="m63 94 8 1 1 1h-9z"/></svg> | |
{
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} | Generate code for a svg of a a close up of a red and white sign with the words wind river | <svg xmlns:svg="http://www.w3.org/2000/svg" xmlns="http://www.w3.org/2000/svg" version="1.0" width="1024" height="96" viewBox="-0.44525238 -0.44525238 167.92837476 15.73225076" id="svg15445">
<defs id="defs15447"/>
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<path d="M 28.05675,0.00012 L 28.04925,1.27637 L 28.73675,1.27637 C 31.048,1.27637 31.0305,1.57137 31.01925,2.90512 L 31.01925,14.841371 L 34.608,14.841371 L 34.608,0.00012 L 28.05675,0.00012" id="path14951" style="fill:#cc0000;fill-opacity:1;fill-rule:nonzero;stroke:none"/>
<path d="M 52.21812,0.00012 C 52.21812,0.00012 52.20187,8.942621 52.20187,9.767621 C 51.65687,9.126371 43.85937,0.00012 43.85937,0.00012 L 37.04937,0.00012 L 37.04937,1.29137 L 37.45812,1.29137 C 40.10562,1.29137 40.11187,1.82262 40.11187,3.08887 L 40.11187,14.841371 L 43.33312,14.841371 C 43.33312,14.841371 43.32312,5.05387 43.32312,4.22762 C 43.87062,4.87387 52.36687,14.841371 52.36687,14.841371 L 55.37687,14.841371 L 55.37687,0.00012 L 52.21812,0.00012" id="path14955" style="fill:#cc0000;fill-opacity:1;fill-rule:nonzero;stroke:none"/>
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"path": null
} | Generate code for a svg of a sale sign featuring a red frame and a black border, displayed on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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<path style="fill:#939393;" d="M244.808,399.864l-1.752-9.536h-0.576C236.256,397.92,226.528,402,215.24,402
c-19.272,0-30.752-14.008-30.752-29.184c0-24.712,22.184-36.584,55.848-36.384v-1.36c0-5.064-2.72-12.256-17.312-12.256
c-9.728,0-20.048,3.304-26.28,7.192l-5.44-19.064c6.624-3.696,19.656-8.368,36.968-8.368c31.72,0,41.832,18.688,41.832,41.056
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<path style="fill:#939393;" d="M293.456,261.712h29.576v138.152h-29.576V261.712z"/>
<path style="fill:#939393;" d="M369.736,361.728c0.976,12.256,13.04,18.088,26.848,18.088c10.12,0,18.288-1.36,26.264-3.888
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</g>
<g>
</g>
<g>
</g>
<g>
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<g>
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<g>
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<g>
</g>
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| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pair of sunglasses resting on a beach towel. | <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="#faf9f9" d="M0 0h96v34H79l-7-1q-7-3-15 0a292 292 0 00-57 1z"/><path fill="#d2e7e8" d="M21 33q-4 1-1 5l-3 2q-9-2-17-1v-5z"/><path fill="#77c1c2" d="m43 37-2 11 1 1-2 2-15-2Q15 30 36 33q4 0 7 4"/><path fill="#d5eaea" d="M79 34h17v6l-19 1z"/><path fill="#57a4a9" d="M57 33q8-3 15 0h-1l2 2-18 12q-4-5-3-11z"/><path fill="#1d262e" d="m72 33 7 1-2 7-2 4-1-9-1-1-2-2z"/><path fill="#87c9c8" d="m73 35 1 1 1 9-2 4q-8 2-14 1l-4-3z"/><path fill="#272e34" d="m57 33-5 3q-1 6 3 11l4 3q6 1 14-1l-2 2H58q-6-2-6-7l-2-5q-3-2-5-1v3l-2-4q-3-4-7-4-21-3-11 16h-1l-4-11q-3-4 1-5z"/><path fill="#414f58" d="m43 37 2 4-3 8-1-1z"/><path fill="#b1aea9" d="m50 39 2 5-6-3q2-3 3 0z"/><path fill="#f8f7f5" d="M96 40v56H66q0-20-18-20 5 0 8-3l10 3q2-3 7-4 2-1 1-4l6-4 5-4q-3-2-5 1l-7-2q-6-4-13-6h6q7 4 16 4l-11-6 2-2 2-4 2-4z"/><path fill="#f5eade" d="m50 39-1 2q-1-3-3 0l6 3q0 5 6 7h13l11 6q-9 0-16-4h-6q7 2 13 6l-1 1 2 3-14-7-10-2 5-2q-7 0-12 2 2 5-4 5l-13-3 1-2-6-1-12 3-2-1 2-4 15-2h1q0 2 3 2h12l2-2 3-8v-3q2-1 5 1"/><path fill="#323841" d="m25 49 15 2H28q-3 0-3-2"/><path fill="#d9dad7" d="M17 65q-9-1-15-5l1-2 23 1 1 2q-6 1-10 4"/><path fill="#5b8395" d="m80 64-2-1 2-2q2-3 5-1z"/><path fill="#f8f3ec" d="m20 38 4 11-15 2-2 4 2 1 12-3 6 1-1 2 13 3q6 0 4-5 5-2 12-2l-5 2 10 2 14 7 2 1q-6 6-13 9l3 3-10-3q-3 3-8 3-16-7-31-11 4-3 10-4l-1-2-23-1-1 2H0V39q8-1 17 1z"/><path fill="#b4a2a0" d="M51 57q12-1 7 11l-2-7-9-2z"/><path fill="#bac1c3" d="m73 59 7 2-2 2 2 1-6 4q1 3-1 4-5 1-7 4l-3-3q7-3 13-9l-2-1-2-3z"/><path fill="#3a202b" d="M0 60h2q6 4 15 5 15 4 31 11 18 0 18 20H0z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red fox darting through the underbrush. | <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="#f8f8f8" d="M0 0h96v95l-10-3 4-4h-3l2-7-5 9-1-2-3 1h-1l4-2q1-4 5-9-5-6 1-10-1-1-3 1 0-5-3-8l1 22q-3-3-3-7-3 5-3 12l-12-1 5-8q-3 1-3-2v-1l1-1q-4-1 0-2-4-1 0-4l-2-2-2 6-1-2-2 4q-4 1-6 5-5-3 1-4 2-1 1-3 2-8 8-13l-1-1-4 4-1-1q-1 8-2 0l-1 1v10l-3 3h-2l-3 3-1-2 2-8-5 4v4l-2-5q0 9-4 1 2-3 6-5l-3 1q-2-6-4 0l-2-5 2-6 3-1 2-1q0 4-3 7 2 1 3-1l2-5 2 8q3-4 1-9l-2-1q0-4 4-3 2 3 6 3v-6l2-3 2-9-1-2-8 4-3 1-7-5v2q-1 2 1 5l1-2 3 3-12 8-1-1 2-1q-4 1-6-1-1 2 3 3-4 0-5 5l-1-2q-3 0-5 3-3-6 3-10-1-2-3 1-1-1 1-3h-5q0 3 3 5l-3 3v-3l-5 8V47q-1 9-3 0-2 5 2 9v8l-2 4v-6l-2-1Q5 50 6 41L3 54l-3-7z"/><path fill="#4d3b3c" d="M41 37q2 0 2 3l-1 2q-2-3-1-5"/><path fill="#35212a" d="M60 37q-3 2-3 6l-4 1q0-4-2-5l8-4z"/><path fill="#d6b4ab" d="m60 37-2 9-1-3q0-4 3-6"/><path fill="#af8380" d="m15 38-3 6q-1-4 2-7"/><path fill="#e19485" d="M73 50q-2-3-1-4l1 1 1-6q2 5-1 9"/><path fill="#e73f2c" d="M51 39q2 1 2 5l4-1 1 3-2 3q-2 1-1 4-5 0-5-3v-1q0-3-3-3-3-1-3 2l6 3v1q-4-1-4 3h-4v-3q-4-1-4 3-3 2-3 6l-4 2v-4q-3-1-4 1v-1l7-8 12-8-3-3q0-3-2-3v-2l7 5z"/><path fill="#722326" d="M47 46q3 0 3 3z"/><path fill="#e9bcb1" d="m47 46 3 3v2l-6-3q0-3 3-2"/><path fill="#7e5e5d" d="M56 49v6q-4 0-6-3v-2q0 3 5 3-1-3 1-4"/><path fill="#afacae" d="M12 54q-2 0-1 2-4-4-2-9 2 9 3 0z"/><path fill="#e3e1e1" d="m34 51-7 8h-1l-1-1-2 4q-1-1-3 1l-1-2-5 9v-4l5-8q-1-3-2 0l-2 4q0-6 2-9l3-3q-3-2-3-5h5q-2 2-1 3 2-3 3-1-6 4-3 10 2-3 5-3l1 2q1-5 5-5-4-1-3-3 2 2 6 1l-2 1z"/><path fill="#5e151f" d="m45 55-2 1-2 1-3-2q0-4 4-3v3z"/><path fill="#cccbcc" d="m7 61-2 4 3 1-1 6-1-4-1 4-2-9-1 2-2-3V47l3 7 3-13q-1 9 1 20"/><path fill="#231e23" d="m45 55 2 1q2 5-1 9l-2-8-2 5q-1 2-3 1 3-3 3-7z"/><path fill="#e18678" d="m85 57 4 3q-5 2-4-3"/><path fill="#a94649" d="m26 59-4 6 1-3 2-4z"/><path fill="#b83222" d="M90 64q2 0 1 2z"/><path fill="#8d8487" d="M57 76V63l1-1q1 8 2 0l1 1 4-4 1 1q-6 5-8 13 1 2-1 3"/><path fill="#72696c" d="m0 62 2 3 1-2 2 9v1l-5-3z"/><path fill="#3b2d36" d="M12 54v4q-1 4 1 10l-2 3V56q-1-2 1-2"/><path fill="#b4aaac" d="M17 53q-2 3-2 9l2-4q1-3 2 0l-5 8v4l5-9 1 2q2-2 3-1l-1 3-11 11-1-4v3q-4 0-5-2v-1l1-4 1 4 1-6-3-1 2-4 2 1v6l2-4v7l2-3q-2-6-1-10z"/><path fill="#959296" d="m36 64 2 5q2-6 4 0l3-1q-4 2-6 5 4 8 4-1l2 5-2 3-7-4q1-7-2-1z"/><path fill="#c6b3b4" d="m73 50 1 11q3-1 0 2v9l2-4 2 2 3-1-7 5-3 5V67l1 4V57l-2-4z"/><path fill="#98979a" d="m52 76 2-9q3 5-2 9"/><path fill="#2c1a22" d="m38 55 3 2-3 1-2 6-2 11q3-6 2 1l7 4 2-3h3l1 2v4h4q5-3 12 0-4 2-1 5l2-1 13 2h1l16 6v1H0V70l5 3q1 2 5 2v-3l1 4 15-17h1v1l-1 4q-3 3-3 7l4 4 2-4 2 1q-3 2 0 3l1-1q0-7 3-13 0-4 3-6"/><path fill="#cbcbcd" d="M26 64h3v7l-2 4-4-4q0-4 3-7"/><path fill="#e8eaea" d="M35 61q-3 6-3 13l-1 1q-3-1 0-3l-2-1 2-8z"/><path fill="#605b5e" d="m31 63-2 8v-7q0-2 2-1"/><path fill="#c69280" d="M31 63q-2-1-2 1h-3l1-4q1-2 4-1z"/><path fill="#c79592" d="M83 87q-1-3 1-4l-1-22q3 3 3 8 2-2 3-1-6 4-1 10-4 5-5 9"/><path fill="#9a989c" d="M48 77h-3v-4l5-4z"/><path fill="#a58d8d" d="M79 72q-7 9-1-1"/><path fill="#4f3f46" d="m68 76-6 4q-1-4 2-6l1 2q2-2 3-1"/><path fill="#625b5f" d="M57 73v3q-6 1-1 4l-3 3h-4v-4l3-3h2z"/><path fill="#989497" d="M68 76q-1-1-3 1l-1-2q-3 2-2 6zq0 3 3 2l-5 8-2 1q-3-3 1-5-7-3-12 0l3-3q2-4 6-5l2-4 1 2 2-6 2 2q-4 3 0 4-4 1 0 2z"/><path fill="#c2bebf" d="M84 83q-2 1-1 4l-4 2-1-1q0-7 3-12 0 4 3 7"/><path fill="#816b6d" d="m86 92-6-3 3-1 1 2 5-9-2 7h3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bright star illuminating a distant galaxy. | <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="#040c16" d="M0 0h96v96H0z"/><path fill="#0c0e19" d="M66 54h-1l-2-3q-3-7 0-13 3-3 9-5l2-2h-9q-1-15-14-10l-2-2v-2l-2-4q1-3 4-2v6q5 3 3-1l6-3 11 7q2 5 7 9-3 3-2 7l1-4q6 2 0 5l1 6q-3-1-4 2l11 3q4 6-3 7l-6-3z"/><path fill="#5b281d" d="m47 13 2 4h-2z"/><path fill="#1f1019" d="m49 19 2 2q13-5 14 10h9l-2 2q-4-3-7-1l-12 4-3-9z"/><path fill="#85301e" d="M47 17h2v2l1 8-1 6q-3-4-2-9z"/><path fill="#170c17" d="M47 15v9q-2 5-2 11l-18-4 11-1-1-1q2-3 5-4z"/><path fill="#601f18" d="M47 24q-1 5 2 9l1-6 3 9h3l-1 7q-4 3-4 9-2 2-1 5l-2 6q-2-1-1-3l-2-8q-7 0-13 3l8-12q-6-7-14-11-2-2 1-1l18 4q0-6 2-11"/><path fill="#37151c" d="M63 38q-3 6 0 13l-6-8q2-5 6-5"/><path fill="#551d1a" d="M72 33q-6 2-9 5-4 0-6 5l6 8v4l-12-3q0-6 4-9l1-7h-3l12-4q3-2 7 1"/><path fill="#341d1c" d="m63 51 2 3-3 2q0 4-4 5l-1-3-1 4q-3-2-3-5h-3q-1-3 1-5l12 3z"/><path fill="#2c1018" d="M47 60q-6-5-10 1-4 0-6-3l2-2-2-1h1q6-3 13-3z"/><path fill="#1c0c16" d="m31 55 2 1-2 2q2 3 6 3v1l-12 9q-3-2-4-1v3l-2-3q2-5 6-5v-4z"/><path fill="#161017" d="m65 54 1 5q-3 4-2 10l-3-1H39l-2-6v-1q4-6 10-1-1 2 1 3l2-6h3q0 3 3 5l1-4 1 3q4-1 4-5z"/><path fill="#75251b" d="M25 71q-1 3-4 2v-3q1-1 4 1"/></svg> | |
{
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"path": null
} | Generate code for a svg of a black medicine bottle with a dropper included for dosage, featuring a white label and a shadow, set against a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="31.68px" height="31.68px" viewBox="0 0 31.68 31.68" style="enable-background:new 0 0 31.68 31.68;" xml:space="preserve"
>
<g>
<path d="M19.573,17.2V9.978h1.313v-3.68c0-0.713-0.578-1.29-1.291-1.29h-0.792V4.992v-1.31C18.803,1.644,17.479,0,15.848,0h-0.019
c-1.632,0-2.957,1.643-2.957,3.682v1.31v0.017h-0.791c-0.713,0-1.29,0.577-1.29,1.29v3.68h1.542v7.229l-1.739,0.751
c-1.423,0.614-2.344,2.016-2.344,3.564v8.844c0,0,2.845,1.312,7.391,1.312c4.543,0,7.788-1.312,7.788-1.312v-8.583
c0-1.714-0.999-3.272-2.558-3.987L19.573,17.2z M17.571,16.566h-3.274v-5.933h3.274V16.566z M19.153,28.624h-6.628v-6.665h6.628
V28.624z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a magical fireflies glowing softly around the clearing. | <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="#e2ece3" d="M0 0h96v74h-4q1-5-4-2l-3-4q-3 3-6 2-2 0-1 3l-27 4-26-4q5-3 0-3-1-7-5-2l-6-1q-1 2 1 3 2-3 3 0l-5 3h-3q0-3-2-1-1-4-3 0l-1-3-1 5H0z"/><path fill="#f7f5ac" d="M66 62h3l-1 5q-3-2-2-5"/><path fill="#eceed0" d="M25 73h-2l-5-3q-1-3-3 0-2-1-1-3l6 1q4-5 5 2 5 0 0 3"/><path fill="#9ab1b1" d="m10 73-7 1 1-5 1 3q2-4 3 0 2-2 2 1"/><path fill="#91a4a4" d="m18 70 5 3H13z"/><path fill="#b7c6c2" d="m92 74-14-1q-1-3 1-3 3 1 6-2l3 4q5-3 4 2"/><path fill="#25414b" d="M10 73h15l26 4 27-4 14 1h4v22H0V74h3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a bright red tomatoes sitting on the vine in the garden. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9f9f7" d="M0 0h96v96H54q0-3 2-4-3-4-4 0l-1-1V76l4-3-2-1q-3 0-4 3l-3-5q1-3 4-3 2 5 5-1h1q6 4 13 1 3-3 2-8l-10-7 4-5 1-2q0 8 9 10l-1-8-2-2 4-4q-3-3-5 0l-1-4v-1l1-2-4-1q-2 0-1 2h-2l-1-3q-3 2-5 6l-1-2-2 4-5-3q-2 0-1 3l-5-1-2-2q-3 0-4 3-5 0-4 5l3 6q-5-3-2 2-4 0-4 4l-3 1-2-3-6 3q-7 0-9 7l-2-2H6l-2-3-3 2 7 3-6 4-2 1v-4h3q-1-2-3-1z"/><path fill="#878b64" d="M64 35q-3 0-3 3-3 0-4 3l-2-1 2-4 1 2q2-4 5-6z"/><path fill="#aa9983" d="m70 36-3 2q-2-1-1-3-1-2 1-2l4 1z"/><path fill="#676e50" d="M44 39q-3-1-6 1 1-3 4-3z"/><path fill="#9faa7b" d="M55 40q-2-1-2 1l-2-2-2 3v-2q-1-3 1-3z"/><path fill="#904726" d="M61 38q0 5-4 3 1-3 4-3"/><path fill="#b2c192" d="m70 37 1 4q2-3 5 0l-4 4-4-1 2-4z"/><path fill="#ec2410" d="M64 35h2q-1 2 1 3l3-2v4l-4 3q-2 1-1 4l-4 5 10 7q1 5-2 8-7 3-13-1l-8-4-1-1-5 4h-4q-3 2-2 6v3l-5 3H21l-1 9-4 5q-6 3-10 2-1-3 1-4-1-1-3 1v-7h3v3l4-5q9-2 7-11l-5-2 3-5q2-3 6-4 2 0 1 3l-1 1 2 2 5-3 2-5q0-4 4-4h1l-1 2q9 2 4-6-2 0-1 2h-1l-3-6q-1-5 4-5 3-2 6-1l5 1v2h-2l6 2v-3q0-2 2-1l2 1q4 2 4-3 0-3 3-3"/><path fill="#47491e" d="M53 41v3l-6-2h2l2-3z"/><path fill="#8da46c" d="m70 40-2 4 4 1 2 2 1 8q-9-2-9-10l-1 2q-1-3 1-4z"/><path fill="#6e943c" d="m37 51-2 2h-1q-3-5 2-2"/><path fill="#614d27" d="m36 53 2-2q-1-2 1-2 5 8-4 6z"/><path fill="#4d5f29" d="m31 57-2 5h-3v-2l-2 3-1-1q1-3-1-3l-2-1 6-3 2 3z"/><path fill="#b44228" d="m29 62-5 3-2-2 1-1 1 1 2-3v2z"/><path fill="#e4dfd3" d="M48 62q0 4-4 4l-2-1z"/><path fill="#778747" d="M11 65v5q5 0 0 3l-2-1q-3-4-7-3l6-4-7-3 3-2 2 3h3z"/><path fill="#4f7533" d="M0 66v-1q2-1 3 1z"/><path fill="#c0d278" d="M55 66q-3 6-5 1 2-2 5-1"/><path fill="#e2d9c7" d="m38 65 3 2-5 4q-1-4 2-6"/><path fill="#716843" d="m48 62 8 4h-1q-3-1-5 1-3 0-4 3l3 5q2 3-1 2-1-5-4-7l-6 6q0-3 3-5l3-5q4 0 4-4"/><path fill="#e4512e" d="M2 69q4-1 7 3l-4-1H0v-1z"/><path fill="#942e16" d="M38 65h4l2 1-3 5q-3 0-5 3v-3l5-4z"/><path fill="#d59362" d="M0 71h5l-5 3z"/><path fill="#464a22" d="m5 71 4 1 2 1-11 3v-2z"/><path fill="#f13d1b" d="m20 58 2 1q-4 1-6 4l-3 5 5 2q2 9-7 11l-4 5v-3H4q-1-3-4-3v-4l11-3q5-3 0-3v-5q2-7 9-7"/><path fill="#9c160f" d="m31 77-9 8-1 1h-1l1-9z"/><path fill="#f5f7ee" d="m48 77 3 16q-2 0-2 3H32l-4-4 1-3 3-5q3-3 3 2l3-1q-6-4-1-7l3 3q0-4-2-5l6-6q3 2 4 7"/><path fill="#96a57a" d="M54 96h-5q0-3 2-3l-3-16q3 1 1-2 1-3 4-3l2 1-4 3v15l1 1q1-4 4 0-2 1-2 4"/><path fill="#78ab43" d="M0 80q3 0 4 3l-2 7-2-6z"/><path fill="#7a905d" d="M38 76q2 1 2 5l-3-3q-5 3 1 7l-3 1q0-5-3-2 2-6 6-8"/><path fill="#647141" d="m32 84-3 5q0-4 3-5"/><path fill="#9dbd65" d="M22 85q5 0 0 3l-1-2z"/><path fill="#f2f4e6" d="M41 71q-3 2-3 5-4 2-6 8-3 1-3 5-3 0-2 3-3 0-4 3l-1-2-6-2 4-5h1l1 2q5-3 0-3l9-8 5-3q2-3 5-3"/><path fill="#819c63" d="m40 81 2 11h-4z"/><path fill="#697441" d="m29 89-1 3h-1q-1-3 2-3"/><path fill="#c83719" d="M4 83v7q2-2 3-1-2 1-1 4l-2-2q-3 2-3 5H0V84l2 6z"/><path fill="#7c994c" d="M6 93q4 1 10-2l6 2q-3 0-4 3H1q0-3 3-5z"/><path fill="#c8d5af" d="m27 92 4 4H18q1-3 4-3l1 2q1-3 4-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a mom and dad teaching their child how to bake. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v96H0z"/><path fill="#524140" d="M69 19q3 0 3 4h-8q0-5 5-4"/><path fill="#f9f3e6" d="M69 19q-5-1-5 4l2 5v2h-7q-3 2-1 5l4 3q-7 6 1 3l4-5v-5l7 7q2 6 0 14l-1 1q-3-1-4 1-4 4-10 4h-5q-2-6-2 1h-6q0-5-2-2H29l-4-2 9-2-1-3h7q-3-2-5-1l-1-4v-2l-3-7 5-7q-2-6-8-3l-4 2q-3 6 4 6l-6 4-1 8 2 4q-4 4-5 10l8 1 1 1 16 1 1 2-20-2-6 2h-3l-1-3 2-2q-4-3-5-6l3 3 1-37z"/><path fill="#dec8b0" d="m72 23-1 5-1 1q-3-2-4-1l-2-5z"/><path fill="#c27555" d="M36 29q-4 0-6 2-5-3-2 3-7 0-4-6l4-2q6-3 8 3"/><path fill="#8a756a" d="M66 28q1-1 4 1l-4 1z"/><path fill="#efe3d4" d="m71 28 6 4q3 9 9 17l-4 7-1-9q-1 6-7 5 2-8 0-14l-7-7v1l-2-2h1l4-1z"/><path fill="#584443" d="m65 30 2 2v4q-4-4-9-1-2-3 1-5z"/><path fill="#d7b7a0" d="m67 36-4 5q-8 3-1-3l-4-3q5-3 9 1"/><path fill="#f2d8bc" d="m36 29-5 7 3 7-5-1-2-2q-2 3-1 7 4-1 7 1l1-3 1 4q2-1 5 1H23l-2-4 1-8 6-4q-3-6 2-3 2-2 6-2"/><path fill="#de8b61" d="M34 43v2l-1 3q-3-2-7-1-1-4 1-7l2 2z"/><path fill="#e99a70" d="M23 50h10l1 3-9 2-3 2 4 4-8-1q1-6 5-10"/><path fill="#f5ebd7" d="M73 53h6l1 12-3 1q-12-2-24-1l1-2h13v-3q6-3 2-6 1-2 4-1"/><path fill="#ca805c" d="m25 55 4 2h15q2-3 2 2-3 0-3 2l11 2-1 2h-9l-1-2-16-1-1-1-4-4z"/><path fill="#d2b5a0" d="m59 58-6 1 2 4h-1l-11-2q0-2 3-2h6q0-7 2-1z"/><path fill="#d59169" d="M69 54q4 3-2 6v3H55l-2-4 6-1q6 0 10-4"/><path fill="#bfb2a7" d="m82 56-1 10-1-1-1-12h-6l1-1q6 1 7-5z"/><path fill="#76716c" d="M44 65h9q12-1 24 1l-36 1-23-2 6-2z"/><path fill="#56595f" d="M15 65h3l23 2-27-1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a grandparents sitting at the kitchen table with their grandchildren. | <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="#fbfaf9" d="M0 0h96v96H0z"/><path fill="#eff0ef" d="M21 36v2q-3 1-2 4h-4q0-7-4-12V14l75 2-66 1q-1 9 1 19"/><path fill="#ccd1d6" d="M70 24h8q-1 4 1 10H69z"/><path fill="#c7c2bf" d="m30 41-1 3-2-2-2 1q-1-3 2-4l-2-1q-3 1-4 5v-7q5-7 9 0-4 3 0 5"/><path fill="#e7b98e" d="m25 43-2 2-2-2q1-4 4-5l2 1q-3 1-2 4"/><path fill="#60a395" d="M52 49h-7q1-4 7-3z"/><path fill="#e99537" d="M82 44h3l-2 6q-2-3-1-6"/><path fill="#f6e6af" d="M45 49h7l5 1v2l-15-2q0-2 3-1"/><path fill="#edc692" d="M79 49q-1 5-6 3-3-4-2-8h4q1 3 4 5"/><path fill="#f5b148" d="m12 53-2 4q-3-3-2-6 2-1 4 2"/><path fill="#d7bda5" d="m63 55-4 3-2-4v-4h8q0 4-3 1-2 1 1 4"/><path fill="#efeeec" d="m30 41 8 2v3q-4-1-5 2-9-1-2 3l3-3 6 3 2-1 15 2v2q-1 2 1 5l-4 2q-2 1-1 4l-1 1-6 1v-6l-6-1q-5-3-8-1l-4-7-3-4q3-1 2-3h-4l2-2 2-1 2 2z"/><path fill="#b87947" d="m33 48-3 3q-7-4 2-3"/><path fill="#e6eaeb" d="m79 49 1 5q0 7 3 1l1 5q-3 5-3 11l1 5-9-1q2-2 6-1l-1-3q0-2-2-2l-3-3-7-7-1 3h-5v-2l6-2q3-4 7-6 5 2 6-3"/><path fill="#a76337" d="M87 60q-2 0-2 3-2-6 1-9 0-3 3-2-2 3-2 8"/><path fill="#ae8770" d="m12 53-1 6-1-2z"/><path fill="#e59b6c" d="m57 54 2 4 4-3h3v3l-6 2-2-1q-2-3-1-5"/><path fill="#aba4a2" d="m28 52 4 7v2l-3-1z"/><path fill="#70a89f" d="M48 58h4v3h-4z"/><path fill="#ccb184" d="M73 57q5 2 0 4z"/><path fill="#7e8489" d="m24 60 2 1q-3 5-2-1"/><path fill="#f9c36c" d="M46 64h-1l-12-1-1-2v-2q3-2 8 1l6 1z"/><path fill="#bfb4ad" d="m58 59 2 1v2l-6-1z"/><path fill="#f7d59f" d="m54 61 6 1h5q1 7-7 7-1-4-4-6l-1 2q-1-3 1-4"/><path fill="#ced2d0" d="m23 66-1 1q-3-1-4 1l-2-2h-4q0-2 3-5-3-6 0-12l1 12q3 5 6-1l-1 4z"/><path fill="#2f5374" d="M73 66q2-3 5 0z"/><path fill="#f9c769" d="M10 68v4H9L6 59v-1z"/><path fill="#a55a38" d="m6 59 3 13v1L5 61z"/><path fill="#f7c576" d="m73 66 3 3-54 2v-4l1-1h15l7-2h1v3l6-1 1-1 1-2q3 2 4 6 8 0 7-7l1-3z"/><path fill="#d7cdbe" d="m84 60-1 16h-1l-1-5q0-6 3-11"/><path fill="#f1ab44" d="M76 69q2 0 2 2l-3 2-8 1H32l-9-1-1-2z"/><path fill="#f1e0ba" d="m10 68 3 3q-3 2 0 6-3-2-3-5z"/><path fill="#5b4c45" d="M32 74h35l-2 6q-3-7-9-5H33z"/><path fill="#f4dbb1" d="m78 71 1 3q-4-1-6 1l9 1h1v4q-4-3-9-2l-1 6-1-7-1 2 2 10q-1 5-6 5 0-2 3-2h-3l-1-6-1-3v-3l2-6 8-1z"/><path fill="#52708c" d="M13 71h9l1 2 9 1 1 1 2 4-3 13-2 2-2-16-15-1q-3-4 0-6"/><path fill="#2a2938" d="M33 75h9v1q-2 4-2 10h-1l2 3 2 1-2 1-6-3q-2 1-2 4h-1l3-13z"/><path fill="#2d2d3d" d="M56 76v-1q6-2 9 5v3l-4 5-3-11z"/><path fill="#334866" d="M42 76v-1h14v1h-3l2 11-3 1q1 3 5 3v1h-3l-5-5q-2-22-2 0h-1l-2-2v-7q0-2-2-2"/><path fill="#ede0c6" d="m56 76 2 1 3 11-4 3q-4 0-5-3l3-1-2-11z"/><path fill="#eaad5d" d="M86 54q-3 3-1 9 0-3 2-3-4 15 0 30l-1 3-3-13V55q-3 6-3-1-1-3 2-3z"/><path fill="#e99d43" d="M9 72q0 3 3 5l15 1 2 16-2-1-1-12q-9-2-17-1l-1-3z"/><path fill="#9ea8a5" d="M49 87h-2q0-22 2 0"/><path fill="#edcc8c" d="M42 76q2 0 2 2-2 2-1 5l-3 3q0-6 2-10"/><path fill="#e6ba7e" d="M73 84v5l-2-10 1-2z"/><path fill="#d9ac86" d="m9 77 1 3q8-1 17 1H11L8 93z"/><path fill="#dedcd0" d="m43 83-2 6-2-3h1z"/><path fill="#51575f" d="M57 87q4-1 1 2z"/><path fill="#eea552" d="m65 83 1 3-4 5q-3 0-3 2l-2-1v-1l4-3z"/><path fill="#4a4f5f" d="M44 78v7l2 2-4 7 1-2-2-1 2-1-2-1 2-6q-1-3 1-5"/><path fill="#66514a" d="m66 86 1 6h-4l-1-1z"/><path fill="#a5633e" d="m41 91 2 1-1 2-9-2q0-3 2-4z"/><path fill="#c68052" d="M63 92h7q-3 0-3 2l-6-1z"/></svg> | |
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LSzx9Ve5eVhzoMvihIqClmgCuB5jBSQAgAEAnjP+YqNcOGqXyWLjxJ18OVWfAT2B+VPlzT2QgaE8Bp9fvC/fLigph+LMnBGQ9/eQz0NJogLRTICQNENXrl3YFtCQC0BkAWgJFgKAV7mvP+JOe8Rd+4y8CxYG6wMstPDxFfqriMFIVlYHU4ivaDCn2lBX8CXeRp7f+xHVeNd8vZP8KIauBURSwes9tjYJSvhZRFAggAEDi3v+d5t2klvEnoRX29xreFePvXJwDFtuwSmxfpXjAAuxafAUMf3Z1gL+KX3YeCOGOREnPSQoSDXJRKj8vJYZeQwQIPREwYRfkAqAfMMMhABGMPxv+/TqLL5HM+5Ybf6/nptsq5V6Mna+haBsEybwuIt2WLJCBZU5r1G9QB4ArJRBUF6Au5gsqEgyuCXDXD4Rw281T9+7DZw4gAECcxp/DjAcpZMyv1/jLDHaw8Vfn+eXV/Z6faxUGUmBNAPL8OV3snAbUZ4SdBt4jEEJ3//Ma9/ZEgHxYUPM5ocs26gGANkgBAF326hp/8nnm8mr/1ox/SJhWkCLUS+4BLmEpApA7/GkBktaKuFJJynON5NGokNRBkHANjoC5r6cAxkirNRcACACg5/3zoJ8tusZ/pdjJ18InydFHNv5EQcWDQlHoRz6hIHlfhPyLIAMUxZ7R2kn9xl1dC6A+d1c3iPJHx8h/PehPC5y0a3UACI6K4RCAEONfNe8eCvT+Axa+8D7/IC+KlAut1rRAndZBguEv8vKn7Ou3vw7e1tf5ePCcf3c6wP06WZ7fkKUOfO8Tunxfj50DASIAoB1CQv+6xp/UrX4Og6xv/EOqtD2tWsq5ATD+hY8GBEWHRGDKiUgZuhfRIgGylIP7vCffNaFx7iIVACAAQMveP4f+JwOXUNemeP6cJclCmeRp9ZMsrFGNvy/fHxryR64f0Mp5paoPkY6UFpJ5AUHtq0oRIKmNWb2Y/GJg5dog9zWmZgKpABAcAwNAbvyrFBL6V7f7ebycGI1/9M2CSPp7ASBbDmUpAelmPkTRxvkq0wGSiYHKFEPLnQGb0RUAEAEA2thb/IYaf2fFv3TKn9TAO7wkbzGUrvH3emEUPFQFxh9oxAICtgB2e/qRR1gHdrSQx8t3ilrytKq21BmAVACAAADa3v+WUqk8qV4nVRX/pAhbemfvt7AwCk+bn7TYT4SOCgYgVAZIJlNSSP4/HhFAyvSWUwi00Bkwae/cCYAn5gWA2/iz18+h/6raS6KAsab+VjxlP3RU40/hxt872EdzjCoA0uUxfMpf83ntpQNW3jPgZ2GdAc6phhJ4QBCnAubwuQJEAICK7WrjT8oZ/8pBP8phKNSm8fdX+pM39SBg/EFbsQCNrpOIkQBFykuQZDaAL9Qvu360iwJZ2N+BzxQgAgBU3j8b/oNq4x9U9BfU4y9raxJtGn8KKR4kQsgfxLZQBozwdf48MBIQNOK3+Z6+9wmZERAQIVCA2QAAEQAgZVeQNxRc9EcBRUru5/nfQ9EW1bLxR74fxBwLUI3w1T5HgzpfhKNb1h/lcrcHkrooUK8eADsGAggA4PP+J0k57leQK7Lvau8PKvrzG3b5BEAi6chg3YVVEkUAIAkRoD73oogAkhTSBmyaFVgUKBfUAQKYCwK34NMEEABghXq9tku98Ol4HM40ALnb/aR51BCPR+gaf4LxB51UAb6oUyQRoBhspYyqaRXceusBKCwFhigAgAAAK97/VKlUnlBbf+ErYiLfpL/VaIHqNUKyC5vu5igw/iBVIkC0KAKEPC0mq4lx71cRUhQYbT5AFW2BAAIANFFUBzvzneSKLCrz/iJixbJrkSSppwTjD1KoApRTLlUigBTCV9UVI7tGHP+8y+VXv0YdBbBbfgEEACiy90+Ktr/V0D8FtCOFF/1F9m5E8FQ/GH+QHhFAASKApIaeQudikDJK5r6WSFIP4BXazh+6YOO/HZ8hBACA96+w/oopaKF5f/IZeooy+cw55AfGH2RCBJDWnADv9RKaKiPJlM3A+QDe1wemArYhCgABAOD9+xc1l9dPnm3/yPO1Rt5fFhUIqnCWejsw/iCtIkAoRQAFnvMBxbIy0UxOsRHeMRCSCkAUAAIAwPuXOP/e8DyRRtFRQDiTKDSc6Vzh/FugotUPZEUEkDyXTxSyO6anM0DIim49/bgqUe7bptv7REQBAAQAvH+p9dcI/SsXMO/CI3896ex/7gmtwviD1IsAxbAg12wLzYFZ7gJcoTFzo6VUAKIAEAAA3r/MYyBJmx9ppwHkj5GnX1k1KphIVTsAQHo1QMC8f+FvnfWG6tWbZXkEtiB9gR4+IOh2fHAQAKDg3r9wVeZr9BtreSQRFi3ZlDQYf5BBEUCyUdWk3jRLVhRIga19Qk+Yeyd4yi8jzAWAAAAF4na5768o4ovS8kcUcVSwzl7n+MBA1jSAbLKlzjXhvXZIsxNHU5irxTR2CoQAAAXw/ifNu0mp0+L0RLRD/6RdN0Cyoj/7zdR5Ue8/BkC2RICQjPolxYwM+bhgmbB23gdcc6qUnP+aqmKPAAgAUETvX2agtUaNhuQbZXl/x2om91QkewkAkFkRECxwmz9VjwsOa+0LTgWoI3PSX3cbPrFiYeAQFMr7r5p3B6Weiqg7qo3r5G5rqru+dm5t2nguBYchdTYzEdjZD+R3mTUMc6k1b9aCa93b3/Pj5Ll3/ZxCfq7xuOfnK1/bP/Ow+eape2fxmSECAPLHlNT4Swb/uGf9O1wLX9U/+UP/kfL+FDgtEIAcxAHknQEUZTvtYE/e3TJLgSm8kIJA1AJAAICcss27MAVVHYuIBYHu/GLIwBIKjwoAkB8N4L2+SLL1b7TZG/K2W2rhmnWxBYOBIABAzrDbfMZ8axLJ5viHew1RPZLgKYBac8sByLgGCJny57v+hLsqV7TTqaMS+z54jUAxIAQAyBm3B3n/Ybl7uXff2kIkFQ/B40oByE8gQGeKn2tvgQjCWyHg1a+VRtxQDAgBAHLk/VfJ0/qnbPtzPBg4xCRSKNKxbSkRBU8LBCDXEsA3zl94xUE7qTfN1xIFXnMT5poxgc8KAgDkgHptWZ37Vy4STmMd5kWEFSMJd+sf8v6g4CJA3Z8v894DUgG+vQIk+wUFpfQQBYAAADn/kMuVLT7v32XjVxei1vKIuqF/b9+zWzwAUBgJoDvFTysVIKTXslZ6Tz0cCHUAEAAg63z5L27hC7nq8z48FckiYOKfCPH+XS8O3aZUsiMa8v6gkCLAez1ptAYGTfaLGM1TXd82Y9gfAAIAZJxKT/+t7Xr/4V4FSab5RWlhAqCQEsBzrZH8eogoyIVuPU94FOBWfEYQACDbbGnF+/e3/bnzjcoivqBpfwj9AyAJA4how7RCi/rCBD35lgTFNYmZABAAIKt85WO3TpGj9z+K9+9v+1t9TXhKQLXQIfQPgOLSCCisDYvIRWsLlIoI1AJAAIB8Ua703tqy96+5AGkV/iH0D0CQBAj05KXeuogiENqKAiANkGOwGVBOsUN3J1e9DI9Bdmz44/+Z33hrb/ZjfV23F5Xg1wIAHItxhA19mj+XbwpUCt4ESLWRkOtnLt9w/Oape+fwCSECADJCbXnRn/sXUb1/uWcitHKMml4NAGD1mpP170fu0IkjCoA0AAQAyK43USrfSrLFwbnShOX+tfcKiFq8BACQSACKa9a/f1dPilgL4AJpAAgAkKkPtlSebN37FxG9f4VTr7f9KADAd+2RZzZA81oS2rP+I0cBXELfdcGiGwACAGQF82LlkN2Y3Ptf/ULt/VOA9y8odJRw4EZCAICwOID7WtTf7lc+q0MzChC8UyDSABAAIAvU68u3etwKcob4hBAB3j+FeP+ydkK5R4KefwBaCgOQdmdNyF4dq98FRAF84sMRBVj9+U34YCAAQBY+1FJl0r2QkDTUJzX0gbl//3bAkXYqAwBE0QDBszVkXnwrtQC+lJ/zZ4gAQACAzGBv41ldvdg9Bls6I9x9sbfr/WvsNAYACJYApJ1mC4sCKNMDMqeA5E5BY2+ASXwuEAAg3Uw6FxCfFy/x/gWFTxaL4v0H5BEBAFGiAKTY1terEwKjAO73860B0tdJ03foBoAAACnnVt/Fbj+wcrHLvH9KxvtH8h+AGKIAYa22gVGAoOmdpHidtCUQEQAIAJD+CIC89Y8CRAEJ/9hR4fEW4P0D0OUoACUdBfC+p0vIT6AdEAIApJQv/8UtW3yLhseAC09xULj6b75O9p5e719WAAgA6HoUQLqHR3B7sFMFCEQBIABAuqn09N/kvvqd6l5hsGUeg3Jv8TDvXxI9AAC0GQUI6ObxaAVl942QG3vSaAn0FAOiDgACAKSUSW/xn+yKFg5Dr+8tCI3cP7x/ABJUAiQr3Fsd4uMX4ELSBeCt6XG9TiLqPc4AIgAQACBt2Lm5iUjFf7Q6+KfVqmFB/gmCMP0AJBEFCO4IUM/gkHT1OLz60JZAt6CvmmtNFZ8IBABInffvsNyK4j956x+5FxeSiQLJzH9U/gPQSRmgjgJE6eyhCMWA3mu78RWiABAAIGVMkDJU78zzaywQivnhqPwHoJtRAFJHAZSTPf1CXS+9590fwKXtr8OnAQEA0sVNMg9ePvdfo/XPFyIUwY4JvH8Ako8ABIz59Rl7Iv2WwNBiQFdnACIAEAAgZUwGe+JRi/8URUIBe4jD9APQwSgAkXrAD0W4zokktUGKFGHjC8wDgAAAacGa0S3t63VWCcsXksiegZA4JCR9IQAgqSgABQz58gwGCo30hU4GlM4EmMBnAQEA0sGErGdXSCp7XcV/Ug8gvPVPhKUSAADJRgE88zn8Mz38xj5qMSAJ348IaQAIAJAy6rXlmxRTu4IvalmPcPsbhgAAOhAFkG705TH2ym4fIumkT6Wz4KstoJvwOUAAgDR8iKXyhPLClvb+B0wJC+sPdmkDfzQBANAZCeC9/lZnBWjM+1Ds9RH62tWfIwUAAQC6zf7pt46Z12PV2xsUrOi9d5LiP8VrA1qDAAAdUwCqwUAiPOpHbjGgHTF0/4Nj+/e+tYoPAgIAdNcVmGgp/O/yIMhv+O30gLT4zxU1gPcPQNfiAAGbe/mKAbXqflROgyQNgCgABADo+hIw6buW2wn/R94tEADQxSCA64HAaX4BnT+uAUChaYAVIAAgAECXudIr+dsK/3u9CBT/AZBe+R+4S6B8iJe8zdfzthQyFKixJqAQEAIAdHkR8I8A9i4AUcP/3h5j/9pAKP4DIB0SQG8yoAgR+wrngcjdWui+q+ITgAAA3WVC7bWTRPnrhP/di4f/tQK7/gGQGgUQPBnQdYkHXe+uqIJsKJBP8Ff/Ye9bMBEQAgB0g3/Y+9YJr4UXFDD739PsFz38L1tsAADdVQDBolw7DaCcASJ5v9X3RB0ABADoBrXlhQnfhSp0L3xV+J9Cwv8I/QOQuiBA0BRQqSOgSgPIdL28qNAGAgACAHSDcqW3SoGV/g6B71H7RAHDf7xCQpY6gP0HICUKIGQfEO9aIHTXAq+xlxYCX4kPAAIAdIfrZBe9W/U7L3Tv8BChofoV4X9EAABIWRxAvStna9FAjdcIRAAgAEC3rvmq22BL1oSgi5uChv/I3grhfwDSav4DK/oj1gPJX0P+13AXEsgsFRyCTF/2E/JCHdUEP43KX49zH9w5kCzlci+NjmyiwcG1NGDeKuU+6zH+njl9+oh1v7B4ms6dO27fjlGttohTAyRyPg4OrrPOv77eYetrZmTkkpXzcHHhDC3XFui8fT7Onz7cmfORL1TDsK5No3nJGsLxI0Py9JVnEzm+bIoH/2sENR5yvQZdABnGwCHIJv+w9y1V84o8KMTqsA/ra1En58x+IZqh/Lr7sZXX1Fe3/hUB7+P6eT3RRXZ8vErr1l6zsrBGhRfcphhYWDwDYQAiM2IKz76+YdPQj1hf99pftwKff8eOP07Hjn0/0XPQMtjmzaDS6teWxTZc3/PPV35mfd/8uvE6/2tK1nP8ryk1v775p97xqRmcNYgAgI45/1TVzv+3Ge6T/hsx09c3Qps2vYrGx6qWCGhXRLB48AoIpzDgr+dPH6FF02tbWDiN86mA8DnXaxp1p0fPX7d7/nnh97xi8Ea64vIbLSFw+PC3EjnnVpx+Q9jOueHx7F1Pknr+/I0dTPBFF9zv4fxCIAoAAQA6rAAmnFekrJVPnv/XL/jxTxGL3/zzYrtxwytpg3mLe+ENEwabPF4ai4LTpw/Tsi0UarUF6x5kl4ZB77PuK9bnv8mVRuo069Zebd1YBDx/9DvxRgRse7xqn80r12gIAb6GjcY3TTPveKLheo3rsZX3FLZOMDz/nPV/Xov24WyDAACdYyw4/0+K/D8p8v8+fSCtHI5TAfAifNVVr2s5tBq3oWBkaYdmbrdxfxoCIYUGvhmu7zW9+sb9cCrOKxUc7Vq77mo6ePCrluiMTwGQRwU0r33D7fm7nH+heA15QgHNOgB3NMB8a7QCQgCADnOTvP9fEgiQhPqVkQMKmiMQXwpgnbn4ba5OZuJAsyGxcsGkrkloFiQ20wtNkcAgzdBatKZZZNf03p2PtVofkrbz6oeueRMdeuYbdPTod2KMBAjbnhu+Iq8VT96OBqyYf+VrZOmEpoOx8h5VnLEQAKCDxJ//F8HtPjFO/tm8edIKg+aJpkEKM0zNVINTLDSjDAsLZxyC4nDOjs9qwqXiCcE7f5YHwx4Vrg3g43Hw4Ew8tj80p09t1wF4ugggACAAQIeZdCp0v9UOGPVLsvx/oMLwBw9g/FvCbfj0jZ1TODRppiSCXrPcZo65EpIvb4bc/d77WlyhEWheE+2LAEdm3hENWLX7njqAFeR1AE6BIK8DsB6DAIAAAF2LA3jz9lKDHtT/T/L3kY4YbZ1LN72q0MY/LuGwIiDoEhyYnImA2vKClRKIQwSEdgC4HHt5HYAQhrcMwP++Jv/r7jeP/ad3fHoOn2K2wCTADPKlj7xhktTz+kjpu7eY/3eKhVbh9j4ufAIAqOFuGK6Pad83kAl+HSchvEjYlypsfImJgBAAoBNUegdIpwDQN//f85hbGySX/+d+aw79AwDCueLyn7SumbZsf6D4p4A0obpgWCokVl6I8eAQAKBTVN0XsQg15h6THrRixJ7/52r/pHv8AcgLfK201yHjF/1CKvo964dH9OuvExZQ+BAAoKMCQFkASJrKXjH/X/pGrf2iHPovYmU3AO3A10x7qQBV2i9oymeAkAiMFAoEACAAQOcQpF8AGDQAiPwXsnT739bz/5dfcSM+LgBaoP2aGRFwpcs291INEFPrCwfX4RODAACd4Sb9AkBSeAKSJwhdz0Df+0/zNDYA0gxfO61GAYTrfyI4SuB6SK9bSBJ7xH4AEACgYwGAkOs4LKznFvxC7Tu0Edpbuw4tfwC0w4b1r4xnjZDuF+J+ogj19GVvgPA/BADoNGOuCzskZN9aYU/IwhDmvfSNWBEAAEDrWDsVttQRIJvhEVQIGPJ6hQZwPGsSnxYEAOgME1E8fH1FH7QgRFQoMP4AxBQFeEWLr4xSCKjbMizvKAAQAKCjCD11HimnF18BICb+ARAPY+PVttYJncf1PP2g10MJQACATmsAzwUoQj187areNq5nDlliFjwA8cDFgK1cT0LltSe0Zvyvj9+GaYAQACBJzItsMsxat6/mmxd9ayoA4X8A4qWliFoLQj84akhhXj86ASAAQAcd/zY7AIRyWng7gQCE/wGIl/bSAAEmW7ouqH4s2zgMoX8IANBFMaBpwEV4zYDmwI9AEP4HIH5aSwPIdvtstxMgKEUAMQABADofC9C8kDvRAYDwPwDJMDKyqe2lYsVtEPqOQ5hTgFZACADQOSa13HWhGTdQjP1stQMAc/8BSIbWU2uakwAjpA5D/QsAAQCSdfzDVbnH2Cs9fxFBPKjhXcww/AeAZOAUQEu7agrZOuBfHaIUD6PtDwIAdM36i9BK/sZDkiS/dp4/+gU+2k6IEgAQynjEYkChe03rVRa3vUYACAAQh/MvJGpchF+cQvfCbuHajqdSGQCgvMaiRti07LbaeYioC9bgE4IAAGkQCBoXbVgcIaoGQPgfgGRpP8omIoT6w9uEPO+GQUAQACBhrmtB4pP+qL/WagFazk8CALThayxaN0DIpkCRr/uA7D8yAhAAIHHGdO18YCtPzBcvvH8AOsP42JWRvf6wHwnN58kfg+WHAAApQTP3LwL9hOiqBAIAgI4wEkuxrdCs5NcdBgQhAAEAOmzq9S/gKBdq1EHAHJbE9D8AOgNfazxxs23fQLRx9WsVGwEIAJCsgx9LCM/+RrR2QaP9D4BORwGiDtwSrT9NI4UI8w8BALqqBHSvRs0ZAhFA+x8AnRYAEUV3pMo90c4bAggA0HnD39qFHMdEL4z/BaCztFZ0G361i1YNPvQABABIgfffzkXcwoXMuUjeqQwA0Dmi1N2EG/3WUocYBwwBAFKuB0RLr9W/sFH9D0B3aK0boJ3FIhQsBhmjgkOQV1EgkrjAJYtQ+sP/p08fWfl6ubZA588d9y2g6GQoDufMz79WW3R8f8y6Hxxcl6nzgdMAR49+R8/mG60IBSPqW0EAQACALjr8EV/VviJIUwfAwuJpa3Fng8/3vLA7F3o/3/I90lj411mLP99Y4CDFkU34s58/fdgSfPPmObFonh8LC6cjvQenuHrNz3/UPA8GzPOBz/e0TLyMV3y3pBLaeB2AAABdlQTK99J8u5EULIZs6I8df9w0+oetr+MwGvxefHMaAU518H7siBKkGxaBcydnrXMijvOBBQPfnOcDnwN8LnD3S7fFIUcBTs7Ndshuw9hDAADIiBXvvzvhfzbSx459n46+8N3IHl2rRoBDrXxjMcCL/9p1VyMykCJPn40gfz5xGH0d0Xno3Dfo0DPfsMTAhg2vtAxxN8QwRwFaEgCdDhQACADQXVMedwnASIfD/+zdHT78LdP4P949D9MUA8+ZvwPf1pkiYN3aa9AG2UXDz0b/efMWnOpJVgwcPDhDh0zjv9EUAiwGOikEEr0GuY7IgLWHAACQEArvo5MLPRvdNMFChG/s/V1+xY2ICHTy2B9/nA4d+nrXDL/sHOXzk8VIJ4VAcxfOto9DPJ79DM5MCACQBuucMJ3a/Y/Dm+xhpWWhV/2OfLt006s67gEWDSv8/sw3XDn5tEUlmkLgiit+0koXJQ0XJkZLA0Sz9oj6QwAA0FHvnxdSNvwdzW+2CS/87Jle9dLXoVgwAQ7bqZcs0Dx/OUK0efNNiUaHOl4HAHIDBgGBFhed5HKP7OU98uinMrmocY0A/+5a/dlA75guNo5pVoy/E45UPPLIpyxhmBTYiwNAAICOkeSQFDb63/v+ZztS3Z8kHKY+ODuDk6VtA3rEMqCdqO5POhrA50QScHShpe2BAQQADgGISlLDf9hLeuKJB1Od74/09xx73PJc8/L3dPz4mecDi8G8HD+OCiUlCtGJAiAAikKXK3KSWGx4sWcvKW+w55onI9ZJ45/H84FFYRIiIFpKLtoCggJACAAAjdHiYqNnJPO42Dv/vh888SBOqoIb/yRFQNuiHFYeAgCkn3q9Ntvq1RzHNR53/p8LvNhDzjtcDIaaABh/pwiIs1A0kToADAGCAAAp+8BK5ae74fU3iTv/n6ecv86ij3YtNVaP/6GvF+bv5a4GFsCpiQK0v0jM4SyGAAAdx4j3vQLeLs6Wo7g2bMkSaR9q1E24Sr5Ix4b/1sMxtjZGSs0ZLa4NwTyMsxgCAKTS3BuxvFOcXsbhDPZ1x7Ho80ZGwA23+6V1ul+SxLmvRXvXptHh1wEIAJCgSjBiv1Y5xxjXRLOFFvZmzwsn557G+ek1hMeLK4pY/MSBsg4gRm8f5h4CAHSXuShXpdHSdW4k7v0vLpwp7Ad47twxnMVeQVjg8yFOwq/RdhYLkDewF0D2ONC4UkXgdSwi/kRvcYmvALC3bzjxA8XeUK/pFVVCOheWa4srtQhFDEMXhcbOeX3WfSVkw6Z52yvP2vnA16g3rRBm142oosBQvg5FgBAAoDvIjHu4weeLWDifE/CSOCMAzXBlXGkAbk8cH6/S4MBac4Ff19bvWrMFAS/+fH/u/PFY0xX8+4HkjT0bQ75vnBPRWlc3BZwP8+Z9XMWKfN7GeV0Fv5ehIQZaDA8YTecEQACALhl8HbvvM/laQoEXqrh3NOOtUtvZ4IUFxNhY1XqfOGcTNBdl52LKNQtzJ2etfG27rXzr1l2N01dyTNrxtpsCkI0+b1Ud55bMsvOBhcCcvQ10O50s4zFv5KMU1kYLLn6LUgFAAIAO64DGXURR4HrM+wT390nM/9+06VWRF9DmQr9u7TUdnX/OC+uGDa+0buz98e/NgiCqGGCh0ok94jMnAMxjwqHrqCKAjf1aUzzwfacjDHzjc7gpDqO2tfK5zK+PG74u/BErQ3898T1mtPQykA3zATLGVz52qzAx7TN78nVa+dq61S3DLezvyX7M8vkDHrMe972XWBEBV1x+o2X84oaNKY/JDVv4ebHlfz9u7y6O359FAE91C1v82TO76qWvS2wnxazT3DUvTFTxcWTBwOdDms6FZmSAhQC3egalCfj3/qFrbknkXPBOUzTYgBsl695KAvC9Yd9TafVr61ayzILhfI7iMed7WY+Tcf1//pX7kQaAAADdEwCrhtxp7H2iwPO6xmP2cyUC4Idf/pZEDRcv+sc9k/KaedwNG14Re/ohqcWfw8Lznp72NBusNMIGjGdEOL1YPm4cheqGt9/O3yEThvz7X37FjYmd0xyR+Pa3/zZEAJSaRjtEAMiEg/8xfp1p/GFPMgZSAFmXbwFh/ZUv+aIVIvp7ORbfpL1WXhSzsrAHRSmssDDOzLZgscQ3NmTcLsodI1kQgKq/o+boMml0IiQrAv11AOFV/obm8+BHQgCA7sNhtgktFaB8TGXx/Qoiifw/AFqGLIOGXyagO1mvwqzWAXhMu6Ey2Ia2sTdg93MDBgFlkzltLR6tj9f1iOFYTAAA2UE9s8MIXSMM5eJhBL3bDI46BADoFIbkIjTCLD+FmHzHY4bOYgIASKcAuCTUAQhcA4zQpACiABAAoEsc0DLkhhFo2IMv4saDzclpAIDswKkTTj0YutY61HkwwoQDpgBmkI7WAMx++cNV826LebvJvPHXE44fz5i3+83bdPW178bJFMwp6QUsHejnHfzjz/03nkHkrx7k/D/C/wBkEa7dmTv19EreX27WDe3AgKF4nQ22Ag63f2Pm3ZR5u9W8TTodOv6xefuqedtn2r/ZXEUAzD980rztN788aN522SJgwvO0SftnB83nTuF0CWQumUIew1cVPDKK8D8AWWQ1dWfouP0RCgQN0g0sgBUbOOWwf5OeH0/YNrFp//azzcy8ADD/iAnb8O+X/NEqWCXthQgI5IDrygtt5dGrEZC9nueoAwCyKAAuUVzuzcE9akO/6iCEbytuuNYkoDD+e23bpgPbyv22EJjIpAAwf/E7zbuHIhh+L7uS/uOziyHz5UMv5NDaHyNkEQEAZIbm7ofKFkBNxyG8jsB6DGlbhRNsG/9WYNv5kG1LE6GSwB/MKue+Ngy/MxJwn/l+16MmwHe9HVhJ4ytb/nWmBBn2I/Ln5c34X7iwSEeOnnQ91t/fQ5dsuAjnVAE5cvSEeU4suR67ZMO4eU7kZ1ojX8OnTh0KdBdCU4eGxN3wf4E1Wm4L98fwVneY73Wdeb81bltYSegPjstzr9pi4macTqv851/eN/eVj90qN+wyTaAsEAx6vZH59r+5U2fose8/Q489/oy92Ktns7MIqF65gTZfuZGuvfpynGQ5hM+Dg08/T7NPH7XOBxUsAPh84PPg2msup7E1w5mOAqwKAAqN+jWCBIZELATOACDsASBlP+mH/cPgGoGqaWNvjlMExB0BuC9G478SBjH/6F3mH70D55OLA+b1N7Hq0NuV/IYI2OHPfsz1HMVTDfYeNmbywBw0F/hv/Ouj1oIfxRvk2zf+9TFrwf/R615KN95wba68wSLCou8b33yM/v3hJy1BqPsaFgp8+8KXv2kJgRtf/XJTHG7IZATgyJEDiqFfBvnb+3RbAF1Phffvd4b3JmALJ+J2iCsx/sF3UvthfxXbzfd/2BQB0zi1Vi86LU/f2geAJK2AjscsTWA4dENDIIwMZysFwAv8pz/7dWvhbvd9/uEfH6avm2Lgja+9ga7/kZfibMsgD337ScuAB0V+dCMHfOPo0Jtv+clMRQTU13CIfx9a6G+4nRHgtIVT1Gj3SwJ2iO80beGdcbxZKaY/uGre3ZHwcUVRoPsCnG2pFVCzEyBrxp8X+w9/7HNtG3+vJ/jpz/5/dPdfP9i2EQGd9fr5M+PPLs7Pjc8tPsf4XMtaFMDl9xuqoWHefQMMkrUAGv41BhGAVVvYTtGfLnfYNjcdAqADxp9pFgWO4TSzLrynVy5oSf8+KU17sNJvfj84kJ3COF7o417sZQt/UN4YpAP+jOIWgjJRyLfsCICNMXUAKCMDGAJEsRb9dczmxiUAtnToj2bVcx9ONYsDwZ5+i4reZjgjHQC8EHfCI+O0AHuVEAHpNv78Genm+tuBz7msiIBGNM+QTgZvN2KIFkAXcRb9dcTmti0A7IlFnfTKraJAnGveiy5iTk/2BOcGQMPpLwDslPF3en+dMjCgNYHWyVRNVkTAgDKaJ1kzlB0A7hbAlQLCxgOFrwFIqOgviLE4UuJxRAC6EZLfXvRJgf2nNlXJJ+AVVb2+nb0MooCqYA7/80YiaYYX327kYtnAfOLeGdQEpIhufibdOg+jwNeyWwQYrh1EfWPDDLVjINMOPefHqwU3/myLumGP2ra9cQiAbhXmFbYo8Gt3vYs/+F2G+fG1tLe3IV8IVj2GdI//ZW+Pq7u7BYea/+GfkPZMC/xZdDM1w+di2qNCjYieqgCQKLQOwPA4GU6BsTSwy16Timj8O1H0p6Jt4ZXl7YCtgouCFgVu57/fqPW4vXnZRWooLmjXw4ZnsUh3vzO3+nXbA+d5ATxvAHSXxsyHx7oegeBzMv0CQOboGxI3wZCPDpd4F6VaX3Mt3l5A488GeH8Xf4VCC4BCigBTafOHblWAlhcHyenLk9Sw6xQCukXDcIrz/7zgJ1XhHZX9iALgM1g5L59PtSD01QF4vH5Dtj1oSCqA14zyUn/z22322lQU498ced9N29N28WUcAmC2y58Fh2CKVBS40v5RXu5XXtBE4bk9WTSwr2+YenvTO+gkTUY37Yt+Ebz/tIjBtAtCvqab17W8VogktUKrEQJVAWBpecDpjG0r0Om3i7qX/m7SdvFlHgQAM5Xkjkkp8v75Iltt/xAlU4EPahQC6l/cA/3p7f/nPG+aFnzmoW8/AUuMY78iCNPcJtqsA2jXSWg+hx0Qo152rcNFqAWwu9Cm8vC3xCEA0tIDekcBOgO2kyfkZCz2KQoBg8N7hiK8l+bwfxqrrfl3QkdA5+FjntbzIa0Mc22P1863mCa0jMfSgPefGMuLYQww/lOUnnqHtp3vtgVA9bXvTlMPaN47A273PlCpDZoqvEL+QsBVD999HRuBA4GGh9JbAMg7+6WRg4eQBsAxT/c5yqxE9wzP2iArFFZEEFefVW5EH/3kNg3Q5Yp/me3tvgCwmUnJMWkWBeZOBHztrndZ20FKP8TFfvsaldTtBk77cof4Gv3C46n8+7nNKq2tVmlLSxRCAKT0mKf5POVru2LN9zAk+l82AGjVMfCECLj1T2mXzLVqMqfGf3+KfqVYbG5cAiBNUQAWAXtz2Blwq+oHleWRkAvW6fmr6wDSavyZk3NnU/u7PX/0JCwyjnkmzlVnhC98AJDMoWg8VlkaCvpnbs+Z8U9Dxb+Xr6ZJANyfss9sgvLXHqic/cyFOMZyj8z1l3yrrgNIc/h/9lB6vWzsD4AIQFbOVW4HlKUClTUBkvx/qd5LjRkk0deqjBp/9vyrKfvV9qVGAFRf+24OR6RtQ4jctAfa4f9AMdNQ5KqBQHp1AENDGwhEB0WAICs0rvGAXn8Kz/9XFkPbhMfsNSsPdHrGv5Yuiav2Ls5BQPtS+OFN2Zs0ZJ2bQj9InglQb68OYHhoPVZIAHKMdY1724aj5v+XB2JZszLg/e9NaTQjNlsbpwDYk9LPMQ8iYDL8g6w4hnIYIRsD+Xf7GugfJwBAEUTAhlCnQJX/tyr/hRHLmpUB4z+V0l/vntQJADskkdZtIaeyOiPAHqyhFYLyheaU8wBWH28+hvA/AMWgv3+MwtKCqvx/ZUl7SuhEVocC2UPl0movZuJsvY97L4A9Kf5c92ZUBGjnn8qij8SyW9G75wGoC34Q/gegOBEAt0MQNCDM8bN6hUq1SNuEZ64d27YRd6T4V4zVxsYqAExlMk3pGA2cJxEwGeXJPUtr7DqAkC4Azz7gDa8gvYytSe/+BJdsuIgAjnkWzlVmaHC9z8C74wH+EeGW978c+e+azNI5ZduGNKeLufgv1lq7JHYD3JnyzzlrIuC6KE+u1IZJiLp93frrABrawC0QenuHqLdnKNUHYeOG9NYojK0ZIoBjnoVzlSmXexwbAxF5Lb0hmS2+kv+PxpUw/rGyNe43jF0A2FGAGYiA+Na6KE82eIOgZjHgiv0PbgccHkx/+D/NHt/mKzcSwDHPwrnqjwKsrgP+EqHVLoDy8qB34x8tcwDjHxszdrt9ugWAzT0Z+NxZBGzPwO85GflDXRwIaQd0pwHSHv5vcu3Vl6fy96peiQJKHPN0n6Nehocu9ncEOdYHwxM5ZAHQAqmvAbB39stCl1gi9XWJCIAM1AI02ZWTOQEueuojRLUSqdoBnbO/LW+AF4MsCIBrrkjd78T5XtQAdMfLTmOuPY3nqIz+vjFJ+F+y/a/BRqIcNPs/8PJIufHntT8LTmDsuf+kIwBZiQIw1pyANI4N/tpd72pZQZeW+lwXsSHZ/YvveAMgXgyyEgHo7+9N1e/0k6++FtYYx75hVM1zMysRAI76lVc2BgoK/xtRWv9ka1jqFhde61Pe598R7z9pAbCb0jceWCkCKJ17B7T8+1jdAL5BQOTrEMhK+L+5wKZp0eff5/ofeSkscZfgY58mQcjnZtoEahB9fWvI3wkoC/+3VXCZqjSAY7Z/Vow/29DpzAmA6mvfzb/4PsoOfKIezMtWwiXqIVoqkzoN0FD+Q4MXZ+rvuvGG9CyyWVvw80aaBCH/LnxuZonV2R/N8L/XWzCNf72fjFolF+eLvbYfpGzNJ9hj29LMRQCYnRk7R1gdPpTVqYFeXFt2KtIAQwPZEgC80P7Uf7yu+yfKmmG6OQW/R9HhzyANtQB8TmZNDFrXfoLh/5QZf871P0Qpr0uQMJ3kmycqAEzlMpv0H5AQe9NaFxCFct0UAPWgNIBBff1rMvd33Wh6fd1uA3vzLf8B1jcldPuz4HPxxgzWggwOrnMZfW/436CS7sY/aTb8zXx/FneGnbZtaDYFQDOEkdFzh6MA+7OcErA2CLKKAeVpgAHT+JdLPZn8297+1smueX5vfO0N5qKP1r+0wJ8FfybdgM9BPhezSqMAWF79X+Hcv97GP2k1/rx2Zynf7yXxCHriAsDeuGAmox/AhC0CsnoCUc/yGtdF7RwKNDiwLrsLV38vvf3nJjseduXCsxtR+Z86+DPpdEFmt87BOBkaXOdaH5zOQnkpuxMu7TV7P2VwPwKbfUl7/52KAHREySQp8inDKQFrg6AlIUkDsPpfQ1mGe8Hf8Yuv69gCzAYGof/0wp9Np0QAn3N87mV9BkRjDfCE/7n3X/RG3fgnLYa/GfLfS9nL9zvpSOS8IwLAHmE4Q9lmijqfEohFATaiAMZK5X9TDGQ5AuAUAe/+lTclvhBziBnGPxsiIOl0QKfOuU7Aa4Bk7zD/1uIt8prf+fOOrfv22vwQZTfk3ySRsb/djABkPQrQxDrBOjVC2Lx4YhEAjQ2ChGt/73Kpl3p6BikPcB6WvbEkQvP83u8yF3uE/bMDf1b8mSVRI8Lvzeda2nf803YOzDWgZFRodSCQYZmFSi1ba4Ojyr+ag4+lY7bS6PCH9BBlNyfjU2nm7bYkezSZr931rpMUQyhroe8Y1XrONXYKNMUA7wl+6cYbKG8cOXqCvvjlf6ODTz/f1vs0e8zR6pdt9v/Tw/T1f32MLlxYbOt9uNL/Da/9sVyOfX7u+W/SmbNHGwLAvLHD0Ht+bSxLvunEbE7YpvDaeB9lbOvhEO//5k79Y52e8MB5jbzM3ucT7uDBBz+0dfPrfjPJgUcH4ji5jYUe4tlArPC5sLcv4/l/Fc26ABYC3zAX/scefybS4s+v70ZBGUgGFnB8e+jbT1rnA58XUUQgj/bl8yHP+z1wGuDM2Rccvf+xFf/NJmz8t1D2c/1d8/47HgGwPzSexFTNy6dlhdZ57LEQOzf/9G/FHg342l3vim1m9bn+Q6bkE9bvXL30P5oiYLQQRoAX/dmnj9LJU2fo+aMn3Yt8Xw9dsvEi2mgu8Juv2IDJfjmHxeDBQ0fN8+AEHXn+BF1YWHL9fOOGcRpfM2ztNliUTZ4WFuZp9rl/sgRAiXqp/+wlcb317tf8zp/vSMjr30XZz/V31fvvRgSgqXDytgPfdlMGbHnqS39620t++rcPxPzeD8em9OubaGB8kKguCmP8m149duwDTq8+K5v2dAJeCy5ZP0HnL5yk+lyZalSP662fTsD4T9r2o5rDj6LjdXKlTv+DGdoqOPKfZt4eeuqBP70z5veNTVCUan20duxltPaiq7HqAQBWGB2+lDasewUZtXKsHm3Mxp/X1v05Nf4dq/zvqgDoltLpIHc8+cCeh5784p5YTtI422jqtRpWOgCAkuXFpdjey1y7YnFeuL3PLiC/I8eHvis2sSsCIMdRgCYTROKhJ76wO652wdhEwMLZs1jlAAA+li5cSJ33b7f3ZXmiX2q9/25GAPIeBWCsQpUnvrBr/w++sKvdaMBX44sC1AkAAJL0/k3ub+fFBx/8s+rBBz/Ehn8X5avKP1W2sGsCwI4CHCjAdTVJQjz0g8/ftaWN94itzTBmlQ8AQAQg1gjAU1/6s+ZQn8kCHPauef/djgAwOwpybVnDKh7/3Af5FlnN2rm02Th+kdriIgEAQIJrw2wr+f8nH9gz9tQDf3pfQbz+rnv/XRcAOdkjIAocBTj4/c9+oJVoQCxRgJjDfACAnBDj2nBPZOP/xT3W2mivkUWhq95/GiIAXVdA3YoGfP+z77/ve595/1iSF5UMFAECABJeG6Z1n/jEF3aPPfHF3ez131cgrz81tq/rAqCAUQBXNOB7n3mfluK1Q2qx1EygDgAAkNCaMKO7idkPvrDLXPtE0bz+Jvu67f2nJQLA7CjodWdFAx67/092mTcd9RvLHtFIAwAAEloTQiOVj3/+rrEffP6uonr9qbJ5qRAAphJiz3a6wNffdhL00KP7/ngyJArAx2i23X8MEQAAQAJrwqy9RqmN/+c+uIVEYb3+JtOmzZtNwy9SStFB2Vnwa7Bq3vY/et97dz1y33vH2lHYYSycQR0AACD2NUG5hn//sx8YM29F9/qZuTTZutQIAFsR7calSFYP7COf/n9U0YDd9kmECAAAIC0RAKX3/73PvL/IuX4ve9Li/actAtBUkHM4RxrRgO9++o92ffdTf+RSy+ZFxsenrfwR7wlQQx0AAIDIWgti2CfE59V+7/73jX3vM++D1+/2/lPl5BppO0L2jk+Z2fRBCOG4F/Z//D9BjR8Jz3NWn+v6ufN1jSfZ33POX2x9xVv+zxnnv/u1u97Fk7Jano+99soraGB0BJdkTry3Tm/0VCqXqae/Hwc/B5yfP03Hnz7Uzltw5b9rH/vH7v8T9vb3GoYxxmbGMBrmxmh80bg3b42H+d6gxn/2457n54QdpvcPAaAhAg5SRrZ87IAAaD7OJ87OV771/5qzBcAkNTbJaInRDetpdP3FWP0yvnCfOnKka10dld4e8xxaT4PjcO6yzPwLL9L80RfaeYvrm5P/Ht33x2O24d+yYughACyzZhr/zWn7pUopPVg7cVn6sDoFvn3vH7Lhb24T3LKaRCFgtpk78rzltXWzpZP/7RPPPmf9LiC7tLkW7G4a/0fuey8q/AO8/zT+UqmVV7Nf/jB7t5OIAKw+vvo17TPvt55+9ig/86FWoyWXvfKHcVlmccE+e5ZefGo2Vb/TxS+pUt/QED6cDPLsdx5p9aVs+G8er17GX+813fUtKx6909NHBIBH/t6cxl+slOKDhiiAGmuK4Mil61kg3dbqm6AbIJtw6D9tnDuJ2t0s0uYasHXsyksnBSr8M+n9p1oA2GMSp3HuKLGmCA5fuv6OUrncklhCGiCji/b59Ak3TJfMJq2uAaVKZceaKzdxsTYq/IOZtgfdQQC0qJzgWoREAwY3XLStMtAX+ThhY6BsUiqXcBBAPAKghTWgZ7B/bmTTxXfA6w+l7ZbtQgsAUznxAdyD8yg8GtA3PmLeRskoGREu/nM4chkkjbl2tJRmVQDorwGlSpmG1l9Eg2uttg94/eHstG0YBEAbIuBOimH+fRGo9PdS/8XjVBno03o+946jDiB7cNsd9+GnZhExf5eB0VF8MBkjyvyI3uFBGly/lsp9vThwehxIW89/JgWAzVacT3pwBKB3zRD1XTRChkaoGHUA2YMNbppmOAyvMw1Dbw8+mKx5/xrXviXu1o1T39hIpOgiyMYOt5kQAI9/999nFxcuHMA5FeGD7emhvrWjVBkMjgagDiCbsNFNQyqApwFioFRGBUDItd8zNEAD68ep0gdxFwXTVs2wzcqEw5jmX+7BXb88Zd5tM28TPb29dOVLr01V6JPp0hyA0Oc637u+tExL8+dI1OrSvwHzALIJh295HkC30jh8LW685mWpuyaBHqr+/1JPhXpHh0zD3+vqzbcMhqNnX9q/T1ToOQB8TT71+HebqRV2Wve8bsfHpyEAohl+ri7dRZ4BN+Nr19PFl1wGARBRANj/KC2fW6Dls35jgSEu2YWNP4uAbuwFwOcN9gPIJqr5/z3DA9Q7Mig1yhAA4bx45Fk6edw3VpmjAVtNITCTtt83dSkA0/iz4b+PJNPt+MAuXDiPq7clqWdQZajfqg3gal7vYgCyCRvgThti3gMAxj/beMP/vCb0r1tjCoBBHJxWRdXZMzLjT7Yt22/atjshAIKN/17imfchCgu0oQPMC73XFAEsBppcmJ/HgcmBCOhEKx5HitZf9VIY/4zTvOaNpmOwdtTnGIBovHDkmbCn3GHbOAgAifFndTQV9rxzZ0+rVBaI4sU1L/reijXFrYZJbpmGQ/K8xfPYJRsTycnze/J7s9BAzj/b8LXO1zxf++wMcNgftMfxF47oRqenTFu3PTUOYUqMP+9r/1CUxejKq66lnp7u96RmpgYgaEE4t0BDa8Zo+KKLcCXnAK4HOHP8BJ05drzt2gC+1rjjYHjtRTD8OeHMiRN09tQcle0OIWm+HjUA2iwtLdLTTzwW9Vq7/nU7Pt71zrZKSo7hrqgLHKcCNl3xElzNMcALwcLSBepbXKCe3j4ckBxEA7g1j432hfnTdH5+PnKdB6cTeLhPv3kPw58fFhcuWNd6eRDXeVwcffbpVoQ227yu7xDYdXllev+T5t3+Vl7LAmB4tLsTKfMQAXDS29dPI2vGTeWNefN5gwu/rPDvUiPd0xwE0zfc6AAplUrUM9CPjpAcIkSdTp86aQkAnxFABKBlOB3dRl1a16MAaYgA3N7qC59/7ml6yRA8lLg9hBMvHrVEAIsBkB8sw+607RjgUwzhd/4cnTl9yhIBID449M+5/zbgGTddnXKbBgEw1eoLOezCIgCpgPi9hfm541Y6YGR03BJY86Ya/2Splx40euhRoyG4Xi5q9BNimd4qFukyLC4AdAS+Fh8s9axci89SyboO+Xp8h1hYuRZ5fTw9f5KWFhdw0BKAPf82a2y2dFsAdDW+0k7430k3UwF5SwH4ThCjRA9etJHe2z9mLTwqWARsr1+AEAAgQcN/d6nPugVdi++oL9DvnXmRzp05reX1IwUQnTZD/05u7uaAoG4neifjeBOOAnR6ElpR+OzAKP23/vHABYf5pNFLrymP0nvKgysRAgBAPIZ/d6mfXlMZte7DrkUWCL9fGUbIPyFiCP07mejm35KLSq9mKgDEy+M9/XTn+KWRXsNC4I3lEXpbeZj+2ajgIALQIs8aJUtQ/0hljZbhdwn3wTH66Oh6HMQEaLHqX0VXq9hzU+p9Zn4OA4Ji5oNrNrb8Wjb+LAIgBABozfBzRI0Fdav87dBFdLqEaFycsI3hYXR5IVe9XhyW4fAMaJ+Z/hH6Vl/77WBNIcDhSy4iBACor5V3lofaNvxN2Pjf1YaIB2540l/eRtHnSgBwWObw00/iTI2Bu8YuiderMU+195QGIQQAUIhkvnFlf5xwKoBTeaB9nn92Nom3nSuyAJiBSksfnDs8XO5J5L2dQiBqXhOAPMFCuBNpsg8iCtA2bFMS2om2q4OA0jAJ8CQlUAhx+earaWBoOPHfP29tgBw2/Nn1L+tY7nDU/B25d5lbl0ZJYKUB+Tf8Rq8lfp/toP/1gROHaPKCPHeNNsBguL7s8KGnEvH+X7fj4+NFjgAw+5J40+cOPYnWwBa4a3SDafxLDTHTgRtvSrrb6KPXlEfoDzu8KALQKaxBWlar7Ai9pzRgnudGx64xvqEWoDW4pizBDrN93f770rDa7kziTa16gGRUW27hXCHnDLu1QN5tC4HGAgkhAPJh+K0e/i6f15zS++gIRj9HPm5PJ+pI7uz239f1VfZ1Oz4+a95NJ/He3K4R48CG3JOWXKHTU8JQIZB1w88RrjTUuqAtMBoJ5v2Z3bbtK3wEgNlh3hI5GCwAOIcDgrHa/noHU/U7WUOFSsP0ttIQZgmATNAoch2gHymPpsbwN7HaAkc34EPSIOG5MgfS4P2nRgCYSogt9G2UUEsE53AwHyCYNOcIrTYpUwRACIC0G372+OPo4U8KtAWGw15/gnl/tnFbbZsHAeAQAayKbk4iEtCcD4CiQDmcG0yq7S8JIZD2RRYUB2t4D7e1ZuicRFtgsK3gfv+EbAXbtpttW5cKUlVpZR+Y6ymB6khWdS88j/kAXjgsyLnBDhYkt317VpjelmF6WyUIAdBdMfo2Y4gepJ5MXT/f6hm0Un7AD3v+CeX9p9m2pcn4M6mdwmJvFbyNGnsmx8ba9ZdYt7jI+hyAnWOb6LMDY5m+aC+jOr1VLFnzBDBLACQJC85PGj30z5TtVNSm2hJ95oUfNIwA5gBYcNFfAnl/Nvz3dHPL30wKAIcQqJp3U7YYiMVSbbzsShodW1t4AcC5wLev25ybxbkxVGjRukEIgHgNf49V1Jen9tR3njlG7zz9IgSAyfzccXr+2djy/pzf38PGPw2V/pkWAB4x0BQCbe2hXCqXrUmBff0DhRYAv7b2ytRV/sclBBoRgUUrOgBAS0bBXB4fNCq5M/xNRuo1+syLT9KoqBdaAHDI/+knHovjrTi8v8c0+tNZOQcyOYjdTg/cbkcGuioCsioAOAf4nvHLcr+IsxDYLhYgBEAkw3+30Wvd8r5XxS3nT9Gdp44UVgCw8X/m4OPtFv2xwU9tmD93AsAhBKrURnqAjT+LABYDRRMAP7v+qkxU/scpBDgi8HIqdifI/Pw5OjV/VvqzNaNDNDo6WNxjUyDD7+QTxw7SNcsLhRMAbPSffvIxWlpsqUV8lo0+ZSDMn1sB4BEDTSEQKT3QrgjIogDgtr+PDq8r5CL/E6YA4IjAT4jl3P+tzzz7Ij373IvW/SnT8M8rDL+XUVMIrDGFwOWXXUyXXXqxdZ9nOLzPYf5PGj2FvCZetXiOPnriUKEEABt/9vxbqPifsb396Tx89rmTua2kB1gEXHnVtYUQANZufxe/tPAjQX9C2EKA8iUEnnjyMD3xlHl78jlaWFiK7X2veukmuuoll9IPv/xKGP4c8sGTz9HNi2cKIQBaNP5s8PekrY0PAkAtBDglsN0WA9VQr2d8LW28NPriljUBsHMNt/2tIdCAawNYCLyVljL7N7Chf+TRWfrWgSe0vfxW6evroVdd/zL60YmXWV9nEW7h4zD/g4Spkk24LfBzx58qhADgTeI0x8PPUiPMvzstk/sgAFoTA1O2EJiMWwRkSQBYbX9rN2O1y5EQeOTRp2n/Px6I1duPIgRu/PGXZ8rws8f/z4QNcWT82tnj1i3PAoAH/cyfPB72tBnKUZi/8ALAIQS4PoDrBKbiEgFZEgC/dlE+2/7iFgIsAtI+S4CL+R748jet/H43WX/xGP30a3/Muk8rn6SeXAzvSZoRUaPPHT/YaAvMoQDQMP5s8HMX5ocA8AuBwPRAFBGQFQFgtf2NXYpVThNrqFBKhQAb/fs/9/WOe/1BvP61N6SuPoAN/26jN5c9/Elxy4V5+sPTR3MnAAKM/yytDu0p3LaxRtFPeFV6gEXA+o2XhXYHZEUAcOFfkdr+4hQCjYjAUipmCXDInz3/NHLz/3Yd/ej1L+tuZISH91ihfhj+Vvm7k4fomtpiLgSAtRHcoafo3NnT3h/N2N7+viJ/1gZO9xUh0EwP8N4DVjxTp0UwCwKAW/6K2vYXJywEtndxumCajX+3IwErPfym1z+PZa0tfmzpPP3FqecyLwAk1f7s4bPB35nl3n0IgGSFABv/KVsMVMNEQNoFwLzpBTXa/uANxSYEeKgQ8VChzgkBDvv//ae+monj00kRYBl+sg2/geUsLlgA3LB0IbMCYGlp0doC3jb+bOwLG+aHAGhdDHA0YJtp/CdVY4PTLgA+MLye/nZwHB9mAlhDhWjBuk8SzvX/xd4vpCrnHwR3CPzXt7820amCVg+/afg5zw/iZ1N9mb5w8ulMCgDHeN8ZQpgfAiAGIVCtVHruuPiSy7aMrBkfy4oAOFyu0C1rX4IPMONCgAv+eMBPluDpgf/lLTfB8GeY3zt7jH5h4VSmBMDpUyfnjjxzEGF+CIBEhMDY5mtesb2np/eOLAiAd45fRt/qQdtfp7BmCdBirLMEshT698ICIK4xwty7z6F+DO/pHCOiTl+Ye5pGeTHJgABYWlzYcfDxRxDmhwBIltkvf5gLBu8zb9W0CoB/6xmgd45djg8r40KAjX+3e/27GQVgw7+bMLynW/zChVP0++eOp10AsKd/W/W17z6ATywaqAxrAftEu54aFaWp5M6RjQ1BglvHb8+aC9d7TKP1GhqywtWtVqXzsJ+sGv9m9OKFF1tzxjjE/zYasG7/bC1TOK+6cfub/lE6XEp11GWa12IYf0QAusLBBz80aV4ot5tO91RaIgCf6F9DHxi+GB9OSlgZKmTeogwV2v+PD9O/P/SDTP/tPBeA5wNEMfwsmp7F0pQafmz5An389PNpiwCw4b/HNPwz+IQgALrOU1/6s6ppfreZxtwUAjTWLQHArVBvGq+i7S+lQuCttGwJAZ1ZAn/1ia+07EGn5m8eHaJf3fqG4EhHc3gPDH9qYQHAQqDLAoAvBqudzzT8s/hUIABSx5MP7DGNP02ZBnmbeV/ttAB4/9Ba+kT/GD6IlMNCYLuhHirELX8f+sj9ufhbf/PXb5XuHNjo4e+huwWG96Qdbgv84vyz3RIAbOx3mrd9puFHgR8EQDZ44gu7t9hRgclOCIDDRoV+ZvxKHPiMCYF3GP6hQlmu/vfi7QaA4c8mv3/+BP3i4ulOCoAZ83l7TKOPPn4IgOzyg8/fNSF4smAjPZCYAPjVkU1W9T/IHtYsAVMINGcJcO6fawDyQHOPAKuHX3APP1r5sgi3BT5w+jm7LTBRATBt/n/n5p/+rVkcdQiA3PD45z44Zlrr7eb1s828H4tTAHyz0k+/OroJBzknQkD8y3fo6//8aC7+pit+/BX0Lz8+AcOfA35xYZ7+4MJcEgJgzvzfHvN+90te/9sI80MA5Jvvf/b9U6bh54FC1TgEwBvHrkh7uw6IwOj8GXr1vxygax97IrN/w3OXbaQDEy+np15yBT7QHPHA6cN0qViOSwAcMO/3XPWG7dM4shAAheN7979v0i4Y3NKqAPibvlF6/+BaHEwIgdQYfvb4n7t0Iz7AHHLD8gW6+9wL7QqAfeb/97zsZ3bM4IhCABSex/b9cdU05neYRt0UAnYboYYAmDdK9MbRy9D2VwAhcO1jT9J1Bx6lvoXFdJ7D115l3l5qCQCQb+4++yLdUF+IKgDmzO/Z099z9Zt+dxZHEQIAeHj0vveOmcZ9yrTv28z7apgAeN/ARVYEABQDNv4TDz+WKiHAhv9fX30dzY8O4wMqCJvqNfrSuSO6AmDWvNtj3k9fc8t7kN+HAAA6fPfTf8RC4HbT2E/KBMBho0xvML1/UEwhwGmB60wxwNGBTrPQ12sZ/oevuxaGv6D8wcIc/dLS2SABwG189/zQz/7+NI4WBABoke988v+e5HHD9oChFQHwy0Mb6N8q/ThARcYUhi9/5Af06n/7No2cPtsRw//wxMvpgGn4+WtQXLgt8MFzR2mE6l4BMG1+tefaLX+A+fwQACAuvn3vf6+aKz53D2wzDf8YCwBQXMNv1OqN+3ojHfRD33+SrjPFwLrjJ2P/59jL/57p8cPwAye/tHSG/mDxlN3GZ+wxDcr0y2/7b7M4MhAAICEe/vudY/9x9PKD80YJM3+LaPjZ4NdN42/eG8KuDzG/b3696egxuuGhR+jS59vfSZANP+f3OdwPgIy9F47t3Hrre+7EkcgeaBzPINetuXILcacAKKbhF7bhtz3/RgSgbgsBQUfWjtNn/tN/oE2mALjhO9+jTS8ch+EHibG1f91NOAqIAIBO8aXpg+b/qzgQRTD85kVar7u9/HqzK2Q1/M8CwHA87hQJw+cv0A2PPE7XPHUo9J/j3v1/+fHr0MMPorKZfnpqFocBAgAkyQN72fAfxIEowMVph/kbof76qnGveyIAYjUy0Pie3JEC+7kj58/Tjz36BF39zGG54X81G37UlYCW2EGv37obhyFbIAWQPeD5597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"path": "e204bee9d2984b298fad72e3d6803407f674ce77f5c8236f668eed5e248d8f79.png"
} | Generate code for a svg of a a close up of a heart shape with a white background | <svg width="21px" height="18px" viewBox="0 0 21 18" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:sketch="http://www.bohemiancoding.com/sketch/ns">
<title>Heart</title>
<desc>Created with Sketch.</desc>
<defs></defs>
<g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd" sketch:type="MSPage">
<path d="M18.3,11.1 L11.3,17.8 C11.2,17.9 11,18 10.8,18 C10.6,18 10.4,17.9 10.3,17.8 L3.3,11.1 C3.2,11 0.7,8.8 0.7,6.1 C0.7,2.8 2.7,0.9 6,0.9 C8,0.9 9.8,2.4 10.7,3.3 C11.6,2.4 13.4,0.9 15.4,0.9 C18.7,0.9 20.7,2.9 20.7,6.1 C20.9,8.8 18.4,11 18.3,11.1" id="Heart" fill="#F46060" sketch:type="MSShapeGroup"></path>
</g>
</svg> | |
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prI8yIKH7cXvVJaG7bjkApzzNBXaa48/GDjyHOpIWAeBPlrNexjU8mUQjdmGIELioU6QAKDoUF1WFrAiBI89NeeMTRwfOTUE2OgnA0ZzU+Way7HlgLLK5T9ehQRt0oHxIBxqJT6A7aUPDJHwHXROmrPHn8nQkEhAxaEVoXeLIUSiRTInEIgAi+rC81xLNOnDuaHkFbGccaz4T57w571A0atSBZr2CyuvujV4GEGZs6EgjI7vL+JgLOu6BeFERZUd7HhkiAEqYTxa9HInEMX1Y5osztPDT7VLEm+6Ln7tnEQDu8E5Rb3zg4KFKOm/J5DKq/oR5RpeCl4kzIozaLwIIpUJRxr/tbS8n5urDMVuJT7Kc9RSvF2IA/fsQU8L4TQSAO7SLeuPde/dVJj5KJLNB1Zm9GyKTZ8yyhVMJmGAcS7r6cEz/1TJegmU3Fyjse8Scg9J2vSPXQgAEg6Awj1CSSRJOwmp79Wa2iPaXpMAYZijNDAXMJdKXtXjnMmfEJKHNVi3c6yIA4oqgub6cWJcIQOE3cc+e+CiA6R2p4JO8CkmEHLClaienPQCD+7JsJY4y3HWrSpfgwBVGQhE0p5cS6yIAWoU3ZPJZ2EYLAIXrfz3H4G0VNXAThEubKABoNkRax3GC4/AmrV65EXZ6/qiLACh8ICl40K2aDsJCvZiYEGrIe8yfoAntfSkmAmC801AitAMCwHqmavq9CxVfCdt4ChcgUCsK8QZjom86Pq/lQLuzowcBYN7AreFANK7tFSIvTeoCQF6CnSyF9KOk/CHmHRw3BAAUToIxTT35lbEFSSF3IdO1A5jgRJDD0qPQKGLCvOe0gEIAlOeJGk/MftieJ53hLUsxvArLAHhBkBdEpKMkzHtOgwAorxPV0QiZ8p3JpgYr+9D4xFGrIgAKYhwQAOURHCKBMayGKYYYIGYr5ZADbd/kviMAuIFFd4aE9fQMyXSltP1w8kmG9AGwdR7JG3lwYeliuob3HQFgE8MlHKdbNCoZ9SZed0IlLwQA5CLYAVDJuNt8+IAbAAgA01EwQnhNAHigT0/CajtZAOcNAWAzNTyiFgEAkIOh4eFaj6Gioy91d94QAA55Ehh0AMcEwNBw3cdc5XOmy7UYEADwuxImmQ7AKCO0tbWZ9y3a3D5AAJSA7XtgR0Z2O9vulAOGHFS2dPfr5iatD4VRhxJITPxQ6SQOAIzbGOfkiXMm3p7/qOOMAAiSOOREtne87RBy74ve/+Wud+P6Ve/eL3fkn6vB42P/y6843IFqY4QMKsAEADhwpsyLoT2Uo6Xb8n+yzLPx9+verY0b3m+PHokg6L3Uf3QKsomPaRT5Rf3Hov/jmv9YCr7045sp52BPHv+T9+zRSdkGI/8/6z8u+F/+pv84Q2c2kjRFSRAAAPqMBhRIwjJiW9N9lPe5FNjDx+8puxDEDk69/Kp3YKzZP3+GNnGtqETERkEddjow/KeSvN7D4xPe88df6d8LK68/7X/hS7at29q+n1REGQA8RaHldOOSb7e2HmZ2HMo4jROU74UY84txjpEIgWMvvCjnPwxypi769nDReAHgf9GZQOUoq1aphPXcCy8N8pYv2iQCKAZUDYqFVPCiICuFzkFxybdb+ZIAXejz1p9lEAixJdXXiwCQiMAATvn2cEnntTWq/KI7vc+xw+ODOvBFMrghSUBWPYkDgH3iqyQupP0DiYwPsIfCrE4RoDsCsJRHdQ4IfYQiYIlxYAQtmgAAQNkpns06b04cmYyKbooImDFKAARfNJdakxB6XxLEEyrQ/8KzDvQH48+lTygGhAAAgLqRZxnidGbj7Bv/icFLAYKWfACdEYCTOt7kwNgh7Q1ZFrYXAtoWYdqKARFyB9CAbJfOiAuCvZQ8hoQ8ojxJmLnuwVhzPOraWjqcYi0CIPiiWib8vdFGtKUr7AHuDFwA19l8+CCrEXFBAJTiSCjmEaVFi7061BwvzClumPRFtz3Q2BD0m0wHMLDfJG/BnKKVwEZDOrp7T8uRduzWrN9osVcRy+KhU5xLIDVM+qIhMaH0NnNRtZh6MpbC0kWLuwc19qQRAOWjZa5MqM/yngkCQKtRiFmPMXpdWaEQkPHr4hQDAjBu3qinWrC4AqLuIkwxSxTVRgCKqPketx7je6BpP6+0ZQOFQkCsiwNAqnlDzk3JiO1FdExxmFol/U0kQ0PDhTjfjYoax6bPAwCojODANJsNqO20qm77BKc482fpEADavVrF0q5QDar3m4RNALCCEcOXYRJsYmYbrEMAaFeZe/bso0eaOxCM9CoUchfa3F2wkX0Hxl7H2Sh43tNX/6QKByjz3NawsFMYHdZKKgaUIYehXAGgfyAAQA6GhobqmjvEEkbB2CgAbB8MLbodgB0EZ7hXysMH97kRYKwAeJ1mBAAohs2HD7L+aZvW08Mni++ndTy1OqoJlQozFzkjCRDStv0hWgkASsCkuWa64NfHErMNUGhVKQC0k6B2jI442F7UQ6EmtpHrciqiMYOKBzBl3NURcgCKnjc1vEer5Gs2ehJXKAbUqknfapf5YYo7R5hQwEgSPDwomLpWQLVRANgO7QUATs4ZLN/WTwAAAIBBAkB3LXpVNC9lWLlkV8TOkYR2zfx5jZxftLAbZOuBQC6QUMuAdXQA83FhnDLXJ9vDSiMAhd2gmDVdozt2UiEgBiWAVbRpAnB13mMJoHzYRlcAirsvEC8AkAUnI58IAJSkEyjsvnB2EIP7mF5CXDdFLi9HGkN9YXZr5viGjV80z/GHkEzeRJ6qEpAAbEUhgpVWAJgoGLom2xaNh9AVIl7ilpez1jhpmPhFFdSYsZ6cCwU9kpSwQmfD0wZIgWIEy2oB8Pb8R13udGFkEkzGLgHYakhrsg8WDx8AwHZnL+ffk9CWHrxjAADmSesFQFWeoM0eqPHXPmLpeQYKWzDfZMiDpbRq9n1NmyffLOi16sa6gOiyrbsAmiZ3JNuXAUZGdjPdAmxjyuFjaQUA0VnHKGJZ3FgBoNGIlh5K0phNCgD2OBt40BZj+0muVQiAVlEXVnMj2jX8+tpMPgBQIKVHMArYiYEAKIjXXb4prbc+qFQAaFDCJPAApMCF7cOasdmJaNrSXg0auHw+WXy/bfL12aqEFZaNWh6AgQwNDSe9ZIpWqrd4SRCJlRQCAtS8Te2OAABbSdt3icLVTySWJwCKLvdqcyZ9TYoBAUDNvNASMU3AtF3sJA1Tb1CCN0eSWcEk1AIgHAkACJgaCwDUocsCIL4WQIsWgprAXFMTdCzdFnmKIYWAbFFVyTeq7XgTECEAPFG9ILoLRtMae2H9xbRCQHTICCgEVE3fUBkgHCUNljoNtZlvfS8a21JWvzN5ko8bFEzkxWJjVSxFBU9IF4xDp3fnG9C2gV9xA+fSLQFQtSfNRF4gdayKBQCFsUoTIADADdo0AQDUiU8W328pvKyq3XGZTiDMIwA4bSr9TQp5nVYCgAIMkAtU8j015WEUujStuxhQHgFQ9Rq8sTkACh3J+OULqhkCYBjr9D3rOOcZvQSQYEjJATBXaVZyb/buP6DysjZ3FxyHPg72CwC8UGthhwZYT9nb0SghDkno3p1FEiCDORM1Wo+E+lJqH6d+yGNsLiRWaG6c7t1ZNhcCMjqRLmEwG+8hK4TTEQAADgsSvmcmrIp+2iwAbM4BIH8BABAAYK0AKP7iWBMD/X2G7avgOmwzzkhC3lnbNZtocyVAKJgRC8sBK/QZEhTBdWyPMLaq+mDd++xNt4k2JwEaPZG7sIMh4UhgAACnBEDdyCQAijzz2BWVmxSqceAwo+mIvtFmWAEU4jRwzLb5WDX/ZY0AEEZ1XMDU4PoBrHIa8IzBFAFgyoCAaj0SAJex1eBa66CVXXzJNhSrnbohAJIMkMlhdBfEi43fQUG0MMGA6wKgSZvXbt7O1G62VwI0tqOzg8HYAYwAAIAsDoTJW4hrKQBsxvgwnY3bAAEcxmbxuur6nG1jAnSjhh3RFIwP0yVsA6TYCIBG9u0/6PK8ewvbUlo/cUcAJIR02Y1gnoBhAANUhO+F2j4nMn9YEAEojYS1dGO9aBcy6DMmxDCAAcwT5gD2CYCaGU9ETE5UwmMOFGECAOZtBIDFJK2hd2givCSAHeK1ZfL1aUgcrrTaYc7dW6U4FjprAdguAGxORLPCCFGMCWpMqcZIcWI3WwDkPz+kZXF/sc6xMF4AJBggoxvchW10MYq4jX0Ax7HRGDEuMfCFC4DSCiLYnEzHaXoAAM5gRO6QzqgshwFBLMPpoxiHXBkcAFA6LZogHp1VZm3PAbBZiLRtuMiRkVGr7olixKjtARiI48WAjBcAOR2IQ7Y1NmcBAAC4YyAP0USFOxDOOKRsAywQ3Uc3muaRmL4lCcA2hvMnDrM8Sx9xRwDorHsMpXsjAJAChSW3Ny39aonX3f30Q+YTPX2kPhEAm6u62eBBu1DSGMAWap4DgAAoGReWAJoxirJJh8/ZQYaG4hJj2paKFtZJwcjxKcuGCYloLUuX3pzI1/Lb3qm8M9dzACqNDigUArJiIMd4JVMmfqehoWGj+wUgAOI4MJZoY9oZf1eKw2D7mEuIwkyb0Pa6IrMkARYpAJILAVkhAGKSGZ8YDEHEpcWdB8jO+MTRpJe8M+g/TVhDF8MUJQIUlmuZO/Q5OYUKgNLCIAqZ9G1Tb5LCtb9jQ2c71ByPGtTTO0JibYYmQF7HYTRJBMxELAMYMf5iPOik60MAlAyVAKsbDKEBNb7Ti/E/PD4RORn1/XyaOw6gJwowdng87iWzA/7vPROuPWauSLq+KROu34bEZ10VT11YApgy+eLGDj+T9JJZG9RwzITUG9TdTz9cQhgC6OPIc1NxxvR0f0jdH3+zpkQAJPIZ4fgkOTwzJlx/wj57I9q4VjkAOZIyqhcAzfGkm3Vy56DwB3PbMzAcJhPSkcmpJ76P/3P7/174HzdjhEwlE1ACLQ/AAp49Oukd//NrPfE9IKl4yZ8rZgLxvWTSdf/RnycivNTFQf8ZCBgjMuwTkjAPRVy/lXOKFQIgYUKPU5VGdKgjk624kI1c44VwLT3oSEum3gsRNFMvv+q98to/9R7y874DB23bGoMAAGuQnAAR38dfee3xuAse4vxcMEl891/z88dfGSRaJH9hZofxnI4SBlVde4zTNm1yZCB1tMOGixT1e+P61biXyAA4M+D/jUiyk84kg+Hnq+vevV/uRHWqS1//77MdEwczmEEwUTYTJptVeWnrrQ9WC/jsVswEuNH32V3uFsi8N/XSq96tjRve7Zs3vIcP7j+OXPz7+X/x/njshY2gL5/0DKsTcPgPE9619StpDH2pFRolKn7Du5r7fXZlnAz+o+wbIsbz5o3rXszk88bb8x91d0xYl0wbFDII7t7eeGqgyA3lKFs9iFhMEIye31d2mfwdgi2V7WBimc7gYUgnW/EfH/sGeSXjNcwEInomwwQtYvYzEQVZP7/i9hexs8Zoqi/ra19FOWwn/PmjU6Wtuf/LXe/7tcu557RhW26GJKGJ8Yy4IWEYfc5vhNXghlw0VRVTXhdijE5odNs5307GxKw8/PcVYbzgG+JlxeuQvzvt5VsqaYffwX8/LxAjIghWLIkQtOiR9ebYCy/2jGxf5CLknUDghkJ9ydbvaE0EIOT2xo2ed7e1uTl41nvm2c7EsefbdN/6In0kInxnZAQgMLjvecWvI4oRnvMN8EZM1OFCSdfxsaogqeietE11IqA8fnv0qBd5lof8HLDhO6Rv+A/pI4teBcsXci1ff/l57jnNOgEQsrW16f3qi4AwIiAhdNm+ofOkJLCTQeGxARzvXzKqwMDIpHHKK3/9U9bpT+wUAUHU7ELJnq9cg4iAc6ZFBRAAMGheCYmreFgWl7/4W24BYG0dADH0sjtAlgbkIT9j/CEFrao+2DcuYvhlffl0Bd5Db3ms/6CsvjBm2W0SiqA12crGcbBgMmJjwocr+VqcBQBQnuGf9h+SLFRJ2HCHCOhftzShiNNsIAQWLTjFE6B6J3g0v8OLAAAox/if8bYzhU0pXCUFZNpBqHvGoKYKIwKn6DUAMQIg+bC5RIZpRoBCDX/L215bN7FipXH7rwPkmiQSINnWc9QVAIgn684yIgDAYCjO+E8b5vU/FQXwzK5gJtd2KdglAQAR81zW44ERAOAcigk6hRrlwGhdMtTDtolegmJQ775MONgKXJjnEAAAEYalSOO/RBNrRQoaXSoxQRDhBu6LCJoAAONvCeEWxhZNAXUn4ZRcBAAAxt9JEXApyK8AAAQAAMa/RjSDSAAiAGrLMHUAAAajIzyWwvi3Mf6ViQDW6qGW6Kh8iwCAuvK6JuMf1tC3Djk0qb++OSIAwC7CnQBZtz5TCAjq7EHmNf7h6XlWGSAx+td+6MqJmr0DgfbtP9gMz9OwkFCAnaBLQ93Ys2df70C8rFsCiQAAZKeKA3QyI+ear6991TspMThOW47lXZEJRP7vx+++7Z2yaSFS0nhR83tO0b3BlgjAo0e/dhEAACUR1PafseFa5ezwn6+ue1e+/vLx8dkBC8Gjx93bG73X3Lh+1cZbcsq/JzrvR4teDqYThv4f/YoAAHiMjgzZGOMvYefTNrSDGPVvL3/h3bxxfeevFt6e/6grD//ns/1iQQSACAGJGFgGRwpDrQhPBDwwlm0VMqsAWKXpweiBMVKMAOhb9zfe65eQvjzk553j1zf8Z3ZEAp7wIMT4WxgNsOLeAOib5/KdCJhVAGzQ9GA5WT3F057h4eHQ65fniLH7bv9/+GIg/L+n/sDCaMB0sDwD4DySuCt5AFm3PbMEAAgAde+/7W2fV2+s13/thytRXn9o/E8EYX9vhwiQqN78oD8S4y9JgrJt0BJOUyQI6sLUy696Q8OcBghQGEHo39hiP4+N9M1YIz0fGPqB+L9b9p/mIsXF+pWewIgQF6aRd1cAtQXACvIsdyIAABS9Ss/Q0L945mL8E8L0c4GBjyV4zULkZ93c/iwLtgvK1sA80RoiCOA8CABwkqyVsSK8/7ZnaOhftveJZ57glSsZ/z4RcMZ/Wo6LNkhegAVVBE9TJRAAAQA1Y2hIa5HLRdO+X5jlP2B7Xy7j3ycC5uJEgHy+BXkBzSz3jvwBQAAAgBeEkY0yCKHxjcjyz238VUWAINEHBRFSJbMZDDpRA7BuqipTALANEKznk8X32wnGXwyBUQV/QuOvsC0vl/FPIwJ6yxA/XDH5VqeNAhABANvINACzCoDPaW+oAYsmeYNhpn+C8Q+3+i3r+txABMzHvUaSAw0WAe2UZYI5BwBqAUsAAIO9f/ECZy3z/EPj39H9+f57SrngOYtFQJooQJsRAAgAAEvRcLStMYl/ofFPyPQPjX9hZbrj6gRYIAJavqhTFXQsAQACAKCm3v+MKV5gSs+/8DM6VEWAobsDFpO2Bf77+X+ZsfAQJAAEAIAuQ2HKhchWP1OMfxoRILsDDBQBYvxj6znc+sff31FMsgQwym8pUwBwGiC4QHuA93/GM6Tin4TS7/1yxyjjv0MELMe95vrVdRMN6cmoKMAni+/L/8+GURcLCh0BVCIA2AYILvBeMOmHBkDWfk+acGHiPSfU9a/M+PeJAKViQYadHRC3tfP0zms3vMYBQC5YAgBnUTgiUzz9Nd/wX/QfayOjo5c8A7b9idcsIfQE5qs0/mlEgCxjGMap7qcftnZ4/21vwPKA1DiIOV0RAAEAYGTnHhpS9Qhl8m8dOFj9lv9tg/lN0svmdO7z1yQCIsWILGOIITWMxR3G/0LUC6Xi4reXv7DpOGQAJbIWTGcJAIxHDgRSKJf7mLHD45Vfs6z7b23GnrR31iTj38cJ/3HRi9hCJ6H0A2NNHdsztbC1tTnjG/4w4tNSEWa9xMab//DGJ44a8z0AhNZbH3RKiwD4H0YSIBiPwhLAY0ZGR7WeIJgFMZIJgmXFN/7zJra1f11y4XNxzsEP331jTChdzlD3+8e0lzLhU6IZkhuwvvYVSYJgPSwBgBPIurkYzxvXr/a8aJmgr/3QVff+m+OVX79cewxdL2HrnQEiYDXuGntetEFFgv44mb3iL0IAXGCYJgCbECMixlImYHne2nyYe6uZ5AocHp+o9HtdW+/Gese+tzr3n//5rPFLb74IWPlk8X0pGzxwv72INIl0VN3eYRTg2aOTufITpB/eW7vTix4d/sOEJ3kkirknALrIPC/kEQDikbRoeyjaM5ZJVryshw/uJa2PZ0KMUZWTtnj+cSJmz779Z33j37HlnskyRZBYNx31fSUfQAxw1ci9l7ZP2HKp1E8lR6AxtN77bvK+VS8pQW3IvCSPAACj2Nra7HmJYvDF8Be9Zixr/1V6o/J940L/I6O7uy+8+OcFC2+lLAVcGvQLuafidR974UUjLnTiyKT38P49LUWL5Lv1SiH7D+lbTb9vmSJ2AHZCDgAY4eWLQVi7/IW39v++6P0sIqCMhLEjz7Uq9f5/StjvP9Z8Zq711gfW7boJ8gEihYvc3zQ7NAqdBP37//zxV7R77BKt6vVrv09f+frL3tKHCD4AU8gTAWArIOQy+mHWe1WZ4eL5V7mdS/aVx5X6HR4ZPfuf/st/71h8myUX4D0vIlIoCYEv7j9oxJq5XMPUy6/2rinvckCcyJWHRAQOjB0iXwB08VkVEYDPaXdI5RFtbT729MUjkom2KuMve/4lAawq5Htfj08+6/66tblg8/0OtgbOx7VBws6H0jny3FTh/UJEr+QLfP3l570qgyIEqTQIlQhfmgDK8HRlu5SEQnth0M1qw6Di+ctEXyVi+BIm/fnAgFqN7ArwnyKjGNIfTDswSPqHRAPKSOJDDECV5E0CBIj07mRyl4cxxV9GR71nj0z2QrBVEi5/xNAJDKcrSBTgUtQvJSo0efxPRl2wGH8RAXKfFMSaNjGwnRdxpRehOnDwUOV9FaygU0UEAAEATyFhfllHFY+mrIlTZTI/MjnlHX/lNSMmVIV95/Mu9YkgIfBs1O8lD8LUOvsSDXjR7zdl7xSR5TGJCMhymfQXkgfBtAgAwBOGXwx+EQlUqRTt0JC3Z8++ntHfvXevt3f/QaO2YImHF5f4523X+nex1LbkM8x6EactSt+puhpjXJ+SvIDmHyZ611lm4qosl4WRNBGvY81niArATjIvFe7K86ndTz/8D9oew1+V4Q+NvWTybxv8fcbvtxaPLiYHQgbycRfW/gfxyeL7Uh1wMer3csiOPEwnXN6SqEUV+SyylCXtZKpggnJpvfVBZjuOAIBck2CZa/wy8YlHv883+KZ59iqIUErIel/wjf8Zl/uNLwLWvIhtgSLoJNxu09Y4EQF3b9+qpKYBQgDyCoC8SwBdj2qAtUMmPdnCVrThF0Mg4U5bDf4gwRQ3llw3/gGS33Ahqo1EIFW5PTMtYnzlEVawlEhYWbsaJPogOwh6bWZAcitUQifPHyMAQH3C8Sc5qVyXsIadCwnlbxdKaTpVS10hUrJQhz4UHBYkk1Y7qp1krd02sSfXK4mC8ihbDIgQkIRBOf5aTjik7DCUJQCoBlgTFMLXuYx+b9uTozXTxSAobPtbrlF3WogSAGFfq7pOg04xcN8XzLJMUPTZFvL+UmBLPteGXArQQq6E4byFgKgG6Djiwcikotv49/bkH530jv/5td5+a5m0XPVcFLZDLtSpT/liRyIAkYJHPGdXtr1Jn5YlAjn46OVXX++dOVDkSYHhMoqMWbYO1oJbRACgEHQXQQnX9Ot0VKpMwgk7JDqBQawb4bbAgZh0WqBO9vbyWQ48NtZ372wUkkQYCvcJX2STJEgEoKgIwCrt7x4yMcma4s+aEv3E25dCPJLhLaHdOp2TrhA5matjH/NFTzcuChAeCe0yIojD6IBEwkQY69wBIWNXkgSlMBflhZ0ll3LUkQQIDiGew4/ffaNlf7MkJclaZJUn7hnu/S8HhrCuyI6AGS+mOJBpJYKLQpYKZElMxotEBeS766ox0EtGvH/PF+GtWolvIgAFRwBab32AAHAI2d7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} | Generate code for a svg of a there is a red phone sitting on a white surface | <svg width="50" height="24" viewBox="0 0 50 24" fill="none" xmlns="http://www.w3.org/2000/svg">
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} | Generate code for a svg of a the spot logo is shown in a black circle | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="16px" height="16px" viewBox="0 0 16 16"><g transform="translate(0, 0)"><path fill="#000000" d="M8,0C3.6,0,0,3.6,0,8s3.6,8,8,8s8-3.6,8-8S12.4,0,8,0z M11.7,11.6c-0.2,0.2-0.4,0.3-0.7,0.2
c-1.9-1.2-4.2-1.4-7-0.8c-0.3,0.1-0.5-0.1-0.6-0.4c-0.1-0.3,0.1-0.5,0.4-0.6c3-0.7,5.7-0.4,7.8,0.9C11.8,11,11.8,11.3,11.7,11.6z
M12.6,9.4c-0.2,0.3-0.6,0.4-0.8,0.2c-2.2-1.3-5.4-1.7-8-0.9C3.5,8.7,3.2,8.6,3.1,8.2C3,7.9,3.2,7.6,3.5,7.5c2.9-0.9,6.5-0.4,9,1.1
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"path": "bc345afa58dd3cd16c758e1d1504d8cc41126665e93ab9c4df9baf6016aa919f.png"
} | Generate code for a svg of a a close up of a blue envelope with a white background | <svg xmlns="http://www.w3.org/2000/svg" width="48" height="48" viewBox="0 0 48 48">
<path id="Shape" d="M48,48H0V17.446L23.98,0,48,17.446V48ZM24,28.554,4.948,44h38.1Zm20-4.838L33.342,30.978,44,39.612Zm-40,0v15.9l10.659-8.635ZM23.982,4.944,4.428,19.17,17.9,28.348,24,23.406l6.1,4.94,13.47-9.176Z" fill="#0e6c75"/>
</svg> | |
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"path": "e6d149cb2527cdac698e9fa1e236f3ce3c53684193afbfdd747dc72246215612.png"
} | Generate code for a svg of a a black and white picture of a chinese character with a tree | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 1010 1000">
<path fill="currentColor"
d="M441 235l-33 61c-39 -41 -101 -93 -160 -136c-32 49 -68 96 -105 136h241v65h-106v108h135v65h-135v276l141 -30l4 61c-124 29 -255 60 -349 81l-16 -67c43 -7 98 -19 160 -32v-289h-149v-65h149v-108h-96v-44c-16 16 -31 30 -47 44c-6 -17 -23 -57 -32 -75
c77 -59 155 -150 202 -248l55 25c-6 14 -13 28 -20 42c60 41 122 91 161 130zM349 773l-44 -16c16 -48 35 -128 44 -182l55 18c-18 61 -38 134 -55 180zM88 600l48 -13c18 58 34 134 39 183l-51 15c-4 -50 -20 -126 -36 -185zM715 568h135v-179h-135v179zM518 568h127v-179
h-127v179zM645 152h-127v171h127v-171zM850 323v-171h-135v171h135zM452 86h466v600h-68v-51h-135v320h-70v-320h-127v57h-66v-606z" />
</svg> | |
{
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",
"path": "e09c5e1a7ef277f1a33cbaf0c54e89809efe0d178e299f3f2f367eef5b61f591.png"
} | Generate code for a svg of a a black and white photo of a chinese character with the word | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 1010 1000">
<path fill="currentColor"
d="M439 309v52h66v-52h-66zM505 120h-66v50h66v-50zM589 267v-55h-150v55h150zM657 381v27h-277v-335h273v47h-93v50h86v139h-86v52h97v13c42 -18 80 -42 113 -73c-31 -44 -55 -95 -73 -149l52 -14c14 44 34 84 61 120c26 -35 48 -76 63 -124h-197v-56h222l11 -2l37 15
c-20 89 -53 158 -97 213c33 32 71 58 115 75c-13 11 -32 34 -41 51c-43 -20 -81 -47 -114 -83c-35 34 -75 58 -118 78c-7 -13 -21 -33 -34 -44zM494 695v60h313v-60h-313zM494 591v58h313v-58h-313zM494 487v57h313v-57h-313zM426 803v-364h452v364h-452zM167 564h115v-173
h-113v54c0 36 -1 77 -2 119zM282 159h-113v166h113v-166zM347 92v781c0 36 -8 56 -30 68c-22 11 -55 12 -110 12c-3 -17 -11 -47 -20 -65c38 1 70 1 80 1c11 0 15 -4 15 -16v-243h-119c-8 115 -27 237 -69 330c-13 -11 -41 -28 -58 -34c63 -139 68 -335 68 -480v-354h243z
M553 809l63 23c-57 47 -147 95 -221 125c-11 -13 -36 -37 -51 -49c74 -24 158 -61 209 -99zM692 840l52 -36c77 37 165 84 216 117l-68 36c-46 -34 -126 -80 -200 -117z" />
</svg> | |
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",
"path": "emoji_u1f470.png"
} | Generate code for a svg of a person with veil | <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="veil">
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<stop offset="0" style="stop-color:#EEEEEE"/>
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</linearGradient>
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</g>
<g id="outfit">
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.998" x2="63.998" y1="28.0398" y2="5.8538">
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</linearGradient>
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<path d="M63.4,94.45L63.4,94.45L63.4,94.45z" style="fill:#DBD6CC;"/>
</g>
<g id="hairGroup">
<path id="hair_3_" d="M98.51,79.85c-1.25-2.27,0.34-4.58,3.06-7.44c4.31-4.54,9-15.07,4.64-25.76 c0.03-0.06-0.86-1.86-0.83-1.92l-1.79-0.09c-0.57-0.08-20.26-0.12-39.97-0.12s-39.4,0.04-39.97,0.12c0,0-2.65,1.95-2.63,2.01 c-4.35,10.69,0.33,21.21,4.64,25.76c2.71,2.86,4.3,5.17,3.06,7.44c-1.21,2.21-4.81,2.53-4.81,2.53s0.83,2.26,2.83,3.48 c1.85,1.13,4.13,1.39,5.7,1.43c0,0,6.15,8.51,22.23,8.51l8.95,0l8.95,0c16.08,0,22.23-8.51,22.23-8.51c1.57-0.04,3.85-0.3,5.7-1.43 c2-1.22,2.83-3.48,2.83-3.48S99.72,82.06,98.51,79.85z" style="fill:#543930;"/>
<g id="hairHighlights_1_">
<radialGradient id="SVGID_3_" cx="100.0223" cy="45.8498" gradientTransform="matrix(1 0 0 0.4912 -21.8237 59.6284)" gradientUnits="userSpaceOnUse" r="23.419">
<stop offset="0.7275" style="stop-color:#6D4C41;stop-opacity:0"/>
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</radialGradient>
<path d="M63.6,95.79v-9.44l28.57-2.26l2.6,3.2c0,0-6.15,8.51-22.23,8.51L63.6,95.79z" style="fill:url(#SVGID_3_);"/>
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"path": "73cb949b8b245dbbe5e26778def704ab1e4b4c7ce0e4c0c01b67be48f385ec96.png"
} | Generate code for a svg of a a close up of a computer screen with a flag on it | <svg viewBox="0 0 72 72" xmlns="http://www.w3.org/2000/svg">
<defs>
<linearGradient id="yellow-gradient" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color:#FDE02F;stop-opacity:1;"/>
<stop offset="100%" style="stop-color:#F7B209;stop-opacity:1;"/>
</linearGradient>
</defs>
<g id="color">
<rect fill="#d22f27" height="38" width="62" x="5" y="17"/>
<rect fill="#1e50a0" height="21" width="32" x="5" y="17"/>
<polygon fill="#fff" points="20.081 24.089 21.313 20.089 22.553 24.087 19.315 21.618 23.315 21.615 20.081 24.089" stroke="#fff" stroke-linecap="round" stroke-linejoin="round"/>
<polygon fill="#fff" points="20.081 35.971 21.313 31.971 22.553 35.969 19.315 33.5 23.315 33.497 20.081 35.971" stroke="#fff" stroke-linecap="round" stroke-linejoin="round"/>
<polygon fill="#fff" points="26.581 27.471 27.813 23.471 29.053 27.469 25.815 25 29.815 24.997 26.581 27.471" stroke="#fff" stroke-linecap="round" stroke-linejoin="round"/>
<polygon fill="#fff" points="13.581 27.471 14.813 23.471 16.053 27.469 12.815 25 16.815 24.997 13.581 27.471" stroke="#fff" stroke-linecap="round" stroke-linejoin="round"/>
<circle cx="24.75" cy="30" fill="#fff" r="0.5"/>
</g>
<g id="line">
<rect fill="none" height="38" stroke="#000" stroke-linecap="round" stroke-linejoin="round" stroke-width="2" width="62" x="5" y="17"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a yellow honeybee buzzing around the garden. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8d887" d="M0 0h96v51q-15-8-15 8 7 7 15 1v9h-8l-1 5 4 16 5 2v4H82q0-8-3-13 3-5 0-8t-5 0q-1-7-5-12-4-1-6 2l-4-4q-2 0-1 3-6-5-9 2l-1 11-4 4-16-14q-12-3-18 7l-4 1-1-8 3 1q2-3 0-4-5 0-5 5l-3-3z"/><path fill="#ae9548" d="m55 40-1 2q-3-6-4 0-1-3-2 0v-3q-1-2 1-2h4z"/><path fill="#f6d455" d="m63 35-2 6-6-1-2-3h-4q-2 0-1 2-2 0-2 3l-1-2q0-4-2-5 1-3 4-3l5 3 7-2q2-1 4 2"/><path fill="#67542d" d="m63 35-2 5h-1z"/><path fill="#f4d234" d="m67 37-2 4h-3l2-5q2-2 3 1"/><path fill="#807138" d="M67 37q1 3-2 4z"/><path fill="#b0a372" d="M43 35q2 1 2 5h-2q-2 0-2 3v-7z"/><path fill="#fde6a6" d="M96 51v9q-8 6-15-1 0-16 15-8"/><path fill="#fdefc6" d="M81 64q6-3 5 5-8 2-5-5"/><path fill="#f8dc8b" d="M58 64q3 0 3 5h5q-1 2 1 3 1 1 2-1h3l-1 11q-6 3-4 10l2-5q5 5 9 0h2q-3 5 0 9H56l-1-2q3-2 3-5h-7q-1 2 2 3-2 4-5 1l-1-6 1-10 11-1z"/><path fill="#fcf0c3" d="M75 67q6 0 4 6-4-3-4-6"/><path fill="#fdebbd" d="m58 64 1 12-11 1 1-11q3-7 9-2"/><path fill="#9db35c" d="M66 69q2 0 3 2-1 2-2 1-2-1-1-3"/><path fill="#fde9af" d="M79 83q-5-2-8-1l1-11h-3q-1-2-3-2h-5q0-5-3-5-1-3 1-3l4 4q2-3 6-2 4 5 5 12 2-3 5 0t0 8"/><path fill="#f7d67c" d="m48 77-1 10 1 6q3 3 5-1-3-1-2-3h7q0 3-3 5l1 2H0V66l3 3q0-5 5-5 2 1 0 4l-3-1 1 8 4-1q6-10 18-7l16 14z"/><path fill="#feeec1" d="M96 69v23l-5-2-4-16 1-5z"/><path fill="#fef0c9" d="M71 82q3-1 8 1 3 5 3 13h-2q-3-4 0-9h-2q-4 5-9 0l-2 5q-2-7 4-10"/></svg> | |
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ffrSdaUP/5GmSkv3/AMiaAYgyiSewuAYGAMAABCX6V9mVkgX/Wv8/CgCArNDolfJIGZuYnpIyZlh67aNt+796EYoBAQyAzJxx7R+p+G+tbMEI+v+B9FkAbmLHxyZl3X0UAwIYgABAU3xKt9oXRU9IAACpDQA3sQNsRNbdXwsDAGAAJIdH0ZfLuN/JIio4ACBzBqBc5ms4tuTaRzoOfvXlnTiTAAZAQhZ/6pEYb3/WyrbfNJEKon8gfeOjlMm+kBUFDzAAAAZAUtbK2P6UR8oR/YMAZACisl/Faxd/6v9iL9z4CswJAGAAZIPG/isS7rfkqVMAMq7lsckJidsQLBMMYACkY9En/y/OH9pklNEIU9AFAAJBhP9P6ktZxQJBAAZAxui/XdaWpwoFgCAgVPNreWhiVOav0L7wkw/HD990SQJnE8AAyMPlsu54MgMAAwACYcSD8DXakQUAMACSsOBfHorpfXdSUiF/8RQAyQxAeUUArmUVowEADIBErJW5Ex3Rf+lUceFxksnpKW0Ddq9lFoQprdfO50HF0a9ditEAAAZA+EaHsdXSRkzRCly16RdwJKLNipgt6uk/V5SVa3PPe8341CSb1sUt3SCk/zwqcQW8U9dzQOwsRgMAGAA5DIC6Vub9nw5RBiDKxZ0EXhNxLvbVtAiSJupRX0TdDrTPad/EglmYZmO6aRidGJ/5dwjuxyB8jdUwAAAGQHDmfeIPbby9icm6/0lRCZ4BoIhdE/uyMq1fOKJEsgQ02KS+60zmoqp25nepjMHI5DibnJrSVtAb5T8HJgvAv/PIhPTfB2sDABgA8aMNJnX0r0g+BwBF7TQDHDX6FMWT4FeWYU2qvDepngXJrlsgUzA2OcnGpyY0c0AT6siYHVKDYWljcz/xh/bjX39lF65YAAMgbnNzucx7TwIqU8qUVnyjft7UY6q/HjhkDCrKWC2rZE1ppoCi6TEyBfqj+N8jwgKS1aK2BQYAwACISOvHH6Thf20yfwdKFYvcVFJkXxOt1MS+uhwFi36YgvrKalbPqrV/p+oIyAwMT4xpmQIR9zkQ8q9q8wEAAAMg5v2ptiuq9N9BqGGAtCxxNRf8mvJKjFAQEKqlICNG25zqOs0QDHMzMMLNwOD4qFZP4Ps1TddzMApb21o+/kDsxM2vxnBAAAMgIKtlb2a0ttLHeIkK9SjCr6uo1sSfBAbIZQjqKqq0rbW2UTMAw5oZGNEMATIAJYPhgAAGQNQMAJXRyUwVzQLocbRExWeNlTWa8FeWR3HXBAgydHRuaSPIBAyQGRgbYVPqtEcGIBIgA6BiOCCAARCNORvuj/FWpk32YiOv9p7Evp5H+dSfHEXhXmhIZQdYXZNmBAa4IXDbDEwHYzbAFO24igAMgIA3ZhCaGDejf8ouxKpqWSPfypDaDz2aAeSbZgbGRpKGwBUzEKi1LeM82Iif2vKaBK4gAAMgTOSsrlZwvnOIlpWx5up6raGPYjw+MDMDlclsEKtnrHd0aMYMOHMNBmtyKxWrAwIYAOHuynZVcgdAffFOZAAouqfGvLmm3vFFcUDwoSwRbRNTk5oZOM23iRKmLNaWtw5WW4M6AAADIFgGoI0FYAhAKcnS2ooq1qQ13nW48oEjkTuNJKCtf2xYMwP0WNylHSgL0IarA8hAKLLisfVd7fxhh+zfg6L1BXVN9qL9SISLfp0W7VcgxQ9cZlzPCpwY7mdT09ZrBfb1HgvaoWjq3dqO+QAAMgD+R//BqMxVmfUMAIn9vNoYa6iqQUEf8Ay67ubWNmrb6ZFBdmyoVzMFFu7RoEFZgC5cEQAGwHflVFcGxckUSpXSBD3z6mLJoVwA+BkCV9dpG80tcGywV5tsKM89GrSv3w4DAGAABKA6Mtw+PF0TBP03jZRomtf5dU1I8wPh0OYWmDNfMwJHB08bzjhYWV4RqCWOOatx5gEMgM98+Cs3xu84Uh0LQpJRUXIzAHNq6rW6AAg/kMEInDVngbYg0fGhPnZqeCDN3AZkUeBZs45CQAAD4DeP9i5tC0p2sSKSXAmQCvu0ftaaRu1nAGSCFiZa2tiqXb8v9J/QZhvURrgEqxcgVv/Pv48P/NtrEzjjAAbAJ54bbg2ME6coaUF9E4QfBMMIRCvY2c0LtUmFxiYn2JHB00H7itT2wAAAGAC/aCwfXt03WS3996CIaUXrEm2OfgCCBM1CecmSc7Whg386vEdbnTBABmA7zjCAAfCJ3snquMz7v7B+Dls5Lw7hB4GnpaaBvfGsl7L9fT1s19EEm5ielP0roRAQwAD4xe+3vSP21r+oUhoAml2NIv5W3igCECYo27Wwrok9d+oIe6rnoLTfA4WAQHQCPRNgzT/9tp1JNgNgLY/0z+fCvzQ2F1cnCD3UHfDo4T2sZ6hP1q/QNPzvr8eMgAAZAK9ZUNnXdnisUZr9vYAL/9lzFmBVPgBSJp4b4tVLL2CHB06x7qP72JB89QGYERDAAPhBFRteyVTxU+iU7r9o0dla9A8AyIVqYag7bHfPQfbcycMwAADAAORn7+j8uMj7R5H+xVz4F/HGDQBQ+H5pm79Mu192Ht2nLTokAUtx5gAMgA/UlY22DU6JGVWf07yQXdB6BtL9ANiEMmZvOLON7e45wHYfPyBDBgAAGAAv+f22t8fe9OfKmGj7VRut0qJ+mskPAFA8ZKAX1TezRw49K242QIUBAOIS2FEAL/t0Z/tjAwuFGgFwLo/6XzQXUT8ATjIxNcmeOH6APSNsbYDaNH7rX2EkAEAGwCv6JqvioiwuUltRxV6+6BxE/QC4ABnqVQuWa/cXZQPGp4SbQAiFgAAGwEsSI01xEfZjWdM89tL5y7FaHwAus6ihmb2l9iL2wIEntdUGBSKOswNgALwU3uqTK/cN+1ddT1HJKxafyxbzRgkA4A1ktF+37CXsieP72ePH9sMAABBGA/D88BzfCgCbqurYa5aer6X+AQDe86K5S9nc2hi7f/9uEboEVuKMABEJ7Jqy8yoH2pM1AN5u57YsYm86+6UQfwB8hmoC3nTWS7khr2V+tAVpWwxnAyAD4CFHR+s8/TxKPV648Ey2vGk+rioABIGM+OuWr2R/PrKXPX/qqF+7gaGAABkAr+i44YZ2L/19U3Udez1vZCD+AIgHmfNLFp+rGXSfcgDIAAAYAK/4/qGXenZrz6tr1MSfTAAAQFzOa1nMLl1yLjcEZZ5bgMg/3IMsAIAB8IIX1Rz0JANAEf9ly9swxA8ASUjdszRKB1kAAAMQQB4fWszvONXV7dLF5/Fo4jxcQQBIBmXr3sBNgFYc6HI7kdpUVUUGAMAAeMGq+gMr3XLyFDm0x1/MzpyD/n4ApDYBZ67SHr3IADBkAAAMgDf8ZeAMV242SvVTo7GksQVXDgCSk7qf53hTv4NlgQEMgBfUR4YdNwAeNxYAgGCZgDiONoAB8ABVKXe0v62uogriDwBMAAAwAKIzOFXh2HtRo/CWcy5C4wAATEAptOMoAxgAl/nd966IOdkoXLpkBYb5AQATAAAMgOi87o9XOZb+fyUXfzQGAMAEOMJHf4WRAAAGQBYGx0dxEAAIoQmgob4uZP4wFwCAAXCT5RWHHHPZ49OTuEIACCFU+LuidQkOBIABkInnxxc55rJPjQzgCgEAAAADEDaODfbiIAAAnKIdhwDAAEjC+NQkO9h3AgcCgFAGAKdxEAAMgGQ4OuVmw8SfcJUAEELGxmD+QbAJ4gD3eKlvUBsZZX/T9Chb07CLzS3vZb9W29iwgsV/gsz8ylOsOjJu+fVHxuaw0ekKHLiA0ji9h33jjK3s9/0r2S97L2bHJxqFC04AgAFwkLnRPvY3c/7EXseFv4abAH0ZT7Zi/Hb258prcYAkEvIqvtHPRCw6wJrKB7Wf0593GjIER7kxSLFvZEHO8zAOcnDW5J16IPBH3iY8qhmB/zp9Eds3OtfX4AQAGACHmceF/12tf2Cva3xcE3xN+Bkt45lcyPOMyV+zPdG3s77IWThYArCs+igX9UEW46I+v/KkJvgk6lU2Ing3oM+P832bae3Tfs7mqG4EyBD0TtZr/z49Wcd6JzDxlN9E1UG2YPLBjOde1/gYez1vHx4fWcp+fOJV7PEhDBEEMAAiYtllz6voZ+9ufYi9LvYEV/tp0v00Mv7BXjL+DfZA1VZcMR5CIr+g4pQm7suqj8yIflAyFWYmITEyXzMDR8eaNWOwbwTdT55G/xM/10wAUxT+LyWjRXhxzQH2kqV3sMeHz2A/6rkURgDAAMhmAEj43zP3YS78u2fS/DlkPdUy2c3O5A3D3ug7cNW4FD0v4KJIgkhiL0JE79sFzI+BdhHX78nIGBwZn8PNwQIta5De1QCco0Y9ys6b6JwRfsoCKvSzmu4FVPbi2oPsK7U/TRqB45ewx4YW4+AB6VAC940++ivV7Fd1ZWPsPfMeYWtb/qKJfjLdP538mamzZsDguaRJmGY7am5jfZGzceU4IPiUyo9zsadHt/rlgwp1H1BmgAwBPcIQOMOrRq5hrdO7tKZRoQyAknxUaMBU6mft+YhmDFKvoUzAzS+8gR0bb8j/Af/vrxUcZQAD4LEBeO/8P7IrWnYmi/uYmmsAVHXmeaPnVP4cmYFxVsvurfsZm1DQV2sXEvrzavdD8F00BE8PLdUeUUtgnzPHf8ZePP6NZMSvpBkATeizDIDJc3efWMV+eOzlbHCqEgYAwAD4bQAubdzHPrroATa3oi8twk9G98ZiPz37GqPn+P/6ImeyP9R8AyagANRnny76YU3p+0GqdiBlCEB+WqZ2slcO/7Mu5JG0SD/XAMw+p2cCskzB0HQl++HRl7O7elbCAAAYAD8MwJk1J9k/LH6QvaT2kC7201npfKPn0sxA6nk2nWkc0kzAQ7W3wgRkkSzYO8pW1T+HKF+g7MBTQ2ewpweXao8gk8ap59ilw//EKthQWvQfMRX7VPeAsQGYfe75kVb2tf2vZXtHWmAAAAyAB+LftrL+yM43ND/D3tD8tKmQz0T+TM2K9g0MAJkEZmwKaFjgQ3XfDL0JIKEnwV9RdyAwVfpBRjMDQ9wMDJ4R+jkJGrj4v3LoH1mUxF8X+wwDkF0LQJkAIwOQ0W2Q+dwPj17Evn/4ZTAAAAbAbX773cvVzII+qwZgOqtroLABoJ9J/MkE9JeFqzAQog8zIP01PHE/axu+gUf+gyZCniz+s28AdAOR9tzekVa2ae8b2NFb/h4GAMAAeGsApnMr+i0ZgOms4kCD53R2V69nz1e+M9AXC/Xpr6rfw1Y1PAfRD6gZ6O4/OxTdBOeO3sbOGf1ushE0qOo3NwAGNQI5piDXANDWM1639V1X/2gDrjQgCsGcCVAt7gVqCW97wchW1jz5F9Zd87lAdQmQ6K+oPYA+/RBA55m2INcM1Ewf0aJ+ulcttSNKkb82+GVrxVAfrjIAA+CpF1DN1Vu18Hc2zAClFF/XfwV7tuoqqbMBVK2/qmEPRD+kaOefMj18S5kBygzIPJqAZvZbPvYTtmzsjuQsf3bVPm9joOqzBgIAAxDg7EHB1ILWuFA2YBlvbJ6t+iA7WPHX0jT61J9PQ/YoCgQg2wz0TtZptQI7B86WauKhJeO/YueM3qZF/460D4p9s1CCvQAABsBdbVedfDMNamwuZd9ii+LDbMepVWxnv3gLCaXS+yu46OdbuAYA7XopH2SXxJ7UtpQZoJkIRewmIONyfuVO1nTsq9aE31TYi5VuSD6AAQhiGsAyTbG41mheMfcB9qaWRzQT4Hf0RCn9lOgjvQ+cMAOpbgLNDPg8moCu7fPq9msZC+LRI0ds3/lKUb+H4AMYgEAKebFvU1+/MCMiyY6evJilLTUxT2rOfczGB9yItlPdBFfMnZ2FMLVOgZuGIDXbJF3fJP7Z1zfdgwMDh/2P1eEPAAxAgEyBJQOwoGD0RNDyr9oKb+PN2hzuxZiC1Gp61CDOrzg5s7IeAF5DppO21PVNhje5gmGzdq2PcENQTBaMru0mfu/EtbUkktd4oeGoDfweLGQAIPYABgDa77D4L7T8Wm35V5N14a0IvxOp/LHxATY+ZtyY1tQ0s7KyCtwtIcLseqDrgK4HW8LNRZq27OLSUYtGgIS/2HknYrE4O3T4zyU2G/qSwADAAATNFLjjCppiS0t+Dzci+IGBI2x4+AQbHjnJxngDbyc6Sjb+LZoA0EYZjsqKetxFEkPXA10Dw8Mn2eTUuK3rIWkMK7Uou1q/JuxcD2Re3c5Spczr1JTVri+b4TuifQADAErJALgdyfWeTmgNfT9v3K03hLlM6QKRLhKVlfWaEaBIq4F/Z2QKxI/s6Xo43bu/5NQ4mYakiTicIbh07dM1QUWwIkDX5eneBE4+ADAA7lNMmtRpTpx8Vm/o3W34xsYGtO3EiWe1793UFGfz5r7Y9+8PMo0bXQfHjj0+I9puQe9PG30WmUMyhvPmvcjXTBGZET8MALoOAAxACGnwKfqnhp4a3qN8KyXSL+XzyQjQRo3/woUXspbmc3BB+BjtHz78Z3aaG0E/rgcyhnQ90kZZgUX8ejArjHXXAPhzP0L8AQxACPGjkaOG3i/hN2v89+3r0vZrWbzdl2MS5oifRLfU4jcnoW6Cp585rInxGUsu8TRDZL8OAAAYgHBAc3g7XAjoZcRBqc2DBx/WBFfIKJTv19PP/FI7JsuWrUbRoMukhF9UsSMjsPvJO1lLyzncCFzqWc2I9ToARO0ABiCgYs9cHwroVf8/NfAUYctS3KQ1/Lvv1NLA8+a9GHee00ZrnDIu93k/5r1IqJuIuibOPuuvPMkOxZriRd8reVP58AsABkAcVHW6wF3prgvwov+fiqz27P2NsFF/PtNy4ODDWgX62We9ASMGnBLTk8+yAwceki7FTftL2SEyhNQt4CaedkHBFABJiAQuyFciXY7fiTbexu2Ghhp7SqHKJv7Z2YBdj/3I9Yr0MECGijJBMvdvU7cFXdNufgfqeqLCVN/0OvkhCVyxAAZAfBtRQqThXgaACuqosQ8CqegPJqB49iW6NPEMAnQduH09OGHOldLaDBgAAAMgnqwrjryZm/3/1NiLVNXtlAmgyI+yGsCuefpvrR89SLhtAvKacyX5H+eyAegHADAAYQr+Xev/pzRv0Br7jO934CFkAmxdDw9JU+xXnLn5pVbUKEYGQHGkkYAdADAAvuh5cRW8ShE3vhv9/6kZ3IIf0brT6AdP/INtBlPXw549v3H8ffPVAZTmByDvAAZAFLqLNe1Kie2A0/3/yaFdXaG4EFONPiZrMYe6SoJuBlNQRojMjndZAMV2g6DY/2UvrmIAA+AufYXvRqtSrxj8S/Gs/5/GdYdJEKnRD1qdg5NmkLpKwgSZHVrEylkDsNDq7W7rRYqFv3v9VXd340oGMAAuoxT7VwL1/1ODH9R+3kKNProCcjks8Ox+bl8P3mQActsDayWBztQIAAAD4KUjUBRrt6pi7Umn+/9pJb+w4nTUh2MiL/0Om2DjOoDCdUKKxdcZPwdDAGAAvKK70A2nmN61xRcKON3/H+a+8PExZACyGQvpMXHjPjAy65laXSCqVwplDgxJ4CoGohHEtQB6zZXbyhTAma+j2zn5L/O/9Wr+fzdIGZfKyjrThXqob36SN8RTU2MYrhdwCl0PdB2kroHh4RNSGtWa6uY8jr5w4l+xETCkvRsMAIAB8A5dyDMfzL1A2nMzP2b/kaIavokb4/+rHTYUlPakho+MCjXyFXkEvxAkANRPP8If+weOOC4EFZVYMdDo/DmZBaD3o0g4eU20zCyZWwzUPUHXA10XtDlZu+KGsbadrbPchWh/JIFsbPnhL9r4V4rp/+xe/963YWQDDIBQJDKjd7VAFsDac+nPzP6c/MmN8f9NsXjJa5jTe9C+UYPnZENK70Ubvf/CNBGghp+GqpUqVPS+IJMYPyalFsTRcaVV8eiacHJZZu0aY/we0C8xumap756uid7eREnXQ0vzOc5nAHSzo91blmr4LBYD5n+ZtEK55Qe/IMFfz7/fNXQpqpmGoIs/bNjw3rdhhIOkYXLg+O13L1c5tDQgl+dpNvOzvrGc56Y1IZ/5vcHfJZ/TX5vxXiq74Py3uxKpUINvdyx0qpFPGQg/oGiQihiPHX/CduNPywUv5BvIhMSKFlCyawjpOmhuOcdXU0VZATKGds0AZSno3nLjOqY5J2iSLUWL5JXkoxLRHtOfU/hzzOy5mb9LPpf5XjnPbX79VXdvkk/872zjD9v41mYqF8mn13ET0Ik7FRkAseyNYXCf9Qu6SdUCWQCT9yqLuNf/T8ukDo+cLDjzGzWQ8/lr6fUiLLFL0eU8fX8oCjxx8hlLs9e1cKGC+Juf4/POfas2Y2IhE0DCOW/ui/jxPFeI64HujzNqLtGW/KXrgeZ6KNRNQPt91pnuLRlNWQsyALMCZqfvP0/4NDNqQP7YShf/HWwm5W9SB6W1p2zblh/8onfD+962HXcrDIDf0J0dN1Ju81LA3CKA3C6EzNfRTw0urv5HLIu3a+nfgwcfzomeRGvozRpa2kjYT3ITYNRFkDIwEP/CQkomgLJCRgIqQrRv5Xo479y35DWGZATPWHKpq9d0Zh2AYk3yrYwQMP07uboAuPh36JG/BWbaSG4C7uza8L63oy4ABkAUA5Am5Ba6+/P3/qf+NVsQ6Eb/v1HDThulUlPRn2wjDygrsFBP76d/j5QoADsm4C1aN8v42GDG86KawHzGkIQ+fWSJV98j+TmVbHp63JKGZz85O2ywcOGf/k9p+sjtiX8GlClYy7dO3KkwAP6So+TZT5i4gYxK/3xpg1QB4ELPvpKsQw2D+j38NlROFvL5BYm9XwawgX9ub98Bw8ZDSSvqM58EyOJIAIm6A0oQ/xRx3J0wAH5zH7/l2tVCkb7e91+okyBnLoC0cYJBEbMjx06xp589yPbtP6b9PDqa289cVVXBFsybw5YtncfOO2eJ9jOQl6e0832UHT12Wns0gs7x/HlN/JzPZyv4OadrIEjZFDIA6ZMAKcVMAmT069wfhM8AOCD+xGrcWTAAIqYAmIXB/hmSn28uAHq6LgCp652P7WW/v38XbwgHC76WTAEJBW30N7HGOnbpxSvYqpecGShhCDJ0nunckfgbmTwjY0gbXScEmYBLLj5fM4Gyo2XvjuzMbB8sdecbOQHFIBcw++/XX3W30P3iDom/FnzhLoMB8JvuDJXPeDA3BpmDAcyqAWafl7nv2o7w5xOTe+59lP3+gV3szZddpBkBICYk9nSuUkJeStaANsoIvO2tl2omUF4DsIDlD+1Nns+ZBEgplBlIiHwcbv7BnW1qlviX0GmBAkAYAN+j/97ZSv3Clfxq6qbOHgqY/VxW1kBGA0BC8KOfd5mmfIt9z1/88g+auLz7He3IBggGCTadHysRv1Xo+vn6N36hGb9LLl4htQkYHDxmot+KgRoqBTIDhs8IawBu/v7MUL8MVOt2yCT4AjIQzNUAlbQbztSZW+vMU0xvbYXV18llACiV+/Vbf+Go+OeIAn9/+hwgBjse2MV+9LMdjop/OpRVcNpceGsAFpqk/RWDoL/oNkPIqJiLP1Xtb+NqH2OqrvoFlktRTbYUG9739i7cdTAAvvL6D25P5Hr5WeeulObm9YZjvnTi/70f/sb1hprenz4HJsB/SJipm8dtKPPjxbXljgGYz0zbCpM2IO8QQEPjwHYJ+vX1Gf5sqry5MUjgroMBEIWEpam7DPvzDCyAklnkUydR9O+V+MMEiCX+pfb3273GqGtJOgOQuo+VLOHPiObNuwKU7OeM2xzhMgA3f//nm7hkr7W2QmoBYzD7Fkj/wwCIYwAK6X/+ZT0Vg5E8sze5LMP/tD7/n3V5Hp2lTICsqWGZIeH3UvxTUBcQdQnIxszywIrT7YWYQwC5+Lfzh40lhfzG5mAX7j4YAN958Oar42UTte3MwL2X6uhTfYH1dXJ0AVAkWEqlf8nmQ8KoUGZSIzP84uE/PqUVHcqVBZhvIudGwwKtTf6Tnk2oGG6+UiDxT/b7lxTym4KbXTKCOgxwizJdlnEzFj0SwGA4YHX1HCmmXU0N2fITigopGsUQQa8M30O+Z13IdH7iY2+TZjQIzedx/MRTpoKev2ZIMegxzDQOkcmqDh6U3P6qj39TBIEk8Y+X9hamYwQSuAMtCtQP7uQBKrsy61zQHAqdG973ds+OY+AyAPxGowO7NjIdzbqDC1T1ZqXtFLOsgUnEICL3/EaMdCxFpOgK8MbwuTXCww50rh9+9CkJMwCpZX+Nov4Ckb/JCABleibG2uj39/z6939O8/Svdentez/+fu+ES2Lhj/GNhl3S1sG39rSNrpF9/PebYACKZ2PyxivLvY/zjevNcfDmhYA11eJPgUtRt1+pfyNB8KNPOmyIYviIh/74lDSmj7J5lRV1zDjQN28fFEOjkPlPRZ1ph9r14MQv8afU/xYHevvNQAGgBfHXhb/QdbCRv3YLDID96L8tdXCVqSgzTM8pBh5eF/a8PXlpv6yTIAPgxfAvu4IA3IPWcBDF8Mlo+nKm9c7KECqKedRvNA1w6vnIZGVOcOJjYBQ3+6UDxgAGwIIHYEbDLo1Zr3cTwADY4JoMZz9ZxZitxT0KFwJW8EihokLs6U9pSJZIYkDQ/mBYoHvsfGyPgPskjwGor52fZfsVg9E/5t0AuQsKJZ+JTGXUQVAWIO5D9E+fub6Yv7VhDDACIH/0T+egw+afbXN7vwJjAPiNFcs+wMp4RdotbbS8p9nkHkpOJJDKBdTXib8IytOCVmGjG8A9RKy8F9GImmYA6L42rRVipgFDvgJA6obMygD4kwVQtdn+HM35G5iCBO7CvBRTexHXF2mCAbBAzoEqn6xjihrJEPLcm1uxdXNXS9D/T+lgEUkIul+yY7Z8M65F61BWr7ys0iRIUCwECbmdiOXjdU4JQfHR/+3amP/2UkJ7K3zi/e/owp2Yl5VF/p2rhjFIBsBwrG3ZRE2WhNtN72XWAdTVit//L0IluJlQAec5euy00OZEFupq5xkHCwW7CZlhAWBkstroY2IP3nx1h4dfy56AFGcM0P9f+LDGi/RZrmYBAmEA9H41w+IKZayqQBqvUIEPmzEMVC1cXd0k9LEQPeUKExCucy6yOckxAHXzc4b8zvqBfIXC2aOLFE38jUYi6Vzua/RfpIJhCuCSaC/BZ7mWBQhKBsA0rVamVjI2Wc7yzgiY6e1zh/ikZv+rFb///3TvkND7Nzo6gabAYUROs8s0/0Nden2PUngCIPOhwpT+rymqvXI47tzo6EA/c2OwH3ehOdqSy6Wtthi/+Qd3unLNBMUA5HXUqW6AQpN8ZLv4zOwAk6L/HwCRkCnjU13VlBMI5Ov/N5ssjMf/Zun/GR68+WpXTcDXbv9ZVvTv4gwAmAK4EHEb2RQzroEBMKc93y+jk3VMVafZ7K1qsjSw0cqAaXUAtbVzcSkDEGCSWYAC/f+GQUR6wFFr5aNWu/xVrrSmM4WX+LMAugDyY23sf/7T0H5zcighDECWk24vfGAjrHyyPu9Na1QHkD0fQJ0EXQAAgBIMQO08g1HAucXARsFEivKJmpKDlhKjfxKKDrs6Y90cZND7iSvf0YsrJ68ArS7JYM3+ieNZgCBkACzdSMp4vjoAJdfjZ3UN1NUh+gdiUlUZFXbfFsyTq9ssZfJnhwjb6P+n5P90pT4LqUNRYXF0FC1V9o0Bov+iz7XtzEuH0zsWBANgaXxldLpeq8pVDAt3su5wg/kAqqqapDgYTbFaofevqiqK5sBpkZ0/R+DzXSHVsayqijErk4QZ9v8rVPxn/f5zcW0Ax5cfziNV9+EONEdffjnm0NGO3Zxc0AkGoBgnXTZenebV8zn7nDW9pEn/xxrrhG50ZYsIZTnnojJ/XpNUx1Ib6lsVSwsMMjMB+cf/K6xsssbOx8Wd3v+vdf5sLdeKuNvF/2lShQyAQ/pkzRg4O4Q0CAbA8k2UU5yTleZX8kz4UVsjTxeAqCK7bOl8NAeuHNd5uBYdZNbsF5ogLDOIKKf2RVV8NQA5AuFq8b9GAndgXslud/gtkQFIoa/+Z+PLRhkbL8+4aU2n/FRmDUJFtJZHBvKkrlecswRCFbIMgKhZAFGvxXzMdgNkxAKzwm84mlixWv2fjhsjAawJhCPF/4z9y5V/iwxAfpY67MGoG8AxUyF7BiBm9w+iU3V6HUDmDZ6R7sty/bIN/1txrpiN7nkSigHOeWnRv2w1ADP3e3aAYDI5WKr/X5kuz175z3O09H8RbaJlc5BLF+68grS54MEc6wYInQHQhgNOp+5hpcBwwOQ/6iQzABQNipZuJzFA/797rHrJmcLt0yUXr5DyWGoZv0i08PC/9KF/k0VlYBwdCaC6PcVwrlIlcOe5c44LGANkAEo5uMpEZcYNbT4cMOkIqipj0h0Y0QRBVjGQBTJXIpk+ivxFNCVWyVwYKK1VyM7/K6n0f00xH+N0w9Lubnd/Drtw55mjrcXgzjLMbV9Pji4IvQEoiuhEY4HhgLP5P+r7r6qS0wCIEnFTRkJmMZCFNa9eKcy+vFagfSmG2ppW8ymBswIHqvzPs/CPJ9zU+dM4l4Z4EdFkKaD/Pz9xF0+GI1mAUBoAbYGgiQhL78Mzm/2rprpF2u/5pssuEmI/3vbWV6Ip8AAqshSh6I6Mp+wZn1QhoJIRHBhnAsona0TY5bV2FabUOsB/6fjbLtx1ebHugu2fCEe6jyJhPTMZfXZK1uqAaQ81VfL2W5Mg+N0QU+SP6n9vzZbfhXdXvPVS6Y8jZQAKzhGitRtlLDJRLYHY2FMYC69O4G4rSOkibX4iHBlBEloDUDZJY3bVnJU9ZkcIJH9RQw2BxFAq1q+uAPrcNwuShQgLJP7vfsca3z6fzndQij2TJmB2vL9R+r98Qpjhl+3OKkzBrAHS/4WPrXvTPavoAijxi5cnTYBZN4A+D0BtTYvU35ME4QPvfYPnUaEmRH/bLuUwMNmhjIsf3S6U7QlSsWdtyvznS/8LYABu2vZT6q+Iu6EyeYwBCgDz8PXkgkwxNyswvn77z0s+55EwnyRlLJp5X2eNBqiqbAxMVEgmwKvJYrz+PGAsxl6aAK8/z5PreGb0j3H6v2y6yvfiP5025mn5v/YBS3GX5T1CbR4swxx6A5Ao5Y8rWCO/gSMG3QDJO7xW8vR/OpSW/dhVb3E9PevV5wDroux2Fua1r1kZyELPmpoWt9P/Ti2j224/gHfpM8GsKSv6dFh+ZcnnINQGQDsA4zXMrBuguipYIkZCcDUXZ7fStPS+iPzFMwF0TtwwZMlunjVCDT90EpoMKFpRMxvyp88SqpaxssmSi/+c6ke3F407YwziN3X+FCbAnJWlng5rWYPSKJf8IJfsoKOT9WxS7Z+ZF0BRleRhVcgANAXyyqRCrRXnnMF2PLCL7dt/tOT3owloSARQ7S8mJP5k/Oh8P/THp9jo6LgjZo8KTINe41FT3cr6Jw+ytARActlfGvpnb+Ef11CzUsFKCW9kivGbbiGPiTvMWgbAyVOin46SRwJIbQBe9fFvdj9489UlpkCiLDJZwdToRMbRrSirYdFoTWCvThLrZUvfwA3AMbbzsT1822v7PWjM+SUXnw/hlwQyaZdctEI717QdOXbK1t9TZuelK8/UsgphyfJQHVD/wMGcuf+LWPjHiPsc2s12G6LhpBK13bTtp9s+ue7v1uHuys2QuGz6HKE8AAc6UerBLhuvYZPRfu0G0Uy9GpwCQGtGYJ6WFdh34JiWETh67DQ73TvIevsGMxr/plidtr47RfzLzpiHCn8ZBY2fM4reaaPz+9QzBzUj0Ns3pD2mZwfoPFdVRtmC+XO0hZzCWNdRW93Msuf+j6gVTi380+vld3HFGDDWwU0AgwmY5WudP2t362A7bTJgADgVaoxNTvcnKyL0qQFqappDJwwU0a/Ain2hgUwd1mjITyUPBFT+PyVtdrDyMceyHyXXANy47aclp5rtZ/5hAgrQ5pELK9kABGEYoCNptORiHrMpvsqKRlzGAICsCYEirHzSkfQ/dWF2OeHj3M4aWCw9IxOwDVeLxkrHDrTLqzkFwQA4Ukmb3qensmlWU92MyxgAwOrSJgTSxN+Z4j+HRgD4oBrmn9px47afduCKcbj/38VTHAQD4ISLZuWsmpUPN7KK8jq2aN7LcAkDADSaGpexOY3LWXV5C4tONAjVbjHTseD+GAPOtrCbAFVfltkTFxZ2A/Cqj3+z1yk3XTHdyOJnvIbV1y1AqwcASAb+ShlrbV7BGiuXMWXKsbIpZ0YAqMX8gevGILQm4KbOn7X5bsFClgEg7nbqjcaGhtDiAQBymBgZcfLtuhx7J0eUxvFO6JCaADXu2Dx/MACW2e7UG02NT6ClAwDkMOlc27Bdz1y6rEVumwNLJmBtyC6Ty4s9dn7UAQbCANCEQMyh9aknJ2AAAAAGGYDRUafeyrGMZdGi4Z0x2ObEUEUZuKnzpzz6Zx1unDm3jEGQVgO8xYk3GRtEFwAAwDXxp8h/uxf7LIgxoCVxd9y47SeBNgFc/Gk45l0+nrnQGwBHbqqpiXEGAADpSJf+98oYWNMlEsfAmoCbtvHIX2U7+NbmwTLMjpqCwBgAflMlnDABk6gBAAC4lwG4RdTv6HJ3QuBMAAm/PvnRPpY++58M5f8BzAA4dnNhJAAAIKNNcKZrsEuvV5IOh4xBjCLlG7/3k5jM18KNmcLf4e5BzH89wQBkZgG6nDgoEyOjDAAAHM4AbHZh1xKSGYNkJkBCE0DFjDfqwk+zHjqm4z5NAxzEDIAjN5mD6T4AgORMT01pmwPRf5cLu5cQ8ZgV0LM2mUwAF/12vu3gP+7MF/G7ouH537Tkcx84A+BEFmAcGQAAgM7Y0LCo0b90pGlYG992fFVgE5Am/LS1u2SGSnnT/TAAxmxABgAA4AQOtAduRf+kAt3SVJzlomUCRDMBN277SQffShZ+D4xByRmA8iDesFRo8+DNV2/lP64v3vUPscraWgbkZfh0L+s/fty3kR21TTHWMHcuK6uI4mTInAEovQBwnVv7du0H/r73K7fdkbucvOLswvMumwDqV79CBOHnDxvZzGp+/hzDfCZAcdgARAJ8324u5QA5lPYDPnH6hUPsFN/8HNY5xA3IsT17kVEKdwZgsz5E2U26cyJJdXbL+YV4GYO1X/3eT7b5Jvzf4xH/936yTzci8eJjd2+XYf7kur/rggEwzwL0luK8HV74A3gc+ZP4igAVj53cfwAnRWLxL6EAsJu3Q5s82M1eW3IlpjHo8NIEUAEi39ZnCL+/6ybYxRFTGeQMQKogcCsyAOFi4MRJofaHshDDghgSYDcQKDr6LykAsUlRSwuXZgxcETXXTQDVG/Btk5ocyreFb3GB1k2wZS5hAKyZgA3FHCxy/Ujdyhu1iQYWmZKTEiYF2+DhpD8JJ9/McneCO8bAFROQEn6WnLyH+vljJcuzv8bgPieOSyQk9/EVrECazGH3DwAIrwHYysW/08Pd9Gx2QY/qDMgEdDgk/HHdUBgKvyvy7EjSpOCbOHLOlbDcyA/efDVVm+608zdUxd20eBFaQcnoeT4h3HTOzUvPYNUN9Tg5EjE1PsGOPPOs3T+jxX48r2j/ym13CDn2T7GsOIa/WHftB95ZlJEi4dcFv8P37+zCH31q3Tsd0e6wZACYno6z1SeHNQHkhIybSJRXRCH+4Yj+bbcxDtIl4jG0VmdgGvFu++r37rAl4FkRf4cQ35k53p3g2LmOhOmG1tNylm9QKt6awuqA0lHDDYBIczg0LliAkxJ8A0Div8avpX5Vh/qE/TYGuXUGbNtXbytsArjot/PtLj+F30NjcDcMgEcmYKS/Hy2hhMQWzmeRsjIhshGI/gNvAHwV/6RQqF0qV88ZIWUSzgtopHnJ77LtK7fdQVs8R/hvu4ML/x07+KtoWyvjdVaEMXAsA6CE9eZ+8OarySUWrDalxpv6b4F80NA7mgzIL6JVVax1eVwIIwLsQSNJjj23Vw7x1/nyd398mpkWuSmGLb6EAkDHO3WsyRDES6wzkI3EtR945zKn3qw8rDc4ZQK4CaCLaQfLUxmK+QDkpUavBfDDBED8JY/+rU3/28nbkXUC7TZFhmvN48zc0FKVzxi0mXyznCcknh45H9udfLNImG9yvTBwFcszpILmA0AxoNwmYI7HIzkg/gEwAIXv+Q2CiT9RRN+wnnBWMzez7gSZ8Hk+A7e4HQbAWROQ4BuZANMZA0f6B9AiSm4CqBvHC0Gm4kOIv9yQ6c9zzycoaOBtxlYBd327s2+Xaw4CW2cgx7oJlP53dM6HCG73GSNAMwauYQazao2iEFB6qJZj3llnujY6gAQ/tmA+xD8Q0b9pt99WXfy7Rdzvz1z1rl7VcRNgJ2sQMGPAhJgeOZ1bHG+3cLtnmIAuluwS2Jz+PIYDBgNalpcEmrIB5Q4u0UuV/mQu6lqacZADgIHhTxX6bRCh2K8Ad/sXt4bdGDC3jYHj5k7B7W7MgzdfHWdpM0lRdIcGPmiR3pA2UoDSvXZXfKN+/uQQvwbNWIDgcPjJp1PXQ4Ill/PtlGn/v/SdH5/mLbvl2bD8FYHcIsSgiJJi6SBb/rad137gnY7XnJTjdjfNBtDNv44bAcoGbBw63dsBAxAsqDuAtibdDFDqd2p8XMv4GL6+rpaVR6Pa30D0g2sKufhLKfxp8WonDzrXG4qLYhzd+mcOckcnqCbGQDZzoJr8Q8l+lWLpyN/uxj4iA2AjI7D4xRfQkME4jgYAwWR8eHjrOZd/coPM3+FL3/kRtVH7bDf7NtTAP+EIzHwGhY/p7BPd137g71e58ZmoAbCXEdiOIwFAcKmoqblF9u9w3YfeTW1VV/7Y1GCz0X0tXp2BGuQ6A9euSRgAe9yOQwBAYOmOX/axREC+y2b7AiizMWAsoPMZJK794N93wgAIAG8cqBo4gSMBQCC5JShf5LoPvZsyAF3ODFgzMwZqycbAr6yBRPMZbHbzzWEA7INuAABwb0uRBShC1kvPGqiydycIYwy6P+1i9A8DUBzoBgAggOIfv+xjvUH6QtfrWQAHJJ2FqztBmDoD14tRYQBsoncDdONIABAo7g7kt1LZZqcUS3Rj4Jk5UD3pTuji0X+X298GBgBZAADCTi839p1B/GLXf1jLAmx3M7QWpc5AzKxB0cbAk4WmYACKoxOHAIDAEPC6HnWDJWl0QT1RZ1CUMdjMo/8EDICg6H2FMAEABINbgvzlrv/wexKqPiwwV3ACZgykrzPQCv82eXVtwAAUz904BABIT7de1xNoPvvh95CoJKwLYAnGQNg6AxmGLarrvLwuYACKzwJsZ5gTAABE//JgWVzMBdCiLApZZ8CY4HUGmz9z1bs8NaMwAGg8AAgr1JUXmnk9Pvvh93Txh60lx6i2jAHqDCzSzcV/k9fXBFYDLI1Ovm3BYbBPf/8w27P3EDt4qIeNjSVX32toqGVLFrWys85cyCorsdpeNsd7etne5w+zgy/0zDzX2hqbOWbA/v0btLH/FkzAhhv+4z/b+Y9tTr+3mdgpeX5j4Y9d2B8H3kW1vqCShf2ga/AKP64HrAZYIol7b93GHzpwJKxBYv/QI0+yv+x8zvQ1JP4XrjqbvbTtbBgBDgn+w/yYpQt/NmSeLn/LJWxuawwXmXWWBWjuf8vc8O3/JPGnlU1jfquAUoosKV7tjwPvkv+Nr7juqndtF+f4AzsGIM7yLr0J0sX/p3fep0WyVgi7EbAi/Nm88bKL2AXnL8XFVhia+e+KsH75L3z7P9fyh7vyCgGMgRfGYAMX/61iHWdg1wSQm27HkcjP3f/9ENuz93BRf3vB+XF21vKFgU91p7pG/ty9h/88ZPvvySi9/92XsYaGGlxw+VnDDUBXmA/AF779wy1cAtYXJRA+KYdSipSJZww6r/vQu9f5eQ3AADhjAEj8d+BI5I9mKfovFRK4JYtbtX7vxfxR9pQ3ZUXo2FAtxAv80Wp2JB9kki5/y6W46MyhoX+rcBg0E5CnC7MIuYUxsPqW3Vz8fb8GUQToABRJcBOQoB9xNIzZ/dR+xwSTsgipTAIZAjIBZApaW2Ja5CuqKaB9J4Hv4dvxE33Jxx7na9Do2NBnoX7CFIzemYUWnGljhkWB9sv66Bd+dCeoeX5TsDtBdd4cFHhLGuq3RoSTjwyAc1kActHbcCSM+c62/ykqpV0sVBTXyM0AVclXcSFsqK+dSYuTQXBDHEnMUyMaXjjUk/GcnX58J/i7t6/WTBHIvVW5YV+Gw5CRBSDHvIOVPDJAsf9b4eoMXM8aaOJ//YfeLcToExgAZ03APmQBjPn6LT8Xdt+KNQTpgi8aMACmrAvqwj9imACHjIGP6uSiMRBK/Al0ATjLZmQBjCGBFVUs3UjDA2Gjf4i/AZ/7yHt7uQlY444JyJ8QN+1ocGFugFL2tsT5DIQTfwIzATqI3rgkcCSMo2zgHY0NtTgIxgYd5DEBqsrW0II02avVuSu39lYjUH1awaeE6ZG7+T+FE38YADQynnHBijgOgodmC8MAEf0Xw+c/+l4SqTUsma42W7TOV2PA7BoD38yB9l9+zalrrv/wu4VMM8IAIAvgjQE4f6lWmAfcp/01K3EQYMxLNQE0Pr23kOKJYwwKrGHojzHYev2H37OOb8L2McIAoLHxDJqqFrhttOIo/kP074QJoAzAFbZV0jdjwEQyBpqBonUXRD/PMADuZQG6cCQyodQ0TVUL3Dy+L8OBgCF3ygR0JY+dA7l1M2MQvDoDrdiPi78UhhMGAI2OxxHqUpgAl8Sfhv6BHLoQ/ZdiAt63KX8w40AIHZw6g05d/LtlOb8YBuheFoBmB6Qbpx1HI9cEEL++91EcDAfFHzP/wYi7xAaubzsdWUbXzhg+1eSdFNvvVIQxYKb7b/DbXiWZ8t8u24lFBsBd1uEQmJsAmq8eolXqcYyz97379TiOxmwP+4I/DmUBKKLd6kx3uYsZA9WXOgOK+pd99iPyiT8MgPtZgATdODgSxtCiNRS5Yo6A4ljzmpXo8zeHCrE24DA4pnub+dZrpNfOjL5zaAyfd3UGWl//5z7y3nWf+8h7pJ1JDFMBu0zi3ltJ3WiKYKicCTRD4I77d7HdTyZwMCxA0T5lT1Dtn5fN3IBvwmFw8IB+6wdb+MN6JxTFGeFRHHsLG++kGUsu/J1BOKfIALifBUAkYkHQKJKl4kCksvNDWZMPrXszxL+A72bIvLlB4VUULQbywncn5L4TteNUT7IsKOKPDIC3mQCaY7sdRyI//f3DWnGg16vnyWCSLn35+eylq87GwSjMGvT9u5YFuIs/rPVahRQvPyzXTN5OhlKfIClQYBSAd1AWYCcOQ35oCluqC9j95H624/5uYRcQ8jrqX/OaNkzvaw0U/rmKerexAShBoktYY8f+J1senUDX0O1c9DuDfDaRAfA2C7CJP2zEkbAGif9DjzzJ/rLzuZCaoVqt0I8MALAERWjL9G434AKbvvV9qmU6bU9MXJAZ97IGJPybP//R94XCRMIAeG8CqCAwjiNhHVqut+v+XaHpFqB0/4WrzmaXvPx8nHx7bODij75/900AZTItLxksiTFI8G1dWIQ/BboAvIfmBtiBw2Cd1EQ3ZAAefuTJQBsB6uOnvn4UQ9qP3CD+3h1rOwZAzfMbxWljUFx3wlYlGfWHLnMEA+Ax+gyB1FCtx9GwB1W+L1kcTCNAE/qQ8KOfvyhSq9cBL1DZLqd0W/XXGPTyt1y38aPv2x7WUwkD4A80nKTdjosGwTMCFOWT8F/YdjaEv8T7SZ90C3hDotjo2x1jUNSH0EQ+JP7dYT6RqAHw6w6691YSf4wKcAAaOkjFgnv2HpJi1AAV913YdpYm/kj1lwxV/V+Bw+Adm775/ThLTm4mjPrYNAbaLH4b/+F9oS8WhQHw1wRsYhgV4Bgk/nv2HmZ/6X5OKxwUDRL8C1YsxSQ+zoGqf5/Y+M3bVeZ8ot4Lc8DFX4H4wwAIYwIwQZBLWQHKCOx+ar+vZoCG8J21fJH2iGjfcTDhj68GwJ6sCGAMNMO46R/eD/HXQQ2A/1D6EmsFOAz1qVNFPW0pM3DwUI9WL+BmNwGl9ynCP2v5Qu0Rou8aWyH+ouJiaV9pdQZrIP7IAIiYBaAMAIYGegRlBF7gRuD4iT7Ww38uNkNA4k5DFFv5Nrclpgk+ivk8oZuL/yocBlEzAM5IkcMZgw1c/DFMFBkA8dCHBtLIANQDeACJdvYSxJQl6Osf0rIDPSfMDcHiRa0z74Ho3hfo5KDoT8QgX3H2DdU8b6rYe9uuTVdD/JEBED8TgHoAAPKDfn+f+fytt1MbtcOygLiiMraMwTJuABI4c7lgOWCxoMgGFyoAxmyA+AtBLD3ALrggr8qcWv+34JsaPLsV4g8DIAX6cCYyAShUASCTTkz1KwwFJzCzrPfuGgPejqqbcbpgAGQyAdoMVTgSAMxA98QGHAZRUFcXq9SWkwHOGIPtm6++EsEUDIB0JmA7GjwANKgBX4PJfsRqotwI4V0wBoj+YQCkNQGU7uzEkQAQf4i/KHzuG50xZmk5c9+NQTeP/hM4YzAAMpsA6grYjiMBQsoVepcYEIc2lQts+mZP252rCCzwLrfjVMEABAEyAWgEQeiue1T8i2kATIVYzd2cMQdFGQNcOzAAgcgCaGlQmAAQMvHvxGEQkpVFReneGoPef/3YlWgvYQACZwISOBog4GyF+MuVASgGl40BxB8GIJAmAHMEgCBDY/0x+iUEBsCuMVDtGYP7cJpgAIJoArr1TABMAAii+GP+C4H57De2tanOz9xjzxxYqzNABgAGACYAAIg/cFCB2xizMQmvR+bAIGuQwMmCAYAJAADiDxxsevJpvPmvvDUGX/jHDmQAYABCYwLgdgHEH3jB6sJhuHVj4FJ3QhdOEwxAmEzAKoY+LyAfGyD+0mG/ALCAxrvQnYC2EAYgVCYA8wQA2ViHlf3k4rP/vi3O0pYBLhm1uKyBBWOwH2cLBiCsJgDTBgOR6WWY5EdKuMTGPSvrK80YIBCCAQinCeAbzROAxhWIKv5rIP7SWoD2zCS9DwMCLRiDL/zjui6cKxiAMBsB6lfFZCpAJLRaFSzsI3UKYKXVtXl9NAYJnCgYAJiAZP8qZg0EItClR/5onCVvVgpF4QIYAxhMGACgmwCqB0BxIPATmtd/jV6jAuSmzWIUXoQxUJ0yBrtwmmAAwKwJSM0VgOJA4CWpYj90RQWA6//te+1F/7HlEX3WjUEec9CFswUDADJNQKo4cDOOBvAAzXSi2C84cMFtcyV973B3AsOkaDAAwNQIbGKYPhi4S6cu/uh2ChZLS9Jwb4xB7w3/tA4GAAYA5DEBXfxhGUOXAHCWVMp/Hfr7A5kDaLMr6z4YA5hOGABgwQSkugQ2IBsAHIBM5Sqk/IOs/6x9Zrm9EqXdlTUDk28AAwADAGwYARoqiHUEQCls1qv8EzgUweS6W26LW4vCS5f1Et8BIwBgAIBNE5DgG5mAzcgGABukJvbZhEMR9OB/tgCwuNDeM2MAEwoDAIo0Apv0bEAXjgbIA5lEWsUPs/qFh7aCGl+UgjtrDL74zx9A2wUDAErMBtAogXXIBgADuvSoH6v4hYuVDkbpJRiDvO8GMwoDABwyAp0sOVIADT0gEny7An39yAAUg3PGIO8vYABgAICDJqBXn8UN3QLhhbJAm/WoH8NGQ8hnbvlujKXWAHAYR42Bqu7H2SqOchwCkMcIaLO6Je69dS1/3OJWYwCEo5MlK/wR8YcZlc2O/1dSTyouf6Q5eT4ZQQoMAHDRCFAEuJ0bgQ7dCMRwVAIJNaTrIPxAF+O2XGVWc4XYZ3OgoAugaNAFAOwYAYoMqT4AwwaDJ/xr0M8PslhpJsTZdXtq+g+zTzDHF/zNpfdL13wQbREyAMAjE0A326bEvbdSkeB6vl2DjIDUwr9ZnyIagJzbvaQIfab3QHUzY4DoHwYA+GwEqEZgI0ONgCx08u12CD8oQLsTb6KaPpHVnVCcMbgPpwkGAPhrBEhQOvUagSudajiAo9B52s5Q3Acs8Omt323z4nNUK8YgvzlABgAGAAhiBlJGoF03Ah04Kr5DYn8LnRes1AcsCzONADAIxBWvPt/kCYPuBJhZGAAgmBHo4g9d3Ahs0E0A1QnEcWQ8hcwY0vygWAmO56qwLr8CGYOvXHMVMgAwAEBQI0ARJ9UIbOVmoE03AlQvgKJBd+jWo/3tiPZBiaw2lV9xjAHMLQwAkMQMkDjROgPr9ImFLocZcEz0b9dFP4HDARzCRg2AfWPgkDnA9Q4DACQ0A9rEQjADEH0gHp/a8p2YM/eiuTHQni7dGOzC2YIBAAExA3++7dNbolVV66sb6hl/xMHRmZ6aYmNDw2y0v59Njk9svugjN23CUQHF8MwvvxZTFEWL7vmjrriKLrpK91lvXk9dR22qOxF7AWOQP2ugGBthAAMAgsBIX38f31j/seMsUlbGKmtr+FbLKutqQ2UIUoI/NjTExgaH2MToKC4OUBRP/9eN7fyhnUv8apYUfvPInivs3v/ZygYmRtjAZISdGo2wE2MRdpIeR5V8U/E6iPXuhK+uv6oLZxgGAARUBEf6B7SNIENAJoDMABkD+pmeCwIk8BMjo2ycP0LwQak8tf0ra7nYF92tVh9VWX3FFFtUMz2THRibVtjh4Qg7PBRh+wYibGBcyZZsl81BjjFI4EzDAIBQRcVD2jZz8VZEWVm0YiZDECmLaBkDkb9DSuwnJya0x/TvA0ApPHnXlzu4YLsyI2cl99rL6qfZ8gaVvWrBFBuYUNi+/gh7+nQyO1BAtt0wBkj/wwCAIPCeq7va6fFPp3avftmc3Zb/bnJ8QtuyRTRlDLTHCv4YpcdosiFz0SBM0f5MjGs/Uwpfexwc0v/tjND/6dQFq1PH6z+/2d6Fqwfs/sWXYlz472IezsBJWYKXNE9pG2UDdp2MaIYgPTOQT+UdMAYoAIQBAKLz3o91pfod4/rWqM0ylnyuLb05eHpgKbNjAAobgwIXv24UDCOeuto0YR/X3s8IiugpsvcKfox4I6+268YpPRqi4q2EorD9LJkepa33h7e2I1IKtvjTPbSD+TiCpr4imRWgjTICz/Dt0JBSVJm/DWOA6xoGAPgs7mkiPhN9pCYQySk4UtX8t3v/RC07MRZjLZXezGGTMgpGiJiaH5isZQMTtUbHr21maFXaIaUi7/cmJwLsTWswU4unpNxDNzcJmDRIQp74xRfjfot/Nuc1TWvbYW4AHj1WljQChre9vVmDVBgAV1BwCICF6D31uFSP4tOFvyCqmv9WVtOeflVrN3tJ7DkcfKPovz/Ofn/sopk7V7F5ayv5/yCRtu1PMw3IIohqAO784g5FUdpTJ1fJekw+6I/aBZP1XPYwwNnhgPr/FdP3s0peI2BHkjKf7r1xw4eacAUgAwCcF33qS1xb6vsUivazhT/FoZFWGACzxpQfm/SDp2Y1jorp8TbODmQRZybFY++dXU5gOzcDV+BMCCH+dI+2i76fC2tVdvnySc0APHi4TCsYzG8FTDoBMrsTYEgdIoJDAIiVr/le/PL337O+VPEnkVHV9JtZzbip1fTXGNzrh4fn4mSYsG9wkXmbqc4eV9XsBWnnQlUzN4us5WagA2dCCK6UaWcXcSPwzrMntTqBirLcK7LwJZjxahgAZABACWJP6XvaVuqPWiQRiRTnB4uN9nPfR2WjU+We1gHIAh0TOjbaWumF0rDOZwdmGB+f2MKvHxIfqiWg1ED3rvs/gJPlPe0y7vTKlmSNwO9eKNNGDViI/Y0yBhgBAAMALIp9TG8sSOhXmzUctbXVfLM3214h4bcq+rmR7kIYgCwODbcaHjMrZiDjNCj5zEDyBfnMQEVFNMavlfahoRG6jjbq11iCJdOy9+mGoAtnzHWkXTeD5hR489IpbgBUzQiMTVm6hNNJ4PQ7A4oAAyf4t6Ui+pX6Y9zK3y1fvlAzAfaFv/ho34xFNT1s7eL7cDLTuOfwpZoxKnhD2ynSUgo1AsaFhFz82fPPHy707l2ZWYIPwtE5xBN33sDva2VHxvkWtAiwECT+/7O/nB0aVCyr0U0f/zB0CxkAoAn+q2cEPxXd244MKqLlBcXfiWi/kPCn3uKFoVacWIMMgGrBsXuRHaipqdauFzICeWjXt436ddqdMgW7HvjgdpzRkghMHzhlA9Yun9RGCvzxWMSKD0X/PwxAqAWfIvq1poKv2n/PufPm+Bbtm70HCR5lAkDyWIxNRXPEmhUwBNnH3cnagaZYPRsaHLHzNVJ1J+v5NZyeIdjODQEadRu86O2f7X3izi8G6jtdNG+KLaybZvckytn4VN5YI4ErAAYgNLzk1bel+vAvZzZS+laJVpSzpqZ6+9G+S8Kf+g0NB4QB0A2ANvwvK/5Pj94tmAGnswOxpjp27PgpNjE+WezXmskQ8Gu8VzcEd9PjYw98EI28tSxAW5C+EI0UeP95E+ye/WXJLoG0FEDav1AACAMQeNFPRfkp0S8lwM9LS0vM+2jf8H0yhwruHVjALm5+EhcDoy6RFl3+c6v3rYi1W9mBuXOb2AsvOGLSYvr1vla//lPdBbc/huyAGV1BMwAEdQlcsXxK6w6Y7RJQ06/8Lpx6GIAAiv536Wa+MtkIqnEvPrOsrEyL/v1K86d/XvbvT4zG2Nh0lFVGJpAB0EcAZAqwmiXySl6xdiM7EIvVsyNHTrCpqWmnv/JMdwG/LxKp7MBjD1yF2oFZbqfjE9Qvd/G8adZSrbLfHcwZJQBD6CCopvRX9NOj/LjXnz9v3hwexc3xPdo3+5y/XvwwW153ONTXyPODC9mvXrik4F2sWL2tFfs3fT5DcPz4ab6d8upwUFfBdpiBJE/c+cWd/Ny06SdJylEAhTgxorDfvhDRHun8f+0TH8EUwMgASCz6r9Ii/WuSkb6/Y3mbmxuZU2P3S4n2zV5JowHCbgAsjYhQ/csO0DV08kQvm5qe9uJw0P3SQRu/j2bNwIMhNQMKu4X/d1uQvyJlAahLQK8LQPSPDIC0oq+n972P9I2g1P/iJXMdE33z97EW7ee+RmWtVX3sXct+F+pr58f7Xsd6RmNFR+9eZAe0LMCxU34eppQZuIWbgVCJxO5ffInmA2gPagYgnT29ytbX/+3VG6AoMAAyiH4qWiHhF65Y59zzlmojAESI9rOFP52Os37NGqLDobyGaOjft599a16lVoq42y0ZAhvvPzExyZ595oAohy3Bkv3jndwMJIJ2TTz+8xti/KSs5bKsDQPmghw3FPEAGgCdrfHLPgYTAAMgJi9+1Xf4zTkT7QtJrKmBLV4813fhVwu8kJ69bMGf2fmx/aG8lvYOUP//Kyyrup/ZgUOHjrPe0wOiHcIufg3d/viDH+qU/Vp47Gdf4GJPXYfK2hlxZvLPBFgkndwErIPawACIIvrxtGg/Lvr+nn32ElZVVemO6Dsk/KlfkfhftvDPobyu7j18IXuyd6lNgfcnO0BZgGeeEdaoURcBmYBbuBmQKiuw66ebO7jo0myK8aT4polzeA0A08/nBm4EMMU0DIBvwt+ui36HLPtMU7guX77Ix2jf+MVmv6L0/7qzfx3K62vbc29k/RM1FsXaweyAHTOQ9v4HDhxl/f1Doh/WLiZBVmDXTza1cbWlAr+2TMGGAUiD6j3WwAQUD0YBFCP8r/wOCf5GGaL9bObp0/66PYSvmGjfiL6Jak0Ew1YHQN/ZUPzTjlfhiX9mX6hmqbpi4eTbHVkwZ06jDAaATHs7v4fp/qVaga2P/+FDQglI90820fj+LWhpC0K1VVQEuQqHAhkAt0WfivroxqQhfFIuxVlVXcnOOmuxN9F+nhdb6SpQ01Ro9fzH2KrmvaG63p7sPYP95vCFWTerYvmO9is7kNh3uNAiQaKRGkGwmRuBhO/if8fGbTzM7jCM4pEBMAM1ATAAbgn/f8R10e9gEq/BTSxePI/Fsub9Fynaz5jwM+3HM+uPsLee8X+huu5+c+hCzQSY3a2K1VtXsWcGbDcKWX8z0D+kdQVIijaU8PE/fLjLJ/FPRv5mIg4DABMAA+Cp8G9kEvXv56OiIsrOOXep59G+LeE3eU1F2QS7+rz/DtX1962n3zKzAqCVO1ek7MBzz+4vZZEgEehKZgS8MwI77/g8b2+UnQoFGTAAxUJFgVuhXtaJ4BDkCj/fqPhmX1DEn0hO+Turs1oJQM4aAOqMHOf+PlfU1dR/DF6c51czop/6HzN4jZq2jU1GWc9oY2iuQfquo/w7px8D4xMwu2Ucz7wnbfa8qBZemP7agtM56C9qbZ0j+ylo59sO3g7Q1u7RZ1JbE2OgFLYk7r11LQ4DDIBtXsSFn2/bePu1j28dam4bK+0WKYuwRn3RHzPhLyTYhsJv0r+f7z1yRN9E+LN/TyvihYWZ75oh8AVE2MQMFDIEhQU+0zUUNg/JRYKi0fIg3DvtfNvB2wXa3DYCl6MVdoRt3ATEcRhgAKwJ/6X/EePbJn637wxSxJ9Oc3PMkWhfdSnaNxT+rP3c078gNNfkQc0AZEm+mqXFgmcH5jQHKpjVMgK8naDNcSOw88efp4PVxoAT0LG8C4cBBsCC+H97PW+6KNW/UbtwghT261tZJJI0ANnRPhMn2ldVM+Gf/elgiDIA9F1VU0VnYmcH9GcpC0DXXqDupxkj8O27+OZklAnxd5a2xL23YhglDICp8LfzjYR/S9IxBlD59Y2q/svKlNxoXy0U7TPzaN+u8NuM9g1fo4ajG4C+I9U8mEf6qtjZAf1FES7+c2ZWmwzapk3zvY+3IVv4hn57MVnPTUA7DgMMQLrwx/lGE0fQFg/Dd6bov7hoXzWP9vOl+dXCRX2Fov3c18xGxmGI/s2jd9MzI2R2gCYGCrrI6EZgPaRESKgeAAYNBkAT/00sWdkfGldIi/5QMZZQ0X4e4S/UVbCnL/h1AAcHWyxF7zJkB8rKIlpXQNBvM75RJmAnZRYhKUIR100aMCHw8wDoN+W2sET86ZxzbjxpAAzabDfH7avW/lFwRsDZ38++4B8vuIdVlk0E9px9/bG0YvC0MdeKjTtZsXqrK6zI97c+CREtErTn2VCt5tjJtw1PPPQRW9ML77zj8+rMkcU8AE6zLH7ZxxKQ+xBlAC645P/F+EZ9/KFJ96dTU1udIf6Z0bxDRX0lRPtqocJAlp6eSIuQA9wNkDPSQU0rsGPWo/eisgO23t96V0G0vJw1Bj8LkE4HPz77eNvTYfPvuiFHrrENhyBEBoDffBT107C+9VpjFcItNfGPlxP22CrqMzUPqqHwz4wGGGwO7M1I381cgFVTQ8AKCTazUDugMkdqB4ygWoAw3Xss2S2wjbdDO/hmNfi4BXLkGu0oCCyY2AtG1M+SQ/pC3e9DS/7Gly/2Js1faP0A09dl/17N/zn6P5YurmVfui6Yi39d96WdbP+hIfs3qaLYfH2h1yp2/lng/ZP/2J84JNsiQU5BXQGbdz/80YJT1O68Y+M+hbKV6AJwg+74ZR/DqoFBzQBw8U8tDRn6oo/kxD/+TNhj+Bq1uGjfoAeB7X9hiPWcHAvcORsemdS+W4FMvbTZgZbWprDejlqRoJ4NiBXwTVjMxj1oboAOHIYAGgB+Y5HoU8o/9BNqRCuirL6h1lD4vZiwx1aa3+z3ec2Dyp56rjdw5+3JZ/sKimmBQ2NoCGyJtYu1AzU11ayqqjLMt2Y736g2wHSu+ra/39zFH7CYjXtsxCEIkAG44JJvUaEfTfuIWZ905s5tEjLaV4uI9s321VQsJeYp/p0KFteVmB1Qfc4OhGBeACvZgLuoOJnaLhMTsIElRxIA54kjCxAQA3DBK76lp/zVtUGeyc/ORlX/jbGGQEX7Rvv6VAANwJ92nTQQ4AKV9pJlBxr1RYJwr6qUsdyht2G5JuCdm6grYDPkCVkAGABj8V+rib/K2tCWzG4xLv7OTs/LPI/2rezr8ZOjrIdvQYG+y3Gj72Nn6J0k2YEWWioY9yrT2q6kCTDrEkiwZAEhcD4L0I7DIKkBOP8V31rP75+7SO/QhmQu+Zu9Alvp0/MWOYSvhGjf0r6mR8wBINWl4eTQO0+zA8x6dqCurla7VnHPJj07tWW8TZvpwuy+Y2NH90820YylNHYd09i6w5U4BBIaAH6j0E2B/n4DmpubtKlXi4r2XZiwx6lo38w8BKkOQOvSsB29C5QdsFQHkHyGFqaaMwe6lsX6N77l3+7aecfGHSyks5Z6TAfWCEhSLofwf5OfLIWK/ZC6MYFWXss3dt/N6XktvnWG6Od7jfnUAmpa1Byc7Ohu7bukH5Pcgfrpx0QpcOBVRU17rZL/AFt+/7TYvtAUxSZfJfX6pjmN7NSpXjY1NY0bl/PGVUPs7a8YXIsj4SmkJdthAKQQf63YD2tmm0B9/5HU2uuFtTPnCTcm7Mkr/EWuIZD+1NDwJNt/cJAtXVIn9bmj75Bdz6AUUFBbZoCp+efxzz4XiuFT5mZAe0EeQ5CdOVKS3VWNjfWaCQgzNZXT7COX9bGXnTmmHziFAc+4HAZA8C6A81+eEn+M789Hqz7tb3qb6/eEPekCVFSaP+3dg9wN8GTB9H/+/HrBVD5jQtYONIW8G6ClYYpd/7aT7MIzR9GA+ZcBCD3CZgBmxF+F+OeN/rUlf6NyR/sGO68WiiT59sfuk+xNr1sk9fnbnd2VUTA972B2QFGz/ty77IA2ZLWxgfX19ofunl3aOsGue/tJVlupogHzjzgOgaAZAET+1tHG/cse7auFo32jv3/y2dOByACYRs0Fi/dKzA6o/mYHtCGBIYPS/uv/+pT2CPwFwwEFzACs4OKvQvwtQYv+0BSrZiG5tUhdjmg/5xk1JaC97Pxz5EwnJw4OsqGhibTQWMkfYQcsO1AeLWfV/BoeDtEiQevfcoq1NEwy9PcjCwADkCP+NDRDhfhbpLW1Ob/wOyH6Tgl/gaK+wqMBjD9r9zN90hqAR7tPGp8wE0Og2BJgNev1ik2xzvqnSyMLWlqa2IGh4VDcr69eMcxWLBpjAAZAFITpAkiKPyJ/q1C/f01tFRN9wp7snVLN0vxm+5E9D23Wax7tPiHtOaTsRf7Uv3E3TsHuAsOn8s/cU2whYanzDlAGS8tihYC3XTyAhgvAAJiwDeJvI/rXK/9Fn7DHbt++ofDn2dfEgUFtSKCM7H66t7AAp5/gPIbAngCLVTsQhhEBS1sm9NQ/EIjVYT8AQnQBrLj41m28JcBEGFaj/4roTPGf6BP22E7zq/b3lSLpi9pa5BL/Z3qNv1Oh9Hz6MQ5I7UBdfS2LlkfZxMREYO9ZFP0BZACMxb+DP3TgVNiI/tMXVPEi2leLi/bNPsdKtM+Y9VEHGWIqCdR1YRg120nPG2YHrP6NWNmB5hCOCAAg1BmAFRd/o53f/dtwGqxD8/3X1dcVH+0zc9EXLtpnxqKfE00/LZ8BSDct2d8pI2q2nR3IX0joWHagxCmKs78nzQx4sudkYLMA+3vKGQDIAOicd/E3qOPvLpwCezTpi/4UivbzR+pFRvvM42hfNdhPg9dow+kkqgOgfaXahYKFliJnB1TnswMNsfrA3rfDYxFuAqJowAAMgA6W9GVFLPk7p0mICXsmJibZ6dN9bJoWdCkwYU+OaFjcV0MhNBEcmUYDUPRvaqzynCu1wJCLwqMEVG9GFhQyGgYvoO/W1BRjSoCXCv7f7joojlj0hv0A+GIAePS/iWEuZttQ6j8SUVyP9tU80f7A4BA7fOgo2/f8ftZz/AQ7eeKUtWhfLSHaNxH+DFGVqBsgM/2f57h7mB2Ynp5iB/e/oJm6qelp29kB5kB2gBa0mtMU3BEB9z9VzXr6y9CQicOusB8AzzumzrvoG+38Zt+Ia88+ra25i/7kf2JWNPL/Pv8/KNrv7xvgW7/2c4aF5oJRW1fLqmfGcht/VjF9+9beI/nsE8/IMy3wozt7dOHV+8DNu/zzPOls7cCRQ8fY2OiYtp3gxq6hsZ7VN9Snndf8tQO5719c7UBDYwM70XMqsPfwD+9rYBveehqNGQi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"path": "emoji_u1f913.png"
} | Generate code for a svg of a nerd face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<radialGradient id="face_1_" cx="63.6" cy="-2088.8999" gradientTransform="matrix(1 0 0 -1 0 -2026)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.9188" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face_97_" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
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",
"path": "emoji_u1f470_200d_2640.png"
} | Generate code for a svg of a woman with veil | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<linearGradient id="veil_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.9935" x2="63.9935" y1="116.3576" y2="-25.177">
<stop offset="0" style="stop-color:#EEEEEE"/>
<stop offset="1" style="stop-color:#BDBDBD"/>
</linearGradient>
<path id="veil_2_" d="M63.79,9C-0.15,9,3.84,124,3.84,124h120.33C124.16,124,127.74,9,63.79,9z" style="fill:url(#veil_1_);"/>
<g id="hairgroup_1_">
<g id="hair_2_">
<path d="M64.57,4.12c-41.01,0-40.68,39.77-40.68,40.38c0,24.56,1.88,57.4,11.71,71.05 c3.9,5.41,11.43,5.71,11.43,5.71L64,121.23l16.97,0.03c0,0,7.54-0.3,11.43-5.71c9.83-13.65,11.71-46.49,11.71-71.05 C104.1,43.9,105.58,4.12,64.57,4.12z" style="fill:#543930;"/>
</g>
<radialGradient id="hairHighlights_3_" cx="63.7935" cy="57.6898" fx="112.9171" fy="57.7274" gradientTransform="matrix(1.030000e-13 -1 -0.9863 -1.010000e-13 120.6942 134.1036)" gradientUnits="userSpaceOnUse" r="49.9839">
<stop offset="0.8217" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="0.9701" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights_1_" d="M64.57,4.12c-41.01,0-40.68,39.77-40.68,40.38 c0,24.56,1.88,57.4,11.71,71.05c3.9,5.41,11.43,5.71,11.43,5.71L64,121.23l16.97,0.03c0,0,7.54-0.3,11.43-5.71 c9.83-13.65,11.71-46.49,11.71-71.05C104.1,43.9,105.58,4.12,64.57,4.12z" style="fill:url(#hairHighlights_3_);"/>
</g>
<g id="outfit">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.998" x2="63.998" y1="36.598" y2="0.5007">
<stop offset="0.1785" style="stop-color:#FAFAFA"/>
<stop offset="0.8279" style="stop-color:#E0E0E0"/>
</linearGradient>
<path d="M113.13,98.06c-1.54-1.96-3.87-3.05-6.3-3.05c-0.62,0-1.25,0.07-1.86,0.22 c-2.28,0.54-4.82,1.34-6.42,2.48c-1.12,0.79-2.43,1.24-3.76,1.24c-0.61,0-1.21-0.09-1.81-0.28c-8.69-2.8-19.11-4.22-29.56-4.22 c-0.01,0-0.02,0-0.02,0l0,0c-0.03,0-0.07,0-0.11,0c-10.2,0.01-20.42,1.21-29.04,3.78c-0.57,0.17-1.15,0.25-1.73,0.25 c-1.19,0-2.38-0.35-3.37-1.05c-1.55-1.09-4.03-1.83-6.25-2.31c-0.56-0.12-1.13-0.18-1.69-0.18c-2.42,0-4.75,1.1-6.29,3.05 c-2.95,3.74-6.98,9.54-6.98,13.4c0,3.77,3.32,6.57,3.32,8.5V124h103v-4.11c0-1.64,5.78-4.22,5.78-8.5 C120.05,107.55,116.08,101.81,113.13,98.06z" style="fill:url(#SVGID_1_);"/>
<path d="M63.4,94.45L63.4,94.45L63.4,94.45z" style="fill:#DBD6CC;"/>
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",
"path": null
} | Generate code for a svg of a security padlock icon in black and white, featuring a network of connected devices or wires. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": null
} | Generate code for a svg of a yellow and black speaker with a black cord, along with a vector illustration of a video camera icon. | <?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"
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"path": "emoji_u1f925.png"
} | Generate code for a svg of a lying face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="67.1" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
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<g id="faces">
<g id="lying-face">
<g id="prop">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="97.85" x2="97.85" y1="55.4" y2="72.9">
<stop offset="0.02" style="stop-color:#FCC21B"/>
<stop offset="0.7" style="stop-color:#FDE030"/>
<stop offset="1" style="stop-color:#F4A223"/>
</linearGradient>
<path d="M126.22,60.82c-0.31-0.45-0.67-0.87-1.06-1.25c-0.19-0.19-0.4-0.37-0.61-0.54 c-1.54-1.25-3.47-1.93-5.45-1.93H70c-1.1,0-2,0.9-2,2v13.5c0,0.27,0.05,0.53,0.16,0.78c0.05,0.12,0.11,0.23,0.18,0.34 c0.15,0.21,0.33,0.39,0.54,0.54c0.33,0.22,0.72,0.34,1.12,0.34h48.8c0.89,0,1.78-0.13,2.64-0.39c0.55-0.17,1.09-0.39,1.6-0.66 c2.85-1.49,4.64-4.43,4.66-7.65v-0.4C127.7,63.83,127.18,62.19,126.22,60.82z" style="fill:url(#SVGID_1_);"/>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="63.6" x2="101.1" y1="64.15" y2="64.15">
<stop offset="0.4" style="stop-color:#FDE030"/>
<stop offset="1" style="stop-color:#F4A223;stop-opacity:0"/>
</linearGradient>
<rect height="17.5" style="fill:url(#SVGID_2_);" width="37.5" x="63.6" y="57.1"/>
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="110.22" x2="127.7" y1="64.15" y2="64.15">
<stop offset="0" style="stop-color:#F4A223;stop-opacity:0"/>
<stop offset="0.6" style="stop-color:#FCC21B"/>
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<path d="M110.22,57.1h8.88c1.98-0.01,3.9,0.66,5.45,1.9c0.21,0.17,0.42,0.35,0.61,0.54 c0.39,0.38,0.75,0.8,1.06,1.25c0.96,1.37,1.48,3.01,1.48,4.68v0.4c-0.01,3.24-1.83,6.19-4.7,7.68c-0.51,0.27-1.05,0.49-1.6,0.66 c-0.86,0.26-1.75,0.39-2.64,0.39H111" style="fill:url(#SVGID_3_);"/>
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<g id="facial_expressions">
<g id="lying-face-2">
<path id="mouth" d="M59.3,90.5c7.1-2.3,13.4-0.3,15.7,1.6c0.82,0.56,1.28,1.51,1.2,2.5 c-0.13,0.64-0.58,1.17-1.2,1.4c-0.22,0.08-0.46,0.12-0.7,0.1c-8.48,0.18-16.73,2.86-23.7,7.7c-0.2,0.1-0.4,0.3-0.6,0.3 c-0.63,0.22-1.33,0.07-1.8-0.4c-0.64-0.75-0.83-1.78-0.5-2.7C48.3,98.2,52.2,92.9,59.3,90.5z" style="fill:#422B0D;"/>
<g id="eyes">
<g id="peepers">
<path id="right-eye" d="M90.8,54.4c0-5.9-3.8-9.4-8-9.4s-8,3.5-8,9.4c0,0.91,0.1,1.81,0.3,2.7h15.4 C90.7,56.21,90.8,55.31,90.8,54.4z" style="fill:#422B0D;"/>
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<g id="prop-2">
<path d="M72.63,74.05c9.79-0.52,19.59-0.8,29.39-1c4.9-0.12,9.8-0.14,14.7-0.21h1.81 c0.52-0.02,1.04-0.09,1.55-0.21c1.02-0.26,1.97-0.73,2.79-1.39c1.65-1.32,2.6-3.33,2.57-5.44c0.04-1.04-0.17-2.06-0.62-3 c-0.21-0.47-0.49-0.91-0.84-1.29l-0.5-0.59c-0.19-0.18-0.38-0.36-0.58-0.52c-0.81-0.68-1.76-1.16-2.79-1.4 c-0.52-0.11-1.04-0.17-1.57-0.17h-1.84c-4.89-0.13-9.79-0.21-14.69-0.38c-9.8-0.31-19.59-0.7-29.38-1.34 c9.8-0.41,19.6-0.57,29.4-0.63c4.89-0.06,9.79,0,14.69,0h1.84c2.13-0.02,4.2,0.69,5.87,2c0.27,0.22,0.54,0.45,0.79,0.69 l0.69,0.81c0.47,0.53,0.87,1.13,1.17,1.77c0.61,1.28,0.91,2.68,0.88,4.1c0.01,2.87-1.3,5.58-3.55,7.36 c-1.1,0.87-2.38,1.48-3.75,1.79c-0.68,0.17-1.38,0.26-2.08,0.27h-1.86c-4.9-0.07-9.8-0.09-14.7-0.21 C92.22,74.85,82.42,74.57,72.63,74.05z" style="fill:#EB8F00;"/>
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</g>
<g id="eyebrows">
<path d="M31.06,40.49c-1.65,1.51-4.26-0.35-2.88-2.32c3.15-4.23,7.8-7.1,13-8 c1.91-0.42,3.88-0.51,5.82-0.27c1.01,0.04,1.8,0.89,1.76,1.9c-0.04,1.01-0.89,1.8-1.9,1.76l0,0h-0.14 C40.87,34.04,35.35,36.48,31.06,40.49z" style="fill:#422B0D;"/>
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<g id="eyebrows-2">
<path d="M94.75,34.35c1.54,1.62,4.27-0.05,3-2.11c-2.83-4.49-7.28-7.71-12.43-9 c-1.88-0.54-3.84-0.75-5.79-0.63c-1.01-0.03-1.86,0.76-1.89,1.77c-0.03,1.01,0.76,1.86,1.77,1.89h0.14 C85.39,27.15,90.75,30.01,94.75,34.35z" style="fill:#422B0D;"/>
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</svg> | |
{
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} | Generate code for a svg of a a machine operator carefully monitoring production. | <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="#f9fbfc" d="M0 0h96v51q-6 0-3 5l3 1v39H82l-15-8L0 68z"/><path fill="#39506a" d="M51 39h-1q5-3 13-2l2 7-5 1v-6z"/><path fill="#96a0a9" d="m50 39-7 5q6-3-1-4z"/><path fill="#636d78" d="m44 44 2 1h-1l4 4q-3 1-3 4-2-10-8-3l2 3q-2-1-2 1l-2-4 2-5h3q-1-3 1-3v2z"/><path fill="#f2f3f3" d="m46 53-4 2-2-2-2-3q6-7 8 3"/><path fill="#698ea5" d="M51 50q2 0 1 2z"/><path fill="#374a62" d="M57 52q3-3 7 0z"/><path fill="#eea5a9" d="M96 51v6l-3-1q-3-5 3-5"/><path fill="#314359" d="m40 53 2 2q-1 3 1 7l-2 2q-4-4-3-10 0-2 2-1"/><path fill="#445d78" d="M74 58q9-3 8 8-5 2-10 1z"/><path fill="#e3ecef" d="m0 68 67 20 15 8H0z"/><path fill="#8e949d" d="M46 53q-2 12 1 24l-1 1-4-23z"/><path fill="#627180" d="m41 66-3 9q-1-6 2-10"/><path fill="#f2b2b1" d="M62 75q5-2 4 4-7 2-4-4"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a bright orange planet with swirling clouds. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fe851c" d="M0 0h23l2 1-3 1 1 1 33-1 2 1 34 1q-1 44 2 88-5 0-5 4H0z"/><path fill="#ff8b1b" d="M23 0h73v96h-7q0-4 5-4-3-44-2-88L58 3l-2-1-5 2-28-1-1-1 3-1z"/><path fill="#fe790b" d="m49 22 2 2-3 4q1 3-2 4l-10-6q0-3 3-3z"/><path fill="#fc6f09" d="M49 22q15 1 24 13l-2 2q-2 0-2 3-4-1-5 2l-10-5H43l-5-2q3-4 8-3 3-1 2-4l3-4z"/><path fill="#fc942b" d="m38 28 8 4q-5-1-8 3l-3 2z"/><path fill="#fe7812" d="M31 34q-3 2-2 6-4-1-6 1 1-7 7-10z"/><path fill="#fea237" d="m36 26 2 2-3 9v7l-8-2-1 6-3-6v-1q2-2 6-1-1-4 2-6 5-1 5-6-10-2 0-2"/><path fill="#fd8e22" d="m43 37 5 1q0 2 3 2l-2 1h-3l-7-2q1-2 4-2"/><path fill="#fda133" d="M43 37h11l7 7-3 2q1-4-2-6-5-3-8-2z"/><path fill="#fe9e2f" d="M71 37q4-1 4 4l-6-1q0-3 2-3"/><path fill="#f66508" d="m38 35 5 2q-3 0-4 2l-4 3v-5z"/><path fill="#fa8d22" d="m54 37 10 5q-1 3-3 2z"/><path fill="#f66608" d="M46 41h3l4 4 1 4h-6l-4 4-2 1-2-1-2-2q8 0 2-4 0-3 2-4l-1-2z"/><path fill="#fb8319" d="M48 38q3-1 8 2 3 2 2 6-3 0-3 3h-1l-1-4-4-4 2-1q-3 0-3-2"/><path fill="#feb149" d="m69 40 6 1 1 4H66l-5 2-4 5-2-3q0-3 3-3l3-2q2 1 3-2t5-2"/><path fill="#feb248" d="m23 42 3 6 1-6 8 2q-1 1 1 4l-1 3h-7l-5 4q-3-7 0-13"/><path fill="#f97c13" d="m39 39 7 2h-5l1 2q-2 1-2 4l-4 1q-2-3-1-4v-2z"/><path fill="#fb902a" d="M40 47q6 4-2 4l2 2q-4 0-5-2l1-3z"/><path fill="#fea639" d="M76 53v2l-4-5q-4-2-7 1l-3-2q5-3 12-2z"/><path fill="#fb912a" d="m76 55-3 5q1-11-8-8l-1-1 1-1q3-3 7-1z"/><path fill="#feaa43" d="m54 49 2 3q-4 3-8 3l-5-2 4-4z"/><path fill="#fea83f" d="m73 61-2 3-6 3-2-2 6-6q-1-2-3-2l-5 3-2-2 6-5q9-3 8 8"/><path fill="#fea63a" d="M35 51q1 2 5 2l2 1 4 3 1 1-3 1-11-4h-3q-1 4 3 8l10 1-8 3-6-1-5-7-1-4 5-4z"/><path fill="#fe821b" d="m76 56 3 9q3 0 5 3v4q-3 3-3 7-12 9-25 5-2 0-3-2l-1 2q-1-6-3-1l-2-1v3q-8-3-13 4 0-3-2-1-9-3-18-2-5-5-3 2-5 3-5-3l2-10-1-17 1-1 3 6q5-3 0 2l-1-1-1 10q-1 3 1 6 2-2 1-5l4-1q0-3 3-5l-3-5 3 1 2-1q-3-1 0-2h3q-1-3 1-3l5 7 6 1q10 0 19-3l2 2-9 2-14 1 10 5q13 2 25-6l3-4 2-3z"/><path fill="#f87210" d="M33 55q2 3 8 5l10 3-3 2-5-1q-6-6-10-1-4-4-3-8z"/><path fill="#fd9c30" d="M76 45v8l-2-6q-7-1-12 2l3 2-1 1-6 4h-7l-1 1 2 2-11 1q-6-2-8-5l11 4 3-1-1-1-4-3 2-1 5 2q4 0 8-3l4-5 5-2z"/><path fill="#f37116" d="m64 52-6 5-7 1-2-2 1-1h7z"/><path fill="#f1660d" d="M63 65q-3 0-4 2l-3-1-2-2 7-4 5-3q2 0 3 2z"/><path fill="#fd982c" d="m59 58 2 2-7 4q-9 3-19 3l8-3 5 1 3-2-10-3 11-1z"/><path fill="#fd922e" d="m43 64-10-1q4-5 10 1"/><path fill="#fea537" d="m63 65 2 2-7 3-19 1 13 2-9 1-10-5 14-1 9-2 3 1q1-2 4-2"/><path fill="#fe9d31" d="m71 64-3 4q-12 8-25 6l9-1-13-2 19-1 7-3z"/></svg> | |
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"path": "6065425efb135aaaf37ca2a28b5d492482c83bf327ad8f9ae3c0c420870739bd.png"
} | Generate code for a svg of a a close up of a white square with a red and gray v logo | <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" version="1">
<rect style="opacity:0.2" width="20" height="20" x="2" y="2.5" rx="1" ry="1"/>
<rect style="fill:#e4e4e4" width="20" height="20" x="2" y="2" rx="1" ry="1"/>
<path style="opacity:0.1" d="m 14.1,15.5 2.4,-6 h 1.8 l 2.4,6 H 18.9 L 17.399757,11.9 15.9,15.5 h -1.799879 z"/>
<path style="opacity:0.2;fill:#ffffff" d="M 3,2 C 2.446,2 2,2.446 2,3 v 0.5 c 0,-0.554 0.446,-1 1,-1 h 18 c 0.554,0 1,0.446 1,1 V 3 C 22,2.446 21.554,2 21,2 Z"/>
<path style="fill:#464646" d="m 14.1,15 2.4,-6 h 1.8 l 2.4,6 H 18.9 L 17.399757,11.4 15.9,15 h -1.799879 z"/>
<path style="opacity:0.1" d="m 12.3,15.5 2.4,-6 h 1.8 l 2.4,6 H 17.1 L 15.599757,11.9 14.1,15.5 h -1.799879 z"/>
<path style="fill:#909198" d="m 12.3,15 2.4,-6 h 1.8 l 2.4,6 H 17.1 L 15.599757,11.4 14.1,15 h -1.799879 z"/>
<path style="opacity:0.1" d="m 9.3,15.5 2.4,-6 h 1.8 l 2.4,6 H 14.1 L 12.599757,11.9 11.1,15.5 H 9.300121 Z"/>
<path style="fill:#464646" d="m 9.3,15 2.4,-6 h 1.8 l 2.4,6 H 14.1 L 12.599757,11.4 11.1,15 H 9.300121 Z"/>
<path style="opacity:0.1" d="m 7.5,15.5 2.4,-6 h 1.8 l 2.4,6 H 12.3 L 10.799757,11.9 9.3,15.5 H 7.500121 Z"/>
<path style="fill:#909198" d="M 7.5,15 9.9,9 h 1.8 l 2.4,6 H 12.3 L 10.799757,11.4 9.3,15 H 7.500121 Z"/>
<path style="opacity:0.1" d="m 3.3,9.5 2.4,6 h 1.8 l 2.4,-6 H 8.1 L 6.599757,13.1 5.1,9.5 H 3.3001212 Z"/>
<path style="fill:#a53655" d="m 3.3,9 2.4,6 H 7.5 L 9.9,9 H 8.1 L 6.599757,12.6 5.1,9 H 3.3001212 Z"/>
</svg> | |
{
"bytes": "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",
"path": "2396c8baae0bf2c2ce3843297a2719a13571513d3b9af47a60e62ea53b59a2d2.png"
} | Generate code for a svg of a a black and white image of a sign with a arrow pointing to the left | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 24 24" style="enable-background:new 0 0 24 24;" xml:space="preserve">
<path d="M12.9,3l2,0.4L11.1,21l-2-0.4L12.9,3 M19.6,12L16,8.4V5.6l6.4,6.4L16,18.4v-2.8L19.6,12 M1.6,12L8,5.6v2.8L4.4,12L8,15.6
v2.8L1.6,12z"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the sight of jagged cliffs towering above the sea. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#e1eae9" d="M0 0h96v38q-4 2-6 7-8 3-4 10-3 2-2 5-4-1-6 1l-4-5-2 4-2-1-2 7-68-3z"/><path fill="#213043" d="M96 38v58H0V75q15-4 31-3l6 7 6 2q2-3 6-4l12-3 2-2 4-3 1-3 2-7 2 1 2-4 4 5q2-2 6-1-1-3 2-5-4-7 4-10 2-5 6-7"/><path fill="#9fb8c1" d="M0 63q3-1 5 2l63 1-1 3h-5v-2H0z"/><path fill="#809eac" d="m0 67 62 2q-5 2 1 3l-2 2q-30-8-61-5z"/><path fill="#ebf2f3" d="m67 69-4 3q-6-1-1-3z"/><path fill="#5c7e92" d="m61 74-12 3-2-3-7-2h-9q-16-1-31 3v-6q31-3 61 5"/><path fill="#43647b" d="M31 72h9l7 2 2 3q-4 1-6 4l-6-2z"/><path fill="#91b0bd" d="m62 79 2 1-3 5-7-3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a golden beach with footprints in the sand. | <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="#f6de9d" d="M0 0h88q1 3-2 6v5l-1 10v22l5 31-1 3-15 4q-3-3-4 1l-1-3-4 4 2 2h-8l1-1-5-3-2 2-2-1-11 4h-1l-8 2-9-1-22 2z"/><path fill="#f8de99" d="M88 0h8v89q-17-3-32-2l-16-1h-8l11-4 2 1 2-2 5 3-1 1h8l-2-2 4-4 1 3q1-4 4-1l15-4 1-3-2-12q-3-4-1-7l-2-12V21l1-10V6q3-3 2-6"/><path fill="#fbc960" d="m48 86 16 1 12 2 20 1v6H49l-1-4 2-2z"/><path fill="#fce495" d="M31 88q-3 0 0 2l-21 6H0v-7z"/><path fill="#e2b75c" d="m39 86 2 1q-6 0-10 3-3-2 0-2z"/><path fill="#fcd26e" d="M64 87q15-1 32 2v1l-20-1z"/><path fill="#c1832f" d="M42 91q0-3 3 0z"/><path fill="#fcd063" d="M39 86h8l2 4q-4-3-9 0l1 1 1 1h-6q-10 0 0 3v1H10z"/><path fill="#c58426" d="M37 92v3q-10-3 0-3"/><path fill="#f5bd4b" d="m50 90-2 2 1 4H37v-4h6l2-1q-3-3-3 0l-1-1q5-3 9 0"/></svg> | |
{
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"path": "emoji_u1f9dd_200d_2642.png"
} | Generate code for a svg of a man elf | <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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<polygon points="62.77,115.11 96.94,114.28 102.75,49.28 62.77,50.11 " style="fill:url(#SVGID_1_);"/>
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<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="34.3189" y2="6.3965">
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} | Generate code for a svg of a gray skies over a green soccer field. | <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="#ccd9db" d="M0 0h96v46q-3-1-4 1l-1 5q-7-3-8 4-8-4-10 4-3-3-6-2l-4 8H37l-4-2-19-2q0-12-8-5l-6-5z"/><path fill="#fafafa" d="M96 46v29h-8v-8l3-1q-3-3-5 0l-1 10-22-10 4-8q3-1 6 2 2-8 10-4 1-7 8-4l1-5q1-2 4-1"/><path fill="#f5f8f2" d="m0 52 6 5q8-7 8 5l19 2 4 2-15 1H0z"/><path fill="#9bce72" d="M53 66h2l4 9z"/><path fill="#6db939" d="M55 66h8l7 4 1 2 7 4-5 2q-1-3-1 0 3 8 10 14l-2 1 5 2q2-2 3 1H77L59 75z"/><path fill="#80cb45" d="M0 67h22q-3 0 0 2l-3 3Q9 74 2 80H0z"/><path fill="#d0d8c1" d="M96 75h-8l2 1-1 1-4-2 1-10q2-3 5 0l-3 1v8z"/><path fill="#6db73b" d="M44 66h9l6 9 15 21H53l6-3q-3-1-3-4-13 3-23-4v-3l2-1-8-5 1-4 15-1z"/><path fill="#70b840" d="M37 66h7l-1 5-15 1-1 4 8 5-2 1v3q10 7 23 4 0 3 3 4l-6 3H0V80h2l20-11q-3-2 0-2z"/><path fill="#b5da93" d="M19 72 2 80q7-6 17-8"/><path fill="#6cb43d" d="m70 70 15 6 4 2 7 4v14h-8q-1-3-3-1l-5-2 2-1q-7-6-10-14 0-3 1 0l5-2-7-4z"/><path fill="#c6e6a5" d="M96 76v6l-7-4 1-1-2-1z"/><path fill="#e2efd5" d="m59 75 18 21h-3z"/></svg> | |
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AAICDKAAAADiIAgAAgIMoAAAAOIgCAACAgygAAAA4iAIAAICDorYDAACC57AB23R0/RaNqGzV4Mo21ZenVFfeqeqyjMoTviLGlzFGyVhOmXRWS/+5WRnfU3M2KUlqz8XUkk1oW7pC2zJ7fqUrtLmzn9Z0DNCOTLnlP2H4UQAAAHs1rKJVZ45Yow8M26KJA5s1sDqjqgpP8Yq45O3tBHJkz6+3M50pDa9Z2qN978qUaU2qVqvb67Syo16LWofoldZhWtw2RKkch6584G8RAKDqeEoXvGelzhy9QZOGtaquxlOkPPGWZ8T3/CpSnmi7JkU3aFLFhrc9nvE9LW8fpAUtw/V002g9tWuMFrcNUdbninZPUQAAwEEV0Yw+M+FVfXTcOk0YnlZFTUIybxxEy6xm25+oyeng8k06uHyTLhr4nCSpKZvUP5tGaVCs6VOHn6CMZuolY+RbjlryzBF37OAvCSiwRQ/crXRHu+0YcNzhA7bqi0cs1uTROzRwSEwmUpzPgKYzpcQTDxVlX3tslvSAfN2vtB4wV6mpmDsPCs4AAECIvadql649YqHOOrhR9UPKJGNUyp/w82SwpE/J6FOKK+XP1sOS/qxO3UMZ+BcKAACEzIBEh35w3HOaflijquuSew76zo6qT0g6S9JZiqvdn6O/y9evVKsHzfnK2g5nEwUAAELizAPX6KvHLtbRE3JSLCYHPun3VJl8nSfpPG3TRn+2blNEc8zntNp2MBsoAAAQYPFIVv9+7LO69LhNqqgp175uxcM7GA2V9BVl9SV/jv4mox+bz+tx27GKiQIAAAE0qKxNP3z/fJ171C7FKpNy+BR/X0Xk6xz5OsefrQWSfqLN+r2ZpYztYIVGAQCAABle0apfn/KEjj80KxOLSkrajhQmR0j6rQbru/4t+g95+o2ZobTtUIXCzAkAEAADk+2668xHtPyauTrhSLPn4I8CGSmjn0ta4c/R5/1Z4fywTAEAgBJWFsnqjtMe1ZovPaLT35uRiYfyWFSafI2QrzkarFf8WzTddpx8owAAQIm6btJCbbr2Xp39/rRMPGY7jsvGy+guf7bm+rM1yXaYfKFKAkCJmXbAOv3yrBc0YEiZuJWvpEyW9II/R7dK+qaZoUbLefqEMwAAUCLKIlnde9aDuuczi/Yc/FGCIvI1Q76W+3P0ed+XsR2otygAAFACPjF2mTZd+1edcqy/j6V2UWJq5GuOdl8WOMh2mN7gVQYAFtUkUpr/sb/q5xetUqKKW/oCx+gkSQv82boyaGcDKAAAYMk5I1Zr9RV/12ETYnvm60dAVUi6UbP1kP9TDbUdprsoAABQZJ6X0++nzdWfLl2iRDXX+kPD6GTFtNCfrQ/ZjtIdFAAAKKKD+u3U+svu0fTjU1zrD6c6Sff4s/Uz/w7FbYfZH159AFAkF4xZrgWXz1PNIObtd8AXtENP+z/TCNtB9oUCAABFcNOJT+o3F69QpJyBfs7wdZSiet6fram2o+wNBQAACigRyerFi+7Vp09ulSIs0+ugOkkP+LN1ue0g70QBAIACGVjWrhWf+4smjCvpS8EovKikm/xb9D/+rNI57pZMEAAIk0kDGrXssgdUP5Tr/djD6CoN1p3+HJXEi4ICAAB5dvaBq/X0jKeV7M8tfniX6fL1qP8zDbAdhAIAAHl0/uiV+tMli+QlOe2PfTpOMT1pe9IgCgAA5MnFY5fptx9fytK96JqvCYrpKf8XGmUrAgUAAPLgykNe1s8/tkKKs8o6um2UsnrMn6MxNnZOAQCAPvrM+Ff1w/PWyUQ4+KPHRsrXPP8WjSz2jikAANAHHx29Qj/76CoO/uiL4fL0cLHHBFAAAKCXpo9cpf+9aKkU4+CPPvL1HsX0mP8LDSrWLikAANALJw7eoN9dtEiKMeAPeTNOWd3n36TKYuyMAgAAPTSiqkl/veQ5mQS3+iHvjpanO/xZKvhpJQoAAPRARTSj+Z98RPFKFvVBgRidrsG6udC7oQAAQDd5Xk4vfOI+VQ8siZlcEW6f8+foukLugAIAAN1031kPacQoPvmjSHz9lz9bZxRq8xQAAOiGaw97SVOO8m3HgFs8SbcXaqIgCgAAdOG4gZv0gw+9LhljOwrcUyPprkKsIEgBAID96B/v0P0XPyPD7X6wxddh8nVLvjdLAQCA/XjkIw+xrC9KwSX+bF2Szw1SAABgH756+IuaOJ57/VEybvJn66B8bYz5KwFgL8ZW79C3z1wviQLQWyt39NMLDXVqbjM6ctdKVUZTGpXcpqpIh+1oQVUpX7/z5+h4M0Ppvm6MAgAAe/Hwx+bJJDj13xNrmyr13aeP1rwNI9WQrlHO7DnEZNPS5n99cB2R2K6T+q/QOQNe1lm1i5TwMpYSB5DRMfL1TUnf6fOmjrhjB/e1AAW26IG7le5otx0D3XTTB57Up09ptR0jMJ7cMFhXPjZZy9qGS9rLnRLZtLR56V5/tjbWqiuGPq6rh85TbYy/827KyOi9ZoZe7MtGGAMAAG9xUPUOXXrSTtsxAqE1E9Wpd56tU++7WMvaDtBeD/5d2J6u0PfWnqFxz39bv2k4Lv8hwykqX7/s63oBFAAAeIu/nzdPJs4tf12Zv2mgRvzys3py23j15sD/To3pSl267BO6YMln1JJN9D1g+B2uIbq6LxugAADAHt866nkNH8l1/67c99qBmvqXj6lVVXnf9h1bj9QHX75ajemirIgbbL6+6/9Co3r74xQAAJBUGUvr305ebztGyXti/WBd8PC5yprC3R3xXPMITX35Ku3MUMa6UKGcftLbH6YAAICkP57+mKIVLPSzP1vakzr7vo8oZwp/ieTl1mH61LJL5PtMv7xfvs7xb9G03vwoBQCA8ybWbNcHD+/zbdWhd/Kfp6vTFO9T+V+2HaabN51YtP0FltGPezMgkAIAwHl3nPOETJRpUfZn9ksTtKJ9eNH3+/XV52hTZ3XR9xswB2uwPt/TH6IAAHDa9JGrNHo0o8678p35H7Cy36ZsUv/5+qlW9h0ovmb5v+zZqEwKAACn/WTaQpb57cKvXh6rJtn7FP6LTcdre7rC2v4DwaheGV3Zkx+hAABw1oVjlmvgMEaad+WnC4+wuv/2XEx3NB5pNUMg+Pqyf7Nquvt0CgAAZ91w6iLbEUpeLudpeesQ2zH0l22H2Y4QBP3l6YvdfTIFAICTPjl2qQYMKbcdo+Tdv3pYUW7768qTu96jtB+xHSMIvtjdswAUAABOmnXSEtsRAuGxdcNsR5AktWbjWtVRZztGEPSTp5ndeSIFAIBzPjBoowYPZ9Kf7li2o9Z2hDe91k4B6Kar/V+ryxc4BQCAc378wecZ+d9NTZ2lc4vkzgyXbLppkFL6WFdPogAAcMrIqiZNHMtbX3elcqVz3b09Z38sQoBc6/v7X6aRfwUAnHLD8fNlIsz6F0S+bztBoByi2Tppf0+gAABwyimHttiOABSH0Wf3920KAABnzDx4keJVTPwDZ5zn36p9juKkAABwxtXvXWk7AlBMSWV18b6+SQEA4IQDKlo08kAGkcE5n9nXNygAAJzwjaNflCKlM6IdKApfh/k/18S9fYsCAMAJZx3caDsCYEdWF+ztYQoAgNA7sLJZAwYz8x8cZSgAABz1rWMWSIa3OzhrrD9bk975IP8iAITeaeM4/Q/H+TrvnQ9RAACEWnU8pbpBpTOfPWCF0envfIgCACDULjt4MaP/AelI/xYNfOsDFAAAoXbu+A22IwClwJPRqW9/AABCbPyBWdsRgNLgv/0yAAUAQGgdMWCrYpXc/gdIkoymvvVLCgCA0LpoHHP/A28xyJ+jMW98QQEAEFonjuD2P+AdTnjjNxQAAKF10JCM7QhAafF1/Bu/pQAACKX6RLuS1dz/D7wDBQBAuE0fs4rpf4F3G+/fpEqJAgAgpD4wtMF2BKAUeYruXh44ajsJABTCxEEtkuK2YxRUZ8bT2pZKbWopL9g+WjpL5++wMV2pVR11Bdm2ka+aaJv6R9sLsv2SktNhkuZTAACE0gEDMgpbAdiViuuH8yfp/rWjtaa1Xh1KOHWZ42trPqSvrflQQfdRFenQhPLN+kD1azqzdpFO6r9CnvyC7rPojA6VOAMAIIQ8L6eK6vAc/F/ZUqvLHpusF3eOlG/2rGtg7GYKq+ZsUs82j9SzzSP1o/VTdWBiu64aNk8zhjylykjKdrx8OVRiDACAEJrYf7tMLPifbzqyEU2/5zQde9elemHXmH8d/FE061K1+tKqczXuue/oT1uPsh0nP3yNlSgAAELomLqttiP02YsNdRpx62f0QMOhTp3mL1UbO6t14ZJP65Kln1RrNuBnl4yG+L9WklcVgNA5tH6H7Qh9cv+qA3Ti3RepSdW2o+AdbttyrKa8/EVt7ay0HaUvjNo1ggIAIHTG1jbbjtBrj68brI88dJ6yJuCfMkPsueYRmvrK1dqZKbMdpfeMRlIAAITO8P4dtiP0yobmCp39t48qZ2K2o6ALr7QO1ceXXqpcUEdjGo2iAAAInZqKrO0IvfLBO6cr7bF8cVDcv32ifrx+atdPLEW+hlIAAIROeQCPodc/e5jWdQ6xHQM99O01Z2l1xwDbMXrOaAAFAEDoJBLBemvL5Tz9vwUndP1ElJz2XEzfXXuG7Ri9UResfyUA0A3ReLDmAPjPZyepXRW2Y6CXfrflWK1L1dqO0VOcAQAQLvFIVooGa8KcXy0+1HYE9EHG93R7wzG2Y/QUZwAAhMugZLtkgjMye2cqrg3petsx0Ef/13iE7Qg91Y8CACBUKmOdtiP0yO2LD2KmvxB4qWW4tqcDdBnHV8BGygBAFyqiadsReuTJ9UNtR0Ae5GT0SmuA/l8aJTw/l7MdAwDypjKWsR2hR1Y11diOgDxZ0R6oSzlxL5fNhmyhYwAuKw/YGYDmDFP+hsWOTLntCD2R8LLpjmD9awGA/Yh5wTqrmclyJTYsOnKBmsI56qXbU9ttpwCAfOnIBmsOgEQkWJcssG+V0ZTtCD3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AubzwHRQSIAJABgN/Kfcf1v5SVfDvMYdkvwy8/gaBP0vQpxBA5HUA/MhA80Sglh/QgBoATg7sg0gAFQ4iAkAGAH+Z6HfQCP4OyX5Qyd+a6NeE3N8U8ENBnzfUyygE0BwZiOb1p1ADgAmCHiGBkWv1tc95bkACjtBITwSAbBT49fF+aTVPn/vG+6szBhjzl/xjyv0IwJ8F6HPqkWjkAH0NAOEc6werAk0RAdeQgHw7VgyoktnfDyAB+hkC0g5R9UAiAGQb4L9vAP6aeL8j+Pd08X5HyT+13O8D/MHePiLoNxgC4DE+R6Rx9ptf9c/tizZHBOKoAQIg84+RgD4D1AvQzhCQdn9BAu6g0Z8IwKSDv35+PyTZr8e84v1cRwya8PqxgR/D2+cReg1WWYAWhQAE0nVwgB5XFUhOBGKqAcCQAHJyINULIAIw0eB/cAD+zAn8eywg3h9Z8sfy+qMAf2LQ5wGdsOMhABFwbhIy4KAKBBOBWGqA7boCogZ41AvoO5MASg4kAjBx4G9P9quDf4+5JfvVKgSiSf4uXn/TwG/z9hMtC6w9lGfeu1PMBPCp/Jts5T8B9uCTEgF0NcBCAvrMPTmwDyYBcwMlgEgAEYDOA7+U+g+Dwd84zU+R7AciCcjgjyH35wb8iKCP7tl3fRaAq1KARQZyJgIx1IDQvIA+JDkQPE1QkgCZHHg/oQQRgC6Dvz7T3xf8LbUAsOL9nEfw+n2y+o3nNA/6KN49zQLwVwmiL/Yj3ImAax5AqBrgsprgCAlgDnkBAyWgz+wzBPoCQgKk3UEkgAgAgX8PJ9Ofq5IGW+T1ZwH8Ll5+jsWAcg4BBMwAQCEDuRCBnNSAvgcJ0CQDjk0T7BMJIAIweeAvQf8+EPj3LNP8ehxc+58rZgiEgX9krz8l8AfG/r0Bn0IA+NeAEIKoi/1EJgIBagBaSMAC7mMzBPrMXCugbyUBNE2QCEBnwF89x98F/Mdq+iuOQ072C5L8PQlBMPBH9Pa9QJ+n6pFNdGER9XCv8zDIgO/+JohAiBoQkhfQJxJABIAsD/Dvcf9kvxDJvwmv3wf4U4J+tBAAb6Z3B3n0Is71HZP+opEBLCIQKyzgGxIw5AVAZggQCSACQOCfAvwVyX9cl+yXQvLvGvDHAH2Mkn2tDwEglhh0IAPZEIGUagBGSABSA6AvzMf1iQQQASDwh4N/zwLqPYdMf0zJP9TrdwZ+3c16tmYM0EcDfD5ZvdIXgSMUAfImA877BAjYrUQAJTfAMksAIzmwTySACACBfzzwV1QBDM70D5H8Q73+hoEfLPEHqwG8ud7X2lkAIuyegF69yIQIpFEDEPIC+oAZAn0TCdAQCSIBRAAI/DXgrynww1XEIDfwjy33+wI/lrfPGwD8HHts9KWAhbfHH6QKoC7qgxAWiE0CbMSg5u2jkQDYFEEiAUQAWg7+unn+McEfM94fmuGfO/Bjgj4VAwonByIhGciRCKBNDVRfuDkS4F0ngEgAEQAC/7F9IeDfpNfvKvc7Aj/3PC8Z6FMIID8yINw+zo8ICCvwplIDgkjAANC1Cwm5kAB4xUAiAUQAOgL+FS/eDv68Uv7XD/zHkv1SgL+L158T8ENAP4NiQFlUAWiwCFAQGfBVBdCW+Y2gBviGBEJIgKlgEJEAIgAE/kxdttcF/F2q+8WM91tAOpnXz+GXDiETQYiLUAyojR0UXAsfixCEkgFsIpCjGoCVHBiVBIAXEJImFxC6l9CICEBq8DfX9mdsfA5/LxL4x0z2y9Xr9wF+Z1LgCfoBxYB4br07QghAhFzbewaAwFMFYhIBixoQLSQQOkMghASoigX1hXqlQbXR2gFEADIHfxWwNwL+DvP7Hbehev2pgJ9DPwCxB2GAfcdmAXiRAu84vwMZaIQIOKgB6CRg4012JKBv/KWJBBABSEYAvm0Ef9WiPSpghxyTM/in9PoV25787hL75n+6VL5Ku+F1W9jNf2dH+RoM/Jig7wv4EzwLwJkQeJEBNyLw5NNL7NG/uFS+lu3t+7awG79/G7vxDdvgRCCVGtASEmAsG6w7Rm9vKkjAMUIoIgAxwV+u6ncQHfx1pX0xwR8z3g8Ff+4ArsDtEvA/8TsvrQN/3fYWBODD77tqgwhAgR8Z9HkuPTDXWQDC8dBoZMBMBCTgy/Z24mlNeyuIwC/J9vZ9W5KrAc4hAawZAjFIQN/hGLXNFf9uIRJABKA58K8APjcA+1ohIGau8KfKGYgJ/uiSP77c//X/eJF94ndfAv1eH/6Fq9g7fmLafrOIdQF4qt7W1UJALusHIc37124o3n5NtrffBra3ggS848enw8MCUDUAMyTQBAmoePxCkww4VmfAXi3w5EAJmCPEgluPHoEV/A+CwN9Wm18F/qYiP7mDP9dcKwT8uRqjnyo8/t/+wlnwb/bbD55dUwl0N8uZPUwA2F9fesF4LddcAd2/XN2I0PsFnFftFuDfkEN/440Nsu3INgRub59fa2+ca4SmoDwbrulnUBXOt/9zrZBnvK5yBhTTjolc5yhBip6N2mzx7+FBnhYZEQAU8D9QvNyHAv7aVf2YvchPk+DvNNhw++DnMCDywWD8y7/+Irt4qQ//3YpjP1sO4A7ADwQMK+i7AmBMkOcB/2Leg+t5WGQASARk23Ftb7KNnnppZaSN+BBe9b3yMFLeNAmALGMOIQHcSgJkftZhQi4iABjgv88I/rVBaozpjoG7ajDkeXv+4Hi/xnUP8PrlJU+9vOIM/kM7/jcL7NSZFQ9PUPFsXUAfwdNFA/VU5CH02thkIIAISBCXbcd5vCja6K/de5rND9squhrAjeoaN/VRCDHQHoNAAlTrn9RynGyLn42vn6L9KQ4WYzeRACIAQeAvZaSHmK7QD2Pq6X4uMlcPIHNhgH9Q54cMLHhef3UQnx8MqD7gv04CvrPg7e1zbnE2oACGJYl3OQTAPZ+nSZTzVHue1CT8QUwmC0rCOkICsNUAXUgARNR9nYAYSsA4oHML0eQwFUDanYPQLRkRAC+Tc/1nzYOQA/hzhhHj8gP/gEHALi3iev3DbfMDSfVEwGAsrVQAPL19b9DHCAF4A71ixPT9h8U8OMIzCSQDLqpAaJsbIwHR1AD99bIkAT2GkCPFXUjA4YGKS0YEwMn7l7L/Pgj4a9/XC/30uHYBIJzyvpHBnym8kBDwNwzSWOAPBn5uAX6MhDMMRQAE6ixiCABCFiJ4/Ai/gZMqgGBaEuCiBoBIAPfsv4lIgG3M1MT9bQXUgPkAZdE2SgokAuAC/lI2OghtyLakP+bLZpsAf7AH4Sn5W7z+GOB/4w9ss8v8zAL8oaDvDMo6oGctCAF4EgPEEIDtt7OpAmWbiUUCXNQAl5CAt4IXmQTUx7QeTDVlUNUUSAII2YgAQMDfLenPNePfBP69DMCfWcBfF+9H8PqlPTkYMLHAf3pHTz2Yh3j7mCClBXtEoG96FoCKGEA+AOs5A1SB+j7ZZmTbiU4CMNUAQ14A9xwHopEA2/jYY26hU8DMAEoKJAJgA/9h0p/5SY00XqbIaPXMC8gA/K3JfoiS/1iFP2Twl3bgp/e4A7+HR+kGWghg3/ZZAFpSgEQGHPeriMBY28EgAZf76uaARQIYD+jbCUlAjwXmTzF90qDeKCmQCIDRJPjPGgcPBmm0JnLANIUx8gB/SGd3/iyuUCtr2+SUK9+pfjq79uopdtvPzoQBP1rsHzKlwAGAkR19FHEApQgQEhnwnPZZJQKy7cg2hEkC3nvns+oS1qqm4RISAJIAq7rn+llYSkBPD/DqmQGUFEgEANf7v7t42W8dnHrMPabvO9c/G/AHJPsBBgtdgUBZbhUb/KW9//Yrw4HfG4QUXr4P2DsAPIoX7wDe4NO8ZwAA1AGsAkCatlq2IcxxRua3/KsX16amavqrlxoASQ6E5Pd4jyEeJMAI8g4zA9yTAu+jpMBR2zTh4C+B3xz3r87X76nn8RsXATKtD5AL+EOSizyrjOmW7JWlfX/vD86h/6Y3v2UHe8/fv8IN+INj/4GA74KZmYcArIeEEAJfMuChCrz2ezaXoalnnl9Ga5tLy6IkvVJd2KtZsMqbBPgmB9o+CzS2eJKAkZGNG+SC0f+vbxe2c8fsOvnv1x8692WCfvhP3lXwl0zwKeZS7Gcd9MdB3jZ1ZWxKYE7gzwDg7zEwqcYgmRAlV1h79D9dQv9Np3f22Gd+43vG5Vvu2fqt0n5YL+Nd75nCY5fTyn/C67ON+yvbZR2JX/xnz7GL8330R3Pr39vNfuG2V2nvRWCt8GdYTEhArwu+F4cFhOqLB/UHt2pbHrg/vn19YaE+gy4ffMf07SfuJ/if7BDAfUbwN8b9VRJWFdg94lQ+5X1zAX9VyX1VlbVBXf8Y4C/ttsLzHwF/m8fv5S0CPX3OtEsRWL3iHGYB8Eif7/IswMoAjtdf317mkhRtKoY99EcXypBAOUOAa5qZa/9mkZSAmHUCgouqbXwg56Pjtpb7if7hM4cNOV9EADrv/d9ZvBywDy7MIe7P7DWue3APj7u6j02Cv3ocGLEy3v+vkAv8VExK/7f+1O5w4Nd6+wawAYK+Hf2QgT0FgQi9pmkzmAwAQwQeREC2Kdm2YphMgC2TA59e8s8LACXsRSIBhoGJww5zJAGGpMCe5r2yufRmNm3d9RDB/wSGAAaZoA8zqPRviPtzQz6A0+p+Rumce4M9Kvh7xvulh/PZL5xlX/sPF6P9plL6/9ynXlu+OrdybgEWxx7EsXpZx0MALucIn+sKz/CAYp8MAbz3g89ECQWsq1fvnin/Ke9BAJ+BADw4zTHe4QDt30L9MxhDAawSDhAb2/rj74Vme7mvL6yhANFfYQvnnr7n6kPsbiIAk0UAvs1spX57AXH/1El/oeAPmebnGe+Xkr+M98fy+of2sbterS36497yuXNuAAro8wx7tkC+JxF+vDMZMOUKOBCB43+9wD56zwtR2/GN37+N3XXoGrZTFiKC5AVkTQIE/L4V+QBrIK+I9UPyAfqD/VVioLCVy+fY6vLlW678J5ePTioBmKgQwGDKn2edf6aP+0PedxT8dfH+zz80x37xf3k+Ovi/5x9c4Qb+psnsthyN2nSqsPg1QyimwxJV8mPIRYCYd3El5zCBqfav7bwqOBdtTLa1mDYMCXxT5shA8gK8pwn6jBOuf3P3872mXDPluhWQvKtN2/ZI0nDfmcNsYqcGTsw0QKcpfz2NB1/N6B/ZXmucdUVA1fDbCP6KwXisql/h9f/Kx06xR741H/03lbHZf/o/XAUb1EOBX3cZ9PLAAADOTUMMLgIURgbAgO5KBGrbJQnAnhpYNzlVUPYd+Tlvvmk727KZm/Hbq85/WhLgPD1QGKb+jf3FAQOsulHwcqzeNLO6dHHbx77CvjKJBGAiQgCDKX9S+p81PomeqjpVhZEqQwNMUyuAwyv9tQX8DZeQsf6HvnKBff5Lc0l+072zW9hv/uqrN+L+zlP94Esvc99ewxvsiR0NAdiOEdDzfUIDYi0f4Jd/7QV24uRS9DYu1yT4hfe8ir3jJ6b98gIyCweMPXLTuRVJX/R98wEqUwMNoYDFC8+z/vLlW64+xI4SAegmAZCLQdxp9i5scf14cX/O2w3+UrqUsf5TL60k+T3Hkv64S8uGT8V0Bv5UgJ9TrxWJznWc1w/OFXAlAiJNUmDVZG7Ah993Fbv2qqn2kwDXfIBBfN8tH8Cyv2b9lUW2eP7Zk8XbNxUkYI5NkHU+BDCQ/j9rPChU+tftdwJ/BTjlkO1vAH8J+P+6AP7f+3fnxlc8iwj+0vO/7pops3SrBH4Oknqdp6JFWRaYdT8E4JMPALkWcwgP2EIDim1btnD25n072COPzpeSfWyT/ezIVy6Uny0rCK6HBXxqBTQRDqhs5J6VAk3v+Ziq4BgK6E3JWQEzYnVp4kIBnVcAnLL+dXF965Q/Tdw/ZtJfg+AvwV5K/VLyT2lD8N97/RaH1uzp8WN4+xQCiOfxO6oCwYqAYpMMA/zyPS8kUwLKPiDDArcNwgKYSkBoxcCQUIDp75FQABup/Mdqlf9AUwM1oQA5LXBx7hnGp7ZO1KyAThOAQdb/XWavQSPt16b/WaX/+sIUAMBOG/cPBH++Eec/8kcX0BfwAYH/Xa8uY//gVsxhRZTAwI8J+lFDAJjdWsQjCQLxOOCUPjgRgIUFmiAB0mQ4QNYNqBIBESzVC38CgE0CVPkAkUMBclrgyuXzJ6+6c/V6IgDtB/9ZtlbrX28jsX2D9K+rMtXzjPu3DPwvSeD/ajPA7wX+nINaPBrwxwJ93oZu6zHHPiYZSEEEMiEB0mR+wG23zpSvrScBLvUB+kypBIi+Wh0YO68vFD91ny2ee1q+TkyBoC4TAFntb7/xm0Olfy0B8FvkJ23Snz/4S49fxh7lvyaA3wj+AXI/CvAnCQHw2Kc6g6lIczKq1w8mAgFhgSZJgDSZG3DgJ3eXikCrSIBLUiAg698cCrDPClhTAeYkCbi+IAEniQC0E/wPMtOcf62Ez9yk/3qVQI23r8eoyEl/nuA/TDr6+n+82BjwS5OLsdz10Wth4A+Q+5MAvzfoc6xDGxMAhMvBDXj94UTATgLu+dipchXBxvrMIDTw1r+zY62iYI4kIDQUoJsaiBQKWJAqQH/laEEAbiEC0D7wd1vmt5ep9N8A+B//zkIJ+nLhnqatnOd/16tH6/u7eP05Aj/wRngXeqeAYLcTe8iDCFjUgLJOwD1p6gQYlbMC/N/+E9OlKrA+fbBJEoCRD2CbGugcClCvFbC6+Apbunia9TZtuePKf7p0PxGAdhEAtzn/PXXBnzFp3zYrABP8Adcyg78JAdmYzP+1/+9i6fGnmsdvsxt/cBu76yPX2sHfxev3AfdEoB8F8HObBWAlBInIgHC8Rw81QJKAez5+ih3/q4U8+tP3b2Nv//FpbUGhaCQgVj5AaCgAsFaAVAEKFjE3CAV0tjZApwjAYKW/b1vBv+rF+xT8UUn/ieP+IeAvQf/Rv7hU1hz/ZvGak71j/zT7yC9ebWmlSF5/LOC3fHgw4HehEJCREDiQAWwiEKoGVP78+GfOsK8dvZjNTyVDAjf/VztKMnDjG7YBgdqxUFCKfACfUEBfoR70a6qCQgUorNMJgV0jAA6Jf4r5/CMFfQKk/6bi/gbwH4L+499ZKF/nG4zt6+z9B69kt/707iCvPxrwY4D+pCwL7LkMcFQygEEEPNQASQAkEcjNZFhA5glIdUC+OpGApvMBhAXMK4l+QlMzALJs8CAXQL7tbEJgZwhAAf4HipeHrN4/dM5/Dynrv8G4/6mXV0oPX8b2c/P0qyalfpnsN7KqXwyvPyrwI4D+BIQAUMhAA0QgRA1oeoYASBkoSMAb37CtVAaUOQNN5QM4hwJqU/3q+1XLBvfNKgDvbTp61YdWO5kQ2CUCIBP/ZrUHmBL/KjI/V2xrRPr3AH8Zw5dg//h/Xihfc4npm0wm+0nwlxn/vuAfxesHkwLuD/pdWA9ARD5PSQaAqoDA3y48SUBueQEmu+H7tpRE4Ma/va18v0EIEuUDhIQCVAWCFNugCYEVFaCTiwV1ggAU4C+T/g6Dvf8edM5/JtK/AvwluEsP//HvLLITzyyVgJ+jrG8yub76bf9gxuK1c5jXnxT4OVQECO9xkxACcEj6Ez6qADIRsKsB+pDA5/9wjj34h+da9XNKAiCJwN7XbmFvfMPW8nV9iiFWPkBIKEBX6AchIXBdBeCbOlkhsPUEADbtzzPxT1Xrv0Hp/+vfuMi++e3L7Ph/bh/Yjwwohbf/kX98dZDkjy73+wJ/LuWBu0IKgGSgMSKAoAbIkMAnPnOm8amCISYJgFQI3vqm7ewdPzYNA24QQUAKBdTA3lQbwFYhcOHsU2WVwMLuuPoQu58IQF4E4G5mq/dvqvhnSvxT1foHFvzBlP6lt/8vP32GPfnMUusbnEzyu63w/M1T/CKAf2rgJ9CPTwZSEAEoCbAAmuqYNqoBKrvhtVvYh//7K9n1r93i6flrSIBrKMC1NgBwsSBZHXD50ln59uT2K/e+afr2E52ZFtjq5YAH9f5lxb9t2sHVpeIfNDQAAG0v6V+xT4L+L/36i+z0yyutbmjS67/7o9eyn3nn7nI5Vf131hAmVQ6E4bhgNYCPXpAz88qxowdZAD/XpX1Tuh2uz0qzv77+1vpfnOGoQJZ2xm3E3lCQS9a7uPktO9kzzy83Wj0w1M5dWGWP/Okl9pY3bmdX7NkEXB7YYx8HNi6hOEFUe/I4keCGD+FTW9nqglz5VMwUZGDxY1/pTi5Aq4egggBI8D8I8/4BFf8wEv+wpP/B+39y9wut9vylp3/rT+8ZjfWbwL9Jr1/h8aN4+5MK9DHUAWdVQLh7/aFqACQvoPannC742c+9nO1MARDJv2qKffquV4/lB/ipAgGhAM3cf2uFQMO0wOX5l9jKwnn5Vnr/nSkO1FoFYOD932/2HoAV/xAT/8DSPyAscORrF9jXH51vbeN6x9um2T//0DXs5h/ekQf4c9v2mscf4u1PupePoQ4EqgIgRYAHth+dOsUs7bt2LTkb5mfesZtt3dJjx/96oZU/ncxLkvf/xr+9Lcybr7Bu7kGmuVYRUFxVKHx/Mf4hvaktQwIgv1xnVIDWDk9W79867S9x4p8HGbjjf3quFVP56iaT+97/3ivXFvGxdnxgvD+G1+/j8ZO33y5VwEURQFIDQvICpJ06vVLmBnztkYut+6mk9//vP/Xa8KmBMRICTRUCASqAnA0gZwV0SQVopQLg7f2bYvuQxL+E0r9k0/f9n+1qXxL4ZRlfOb3vVTOb/MAf7FEheP0u4E/efv6qgE4RUB2MoQb4KFaqRlb7U4bNZG7AO/fvKkMCTz7dnhDg8rIoawhcN6wd4Bvjr6sAkPGzeo7QX5gL/Y2YVABeeIQDArCN96a2/eYf9b/S9q7Va+l93wUeMOpZQvVtKml/ZD+s8aJN+RtsalPcX0r9H7vr1eW/9al9vuBff+wIA7J6kAfK/b7AQxaXDLjs46rcUo4j/zOPNgwgAfLvcrpsQagf+PRryz42MnOmJT+VE+gz/XMChwLqY//YttoYwOvn6cf+3ubtrDe1dUAQ+nfO/farZtvenaZa6v0ftDYaXutntR+Ws3oD2djPdQ3EqaV77GsRmMjBSA5Kt/7UHnbtNVOO34vbKx1Cn49zGMDB4/f5TcnSootw2DdsduthgWGjE8pjddcY2aY6rnLM+lvVeaK2kauvMyQCUg2QYYGH/u/zWc8amL/ctz8zYfhdQ/YNn2vxm/KqIz/YtnYML/aJjX3DgUCsTQcoD+O1c4aAuW1PGQqQdQFWl+alI3oHEYA2ef+MK9ggHyUKEE8D6v07gsrwkPXym5mZ9PDf+bZdJfiDQNoH/GN4/QwI/gT8k0EERsZ1vqEZ2wAfuq3y2UYSMAQeAFiuzajZXZDu3ezRP7/EHv2z+SzzBMpZANzy3Z2Afe2AscM44HfnlRup/85VkK87i9W5gZXP2LR1F+PzL5UEoL+yeODMYXaozbkArRrSBt7/U2bwN8T+Xab9NZD4V8epg7+cRxLg3tdtKQB/F3vrW3aw60w1+61/AzL9fYE+ptdPwN8e85juJ8wb9NfwTQ70mCao+/uiXOXzzy6xbxZkQJKCHOzff/q16lLBCGsFRJ8W2LcvFFSZEiit1csFt40AwDL/ex5Ff3ym/SFn/ddB8GvfuMj+9f/xcrOg/+Ydawv1cEd5Phb4h3j9BPxEBDTbhTAhtiPoJyYBw7fz8wMy8Ofz5VTCiw2UC3/Hj0+zX/r5K+HfG3tWAGTJ4NrsAGEtETw6I0AuDiQXCRpYq2cEtGaIG9T8PxfP+wdM+4sx598EgsX7f3zXC+zJ78ZPCJQgL9cGv/nNO0uZf2etVG/7wD9A7ifgn0wiAFUDAolBTBJQ/VuSgPLf31xOUltAhi3/zT2vKbx/rgRl5wWDfMsEm1QA1bRAbYngwT6FCrB44XnWX77cehWgTQRAPuC7onr/1XMAwB1L+q8Cp5wO+GufOl2u9ocJ9rKz3vgD20tPvwT8oWRnLGucCPyDwwCe4E/AP1lEIEQNaAkJqO4//jcL7MmTS+zE04vl1MITiNML5WqBv/rBa2BLB6esDVBfJwCyWiBABRiuEjhUAQoCcAURgLjev37FP1/v36XoTwPef3WDDAd88y8ulf9sNl2A+Q2vW1uYQwK8BPfh68YKfACSU8fvFAl/wUoAJ6+fDFkNcAgJ5EgCtMeKkgjI2QWSHAxJgjTpeEAIgpzz//Yfny6l//HPEe1XAQy5AJVVAqW1cqXAthCAg2xt0R9v738M4JXeP0LRHygZsAIhN15zqAgMgV0LetzgIbuAvwuxaQT8yesnQ1YDfEMCGCQAUDHQBJTglfRU5EZYngM4eU/ghwIyUgEqlQGlnSwIwPVt6wptqSxhXu5XN+9/XR1g6iIP0Ln+GNP+nOoBcCsASuYt/61L91CwBIJ/WI2CBsEfY5VAsm6bQ6Efzi3tOrAtOxULcvhOHNyfud/3AR3L/a9jHEcDiwNBMKCCH5wpjmNrNQEqNvvyp7YeIAKA7/3LhzprbByqYj8M+OOaKgIGN1TzcTzk+rW/OXIn9o/7I4A/dzmmVs3Pd7AnmzwSAGwvXKX4YbVhFxIQStoDipJxrOtauEeMcRbkJK7/aagTU/tNZVVA3tuYFt1fWfwQEQB8+xDI+9cRAV5Z8Cem94/WCbjzNcG1so3MIyPwBw9OHvF+An4ynzbCFRXjMVSsiCQANSTIAatyOqgAwc4PtgqgAnmICrB9JC1t/9l/M72PCACe9y89//2gDlxjc3G9fx6pNDCPcE23QSss4z8T8HcJA5CRcXgbao4E+P3NQ8eHrMc1h3sGqgAQ3Kjapi07R/5eXbrYKhUgdwXA7P3zmvevkHB4XRFgGN5/BAnMM+GOh9wLh/dT5+l+0cCf28GfvH6yWGrAGAngiUgA97oeaIxw6PdgB8Fl9lMgIfBSATRSPzcoAyqHUYYA1hcIWjNZHniGCEC49y8f4kFn71/3AzP7j5nU+29C+g/xKrIB/8pHEviTNUUCgKGvpCTA5Xv5JggjhwIaUwE4ngpQSwac4Zs2HyQCEG4y+W/GKisZfjTu8uPG9v6RWa8TYQEc65/k0xD4+wzcZGRQsIQs280dlgGPRQJcVIDGQwH2j02iAuhwYKgCuJABCaK1MIBYXW5NGCBnAvAhCKPjurWeQVIOi+f9eyS0OHv/3h47nKj7TPOJBf7gTH+K95PFUAMgyYEpSEBIUiDoWLtiiK4CBI2ljiqAKnQMnDbOFcmCnPfquQCzZw5bcteIAOhtkPy3z8rQDexsnMUxI4tD9/4Z1Pt3T5BxZvPe3r2lM2ODrAX8g1YFJCPDapO2vABEEgAaABzO5Vj936QaOiYEcte+G1MFqG6y4sfGJevJgIW9lwhANO8fOZuzUe8feA3nfQjSP6bX4vW3R6Y/GVlsEsCQSIDLR4f0Jy/QRwwFYNREQVcBFM5kQGGg3jgBONiGZMBcCcBBUK/QZPe7ZnJm4f3nLv2bWHwT4O/7e5CR5UICUiYFeiUPO46PYELgOS0QVQXgo8mcqhlkppoB9WfKe/XZAKwNyYDZEYBB5T9z8p+l8I9rFieqV+9b+coX1KEfhLXID4E/GZGAfEkA8NowoEyUEJhSBdA5kowF15DZtHXXyOXF6nL2YYAcFYD3Gn+wkB/NdJyR3XpOv4F60ajeP3KnjZn0R+BPRiQgbVJgDGfC6/MaUgFMhYE4CwolK/IA9uVeGTArAjCY+3/Aztj0P4618A80QxxJJcCa5hKkQqB0WIaSI0DgT0YkAKG/IBzrFApwSQhsVAVwGBsAswBgUwIHL+NFgWRlwKxVgNwUgANWiceUoQkp/MNghX+8av6DwQnZ+48l/WtPZG51DRzAH3xfBP5kTZMAQLtGJQGsJaGARlUAwBoBLuWBddPFdcmAU9vgmEYEYMzeC/qxNYkZrlM3gthjQu+fI1wjzItwlP6Z7+cApykR+JPlqgZ4Lpbl0kebCQXY92WhAriOE+ApgbBkQEUYIOtlgrMhANaFfwYPG62EY4u8/2Zjda6eiE/n5wT+ZJ0lATxkSqAtHyC473VMBeAGFUAH/EZn0SEZUALq5u3ljICq9VcW30UEwG6w2L8L6PtM/cNkl1jeP3bndNrH/a/jUH+cYz5zMrLMSAHHXJfDGMZLsKKoj5OBoQLEGn9tlQGhzuUwDFCQADC2EQFYN3v2v4Gpcc2P4Tz1T+f9M4wGHMv7t18D3DF9pf/YSX8E/mRtUgGMh0TOB4CGAlwSAjGIRKgK4HRt7vf7gZMB9a+KMMDMmcN5koAsCIC19C+48t84e/Of+te8SuDt/ceQ/l3i/gT+ZEQC8JMCscg41CfxTTRGUgEwvPt4yYB6jFEoANKyDAPkogAcsHr/TC/LcA5TCVDkIl/vHzrvnyF3GCzpn4UPMAT+ZEQCAkoG80j9N+WY4+CZOCdRh4zl0GRAQI6ZajogY6QAmOxdsB+G6ZdxxE7+CwWhJCUt067ahZl45PU3GVlHSAAm6HuFAnxUAIxxB1s9BQyaqMmA1mqzA2Adnw6YZRigcQIwKP6zX//jAOb+Mwav/BfB47f3l4ix/ybX7fYiA8CMfwJ/sg6TgKCkQBM59y3sk4MKYFopMPK4vf75LovMGWoCtCUMkIMCcAAmzSh+CGNyhmPlv+oHppCcmvT+PWr943guHPb9CPzJJoEE6MYcFKKtB1Vb346SexRMDnzP8UgGdFkmWINPKgLAeY8UACdWZAN2ZpdigpP/HA7iKRp7yjgcqvTPYX2SwJ+syyRA62vwrEIB+N69/3EYKoBzMqAyp4zD8IWrVwcUoi/DAFmtDZADAdhvBA2d/A8u0BAO7GHslDud02gMLqr0T94+GVnYHH/7dZ2dEOz6I8EqAEJhoBAVwTKrTOmIcqYOA4znAUjLam2ARgmAfelfhbyifOCKH8ehwQRX/gtpcLG9/8DEPxY6oFS9f4r7kxHoh+UDeO/LXAWIeg53utQY7tS2cSBR0OQB7CcCsGFvc2JiDFCdCbLwTwRgDyr8E9P7DxhMcOYYU9yfjCwoH8BRMUBdgyTVeASdEog5ZjgtE8zMYWbFdTQEYN+Zw2yWCICJDfnK/0Fz/3l+Hn8O3n/gYFTnbixGRyYjayMJqO3zq9bpsq+h2UihfR3FeXNQhV2dT81sAN7rlTUBclYBGiMA1up/xux/HTFgzqV/MSr/pZuqksD7R40lcvL2ycicCXR4KMB5pc6YKkDMKYGOn8ldz9eUlw+ZDcAymg7YpAKw35mB2bIyPUr/xmOj3Ol8n0vhMPdYFcNI+icjY47t3zsUkLkKEFwYKOX5JgXaZbZZmQi4lRQAjb3N+AsZvXwFS8OU/5tulAzoTUead8tRBxwEYkNG1mUSMD70ofSlxlWA0L6OPiZz93MDwwC9zcqZAHI6YBYkoEkCcADsndZr/2uBHkn+d2iETsl/IQtWJPL+naf9hWT9k5GRmUMBgdX8klQmBZ6TJBnQJ9nadi2uTvLjtuP1CkA2KkAjBODiA3tl7N88/c9Ul9lU/Cem/B+VnSboXAFeCfw4kv7JyPxBv/4nb7AwWENOSqzzXa6lmw3AmON6NNo8gLdNsgKgZz9cUTFOmYgxvo83Jf/HauTQC2En2WCTBt/7JSObJBKAvS/l6qS6D0w25Rp6rYAwQB2LtApALQwwtYUUABD7sSZb8AjFf7Abolv6KQ/4fOUu7Kk5Mbx/MjIyaz9ESQgMdhQ8xiroYaCxhQfdc7APYiv5a9i3DrKaMEAOeQAZKgDmB84AD7xb8n+EKTYYa29zKw8g75+MzLV71/pf3Gm9gSpAzCmBscZeyLWsiX9u+3jGeQDJCYAx/g9J7NPIMRyEPgYi0UDj5NiNu4GVC60KTCwSRkbWVRIAGasaUgEwvpO7+sq9v4b6uziGAbhHSLqyTRMCkNZ4HkATCsA+49PWzr3kwCmBSH0glvyPrBhgZNY632fQdCEyMjKXASp4YS8OHLOadlqadsAgB3MDqVCpN+vTAfNcF6AJAvA2MOPTPlBmrL4U1fNM2mA5/r2ABwYE75/IABkZrgrQlHffRNgyxRhsu64VZzhoOiDfpCwJ3HgeQF4KACiOb2Za1gaRCTFAT/7D9P49bpy8fzKyFCoAj1CrP7BuSYqxKzQM4OO01J45t2GUYfp6r7dZd/HJIQAXH9g7oyUA0Lr+luIMCD3Mk2hjy/8RWDQ0lOGR+U/ePxlZChUgxLNAXFWvCfUy5L44wjUNS//acKu3Zbvu6jdNkgLgFv83eP1+TM6jHcQKKzR9LcREQPL+ycgyVQGaGCeaBHpEzqX+DJPjOZ6ntg5fmhDARCkAzLj8r9nr5xCv3zb9jyfoqE3L/7bnSt4/GdnkqABg1S99MiBGMnaS8Rsw5c+2Oi3fpA0ByHUBZptqblOJP+8mpx8BsM1p+l8og2Ytlv9DQTkT7/+xxy+bG9gbtxOIkAXZxfk+O/Hkonb/dddsZtdeG3HolH1IKN6P/wnYAb926L0535TuWg5f0ukWxt47PgAJG6Jymura69uGB29skzMB+svK8Usq4ycngQA0Gv8PYpwZxalQq2l5y4Lxvf9Tp1bYN741X4K+HJDl3xCTg/PeG7aWZOCmN24r35ORmUjl8ccX2GPHL1sJZp1s7r1hS/l6443b2fTOBIKqCmBcQNsInJWtAEAGw2co6Yj8GaDD6wBfJRAgQjBQAfQE4EhughMuq15LADyn3NnjZTCixPXewDsfbCs3VvdVtpVTMOTrcBtnxkI0HFIAyPJem6MQdH79vVmh4M73zvUCiOu1dLIXYygL/gxB/0tfngMDPoQQ/OTbd7N3/t1dcT03slaB/le//gp79JvzpcePYTe/dSf7yaKNyddgE4a/13FfWI8zvRfKfcLpWsL6+cJ6LWH7vPrNup4v7PcnbJ8tBgcVTUX0N95XX8vt1W39wc0Vr3LTysWzbHn+rOrXPnr1IXZL1wnA/uLlYeUdDEF+HfwrIF9s44ptQ5Kwvq9nrwUASqKBnK8DV8B17ASA+90HlADoiIgTGeAOZAYO/A988Ww5KMe0d759V/mPQgWTabJ9yXaGRS5NhPPWd+0JUwUMoCQMgAg5Xw+cAnx+HeP15wgYAQADt/C8D9X3EPDz+xtgXgX3tdfavhFyIEmDYKsL82zp/AuqX3quIABXdJ0A3F283KW8gwGg83UPvwbyI15/VTGoKQIg4OSOni4yAQB41l7nm+b+g74H/DmsP0kE7z8V8Ku8tV/8H68iRWCCPP6PHT4dFfjrJsH/A++7qiScyVQAR0VAmLx2HxVARwCCzvcgAI4qAJgADFWAugIwogKMkwNJAPqLl9ni3HO6X/v6ggScTN0vUo5+NxkpiKn+/8hxEeP/rt4wJtvKdbqhyfsPfNhf+vJ59uAXzqJJsC4mpd/jxy+zdx+YYe/5uUbIN1kKx6NoWxL45e/d1GdLcvuB913pnosCDU5XcwGiJ/bhX8v5I52TB/Ee9Visn9XyAEaO4xtkhRtrAUhrJBEw5TTAWStmmOZVQjzlJvUTFNBOWDyjwfm9cmD8yD97nv3W77zUCPhX7+OBgoDIe0npGZKlI3nvuePpRsC/rj68/4PPloS3rX027Fq8me8bdZznXtVqOe+ZCEByS0kA9mmB3DDdTz+/0qIiIDce7tuwG53H6lE+E7MUqMJkNr8clF2yrdMM0M8Yp36Rtcse/OI5dtf/+mKjBLNukvBKRcDpnlBLgXuMa6HjQRTnCbssMPA+oNPSDTfGN2tVoEYqAiYhAIMlgC0/hF+FJbT5/6kZpsd9oIUxvO83THWRnpj0tnMalKtqgPTSUucikOGbBFmp7ORosn2h9QHoUsFRQLgFXjz4+7ljCIeMj6qCQBOqAMx6NxAXTz9lw+H+l2y88zQgBcqBLzePTAceRALaDf65/35SaXIiAT7LgTc5jvCwSzVFXryfJdR5lYA7tdUdIztAAHAKAOniLjHANzmgcuTGjy3/c++vJz1/OTATiJDR7+ZJAoCeaehwotzakvGtEXUBMRTdxNLAqQjATdZnyV0aNE+jBEA7SJsYcmKCIwe6NoF/FUwoJ6A9JuPrbSNtsn3d/S9fbMjhwB2jeOLPS+LoQQq2mRwmRX6AaSZAb9OW5CpAKgIw48RaTcVqIA2Hp2lwaRpZPmqF6wIg0rtpg+yvs1zzFchGTQJ/cIZ9QyYTUCV5CUG37BfVacVYC8xvQkgE1Fl/damzBGC/+UGaFr9BTAAMabixY0uoHQtR/uf+30B6N22eXifB38tDI0vqRYMANGOT5AVnqmILFznDGieTkg/L0vVacsBNswCkJZ8JEJ0AXHxg72wImwLvjwW+SRobj3dPDakHclDLaapfiIcmp5SR5WkfO3ymEypN0PTATBL7UIedhlRc7nuQbTnlIS/gRsidSd3uUlQCnIU/TEsCYGyAw2wmTcb/I9yHy9x/6fU/GDANa2oTZ9desY3t2jFV/hva5cVV9sqlFXZ6brF8n8rklDJaSCg/k8QsJE9Dti3Zzq7YNbpW+7lXltmFS8vs9Ll0OSDDqoH3/Mp15n4mnHfZT4i1Qp/rZwd9iQa+imkVwJH3o6ssShIghJLs7Z8cAhArtt8EI8xGSfD8DmhzZNfsM7/rV+Fv+9ZNbO9rdrLvuUqTKDMoqf6G79vFzr6yxL79X+bYymqa7i4H54//xmsIdTMxSTK/dGTO61zZvmQ7k+1NZa/atWWdcJ54fp4991IaJUuGAaTiFLZQlaE0sAUdUcAzQpnexn09B3A3HjusGrx5KxNL6jZ15jCbufoQm0v19VLkAMzqG6pfHCVH6SgagfBZ/KdBgiIHMJ94phyUb/7BK/Xgrxik3/S30ilm8nt1IaTRFZMLSLmSTAn4so390PW7teBfP16SzaoKlYJoBvfPWCNYgvG0sSnbLt8H7Khyn7oNSQsCpSAAN/n88nZHlHvOPcmNMPA0DTzR7T/4Bfd4uQR9OShL6d/FJAl4/fdMJ+ssPt+NLI737zrlT4K4BH9XMJdt8k2vn8nnu/FII0my6YCJxjuv74BUVbb4w7RUuiUPYLZrBGDG/KPBqyjVBYJGLDFh4CnvO/AefLzkIfj72uuu3eFMHEgFaL/37wriP/yGV3m3E6kEQJWpJr5fKnDv4viKcrtOoWvOeuaZAJ0jAPvCZBSW1wyAEEqcew6D79zYgbnOxR5KrCEmB/WUg3Nb55tPsvcvQ0WhJFHmDKT8jl5EM3RtANZEMR1M6SLhmBkwE8Dm03RfATA9UW552m2K3yfvMLyx+5ODlmvsXw6qGN57SgIgvyMtHdycffWP3cBfhomGSX0hJslqylwAI9FM7g075gFkUqU36Ye5VA00W3cUAGMNAF8VIIMGllVDjPyMoJf5xrfcwB9TVk05MPuAEBmefeXrF5yOlyEiLMMgEi5E02cmTTuK6UQsCNTIGOtWMMlUDpglrgUQWwGYRQV+xsM95qyIRKKOkOD7u8qy18xsRX2SKQdnVxAiwzE5599FfZHq0jVX4LWzzVO9pN83bG0D3pgzlQ2Ap8IGl2nU9ut2bhaA+olB11RmoT8Qj99YumCQ+L/mO8tB2bUgC+bAnNp8vi9ZekB81W5cUlgvGJRCBWiC4Gc1tCUfl7n/Ybo1ATLGitgEYH8oWTWC08Q2UliLTDV70VX+L72pTT3WZnvs8QVC5MTm2s5278AFbFmFMm0bu6wPAyQfApEWQ+mUc8UNREDvQNm+XsplgXusyXaEX0Qhchvi6Z5Hi4oY+WQsY8ftLy+tJm3GOIu3kEFNqi5NJ1+mqjpZtePHL0frt8nGrJzJCcIVQT5pNQdg645s+lVsAvA68FMJrb6UP9R3tiP6DFLYA3PKtQGkUQggreVQf0GuD9DJ793BkCdv6kNwntlsVwjAbJgKwOxzKye5AUbr6PC7l0Dok60sa/mjeYfn0svx8jsTCcibcC2v4K4SePbCUgPfeymgn3NKgE7+VRwS1SeAALg9wS4n2bWxAwAGD68BijFUj/35l5qJx/t+d7I0zxozZi8XBGoiBGBUADIeL/kkNlLr75HfU2lGAXB9FpOYld+SDnjqtN8gK5dcRfHKXllCVRNSfHeyNAqAbBdYoC1XBWzKmsh96ORwymO+d6sFYLGbUj2S9ATAO27CM/mhcyQezSXBPOEpg2N4VPL8v3yquTn5jx2ndQFSmU+YadjOMMA/dY5J1V48vZzBiJBgsMtmfObRHxPvGaE3WTGgZkMALkUToq/u1KUGnM7mL/rHWZ8+dSnos7/z3VcaHZjJEhGtgEQ42cZCiKYkEE88d7Fh9SPDUNOEjG9ez0ClDtSO7U3lUQell8Oz61SjaEOnQx2c/BPh5MDqE6cdev4Y3l1T350sjUmC6Avgsn01qTCtk+z5PtKg0WWw5nl8Lke5q/YrABcf2Ltf+8Bc1rTmmf7QnSUS3GkQuDgflmn97SfmnDw0Gdf90++cbRz8Mb47WRoPWKoALu1FtkepLuUA/uhOAVmz0AA7Nlk54Kk8G7CmCBA15E56aI/+1cvloi1yfQC5SJBqQJZTsORA3lTCH1lbPeA1k2AuE09fc9U27boRUo2SRKGpjH+dyVyT9/zcFdQQPKBFJDp/7Nhyw2Br6I10hgBgLLaQwFePf36H5sAikQDpccl/kgBs37JBApZX+8lLsJJ104bgLq1OAmSRn5xAfzIA2HxExrjZkRtuVAHwLPBDKkCnH5EkA5TYRxbbJkFJSukBE8vBPfbMYTZz9SE2F/v2YyYB7vN+oAT2RCBaYpQHQEajA1kEDEuSBxCTAMyEtyVO7Y46ZNY2vbNHD4GMjIZh+Jic0ZDd7GqAZGRkZGRk5KdNCAEgYkCtlIyMDGw7p3u4/ZpPwPschtAWrAfQy+uJNfCjcnrfqg5GNnF27TVTE/39X3/DVtwxbNJ8mRzHxUx+j97E/6hkQTbJMXCK/yciANdO0UMgmzSbbTsB2JM7+yELt703bKXvTkYWkwBdQwSofR5qsPPZegKwz/mZYawESJbUwuOT9N3JzHbTG7dPNgEgBSQfMO+Y9egHJAux10+wF/x6UgCS2SSHW667ZjM1AIKfCSMAhN+tsL3Xb6HvThb/WU8o2ZLEhxSAjEGj5TjVo4dFRgMzfffc7aYbt1MbIyP+MTEKAP2yrTDpnUyiPEueWWIgnFC1ZVKJT9cxpL+SxwJnvdY9O8Li7OzGCRykbqSBmZ53iu/9xm3kunTQxOoyEQCybtiP/ehO+s5kUU0qLpMoh0/6DAgyIgBkNEjRdyYrnvm2ifq+N7+VSCYZEQCyzE3GwifJO5PfleL/6e2db981Ud+XVCYyIgBkNDjTdyWbQOJFCgAZEQBpgn4oAkX6rmSMvftdMxPTxmitiW5af3mRCEC7yAAxEJvJwWoSgJEGZnr+bSKZNHLliGH9CSUA1Bo7bbf/3KvoO5JFJ5pdl8ZlgiklmXYO9bO8qx49LzIsk/HZLg9c8rtR8h+RsNj2nn90Bf3IbQEN4fHxGWFbjxoDGaZ99NA19N3IohPNd79rD3n/ZK20SckBOBaNQZFlPTh3MRdAfify/nPykl/VyVyAD7zvSvpxO+5/ignJAThP3vxk2gfed1WnBmf5XeR3IsvrN5EkoEsmVQ1a/KcFCJ7msnNtJwD4z5bUgtYMzl2Sy+V3ocz/PAGzK3K5VJe6RmiINKg3ixXQOgDHUtxxL9uHhkEM6H289xaTmdpdCAXI70AFWfK1u//FdZ0gZ/f8ynVEMtuK9Y4QlstCQJkQAPL0s2ewniZl8zZLmvLeSfrP2yRoShLQZgvuJ+SUZOcApRpju0MACOg7OTi31bNp871PmskwQFtDTlJhij+jgQbXnJzX/srKBBMAJ0YlqA233GRs8+O/8ZpWAam8V3nPlPXfLiBtW8hJ3i9NLZ08YjApIYCj8QkCWRsekpQ320IChuBP2djtMwmmbSEB7QV/GpTtjwXlGZ3spgIQ6t1T+2tlF28DCSDw7wYJuD3zbPpU4E9DZQYDaO1H6C9eBl3i6kNdJAC+3r1o7+/vc4ToaMeXwPrgfa/LEmBzvjcyN3vPz12R7dRNSU7a4vl3dRxq7CFl+EB6eT5MMT53khpuJ0wOyp/91PdmVcpV3ou8J0r4645JLzsnNWeoLklyQtYOR0hEOCGnMsCxCcAx9KdMyNxM34yQlyGnPjWdaDdMUKSpft00Cf6S2DUdEpB1JKS6FKVoEeVMZTFWCuXvIsZ+F9EHlQE+merWecyLX3xgr1BSDs4Zl689vnYH8nWwXb5yxTb599r2wb763dfe89E31uPr77lyOwdfh1uP4YD7h94zH/tVucd3rn5PDj0ewR784jn2pSNz7OJ8mhrZ0ht794EZdmvh+ZPXPxl26tQK+9jh0+yxxy8n+0wJ+HJlv6jVCg1EXajQCUrsxaggu7FdgK8lrMcI43WE030LzfdnnvP9BeD+pUtfvOkP7nXwvvxj8FqW/a9sW3r5RbZy6YLtVz169SF2S6cJwBrQb4A7q4C7kgCsk4bBNt4BAhB0vplMtIkAlG2lAP+Hvnw+KhEg4CeTBOCrX3+l/Ndq4I9JAIwALsDXEcJ2rx0nAMXfa9sH+4r/Fk8/w1btiYCdIQDnipeZsU/sAQlAjQi4E4AakkIBTQug8GvZARSTAIzfWygBAN9DBHv0m/PsK3/8SvmKYVKC/cm/SyV9yUYVgW98a74kAieeDI/LynDSj/3oTvbud82kDWu1hQAAQdsJwKMRAAFTMMQG2Isa8DNRJQBDYsDY5eeegIQBjhQE4NYUzSd2S5V5APtBjZgr3qsO0h2L9b4j1uavJIF6CNbSYzv++AJ77Phl9uLp5XLgtg3E112zmd1043Z24xu30drqZNp2IpM/5T/ZpmQ7k0TgxJNLoDCBbFfyGjLP4KaineU2e0S06KoxyE/U9y7Ppk5KYDkAj6V6hFON/njcAFcdB+hWA3jCm5MDbSmpVrKnZYig7rXJAZhkfTJfMvDOa2UBodEiQrKNVcNRsn1NyjRRyidEJB4Dy20GQAoCMAd6mEagr2xsERGw32pGX2bsN7CoLQ2bHIjJsyeLbdmDfbIFbGIQiAmiGOv5Aqt4uIlksV2mx7x+e1sDFjk0YBoYyMjIWuTHt2hcEG19zEJf4XZ1ETwD5ViqW+/l+rBU5zVfMkA09Jya6bjEEcjIWg/7E+lIJCkC5PIcyvj/anbPKTYBOObf0ITB+xft7pVROhPBNRkZWYOQ2pjTIhp9LOAiQPAcgM4oAHNO7jykgITzby7w2lYGXnnybkEhBDKydjoUbYLTlo2typuwlK+HJgFefag7OQBz1scnHB6qmKTGleA2IFW6yMjI2skQGhrfRANfFW98F2GfObZNrMv/uZUBjk4Apm8/cQz8jEE/kED6kXMBcNFsR8jVGyAjI0sDvo2MnyLPB+b93l4eWSyB5f/uEACrCiA8wX3Se3Yuz4XYARlZ9/td4rFHtP03CasBMJfytlMQgGM+D8w6W6CxqYAiXadCWI9StKTTk5GR4QNPsjEvI1VWNPb8hXZ/f2UZesXHUt5+swpA/Qm2Yipg/h0AbwAhtCcjayUryH0MQhsvRdRb8yZe9RLAE6wAPAZ6eLapgKmT1DIBdBH7O+RGpMjIyNKMFRHGNZHiy2VBboTTFMAciwA1rACYHqAB471+cJFxMR0Rr0Ok7oBkZGTNOCasLf1eNPucMBRPgAM74sPC5X9pJ7tGADxyAAyA3bKZAOk7XWAeAE0HJCNr8ZghvMfAqPH/vOhBOGGwzQCobHBZBOjqQ90jACfhD164s62E7QKlmeZCVoR/HycjI8vXZ8hGPWhg3MumiFFlW38pvwqAyQjA9O0nTno3Chdy0FSDSKBEZDm3l8IAZGRZk/bU44VIfh8NJwBCZwDA4/9zqZtUqsWAjoEfOyAckEyZTuatC+R7ihQGIKAnI8uYGIj0OUCp/fOMwr3QPLX+8gL0ko90lQDMgX5Iocd9EDmw/VxtWlWvycQ+n+9B5ICMrHFhwLd/dyr+HzMB0IQlCmdJrC5DSwBLO9lVAvCI6UEKiNepklsSAXpUhz9DoG+cmJCRkaXvw5M6g8gFRwAF6kTlzerCZZc76SwBOAlGVnCNgEx5d5N5AFEHCUJ7MrJ8iYFoNMcnh/i/SP7M7RjmOAPg6GQRAOVDBHj+uv2xPfioTFY000EoDEBG1h7vH7orlvzvPe7lH/8PTgBU3FN/4VK23n8yAjB9+4mjTgzWKRFQ4PekphpXTLWDwgBkZN0iAwLx/IbDCu1w0lT4o/98Gft3UAC6SwC0XxCaCOgTFkDODxAZNM5cwgCkApCRZcYKGiT4wc5N4zUJgLOcVKhfSwAcuRx8/r+0R5poOSkJwDFT4zUmAiobisjAGxXIjVsgd9I4YQACfTKy5j1+DIcgO/k/l/i/NRnQFI4eJAAuXnL5xGNNNK+UBOAx44MGx/qFV0VAkaBDZs+UUYCeagKQkeVDDARuKKCBcSWIyKQO0Woxa3xbP/MZAJkoAIAfWrNNYLPRFkzPi8f63e5LxBxQyMjI/Lz/0OS/WEnBXZhu6KgEuCgAVx/qvgJwzM6oPDx/AWTB0fIARFBHDuKioeUyQyU9AnoysmaJAbqzkVj+RwDqJFVOKzgjlBg1eh1H7/9oU00pGQEYrAkwZ3qwTPNghVYNcCgIlJqlC7y+Gy3zN/B8UgHIyNKDvGAKpwijbzcxNjlfV6R99g5ef5UYtCH+n1oB0H9RMU6kXEIBSdp6RgtxCIROg5YMSEBPRtYMIAWco+7/wulzBMI957DQGW78f+2P1UsXXa762KQQgEfgDxdWChglDyC71fMiy2YoAwpNCSQjy8b7j+kFYcr/TY61IfX/XZQAt/n/pABAHupYo4fmASA3OGseAGYYIFamLhIPid6RyciIDMD6lk/yX9OhRefrIk7/c7l35/i/k/w/11QCYD4EACCreOcBpOiMDcTRMMIA4YoAqQBkZFl7/z7Jf6FOTGr5P+UYD4n/X3aS/4812dySEoBBIuBJ9YMXY4TKHPNXqAFYVau6GgaIeQ6pAGRk2Xv/6Tz+hPJ/wHWjxP8XnWYAPNJkE+s18JnH4A9ZgB6897oAsaYDJgoDOJMZk4SGrQIQISAjQwPYYO/f1BVDk/+SqKGB8n/I6qaCjVer1SgB/aVFJlaWXe7s6KQRgEfs4G9fZxnGyHLy6CNfK6YX4OOJYHgcZGSTCP6++2KqBMhjUjbyP2hNGY0jqor/u03/a2QJ4KYJwFGjNwlMtDDuQ8K95oFeROjIHlMCMVQAMjIyrwEqrvcfgxjEL/6DcS33PAa7Y7oyf8HlFo413dSSE4Dp208cc3ro1SQ/AVMKnJqAp1IQPQyAWRMA27snFYCMrCPev9vglGzMCpX/saf/VV+F2hktp/+5rQB4tOmm12voc48aH7hV4q+FAep5ACKgs6RWB5pg0z7egfVzSQUgI2ut9482xgj/z2lSMTDJ/5Bl6d2z/6U90nRza4oAPGL/cRQsSzC06YDJwwBNxNOgjBrNuxdh1yAjI+9fsS8gFAj1hFMtANZW+V+pRI9OT3es/kcKgPbpa4FeoE0HZDpmHbyaVgMZtTmoABouoDyOSAAZmblfCANnF5H7dWhf7bL8r9xXEIHVvvP8/6sPKdbGmQQCMH37CUkA5kAPnSk8S8h0wNhhgMhV+lx7dW4qAIUCyMj8xwCw9J/I+4cdh5S0nM2YLcDT/zzk/6M5NLteg5991M681N690O6LEAbwaoBuS2oK7M/PQAUI2kdGNmnef6R9WN4/evJfY0uZA69lykVTVKf1kP+/POkE4BGjF1llXmJ8H+xHcmgBmEWBUk2tCWbuDasARALICPzz8f5jjk9IXjqG/O/k+KkwZwR7vOT/xuf/t0QBqG5zWB2wLWGAmPE1DBUAGscXBhJAoE9G5kEGHNFP0R/DZ/Y4ev+pxsok5xvk/5rj6SH/H8ml+TVGAAb1AE7af7D8wwBRagIIj0EBWwXwHTyw9pGRdR3wxzHHgWT79K9A7990QMyZSgxHbQWNswD5v7rNQ/5/JJfm2Gv4849aFQABkGQaDgMEsVTkGL+fCgBcI8AZ2CkUQEYGbfeY0n807z+3RcjA5/tm/2sc0KH83++TAhBgX7aBkhAG776pMIDPEps+m6EqQGAnjzKI1EmAgBxLRjaZ4I8i/VsvFZj57zkmBlcrTT52O8j/F8+73sHJqw8ZlG9SADQtuYkwQHBNAFzv3qvDgQmBZ5xERDqWjGyCyICX9O/UT90XSonukDiMRaGrp4N9NavDObrNsfZ/Vt5/4wRg+vYTc9oHkjIMIHQ9MSIrxU64wa7VLwz93HlQEmP9B80jICNrG+BrwV8EE+jgBN5Q8GZAZyRp+ACh+I9K/l9Zdq39L+3LOTXNXgb38IiNtaKFASLLRxiVAWH3Kfw7nsuBWIl9lA9ARuBv6WICT03zTfzD8P6DVU/k1Upd7k1X+18j/y9fcC7kN5fL9L+cCMARZ+9cFwYwEQVw2xC4Da1BFUCEXgPQ3/1VASIBZJMN/tj9KVkRr1DvP7rHP74zqPb/OvjXiv+0OPkvGwIwffuJk0y3LvKY7MLsGZq+awNElaeaUQH8OrvwH1xCQgFEAsgmDPyjS/+5ev8OU//SjM8avKhiTG2bnPonQwCO9uXcmmkvk/uwzgYAJWdUVQBRDR3AwgCoyYCBDVY4fwhABQB3UIcKgSGhAAJ9sgklB1Gkf1s/BpwnnMaJ+N5/lOQ/w6I+YxVoNfllKxedk/+k/J+dAjCVyX3IB3OX8RfkgwYt+OA9W38tN1X+3ngd7Bz+cNylh3KH42v3adtZPc50js9xvvvqxynOW9/k8nnKv9c2CttPIpj7bzCB9tjjl8vX448vlK9PPLnI5i/2y/cnivcX5/te173pjds33t+49n7v9VvYzuke23vDVja9s0cP3wOkncDfRfoPqtzpAvgNev9OBMJzjWDlgj8b8r/0/Lsg/ztBYmy7+MDep4qXWa1OwXn5ygevw7+H73l1m/xWPb7+ynnlGlzxrSt/c17ZyA1Pipvfc+U53H6+9n5M53Hr/XHIvY/t48p93HYe+Hlx+3fMqpU2axLMTzy5tP764ulldurUSmP3IwmAJAJ7b9jCrr12c/laJQ0E/grwFwYX15UMCAMmm5KPTblHwBLfpmsKH7KhUB2txMZ6bQG/n37xpj84tj/48PXXAQEYvC6fe5ktn3/ZtWXcmqMCkBMBOFy83Km9ywGg83VgrwL+gADUtg3JAK+QgfVvzCFgya1ArwMsrj2OO12Pg47j1nviPmRGQwJ4EOiPfzEvQtFxk1778eOXS+9egv3Qy2+DDUmBJAPy37XXTk3GjxYa9/cgAwIIppDrCtD9CCsog8KOgulPEgYnXkDfCzupqUr7A7AfgjxTvA7JweXnnnKN/0v5/4ocm2xOPfNzWgIw/JGGYQDOx6R+IbgmDKB4tXViDuzsBnleeRmPa4+dovxc+w2M/Bki4Zs+1vm6lVAAKHTQbfx49JvzJdA/9vhC6eW3W6lYZF/9+ivl35IADMnAzW/d2c3QASb4A6+NU6NDcxg08di3CJnluChT/2zHmEr/DhiSjP17JP8dybXZZjWkXnxg77eLl33KncowAFNI/RWFwBQGAKkA3Fn6T64C1A9IHQpwuQ4pASMm5XsJ+N/41nwJ/pNiUiF459t3sR/70Z3dUAewwR/g9QZL/16etl21aNz7r5wM9v6FRf7vi/V9i6eeZasLl1xbSJbyf44EQCoAh7V3agkDrJGDUeAfHjeWO2ABLlAuAIAcJM8FAH8vFhwK8AbtCSYBUtqXnrH812Yvn8hAA+BvBcgGpX+WMPZvBXYB/14j8v8o6A/3icG2/uICW3jhadcWImv/X08KAIwAzBYvT2kP6JlB3jkZkFQAB++d6wkOkQCrScCfNE/fhwy8+1172hMmaBL8DcDnApiwxL+Oef/rnj/A+68k/y299KLP9L97CwJwiAgAnAQ8XLzsB6kANpBPnQyIoQKYSEBqFWDsOg6hACIBpcT/pS/PleDvOxVvUk2qAvJftrMKcgL/urvrcO3Oev8Q0qDz/hXJf2JllV1+5gmflvKmggAcIwIAJwAHi5f7tHfLHVUAU+6ABVS4wzS7aCqAiUho74lbwTJKKMD5Wob7bzEJkF7+l758vlWZ+7mrApIMtBb8XQE/BPwdwBO2RLcA3W9O3j+YkIyA/BD0mUL+9576d6wA/zfl3L9yJAAzbC0MMKM8wCcZsD5dsM0qAOizY4YCWIKkwHaSAOnpP/DFs43Oze+qyZDAuw/MsFsLMtBoeCA2+NuuaQJpB/B0kv4tIOy1lHFW3j9TTP3bIADS+1947sniOGcV71BBAO4lAuBOAqQCcFB7xzGTATNXAVT4ixIKcALuFPkA7SABUtp/qPD2v/L1CwT8XScCDYG/1vt3AX8X7z+29I/h/ZsIAKr3z9jKK+fZ0ssv+rSYKwoCMJdzf8qVAOwvXh7WHmAC9GjJgEgqwNi+WCoAgLSw3PMBHElA4hb94BfPsS8dmaP4fteJgICRgaTgX0c6LPCvIzGG9J+j9++Q/Hf52ad85v7fX4D/Hbn3o2zTqIylgUkF8FcBjASHpcsHaDEJIKl/gohAG8DfATjRpP82eP+6a9S9f8XUv2FoYOXi+TL738NuKQjAUSIA/gTAXBOANzElMIEKACQVHPh5kFBAsnyAlpMAmdT3scOnCfgzJQIfeN9VuMmCbQR/A3A6FfxJ4f1jLGaUp/ef9dz/thAAmQR4TntABbyVUwJt6wNgFQbCUAHqQNqmUIDh2l0hARLwJfBTVn/+JmcNfOB9V4ZPH8wW/FWoDvT+M5T+G/P+AVP/yti/n/efffJf9gRgQALMyYCdUgFU6G6/ZiOhgCZIQO0ZcRfQD2jlMs7/wBfOErK2zKQSIBUBr7AApJ5+28AfDKqxpP+J8f5l0t/1uSf/Vf3onO1z5k4qKgs11BqZdYGHynHCY1CANnpTB/e5vstgJSAfDGD11r+F52DmPuhqO7yL5wYw6e3f9vNPE/i31GSexnvueHp9QSIw8PuAv2D44M8igj9zAH+0cUpYPxZjbAWP4xac8Fz0R9qRtoB/9grAQAXQLxBUVQGqnnzTKoDlGugqAPhYDvK8oyUFRlAClCpIgBIgM/ofLEBfFvIh64bJcMBHD11jXmsASByFjfgGkdsESX82ZcFX+jfek4AvaOQj/Yd4/0Ppf+j9D5f89fP+2cD7P9mWvtGGdTk/CVIBRCQVAIOB+jR+107Owq8DHqwcBynhoqw4KgHrHyuA3pwwe/3v/+AzBP4dM+PvKhg83p8j+EM9XoT+LbDGCej4h6E82Lx/UcMHEeT9H20T+LdCARioADIZcEb7DYxTAiuefi4qQP3UGAmB2mMB+QAsJCmQuc8McPL89d8pJC/gt37nJQL+CTC50JBUA8rcAIcQkjXe3xT4J4r7Z5v4h+H91wr/XH72SV8CkO2yv21WAOwqgBgydDHK6oSG5QWqAAKJpQqICw+8Jmqcj4XkAwCUAJ/BEzCAOecFiLUM//d/8FkC/wkxuU6DzA147PhlPPD3yQFIDf4h44FN+ocOHLFzoCDHqbz/yj85798T/E+2DfzbRADMUyoAkr8Y+9FFhTgYCIKt8wQ23ODO4BUKEKDrtoYE1DwCaEjg0W/Nl9LwiScXCRknyGSex0f+5+fLGR4m8i98kv1yBX/hMAillv6dxz9h92Hq3n91nB8b69eWDxarq2z57GnfZnVPG/tCa1ZVN04JLKmMYY6/y1LBwOqA0acFMpZFKCBseiCLkxho3MbNz2Kw7bd+lyR/MsZu/tGd7KN3XjM6XXCM1wv/GSc5gn8K6d838Q+0T8DDGw7z/pfPvcSW5172aUZzhfd/RRvbf69F93qPVQUQJhVARFIBHGUp4TAQNBEKQP8bIANCrumUHKgPCQy9PwJ/sqEK9JF//vyGCjQm+QtHJQp2TAzwd/s7pvTPooI/+F5USeKiJu0MIaDw/lcunPNtRp9sa/tvDQGYvv3EyeLFHGMZtg3fXADB4LkATCEPhpKFkH1YyT+q75kDCXAZdDUhATnIy8GeKvqRVa3aLkCSf2AYIBb4i1DwR5P+RaTxTlj9JOVvJZg6TFwZ86X077Hcb+n9M9aOqn9tVwDMTEsAVQBhUAFYJBUAsA99xS+GPBhEJAHCZZBx2rZx9SeeWhz19MjI6spQ0T6++sevsCDJPxX423Zj93fwvSVO/IN4/0w93g/39RcXyql/vpjUpsI/rSYA07efOFq8HA1SAeogL/SNI7UK4BUK8O6oLGxmgNfnCY+BMZwYfPWPL7APfOhZWraXzGof/+Rp9uDvn0MHf4EN/i5hPxsau/yNFfdv2vtnVe//jG9zabX330YFQNo93iqAUKgAbLSBCE2cyNQhwNMChWMnDzxWuJ4L+FzhMDCBBzvfGQKAbdKj+/gnzzAyMqhJArDeZkKKTIFCXRHAP3BsQYn7Yx4LJTq2zP+691/8W52/yFYXLk2k999KAmBVAbR1AcwsUFURykgCdJ50rGkyLnG1yEmB6CQA6i24ev7/L4E/mZ9p245jGxRGguBR4Q8z45859m2XuL+L9O+b+Gcq+gMY42XMf8l/2l/rvf+2KgBmFYBpwL7GBJUqQJU4OIJ3dqGAiPkAbSAB5PmToZCA//0MDvgDAROiKKCBvwv/CIn7p5T+GRuf2VUnBYN9K+fP+hb96YT331oC4KUCMHUjUIYMoKGAQEnL1LGcmbPlc7AzhJOSAEcJdmzgJiMLJQGObTAY/GN7/shhgyjHuu6rS//1ZO7q/uVl3zn/nfH+26wAOKoANqlfBfbICYFo8X+B1/lyIQE+iVM6z5/AnywGCfgUXAloI/jnLP07J/6Njd+jTp78c+mlF0OaRCe8/1YTAJgKoFkpsDYNZFQZUEwL9EoIjBgKwMwHyIEEWAgTlAQ8+ifzBP5k0UjAg//2nFXyN89m6QD4NyH9hxT9UUwDD0z864z333YFQNohswrAtCxwPCtULxeNeaoRivdYQwGY+QBtIgHAkMCJp5ZGvTQyMmR78A/Osa8+/IpX+7QG3NsI/i5T/mKPmYZ4/4gzuNovvP8XyPsfGG/7F7CvEcDWl/nVLhdcvOeKtQNG91W2qZ4cdJ0AxbHGXwS6bDDwWiNvwccjrRsAuYbqe+luYfCHnN9/+/u/S/P8yZLYb33ie9ne2S1AhQq28FZ08FdxEJewpEt1z+C6AoClfuvef3+Y2V9x1mq1/9ek/9MhJX/lin/Xd6kt9zrwHe4BqQCM6ZeCVCoCTDFjAK4CeIcCQqYGuiQFOj3iAI/Cq86/OTmw/jw++qvPE/iTJbNhe7PnqAhAW48A/oAOL4LqgSDF/ZkD+DMD+KsS/xRhgP7lSyHgb8caIgDpbbBGAKg4kDDM9xcQ+V9YJCgMWcuGvS75AK6DACTe50oCPDyekWeuGUCHu37r914u5X8yslQmwf/u/+2UGdQhyboWMuxd5Ae7rLcL+KeePaAt9DPqMfRX+2zxTFDi39HC+7+fCECeJpMy5iBKgDA0EjG2TZinBdoA1oSKIVMDkfIBsicBlprsj/3VAnvo/6JV/cjS2/G/usw+/wfnjF5sEEg79+UUq3s6gr/zGAfM+ld5/0xPBIZL/QbM+e+k998ZAjB9+4k5kArAmF7qZ0K/JkBAhUC0UIBVZhOROn1kEgBKDhz/1hcv9tnHP32akZE1ZQ/+u3PsxMmlGpsWwW1epOqTIUl/LHBMMYG/o/RvS/JGkP7vL7z/o0QA8iYBUgU4aSUBALYIqhCYIhQQZY6/RjSINeCgLfM7OgB99v6X2anTK4RCZI3aJyQJ1Un+Hm0/T/BnyQqWOUv/TKHqVqd5h0v/c131/jtFAAZ2h3GvdaqIhl2yhKEAzHyAHEgA8yQBBjVAyq9fq07HIiNryKQC8Pk/PIfSvoVgjgl/qcA/Ytw/VPq3qLRL4dK/nPZ3kghAO1QAKdMcsUpNkIRA7T9gKMClQBBmPkDGJMB5hoBm28c/TfP9yfIxGQo4dWbFG/xVAoId/OH9Oyn4h8T9Q6X/2r+V+Yuh0r+c9nd3l9tur4Pf6RAzJQSaVgtUVQhU7AeFApipIyLnA7SEBATlBQy2Hf+rhY3BlowsIxLgs2ywgJKGNoI/VghTqJ+f0M7UEmsr/Z15IfRnvaPr7Xaqa19ITguc++1XfXLTtj13cd7TqwCy2My6988VKgGv9KJhFZqN97K98ep+rmnk3PC3y7Gav9c3j+0XowV1HK4vBl/VejyrfbjxmNHHyZnluWi2ffUoSf/rbX1nj+29YSvbWby+vniVdu01U+W/ocn98jhXk1PdTjy5uP63zLcY5lw89vjl8lXup/oLa/bNP7vkrGZ5gz/wHO/6/oYDvMHfkCwgnOL+CgVXoeYuvvhcSQIC7EhXE/+qxrv6xc5+ZtdTW6avmTVqH7oKgZX3vFoBsLafc8V21VP1rRIIuNbIJuWx3Pxrh1YLVN0A8HM4c7n2mv3sHU9PHOjc9Mbt7IbrtxRAvql4v20N8K/f2kwvVoDYiacW2Xzxmzz2+EJBEpZLojAkCZNkd330WnbzW3bgJfvFAn/rZws31dGLDHhU+5Oo32cbKmx/fLt8vzx3ji29HDRDSCrIb+py7L+zCsDQVhdfuWN18/aHN23dZR7I+Fpj4qyiCKy/H3irorpt471g1fMqA7HF09/wgBXusIdqoFcBaq48xNN2VQJGtmmUAM3niDoR0CgGw20y4arL4F969AWw31iA/N4C8KX3vuHNc+N4jc3uXQrF7R2QkRt/aNvI9hNPLpXkQL4++dQSe+wvu00Kniza581v3mF9kMI5TyBj8HdtSD5xf8aAWf+CrS4shoK/tHsmAfw7rQBIe+mTU/dt2XXdwd7UVv237w1VgKp3P1wHYO0956PHjnj81bUChmsJAD15rRLgqQp4KwEWzzuqEuCgBnztkYvs45/pTgKgBPebfmj7APC3lqDv11MblAAcWcPxv1woSYFUC44XhKBLhO7GH9jGPnbXq928/raDv3MsX+iJEKTWf7XGf83zFyt9dvnZk6FZ/8cK8H/TpKhWU13+cqK/cmh5/syBLbtfM6PNBxh49xsx/Y1tw/cDP1+d8c/lrIHBfl7x6F1j+szhWOd8AIsSYPHYg5QABjsPkhfQ9uQ/6eHfWAD+zT+yowT+0ruHYrcJXLlI2KkCQfKHtrEbf3Abu/W/2bOmEjy1VBKBR//kUrcUguB4f2rwZ3HB36aCgKf86bP+F8+8EAr+0jqf+DcxBEAu23jm8OIdy/MvPbRl+hpzRx2T/+GhAOV7AAnY+NMjFOBFAhwJCYQEaAG+GmOBnQcKCbTMpFd/84/sLP8pPXyB4NCLjB+AsD8f+e/W/3ZPqQZUyUArCz2heP0G8IfMrvECf+SMf+T5/rb3Mu6/On8x9NeT0v8xIgDdIgFHzhx+5cjK1NYDU9v2aDrGGgCXOMX1swIGWoFyhkCpEwiFzB4zHyD2zAAFCWBCsVqv8ToOeQEOakDOJsH+psLLla/VjHzw98AgBRmCve286R09dvMP7yz/DdWBrz78SkkK2rjgU5Dk32Xwd437j2X9j4J/fxEl7n+s63P+J5IADGWd5fmX9vemts0o8wF0oYAqGaiFBUZRsYKvWhTTg2V2JIBZlAsoCWDMPTmwMqhxrhgMcgV9CVw/sqN8nZ7uwUESJQTQApD3uIZUBj4we2X5XqoBj/7pfEkI2kAGosf7WUCZ7ZzAHzzlT7NU+2qfLTz/XRSMYBNoE0EA1kIB7I6lC88/tPWK1zF9fQCmyO4flffLPaLegVT5AvBQwJjH3DQJAHzGOtnBygtQAFn1EUqTSVbZgn51rr1wAGdfQoANyjmRBsXxUkmReQPyX0kG/mRABk7mQwb2zm7Bl/x9wR+65HYi8Hc6Hyz9sxL8A+f7S5s46b8J36FxK0jAQ72prQe27vle/dMYzgoYmQ0wyO6vvOea7Wvn1rZD6gOMeLwcdHz47ABubw22e4bcx9g2v1kCFy/12c/+/NOND/IShMZAn0fucRMQAvA57omCAMh1IaQ60HTOwIc/cDV7x3897ef1O3jwKEtt+9T396reByz2owL/fmXKX390u3y/ePpFtvJK8HLgE5X1P5EKQFXm6a8s7l+6eHpGmRRYDQWwanK1pjJgaD6AKSkQY8RPoQQw1+RA1Y3Zz5Wbd+7olQCc2usrvc+fWQP9akx/7CtBwJpCAGHzyGubZHvYe/BK9v7i34kBGfja0VcamV4IqQEABv+QUtpNg39to9M9Q+L+xf9WLpzHAH9Z8Gcipf+JVAAGKsD+4uXhzTuvYsqkQIg3P1IlkNnrB1TrA9Sfukt9AB8VoEklwLrNsUphYUf+nwvssw+8HB/0r54qAf8dt+wqQQZybxyjh3WxRyKEAITjdaUiIP/JEr0pyIAE/1/98LUOQOwm+bcK/F3i/tX3FS9/dL4/G5n7v3rpElt4/hmMn+1Q4f3fSwRg8kjA4eLlzi27rmObtuw0kgCuAPYqGeCK8sFjJKF6HhDE05MAHarDiYEfCVDdnP7Y+Ut99t4PPlOGA7BNSvpvfctaTL8s6ap7/qnIQNt6qsA9V/h8Rg1xJPhLElASgnq9fkT7zX/x6rUclRCvHwr+vstp5wb+1b8rhX2EosjP8H1/YQEr7i9r/d/KJtz4pH7xggR8m/Pevi27X8OUMwN6GpD3yQdwXS+gxSRASwSgJABw7Df//BK75xOn8Lw3Cfpvkd7+tLmrcL8exWP3vraFAAzXEb6faZtfJipk4M9wycBtf/8KdtvPzsC9fgcQR8n09y3v2wD4j6zSWov7i9VVtvDcd1l/aTH0J5PS//UyOZwIwOQSgH3Fy8MFCZhRzgyoSf5KINeVCq69900K7BwJsG7j9pY52C7LAn/is/5lgYegLz1+5Wp5ttK73L938UnrkT7Vg5FAX2dYZOAdb5tmH/6FqwGfH0Hy7xL415P+FCEAWeZXzvlHsFsmYaU/IgB2EnCweLlPKgBSCdCSAK98AKZfL4Azj5kBk0IC4GrA8b9eKEkAtETwOui/eQc8g58DulDgDADepV4qPHc7zQQQQfdQ31+SgT93IwOyaJH0/A/8vd3oXn+bwR+kWoyA/wYBEFWPvxYCWDyFkvEv7Z5JLPhDBEBPAu4rXg72Nm9nWwsSoHxCyqmBbEz25wp1wDkpsE0kAPhZnDu0Pk814Gv/4ZWSEIwM0rL2/g9sYze/eeDp7+iFgT0mGbBcj+faiwXSoc4zAXBBX7dP5pZIZeCxv75ctqc6udz7ui0FgdzJbv2p3eWsFG+vX7NdeAF9C8GfMXPSX4UALJ05xZbPn8NovUcL8L+FYJ8IQJUAzBQvDxf/9smlg5XTA33yAWxJgW0gASr09vLoI6oBlu1e8XeO0Wu4X+/i7eq0Au0gD9BHBH7TRw9JgJwZAgPzhF6/EmT1GZXZgH99hb960t8gJLByYa6c749gFPcnAqAlAfsGJGBGSQJ0+QCauL8pKRA8M2DSSUAORACNDAQQgoBeGtK5ReoThcPJIvAY4XkLoRn+nQP/jTdOygUw6Q8R/KVR3J+pfduJt0EZyEPy/eriK+W/sYZbSU4RwBWqVHKW8hiosyOwOq3r4KCYPuQhS67XWVKdG5pBbdkuhCHD3DboQ/Zbf7/hTQj3dQ2E5Z/naR6XDDhRdx2haRQez9l2jGaftl1C2qfL9D4BbJdQMM0F/JnDNSHgX/xbvTyPCf6HCPxJAYAoAWV9APleqgBSDVAqAbqpf6akQNXMAIzpgYGev/FSWHkBOakBEGccy+t3DeR3uTe6ePguhwaoAeEefyZePxMB5B4B/JEz/su5/s+hzPWXdn8B/hNd7Y8UALgSIFWAkikuXTytVgKYboWq0fdCwWqtKgKwMwltD3f3/I2Xsi3uETBoCWaQDUHelnA43kERwPT6nTzjqkLgqRTkAvRVzx7q4WM/V5HC4/drgyI2+AsGW9inKfA3qKjI4L+u7JIRAYCarA51UksC6pmrhn9j+/vMXus6ExJgHjgCSIAYHwyZKxHQeV++RMAWHsAmA2BQFxpiIPxkd1SAZ+r7crkpwdKCPgrwA7x+w3WEV/hL1xeFfx/2VgJ8wb/SnPvqcREZ/GWy362U9Gc2CgEorJoUKP8eKxkMTQq0zQwIrBEQOxww8haSHAi9vmYbWlgAfI56P0qhHk690Qo6WOfYagH5zhQwuemOeSjC28NnsLwcJxWvCfBXzfVn6/kAyOAv7U2TusQvKQCBNmg463Gj5YunWX9lcdwLhiQF9oHhgrEVrxpWAsDJgYhqgIdHpZRkIecAwgPeqoCvxx+aWJcL0Auk7++pCDh5+2CP3zPkhO31Ky+o6a+5gb9mHJTV/RaeewYT/O8g8CefA0MJkAmBh9ec3R4bWzcAUinQNj1QVygothLgeIxzcmAsNQBbEQCqAtbDmlz1r41rAfhcC1L1F7UuQODME+jxLgqEANwiVjGhEPCX1leAf202VH+hAP9npee/itWq7h3kcpERAUAhAWWlwHUSsOs6JqsGjjxBG8DrigBBjoGC9Zh0zdOSAMbCQgI6zPbM8o9CBDSPFa1nUQjA+Rzw5AJs4HcFf8cZAmq1jcDfYpTx72gUArDYoEEdWeuDfbZ44fnRxECAxDXsDMJUL0B1TN+hE48NOiJY/q8fIxhiSCCkboDpGsobFW7nWQZ9UJI+hQCihQDA5QOc6wIApH5L+3XK8EeS/OOAv8AFfxEd/CnjnwhANLtj0MBKG5sdAGjwxni/6RhXEiAQSICFGFgHHEjhIIeBEZcIAAZ4BzLAoDP2QkAdq/hOTIDH+F62wzBAP6Rd+AB/QLvXTk+BxvuDwF/P6b3Avx8d/G+hjH93oxAA0KprBgy3jRQLqsXu+chsADY2O4BrZgQoSwa7hgMYoGww8DpJQgKO23FCA4oNHLG3+NT1oRDA+OFYBYFsbjmW1G85HrwdU/J3UgKE8RYyBP+5AfhT0h8RgOgkYGR6oJEE1KcHjoB7d0jAyFvtcbi5AY0TAQ8yENTZ2tZLRcApAvlzIgG/dndorB9a1Y/An8CfCEAeJGBq2x62eedVjiSgusRwPBIwNkMgIDO/dWqAl1fP/XqI5ywA3rZeLJAvISJ8dgjoA0hB415/MNDrwV/4XBsA/ivnz7OlM6cxwV8azfUnApAHCRhZRVA1PVBXKGh9ieGEJADJ83cnAQ5qADYRCFUFYpIBnaLSAfMG+2DQbxHwW7x+q0ISvC0++C+eegG7acm5/vcTGhEBaIoEHCxe7qtuk9UCNxckQE4XjE4CTHUCNACfggRkQQRiqwKuPYfj9dAcOyx4yhu2wpAA9KEf479dwD8bE/x9pvl5gP/yuXOF53+KwJ8IwGSQAFkoSBYMWicBthUAGyMByg3p1ADGcMIChn3B4YEYZCBGr+O4HyW8d0YGfCzQjwH8ruBvAX6r1+/jrSu8fi/wN1X4q4D/4osvsJUL5wn8iQBMFgngvam1gkGyaqCqUNCEkICkakAIEcAkA769ahJ6ImoIQLhfH7Bf+JwbS+7H9voTgb9Y7Zfgv3rxFQJ/IgATSgKqVQMrYI9PAirHOYC01wwBl20YakCuREB7HMfvZW3soVFCAML/c7IA/oRePxT8Xa8FAf+lZbbw/HOsv7hA4E8EYLJJgLT1aYIqEqADehMJUK4dUCMBGs9f9etb8wJSqgEpiUBTZCBGr2vrWgDW68UFfVe+4Q38Kb1+o0cfkOw3tgAaGyvvW07ze+a72Jn+BP5EANpNAtZnCLiSAINKML6UMAYJyEUN8PCmPWP9HNoLUGYA8Mnuib7JBVigb/P2fYFfu0+AQDq+1x8B/Puj1UvLTP8XX4jRagj8iQC0nwTIUIAMCfBNPXwSsH4MgARoiAEqCUBTAzQ7UTP8HVUB114TuoRgZ0MACIDvAPre3n4K4A/18I3bAuL9KvDvs7HS5UunT7Plc2cJ/IkAkJlIQJkcuFvmBWx1ywmwkgDNDANH4Obc5rLjqgFwIuARWw+Q96ORAfA5PN9eLJBPiFUbQAAORQd+5hbnT+T1a28LCv79oecvRpZOEKurbPG5Z9nqpUsE/kQAyEAkgPfKqoGbtu9yJwGaGgJjJMB3hsCY849AAgDbOfh4zyS7VGQgpEfxNndZgXqY93mxQd8H+Bvx+jfeCK9z2ch0PhX49xcW2EIB/mJ5mcCfCACZhgSMVQwc2tT2PWzz9FVqEjAG9ExdDVBBAozTBFW/OHZeQGw1wEQEIqoCXmQAo4fxJrp4YKZfaKKgRwhAhF7TO/aPBPxohMAi+du2KVYorYP/ytxcKftHSPYj8CcCMDkkYK1o0HWMT21WkwDdAkJjZIGp8wKgyYGabeghgVyIQFNkIFaPa/MsAJ9rYoF+zsAf4PVrb8813l//e2W1AP5TZcJfBJsbgP8RQg0iABNDAsqQwK5r2KZt03opH0ICXGoFOAI5uhrQJiIAPIaH9qhJ6YkBMX+Bdf0gNaAh4I/p9dvAv78m+S++8EKM+f1D8KdV/YgAdJoEzAxIwD7V/qntMwURuMocz1etJKgiASqy0Bv83D0kEoDh+QPleu50TvNkAIUQtLmHIoUABObnBR0jwEoBePEjtPg/Ivj31Z7/yvk5tnQqmuRP4E8EgEiAtDIksOfVjE9NKUgAUyYKcg3wg5MDY6gBGORAsT0ZEXDpGakJQdO9OGIIQGDfQzAx8AT+JF7/xpsw4GfaeL/M8l86FU3yl3ZsAP5zhA5EACaJCMjZAQeVP0gZErh6MEvAQAIqkj+EBEQNCUQC/GAiwJg5PNAQGUhCCjJXB7BnE+KqAe0AfhSvXxPvL7P8n42W5S/taPHvVgJ/IgCTSgLuLl7u0u3ftHUn27z72rJwkJUE1JWAHrOHBEJIAIYakJwIIKgCrj2GI3TIDoQABMI14pMD4ZQbkBT4Xbx+BPBfPvMSW3rpTMwWcn8B/HcQChABmHQSIFWAw0yRHFj+OJs2sy27r2G9LdsHJX+hHj4wLyBGSABLDfAlAqBrcpxe0cCqf7zpXiycNuODPboiIJxi9cHA37jXrwd/uZDP4gvPxyrsMzSa5kcEgKxCArQzBIY2tWOGbZ5+VUECetYaALDkQENoITc1wGGfs/eMSQZCehPPp5OL2A1eJDgvFPRzAH4F0mN6/fV4//LZs2z5pZfKuH8kk1K/lPyP0qhPBIBslAQYkwOrasCmrdvVtQKkOSYHeoUEMNSA3IhADDKA0bva3DtF4vMxQN8G/KgLBTGw3O/s9VvAf8zrfz66139s4PlTpj8RADIDCZDhgIOm40o1YJdUAza55QWkCAlkRgSikgHf3sM70ItFBteDFgUIBf1cgR/s9WvAv7Dll6N7/dKODMCfkv2IAJABiMCdAyLAjGrAHqkG7EAiAbHVAO1GVLB3IgLYZCCkN03gLIB45wnvmQDRgd8K5sK2ydvrr0r+ibx+afcUwH83jepEAMjcSIA1L0Dapm07CyIgZwpsMgI7NC9gnQSwzNSAkH1YqoArGcDoXRQCwAX9UG8/qhqA7PUzteRfZvifORP716eyvkQAyAJJgAT/h4p/+40/YK/HNk9fyaZ2zmzkAtTzAgYVAHn1b+wEwRYSgSAy0AQhyKUXN74egGMxAci0xDYCv4PXvzp/qSzqI+f3RzYZ55fJfidpFCcCQBZOBO5mhnoB62rAlu1s856rWW/z1jghAQZUA3IgAm0gA5PaC0XAiQEzAdBBPzvgV3v95QI+sprf3PkUv+69BfAfolGbCAAZLgnYP1ADZmzHSiVg864rywJC9pCAZj9zUAN0rQhMAgKJQChRgJIBL0IQ2MUmNgTgUS5QAG8h+mJBcOD3An+h+HvM61/bVk7tOxM9yU8aSf5EAMgikwBQSKD8UWVYYPfVBRnYrQZ5FqAGMAbPDciJCDRJBjBJQQ49WES4GNJMgEZAPwXwO3j9pdz/YhK5XxpJ/kQAyBISAessgaHJcMAWGRYoawcw/5AAC1QDsIlAJK/fmwyE9KSJWhAgAOwN50UDfV9vPybwa71+UWb3ywS/RHK/NMryJwJA1gAJkLME5IJC+yDHb9o2zbbMXMX41GZ7SIAhzBTIhQhgqQKG43jMntVKchAI8r6A7/KZSWL/CMCv8/rFRj5E+XZlla3IOf1nz6aQ+6VJb/8OqupHBICsORIgQwIyOfBO6DlT0zNs8+4rtUWErGoAY/rcAIwkwSaJgGtv4B6XSFYECPODoDp7HLBHAXwsRQAb+KGkQCH3D71+6e1LuT8R8Eujwj5EAMgyIgL7B2rALOgH7/UKInBFSQZG6wd4qAGsXjyI4YQFQohAAq8fjRBMag8UnrvRywNjqgERgJ8xbZLf6vw8W3zu+ZjL9daNEv2IAJB1RQ1YSxS8kk3tuqLm3dvUADUxiBIWiE0EYpEBy/F8EnqnQDhMxPlMXGIQE/jZmNy/enGeLZ85Uyb6JTTy+okAkHVNDSgbwNTmNSKwPmNAQQQY80sSZImIQO5kAHgeb0sPFhFOiV0iGF0NiAz8Nbl/pfD4l08nB37y+okAkHVdDRghAtO7YWoAY/CwADIRUB/C4S06UT4A9rk5d1YR7eCAc9FnAgjI5i4AP3n9RADIOqAGyOmC+5waRJUI1NUAHejrwgKM6YsMhRKBVKqAby/hefVOyKViTO9Pfo0oMwEcvX0XUjB8X4vzyxj/UjPAf5JRhj8RALLOEIG7i5cPMUAVwTEisOdKtmn79KCqIK/MAGDmJEHGDPkBHkQAsI+7yQXpPX7eoR4sMrpuNEVAqHeJgOvbgJ/JGP+lAfDPNzFc3MvW5vaT108EgKxDJGCWreUG7HduIHLWwK4r2NTuK9aIAHMMC7CERACLDKQgBJPcA3MKAYSCvg8pENkBv/T2DxXAf4xGSyIAZN0lAgfYWlhg1ocIbNoxXaoCfPNme1iANU8E1Idx99bPG+pVk7wcsO91vEIACYBf4/Evn5srgV9W8WvA5gbAfz+NjkQAyCaDBMhQgEwQdA4LDK0kAruvYL1tO+xhAaYmB1wTLnAmAhiqQAqPn0IAca7rrQh4gj4C8MuiPcsvnWXLc3NNAb80kvvJiABMMBGY5b1Nh0V/9YDvNXpbtpahganpPbWwgIIIGMgBT0UEYpCB0F5EIYCEikAk0IcCv6zVX3j7KxdeSVm5r25HGcn9ZEQAyAZEYD9bmza437sRyfBAQQI277miTB7khuWFx/82EAHd9MHoZKBBQtCV3plFCEDoD4m1WJBiOt/KuTm2fO58U/H9oZ0cAD/N6ScjAkA2RgQODojAbMh1ZHhgatcetmnn9Hh+gIkIVI5NTgRikoHYPW3SQwDYoO/j7SuAX3r7Mr4vwb/fnMwvTUr8Uuq/l0Y5MiIAZDYicOeACMwENaypzSUJKHMFyqRBDyLAmDqXQNVyI1T6i0oIJr33oYUBhPmQmJUCRRX81/5YOf9KCfpS5s/A7in+3UtxfjIagshcSEBwouCIKrBtB5vatbsgBLtGawqMEAGFp68lAoGqACoZUOzl1DPRlAIBv2gS0Nd4+0svvcxWC9Bv2Nsf2v0Dr/8kjWZkRADIsiACZa5AQQKmdk6X6oCSCDCNUlAtMcwUpIElIAO+hCBmT+t8CAAR8ENBn20Av1hZLQF/6cxZ1l9YyKXLEvCTEQEgwycCvamth8Xq8kEh+jgNb+r/Z+9ek9q2wjAASxZgAqRlugLvIOwg7CDsAHbQJXQNmc5kpv+SHbQ7gB0kO6ALaIZ2SmgAW9WRpUQYbHyRhWyeZ8YjT3yBOD753vMdXTbzILDxw49Rp7s9QxCYsyuwjDAwdSBoOBSsbHcgne4lTV4WuDLbD3vu90OLP9za0eJX+BEAaMbFbz/1br58PqmrIzAxDIyeWXBMwb/XFXjoNYt88xc4AiBe5Aes9RJ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"path": "emoji_u1f61f.png"
} | Generate code for a svg of a worried face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="1400.9" gradientTransform="matrix(1 0 0 1 0 -1338)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</g>
<g id="facial_expressions">
<g id="worried-face">
<path id="mouth" d="M63.9,82c-10.5,0-18,6.3-20.2,9.8c-0.84,1.12-1.03,2.6-0.5,3.9 c0.42,0.83,1.28,1.33,2.2,1.3c0.34-0.02,0.68-0.09,1-0.2c5.3-1.7,9.9-4.1,17.5-4.1s12.2,2.5,17.5,4.1c0.32,0.11,0.66,0.18,1,0.2 c0.92,0.03,1.78-0.47,2.2-1.3c0.58-1.29,0.38-2.8-0.5-3.9C81.9,88.3,74.4,82,63.9,82z" style="fill:#422B0D;"/>
</g>
<path d="M44,49.94L44,49.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.2,0,8-3.54,8-9.41 S48.24,49.94,44,49.94z" style="fill:#422B0D;"/>
<g id="peepers">
<path d="M43.65,53.87L43.65,53.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C44.78,56.06,44.54,54.73,43.65,53.87z" style="fill:#896024;"/>
</g>
<path d="M82.4,49.94L82.4,49.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.19,0,8-3.54,8-9.41 S86.59,49.94,82.4,49.94z" style="fill:#422B0D;"/>
<g id="peepers-2">
<path d="M82,53.87L82,53.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C83.13,56.06,82.89,54.73,82,53.87z" style="fill:#896024;"/>
</g>
<g id="eyebrows">
<path d="M27.4,34.8c-2.2,0.4-2.3,3.6,0.1,3.7c5.3,0.07,10.42-1.9,14.3-5.5c1.48-1.28,2.73-2.8,3.7-4.5 c0.58-0.83,0.38-1.97-0.45-2.55c-0.83-0.58-1.97-0.38-2.55,0.45l-0.1,0.1C38.48,30.88,33.19,33.81,27.4,34.8z" style="fill:#422B0D;"/>
<path d="M84.5,26.4c-0.58-0.83-1.72-1.03-2.55-0.45c-0.83,0.58-1.03,1.72-0.45,2.55 c0.97,1.7,2.22,3.22,3.7,4.5c3.9,3.57,9.01,5.54,14.3,5.5c2.5-0.1,2.3-3.3,0.1-3.7C93.74,33.84,88.41,30.87,84.5,26.4L84.5,26.4" style="fill:#422B0D;"/>
</g>
</g>
</svg> | |
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",
"path": "69de6e06118ad0a5a93a8fbe76729508377cf5777bf91e40c9073eeb193a68f0.png"
} | Generate code for a svg of a a blue square with a mustache and a speech bubble | <svg width="192" height="196" viewBox="0 0 192 196" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<rect width="192" height="196" rx="15" fill="url(#pattern0)"/>
<defs>
<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
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"path": "emoji_u1f468_1f3fc_200d_1f9bc.png"
} | Generate code for a svg of a man in motorized wheelchair: 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": "39a48737395c838103cf5c8538f99132bca3af52591d4f4e8501046ad1923ed1.png"
} | Generate code for a svg of a a close up of a green and white circular with a bird | <svg clip-rule="evenodd" fill-rule="evenodd" stroke-linejoin="round" stroke-miterlimit="2" viewBox="0 0 48 48" xmlns="http://www.w3.org/2000/svg">
<circle cx="24" cy="24" r="22.764" fill="#e4e4e4"/>
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",
"path": "3d30a0eb3613b891d3bbe03a3904be2c0584fd974837f618a83757dede1369da.png"
} | Generate code for a svg of a a black and white picture of a computer with a button on it | <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><path d="M19,4H15V3A3,3,0,0,0,9,3V4H5A5.006,5.006,0,0,0,0,9V19a5.006,5.006,0,0,0,5,5H19a5.006,5.006,0,0,0,5-5V9A5.006,5.006,0,0,0,19,4ZM11,3a1,1,0,0,1,2,0V5a1,1,0,0,1-2,0ZM22,19a3,3,0,0,1-3,3H5a3,3,0,0,1-3-3V9A3,3,0,0,1,5,6H9.184a2.982,2.982,0,0,0,5.632,0H19a3,3,0,0,1,3,3ZM10,10H5a1,1,0,0,0-1,1v8a1,1,0,0,0,1,1h5a1,1,0,0,0,1-1V11A1,1,0,0,0,10,10ZM9,18H6V12H9Zm11-3a1,1,0,0,1-1,1H14a1,1,0,0,1,0-2h5A1,1,0,0,1,20,15Zm0-4a1,1,0,0,1-1,1H14a1,1,0,0,1,0-2h5A1,1,0,0,1,20,11Zm-2,8a1,1,0,0,1-1,1H14a1,1,0,0,1,0-2h3A1,1,0,0,1,18,19Z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a blue frog sitting on a lily pad. | <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="#fcfcfe" d="M0 0h96v96H0z"/><path fill="#144b8b" d="M31 27q2-1 3 1-2 2-4 1z"/><path fill="#4da1ba" d="m31 27-1 2q2 1 4-1l6 2q-3-1-4 1-3 2-2 6l6 1-11 1h-1l-3-6z"/><path fill="#142d71" d="M40 30q0 3-3 5-2-3-1-5t4-1"/><path fill="#2470a1" d="M36 31q-1 2 1 5 3-2 3-5l9 4q4 0 8 5-5 1-8 5l-7-6 2 4q-3 1 0 4l-2 2-1-2 1-1-2-5q-3-2-6-1l-5-1 11-1-6-1q-1-4 2-6"/><path fill="#67a68b" d="m75 39-5 2q-4-3-5 1-3-1-5 1l-3-3q-4-5-8-5 12-3 24 1z"/><path fill="#eaeef1" d="m40 41 1 6-3-3q-3-4 2-3"/><path fill="#59a48b" d="m28 39 5 1q5 9-6 9-3-2-4-1 1 2-1 3l7 1v1q-9-1-15 1-3-1-2-3 5-10 15-12"/><path fill="#1c4b88" d="m49 45-2 2-3-4-2-4z"/><path fill="#488d8f" d="M70 41q6 0-1 1 3 3 8 3-6 1-11-2v1l-1-2q1-4 5-1"/><path fill="#2a93b7" d="m44 43 3 4-7 9h-3l5-7 2-2q-3-3 0-4"/><path fill="#3f799a" d="m28 49-2 1 4 2-7-1q2-1 1-3 1-1 4 1"/><path fill="#3898ab" d="m57 40 3 3 4 2-8 8h-4q2-6 7-9h-1l-8 7-3-2v-2l2-2q3-4 8-5"/><path fill="#73bbbe" d="M34 40q3-1 6 1-5-1-2 3l-3 12-3 1-2-1q0-2 3-2-1-3-3 0v-2l-4-2 2-1q11 0 6-9"/><path fill="#1b539b" d="m38 44 3 3 1 2-5 7h-2z"/><path fill="#529886" d="M75 39q14 4 6 16l-6 8q-7 1-12 5l-6 1-5-4q2-3 6-3 3-5 11-5l-5-5 2-8v-1q5 3 11 2-5 0-8-3 7-1 1-1z"/><path fill="#2b5e76" d="M30 56q-4 0-6 2l-1-1q3-3 7-3 2-3 3 0-3 0-3 2"/><path fill="#1e4f86" d="m65 42 1 2-2 8 5 5q-8 0-11 5-4 0-6 3h-7l-1-4-3-5h-1l7-9v2q-2 3 1 4l2-2 8-7h1q-5 3-7 9h4l8-8-4-2q2-2 5-1"/><path fill="#d6dde1" d="m47 49 3 2-2 2q-3-1-1-4"/><path fill="#819b9c" d="m15 55 8 8 6 5-3 1q-6-6-13-7l-1-2q0-3 3-5"/><path fill="#4da0b7" d="M60 52h2q-5 3-8 8-4-3-6 2v-2l2-5h-4l11-1z"/><path fill="#2d6e79" d="m41 56 3 5h-5z"/><path fill="#64aa82" d="M30 53q-4 0-7 3l1 1q2-2 6-2l2 1-1 1q6-1 1 2 1 2-1 3l-2-1-6 1-3-1-5-7v-1q6-2 15-1"/><path fill="#5b9e83" d="M35 56h6l-2 5h5l1 4q-4 4-9 4l-7-7 2 1q2-1 1-3 5-3-1-2l1-1z"/><path fill="#b6bcc2" d="M13 62q7 1 13 7-11 2-13-7"/><path fill="#275288" d="m29 62 7 7h-4l-3-1-6-5z"/><path fill="#1a3b6d" d="M45 65h7l5 4h-5l-4 3h-1l-5-3h-6q5 0 9-4"/><path fill="#2c5b94" d="M81 55q6 8-3 15-7 4-16 4l-14-2 4-3h5l6-1q5-4 12-5z"/><path fill="#4976a3" d="M32 69h10l5 3q-9 2-15-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a patch of wildflowers blooming along a stone path. | <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="#fdfefe" d="M0 0h96v96H0z"/><path fill="#d8dad2" d="m33 58-4-2v5q-3 1-5-1l-2 3q-3-3-3 1-1 6-4 0l1-1-2-6 2 4q1-4 4 0l2-1q-3-3-1-5l1 2 3-4 2 3q1-3 4-2-1 2 1 3"/><path fill="#f5bb58" d="m36 56 2 4-4-1-1-1q0-3 3-2"/><path fill="#f0a04b" d="M27 58q3 0 0 3-3-1 0-3"/><path fill="#e2e4e3" d="M64 60q-10-1-19 1l-3 1-1 4q-3-2-6-1v-3l3-2-2-4v-5l2 6 4-9 2 6 6 2v2l1 1 2-6 3 1q-3 2 0 3 5-3 8 3"/><path fill="#e8cc72" d="m45 61-3-4q3 1 3 4"/><path fill="#f6c667" d="m23 64-3 1q0-4 3-1"/><path fill="#4d8372" d="m34 59 4 1-3 2v3q3-1 6 1l-6 5q2 2-1 3l-1-3 3-4-3-4-2 10-1 1-1-8-2 6q3 2 0 3-2-2-2 1l-4-4v4l-4-3q-3-1-2-3 3 3 2-1l-4-5 3 1q3 6 4 0l3-1 2-3q2 2 5 1v-5z"/><path fill="#b9c1bc" d="m68 63 1 6 2-4v5h4q-3 1-3 4-3 0-3-2l-2-7-2 9-1-2q-6 2-5-3l-3-1q1-2 4-1v-3z"/><path fill="#3c6a64" d="m64 60 4 3-8 1v3q-3-1-4 1l3 1q-1 5 5 3l1 2 2-9 2 7q0 2 3 2v2l-10 4q-7-4-13 0-2 2-1 6h-8l5-2 1-4-11 1-1 3q-11-3-17-11l4 3v-4l4 4 2-1q3-1 0-3l2-6 1 8 1-1 2-10 3 4-3 4 1 3q3-1 1-3l6-5 1-4 3-1q9-2 19-1"/><path fill="#bd8b34" d="m27 75-2 1q0-3 2-1"/><path fill="#b3bab5" d="M51 64q3-1 7 1l-4 1-1 3 4 2-5 3q-4-6-6 0l8 2-18 3q-1-5 4-5-3-1-1-3 5-6 12-7"/><path fill="#c7c3b2" d="m62 80-2 2q-6 0-11 3v-5q6-4 13 0"/><path fill="#909d9c" d="m40 86-6-2 1-3 11-1-1 4z"/><path fill="#7a978e" d="M49 80v5q5-3 11-3l2-2 1 2-13 4h-9 7q-1-4 1-6"/></svg> | |
{
"bytes": 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"path": "ba2bab120de7233e75f4efa0b174663944a7558d5a122b3967fa84906b668461.png"
} | Generate code for a svg of a a close up of a chinese writing with a cross and a square | <svg baseProfile="full" height="108.17084737122059" version="1.1" width="109.4925124431029" xmlns="http://www.w3.org/2000/svg" xmlns:ev="http://www.w3.org/2001/xml-events" xmlns:xlink="http://www.w3.org/1999/xlink"><defs /><rect fill="white" height="108.17084737122059" width="109.4925124431029" x="0" y="0" /><path d="M25.000000041909516,25 m0.0,0.0 m17.05512762069702,4.299381077289581 l0.07610595785081387,0.6194930151104927 -0.0665014935657382,1.3351379334926605 l-0.45277249068021774,1.4635694026947021 -3.063468635082245,6.506050229072571 l-3.211473822593689,5.801394581794739 -4.774629473686218,6.894779205322266 l-5.562387704849243,6.383113265037537 m11.450319290161133,-11.867893934249878 l0.6663671135902405,1.1040300130844116 0.21277902647852898,1.1885062605142593 l-0.021098959259688854,32.34069585800171 m10.241552591323853,-36.13114356994629 l0.6890314817428589,0.926835760474205 0.41499853134155273,1.21151402592659 l2.426290512084961,14.824907779693604 m-2.0260582864284515,-15.97770094871521 l20.3958797454834,-2.9304012656211853 9.442804455757141,-0.9563680738210678 l3.99339497089386,-0.09726796299219131 1.2496314197778702,0.8511161059141159 l0.35662055015563965,1.2355520576238632 -3.010713756084442,11.84179425239563 m-29.955439567565918,3.8955259323120117 l31.379175186157227,-3.2492047548294067 m-17.988649606704712,-29.603800773620605 l0.7685285061597824,1.0847996175289154 0.4481365904211998,1.8413092195987701 l-0.15472302213311195,53.33512306213379 " fill="none" stroke="black" stroke-width="1" /></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a glass vase filled with wildflowers. | <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="#faf8f1" d="M0 0h96v96H0z"/><path fill="#ae9184" d="M51 18q2-1 3 1-6 12-3-1"/><path fill="#bd6e50" d="M46 20q3 0 0 3z"/><path fill="#763e4c" d="m45 28-1 1h-5l4-3z"/><path fill="#e4c1b3" d="M39 29h5v1q-3 2 0 5l-5 4q-6-6 0-10"/><path fill="#ecce92" d="M45 28h5l1 3h-1zl-1 1v-1z"/><path fill="#f6ca59" d="m50 31-2 4q-3-3-3 0h-1q-3-3 0-5l1-1z"/><path fill="#ebc87c" d="M67 31q2-1 3 2-3 1-3-2"/><path fill="#dad4c4" d="M56 38h-3q-2 0-1 2h-3l-2-2v6q-3 1-2 4l-3-3-1-1-1-3q2-3 3-1l2-5q0-3 3 0l2-4h3l2 2 2-1 4 3 2-8v5l2 1z"/><path fill="#bf6959" d="m53 31 4 1-2 1z"/><path fill="#633e4a" d="m57 39-2 1q-2 0-2-2h3q2-2 1 1"/><path fill="#e5cc82" d="M32 38q2 0 1 2z"/><path fill="#efc066" d="M63 40v-2q4-2 5 4-4 0-5-2"/><path fill="#dcd9c5" d="M63 38v2q-6-1-1 2l-1 2q-6 0-7 5 0-3-2-1v-3h-3v-1q2-2 6-1v-3l2-1 1 1 2-3z"/><path fill="#bd9c85" d="M49 40q2 3 3 0-1-2 1-2 0 2 2 2v3q-4-1-6 1h-2v-6z"/><path fill="#a24336" d="M49 40h3q-1 3-3 0"/><path fill="#e1b259" d="m41 44-1 2q-3-3 0-3"/><path fill="#b9bfa1" d="m61 44-3 8-1-2h-3q-3-2-3 1l-2-6h3v3q2-2 2 1 1-5 7-5"/><path fill="#a1a779" d="M47 44h2v1l2 6q0-3 3-1 2 5 3 0l1 2-3 2-4 8-1-3-2 4q-2-3 1-4l-3-4v-4l-1-3q-1-3 2-4"/><path fill="#edc058" d="M54 50h3q-1 5-3 0"/><path fill="#b6b592" d="M46 51v4l3 4q-3 1-1 4l2-4 1 3-1 5 4 14-5-8-4 8v-1q0-5 3-8-2-12-7-21z"/><path fill="#d2d4ce" d="M56 56q4 10 1 22z"/><path fill="#b2beb8" d="M45 80q-3-1-3 1v3l1 2 6-2h6l-14 3q-9-1 0-3l-3-14 2-13-4-14 6 15q-4 9-1 21l3-6z"/></svg> | |
{
"bytes": "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",
"path": "47abe019cc322f4a0dc8fba1e9974d8c2d4871198bd334e5cb5f4b742a37fbd1.png"
} | Generate code for a svg of a there is a green half circle 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="500px" height="500px" viewBox="0 0 500 500" enable-background="new 0 0 500 500" xml:space="preserve">
<rect x="0.5" y="0.5" display="none" fill="#FFFFFF" stroke="#000000" width="500.001" height="500"/>
<path fill="#9FBF3B" d="M301.315,83.299l-6.45-2.769c-13.808-5.439-29.14-8.47-45.302-8.47c-16.16,0-31.495,3.029-45.302,8.47
l-6.448,2.769c-32.063,14.916-54.548,43.259-57.413,76.339h218.318C355.863,126.558,333.376,98.215,301.315,83.299"/>
</svg> | |
{
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",
"path": "cf02447fd5ec3583b30de00becda2ebfac8a64fdc614c765684046c50bcda1a2.png"
} | Generate code for a svg of a a close up of a bottle with liquid inside of it | <svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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Okay, here's a concise summary of my thoughts on drawing a teacher:I'm drawn to the concept of a teacher's presence and the way they interact with their students. I find the medium-light skin tone, with its soft, diffused light, evokes a sense of warmth and comfort, creating a welcoming and inviting atmosphere. The curves and shapes of the teacher's face, the subtle details of their clothing, and the overall composition of the image contribute to a sense of warmth and connection. I'm drawn to the way they can guide and support students, offering guidance and encouragement, and fostering a positive learning environment. | {
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",
"path": "emoji_u1f9d1_1f3fc_200d_1f3eb.png"
} | Generate code for a svg of a teacher: 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>
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.9995" x2="63.9995" y1="116.6047" y2="39.5107">
<stop offset="0" style="stop-color:#26A69A"/>
<stop offset="1" style="stop-color:#00796B"/>
</linearGradient>
<rect height="77.52" style="fill:url(#SVGID_1_);" width="115.29" x="6.36" y="10.9"/>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.9995" x2="63.9995" y1="119.455" y2="37.224">
<stop offset="0" style="stop-color:#8D6E63"/>
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} | Generate code for a svg of a black and white vector illustration of an Olympic-style medal with a ribbon. | <?xml version="1.0" encoding="iso-8859-1"?>
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| |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a vintage-style gramophone with a green vinyl:My thoughts are focused on the intricate and nuanced interplay of form, texture, and color. I aim to capture the visual essence of a vintage gramophone, emphasizing the subtle details and the overall aesthetic of a bygone era. The green vinyl, with its smooth, slightly textured surface, provides a tactile and visually appealing element, contributing to the overall feeling of history and timelessness. The precise positioning and detail level are crucial for creating a visually striking and memorable image. | {
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"path": "fd975d2cbb19140ec1b9295d117a3b08495387be903559f545af0ec0678342b8.png"
} | Generate code for a svg of a a yellow sun with a white background and a white background | <svg width="24px" height="24px" viewBox="0 0 24 24" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>icon_sun_2</title>
<desc>Created with Sketch.</desc>
<defs></defs>
<g id="Final" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="v1-2-1-home-dashboard" transform="translate(-1140.000000, -250.000000)">
<rect fill="#F8F8F8" x="0" y="0" width="1366" height="768"></rect>
<g id="scenarios" transform="translate(696.000000, 196.000000)">
<g id="Widget-Copy-5" transform="translate(430.000000, 40.000000)">
<g id="icon" transform="translate(14.000000, 14.000000)">
<rect id="Rectangle" fill-rule="nonzero" x="0" y="0" width="24" height="24"></rect>
<g id="sun" transform="translate(1.000000, 1.000000)" stroke-linecap="round" stroke-linejoin="round" stroke-width="2">
<circle id="Oval" stroke="#F5A623" cx="11" cy="11" r="5"></circle>
<path d="M11,0 L11,2" id="Shape" stroke="#FFD93E"></path>
<path d="M11,20 L11,22" id="Shape" stroke="#FFD93E"></path>
<path d="M3.22,3.22 L4.64,4.64" id="Shape" stroke="#FFD93E"></path>
<path d="M17.36,17.36 L18.78,18.78" id="Shape" stroke="#FFD93E"></path>
<path d="M0,11 L2,11" id="Shape" stroke="#FFD93E"></path>
<path d="M20,11 L22,11" id="Shape" stroke="#FFD93E"></path>
<path d="M3.22,18.78 L4.64,17.36" id="Shape" stroke="#FFD93E"></path>
<path d="M17.36,4.64 L18.78,3.22" id="Shape" stroke="#FFD93E"></path>
</g>
</g>
</g>
</g>
</g>
</g>
</svg> | |
{
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} | Generate code for a svg of a a basket of golden-brown croissants 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="#fbfbfc" d="M0 0h96v96H63q-2-11-10-17-9-5-18-5l-11-1q-10-1-18 2l-6 1z"/><path fill="#a88460" d="m48 36 3 1-3 2z"/><path fill="#995121" d="m53 36 2 4-3-3z"/><path fill="#ea9a21" d="M45 36h3v3l-2 8h-3l-3-3z"/><path fill="#d46a1e" d="M33 39q3 1 2 7-4-3-7 1l6 2-2 4-3-2 3-1q-4-2-6 1v-5l3-4q1-3 4-3"/><path fill="#d58823" d="m53 36 7 2 9 7q-4-1-6 4-2-3-2 0l-4-3-2-6z"/><path fill="#916f55" d="m29 42-3 4v5q-2-1-2 1-3-3-1-5z"/><path fill="#c57c29" d="m51 37 3 3 2 6-1 2q-3-1-5 1l3 6-1 1q-3-2-3-5l-3-1-2 1-2-1v-3h3l2-8z"/><path fill="#f3a019" d="M51 40q2 2 1 7h-4z"/><path fill="#edac20" d="M37 37q5 6-3 12l-6-2q3-4 7-1 1-6-2-7z"/><path fill="#98542b" d="m69 45 3 3q-4-1-5 2l-1-1z"/><path fill="#f6bd34" d="M56 48q3 3 3 9l-5 1v-3l-3-6q2-2 5-1"/><path fill="#e6a122" d="m69 45-2 5 1 1-2 4q-3 0-4 2l-1-7v-1q0-3 2 0 2-5 6-4"/><path fill="#866449" d="M24 52q2 0 2 3z"/><path fill="#e19425" d="M43 47v3l-1 2-5 2q-6-3 1-3-4-1-1-3 2 0 2 3v-4z"/><path fill="#ca7c29" d="M72 48q3 2 1 5l-4 2-1-4-1-1q1-3 5-2"/><path fill="#eda323" d="M32 53q-3 0-4 2h-2q0-3-2-3 0-2 2-1 2-3 6-1l-3 1z"/><path fill="#a95f24" d="m45 36-5 8 3 3h-4v4q0-3-2-3-3 2 1 3-7 0-1 3-3-1-5 2l-1-2-3 1q1-2 4-2l2-4q8-6 3-12 3-3 8-1"/><path fill="#c15017" d="m57 46 4 3v1l-1 8-1-1q0-6-3-9z"/><path fill="#f5af21" d="m42 52 2 1 2 4-2 2-3-4z"/><path fill="#e19e2e" d="M53 56v3h-6l-2-8 2-1 3 1q0 3 3 5"/><path fill="#c97c26" d="m42 52-1 3v4h-4q-1-1-3 1l-6-5 3-1 1 2q2-3 5-2z"/><path fill="#c8983a" d="m61 50 1 7q1-2 4-2l-2 3-7 2q-3 0-3-2l5-1 1 1z"/><path fill="#a6753a" d="m43 50 2 1 2 8h6v-3l1-1v3q0 2 3 2l7-2 2-3 2-4 1 4 4-2-7 11-4-2q3-2 0-2l-6 1-1 1q9 3-1 6l-2-6q-2-3-4-1 5 3 0 5l3 2-6 1-1-9-3-1v-4l3 4 2-2-2-4-2-1z"/><path fill="#915d37" d="M26 55h2l6 5q2-2 3-1l2 2q4 3-2 3 0-3-2-3l2 6-6-4z"/><path fill="#b38441" d="M39 61q2-1 3 1l2 6-2 2h-2l-3-3-2-6q2 0 2 3 6 0 2-3"/><path fill="#6e574e" d="m37 67 3 3q-3 0-3-3"/><path fill="#cb9a3b" d="M37 59h4l3 1 1 9 6-1-3-2q5-2 0-5 2-2 4 1l2 6q10-3 1-6l1-1 6-1q3 0 0 2l4 2-3 3q-5-1-5 3l-7 1-9-1 2-2-2-6q-1-2-3-1z"/><path fill="#826d4b" d="m63 67-5 3q0-4 5-3"/><path fill="#9a8376" d="M40 70h2l9 1-5 1z"/><path fill="#69555b" d="M35 74q9 0 18 5 8 6 10 17H0V76l6-1q14-2 29-1"/></svg> | |
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</svg> | |
Okay, here's a concise summary of my thoughts on drawing a close-up of a blue star of David symbol with a ball:My work focuses on capturing the essence of a blue star of David, a symbol of enduring beauty and enduring power. The ball, a simple, geometric shape, provides a visual focal point, acting as a subtle, almost ethereal element that hints at the star's enduring presence. The details are carefully chosen to emphasize the star's form and its connection to the ball, creating a sense of depth and a subtle, almost mystical quality. The overall impression is one of a star that resonates with the essence of David's enduring spirit, a symbol of hope and resilience in the face of adversity. | {
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"path": "b85d8c990954aa7f67cf2c48461ca331f770bc08dfbcaf0babf0e66829f3c05e.png"
} | Generate code for a svg of a a close up of a blue star of david symbol with a ball | <svg width="16" height="12" viewBox="0 0 16 13" fill="none" xmlns="http://www.w3.org/2000/svg">
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",
"path": "emoji_u1f643.png"
} | Generate code for a svg of a upside-down face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<radialGradient id="face_1_" cx="-528.4" cy="-16.9" gradientTransform="matrix(-1 0 0 1 -464.8 79.8)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.9188" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face_20_" d="M63.6,7c27.9,0,58,17.5,58,55.9s-30.1,55.9-58,55.9c-15.5,0-29.8-5.1-40.4-14.4 C11.7,94.2,5.6,79.8,5.6,62.9s6.1-31.2,17.6-41.4C33.8,12.2,48.2,7,63.6,7z" style="fill:url(#face_1_);"/>
<g>
<path d="M83.16,84.86L83.16,84.86c4.19,0,8-3.54,8-9.42c0-5.87-3.81-9.42-8-9.42l0,0c-4.19,0-8,3.54-8,9.42 C75.16,81.32,78.96,84.86,83.16,84.86z" style="fill:#422B0D;"/>
<g id="peepers_119_">
<path d="M83.55,80.93L83.55,80.93c1.03,0.72,2.58,0.49,3.58-0.95c1-1.45,0.67-2.97-0.36-3.69l0,0 c-1.03-0.72-2.58-0.49-3.58,0.95S82.51,80.21,83.55,80.93z" style="fill:#896024;"/>
</g>
<path d="M44.8,84.86L44.8,84.86c4.19,0,8-3.54,8-9.42c0-5.87-3.81-9.42-8-9.42l0,0c-4.19,0-8,3.54-8,9.42 C36.8,81.32,40.61,84.86,44.8,84.86z" style="fill:#422B0D;"/>
<g id="peepers_118_">
<path d="M45.19,80.93L45.19,80.93c1.03,0.72,2.58,0.49,3.58-0.95s0.67-2.97-0.36-3.69l0,0 c-1.03-0.72-2.58-0.49-3.58,0.95S44.16,80.21,45.19,80.93z" style="fill:#896024;"/>
</g>
</g>
<path id="mouth_31_" d="M64.18,34.19c10.69,0,19.15,5.07,23.82,10.48c0.47,0.54,0.58,1.28,0.28,1.92 c-0.3,0.65-0.94,1.08-1.65,1.08h0c-0.32,0-0.63-0.09-0.92-0.25c-4.81-2.77-12.88-6.21-21.51-6.21h-0.14 c-8.63,0-16.7,3.43-21.51,6.21c-0.29,0.16-0.6,0.25-0.92,0.25h0c-0.7,0-1.35-0.43-1.65-1.08c-0.29-0.64-0.18-1.38,0.28-1.92 c4.67-5.42,13.13-10.48,23.82-10.48" style="fill:#422B0D;"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37.04-7.35-48.18-22.94c10.76,17.66,30.99,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a crystal vase filled with fresh tulips. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfdfd" d="M0 0h96v96H0z"/><path fill="#e78b95" d="m46 22-4 2q-3-5 0-8 3 2 4 6"/><path fill="#eb8789" d="m59 24-3 4-1-2h-1q-1-8 6-5-2 2-1 3"/><path fill="#e7ded9" d="m59 24 4 4q-6 6-7 14-3-4-4-1l-2-1q-3-2 0-2 5 1 8-5-3-3-5 1l-1-1 3-7 1 2z"/><path fill="#efddd8" d="M38 28q-1 1 1 4-9-1-6-9 6-1 5 5"/><path fill="#c4d4af" d="M46 22v6q-2 3-1 7l-2-2q2-6-1-9z"/><path fill="#81a539" d="m38 28 5 5 2 2 1 2-3 1-3-4-1-2q-2-3-1-4"/><path fill="#7ea728" d="M50 34v4h-3v-6l2-8z"/><path fill="#7f9f49" d="m54 26-3 7 1 1q2-4 5-1-3 6-8 5v-4z"/><path fill="#91a267" d="M46 28q-1 1 1 4v6h3q-3 0 0 2-1 3-3 0l-1 6-3-8 3-1-1-2q-1-4 1-7"/><path fill="#a5c263" d="m50 40 2 1-4 6-2 4v-5l1-6q2 3 3 0"/><path fill="#bfd2a1" d="M48 47v7l-2-3z"/><path fill="#e8eaea" d="m40 34 3 4 3 8v5l2 3 2 4 7-6 1 1q-3 9 0 18l-2 3q-3 0-3-2 5-8-2-13l-1 6h-3l-1-5-1 9q-2-3-5-3l4 9q1-3 4 0l-5 1q-13-16-3-34l-3-8z"/><path fill="#a4afb2" d="M48 75q3-1 6 2H44l-1-1z"/></svg> | |
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xmlns:osb="http://www.openswatchbook.org/uri/2009/osb"
xmlns:dc="http://purl.org/dc/elements/1.1/"
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xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
width="128.13828mm"
height="56.158848mm"
viewBox="0 0 454.03326 198.98804"
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inkscape:version="0.91 r13725"
sodipodi:docname="bounding_box.svg">
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inkscape:isstock="true"
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inkscape:stockid="Arrow1Lend">
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inkscape:window-height="989"
inkscape:window-x="56"
inkscape:window-y="35"
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",
"path": "47a73db4b6918405303868d95676a025e7a255b2ffa71ca812431324b8cf6867.png"
} | Generate code for a svg of a a close up of a logo for a game called geoquest game | <svg viewBox="0 0 3040 1064" xmlns="http://www.w3.org/2000/svg">
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",
"path": "emoji_u26f7.png"
} | Generate code for a svg of a skier | <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="drops_1_">
<g>
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Okay, here's a concise summary of my thoughts on drawing a black and white icon featuring a waveform symbol:I'm drawn to the visual representation of a waveform, a simple yet powerful symbol that represents the flow of information or data. I find it visually appealing and easily recognizable. The waveform itself is a clear and concise representation of the data's path, making it a good starting point for creating a visual representation. I'm interested in the interplay of shape, size, and detail to create a visually engaging and informative icon. | {
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} | Generate code for a svg of a black and white icon featuring a waveform symbol. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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{
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} | Generate code for a svg of a green taxis parked outside the train station doors. | <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="#e9f7d6" d="M0 0h96v46l-21 3 2 5q-4 0-5-3v1h-1q-9-3-18-2-12-1-22 1-2-1-2 1l-4 2-25 1z"/><path fill="#67a839" d="M44 46h9l1 2H42z"/><path fill="#8db28b" d="M31 51q10-2 22-1v1q-6-1-11 2h-1q-5-3-10-2"/><path fill="#77bb72" d="M29 52q0-2 2-1 5-1 10 2h-3l-2-1z"/><path fill="#a8bdaa" d="m53 51 4 2-3 2h-1l-11-2q5-3 11-2"/><path fill="#5f8a52" d="M53 51v-1q9-1 18 2h-5l-1 5-1-1v-2q-1-2-3-2-3-1-1 2l1 2 1 3h-2l-3-6z"/><path fill="#374d48" d="M64 54h-4q-2-3 1-2 2 0 3 2"/><path fill="#1b3b3b" d="M30 52h6l-3 7h-9z"/><path fill="#568669" d="m41 53 11 2h-6q-4 3-8 2z"/><path fill="#a8b1ad" d="M60 54h4v2h-3z"/><path fill="#b3cab5" d="M3 56h20l-1 2h-5z"/><path fill="#183f3c" d="M38 53h3l-2 4q4 1 8-2h6v5H38l-3-2q0-3 3-5"/><path fill="#2c5952" d="m57 53 3 6-4 1q-3-2-2-5z"/><path fill="#2b6d42" d="m29 52-6 7-2-1 1-2H0v-1l25-1z"/><path fill="#2a6e41" d="m36 52 2 1q-3 2-3 5l3 2-5-1z"/><path fill="#5f856d" d="M0 56h3l14 2q-3 0-4 3H0z"/><path fill="#418048" d="M53 55q-1 3 2 5H43h10z"/><path fill="#3e594a" d="M71 52v12q-5-1-8 1l-2 6-5 1 4-3 2-6q2-3-1-4l-1-3h3l1 1 1-5z"/><path fill="#a1a999" d="M67 56h3v6h-3z"/><path fill="#2d4443" d="M0 62v-1h13v2q-7-2-13-1"/><path fill="#3e953d" d="M17 58h5l2 1h9l-15 2-1 1-1 1-2 1 5 3 4 2v3l-9-1-2-4 1-4v-2q1-3 4-3"/><path fill="#cdebbb" d="M62 59q3 1 1 4z"/><path fill="#6d886d" d="M0 62q6-1 13 1l-1 4-12-1z"/><path fill="#246545" d="M17 62h6l-2 3q-4 0-5-2z"/><path fill="#3d894c" d="m17 62 1-1h15q-1 2 1 3v2h-2l-11-1 2-3z"/><path fill="#b0aa96" d="M25 63q2-3 5 0z"/><path fill="#92b2a1" d="m40 64-6 2v-2q3-3 6 0"/><path fill="#4bb244" d="m33 59 5 1h18l4-1h2l1 4-2 6-4 3q-3-2-3-5-3 3-3 7l-9-1h8v-3l-5-1 4-1q0-3-2-3-4-2-7-1-3-3-6 0-2-1-1-3H18z"/><path fill="#524e63" d="M47 65q2 0 2 3h-6v-3z"/><path fill="#13312e" d="M16 63q1 2 5 2l11 1 8 1H19l-5-3z"/><path fill="#326248" d="M40 64q3-1 7 1h-4v3h6l-4 1H23l-4-2 13-1h2z"/><path fill="#e9f6d8" d="m0 66 12 1 2 4 1 2-11 4v19H0z"/><path fill="#ecf4dd" d="M96 46v50H45V82q3-3 8-3l4-7 5-1 2-6q3-2 8-1V51q1 3 5 3l-2-5z"/><path fill="#c9cabf" d="m84 49 2 11h-6v-9h3q-3 5 0 9z"/><path fill="#e8ebe3" d="M23 69h8v3h-8z"/><path fill="#3c9647" d="M31 69h14l5 1v3h-8l9 1H41l-10-2z"/><path fill="#25663a" d="M32 70q3-1 7 1l-4 1z"/><path fill="#183c37" d="m57 72-4 7q-5 0-8 3v14H4V77l11-4-1-2 9 1h8l10 2h10q0-4 3-7 0 3 3 5"/></svg> | |
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"bytes": "",
"path": null
} | Generate code for a svg of a blue mist swirling in a circle containing hidden power. | <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="#cce4ea" d="M0 0h96v96H0z"/><path fill="#a1d4ea" d="m36 26-3-1q4-6 13-4z"/><path fill="#7fc8ec" d="m33 25 3 1v2q14-7 27 0l3 3q-23-14-41 7l-2 1q0-7 6-9l-1-1q1-4 5-4"/><path fill="#6dbee4" d="m75 33-2 7-5-6q3 0 4 4v-4l-7-7q6-1 10 6"/><path fill="#288fd6" d="M75 33q6 6 6 17l-2 3q0-9-4-15l-1 3h-1v-1z"/><path fill="#72bfe8" d="M73 41q2 3 1 9l-1-5q-2 1-2-2z"/><path fill="#37aae9" d="M28 29q-6 2-6 9-3 6-1 15l2 3 1-1q-3-4-1-9l3 11h-3q-2 5 4 8-3 1-4-1-17-21 4-36"/><path fill="#b3dced" d="m25 38 3 15 1-2q0 8 6 14-5-3-8-7l-3-11q-2 5 1 9l-1 1-2-3q-2-9 1-15z"/><path fill="#0b5cbf" d="m79 53-6 7-1-1q0-6 3-10 1-6-1-9l1-3q4 6 4 15"/><path fill="#62bde9" d="m81 50-1 9-5 8-1-1 6-11-1-1v-1z"/><path fill="#1466c0" d="M27 58q3 4 8 7l5 1-2 2-9-2h-1q-6-3-4-8z"/><path fill="#3896d9" d="M67 65q-4 4-10 4 4-4 10-4"/><path fill="#b4deef" d="m79 54 1 1-6 11 1 1-2 2-15 3q9-3 15-11z"/><path fill="#1973cb" d="M72 60q-6 8-15 11-4-1-6 1l-8-1 7-1 6-2q6 0 10-4z"/><path fill="#2381d2" d="m29 66 9 2q5 3 13 3l-7 1 8 1H41l-9-3z"/><path fill="#74c2e8" d="m32 70 9 3h11q2-2 6-1-9 5-18 2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow bananas hanging from a display rack. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbee91" d="M0 0h15q-3 3 0 6l-2 4h2l2 22q-3 11 0 23-1 12 1 25l14-9q-3 3 2 2l4 2q5 1 8 7v-7q2-1 4 2 1-4 5-6 5-4 12-3V47q5-1 2-4 5-4-1-5v-1q3-3 8-3v-1l-3-1-1-2q2-1 1-2l-5-4 2-13h3q-1 3 1 8l2-8 3-1q-3-2-6-1 11-1 0-3V0h23v96H0V64q4 0 7-4L0 43z"/><path fill="#e2d05e" d="M54 11q6-2 13-1v1h-6l1 2-3-1-2 2z"/><path fill="#a29757" d="M73 9q3-1 6 1l-3 1h-6l-3-1q-7-1-13 1l-6-1V9z"/><path fill="#c8ad4b" d="M36 10V9h12v1q-3-1-5 1z"/><path fill="#927f47" d="M29 0h2v9h-2z"/><path fill="#d9be5f" d="M28 0v9l-2 3q-3-1-2-3h3z"/><path fill="#fae973" d="M31 0h18v8h16V0h8v6q11 2 0 3H36l-5-1z"/><path fill="#f9de4b" d="M49 0h16v8H49z"/><path fill="#f8e87b" d="M15 0h13v9h-3l-8 2q-1 8 1 17v5l-1-1-2-22h-2l2-4q-3-3 0-6"/><path fill="#f4cd2a" d="m48 10 6 1-2 9-1-5-2 10-1-1q-2-5-5-5v3q-3-6 0-11 2-2 5-1"/><path fill="#af8234" d="M62 13q-3 0-3 2l-2-2 2-2z"/><path fill="#f8ea4c" d="m67 11-2 10-4-10z"/><path fill="#e7b425" d="m67 10 3 1-2 13q0 3 4 6l1 2-7-2q-2 0-1 2l-3-1h-3q3-3 0-4v-3q3 0 5 3 5 0 0-3l-2-10v-1l3 8z"/><path fill="#f4d030" d="M73 11h3l-2 8q-2-5-1-8"/><path fill="#fadd36" d="M29 9h2v9l-2 9-2-4V12z"/><path fill="#d19430" d="m31 8 5 1v1h-3v3l-2 7z"/><path fill="#f8dc38" d="m36 10 7 1q-3 5 0 11l-1 3-1-1-1-6-2-5 1 2q-4 1-6-2v-3z"/><path fill="#e7b52c" d="M33 13q2 3 6 2l-1-2 2 5h-3l-2 3q-2 2-1 9l3 7q-3 6 3 12h-2q-7-10-6-20v-4l-3 2 2-9v2z"/><path fill="#f8da33" d="m55 11 2 3 2 2q0-2 3-2l2 10q5 3 0 3-2-3-5-3v3l-6 11-2-1 6-9q-3-8-2-17"/><path fill="#f5cb2e" d="M25 9q-1 2 2 3v10l-2-5q-4 4-2 10l-2 1q-3-3-3 0-2-9-1-17z"/><path fill="#f0c229" d="m40 18 1 6 1 1 1-3v-3q3 0 5 5-5 0-2 3-2 7-1 16l-2-2-1-11 1-2-6-5 1 7h3q-3 2-2 6l-4-7v-8l2-3z"/><path fill="#ebb224" d="M54 11q-1 9 2 17l-6 9 2 1 2 3h-2q-3-5-3 1l-2-13-1-2 1-3 1 1 2-10 1 5z"/><path fill="#b2812a" d="m48 24-1 3h-1q-3-3 2-3"/><path fill="#f4cf2e" d="m68 24 5 4q1 1-1 2-4-3-4-6"/><path fill="#f6f095" d="m27 23 2 4 3-2v4l-1 1-2 10-2-3q-3-5-3-11 0-3 3-3"/><path fill="#c57f28" d="M42 30h-4l-1-7 6 5z"/><path fill="#fae544" d="M20 30q4 1 5 7-2 1-1 4l6 5h-6v3l-2-3z"/><path fill="#e2b136" d="M27 22q-3 0-3 3 0 6 3 11h-2q-1-6-5-7l1-2 2-1q-2-6 2-10z"/><path fill="#f8e76f" d="M31 30v13l-2-3z"/><path fill="#f6d835" d="m73 32 3 1v1q-5 0-8 3l-3-5q-1-2 1-2z"/><path fill="#d28e1c" d="m62 31 3 1 3 5v1l-4-1z"/><path fill="#d19022" d="M59 27q3 1 0 4-1 3 1 6l5 4-5-1-2 2q2 3 7 5v4h-1l-9-10-2-3z"/><path fill="#af985e" d="M76 34v-1q-1-6 1-9v56q-2-24-1-46"/><path fill="#d09024" d="m21 28-1 2 2 16-1 3q-4-9-3-16v-5q0-3 3 0"/><path fill="#c98c23" d="M25 37h2l2 3 2 3v2l-1 1-6-5q-1-3 1-4"/><path fill="#f6cf25" d="M59 31h3l2 6 4 1q6 1 1 5 3 3-2 4h-2q-5-2-7-5l2-2 5 1-5-4q-2-3-1-6"/><path fill="#cc9027" d="M35 21v8l4 7q1 6 7 11 2 3-1 2l-8-12-3-7q-1-7 1-9"/><path fill="#fce839" d="M32 29q-1 10 6 20v1h-3l-1-1-3-4V30z"/><path fill="#d59128" d="M53 41q-1 7-3 1 0-6 3-1"/><path fill="#fbdd2d" d="m37 37 8 12h-5q-6-6-3-12"/><path fill="#c48925" d="M49 47q3-1 6 2l-3 1z"/><path fill="#f8ee86" d="m30 46-1 12-2 3-3-12v-3z"/><path fill="#f8db37" d="M17 32q-1 7 3 16 3 3 2 9l-1-1-2-4q-2-1-2 2h-1q-3-12 0-23"/><path fill="#f8d830" d="m46 27 1 2 2 13q2 6 3-1h2l9 10q-4 6-2 14-5 2-7 6-4 2-5 6-2-3-4-2v7q-3-6-8-7l-3-6-2-1-2-2q0-4 3-7l1-9h3q0 8-3 16 3 0 4-3l1-13 2 2q1 8 7 14l-4 1-3-2-2 5 6 4h3v-6l6-1q0-3 3-5l-1-1h3l-1-4-1-2q-1-3-1 0l-4 8V53q-3-1-5 1l4 13-4-3-4-12 11-3q-3-3-6-2h-3q-6-5-7-11-1-4 2-6h1l1 11 2 2q-1-9 1-16"/><path fill="#d88e26" d="m34 49-1 9h-1q-1-6 1-10"/><path fill="#a49051" d="M65 47h2v15l-2-1z"/><path fill="#d18b20" d="M38 49h2v1l-1 13q-1 3-4 3 3-8 3-16z"/><path fill="#f2c62c" d="m0 43 7 17q-3 4-7 4z"/><path fill="#c4812c" d="m59 57-1 3q-2-3-1-5 0-3 1 0z"/><path fill="#e1a624" d="m22 46 2 3 3 12-1 2q-2-2-4-1v-5l1 1q1-6-2-9z"/><path fill="#f7d430" d="m31 45 3 4q-2 4-1 10-5 6-5 14l-5 1-1-3v-9q2-1 4 1l1-2 2-3 1-12z"/><path fill="#db9f3f" d="M22 57v14l-1 4q-1-3-3 0V55q0-3 2-2z"/><path fill="#e8b429" d="m49 47 3 3-8 2 4 12 4 3-4-13q2-2 5-1v10l4-8q-1 2 1 5l1-3 1 4h-3l1 1q-3 2-3 5l-6 1v6h-3l2-6-3-1 4-1q-6-6-7-14l-2-2v-1h5q3 1 1-2z"/><path fill="#c67e23" d="m45 67 3 1-2 6-6-4 2-5z"/><path fill="#e4b733" d="M64 51v10l2 1v6q-7-1-12 3 2-4 7-6-2-8 2-14"/><path fill="#e1ac2d" d="M33 59q-3 3-3 7l2 2-1 3-4 2q0-8 5-14"/><path fill="#90834a" d="m33 68 2 1 3 6-4-2q-5 1-2-2z"/><path fill="#deae4f" d="M17 55v20q2-3 3 0l1-4 1 3 5-1-10 7q-2-13-1-25"/></svg> |
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