reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": "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",
"path": "emoji_u1f9b4.png"
} | Generate code for a svg of a bone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M122,81.14c-4.21-5.9-14.22-5.49-17.03-5.38l-0.37,0.01c-4.94,0.2-9.74-1.7-13.2-5.22L57.3,36.45 c-3.47-3.53-5.28-8.36-4.99-13.29l0.02-0.37c0.16-2.8,0.35-6.57-0.05-9.52C51.66,8.7,47.05,1.7,34.99,4.15 c-6.22,1.26-8.57,3.72-9.04,9.56c-0.1,1.24,0.53,7.65-1.94,10.22c-1.22,1.27-8.11,0.62-9.35,0.7C8.81,25.01,3.9,29.19,3.9,37.57 c-0.01,9.07,5.68,14.25,8.95,14.45c2.97,0.18,6.71,0.33,9.52,0.22l8.59-0.43c0,0,1.15,1.14,4.61,4.66l34.48,35.08 c3.47,3.53,5.28,8.36,4.99,13.29l-0.02,0.37c-0.16,2.8-1.72,13.28,5.07,17.12c0.94,0.53,5.6,2.84,12.27,1.53 c6.23-1.23,8.57-3.72,9.04-9.56c0.1-1.24,0.11-8.87,2.65-11.36c2.54-2.49,8.43-1.52,9.67-1.6c5.85-0.37,9.32-1.99,10.49-8.23 C125.24,87.61,122.63,82.02,122,81.14z" style="fill:#FCEACC;"/>
<path d="M26.26,11.1c0.8-3.07,4.92-2.66,5.94-1.67c1.05,1.01,1.63,2.42,1.82,3.84 c0.75,5.81-1.2,9.15-3.23,10.24c-2.06,1.09-3.43,1.28-6.48,1.59c-1.85,0.19-3.38-0.11-2.73-0.46c1.03-0.55,3.14-1.99,3.6-2.83 c0.53-0.98,0.51-1.86,0.61-2.9C26.03,16.31,25.59,13.66,26.26,11.1z" style="fill:#DEBCA8;"/>
<path d="M124.21,93.1c0-0.02,0.01-0.04,0.01-0.06c0.32-1.75-1.72-3-3.15-1.95c-0.33,0.24-0.7,0.48-1.09,0.7 c-4.09,2.29-9.73,0.46-13.55,3.17c-6.79,4.82-2.82,17.85-7.43,20.95c-2.63,1.77-7.73,2.3-10.55,0.87c-4.55-2.3-5.24-5.19-5.48-8.35 c-0.36-4.73-0.41-10.04-1.14-13.72c-0.99-4.98-7.27-11.72-7.27-11.72S48.8,54.75,39.12,45.96c-3.72-3.37-9.51-2.21-13.93-1.67 c-5.17,0.62-8.6,0.19-11.63-2.4s-3.85-8.54-2.59-12.32s7.01-4.86,7.01-4.86c-2.02-0.09-2.7-0.12-3.33-0.08 C8.81,25.01,3.9,29.19,3.9,37.57c-0.01,9.07,5.42,13.76,8.6,14.55c3.58,0.9,12.96-0.04,12.96-0.04s5.07-0.7,7.15,1.38 c0.71,0.71,1.68,1.7,2.96,3.01l34.48,35.08c3.47,3.53,5.28,8.36,4.99,13.29l-0.02,0.37c-0.16,2.8-1.72,13.28,5.07,17.12 c0.94,0.53,5.6,2.84,12.27,1.53c6.23-1.23,8.57-3.72,9.04-9.56c0.1-1.24,0.11-8.87,2.65-11.36c2.54-2.49,8.43-1.52,9.67-1.6 C119.57,100.96,123.05,99.34,124.21,93.1z" style="fill:#DEBCA8;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a brown hawk circling overhead. | <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="#f5ecd8" d="M0 0h96v96H0z"/><path fill="#ac9e8d" d="m80 26-6 2v-2q0-4 2 0l3-3q0 2 3 2z"/><path fill="#aa9780" d="M21 27q2 0 0 2l-7-4q-2 1-1 4l-2-2q-1-3 1-4h4z"/><path fill="#774926" d="m42 36 3 4q1 2 5 2l-1-4v-1l19-7q3 0 1 2-8 3-14 9l4 3q-1 4-5 4v-2l-3 4-3-4-3-2h-6l-13-6q-9-3-13-9-1-3 1-4l7 4q2-2 0-2l-1-4 6 6z"/><path fill="#81512a" d="M74 26v2l6-2 1 3Q70 40 55 41q6-6 14-9 2-2-1-2 2-3 6-4"/><path fill="#ba9b78" d="M42 36q3-1 7 1v1q-3 0-4 2z"/><path fill="#ead3af" d="m49 38 1 4q-4 0-5-2 1-2 4-2"/><path fill="#b68b61" d="M59 44q9 5-2 9h-9l-2-2 2-5 3 4 3-4v2q4 0 5-4"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white icon featuring a hat with a mustache. | <?xml version='1.0' encoding='iso-8859-1'?>
<!DOCTYPE svg PUBLIC '-//W3C//DTD SVG 1.1//EN' 'http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd'>
<svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 297 297" xmlns:xlink="http://www.w3.org/1999/xlink" enable-background="new 0 0 297 297">
<g>
<path d="m170.689,32.863l-12.569-20.183c-1.144-1.837-3.012-3.104-5.142-3.482-0.763-0.137-18.984-3.334-46.34-3.334-25.239,0-63.348,2.866-101.571,16.518-3.039,1.083-5.067,3.963-5.067,7.19v28.928c0,2.483 1.207,4.812 3.237,6.242 1.306,0.919 2.845,1.395 4.4,1.395 0.863,0 1.732-0.147 2.567-0.445 36.039-12.872 77.007-15.606 105.135-15.626 16.108-11.347 35.454-17.203 55.35-17.203z"/>
<path d="m231.183,220.5c0,14.086-11.46,25.546-25.546,25.546-14.086,0-25.546-11.46-25.546-25.546 0-3.689 0.792-7.193 2.205-10.363h-55.923c6.701,17.369 23.561,29.727 43.264,29.727 4.218,0 7.636,3.419 7.636,7.637s-3.418,7.637-7.636,7.637c-28.222,0-52.047-19.074-59.324-45h-36.863c7.922,45.936 48.022,81 96.187,81 48.164,0 88.265-35.064 96.187-81h-36.847c1.413,3.169 2.206,6.673 2.206,10.362z"/>
<path d="m215.909,220.5c0-5.664-4.608-10.273-10.272-10.273-5.665,0-10.273,4.609-10.273,10.273s4.608,10.273 10.273,10.273c5.664,0 10.272-4.609 10.272-10.273z"/>
<path d="m286.091,174.137h-232.909c-6.015,0-10.909,4.648-10.909,10.363s4.895,10.363 10.909,10.363h232.909c6.015,0 10.909-4.648 10.909-10.363s-4.895-10.363-10.909-10.363z"/>
<path d="m95.096,94.206c-11.771,18.665-20.065,41.627-23.72,64.657h196.521c-3.654-23.03-11.95-45.992-23.721-64.657-13.252-21.017-36.943-46.069-74.54-46.069-37.597,0-61.287,25.052-74.54,46.069z"/>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bright orange folder filled with class notes. | <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="#f79749" d="M0 0h96v58l-2 11q-1-4-1-1 3 4-1 8-7-3-3-9l-5-2-3 10-2 1V21h-6q-3-2-7-2-9 0-16 2H21q-2 1-1 4l-5 8-1-3-2 4-4-6-2 1-1-8q0-2 3-2l-4-4-2 2q0-2-2-2z"/><path fill="#f6974c" d="M0 15q2 0 2 2l2-2 4 4q-3 0-3 2l1 8 2-1 4 6 2-4 1 3 5-8-3 46-1 3v15q-3-1-6 1l-4-3q-2 0-2 3l-1-2-1 4 1 2a542 542 0 0072 2H0z"/><path fill="#f2b885" d="M73 21H50q7-2 16-2 4 0 7 2"/><path fill="#fe7b0b" d="M50 21h29v55H63V62h-4v-4H39q-1 6 1 12l1 1-18 2v1l-3 1h-1l2-54z"/><path fill="#f2a765" d="m59 62-1 10V59H40v11q-2-6-1-12h20z"/><path fill="#efdbc3" d="M58 72H47l-6-1-1-1V59h18z"/><path fill="#f79330" d="M59 62h4v12l-16-2h11z"/><path fill="#ed6f11" d="m41 71 6 1 16 2v2l-40-2v-1z"/><path fill="#f6964a" d="M96 58v38H75l-14-2q3-2-1-1-6 0 0 1L2 92l1-4 1 2q0-3 2-3l4 3q3-2 6-1V74l1-3 2 4h1l43 1h16l2-1 3-10 5 2q-4 6 3 9 4-4 1-8 0-3 1 1z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white icon featuring a magnifying glass with a globe inside it. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 192.905 192.905" style="enable-background:new 0 0 192.905 192.905;" xml:space="preserve">
<g>
<path d="M190.707,180.101l-47.078-47.076c11.702-14.072,18.752-32.143,18.752-51.831C162.381,36.423,125.959,0,81.192,0
C36.422,0,0,36.423,0,81.194c0,44.767,36.422,81.188,81.192,81.188c19.688,0,37.759-7.05,51.831-18.75l47.079,47.077
c1.464,1.464,3.384,2.196,5.303,2.196c1.919,0,3.839-0.732,5.304-2.197C193.637,187.778,193.637,183.029,190.707,180.101z
M15,81.194C15,44.694,44.693,15,81.192,15c36.497,0,66.189,29.694,66.189,66.193c0,36.496-29.692,66.188-66.189,66.188
C44.693,147.381,15,117.69,15,81.194z"/>
<path d="M81.19,39.847c-22.797,0-41.344,18.547-41.344,41.344s18.547,41.344,41.344,41.344c22.798,0,41.346-18.547,41.346-41.344
S103.987,39.847,81.19,39.847z M109.916,75.191h-9.658c-0.401-6.594-1.472-13.098-3.254-18.698
C103.521,60.679,108.283,67.364,109.916,75.191z M81.191,110.441c-2.003-1.292-6.107-9.173-7.052-23.25h14.104
C87.297,101.272,83.193,109.151,81.191,110.441z M74.139,75.191c0.945-14.077,5.048-21.958,7.052-23.25
c2.003,1.29,6.107,9.169,7.052,23.25H74.139z M65.376,56.491c-1.781,5.601-2.851,12.105-3.253,18.699h-9.658
C54.097,67.364,58.86,60.679,65.376,56.491z M52.464,87.191h9.658c0.402,6.594,1.472,13.099,3.253,18.699
C58.86,101.702,54.097,95.017,52.464,87.191z M97.004,105.889c1.782-5.601,2.853-12.104,3.254-18.698h9.658
C108.283,95.017,103.521,101.702,97.004,105.889z"/>
</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": "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",
"path": "9c566bcf2bd24f3a962a4cead4536142ba7b13fbef7d3e0e543655f3eb228db9.png"
} | Generate code for a svg of a a close up of a cat's face with a smile on it | <svg xmlns="http://www.w3.org/2000/svg" version="1.1" x="0px" y="0px" width="1024px" height="1024px" viewBox="0 0 1024 1024" enable-background="new 0 0 1024 1024">
<title>Xcat</title>
<g fill="none" stroke="#000" stroke-linecap="round" stroke-linejoin="round" stroke-width="32">
<g fill="#FB5">
<path d="
M 64 64
C 64 64 128 256 64 512
C 0 768 16 896 256 960
C 352 992 608 992 704 960
C 896 896 960 768 960 576
C 960 192 768 64 768 64
C 768 64 832 288 768 384
C 640 320 384 320 256 384
C 224 160 64 64 64 64
z
"/>
</g>
<g stroke-width="45">
<path d="
M 576 640
c 64 -64 224 -64 288 0
"/>
<path d="
M 160 640
c 64 -64 224 -64 288 0
"/>
</g>
<g stroke-width="38">
<path d="
M 368 768
c -16 128 128 128 144 0
c -16 128 128 128 144 0
"/>
</g>
<g stroke-width="25">
<path d="
M 192 768
c -96 16 -160 96 -160 96
"/>
<path d="
M 208 832
c -64 16 -128 96 -128 96
"/>
<path d="
M 240 896
c -32 16 -80 80 -80 80
"/>
<path d="
M 800 752
c 128 0 192 48 192 48
"/>
<path d="
M 784 816
c 112 0 176 64 176 64
"/>
<path d="
M 736 880
c 96 0 160 80 160 80
"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a vibrant orange sunset beautifully reflects on calm ocean waves. | <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="#f78447" d="M0 0h38l-3 3q-3-3-6-1-1 2 2 3l-1 2q5 1 0 4l6 4 2-1 6 3q-3 2 0 3h-4q-1 4-5 5-1 2 1 5l-2 3q-2-5-5-5l5-1-6-1q-11 2-22-2l-6-9z"/><path fill="#f88343" d="M38 0h58v12q-4-3-4-6-2-2-2 1l1 5q1-3 2 0-3 3 0 5l-5 2q-1 9-7 2-8-1-14 3l-4-2-7 4q-4-3-6-7l-6-2-6-3-2 1-6-4q5-3 0-4l1-2q-3-1-2-3 3-2 6 1z"/><path fill="#f78447" d="M96 12v28q-8 1-11-5-7-2-11-7-7 4-14 1-3 0-2 3-13-6-24 3-3-2 0-2l2-3q-2-3-1-5 4-1 5-5h4q-3-1 0-3l6 2q2 4 6 7l7-4 4 2q6-4 14-3 6 7 7-2l5-2q-3-2 0-5-1-3-2 0l-1-5q0-3 2-1 0 3 4 6"/><path fill="#f4834a" d="m0 15 6 9q11 4 22 2l6 1-5 1q3 0 5 5-3 0 0 2l-3 5q-2 6 1 13l-4 2h-7l-8-7H0z"/><path fill="#f5834b" d="M96 40v4q-4 1-5 4H64l-1-8-5-8q-1-3 2-3 7 3 14-1 4 5 11 7 3 6 11 5"/><path fill="#fb6d19" d="m58 32 5 8v13H32q-3-7-1-13l3-5q11-9 24-3"/><path fill="#b9553a" d="M79 48h12v4H78q1 2-1 2l8 2q-4-1-7 1h-2l-9-2q3-4 9-4z"/><path fill="#b45239" d="M0 48h13l8 7Q9 54 0 56z"/><path fill="#804e45" d="m91 52-6 4-8-2q2 0 1-2z"/><path fill="#ee7233" d="m63 40 1 8h15l-3 3q-6 0-9 4l9 2h-4l-11 1q-3 0-3 2-4-2-7-1l-1-3q7-2-1-2h-5q3 2 1 5h-8l-24-2h4l17-1-6-1 4-2h31z"/><path fill="#fabb42" d="M51 59h-6q2-3-1-5h5q8 0 1 2z"/><path fill="#202856" d="M21 55h7l-11 2H0v-1q9-2 21-1"/><path fill="#86584c" d="m28 55 6 1-17 1z"/><path fill="#202752" d="M96 44v17l-15-3h-3v-1q3-2 7-1l6-4v-4q1-3 5-4"/><path fill="#8b4e3e" d="M72 57q-3 0-3 3H58q0-2 3-2z"/><path fill="#844941" d="M0 57h13l24 2H0z"/><path fill="#c66a3c" d="M37 59h14q3-1 7 1h11l4 1-6 1H52q-2-3-4-2-3-1-4 2l-33-3z"/><path fill="#f6d867" d="M52 62h-8q1-3 4-2 2-1 4 2"/><path fill="#171a41" d="m0 59 16 2 28 1h23l3 2-6 1q-8-3-14-1l5 1-2 1-27-2 2-1 10 2 5-2-17-1q-3 0-5 2-4-1-7 1-8 0-14 3z"/><path fill="#a35a34" d="M26 64h-5q2-2 5-2l17 1-5 2-10-2z"/><path fill="#334c6b" d="M72 57h6v1q-4 0-2 2l5-2 15 3v2l-5 1q0 2 3 2-10 1 0 2h-7l1-1q-8-6-16-3h-2l-3-2 6-1-4-1q0-3 3-3"/><path fill="#c38d51" d="M78 58h3l-5 2q-2-2 2-2"/><path fill="#ead983" d="M21 64h5l5 1v2q-7-3-15 1 0-3-2-3 3-2 7-1"/><path fill="#7e584a" d="m64 65-7 2h-2l-2-1 2-1-5-1q6-2 14 1"/><path fill="#23295b" d="M36 67h11l-10 2h-5z"/><path fill="#4f6e81" d="M72 64q8-3 16 3l-1 1q-4-1-6 2l15 1v2l-19 1q0-3 3-4l-12-4 8-1q-3-2-4-1"/><path fill="#7b6860" d="m47 67 6 1-16 1z"/><path fill="#37556e" d="M14 65q2 0 2 3 8-4 15-1h5l-4 2h-5q-15-3-27 5v-6q6-3 14-3"/><path fill="#8a5d3e" d="M27 69h8l-7 2z"/><path fill="#edb852" d="m31 65 22 1 2 1v3h-5l-7 1H28l7-2h2l16-1-6-1H31z"/><path fill="#e38c4f" d="M70 64h2q1-1 4 1l-8 1 12 4q-3 1-3 4-6 0-11 2v-2l2-1q-3-1 0-3h-6l-5-3 7-2z"/><path fill="#202952" d="m27 69 1 2h15l-3 2h-9l6 1h-9l-3-3q-4-3-7-1l-2 3-13 3H0v-2q12-8 27-5"/><path fill="#0b1743" d="M96 63v8l-15-1q2-3 6-2h7q-10-1 0-2-3 0-3-2z"/><path fill="#f18028" d="M55 67h2l5 3h-6l10 4v2h-9q1-4-2-3h-3l-2-3h5z"/><path fill="#e6e199" d="m50 70 2 3-8 3h-3q2-3-1-3l3-2z"/><path fill="#656871" d="M25 71h-6q3 5 9 6l-1 2-6-2-5 1h-5l1-2-7-1z"/><path fill="#524754" d="M62 70h6q-3 2 0 3l-2 1-10-4z"/><path fill="#efeaaa" d="M55 73q3-1 2 3-8 0-2-3"/><path fill="#c6794c" d="m25 71 3 3h9l-6-1h9q3 0 1 3l-3 1H28q-6-1-9-6z"/><path fill="#edc570" d="m77 74-1 1-18 2v-1h8q5-2 11-2"/><path fill="#a05038" d="M0 76h6l-6 4z"/><path fill="#eec869" d="M27 79H16v-1l5-1z"/><path fill="#a6bea6" d="M41 76h3l-7 4-5-1 6-2z"/><path fill="#685956" d="m80 77 6 3q-4-1-7 1l-1-1z"/><path fill="#111944" d="M58 77h20l-7 3q-4-1-7 2h-5l-8-3q2-3 7-2"/><path fill="#74999c" d="M3 76q0-2 2-1l7 1-1 2-5 2 3 1-6 2 1 3H0v-6l6-4z"/><path fill="#cfd3ad" d="M11 78h5v1h-3l-7 7H4l-1-3 6-2-3-1z"/><path fill="#1d335d" d="M28 77h10l-6 2 5 1 7-1q2 3-1 5-2-3-5-2l4 4-1 2h-1l-1-2-7-3q-3-1 0-2-6-1-11 1l-1-2 6-1h1z"/><path fill="#101a45" d="M96 73v12q-6-1-10 2l-11 1h-3q-6-2-10 0l3 2h-1q-6 2-12 1l-1-1q4-3 10-3 3-2 8-1l10-3v-2q3-2 7-1l-6-3h-2l2-3z"/><path fill="#618995" d="M16 79h10l-6 1 1 2h-6l-1 2q-5 0-8 2l7-7z"/><path fill="#99ab93" d="M17 84h-3l1-2h6q5-2 11-1-3 1 0 2z"/><path fill="#d1c586" d="M43 84q2 2-1 2l-4-4q3-1 5 2"/><path fill="#c5bd87" d="M59 82h6l-4 2h-7l7 3q-9 1-15-5z"/><path fill="#cbb37f" d="M78 77h3l-3 3 1 1v2l-10 3 2-6z"/><path fill="#10133a" d="M14 84h3l23 4q-5-1-7 2-7-1-12 1l-1 3-2 2H9l2-3q-6-3-11-2v-5h6q3-2 8-2"/><path fill="#5b8598" d="m71 80-2 6q-5-1-8 1l-7-3h7l4-2h-1q3-3 7-2"/><path fill="#436e84" d="M52 73h3q-6 3 2 3h1v1q-5-1-7 2l8 3H46q6 6 15 5-6 0-10 3l1 1q6 1 12-1l1 1 1 2h12l4 3H53l2-2-7-2-1 1q-3-2-5-1 3-3-1-4l1-2q3 0 1-2 3-2 1-5l-7 1 7-4z"/><path fill="#646b6c" d="M72 88q-4-1-7 2l-3-2q4-2 10 0"/><path fill="#0d1a48" d="M96 86v5q-22-2 0-5"/><path fill="#ddc881" d="M72 88h3l2 1-2 1-10 1-1-1h1q3-3 7-2"/><path fill="#984a39" d="M40 88q4 1 1 4-4 0-5 3-3-1-3 1h-3q0-3 3-4h-1v-2q2-3 7-2"/><path fill="#57707b" d="M33 90v2q-5 0-8 2h-5l1-3q5-2 12-1"/><path fill="#c66b3b" d="m75 90-9 2-1-2z"/><path fill="#385e77" d="M96 85q-22 3 0 5v1l-12 1q-6-1-1-3l-8 1v-1l2-1-2-1 11-1q4-3 10-2"/><path fill="#456f86" d="M0 91q5-1 11 2l-2 3H7q-3-4-7-3z"/><path fill="#edc060" d="M42 92q2-1 5 1l-10 2q1-3 5-3"/><path fill="#1a1339" d="M33 92q-3 1-3 4h-5l-1-2q3-2 8-2"/><path fill="#151b47" d="M96 92v4H82l-4-3H66l9-2 8-1q-5 2 1 3-3 1 0 2z"/><path fill="#872e22" d="M0 93q4-1 7 3H0z"/><path fill="#ba4020" d="M20 94h5l1 2h-8z"/><path fill="#583447" d="M53 96H34q0-2 3-1l10-2 1-1 7 2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a rocket landing on a dusty alien world. | <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="#f7eccb" d="M0 0h96v66l-24-1q-4-4-9-3l-5-3q-1-4-4-6h-8q-4 3-4 9l-2 4-26-1-14-4z"/><path fill="#775a53" d="m53 33-3-1q2-6 3 1"/><path fill="#c3aa8c" d="m50 32 3 1-3 4 1 4q0-3 2-3l1 1q-2 0-1 3-3 3-5 0l-1 1z"/><path fill="#916656" d="M54 39v5l-1-2q-1-3 1-3"/><path fill="#fceab7" d="M63 62q-6 2-11-3-3 0 1 1-6-2-11 2 0-6 4-9h8q3 2 4 6z"/><path fill="#fadea7" d="M63 62q5-1 9 3l24 1v9q-10-1-18-5-7 2-9-5-3-1-4 1-3-3-5-1l2 2q-4 3-9 1v3q-6-1-9-4l-16 3q-2-3-5-3v3l-2-1-6 4-4-1-1-5q0-3 3 0l1-2 26 1 2-4q5-4 11-2-4-1-1-1 5 5 11 3"/><path fill="#f0cd9b" d="m0 61 14 4-1 2q-3-3-3 0l1 5 4 1-2 1-4-2-9 2z"/><path fill="#966a56" d="m23 70 1 2-1 1-8 2-2-1 2-1 6-4z"/><path fill="#f0bf87" d="m13 74 2 1 8-2 1-1 14 2 2 2q8-3 9 5l1-1 15 2q6 4 14 2 4 3 10 3l7 1v8H0V74l9-2z"/><path fill="#f5ca92" d="M96 75v13l-7-1q-1-4-6-6-3 0-4 3-8 2-14-2l-15-2-1 1q-1-8-9-5l-2-2q-4 1-5-2h-9l-1-2v-3q3 0 5 3l16-3q3 3 9 4v-3q5 2 9-1l-2-2q2-2 5 1 1-2 4-1 2 7 9 5 8 4 18 5"/><path fill="#a8785d" d="M89 87q-6 0-10-3 1-3 4-3 5 2 6 6"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f46e.png"
} | Generate code for a svg of a police officer | <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="hairGroup">
<path id="hair_3_" d="M98.72,78.24c-1.34-2.44,0.13-4.91,2.67-7.94c4-4.77,7.96-15.61,3.19-26.32 c0.02-0.06-0.91-1.83-0.89-1.89L101.98,42c-0.55-0.08-19.26-0.12-37.98-0.12c-18.72,0-37.43,0.04-37.98,0.12 c0,0-2.62,1.92-2.6,1.98c-4.77,10.71-0.8,21.55,3.19,26.32c2.54,3.03,4.01,5.5,2.67,7.94c-1.31,2.39-4.92,2.74-4.92,2.74 s0.71,2.46,2.66,3.79c1.81,1.23,4.08,1.53,5.66,1.57c0,0,5.89,9.47,22.23,9.47l9.1,0l9.09,0c16.34,0,22.23-9.47,22.23-9.47 c1.58-0.04,3.85-0.33,5.66-1.57c1.94-1.33,2.66-3.79,2.66-3.79S100.03,80.62,98.72,78.24z" style="fill:#543930;"/>
<g id="hairHighlights_1_">
<radialGradient id="SVGID_1_" cx="99.5676" cy="47.3133" gradientTransform="matrix(1 0 0 0.4912 -20.9144 57.446)" gradientUnits="userSpaceOnUse" r="24.6801">
<stop offset="0.7275" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M63.99,95.79V85.3l28.59-2.47l2.74,3.5c0,0-5.89,9.47-22.23,9.47L63.99,95.79z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="76.6596" cy="50.9918" gradientTransform="matrix(-0.9057 0.4238 -0.3144 -0.6719 187.0269 78.7782)" gradientUnits="userSpaceOnUse" r="7.1578">
<stop offset="0.6628" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M95.07,81.82c-4.51-7,4.78-9.59,4.78-9.59s0.01,0.01,0.01,0.01c-1.54,2.18-2.2,4.1-1.16,6 c1.31,2.39,4.92,2.74,4.92,2.74S98.94,85.73,95.07,81.82z" style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="95.3665" cy="71.2027" gradientTransform="matrix(-0.0746 -0.9972 0.8311 -0.0622 30.7951 156.3271)" gradientUnits="userSpaceOnUse" r="31.1973">
<stop offset="0.7247" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M104.6,43.98c4.64,10.37,0.9,21.33-2.97,26.05c-0.54,0.65-2.83,3.19-3.29,5.23 c0,0-9.89-13.98-12.89-21.98c-0.6-1.6-1.14-3.23-1.25-4.91c-0.08-1.26,0.07-2.74,0.73-3.8c0.81-1.3,19.14-1.68,19.14-1.68 C104.06,42.9,104.6,43.98,104.6,43.98z" style="fill:url(#SVGID_3_);"/>
<radialGradient id="SVGID_4_" cx="45.1667" cy="71.2027" gradientTransform="matrix(0.0746 -0.9972 -0.8311 -0.0622 100.972 106.2672)" gradientUnits="userSpaceOnUse" r="31.1973">
<stop offset="0.7247" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M23.42,43.98c-4.64,10.37-0.9,21.33,2.98,26.05c0.54,0.65,2.83,3.19,3.29,5.23 c0,0,9.89-13.98,12.89-21.98c0.6-1.6,1.14-3.23,1.25-4.91c0.08-1.26-0.07-2.74-0.73-3.8c-0.81-1.3-1.81-0.95-3.25-0.95 c-2.74,0-14.71-0.73-15.64-0.73C24.21,42.9,23.42,43.98,23.42,43.98z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="49.369" cy="47.3133" gradientTransform="matrix(-1 0 0 0.4912 98.7381 57.446)" gradientUnits="userSpaceOnUse" r="24.6802">
<stop offset="0.7275" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M64.03,95.79V85.3l-28.59-2.47l-2.74,3.5c0,0,5.89,9.47,22.23,9.47L64.03,95.79z" style="fill:url(#SVGID_5_);"/>
<radialGradient id="SVGID_6_" cx="26.4607" cy="50.9918" gradientTransform="matrix(0.9057 0.4238 0.3144 -0.6719 -13.5374 100.0534)" gradientUnits="userSpaceOnUse" r="7.1578">
<stop offset="0.6628" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M32.95,81.82c4.51-7-4.78-9.59-4.78-9.59s-0.01,0.01-0.01,0.01c1.54,2.18,2.2,4.1,1.16,6 c-1.31,2.39-4.92,2.74-4.92,2.74S29.09,85.73,32.95,81.82z" style="fill:url(#SVGID_6_);"/>
</g>
</g>
<g id="shirt_x5F_police">
<linearGradient id="SVGID_7_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="31.5282" y2="2.2852">
<stop offset="3.200000e-03" style="stop-color:#3B78E7"/>
<stop offset="0.2231" style="stop-color:#386EDA"/>
<stop offset="0.6286" style="stop-color:#3052B8"/>
<stop offset="1" style="stop-color:#283593"/>
</linearGradient>
<path d="M64.14,96c-0.05,0-0.09,0-0.14,0c-25.65,0.03-52,7.1-52,24.99V124h1.5H15h98h1.5h1.5v-3.01 C116,104.12,89.9,96,64.14,96z" style="fill:url(#SVGID_7_);"/>
</g>
<g id="epaulets">
<g id="epaulets_x5F_fill">
<path d="M76.32,106.27c0,0,6.88,0.59,13.84,2.73c13,4,16.91-2.86,16.91-2.86s-14.22-9.32-32.22-9.45 C74.85,96.69,73.66,105.54,76.32,106.27z" style="fill:#283593;"/>
<path d="M20.59,106c0,0,4,7,17,3c6.96-2.14,13.84-2.73,13.84-2.73c2.66-0.73,1.47-9.58,1.47-9.58 C34.9,96.81,20.59,106,20.59,106z" style="fill:#283593;"/>
</g>
</g>
<g id="name_x5F_tag_x5F_fill">
<path d="M45.75,119.71H34.83c-1.2,0-2.17-0.97-2.17-2.17l0,0c0-1.2,0.97-2.17,2.17-2.17h10.92 c1.2,0,2.17,0.97,2.17,2.17l0,0C47.92,118.74,46.95,119.71,45.75,119.71z" style="fill:#E0E0E0;"/>
</g>
<g id="patch">
<g id="patch_x5F_fill">
<g>
<linearGradient id="SVGID_8_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="116.3789" x2="106.54" y1="9.4175" y2="9.4175">
<stop offset="4.000000e-03" style="stop-color:#666666"/>
<stop offset="0.0985" style="stop-color:#606060"/>
<stop offset="0.6803" style="stop-color:#3F3F3F"/>
<stop offset="1" style="stop-color:#333333"/>
</linearGradient>
<path d="M113.88,113.17l-5,0.08l-2.34,4.29l4.83,6.46h4.99 C116.62,116.62,113.88,113.17,113.88,113.17z" style="fill:url(#SVGID_8_);"/>
</g>
<g>
<linearGradient id="SVGID_9_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="11.5752" x2="21.414" y1="9.4175" y2="9.4175">
<stop offset="4.000000e-03" style="stop-color:#666666"/>
<stop offset="0.0985" style="stop-color:#606060"/>
<stop offset="0.6803" style="stop-color:#3F3F3F"/>
<stop offset="1" style="stop-color:#333333"/>
</linearGradient>
<path d="M19.08,113.25l-5-0.08c0,0-2.74,3.46-2.48,10.83h4.99l4.83-6.46L19.08,113.25z" style="fill:url(#SVGID_9_);"/>
</g>
</g>
<g id="patch_x5F_stroke">
<path d="M109.33,113.99l4.56-0.08c0.41-0.01,0.74-0.35,0.74-0.76s-0.32-0.71-0.76-0.74l-5.44,0.09 l-3.02,5.55l4.23,5.95h1.84l-4.31-6.05L109.33,113.99z" style="fill:#BDBDBD;"/>
<path d="M111.84,116.69l3.38-0.14c0.28-0.01,0.49-0.24,0.48-0.52c-0.01-0.28-0.25-0.47-0.52-0.48 l-3.87,0.16l-1.57,2.28l3.95,6.01h1.2l-3.94-5.99L111.84,116.69z" style="fill:#BDBDBD;"/>
<path d="M19.53,112.51l-5.44-0.09c-0.01,0-0.01,0-0.01,0c-0.41,0-0.74,0.33-0.75,0.74 c-0.01,0.41,0.32,0.76,0.74,0.76l4.57,0.08l2.15,3.96L16.47,124h1.84l4.23-5.95L19.53,112.51z" style="fill:#BDBDBD;"/>
<path d="M16.65,115.71l-3.88-0.16c-0.28,0.01-0.51,0.2-0.52,0.48c-0.01,0.28,0.2,0.51,0.48,0.52l3.38,0.14 l0.91,1.31L13.08,124h1.2l3.95-6.01L16.65,115.71z" style="fill:#BDBDBD;"/>
</g>
</g>
<g id="undershirt">
<polygon points="63.99,121.94 73.31,104.86 53.41,104.86 " style="fill:#212121;"/>
</g>
<g id="neck">
<path d="M54.92,86.08v13.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17V86.08H64 L54.92,86.08z" style="fill:#E59600;"/>
</g>
<g id="lapels">
<g id="lapels_x5F_fill">
<polygon points="47.1,97.18 39.1,113.4 49.97,110.14 63.99,121.94 54.88,96.27 " style="fill:#3674CE;"/>
<polygon points="73.12,96.27 64.01,121.94 78.81,110.3 88.9,113.4 80.9,97.18 " style="fill:#3674CE;"/>
</g>
</g>
<g id="ears">
<path d="M91.33,50.43h-7.37H44.04h-7.37c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41h7.37h39.91 h7.37c5.89,0,10.71-5.14,10.71-11.41S97.22,50.43,91.33,50.43z" style="fill:#E59600;"/>
</g>
<path id="head" d="M64,11.07L64,11.07L64,11.07c-17.4,0-33.52,18.61-33.52,45.4 c0,26.64,16.61,39.81,33.52,39.81S97.52,83.1,97.52,56.46C97.52,29.68,81.4,11.07,64,11.07z" style="fill:#FFCA28;"/>
<path id="mouth" d="M72.42,76.14c-3.18,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.44,5.42,11.37,5.42s10.55-3.79,11.3-5.42C76.09,76.72,74.25,75.05,72.42,76.14z" style="fill:#795548;"/>
<path id="nose" d="M67.86,68.06c-0.11-0.04-0.21-0.07-0.32-0.08h-7.08c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69s4.25-1.99,4.55-2.69C68.85,68.98,68.5,68.32,67.86,68.06z" style="fill:#E59600;"/>
<g id="eyes">
<ellipse cx="47.56" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
<ellipse cx="80.44" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
</g>
<g id="eyebrows">
<path d="M54.8,49.82c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18c0.86,0.29,1.64-0.03,1.9-0.39 C55.1,50.99,55.21,50.36,54.8,49.82z" style="fill:#6D4C41;"/>
<path d="M87.67,49.82c-0.93-1.23-3.07-3.01-7.23-3.01c-4.16,0-6.31,1.79-7.23,3.01 c-0.41,0.54-0.31,1.17-0.02,1.55c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18 c0.86,0.29,1.64-0.03,1.9-0.39C87.97,50.99,88.08,50.36,87.67,49.82z" style="fill:#6D4C41;"/>
</g>
<g id="hairGroup_1_">
<path id="hair" d="M101.15,23.27c-2.42-3.44-7.65-8-12.16-8.3c-0.86-4.3-5.56-7.89-10.03-9.28 c-11.99-3.72-19.78,0.45-24,2.72c-0.88,0.47-6.59,3.58-10.5,1.35c-2.44-1.39-10.1-2.24-7.76,5.97c-2.69,0.11-6.27,1.25-8.32,5.05 c-2.47,4.58-1.86,8.45-1.3,10.32c-2.47,2.05-5.69,6.45-3.94,12.23c1.33,4.41,7.5,6.46,7.5,6.46c-0.79,8.12-0.63,13.2,0.06,15.27 c0.12,0.36,0.61,0.33,0.71-0.05c1.13-4.11,5.96-18.13,5.73-20.52c0,0,10.86-2.22,21.2-9.98c2.08-1.56,4.32-2.88,6.7-3.85 c12.63-5.13,15.47,3.66,15.47,3.66s8.8-1.74,11.94,11.02c1.2,4.89,3.39,12.85,4.2,18.52c0.06,0.4,0.57,0.49,0.71,0.12 c0.84-2.26,1.31-6.7,1.56-11.19c0.08-1.56,4-3.62,5.38-10.24C106.11,33.91,102.92,25.78,101.15,23.27z" style="fill:#543930;"/>
<g id="hairHighlights">
<radialGradient id="SVGID_10_" cx="80.4418" cy="87.1444" gradientTransform="matrix(0.3076 0.9515 0.706 -0.2282 -5.8274 -15.8006)" gradientUnits="userSpaceOnUse" r="34.3779">
<stop offset="0.6985" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M98.9,52.83c0.08-1.56,4-3.62,5.38-10.24c0.14-0.7,0.26-1.4,0.37-2.12 c0.95-7.84-1.87-14.9-3.49-17.21c-2.24-3.18-6.88-7.32-11.13-8.15c-0.37-0.05-0.73-0.09-1.07-0.11c0,0,0.37,1.97-0.38,3.55 c-0.97,2.06-3.07,2.55-3.07,2.55C97.07,32.42,96.68,42.15,98.9,52.83z" style="fill:url(#SVGID_10_);"/>
<radialGradient id="SVGID_11_" cx="157.5839" cy="62.0163" gradientTransform="matrix(-0.9378 -0.3944 -0.2182 0.5285 229.2424 48.9687)" gradientUnits="userSpaceOnUse" r="26.344">
<stop offset="0.6985" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M77.72,5.33c6.67,1.77,10.02,5.12,11.26,9.65c0.37,1.34,1.19,14.06-23.14-0.36 c-8.81-5.23-6.39-8.46-5.36-8.83C64.48,4.36,70.28,3.36,77.72,5.33z" style="fill:url(#SVGID_11_);"/>
<radialGradient id="SVGID_12_" cx="44.2258" cy="102.0753" gradientTransform="matrix(-0.9657 -0.2598 -0.2432 0.9037 111.7583 -54.83)" gradientUnits="userSpaceOnUse" r="15.1305">
<stop offset="0.6605" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M41.1,16.43l-4.39-0.71c-0.17,0-0.76,0.05-1.08,0.1c-2.5,0.35-5.49,1.63-7.24,4.95 c-1.9,3.6-2,6.73-1.64,8.82c0.1,0.71,0.34,1.5,0.34,1.5s2.33-2.15,7.63-2.29L41.1,16.43z" style="fill:url(#SVGID_12_);"/>
<radialGradient id="SVGID_13_" cx="40.4982" cy="87.0775" gradientTransform="matrix(0.9907 0.1363 0.1915 -1.3921 -16.2959 156.6227)" gradientUnits="userSpaceOnUse" r="16.5129">
<stop offset="0.5981" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M26.87,31.28c-2.33,2.02-5.58,6.55-3.65,12.25c1.47,4.35,7.44,6.26,7.44,6.26 c0,0.02,1.2,0.4,1.82,0.4l2.25-21.38c-2.83,0-5.58,0.86-7.4,2.11C27.33,30.95,26.86,31.25,26.87,31.28z" style="fill:url(#SVGID_13_);"/>
</g>
</g>
<g id="police_x5F_hat">
<g id="visor">
<g id="visor_x5F_fill">
<linearGradient id="SVGID_14_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64.0565" x2="64.0565" y1="103.6667" y2="82.8868">
<stop offset="4.000000e-03" style="stop-color:#666666"/>
<stop offset="0.0985" style="stop-color:#606060"/>
<stop offset="0.6803" style="stop-color:#3F3F3F"/>
<stop offset="1" style="stop-color:#333333"/>
</linearGradient>
<path d="M63.79,24.22c-33.6,0-38.98,11.36-38.98,11.36s10.36,9.91,38.98,10.1 c28.63-0.19,39.51-10.73,39.51-10.73S97.39,24.22,63.79,24.22z" style="fill:url(#SVGID_14_);"/>
</g>
</g>
<linearGradient id="SVGID_15_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64.0001" x2="64.0001" y1="123.6481" y2="93.6868">
<stop offset="3.200000e-03" style="stop-color:#3B78E7"/>
<stop offset="0.0115" style="stop-color:#3B77E6"/>
<stop offset="0.2985" style="stop-color:#335BC2"/>
<stop offset="0.5675" style="stop-color:#2D46A8"/>
<stop offset="0.8091" style="stop-color:#293998"/>
<stop offset="1" style="stop-color:#283593"/>
</linearGradient>
<path d="M19.96,34.5c1.71,6.19,3.35,8.81,3.35,8.81C25.04,41.31,35.35,32,63.93,32 c0.01,0,0.12,0,0.12,0l0,0c0,0,0,0,0.04,0c28.58,0,38.42,9.36,40.16,11.36c0,0,2.07-2.8,3.78-8.99C112,20.05,92.35,4,64.06,4 C35.83,4,16.01,20.2,19.96,34.5z" style="fill:url(#SVGID_15_);"/>
<path d="M100.04,35.61c-0.21-1.12-0.83-2.11-1.74-2.81c-3.78-2.9-15.09-10.1-34.24-10.1 c-19.65,0-30.65,7.19-34.3,10.1c-0.87,0.69-1.46,1.67-1.67,2.75l-0.01,0.06c-0.25,1.32,0.09,2.56,0.79,3.54 C34.7,35.86,45.53,32,63.93,32c0.01,0,0.12,0,0.12,0s0,0,0.04,0c18.7,0,29.38,4.01,35.01,7.34 C99.91,38.35,100.31,37.02,100.04,35.61z" style="fill:#3B78E7;"/>
<g id="XMLID_4_">
<path d="M71.28,13.2L71.28,13.2c-0.26,0-0.5,0.12-0.64,0.33c-0.55,0.84-1.36,1.4-2.79,1.4 c-1.39,0-2.4-1.28-3.01-2.07c-0.19-0.25-0.49-0.41-0.82-0.41l0,0c-0.33,0-0.63,0.16-0.82,0.41c-0.6,0.79-1.56,2.07-2.95,2.07 c-1.43,0-2.24-0.57-2.79-1.4c-0.14-0.21-0.38-0.33-0.64-0.33l0,0c-0.24,0-0.47,0.11-0.61,0.29l-0.31,0.4 c-0.37,0.48-0.43,1.12-0.15,1.65l0,0c0.42,0.8,0.64,1.68,0.64,2.57v3.48c0,2.54,4.14,7.72,7.65,7.72s7.65-5.18,7.65-7.72v-3.48 c0-0.89,0.22-1.77,0.64-2.57l0,0c0.28-0.53,0.22-1.17-0.15-1.65l-0.31-0.4C71.75,13.31,71.52,13.2,71.28,13.2z" style="fill:#FFCC00;"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a glowing rocket ship streaking towards the stars. | <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="#060812" d="M0 0h96v96H0z"/><path fill="#e4824c" d="m65 25-1 3-2-4v-1q2 0 3 2"/><path fill="#ba5e6a" d="M65 25q2 6-1 12-4 2-3 7h-1q-2-3-4-2V29l2-2 4-3 2 4z"/><path fill="#eadfdb" d="M60 30q2-1 3 3l-3 3q-3-4 0-6"/><path fill="#875570" d="M64 37q2 6-3 12v-5q-1-5 3-7"/><path fill="#683d69" d="m55 42-5 4q0-6 4-10z"/><path fill="#efcd65" d="M55 42q2-1 4 2l-2 7q-3 0-4 3v-5q0-3 2-5z"/><path fill="#944634" d="M54 49v5q1-3 4-3l-4 7h-3l-1-5z"/><path fill="#e48d54" d="M51 58h3q-7 12-18 22-3-2-1-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a vintage suitcase resting on a wooden floor. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f6eace" d="M0 0h96v68H69l-1-25q-21-2-41-1l-2 3-1 23H0z"/><path fill="#625655" d="M44 36h9l1 2q-5-1-10 1z"/><path fill="#c5af7e" d="M69 68v2l-3 4-35 1q-2-3-5-3l-1-27 2-3q20-1 41 1z"/><path fill="#e3a56a" d="M0 68h24l-1 3-23 5z"/><path fill="#8c6f55" d="m25 45 1 27q3 0 5 3h-4l-4-4 1-3z"/><path fill="#e3ab66" d="M69 68h24l-9 2 7 8v3l5 3v4l-10-8h-1l3 3-2 1-3-3-1 3-11-12 3 4q-3 0-4 3l-2-3q2-3 1-6z"/><path fill="#68322c" d="M69 70q1 3-1 6-3 0-3 2l-22 5-7 1q-6 0-9 2h-3l-2-2q2-6 5-9h4l35-1z"/><path fill="#76352d" d="m23 71 4 4q-3 3-5 9l2 2q-7 4-15 3-4 3-6 7H0v-1l7-7-1-2H0V76z"/><path fill="#d59659" d="M93 68h3v16l-5-3v-3l-7-8z"/><path fill="#cb965d" d="m36 84-1 2 3 4-1 6H24q0-6 4-10h-1q3-2 9-2"/><path fill="#daa268" d="M0 86h6l1 2-7 7z"/><path fill="#e0a969" d="M43 83v13h-6l1-6-3-4 1-2z"/><path fill="#a37550" d="M43 83q0-2 3-1-2 6-1 14h-2z"/><path fill="#dda364" d="M24 86h4q-4 4-4 10H3q2-4 6-7 8 1 15-3"/><path fill="#dba061" d="M96 88v8H45q-1-8 1-14l19-4q0-2 3-2l2 3q1-3 4-3l-3-4 11 12 1-3 3 3 2-1-3-3h1z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white geometric design featuring a square and a rectangle, with a stylized letter 'L' and 'N' incorporated into the design. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 450.276 450.276" style="enable-background:new 0 0 450.276 450.276;" xml:space="preserve">
<g>
<polygon points="321.375,0 321.375,415.276 203.059,415.276 203.059,70 173.059,70 173.059,445.276 351.375,445.276 351.375,0 "/>
<polygon points="247.217,380.276 277.217,380.276 277.217,5 98.902,5 98.902,450.276 128.902,450.276 128.902,35 247.217,35 "/>
</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": "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",
"path": "697b68dd23e6d708b2f9b58d02478755fa100a9ded03a779a1834aa24449c8a1.png"
} | Generate code for a svg of a a black and white photo of a black arrow pointing up | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" x="0" y="0" viewBox="0 0 24 18" xml:space="preserve"><g id="upload-bottom" transform="translate(.249 -2.75)" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"><path id="Line_62" d="M11.751 15.386V3.75"/><path id="Path_392" d="M16.15 8.114l-4.4-4.364-4.4 4.364"/><path id="Path_393" d="M22.751 15.386v1.455c0 1.607-1.313 2.909-2.933 2.909H3.684c-1.62 0-2.933-1.302-2.933-2.91v-1.454"/></g></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white illustration of a sneaker, featuring a distinctive white stripe detail. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<g>
<path d="M512,383.731c-0.119-3.55-3.2-35.439-75.281-61.722c-18.586-6.776-38.818-11.341-61.252-14.123v67.584l-17.067-0.034
v-69.478c-12.314-1.399-27.622-4.173-43.972-9.532l-7.484,29.918c-0.973,3.874-4.446,6.46-8.269,6.46
c-0.691,0-1.382-0.077-2.082-0.256c-4.565-1.143-7.347-5.777-6.204-10.351l7.953-31.812c-16.879-7.177-34.167-17.365-49.92-31.804
l-29.056,29.056c-1.664,1.664-3.849,2.5-6.033,2.5c-2.185,0-4.369-0.836-6.033-2.5c-3.337-3.337-3.337-8.73,0-12.066
l29.167-29.167c-11.332-12.8-21.453-28.305-29.5-47.01l-31.565,21.043c-1.459,0.973-3.106,1.434-4.727,1.434
c-2.756,0-5.461-1.331-7.108-3.797c-2.611-3.925-1.553-9.225,2.364-11.836l34.85-23.236c-5.367-16.154-9.301-34.381-11.366-54.997
h-27.281c-4.71,0-8.533-3.823-8.533-8.533s3.823-8.533,8.533-8.533h26.01c-0.256-5.53-0.41-11.187-0.41-17.033
c0-4.531-3.558-8.277-8.081-8.516c-1.809-0.111-41.754-1.86-57.062,25.583H25.6c-14.114,0-25.6,11.486-25.6,25.6v42.641
c7.953-0.051,8.704-0.034,9.31,0.026c41.865,3.789,177.937,29.133,193.843,196.233h-17.22
C170.999,227.204,56.917,200.682,7.765,196.236c-0.589-0.034-3.567-0.017-7.765,0.017v187.75v8.533
c0,18.825,15.309,34.133,34.133,34.133h443.733c18.825,0,34.133-15.309,34.133-34.133v-8.533c0-0.051-0.026-0.085-0.026-0.137
C511.974,383.825,512,383.782,512,383.731z M59.733,298.67H128c4.71,0,8.533,3.823,8.533,8.533s-3.823,8.533-8.533,8.533H59.733
c-4.71,0-8.533-3.823-8.533-8.533S55.023,298.67,59.733,298.67z M477.867,409.604H34.133c-9.412,0-17.067-7.654-17.067-17.067
h178.236h52.147h247.484C494.933,401.949,487.279,409.604,477.867,409.604z"/>
</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>
</g>
</svg>
| |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAARzElEQVR4nO3deXgUdZ7H8W/1mXTS3bm7c5H7AgLkBBWPxWMEBgRFhwCuPs7ojO7srLeirrcMouLziOOzj8/j6CgsKI43nqsrKygSQrgkwZgEcpCEnJ2ju9NX7R+VNE3oHJ10J1/k83r4I3QqVZXkTdWvrkYQRZEAuJJN9QoAjASBAmsIFFhDoMAaAgXWECiwhkCBNQQKrCFQYA2BAmsIFFhDoMAaAgXWECiwhkCBNQQKrCFQYA2BAmsIFFhDoMAaAgXWECiwhkCBNQQKrCFQYA2BAmsIFFhDoMAaAgXWECiwhkCBNQQKrCFQYA2BAmsIFFhDoMAaAgXWECiwhkCBNQQKrCFQYA2BAmsIFFhDoMAaAgXWECiwhkCBNQQKrCFQYA2BAmsIFFhDoMAaAgXWECiwhkCBNQQKrCFQYA2BAmsIFFhDoMAaAgXWECiwhkCBNQQKrCFQYA2BAmsIFFhDoMAaAgXWECiwhkCBNQQKrCFQYA2BAmsIFFhDoMAaAgXWECiwhkCBNQQKrCFQYA2BAmsIFFhTPPP+waleB5hUWo2yx2yf6rUYK8X/Hm2a6nWASZUUHXqitXeq12KsFFO9AjA11Ap5pFY91WsxrB6LvcdqJwR63sqdFr6+pHCq12JYr++s2rKrmnCQBMwhUGANgQJro49Bg5Ty8JApGE07Xa5T3dbJXy6wMnqghalRj6/Im4RVGaK121qy6dvJXy6wgl08sObbaSaXKG7eVd3e0x+gtcmJ1189OyFAM4dzkQ+BtnZbo3VBC2bE3rN5byAazYkPu+3yLCKy2p1BSrnf5w/nIh928es/OlTR2JUQEbJxzdwobZB/1yPDqFu3siBErfi0vP67yhb/zhzOXT4Eau53PLB1X0VjV3yE5oU1xX5sNMOo27CqSBuk/LS8/sVPfxJF0V9zhnOdbwdJgWh0oM7gwTonPkf4FfH5KN6/jaajzvHKjNXnp0RmxuqmekUCazynmcz9jgc9Gh33TTHpRt1zUp0HGl787KivdaoUMm2QcsifYNX5cnR1+5XZG1YV/fHy7KlekcAa591Mff2OB7fuW19SmBMf9sKa4nEc159R57jGncuLkm5dkHX26yaz7cCJjg/31R2q6/B1nsDN+E/U9w1uRxMiQnzdjk68zhHoNapLc4wbbyz+4xW/8q3L+WBC94OObzuaZhgYd37mpzrv/+/Spk5Lr9Vud7rUSvmcpIgbL05Pjg69fm5yY0ffJ/vrJzj/85woimXlB20220RmkpGeGh0VNY4vnOgNy742mmbQPbe6SBes/OxAw0Y/bTtbu61NXWbpY6vdubOiec8vrZtunpcao119UdqO/fU49poIQRCcTuf29z4c9xziYo1FBfnj+1o/XIsf+77eXefnB/1Wp1f9dufW3TVEFK0LiovQBGgp54+5RQVFBeO8YUitVt+0pkSpHOem0D+PfIxlO+pZ5ws7An42vr6jT/pAH6xqJPPZEyREhGTG6oJVCovNcbShq9lkGXmGumBlTnxYlDZIFMVT3dbKk6Zeq/dnI6dFhaYbtMEqhUsUGzvMFY1ddqfr7MnkMkGjUhCRxeZwuESZIOTEh+k1ymNNpiE/PY1KkR2v1wYpHS7x5yZT61Tchbhi+dL6hsbmllO+fuEN114TEz2enbvEb88kjdzoJNdJRGEalfRBb79jyKcyY/V3XJU9MyHc/YpItLuy5aUvjnb0ehmfxIZp/rAgc36WQS4T3C86XOLfvqz4uKzOc8r5WYZ/vSQ9NUbr+WK3xb59T+07e2qdrjO+68xY/aab5xHRI++UNXaYn7w+PzEyhIi+q2x54p/l0jQateKWyzIXzolXKwZOn4mi+D9HmjZ9ftSHn4U/qFSqm9aUvPjSKza7D48sz79wXn7e7Iks158PzXk2+vzq4nu3DDSaZtBOcp1EdEm2gYhMZltDe5/n6xdlGf5z+WyFXOYSxcN1nV1mW2JkSGqMdn62Id2o+/MbP3T1nXE0MDc9+pHlc6TTq/XtfSdae2UyIcOoi9YFGXSnL1IIRH+5evqSgmlE1O9wHqnvMpltKoUsNzFcr1H9/l8y85IjH3mnzObwsikNUSs3rCqK1g295KHXqDbeWJwUFUpEDR19NS09MkHIitNfmRsXGxYs8/jXMjmMhphrly3Ztv29MU4fF2tcunjhBBfq56c6z240TKPasEqqs3HS6rxseuzVcxKI6IN9dS6PJSZHhz60bJZCLjve2vv4u+UNg8OABTNi7186yxgWfNuCrA0fH3ZPn2bQPnrdHLVC3txlee6TwwdPnD6xOjspwvMq2soLU6U6d1Y0v/T5UZN5oHKlXLZ6ftrq+Wn5KZG3XZ798hdetnzLi5JC1IpnPzr8f5XNRDQtMkR6fe01s5KiQq1253MfH95Z0Sy9KBOE64qTpNu+Jt/cooLqmtrSsvJRp5zg0NPN/48d9/U71m4re7akMCtO//zqYr1G5eu209eEp8eHSZsfhUwWpVVfkBkzLyNGINpX07Z1d7XnlP/+m+lqhbzHYn9w6762ntMjuW9+asqI1V8/N/nymXGvffuze3By16KZaoW8o7f/zjd/9JyeiDxjjdYF3XhxOhHtrW59+v2Dnt+m3el6Y2dVqFqxrChpaUHiB6Un3P8q3LLj9I9u3//9zwPDu6rmbiKamx5dmBpFRM9/csRdJxG5RHH7j8c1aoW0xMk3xsHoBIeebgG5o77Xan9g674WkyUxMkQXrNxT1erTttPXXdd9S3I3rCrasKpo3cqCuxfPvCAjps9qf31n1cNvlzk8hn2pMdrZSRFE9M6e2iG1EdGO/fVEJJcJc9NjpFdmTYvIjtMT0atfHzt7ek+L8xJVCpkoin/7ssLrt7l5d7XD6ZIJwqI8L7djV540uet0W1owjYiqmru/9fbWL+/sqe23O4lImOz9/MBgVKVUjjDNxIeeboF65OM3s+IN+mDp47zkiDlJEQFa0Nm6Lfa128q27KoeclBSnB4tfbDrmJf7TRs7+qRj7ZToUOmVizJjiKjHYveayBlzTosiosqTpsYOL6cLiKirz/ZTQxcRef057D5rfRRyWV5yJBENt2iLzXmibcrevkYajA73Wb8MPd0C8s4i1xYn/enKbCJq6jLrNSqNSvHUDfkPbSsL0MXxkk3fWm1OQaCsOP2tC7JSY7TPry66b0vp0cYuz8kSB8d2m26e53VjrpDLiMh9u0lKjJaIKk+aHK5Rtv3xESFE9Etz9wjT1LX3zU6KMIZ5OSlb1z50px8bFqxSyIiouqVnuBn2ezvemjTDDUbVapVfhp5u/t+C/jY/8fYrcwSixg7zXW/uXbu1zGxzBCnlf11ZEKDtaJ/V0WO1d1vspdVtd775Y82pHrVSft+SXKX8jO/O/RhJ6Fn3QEl/pL2l+0BbKrW3f/SzKtKCLHbnCNPYHS4iUngcersHA07X0NSCVQO/YOvw85zy27pXLF9qNMQMefGGa5f5Zejp5uct6G/zE/9j4Qypzns2723rsbb1WNduLVtfUhiskj/zu4KH3y47cCKANxmZ+x3rPjj4X7+/MDEyZPX8tDd2Vrk/Jf1GTWbbn1/fM8Ic+gaLlH7/8jGM8hxOl0ohc5+q9EqtlJFH/UQkDM5ZGH7ULR/+XFKvdej53Ul29plRPw493fy5BV2cN1hn50Cd0us/NXSu3bbPYnOqlfJnfheo7ajb8dbed/ceJ6KVF6ameJwzl94GIjRI2dnX39RlHu5Pt2Xgxy0dy0+LCh11iU1dFiJKN45073BytJaITnZ5H6QO4T5LFR8+7HVag97Pj4WNg+dg1L9DTze/Bbo4L/HORQN13utRp+RIfedDHo3ODnCjb31X3WKyKGTCPYtnygY3VIfrOolILhPmZQzdMXl18EQ7ESVHh6YZtCNPWVbbRkTT4/XuYe4QRn1wTryeiMpq2say6FMmS2efjYguyjJ4nSAhIiTVwOJeeukyvd+Hnm7+CXTRYJ3NJssDW0q9Xiw+XN/58NtlVvtkNNpvd7769TEiyo7TLy9Kkl4srWmTrmTedEn6cI81a4NPnz355qcms81BRHdcmTPCrpaIduyvd7hEQRD+cvV0r1P+YUGmTBDsTtenBxrGsv4ikXTuszg9ekZC2JDPCoJwx1XZk35+aVjXLVtyy01r/Dv0dPNDoIvyEu9aNEMgajFZ7n1r7wh3XRyq63hs+/5+hzMo8I3urGjeV9NGRLdclhEbpiEih9P192+riCgxMmT9qsL4M+9yyjDqnliRt9DjbSO6LXZp+tlJEU/dkB/jeWFTEOZnGZbkJ0p/bew0v/1DDRHlJUeuW1nouV/Wa1QPLM29bHosEW3dXTP2+zy276nttzsFosdX5M+advoHFRqkXHvNrKK06J5hblWZfGq1OjM9LUAzn+g22bPOe0asU1JW2/7Y9vInr8+XGg3cuScieuWryldvvUitlN+9eMb9W0pFoi8ONkxPCFs0J2FmQvjrf7q48qSptduqUshSYrRGfTARHanv9JzDh6UnEsI1y4qSitOi3/q3S482dnX09gcp5RlGXUSoetv3Ne4p/7HzF4M++IqZcQUpkW/cfnFta29Xny1YJc8w6qSzV18dPrl5VzWNWYvJ8vKXFXcvnhkeotp4Y/Evzd2NnWaNSjEzMTxYJd/2Q82MhPDcxPDRZ3SOm9AW1Nc6Jftq2h7dvt/mcAUp5etWFnhuHvyrrq33vb3HiSgvOfKK3HgiEok27jjywo4jrd1WmSBMjw+7NMd4QUaMUR/cYrK8+vWxj8rOuP1eJHr5y4qn3jvQ2GGWy4TcxPBLc4xz06MjQtU1p3pKPQaULlFc/+Gh5z4+3NxlEQQhNUabnxKZEx+mkMsaO83PfnTo2Y8OuXw8MfTZgYYn/1kujebTjbpLc4xFaVEuUXzlq4rXvvl5yk8zTQ7h8qc/G3mK+VkG6d3tbn/t+yqPc9GL5iTctWiGIAg+1elWlBb1xIp8lUJmtTuHbEfvX5J71az4Ud/dzn1mp9dqH+535b7n0uFyWWynzynKBCEjVmfUB6sUcrPN0dDeV9fWO8IvXCBKNWhTorVqpdxksdWe6hnuopEgCOkGbVJUqFop77c7a1t7alp6vM55yP2gwy1aIRNyp0UkRYfKBaGpy1x+vF36RjQqhVwmOF2iNFAeO+k/UShMjTon3gJ8nLv4M+rc7HOdRFRa3fbYu/ulff26lePZ19scLq93r3lyukSvYzWXKB47aTp20jTGZYlE1S09I1zXOT2lKFY1d1eNeFVp5HUbwuESy4+3lx9vH/K6r12eo8azi184WOepbus9m/c2d/lcp6S0uu2x7eV2Z8D39XDu8jnQhXMS7h6s8+63fhx3nZK91a3PvH/Q4RKDlPKnb8jPiQ+byNzg18e3QP1bp2TXsZan3z/gcIkateLZkkI0Cp58CNRdZ7PJcteb/qlTsquy5a8fHHS6RI1asb6kMCVmlCs3cP7w4SBJuoX2VLf1vs2lLb4fFY1sZ0WzSPTwstkhakXGiBe14bzi21G8SPT1kZP5KZFEkYFYm/Lj7dJzDgAS3wIViEouTA3QqgCcDf/LB7A2+hZ0T9Wp5S98PQmrMoSvFwbhV2n0QB1ju+ABEAjYxQNrCBRYQ6DAWkCeiwf+DtV1cP6/evsG35MQgZ6nbA7XlLzPqK8UV82Kn+p1gEmlDVJkxeqnei3GSjhPnhyAcxQOkoA1BAqsIVBgDYECawgUWEOgwBoCBdYQKLCGQIE1BAqsIVBgDYECawgUWEOgwBoCBdYQKLCGQIE1BAqsIVBgDYECawgUWEOgwBoCBdYQKLCGQIE1BAqsIVBgDYECawgUWEOgwBoCBdYQKLCGQIE1BAqsIVBgDYECawgUWEOgwBoCBdYQKLCGQIE1BAqsIVBgDYECawgUWEOgwBoCBdYQKLCGQIE1BAqsIVBgDYECawgUWEOgwBoCBdYQKLCGQIE1BAqsIVBgDYECawgUWEOgwBoCBdYQKLCGQIE1BAqsIVBgDYECawgUWEOgwBoCBdYQKLCGQIE1BAqsIVBgDYECawgUWEOgwBoCBdYQKLCGQIE1BAqsIVBg7f8B+m7lUB9lyskAAAAASUVORK5CYII=",
"path": "a37fb07199fadb8bd53dfd401a02704a6a691dd0272e2cfe27876593d51bd3c3.png"
} | Generate code for a svg of a a close up of a blue and white sign with a white arrow | <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" width="89.15" height="22.01" viewBox="0 0 89.15 22.01"><title>split-button-small-mouse-down-main-with-icon</title><rect x="0.65" y="0.99" width="65.15" height="20" fill="#4384b7"/><path d="M66.15,22H0V0H66.15Z" fill="#4384b7"/><path d="M72.8,7.65h9l-4.5,6Z" fill="#4d5359" opacity="0.8"/><path d="M30.93,15H29.76l-1.41-2.36a5.13,5.13,0,0,0-.37-.56,2.14,2.14,0,0,0-.37-.38,1.29,1.29,0,0,0-.41-.21,1.69,1.69,0,0,0-.5-.07h-.81V15h-1V6.6h2.51a3.57,3.57,0,0,1,1,.14,2.27,2.27,0,0,1,.81.42,2,2,0,0,1,.54.7,2.32,2.32,0,0,1,.19,1,2.36,2.36,0,0,1-.13.81,2.1,2.1,0,0,1-.37.65,2.27,2.27,0,0,1-.59.49,3,3,0,0,1-.77.31v0a1.77,1.77,0,0,1,.37.21,2,2,0,0,1,.3.28A3.76,3.76,0,0,1,29,12l.31.48Zm-5-7.51v3h1.34a2,2,0,0,0,.68-.11,1.58,1.58,0,0,0,.54-.32,1.45,1.45,0,0,0,.36-.51,1.71,1.71,0,0,0,.13-.68,1.32,1.32,0,0,0-.44-1.05,1.88,1.88,0,0,0-1.26-.38Z" fill="#fff"/><path d="M36.44,12.24H32.2a2.24,2.24,0,0,0,.54,1.55,1.86,1.86,0,0,0,1.42.54A3,3,0,0,0,36,13.66v.9a3.48,3.48,0,0,1-2.09.57,2.54,2.54,0,0,1-2-.82,3.35,3.35,0,0,1-.73-2.3A3.28,3.28,0,0,1,32,9.74a2.55,2.55,0,0,1,2-.88,2.26,2.26,0,0,1,1.82.76,3.18,3.18,0,0,1,.64,2.12Zm-1-.81a2,2,0,0,0-.4-1.29A1.37,1.37,0,0,0,34,9.67a1.55,1.55,0,0,0-1.15.49,2.21,2.21,0,0,0-.59,1.27Z" fill="#fff"/><path d="M42,14.72a3.12,3.12,0,0,1-1.64.42,2.72,2.72,0,0,1-2.07-.83,3,3,0,0,1-.79-2.17,3.33,3.33,0,0,1,.85-2.38,3,3,0,0,1,2.27-.9A3.16,3.16,0,0,1,42,9.15v1a2.44,2.44,0,0,0-1.43-.47,1.93,1.93,0,0,0-1.51.66,2.5,2.5,0,0,0-.59,1.73A2.38,2.38,0,0,0,39,13.72a1.91,1.91,0,0,0,1.49.61A2.41,2.41,0,0,0,42,13.81Z" fill="#fff"/><path d="M45.94,15.14a2.78,2.78,0,0,1-2.12-.84A3.11,3.11,0,0,1,43,12.07a3.24,3.24,0,0,1,.83-2.36,3,3,0,0,1,2.23-.85,2.69,2.69,0,0,1,2.09.83A3.28,3.28,0,0,1,48.93,12a3.22,3.22,0,0,1-.81,2.3A2.84,2.84,0,0,1,45.94,15.14ZM46,9.67a1.83,1.83,0,0,0-1.46.63A2.59,2.59,0,0,0,44,12a2.45,2.45,0,0,0,.54,1.68,1.85,1.85,0,0,0,1.46.62,1.76,1.76,0,0,0,1.43-.6,2.62,2.62,0,0,0,.5-1.72,2.66,2.66,0,0,0-.5-1.73A1.75,1.75,0,0,0,46,9.67Z" fill="#fff"/><path d="M53.6,10a1.18,1.18,0,0,0-.73-.19,1.23,1.23,0,0,0-1,.58,2.68,2.68,0,0,0-.41,1.58V15h-1V9h1v1.24h0a2.1,2.1,0,0,1,.63-1A1.43,1.43,0,0,1,53,8.89,1.57,1.57,0,0,1,53.6,9Z" fill="#fff"/><path d="M59.6,15h-1V14h0a2.22,2.22,0,0,1-2.06,1.16,2.24,2.24,0,0,1-1.81-.81,3.31,3.31,0,0,1-.68-2.19,3.6,3.6,0,0,1,.75-2.38,2.47,2.47,0,0,1,2-.9,1.92,1.92,0,0,1,1.8,1h0V6.12h1Zm-1-2.71V11.4a1.72,1.72,0,0,0-.48-1.23,1.61,1.61,0,0,0-1.22-.5,1.66,1.66,0,0,0-1.38.64,2.82,2.82,0,0,0-.5,1.78,2.54,2.54,0,0,0,.48,1.64,1.58,1.58,0,0,0,1.3.6,1.64,1.64,0,0,0,1.3-.58A2.16,2.16,0,0,0,58.64,12.29Z" fill="#fff"/><path d="M66.15,0V22h23V0Zm22,21h-21V1h21Z" fill="#4384b7"/><path d="M4.65,3V19h16V3Zm7.43,7.89L5.65,17.34V4.45ZM6.31,4H19.08l-6.38,6.4Zm6.38,7.63L19,18H6.34Zm.61-.74,6.35-6.37V17.26Z" fill="#fff"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1faf5.png"
} | Generate code for a svg of a index pointing at the viewer | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M120.67,71.54c-1.79-6.3-21.42-22.3-22.99-23.93c-3.84-3.98-14.03-25-16.69-30.66 C75.63,5.5,67.2,1.87,56.61,6.44c-5.96,2.57-7.78,6.84-9.24,10.28c-0.66,1.56-1.26,2.91-2.11,3.86c-3.53,4.38-10.22,4.24-13.68,7.1 c-6.47,5.34-7.34,10.3-8.13,17.71l-0.13,1.18c-0.12,0.32-0.84,1.64-2.28,2.18c-10.88,4.13-10.36,11.96-10.02,17.14 c0.11,1.61,0.25,3.29-0.13,4.02c-1.34,2.55-4.27,2.41-6.35,7.76c-2.47,6.36,4.25,17.62,6.64,20.92 c6.71,9.25,19.29,19.33,24.74,20.84s11.37,3.08,18.59,1.37c10.53-2.49,9.12-9.04,9.83-9.75c0.69-0.69,3.71-0.74,6.66-2.01 c7.44-3.2,8.47-11.6,8.47-11.6s-0.08,3.3,0.83,6.77c0.68,2.6,1.69,4.46,3.9,5.84c4.13,2.57,7.28,1.12,10.2-2.26 c2.56-2.95,6.32-6.61,9.16-9.29c4.26-4.02,10.92-7.62,14.76-12.04C121.39,82.93,122.46,77.84,120.67,71.54z" style="fill:#FFCA28;"/>
<path d="M96.4,47.04c-0.17-0.55-12.16-23.34-12.87-24.8c-0.21-0.18-1.31-1.34-2.1-0.42 c-0.64,0.74-0.6,3.5-0.64,4.48c-0.35,7.1-5.8,13.04-11.93,16.63c-3.93,2.3-1.9,4.46-1.31,5.33c2.8,4.16,7.12,6.47,10.62,10.06 c3.5,3.59,6.33,8.88,6.35,13.89c0.02,4.63-2.69,8.99-6.44,11.7c-3.75,2.71-8.41,3.91-13.03,4.21c3.53,3.72,2.11,10.35-1.89,13.55 c-4,3.2-9.62,3.59-14.67,2.7c0.31,3.08,0.13,6.38-1.56,8.97c-1.6,2.45-4.38,3.95-7.23,4.62c-1.96,0.46-3.98,0.57-6,0.57 c0.84,0.41,9.79,4.84,20.84,2.27c11.17-2.6,9.12-9.04,9.83-9.75c0,0,4.68-0.14,8.37-2.37c5.02-3.03,20.69-21.03,20.48-24.38 c-0.11-1.71-1.55-4.54-1.17-6.21c0.89-3.88,8.62-4.37,11.59-4.81c-2.67-0.9-5.06-3.64-4.41-6.37c2.07-8.72,11.03-3.51,13.21-2.6 C112.75,64.21,97.46,50.41,96.4,47.04z" style="fill:#FFB300;"/>
<path d="M72.15,16.97c1.49,0,1.94-2.36-0.07-2.84c-12.25-2.98-17.6,6.91-18.96,10.43 c-0.74,1.92,1.15,2.98,1.9,1.69c0.74-1.29,4.25-5.37,7.85-7.18C66.88,17.06,71.72,16.97,72.15,16.97z" style="fill:#EDA600;"/>
<g>
<path d="M72.15,16.97c1.49,0,1.94-2.36-0.07-2.84c-12.25-2.98-17.6,6.91-18.96,10.43 c-0.74,1.92,1.15,2.98,1.9,1.69c0.74-1.29,4.25-5.37,7.85-7.18C66.88,17.06,71.72,16.97,72.15,16.97z" style="fill:#EDA600;"/>
<path d="M36.01,87.84c-1.62-2.06-2.32-3.32-2.71-4.39c-0.81-2.23-1.96-3.16-3.32-2.22 c-0.5,0.35-3,2.87-3.32,3.95c-0.31,1.06,0.72,1.76,2.65,2.76c2.87,1.48,3.78,2.2,7.45,6.81c4.57,5.74,11.61,12.6,15.63,14.5 c3.16,1.49,7.29,2.52,10.78,2.58c0.75,0,0.83-0.46,1.18-0.77c0.39-0.34,0.97-0.54,0.41-0.76c-1.07-0.41-6.63-2.54-10.01-4.15 C49.48,103.63,40.27,93.27,36.01,87.84z" style="fill:#EDA600;"/>
<path d="M121.55,70.06c-3.05-5.51-22.02-22.54-23.7-24.53c-1.68-1.99-10.1-18.06-14.93-25.91 c-1.95-3.18-5.15-9.12-3.02,0.34c1.64,7.32-1.55,12.22-5.99,15.38c-3.34,2.38-10.22,5.27-17.14-0.09c-2.9-2.25-4.15-6.78-4.6-4.97 c-1.04,4.13,2.91,8.9,5.6,11.85c5.41,6.12,15.08,12.44,20.12,17.85c7.77,8.94,13.17,22.8,12.86,25.44 c-0.19,1.39-4.49,6.05-7.02,7.27c-0.95,0.46-4.46-0.43-7.95-1.85C66.7,87.13,57.26,75.6,49.46,64.15 c-0.95-1.39-2.21-1.17-3.79-0.04c-1.58,1.13-3.74,2.83-0.95,4.76c10.45,8.23,18.46,21.06,27.93,25.4 c1.67,0.76,5.53,1.98,6.83,3.17c-0.7,3.14-0.22,6.55,1.66,9.23c-1.31-14.03,18.23-12.29,12.92-25.69 c-0.66-1.88-1.26-3.02,1.66-4.24c3.84-1.6,7.28-2.11,9.46-2.25c0.87-0.06,1.07-1.24,0.28-1.61c-5-2.32-12.64,1.28-13.66,0.01 c-1.18-1.47,2.97-9.86,1.44-16.64c-0.52-2.29-1.74-0.94-2.03,1.96c-0.29,2.9-1.24,8.52-2.73,9.06 c-1.49,0.54-0.81-2.91-14.23-17.23c-3.76-4.01-2.46-6.95,1.29-10.07c3.3-3.3,6.82-7.04,7.67-11.8c3.41,6.43,9.42,16.8,11.57,19.89 c3.03,4.33,21.95,19.75,24.03,24.01c3.02,6.19,1.2,11.92-1.59,15.14c-1.95,2.25-12.94,9.25-16.85,13.25 c-3.91,3.99-6.68,6.83-7.58,8.85c0,0,5.09-3.77,9.51-6.68c4.42-2.91,6.97-4.58,9.34-6.14c3.05-2,6.21-4.07,8.51-6.73 C121.87,87.76,127.02,79.93,121.55,70.06z" style="fill:#EDA600;"/>
<path d="M80.82,99.69c0.53-2.3-2.02-3.35-2.02-3.35c-0.26,0.73-0.05,3.44-3.75,8.18 c-2.43,3.12-5.98,5.21-12.82,4.85c-0.83-0.04,0.98,1.6,0.91,2.38c-0.24,2.92-1.34,6.27-8.54,7.98 c-6.16,1.46-12.51-0.11-16.43-1.17c-5.31-1.44-8.15-2.82-13.21-5.77c0,0,6.35,6.49,13.12,8.75c4.17,1.39,6.19,1.94,11.08,1.94 c2.14,0,4.4-0.23,6.79-0.79c9.63-2.28,10.65-8,11.01-10.24c0.33-0.08,2.4-0.2,5.81-1.62C76.37,109.33,79.38,105.92,80.82,99.69z" style="fill:#EDA600;"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a swirling cluster of stars forming a pattern. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f3efe7" d="M0 0h96v38l-2-1-3 4-10-1q3-2-1-3l-6 2-3-6 2-1h-1l-6-7-1 2-3-3-8-3v-3l-1 1-5-4q-1 2 2 3l-1 2q0 3-3 2-5 2-10 1 0-6-3-1 2 2-1 2l-6-1-6-4-7 4q2 2 1 3-4 3-6 0-5 0-8 5z"/><path fill="#747473" d="M46 17q4 3-2 2z"/><path fill="#787779" d="m53 19-4 1 1-2q-3-1-2-3z"/><path fill="#c0bebc" d="m26 23 6 1q-6 1-4 7 2-2 3-1l-4 3-2-7z"/><path fill="#171717" d="M72 32q-3 0-2 3-4-3-3 2l4 2-2 2-4-2 4 7-2 3 3 3q-2 4 1 1l1 1-1 2q-2 0-1 2h-3l-2-2v-3l-3 3-2-1-2-2 1-2 2 2q3-1 1-3l-1-6q7-5-1-2-3 0-4 3l-1-3v2q-3-1-3 2-3 1-2 5v1l2 5-5 2q-1-1 1-3h-3q-1 4 4 4l3 4q3 0 0 3-1-3-2-1l-1 2-5 4h-5l-2-2-1 4-3-3v-7q3-1-1-3l-3 4h-3q-2-2-5 1-3-3-1-6l-3-3q-1-5 3-7-3-3-4 0 0-6 3-10h-1q0-6 5-2l1-1q0-3 3-4l4-3q-1-1-3 1-2-6 4-7 3 0 1-2 3-5 3 1 5 1 10-1 3 1 3-2l4-1 1-1v3l8 3 3 3 1-2z"/><path fill="#9a9899" d="M40 26q2 0 1 3-2-1-1-3"/><path fill="#cececd" d="M48 29q-1-7 3-2z"/><path fill="#c8c7c6" d="M48 29q0 4-3 1 0-2 3-1"/><path fill="#ececec" d="M34 30q2 0 1 3-2-1-1-3"/><path fill="#5a595b" d="M27 33q-3 1-3 4v-4q2-3 3 0"/><path fill="#d6d5d4" d="M40 31q5 2 0 5l-1-1z"/><path fill="#868585" d="m57 29 3 4h2q-3-1 0-1l2 6-4 1z"/><path fill="#cccdcc" d="M52 35q2 0 1 2z"/><path fill="#cececd" d="m70 35-3 2q-1-5 3-2"/><path fill="#8e8e8e" d="M27 36q2 0 1 2z"/><path fill="#f2eee5" d="m26 23-1 3 2 7q-1-3-3 0v4l-1 1q-5-4-5 2h-7l2-3q-3-1-4 1H7l1 3 7 2-2 4q-2 0-2 2l1 2q-3 0-3 3 2-1 6 1v-4q1 3-1 7l-1-2-3 3q2-1 5 1 0-3 2-3l3 3q-2 3 1 6 3-3 5-1-6 2 1 5 3 7 9 13v-2l10 2q3-3 9-4 0-2 3-5-5-4 2-4-1 1 1 4-1-9 7-4h3l4-5-1-1q0-3 2 0l1-10q6 1 1-1l-2-3q-2 2-2-1 0-2 2-2h4q-2-3-4-2l-2-6 6-2q4 1 1 3l10 1 3-4 2 1v58H0V31q3-5 8-5 2 3 6 0 1-1-1-3l7-4z"/><path fill="#d4d4d1" d="M29 51q3 0 4 4l-1-1-2 1q-2-2-1-4"/><path fill="#d8d7d7" d="M50 52v-1q4-2 1 2z"/><path fill="#dadad9" d="M44 49q2 0 1 3-2-1-1-3"/><path fill="#969694" d="M37 48q2-2 5 1l-4 1z"/><path fill="#b5b6b4" d="M32 47h4v3l-5-1z"/><path fill="#171718" d="m13 47-2 2q0-2 2-2"/><path fill="#c6c5c4" d="M22 44q5 2 2 6z"/><path fill="#91918f" d="M30 41q5 2 0 3-3 6 0-3"/><path fill="#cfcfcd" d="m69 41 4 4-4 1-4-7z"/><path fill="#ededeb" d="m55 44-3 2q0-3 3-2"/><path fill="#838380" d="m61 44-1-2q8-3 1 2"/><path fill="#cdcdcb" d="M44 42q2-1 3 1-3 1-3-1"/><path fill="#b9b9b8" d="M44 42q-5-1-2 2-3 3-4-1l3-5q3 0 3 4"/><path fill="#c7c5c0" d="M18 40q-3 4-3 10 1-3 4 0-4 2-3 7-2 0-2 3-3-2-5-1l3-3 1 2q2-4 1-7v4q-4-2-6-1 0-3 3-3l-1-2 2-2 2-4-7-2q3-1 1-3 1-2 4-1l-2 3z"/><path fill="#313130" d="M9 38q2 2-1 3l-1-3z"/><path fill="#d8d9d7" d="M47 37v3q-3-1 0-3"/><path fill="#9b9c98" d="M39 53q4-1 1 2z"/><path fill="#dcdbd9" d="M21 54h2v3z"/><path fill="#6e706c" d="M35 55q1-1 4 1-3 1-4-1"/><path fill="#b5b4b0" d="m42 57 2 1q-3 1-3 4l-2-2q0-2 3-3"/><path fill="#c2c2c0" d="m49 60 1-1q2 3 5 0 5 2 0 4-3-3-3 1z"/><path fill="#1d1d1d" d="m72 32-2 1 3 6 2 6q2-1 4 2h-4q-2 0-2 2 0 3 2 1l2 3q5 2-1 1l-1 10q-2-3-2 0l1 1-4 5h-3q-8-5-7 4-2-3-1-4-7 0-2 4-3 3-3 5-6 1-9 4l-10-2v2q-6-6-9-13-7-3-1-5h3q3-1 2 3l2 1v2l3 3v1q3 0 3-3h3q-3 3 2 4l2-1q-2-1-2-3l5-4 3 3 1-1-3-4q1-2 2 1 3-3 0-3 0-4 3-1 5-2 0-4-3 3-5 0l-1 1q-5 0-4-4h3q-2 2-1 3l5-2-2-5 1 1q3-4-1-2-1-4 2-5l3-2v-2l1 3q1-3 4-3l1 2 1 6-1 3-2-2q-3-4-5 0 1 3 4 2l2 2q-3 0 0 2 1 1 2-1l3-3v3l2 2q0 5 3 0-1-2 1-2h3l-2-2-1-1q-3 3-1-1l-3-3 2-3 4-1-4-4 2-2-4-2 3-2q-1-3 2-3"/><path fill="#cbcbca" d="m72 54 2 2h-3z"/><path fill="#c3c3c1" d="m60 55 2 1q-1 2-2 1-3-2 0-2"/><path fill="#e0e0df" d="M62 50q2 2-1 3z"/><path fill="#c6c5c4" d="m59 51-1 2q-3 1-4-2 2-4 5 0"/><path fill="#e3e3e2" d="M67 58h3q-3 5-3 0"/><path fill="#777472" d="M15 60q2 0 1 2z"/><path fill="#dbdbda" d="M59 63q2-1 3 1h-5z"/><path fill="#b7b7b6" d="M68 63q5 2 0 3z"/><path fill="#cbcac7" d="m46 62 2 1-5 4q-1-5 3-5"/><path fill="#91908d" d="m33 69-2-1q1-4-2-3l3-4q4 2 1 3z"/><path fill="#bfbfbd" d="M27 70q0-7 3-1z"/><path fill="#d8d9d8" d="m50 66 3 4-1 1-3-3z"/><path fill="#abaaa9" d="M39 72q0 3-3 3v-1l1-4z"/><path fill="#dfdfdd" d="M42 72h2q0 2 2 3l-2 1q-5-1-2-4"/><path fill="#dcdcda" d="M36 75q-3 5-3 0z"/><path fill="#c1c1bd" d="M53 74q2 0 1 2z"/><path fill="#2a2a29" d="M66 72q2-1 1 1-10 5-1-1"/><path fill="#878787" d="M48 78q0-3 2-1z"/><path fill="#e7e8e6" d="M41 78q1-1 4 1l-2 1z"/><path fill="#999997" d="M48 78q1 3-2 0z"/><path fill="#4e4c4c" d="M36 83q2 0 1 3-2-1-1-3"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1faf1_1f3fc_200d_1faf2_1f3fd.png"
} | Generate code for a svg of a handshake: medium-light skin tone, medium skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M105.21,84.82c-2.65-4.12-15.7-18.21-18.5-21.85s-10-24.4-16.93-26.47 c-6.93-2.08-13.77-1.54-21.01,0.6c-7.24,2.14-14.01,1.94-22.05-0.34c-8.04-2.28-16.62-7.66-16.62-7.66 c-3.73,2.85-5.65,10.81-6.05,22.07c-0.4,11.26,1.72,17.38,2.46,19.24c0.74,1.86,6.3,4.61,12.56,9.45 c0.54,0.41,44.98,30.77,45.92,31.2c6.79,3.09,11.11-3.16,11.11-3.16s3.6,2.06,7.08,0c4.25-2.52,3.75-5.65,3.75-5.65 s4.12,0.67,6.61-0.96c4.75-3.11,3.22-6.7,3.22-6.7s4.24,1.36,6.74-0.88C106,91.47,107.85,88.94,105.21,84.82z" style="fill:#E0BB95;"/>
<path d="M58.4,101.98c-0.06-0.16-0.12-0.32-0.21-0.48c-1.94-3.75-5.63-3.6-5.79-3.73 c-0.21-0.16-0.17-2.96-0.4-4.05c-1.22-5.71-7.82-5.56-7.99-5.68c-0.23-0.15,0.98-4.05-2.84-7.34c-0.91-0.79-2.29-0.71-3.49-0.57 c-3.37,0.41-4.91,1.99-5.15,1.94c-0.57-0.11,0.07-4.29-4.07-4.43c-3.01-0.1-4.98,1.37-6.64,3.65c-1.7,2.34-2.76,4.71-0.83,7.48 c2.43,3.49,5.09,2.55,5.09,2.55s-0.8,4.27,1.65,6.55s7.39,2.14,7.39,2.14s-0.41,5.04,3.15,7.44s7.83,0.22,7.83,0.22 s1.66,4.3,6.51,3.67C56.86,110.8,60.01,106.21,58.4,101.98z" style="fill:#BA8D68;"/>
<path d="M105.88,86.12c-0.18-0.28-0.33-0.51-0.35-0.85c-0.02-0.38-10.16-13.83-14.43-19.24 c0.86,2.47,2.1,4.82,3.68,6.91c2.55,3.38,6.13,6.55,6.2,10.78c0.03,2.08-0.89,4.16-2.46,5.53c-1.57,1.37-3.75,2.01-5.81,1.69 c-0.66-0.1-1.61-0.1-1.69,0.56c-0.03,0.19,0.05,0.38,0.11,0.57c0.66,2.04-0.15,4.42-1.82,5.76c-1.67,1.35-4.05,1.66-6.08,0.96 c-0.53-0.18-1.23-0.39-1.56,0.06c-0.26,0.35-0.09,0.83,0.03,1.24c0.63,2.24-0.86,4.72-3,5.64c-2.13,0.92-4.68,0.48-6.68-0.7 c-0.44-0.26-1.14-0.49-1.36-0.02c-0.07,0.14-0.05,0.31-0.04,0.46c0.08,1.55-0.65,3.13-1.89,4.07s-2.95,1.22-4.43,0.72l-0.37,0.23 c0.44,0.26,0.81,0.45,1.05,0.56c6.79,3.09,11.11-3.16,11.11-3.16s3.6,2.06,7.08,0c4.25-2.52,3.75-5.65,3.75-5.65 s4.12,0.67,6.61-0.96c4.75-3.11,3.22-6.7,3.22-6.7s4.24,1.36,6.74-0.88c0.62-0.55,1.21-1.13,1.72-1.78c1-1.28,1.51-2.8,1.17-4.42 C106.28,87.02,106.14,86.53,105.88,86.12z" style="fill:#CCA47A;"/>
<path d="M73.62,105.86c3.02,1.88,4.24,2.7,4.24,2.7c-1.09,0.13-3.47,0.58-9.16-3.82 c-1.57-1.21-7.83-6.05-4.93-7.24C65.91,96.62,69.37,103.22,73.62,105.86z" style="fill:#AA7D55;"/>
<path d="M86.84,102.64c-1.88-0.16-9.26-4.45-14.98-10.35c-0.6-0.62-1.16-1.15-1.63-1.6 c-0.57-0.55-0.59-1.46-0.04-2.04c0.55-0.58,1.46-0.59,2.04-0.04c0.48,0.46,1.04,1.01,1.66,1.63c1.3,1.29,4.62,5.02,11.17,9.52 c1.47,1.01,3.32,2.03,5.02,2.58C90.27,102.4,88.71,102.8,86.84,102.64z" style="fill:#AA7D55;"/>
<path d="M94.49,93.86c-3.98-1.75-7.86-5.35-14.54-13.92c-0.49-0.63-0.41-1.53,0.21-2.03 c0.62-0.5,1.53-0.41,2.03,0.21c2.14,2.62,4.34,5.2,6.7,7.63c0.93,0.96,5.26,4.68,5.81,5.07c5.19,3.6,7.32,3.84,7.32,3.84 C101.41,94.91,99.05,95.86,94.49,93.86z" style="fill:#AA7D55;"/>
<path d="M8.61,72.71c-0.45-0.33-0.04-1.03,0.46-0.8c2.93,1.32,7.05,3.25,10.17,4.84 c2.87,1.46,4.63,2.33,4.63,2.33l-2.89,2.81L8.61,72.71z" style="fill:#AA7D55;"/>
<path d="M123.31,46.75c-1.48-9.85-3.43-16.55-4.88-18.17c-1.66-1.84-4.51,1.82-10.54,3.96S91,35.49,91,35.49 s-18.99-0.04-25.64,1.82c-5.25,1.47-11.75,5.63-17.21,8.93c-4.36,2.64-8.29,4.37-8.62,6.28c-0.31,1.82,1.71,5.89,6.73,6.3 c8.15,0.67,16.77-4.48,16.77-4.48c2.79-1.58,3.83-1.77,9.4-1.77c5.57,0,11.31,4.25,11.72,4.93c4.16,6.85,7.9,10.33,11.72,14.97 c2.79,3.39,9.35,12.36,9.35,12.36s7.37-8.71,9.25-10.72c1.88-2.01,8.85-7.1,8.85-7.1S124.86,57.06,123.31,46.75z" style="fill:#BA8D68;"/>
<path d="M105.51,76.92c-0.61-3.66-2.38-7.25-1.54-10.84c0.13-0.53,0.25-1.06,0.31-1.6 c0.28-2.86-2.42-1.61-2.82-1.57c-1.03,0.11-12.87-0.33-11.55,1.01l15.3,20.7c0,0,0.6-0.19,0.74-1.67 C106.1,81.45,105.56,77.23,105.51,76.92z" style="fill:#AA7D55;"/>
<path d="M95.87,64.15l-12.29-4.26c1.62,1.6,2.97,3.33,4.51,4.92c4.68,5.45,11.75,14.71,17.01,19.99 c0.22,0.22,0.57-0.06,0.41-0.32c-2.92-4.61-10.42-16.52-10.81-17.69C93.96,64.52,95.87,64.15,95.87,64.15z" style="fill:#AA7D55;"/>
<path d="M73.43,54.64c4.55,0.81,5.91,1.9,9.64,4.75c9.16,6.98,17.51,4.33,18.58,4 c5.88-1.73-4.81-1.73-6.49-2.38c-13.51-3.16-14.37-13.04-30.74-8.57c-5.53,2.02-14.55,9.29-21.62,4.26 c-1.01-0.72-2.63-2.17-2.45-3.78c0.34-3.12,8.6-4.99,12.17-8.2c4.87-3.77,10.97-6.67,16.94-8.21c-2.93-0.33-6.26,0.3-8.69,1.09 c-6.51,2.13-11.02,7.04-17.95,9.78c-5.73,2.26-5.24,4.18-5.23,5.51c0.01,1.33,1.06,4.81,4.23,6.52 C53.78,65.84,62.31,52.65,73.43,54.64z" style="fill:#7A4F38;"/>
<path d="M59.07,106.85c-0.36,0.9-1.88,2.45-2.67,2.71c0,0,2.39-5.22,1.1-7.57c-0.79-1.98-3.15-2.71-5.1-2.27 c-3.14,1.01-5.1,5.81-5.62,8.77c-0.14,0.77-0.98-0.62-0.86-2.17c0.41-5.24,4.43-7.27,4.87-11.88c0.28-2.85-2.45-4.91-5.25-4.32 c-3.65,0.41-5.34,3.91-7.09,6.75c-0.77,1.36-2.33,3.96-2.49,5.51c-0.14,1.35-0.47,1.63-0.79-0.05c-1.39-7.13,7.57-13.28,7.02-17.15 c-0.58-4.1-3.59-4.84-6.19-3.65c-3.88,1.79-7.68,8.1-9.15,11.08c-0.42,0.6-0.75,2.23-0.75,2.23c-1.4-3.44,1.61-8.01,3.11-10.18 c0.65-1.1,2.06-2.42,1.47-3.76c-0.91-2.08-2.46-2.03-3.72-1.78c-3.25,0.65-6.91,5.3-6.91,5.3c-0.12-1.18,1.35-3.52,2.49-4.86 c2.84-3.42,8.96-4.04,11.1,1.17c5.82-3.98,12-1.6,11.77,5.85c0.23,0.68,2.78-0.13,5.87,2.24c3.1,2.37,2.14,7.75,2.14,7.75 s3.1,0.33,4.81,2.48C59.81,101.04,60.06,104.76,59.07,106.85z" style="fill:#7A4F38;"/>
<path d="M103.73,81.63c0,0,7.32-7.33,9.95-9.02s6.47-4,6.6-3.35s-6.12,5.05-8.47,7.81 c-2.34,2.77-6.28,7.4-6.28,7.4L103.73,81.63z" style="fill:#7A4F38;"/>
</svg> | |
{
"bytes": "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",
"path": "d9c44b7fcb94b64a0782ec089e8c71808856f21895f95e288f4da8c42e97c72c.png"
} | Generate code for a svg of a a black and white image of a letter a with a curved tail | <svg t="1637204954633" class="icon" viewBox="0 0 1024 1024" version="1.1" xmlns="http://www.w3.org/2000/svg" p-id="7402" width="200" height="200"><path d="M974.848 647.168c-28.672-30.72-86.016-48.128-167.936-48.128-44.032 0-94.208 4.096-149.504 14.336-30.72-30.72-62.464-66.56-92.16-108.544-21.504-29.696-39.936-60.416-56.32-91.136 32.768-101.376 48.128-183.296 48.128-242.688 0-66.56-23.552-136.192-93.184-136.192-21.504 0-41.984 13.312-53.248 31.744-30.72 56.32-17.408 179.2 36.864 300.032-20.48 60.416-40.96 118.784-67.584 183.296-22.528 54.272-49.152 111.616-76.8 162.816-155.648 63.488-256 137.216-265.216 194.56-4.096 21.504 3.072 41.984 18.432 57.344 5.12 4.096 25.6 21.504 59.392 21.504 103.424 0 211.968-169.984 267.264-273.408 41.984-14.336 84.992-27.648 126.976-39.936 46.08-13.312 93.184-23.552 135.168-30.72C753.664 741.376 849.92 757.76 898.048 757.76c59.392 0 80.896-24.576 88.064-45.056 11.264-25.6 3.072-54.272-10.24-69.632l-1.024 4.096z m-55.296 41.984c-4.096 21.504-25.6 35.84-55.296 35.84-8.192 0-15.36-1.024-23.552-3.072-54.272-13.312-104.448-40.96-155.648-83.968 50.176-8.192 92.16-10.24 118.784-10.24 29.696 0 55.296 1.024 71.68 6.144 19.456 4.096 50.176 17.408 44.032 55.296z m-300.032-67.584c-36.864 7.168-75.776 16.384-116.736 27.648-32.768 9.216-66.56 18.432-100.352 30.72 18.432-35.84 33.792-70.656 48.128-103.424 17.408-40.96 30.72-81.92 45.056-120.832 14.336 24.576 29.696 49.152 45.056 70.656 25.6 33.792 52.224 66.56 78.848 95.232zM434.176 83.968c6.144-11.264 17.408-17.408 26.624-17.408 29.696 0 34.816 34.816 34.816 62.464 0 46.08-14.336 116.736-37.888 197.632-40.96-112.64-44.032-205.824-23.552-242.688zM279.552 756.736c-71.68 120.832-141.312 196.608-183.296 196.608-8.192 0-15.36-3.072-21.504-7.168-8.192-8.192-12.288-18.432-10.24-30.72 8.192-43.008 89.088-103.424 215.04-158.72z" p-id="7403"></path></svg> | |
{
"bytes": "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",
"path": "emoji_u1f9d7_1f3fc.png"
} | Generate code for a svg of a person climbing: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path id="rope" d="M64.21,55.04c-0.07-0.05-7.56-4.97-11.74-22.19c-2.49-10.23-2.8-21.32-2.64-28.81h-1.6 c-0.17,7.6,0.16,18.82,2.68,29.19c4.36,17.94,12.12,22.97,12.44,23.17c0.13,0.08,0.28,0.12,0.42,0.12c0.27,0,0.53-0.13,0.68-0.37 C64.7,55.77,64.59,55.28,64.21,55.04z" style="fill:#1C75BC;"/>
<path id="tone_2_" d="M74.17,39.21c-0.03-0.13-0.11-0.24-0.22-0.31l-9.81-6.37l-8.05-12.8 c-0.12-0.2-0.37-0.28-0.59-0.2l-2.59,0.91c-0.48,0.17-0.87,0.53-1.07,1c-0.2,0.47-0.2,1,0.01,1.46l6.03,13.52 c0.01,0.02,0.02,0.04,0.03,0.06c0.28,0.63,0.73,1.16,1.3,1.54l10.73,7.06c0.08,0.05,0.18,0.08,0.28,0.08c0.03,0,0.07,0,0.1-0.01 c0.13-0.03,0.24-0.1,0.32-0.22l3.46-5.33C74.17,39.48,74.19,39.34,74.17,39.21z" style="fill:#BA8F63;"/>
<g id="shirt_9_">
<path d="M64.14,32.53l-4.03,6.98l7.39,3.95c2.16,1.35,5.06,0.5,6.2-1.34c1.14-1.84,0.18-5.11-0.71-5.67 L64.14,32.53z" style="fill:#DB5200;"/>
</g>
<g id="face">
<path id="head" d="M84.89,20.85c-0.44-4.23-3.78-8.97-7.85-10.2c-4.56-1.38-8.31,0.54-10.77,4.08 c-0.89,1.28-1.53,2.69-1.77,3.8c-0.03,0.13-0.21,1.1-0.33,1.38c-0.35,1.11-2.86,1.16-3.65,2.18c-0.6,0.77,0.94,2.2,1.01,2.43 c0.33,1.12-1.79,3.9,1.33,6.24c0.8,0.6,3.51,1.03,3.51,1.03c1.54,1.04-0.07,4.91-0.07,4.91l8.71,1.42c0,0-1.44-3.65,2.78-6.56 C81.02,29.33,85.18,23.57,84.89,20.85z" style="fill:#E0BB95;"/>
<path id="mouth" d="M61.14,26.99c0.67,0.38,1.51,0.55,2.3,0.41c0.86-0.16,0.68-0.89-0.19-0.94 c-0.53-0.03-1.34-0.32-1.85-0.7L61.14,26.99z" style="fill:#6D4C41;"/>
<ellipse id="eye" cx="66.96" cy="21.99" rx="1.54" ry="1.01" style="fill:#5D4037;" transform="matrix(0.4052 -0.9142 0.9142 0.4052 19.7218 74.2951)"/>
<path id="eyebrow" d="M67.25,19.84c-1.03-0.02-1.05-0.71-0.58-1.11c0.35-0.29,1.01-0.42,2.04,0.14 c0.97,0.53,1.21,1.25,1.38,1.7s0.02,0.8-0.23,0.75C69.51,21.28,68.51,19.88,67.25,19.84z" style="fill:#AB872F;"/>
</g>
<g id="hair">
<path d="M81.56,30.69c0.14-0.06,0.29-0.12,0.46-0.21c2.09-0.96,2.55-3.78,2.77-5.81c0,0,0,0,0,0 c0.03-0.26,0.04-0.53,0.06-0.8c0.02-0.31,0.06-0.61,0.07-0.92c0.01-0.66-0.02-1.31-0.14-1.95c-0.08-0.45-0.21-0.9-0.36-1.34 c-0.16-0.43-0.35-0.86-0.56-1.27c0,0,0,0,0,0c-0.17-0.34-0.37-0.66-0.57-0.98c-0.06-0.09-0.12-0.18-0.18-0.27 c-0.17-0.25-0.35-0.49-0.53-0.72c-0.06-0.07-0.11-0.14-0.17-0.21c-0.24-0.29-0.5-0.57-0.77-0.83c-0.06-0.06-0.12-0.11-0.18-0.16 c-0.22-0.21-0.46-0.41-0.69-0.6c-0.05-0.04-0.09-0.08-0.14-0.12c-0.04-0.03-0.09-0.06-0.14-0.1c-0.19-0.14-0.38-0.28-0.58-0.41 c-0.09-0.06-0.18-0.12-0.27-0.18c-0.29-0.18-0.59-0.35-0.9-0.5c0,0,0,0,0,0c-2.2-1.08-4.78-1.39-7.15-0.77 c-0.46,0.12-0.92,0.28-1.35,0.49c-0.22,0.1-0.43,0.22-0.64,0.34c-0.61,0.37-1.16,0.85-1.56,1.41c-0.13,0.19-0.25,0.39-0.35,0.59 s-0.18,0.43-0.25,0.66c0.87,0.34,1.87,0.14,2.78,0.58c0.88,0.43,1.72,1,2.64,1.3c0.31,0.1,0.62,0.17,0.94,0.19l0,0l0,0 c0.33,0.02,0.67,0,1-0.01c0.17-0.01,0.34-0.02,0.5-0.02c0.09,0.04,0.15,0.07,0.15,0.07c0.07,0.09,0.11,0.19,0.15,0.28 c0.24,0.73-0.38,1.67-1,2.73c-0.08,0.13-0.15,0.27-0.23,0.41c-0.11,0.2-0.21,0.4-0.31,0.6c-0.1,0.2-0.19,0.41-0.26,0.62 c-0.06,0.16-0.1,0.32-0.14,0.48c-0.11,0.49-0.14,0.99-0.02,1.5c0.03,0.12,0.06,0.23,0.09,0.34c0.12,0.41,0.26,0.74,0.26,0.74l0,0 l0,0c0,0,0.28-0.48,0.72-0.92c0.07-0.08,0.15-0.15,0.24-0.22c0.13-0.11,0.26-0.21,0.4-0.29c0.14-0.08,0.28-0.14,0.43-0.18 c0.11-0.03,0.21-0.05,0.32-0.05c0.26-0.01,0.54,0.07,0.82,0.28c0.06,0.04,0.1,0.08,0.15,0.13c0.04,0.03,0.08,0.07,0.12,0.11 c0.04,0.04,0.07,0.08,0.1,0.12c0.03,0.04,0.07,0.07,0.09,0.11c0.03,0.04,0.05,0.08,0.07,0.12c0.02,0.04,0.05,0.08,0.07,0.11 c0.02,0.04,0.03,0.09,0.05,0.13c0.01,0.04,0.03,0.08,0.04,0.11c0.01,0.04,0.02,0.09,0.02,0.13c0.01,0.04,0.02,0.08,0.02,0.12 c0,0.05,0,0.09,0,0.13c0,0.04,0,0.08,0,0.12c0,0.05-0.01,0.09-0.02,0.14c-0.01,0.04-0.01,0.08-0.02,0.12 c-0.01,0.05-0.03,0.1-0.04,0.14c-0.01,0.04-0.02,0.07-0.04,0.11c-0.02,0.05-0.04,0.1-0.07,0.15c-0.02,0.04-0.03,0.07-0.05,0.11 c-0.02,0.05-0.05,0.09-0.08,0.14c-0.02,0.04-0.04,0.07-0.07,0.11c-0.03,0.05-0.07,0.09-0.1,0.14c-0.03,0.03-0.05,0.07-0.07,0.1 c-0.04,0.05-0.08,0.1-0.12,0.15c-0.03,0.03-0.05,0.06-0.08,0.09c-0.04,0.05-0.09,0.09-0.13,0.14c-0.03,0.03-0.06,0.06-0.09,0.09 c-0.05,0.04-0.1,0.09-0.14,0.13c-0.03,0.03-0.06,0.06-0.1,0.09c-0.06,0.05-0.12,0.1-0.19,0.15c-0.02,0.02-0.04,0.03-0.07,0.05 c-0.09,0.07-0.18,0.13-0.27,0.19c-1.5,1.02-1.9-0.05-1.98,0.6l0,0c-0.1,0.16-0.24,0.56-0.37,0.95h0l-0.01,0.02 c-0.17,0.49-0.31,0.97-0.31,0.97l0.01,0l-0.18,0.58c-0.15,0.77-0.01,1.68,0.81,2.51c0.4,0.41,1.15,0.61,1.6,0.7 c0.15,0.43,0.51,1.17,1.25,1.56c0.32,0.17,0.67,0.26,1.05,0.26c0.39,0,0.8-0.09,1.24-0.27l0.82-0.33c0,0-1.13-0.45-1.08-1.72 c1.61,1.2,3.32-0.18,3.36-0.22l0.62-0.56L81.97,33c-0.29-0.1-0.81-0.44-0.9-0.73C80.72,31.24,81.49,30.75,81.56,30.69z" style="fill:#AB872F;"/>
</g>
<radialGradient id="hairHighlights_1_" cx="74.4412" cy="104.0177" gradientTransform="matrix(0.0248 0.9997 0.8943 -0.0222 -20.4247 -48.1259)" gradientUnits="userSpaceOnUse" r="14.2225">
<stop offset="0.6732" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights" d="M81.56,30.69c0.14-0.06,0.29-0.12,0.46-0.21 c2.09-0.96,2.55-3.78,2.77-5.81c0,0,0,0,0,0c0.03-0.26,0.04-0.53,0.06-0.8c0.02-0.31,0.06-0.61,0.07-0.92 c0.01-0.66-0.02-1.31-0.14-1.95c-0.08-0.45-0.21-0.9-0.36-1.34c-0.16-0.43-0.35-0.86-0.56-1.27c0,0,0,0,0,0 c-0.17-0.34-0.37-0.66-0.57-0.98c-0.06-0.09-0.12-0.18-0.18-0.27c-0.17-0.25-0.35-0.49-0.53-0.72c-0.06-0.07-0.11-0.14-0.17-0.21 c-0.24-0.29-0.5-0.57-0.77-0.83c-0.06-0.06-0.12-0.11-0.18-0.16c-0.22-0.21-0.46-0.41-0.69-0.6c-0.05-0.04-0.09-0.08-0.14-0.12 c-0.04-0.03-0.09-0.06-0.14-0.1c-0.19-0.14-0.38-0.28-0.58-0.41c-0.09-0.06-0.18-0.12-0.27-0.18c-0.29-0.18-0.59-0.35-0.9-0.5 c0,0,0,0,0,0c-2.2-1.08-4.78-1.39-7.15-0.77c-0.46,0.12-0.92,0.28-1.35,0.49c-0.22,0.1-0.43,0.22-0.64,0.34 c-0.61,0.37-1.16,0.85-1.56,1.41c-0.13,0.19-0.25,0.39-0.35,0.59s-0.18,0.43-0.25,0.66c0.87,0.34,1.87,0.14,2.78,0.58 c0.88,0.43,1.72,1,2.64,1.3c0.31,0.1,0.62,0.17,0.94,0.19l0,0l0,0c0.33,0.02,0.67,0,1-0.01c0.17-0.01,0.34-0.02,0.5-0.02 c0.09,0.04,0.15,0.07,0.15,0.07c0.07,0.09,0.11,0.19,0.15,0.28c0.24,0.73-0.38,1.67-1,2.73c-0.08,0.13-0.15,0.27-0.23,0.41 c-0.11,0.2-0.21,0.4-0.31,0.6c-0.1,0.2-0.19,0.41-0.26,0.62c-0.06,0.16-0.1,0.32-0.14,0.48c-0.11,0.49-0.14,0.99-0.02,1.5 c0.03,0.12,0.06,0.23,0.09,0.34c0.12,0.41,0.26,0.74,0.26,0.74l0,0l0,0c0,0,0.28-0.48,0.72-0.92c0.07-0.08,0.15-0.15,0.24-0.22 c0.13-0.11,0.26-0.21,0.4-0.29c0.14-0.08,0.28-0.14,0.43-0.18c0.11-0.03,0.21-0.05,0.32-0.05c0.26-0.01,0.54,0.07,0.82,0.28 c0.06,0.04,0.1,0.08,0.15,0.13c0.04,0.03,0.08,0.07,0.12,0.11c0.04,0.04,0.07,0.08,0.1,0.12c0.03,0.04,0.07,0.07,0.09,0.11 c0.03,0.04,0.05,0.08,0.07,0.12c0.02,0.04,0.05,0.08,0.07,0.11c0.02,0.04,0.03,0.09,0.05,0.13c0.01,0.04,0.03,0.08,0.04,0.11 c0.01,0.04,0.02,0.09,0.02,0.13c0.01,0.04,0.02,0.08,0.02,0.12c0,0.05,0,0.09,0,0.13c0,0.04,0,0.08,0,0.12 c0,0.05-0.01,0.09-0.02,0.14c-0.01,0.04-0.01,0.08-0.02,0.12c-0.01,0.05-0.03,0.1-0.04,0.14c-0.01,0.04-0.02,0.07-0.04,0.11 c-0.02,0.05-0.04,0.1-0.07,0.15c-0.02,0.04-0.03,0.07-0.05,0.11c-0.02,0.05-0.05,0.09-0.08,0.14c-0.02,0.04-0.04,0.07-0.07,0.11 c-0.03,0.05-0.07,0.09-0.1,0.14c-0.03,0.03-0.05,0.07-0.07,0.1c-0.04,0.05-0.08,0.1-0.12,0.15c-0.03,0.03-0.05,0.06-0.08,0.09 c-0.04,0.05-0.09,0.09-0.13,0.14c-0.03,0.03-0.06,0.06-0.09,0.09c-0.05,0.04-0.1,0.09-0.14,0.13c-0.03,0.03-0.06,0.06-0.1,0.09 c-0.06,0.05-0.12,0.1-0.19,0.15c-0.02,0.02-0.04,0.03-0.07,0.05c-0.09,0.07-0.18,0.13-0.27,0.19c-1.5,1.02-1.9-0.05-1.98,0.6l0,0 c-0.1,0.16-0.24,0.56-0.37,0.95h0l-0.01,0.02c-0.17,0.49-0.31,0.97-0.31,0.97l0.01,0l-0.18,0.58c-0.15,0.77-0.01,1.68,0.81,2.51 c0.4,0.41,1.15,0.61,1.6,0.7c0.15,0.43,0.51,1.17,1.25,1.56c0.32,0.17,0.67,0.26,1.05,0.26c0.39,0,0.8-0.09,1.24-0.27l0.82-0.33 c0,0-1.13-0.45-1.08-1.72c1.61,1.2,3.32-0.18,3.36-0.22l0.62-0.56L81.97,33c-0.29-0.1-0.81-0.44-0.9-0.73 C80.72,31.24,81.49,30.75,81.56,30.69z" style="fill:url(#hairHighlights_1_);"/>
<g id="helmet">
<linearGradient id="SVGID_1_" gradientTransform="matrix(0.7332 0.68 0.68 -0.7332 405.2376 -786.8804)" gradientUnits="userSpaceOnUse" x1="311.0981" x2="311.0981" y1="-821.3412" y2="-827.9617">
<stop offset="0" style="stop-color:#646464"/>
<stop offset="0.9947" style="stop-color:#262626"/>
</linearGradient>
<path d="M71.17,29.74c-0.85,1.25-4.62,1.93-4.8,2.05c-0.32,0.18,1.08,1.11,1.54,1.04 s3.66,0.3,7.36-1.39c1.66-0.76,5.81-2.98,5.81-2.98l-1.31-2.66c0,0-5.2,5.43-6.68,4.25s3-6.87,3-6.87l-4.44-1.22 C71.65,21.96,71.7,28.97,71.17,29.74z" style="fill:url(#SVGID_1_);"/>
<g>
<radialGradient id="SVGID_2_" cx="227.2242" cy="-719.2666" gradientTransform="matrix(0.7895 0.6137 0.6137 -0.7895 333.7109 -695.0951)" gradientUnits="userSpaceOnUse" r="18.4185">
<stop offset="0" style="stop-color:#81D4FA"/>
<stop offset="0.3601" style="stop-color:#5EB3E7"/>
<stop offset="0.7751" style="stop-color:#3C92D3"/>
<stop offset="1" style="stop-color:#2F85CC"/>
</radialGradient>
<path d="M79.03,9.88c-1.3-0.46-5.8-1.39-9.34,0.3c-1.49,0.71-2.93,1.63-4.05,2.83 c-0.61,0.66-1.6,1.9-1.51,2.96c0.06,0.73,0.58,1.08,1.05,1.3c0.88,0.42,3.41,1.09,4.02,1.48c1.4,0.9,1.64,2.61,1.75,2.99 c0.4,1.34,0.97,2.4,3.3,2.4c1.39,0,1.99-0.36,2.87,0.11c0.61,0.32,1.37,1.05,1.16,3.4c-0.24,2.61,1.06,3.85,2.41,3.71 c1.86-0.19,8.33-4.2,7.16-11.39C87.07,15.3,83.49,11.45,79.03,9.88z" style="fill:url(#SVGID_2_);"/>
</g>
</g>
<linearGradient id="leg_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.6216" x2="44.2262" y1="56.8396" y2="57.3978">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="leg" d="M45.02,60.92c0.75-2.36,3.36-3.87,5.79-3.55l23.4,3.08l-1.92,11.32l-19.81-4.36 l-7.03,16.66l-6.96-2.46C38.48,81.62,44.76,61.76,45.02,60.92z" style="fill:url(#leg_2_);"/>
<g id="sock">
<polygon points="46.45,81.62 39.12,79.05 37.36,86.09 43.75,88.34 " style="fill:#E0E0E0;"/>
</g>
<g id="pants">
<path d="M80.1,67.28c0.63-3.72-1.87-7.25-5.59-7.88l0-0.01l-15.65-2.23l-2.18,12.84l15.54,2.87 C75.93,73.51,79.46,71,80.1,67.28z" style="fill:#646464;"/>
</g>
<g id="shoe">
<path d="M38.83,93.1c0.35,0.42,0.98,0.48,1.39,0.13l1.84-1.55c1.25-1.05,1.6-3.53,1.6-3.53l-4.37-5.21 l-4.38-2.45c-1.24-0.68-2.76-0.54-3.84,0.35l-0.83,0.69c-0.36,0.3-0.41,0.85-0.1,1.22L38.83,93.1z" style="fill:#4568AD;"/>
</g>
<linearGradient id="leg_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="72.0983" x2="61.9123" y1="63.2025" y2="29.8537">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="leg_1_" d="M56.5,84.01c1.13-1.93,11.92-20.33,11.92-20.33l9.62,6.27L65.64,87.11l3.44,19.82 l-7.18,1.7l-5.85-20.1C56.04,88.53,55.37,85.94,56.5,84.01z" style="fill:url(#leg_3_);"/>
<g id="sock_1_">
<polygon points="68.6,104.32 61.04,106.12 64,114.59 69.97,111.43 " style="fill:#E0E0E0;"/>
</g>
<g id="pants_1_">
<path d="M78.07,59.79c-3.16-2.06-7.39-1.17-9.45,1.99l0,0l-8.28,13.47l10.91,7.11l8.82-13.12 C82.12,66.09,81.23,61.85,78.07,59.79z" style="fill:#7C7C7C;"/>
</g>
<g id="shoe_1_">
<path d="M72.87,116.51c0.54-0.27,0.77-0.92,0.51-1.46l-1.17-2.38c-0.79-1.62-3.35-2.65-3.35-2.65L61,114.5 l-2.69,2.86c-1.06,1.15-1.32,2.82-0.65,4.21l0.52,1.08c0.23,0.47,0.8,0.67,1.28,0.43L72.87,116.51z" style="fill:#4568AD;"/>
</g>
<g id="shirt_7_">
<radialGradient id="SVGID_3_" cx="27.2513" cy="-177.3352" gradientTransform="matrix(0.9804 0.1969 0.218 -1.0857 84.6585 -146.478)" gradientUnits="userSpaceOnUse" r="13.0033">
<stop offset="0.3702" style="stop-color:#F78C1F"/>
<stop offset="0.6806" style="stop-color:#F37F21"/>
<stop offset="0.9978" style="stop-color:#ED6D23"/>
</radialGradient>
<path d="M69.82,34.69c-4.57-0.32-6.5,3.78-6.5,7.5c0,7.91,1.14,12.39,0.38,19.91 c-0.05,0.51,2.26,3.44,6.82,5.02c6.35,2.2,10.65-0.3,10.65-0.74c0-4.42-0.98-16.08-4.2-25.22C75.16,35.99,74.22,35.01,69.82,34.69z " style="fill:url(#SVGID_3_);"/>
</g>
<g id="darkTone">
<path d="M51.56,15.28c-0.43-0.72-1.12-1.08-1.84-0.65c-0.72,0.43-0.66,1.24-0.23,1.96l2.97,5.47 c0.02,0.04,0.05,0.07,0.08,0.11c0.88-0.43,1.75-1.07,2.52-1.69L51.56,15.28z" style="fill:#C48E6A;"/>
</g>
<path id="tone" d="M55.93,21.16l0.51-0.71l-1.36-5.73c-0.14-0.58-0.38-1.11-0.73-1.6l-1.7-2.36 c-0.23-0.33-0.52-0.62-0.84-0.88c-0.6-0.49-1.71-1.36-2.33-1.73c-0.34-0.2-0.74-0.36-1.31-0.18c-0.44,0.14-0.76,0.45-0.93,0.87 c-0.18,0.45-0.13,0.98,0.13,1.46c0.31,0.57,1.09,1.04,1.69,1.33c0.11,0.05,0.19,0.14,0.24,0.24l1.29,2.67 c0.09,0.18,0.14,0.36,0.16,0.55c0.03,0.28,0.09,0.57,0.16,0.9c0.16,0.78,0.37,1.74,0.27,3.41c-0.13,2.13,0.67,3.44,0.71,3.5 l0.34,0.28l0.39-0.21c0.02-0.01,0.2-0.36,0.15-0.52c0,0-0.02-0.05-0.04-0.12c0.62-0.35,1.91-1.11,2.82-1.79 C55.72,20.83,55.93,21.16,55.93,21.16z" style="fill:#BA8F63;"/>
<linearGradient id="arm_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="61.7975" x2="45.5267" y1="82.7904" y2="82.7904">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="arm" d="M71.17,45.74l-2.22-5.91c-0.05-0.12-0.14-0.22-0.26-0.28 c-0.12-0.06-0.26-0.06-0.38-0.01l-10.59,3.97l-11.36-2.55c-1-0.28-2.07,0.34-2.58,1.53c-0.47,1.1-0.37,2.62,0.93,3.38l11.73,4.87 c0.06,0.02,0.12,0.04,0.18,0.04c0.33,0.09,0.67,0.14,1.01,0.14c0.35,0,0.7-0.05,1.04-0.15c0.06,0,0.12,0,0.18-0.03l12.02-4.35 c0.13-0.04,0.23-0.14,0.28-0.26C71.21,46,71.21,45.86,71.17,45.74z" style="fill:url(#arm_1_);"/>
<g id="shirt_3_">
<path d="M59.91,42.17l3.64,9.2L72.09,48c2.35-0.93,3.49-3.58,2.57-5.93l-0.28-0.71 c-0.93-2.35-3.58-3.49-5.93-2.57L59.91,42.17z" style="fill:#ED6D23;"/>
</g>
<linearGradient id="finger_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="61.7975" x2="45.5267" y1="87.7155" y2="87.7155">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="finger_1_" d="M44.24,37.17c-0.29-0.42-0.65-0.75-1.09-0.98l-1.99-1.02 c-0.3-0.15-0.62-0.25-0.97-0.3c-0.76-0.1-1.78-0.21-2.36-0.18c-0.47,0.02-0.78,0.18-1.1,0.53c-0.34,0.38-0.51,0.86-0.46,1.33 c0.04,0.4,0.24,0.75,0.56,0.98c0.37,0.27,0.99,0.35,1.84,0.23c0.05-0.01,0.09,0,0.11,0.02l1.76,1.49c0.1,0.08,0.17,0.18,0.23,0.3 c0.1,0.22,0.23,0.43,0.38,0.67c0.33,0.53,0.75,1.2,1.12,2.58c0.49,1.85,1.28,2.33,2.11,2.85l0.4,0.2l-0.21-0.76 c0.01-0.02,0.1-0.12,0.24-0.34c-0.14-0.1-0.26-0.25-0.37-0.36c-0.01-0.01-0.02-0.03-0.03-0.04c0.46-0.69,1.13-1.72,1.61-2.57l0,0.01 c0,0,0.16,0.04,0.25,0.03c0.1-0.01,0.2,0,0.29,0.02c0.09-0.17,0.17-0.33,0.24-0.48l0.12-0.26L44.24,37.17z" style="fill:url(#finger_2_);"/>
<linearGradient id="finger_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="61.7975" x2="45.5267" y1="87.1922" y2="87.1922">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="finger" d="M43.55,40.12l-4.04-1.25c-0.39-0.16-0.75-0.15-1.07-0.03 c-0.32,0.12-0.56,0.37-0.7,0.71c-0.28,0.67,0.08,1.33,0.88,1.63l3.84,1.64c0,0,0.01,0,0.02,0.01c0.03,0.01,0.09,0.03,0.11,0.03 c0.17,0.04,0.38-0.03,0.45-0.17c0.12-0.25,0.14-0.32,0.14-0.32l-0.02-0.01l0.52-1.48c0,0,0.01,0,0.01,0 c0.08-0.27,0.06-0.13,0.11-0.34C43.85,40.36,43.74,40.18,43.55,40.12z" style="fill:url(#finger_3_);"/>
<g id="wall">
<linearGradient id="SVGID_4_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="15.9216" x2="31.7504" y1="130.435" y2="32.9693">
<stop offset="0.3637" style="stop-color:#795548"/>
<stop offset="0.705" style="stop-color:#6C4B40"/>
<stop offset="1" style="stop-color:#5D4037"/>
</linearGradient>
<polygon points="43.22,25.49 37.09,35.56 38.59,37.27 33.87,46.52 37.33,57.49 37.34,57.53 32.1,66.82 31.75,82.45 33.84,85.95 33.85,85.96 36.34,90.14 37.64,98.37 40.21,114.62 43.01,124.03 4.06,124.03 4.06,4.03 45.28,4.03 50.07,12.57 51.04,14.31 " style="fill:url(#SVGID_4_);"/>
<g>
<polygon points="36.26,124.03 29.4,92.31 30.95,124.03 " style="fill:#4E342E;"/>
<polygon points="20.05,124.03 21.72,124.03 18.19,84.08 9.84,34.12 15.23,103.08 " style="fill:#4E342E;"/>
<polygon points="4.14,124.03 4.79,114 4.15,63.36 4.06,64.59 4.06,124.03 " style="fill:#4E342E;"/>
<polygon points="30.94,4.03 21.46,30.29 18.71,4.03 14.13,4.03 15.23,18.12 22.75,50.84 31.92,4.03 " style="fill:#4E342E;"/>
<polygon points="37.34,57.53 32.1,66.82 33.83,55.76 37.33,57.49 " style="fill:#4E342E;"/>
<polygon points="51.04,14.31 43.22,25.49 48.08,14.44 48.27,11.28 50.07,12.57 " style="fill:#4E342E;"/>
<polygon points="35.37,101.09 40.18,95.33 31.89,83.08 " style="fill:#4E342E;"/>
</g>
</g>
<g id="belt">
<path d="M80.78,63.52c-2.23,2.3-6.59,0.98-9.37-0.03c-2.98-1.08-8.13-4.89-8.08-5.68 c0.04-0.74,0-1.92,0.46-2.09c0.58-0.21,1.22-0.31,2.45,0.53c4.66,3.17,6.67,5.59,12.75,4.65c1.12-0.17,1.43-1.09,1.65-1.62 C80.91,58.62,81.83,62.44,80.78,63.52z" style="fill:#1B75BC;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f48b.png"
} | Generate code for a svg of a kiss mark | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M112.3,6.13C105.57,7.79,98.47,8,93.12,7.83c-16.89-0.54-32.6-4.41-44.71,5.25 c-9.53,7.61-6.72,22.35-9.54,25.17c-0.01,0.01-0.02,0.02-0.03,0.03c-0.01,0.01-0.02,0.02-0.03,0.03c-2.81,2.81-17.56,0-25.17,9.54 C3.99,59.96,8.87,74.28,8.2,90.27c-0.22,5.35-0.66,14.47-2.32,21.19c-0.99,4.01,1.54,7.06,5.15,5.07 c12.98-7.16,21-22.75,27.04-36.6c2.29-5.24,5.9-5.75,10.76-7.93c5.2-2.34,9.35-3.72,14.65-9.02c0.01-0.01,0.02-0.02,0.03-0.03 s0.02-0.02,0.03-0.03c5.3-5.3,6.69-9.45,9.02-14.65c2.18-4.86,2.69-8.47,7.93-10.76c13.85-6.04,29.44-14.06,36.6-27.04 C119.09,6.86,116.3,5.14,112.3,6.13z" style="fill:#E53935;"/>
<path d="M118.74,21.92c-0.41-2.44-3.33-2.99-5.14-1.18c-8.71,8.69-16.34,17.24-21.87,28.77 c-4.48,9.34-6.53,17.44-13.81,25.08c-8.6,9.03-20.57,14.29-29.95,18.69c-13.03,6.1-20.53,13.6-28.61,21.83 c-1.89,1.92-1.15,4.99,1.47,5.18c6.37,0.45,16.52,1.13,28.27,1.72c18.28,0.92,36.49-2.1,53.12-17.66 c17.37-16.25,17.37-32.69,18.01-50.44C120.66,42.16,119.7,27.68,118.74,21.92z" style="fill:#E53935;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of an equal sign enclosed within a circle, rendered in black and white. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 360.393 360.393" style="enable-background:new 0 0 360.393 360.393;" xml:space="preserve">
<g id="XMLID_1103_">
<path id="XMLID_1106_" d="M180.197,0C80.836,0,0,80.836,0,180.197s80.836,180.196,180.197,180.196
c99.36,0,180.196-80.836,180.196-180.196S279.557,0,180.197,0z M180.197,330.393C97.378,330.393,30,263.015,30,180.197
S97.378,30,180.197,30c82.818,0,150.196,67.378,150.196,150.196S263.015,330.393,180.197,330.393z"/>
<rect id="XMLID_1107_" x="125.197" y="125.197" width="110" height="30"/>
<rect id="XMLID_1108_" x="125.197" y="205.197" width="110" height="30"/>
</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": "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",
"path": null
} | Generate code for a svg of a flat design of a building with a tower and a cross on it, resembling an Islamic structure within a circle. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<circle style="fill:#F4E3C3;" cx="256" cy="256" r="256"/>
<path style="fill:#FED8B2;" d="M511.569,270.724l-94.384-94.384l-7.071,14.486l-76.393-76.393l-35.631,81.084l-8.185,5.318
l-87.861-86.402l-7.53,120.88L94.815,395.324l111.921,111.921C222.68,510.354,239.147,512,256,512
C392.442,512,503.939,405.256,511.569,270.724z"/>
<rect x="202.266" y="153.548" style="fill:#804000;" width="107.451" height="26.864"/>
<rect x="256.172" y="153.548" style="fill:#6D3501;" width="53.545" height="26.864"/>
<path style="fill:#B97850;" d="M94.815,207.274v188.049h112.342v-78.3c0-18.927,7.44-37.342,21.206-52.483l27.639-30.403
l27.639,30.403c13.764,15.141,21.206,33.556,21.206,52.483v78.3h112.338V207.274H94.815z"/>
<path style="fill:#935635;" d="M256.181,207.274v27.062l27.458,30.205c13.764,15.141,21.206,33.556,21.206,52.483v78.3h112.34
V207.274H256.181z"/>
<rect x="94.815" y="176.338" style="fill:#D3B079;" width="322.37" height="42.332"/>
<rect x="256.172" y="176.338" style="fill:#BC9561;" width="161.013" height="42.331"/>
<path style="fill:#804000;" d="M203.592,127.493L203.592,127.493c1.038-2.143,1.427-4.563,1.302-7.134
c-0.372-7.606-14.348-14.027-14.348-14.027s-15.138,6.472-15.138,14.746c0,2.301,0.379,4.472,1.321,6.415l0,0H203.592z"/>
<path style="fill:#6D3501;" d="M335.267,127.493L335.267,127.493c1.038-2.143,1.427-4.563,1.302-7.134
c-0.372-7.606-14.348-14.027-14.348-14.027s-15.138,6.472-15.138,14.746c0,2.301,0.379,4.472,1.321,6.415l0,0H335.267z"/>
<path style="fill:#935635;" d="M151.952,314.732c1.317-2.719,2.019-5.792,1.86-9.054c-0.472-9.654-18.211-17.805-18.211-17.805
s-19.213,8.213-19.213,18.716c0,2.922,0.688,5.677,1.883,8.14l0,0c-5.535,0-10.023,4.487-10.023,10.023v70.57h53.729v-70.57
C161.975,319.219,157.487,314.732,151.952,314.732L151.952,314.732z"/>
<path style="fill:#774028;" d="M393.73,314.732c1.317-2.719,2.019-5.792,1.86-9.054c-0.472-9.654-18.211-17.805-18.211-17.805
s-19.213,8.213-19.213,18.716c0,2.922,0.688,5.677,1.883,8.14l0,0c-5.535,0-10.023,4.487-10.023,10.023v70.57h53.729v-70.57
C403.753,319.219,399.265,314.732,393.73,314.732L393.73,314.732z"/>
<rect x="176.735" y="126.673" style="fill:#A56441;" width="26.864" height="268.636"/>
<rect x="308.407" y="126.673" style="fill:#7F442D;" width="26.864" height="268.636"/>
<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": "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",
"path": "e8b3214fdd6482b2efb321429d622bbf474cc84ee2c1c18ce73c3bb4f892f2e6.png"
} | Generate code for a svg of a a close up of a black and white picture of a bunch of circles | <svg xmlns="http://www.w3.org/2000/svg" enable-background="new 0 0 24 24" height="24" viewBox="0 0 24 24" width="24"><rect fill="none" height="24" width="24"/><path d="M19.89,13.89c1.04,0,1.89-0.85,1.89-1.89s-0.85-1.89-1.89-1.89C18.85,10.11,18,10.96,18,12S18.85,13.89,19.89,13.89z M15.65,13.68c0.93,0,1.68-0.75,1.68-1.68s-0.75-1.68-1.68-1.68c-0.93,0-1.68,0.75-1.68,1.68S14.72,13.68,15.65,13.68z M15.65,9.42 c0.93,0,1.68-0.75,1.68-1.68c0-0.93-0.75-1.68-1.68-1.68c-0.93,0-1.68,0.75-1.68,1.68C13.97,8.67,14.72,9.42,15.65,9.42z M15.65,17.93c0.93,0,1.68-0.75,1.68-1.68c0-0.93-0.75-1.68-1.68-1.68c-0.93,0-1.68,0.75-1.68,1.68 C13.97,17.17,14.72,17.93,15.65,17.93z M11.41,13.47c0.81,0,1.47-0.66,1.47-1.47s-0.66-1.47-1.47-1.47c-0.81,0-1.47,0.66-1.47,1.47 S10.59,13.47,11.41,13.47z M11.41,9.21c0.81,0,1.47-0.66,1.47-1.47s-0.66-1.47-1.47-1.47c-0.81,0-1.47,0.66-1.47,1.47 S10.59,9.21,11.41,9.21z M11.41,17.73c0.81,0,1.47-0.66,1.47-1.47c0-0.81-0.66-1.47-1.47-1.47c-0.81,0-1.47,0.66-1.47,1.47 C9.93,17.07,10.59,17.73,11.41,17.73z M11.41,22c0.81,0,1.47-0.66,1.47-1.47c0-0.81-0.66-1.47-1.47-1.47 c-0.81,0-1.47,0.66-1.47,1.47C9.93,21.34,10.59,22,11.41,22z M11.41,4.94c0.81,0,1.47-0.66,1.47-1.47S12.22,2,11.41,2 c-0.81,0-1.47,0.66-1.47,1.47S10.59,4.94,11.41,4.94z M7.16,13.26c0.7,0,1.26-0.57,1.26-1.26s-0.57-1.26-1.26-1.26 c-0.7,0-1.26,0.57-1.26,1.26S6.46,13.26,7.16,13.26z M7.16,17.51c0.7,0,1.26-0.57,1.26-1.26c0-0.7-0.57-1.26-1.26-1.26 c-0.7,0-1.26,0.57-1.26,1.26C5.9,16.94,6.46,17.51,7.16,17.51z M7.16,9.02c0.7,0,1.26-0.57,1.26-1.26c0-0.7-0.57-1.26-1.26-1.26 c-0.7,0-1.26,0.57-1.26,1.26C5.9,8.45,6.46,9.02,7.16,9.02z M3.29,13.05c0.58,0,1.05-0.47,1.05-1.05s-0.47-1.05-1.05-1.05 c-0.58,0-1.05,0.47-1.05,1.05S2.71,13.05,3.29,13.05z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f471_1f3fc_200d_2642.png"
} | Generate code for a svg of a man: medium-light skin tone, blond hair | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="shirt">
<linearGradient id="SVGID_1_" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="101.0764" y2="122.7043">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.7047" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#00AB94"/>
</linearGradient>
<path d="M64.13,94.68c-0.04,0-0.09,0-0.13,0c-25.49,0.03-51.13,7.5-51.13,25.28v4.07h1.5h1.5h96.27 h1.5h1.5v-4.07C115.13,103.2,89.73,94.68,64.13,94.68z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="neck">
<path d="M64,90.08h-9.08v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98H64z" style="fill:#C48E6A;"/>
</g>
<g id="face">
<g id="ears">
<path d="M91.33,50.43h-7.37H44.04h-7.37c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41h7.37h39.91 h7.37c5.89,0,10.71-5.14,10.71-11.41S97.22,50.43,91.33,50.43z" style="fill:#C48E6A;"/>
</g>
<g id="head">
<path d="M64,10.07L64,10.07L64,10.07c-17.4,0-33.52,18.61-33.52,45.39c0,26.64,16.61,39.81,33.52,39.81 S97.52,82.1,97.52,55.46C97.52,28.68,81.4,10.07,64,10.07z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows">
<path d="M39.82,50.73c3.18-4.51,10.66-4.66,14.41-0.82c0.65,0.67,1.34,1.54,0.85,2.5 c-0.54,1.07-1.65,0.9-2.56,0.53c-2.43-0.98-4.94-1.42-7.55-0.89c-1.13,0.23-2.1,0.7-3.17,1.08 C40.36,53.62,38.89,52.12,39.82,50.73z" style="fill:#AB872F;"/>
<path d="M86.27,53.13c-2.23-0.97-4.49-1.53-6.95-1.25c-1.12,0.13-2.22,0.42-3.26,0.83 c-0.83,0.33-1.72,0.86-2.58,0.27c-2.45-1.69,1.89-4.44,3.17-4.99c2.76-1.2,6.05-1.08,8.72,0.31c1.06,0.55,2.21,1.35,2.84,2.4 C89,52.02,87.82,53.76,86.27,53.13z" style="fill:#AB872F;"/>
</g>
<g id="eyes">
<ellipse cx="47.37" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
<ellipse cx="80.63" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
</g>
<path id="nose" d="M67.86,68.06c-0.11-0.04-0.21-0.07-0.32-0.08h-7.07c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69c2.84,0,4.25-1.99,4.55-2.69C68.85,68.98,68.5,68.32,67.86,68.06z" style="fill:#C48E6A;"/>
<path id="mouth" d="M72.42,76.14c-3.19,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.45,5.42,11.37,5.42s10.55-3.79,11.3-5.42C76.09,76.72,74.25,75.05,72.42,76.14z" style="fill:#6D4C41;"/>
</g>
<g id="hairGroup">
<g id="hair_x5F_blond">
<path d="M64,4.03L64,4.03c-0.01,0-0.01,0-0.02,0s-0.01,0-0.02,0v0C18.53,4.27,27.84,56.17,27.84,56.17 s2.04,5.35,2.97,7.71c0.13,0.34,0.63,0.3,0.71-0.05c0.97-4.34,4.46-19.73,6.22-24.4c1.04-2.76,3.9-4.36,6.79-3.83 c4.45,0.81,11.55,1.81,19.37,1.81c0.03,0,0.06,0,0.08,0c0.03,0,0.06,0,0.08,0c7.83,0,14.92-1,19.37-1.81 c2.9-0.53,5.76,1.08,6.79,3.83c1.75,4.66,5.22,19.96,6.2,24.36c0.08,0.36,0.58,0.39,0.71,0.05l2.98-7.67 C100.13,56.17,109.44,4.27,64,4.03z" style="fill:#FFE13B;"/>
</g>
<radialGradient id="hairHighlights_x5F_blond_1_" cx="63.5149" cy="41.6941" gradientUnits="userSpaceOnUse" r="36.511">
<stop offset="0.6985" style="stop-color:#FFEE58;stop-opacity:0"/>
<stop offset="1" style="stop-color:#FFEE58"/>
</radialGradient>
<path id="hairHighlights_x5F_blond" d="M100.13,56.17c0,0,9.31-51.9-36.13-52.14 v0c-0.01,0-0.01,0-0.02,0h0c-0.01,0-0.01,0-0.02,0v0c-0.71,0-1.4,0.02-2.08,0.05c-1.35,0.06-2.66,0.16-3.91,0.31 c-0.01,0-0.03,0-0.04,0c-0.09,0.01-0.17,0.03-0.26,0.04C19.42,9.24,27.84,56.17,27.84,56.17l2.98,7.68 c0.13,0.34,0.62,0.31,0.7-0.05c0.98-4.38,4.46-19.71,6.22-24.37c1.04-2.76,3.9-4.36,6.79-3.83c4.45,0.81,11.55,1.81,19.37,1.81 c0.03,0,0.06,0,0.08,0c0.03,0,0.06,0,0.08,0c7.83,0,14.92-1,19.37-1.81c2.9-0.53,5.76,1.08,6.79,3.83 c1.76,4.68,5.25,20.1,6.22,24.42c0.08,0.35,0.57,0.39,0.7,0.05C98.08,61.54,100.13,56.17,100.13,56.17z" style="fill:url(#hairHighlights_x5F_blond_1_);"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f9b8_200d_2640.png"
} | Generate code for a svg of a woman superhero | <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="hairGroup_2_">
<path id="hair_2_" d="M85.16,13.43c-2.25-3.73-6.52-5.88-11.13-5.61c-4.61,0.27-8.6,2.92-10.39,6.9 c-1.1,2.42-1.55,5.36-1.38,8.98c0.16,3.42-0.03,4.3-2.4,5.91c-3.5,2.39-5.02,5.82-3.98,8.94c0.99,2.98,4.04,4.88,7.93,5.04 c0.38,0.02,0.76,0.01,1.16,0c8.24-0.38,14.41-3.86,18.35-10.35c0.1-0.17,0.18-0.29,0.24-0.38C86.98,27.83,88.71,19.31,85.16,13.43z " style="fill:#543930;"/>
<radialGradient id="hairHighlights_2_" cx="73.497" cy="106.8062" gradientTransform="matrix(-0.4968 0.8679 0.6936 0.397 35.9588 -79.8809)" gradientUnits="userSpaceOnUse" r="16.7746">
<stop offset="0.7816" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights_1_" d="M86.74,24.95c-0.42,3.2-2.33,6.67-3.18,7.9 c-0.06,0.09-0.13,0.22-0.24,0.38c-3.94,6.49-10.11,9.98-18.35,10.36c-0.39,0.02-0.77,0.02-1.15,0.01 c-3.89-0.16-7.06-2.03-7.93-5.05c-1.18-4.11,1.52-7.24,3.14-8.32c2.49-1.66,3.49-2.47,3.29-5.92c1.42,13.1,23.73,3.91,24.32,1.22 C86.67,25.34,86.71,25.15,86.74,24.95z" style="fill:url(#hairHighlights_2_);"/>
</g>
<g id="cape_1_">
<g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="79.5671" x2="51.0857" y1="78.7964" y2="40.6486">
<stop offset="0" style="stop-color:#A52714"/>
<stop offset="0.529" style="stop-color:#D23F31"/>
<stop offset="1" style="stop-color:#ED4132"/>
</linearGradient>
<path d="M88.03,32.22c0.6-0.37,1.38-0.22,1.78,0.36c2.1,3.04,7.69,13.17,5.57,32.47 c-1.38,12.53-8.48,30.62-10.89,36.48c-0.35,0.86-1.44,1.09-2.12,0.47c-2.42-2.21-8.33-5.94-19.09-3.44 c-3.41,0.79-14.05,11.45-22.6,1.85C35.4,94.48,39.25,91,39.3,82.47c0.05-10.98-11-14.35-14.61-16.15 c-0.92-0.46-0.99-1.73-0.13-2.29c4.19-2.72,10.07-4,17.46-9.88c9.38-7.45,9.46-14.43,11.38-16.85c0.97-1.22,8.61-4.65,8.61-4.65 s5.34,1.42,5.6,1.52l9.53,4.21c0.38,0.14,0.81,0.1,1.16-0.12L88.03,32.22z" style="fill:url(#SVGID_1_);"/>
</g>
<radialGradient id="SVGID_2_" cx="74.8782" cy="64.4645" gradientTransform="matrix(0.9362 0.3515 0.6811 -1.8142 -39.1322 154.1688)" gradientUnits="userSpaceOnUse" r="18.579">
<stop offset="0" style="stop-color:#212121"/>
<stop offset="0.999" style="stop-color:#212121;stop-opacity:0"/>
</radialGradient>
<path d="M90.44,73.86c5.41-16.75,1.49-30.51,1.49-30.51s-15.88,5.61-15.92,6.26 S65.69,74.72,65.69,74.72S58.2,94.97,48.7,104.4c6.81-0.74,12.32-5.31,14.58-5.83c7.09-1.65,12.06-0.59,15.33,0.96 C80.4,96.68,86.64,85.63,90.44,73.86z" style="fill:url(#SVGID_2_);"/>
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="44.4064" x2="59.0996" y1="72.7328" y2="47.3651">
<stop offset="0" style="stop-color:#212121"/>
<stop offset="0.999" style="stop-color:#212121;stop-opacity:0"/>
</linearGradient>
<path d="M67.97,43.79l-5.07-2.3c0,0-8.04,18.35-12.11,24.68c-4.08,6.33-11.5,16.3-11.5,16.3 c0.01,8.53-3.9,12.02,1.39,17.95c0.35,0.4,0.72,0.75,1.08,1.08c3.39-4.07,8.99-12.02,13.19-17.98 C66.3,67.41,67.97,43.79,67.97,43.79z" style="fill:url(#SVGID_3_);"/>
</g>
<g id="shirt_1_">
<linearGradient id="SVGID_4_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="76.0072" x2="75.8346" y1="86.4147" y2="66.7366">
<stop offset="0" style="stop-color:#42A5F5"/>
<stop offset="1" style="stop-color:#1E88E5"/>
</linearGradient>
<path d="M103.54,24.53c-1.01-2.75-5.95-10.64-5.95-10.64l-5.74,2.75l2.28,9.86l-10.27,8.55 c-4.83-1.12-9.26-1.06-12.95-0.52c-2.94-0.22-11.3-0.12-14.46,7.57l-4.58,10.9l-3.71,1.29c-1.03,2.15,2.35,4.09,4.5,5.11 c2.15,1.03,4,0.23,5.76-2.04c1.05-1.36,3.49-5.17,5.27-8c0.4,3.03,0.68,6.73,0.7,11.23l8.33,4.01l10.14,0.43 c3.7-8.37,5.61-14.74,6.58-19.25c3.35-3.78,12.03-13.6,13.15-15.16C103.97,28.7,104.55,27.28,103.54,24.53z" style="fill:url(#SVGID_4_);"/>
<g style="opacity:0.29;">
<path d="M103.54,24.53c-1.01-2.75-5.95-10.64-5.95-10.64l-5.74,2.75l2.28,9.86l-10.27,8.55 c-4.83-1.12-9.26-1.06-12.95-0.52c-2.94-0.22-11.3-0.12-14.46,7.57l-4.58,10.9l-3.71,1.29c-1.03,2.15,2.35,4.09,4.5,5.11 c2.15,1.03,4,0.23,5.76-2.04c1.05-1.36,3.49-5.17,5.27-8c0.4,3.03,0.68,6.73,0.7,11.23l8.33,4.01l10.14,0.43 c3.7-8.37,5.61-14.74,6.58-19.25c3.35-3.78,12.03-13.6,13.15-15.16C103.97,28.7,104.55,27.28,103.54,24.53z" style="fill:none;"/>
</g>
</g>
<g id="hand_x5F_right">
<g>
<linearGradient id="SVGID_5_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="50.3664" x2="43.8083" y1="75.2091" y2="89.4417">
<stop offset="0" style="stop-color:#A52714"/>
<stop offset="0.529" style="stop-color:#D23F31"/>
<stop offset="1" style="stop-color:#DB4437"/>
</linearGradient>
<path d="M41.61,38.79c0.59-1.08,2.44-1.82,3.77-2.23c0.81-0.25,1.67,0.17,1.99,0.94l1.97,4.72 c0.24,0.58,0.13,1.25-0.29,1.73l-1.85,2.08c0.68,0.92,1.53,1.66,2.51,2.25c1.67,1.01,3.34,0.97,3.51,1.11 c2.12,1.71,3.7,3.71,2.46,6.99c-1.23,3.26-5.47,2.26-5.47,2.26s-4.35-3.06-7.15-9.7C42.15,46.81,40.38,41.02,41.61,38.79z" style="fill:url(#SVGID_5_);"/>
</g>
<g style="opacity:0.29;">
<path d="M41.61,38.79c0.59-1.08,2.44-1.82,3.77-2.23c0.81-0.25,1.67,0.17,1.99,0.94l1.97,4.72 c0.24,0.58,0.13,1.25-0.29,1.73l-1.85,2.08c0.68,0.92,1.53,1.66,2.51,2.25c1.67,1.01,3.34,0.97,3.51,1.11 c2.12,1.71,3.7,3.71,2.46,6.99c-1.23,3.26-5.47,2.26-5.47,2.26s-4.35-3.06-7.15-9.7C42.15,46.81,40.38,41.02,41.61,38.79z" style="fill:none;"/>
</g>
</g>
<linearGradient id="boot_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="55.1292" x2="50.1291" y1="43.8074" y2="36.0574">
<stop offset="7.612179e-04" style="stop-color:#851F10"/>
<stop offset="0.8407" style="stop-color:#A52714"/>
</linearGradient>
<path id="boot" d="M52.68,83.01c0,0-5.54,5.15-5.95,7.46c-0.68,3.83,2.56,7.37,4.24,6 c3.65-2.96,4.64-6.63,6.45-9.29C59.22,84.52,55.08,80.58,52.68,83.01z" style="fill:url(#boot_1_);"/>
<g id="pants_1_">
<linearGradient id="SVGID_6_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="69.7895" x2="60.6409" y1="55.7622" y2="35.2211">
<stop offset="0" style="stop-color:#42A5F5"/>
<stop offset="1" style="stop-color:#1E88E5"/>
</linearGradient>
<path d="M71.4,66.93l-0.25,0.68c-0.45-1.66-1.51-3.18-2.95-3.95c0,0-5.78-1.91-7.23,0.78 c0,0-6.93,10.92-8.03,13.96c-1.11,3.04-1.07,5.52,1.53,7.13c2.1,1.29,4.92,0.67,7.5-2.26c1.16-1.32,3.84-5.35,5.88-8.48 c0.32-0.5,1.09-0.11,0.88,0.45l-12.12,31.91l5.41,3.44c0,0,16.1-25.73,18.47-30.65C82.86,75,83.7,67.79,83.7,67.79L71.4,66.93z" style="fill:url(#SVGID_6_);"/>
</g>
<g id="belt_1_">
<g style="opacity:0.4;">
<path d="M61.24,64.05l2-3.26c0.28-0.63,1-0.89,1.58-0.56c6.62,3.79,10.14,4.78,17.67,4.34 c0.69-0.04,1.26,0.58,1.21,1.33l-0.26,3.51c0,0-2.76,1.56-11.19-0.23C66.27,67.92,61.24,64.05,61.24,64.05z" style="fill:#212121;"/>
</g>
<g>
<linearGradient id="SVGID_7_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="62.7009" x2="84.3208" y1="65.385" y2="60.6596">
<stop offset="0" style="stop-color:#D32F2F"/>
<stop offset="0.2297" style="stop-color:#F44336"/>
<stop offset="0.7416" style="stop-color:#F44336"/>
<stop offset="1" style="stop-color:#D32F2F"/>
</linearGradient>
<path d="M83.08,69.11c-8.48,0.45-13.79-1.08-21.19-5.01c-0.58-0.31-0.81-1.02-0.53-1.62l1.19-2.52 c0.3-0.63,1.07-0.89,1.69-0.56c7.09,3.78,10.86,4.78,18.94,4.34c0.74-0.04,1.36,0.59,1.29,1.33l-0.23,2.9 C84.19,68.59,83.69,69.08,83.08,69.11z" style="fill:url(#SVGID_7_);"/>
</g>
<path d="M75.57,67.15l-2.31,1.53c-0.46,0.3-1.07,0.18-1.37-0.28l-1.53-2.31c-0.3-0.46-0.18-1.07,0.28-1.37 l2.31-1.53c0.46-0.3,1.07-0.18,1.37,0.28l1.53,2.31C76.15,66.23,76.03,66.85,75.57,67.15z" style="fill:#FDD835;"/>
</g>
<g id="emblem_2_">
<g>
<path d="M70.48,45.19c1.28-0.56,3.66-1.34,7.09-1.47c0.22-0.01,0.43-0.01,0.63-0.01 c3.09,0,4.98,0.84,5.95,1.44l-6.94,7.46L70.48,45.19z" style="fill:#E53935;"/>
<path d="M78.21,44.74L78.21,44.74c1.89,0,3.28,0.34,4.25,0.71l-5.23,5.62l-4.95-5.45 c1.27-0.4,3.06-0.79,5.33-0.87C77.82,44.75,78.01,44.74,78.21,44.74 M78.21,42.67c-0.22,0-0.44,0-0.67,0.01 c-5.77,0.21-8.73,2.2-8.73,2.2l8.4,9.25l8.48-9.12C85.68,45.02,83.5,42.67,78.21,42.67L78.21,42.67z" style="fill:#FDD835;"/>
</g>
<linearGradient id="SVGID_8_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="77.247" x2="77.247" y1="83.0924" y2="73.2365">
<stop offset="0" style="stop-color:#0D47A1;stop-opacity:0"/>
<stop offset="1" style="stop-color:#0D47A1"/>
</linearGradient>
<path d="M68.81,44.88c0,0,2.96-1.99,8.73-2.2 c5.77-0.21,8.15,2.33,8.15,2.33l-8.48,9.12L68.81,44.88z" style="opacity:0.42;fill:url(#SVGID_8_);enable-background:new ;"/>
</g>
<g id="shoe_x5F_left_1_">
<g>
<linearGradient id="SVGID_9_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="66.0982" x2="43.7842" y1="27.458" y2="5.144">
<stop offset="0" style="stop-color:#A52714"/>
<stop offset="0.529" style="stop-color:#D23F31"/>
<stop offset="1" style="stop-color:#ED4132"/>
</linearGradient>
<path d="M57.86,97.77c0,0-1.61,9.66-5.58,15.98c-1.94,2.57-5.1,4.68-6.74,9.09 c-0.75,2.03,3.63,3.96,7.04,2.09c2.05-1.13,5.15-8.03,5.15-8.03c2.74-4.98,10.9-12.92,10.9-12.92 C67.06,96.68,57.86,97.77,57.86,97.77z" style="fill:url(#SVGID_9_);"/>
</g>
</g>
<g id="cape_x5F_top_1_">
<path d="M53.4,37.29c0,0,5.69-7.18,15.85-5.13c7.55,1.52,5.96,6.37,5.96,6.37s-3.81,0.03-7.24-0.76 c-3.47-0.8-6.56-2.41-8.4-2.22L53.4,37.29z" style="fill:#ED4132;"/>
<path d="M75.21,38.53c0,0,0.47-4.91,3.79-6.1s10.76-2.29,10.76-2.29s-2.33,4.56-4.13,6 C81.83,39.18,75.21,38.53,75.21,38.53z" style="fill:#ED4132;"/>
<path d="M57.13,40.69c0,0,3.26-2.94,8.22-1.75 c7.14,1.71,9.86-0.41,9.86-0.41s5.25,1.89,10.22-0.5c3.41-1.64,4.34-7.89,4.34-7.89l-1.17,1.32c0,0-4.38,4.77-8.74,6.06 c-3.19,0.95-4.64,1.01-4.64,1.01s-11.76-4.03-14.44-2.91C58.08,36.74,57.13,40.69,57.13,40.69z" style="opacity:0.4;fill:#212121;enable-background:new ;"/>
</g>
<g id="face_1_">
<g id="neck_3_">
<path d="M75.01,31.25l-3.3,0.09l0.1,2.56c0,3.23,3.45,4.61,3.45,4.61s3.15-1.69,3.15-4.66l-0.1-2.69 L75.01,31.25z" style="fill:#E59600;"/>
</g>
<g id="head_1_">
<path d="M75.03,34.35L75.03,34.35L75.03,34.35c4.91-0.13,9.31-5.51,9.1-13.06 c-0.21-7.51-4.99-11.1-9.76-10.97c-4.77,0.13-9.35,3.97-9.15,11.48C65.43,29.36,70.12,34.48,75.03,34.35z" style="fill:#FFCA28;"/>
</g>
<g id="eyes_1_">
<ellipse cx="70.15" cy="24.47" rx="1.39" ry="1.44" style="fill:#404040;" transform="matrix(0.9996 -0.0273 0.0273 0.9996 -0.6418 1.9244)"/>
<ellipse cx="79.42" cy="24.21" rx="1.39" ry="1.44" style="fill:#404040;" transform="matrix(0.9996 -0.0273 0.0273 0.9996 -0.6315 2.1774)"/>
</g>
<path id="mouth_1_" d="M77.24,29.42c-0.88,0.56-3.83,0.64-4.74,0.13c-0.52-0.29-1.04,0.19-0.81,0.65 c0.22,0.45,1.86,1.48,3.25,1.44c1.39-0.04,2.95-1.15,3.14-1.62C78.28,29.56,77.75,29.1,77.24,29.42z" style="fill:#795548;"/>
<path id="nose_1_" d="M75.76,26.87c-0.03-0.01-0.06-0.02-0.09-0.02l-2,0.06c-0.03,0-0.06,0.01-0.09,0.03 c-0.18,0.08-0.27,0.27-0.18,0.47s0.5,0.75,1.3,0.72c0.8-0.02,1.18-0.59,1.26-0.79C76.04,27.12,75.94,26.93,75.76,26.87z" style="fill:#E59600;"/>
<g id="eyebrows_2_">
<path d="M72.21,21.79c-0.27-0.34-0.9-0.84-2.09-0.81s-1.79,0.56-2.04,0.92c-0.11,0.16-0.08,0.34,0.01,0.44 c0.08,0.1,0.3,0.19,0.55,0.1s0.72-0.35,1.52-0.38c0.8-0.02,1.29,0.22,1.54,0.3c0.25,0.08,0.47-0.02,0.54-0.13 C72.31,22.12,72.33,21.94,72.21,21.79z" style="fill:#6D4C41;"/>
<path d="M81.49,21.54c-0.27-0.34-0.9-0.84-2.09-0.81c-1.19,0.03-1.79,0.56-2.04,0.92 c-0.11,0.16-0.08,0.34,0.01,0.44c0.08,0.1,0.3,0.19,0.55,0.1s0.72-0.35,1.52-0.38c0.8-0.02,1.29,0.22,1.54,0.3 c0.25,0.08,0.47-0.02,0.54-0.13C81.58,21.87,81.61,21.69,81.49,21.54z" style="fill:#6D4C41;"/>
</g>
</g>
<g id="hairGroup_1_">
<path id="hair" d="M62.1,27.48c0.16-3.78,0.09-6.4,0.28-8.01c0.16-1.37,1.76-11.19,11.65-11.65 c11.3-0.52,12.92,10.81,12.92,10.81l0.07,4.4c0,0-0.25,2.15-1.33,4.77c-1.1,2.63-2.86,3.33-2.54,2c0.35-1.47,0.7-3.48,0.61-5.42 c-0.04-0.85,0.09-4.01-1.71-4.32c-6.57-1.16-10.41-4.45-10.41-4.45c-0.86,2.13-3.76,4.32-4.8,5.13c-0.86,0.68-0.61,3.29-0.54,4.41 l0.63,5.08C65.83,29.6,62.72,28.63,62.1,27.48z" style="fill:#543930;"/>
</g>
<g id="hand_x5F_left">
<g>
<linearGradient id="SVGID_10_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="98.3682" x2="84.5591" y1="103.9186" y2="124.805">
<stop offset="0" style="stop-color:#A52714"/>
<stop offset="0.529" style="stop-color:#D23F31"/>
<stop offset="1" style="stop-color:#DB4437"/>
</linearGradient>
<path d="M92.68,25.08c-0.14-0.93-1.91-15.14-5.23-15.88c0,0-1.76,0.02-3.56,0.18 c-1.41,0.05-2.35-0.32-2.62-1.22c-0.33-0.68,0.01-2.2,0.58-3.9c0.57-1.71,1.59-1.92,2.4-1.94c1.57-0.04,4.25,1.55,7.93,4.73 c7.08,6.12,10.95,15.35,10.95,15.35C102.99,22.41,98.43,28.64,92.68,25.08z" style="fill:url(#SVGID_10_);"/>
</g>
<g style="opacity:0.29;">
<path d="M92.68,25.08c-0.14-0.93-1.91-15.14-5.23-15.88c0,0-1.76,0.02-3.56,0.18 c-1.41,0.05-2.35-0.32-2.62-1.22c-0.33-0.68,0.01-2.2,0.58-3.9c0.57-1.71,1.59-1.92,2.4-1.94c1.57-0.04,4.25,1.55,7.93,4.73 c7.08,6.12,10.95,15.35,10.95,15.35C102.99,22.41,98.43,28.64,92.68,25.08z" style="fill:none;"/>
</g>
</g>
</svg> | |
{
"bytes": "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",
"path": "4c22b4555598423276b9f0f8ea9ae3a629473caffa0960c0f21fa461d022013d.png"
} | Generate code for a svg of a a close up of a black arrow pointing to the right | <svg width="47" height="47" viewBox="0 0 47 47" fill="none" xmlns="http://www.w3.org/2000/svg">
<rect width="47" height="47" fill="#E5E5E5"/>
<g id="03_Knetspace_Network_opened" clip-path="url(#clip0)">
<rect width="1920" height="1080" transform="translate(-1334 -1002)" fill="white"/>
<g id="Legend">
<g id="Legend_2">
<g id="Arrow_left">
<g id="Ellipse 68" filter="url(#filter0_d)">
<circle cx="23.5" cy="23.5" r="22.5" transform="rotate(-180 23.5 23.5)" fill="white"/>
<circle cx="23.5" cy="23.5" r="22" transform="rotate(-180 23.5 23.5)" stroke="#6F7F8F" stroke-opacity="0.25"/>
</g>
<path id="Arrow 5" d="M31.3536 24.3536C31.5488 24.1583 31.5488 23.8417 31.3536 23.6464L28.1716 20.4645C27.9763 20.2692 27.6597 20.2692 27.4645 20.4645C27.2692 20.6597 27.2692 20.9763 27.4645 21.1716L30.2929 24L27.4645 26.8284C27.2692 27.0237 27.2692 27.3403 27.4645 27.5355C27.6597 27.7308 27.9763 27.7308 28.1716 27.5355L31.3536 24.3536ZM16 24.5L31 24.5L31 23.5L16 23.5L16 24.5Z" fill="#121212"/>
</g>
</g>
</g>
</g>
<defs>
<filter id="filter0_d" x="0" y="0" width="47" height="47" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0"/>
<feOffset/>
<feGaussianBlur stdDeviation="0.5"/>
<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.12 0"/>
<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow"/>
<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow" result="shape"/>
</filter>
<clipPath id="clip0">
<rect width="1920" height="1080" fill="white" transform="translate(-1334 -1002)"/>
</clipPath>
</defs>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white icon featuring a slice of cheese. | <?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="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 490 490" style="enable-background:new 0 0 490 490;" xml:space="preserve">
<g>
<g>
<circle cx="119.6" cy="170.551" r="21"/>
<circle cx="276.7" cy="87.351" r="21"/>
<path d="M488.7,162.951c-5.3-90.3-112.4-162.5-244.2-162.5c-135.3,0-244.5,76-244.5,169.6v149.8c0,91.7,104.7,166.4,236.1,169.5
c0-0.1,29.2,3.9,29.2-19.7v-129h203.9c11.4,0,20.8-9.4,20.8-20.8C490,319.851,489.5,165.151,488.7,162.951z M223.7,448.151
c-102.1-7-182.1-62.2-182.1-128.3v-55.1c40.2,41.4,106.2,69.8,182.1,74.2V448.151z M244.5,149.251c-11.4,0-20.8,9.4-20.8,20.8
v128.3c-95.9-6.2-185.3-58.1-182.9-134.1c4.8-68.1,94.4-123.3,203.7-123.3c101.1,0,185.4,47.2,200.5,108.2H244.5V149.251z
M448.4,299.051H265.3v-108.2h183.1V299.051z"/>
</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>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bowl of popcorn on a coffee 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="#f9f8ed" d="M0 0h96v96H60v-8l8-5 2-7-1-2-10-3v-2l9-9 6-12h-2q-3 0-1-2-3-1-2-3l-4-1-1 2-1-2 1-2-6-7 1-1h-7q-2 0-1 2l-3-1-6 2q-2-3-5 0-1-6-4-1h1l1 5h-1l-2-3-2 3q-6 2-9 6-2 2 1 3 2 8 8 15-15 1-27 7H0z"/><path fill="#c4b096" d="M42 35q-6 0-2 3l-4-1v2h-1l-1-5h-1q3-5 4 1 3-3 5 0"/><path fill="#e9dfc5" d="m63 42-2-1q-5 8-8-1-4 0-4 3-9 1-4-5l4-1-1-2 3-1q-1-2 1-2h7l-1 1 6 7z"/><path fill="#eeebd6" d="m42 35 3 3h-5q-4-3 2-3"/><path fill="#b77a4e" d="m51 34-3 1 1 2-4 1-3-3 6-2z"/><path fill="#b15c2e" d="M53 40q-1-3 2-5 1 3-2 5"/><path fill="#d5cab7" d="M34 39q-3 5 3 2l-1-2 4 3-1 1 6 3q-6 2 0 3l1 1 1-3 2 2 1 1-4 1-7-2q1-6-2-2l1 2q-1 3-3 1v-3q-3 0-3 3l-10-3v1q-3-1-1-3 3-4 9-6l2-3z"/><path fill="#a95d2e" d="M34 39h1l1 2q-6 3-3-2"/><path fill="#a14d26" d="M40 38h5q-5 6 4 5 0-3 4-3 3 9 8 1l2 1 1 2q-6-2-6 4h-2q-1-4-4-5l-1 7h-1l-1-1v-3h-3l-1 3q-6-1 0-3l-6-3 1-1-4-3v-2z"/><path fill="#973f1a" d="M39 49h-1l-1-2q3-4 2 2"/><path fill="#af7c5f" d="m49 49-2-2-1 3-1-1 1-3h3z"/><path fill="#dbd1ba" d="m72 48-10 2q-2-4-4-1v-1q0-6 6-4l1-2 4 1q-1 2 2 3-2 2 1 2"/><path fill="#f0e5c6" d="m56 48 1 2h-6l1-7q3 1 4 5"/><path fill="#393b43" d="M32 50h3q2 2 3-1h1l7 2h12l4-1 10-2h2l-6 12-9 9q-7 0-13 2l-6-1-10-7q-6-7-8-15v-1z"/><path fill="#91897d" d="M56 48h2v3H46l4-1h7z"/><path fill="#78402b" d="m62 50-4 1v-2q2-3 4 1"/><path fill="#984d30" d="M35 50h-3q0-3 3-3z"/><path fill="#cba077" d="m30 63 10 7 6 1h13l10 3q-10 7-22 10-2 6-1 12h-1V85L4 74q-2-3-1-4 12-6 27-7"/><path fill="#c6baac" d="M59 69v2H46q6-2 13-2"/><path fill="#764e3a" d="M0 70h3q-1 1 1 4l41 11v11H0z"/><path fill="#dbb48a" d="m69 74 1 2-2 7-8 5v8H46q-1-6 1-12 12-3 22-10"/></svg> | |
{
"bytes": "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",
"path": "3fc89885dbd5ba3c75f5d355b6be2580a672f9e73225b0c0950c37a2298734b3.png"
} | Generate code for a svg of a there is a blue hat with a green ribbon on it | <svg width="763" height="461" viewBox="0 0 763 461" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M149.019 298.725C-7.28276 292.003 63.4472 438.988 118.35 513.321C354.661 865.195 444.5 335.815 667 249.315C879.122 166.85 503.177 75.7348 398.228 92.9654C293.278 110.196 344.395 307.128 149.019 298.725Z" fill="#1277eb"/>
<path d="M137.59 272.642C147.669 256.83 161.182 243.339 177.242 233.498C190.755 225.095 210.47 214.811 226.863 220.008C245.581 225.979 243.145 253.623 240.043 268.882C236.721 285.689 228.967 301.612 218.002 314.771C207.369 327.487 193.192 338.433 177.353 343.852C172.923 345.4 165.059 347.169 163.065 341.087C161.514 336.222 165.391 330.362 167.606 326.27C171.926 318.641 177.132 311.564 183.113 305.151C209.806 276.291 248.24 262.358 286.784 259.262C305.835 257.714 326.99 257.051 345.487 262.137C354.681 264.68 363.32 269.324 368.415 277.728C373.178 285.468 374.174 294.867 373.621 303.824C372.624 321.405 366.2 339.318 358.668 355.02C351.025 370.942 340.725 385.759 327.212 397.37C312.592 409.975 293.098 419.595 273.382 417.936C264.965 417.273 253.113 412.85 251.895 403.119C250.787 394.052 258.651 383.658 264.411 377.245C277.702 362.428 296.531 354.356 315.804 350.818C335.851 347.279 358.003 347.279 377.497 353.693C395.219 359.553 411.722 372.712 417.26 391.067C422.688 409.312 416.263 430.874 407.181 447.017C399.317 460.95 385.25 476.099 368.415 478.089C360.44 478.974 347.813 474.993 352.908 464.488C357.893 454.205 372.956 454.537 382.703 455.311C393.114 456.195 403.194 459.402 412.387 464.488C415.045 465.926 417.482 461.834 414.824 460.397C404.634 454.758 393.447 451.33 381.817 450.445C372.07 449.782 359.886 450.003 352.355 457.19C346.595 462.719 344.934 472.118 351.025 478.089C356.342 483.286 364.981 483.728 371.848 482.291C390.456 478.531 405.077 461.834 413.273 445.801C422.688 427.335 428.336 403.562 419.808 383.88C400.868 340.534 339.506 337.328 300.297 349.601C280.25 355.794 261.42 368.51 251.452 387.418C247.132 395.6 244.806 404.667 251.23 412.408C256.879 419.263 265.961 422.138 274.49 422.691C296.642 424.129 318.13 412.629 333.858 397.922C349.032 383.769 359.997 365.745 367.64 346.727C375.061 328.371 382.149 306.035 377.165 286.132C371.848 265.233 352.576 257.272 332.972 255.06C286.784 249.753 235.835 257.382 197.954 285.689C189.315 291.882 181.562 299.18 174.806 307.362C168.603 314.992 161.957 323.838 158.967 333.236C156.53 340.866 159.521 348.827 168.16 349.823C177.021 350.818 186.878 345.289 194.299 340.977C228.192 321.294 250.455 280.935 246.246 241.57C245.249 232.171 242.037 222.662 233.398 217.686C225.755 213.263 216.341 213.374 207.923 215.143C187.765 219.234 168.492 231.619 153.65 245.551C145.897 252.849 139.141 261.142 133.381 270.209C131.72 272.752 135.929 275.185 137.59 272.642Z" fill="#34D058"/>
</svg> | |
I draw images of black and white icons featuring a bell and a silhouette of a woman's head. The image should evoke a sense of warmth, serenity, and a gentle, almost ethereal quality. The design should be clean and minimalist, with a focus on the visual elements. The overall aesthetic should be soft and inviting, suggesting a peaceful and contemplative scene. | {
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white icon featuring a bell and the silhouette of a woman's head. | <?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="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 60 60" style="enable-background:new 0 0 60 60;" xml:space="preserve">
<path d="M30,60c-7.955,0-23-1.254-23-6v-2.238c0-3.304,1.801-6.338,4.701-7.92l9.261-5.363c0.065-0.036,0.243-0.143,0.686-0.479
h-7.365c-0.417,0.04-2.533,0.183-4.334-0.895c-0.717-0.429-1.223-1.116-1.427-1.937c-0.206-0.832-0.07-1.728,0.374-2.458
c1.687-2.777,5.662-10.059,6.166-17.674c0.171-2.597,0.66-4.761,1.493-6.612C18.269,4.617,21.934,0.063,29.669,0
c13.203,0.108,13.644,13.482,13.646,13.617c0.154,7.971,5.081,15.82,7.191,18.824c0.561,0.799,0.729,1.797,0.462,2.739
c-0.265,0.934-0.925,1.688-1.811,2.068c-2.403,1.031-5.406,0.76-5.533,0.746L35.955,38c0.331,0.509,0.692,0.942,1.032,1.112
l10.977,4.753C51.089,45.427,53,48.519,53,51.957V54C53,58.746,37.955,60,30,60z M14.231,36h7.949c0.786,0,1.46,0.48,1.718,1.224
c0.257,0.741,0.026,1.535-0.59,2.021c-0.85,0.671-1.185,0.879-1.363,0.977l-9.263,5.364C10.402,46.828,9,49.19,9,51.762V54
c0,1.357,7.412,4,21,4s21-2.643,21-4v-2.043c0-2.677-1.487-5.083-3.881-6.279l-10.977-4.753c-0.986-0.492-1.594-1.418-1.939-2.113
c-0.301-0.605-0.267-1.311,0.09-1.887C34.653,36.346,35.274,36,35.955,36h7.766c0.121,0.009,2.723,0.238,4.649-0.589
c0.33-0.142,0.576-0.425,0.676-0.776c0.103-0.36,0.039-0.74-0.174-1.043c-2.216-3.155-7.39-11.413-7.555-19.934
C41.305,13.189,40.899,2.092,29.669,2c-6.66,0.055-9.817,3.971-11.29,7.245c-0.734,1.631-1.166,3.568-1.321,5.924
c-0.533,8.056-4.689,15.677-6.452,18.579c-0.169,0.279-0.222,0.621-0.143,0.939c0.074,0.3,0.256,0.549,0.511,0.701
c1.366,0.816,3.118,0.619,3.135,0.619L14.231,36z"/>
<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": "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",
"path": "8929fdcc368e9c3e8fe79544879b1baf6152fd68b6d4c7dd315f56e6845c19b5.png"
} | Generate code for a svg of a a close up of a purple and white logo with a cross | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 28 28"><path d="M14 0c7.732 0 14 6.268 14 14s-6.268 14-14 14S0 21.732 0 14 6.268 0 14 0zM3 14.2c0 2.7 1.1 5.5 3.2 7.6 2.1 2.1 4.9 3.1 7.7 3.2zM14 3C8.8 3 4.4 6.7 3.3 11.6l13.1 13.1C21.3 23.6 25 19.2 25 14h-7v2h4.8c-.7 3-2.9 5.5-5.8 6.5L5.5 11c1.3-3.5 4.6-6 8.5-6 3 0 5.7 1.5 7.4 3.8l1.5-1.3C20.9 4.8 17.7 3 14 3z" fill="#639"/></svg> | |
{
"bytes": "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",
"path": "0e5d87f15639b2cbe5c305fd29da741b2208efa9699ca8ee1913d1b18c82dc4e.png"
} | Generate code for a svg of a a gray and white picture of a computer screen with a white background | <svg t="1643010082275" class="icon" viewBox="0 0 1024 1024" version="1.1" xmlns="http://www.w3.org/2000/svg" p-id="3981" xmlns:xlink="http://www.w3.org/1999/xlink" width="200" height="200"><defs><style type="text/css"></style></defs><path d="M932 273.2H88.3V123c0-4.4 3.6-8 8-8H924c4.4 0 8 3.6 8 8v150.2z" fill="#CBCBCB" p-id="3982"></path><path d="M955.1 296.2H65.2V167.7c0-41.8 34-75.8 75.8-75.8h738.3c41.8 0 75.8 34 75.8 75.8v128.5z m-843.7-46.1H909v-82.4c0-16.4-13.3-29.7-29.7-29.7H141c-16.4 0-29.7 13.3-29.7 29.7v82.4z" fill="#7D7D7D" p-id="3983"></path><path d="M879.3 929H141c-41.8 0-75.8-34-75.8-75.8V250.1h889.9v603.1c0 41.8-34 75.8-75.8 75.8zM111.4 296.2v557c0 16.4 13.3 29.7 29.7 29.7h738.3c16.4 0 29.7-13.3 29.7-29.7v-557H111.4z" fill="#7D7D7D" p-id="3984"></path></svg> | |
{
"bytes": "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",
"path": "emoji_u1f469_200d_1f4bb.png"
} | Generate code for a svg of a woman technologist | <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="63.994" x2="63.994" y1="119.4924" y2="39.9295">
<stop offset="3.200000e-03" style="stop-color:#424242"/>
<stop offset="0.2705" style="stop-color:#353535"/>
<stop offset="0.7639" style="stop-color:#131313"/>
<stop offset="1" style="stop-color:#000000"/>
</linearGradient>
<path d="M119.99,88h-112c-2.21,0-4-1.79-4-4V12c0-2.21,1.79-4,4-4h112c2.21,0,4,1.79,4,4v72 C123.99,86.21,122.2,88,119.99,88z" style="fill:url(#SVGID_1_);"/>
</g>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.994" x2="63.994" y1="119.4924" y2="39.9295">
<stop offset="1.200000e-03" style="stop-color:#BFBEBE"/>
<stop offset="0.15" style="stop-color:#212121;stop-opacity:0"/>
<stop offset="0.7759" style="stop-color:#212121;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFBEBE"/>
</linearGradient>
<path d="M119.99,88h-112c-2.21,0-4-1.79-4-4V12 c0-2.21,1.79-4,4-4h112c2.21,0,4,1.79,4,4v72C123.99,86.21,122.2,88,119.99,88z" style="opacity:0.3;fill:url(#SVGID_2_);enable-background:new ;"/>
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="4.7706" x2="124.1151" y1="80.002" y2="80.002">
<stop offset="1.200000e-03" style="stop-color:#BFBEBE"/>
<stop offset="0.1" style="stop-color:#212121;stop-opacity:0"/>
<stop offset="0.9" style="stop-color:#212121;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFBEBE"/>
</linearGradient>
<path d="M120.01,88h-112c-2.21,0-4-1.79-4-4V12 c0-2.21,1.79-4,4-4h112c2.21,0,4,1.79,4,4v72C124.01,86.21,122.21,88,120.01,88z" style="opacity:0.3;fill:url(#SVGID_3_);enable-background:new ;"/>
<g>
<rect height="4" style="fill:#76FF03;" width="24" x="11.99" y="16"/>
<rect height="4" style="fill:#76FF03;" width="16" x="85.99" y="16"/>
<rect height="4" style="fill:#76FF03;" width="8" x="107.99" y="16"/>
<rect height="4" style="fill:#76FF03;" width="8" x="19.99" y="28"/>
<rect height="4" style="fill:#76FF03;" width="16" x="11.99" y="40"/>
<rect height="4" style="fill:#76FF03;" width="8" x="11.99" y="52"/>
<rect height="4" style="fill:#76FF03;" width="12" x="97.99" y="52"/>
<rect height="4" style="fill:#76FF03;" width="12" x="103.99" y="40"/>
<rect height="4" style="fill:#76FF03;" width="16" x="11.99" y="64"/>
<rect height="4" style="fill:#76FF03;" width="20" x="95.99" y="64"/>
<rect height="4" style="fill:#76FF03;" width="12" x="99.99" y="28"/>
</g>
<g id="sleeve_1_">
<linearGradient id="SVGID_4_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="5.619" x2="22.461" y1="9.827" y2="9.827">
<stop offset="0" style="stop-color:#AA00FF"/>
<stop offset="0.9874" style="stop-color:#9500E0"/>
</linearGradient>
<path d="M7.63,123.98h12.83c1.12-0.09,2.01-1.18,2.01-2.52v-0.65c0-3.58-1.61-6.71-4.02-8.45 c0,0.15,0.01,0.3,0.01,0.45c0,4.1-1.98,7.42-4.41,7.42s-4.41-3.32-4.41-7.42c0-0.15,0.01-0.3,0.01-0.45 c-2.41,1.75-4.02,4.87-4.02,8.45v0.65C5.62,122.81,6.51,123.89,7.63,123.98z" style="fill:url(#SVGID_4_);"/>
<path d="M14.04,120.24c9,0,4.41-3.32,4.41-7.42c0-0.15-0.01-0.3-0.01-0.45c-1.28-0.93-2.79-1.48-4.4-1.48 s-3.12,0.55-4.4,1.48c-0.01,0.15-0.01,0.3-0.01,0.45C9.62,116.92,5,120.24,14.04,120.24z" style="fill:#7600B3;"/>
</g>
<g id="hand_3_">
<linearGradient id="SVGID_5_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="20.4217" x2="10.7409" y1="15.0852" y2="28.8618">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.5" style="stop-color:#FFCA28"/>
</linearGradient>
<path d="M27.98,106.79c-0.11-2.84-2.23-8.7-5-9.19c-0.17-0.03-0.32-0.11-0.41-0.25 c-0.44-0.67-1.85-2.47-4.43-1.05c-0.96,0.53-1.3,1-1.14,1.68c-0.12,0.14-0.34,0.31-0.66,0.18c-1.04-1.16-2.32-1.4-3.81-0.24 c-1.69,1.32-1.69,2.26-1.39,3.19l-0.01,0.01c0,0-0.07,0.65-0.56,0.6c-0.51-0.44-1.12-0.44-2.09,0.26c-2.6,1.88-1.53,3.66-1.09,4.71 c-0.06,0.1-0.16,0.17-0.32,0.16c-0.34-0.18-0.77-0.18-1.35,0.15c-1.38,0.79-1.18,3.39-0.79,4.24c0.43,0.93,2.8,4.19,3.61,5.11 c0.19,0.21,0.42,0.36,0.67,0.46c-0.03-0.01-0.06-0.02-0.08-0.03c0.71,0.44,1.95,0.97,3.16,0.22c0,0,0.77-0.56,0.84-1.15 c1.31,0.73,3.12-0.63,3.12-0.63c0.85-0.65,1.07-1.38,1.04-2.01l0,0c0.43,0.26,0.9,0.36,1.35,0.37c1.36,0.04,2.61-0.76,2.61-0.76 c1.95-1.11,2.34-2.27,2.33-3.04c1.01,0.63,2.26,0.16,2.26,0.16C28.05,108.94,27.98,106.79,27.98,106.79z" style="fill:url(#SVGID_5_);"/>
</g>
<linearGradient id="SVGID_6_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="99.1973" x2="120.7934" y1="9.1543" y2="9.1543">
<stop offset="0" style="stop-color:#AA00FF"/>
<stop offset="0.9874" style="stop-color:#9500E0"/>
</linearGradient>
<path d="M107.95,123.98h12.84c0,0,0.56-9.79-15.16-10.26C89.91,113.26,107.95,123.98,107.95,123.98z" style="fill:url(#SVGID_6_);"/>
<g id="hand_2_">
<linearGradient id="SVGID_7_" gradientTransform="matrix(-1 0 0 -1 248.6394 128)" gradientUnits="userSpaceOnUse" x1="141.6284" x2="131.9475" y1="10.2423" y2="24.0188">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.5" style="stop-color:#FFCA28"/>
</linearGradient>
<path d="M99.46,111.64c0.11-2.84,2.23-8.7,5-9.19c0.17-0.03,0.32-0.11,0.41-0.25 c0.44-0.67,1.85-2.47,4.43-1.05c0.96,0.53,1.3,1,1.14,1.68c0.12,0.14,0.34,0.31,0.66,0.18c1.04-1.16,2.32-1.4,3.81-0.24 c1.69,1.32,1.69,2.26,1.39,3.19l0.01,0.01c0,0,0.07,0.65,0.56,0.6c0.51-0.44,1.12-0.44,2.09,0.26c2.6,1.88,1.53,3.66,1.09,4.71 c0.06,0.1,0.15,0.17,0.32,0.16c0.34-0.18,0.77-0.18,1.35,0.15c1.38,0.79,1.18,3.39,0.79,4.24c-0.43,0.93-2.79,4.19-3.61,5.11 c-0.19,0.21-0.42,0.36-0.67,0.46c0.03-0.01,0.06-0.02,0.08-0.03c-0.71,0.44-1.95,0.97-3.16,0.22c0,0-0.77-0.56-0.84-1.15 c-1.31,0.73-3.12-0.63-3.12-0.63c-0.85-0.65-1.07-1.38-1.04-2.01l0,0c-0.43,0.26-0.9,0.36-1.35,0.37 c-1.36,0.04-2.61-0.76-2.61-0.76c-1.95-1.11-2.34-2.27-2.33-3.04c-1.01,0.63-2.26,0.16-2.26,0.16 C99.39,113.79,99.46,111.64,99.46,111.64z" style="fill:url(#SVGID_7_);"/>
</g>
<path id="tone_1_" d="M116.23,121.55c-0.17-0.09-0.33-0.19-0.48-0.32c-0.02-0.02-0.05-0.04-0.07-0.07 c-0.28-0.31-0.36-0.81,0.37-1.81c2-2.65,2.79-4.63,2.79-4.63c0.55-1.39,0.35-1.62,0.35-1.62c-0.19-0.31-0.58,0.59-0.58,0.59 c-1.98,3.57-3.34,5.13-3.93,5.71c-0.03,0.02-0.06,0.04-0.09,0.05c-0.11,0.07-0.23,0.14-0.36,0.19c-0.05,0.02-0.11,0.04-0.16,0.06 c-0.11,0.04-0.23,0.06-0.35,0.08c-0.06,0.01-0.12,0.02-0.19,0.02c-0.13,0-0.26-0.01-0.4-0.04c-0.06-0.01-0.12-0.01-0.18-0.03 c-0.2-0.06-0.41-0.13-0.62-0.26c-0.1-0.06-0.19-0.12-0.28-0.19c-0.04-0.04-0.09-0.08-0.13-0.12c-0.04-0.04-0.09-0.08-0.13-0.12 c-0.05-0.06-0.1-0.13-0.15-0.19c-0.02-0.03-0.05-0.06-0.07-0.1c-0.05-0.08-0.09-0.16-0.13-0.25c-0.01-0.03-0.03-0.06-0.04-0.09 c-0.04-0.09-0.06-0.19-0.08-0.29c-0.01-0.03-0.02-0.06-0.03-0.09c-0.02-0.1-0.02-0.21-0.03-0.31c0-0.04-0.01-0.07-0.01-0.1 c0-0.11,0.02-0.22,0.04-0.33c0.01-0.04,0.01-0.08,0.02-0.13c0.02-0.11,0.07-0.22,0.11-0.34c0.02-0.05,0.03-0.1,0.05-0.14 c2.28-3.22,3.46-6.03,3.46-6.03c0.38-0.78,0.52-1.6,0.52-1.6c-0.25-0.46-0.65,0.21-0.65,0.21c-2.6,4.84-4.14,6.78-4.14,6.78 s-1.21,2.11-3.86,0.53c0,0-1.31-0.84-1.53-1.43c-0.19-0.49-0.31-1.36,0.36-2.6c0,0,1.59-3.25,4.21-7.34c0,0,0.17-0.64-0.42-0.28 c-0.46,0.28-0.79,0.86-0.95,1.04c0,0-1.55,2.07-3.8,6.2c0,0-0.5,0.95-1.08,1.42c-0.57,0.24-1.29,0.15-2.08-0.44 c-1.71-1.28-1.07-3.07-0.12-4.91c0.52-1,1.71-3.25,2.84-5.05c0.11-0.04,0.22-0.08,0.33-0.1c0.36-0.06,0.65-0.25,0.83-0.53 c0.9-1.37,0.19-2.61-1.07-0.7c-3.16,0.54-5.4,6.72-5.51,9.77c0,0,0,0,0,0c0,0.11-0.05,2.59,2.51,3.73c0.08,0.03,1.01,0.37,2.01,0.14 c0.25,0.83,0.93,1.8,2.52,2.71c0.03,0.02,1.42,0.87,2.94,0.85c0.28-0.01,0.56-0.04,0.82-0.11c0.16,0.52,0.5,1.09,1.18,1.61 c0.08,0.06,1.64,1.23,3.14,0.93c0.29,0.46,0.71,0.78,0.82,0.86c0.46,0.29,0.95,0.44,1.45,0.48h0.45c0.64-0.04,1.31-0.26,1.97-0.67 c0.01,0,0.01-0.01,0.02-0.01c1.55-1.06,3.78-5.49,3.78-5.94C122.43,116.2,119.06,122.04,116.23,121.55z" style="fill:#EDA600;"/>
<path id="tone" d="M28.43,106.24C28.43,106.24,28.43,106.24,28.43,106.24c-0.12-3.05-2.36-9.23-5.51-9.77 c-1.25-1.91-1.97-0.67-1.07,0.7c0.18,0.28,0.48,0.46,0.83,0.53c0.11,0.02,0.22,0.06,0.33,0.1c1.13,1.8,2.32,4.06,2.84,5.05 c0.95,1.83,1.58,3.62-0.12,4.91c-0.79,0.59-1.5,0.68-2.08,0.44c-0.57-0.47-1.08-1.42-1.08-1.42c-2.25-4.13-3.8-6.2-3.8-6.2 c-0.16-0.18-0.48-0.75-0.95-1.04c-0.59-0.36-0.42,0.28-0.42,0.28c2.62,4.08,4.21,7.34,4.21,7.34c0.68,1.24,0.56,2.11,0.36,2.6 c-0.22,0.59-1.53,1.43-1.53,1.43c-2.64,1.58-3.86-0.53-3.86-0.53s-1.55-1.94-4.14-6.78c0,0-0.41-0.67-0.65-0.21 c0,0,0.14,0.82,0.52,1.6c0,0,1.18,2.8,3.46,6.03c0.02,0.05,0.03,0.1,0.05,0.14c0.04,0.11,0.08,0.23,0.11,0.34 c0.01,0.04,0.01,0.08,0.02,0.13c0.02,0.11,0.04,0.22,0.04,0.33c0,0.04-0.01,0.07-0.01,0.1c0,0.11-0.01,0.21-0.03,0.31 c-0.01,0.03-0.02,0.06-0.02,0.09c-0.02,0.1-0.05,0.2-0.09,0.29c-0.01,0.03-0.03,0.06-0.04,0.09c-0.04,0.08-0.08,0.17-0.13,0.25 c-0.02,0.03-0.05,0.06-0.07,0.1c-0.05,0.07-0.1,0.13-0.15,0.19c-0.04,0.04-0.09,0.08-0.13,0.12c-0.04,0.04-0.08,0.08-0.13,0.12 c-0.09,0.07-0.19,0.14-0.28,0.19c-0.22,0.12-0.43,0.21-0.62,0.26c-0.06,0.02-0.12,0.02-0.19,0.03c-0.14,0.02-0.27,0.04-0.4,0.04 c-0.06,0-0.13-0.01-0.19-0.02c-0.12-0.02-0.24-0.04-0.35-0.08c-0.05-0.02-0.11-0.04-0.16-0.06c-0.12-0.05-0.24-0.12-0.36-0.19 c-0.03-0.02-0.06-0.03-0.09-0.05c-0.59-0.58-1.95-2.14-3.93-5.71c0,0-0.39-0.9-0.58-0.59c0,0-0.2,0.24,0.35,1.62 c0,0,0.79,1.98,2.79,4.63c0.73,1,0.65,1.5,0.37,1.81c-0.02,0.02-0.05,0.04-0.07,0.07c-0.14,0.13-0.31,0.23-0.48,0.32 c-2.83,0.49-6.2-5.36-6.2-5.36c0,0.46,2.23,4.89,3.78,5.94c0.01,0,0.01,0.01,0.02,0.01c0.66,0.41,1.32,0.63,1.97,0.67h0.45 c0.51-0.04,1-0.19,1.45-0.48c0.11-0.08,0.53-0.41,0.82-0.86c1.5,0.3,3.07-0.87,3.14-0.93c0.68-0.52,1.02-1.09,1.18-1.61 c0.26,0.07,0.53,0.11,0.82,0.11c1.52,0.03,2.91-0.83,2.94-0.85c1.59-0.9,2.27-1.88,2.52-2.71c1,0.22,1.93-0.11,2.01-0.14 C28.48,108.83,28.43,106.34,28.43,106.24z" style="fill:#EDA600;"/>
<g id="hairGroup_1_">
<path id="hair_10_" d="M64.57,2.87c-41.01,0-40.68,37.92-40.68,38.52c0,24.56,1.88,59.25,11.71,72.9 c3.9,5.41,11.43,5.71,11.43,5.71L64,119.98L80.97,120c0,0,7.54-0.3,11.43-5.71c9.83-13.65,11.71-48.34,11.71-72.9 C104.1,40.79,105.58,2.87,64.57,2.87z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_2_" cx="64.0002" cy="69.5615" gradientTransform="matrix(1 0 0 -1.1901 0 141.2215)" gradientUnits="userSpaceOnUse" r="47.5315">
<stop offset="0.7936" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights_1_" d="M64.57,2.87c-41.01,0-40.68,37.92-40.68,38.52 c0,24.56,1.88,59.25,11.71,72.9c3.9,5.41,11.43,5.71,11.43,5.71L64,119.98L80.97,120c0,0,7.54-0.3,11.43-5.71 c9.83-13.65,11.71-48.34,11.71-72.9C104.1,40.79,105.58,2.87,64.57,2.87z" style="fill:url(#hairHighlights_2_);"/>
</g>
<g id="face">
<path id="head" d="M63.99,15.95c-17.2,0-33.13,12.79-33.13,39.91c0,21.79,13.49,34.67,25.23,38.83 c2.8,0.99,5.5,1.49,7.9,1.49c2.38,0,5.07-0.49,7.85-1.47c11.76-4.14,25.28-17.03,25.28-38.84C97.12,28.73,81.19,15.95,63.99,15.95z " style="fill:#FFCA28;"/>
<path id="nose_1_" d="M67.8,67.96c-0.1-0.04-0.21-0.07-0.32-0.08h-6.99c-0.11,0.01-0.21,0.04-0.32,0.08 c-0.63,0.26-0.98,0.91-0.68,1.61s1.69,2.66,4.49,2.66c2.8,0,4.19-1.96,4.49-2.66C68.78,68.87,68.44,68.22,67.8,67.96z" style="fill:#E59600;"/>
<g id="eyes_1_">
<ellipse cx="47.74" cy="58.78" rx="4.87" ry="5.04" style="fill:#404040;"/>
<ellipse cx="80.24" cy="58.78" rx="4.87" ry="5.04" style="fill:#404040;"/>
</g>
<g id="eyebrows_1_">
<path d="M54.97,49.72c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18s1.64-0.03,1.9-0.39 C55.28,50.89,55.38,50.27,54.97,49.72z" style="fill:#6D4C41;"/>
<path d="M87.47,49.72c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18s1.64-0.03,1.9-0.39 C87.78,50.89,87.88,50.27,87.47,49.72z" style="fill:#6D4C41;"/>
</g>
</g>
<g id="computerscreen">
<g>
<linearGradient id="SVGID_8_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.994" x2="63.994" y1="53.4767" y2="-14.9365">
<stop offset="0" style="stop-color:#4DD0E1"/>
<stop offset="1" style="stop-color:#00BCD4"/>
</linearGradient>
<path d="M109.99,123.98V81.17c0-3.58-2.92-6.5-6.5-6.5h-79c-3.58,0-6.5,2.92-6.5,6.5v42.82H109.99z" style="fill:url(#SVGID_8_);"/>
</g>
<linearGradient id="SVGID_9_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.9935" x2="63.9935" y1="35.4064" y2="-3.8718">
<stop offset="0" style="stop-color:#00BCD4"/>
<stop offset="1" style="stop-color:#0097A7"/>
</linearGradient>
<path d="M78.99,123.98c-0.61-1.93-1.41-4.11-2.09-6.43c-1.37-4.66-1.94-12.44-2.18-17.87 c-0.15-3.43-2.99-6.14-6.45-6.14h-8.55c-3.46,0-6.3,2.7-6.45,6.14c-0.24,5.43-0.81,13.21-2.18,17.87c-0.68,2.32-1.47,4.5-2.09,6.43 H78.99z" style="fill:url(#SVGID_9_);"/>
</g>
<g id="hairGroup">
<path id="hair_5_" d="M64.57,2.87c-41.01,0-40.68,37.92-40.68,38.52c0,7.76,0.19,16.53,0.75,25.32l6.72-0.02 c-0.06-2.92,1.99-20.97,8.08-22.34c22.36-5.03,35.01-16.89,35.01-16.89c3.29,7.18,13.58,14.19,17.27,16.86 c3.03,2.19,4.24,18.55,4.19,22.38h7.42c0-0.05,0.02-0.1,0.02-0.16c0.56-8.75,0.74-17.46,0.74-25.17 C104.1,40.79,105.58,2.87,64.57,2.87z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_3_" cx="64.3333" cy="65.537" gradientTransform="matrix(1 0 0 -1.2135 0 141.9952)" gradientUnits="userSpaceOnUse" r="49.788">
<stop offset="0.7945" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights" d="M64.57,2.87c-41.01,0-40.68,37.92-40.68,38.52 c0,7.76,0.19,16.53,0.75,25.32l6.72-0.02c-0.06-2.92,1.99-20.97,8.08-22.34c22.36-5.03,35.01-16.89,35.01-16.89 c3.29,7.18,13.58,14.19,17.27,16.86c3.03,2.19,4.24,18.55,4.19,22.38h7.42c0-0.05,0.02-0.1,0.02-0.16 c0.56-8.75,0.74-17.46,0.74-25.17C104.1,40.79,105.58,2.87,64.57,2.87z" style="fill:url(#hairHighlights_3_);"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a soft orange square with a glowing blue border. | <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="#eb8247" d="M0 0h62l9 4q2-3 3 0l3-2 7 5 5-5h5v4l-3 5h-3V9l-2 2-3-1q3 3 0 6 2-1 3 1-4 3-6 0l-11-3-10 2H16l-2 5-1 37q-5 12 7 19l4 4-3 9-8-2q-4 0-4 3-3-1-1-3l-4-1q0-4 2-7l-2-1-1-10-1-8v-7l2-3q-5-7 2-13v-3L3 15l-1 1q2-3-1-5l-1 1z"/><path fill="#eb8448" d="M62 0h34v96H0V12l1-1q3 2 1 5l1-1 3 20v3q-7 6-2 13l-2 3v7l1 8 1 10 2 1q-2 3-2 7l4 1q-2 2 1 3 0-3 4-3l8 2 3-9h13l1 1-5 1q4 0 7 3l5-3-1-1q3-2 8 1 2 3-1 5 4 6 11 2l4 2 2-3q-2-2-1-5l10-8 8-4q-5-1-2-3l3-18V29l-2-4-1 1-2-4 1-2q-3-1-2-3 2 3 6 0-1-2-3-1 3-3 0-6l3 1 2-2v2h3l3-5V2h-5l-5 5-7-5-3 2q-1-3-3 0z"/><path fill="#e28355" d="M80 17q-1 2 2 3l-1 2h-1l-4-3-2-1a386 386 0 00-56 1l-3 3q-2 24 1 49l5 5v1h-1q-12-7-7-19l1-37 2-5z"/><path fill="#aa9fb1" d="m74 18 2 1H20q-3 1-3 4l1-4q27-2 56-1"/><path fill="#7ebbdb" d="m76 19 4 3-2 2-2-2-1-2-57 3 2-4z"/><path fill="#8cd6ec" d="m21 21 55 1h-2q-27-2-53-1"/><path fill="#e9844e" d="M23 22h31l-1 1q3 3 8 2l-1-1h11l2 12-2 7h-3v6l-2 2-5-1 2-3-2-5-4-2q-3 8-12 9 0 3-3 4 2 3-1 5-4 2-5 0l-2 2q-3-2-3-5 5-6 0-10l1-1-2-9-3-2-4-5q-3-4 0-6"/><path fill="#e38655" d="m81 22 2 4 1-1 2 4v22l-1 21-8 4 3-5z"/><path fill="#c39495" d="m75 23 1 1 1 8-2 40z"/><path fill="#cbe9e9" d="M74 22h2l2 2h-2z"/><path fill="#e6824e" d="M23 22q-3 2 0 6l4 5 3 2 2 9-1 1q5 4 0 10 0 3 3 5l2-2q1 2 5 0 3-2 1-5 3-1 3-4 9-1 12-9l4 2 2 5-2 3 5 1 2-2v-6h3q-3 2 0 5l-2 4q2 1 1 3l3 14H43l-9-5q-4 0-6 3l-3-3-2-10-2-18q-1-8 2-14"/><path fill="#e38657" d="M54 22h20l1 1v47H23V54l2 10 3 3q2-3 6-3l9 5h30l-3-14q1-2-1-3l2-4q-3-3 0-5l2-7-2-12H60l1 1q-5 1-8-2z"/><path fill="#dc8b67" d="m21 36 2 18v16h52v1H21z"/><path fill="#c0c4c4" d="M21 21q26-1 53 1H23q-3 6-2 14v31q-2 2-1 5l-2-3z"/><path fill="#97b4d2" d="M17 23q-1 22 1 46l2 3 2 1 10 2-11 1-5-5q-1-25 1-48"/><path fill="#cc8c7d" d="M21 67v4h54v1l-53 1-2-1q-1-3 1-5"/><path fill="#a9c7cd" d="M77 32q-1 20 1 39l-3 3v-2z"/><path fill="#a79fb2" d="m80 22-1 49-3 5-56 1v-1l11-1 43-1 3-3 1-1z"/><path fill="#e78451" d="m77 76-10 8q-1 3 1 5l-2 3-4-2q-7 4-11-2 3-2 1-5-5-3-8-1l1 1-5 3q-3-3-7-3l5-1-1-1H24l-4-4h1z"/></svg> | |
{
"bytes": "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",
"path": "625f6808d49ee8331dc0dcdaade05523fa0cc8351c6dd74c386d05e1a8932f04.png"
} | Generate code for a svg of a a close up of a person's profile with a white background | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
width="249.99976"
height="250"
version="1.1"
id="svg15"
sodipodi:docname="profile.svg"
inkscape:version="0.92.1 unknown">
<defs
id="defs19" />
<sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="1024"
inkscape:window-height="1256"
id="namedview17"
showgrid="false"
inkscape:pagecheckerboard="true"
fit-margin-top="0"
fit-margin-left="0"
fit-margin-right="0"
fit-margin-bottom="0"
inkscape:zoom="0.69532167"
inkscape:cx="114.58036"
inkscape:cy="6.9331834"
inkscape:window-x="1920"
inkscape:window-y="24"
inkscape:window-maximized="1"
inkscape:current-layer="svg15" />
<path
id="path2396"
d="m 2.9665487,243.21834 c 0,-4.30306 6.7672941,-41.28576 7.9142803,-43.25093 0.408654,-0.70012 1.423749,-5.2353 2.255726,-10.07818 1.940785,-11.29692 5.518973,-23.43503 7.62524,-25.86641 0.905416,-1.0453 9.030434,-3.52986 18.055599,-5.52134 27.725373,-6.11789 39.945042,-10.83033 45.978057,-17.73112 2.875522,-3.28923 7.224644,-6.71736 9.664475,-7.61796 3.87654,-1.43097 4.436348,-2.3414 4.436348,-7.21622 0,-3.06829 -0.88582,-6.92434 -1.968274,-8.56908 -1.082454,-1.64482 -2.444379,-6.06059 -3.026531,-9.81288 -0.582163,-3.75232 -2.273618,-8.04281 -3.759012,-9.53451 -1.485285,-1.491758 -2.70052,-3.395548 -2.70052,-4.230664 0,-0.835125 -1.449697,-3.594556 -3.221501,-6.132168 C 81.472446,83.72132 80.97253,81.000288 80.819415,69.146302 80.523643,46.244582 82.377694,35.764753 88.434602,26.102629 96.98667,12.459694 113.50232,3.0104837 128.87142,2.9668698 c 6.00557,-0.017053 8.52878,0.7202476 11.05069,3.2288412 1.90433,1.8944153 6.3796,3.771774 10.72468,4.499121 8.64473,1.446917 16.41957,7.259955 20.19451,15.098943 1.89781,3.941018 2.50385,8.935865 2.50569,20.648787 9.9e-4,8.662145 0.63122,15.86199 1.43396,16.387331 3.89338,2.547949 0.26128,20.152081 -5.84651,28.337571 -2.29689,3.078049 -4.19018,6.830336 -4.20739,8.338466 -0.0174,1.50806 -1.30596,5.71602 -2.86364,9.35097 -5.17323,12.07197 -3.39308,24.01981 3.97735,26.69422 1.3734,0.49833 4.75216,3.97646 7.50835,7.72909 2.75626,3.75267 6.62201,7.20854 8.59067,7.67972 1.96879,0.47131 10.79768,3.86019 19.61973,7.53105 8.82205,3.67081 16.4701,6.67424 16.99562,6.67424 0.52561,0 3.74657,1.87611 7.15799,4.16928 6.09623,4.0978 9.20278,9.56774 9.20278,16.2034 0,1.78399 1.3325,5.9461 2.96082,9.24928 2.62058,5.31581 4.4042,15.50999 8.01407,45.80297 l 0.76788,6.4433 H 124.81251 2.9665586 v -3.81511 z"
inkscape:connector-curvature="0"
style="fill:#ff9138;fill-opacity:1;stroke:#864a05;stroke-width:5.93309736;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1" />
<text
style="font-size:144.84446716px;font-family:Arial;text-anchor:middle;fill:#000000;stroke:#000000;stroke-width:0;stroke-dasharray:none"
stroke-linejoin="null"
stroke-linecap="null"
x="-250.1169"
y="258.42407"
id="svg_2"
font-size="24"
xml:space="preserve"
transform="scale(1.3965716,0.71603919)" />
<text
style="font-size:131.7716217px;font-family:Arial;text-anchor:middle;fill:#000000;stroke:#000000;stroke-width:0;stroke-dasharray:none"
stroke-linejoin="null"
stroke-linecap="null"
x="-247.95993"
y="271.85724"
id="svg_3"
font-size="24"
xml:space="preserve"
transform="scale(1.3139625,0.76105673)" />
<text
style="font-size:24px;font-family:Arial;text-anchor:middle;fill:#000000;stroke:#000000;stroke-width:0;stroke-dasharray:none"
stroke-linejoin="null"
stroke-linecap="null"
x="-363.30646"
y="142.97015"
id="svg_4"
font-size="24"
xml:space="preserve" />
</svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAZcAAAGXCAYAAAB/Zh0NAAAABmJLR0QA/wD/AP+gvaeTAAAdr0lEQVR4nO3debhdVX3/8ffNCCEDkSEyj2EWZRCKTKKoUBCVohUURUtVnopUBbW12lC1dSxalTrb4k9A/fEDBBExWhRk+BWRCgRkDCGEIQkJCQkJSe7tHyt5TGlCzr33rO/3nH3er+dZz4V/9trfc/Y+n6w9rNWHpAiHAK8BjgR2BjYHBoA5wGzgZ8AVwIysHZQkdY83A7+lBEkr7UrgRSl7KknqeNsCV9F6qKzdVgJnxu+yJKmT7Qk8wtCCZe32T9E7LknqTLsCjzP8YFnTTondfUlSpxkF3Ej7gmUAmAeMjyxCktRZzqa9wbKmfTCyCElS5xgNPEydcLk+sA5JUgd5E3WCZQBYDoyLK0UavhHZOyA1xNEVtz0G2KPi9qW2M1yk9ti/8vYnVd6+1FaGizR8I4F9KvexvPL2pbYyXKTh2wYYW7mPuZW3L7WV4SIN3w6Vtz9AeRJN6hqGizR8tcPlUWBZ5T6ktjJcpOHbsfL2Z1bevtR2hos0fDtW3v5DlbcvtZ3hIg3fXpW3P7Py9qW2M1yk4duz8vYduajrGC7S8GwLbFq5j/sqb19qO8NFGp69A/q4PaAPqa0MF2l4ar+ZPxd4onIfUtsZLtLwHFR5+45a1JUMF2l4DBdpHQwXaei2pP47LndU3r5UheEiDd3BAX04clFXMlykoat9SWwVcGflPqQqDBdp6F5eefu3A09X7kOqwnCRhmYc8NLKfdxYeftSNYaLNDSHUn+BsJsqb1+qxnCRhuaogD4cuUhSj7mRskJkrTYP6AurRpKUbgvKk1w1w+WKsGqkCrwsJg3esdQ/d26ovH2pKsNFGrzjA/qYHtCHJKlDjAYWUPeS2AJgZFRBUg2OXKTBOYL6i4P9gnJPR+pahos0OG8M6MNLYpLUQ0YCj1P3ktgAsGtUQZKkfEdRP1hmRhUj1eRlMal1JwX0cXVAH5KkDjEKeIz6I5djowqSJOU7jvrBshjYKKogqSYvi0mtOTWgj6uAZQH9SJI6wERgCfVHLqdEFSRJyvcX1A+WZ4HJUQVJkvJdR/1w+XlYNZKkdHtRP1gGgPdEFSRJynceMZfENo8qSJKUaywwl/rhcmVUQVIUH0WW1u/PiBlRXBzQhySpQ9xI/VHLEmB8VEGSpFyHEHMj/6KogiRJ+X5ATLi8PqogSVKuHYAV1A+WuZSHBqTG8Ya+9L+dSZkFubZ/B5YH9CNJSjYBWEDMJbG9gmqSJCV7HzHB8puogiRJuUYA9xETLu8MqkmSlOz1xATLYsrlN0lSD4iY/XgA+GZUQZKkXC8nJlgGgANiSpIkZfsFMcFyXVRBkqRcf0LcqOXNQTVJkpL9lJhgmQOMCapJkpRof6CfmHCZFlOSJCnb5cQEy7PANkE1SZISvZi4UcuFQTVJkpL9iLgb+fsH1SRJSrQ3sIqYYJkeVJMkKdklxI1aXhNUkyQp0YHE3Wv5PdAXU5YkKdM1xI1aTg2qSZKU6CjiguVhfGlSknrCb4gLl7OCapIkJTqBuGB5HBgXU5YkKcsI4HfEhcuHY8qSJGU6hbhgmY8rTUpS440G7iUuXP4+pixJUqb3EhcsTwGTY8qSJGWZSLm5HhUun4gpS5KU6ZPEBcsCHLVIUuNtDTxNXLj4hJgk9YBvExcsc/C9FklqvD2BFcSFy1/FlCVJynQVccEyExgbUpUkKc3LiQuWAeDtIVVJktKMAG4hLlhmACNDKpMkpXkHsaOWk2LKkiRlmUB5aisqWG7BVSYlqfE+Teyo5ZiYsiRJWXYGlhEXLNfFlCVJynQpsaOWw2LKkiRleQWxwfKjmLIkSVlGAr8nLliWA7uGVCZJSvNXxI5aPhtTliQpy2RgLnHB8gQwKaQySVKafyF21HJGTFmSpCx7As8SFywzgFEhlUmS0vyU2FGLL0xKUsO9lthgmR5TliQpyxjgD8QFy0pgn5DKJElpziF21HJ+TFmSpCxbAQuJC5aFwJYhlUmS0nyf2FHLOTFlSZKyHAH0Excs9wJjQyqTJKUYQ3nPJHLUcmxIZZKkNH9LbLBcGlOWJCnL9sDTxAXLUmCnkMokSWkuJ3bUMi2kKklSmmOIDZaHgHEhlUmSUmwM3E9suLwhpDJJUppPEhssP48pS5KUZSqwjLhgWQ7sEVKZJCnNdGJHLZ+JKUuSlOVkYoPlUWBiSGWSpBQTgUeIDZeTQyqTJKX5IrHBck1MWZKkLC8BVhAXLM9QHhyQJDXUCOAGYkctHw+pTJKU5ixig+UeYKOQyiRJKbYDFhEbLq8MqUySlOYyYoPlgpiyJElZTiI2WBYCW4VUJklKMRGYTWy4vDukMklSmvOJDZabKU+lSZIa6mBgFXHBsoLyHo0kqaHGALcTO2pxYkpJari/IzZYHgA2CalMkpRiKmXalahg6QeODqlMkpSij7LaY+So5VshlUmS0pxGbLA8CkyOKEySlGMz4Aliw+WkkMokSWm+R2ywXBZTliQpyysoN9ajguUpYNuQyiRJKcYB9xM7anlPSGWSpDTnERssN+AUL5LUaC8FVhIXLMuAvUIqkySlGAXcSuyo5SMhlUmS0kRP8XIrMDqkMklSit2IneJlOfCikMokSSlGAL8mdtTysZDKJElpziA2WG7Dy2GS1GhbAQuIC5YVwAEhlUmS0lxK7Kjl3JiyJElZ3khssPwXZUVLSVJDTQJmE3s57MCQyiRJab5N7KjlUzFlSZKyRM94fCcwNqQySVKKjYF7iQuWVcChIZVJktJ8htjLYZ+JKUuSlOXFwLPEBcvdlJGSJKmhRgG3EHs57LCQyiRJac4h9nLYF2LKkiRl2RF4mrhgeQDYJKIwSVKea4i9HHZETFmSpCzvIPZy2JdiypIkZdkcmEtcsDwIjA+pTJKU5mLigqUfeFVMWZKkLMcTeznsX2PKkiRlmQDMIi5YZq7uU5LUYF8h9nLYq2PKkiRlOZjyOLCXwyRJbTEGuAMvh0mS2mgasZfDXhNSlSQpzR7AMuLC5WsxZUmSsowAricuWGYDm4ZUJklK8168HCZJaqOtgYXEhcvXY8qSJGW6grhgmQVMjClLkpTlz4m9HHZMTFmSpCyTgEeIC5dvxJQlScr0TeKCxafDJKkHHEm5TOXlMElSW4wFZhA3avlOTFmSpEznEhcsc4DJMWVJkrLsTuwULyfGlCVJytIH/JK4YPlhTFmSpEzvIi5Y5gFTYsqSJGWZAjxJXLi8NaYsSVKmi4kLlquCapIkJTqGuGB5Ctg+pixJUpZxwP3Ehct7YsqSJGX6PHHBci3liTRJUoPtCzxLTLAsBabGlCVJyjICuJG4UcvZMWVJkjL9NXHBciswKqYsSVKW7YBFxATLCmC/mLIkSZl+TNyo5RNBNUmSEp1EXLDcC2wUU5YkKctEyoqPUeFydExZkqRMXyUuWL4XVJMkKdGBwEpigmU+sGVMWZKkLCOAm4kbtfxFTFmSpExnEhcsv8YpXiSp8aYAC4gJluXAXjFlSZIyXUjcqOUfgmqSJCU6EugnJlh8p0WSesAY4C7iRi2+0yJJPeBjxAXLBUE1SZIS7UhZPyUiWHynRZJ6xP8jbtTiOy2S1ANeRVyw+E6LJPWAUcDtxATLSuDFMWVJkjKdTdyo5StBNUmSEk0BFhJ3E3/zmLIkSZkuIG7UckZQTZKkRC8j7k38Oyj3diRJDTYSuJW4UcuRMWVJkjKdTlywXBRUkyQp0XhgDjHBshTYIaYsSVKmTxE3avm7oJokSYm2BZYQEyz343T6ktQTLiJu1PL6oJokSYn+hLhHj6cH1SRJStQHXE9MsKwA9okpS5KU6WTiLof9c1BNkqREGwEziQmWucCmIVVJklJFznr83qCaJEmJJgHziAmW+4ExMWVJkjJ9krhRy4lBNUmSEm0JLCImWG7EpYslqSd8lbhRy6FBNUmSEu0ELCcmWH4UVJMkKdn3iQmWZ4GpQTVJkhLtC6wiJlzOD6pJkpTsJ8QEy1Jgm6CaJEmJDibuJv7ngmqSJCWLGrUspjzqLElquP2Jm1J/WkxJkqRsVxATLE/i5JSS1BP2I27U8qGgmiRJyS4jJlgeA8YF1SRJSvQS4kYtZwfVJElKdgkxwTIPGB9UkyQp0d7EvY3/kaCaJEnJLiQmWOYDE4JqkiQl2pYycWREuHwsqCZJUrIvEBMsC/G9FknqCROBp4gJl3ODapIkJTubmGBZAmweVJMkKdEo4CFiwuXLQTVJkpK9hZhgWQnsElSTJCnZ/ycmXH4QVZAkKddRxATLAGXhMUlSD7icmGD5j6iCJEm5tqPcB4kIl2ODapIkJTuXmGC5E+gLqkmSlGgUMJuYcHlPUE2SpGRvICZYFuEElZLUM64mJlzOiypIkpRrJ2LWbOkHdg+qSZIGZUT2DjTQXxLzuV4N/CGgH0lSstHAHGIuiR0XVJMkKdkbiQmW+3HUKamD+QPVXm8P6ufrlHsuktSRfPmufTYDHqVcGqtpJeXt/8cq96PONwF4HfAqYC/KMTgemAs8THnB9i5gxuq/C3J2U9JwvJuYS2KXRxWkjjUZ+BywmMEdO3OAa4BPAq8FpkTvuKTBu5aYcHldUD3qTAcBM2nf8fQgcBHwfmB/vFQudZRtiHm35THqX3ZT5zoVWE7dY2wuZW2g04EdQ6qStF4fIGbU8tmogtRxjgFWEHOcrd3uBb4KHE2ZM09SoP8k5kTfM6ogdZTdKPPIRQfLc9t84LvA8cBGVSuWxFRiTuzfRBWkjnMV+cHy3LaIcq/mBBzRSFV8nJiT+YyogtRR/pT8INlQe5Ty9NpelT4DqSfNoP7JuwLYIqogdZSfkB8eg2k3Uh7Ln1Tjw5B6xS7EnLBXRxWkjvJCcm7it6M9TXkQYGrbPxWpB5xJzIl6WlA96iynkh8Sw22rgMuAI9v82UiNFnGjdRleYuhV/0R+OLSz3QKcgu9qSc9rHLCU+ifkpVEFqeNcQn4g1Gj3UUZlzgbQYH65Q3cUsHFAPxcH9KHO1NR/4e8CXADcQVmmwgl0G8hwGbpjA/pYAlwZ0I8607PZO1DZnsAPKS8hR5xPCmS4DN2fBvRxDSVg1Jt6ZRnrAyj3L38F7Ju8L1KqPYi5Nv2OqILUkU4g//5IdFsBnAdMbMPnJ3WdD1L/JFuF6230ujHA4+T/4Ge0R4G34f0Y9ZifUf/kuiGsGnWyqOmFOrVdC+wz3A9R6gajiJmh9iNRBamjjQF+T/6PfGZbAUwDRg7vo5Q620HEnFD+a01r7ArMIv9HPrv9GhcwU4NF3G95IKwadYudgZvJ/4HPbk8Bbx/mZyl1pMupfwJ9KawadZNRwFmUde+zf+Sz24+AzYb3cUqdo4+yxnjtE+e4qILUlUZQlh2eRpkx+2Hyf+wz2ixg/+F9lKrFx/wGZ2fg/sp9rKD8i2xx5X7ULJtSFuvae62/+wBbZe5UgKXAO4EfZO+INBxvov6/xq4Pq0a9YFvgROAzlDfgnyF/xNHu1g98CmccURf7HPVPlHPDqlEv2oiytso0yjsky8kPh3a1H+Ob/epS11L/BDkyqhgJmAC8Afgm8Aj5ATHcdic+rqwu00d5DLLmibGcmGn8pXXpo9wg/0fKvcXsoBhqewTfE1MX2YH6J8XNYdVIG/ZSyqXgbnyBcz5wSPs/Eqn9jqP+CfHFsGqk1q159PmHlDVmsoOj1baEsqif1NE+TP2T4c1h1UhDMwX4EGWp4uzwaKUtBg6v8klIbfI96p8IO0YVIw3TCOAk4CbyA6SVgHlZnY9BGr5bqHsCPBlXitRWR1AeA+4nP0jW1+bjTX51qCepe/D/Kq4UqYp9gSvJD5L1tdmUB3OkjjGZ+gf+l8Oqkeo6nDLTRHaYrKvNoEyVI3WEA6l/0P9lWDVSjNcCd5EfKM9tV1NmmJbSRcwp5jP5aqIxwMfovDnNXNZCHeFs6h/sW4RVI8WbCkwnP1TWbm+pWrHUgi9Q9yBfFFeKlOqtlCe3soNlgPKI8p51y5We34XUPchviytFSrcdcB354TIA3AGMq1uutH7XUvcAvySsEqkzjKRM+7+S/IDxSU2luZu6B7dziqlXvRKYQ2649K/eDyncPOoe3H8TV4rUcbai/gwYG2oP4UJjSrCCugf2aWGVSJ1pE+AKcgPGx5MVahPqH9THhlUjda6RwFfJC5eVwH7Vq5RW24r6B/WBYdVIne9vyZsE8ybKjM9SdbtT/4CeGlaN1B3eR94IxpcrFWI/6h/M24RVI3WPaeSEy4PA2PrlqdcdRP2DeVJYNVJ3+Sw5AfP+iOLU215G/QN5dFg1UnfpA75GfLjMozzMI1VzBPUPZEnrNxK4nPiAeV9Ecepdr6T+QdwXVo3UnSZQ5gGLDJdZlCUDNAQ+crdhESMLvwfp+S0GTiR2BvHtgDcH9tco/qht2PKAPvwepA27h/gVW88I7k89JGKJ443DqpG6378Re3ls/5Cq1HNeRP2D94Vh1UjdbwLlfkhUuHwjpiz1mt2of/DuHlaN1AzHEhcuT+HVhUHzWv+GLQnoY9OAPqQm+SlwcVBfE3Fy2UEzXDbsyYA+DBdp8M4Blgb1dXJQP41huGzYM6tbTVtX3r7URLOBzwf1dRwwLqivRjBcWlN79LJd5e1LTfVZ4PGAfjbGpZAHxXBpjeEidaYlwBeC+vK+i9puOnWfRrk6rhSpcTYBnqD+U2MPRRXUBI5cWjOr8vb3qLx9qcmWAF8J6Gd7YJeAfhrBcGlN7XDZnvK4o6Sh+RqwLKCfQwP6aATDpTW1w6UP2LtyH1KTPQH834B+DgnooxEMl9bUDheAfQL6kJosYpoWRy5qq52pf7PwW2HVSM3UB8yk7nm6Cpclb4kjl9bMpP6bwIdV3r7UdAPAhZX7GAG8pHIfjWC4tKYf+EPlPnYDtqzch9R0FwX0sVdAH13PcGndjMrb78PRizRct1P/fZQ9K2+/EQyX1t0V0McxAX1ITVf7pWTDpQWGS+tuC+jjeMoIRtLQ/bTy9g0XtdVmlHsvtZ8aOzCqIKmhNqfuOdoPjA6rpks5cmndfOCBgH5eF9CH1GTzqHvfpQ/YouL2G8FwGZybA/p4C14ak4brt5W3P6Xy9rue4TI4EeGyE3B4QD9Sk91befu+NrABhsvg/Cqon7cF9SM11ezK2/ey2AYYLoPze8oEebW9CaeYkIbjkcrbH1t5+13PcBmcAeAXAf1MAE4P6EdqquWVt+9v5wb4AQ1eRLgAnAmMCupLapr+ytv3t3MD/IAG7xrKCKa2HYATA/qRmqj2eygjK2+/6xkug/cwcEtQXx/H70gaiq0rb39l5e13PX+4huaSoH72Bk4J6ktqkm0rb39e5e2rR0UsHramPQiMiSlLaoyrqHte+i6aqrmNuIA5K6gmqQlGAE9S95x0TRdVcw5x4fIUsFVMWVLXO4T65+TmYdWo50wBniUuYL4fU5bU9c6n7rk4N64U9aofExcuA8DRMWVJXWsi9S+JXRtVTDfzabHh+W5wf/8GvCC4T6mbfACYXLmPOypvX2I0ZQ6jyNHLRSGVSd1na8r9ydrn4BlRBam3/Q2x4TJAWfNF0v90KTHn395RBam3vQB4mthwWQjsFlGc1CXOIObcm42L+SnQV4gfvdwNbBpRnNThDqfMghxx3n0nqCYJgF2BFcQHzBX4UIZ6276UqViizrmTY8rqfg7v2ue7wGkJ/X6act9HGq4tgd2BqZTltscDm1BGyOMp/5BZRPmH1ALgMcpEro8Ad1F/ga7n2gf4JXGrQi6hvMy8OKg/CSjzjUW+VLl2OzOgPjXLOOCVwLmU5bsXMvzjcD7lHZDPAcdT97LtYcSOWAYorwJIKb5BTrj0A6cG1KfutgXlxvd/EHOPYiXwn8BHKaOMdnkLsCxg/5/bjmxjDdKgbA8sJSdgVgCvq1+iusxYyj88fkbOfcG12z2UNYq2H2ItY4AvJe37vXgbQcn+gbyTdxmuXqliCvD3wKPkBsq62irKiq5/RusrOk4Fbkrc59Nb3E+pmk2AWeSdBCuAt1evUp1qa+BfyblsNJR2H/BeynmzLiOBs8m7IjAAPED9ZZOllpxM7gnbjzf5e82mwD9SnmjKDoyhtHnAhygPGqyxN7mjlTXtnS19A1KAPspTM9knxedp/bKDulMf5ZJN9JNTtdocykjmo3TG6OtuYFTL34YUYCfK8/DZJ8fVwKTKtSrHVGA6+cdYU1s/8IqWvw0p0AfIP0EGgDspswioGUZS/mUfNeVJr7Zvt/qFSNFGANeRf5IMUN6sdjbl7rctnXHJteltLi5lrA63O51xeWxN+xb/86apuscJlLfgs4+hprdVwHEtfidSqreRf8Ks3WYAB1etWO3UR3lnpZ/8Y6cX2ida+1qkzvDv5J80a7dVwNdZ//sF6gzjgUvIP156pf0Cn7BUlxlPmTk2++R5brsXOLpi3Rq6rYDfkX+M9Eq7n7gZlqW22p0yVXn2SbSudgVlZmd1hp0pwZ99XPRKexxXd1WXO4YyW2z2ybSu9gzlevPEatWrFftRfuyyj4deaQuAF7f0zUgd7v3kn1DP1+YB5wAb1/oAtF4H4BNhke1pytowUmN8jfwTa0PtEcocZT66HONA4Enyv/deafOBQ1r6ZqQuMgL4AfknWCttLjAN2KzGByGgLKbliCWuzQH2bembkbrQGODn5J9orbbFlOncX1Tjw+hhO1FGidnfb6+0u4AdWvpmpC42HriR/BNusO1XlKUFNmr/R9JTNsenwiLblZTlCaSeMJ6yrnn2iTeUthC4gPKujMvADs5o4Jfkf4e90PqBT1MuR0s9ZTzdPyHhg8B5wBH4lnMrvk7+d9YLbQFwfIvfidRI4yhri2efjO1oT1AmyTweL52ty5nkf0e90KYD27f4nUiNNgb4P+SflO1siykzAHyQ8rhtr49qXgWsIP97aXJbQlnR0ku10lr6KOuhZ5+gtdpC/hg2B1ECtVfsgO+y1G434FQu0vN6N73xL9xngVuBbwJnUJYDaOLsACPpnMXjmtjmAqfjTXupJUdR7l9kn7jRbQVwO/BDynxnp1CmRunmJQKmkf+5NrGtBM4HXtDyN6HqvB7ZHbajrOnx0uwd6RCzKO+GPLT6v9f8nQU8TFlbvtMcRnkasNfvN7XbdcBfU0a+6iCGS/fYCPgyZdiv9RsAHqNMvjmPMrvwmv+eu/rvQsoM0EvX+u9nKI+sDtbk1X/HUmaTnrS6bbrWf08CTsOnltrpNuCjwFXZO6J1M1y6z59TJr30LeO6llDuBa3LJvTWQwid5D7g45R5+fqT90VqnO0p069kX+u22aLag8C7KLMaSKpoJPARyuWc7BPfZqvVZgBvA0YhKdQulLeQs38EbLZ2tv+ihIoPQEiJ+iiXDBaS/6Ngsw21rQJ+ArwaSR3lhcB3KCdp9g+FzdZqWwT8C75VL3W8A4Dryf/RsNmer90DnEV5hFtSl+ijPLbsQlS2TmrPUCZmPQpfhZC62gjgjZT3A7J/WGy922YAH6asvCmpQcZQpiCfTf4Pja032qPAF3HaIqknjKE84nkH+T8+tua1NctevxbfTZF6Uh/lB+DX5P8g2bq7LaJMx3Iirjqq1byhJoA9KBMrvos/TsQoPZ/5lEkjr1j9d0nu7qjTGC5a2wTgrZSQeUnyvqjz3Et5yfEyyqPuq3J3R53McNH67AW8iXJ/ZqfkfVGOZ4DfUKYXuoLyxJfUEsNFGzICeAVlJcgTgM1yd0cV9VPm9Pol8DPK/bhOXHhNXcBw0WCMBA6hvDdzIrBt7u6oDR6gjEymU0Jlfu7uqCkMFw1VH2WamWMoEw0ego+edrqlwG+Bm4AbKEsEGyaqwnBRu0yiXD57NXAk5Qk0j688A8D9lCC5GbiRcslrZeZOqXd48quWzYFDgcNX/z0AVxGsZSVwF/C7tdptwFOZO6XeZrgoylhgX0rIHLj6794YOIPRD8ykPLV11+p2B3A7sCxvt6T/zXBRprHAnpRLaPus9XcXevv+zWOUS1oPrP57D3D36vZM4n5JLTNc1IlGA9sDOz+n7QhsA2xJ9y5/+wzwMCVAHqZM7jibMiJZEyZLs3ZOahfDRd1oJDAF2BrYavV/bwG84DltMrAJZeaBsbR3UaqnKEGxFFiw+u8iytNX84F5a7U1//8IZWJHqfH+Gyc0e0cedFawAAAAAElFTkSuQmCC",
"path": null
} | Generate code for a svg of a black and white illustration featuring a cat's tail and the letter 'g'. | <?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="407.193px" height="407.192px" viewBox="0 0 407.193 407.192" style="enable-background:new 0 0 407.193 407.192;"
xml:space="preserve">
<g>
<path d="M332.017,319.962c-10.319-39.697-52.729-59.144-85.9-63.742c-8.601-1.205-14.375,5.746-14.83,12.383
c-0.402,5.834,3.28,10.303,9.167,11.119c15.971,2.21,54.462,10.863,67.176,43.42c7.436,19.051,1.088,27.805-13.624,36.7
c-9.103-5.03-18.205-7.571-27.071-7.571c-25.215,0-42.061,20.196-48.853,30.191c-19.733,1.537-39.584,0.272-57.535-3.652
c-16.828-3.688-39.724-12.448-53.277-33.277c-11.373-17.467-13.329-39.916-5.798-66.721
c11.955-42.594,37.891-81.483,62.973-119.094c9.519-14.277,19.367-29.04,28.121-43.574c18.17-30.183,37.876-65.615,41.636-104.115
c0.407-4.208-1.159-6.918-2.554-8.449C229.59,1.31,226.433,0,222.994,0c-5.894,0-12.235,3.928-12.975,11.435
C207.362,38.618,194.27,64.02,181.08,87.71c-11.588,20.815-24.742,41.236-37.459,60.99c-4.557,7.078-9.12,14.159-13.618,21.264
l-3.274,5.163c-26.944,42.46-60.476,95.303-52.904,149.126c7.415,52.706,52.162,82.939,122.77,82.939
c38.487,0,79.958-9.806,108.217-25.594C330.569,367.2,339.217,347.612,332.017,319.962z"/>
</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": "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",
"path": "emoji_u1f47f.png"
} | Generate code for a svg of a angry face with horns | <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="faces">
<g id="devil-frown-face">
<path d="M119.07,7.63C109.84,17,97.71,24.6,86.18,24.3c-1.1-0.03-2.02,0.84-2.05,1.94 c-0.01,0.32,0.06,0.63,0.19,0.92c5.07,10.41,16.22,20.81,26.4,19.39c0.47-0.07,0.91-0.31,1.21-0.68 c6.63-7.94,11.29-23.81,10.55-37c-0.09-1.1-1.06-1.92-2.16-1.82C119.85,7.09,119.4,7.29,119.07,7.63z" style="fill:#792D85;"/>
<path d="M8.88,7.38c9.23,9.39,21.36,17,32.89,16.67c1.1-0.03,2.02,0.84,2.05,1.94 c0.01,0.32-0.06,0.63-0.19,0.92c-5.07,10.41-16.22,20.81-26.4,19.39c-0.48-0.06-0.92-0.31-1.23-0.68 c-6.64-7.94-11.3-23.81-10.55-37C5.53,7.52,6.5,6.69,7.6,6.78C8.08,6.82,8.54,7.03,8.88,7.38z" style="fill:#792D85;"/>
<radialGradient id="face_1_" cx="63.6" cy="2590.2251" gradientTransform="matrix(1 0 0 1 0 -2522)" gradientUnits="userSpaceOnUse" r="51.5312">
<stop offset="0" style="stop-color:#FC01FC"/>
<stop offset="0" style="stop-color:#FF00FF"/>
<stop offset="0.86" style="stop-color:#DF0BE2"/>
<stop offset="1" style="stop-color:#8E2698"/>
<stop offset="1" style="stop-color:#792D85"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-25.24,0-52.47-15.83-52.47-50.57S38.36,17.65,63.6,17.65 c14,0,27,4.62,36.55,13c10.4,9.23,15.92,22.26,15.92,37.55s-5.52,28.22-15.92,37.45C90.56,114.1,77.53,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
</g>
<path d="M107.22,38.33c4.95,8.23,7.49,17.69,7.32,27.29c0,15.26-5.51,28.17-15.89,37.38 c-9.57,8.4-22.57,13.09-36.48,13.09c-16.3,0-33.43-6.63-43.49-20.71c9.71,16,28,23.42,45.3,23.42c13.9,0,26.9-4.69,36.47-13.09 c10.39-9.21,15.89-22.12,15.89-37.38C116.34,56.83,113.21,46.61,107.22,38.33z" style="fill:#792D85;"/>
</g>
<g id="facial_expressions">
<g id="angry-face-with-horns">
<path id="mouth" d="M46.7,102.4c-1.21,0.02-2.33-0.64-2.9-1.7c-0.67-1.51-0.48-3.27,0.5-4.6 c2.2-3.4,9.5-8.7,19.7-8.7s17.5,5.3,19.7,8.7c0.99,1.33,1.18,3.09,0.5,4.6c-0.57,1.06-1.69,1.72-2.9,1.7 c-0.41-0.02-0.81-0.08-1.2-0.2c-5.22-1.56-10.65-2.34-16.1-2.3c-5.42-0.03-10.81,0.75-16,2.3 C47.57,102.31,47.14,102.38,46.7,102.4z" style="fill:#422B0D;"/>
</g>
<g id="eyes">
<path d="M58.14,68.82C55.9,66,46.67,60.58,43.34,59c-1.24-0.57-2.53-1.03-3.85-1.37 c-0.24-0.07-0.5-0.1-0.75-0.1c-1.33,0.03-2.47,0.98-2.74,2.29c-0.31,1.36,0.39,2.76,1.67,3.32c1.57,0.77,4.31,2.23,7.15,3.84 C42.45,68.39,41,70.95,41,73.71v1.46c0,4.14,3.36,7.5,7.5,7.5s7.5-3.36,7.5-7.5v-1.46c0-0.06,0-0.11,0-0.17 c1.07-0.07,2.03-0.71,2.5-1.67C58.99,70.87,58.85,69.68,58.14,68.82z" style="fill:#422B0D;"/>
<path d="M93.52,59.82c-0.28-1.32-1.44-2.26-2.79-2.27c-0.25,0-0.51,0.03-0.75,0.1 c-1.32,0.33-2.61,0.79-3.85,1.35c-3.33,1.56-12.56,7-14.8,9.8c-0.71,0.87-0.83,2.07-0.33,3.07c0.48,0.97,1.43,1.6,2.51,1.67 c0,0.06,0,0.11,0,0.17v1.46c0,4.14,3.36,7.5,7.5,7.5s7.5-3.36,7.5-7.5v-1.46c0-2.75-1.45-5.3-3.81-6.71 c2.84-1.61,5.58-3.07,7.15-3.84C93.14,62.6,93.85,61.19,93.52,59.82z" style="fill:#422B0D;"/>
</g>
<g id="peepers">
<path d="M48.12,68.45L48.12,68.45c-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 c1.42,0.68,3.13,0.08,3.82-1.34C49.25,70.64,49.01,69.31,48.12,68.45z" style="fill:#896024;"/>
</g>
<g id="peepers-2">
<path d="M80.63,68.45L80.63,68.45c-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 c1.42,0.68,3.13,0.08,3.82-1.34C81.76,70.64,81.52,69.31,80.63,68.45z" style="fill:#896024;"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a smooth pebble sitting on a bed of soft moss. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#afa79a" d="m43 37 1 1-2 7 3 11h-7l-4-2h-1q-5-14 10-17"/><path fill="#ddd8cc" d="m61 53-2 2q-3 0-3 2l-3 1-8-2-3-11 2-7-1-1q8-5 17 1 3 7 1 15"/><path fill="#484b2b" d="m34 54 4 2h-3z"/><path fill="#d0cd4f" d="M61 53q8-1 15 2l6 6-7-2-2 1-3-3-11-2z"/><path fill="#868a28" d="m59 55 11 2 3 3-16-2-1-1q0-2 3-2"/><path fill="#b9bb3c" d="M35 56h10l8 2 4 4-1 1-7-4-19-2q2-2 5-1"/><path fill="#788121" d="m33 54 1 2q-3-1-5 1l19 2 7 4 1-1 1 3-13-5-19-2-10 4h-2l11-8z"/><path fill="#555f22" d="m58 65-1 1-3 1-10-5-9-1q-2 0-2 2-4-3-7-1H16l10-4 19 2z"/><path fill="#5b5e26" d="m57 58 16 2 3 2q-3 0-4 2l-1-3h-9z"/><path fill="#282821" d="m56 57 5 3q-4 1 0 4l-1 1-4 2v-2l1-1-1-3-4-4z"/><path fill="#464d2b" d="M26 62q-9 2-16 6 0-4 4-6z"/><path fill="#464b2a" d="M57 66v3q-3-1-4 1-8-6-17-7h-3q0-2 2-2l9 1 10 5z"/><path fill="#21211e" d="M76 62q9-1 2 4l-4-3q3 3-1 4l-1-1v-2q1-2 4-2"/><path fill="#788128" d="M62 61h9l1 3v2q-4-3-7-1l1 2-5-1 1-1q-4-3 0-4"/><path fill="#929c2a" d="M33 63h3l-2 1 6 3-19-2q-4-1-6 3l-4 2-1-2q7-4 16-6 3-2 7 1"/><path fill="#949b3d" d="M82 61q6 5-2 6v4l-5-3q0-2 3-2 7-5-2-4l-3-2 2-1z"/><path fill="#a2ab36" d="M72 66v4q-3-4-7-4l-1-2q3-2 7 1"/><path fill="#a6af30" d="M36 63q9 1 17 7 1-2 4-1l3 1 6 3 2 3q-3 0-4-3l-9-1q-3 0-3 2z"/><path fill="#566124" d="M78 66q-3 0-3 2l5 3v1l-9 1-9-5q-2 0-2 2l-3-1v-1l4-2 5 1q4 0 7 4v-4q4-1 1-4z"/><path fill="#4b5a20" d="m40 77-2 1q-4-4-9-4l-3 1q-4-1-6-4h-8l-1-1 4-2q5-3 9 0-1 6 2 1l1 2q1-3 4-2-1 4 1 1l5 1v2z"/><path fill="#3a4527" d="M71 73h-5l-6-3q0-2 2-2z"/><path fill="#3c4345" d="M12 72v-1h8q2 3 6 4l3-1q5 0 9 4l2-1 1 3-10-2-1-2q-10 0-18-4"/><path fill="#62711f" d="m40 67 12 7q0-2 3-2l9 1q1 3 4 3l-3 1h-3q-9 0-16-4h-2l1 3q1 4-4 4l-1-3-3-4v-2l-5-1q-2 3-1-1-3-1-4 2l-1-2q-3 5-2-1-4-3-9 0 2-4 6-3z"/><path fill="#424c4b" d="m71 73 9-1-12 4-2-3z"/><path fill="#737c85" d="M12 72q8 4 18 4l1 2q5 3 13 3l-1 1h-9l-5-4q-9 0-15-3-2-1-2-3"/><path fill="#435024" d="m62 77-8 1-9-2-1-3h2q7 4 16 4"/><path fill="#596464" d="m45 76 9 2 8-1h3l-3 2-18 2q-8 0-13-3l10 2q5 0 4-4"/></svg> | |
{
"bytes": "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",
"path": "8881211ab46cbb8c1c1d46a9c95b85c71822fa87a437e72b1b506c931bf7a885.png"
} | Generate code for a svg of a a close up of a blue sign with a person on it | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="22px" height="22px" viewBox="0 0 22 22" version="1.1">
<g id="surface1">
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(47.058824%,56.470591%,61.176473%);fill-opacity:1;" d="M 3.636719 1.082031 L 18.191406 1.082031 C 18.691406 1.082031 19.097656 1.488281 19.097656 1.992188 L 19.097656 20.179688 C 19.097656 20.683594 18.691406 21.089844 18.191406 21.089844 L 3.636719 21.089844 C 3.136719 21.089844 2.726562 20.683594 2.726562 20.179688 L 2.726562 1.992188 C 2.726562 1.488281 3.136719 1.082031 3.636719 1.082031 Z M 3.636719 1.082031 "/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(93.333334%,93.333334%,93.333334%);fill-opacity:1;" d="M 9.324219 6.765625 C 8.441406 6.765625 7.730469 7.476562 7.730469 8.355469 L 7.730469 11.085938 C 7.730469 11.335938 7.933594 11.539062 8.183594 11.539062 L 8.414062 11.539062 C 8.664062 11.539062 8.867188 11.335938 8.867188 11.085938 L 8.867188 8.472656 C 8.867188 8.40625 8.917969 8.355469 8.980469 8.355469 C 9.042969 8.355469 9.09375 8.40625 9.09375 8.472656 L 9.09375 11.085938 C 9.09375 11.335938 9.296875 11.539062 9.550781 11.539062 L 12.277344 11.539062 C 12.53125 11.539062 12.734375 11.335938 12.734375 11.085938 L 12.734375 8.472656 C 12.734375 8.40625 12.785156 8.355469 12.847656 8.355469 C 12.910156 8.355469 12.960938 8.40625 12.960938 8.472656 L 12.960938 11.085938 C 12.960938 11.335938 13.164062 11.539062 13.414062 11.539062 L 13.640625 11.539062 C 13.894531 11.539062 14.097656 11.335938 14.097656 11.085938 L 14.097656 8.355469 C 14.097656 7.476562 13.386719 6.765625 12.503906 6.765625 Z M 9.324219 6.765625 "/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(93.333334%,93.333334%,93.333334%);fill-opacity:1;" d="M 10.914062 3.355469 C 11.792969 3.355469 12.503906 4.066406 12.503906 4.945312 C 12.503906 5.824219 11.792969 6.539062 10.914062 6.539062 C 10.035156 6.539062 9.324219 5.824219 9.324219 4.945312 C 9.324219 4.066406 10.035156 3.355469 10.914062 3.355469 Z M 10.914062 3.355469 "/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(96.078432%,96.078432%,96.078432%);fill-opacity:1;" d="M 5.457031 13.359375 L 9.550781 13.359375 C 9.800781 13.359375 10.003906 13.5625 10.003906 13.8125 C 10.003906 14.066406 9.800781 14.269531 9.550781 14.269531 L 5.457031 14.269531 C 5.207031 14.269531 5.003906 14.066406 5.003906 13.8125 C 5.003906 13.5625 5.207031 13.359375 5.457031 13.359375 Z M 5.457031 13.359375 "/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(96.078432%,96.078432%,96.078432%);fill-opacity:1;" d="M 12.277344 13.359375 L 16.371094 13.359375 C 16.621094 13.359375 16.824219 13.5625 16.824219 13.8125 C 16.824219 14.066406 16.621094 14.269531 16.371094 14.269531 L 12.277344 14.269531 C 12.027344 14.269531 11.824219 14.066406 11.824219 13.8125 C 11.824219 13.5625 12.027344 13.359375 12.277344 13.359375 Z M 12.277344 13.359375 "/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(96.078432%,96.078432%,96.078432%);fill-opacity:1;" d="M 5.457031 15.632812 L 9.550781 15.632812 C 9.800781 15.632812 10.003906 15.835938 10.003906 16.089844 C 10.003906 16.339844 9.800781 16.542969 9.550781 16.542969 L 5.457031 16.542969 C 5.207031 16.542969 5.003906 16.339844 5.003906 16.089844 C 5.003906 15.835938 5.207031 15.632812 5.457031 15.632812 Z M 5.457031 15.632812 "/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(96.078432%,96.078432%,96.078432%);fill-opacity:1;" d="M 12.277344 15.632812 L 16.371094 15.632812 C 16.621094 15.632812 16.824219 15.835938 16.824219 16.089844 C 16.824219 16.339844 16.621094 16.542969 16.371094 16.542969 L 12.277344 16.542969 C 12.027344 16.542969 11.824219 16.339844 11.824219 16.089844 C 11.824219 15.835938 12.027344 15.632812 12.277344 15.632812 Z M 12.277344 15.632812 "/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(96.078432%,96.078432%,96.078432%);fill-opacity:1;" d="M 5.457031 17.90625 L 9.550781 17.90625 C 9.800781 17.90625 10.003906 18.109375 10.003906 18.363281 C 10.003906 18.613281 9.800781 18.816406 9.550781 18.816406 L 5.457031 18.816406 C 5.207031 18.816406 5.003906 18.613281 5.003906 18.363281 C 5.003906 18.109375 5.207031 17.90625 5.457031 17.90625 Z M 5.457031 17.90625 "/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(96.078432%,96.078432%,96.078432%);fill-opacity:1;" d="M 12.277344 17.90625 L 16.371094 17.90625 C 16.621094 17.90625 16.824219 18.109375 16.824219 18.363281 C 16.824219 18.613281 16.621094 18.816406 16.371094 18.816406 L 12.277344 18.816406 C 12.027344 18.816406 11.824219 18.613281 11.824219 18.363281 C 11.824219 18.109375 12.027344 17.90625 12.277344 17.90625 Z M 12.277344 17.90625 "/>
</g>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f468_1f3fc_200d_1f91d_200d_1f468_1f3fd.png"
} | Generate code for a svg of a men holding hands: medium-light skin tone, medium skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="couple_x5F_holding_x5F_hands_x5F_man_x5F_right">
<g id="arm_4_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(-0.9876 0.1567 -0.1567 -0.9876 135.9082 118.1856)" gradientUnits="userSpaceOnUse" x1="48.3728" x2="65.0297" y1="71.2562" y2="49.2226">
<stop offset="0" style="stop-color:#A47B62"/>
<stop offset="0.4016" style="stop-color:#BA8D68"/>
</linearGradient>
<path d="M71.96,53c0,0-3.53,11.93-5,15.33l-4.39,11.02c-0.7,1.55-0.08,3.58,1.39,4.43l0,0 c1.69,0.97,4.14,0.24,4.95-1.53l12.54-26.41l-1.01-3.46L71.96,53z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="pants_2_">
<g id="pants_6_">
<path d="M105.56,74.61v48.08h-5.65l-7.87-38.21c-0.04-0.24-0.24-0.41-0.46-0.41s-0.42,0.17-0.46,0.41 l-7.87,38.21h-5.65V74.61H105.56z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoes_3_">
<path d="M102.61,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.5-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63C98.16,124,102.61,124,102.61,124z" style="fill:#424242;"/>
<path d="M80.56,124h-4.45c-0.82-0.02-1.41-0.96-1.17-1.78c0.74-2.5,2.99-4.32,5.62-4.32 c2.68,0,4.96,1.9,5.66,4.46c0.22,0.82-0.39,1.63-1.21,1.63C85.01,124,80.56,124,80.56,124z" style="fill:#424242;"/>
</g>
<g id="arm_x5F_right_1_">
<g id="arm_x5F_right_x5F_fill_1_">
<linearGradient id="SVGID_2_" gradientTransform="matrix(-1 0 0 -1 127.4631 128)" gradientUnits="userSpaceOnUse" x1="23.7347" x2="4.2757" y1="74.508" y2="41.4066">
<stop offset="0" style="stop-color:#A47B62"/>
<stop offset="0.4007" style="stop-color:#BA8D68"/>
</linearGradient>
<path d="M100.1,54.1l9.7-0.6c0,0,4.5,10,6,13.33c0,0,4.24,6.32,6.17,9.17 c1.88,1.92,2.36,2.62,3.04,5.19c0.75,2.83,0.4,4.38,0.04,5.06c-0.35,0.69-2.25,2.46-3.42,1.38c-1.24-1.15-1.15-5.22-2.31-4.94 c-0.6,0.15,0.16,1.36,0.23,2.56c0.07,1.2-0.85,1.41-1.5,1.08c-0.33-0.17-1.85-2.71-1.85-2.71l-0.65-4.21l-15.13-21.23L100.1,54.1 z" style="fill:url(#SVGID_2_);"/>
</g>
</g>
<linearGradient id="shadow_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="66.8654" x2="70.2904" y1="50.9231" y2="56.5203">
<stop offset="0" style="stop-color:#A47B62"/>
<stop offset="1" style="stop-color:#BA8D68;stop-opacity:0"/>
</linearGradient>
<polygon id="shadow_1_" points="66.37,69.83 64.59,74.29 66.03,77.05 69.94,80.12 73.61,72.38 " style="fill:url(#shadow_2_);"/>
<g id="shirt_1_">
<g id="shirt_x5F_fill_1_">
<linearGradient id="SVGID_3_" gradientTransform="matrix(-1 0 0 -1 127.4631 128)" gradientUnits="userSpaceOnUse" x1="35.9171" x2="35.9171" y1="84.1861" y2="50">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.7047" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#00AB94"/>
</linearGradient>
<path d="M80.94,44.87c2.42-0.64,6.65-1.06,10.65-1.06c4-0.01,8.19,0.42,10.61,1.06 c7.55,2.01,9.42,5.56,11.67,11.65l-8.28,3.2V78h-28V59.72l-8.37-3.2C71.47,50.43,73.39,46.88,80.94,44.87z" style="fill:url(#SVGID_3_);"/>
</g>
</g>
<path id="neck" d="M91.54,40.72h-5v5.3c0,2.4,2.04,4.34,4.54,4.34H92c2.51,0,4.54-1.94,4.54-4.34v-5.3H91.54 z" style="fill:#99674F;"/>
<path id="ears_2_" d="M79.1,33.63c-2.36,0-4.28-2.07-4.28-4.6s1.92-4.6,4.28-4.6h24.48 c2.36,0,4.28,2.07,4.28,4.6s-1.92,4.6-4.28,4.6H79.1z" style="fill:#99674F;"/>
<path id="head_1_" d="M91.39,43.5c-6.98,0-14.5-5.42-14.5-17.32c0-9.53,5.54-19.82,14.5-19.82 s14.5,10.28,14.5,19.82C105.89,38.08,98.37,43.5,91.39,43.5z" style="fill:#BA8D68;"/>
<g id="eyebrows_1_">
<path d="M102.09,24.06c0,0-0.06-0.08-0.17-0.23c-0.03-0.03-0.05-0.07-0.09-0.11 c-0.05-0.05-0.1-0.09-0.16-0.15c-0.06-0.05-0.12-0.11-0.19-0.17c-0.07-0.06-0.14-0.1-0.21-0.15s-0.15-0.1-0.24-0.15 c-0.09-0.05-0.17-0.09-0.27-0.14c-0.09-0.05-0.19-0.09-0.3-0.13s-0.2-0.08-0.32-0.12c-0.22-0.06-0.45-0.13-0.68-0.16 c-0.24-0.05-0.48-0.05-0.73-0.06c-0.25,0.01-0.49,0.02-0.73,0.06c-0.24,0.03-0.47,0.1-0.68,0.16c-0.11,0.04-0.21,0.08-0.32,0.12 s-0.2,0.08-0.3,0.13c-0.09,0.05-0.18,0.1-0.27,0.14c-0.08,0.05-0.16,0.1-0.24,0.15l-0.21,0.15c-0.06,0.05-0.12,0.11-0.17,0.15 c-0.05,0.05-0.1,0.09-0.15,0.14c-0.04,0.05-0.08,0.09-0.11,0.13c-0.13,0.16-0.2,0.26-0.2,0.26c-0.22,0.32-0.15,0.76,0.16,0.98 c0.19,0.14,0.43,0.16,0.64,0.09l0.13-0.04c0,0,0.08-0.03,0.21-0.09c0.03-0.01,0.07-0.03,0.11-0.05c0.04-0.01,0.08-0.03,0.13-0.05 c0.09-0.04,0.19-0.08,0.32-0.11c0.06-0.02,0.11-0.04,0.17-0.06c0.06-0.01,0.12-0.03,0.19-0.05c0.03-0.01,0.06-0.02,0.1-0.03 c0.03-0.01,0.07-0.01,0.1-0.02c0.07-0.01,0.14-0.03,0.21-0.04c0.14-0.02,0.3-0.05,0.45-0.05c0.15-0.02,0.31-0.01,0.46-0.02 c0.15,0.01,0.31,0,0.46,0.02c0.15,0.01,0.3,0.04,0.45,0.05c0.07,0.01,0.14,0.03,0.21,0.04c0.03,0.01,0.07,0.01,0.1,0.02 c0.03,0.01,0.06,0.02,0.1,0.03c0.06,0.02,0.13,0.03,0.19,0.05s0.12,0.04,0.17,0.06c0.06,0.02,0.11,0.03,0.16,0.05 c0.05,0.02,0.09,0.03,0.13,0.04s0.08,0.03,0.12,0.04c0.04,0.02,0.09,0.04,0.13,0.06c0.16,0.08,0.26,0.12,0.26,0.12 c0.37,0.15,0.8-0.02,0.95-0.39C102.25,24.51,102.22,24.25,102.09,24.06L102.09,24.06z" style="fill:#613E31;"/>
<path d="M81.46,25.13c0,0,0.09-0.04,0.26-0.12c0.04-0.02,0.08-0.05,0.13-0.06 c0.04-0.01,0.08-0.02,0.12-0.04c0.04-0.01,0.08-0.03,0.13-0.04c0.05-0.02,0.1-0.03,0.16-0.05c0.06-0.02,0.11-0.04,0.17-0.06 c0.06-0.02,0.12-0.03,0.19-0.05c0.03-0.01,0.06-0.02,0.1-0.03c0.03-0.01,0.07-0.01,0.1-0.02c0.07-0.01,0.14-0.03,0.21-0.04 c0.14-0.02,0.3-0.05,0.45-0.05c0.15-0.02,0.31-0.02,0.46-0.02c0.15,0.01,0.31,0,0.46,0.02c0.15,0.01,0.3,0.04,0.45,0.05 c0.07,0.01,0.14,0.03,0.21,0.04c0.03,0.01,0.07,0.01,0.1,0.02c0.03,0.01,0.06,0.02,0.1,0.03c0.06,0.02,0.13,0.03,0.19,0.05 s0.12,0.04,0.17,0.06c0.11,0.03,0.22,0.07,0.32,0.11c0.05,0.02,0.09,0.04,0.13,0.05c0.04,0.02,0.07,0.03,0.11,0.05 c0.13,0.06,0.21,0.09,0.21,0.09l0.12,0.04c0.37,0.13,0.77-0.06,0.9-0.43c0.08-0.23,0.03-0.46-0.09-0.64c0,0-0.07-0.09-0.2-0.26 c-0.03-0.04-0.07-0.08-0.11-0.13c-0.04-0.04-0.09-0.09-0.15-0.14c-0.05-0.05-0.11-0.1-0.17-0.15c-0.06-0.05-0.13-0.1-0.21-0.15 c-0.07-0.05-0.15-0.1-0.24-0.15c-0.09-0.05-0.17-0.09-0.27-0.14c-0.09-0.05-0.19-0.09-0.3-0.13s-0.2-0.08-0.32-0.12 c-0.22-0.06-0.45-0.13-0.68-0.16c-0.24-0.05-0.48-0.05-0.73-0.06c-0.25,0.01-0.49,0.02-0.73,0.06c-0.24,0.03-0.47,0.1-0.68,0.16 c-0.11,0.04-0.21,0.08-0.32,0.12c-0.1,0.04-0.2,0.08-0.3,0.13c-0.09,0.05-0.18,0.1-0.27,0.14c-0.08,0.05-0.16,0.1-0.24,0.15 l-0.21,0.15c-0.07,0.06-0.13,0.11-0.19,0.17c-0.06,0.05-0.11,0.1-0.16,0.15c-0.04,0.04-0.07,0.08-0.09,0.11 c-0.11,0.14-0.17,0.23-0.17,0.23c-0.22,0.33-0.14,0.78,0.19,1C80.98,25.21,81.25,25.22,81.46,25.13z" style="fill:#613E31;"/>
</g>
<g id="eyes_1_">
<ellipse cx="98.7" cy="28.12" rx="2.21" ry="2.29" style="fill:#49362E;"/>
<ellipse cx="83.98" cy="28.12" rx="2.21" ry="2.29" style="fill:#49362E;"/>
</g>
<path id="mouth" d="M87.77,35.95c1.43,0.85,6.1,0.85,7.53,0c0.82-0.49,1.66,0.26,1.32,1 c-0.34,0.74-2.88,2.43-5.09,2.43s-4.72-1.7-5.06-2.43C86.12,36.21,86.95,35.47,87.77,35.95z" style="fill:#5D4037;"/>
<path id="nose" d="M89.81,32.37c0.05-0.02,0.09-0.03,0.14-0.04h3.17c0.05,0.01,0.09,0.02,0.14,0.04 c0.29,0.11,0.45,0.41,0.31,0.73c-0.13,0.32-0.77,1.21-2.03,1.21s-1.9-0.89-2.03-1.21C89.36,32.79,89.53,32.49,89.81,32.37z" style="fill:#99674F;"/>
<g id="hairGroup_2_">
<path id="hair_1_" d="M91.55,4.01L91.55,4.01C91.55,4.01,91.54,4.01,91.55,4.01c-0.01,0-0.01,0-0.01,0l0,0 c-19.47,0.1-15.48,22.34-15.48,22.34s2.19,3.85,2.18,3.77c-0.07-3.11,1.17-8.61,2.06-10.95c0.44-1.18,1.67-1.87,2.91-1.64 c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0c3.35,0,6.39-0.43,8.3-0.77 c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,2.13,7.84,2.06,10.95c0,0.08,2.18-3.77,2.18-3.77S111.02,4.11,91.55,4.01z" style="fill:#543930;"/>
<radialGradient id="hair_x5F_highlights_2_" cx="91.5418" cy="105.2266" gradientTransform="matrix(1 0 0 -1.1282 0 141.4383)" gradientUnits="userSpaceOnUse" r="16.3621">
<stop offset="0.7945" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hair_x5F_highlights" d="M107.03,26.35c0,0,3.99-22.24-15.48-22.34l0,0 c0,0,0,0-0.01,0h0c0,0,0,0-0.01,0l0,0c-0.3,0-0.6,0.01-0.89,0.02c-0.58,0.03-1.14,0.07-1.68,0.13c0,0-0.01,0-0.02,0 c-0.04,0.01-0.07,0.01-0.11,0.01C72.45,6.24,76.05,26.35,76.05,26.35s2.19,3.85,2.18,3.77c-0.07-3.11,1.17-8.61,2.06-10.95 c0.44-1.18,1.67-1.87,2.91-1.64c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0 c3.35,0,6.39-0.43,8.3-0.77c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,2.13,7.84,2.06,10.95C104.84,30.2,107.03,26.35,107.03,26.35 z" style="fill:url(#hair_x5F_highlights_2_);"/>
</g>
</g>
<g id="couple_x5F_holding_x5F_hands_x5F_man_x5F_left">
<g id="arm_x5F_left_2_">
<g id="arm_x5F_left_x5F_fill_2_">
<linearGradient id="SVGID_4_" gradientTransform="matrix(-0.9962 -0.0869 0.0869 -0.9962 187.2525 139.6651)" gradientUnits="userSpaceOnUse" x1="143.1861" x2="123.5858" y1="74.6167" y2="41.2751">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4009" style="stop-color:#E0BB95"/>
</linearGradient>
<path d="M46.93,57.48l14.15,23.51c0,0-1.53,2.62-0.39,4.91c1.6,1.15,2.32-2.27,2.94-2.36 c1.19-0.18,3.08,4.56,4.34,4.56c2.41,1.04,3.53-2.18,3.57-4.08c0.91-3.31-5.37-6.79-5.37-6.79c-1.68-3-4.67-9.8-4.67-9.8 c-1.21-3.45-4.82-13.8-4.82-13.8l-9.71-0.25L46.93,57.48z" style="fill:url(#SVGID_4_);"/>
</g>
</g>
<g id="pants_1_">
<g id="pants_10_">
<path d="M22.53,74.61v48.08h5.65l7.87-38.21c0.04-0.24,0.24-0.41,0.46-0.41s0.42,0.17,0.46,0.41 l7.87,38.21h5.65V74.61H22.53z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoes_5_">
<path d="M25.48,124h-4.45c-0.82-0.02-1.41-0.96-1.17-1.78c0.74-2.5,2.99-4.32,5.62-4.32 c2.68,0,4.96,1.9,5.66,4.46c0.22,0.82-0.39,1.63-1.21,1.63C29.93,124,25.48,124,25.48,124z" style="fill:#424242;"/>
<path d="M47.53,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.5-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63C43.08,124,47.53,124,47.53,124z" style="fill:#424242;"/>
</g>
<g id="arm_x5F_left">
<g id="arm_x5F_left_x5F_fill_1_">
<linearGradient id="SVGID_5_" gradientTransform="matrix(1 0 0 1 -40.8976 0)" gradientUnits="userSpaceOnUse" x1="65.2624" x2="45.8034" y1="53.4925" y2="86.5939">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4009" style="stop-color:#E0BB95"/>
</linearGradient>
<path d="M27.99,54.1l-9.7-0.6c0,0-4.5,10-6,13.33c0,0-4.24,6.32-6.17,9.17 c-1.88,1.92-2.36,2.62-3.04,5.19c-0.75,2.83-0.4,4.38-0.04,5.06s2.25,2.46,3.42,1.38c1.24-1.15,1.15-5.22,2.31-4.94 c0.6,0.15-0.16,1.36-0.23,2.56c-0.07,1.2,0.85,1.41,1.5,1.08c0.33-0.17,1.85-2.71,1.85-2.71l0.65-4.21l15.13-21.24L27.99,54.1z" style="fill:url(#SVGID_5_);"/>
</g>
</g>
<g id="shirt_2_">
<g id="shirt_x5F_fill_2_">
<path d="M47.08,44.87c-2.42-0.64-6.65-1.06-10.65-1.06c-4-0.01-8.19,0.42-10.61,1.06 c-7.55,2.01-9.42,5.56-11.67,11.65l8.28,3.2V78h28V59.72l8.37-3.2C56.54,50.43,54.62,46.88,47.08,44.87z" style="fill:#007689;"/>
</g>
</g>
<path id="neck_2_" d="M36.47,40.72h5v5.3c0,2.4-2.03,4.34-4.55,4.34h-0.91c-2.51,0-4.55-1.94-4.55-4.34v-5.3 H36.47z" style="fill:#C48E6A;"/>
<path id="ears_3_" d="M24.27,33.63c-2.36,0-4.28-2.07-4.28-4.6s1.92-4.6,4.28-4.6h24.48 c2.36,0,4.28,2.07,4.28,4.6s-1.92,4.6-4.28,4.6H24.27z" style="fill:#C48E6A;"/>
<path id="head_2_" d="M36.55,43.5c-6.98,0-14.51-5.42-14.51-17.32c0-9.53,5.54-19.82,14.51-19.82 s14.51,10.28,14.51,19.82C51.06,38.08,43.53,43.5,36.55,43.5z" style="fill:#E0BB95;"/>
<g id="eyebrows_2_">
<path d="M47.26,24.06c0,0-0.06-0.08-0.17-0.23c-0.03-0.03-0.05-0.07-0.09-0.11 c-0.05-0.05-0.1-0.09-0.16-0.15c-0.06-0.05-0.12-0.11-0.19-0.17s-0.14-0.1-0.22-0.15s-0.15-0.1-0.24-0.15 c-0.09-0.05-0.17-0.09-0.27-0.14s-0.19-0.09-0.3-0.13s-0.2-0.08-0.32-0.12c-0.22-0.06-0.45-0.13-0.69-0.16 c-0.24-0.05-0.48-0.05-0.73-0.06c-0.24,0.01-0.49,0.02-0.73,0.06c-0.24,0.03-0.47,0.1-0.69,0.16c-0.11,0.04-0.22,0.08-0.32,0.12 c-0.1,0.04-0.2,0.08-0.3,0.13c-0.09,0.05-0.18,0.1-0.27,0.14c-0.08,0.05-0.16,0.1-0.24,0.15l-0.22,0.15 c-0.06,0.05-0.12,0.11-0.17,0.15c-0.05,0.05-0.1,0.09-0.15,0.14c-0.04,0.05-0.08,0.09-0.11,0.13c-0.13,0.16-0.2,0.26-0.2,0.26 c-0.22,0.32-0.15,0.76,0.16,0.98c0.19,0.14,0.43,0.16,0.64,0.09l0.13-0.04c0,0,0.08-0.03,0.22-0.09c0.03-0.01,0.07-0.03,0.11-0.05 c0.04-0.01,0.08-0.03,0.13-0.05c0.09-0.04,0.19-0.08,0.32-0.11c0.06-0.02,0.11-0.04,0.17-0.06c0.06-0.01,0.12-0.03,0.19-0.05 c0.03-0.01,0.06-0.02,0.1-0.03c0.03-0.01,0.07-0.01,0.1-0.02c0.07-0.01,0.14-0.03,0.22-0.04c0.14-0.02,0.3-0.05,0.45-0.05 c0.15-0.02,0.31-0.01,0.46-0.02c0.15,0.01,0.31,0,0.46,0.02c0.15,0.01,0.3,0.04,0.45,0.05c0.07,0.01,0.14,0.03,0.22,0.04 c0.03,0.01,0.07,0.01,0.1,0.02c0.03,0.01,0.06,0.02,0.1,0.03c0.06,0.02,0.13,0.03,0.19,0.05s0.12,0.04,0.17,0.06 c0.06,0.02,0.11,0.03,0.16,0.05c0.05,0.02,0.09,0.03,0.13,0.04s0.08,0.03,0.12,0.04c0.04,0.02,0.09,0.04,0.13,0.06 c0.16,0.08,0.26,0.12,0.26,0.12c0.37,0.15,0.8-0.02,0.95-0.39C47.42,24.51,47.39,24.25,47.26,24.06L47.26,24.06z" style="fill:#AB872F;"/>
<path d="M26.63,25.13c0,0,0.09-0.04,0.26-0.12c0.04-0.02,0.08-0.05,0.13-0.06 c0.04-0.01,0.08-0.02,0.12-0.04c0.04-0.01,0.08-0.03,0.13-0.04c0.05-0.02,0.1-0.03,0.16-0.05c0.06-0.02,0.11-0.04,0.17-0.06 c0.06-0.02,0.12-0.03,0.19-0.05c0.03-0.01,0.06-0.02,0.1-0.03c0.03-0.01,0.07-0.01,0.1-0.02c0.07-0.01,0.14-0.03,0.22-0.04 c0.14-0.02,0.3-0.05,0.45-0.05c0.15-0.02,0.31-0.02,0.46-0.02c0.15,0.01,0.31,0,0.46,0.02c0.15,0.01,0.3,0.04,0.45,0.05 c0.07,0.01,0.14,0.03,0.22,0.04c0.03,0.01,0.07,0.01,0.1,0.02c0.03,0.01,0.06,0.02,0.1,0.03c0.06,0.02,0.13,0.03,0.19,0.05 s0.12,0.04,0.17,0.06c0.11,0.03,0.23,0.07,0.32,0.11c0.05,0.02,0.09,0.04,0.13,0.05c0.04,0.02,0.07,0.03,0.11,0.05 c0.13,0.06,0.22,0.09,0.22,0.09l0.12,0.04c0.37,0.13,0.77-0.06,0.9-0.43c0.08-0.23,0.03-0.46-0.09-0.64c0,0-0.07-0.09-0.2-0.26 c-0.03-0.04-0.07-0.08-0.11-0.13c-0.04-0.04-0.09-0.09-0.15-0.14c-0.05-0.05-0.11-0.1-0.17-0.15c-0.06-0.05-0.13-0.1-0.22-0.15 c-0.07-0.05-0.15-0.1-0.24-0.15c-0.09-0.05-0.17-0.09-0.27-0.14c-0.09-0.05-0.19-0.09-0.3-0.13s-0.2-0.08-0.32-0.12 c-0.23-0.06-0.45-0.13-0.68-0.16c-0.24-0.05-0.48-0.05-0.73-0.06c-0.25,0.01-0.49,0.02-0.73,0.06c-0.24,0.03-0.47,0.1-0.68,0.16 c-0.11,0.04-0.22,0.08-0.32,0.12c-0.1,0.04-0.2,0.08-0.3,0.13c-0.09,0.05-0.18,0.1-0.27,0.14c-0.08,0.05-0.16,0.1-0.24,0.15 l-0.22,0.15c-0.07,0.06-0.13,0.11-0.19,0.17c-0.06,0.05-0.11,0.1-0.16,0.15c-0.04,0.04-0.07,0.08-0.09,0.11 c-0.11,0.14-0.17,0.23-0.17,0.23c-0.23,0.33-0.14,0.78,0.19,1C26.15,25.21,26.41,25.22,26.63,25.13z" style="fill:#AB872F;"/>
</g>
<g id="eyes_2_">
<ellipse cx="43.86" cy="28.12" rx="2.21" ry="2.29" style="fill:#5D4037;"/>
<ellipse cx="29.14" cy="28.12" rx="2.21" ry="2.29" style="fill:#5D4037;"/>
</g>
<path id="mouth_2_" d="M32.93,35.95c1.43,0.85,6.1,0.85,7.53,0c0.82-0.49,1.66,0.26,1.32,1 c-0.34,0.74-2.88,2.43-5.09,2.43c-2.21,0-4.72-1.7-5.06-2.43C31.29,36.21,32.11,35.47,32.93,35.95z" style="fill:#6D4C41;"/>
<path id="nose_2_" d="M34.98,32.37c0.05-0.02,0.09-0.03,0.14-0.04h3.17c0.05,0.01,0.09,0.02,0.14,0.04 c0.29,0.11,0.45,0.41,0.31,0.73c-0.13,0.32-0.77,1.21-2.03,1.21c-1.27,0-1.9-0.89-2.03-1.21C34.53,32.79,34.69,32.49,34.98,32.37z" style="fill:#C48E6A;"/>
<g id="hairGroup_1_">
<path id="hair_2_" d="M36.72,4.01L36.72,4.01C36.71,4.01,36.71,4.01,36.72,4.01c-0.01,0-0.01,0-0.01,0l0,0 c-19.47,0.1-15.48,22.34-15.48,22.34s2.19,3.85,2.18,3.77c-0.07-3.11,1.17-8.61,2.06-10.95c0.44-1.18,1.67-1.87,2.91-1.64 c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0c3.35,0,6.39-0.43,8.3-0.77 c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,2.13,7.84,2.06,10.95c0,0.08,2.18-3.77,2.18-3.77S56.18,4.11,36.72,4.01z" style="fill:#AB872F;"/>
<radialGradient id="hair_x5F_highlights_3_" cx="36.7068" cy="22.7734" gradientTransform="matrix(1 0 0 1.1282 0 -2.9713)" gradientUnits="userSpaceOnUse" r="16.3621">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hair_x5F_highlights_1_" d="M52.19,26.35c0,0,3.99-22.24-15.48-22.34l0,0 c0,0-0.01,0-0.01,0h0c0,0,0,0-0.01,0l0,0c-0.3,0-0.6,0.01-0.89,0.02c-0.58,0.03-1.14,0.07-1.68,0.13c-0.01,0-0.01,0-0.02,0 C34.08,4.17,34.04,4.17,34,4.18C17.62,6.24,21.22,26.35,21.22,26.35s2.19,3.85,2.18,3.77c-0.07-3.11,1.17-8.61,2.06-10.95 c0.44-1.18,1.67-1.87,2.91-1.64c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0 c3.35,0,6.39-0.43,8.3-0.77c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,2.13,7.84,2.06,10.95C50.01,30.2,52.19,26.35,52.19,26.35z" style="fill:url(#hair_x5F_highlights_3_);"/>
</g>
</g>
<g id="couple_x5F_holding_x5F_hands_x5F_fingers_x5F_wmn_x5F_right">
<g id="fingers_x5F_fill_1_">
<path d="M67.34,86.4c-0.16-0.07-0.32-0.11-0.5-0.11c-0.04,0-0.07,0.01-0.11,0.02l0.05-0.1 c0.28-0.62,0.04-1.36-0.55-1.66c-0.16-0.08-0.33-0.12-0.51-0.12c-0.07,0-0.14,0.02-0.21,0.03c0.25-0.6,0.03-1.31-0.53-1.61 c-0.17-0.09-0.35-0.14-0.54-0.14c-0.26,0-0.51,0.1-0.71,0.26c-0.07-0.37-0.29-0.72-0.66-0.91c-0.17-0.09-0.35-0.13-0.53-0.13 c-0.46,0-0.87,0.27-1.07,0.7l-0.92,1.96c-0.29,0.62-0.05,1.39,0.58,1.71c0.17,0.09,0.35,0.13,0.54,0.13 c0.19,0,0.36-0.06,0.52-0.14c0.01,0.1,0,0.2,0.03,0.29c0.1,0.32,0.3,0.58,0.58,0.73c0.17,0.09,0.35,0.14,0.54,0.14 c0.21,0,0.4-0.06,0.57-0.16c0.06,0.39,0.27,0.76,0.63,0.94c0.16,0.08,0.33,0.12,0.51,0.12c0.16,0,0.31-0.04,0.44-0.11 c0.08,0.38,0.3,0.72,0.65,0.89c0.16,0.07,0.32,0.11,0.5,0.11c0.47,0,0.9-0.29,1.09-0.74l0.18-0.42 C68.21,87.45,67.94,86.69,67.34,86.4z" style="fill:#BA8D68;"/>
</g>
<path id="fingers_x5F_stroke_2_" d="M67.56,86.32c0.54-1.78-1.46-2.21-1.46-2.21 c0.28-1.01-1.32-2.17-2.31-1.59c-1.48-1.48-2.52-0.13-2.66,0.81c0,0,0.74-1.13,1.51-0.77c0.52,0.24,0.51,0.74,0.35,1.22 c-0.25,0.75-0.46,1.51-0.46,1.51s0.56-0.95,1.04-1.56c0.16-0.21,0.67-0.63,1.21-0.33c0.54,0.29,0.55,0.96,0.47,1.2 c-0.26,0.82-0.93,1.92-0.93,1.92s0.5-0.51,0.92-0.99c0.33-0.38,0.61-0.62,1.11-0.39c0.54,0.25,0.51,0.86,0.35,1.17 c-0.33,0.66-0.76,1.45-0.76,1.45s0.78-1.19,1.59-0.52c0.51,0.43,0.06,1.48,0.12,1.42C69.09,87.2,67.56,86.32,67.56,86.32z" style="fill:#91674D;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a father and son exploring a forest trail together. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f0e6c5" d="M0 0h25q-1 9 1 18-3 9-3 20-3 3-6-1-3 7 0 16l-1 5-2-1-1-5-1-24-1 3h-1L3 21q0-3 3-3-1-3-2 0l-2-4-2 8z"/><path fill="#f2e8c6" d="M25 0h51l1 9-1 4-3-1 4 3 1 3 1 22v12l-3 1-2-9-2-1q-4-11-5 1v1l-2 1-3-7-1 10q-1-8-3 1l1 1q-3 1-3 4-2-3-2 0-2-3-1-4-2-6-2 0-2 2-1 6l-3 9h-3l1-8q2-7-1-12-1-3 1-5-3-3-4 0l-1 4q-5 1-5 7 0 3 2 1 1 6-2 11-6 2-4-3l-3-5q-2 0-2 3v7q-3-25 0-48-2-9-1-18"/><path fill="#656660" d="M76 0h9v6h-7q-1 1 1 4v8h-1l-1-3-4-3 3 1 1-4z"/><path fill="#969684" d="M89 8V7l2-6z"/><path fill="#a6a087" d="M85 6v4h-6q-2-3-1-4z"/><path fill="#ddd5b2" d="M79 10h6v2l-1 23-3-5-2-12z"/><path fill="#e8e3c2" d="M87 0h9v88q-3-6-5 1l-3-4 2-3 2 1V43L91 9q-3 13-2-1l2-7-2 6z"/><path fill="#555e5b" d="m10 31-6-1q-1 5 1 9-2 3-1 8 1-1 4 1H4v6L2 68v-5L0 23v-1l2-8 2 4q1-3 2 0-3 0-3 3z"/><path fill="#71726f" d="m85 12 1 12-2 13-3-4v2q-3-3 0-5l3 5z"/><path fill="#e1dcb5" d="M0 23a201 201 0 012 49l-2 3z"/><path fill="#929b82" d="M89 8q-1 14 2 1l1 34h-2l-1-2z"/><path fill="#b9bd9f" d="M13 52h-2v-3l-4-1h4l-1-9H5q-2-4-1-9l6 1h1l1-3z"/><path fill="#47464b" d="m78 18 2 12q-3 2 0 5v5h-2z"/><path fill="#bfc49e" d="M89 27v13z"/><path fill="#eeebc4" d="M84 37v8q-3-2-3-5v-7z"/><path fill="#eee7c6" d="M5 39h5l1 9H8q-3-2-4-1-1-5 1-8"/><path fill="#c0c9a6" d="m72 43-1 8-4-7q1-12 5-1"/><path fill="#a67a62" d="M44 46h-2l-2-1 1-4q1-3 4 0-2 2-1 5"/><path fill="#404c4e" d="m72 43 2 1 2 9v1l-2-1-1-1q-2 3-2-1z"/><path fill="#70716c" d="M81 40q0 3 3 5v1q-3 1-2 5-2-6-1-11"/><path fill="#f2f1cd" d="m84 46-1 5h-1q-1-4 2-5"/><path fill="#dad6b2" d="M26 18q-3 23 0 48l-8 2-4-2v-9l2 1 1-5q-3-9 0-16 3 4 6 1 0-11 3-20"/><path fill="#373747" d="m40 45 2 1-2 9h5v3l-1 8h-2q0-12-3-2h-4q3-5 2-11-2 2-2-1 0-6 5-7"/><path fill="#a86049" d="M53 51h-2q0-6 2 0"/><path fill="#868982" d="m84 46 1 6h-2v-1z"/><path fill="#d7d7b2" d="M67 45q-4 6-6 15l-7 2q-2-3-1-5l1-2q0-3 2 0 0-3 3-4l-1-1q2-9 3-1l1-10 3 7z"/><path fill="#5c585b" d="M42 46h2q3 5 1 12v-3h-5z"/><path fill="#2f313f" d="M79 40h2q-1 5 1 11h1v1l-1 24-3-24z"/><path fill="#475450" d="M11 52h2l1 5v9q-3 3 0 7l-2-1-3-11 3-2-2-2z"/><path fill="#505764" d="M51 51h2q-1 1 1 4l-1 2h-3q-1-4 1-6"/><path fill="#828d73" d="m67 44 4 7q0 4 2 1l1 1-1 4-1-2-2 4q-5 1-8 7-3 0-3-2l2-4q2-9 6-15z"/><path fill="#efe9c3" d="m89 41 1 2v2l-1 15z"/><path fill="#5f6d66" d="M90 43h2v40l-2-38z"/><path fill="#7a655b" d="M50 57h3q-1 2 1 5l1 2-4-2-1 3-3 1z"/><path fill="#e2dfbc" d="M83 52h2l-1 23h-1z"/><path fill="#2d303c" d="M85 0h2l2 7v34l-1 38q-1-3-1 0-1 2 1 6-4-1-7 2l-3-3v-5l2-1v-1l3 4q-1-3 1-6V37l2-13-1-12z"/><path fill="#ece4c3" d="m74 53 2 1h2l2 23v1l-3-3h-2l-1 5q-2-2-2 1-3-4-7-5l2-3-3-4-2 4q0-6-2-1-1-4 2-6 3-6 8-7l2-4 1 2z"/><path fill="#d1d3ad" d="m7 48 4 1v3l-1 5 2 2-3 2q4 1 1 4l-6 6V48z"/><path fill="#d17a54" d="M50 65q6 1 4 7l2 4q-7 2-1 3l6 10-8 2h15l2 2 6 3H22q2-3-1-4l8-9-2-1q8-3 17-1 1-3 4-3-11 0-20 2l-3-1q-1-2 1-2l8-3 2-4h-1q-1-3 1-4l3 4 2-1 5-1-4-1v-1h5z"/><path fill="#403c39" d="m42 67 4 1-5 1q-5-3 1-2"/><path fill="#9ca08e" d="M90 45v37l-2 3q-2-4-1-6 0-3 1 0l1-19z"/><path fill="#aeae85" d="M35 64h4q3-10 3 2v1q-6-1-1 2l-2 1-3-4q-2 1-1 4-4 0-6 3l-1-6-4 2-1 7-5 4q-6 1-1 4l-4 1v3h3q-3 2 2 3-4 2-5 5H0V86l6 2 1-5 4-2v-3l3-4v-1q-3-4 0-7l4 2 8-2v-7q0-3 2-3l3 5q-2 5 4 3"/><path fill="#9eaa85" d="M4 54v17l6-6 4 8v1q-4 0-7 4l-1-5q-3 4-4 10l-2-1v-7l2-3q-3-6 0-9v5z"/><path fill="#c67b57" d="M55 64q0 6 5 11l2 8q10 4 19 13h-5l-6-3-2-2H53l8-2-6-10q-6-1 1-3l-2-4q2-6-4-7l1-3z"/><path fill="#696e6a" d="m79 52 4 23h1q-2 3-1 6l-3-4-2-23h-2v-1z"/><path fill="#9c9872" d="m35 70-2 4-8 3q-2 0-1 2-2 1-1 4-4-1-6 1h-1q-5-3 1-4l-1-1 6-3 1-7 4-2 1 6q2-3 6-3"/><path fill="#dedbbd" d="m14 74-3 4v3l-4 2-1 5-6-2v-4l2 1q1-6 4-10l1 5q3-4 7-4"/><path fill="#484c4b" d="m17 84-2 4h-3v-3z"/><path fill="#9b9b76" d="m61 60-2 4q0 2 3 2-3 2-2 6 2-5 2 1l2-4 3 4-2 3q4 1 7 5 0-3 2-1l1-5h2l3 3-2 1v5l3 3 6 9h-6q-9-9-19-13l-2-8q-5-5-5-11l-1-2z"/><path fill="#889573" d="m88 85 3 4q2-7 5-1v8h-9l-6-9q3-3 7-2"/><path fill="#c7825c" d="M22 96h-9q1-3 5-5-5-1-2-3l2-4q2-2 6-1-1-3 1-4l3 1q9-2 20-2-3 0-4 3-9-2-17 1l2 1-8 9q3 1 1 4"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a raven against a pale sky:I'm drawn to the stark contrast between the dark, ominous black of the sky and the vibrant, almost ethereal, light of the raven. The raven's silhouette is a powerful and defined form, its wings catching the light and casting a sense of mystery and power. The pale sky, with its muted hues of grey and deep blues, adds a touch of melancholy and suggests a sense of quiet contemplation. The raven's form is deliberately defined, its beak and eyes conveying a subtle, almost melancholic quality. The overall effect is one of stark contrast and a powerful visual representation of the night sky's vastness and the artist's own inner introspection. | {
"bytes": "",
"path": null
} | Generate code for a svg of a the black of a raven against a pale sky. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f7ecdc" d="M0 0h14l-4 4q2 2 1 5l-1-1-2 2q1 4 3 1l11 10-8 4q-1 5 3 8-3 3-1 6l-6 5q8 0 9 9l6 1v-3l5 1q-3 1 0 2l-6 8 2 1q-8 8-17 12l-9-4z"/><path fill="#f9eede" d="M14 0h80l-2 6 1 2-5 1-4 7q-3-2-6-1l-5 2v5q6-5 4 1v3q3-1 0 2-3-3-4 2l-4-3-2 1q-7-1-3 4l-2 2-8-2-5 1-11 9q-3 3-5 9l-3 3q-3-1 0-2l-5-1v3l-6-1q-1-9-9-9l6-5q-2-3 1-6-4-3-3-8l8-4-11-10q-2 3-3-1l2-2 1 1q1-3-1-5z"/><path fill="#f8ecdc" d="M94 0h2v96H82l-8-5q-3-4-6-5h3q-1-6 2-1 2-5-1-8 5-3 0-6 3-8 0-17l-2-3q6-9-2-14l4-5q-4-1-6 3l-1-1 4-5-2-1 2-1q-3-1-1-2l5 5q1-5 4-2 3-3 0-2v-3q2-6-4-1v-5l5-2q3-1 6 1l4-7 5-1-1-2z"/><path fill="#050505" d="m62 34 2 1-8 4q0 11-10 19v4l-8-2q-6 3-9 8 6 2 11 8l4 2q5-2 9-1l9 8 20 11H0V71l9 4q9-4 17-12l-2-1 6-8 3-3q2-6 5-9l11-9 5-1z"/><path fill="#f7ecdc" d="m67 28 2 1-4 5 1 1q2-4 6-3l-4 5q8 5 2 14l2 3q3 9 0 17 5 3 0 6 3 3 1 8-3-5-2 1h-3q3 1 6 5l-12-6-9-8q-4-1-9 1l-4-2q-5-6-11-8 3-5 9-8l8 2v-4q10-8 10-19l8-4-2-1 2-2q-4-5 3-4"/><path fill="#3f3c38" d="m46 62 6 2h-3v4q-2-4-5-1 0-3 2-5"/></svg> |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white vector icon featuring two pencils and a ruler. | <?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="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 470.021 470.021" style="enable-background:new 0 0 470.021 470.021;" xml:space="preserve">
<g>
<path d="M85.283,62.802c-6.009,0-11.66,2.34-15.91,6.59c-8.771,8.772-8.771,23.047,0.001,31.82c4.25,4.249,9.9,6.589,15.91,6.59
c6.009-0.001,11.659-2.341,15.91-6.591c8.771-8.772,8.771-23.047-0.001-31.82C96.943,65.142,91.293,62.801,85.283,62.802z
M90.587,90.604c-1.417,1.417-3.301,2.197-5.304,2.197c-2.004,0-3.888-0.78-5.304-2.196c-2.924-2.925-2.924-7.684-0.001-10.607
c1.417-1.417,3.301-2.196,5.305-2.196c2.003,0,3.887,0.779,5.303,2.195C93.51,82.922,93.51,87.681,90.587,90.604z"/>
<path d="M400.63,400.647c8.771-8.772,8.771-23.047-0.001-31.82c-4.25-4.249-9.9-6.589-15.909-6.589c-6.01,0-11.66,2.34-15.911,6.59
c-8.771,8.772-8.771,23.047,0.001,31.82c4.25,4.249,9.9,6.59,15.91,6.59C390.729,407.238,396.379,404.897,400.63,400.647z
M379.416,379.435c1.417-1.417,3.301-2.196,5.305-2.196c2.003,0,3.887,0.779,5.303,2.195c2.924,2.925,2.924,7.684,0.001,10.607
c-1.417,1.417-3.301,2.197-5.304,2.197c-2.004,0-3.888-0.78-5.304-2.196C376.493,387.117,376.493,382.358,379.416,379.435z"/>
<path d="M127.168,229.717c1.465,1.464,3.385,2.196,5.304,2.196s3.839-0.732,5.304-2.196c2.929-2.93,2.929-7.678,0-10.607
L18.108,99.443l81.317-81.317l53.032,53.033l-22.981,22.98c-2.929,2.93-2.929,7.678,0,10.607c1.465,1.464,3.385,2.196,5.304,2.196
s3.839-0.732,5.304-2.196l22.981-22.98l20.057,20.058l-22.98,22.98c-2.929,2.93-2.929,7.678,0,10.607
c1.465,1.464,3.385,2.196,5.304,2.196s3.839-0.732,5.304-2.196l22.98-22.98l20.058,20.058l-22.98,22.98
c-2.929,2.93-2.929,7.678,0,10.607c1.465,1.464,3.385,2.196,5.304,2.196s3.839-0.732,5.304-2.196l28.284-28.284
c2.929-2.93,2.929-7.678,0-10.607L104.729,2.216c-2.93-2.928-7.678-2.928-10.607,0L2.198,94.14c-2.929,2.93-2.929,7.678,0,10.607
L127.168,229.717z"/>
<path d="M342.836,240.322c-2.93-2.928-7.678-2.928-10.607,0l-28.284,28.284c-2.929,2.93-2.929,7.678,0,10.607
c1.465,1.464,3.385,2.196,5.304,2.196s3.839-0.732,5.304-2.196l22.98-22.98l20.058,20.058l-22.98,22.98
c-2.929,2.93-2.929,7.678,0,10.607c1.465,1.464,3.385,2.196,5.304,2.196s3.839-0.732,5.304-2.196l22.98-22.98l20.058,20.058
l-22.981,22.98c-2.929,2.93-2.929,7.678,0,10.607c1.465,1.464,3.385,2.196,5.304,2.196s3.839-0.732,5.304-2.196l22.981-22.98
l53.033,53.032l-81.317,81.317L250.912,332.246c-2.93-2.928-7.678-2.928-10.607,0c-2.929,2.93-2.929,7.678,0,10.607l124.97,124.97
c1.465,1.464,3.385,2.196,5.304,2.196s3.839-0.732,5.304-2.196l91.924-91.924c2.929-2.93,2.929-7.678,0-10.607L342.836,240.322z"/>
<path d="M397.34,153.999c0.016-0.016,61.715-61.716,61.715-61.716c14.62-14.621,14.62-38.412,0-53.033l-28.284-28.284
c-14.621-14.619-38.411-14.623-53.034,0l-14.144,14.144c-2.929,2.93-2.929,7.678,0,10.607c2.93,2.928,7.678,2.928,10.607,0
l14.143-14.144c8.773-8.772,23.047-8.772,31.82,0l28.284,28.284c8.772,8.772,8.772,23.047,0,31.819l-30.052,30.053l-65.407-65.407
c-2.93-2.928-7.678-2.928-10.607,0l-26.342,26.342c-0.018,0.018-264.344,264.344-264.344,264.344
c-0.015,0.015-0.027,0.031-0.042,0.047c-0.063,0.064-0.121,0.133-0.181,0.2c-0.592,0.647-1.073,1.388-1.408,2.201l-28.872,70.116
c-0.01,0.024-0.02,0.048-0.029,0.071L0.565,459.665c-1.152,2.8-0.509,6.018,1.632,8.159c1.436,1.435,3.354,2.196,5.306,2.196
c0.961,0,1.93-0.185,2.854-0.564l50.027-20.6c0.019-0.008,0.038-0.016,0.058-0.023l70.124-28.875
c0.817-0.337,1.561-0.821,2.211-1.417c0.063-0.057,0.127-0.111,0.188-0.17c0.016-0.016,0.034-0.029,0.05-0.045L397.34,153.999z
M130.295,399.829c-2.018-3.443-4.489-6.651-7.364-9.527c-5.88-5.88-13.012-9.975-20.57-12.034l195.992-195.992
c2.929-2.93,2.929-7.678,0-10.607c-2.93-2.928-7.678-2.928-10.607,0L91.754,367.66c-2.06-7.559-6.155-14.69-12.035-20.57
c-2.876-2.875-6.084-5.346-9.528-7.364L321.334,88.584l24.748,24.748l-30.052,30.052c-2.929,2.93-2.929,7.678,0,10.607
c1.465,1.464,3.385,2.196,5.304,2.196s3.839-0.732,5.304-2.196l30.052-30.052l24.749,24.748L130.295,399.829z M59.356,433.057
l-22.392-22.391l24.206-58.785c2.888,1.496,5.576,3.449,7.942,5.816c7.088,7.087,10.372,16.711,8.784,25.742
c-0.424,2.409,0.354,4.873,2.083,6.603c1.729,1.729,4.194,2.507,6.603,2.083c9.032-1.588,18.655,1.697,25.742,8.784
c2.367,2.366,4.32,5.054,5.816,7.942L59.356,433.057z M347.685,62.232l60.104,60.104l-15.745,15.744l-60.104-60.104L347.685,62.232
z M30.776,425.692l13.552,13.553l-23.039,9.486L30.776,425.692z"/>
</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": "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",
"path": "emoji_u1f9cd_200d_2642.png"
} | Generate code for a svg of a man standing | <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="arm_1_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="82.2091" x2="82.2091" y1="49.9331" y2="88.4592">
<stop offset="0.5993" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="arm_3_" d="M86.56,90.88c-0.18,0-0.34-0.05-0.46-0.14c-0.53-0.4-0.44-2.61-0.41-3.34 c0.04-1-0.53-2.23-1.08-2.81c-0.28-0.29-0.58-0.44-0.88-0.44h-0.04l-0.11,0.01l-0.13,0.04c-0.67,0.15-0.68,0.98-0.69,1.79 c-0.01,0.56-0.02,1.18-0.2,1.71c-0.1,0.3-0.47,0.31-0.54,0.31c-0.44,0-0.92-0.28-0.94-0.9c0-0.08-0.02-0.18-0.06-0.33 c-0.07-0.35-0.23-1.07-0.15-2.54c0.1-1.76,0.31-3.77,1.11-5.38l0.1-0.19l-5.36-19.3l-2.1-6.87c0.76-0.4,2.6-1.25,4.45-1.25 c2.15,0,3.66,1.14,4.5,3.38c1.38,3.6,2.23,7.95,2.68,13.7c0.35,4.42,0.94,8.1,1.21,8.96c0.08,0.25,0.24,0.76,0.24,0.76 c0.31,1.01,0.43,1.39,1.72,4.1c0.68,1.43,0.41,2.87,0.09,4.54c-0.11,0.56-0.21,1.12-0.29,1.7C89.03,89.66,87.55,90.88,86.56,90.88z" style="fill:url(#arm_1_);"/>
<linearGradient id="arm_4_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="45.7918" x2="45.7918" y1="49.9331" y2="88.4592">
<stop offset="0.5993" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="arm_2_" d="M41.44,90.88c-0.99,0-2.47-1.23-2.64-2.48c-0.08-0.59-0.19-1.16-0.29-1.7 c-0.32-1.67-0.59-3.12,0.08-4.55c1.28-2.69,1.41-3.1,1.71-4.07c0.07-0.22,0.14-0.47,0.25-0.78c0.27-0.81,0.86-4.47,1.22-8.96 c0.46-5.76,1.31-10.11,2.67-13.69c0.85-2.24,2.37-3.37,4.51-3.37c1.86,0,3.7,0.85,4.45,1.24l-2.1,6.85l-5.36,19.31l0.1,0.19 c0.81,1.61,1.01,3.62,1.11,5.38c0.07,1.47-0.08,2.19-0.16,2.54c-0.03,0.15-0.05,0.25-0.05,0.33c-0.03,0.62-0.51,0.9-0.94,0.9 c-0.28,0-0.48-0.11-0.54-0.31c-0.18-0.52-0.19-1.15-0.2-1.7c-0.01-0.81-0.03-1.65-0.77-1.82c0,0-0.18-0.02-0.18-0.02 c-0.33,0-0.62,0.15-0.91,0.44c-0.55,0.57-1.12,1.81-1.08,2.8c0.03,0.73,0.12,2.94-0.42,3.35C41.78,90.84,41.62,90.88,41.44,90.88z" style="fill:url(#arm_4_);"/>
<path d="M70.72,121.41l-5.15-35.06c-0.15-0.76-0.81-1.27-1.56-1.27s-1.41,0.51-1.55,1.22l-5.17,35.11 l-6.2,0.24l-1.03-46.03h27.88l-1.02,46.03L70.72,121.41z" style="fill:#7C7C7C;"/>
<g id="shoes_1_">
<path d="M74.02,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.49-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63h4.45L74.02,124z" style="fill:#424242;"/>
<path d="M53.98,124h-4.45c-0.82-0.02-1.41-0.96-1.17-1.78c0.74-2.49,2.99-4.32,5.62-4.32 c2.68,0,4.96,1.9,5.66,4.46c0.22,0.82-0.39,1.63-1.21,1.63h-4.45V124z" style="fill:#424242;"/>
</g>
<linearGradient id="shirt_1_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="64.015" x2="64.015" y1="41.571" y2="74.9683">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.7047" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#00AB94"/>
</linearGradient>
<path id="shirt_2_" d="M73.67,44.87c-2.41-0.64-5.58-1.06-9.54-1.06h-0.08h-0.08 c-3.96,0-7.18,0.42-9.57,1.06c-7.55,2.01-9.46,6.56-11.71,12.65l7.37,3.2V78h28V60.72l7.28-3.2C83.09,51.43,81.22,46.88,73.67,44.87 z" style="fill:url(#shirt_1_);"/>
<path id="neck_4_" d="M64,40.72h-5v5.3c0,2.4,2.03,4.34,4.54,4.34h0.91c2.51,0,4.54-1.94,4.54-4.34v-5.3H64z" style="fill:#E59600;"/>
<path id="ears" d="M75.97,24.34h-3.23H55.26h-3.23c-2.58,0-4.69,2.25-4.69,5s2.11,5,4.69,5h3.23h17.49h3.23 c2.58,0,4.69-2.25,4.69-5S78.56,24.34,75.97,24.34z" style="fill:#E59600;"/>
<path id="head" d="M64,6.66L64,6.66L64,6.66c-7.62,0-14.69,8.15-14.69,19.89c0,11.67,7.28,17.44,14.69,17.44 s14.69-5.77,14.69-17.44C78.69,14.81,71.62,6.66,64,6.66z" style="fill:#FFCA28;"/>
<g id="hairGroup_3_">
<path id="hair_5_" d="M64.01,4.01L64.01,4.01C64.01,4.01,64,4.01,64.01,4.01c-0.01,0-0.01,0-0.01,0l0,0 c-19.47,0.1-15.48,22.34-15.48,22.34s1.05,3.85,1.05,3.77c0,0,2.31-8.61,3.19-10.95c0.44-1.18,1.67-1.87,2.91-1.64 c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0c3.35,0,6.39-0.43,8.3-0.77 c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,3.18,10.95,3.18,10.95c0,0.08,1.06-3.77,1.06-3.77S83.48,4.11,64.01,4.01z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_1_" cx="64.0008" cy="20.887" gradientTransform="matrix(1 0 0 1.1282 0 -0.8431)" gradientUnits="userSpaceOnUse" r="16.3617">
<stop offset="0.7945" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights" d="M79.49,26.35c0,0,3.99-22.24-15.48-22.34l0,0c0,0,0,0-0.01,0h0 c0,0,0,0-0.01,0l0,0c-0.3,0-0.6,0.01-0.89,0.02c-0.58,0.03-1.14,0.07-1.68,0.13c-0.01,0-0.01,0-0.02,0 c-0.04,0.01-0.08,0.01-0.11,0.01C44.91,6.24,48.51,26.35,48.51,26.35s1.05,3.85,1.05,3.77c0,0,2.31-8.61,3.19-10.95 c0.44-1.18,1.67-1.87,2.91-1.64c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0 c3.35,0,6.39-0.43,8.3-0.77c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,3.18,10.95,3.18,10.95C78.42,30.2,79.49,26.35,79.49,26.35z" style="fill:url(#hairHighlights_1_);"/>
</g>
<path id="mouth_4_" d="M67.69,35.99c-1.4,0.83-5.97,0.83-7.37,0c-0.8-0.48-1.62,0.25-1.29,0.98 c0.33,0.72,2.82,2.38,4.98,2.38c2.16,0,4.62-1.66,4.95-2.38C69.3,36.24,68.49,35.51,67.69,35.99z" style="fill:#795548;"/>
<path id="nose_4_" d="M65.69,32.4c-0.05-0.02-0.09-0.03-0.14-0.04h-3.1c-0.05,0.01-0.1,0.02-0.14,0.04 c-0.28,0.11-0.44,0.4-0.3,0.72S62.76,34.3,64,34.3c1.24,0,1.86-0.87,1.99-1.18C66.13,32.81,65.97,32.52,65.69,32.4z" style="fill:#E59600;"/>
<g id="eyes_4_">
<ellipse cx="56.8" cy="28.33" rx="2.16" ry="2.24" style="fill:#404040;"/>
<ellipse cx="71.2" cy="28.33" rx="2.16" ry="2.24" style="fill:#404040;"/>
</g>
<g id="eyebrows_4_">
<path d="M68,24.32c0.41-0.54,1.36-1.34,3.21-1.34s2.8,0.79,3.21,1.34c0.18,0.24,0.14,0.52,0.01,0.69 c-0.12,0.16-0.46,0.3-0.84,0.17c-0.38-0.13-1.13-0.51-2.37-0.52c-1.25,0.01-1.99,0.39-2.37,0.52c-0.38,0.13-0.73-0.01-0.84-0.17 C67.86,24.83,67.82,24.56,68,24.32z" style="fill:#6D4C41;"/>
<path d="M53.59,24.32c0.41-0.54,1.36-1.34,3.21-1.34s2.8,0.79,3.21,1.34c0.18,0.24,0.14,0.52,0.01,0.69 c-0.12,0.16-0.46,0.3-0.84,0.17c-0.38-0.13-1.13-0.51-2.37-0.52c-1.25,0.01-1.99,0.39-2.37,0.52c-0.38,0.13-0.73-0.01-0.84-0.17 C53.45,24.83,53.41,24.56,53.59,24.32z" style="fill:#6D4C41;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "e27f0f9f3d2c0114664fc1176ac6329e0e96b25fc8bf2c80d41e7293deb70997.png"
} | Generate code for a svg of a a close up of a red button with a white speaker and a cross | <svg enable-background="new 0 0 512 512" id="Layer_1" version="1.1" viewBox="0 0 512 512" xml:space="preserve" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><g><g><linearGradient gradientUnits="userSpaceOnUse" id="SVGID_1_" x1="0.0000038" x2="512" y1="256" y2="256"><stop offset="0" style="stop-color:#E24263"/><stop offset="1" style="stop-color:#DD1E47"/></linearGradient><circle cx="256" cy="256" fill="url(#SVGID_1_)" r="256"/><linearGradient gradientUnits="userSpaceOnUse" id="SVGID_2_" x1="42.6666679" x2="469.3333435" y1="256.0005188" y2="256.0005188"><stop offset="0" style="stop-color:#DD1E47"/><stop offset="1" style="stop-color:#E24263"/></linearGradient><path d="M256,469.3338623c-117.6314697,0-213.3333282-95.7023926-213.3333282-213.3333435 c0-117.6314545,95.7018585-213.333313,213.3333282-213.333313c117.6357422,0,213.3333435,95.7018661,213.3333435,213.333313 C469.3333435,373.6314697,373.6357422,469.3338623,256,469.3338623z" fill="url(#SVGID_2_)"/></g><g><path d="M144,227.1365356v73.7290649c0,5.5226746,4.4773407,10,10,10h29.7973328v-93.7290649H154 C148.4773407,217.1365356,144,221.6138611,144,227.1365356z" opacity="0.3"/><path d="M266.9722595,166.8618622l-73.7610626,50.2736053v93.7290649l73.7610626,50.2730713 c6.2810669,4.5759888,15.1013489,0.0890503,15.1013489-7.6821289l-0.0005493-178.9114685 C282.0730591,166.7722626,273.2533264,162.2858582,266.9722595,166.8618622z" opacity="0.3"/><polygon opacity="0.3" points="383.9995728,231.5797272 376.9290771,224.5098724 344.5098572,256.9290771 312.0906677,224.5098724 305.0202637,231.5797272 337.4395447,263.9994812 305.0202637,296.4186707 312.0906677,303.4890747 344.5098572,271.0698547 376.9290771,303.4890747 383.9995728,296.4186707 351.5802612,263.9994812 "/></g><g><path d="M136,219.1365356v73.7290649c0,5.5226746,4.4773407,10,10,10h29.7973328v-93.7290649H146 C140.4773407,209.1365356,136,213.6138611,136,219.1365356z" fill="#FFFFFF"/><path d="M258.9722595,158.8618622l-73.7610626,50.2736053v93.7290649l73.7610626,50.2730713 c6.2810669,4.5759888,15.1013489,0.0890503,15.1013489-7.6821289l-0.0005493-178.9114685 C274.0730591,158.7722626,265.2533264,154.2858582,258.9722595,158.8618622z" fill="#FFFFFF"/><polygon fill="#FFFFFF" points="375.9995728,223.5797272 368.9290771,216.5098724 336.5098572,248.9290619 304.0906677,216.5098724 297.0202637,223.5797272 329.4395447,255.9994659 297.0202637,288.4186707 304.0906677,295.4890747 336.5098572,263.0698547 368.9290771,295.4890747 375.9995728,288.4186707 343.5802612,255.9994659 "/></g></g></svg> | |
Okay, here's a concise summary of my thoughts on drawing a right anger bubble:I'm drawn to the concept of a right anger bubble, a visual representation of a feeling of intense, uncontrolled anger. It's a powerful and evocative image that can be used to convey a range of emotions, from frustration and frustration to anger and even a sense of intense, uncontrolled rage.My primary goal is to create a visual that is both visually striking and emotionally resonant. I aim to capture the feeling of a person experiencing a powerful and often overwhelming anger, rather than simply depicting a physical object. The bubble itself is a visual element, representing the intensity of the emotion, and the surrounding elements contribute to the overall effect. | {
"bytes": "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",
"path": "emoji_u1f5ef.png"
} | Generate code for a svg of a right anger bubble | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M109.3,53.2l6.6-10.4l-9.1-4c-1.3-0.4-2.4-1.2-3.1-2.5s-0.7-2.8-0.2-4.2l5.2-14.5L93,26 c-1.3,0.6-2.8,0.5-4,0s-2.1-1.5-2.5-2.7l-4-7.8l-6.7,6.3c-1.9,1.6-4.5,1.5-6.4,0L54.5,9.6l-7.2,12.1c-1.2,2.3-4.1,3.2-6.5,2.1 l-18.3-8.7l4.1,14.5c0.4,1.3,0.2,2.8-0.6,4c-0.7,1.2-1.9,2-3.3,2.2L15.9,37l3.1,5.6c0.8,1,1.1,2.3,0.9,3.6c-0.2,1.4-1,2.7-2.2,3.4 l-9.3,6l12.4,6.1c1.5,0.7,2.5,2,2.8,3.5s-0.1,3-1.1,4.2l-5.4,7.8l7.8,1.3c1.6,0.2,3,1.2,3.8,2.6c0.8,1.5,0.8,3.2,0,4.7L12,115.7 l30.9-21.5c1.2-0.9,2.8-1.1,4.2-0.7s2.6,1.5,3.2,2.9l0.1,0.3l1.9,6.4L67,94c1.6-1.1,3.8-1.1,5.4-0.1l11.7,7.1l1.6-6.7 c0.2-1.4,1.1-2.7,2.3-3.4c1.3-0.8,2.9-0.9,4.3-0.4l16.9,6.3L103.8,81c-0.6-1.3-0.5-2.8,0.1-4.1c0.6-1.3,1.8-2.3,3.2-2.6l13.1-3.9 l-10.7-10.9C107.9,57.9,107.9,55.1,109.3,53.2z" style="fill:#FFFFFF;"/>
<path d="M126,67.9l-11.5-11.6l7.3-11.5l0.1-0.1c0.8-1.3,0.8-3,0.2-4.4c-0.6-1.3-1.7-2.2-3.1-2.6l-9.5-4.2 l5.8-16.1c0.8-1.8,0.4-3.9-1-5.4s-3.6-1.9-5.5-1.1l-17.2,9.2l-4.4-8.6c-0.5-1.4-1.5-2.3-2.8-2.7c-1.5-0.5-3.3,0-4.6,1.1l-7.1,6.7 L57.5,4.2c-1.2-1-2.7-1.4-4.2-1.1s-2.7,1.2-3.4,2.5L42.6,18L23,8.7c-1.8-0.8-3.8-0.6-5.3,0.7s-2.1,3.2-1.6,5.1l4.4,15.7l-7.3,1.2 c-1.7,0.3-3.2,1.5-3.8,3.2c-0.6,1.5-0.3,3.3,0.7,4.6l3.3,6l-9.9,6.4c-1.5,1-2.4,2.8-2.2,4.6s1.3,3.3,2.9,4l12.9,6.3L11,75.4 c-1.1,1.3-1.5,2.9-0.9,4.4c0.6,1.6,2.2,2.8,4.2,3l8.4,1.4L4.4,116.8c-1.1,2-0.7,4.5,1,6.1c0.9,0.8,2.1,1.3,3.3,1.3 c1,0,2-0.3,2.8-0.9L45,100l1.9,6.3l0.1,0.3c0.6,1.4,1.7,2.4,3.2,2.9c1.4,0.4,2.9,0.2,4.1-0.7l15.4-9.4l12.4,7.5 c1.4,0.9,3.2,1.1,4.7,0.4s2.6-2.1,2.8-3.7l1.6-6.9l17.9,6.7c1.9,0.7,4,0.2,5.3-1.3c1.3-1.4,1.7-3.5,0.9-5.3l-5.8-16.9l13.8-4.1 c1.6-0.4,2.9-1.6,3.4-3.2C127.4,71,127.1,69.2,126,67.9z M107.1,74.4c-1.4,0.4-2.6,1.3-3.2,2.6c-0.6,1.3-0.7,2.8-0.1,4.1l5.4,15.8 l-16.9-6.3c-1.4-0.5-3-0.4-4.3,0.4c-1.2,0.8-2.1,2-2.3,3.4l-1.6,6.7L72.4,94c-1.7-1.1-3.8-1.1-5.4,0.1l-14.8,9l-1.9-6.4l-0.1-0.3 C49.6,95,48.5,94,47,93.5s-3-0.2-4.2,0.7l-30.9,21.5l16.7-29.9c0.8-1.5,0.8-3.2,0-4.7c-0.8-1.4-2.2-2.4-3.8-2.6L17,77.2l5.4-7.8 c1-1.2,1.4-2.7,1.1-4.2c-0.3-1.6-1.4-2.9-2.8-3.5L8.4,55.6l9.3-6c1.2-0.8,2-2,2.2-3.4c0.2-1.3-0.2-2.6-0.9-3.6L15.9,37l6.9-1.2 c1.4-0.2,2.6-1.1,3.3-2.2c0.7-1.2,0.9-2.6,0.6-4l-4.1-14.5l18.3,8.7c2.4,1.1,5.2,0.2,6.5-2.1l7.2-12.1l14.9,12.2 c1.8,1.6,4.5,1.6,6.4,0l6.7-6.2l4,7.8c0.4,1.2,1.4,2.2,2.5,2.7c1.3,0.6,2.8,0.6,4,0l15.7-8.4l-5.2,14.5c-0.6,1.3-0.5,2.9,0.2,4.2 c0.6,1.2,1.7,2.1,3.1,2.5l9.1,4l-6.6,10.4c-1.4,1.8-1.4,4.6,0.1,6.4l10.7,10.9L107.1,74.4z" style="fill:#2F2F2F;"/>
</svg> |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white illustration of a book with a marker. | <?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="31.459px" height="31.459px" viewBox="0 0 31.459 31.459" style="enable-background:new 0 0 31.459 31.459;"
xml:space="preserve">
<g>
<polygon points="13.18,4.483 13.18,15.898 11.688,14.944 10.197,16.906 10.197,4.785 8.945,4.912 8.58,4.662 25.79,2.794
25.77,2.601 8.335,4.493 8.033,4.285 25.441,2.382 25.42,2.189 7.787,4.118 7.452,3.888 25.133,1.932 25.111,1.739 7.208,3.719
6.835,3.462 24.743,1.471 24.721,1.279 6.591,3.294 6.186,3.016 6.765,2.957 25.189,0.953 24.514,0 4.367,2.135 4.367,2.427
4.367,3.205 4.367,28.863 8.016,31.439 8.016,31.459 27.088,29.523 27.092,3.072 "/>
</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": "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",
"path": "emoji_u1f468_1f3fc_200d_2764_200d_1f468_1f3fc.png"
} | Generate code for a svg of a couple with heart: man, man, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<linearGradient id="SVGID_1_" gradientUnits="userSpaceOnUse" x1="97.2363" x2="97.2363" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#009E89"/>
<stop offset="1" style="stop-color:#00BFA5"/>
</linearGradient>
<path d="M101,111.11h-3.76h-3.76C84.78,110.45,71.91,114.36,69,124h28.23h28.23 C122.57,114.36,109.69,110.45,101,111.11z" style="fill:url(#SVGID_1_);"/>
<path id="neck" d="M97,117.83L97,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C103.8,114.79,100.75,117.83,97,117.83z" style="fill:#C48E6A;"/>
<g id="face_121_">
<g id="ears_152_">
<path d="M112,79.66l-5.18,0.64l-28.03,3.44l-5.18,0.64c-4.14,0.51-7.08,4.53-6.54,8.94 c0.54,4.41,4.37,7.6,8.51,7.09l5.18-0.64l28.03-3.44l5.18-0.64c4.14-0.51,7.08-4.53,6.54-8.94 C119.97,82.35,116.14,79.16,112,79.66z" style="fill:#C48E6A;"/>
</g>
<g id="head_344_">
<path d="M89.33,53.67L89.33,53.67L89.33,53.67c-12.22,1.5-21.94,15.96-19.63,34.77 c2.3,18.71,15.09,26.52,26.97,25.07c11.88-1.46,22.4-12.14,20.11-30.85C114.47,63.85,101.55,52.17,89.33,53.67z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows_174_">
<path d="M74.86,84.31c1.85-3.44,7.08-4.19,10.05-1.82c0.51,0.41,1.07,0.96,0.81,1.68 c-0.29,0.8-1.08,0.77-1.75,0.59c-1.79-0.48-3.59-0.57-5.38,0.03c-0.77,0.26-1.41,0.67-2.13,1.03 C75.49,86.3,74.33,85.37,74.86,84.31z" style="fill:#AB872F;"/>
<path d="M107.69,82c-1.65-0.49-3.28-0.69-4.99-0.28c-0.77,0.19-1.52,0.49-2.22,0.87 c-0.55,0.3-1.14,0.75-1.79,0.42c-1.86-0.97,0.95-3.28,1.8-3.78c1.84-1.08,4.16-1.28,6.15-0.53c0.79,0.3,1.67,0.76,2.2,1.44 C109.51,80.98,108.83,82.3,107.69,82z" style="fill:#AB872F;"/>
</g>
<g id="eyes_171_">
<ellipse cx="80.86" cy="89.34" rx="3.49" ry="3.61" style="fill:#5D4037;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -10.2849 10.5202)"/>
<ellipse cx="104.22" cy="86.47" rx="3.49" ry="3.61" style="fill:#5D4037;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -9.7613 13.3453)"/>
</g>
<path id="nose_173_" d="M96.04,94.06c-0.08-0.02-0.16-0.03-0.23-0.03l-4.97,0.61 c-0.07,0.02-0.15,0.05-0.22,0.09c-0.43,0.24-0.62,0.73-0.34,1.21c0.27,0.47,1.43,1.74,3.43,1.5c1.99-0.24,2.81-1.76,2.96-2.28 C96.82,94.63,96.52,94.19,96.04,94.06z" style="fill:#C48E6A;"/>
<path id="mouth_99_" d="M99.94,99.35c-2.07,1.61-9.41,2.51-11.81,1.45c-1.38-0.61-2.55,0.72-1.87,1.83 c0.66,1.08,4.99,3.25,8.45,2.83c3.46-0.42,7.08-3.57,7.47-4.78C102.57,99.44,101.13,98.43,99.94,99.35z" style="fill:#6D4C41;"/>
</g>
<g id="hair">
<path id="hair_588_" d="M88.81,49.43L88.81,49.43c0,0-0.01,0-0.01,0c0,0-0.01,0-0.01,0l0,0 C56.9,53.53,67.91,89.17,67.91,89.17s1.89,3.58,2.75,5.16c0.12,0.23,0.47,0.16,0.49-0.1c0.31-3.13,0.44-14.24,1.27-17.67 c0.49-2.03,2.36-3.39,4.44-3.28c5.19,0.28,13.86-0.41,13.88-0.42c5.5-0.67,11.38-1.99,14.44-2.94c1.99-0.62,4.14,0.26,5.1,2.11 c1.63,3.12,5.39,13.57,6.46,16.57c0.09,0.25,0.44,0.23,0.5-0.03l1.43-5.64C118.68,82.93,120.74,45.69,88.81,49.43z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_2_" cx="117.7891" cy="8.9382" gradientTransform="matrix(0.9925 -0.1219 0.1375 1.1198 -25.6297 84.0271)" gradientUnits="userSpaceOnUse" r="26.9515">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_1_" d="M118.68,82.93c0,0,2.06-37.25-29.87-33.5l0,0 c0,0-0.01,0-0.01,0l0,0c0,0-0.01,0-0.01,0l0,0c-0.5,0.06-0.98,0.13-1.46,0.21c-0.95,0.16-1.85,0.34-2.72,0.56 c-0.01,0-0.02,0-0.03,0.01c-0.06,0.02-0.12,0.03-0.18,0.05c-26.45,6.68-16.49,38.91-16.49,38.91l2.75,5.13 c0.12,0.23,0.46,0.16,0.49-0.1c0.31-3.16,0.44-14.22,1.27-17.65c0.49-2.03,2.36-3.4,4.44-3.28c3.2,0.18,8.26,0.27,13.76-0.4 c0.02,0,1.03-0.01,1.05-0.01c0.02,0,0.04,0,0.06-0.01c5.5-0.67,10.39-1.99,13.45-2.94c1.99-0.62,4.14,0.26,5.1,2.11 c1.64,3.14,5.42,13.66,6.47,16.61c0.09,0.24,0.43,0.23,0.5-0.02C117.7,86.88,118.68,82.93,118.68,82.93z" style="fill:url(#hairHighlights_2_);"/>
</g>
</g>
<g>
<linearGradient id="SVGID_2_" gradientUnits="userSpaceOnUse" x1="30.7366" x2="30.7366" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#006C7D"/>
<stop offset="1" style="stop-color:#007689"/>
</linearGradient>
<path d="M34.5,111.11h-3.76h-3.76C18.28,110.45,5.41,114.36,2.5,124h28.23h28.23 C56.07,114.36,43.19,110.45,34.5,111.11z" style="fill:url(#SVGID_2_);"/>
<path id="neck_1_" d="M30.5,117.83L30.5,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54H37.3v4.54 C37.3,114.79,34.25,117.83,30.5,117.83z" style="fill:#C48E6A;"/>
<g id="face_1_">
<g id="ears_1_">
<path d="M53.36,84.31l-5.18-0.64l-28.03-3.44l-5.18-0.64c-4.14-0.51-7.97,2.68-8.51,7.09 s2.4,8.43,6.54,8.94l5.18,0.64l28.03,3.44l5.18,0.64c4.14,0.51,7.97-2.68,8.51-7.09S57.5,84.81,53.36,84.31z" style="fill:#C48E6A;"/>
</g>
<g id="head_1_">
<path d="M37.09,53.6L37.09,53.6L37.09,53.6C24.87,52.1,11.95,63.78,9.64,82.58 c-2.3,18.71,8.23,29.39,20.11,30.85s24.68-6.36,26.97-25.07C59.03,69.56,49.31,55.1,37.09,53.6z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows_1_">
<path d="M16.21,79.83c2.62-2.89,7.89-2.36,10.19,0.67c0.4,0.52,0.81,1.19,0.38,1.83 c-0.47,0.71-1.23,0.49-1.84,0.15c-1.62-0.9-3.34-1.42-5.22-1.27c-0.81,0.06-1.53,0.31-2.32,0.48 C16.33,81.91,15.43,80.73,16.21,79.83z" style="fill:#AB872F;"/>
<path d="M48.62,85.53c-1.48-0.87-3.02-1.46-4.77-1.48c-0.8-0.01-1.59,0.1-2.36,0.3 c-0.61,0.16-1.28,0.46-1.83-0.03c-1.57-1.39,1.71-2.95,2.66-3.23c2.04-0.6,4.34-0.24,6.1,0.97c0.7,0.48,1.44,1.14,1.79,1.93 C50.63,84.98,49.65,86.1,48.62,85.53z" style="fill:#AB872F;"/>
</g>
<g id="eyes_1_">
<ellipse cx="20.81" cy="86.16" rx="3.61" ry="3.49" style="fill:#5D4037;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -67.2451 96.3117)"/>
<ellipse cx="44.16" cy="89.03" rx="3.61" ry="3.49" style="fill:#5D4037;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -49.5811 122.0129)"/>
</g>
<path id="nose_1_" d="M34.4,94.42c-0.07-0.04-0.14-0.07-0.22-0.09l-4.97-0.61c-0.08,0-0.16,0.01-0.23,0.03 c-0.47,0.13-0.78,0.56-0.63,1.09c0.15,0.52,0.97,2.04,2.96,2.28c1.99,0.24,3.15-1.03,3.43-1.5C35.02,95.15,34.83,94.66,34.4,94.42 z" style="fill:#C48E6A;"/>
<path id="mouth_1_" d="M36.9,100.49c-2.4,1.06-9.73,0.16-11.81-1.45c-1.19-0.92-2.65,0.09-2.26,1.32 c0.38,1.21,4.06,4.36,7.52,4.79s7.74-1.75,8.4-2.84C39.43,101.21,38.28,99.88,36.9,100.49z" style="fill:#6D4C41;"/>
</g>
<g>
<path id="hair_2_" d="M38.17,49.36L38.17,49.36c0,0-0.01,0-0.01,0c0,0-0.01,0-0.01,0l0,0 C6.22,45.61,8.28,82.86,8.28,82.86s0.97,3.93,1.42,5.67c0.06,0.25,0.41,0.27,0.5,0.02c1.06-2.96,3.87-13.71,5.51-16.84 c0.97-1.85,3.11-2.72,5.1-2.11c4.96,1.53,13.55,2.95,13.57,2.95c5.5,0.67,11.53,0.83,14.72,0.64c2.08-0.12,3.95,1.25,4.44,3.28 c0.83,3.42,1.94,14.47,2.25,17.64c0.03,0.26,0.37,0.33,0.49,0.1l2.76-5.13C59.05,89.09,70.06,53.45,38.17,49.36z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_3_" cx="20.4835" cy="143.9085" gradientTransform="matrix(0.9925 0.1219 -0.1375 1.1198 33.9053 -84.0393)" gradientUnits="userSpaceOnUse" r="26.9515">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights" d="M59.05,89.09c0,0,11.01-35.64-20.88-39.73l0,0 c0,0-0.01,0-0.01,0l0,0c0,0-0.01,0-0.01,0l0,0c-0.5-0.06-0.98-0.11-1.46-0.15c-0.96-0.08-1.88-0.12-2.78-0.12 c-0.01,0-0.02,0-0.03,0c-0.06,0-0.12,0-0.19,0C6.42,49.18,8.28,82.86,8.28,82.86l1.43,5.65c0.06,0.25,0.41,0.27,0.5,0.03 c1.07-2.99,3.87-13.7,5.5-16.82c0.97-1.85,3.11-2.73,5.1-2.11c3.06,0.95,7.95,2.26,13.45,2.94c0.02,0,1,0.24,1.02,0.25 c0.02,0,0.04,0.01,0.06,0.01c5.5,0.67,10.56,0.58,13.76,0.4c2.08-0.12,3.95,1.25,4.44,3.28c0.83,3.44,1.95,14.57,2.26,17.68 c0.02,0.26,0.36,0.32,0.49,0.1C57.15,92.69,59.05,89.09,59.05,89.09z" style="fill:url(#hairHighlights_3_);"/>
</g>
</g>
<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a red metal benches along the station's waiting area. | <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="#faf9f2" d="M0 0h96v95l-18-7q-3-3-4-7l-33-5 4-5h2l8-2-10-2-1-5q-4-2-9-1-13-2-25-1-1 2 1 3-1 3 1 7l1 2 1 1v3L0 77z"/><path fill="#f2b5af" d="M35 61h-1q-13-1-23 2-2-1-1-3 12-1 25 1"/><path fill="#ef3536" d="M34 61v2H11q10-3 23-2"/><path fill="#e3867d" d="M11 63h23v1q-12-1-22 1v5q-2-4-1-7"/><path fill="#ee6b53" d="M12 65q10-1 22 1l-21 4v2l-1-2z"/><path fill="#ec6356" d="M34 61q5-1 9 1l1 5h-9l-1-3z"/><path fill="#ea4235" d="M12 65q10-2 22-1l1 3h10q-1 3-4 1v2H13l21-4q-12-2-22-1"/><path fill="#dd756d" d="m45 67 10 2-8 2q-3-2-6-1v-2q3 2 4-1"/><path fill="#f02527" d="M13 70h28q3-1 6 1h-2q-3-1-5 1h-5q-6-1-10 1H14l-1-1z"/><path fill="#923f3e" d="m24 73-2 2q-2 0-1 2v3l-2 2v-5l1-3q-4-1-6 2v-3z"/><path fill="#f5f2e7" d="M24 73h9v3l-12-1z"/><path fill="#914541" d="M40 72q2-2 5-1l-3 6v3q-3-1-2-3l-4-3-1-2h3q1 3 4 0z"/><path fill="#dfba96" d="M38 72h4q-3 3-4 0"/><path fill="#f0ece7" d="M19 77h-3l-2-1q2-3 6-2z"/><path fill="#e5d8cd" d="m36 74 4 3h-5z"/><path fill="#cc847f" d="M25 73q4-2 10-1l1 2-1 3H21q-1-2 1-2l12 1v-3z"/><path fill="#db7a75" d="m14 76 2 1-16 1v-1z"/><path fill="#de3737" d="M16 77h3v5l2-2q12 3 24 0h-3v-3l32 4q1 4 4 7l18 7v1H0V78z"/><path fill="#b43035" d="M21 77h19q-1 2 2 3h3q-12 3-24 0z"/></svg> | |
{
"bytes": "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",
"path": "75669e37831e036caf8ec6f5a3750033b8c75439bd764dafa28e0246424c66e2.png"
} | Generate code for a svg of a a black and white photo of a crescent with a star | <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24"><path d="M12,18C11.11,18 10.26,17.8 9.5,17.45C11.56,16.5 13,14.42 13,12C13,9.58 11.56,7.5 9.5,6.55C10.26,6.2 11.11,6 12,6A6,6 0 0,1 18,12A6,6 0 0,1 12,18M20,8.69V4H15.31L12,0.69L8.69,4H4V8.69L0.69,12L4,15.31V20H8.69L12,23.31L15.31,20H20V15.31L23.31,12L20,8.69Z"/></svg> | |
{
"bytes": "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",
"path": "07a6c230ac950161e6534257352c37ec5a460329581c36b7ff338c34911b0718.png"
} | Generate code for a svg of a there is a small dog flying a kite in the sky | <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="612px" height="792px" viewBox="0 0 612 792" enable-background="new 0 0 612 792" xml:space="preserve">
<g>
<g>
<path fill="#4157A7" d="M63.651,103.364c28.172,0,51.125,3.868,52.217,8.711h7.318c0-7.545-26.858-13.661-59.992-13.661
c-33.133,0-59.991,6.116-59.991,13.661h8.231C12.526,107.232,35.479,103.364,63.651,103.364z"/>
<g>
<path fill="#764E2A" d="M28.002,122.363h5.958l-0.908-4.555l0.078-0.016c-0.174-2.411,0.869-4.477,2.57-4.839l10.227-2.175
l-1.439-7.217l-15.099,3.012l0.008,0.04c-2.504,0.699-3.962,2.592-3.263,6.098L28.002,122.363z"/>
<path fill="#764E2A" d="M80.886,104.616c1.71-0.318,3.465,1.19,4.23,3.483l0.078-0.016l2.848,14.279h6.028l-4.441-21.639
c-0.7-3.507-2.772-4.694-5.354-4.381l-0.007-0.038l-15.1,3.011l1.438,7.215L80.886,104.616z"/>
<path fill="#8B5F3D" d="M34.844,122.363h52.345l-7.686-38.536c-1.296-6.499-8.184-10.604-15.385-9.168l-24.266,4.839
c-7.202,1.436-11.988,7.869-10.691,14.368L34.844,122.363z"/>
<path fill="#D2D3D4" d="M39.083,122.173c0.017,0.065,0.035,0.126,0.053,0.19h30.773l3.046-0.607
c7.115-1.419,9.619-1.825,8.521-7.332l-5.455-27.356c-1.099-5.505-7.756-8.819-14.87-7.4l-16.595,3.309
c-7.114,1.419-11.991,7.034-10.894,12.539L39.083,122.173z"/>
<g>
<path fill="#A8AAAD" d="M64.581,96.584c1.705-2.548,4.916-3.392,7.173-1.884l6.68,4.466l2.522,12.646
c-1.42,0.502-2.963,0.412-4.216-0.426l-11.155-7.456C63.327,102.422,62.877,99.133,64.581,96.584z"/>
<g>
<ellipse transform="matrix(-0.1956 -0.9807 0.9807 -0.1956 -14.9032 187.677)" fill="#C3996C" cx="69.52" cy="99.951" rx="4.833" ry="4.72"/>
<ellipse transform="matrix(-0.1956 -0.9807 0.9807 -0.1956 -14.9048 187.6735)" fill="#595A5C" cx="69.519" cy="99.95" rx="3.783" ry="3.552"/>
</g>
</g>
<g>
<path fill="#A8AAAD" d="M47.878,99.915c-2.551-1.7-5.84-1.247-7.346,1.011l-4.457,6.688l2.522,12.646
c1.504-0.082,2.893-0.756,3.73-2.011l7.441-11.165C51.275,104.825,50.429,101.615,47.878,99.915z"/>
<g>
<ellipse transform="matrix(-0.1956 -0.9807 0.9807 -0.1956 -49.5576 169.1853)" fill="#C3996C" cx="44.608" cy="104.917" rx="4.833" ry="4.72"/>
<ellipse transform="matrix(-0.1956 -0.9807 0.9807 -0.1956 -49.5585 169.1837)" fill="#595A5C" cx="44.609" cy="104.917" rx="3.783" ry="3.55"/>
</g>
</g>
<path fill="#595A5C" d="M62.194,111.751c0.223,1.114-0.425,2.184-1.442,2.386l-1.786,0.356c-1.02,0.203-2.025-0.536-2.247-1.65
l0,0c-0.223-1.113,0.425-2.182,1.442-2.384l1.786-0.356C60.965,109.899,61.973,110.638,62.194,111.751L62.194,111.751z"/>
<path fill="#595A5C" d="M51.222,117.058c-0.007,0.191,0.002,0.39,0.043,0.593c0.204,1.024,0.966,1.736,1.701,1.589l14.329-2.856
c0.735-0.147,1.165-1.097,0.961-2.121c-0.04-0.203-0.107-0.39-0.188-0.563L51.222,117.058z"/>
</g>
<g>
<path fill="#8B5F3D" d="M55.791,80.152c-0.929-3.004-0.188-5.774,0.041-5.853c0.229-0.077-4.385,0.451-3.317,6.358"/>
<path fill="#8B5F3D" d="M53.015,80.672c-0.936-3.09-0.241-5.927-0.019-6.006c0.223-0.077-4.271,0.421-3.171,6.492"/>
<path fill="#8B5F3D" d="M50.489,81.072c-0.902-3.017-0.254-5.78-0.041-5.855c0.212-0.074-4.067,0.392-2.996,6.315"/>
</g>
<path fill="#4157A7" d="M63.194,125.735c33.134,0,59.992-6.116,59.992-13.66h-7.318c0.027,0.12,0.053,0.239,0.053,0.36
c0,5.01-23.401,9.07-52.27,9.07s-52.27-4.061-52.27-9.07c0-0.121,0.025-0.24,0.053-0.36H3.203
C3.203,119.619,30.062,125.735,63.194,125.735z"/>
</g>
<g>
<g>
<path fill="#F68A1F" d="M116.054,17.946c0.004,0.046,0.021,0.092,0.021,0.138c0,5.01-23.401,9.07-52.27,9.07
s-52.27-4.061-52.27-9.07c0-0.046,0.017-0.092,0.021-0.138H3.381c0.524,7.44,27.162,13.438,59.967,13.438
c32.806,0,59.443-5.997,59.968-13.438H116.054z"/>
<g>
<g>
<path fill="#C3996C" d="M96.87,57.419c-3.887,1.141-7.406,0.581-7.498,0.354c-0.09-0.227,0.398,4.399,8.011,2.922"/>
<path fill="#C3996C" d="M97.422,60.188c-3.999,1.155-7.604,0.646-7.695,0.425c-0.092-0.219,0.362,4.288,8.188,2.767"/>
<path fill="#C3996C" d="M97.831,62.713c-3.903,1.118-7.417,0.648-7.505,0.439c-0.087-0.21,0.335,4.083,7.971,2.599"/>
</g>
<path fill="#764E2A" d="M90.257,8.861H70.063l0.697,3.495l10.278-1.915c1.71-0.318,3.465,1.19,4.23,3.483l0.078-0.016
L95.88,66.729c0.284,0.039,0.569,0.046,0.848-0.01c2.843-0.566,4.554-4.012,3.584-8.87L90.257,8.861z"/>
</g>
<g>
<g>
<path fill="#C3996C" d="M81.814,56.644c-3.887,1.142-7.406,0.583-7.497,0.356c-0.091-0.228,0.397,4.398,8.011,2.921"/>
<path fill="#C3996C" d="M82.366,59.414c-3.999,1.153-7.604,0.645-7.695,0.425c-0.09-0.219,0.363,4.286,8.188,2.765"/>
<path fill="#C3996C" d="M82.775,61.939c-3.902,1.116-7.417,0.648-7.504,0.438c-0.088-0.209,0.334,4.084,7.971,2.598"/>
</g>
<path fill="#764E2A" d="M74.906,36.279c0.26-0.098,0.521-0.189,0.801-0.245c2.843-0.567,5.608,1.278,6.175,4.122l3.911,19.613
c0.567,2.843-1.278,5.608-4.121,6.176c-0.281,0.056-0.559,0.07-0.834,0.08L74.906,36.279z"/>
</g>
<g>
<g>
<path fill="#C3996C" d="M50.923,62.247c4.026-0.437,7.063-2.303,7.06-2.548c-0.004-0.244,1.32,4.216-6.277,5.771"/>
<path fill="#C3996C" d="M51.475,65.017c4.137-0.468,7.271-2.32,7.271-2.56c-0.001-0.236,1.309,4.099-6.501,5.695"/>
<path fill="#C3996C" d="M52.066,67.506c4.032-0.465,7.098-2.246,7.099-2.474c0-0.228,1.258,3.899-6.364,5.457"/>
</g>
<path fill="#764E2A" d="M49.49,40.79c-0.277,0.011-0.554,0.025-0.834,0.081c-2.843,0.566-4.688,3.332-4.121,6.175l3.911,19.614
c0.566,2.842,3.332,4.688,6.175,4.122c0.28-0.057,0.542-0.148,0.801-0.246L49.49,40.79z"/>
</g>
<g>
<g>
<path fill="#C3996C" d="M39.253,68.235c4.026-0.438,7.063-2.304,7.061-2.548c-0.004-0.244,1.319,4.216-6.278,5.771"/>
<path fill="#C3996C" d="M39.806,71.005c4.136-0.468,7.27-2.321,7.27-2.559c0-0.238,1.31,4.097-6.501,5.694"/>
<path fill="#C3996C" d="M40.396,73.493c4.033-0.464,7.099-2.246,7.099-2.474c0.001-0.227,1.258,3.9-6.364,5.458"/>
</g>
<path fill="#764E2A" d="M42.952,76.77c0.277-0.056,0.539-0.172,0.786-0.316L33.205,23.634l0.078-0.016
c-0.174-2.411,0.869-4.477,2.57-4.839l10.227-2.175l-1.439-7.217l-15.099,3.012l0.008,0.04
c-2.504,0.699-3.962,2.592-3.263,6.098l9.951,51.413C37.208,74.812,40.108,77.337,42.952,76.77z"/>
</g>
<path fill="#8B5F3D" d="M89.109,37.052l-5.622-28.19H31.144l7.623,38.229c1.296,6.499,8.183,10.604,15.385,9.169l24.265-4.839
C85.617,49.984,90.404,43.551,89.109,37.052L89.109,37.052z"/>
<g>
<path fill="#D2D3D4" d="M79.359,8.861H35.346l3.891,19.137c1.02,3.973,2.711,5.797,8.161,4.71l25.711-5.127
c7.115-1.419,9.619-1.825,8.521-7.332L79.359,8.861z"/>
<g>
<path fill="#A8AAAD" d="M64.789,8.861c0.272,0.335,0.577,0.646,0.949,0.895l11.155,7.456c1.253,0.838,2.796,0.928,4.216,0.426
l-1.751-8.776H64.789z"/>
<g>
<path fill="#C3996C" d="M66.096,8.861c1.079,1.302,2.778,2.002,4.522,1.654c1.105-0.221,2.023-0.833,2.688-1.654H66.096z"/>
<path fill="#595A5C" d="M67.701,8.861c0.77,0.563,1.735,0.817,2.711,0.623c0.514-0.103,0.972-0.323,1.368-0.623H67.701z"/>
</g>
</g>
<g>
<path fill="#A8AAAD" d="M39.279,8.861l-3.051,4.577l2.522,12.646c1.504-0.082,2.893-0.756,3.73-2.011l7.441-11.165
c0.803-1.204,0.919-2.676,0.482-4.048H39.279z"/>
<g>
<ellipse transform="matrix(-0.1956 -0.9807 0.9807 -0.1956 42.9815 56.741)" fill="#C3996C" cx="44.762" cy="10.743" rx="4.833" ry="4.72"/>
<ellipse transform="matrix(-0.1956 -0.9807 0.9807 -0.1956 42.9811 56.7415)" fill="#595A5C" cx="44.762" cy="10.743" rx="3.783" ry="3.55"/>
</g>
</g>
<path fill="#595A5C" d="M62.348,17.576c0.223,1.114-0.425,2.184-1.442,2.386l-1.786,0.356c-1.02,0.203-2.025-0.536-2.247-1.65
l0,0c-0.223-1.113,0.425-2.182,1.442-2.384l1.786-0.356C61.118,15.725,62.126,16.463,62.348,17.576L62.348,17.576z"/>
<path fill="#595A5C" d="M51.375,22.883c-0.007,0.191,0.002,0.39,0.043,0.593c0.204,1.024,0.966,1.736,1.701,1.589l14.329-2.856
c0.735-0.147,1.165-1.097,0.961-2.121c-0.04-0.203-0.107-0.39-0.188-0.563L51.375,22.883z"/>
</g>
<path fill="#F68A1F" d="M11.556,18.123c0.426-4.946,23.647-8.934,52.249-8.934s51.823,3.987,52.249,8.934h7.262
c0.005-0.074,0.024-0.148,0.024-0.223c0-7.545-26.858-13.661-59.992-13.661c-33.133,0-59.991,6.116-59.991,13.661
c0,0.074,0.02,0.148,0.024,0.223H11.556z"/>
</g>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a yellow star with eight sharp points. | <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="#ecdc97" d="M0 0h96v96H0z"/><path fill="#fad21f" d="M43 24q-6 0-9 5 5 4 7 10L22 23l-1 1-4-4h2z"/><path fill="#f9d223" d="M67 36q-2-3 1-6l-2-1-10 9q1-5 5-7l1-3h-4l-1 3-4-4q-3 3-5 9l-2-17-1 5-1-2-1 2q1-10 5-18l6 17 26-3z"/><path fill="#f8cb16" d="M67 36v2q-2 1-1 4l-16 2 3-6-3-1q-3 2-3 7l-2 1q-8-3-16-3l-1-5-7-13 1-1 19 16q-2-6-7-10 3-5 9-5l1-2 1 2 1-5 2 17q2-6 5-9l4 4 1-3h4l-1 3q-4 2-5 7l10-9 2 1q-3 3-1 6"/><path fill="#fad11c" d="M67 38v4q10 0 19 5l-20 5q-1-1 1-3-8-3-14 1 2 2 1 5l-4-4-2 17q-2-9-1-18l-15-1q-3 0-4 3-35-7 1-10l18 2q0-5 3-7l3 1-3 6 16-2q-1-3 1-4"/><path fill="#f7cb19" d="M66 52q-1 1 1 4l7 17-1 2q-2-1-1-3-6 0-7-4-5-1-8 1-3-3-5 0l-4 15-4-12-3-4q-12 4-22 10v-3l9-18v-5q1-3 4-3l15 1q-1 9 1 18l2-17 4 4q1-3-1-5 6-4 14-1-2 2-1 3"/><path fill="#f0d977" d="m76 50-8 4q-2 0-1 2-2-3-1-4z"/><path fill="#f5d02f" d="M74 73q3 1 1 5l-18-9q3-2 8-1 1 4 7 4-1 2 1 3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a blue sky with scattered white clouds above. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#3c9ed6" d="M0 0h96v53q-5 0-8-4l-4 4q-4-3-6 2l-5 2q-2 2-1 3-6 0-6 5l1 2q0 3-3 2-6-11-12-2l-7 5-4 7-17-11q-7-1-9 5-5-5-8 1l-7-3z"/><path fill="#d1e5eb" d="m84 53 3 7-3 1-6-6q2-5 6-2"/><path fill="#e7edef" d="M72 60q3 0 0 2-2 1-1 4-3-1-4 1l-1-2q0-5 6-5"/><path fill="#f1f4f3" d="m64 69-2 5q0-10-6-3 3 4-3 4-2-5-1-8 6-9 12 2"/><path fill="#3180ba" d="m41 79 38 13 6 4H0V71l7 3 8-1q2-6 9-5z"/><path fill="#f1f3f4" d="m15 73-8 1q3-6 8-1"/><path fill="#afd7ea" d="m78 55 6 6-6 10q-1 4 2 8l-1 2q-3-5-7-5h-3v3q-3-1-3 1v3l-2 4-23-8 4-7 7-5q-1 3 1 8 6 0 3-4 6-7 6 3l2-5q3 1 3-2 1-2 4-1-1-3 1-4 3-2 0-2-1-1 1-3z"/><path fill="#f4f6f5" d="M96 53v35q-3 1-2-2-5 0-5-3l-2 1q-1-8-6-1v8l-2 1-15-5 2-4q7 1 4-5l2-2q4 0 7 5l1-2q-3-4-2-8l6-10 3-1-3-7 4-4q3 4 8 4"/><path fill="#d4e6eb" d="m72 76-2 2q3 6-4 5v-3q0-2 3-1v-3z"/><path fill="#b5dcee" d="M96 88v8H85l-6-4 2-1v-8q5-7 6 1l2-1q0 3 5 3-1 3 2 2"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of an image of a hand holding a coin, possibly indicating a payment or transaction. | <?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="32.602px" height="32.602px" viewBox="0 0 32.602 32.602" style="enable-background:new 0 0 32.602 32.602;"
xml:space="preserve">
<g>
<path d="M11.531,17.138l1.153-2.621l10.271-1.677l5.139,6.289v-1.362h4.508v12.16h-4.508v-1.782l-5.66-2.306L8.387,27.618
l-7.442-3.981l0.104-1.36L0,21.226l0.733-4.298l9.119,2.937l7.232-1.992v-0.521L11.531,17.138z M9.67,14.65l-0.232,1.188
c-0.217,1.112-2.236,1.323-4.117,0.96c-1.881-0.367-3.672-1.321-3.455-2.437l0.205-1.044h0.002
c0.263-1.075,2.248-1.277,4.105-0.915c1.777,0.347,3.475,1.219,3.471,2.254L9.67,14.65z M2.932,13.531
c-0.047,0.24,0.861,1.025,2.754,1.395c1.893,0.37,3.031-0.018,3.076-0.258c0.047-0.24-0.859-1.026-2.754-1.396
C4.115,12.904,2.979,13.29,2.932,13.531z M12.371,12.123l-0.979,0.716c-0.914,0.673-2.541-0.541-3.676-2.085
C6.583,9.208,5.912,7.292,6.828,6.621l0.857-0.63l0.002,0.002c0.922-0.614,2.521,0.586,3.639,2.11
c1.072,1.46,1.728,3.251,1.023,4.011L12.371,12.123z M8.176,6.733C7.981,6.878,8.114,8.07,9.256,9.626
c1.141,1.556,2.238,2.041,2.436,1.896c0.198-0.145,0.063-1.338-1.078-2.894C9.473,7.073,8.373,6.588,8.176,6.733z M15.934,10.463
l-1.207-0.094c-1.133-0.088-1.574-2.068-1.426-3.979c0.148-1.91,0.891-3.8,2.023-3.712l1.061,0.083l-0.002,0.002
c1.101,0.136,1.528,2.088,1.381,3.974c-0.139,1.806-0.812,3.591-1.84,3.708L15.934,10.463z M16.272,3.641
c-0.244-0.019-0.922,0.973-1.07,2.896c-0.147,1.923,0.367,3.008,0.609,3.026c0.244,0.02,0.92-0.972,1.07-2.896
C17.03,4.744,16.516,3.66,16.272,3.641z"/>
</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>
| |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a close-up of a white and green paper airplane in a blue circle:My thoughts are focused on the fundamental principles of drawing a close-up of a white and green paper airplane in a blue circle. The key mechanics involve:* **Shape and Form:** The airplane's shape is crucial. The circle is a simple, geometric shape, and the paper airplane's form is defined by its shape and the way it's arranged.* **Position and Scale:** The airplane's position is determined by its size and the way it's positioned relative to the circle. The circle's size dictates the airplane's size and the overall shape.* **Detail and Texture:** The details of the paper airplane's wings, fuselage, and the overall design are important. The color and texture of the paper airplane's surface contribute to the visual impact.* **Composition:** The overall composition of the image is determined by the placement of the airplane and the surrounding elements. The circle's size and shape influence the overall visual impact.In essence, the drawing aims to capture the essence of the | {
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAAk70lEQVR4nO2dd2BUVb7Hzy3TSzLpjfSE9IRQEukdAQUUsNN0feo+RXR113V1d+3uqs/nqrvqNpWn6LKg4iIoPbRQAoRAAqmTnkmZJJOZyczc9v4YjCEkkym3ztzPX4L3nvODfDn3nN/5FYiiKCDiEjuGdxjNBqOlo9dssthNFrvJajdZ7P0Wu8XmIElgsTkAADhB2hw4AEAuRVEEBgCo5FIYBiq5NFgt1yilWqVMq5IFqeSROlVUiDoyRC2TIBz/2XgPJAp0BEbTYENHX31bb0N7b2v3QIfR3Ge2MTSXTiOP1Kljw7VJUcHJMbqkqOAQrYKhuQSKKFBgHnRUNXZXNnZVNXbVt/X2W+wcGhOkkifH6LISwrISwzMTwlVyCYfG8IEAFah50HGuuv1CbcdlfVejoZ+ffwkQBCVGBWUnRuSnRhamRasVUq4t4oDAEmijoe9UZeu5mo6KegNOkFyb4wEwDKXE6CalRRdlxmYnhkMQxLVFLBEQAm009O0vazhQVt9jGuTaFhoIC1LOzI2flRefnRjh90L1Z4Febe45fEF/9GJjV5+Va1sYISJYNSs/fm5BYnpcKNe2MIUfCtRiw45c0P/nZHVdWy/XtrBEfETQoinJNxelapUyrm2hGb8S6KWGzu9Ka45ebHLgBNe2cIBMgszKS1hWnJadGM61LbThDwKlKOpUVesXBy9VNXZzbQsvSI0NuW1WxrxJSQgs+C2qsAU6aMf2nq7bebSqs9fCtS28I1KnvuWmtGXFaYL2TwlVoIN27KujV3aUVJkHHVzbwms0Sunq2VmrZmYoZCjXtniD8ARqx/DvSmu/PHSpd4CpG0j/Q6uUrZ2btXLmRJlEYDIVkkBxgtxdWrPtQIUoTe8I0SruWZC7rDhNQHtTwQj0fE37B7vK9B19XBsieOLCtQ+tmDwtI5ZrQ9xCAAJt7R74eM+FkouNXBviV0xKi/75yinxkUFcGzIOvBaoHSM+23dxR0mVsO7NhQKKwHfMy757QY4U5W9YKn8Feqmh83//XdrcaeLaED8nOlSzZU1RQWoU14aMDh8FarFhn35f/s3xqzy0zS+BIDC/MPmRFVM0St55THkn0PM17W9+ebK73z/DO/hMWJDy6bum820p5ZFAcYLcduDSZ/sr+GNSoAFBYOWMjJ8tnyThza6ULwJt6uz/w+fHa1uNXBsiAhKjgp+5Z2ZSdDDXhgDAE4F+f6bu/a9O27FADEHiJzIJ+tjt0xZNSebaEK4FiuHE33af//rYFQ5tEBmLZcVp/71qqjOFmiu4FGh3v/XlrSVijByfSY8LfX797AidiisDOBPopYbOlz4tYS7lXIQudBrF8+tncxUEzY1ASy42vrHtRGDGvQsRCYo8ubZ4fmES+1NzINCvjl758NsyPhzORNwHgsC9C/PWLc5je142hUKQ1Ptfnd5dWsPajCL0smRqyubVRWwem9gTqB0jXvr0yJkrbexMJ8IQxVlxv1k3i7X4EpYEanPgv//4yPmadhbmEmGavOTIF++fq5CxUTeKDYGaBx3P/+NQpb6L6YlEWCN9QuirP1vAQnAJ4wLtt9if/esB8Q7T/0iLC3n1wQVMl4pgdrdrsWHP/e2gqE6/pKbF+MyH+5nOqmVQoHYM/+0/DlW39DA3hQi31LX1Pvf3Q4N2nLkpmBKoHSOe//uhSw2dDI0vwhOqGrte+OQwc3cujAgUJ8iXPj1SXmdgYnARvnG+puOVrUcJkpHDDCMC/fPXZ0R/Z0BRWtnypx2nmBiZfoF+tr9CvCsKQPaerv3Xocu0D0uzQI+UN279oZzeMUWEwj/2nD94roHeMekUaEV95xtfnBCDQAIWigJvby+l90aGNoEaTYOvfnYUEyPoAhsHTrz46REak3LpEShOkC9vLTH6RYsCER/pHbC9vLWErmIw9Aj0va9OXxav2kV+pKqx+8Nvy2gZigaBHiir33Oq1vdxRPyJXcev/nCmzvdxfBVok6H/HWYcYCJC572vzvheWssngWI48frnx8R8dpFRsWP4658f83Ez6pNA/7nnQuD0IhLxgtpW46ff++QX916g52vadx4VCy6IjMO/DldeqO3w+nUvBWoedLz55UkxM5NzlLzv101R1JtfnrDaMO9e91Kgf9t9TqyQyC0ahWzD4oIn187g2pDx6eqz/mPPee/e9aYpycV6w97Tol+JM2QSdPlN6WtmZ6vkEl++nmzyn5M1cwsSc5IiPH3R4xUUw4k/7Tglfts5AYKgGTnx7z++fMPiAhXvP+7DoSjq7e2lXsQ1e7yCbv3holg3nhPyU6I23TwpKVrHtSFe0tJl+uLApfVL8j16yzOBNneadpRUefSKiO+kxoZuvHlSruffxxGgCEZQCEVyVk7xy0OXF0xOjg3TuP+KZ7Z++O1ZsSMMm4QHqX6+ctqbDy/2XZ3x0fqivGMcqhMAgBPk33af8+gVD1bQ8zXtYiIHa6iV0tUzs26ZPtH3IjMSFFtQtCcrpfy9L35Ji22+cOJSc1l1++T0aDefd1egBEn95Rt64lNEXIMi8LKitDvn5dLSRjs+pmHNws9Cgro/3L7F4WC2yIKbfLDr7AdP3uJmv1B3Bfqfk9WNhj7vjRJxAwiCpmdP2LCkIFKn9n0058I5a/J+CKL2n1ze3JHo+5i00GTo33uqZvlN6e487JZAbQ5824EK36wSGQd6D+mJMfW3L/wsTNcJAGhqSzp0djEtw9LF/+2vWDglRSYZf/filkB3nbgqdsBmjviI4A1LCqZMjKFltOELJwDAgUn/ve8+bs9GN2I0DX5XWnPbrIxxnxxfoIN2fMcR0bXECGFByjvm5iyanALT1MA9Kbb29oWfhwb/lN3w7eG13X2+egCYYNuBSzdPSxm3huP4At15tEpsdUA7KoV0zSx6DulOZFLb0plfT8054Vw4nVTW5ZVVFtMyPu30W2zfnqi+Y16268fGEajVhu0UPfO0giLwgsLk+xblaZVyusZMT6i6bcG2IM11sblmq+brg3fRNQUTbD9cuWLGRLnUlQjHEeieU7VM19cLHCAITM+OX7+4ICqEhkP6j4OaV83/YsTCCQCgKGjHvvvMVg/ubNjHZLXvPV27aqarnagrgRIkJfaAo4v8lMiNSyYlx4TQOOaAY79EvXla7ihF2k6Wz76qz6JxLobYWXLl1ukTXfhEXQm0pLyxs8/CgFWBxYSIoLvn587IiadxTILsN1he6LV9Mupddacx8vvjK2mcjjkMvebjFU2z8xPGesCVQL86Ku4+fSJUq7xzHp2HdCcDjh/aBp7EydE7UhAksv2HdRgumGC87YcrvRHopYbOq81icWQvUcjQVTMyb5uV5Y4v2n1Isq/D8mKv7RMXz+w7cUurYcyfNw+pbum5rO8aq9XimAL9Tiyh6BXOQ/q9C/OCVLQd0p2Y7N+0DfySoFz13tW3JR89P5/eeVlgz6kazwRqHnQcq2hm0iQ/xHlIX7coPzqU5rMzTna2m39lsu9y/ZjNofjX9xv4dmnkDiXljQ+vmDJqcMzoAt1fVm/HGKyM739MnBC+aWlBZjz9LYFN9m/aBp4mqPG3W7sO3dFnotNLwBp2jDh0Xn/r9FHCR0YX6Pd0VNUJEOLCtfcsyKP3kO4EJzvbzE8N2He78/Dl2oILV6bQbgNr7C6tcVegV5t76sV6IW4QolHcNT934eQUN0MbPcJk/6Zt4CmCcqvFVL85aOcBXl8ajUtDe29tqzE1duQXYBSBHr6gZ8MiISOXosuK0++Yk81Ev0qcNLSbf2Gy73HzeYqC/v3D+kGbinZLWObwBf34AqUocOxiE1smCQ/nIf2eBbnBagUT45vs37SZf0GQHnzBjp5bUNfsVvAvzzl8Qf/AskLo+q/RSIFe1neKt0djMS0jdtPSwhi6D+lOMLK5bWCL2XHYs9fI1P0nlzFhD/t09VmvNndnxIcN/82RAi0pb2TRJMGQHhe2aWlBVgJDgZVUr+1Tg/m3BGX26DUIkmHWN3CihRmrOKCkvNGVQCkKHKsQv+/XERumvXdh3vTseIj+gxAAAGBEU+vA4xasxIt3o1S/bepLB8CPBHqx8cFbJg//q75OoLWtxh6xEcKPaJWyO+blLCtKZ+KQDgBwLpwd5udJyps9lVoyJ0TxUBPwq36TXX3Whvbe5JifErOuE+iZK62sm8RHgtTyhZOT18zKZq64oYPQtw08bsGOefc6DAfFaN8FgKF/OVxy5mrb2AK9Guh1GVAEfujWqbMLElEERhn6qAOy17a1w/wcSXlfvzJW9ZYEjqXRJv5w9krbncPyQH4SqHnQcbXJVSCC37NqZuba+bkoAgMACIpCIPoV6iAa2gYet2DHfRkkWH63Vn4bXSbxjcv6TosNG6rd95NAy6rbGeqozH/mFSZtWFKoGPZBpyiAk6QEpi3wggK4cfDvnZaXSMqnXb4USYhSvUaXVTyEIKkLNe0zcq9dHf8kUKGUQqWXifHhm1cXhQWPkiREUACmAELHKmrDr7SZNw9ivtcOgmM07yIwrzONfOdCrWEUgV5uCKxWcdEhmsfWFKfEhrp4BidJ2LczPAXwHuv7ndY/UJTdh2GuEa7aopIIoOa3j1zWdw799zWBmgcdTZ39HNnDNhqlbPPq4rzU8QusUQDgFCXxdi9qw6tazY/ZMC/Ls49AjuaHK56mZSie09DRN7QNvSbQysauQGjZAcPw+iUFS6alwm5vLgmSQmHg6Xnpx4XzdYqiJ2kbhhRx2g8hiIZ6d/yHJKkrTd3OEo0/CjQAWsGumpm5dl4uinp87nFQQOaJPm345daBx2y4Tw2sRhCpekmGpNE4IM+5rO+8TqBX/NrBNKcgaeOyQqW3oXEUReEUcMctSlFYz+CfaVw4nail80MUG2kckP9UNV4T5DWB1rf1cWYLk6RPCH9k1bQYT4qij4o7blEbXtE6sNmGX/RxrhEgUFis5n2/vDRyQV3rtYBDFADQYxrst/hbebDIEPXja25yfUh3H4oCGElKx9i5kpSte/CdbuvbFOVlPzUXxGjeQWE+lqdjlH6LrXfAptPIUQBAQ7tfJXjIpejm1cWTM2LpXXVIChCjuUUH8bOtpsfsRDWNcw0RIt+old3MxMj8p6G9V6eJRgEA9f4i0B8P6Wn0VvIYYoRblKRsXdY/9ljfowAjDcmlSFKE+gUmRhYEDR19henRKABA3+EPHtBVMzPXzMuR0FRuc1SGu0Wt+Ok202Y7wVR5CwigcdoPEIi+OnhCQ9/eB5x70BaBu+inZsQ9tGKqRsVGCwuCpGDI1j34BnMLp5Nw5VMKVMBpxL7T0m0CToF2GIWahJQWF/rz24p9P6S7jw071Wzd4iCY7aWrkBSGKbcwOgX/6TCaAQCozYEL8QgfoVNvWUvbId0dKGqwd/DNXtt7ADDbaw+GlHGaDyBIMOXpGKJ3YNCO4aih17NELc6RS9GHbp1yU14CxKJr0Iad7LQ+jhENLMwVpX5diqSwMBHPoSjQ2WtFDcL5vsMwWL+kkLlD+qiQ1ECP9fcm+1YA2IhV0MiW6eT3sjCRIDD0mlFDrzAEunJGxtr5uYwe0m/Eih3ssjyJkyylaiFQeKzmf9iZSxAYjGaU/y1mpkyM/dktk3VaJZuTkpSpx/oCawsnAAAAKFb7HgLRXx9PuPRZ7KjJSkMgLUOkxIQ+uprVQ7oTK7a/y/ILnGQ1hTBU8TONdCGbM/KfAasdNVn4KNBgjfyJtTMyEtheTkiqv8f6osn+KcvzypD0CNXvWZ6U//TzcAW9dkjPTWAgp3IcrNgPnZaniDGaEzAHBEliNe/DEM0lw/0Ak4VPK6jzkL54ahpCS6KaJ5BUX4/1JfYXTicRyl8rJIWcTM1zTBY7arHRHyHmBQunpK5fXCCTudu/nkbMjm+6Lc+4bk7AHEpJcajyUU6m5j9mmwPFcAYvlN2hMD36v26dyvIh3YkZq67ru1eN6Nmf2gkB0HDlGxBg1XcmIHCcRDGc2Ys7FyRF6zavmc7+Id1Jbf+LOPZnNcLlv08UeVAtFUDDQq7ACALFCQ5+QkFq+aO3FbmT+MsEA44rdf33aJBmCacNWyxk4rTwl7m0gPdgOIniBKsrqPOQPj03AbB+SHfiXDg1nC6cAAA7KckO2cmtDfwHw0kUY1Ggq+dkr56Tw/4h3Um/o7yh/z4N0sHOwjlIolYcGqRQG47YKdhBQHYKxgkYAzBOgmT17EKJkBoWcgJGEKyemg+cq8uID+Pky17b/yKB+7pw4iSwkugggdoIyEYhDgJxUJCDhDESxgEgSJigIJICpBthVga7WIrVLVAJAttJlr53fQO2V7YeiQnVPrq6iLVQzn5Hmb5/vRrpRMeQjQvZOSgYJ93VnEdYMH8uREAXEgRBUQS2Y6xuyNp6TM9+tI+dYPijhld6bR87KOAgdBgF4SSMAYgkYRIAkgIUd8nmDtL76rWBgwSFURRBAODAV1/T0vPEu7sL06MfWD551OqHvnPWePTtOkMwelOsrDlMyq8ViwJkP9YeJOHGjyEUJCiMSjyvVUQj56rbz1X/pzgrbuPSQnp99SQg/1r/JQWQXlzXi+vUNnOsrCVS1gEznLDhPs3m0iCd3xZKpgUJgsAshwCPSmlly8Nv7frbf84O0nfv+kXjXzsdP/3RzIT6qjWjtG+63paEUbxI92kbrODaBL4jQWFUxVgjC0/Zd6Z235laWtLbTbhxV3s5ACP/aA5Kqh9MarbFR0gNE2TNSoTLbIJuO7OpoX6ASiGFg1hJJ3efr49VrX9l+57SaoLwPpT9T9X/YyfH/IdHUEi7Peb0wLQKc14vrhvrMabpdwR6T5VxCVLJYC3PBAoAIEnw8Z5zG1/dfrCsnvS8r8Nl09nzfabxn6OgHiysfGBSmWmawRFFuyNpXKyEW622AxmtUgZrlbwTqBMHTn646/Sm13acuKj3qPrzX2o/8UhtA4S6ypJV2jdDb0vCKfZuLnDSTvLmxMZPtPxcQYdjc+Dv7Ch9+K1vLta6Fei+s+WTVps3fgnn9vRk/4yr1gwrwVLvdYP1MjsTCRStUgYHqQSQaeC8gtryzu661h4XjzlI7NuOSl8m+nF7WlRvm2+nUn0Zyh36MLF1ryuCVDI4UsfSauE77caBZz/a9+xH+5o6+kZ9YEfr/j4HHVnUFGgaBCf74uttd8DIUsBYFRobMcDQyP5BZIgajgoRWIG/utaep/+y93d/P9DWfd1P12Azft16gN65mga7D3bbSeTRorBH5EgQvYMDAIx2Pe1j+hNRIWo0MkQFQUBwLWiuNHU98e7uqRlxDyy/dgX1T/1XDpL+O9vFkdMfTF6DQsjk0I1XTN+d7/mk16Gna3AjfUP5HxAEInQqVCZBg1Ry/tcXGZUzV1rOXGlZMDmlYLrylJHm7gUSGH0o+Y4FEUU//lKZG7wmJ/h2vbnkgvGzJkup71MY7Y2+D+KvhGgUUhRBAQCROpVABerkwLmavYqLgNa9dIg0+JmM+9PUI2OKIQAnqecmqed22qrOG7dWm74jKe9jwfqxVoJyIIHRnstTIkPUAAAYABAXQf/uik2IxA5K5VML4RFkaJPeyv/FjeocToQ8c0nMqw+k7isKe0QGa72biKKIPkezd+/6PXFhWuAUaHJ0MMe2+AAlw4hkOqPTF0dOfynr0WCJW5pTouHF4T9/IO2H+dG/08m8SeEQv/JjkRyjA84S4EnRnN1H+w6RrgcoTstQEhh9MGntoshiz19Ueb09FQ/yY5EYFQyuCTQqmFtTvIbSDZDRrlz37hMkUT+dvik7yHvn/LDtaeV54/+5uT01Otio2ixEkqKDgfMTH6JVBKsFcJ80AgoAPKMBQDR4yJJVcW/m/cIXdQ4nQp61JObVDSm7p4TeP+72VPzEj4pOc02T166thfiVJycYKC0NAZ1zwqe+lrslTBbi+1DD0UpiZ0Q88UDaD3Mif6WVxIz1mPiJH5Whc9E1gWYlhHFmi3dIMCLV1/MvAsHrEm7dknafFGbqMlMCqwpC7tuYumfFhHejlZNufMBK9NgJN4IDA4ysxGulYdERvxYKeFozkPp0b6RGVL/M2JgblE6XSS5wvT012vXRyjwWzBAQ2T8KcmgFDWezdYaPUFoLGdfpywjQgMp+cOLxw71WG52N3cfl2vY02bk9vZZybXSI29DrgGEoI/7aJ/2aQJVySUKkQNz1EIVn6H05G8HtoZLSHMgmO3SuYdNrO/+5u8xmZzXxWit1bk/3zYn8lUYSI97IjyA5WqeQXdt0/RRAnpUY0dDex41FnkBGd1M6bzdtFITUTEAaYof/3t7TNXtP17DQi3YEzu1pnu7uAUxcQa8je9iG86fg84LUSC6M8QwKJfB0b4N8MQl6LnOEOof4+ljV+ld2+Jis5wUwhARJkz3PvPJnClKjhv77J4EWpkUjvN+GkiktQObNrhEaUEpLc+BuV9sYkiQ/3nPu/tc9zoLyHYwkBRfxyBAoAuePKlC1QprJetsXj6CUg0S8Ny044C6d5HQOsLp1GeHMgnrwj1+XXWlhTaYUAISoUAAAAFmJ4cNrNVyXXzZl4pj+ZD5AZOoB7OFPkYKQhljkXAbAPdtcDljtf9x27JG3drmZrOc7OEWR7HW14y9TrxfhdQKdmsFfgZKRRjKsz6NXIBxBy9OR6nivNy69A4OvbD3yxJ++c52sRxfctQvgESNEeJ1AU2JCwoI46LYxPghJTNR79opFjpbmwgYaLjCd9SKf++u+EVlQtENSFBHYx6WIYFVi1HW37tcJFILArLx4dk1yCyKplVJ40HAM6g6WnsqDLAoabXDWi/zDZ0d6TQyW9sQpigrgD/3s/IQRvQtG1jiYk8+/wulyO5HkdhkjCkIaYtGyTIAx4tE8V93+8Fu73v7yGEMypQDAA3gRvVF+Iyu9ZMSHR+hUnXxqIo9n6AHs3u4MR9BLKbCB8eLipZUtpZUti6am3rswX0F3eUCCAggFeO/xo5+oEHVa3Mif3cgVlG9feTK0n4x0q8gWZJVLTuWwoM4h9p2p3fjajm37ymnv1oeRgXign3PD9x3cKFAAwNyCRBascQuYIjLdCjiHuoPQk7mQmYMTHi31IkdAAYAHnlt0zmjCG0Wg6XGhKTG8iF8mEtrdSdeEG6Mk5zIhnINGtE6c9SLvf33HwbJ6kqTHVxRobtG0uJBRVTd6IbibpzFeN2t83EnXJGG0IhW9kgQo7rdsNgf+4a7Tm17bSddNaUC5RZeOIbnRBbpgcrJMwtmC5ASf2Og6XROySSWncuA2fl3Pelov0gUkRQXIiV4mQUb9voOxBKqSS2ZyelSidANklKvGMXCvVlKaB5l4WprPzXqR40IEhlt0TkGiWjF6eZUxa70uK+LsK08BQEx0FZIMN0eiZ7OAnS/tH8ZiqF6k11dQFABYACyiLsQ2pkBzkiKGwu5ZhpxgIIPMY/w/CL2UglYmA5L7Taeb1LX2PPHu7hvrRboJSQF2I1TZJn1CqIswOlfVsm+fncmAPePhIl3TJpWczoFbI9g1iB6c9SLf3ObNFZR/u0XvnJft4v+6OgnNyo2PDlW394yxmDEDMUa6JtSnQS9MhHj/WXfNUL3I+5YUKGUe/FkwipLc6MUWPlEh6unZE1w84GoFhWFo5YwMuk1yBaW1EKOla8LNkZLTWUJX5xAHyuo2vbpj275yh9ttfAk/dYuunpPpOp14nIYYN09L0SjZql45aromBaFXktDKZEBx2VOUCb4+VrXh1e1fl1TihFsOT/9ziwap5Eumprh+ZpyfukImWT07iz6TXEFE94xI14QwFD2bBTdGjfWK0CFJsO3AxXUv/3tPafW4Lcv8zy16x7yscd3t4y9Lt83KYKG0GIUSRPp12beQSSU5kQcbvawNKyCcyXrOlmWuuwX4k1tUp1HcOn38si7jC1QuRdfOZXwRHZGuCbeFSU7nABuvm4zRi/MK6r/edF5Bja5Cf3KL3jU/253bSrc2ditmTGQ0FeS6dE0KQqrj0Yo0QPjbptMd+s22V7Ye2Tz2FRRJAfe2rLwmVKtYWpTmzpNuiUCKInfNz/HNJFf8lK6JoZKyMWsrBA4Go/nZj/Y9+e6eUWWKUYJX6LrF+TKJWykP7q5Sy4vTkpgpZU9GXEvXhAaUkpN5UI9ASkQxT2t3/7Mf7fvtaFdQgv7Qp8Toxj28D+GuQGEYenjFFG9NGhuEJDL0AAC4I0xSmgsNBtCm002uNnU98e7uNz4/OvwKiqAo4Ur04ZVT3C+l6ME+ryA16qbsOK9MGhMiqZWSO5DqePRiKiADcdPpJmevtj781q6PvjkzVC8SE2bI/ay8+LxkD6qAeaaJh26dTGf9N7mdjO2UlGUgDbF8iDjmPwfO1Q3Vi6QE6BaVosjPlhd69IpnAo0O1ayZQ1sECRFvQM9mQT3BdA0YIOw9XbPh1R3b9pVbHbibRw2ecNf8HE+bF0OeJidgOPHz//2uydDv0VujAJMApjwtmSQyHBSFp2XEnrgkjF51EyK0f3liuadfYI+3fRIUeXJtMeR7ZA0Ji+r0ERwnhaJOCIKeWHuTF/tDb84lmQnhy4rd8rKKiDhZMT0926tGHV4enB9YNomnZcZE+EeETrVpaYF373opUJVc8sw9MwXUGESEKyAIeurO6QpPorOH473rMTc5YjUnOSEiguKu+dn5Kd63P/DJN77x5oL0CezVQhIRHGlxIfct8qlHmU8CRRH46bumc17iQYSfyKXoM/fMRBGfNObr7WJ8RNCWNUU+DiLilzx2+7S4cF/jzWm4/p5fmOROaLRIQHH77MyFk5N9H4ee+IyHV0zJSRJkuroIE2Qlhj+wbJTWzl5Aj0BRBH5u3axQLZ014UUEik6jeG7dbB+3nkPQFuGm0yh+s262lMVelyI8RCZBfr9xDo1LFZ0hmNmJ4U/fPZ2Ga3oRYQJB0C/vnkFvSS+aY4Rn5yVsvDmf3jFFhMKDywtn5tJctZP+IPa75ueIh/oAZGlR6mr6YoWHYCTL4pGVU4uzaE4OEeEz03MmbL6dEXc4IwJFYOj59bN53ppWhC4mpUX/+l6mIoeYylNDEfi3G2bnJovOUT8nMyH8dxvmMOe9YTCRUiZBX9w0L/2G3mEifkNKjO7lB+YpZAwGYzCb6auUS155cH5aHA0th0X4RvqE0D88tGis5gd04XHSnBcM2vHf/fNQeZ2B6YlEWCMnKeKl++cp6e5TeiNsCBQAYMfwFz4+Ulbta+sgET6QnxL5wiZmv+xDsCRQAIADJ17ZerS0soWd6UQYYkbOhF/fO5PO+h0uYU+gAACSpP78zZlvT1SzNqMIvSwtSn3s9iKExVw0VgXq5KujVz78toz9eUV8AYLAvQvz1i32KX/Dm3k5EcqxiqY/bjtud7vHhQi3SFDkqTtv4qRPOzcCBQBU6rte2lpiNI3fbVuEW0K1iufXz8lM4KbtIGcCBQD0W2yvbD0qup/4TE5SxG/umxXCXSg6lwIFABAk9fHeC/86dJlDG0TGYllx2n+vmkpXbLx3cCxQJwfK6v+087TN4ao7vAibKGTo46uL501K5NoQfggUANBhNL/++fGqxi6uDREB6RNCf3X3DN8zhmmBLwIFABAk9fn+is8PVIzbc02EISAIrJyR8eAthdx+1ofDI4E6Ka8zvPHF8a4+j3tWi/hIhE71y7tm8C1CkncCBQDYHPhn+yu2H67koW1+CQSBpUVpDy4vZCH4w1P4KFAnlfqut/9dSkOtcRGXxIZptqwpzvOhAB2j8FegAAAMJ7YdvPSvQ5UYLt450Y+zgeCd87P5s+O8EV4L1ElXn/Wfey8cKKvn2hC/oigz9pGVU6NDPeu5wT4CEKiT8jrDB7vO1rf1cm2I4ImPCHpoxWShpDQKRqAAAJKk9pyq+Wx/RY94g+8VYUHK+xblLZmaIqDa7UISqBOcIH84U7d130Ux0MR9glTyNXMyV87MEFbjLyBEgTqxOfBdx69uP1xpstq5toXXBKlka+dmr5iRLtBC2EIVqBObAz94rmFHSVVLl4lrW3hHVIh61cyMpUWpcqkgpelE2AJ1QlHUqarWLw9drtSLV/kAAJAaG3LbrIx5k5LYzM1gCH8Q6BCX9V17TtWUlDfZsUAMjJJJ0Dn5CcuKUzMTvOnpxk/8SqBOrDbs8AX97tKa2lYj17awRHxk0KLJyUuL0jRKZssosI8fCnSI2lbj4Qv6kvImQ6+Za1sYISpEPTs/YW5BYkqMjmtbmMKfBeqEosDV5u4j5Y1HLzb6R5BURLBqVn78nPzEiQHQRc3/BTqc9h5zaWXLqarWinoDTpBcm+MBMAylxOiKMuOKs+JSY0MCp8x6YAl0CIsNO1/TXl5nuNzQ2dDRx88QaRiGkqN1WYnhBalRk1KjeBgLxwIBKtDhWG1YVVP3ZX1nVWN3fVtvn9nGoTE6jTw5WpeZEJ6dGJ6ZEOZ1k2C/QRToSHoHbPqO3vr2Pn17X0u3qcNoZu5ONUSriApRx4VrE6OCk6ODk6J1wWo5Q3MJFFGg4+PAiQ6j2WC0dPaa+8x2k9VustpNFrvJah+w2gEAlkGMpCiCJAftOABAIUMRGIYhSKWQAAA0SplWKdOqZEEqmUYpC1bJIkPUkTp1ZIhKbCs1Lv8Pe4vpMrx+thsAAAAASUVORK5CYII=",
"path": "c487b7bcdef273a44ffee3f2efcced07067deadab587596510cd1f375248ca08.png"
} | Generate code for a svg of a a close up of a white and green paper airplane in a blue circle | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:xlink="http://www.w3.org/1999/xlink"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
id="svg2"
version="1.1"
inkscape:version="0.92.1 r"
xml:space="preserve"
width="900"
height="900"
viewBox="0 0 843.74998 843.74999"
sodipodi:docname="logo.svg"
inkscape:export-filename="/mnt/8bc1e72b-f81a-40bb-bc0e-c13a89803567/Firmament/Universitas Gadjah Mada/ICoSIA/2017/website/new/build/images/logos/icst-2017-logo.png"
inkscape:export-xdpi="90"
inkscape:export-ydpi="90"><metadata
id="metadata8"><rdf:RDF><cc:Work
rdf:about=""><dc:format>image/svg+xml</dc:format><dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" /><dc:title></dc:title></cc:Work></rdf:RDF></metadata><defs
id="defs6"><clipPath
clipPathUnits="userSpaceOnUse"
id="clipPath20"><path
d="m 591.582,446.766 v 47.382 l 34.828,49.571 43.512,-14.774 -78.34,-82.179 m 0,108.773 v 0.008 l 0.008,-0.004 -0.008,-0.004"
id="path22"
inkscape:connector-curvature="0" /></clipPath><clipPath
clipPathUnits="userSpaceOnUse"
id="clipPath32"><path
d="M 464.934,313.906 591.582,494.148 V 446.766 L 464.934,313.906 m -119.313,79.117 -0.004,0.004 245.965,162.52 v -0.008 L 345.621,393.023"
id="path34"
inkscape:connector-curvature="0" /></clipPath><clipPath
clipPathUnits="userSpaceOnUse"
id="clipPath46"><path
d="m 486.965,167.188 v 0 m 0,0 h -0.012 l -0.004,0.007 0.016,-0.007"
id="path48"
inkscape:connector-curvature="0" /></clipPath><clipPath
clipPathUnits="userSpaceOnUse"
id="clipPath58"><path
d="M 486.953,167.188 H 273.445 l -6.246,3.281 c 28.012,35.363 54.942,69.508 54.942,70.078 v 0 0 0 0 l 164.808,-73.352 0.004,-0.007"
id="path60"
inkscape:connector-curvature="0" /></clipPath><clipPath
clipPathUnits="userSpaceOnUse"
id="clipPath70"><path
d="m 205.215,92.3945 -14.649,42.1365 57.243,46.121 19.386,-10.187 c -30.355,-38.32 -61.98,-78.0705 -61.98,-78.0705"
id="path72"
inkscape:connector-curvature="0" /></clipPath><clipPath
clipPathUnits="userSpaceOnUse"
id="clipPath82"><path
d="m 267.195,170.465 -19.386,10.187 0.004,0.004 19.386,-10.187 -0.004,-0.004"
id="path84"
inkscape:connector-curvature="0" /></clipPath><clipPath
clipPathUnits="userSpaceOnUse"
id="clipPath94"><path
d="m 267.199,170.469 -19.386,10.187 74.328,59.891 c 0,-0.57 -26.93,-34.715 -54.942,-70.078 m 54.942,70.078 -123.86,55.129 v 0 l 123.86,-55.129 v 0 0"
id="path96"
inkscape:connector-curvature="0" /></clipPath><clipPath
clipPathUnits="userSpaceOnUse"
id="clipPath112"><path
d="m 247.805,180.652 -89.641,47.102 40.117,67.922 123.86,-55.129 -74.336,-59.895"
id="path114"
inkscape:connector-curvature="0" /></clipPath><clipPath
clipPathUnits="userSpaceOnUse"
id="clipPath902"><rect
style="opacity:1;fill:#80cc28;fill-opacity:1;stroke:none;stroke-width:56.45557785;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:0.40239042"
id="rect904"
width="2623.1633"
height="557.46777"
x="1666.7898"
y="-2968.9465"
transform="scale(1,-1)" /></clipPath></defs><sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="1366"
inkscape:window-height="708"
id="namedview4"
showgrid="false"
inkscape:zoom="1.4142136"
inkscape:cx="395.21158"
inkscape:cy="502.9622"
inkscape:window-x="0"
inkscape:window-y="0"
inkscape:window-maximized="1"
inkscape:current-layer="g893"
fit-margin-top="0"
fit-margin-left="0"
fit-margin-right="0"
fit-margin-bottom="0"
showguides="false" /><g
id="g10"
inkscape:groupmode="layer"
inkscape:label="ink_ext_XXXXXX"
transform="matrix(1.25,0,0,-1.25,1103.7949,602.2795)"><g
id="g12"
transform="scale(0.1)"><g
id="g16"
transform="scale(8.8095699)"
inkscape:export-xdpi="90"
inkscape:export-ydpi="90" /><g
id="g66"
transform="scale(8.8095699)"
inkscape:export-xdpi="90"
inkscape:export-ydpi="90" /><circle
style="opacity:1;fill:#4674a3;fill-opacity:1;stroke:none;stroke-width:78.95043945;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:0.40239042"
id="path862"
cx="-5455.3594"
cy="-1443.236"
transform="scale(1,-1)"
r="3375" /><g
id="g893"
transform="matrix(0.65641067,0,0,0.65641067,-7739.3683,-349.50416)"><path
inkscape:export-ydpi="90"
inkscape:export-xdpi="90"
inkscape:connector-curvature="0"
id="path14"
style="fill:#f7f8fd;fill-opacity:1;fill-rule:nonzero;stroke:none"
d="M 5211.583,5588.9145 V 0 L 0,2738.7103 5211.583,5588.9145" /><path
inkscape:export-ydpi="90"
inkscape:export-xdpi="90"
inkscape:connector-curvature="0"
id="path40"
style="fill:#eff5fb;fill-opacity:1;fill-rule:nonzero;stroke:none"
d="M 2605.7739,4163.7992 5211.583,0 0,2738.7103 2605.7739,4163.7992" /><g
id="g969"
transform="translate(-1846.4846,-127.701)"><path
style="fill:#80cc28;fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-width:0.99999994"
d="m 4124.1822,3083.2769 -530.941,-350.806 -238.246,-403.295 h 2672.025 l -84.667,563.902 133.65,190.199 z"
id="path102-5"
inkscape:connector-curvature="0" /></g><g
inkscape:export-ydpi="90"
inkscape:export-xdpi="90"
transform="scale(8.8095699)"
id="g42"><g
clip-path="url(#clipPath46)"
id="g44"><g
transform="matrix(15.2,0,0,15.2,479.9,158.9)"
id="g50"><image
id="image52"
xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAMAAAADCAYAAABWKLW/AAAABHNCSVQICAgIfAhkiAAAACtJREFUCJkFwYERACAIA7EvcG7iMk7l3io10Vzb7ov7UZGDVoAOpSwCMPABJ7AK/CJVjKgAAAAASUVORK5CYII="
transform="matrix(1,0,0,-1,0,1)"
preserveAspectRatio="none"
height="1"
width="1" /></g></g></g><g
inkscape:export-ydpi="90"
inkscape:export-xdpi="90"
transform="scale(8.8095699)"
id="g78"><g
clip-path="url(#clipPath82)"
id="g80"><g
transform="matrix(34.2,0,0,25.2,239.9,163.9)"
id="g86"><image
id="image88"
xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAcAAAAFCAYAAACJmvbYAAAABHNCSVQICAgIfAhkiAAAAERJREFUCJlVzbENgDAAA8FzlGlYiNHYNqaIUET1xevtXPdTrXY5XKiZDFURtSSh0daUHGGgivzLQfZsDLVMIqGCT+ybF6rdKCHzPyRiAAAAAElFTkSuQmCC"
transform="matrix(1,0,0,-1,0,1)"
preserveAspectRatio="none"
height="1"
width="1" /></g></g></g><path
inkscape:export-ydpi="90"
inkscape:export-xdpi="90"
inkscape:connector-curvature="0"
id="path102"
style="fill:#cce310;fill-opacity:1;fill-rule:nonzero;stroke:none"
d="M 1746.7703,2604.7784 5920.9296,5362.72 4095.8686,2765.3769 1746.7703,2604.7784" /><path
inkscape:export-ydpi="90"
inkscape:export-xdpi="90"
inkscape:connector-curvature="0"
id="path104"
style="fill:#80cc28;fill-opacity:1;fill-rule:nonzero;stroke:none"
d="M 4095.8686,2765.3769 1746.7703,2604.7784 4289.9522,1472.8544 4095.8686,2765.3769" /><path
inkscape:export-ydpi="90"
inkscape:export-xdpi="90"
inkscape:connector-curvature="0"
id="path106"
style="fill:#40bb6a;fill-opacity:1;fill-rule:nonzero;stroke:none"
d="M 2837.9237,2119.1156 1746.7703,2604.7784 208.02302,0 2837.9237,2119.1156" /></g></g></g></svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a red apples resting in neat piles. | <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="#f9f8f4" d="M0 0h96v96H66q0-3 3-5l6-1q5-1 6-6 6-5 6-11l3-2q4-3 4-9t-5-7l-4-2q-4 0-5-2l-3-1h-4l-1-2h-3v2q-8-4-10 4l-7 2-1-1 1-1v-7q0-3-2-3h-5q-3-1 0-2h-4l-1 3q-3 2-5 6-8-2-13 4v7q-4-1-7 1-4 1-6 4-1 5 2 11l-5 2-6 1z"/><path fill="#cd8c84" d="m45 44-5 1 1-3h4q-3 1 0 2"/><path fill="#e67f77" d="M50 44q2 0 2 3v7z"/><path fill="#c6877a" d="M73 50h-4v-2h3z"/><path fill="#e9b6ac" d="M80 51q1 2 5 2l-10 1z"/><path fill="#e76b60" d="M35 51q-4 0-6 3-6 0-7 5v-4q5-6 13-4"/><path fill="#f5685c" d="m77 50 3 1-8 7v9q-2-1-2 1-6-2-3-5l-2-5v-6z"/><path fill="#e83e39" d="M45 44h5l2 10-1 1-5 3q-2 1-1 4-3-1-4 2-3 0-3 3-16 0-9-13 2-3 6-3 2-4 5-6z"/><path fill="#e9413c" d="M89 55q5 1 5 7t-4 9l-4-2q-8-4-10-11l1-2 8 1z"/><path fill="#e24a43" d="M69 50h8l-12 2v6h-3v3l-6 1-2 1q6 6 2 13l-2 1q5-11-5-14h-2q3 1 2 4-4-3-7-2l-1-1q1-3 4-2-1-3 1-4l5-3 1 1 7-2q2-8 10-4"/><path fill="#7c2d2c" d="M56 62q-6-3 0-3z"/><path fill="#ae393a" d="M15 63q3-2 7-1v3h-3l1-2z"/><path fill="#ef423d" d="m54 77-7 2q-9-5-5-14 3-1 7 2 1-3-2-4h2q10 3 5 14"/><path fill="#ed4640" d="M15 63h5l-1 2h3q2 6 9 7-5 3 1 3l3 1H25l-3-3q-6 1-8 7l-3-2q-3-6-2-11 2-3 6-4"/><path fill="#d02f2f" d="M29 54q-7 13 9 13l-2 4h-3q-2 1-1 4-6 0-1-3-7-1-9-7v-6q1-5 7-5"/><path fill="#d13431" d="m85 53 4 2-4 2-8-1-1 2q2 7 10 11l-3 2-4-1-3 2-1-3h-3V58q1-3 4-3z"/><path fill="#972526" d="M70 68q0-2 2-1v2h3l1 3h-3q-7 0-2-3z"/><path fill="#ebc5b9" d="m79 70 4 1v7l-1-4z"/><path fill="#d24c48" d="m86 69 4 2-3 2q0 6-6 11 0-4 2-6v-7z"/><path fill="#e9463f" d="m79 70 3 4 1 4q-2 2-2 6-1 5-6 6h-4l-1-10q-2-3-2-1-3-3-2-6l7-1h3z"/><path fill="#dc3633" d="m65 58 2 5q-3 3 3 5l1 1q-5 3 2 3l-7 1q-1 3 2 6 3 5 1 12-3 2-3 5H48l-1-3q-4-8 0-14l7-2 2-1q4-7-2-13l2-1 6-1v-3z"/><path fill="#cf2d2c" d="M35 76q3 9-1 20H19q-2-4-2 0h-7V82l2-1 2-1q2-6 8-7l3 3z"/><path fill="#e4978d" d="m11 78 3 2-2 1q-3-2-6-1z"/><path fill="#e9453d" d="M6 80q3-1 6 1l-2 1v14H0V81z"/><path fill="#b72728" d="M41 64q-4 9 5 14-4 6 0 14-3 0-3 3h-9q4-11 1-20l-3-1q-1-3 1-4h3l2-4q0-3 3-3"/><path fill="#e69c90" d="m75 90-6 1q2-7-1-12 0-2 2 1l1 10z"/><path fill="#f3e9e5" d="m47 93 1 3h-4q0-3 3-3"/><path fill="#f2e0dc" d="M19 96h-2q0-4 2 0"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a father and son playing catch in the backyard. | <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="#fcfaf7" d="M0 0h96v27l-4 1q0-2-2-2-6-1-9 1l-5 3q1 3-1 4l-6 2-21-2q-12-6-21 3l-10 4-1 1-6 9-1 8-1-2-1 4q-1-3-1 0l2 7-8 1z"/><path fill="#fee9c7" d="M90 26q3 6-4 7-6-1-5-6 3-2 9-1"/><path fill="#f7f4ed" d="M90 26q2 0 2 2l4-1v14l-56 3v5l-6-1 1 2q-6 1 0 3l3-2 1 4q-3 1-3 3 3 6 0 11-2-1-2 1l-4-2 2-5 1 3 3-1-4-5q-1-3-1 0l-2-4q0-9 6-15H17l10-4q9-9 21-3l21 2 6-2q2-1 1-4l5-3q-1 5 5 6 7-1 4-7"/><path fill="#6c686b" d="M38 34h3l-1 4q-1-5-3 1-5-3 1-5"/><path fill="#f7f3e9" d="M17 45v22h-7l3-13-2-1z"/><path fill="#f8eecf" d="M51 65v1h-6q-1-9 1-17 4 0 4 5-3 5 0 10"/><path fill="#eeece9" d="m59 53 1 6h-7l1-6z"/><path fill="#dfd8ce" d="m16 42 1 3-6 8 2 1-3 13v1q-1 3-2 0l-2-7q0-3 1 0l1-4 1 2 1-8z"/><path fill="#f4e9cb" d="M96 41v10h-9q-1 8 1 16l1 2q3-2 7-1v2l-18-2q-5-1-9 2l-4-2-5-6v-3l-1-6-1-2h-4l5-3-1-4q-3-2-5 1-4 2 0 5l-2 1-7-4-2 2-2-5q-3-1 0-3z"/><path fill="#4a4447" d="m59 48-6-3q2-3 5-1z"/><path fill="#454b5c" d="M53 59h7v6h-3l-1-4-4 5-1-1q0-4 2-6"/><path fill="#f3ebcc" d="m16 42 1-1h18q-6 6-6 15l2 4 1 3-2 5H10v-1h7V45z"/><path fill="#f6f1e4" d="M96 51v17q-4-1-7 1l-1-2q-2-8-1-16z"/><path fill="#6e7276" d="m32 63-1-3q0-3 1 0l4 5-3 1z"/><path fill="#979087" d="m60 62 5 6-1 3q-1-4-4-6z"/><path fill="#a29d9b" d="m39 55 1 2-2 2 2 6-4 4q3-5 0-11 0-2 3-3"/><path fill="#d8cfbc" d="m40 44 2 5 2-2 7 4 2-1q-4-3 0-5l6 3-5 3h4l1 2h-5l-1 6q-2 2-2 6-3-5 0-10 0-5-4-5-2 8-1 17h-1l-1-15q-1-2-3-1v19q-3-1-3 1-3 1-2-2l4-4-2-6 2-2-1-2-1-4-3 2q-6-2 0-3l-1-2 6 1z"/><path fill="#f6eed1" d="M45 67h-3l-1-3V51q2-1 3 1z"/><path fill="#eae8ab" d="M60 65q3 2 4 6l1-3 4 2q4-3 9-2l18 2v2q-33-9-33 24H0V69l8-1q1 3 2 0h19q0 9 5 2 0 3 4 5v-4q0-2 3-1v-6l1 3h10q2 2-1 4 7-2 1-5l4-5 1 4z"/><path fill="#6d6b6a" d="M52 66q6 3-1 5 3-2 1-4z"/><path fill="#888176" d="m29 68 4 2q-5 7-5-2"/><path fill="#7d7769" d="M34 70q0-2 2-1-1 3 2 2v4q-4-2-4-5"/><path fill="#fbe6b8" d="M96 72v24H63q0-33 33-24"/><path fill="#989882" d="M57 77h-9q4 0 7 3l-10-2q2-3 7-2z"/><path fill="#e0ddbe" d="M57 77q2 1 1 4-6 5-13 3-3-4 0-6l10 2q-3-3-7-3z"/></svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAarxJREFUeNrsvXmYHdV55/9Wt5aWhFBrMWKVrmwQYJBobBYDNmp5YmwcMMLYcYyd0PIkzsyTSWyeZCbJP0HM83uemfn9A3ae+U28SsRrxnYQ8Q621XjBGBsjCWN2qyUWIaylQWiX+vzqrVt1by3nnDp1b91bp6q+H7i6vdytq+qc9/su5z1EAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABIwcEhACDKxh/9bMS941vDvW12bxNr3n7VZhyZ0p3Dhn8eJ/g84hwCAAEAgMpojLl3t/mGIw4bkdtdI7IBRwrnEAAIAACqYTSG3bu73duowcM3uAZkLY6aledxvXs3ZvDQcfd2o3seJ3HUQJ0ZwCEAgDYZGn9mzDc0oJzGn/xzvQlHDUAAAFBvw7GOmnniLIz5oWZgxzkcy2D8A0b8cw8ABAAANeVjHT7vNhw6a7itz+ceAAgAAEruOa5x74Y7fHrDrzQHxZ7DoNq/E4b9awAACAAAaka3BnwUh7BwRgu+BgCAAACghtyAQ4BzAAAEAADwPgHOAQAQAACUgIluX2Djj34GA1QQOR37CRxJAAEAQA1tSA6vgRB0cdxgyTUAAAQAAGXC7wTXbX94RACKo9tjvxndAAEEAAD1ZbzL54/4rYRBH/GP+UjB5x4ACAAASsz9FniioJhjfj8OI4AAAKCmrHn7VagDKCc3WHLuAYAAAKDEjCMCULsIwDgOIYAAAAB0GwrmtsANHMb+4B/rRsHnHAAIAACqYFNyeA30lO8fayw55wBAAABQamvy9qt4KWC3y8FW4Uj2jW6P9aR/zgGAAAAAoA6gRIwWfK4BgAAAoEJ0mxMexvbAvcc/xt32XbgHRxIACAAAWrYlh9dAHUDvyeMYIwIAAAQAAL5VeftVE9T9xjCoA+g93R7jCf9cAwABgEMAQG6e4SgOYc8ZLfgcAwABAEAF6To3vPFHP0MaoEfkdGyR/wcAAgCAnniHSAP0jlWWnGMAIAAAqBLYHth6uj222P4XAAgAAHrmIWJ74B6A7X8BgAAAoNfkkSNGHUD+IP8PAAQAAD20Mm+/Kg8vEXUA+bPKknMLAAQAABWmW0MxikOYO6MFn1MAIAAAqAHdhoobaAucH/6xbBR8TgGAAAAAEQBEAUrm/SMCAAAEAADpYHtg68D2vwBAAABQmigAIgD2RAA24hACAAEAgCnd5ox5e2CIgG4td/MYdttX4X4cSQAgAADoVwQAUQA7vP+8ziUAEAAA1AFsD2wN2P4XAAgAAPpOt7njUbQF7uLgN4/daMHnEAAIAABqSB6541EcxkKPHfL/ACiYhkNQWc9pjJrh07AHykuh7sKSKGPGc3iNVfBCuzp2NpzDuswb3HDpFopuujTpi6gN2Emxejg4BJUbxGz47yB95TQbpLUY0EbH8xHqbhc63oL2YhxJHHvLHYb1pN9wieeKW93juQFHrDogBVCtgbzeH8hpeWce6JuQnzai2+WAvD1wA4cx87XcoO63/0X7XzPjv4nSd1v0RII/xwAIAGCh5z+WxTBBBBgxnsNrjOIwFnLMxnEYjYx/FqE15s81AAIAWDSQ7+jEO4UI0IPtgQsD2//aZ/wD7sCcAQEALLJT1Hm3NIgAg/kyh/MD+nvMUHjZG+NP/lyDaxoCAFjCDV0+nyeCbdjCVkm3S8mGUQeQyUA1CO1/bTX+ec05AAIA5MRwTq+xCSJAyngOrwEB0N9jNY7D2DPjn9ecAyAAgGVCAiIght83YQJHojRMoNdFT40/gAAAEAGIAmQxSjiEfTtW8P5h/AEEQG3Ie70zRECSbnLK2JAmAzlsxIT8f++NP3osQAAAW8Y5IgF9Ocaddk68C4evb8dskrACoB+eP44xBACwyGO6EyKgp8eYDcvaDp66uUfnpurc2WEUAC2ue2/870RECwIA2MXtvrGBCOidCGCvZ0NGbxQGqXPBdSNli7ps8M8RjH/vjP9mf64BEADAsglzNURAz48zRwFuNTBM4+7tYlSjd3Ws+dhdTOlFfcFGNWvrfsz6YPxXQ9BWB+wGiAkgC5P+BLAZx9lrVsPd0Lghyqj/4wnfWN0DTzT3483HOtiqthESWVyMthEhaRh/AAEAIAIAwJiH8QcQAJgQIAIAwFiH8QcyUANQUUI1AeM9eHnUBAAA4w8QAQAlmCTWu3djiAQAAOMP4w8QAahXNICrozf0MBKArUEBgPEHiACAGkYCGF7vvgFHGQAYfwABACACAAAw/gACAEAEgH6xacP7RxW/Gs5gPCZJ3VhqcvXY11D7AeMPIAAARABEQA+NeYPazW8Cwz4vZghGC/6YcbFwf/znrmAYx9mE8QcQAAAiACQ99sDQLw193ajgn7s5JAxeoeZSVUQUYPwBBACACKi8oR/xjfyIfxvGkUmIg/v9ryfqLAxg/AEEAIAIKJ+hD3LtbPAvomgPe5Cdcd9gbeH7OogCGH8AAQAgAsph8Bu+sV8V8uxB7whSCBwpGK9afQGMP4AAAFUSATzhVGaSjhn8UTu9e1G3KWO8CoIAxh9AAICqiYAJd9JZVnKjvyZk8Av08EXiS5HHa3U4HTjSp1sxtWz0BcFGVxBMwPjD+AMIAFCcCChVKsDP47PRv8E3+n0s1hMGBl509dK9mRkc9U+dQqedzX6E4C5b6wdg/AEEAKiyCNjg70tQFqPfpz0O2lZeZLHWQv+Y/iYAHIMZxbFFFEz40QFrxACMP4AAALaJgI+7d3fk+JLj7iS0ut5GX2XshebhRo80eJ28Zwknw1Mco9cpQBQEYuATRaYJ3LHG4+zjMP4AAgDYJAI4CrC+igLAz+nfQL0rfDQ3+DFDn+rTiw4+g6EecLqdKpxUKZAiDGKP6J8gYGP5CWrWDEz2cYw13LttMP4AAgBUWQQULgD86n3+e26hnlXuCwODL9LNs9C/hzD8KJ2HApzMs4WT9kBHKQOMREEfIwQbqJkiGO/D+Mo70gbjD4yYhkMA0uDCPXeSohxEQGH5Vr8D38eoJyF+EbfpEm9dZfB1xl6oftxJGKDz6EWGtxOeURZS2+z9SDjJF3OC75yIgIokBhwROpRO5N1iqiAvWCSOuddNP6ICq2D8ASIAoOqRgIvdSamvIsCdwPkz35a/tx/38k09fGFu7EUWIy/6pw0S9X6O+RMdw6iBo4kSOE5KdKAn09qkLwQ25F0r4I4rLv4bhfEHEACgqiKgb+F/v6jv477Hn+PSPY3RFxIjrDT4MWNvZOhFRuMuip86HIOUgEQYmAgCRykq+iIGNri32/MSAjkKABh/AAEArBMBPCEt6/XE1EvDL4Sp0ZeF9LMYfJGiB0TWj66LMRhMEE4XM4bToTDIJggKFAO5CIGcVgDA+AMIANBXEXCHgaHliWltL0P/vuHnMP9YfoZf4e2rjH5HBl9n7NPX/4uee/mdTCjZ+wGki4IUQSCNDijEgIVCwB1LXJdyN4w/gAAAZRIBjZDhjcOT4V3u7c5eTUw98fiFUIT4Mxj9zAZfaDRIemogj0BBPrOGky4OMjxXbaydWB2CkyEy0NOoQMdCwB1Lj1BnTYBg/AEEAChcDIyGvp3sg8efo+EPe/t5Gn2ZwVes8BfC3Mgrbb4oYAJxDGcXpwNh4BhECOLRgRQxECkg7FlU4E5fCExmGD9s/B+B8QcQAACojf8Y5VbVL8nti7gpjef0DYx+moev9Oz1jX6MDXxPlwI4mWYPR132r/b8jQWB7LUdw8iAJCqQrxCY9EXAnRlEAF/bprU1MP4AAgDUxvCP+oZ/tG+G39DoC0lkIJPBFxkMveHSwCzNg7NOFY7p450MwkAjCpy0boFSMaBIE2ijAuH0QG5T44R7W2vaUMiPBNyhuc695Yiu4V+HWQFAAICqG/5hf0Ic697uyzz7+Pp5kTTEHRh9eUhfSBx98z0Aoq8i0qx+gTOIo98lwDEQBTpBoOgDYCYGklEBVXog5zqBjb4QMPLYfSEQbD8dCAlva2N4/QACANTB+I+R2UoDQ8Mv1GJA6u2nhfdFipdvaPAVxl5I3sPE37dqKnFMxIGqQZBMEKRFB1LEgCxFkJIeyFEIZE4LAAABAOpm+BvUzIWO9t3wJ4xxB0Y/1eDLjH2aoVcb+ehHFv2fPkxW/qWE/E1EQZog0ImBZH5fEhXonxAY96MBExjtAAIAgLbx5+r+27ry+uOGX5PfV4X5RUwcRF9eZPPyhVB79gZLAtOXF6YekIKmCkfn4GtEgUQQOE4+YkAbFeirEEA0AEAAAJCf1x9461kMv4FxJ1lOX+PpSzf/kXcIVHvzHaz/N9lEsJvdAElrczNMK46ZKFAKAk10QCYGJEv/pFGBuBCI/EwlBBANABAAABTo9cuq+rMYfnWrXxFLB3Rn9EUHxl6o3p7Iwk6AidUCjul0oxIFjsSJd5RiwNF2CDTsDiitE9AIgXyiASwCNmI2ABAAoC6Gf9j3+jvcorc7w68K8+tC/Hqjr/fy0w2+6NzQC9HB0ctpUnCcTNONmTCQCYK06IBCDJhGBZwU7z/+s/jywe6FwAb3dmsPtx0GAAIAWGH8eZkT9z9vdGL4E537emH4OzL6QmKX9U1/hGkBnxDGRryIXsBORwJBJgrkgsBR9QLIEhnQRgVUdQJOtBNhvEYgXyGw2Y8GbMYsASAAQBWNP4f87+jM6RcJw9/+rgPDrwnzC0lb4DSjr/byZd69MDL0qWZfdOLn5zxlOPofpBX1ZRYEjiN/B+l6fyc1KmAkBNKKBUNCoMv6AKQEAAQAqJzh7yLkHwv3Rwr8ujX8CjGQ2PlPaIy+2svXevhaY69bGpglGtDvScSsy5+ZKHBiv8oqBlJSBDkKgR7UB9zpioBbMXMACABQduM/4hv/jDue6cL9ORj+Dr19racvdN36REZjnxIvEBYVAjqOwQSTtnwvXRBoowOOk3y1TFEBWZ1AN0Kg67RApg6CAEAAANuM/yg18/0Zq/zjy/pkXfqExAOX9/o3Nfxab78Loy81+BJjLzo28gZRgS5WATrdTCGOLiXgKCMFekGgEwPxmgFFVCAnIWBSKNhFWoDrAW7EUkEAAQDKZvzHyHyHM7kB14X7Iwa5N4ZfHuLXGH2pl59SN2Bk7CXPydg1sOdTh5Oa/TcQBao8vakY6CQqkNYZMG33QHmhYI7RAI4ArEZxIIAAAGUx/mz4x/Lx+lPC/UJkM/yR/L4izC9pC6yMAgjzHgBmBj+eaujGuGfcOMjJa6pwFMLAyVcQyMSAaVQgbyGgSwt0Hw1AcSCAAADWG/4OdvAz8fqT4f5kFCAmBowNf3rXP9m+AiZGP93gd2rshWH3vz5NIsaerWMmChynSzGQPSrQnRDQ1QfE0wJdRQNYBGzATAMgAICNxn8TZSr2M/T648Y74bFrogBpz00Y53Rv38joG60O0JlwEyMvTA9zD2eIlLbBWkMnixSoBYFODGSOCnQrBBxZvwBH/n2+0QCIAAABAMpt/JPeetTLNwn3yxr4yHP8hoZf4+2rdhLUG32Zhy+Uxl6YWu+U7YFFTycMJ8OM4mQUBY4kCOCkRAdUG/mYRgUkAkEnBJTev0laILdoAJYJAggAUEbj343Xr87zKw1/IgrQieFXvI7C6Hdu8HWNfkyNe9r2wt3MFKYb/zqapzjZBYEqOiCLDBhEBZxYcZ6REHAc5fNN0gLSIsFwNCC7CNjgioC1mIEABAAoyvhna+srFLn9uBEX6up+fZ6/E8MvFJ8x6e13bvRFep9/IXk9lXHvwLCLjE9ysk4RTorXbygK1IIgixjIEBXoUAjo0wJm0QC9KIAIABAAwG7jz56/wRr/eKGfgdefJdwvXc6nNvyJ/H5H3n660RfCxDsX8kiASD2iRkGAfswYqWLBUXj+SlEQFwRpmwY5XUYFDISAoo+AmRCIRwNSagOyRQMgAgAEALDd+At9FCCD168v8MvH8Gu9fZXRF8Kgy5+5wRfG+X9LmgE7GcSBoxEEmcSAJo+uiQoYCwFH1lI42f43LS2gjAbkIwJud0XAOsxMAAIA9Nr4m+f8U4y9udefEu5XCgaJaFBGDHSGX6hbAKuMvs7gS3f3S8//G0UE+rAZoJNlyZ9UJzipUQK5IOhQDOQqBLpNC6hWCqSJglSwOgBAAAA7jH/UeOfp9WvC/bHugLkYfqm3L+RL+ZRGX0hS/ul7ACQe37FxF/2bIhydQHAUXzoGEQKNGFDUDDgmfQDSWgRnaQ8sMeIm0YAcCwQhAgAEACjS+OtD/moPvhOvX2f4o59BKRo69vZTjH5itz95OqBzY995DwBhOiE4OU4nSmHgpAuCRHQgixhQ1wp0LgR09QGatIDK+w9/370IuBEdA0EaAzgEIKsGyGT8RchgipDxFyGDLPTGX/j/NZ/vfyeiUYTmc6KRBP83oedR5HUiz41sLuR//sRr+reW+Qz/fa1P2X79kFCJfObQ+4drF1qvL8J/X+i94rfgeApKPDdxk/wne03pf2mv3Xq6UH/WcBAk9rkif6MI/12Ro5o4dtHrIvr+wTGJCkLJz+PnNHyNhc9l6xxFz4eIR7WEiF53KnEbGh/JKFl03ESudWEs+tb7NToAIAIAcvH+03v7Sz39eJW/UEQJVI8P+84qsaCYICUrDYx3EEzx9lVbCEejFXJ/W+3dy1317K19elAL4HQybTiaJoCOYYQgJTogawokaxUc79pHlLHYT++Nxz37rqIB2pSAcV0A7x1wMXYRBBAAoFvjz739P25u/Lso/BPpRX7x2gFZnl9Z1d+V4Vf1B9AbfWODb2Ts9cZd6MRETlOG05VIUIkCE0Gg2s1PJgYcRXogixDQLdUzSwuk1gaoCgSNVgmkTuG8eyDvIjiJWQzEmYZDAAyM/1ia8U+EVeOGOauxl3rvBl6/Is+fLO6TG37ZygGdt5/d6Gc1+ELRK8jAuItOf6lb7J/y7iIwVELxsg4leycERk4knxC+PsL23H8f73dhMSBE+KnU/LUTfBE5fWHbKUTzMS0hEFx7wXuK5ucT/u8CQ9w8x2yIRftvE4ERb/5O+L9zRPOev3dE+zMJEf77He8a9J4vebxw/Ndxwu+lPWecBuDI3Y2YyQAiACCr8R+lZt5fOeNLi/0inrs85J/Z648V+fXG8Hfi7Wcw+lqDLyQtA1Ld/FQxIPoyWTgGD3QkS/sdwwiB01lkINEFMGU7X233vvDzTdIC3UUDkqsENOmB9OJA9AgAEAAgk/FPafQTK/YjtfHvPORv5vUbGX6ZwU4z/KbevmIDoPbH6tDga1YK5N0muLOZwzGYUBzFLzMIgqxiQJYicHooBHR7BKhqA0xSAql1AZlEAFYGAAgAYGT8U5b7RY1/tHgvJgRUjX0kxl5IjXYHXr+QeeV5GH6dtx9+fZkVTjH4yoJB9Wv01ufvYuqQNvRJFwVOIpLgZBIDsu15uxYCTvL5cUPc/rhp0YB43wDVlsEKUaCtC0gVASgKBBGwDBCoWG9m/EXE+Aud8Q8vwRKxZVyxr6m1bC66DC/u9QvV0q3wcyTLvuTL+Eiy7Cu+xIxiy/SiryWEkC4/ay1BUy1fiyxtCy3KCy8plL1nfAlfa6lb+CZyuElekzTL/sJ/V2QpYvvTxpf9Uez4iMSSyfY5lR7/0LkRiaWSIhplSlw/RMklhKFrXLp0MLmkVH3tJa+78GdsXxMUOZdS0SxUojm8fFUKi/q7fXEPAIoAgdT754K/NXLbr670l4fts4f8u/f6dcsBJc9TRgzC76Tw9qU5fRGLxMe9fFmdvtkqgfQthnuFbnmizLMXSf9clt0IFQY6kccERXfBg0OFhf5zwuckWkQYKh6MFQ6K5Ef0Cuu89xft9w0uibZ3LWLFg36hYOS5zVpBCj0vXiQo/Ko9R1Yg6D/eEfGCwPYl2gowiKAusV2c6PgfWFC4UDABi3pe0YONgwBSACBh/HmCeKQz45+h2M/IcGfdQEgW7o/vQGhi+NNz+0LRITDN6Ou6BCaEQSGGvsdTjZNSNSDbujfxJCcWtVft3hd7lbT0gCLH336bbGmBRG2AH6ZPfk5HnhIwrguI1QiY9QpAPQCAAAAR4z/sG/+GkfHPUuwn9fSzFgbGxYfe6zdpJ2xm+DW5/UxGX1MzUDmDbzj96ARBZjEg2TfApA9AFiGgzeubFAlGn5NpU6DMIiD+vAioBwCoAQAR1udv/HX5/rZJFkLWxpcUuX7StGglaZ4/3k64/Twhz++3DLEity9if1cs793+qTx/L0K5ZiFpDVwPQvUBIta+mYSkhkB+PJPnVlLDQZpzLCSCM/J+ofMm4teqiFzn5htehT6LVvSG2wArWgjH6huktQhJhv3xDhABAPD+vbz/HR0bf6n3npzUEpNjIlyvbuOb9N5VKQPJc6TthWXRh7CQiC/fk0US0jx9mZcvcMEZTk3Kin9HFxkI9xHooDOgo1o1kCEtkIgGJCMVjv9zVTQhfalgcoVA4v3SIwG3rh772p243iAAQH2Nv3y9v8azUBl/XRg/XK2sFg1klusXUW85Ge5PpgmkRtvE8MvC/AnDLw/vi9qF9Xs3VUnFQLwpj0wIJJRELP+eEAKyLX7Dr6fKz2sMeVcpAV1dQC4igFMBm3GN1Q+kAACz3tz4i2zGP7xDmsL4i0zGX0h2/pOF+ykZphfRv0EZ6jcI84v4ToKK8H79wvq9IrocMbGMU7nbYzL1E34teWpAljoiTVpAaFetdJ8SSFtlI2LpAHnETpMOQCoAAgDU1PtfR/H1/lrjTzHjL/TG3yDfL58sk+v6ZWujk9sOK7ZijRt+kcHwS3L78S19I0ZfwOj3UghExICkZiC5LTNphYC0RiDeR0B2bQjddR0zykJo6lhE+l4akq2ClQI8uwgY8VOAoHZxNVBn459c8qecPFTGX7XMT1bERCTN92f0ktTbCJOyIDH6OeOTKyWf23qqKsyvWQ4ICpnKEmF9TXognqtv/UzyGg6ZVuqHXjktt69tCyx5rvJ9dXsIhFMHqekArApABADUjPW5Gf+4l6M0/uHOaunGX8hCpDKvX8g7qrWfI5IeZJrHTybd4mD8bYkMJKICsfRA3KNXrwqJiUuJwE1ccyLbqhb99S7pHijrsqlMxcWiW2aRAKwKgAAANfL+11E49N+t8Zcu2yOixISmngylbYRT0gxC5vVr8vzSNq8qwy9bbgbDb70QIEV6ILMQUNUHCJMNrOL1BNHnCxFfFkspjbQk6YOICBAdiYBYM6pRd15Yg2uoTnEzUEfj33DvtvXK+OuK/cigtsB8t7/4REzS920/NC4goq/ZfonY5kWRn4EyTnPJ9IAmNaDb0pdku/ul7dhHxikB3dJA6QqBlIZB4XRAO52g7Rg4Qc1UwCSuG0QAQDVZH/aYOjP+ojPjL0RiVUDWquh2AZXE60+E+5MFfiJWWJUI9ZMkCgBKHRVIVP3LIgJE0U2IQs+Vp5Tk0YBEBIzMUwLx5lSd1drIIwEm45yajcBQEIgIAKio988hvrtlhjmb8Y9PYuq2vlny/eooQHzLYdK3EiZSbCIk2/43WtwHj7/mEYGwVx31jjW9AuRRhPQtgg2LA8P7CGiiBqmRAGWfgMRWwstQEIgIAKiW8Q8V+qiMP3Vl/IWh8Vfn+9teurzQT+4lKbcdVuT5E1vyRpYIwvjXKyJAkuWDlGhf3b5OY8JUFg0I9w0QsWJYWU+LSF0AyUW4ZiwZRwJ06b7oipY7cJ1AAIBqwaG9Yb3xF10ZfxLxfvyaCUsR5tQKBa3XLzThfkl0I1bcB8NfUyGQaPJEEsFJqUWCFL/GFddtei8MeXosEiHrWASQqQhY4zoMo7hGIABANbz/hnt3W3s+iXkDqcafshl/TXOfTNsGazYTknv9sfeSemPRVQlo3FN3HSCpC0nUB0hWC6TUBiQr/UX2AllN1X88UmYmAuLjknQi4DZcHBAAoBrckfTkFZOHUbV/BuOvmMiEbsmUIqSanHglRVWSNsSJAj8s5wOxaADJCgWlaYEOogGCUjoASqJXpI7Sidj137kICP08IQK8ZYFjuDYgAEC5vf9R926NiG2Vqjb+lK/xJ40XE5/ARJaQvzzXT7IQaiL8CsMP5EJA3myqg2iAZkfMRJOs1NSZLnqWgwiIjOfIYxAFgAAAJec2EvGWtzrjL3pn/DXFfvq8aTKfKYTO61cIDeT5QRYhIFs2qI0GhCMIySWzyZSAZCyRQf1MRyKADEVAJJXWQBQAAgCU1/t3B68YTYYTYxMDdW78hfRx+uWEaRueJNZCp6ULdF4/wv2gYx2g37CKpOklWZSKkiktMllBI3IUAQZRvnC/jlYwQCAKAAEASjqD3aZa6y+dhMITi6Hxp9THpVf6yybHuMdCQjOZSrx+kdg6GIAeRgOUdSrU1VbZvRMByd4YIlwf1BbUjU3r34coAAQAKJf3/74xdww3lI1+KCoEIjvdxZcMKcL+ZsZfNRFqNg+ShfxTuq2Rcr01AL2OBlAsGqDYyEpTF5AsDuyTCEg02ZLOF4gCQACAks1XtyUq/ine6Iekk4BIaxlqlB5QbGqi7D8Qj0gQmYX8ZSFYGH/Qp2gACYWRlaWs9K20jRr5hMabVgRExEJcEMf2z0hvGdz4EaIAEACgHDQHq2i0TXLKcj/FY+JeftfGX1npr8v3k3GXNQGvH/Q7GpBY4qdICZAkEqYUEEnxK28YpBEBiqWEyhqERKOg8Jj2/kEUAAIAlITbIgZcZOjyJ2KigLIuCdQYf9JMfJp8vzLkT9I2pgD0LRqQiGpp2/nKRYB++R5lFgGU0vVPVfWfsjKg8aP1NyEKAAEASuH9Jyr+VVXAQr4qIL50KGfjTyoPSfZYRcgf6/pB8cGAuNet6gAorwtIXPeyZYIZRUAyitd+vnT8pi4PbL3OLTjjEADA7inpNnnFv2q5X+znRqsCKMX4C0WRUdrOgTLjTwYbqwBQdDQg5H0L2bbV8joV5QqBDCLAeOmfkFf9R8e67DGtv2f0R+tvGsX5hgAAVnr/N425I7WRKPqLVfkaefW6xiSJwsCUKmRKX+YnbwdMiYJBhPyBvSJAnRKQR73ibYA7EwHajYFIU/VPsmhf8jGxFAKiABAAwFJuURf9EcWX+6mNP3Vo/MnI+AuNwEg+lrC2H5RHBsha+Oq2wSaz8aIVAUJd9W9c7yMUKwOSRYFjP/r8exs40xAAwCbv//M3jXKIrj0PpFf8Rw27aoLJYvxFpslMJjCEdF01Qv6gVCogIYT1HTJDj5XV5YisIkBoRIA8WhBxCqQrAyKifAwnGQIA2DXrfEya99cW/akbBMm3DRbyPgIdGX/Sbnwin/AAKM14VNcFyFbAZCme7UgEyB5PHa4MoI/h/EIAAGu8//dy3n9NpId3LIeXKAQKd/6Lb8ST2avo1vhLGgTB+INKiADJHhiyQj0yEAGkS9WlCXZVo6C0GqBoUaD/nOEffv69iAJAAAA7phlW5LLqX4WKT0wmsXXJ0uKiXhp/UhT7Id8PKjA+NSI3kwhI27/DOGUXG2ckdw5EbN+QsBRBMSAEALCHMV3ePyTfU9S+iG3L20Flsc74CxPjHy8SBKASKiAZTaNeiADNct2Y159cHpgc48p6AKLRH37uxgZOLAQAKBAvFCfEcPa8f2xgK/J9Xa0tjht/RTMg5Z4DAFRNBBhs7pOvCJBt85u+MsCoHgDFgBAAoPBJ5WOhqYKSeX91j/9k0V/ScyCd56DdNtjA+BOMP6jdgO2PCEjrFqhcGUBm9QDN75AGgAAAhXn/n7txxL0b0a73l7X5jYX5hXobUG3ukESOxh/L/EBtRYDoQgTEAvyyjbwoaeAjc4W0KDClHqA5VzR++Lk1ozifEACgGG5JW++fXvQn8UYMq4fTdhiLTE6G+wcAUD8RQOYiIMPOneYrA6LiO1s9APYHgAAARU0iY9FBK1PrZFb0R7IoQPr64YiIiH2t3l0Mxh+AjkSA4nHG/TyEIH1RYNZ6AFqD8wgBAPrMDz9345g7BIdJqPr8KwZxatEfZeogJi0ogvEHIH8RQPLHhbxxw46eMcNPndUD+K8//IPProEIgAAAfZ42blDn/QUlOnibFv1lqBTWbzMM4w9AriIg1ja4Pbqz7umh2SvEoB5A8vo34BxCAIA+8YPPrRkmaobeZIY+ZIlle3p3FxYknfEXMP4A9EUEUPZdPaU9PkhaDCybU6R1Rc3HIgIAAQD6yBp56F+33j8s35Mtg80Kg0hRHaww/gTjD0DnIoA0IkDTjyNLl8/Y+FRuDZxIJUZSAcM/+OwNEAEQAKA/84S/9j9lyZ/Ms09MBpmWBpm2IVV0+IPxByCDCBAxcy0Mt/lNeu9p0T+px69KLcZEgv84pAEgAECvcZV2g4K1/5JBG/EAKCYEJHn/jpuDkNBMWDD+AOQqAoR6rw+9x25W/5NWD5A632A1AAQA6Atr0kP/8lUB5srfYDlQxDtQ9wiA8QedMDg4g84793rvHiIgLgLkY0u9PJAoURRoVA9AkkJAZSpg+L7PvAciAAIA9Jhb0kP/mgFPMYMtzf2R0QYhRNKtQhVrkgHIZvznzj2NTl28ApGAlLX+FJ8PTDb+0tUDhF874RCQMhXgsgpXLwQA6BEc/ncH3ojMa9caekkOT5X3T3oIqqI/Su8jEPYgADBg9uyFdNHKm717ZrErAOobBSDSRdaSrYDNtv5W1wO0v48ZdsleI9L5BxEACADQw6lgja7hj0zpZxrk8WVAooMdx0iyVwAABswfbiTC/vx1vaMAJN9K2Gh5YCwymNoPROUckGkqoHHfZ65v4EqGAAC9UQCrdFW5stB/PmE+YbjWX9UxDAA9ixYtp7PPvkbq7SMKQDExresRoK7jSa0HiM8RrdcwSwX494gCQACAvLnvM++JNf/JFvrvqNAn8dqSCmKi0IQB4w+ys2zZKC1rjCp/jygAyY26tqOfql1wlwXCMcch/HuBOgAIANAzRtWhfzIK/Wde6pOYIJLPkVf8A5BOUOy3aOHy1MeefvqbaebMuRABskZBRJLaAEW74ExLhKmTVMAormwIAJD/0L9B6fEnjK958Y5Zs4+In6+u+MdyP2AIF/ldcMFNXqW/caSgAduiWxkgmxuU9QCyJmGJpYGqVEB8zoi89vC9n74OJwoCAOQdAVBu80tRw58W+s/e7lOV9ycs9wOZ4Xw/e/4zZ2Tz6FkscKEgEJoIX2xsE5m3CTeu+o9HDeNzEEEAQACAvLjvM9ePuOOqEVXbqkGsmhhUS/5MNvyQRQdkUQgA9Cw56wrPk++0qI/rBWpfEBgaqUmhr1rGp6sHIGmo3zwVkHg91AFAAIBcvf+E0iaSVfWLzKF//Zafybx/aPJB0R8whPP3F7zxJq+ivxvY+J9x+ptxQBMeu3ynTn09AJF8aWA8IqBaORSbQ9qfAxEACACQ3zj38//SNf8qdW4a+ifNkj/TvD8AaubOPd0z/kFzn25hEcGvCeRjmUhu7NMLiCVGPjJ/pEQRQ69/76f/ECIAAgDkFQFIhtxjgzZRuEPyQZtpyZ+u0x+K/kA67K2fd+51uYftz1H0DKhtICAmzk3qAUjyWLNUgNyZiM4rNIIzAwEAuqRZUWtQ+KcM6xmu41WFDBWd/lD0B3RwyJ8L/U7vUbiejT/XAwCieFGgTOAnxbpsaWAsFZBxTomlIVAHAAEAcvH+Q/l59Zr/bGpd7SlEB7gq74/YP1DBlfoc8s+yxK/T9+EVBYDIqHGPso04RcR/tqgiSQsCCSsBIABALgN7VVyFK4tyIoPdrOo/WdGf3iEMth+ovHKu8j+7j+H5JWddmVttQelnirTan0Q9QLZUgPS1STnPDH//U+9u4KxAAIDuhP1osmBHN0ANK3aFQghoJwTk/YEcNsIc8l/c55a9XiqggaWBFJkWTJYBy5b8EmVeWRQ3/NH3Qx0ABADolGRHLUXHP6M1u2ahf7MJAIA2bPTzrPLvRHwsWXIlTkTcz5f2B5C0Cu6otwgZFAQKCACLmYZDYL2cH5Eu+yNZKD5tA4+0TYT0Ax55fxCHC/3Y++51rt8E3k/g4ME9tGvXozgxPE4d/sLxhm7wb3jUO/73POYd/lI4zYfwmOcvg+9bEUSn+biIK9B8lebrkew9UAgIAQC60PKrIvY9F1WeXvgjdDsHAuB7/bzEz6bQO9cfsAjYv/9FzB2sARx/HLuW2/vS/cfxtIDT/n3LaAtfJjhRI98y/KEQv/965L9++/WigsL9HxEAi0EKwH5Gksv+op67tvAvfeeuRARBX1wI6k6wgx8bWxvz7twfAEWBYVEvUlMB+gZBlJ5SVM4XYvj7/3xtA+cCAgBk5Pufevewe9eQGewOBmJEOiD0DzqBl9xdtPJmK0L+OoGCokCKePEqES9dFZBwMgwKAvVbBkMAQACAbr1/pYHXrs1VF/7pGv4g9A/CBE19ymJYgxUJINuqgGgUIDpPRJ0EUqce4wJBoB8ABADoZOSOkomB13bnUi310zf8QegfBAQV/jZ7/SoRgE6BROpUQHSsR6IAHXQdlQkOn4twDuwERYB2c5GJ9x/ZACSt8C8e4ktEAxD6B22v35YK/07hlQEnjh+hHc/9vPYiICj2a68KoFblf6twz/uN8Cv7QwWBfsFfqyAwVADYLjDkH7VXHwTTkuMgBQABADoZsiMm3j8lPH1dj3/Jmn9twx9QR7i6//SKbLnLEYyDh/bQ7t1P1Xs+SVkV0DbqwXLA9u8jywJ9Iy9bFhgz/MHPsBLAUhwcAjv53j9fO+wOo33JFryyHb+iHfqEpOI32UtAttOf7HVBneAtdpctW0UzZ8yt3N+2bWK89iKALbbn1Tu+d+9ZcDbk/ip+//vW16aPbz3OjxmEvm8+npa96z9/fwIjDBEAYKbXR5RLcFqK26wdZyeFfzD+9cLr4b/kSi9kXlU4ncHUWgQEIfrmGv12yF7VG6AVBQgeT9K1/+3GQ6EoALVTDe4rNNw7CAAIAGA2ULmBhqQwL63yVrLxT/D81MI/hP5riY0NfXopArhREN9qrQFCRrxl5ClmwOMdAkONgqIVBdQy9YlagHbagNXXOEabXWAVgL0szeb9k3RLzmj7YCJt4V/k9UHV4XA/V/fb2tCnV/DywHo3ChLRgCApCogjj1cvCzSrS6J5GHEQAMB8kI5k9v4j4sCk4x8K/+qI1yhn2ahrCK+rpSEMOhnWWgQI2ZyiKRhWLgskMlyZhEJACACQgZHuvH+Stw+OD2iVNwAqCYf6uZNflXP9EAEZNIBkTol57vItgzNFAbx/hzH6IACA6eAkGu7E+xep3j+h8K+GzB9u0MqVH/SW9qFFLkRAdG4h+eofyZbBnUUBhF/TBGwDywAt5Hv/552jrtHe1Bw/YQEQW6qX+F1y2V/4NeTL/vznCQHvv4KwcVty1pWlbubTa06cOEpPPPnNmhYGOq0GQMGyv8TPYssAo/fRx0WWB8aXAro69Nq/vG8SVxwiAECny0Un3r+s5a8mhydi+wjA+FcKr4vfstFStvBFJKDfUYCwwx/fSjwZBYg4DxmiAAJ1ANaBZYB2DsqR9uBLDq7I70xb/spaCqPwr5LG7NTFK7ylfQj1ZxcBO557oHZ9AuTLAkPtglsL/oKlgk50WnKE/xr6vgBwMiAAgBlLU3Nqxt5/stIfy/6qCRf4wfB3JwLq2Syoadrb/f/j+wQEAkHRIjiSSdb1BfBaAo/jSoMAAHoa2qpaA+9fJNbixtsBwPuvCosWLfeK+6rYvrcIaikCYh0Blc2BuosCYCUABAAwGI2Nbr1/WctfeP8w/MBcBAwOzqRdux6tURyAYlEAp/XDnKIAaAYEAQAMRmLDzPsnQ+9fwPuvENzBj7v31bubXe8JjvG2beO1iwJEdgvMEAVI7BEQFQQoAoQAADq++7/fMSxi3n/U8oeHlKzrHynW70a9fzT9Kafh5zw/qvr7R9AwqS4iQETMenoUINgeOIgCJPYIiIgJXE8QACBtAI7EDX4y1K/q+ifr5iXP/cP2w/ADcxEwe9ZCr1cA9wxAFKAdBQg2BzKMAqAGAAIApGvw8Ney/txq79+k8h/ef0kMz6LlrvE5F4bfAjgVwMsE6yACZDv9pUYBpDsFhryUZmEhUgAQACCFkUTjH5IbfHXPf3j/ZTf8KO6zUwTwPgqV7xoY2sq3WbxnEAWQpAWausGJ6gQAAQC0RLsAhm13wvuPmXxJ1z94/zD8ID+ChkFcE7BvcqIGUYDQdwZRgPYznPaPEksCAQQAUKpv3dK/8JAMt/WN+v7w/stkUNC5r3zn7Oyzr6FtE+PV7RUgrQVIdgdszznNKEAQMYgLgvAzgT1gLwD7uMi48Y/M+yd4/2WAe/XzMjMOKWOHvnLCvQJ4v4UqRwGi3yVXFiW3F28/Nhq1bPKtf1o9iisHEQCgHnTDCSMeG5Dxnfy0QgDev1VwRX+zuG85DkYF4PPIKZunn/l+9YoDpd0Bgx+JWPMf/2dBxEAmJYLXARAAQCMBEltwJ1cCRIdd0vsXsdcheP/FGgpU9FdY1J3WrAuYGK9ccWCyO2BUEDRrAkRr++DoEyVLAtF9DAIAmIgAkRDPaY1/hFC9Drr+FUGQ31+4aDkK+ypOsEywcsWB8ShA3OOnkOGXtAdG9T8EAMhm+0fMl/7Fvf/Qz+D9F+gRIsxfV8HHxYE7nvt5pfYQiEQBgq5/MUGgjgJE3RcHcgACAGiH23BYfLfvBUntedz7F0nxAO+/P5P//PkNWnzKCvTorznBHgI7djxQjbqAWDg/ESBwRCQKkFgS6CoGxwm9DoAAALoBp1r6Fyr+k47S+BJCeP+9hid6XsI3f7iBSn7QImgf/Myz99KRI/srEgMIaQGDxkDRJYGBo4IIAAQA0A61qO3WFP8JxSZAsiWEAN4+6Ls4vOCNN1WiLqDt6YeMfjQ30F4iIJvVsAIAAgCYev9kVvzX0t3COIoAOoe9/GHX8CO3D7KIRa4LePHFh+kF91b6KEBg50ONgRK5fW0xIOYjCABgMNhEQkCri/8otPRPJKMIoGO4Yc/iUy70DD8q+UGncLOnWbMXetGAstYFSHb3S3j96cWAiAJAAACjIEC8EVDEqiuX/hEa/+TgtS1adG4zj4sQP8gJjiDNvuAmeuaZe0vaL0Dd0Cdh+HXFgAACABgPN8PiPyz969boc15/2J2keaIGoBdwFMmrCyjpPgLJtL9ILAkMzVrtYsCEdwMgAIDSoMvz/YHXLyv+o8jzMM5g9IG98D4C3C+idEsFE0v5kt3/mqkCR/o8gRQABADQjC/ptr9Ziv+iQgDA6AM7CZYKlquFsKoYULI/QCgNgCZAEACgw+EWLv6TKQYh3T8AwOgD2wlaCO947oHSpATkxYAU7QwY6wlAaAQEAQBMTb5QWnKh6QuA4r82XL0fGHxswANsF6jlSgnoigH9fgERo49zDAEAMils0/B/pPNffIDWDJ5A5w8v9e5RvQ/KRhlTArrOgJFoQCtlADUAAQDMdXbK2v86d/4LQvtNw49WvKD8lCUloO0M2HqMpCcAgAAAqWaflCv+0tb+V9z7h5cP6iBsOSXAKSx7GwcJqdGXGv7IXkHIT0IAAK2yNlkKqF77Xz2PKPDwkcsHdcL2xkHmPQHaaQB0AoIAAKZxAG34P/FFJcL/gcFnY3+ye4+wPqgzQeOgHc/9nHbtetRCBaDrCYA0AAQA6ND6yxVB1cL/bOxPdo19ENKHwQcgyZKzrvBEsV0pgVgaINETIGT4W49BCgACAKQMquzh/zINK16ix5ujoHAPAHN4vMw893p64slvWiMCImkAzfJAIkmjIAABAJTOvmH4vzxr/9nYn7p4hWf8AQDZ4SjZOWe/0xMB9iiAYPJx5AECpAGsZQCHwEbrL1cEQugeb7cCCJY3wfgD0B2cCljsCmmrJiyRnJKEdFtzpAAgAECHYqCc4X/O77Pxx7I9APLhDFdI25I+i+1QTtiLpDwgBWCdzddt/avw+C0ea4sWLffWNPcTzo/ysqmDB3e3vj7u50xPnDiSWFLVLD6c2RwQ7qQaFCPOnr0IhYklpsrXQZBOe+HFh+1QAGlNgeJFgQACABjIAaFrDGR39T9Pmv0w/keO7qf9+3e6txe9+yNH9md6ftwQ7JuciHzPRYtz/ZUKfM9Ls4B91O064DTAS7setaAgUNcUSLI3AIAAAAZjKqKfdb3/7TT+HPbvpXe3e/eTtHvPUz1vksKGhG9Ba1b+27hv+6JF5yI6YIGXX9frgN+T39uG/gDSpkDhiIB8YgMQAEBj+VM9fhuX1QatTHsxKbKX9+KLDxfaJ50NzY6DP/eas3CKY/EpK1DfUMA52PXyo7W/DhYvvtCOBkEGaQAAAQAMBpJy+V+KGLCFJUuuzH0iZMO/bdv9XnjXJtgA8Y3DwsuWrUJ6oMfgOojC78NjrfhWweo0QHQ5IBQBBADIEAwQpWqexc1KOCyaFxzi5UIn69qgxmCDtHXrV7y8rE0V2lUB14EaHm8cibBp2nJ0XQEBBABQMumOl+HkkLJ/+Z8X+l82muNkutPbGz1rMVeRsIGanJzwUiDYvAjXQT+ug+H5DS8NUbjhF+EGgPKugAKtgK0CfQCsc/rFZnU0oC0GbKwEzNPj4QmUu52VadIP4M/Mn/1FG5ZolRw+hrgO9ARpADt8f4F+/xAAoGsZoF3+R9bFAHgCyqs7GXt7Nng03cIha/5bQOfXwQsVEFH9uA449Wb1jNbuEjSBKxsCAOhEdFgIlGT535Kzrsxt0i+ysjtv+G+BCMB10OvrYNgSARDvCihim5vd+Le/gACAAADZh5W9y/+CxiiY9CECYPyLuQ6s6VQoJPMVMgIQAKCjEIA0KmDb8r8zctjgh0P+VZz0w5N/FdIavQbXQeec7Apxa+YvGH0IANDhEDLK/1fH++cqb9uXd+UB/43x9rKgDR8bXAfdjEW7Vp2IxLyGaxwCABgPH1X+36ZxlI/3/0BtzipWBuDY9OpvnWtFBCAZsBRk954lEADAaiFAkn21bYDzjnl4HcV3Mesf/LcWv3mLfQS79dXpOujFeEQdAMgCGgFZ6Pdr5bRFSjqPZX+9nvR5B7cZM+a2tndN+yy8XezRo/t7uu6c3wdNgnAd8PvkvX6fty4uvk2ypi0wgAAAaeqZrM//ezuR5dDyN88JsBmRON27nz1rYdev7e0lf2iPd8+Tal5GCsa/t8ekLNdBL5r3nOweR9v2SQAQAKDDOICt6/95G9L8Jv/TO5q0WITMn9/wns+NUPIOf3oGhCdpf57mMDUXb/Fn3bdvoqNQvi15WjtFAK6DPI4hUfG1FMntgREMgAAAGYdQMtxvSyUtb0OaF0vOuoIe++03jB/Pkzz3P89z06EsUQ++LWs0q9b37H4qU0U3/60gv+tg4aLlfe+CF78Odu95iiZdIWDDdWDNttSR8D/qACAAQGeDSCMGivTU8tzulCetC954Ez3z7L3KnCvncBefcqEXebBlpz02PHxjD3D37idp18u/0X5+3hjGmgnaQvjYnHfu9dqNf2y8DgIxwFsVsxBIuw7OfsM1PbsO+JjwexS/d4J8MyAAAQC6FgMFT3iL8ve8eUJcueKDXn51MuRJ8YQW5HNthT8jF0TyLcgTh8PC3KYVht9UXJ5W2uuARbEN1wHXPZRx8yQAAQBsbvjvT8S9DLm28q0l9mJh7HEci/z8/L42NZwK1wEAu0AfAPuYUBUA2qALuNjKltArACDJLEuEU7JeCUUAiACANLYrc/4WjJ9hy7cdBaDu5Fmfk4//H+BsxtlBBABkGjf2FAD2OvwPAOgee1Inier/SZwdCABgKpilYqA4OPwPAIAIABAAoCf23948GcL/AJQDu9IAoe0BAAQAMB8wVhUAQgAAgAhAlnkssZcJgAAAphLAmrED4w9AeZiFFAAwAKsArLT9cb+/eOU8jPw/AOWZ2AdnWujIoBEAIgCgwwFUrAjADnYAlAfrxiui/xAAoJwDh/OJthUVAQD02NawCxrAPpACAAbeRHm3sN22fRe9tGsv7XRvk68c8H62b/I19+vXaNnSU1uPW7Z0MZ26eAGdtng+Dc87CSe9gvA537lrn3c98HXRvkZe8s75/OHmeR+eN8e9DhZ41wNfF2Vl9uxFHW2v3AvDj+A/BAAwGi1i3B0wt9m0AqBsBYA8uT+y9Rl6/Knn6PDho5rHvST9mif/i1e+wbsNDaHtcZnh8//I1me9G4tAnTjgW8Aj9Kx3z+f//OVnudfC2aUTAzNnnuQKAEtc/6YCmMAVCQEAOhlAhUYAypH/50n+Rz/eEpnIO4ENxc779tJ37vulJwLefvVFiAqU0Nvna4GvibwEBF8DfC3wNVEKAWBb2k6I7bgyIQCAkcW3I2NWhvA/G+y7v/mA1sPrRlTwjSf+1W+7CJdmCdj0ky2e8e+FqPi3b/7Mux6ufcclXqTIZmbMtEUABHMZEgEQAKADIVCcGDjZcu//5w897nnqvYYNyuNPPkc3v38U0QCLvf4vf228J0IwDKeL/r/Pfove/Y5L6YrLzkcEAJQWrAKw0OTLv0EEIA57Y/0w/uFIw/92J/5eGxhQjnPD1x5fg/ZGACBUAQQA6EoA2BkBCEKx/YZzwp//4r0QAZYZfz4nuoLPXsHXoK0iABEAAAFQ7hgAvH8JnOMtwvjHRUARBgfYdy74WuRr0koRYEkdAHoAQACADKPFhiWANub/2dvrRYFXJ4bny18fx7VaMHwObBBifE2GewvYwgyrogCQARAAII1JRADUcLW/LXAxGPcaAMXAxz7cv6FovtvHehRTptnSDRC2HwIApHPTf3t4sy0DZ7ZlO4qlNXMpgu/c+0tctDj2HnxtFpmaKsEYHsdVCwEASiCXeeKwrZe4bZMrw0vPbAz9Vh0+5t02fKrLNYo5DUAAlHLAFDdobPP+Oc9rU7g3zONP7cDlimPuC5OXrCoOtSmNBwkAAQBKMmxmz7JLAGzbYa+XPYEIAI55Sa5VKAAAAYDBYhABWGTV4XjJ4nX36AmAY27rtYpmQAACAGSmLBsAAQDUoBkQgAAAGb3/hTgIAAAAAQD6jSh4uQwEAADVwZ5CQLEZZwMCAJgLgWIEwCz7BMDQzBnWnqehoRm4WHHMS3GtFsn7/2HLJI4CBACwHNsKAJnG0sXWHq9lSxbjosExt/ZanTYIQQIgABACMMTGAsDTFi+g4Xl2VjQvW3oqrlUc86b3PzTDu1btEvRI6QEIAFh+Q44c3W/lUTn/3LOs/FwXr3wDLlkcc1wLAAIAlJ/JfRNWfq4rLzvfygkfNQDFeNo2Glsbr9FBpAAABEB5cJyBQotl9u/faeVx4RTA26++yCoj9O53XIoLtiD42NskvvjatDFNZUNNj+M4KACEAAAmiKmpLUWmAfZNTlh7bFa/7SJrcqy2GaA6RgFsEWB8TfK1CRRzmsASQAgAUBpsFgE3v3+0cMPL4Wfke4vHhvPA1yJfk7Zy/MQRXCgAAqCEurmwd560WABwmPUjH76mMBHABue911+Fy9MS+FwUJQL4GuRr0dYVKraPZQABACzE1jqAAA65FjHxXnHZ+TD+loqAK/pcgBcIUduW/ZVtLAMIAGAZR47sp4MH91gvAv7yz66j85f3fnlgM8y7GkV/FsPnhs9RPyJDfM3xtWe78ecxzGMZABmDOAT28Ud/cFrDvVtTuDocmEbz5p1l9bGaNm2QVlywzGsMs237Ljp85GhPvP4PvW+19ZM9IHrdwnl02ZuW0/ETJ+j5F3b3xOtnkXH1lRd6157t7HxpCx048LINH2X8az/cdQ+uUMvmTxwCK5mw4UNw7nDJWVeU4oAtW7qY/ua/vJce2fqsd9u2/aWuPX7OK/O6bpvzu0B+7jgawOfugYce966Hw4ePdnl9nVrKwk+L8v/bcWVCAIASEaQBytRKNJikJ195jR5/8jlPCGzbscvIALCHz33cebLvR1oB9BYWbiwE+Pb4U81rYWL7Ltq5a6+RiOD9Brxr4dyzSikCOfeP8D+AAAAds+vlR2lZY7SUkz+H7oPCMBYAO3ftU0z20xHerzgs6MKijkXA4cPHFEJwfiX6O+ze8yROPIAAAJ2zb9+EKwDK/3d4Ht1S7NoHAiO/oBZjFwAdWAVgJ9a0zTxx4qjrSTyFMwJAqbz/p7yxizkNQACUjPf9/SNWtc2chCcBQLk8CPvGLFoBQwCAMsJtgW3dIhgAEIXH6j50/wMQACAv9uxGGgAAjFUAAQBqB+oAAMBYBRAAoD9YVTTD64kxsQBgv/G3dO0/igAhAEAGrCqaeXnbKD38o0twVgCwmO987m/p/i98i5746d/S/t3nWvO53v8PW1AEaCHoAwC0Rn/XttXe/bEjc72fjVz+dVq8ZDcODgCWsWvHItr+xOne1xNbb/Zus+a+SIuXjdMZ532T5i5CYyAAAQAyGv0wv7hvBb3nP27CgQLAMnhsxjm0/3RPCLzw5PV09qWfojPO/SZNm4kVPQACAPgcdw39M7/8C9fwj3oTho4tPzuXrr7hVzS8CJMIALYwuXuuNzZVsJh//Kd/6904GsC3Baf/CgcOAgBYykQ/DD97BhNbbk41/GEeum8lXfPBn+EMAWAJPCZNeeGJ670bpwcaF325H1EB5P8hAEBGerZ9JhcHcVhQFeZPI4gCDM0+grMEQMEcPjhT6/2rYNHfp6gAVgBAAICiYdW/3TX8r3ZZHXz44AzX41jhiQAAQNHe/wpvTHY7N/Q5KgAgAIAex72Jrl6BVf72LR/0Qv1tb190/cm44Oiyd2ylodlHcZoAKMz7n+EX/4lcXu/Q/tPo8Z/+jXdrRwUexoGGAABlgsP7rOi5sK9XEw/nHREFAKBI739l196/WVTgKx1HBRxnACkACACQkXH3dluWJxxrFfV9MFNRX6c8iCgAAIV6/zwGRY/f56A7l/z2p3/j3TgicGbGqIAQU1twtiAAQI94dffy5lpfV633ewL6/leupBv+4zhOAgB9hsder7z/LFGB6agVgAAA/YcH4oRX1Le8sM/A1cerbngYfQEK5NjhwzR14kRf33NgcJCmDw3h4BdE2rr/XtNcQdCuFTjTFQILzkCtAAQA6PnA4xA/G/9OlvD1yhP5wF99HyenAMO/97kXvPsiYAGw4KwzIAQKGnM9j/2bOiKPX+/dWlGB8xJRAdQAWIqDQ2Av/37HVYLH+O+3r6Df71hJe154M+11bzZyy999k5ae9yJOWh+N/+9/N9F3z18WCXjd6xsQAX2E+/3f9b+ut/ozsgiYffJOaqz8Ac2Zt2v1e2792TjOHAQAyMAX/v6/it/85GZPANjOqUv20Edv/zpOWp/Ys30HHXrVjrTLrJPn0sKlS3BS+sSnb3sfvbRjYWk+79CcyY2HDwzf+vnnp03g7EEAgBQ+cubxUWquABgt0+d+5wcfoMuveRQnsA88/+hjVn2eM1dcgJPSB35x74pm+L+cbHBvt0MI2MMADoFVhr/h3nirvU1lM/7M/fdc0veqZADqAo8tHmMlZsy9bXPnuPU81+GMQgAAz/AfY8O/ngdHGQ1/eIK653OrcUL7AIfd8VnqBY+tigjsQAisc+e+YZxZCIC6Gv5h93ZH0/CLsWZZb7lvT/56qVekBHrLSYsW4rPUCB5TPLaqMEeEbrc1hcCxdTjDEAB1M/7rfI//49XzVFYhFdBjZs6ZY4Xh5c/AnwX0jmZkbVVV/zyOANzmzocsBMZwtiEAKs3aM4+t4YudmkV+lQx/cZOS++95M052r2fO004t1Pjye/NnAL2FxxKPqYrTcG/r3blxkztHjuKs9wesAuif4fcucCpxjj8rt/zdt6iB3gA9hfsAcD+AfjcD4nX/vP6f+wCA3jHhrfm/ro5/+gb3duv656ejiRAiAKU2/MNr2+H+WilbpAL6MID9Rjxz5vcvmMTvBePfeyoe+k9jjOdMd+78OK4ERADKavxHfa+/UddjMPLWp7BZUJ94bfcemtz5Uk/fg0P+KPrrl4Aepc0/XY4D0dwZlaMBm3EoIADsN/xnHBt2jywb/jU4GkQf+Kt76bw3TeBA9IETR4/R3udfoCMHDuT6upzvX3DmGTQ4YzoOch944tcN+td/ugYHIsrtJOjO9S8gLQABYK/xX+N7/Vjf6jM0+yj9xX//BnYM7CMsAA7um6QD+7qbKzncP9u9odK/f3DB36f+8Sakz+SwJ7HWFQHjOBQQAHZ5/QSvXwXvFcAiAPQXLhI8/Op+TxAcPXQ4tViQi/tmzBryDP7QyXOR5y8ANv5l6vVfEHdyRADRAAgAeP0l4S3XPErvvPnnOBAFw2mC48eORn42bfoMhPct4PtfvoIevHcFDoR5NOBGVwSgNgACoAjDf9Q1+A538hvD0TDjhj8b9woDAQBRuODvns+O4kBkhyMB63AYIAD6afxH3Lu7qcYV/p3A9QC3/P23vJQAAKAJh/zv+p/XIe/fhX5qRgNmTOBQmIM+AJ0Zf16b+giMf3Z4gvvXT74DEx0AGBN5wg7ZI+7cjBosRAB6ZvhR6JcTzaLAf8OBALXnU//4XhT95cud61+YcSsOAwRAboydcXTEQcg/Vy5661O05s/ux4EAtWXjZ1fRFjT76QWbBdGNG5ASgADIwfiP+Z4/yJm3XPMbehdWBoAa8j2v4v9CHIjewUsEWQSM41DIQQ1AuvFfD+PfO3gCRLtTUDv31L3mYfx7DqdsN401a7YAIgCZDD9fPBzyH8XR6D2cCsDyQFAX48+hf9BXNmx4YcZaHAYIABPjP+J7/SM4Gv3jj//6PuwZACoN9/j/6iffgQNRkPZyb6tdIYDugT5IAcSN/+me8d8E499/2CtCNTSoKnxtw/MvFG9ud+f4Bg4FIgAy4z/m3nFnP7T0LQhuFDT2D2gUBKpn/Df8DzT6sYRJLxLw4ozatxCGAIgafxT7WSECjrgi4NsQAaBCxv8PXeM/EwfDKhEgXBEws9YiAALAM/5HYPytjARABICqGH94/pay1hUBGyAA6mv8OeSPZSKWioB3fehBrA4ApYSr/b/3pbfA+EMEQABYavzZ6x/D9W83a/78xxABoHTGf+NnrsaBgAiAAIDxBxABAMYfQARAAMD4g44YeevTrhDA3gHAXjZ+ZpUrAM7BgYAIgACwkVtQ8FdqznvTdrrRFQFcHwCALXCe/27X+D/x66U4GBUQAXfVRATUSgDA+FcDXhmw9h++DREArGBy91z6yif+AE2sqsXFd9VgiWBtBACMf7Vg478WywRBwbDRX49lfpXUde5tddVFQC0EgGv8R6nZ3hdUjGs/9KC3pTAA/YZ38/vul96CAwERAAFgsfEPevujvW9F4eLAaz/0c6QEQF9gb/+7X7oCxX71YLMvAiq5gVClBcAtpx0eJsfZBuNffTgVcOOf/xgpAdBTOOR/92euRr6/biJAiNV37RyqnAgYrLTxb3r+DVy/1ee1V2bRbx58PU2ffoLOPPv3OCAgdx78/gWe8Z/cfRIORs38C75tee3/uQcRgPIIgLvduzW4duvHeW/e7kUDkBIAedBc4nc1PfEwlvjVnNvv2jm0DgLAfuPPJ+k2XK/1hY0/iwAWAwB0Cht9Nv6o8gc+a10RsAECwF7jz17/3bhOAaIBAF4/yJnmyoCdQ5VYGVApAeAaf1T8Aw9BU96//N/QrMP07g//ki5+2+9wYEAqj/zk9fSdL13qioAhd4J0vGnSoQEcGBCw2RcBpS8KrIwA+NPTDg87TeM/guuzxgZfTHlGn0I34T9i2fm76KaP/oLmLzqAAwYS7Ns9h77x6ctp2+OLfaPvhKZI9zsnEAIQBIA2ugLgRggAewQANvipmclno980+FOtn8WNPrW+an/9H258jN76rqdpaPYxHEbgevrT6affO4d+ePcFrSmxbfzj31NbHPiCIBAFoHbc+i87h+6EACje+LPhR5vfOnj5vsFXefnx74OvXKUQEQOzXON/3Z9spUvetgMHtsY8/JMl9M0vrKRDB2e0TH3zLogAkDwaIPnecVgIDMR+ByrOxf9S4nqA0l+lrvFvuHePEPL+NfDyZR69zOAL/2FhYUBSsXDa0lfoPR9+jN5wPhoI1YlnH19I3/zihfTi9nkxL5/k3ysFQTJi0KobcAYhBqrPhC8CSlkPUAUBwMYfef+KG/1wCD/8fdzDFxFjT7Hvo78Xov01C4BrbnrGvd+LU1Bpw7+A7v3G2Z4ACPL6ei8/TRA4ociBo3idAS86gFRBZbnTFQC3QgD03/ivI6z3r5DRPxEy+lEvX8S9f63BTwqFpkYQpKoLCH7OAuCam35HZ58/idNSIZ55fL5r+F/vCQAKGeyE8XYoZshV34e8fif6vTpdEKQKBiEGqseNrgjYCAHQN+N/iL3+R3DdldnsB0b/hMRgh71830CL5GPkQiHs4cvFQOKxYSHgPu8Nb5ykd9004QqBV3CiSm3459H3vtFwDf98qWevN/ImEQLJ8xxTMRBEBgZxosoPewzL/mXnrFJ5DmUWAAj9l9boT/lGX2iMftvg66IBkecYGXxJDYGQRwP437NdITD6rp204hKkBsrEo79aQOPfO52e+e08dWjfSebwzQSBOu+fMPTGYmAwlCYAJWWjKwBKtTSwlALgT089tI4Q+i+Z4T8RCfF3bvQlnrs0HaAx+BRNI0R/L48OLHzdERq99iW6fNVumjX7BE6ohRw6OEi/uH8RjX/3VNr7+yGNl9/+Oh6+NxMEurC/7jm6xyNFUBFW/8tLs8YhAHpn/BuEqv8SefsnWt6+MrwvhKHRVxX9JZ9vbvCTAiAZDaBWweCsOcdp5SWTtPrdL9OZSw/hJFvA89tn0abvnEJbfzWfDh0YpGgun0i2ll9Zxe+ovHvSG/pIUWBeYmCQBpxBCIFyMUG8KuClcqQCyigAuNvfKK6z6nj7RkZfyEL5ai9f95ykUKCo9y9i30d+3+bMxiFafe3LdNGlryAqUIC3v+WX82jTd0+h5ydmSSa2mPF3ooY4iyBQhe7VYX/HyNOPigdSPr5ZKzAN6YHycLsrANZBAORv/LHRj9WG/zhNCTaEU10b/bjXro4G6NIBmmWDUoMfXzpozltW7aWVl07SRZegaLCXbPnVPNr6y2F68P4Fmae6SKOfWMV/2Oibhv3zFQNmUYGBlhBAVMBylrkiYAICIEf+5NRD29wP3MC1ZZPRZwN6vOn1a4x02Mimevwi3uRH9TWlPD5u/P3PEBEhcu++U2bNOUErXRFwEcRArkZ/i2v0t7r3zRB/nlNfSBg4ceMeFghOMmLgxBsCOcrCQNnjtV874fcfSNYJeEWDgyGxAuyaF2n8Cy/NWg0BkJ/x55AKCv8susSnfMOfNMzN3vxCmBn8sBE3KfxLfzwpxEfc8PcWFgMsApa/cT/SBBkIwvtP/XauZ/zzM/rp8YF4PwC1CIhFDRxDw575saT/PU1DnYC9rP6C5QWBpbhqXOPPBX/bCIV/Fhp+SZ7fOMwvchUJRKSIOOTr5XfK8je+Rh/5Tw/QrJPn0vShIVxKIY4dPkyHXt1Pn//nK13Df5IFE6OsORAZePDUtRhoh/ghBErOhCsAltn8AaeV5EDeAeNfdsM/lQjxd2/0VZ5+/7z8LLBh+81DDi1Z+iwNDA7SzDmzafqsWd79zDlzanU1HTlwwL0dpGOHDnn3UydO0I7ti60w/mEh2fwmlN93orl+6U20jbsIGWrZ17LHNt8322u6EopOuOMTQsAqGq7zOuaKgA0QAJ17/w3CNr8WGP7jJC/Aa/fUl/XuNzPmUwaPJU29AFlr9OPs2jXfFQC7PIPHHi/fAlgETJ81RDOGhrz7qkQJ2Ls/dugwHfXv2firjo2dI0AvBpqGOCkIhIgXECbrBdRCYCBm4LMKgUGvYBBCoHA4bQ0B0MXwQ96/sInvuGf8owY91KtfaLz8VMM/Zfg4Il2RoC3hfeMowFNn0qWXPaHxiqPGkUXADFcMDM6Y4X09bcZ0a4UBG/rjR4959yeOHqWjrrHnr7McG9vPZURk+sZYhEL5UU+fUjx9RykaHEcoDHz49Qb81yPJ44QrBE74qwbQarjYKMDBj3/hpdl3QgBk9v4Pwvsvxud3Df8xUi7n68igT2UM86cZflHKY7t9+2I6fHgGDQ0dNfeeJUaUUwgsBAYGB7w0QiAW+Pv21/lM/BytCD7D1Imp1tccvg++58d0Ax8TPjblGifB9ej4uqUtBqRGuyUaBlLTA3ytOy3BMKAQAryixf+dE3ye4HHCqyXgcezQCfQRKJaPuTcIgA7DJ6CPE5pwJwzlkj5NCD8/wx/9ugpGX+bprlz5u66NchAtCKcRdJjWGahC9L0+JuUeOeT7+00vXhUVaF/7jtbAt4WA/5UzoIgICE9QtCMMbSFAfmSg+X5TSAsUGwUY+8JLszdAAMD7t3MKE8ddU31c4c03w/2yHL+uuE/++PDjpirt7av45UPndS0AOqEIw57lmFRFRIeFQDj/3zbc1PLRAwPfftyAJiIgjxzIUw3NSF4yLTDlvso0r4cA6LszCwGQYSTB+PflMKvC/VPtCU3ovPmp2GM0KYHW4zSGv7VDX/UMf8Cul+Z7Fe9cDAjIOxZ8TKo1rkLpAY/o0r64EAiMdzP3r4oIUNPAJ1IMJIkMDAS+f+h3/DN3vNMxcgTSAn2PAiw+OPaFXXZFAaw8++6B4iV/H8M101vY8E+Jo74Rn2rdC9+oe9v2iujvwo+hYGtfIXt+7Gehx4mIeIg9vvU4Uelj/5Mfr8AFWItj0YxmeXtj+BtjRcdGdCxMtbbKloyh4LmZxmVcrLdfi8e/8Ip8QZ+wzqbZKv+45z/W/ffQ6z8hjnhV/kmDHffUU4y6bPJRGH650KiX4Q/ggrcdJSt665X3v70mx6Etqk9IxlPISItsY6uzxzTfa8pb6XO0FfEDPWXEdW5HIQBSBwqK/3p0XL1lfcGAlxn+pKceiwqEJpUpyWOmpB5/7Hc1Nvxh7rv3zbW/Jut4DFrjjGS3YETJx5Ds8VNiSj5OI48RFP0vOi69aCChVXUf5uBbbPo81pWDfripkDbhUunFpHMsYvBlW+7Gc/eJx2Z+DJGqZoBqaPTjvO3qR93b1lr+7T/58UqkQjSbBCXuHUmL4FC9gPwxA9HXcQYi+x4kno+VAv1g/hd3zZ5EBEDOLbg+8jb+J3yv/0TIMMdD/rHvI7/3w4hCngqQPyaZd6TQY2D8AyO4wtoOeL2E/2YYf18cJ0L+oWWwYW9dKMZd+HuRDPOHIwGUqA2Iv55fG4CUQC8Zs+WDWCUAPrz4AOf91+D6yG9yaRb6HSOSGm2RYthDYXppUVL4MSLxmGQ+8gQMv4Rv/fsVXiOcusB/K//NQC4ESFIo2DLWmry/iI3X9Mckl+1GCgSREqi8k2tVnMcVAKyM1uP6yM/4hz2FcEg+MNrtga8K58sqiaPhfgp5KiSZVBDuT2f5uc/T+97/43oInm++hbZueT1Oum5adpIh/CBU39ot0CHFYwYiexBEw/yqlICTeA3y/h30lguC3Ln4i7vmbEYEIMoNuC56bfxlHrvE+Iu2lyCrHk4KiLDxn0o8Buh56skzPcMI4w8oIrxlqwXCYzj+mNh4jKzmiaf2kgI/nhqY8qMBoJpRAGsEAML/uZl+OtFa1iMz/rJCPkkuX2vYhURAJHORyPVngw3j1q3VNY78t8H4ZxnM4by/UOT0410z04RCPNwfTj3ImnIF/QmOYiznixW2bgAHpErGP1Drsm58OuOfDNcLyWTRatErhKSISCQEBOjAQ/73t1RSBPDfxH8b6CQakCzWk41L/bhORgAS41wrAkRobgE50HCd3hEIgDYI/3dt/I9LjD+RfHleWkhflhaI5vulUQSE/HMRAVVKB/DfAuPfrQhIVu4nam8EZQj3QwTA6UUEoAbGf0qzfj+5dl+QwlNQFvtF0wKYHHLymLe8nr7+tatLvTqAPzv/DQj75zXQw+k5Vbif5BGADkWATAy05xpQdqfXilUAHz7lwCih+U/Hxj9oLRpV6xSdBIQmPBgRAPFJY6r1TuH1w7IUA8ifxYv30XXvedC7LxO8zp+9/jr2OOjHtO2QpuGPM9B6VLTqP7QawJH9XPX75OoAfo8BQsOgHJj/xZfnFNYUyJYIAML/XRl/ITH+0Z31OjH+bZUf5Bhh/IswpJ/7zLWlaprDn5U/M4x/70Z+csltXOynRAKk96pIASUjAmLK3z4cdEmhke9pdlzONAod2ZknkBzEUePfDN1PqQe90EwCyva/MP5FGNUnnzyT3nHNr2mppdsI86Y+9937JnoZhr+PIiDY9pe8rX5FaBtgp7XZsGhtTBxsPswGnL14EZpFgtdtv54I3TsRp2DA20oY/QFysH2r3LsNxVmQgvnQKd7yv324FDqH9/dud/uTNfFJywdqvISYgJA9BvSXlRf9jq6++lGaN++AFZ/nlVfm0I9dgYJcfzFTuLLRT2tfAAo1B4qF/p1kGkD3e24MNOgMEUL/uTHxpZfnLKuzABgl5P9z0ZK8xe8UHZXk/RX5/9jvk8VA8mIhGH97hMBllz1ZWH0Ah/gfeuhcGP7CJUC4HiAmBhzd5kG+sXcUdQCt3w94mwRNc2Z59yB35n+poDoAC2I4YhTnPx8GnZmeQj8hDrciAiQt6gvqAoLft3OG8kpguYAAxbJ1yzLvtnTpy54YWL78BRoaOtrT9+TK/qeeOsMz+tu3n9ISn6BI6T8VKtRrSgLh/0QIxxMBQWqgPR/4v+d79zHCbyssKLgP9gzkGWWG7/XjXPcItoEbayoA6CKc/zy9gWmuUj/JiwQcFwf8Qp1oAU+0kU+7aiD6OJL+HsbfPtgQB8aY9xQ4172xKMgrRcAhfn59rkHglsXAPgkQz/GHjTVrfcdpj2Qnls9vPzOc93c8h2KaM4cQ7u85I3UWACM4//kz4MygGe7thDhEx8R+A2OuLgwkqTgANvJUyEjPGz7gpQdOXTzp3c8cOureTyqjBOzd79o1TEe8+/n0kvs1378yOQcHtjQiQIS8eNGqAIiO8+jvvXvvh83veO6Y7joRAzQDh7U/rCrOYSyQD53yGgoA+zQ1HHdFgCcEFA2BEhsBaWoHAAB2Es/lR9fut/P6Dg1EHu995Qy6hn/Y9fpn40D2l4kvvXxSIYWARUcA4P33ZVJw3IF9shfOOzq1zxUDB9VRAKFKDRCMPwAlEPvRVEDY+48u8AtHAWYMzHPnh7ktYQD6SqOoNx6o6x9eTyEwSDMHFtHQwCmhoh6VkZfXAgAA7JYA8fuWmBdJ0c95/tmDZ7gOwjwY/wL50CmvjdYxAgABUABs/Gc5p3opgaNTe3knAXj/ANQoCuDQdJo1sDjiCIBCGa5jBAArAApkujPXVf9n0cyBBb76h/cPQJWjADzl83g/aXApjL9dFJIOn1bwdTqM814sbPhn0gKaMTBMh6d20ZGpfZqJBABQniiAE1rx38zzD7levyf2MaRtY17tBIB7DTawwtQeITBr4DSvRuDgiefpmHitNZEAAMoaCeD1/LPdsX2Kv6YfIAJgSwTAFQAwL7YJgek0Z3CZ10TowNQOmhJHcFAAKKHx56ZgXOA3w5nfkgMAWCQAcElae2G4XsO8wfPoiNjrRQR462EAQDngaN7QwOv83v2YZ4GdEQBgOTOdBTRj2jw6PPV79/YyhAAAFsMd/OYMLkUXv/IxWisBcPPr9qMJUElgL2LWwKle9fChqZ10ZGovDgoAFsHte08aWOrtAwJAGSIAWAFQtknG9SrmuJPMkHMKHZxqFwoCAIoT59zYiwU6AGUSAKCkDDqzaO7gOXRUvOIJgSlxFAcFgD7DEbnZA2f6eX4AIABAH5nhzKMZg836AE4NoD4AgN7DeX4u8kO4H0AAgMLhamP2RgIhAADIH/b0Zw+e6RXmAgABAKyanIJCQV42yOkBAEA+RJf1AVB+ATCJw189uFDwpMHX03HxmhcNQKEgAJ2DZX2gt45bgdz8uv3oUFFxeMkgC4EpQqEgANmENJb11Ykv/35u3+1x0ZsBgYrD+cqZg9w/4CU0EgIg1SOLLevDHFkXxot404I3A8LVXRd4F7Lpzsn02tQOOiEO4YAAEKO5vHaZ5/1jbgT9YKDg99+MU1C/CQ6FTAAkPf/A+ANQFwGAQsDaXXAzvB3KAABteEzA+Nea++soACZw3usH1wVw73IAQLOPP9b2gzoKgO04BfVkOqqbAfDgjpqg9ozXUQCgBqC2yhMRAAAY1MQAKigdjhQAAAAAUCBf2X1yIc7wQB3/aFA86AcAAAAe40W98UCd/3hQHGgRDEAT7JtRewpzhAfq/MeDYuB9AtAMCIAmPBaOQxDXmS1FvXHhuwEKIXj948dxDdSHQ9wSWKDTGQABh6f20JyBOTgQNcRxkAIANYE3BTo6hZAnAGF40yxsmFVLJr6ye95EbQXAV/fMm4QIqJP3/xIOAgAYG6DJxiLffMCSg3AProPqw5X/8P4BkMNjA6tjasf9Rb65Y8MR+OOFrzTcu224FqrNGy/bTOdf9svIz3739ILIxfji83Pp8KHprZ/tdL8/dHAaDh4oHbNmH6fTz3rN29KXd/fj7087c3+ghr1/lp2zN/Kcxx+6lH770AgOXj2Y/OqeefOL/ABWzKzuQZhwRQCvBsCVX2Heeu2DdPKCaAQgPAE6juPJgOadw19R8//wvUOHXUHwoi8Mdj5/Eu3dPUQvPncSvbADRVSg95yx5IB3W7DoiGfgm4ad74+R8A17UOTavBfNnwvR3ObXFwTN75s/D1i48EEIgPqwsegPYJNr9Qn3th7XRDU5e8XTCePfKUPuhPuGcyc9sbDiTXt80dAUCc8+MUzPPjmPnnmCbyfjwIOuOef8V+ns8/j2Cr3BvQ8b7pZBz2lVC4+Rs87eQc89swQHvvp8AgIgqobucG/DuC6qx4WXP9ofoeFO0mef/wq9y1UDhw5No0d/vcATA48+vIAOHUTPdZDOrNknaOUl++gc19ivePM+z8P3DHxg+HvMm0d/BQFQfTZ/dc+8wnvgWCMAeDXAHy+cZEV0G66NajFvwateBKCIifzyt/6eLn/bbnL+/He09dfzXSEwn7a6N4gBEL9WLrpkkla+edIz/vFQfj/hsTJvwSv0yl5EsOD99xbHpiPiCgD2/rchClAtVr/3R/TmVb9KvxgNawASjw2lAOKPbf7aSfz86cfn+mJgmPb8HjsT1pGFrzvqGv1XXIM/Seec3yzOi+Ts47n8SOifJCkA0XUNQMAD37uKHvjuVThJ1WTiq3uGl9nwQawqr3YPCqIAFWPmrCN04WWPWve5eMJf/sbX6KY/fY5e2D6bHvzxQtr6K4iBWhj9S1+lK1btpTOXHmwbcssaU7JghgCoLLfb8kEc247MBxYgClAlLrz8N3Tth75jdjH2MQLQeo3YY59nMXD/Atryy3kQA1Ux+qccoxE2+qOu0W8cknrgUo+9wAgA890vvZt+84sLcQKrxfi/7h1eDQGgFwFr3Lu7ca2Un4+u+5SXzyyLAAg/9vkJFgPzafNDJ0MMlNHoX/YqXbl60vX0/Y2nNAbYRgHAhYBf/eQf42RWi4tdAWDNBnhWdlhxD9BGVwRscL8cw/VSXs465zlj42/l53e9xbOWHaY/GttJz22fRU89Nod+vmk+PTcxhJNr5fk6TCOX7/cMP38dUNZ9p3g5YLMYcB5ObjW41Sbjb60ACA4WNRsDoStGSbEx99+NcVniioE/uG4v7Xl5uhcVeGDTMMSABeeFvXw2+uz1V40rr/2ZlwoApWeja/zvtO1DOTYfsQ8smGTjv4lQD1A62HPh8H+mi9GyFEDi505yyEAM2G/0W0v5SpYCYI4cmkmfWvefvHtQWtjrX+0KgEkIgM5EwCO4hsrFVa7nwt5L1QUAxID9nn6ZBQCDYsBSw0af8/4TNn44pwxH8AML9o0R2gSXir/+X5/0lgDWSQAkxcBcTxA8+dhsXBAdcO4FBz2DP3LZ/q7C+2UXAFwD8Ol1H8UFUU7j73r+8zfb+gFLsc2aewA3uCKAIALKAS/9y2r8qwYbrP9w3V7vdvDAoC8Gmjegho19cJs9B1vjMpxO44La554+CwcDxr9+AgAioHwCALRhQ8bha75BDMDodzSmLvsNBACMf+44ZTuynA4QAiLAVk4582Ua+7u7OrsYK5QCMIVFwCO+GGBxUBdBxMb+Yt/o95qypwACPrXuo/TKHiwJtN34u/NEKYx/KQUA80fz92F1gKW8+8Pf7TgCUEcBEBcDTz42xxMEXENQJTglwgb/3AsO9MXoV1EA/Oy7V9HPvnMlJhl7mXBvN/7ffeUw/qUVACERwN0CG7ju7IDz/h/7fz/Z+cVYcwEQhlcReNGBX8wt7YoCrty/+PKmlx9uzNNvqiIAuBjwU7ehGNBSvKV+rvGfLNOHdsp8xF0RMOyLgFFcf8Vz1bsf8Jb/QQDkC0cDHvGjA7bXDYz4Xv7FXVbuQwDI+c4Xr8WSQPvY4Br+tWX84E4Vjr4rBNYRdhAsnL+4/dNdtf6FADB0Nfy6ARYERacK2MgHBn/5BQetLOKrkgDgQsCvYH8AW2Bv/1bX+G8o6x8wrQpnwT0B61wRMO5HA1AXUADnrHy61H3/y8RIqHiO0wNP/mZ2q36gHwR5/HMvPFhoaL+OBPtrYH+A4nW4e1tbpnx/ZSMA7UjAXjb+vEJgDa7P/vLBv/5Xb3Lq6mJEBCCX6AA3HmJRkFftABt5NvbcmMdWL78uEQCGUwDf+eK7MOkUB/f0v/3/7lswWfY/ZFqVzop/Qm50hcDHqZkSQDSgD8xb8GrXxh/kHx3g9MAD48P0g2/Nz7zEkI38H1y3j64cnazkJjtlhqNtM2etxv4A/Wei6fUvGK/KHzRQxbPkniBWaBe7t424ZnsPF/8B+2DDff0f/Z7+x/95NtPSO34sP4efC+NvH7za5pyVz+BA9N/rv7hKxr+yAsAXARPu7UaOCPjKDfRsMnoaB8Ji2Jv/y797nq5cnV6jwY/hx6IjH0Q38NjsG/5bqxDyr40ACAmBjX404HZcy/nDnkjd+/6XhbX/5UUvh6+Cf8ePAfbj7Q9wNtJuPcSv8F/Axn9zVf/IgTqcSVZu7m2dELTMvW3w63lwy+EGT6RcfMQ18Kpz+REY/1Jx4VsewxzUm9udbCv8VHKlGajTgPna5IIJ98YNG1a7t3FMId2xxF+SBMoD5/SvkqQC+GfI95eLFdh1M282uLdlro241b1N1uEPHqjjWXZP7rh7Ww0h0B2XrH4YB6GEjFy+nxx36Idv/DNQPi7FGMwDtgEXs3PITmKd/vCBOp/1thAQfBv3FujiZnSbt/AVVCKXFF7P79Bg5HaupjYA2MuFb/kN5qPObzznr2Yb4N421/H6GcAQYiGw0BUCCxERyOL9j8LzKCtc4R8XAKj6LyfcgwNCPDMbmh7/wtU899f5QEAAqIXABhwRNSve8hgOQolxnGmRGyixGF/9axyEdCapleNfuNa9bcYhgQDQCQEuFlxGzQYQkzgqUeOP4qOSC4BYDQAoL14x7sJXcSDkTFBzCXhg+CdwSCAATIXAhHu71RcCLAigGtnjGIXHUWb2vDzTHfjTIjf+GSjzmERKLsY4z9nu/M2Gf517gxMHAdCxEJh0bxvcGzcU4tuGukYF2Ns45cyXcVGUmK0PLUrUADz9GLbNKDOIynnwnHyn7+1zfn8DrgwIgLzFwOZQemAt1axo8MLLkfsvvWv07SXU3AesfRv/1hIcmBJT8/0BuNvrje68PJ8jtgjzm4Pqny6iAn4kYMP75u1puPdj7u0W99ao6t885E4yKP4rN7/YdDrtfXlOYlPjFybmeb+7fDW6AZaVS1f/mh598IK6/Lmcjr2L59+vv4LwPgRAgbgXICvOdXxzxcCILwTWVE0MXPJ25BnLzAsTJ9O/rT/fC/nL4N+duew1OqOBgrIywqk5TtHtePqsqhv9jf6cC7rEwSHoHe+bt7tSYuA///fP9rTa2HEc75Js3jn8FTX/D987ycd69/LHNn/tqF/D4LGtnzvlHTJs/P/pHy+nQwemax/Hxv9Df7W1UiJAcIP35hfE/zX/F/73/s/9xzTvBTW/jf08/Pj46+meF/xc8/55wRGAb3/hnRU1+otg9CEASisGGr4QuMG9jZbt83Po/w//5Pu9vRghAHrCQ5uW0Mb1F6Qa/4BZc47RmrWP0WWrd0AAlEwAMHf+7V/S4UOlXdXB4fxx93YP38PoQwBUUQwM+yJglX8/YvtnvvnjX/PCixAA5RgynNN/9rFF9ONvn017X54dN4lG08GCUw7S1X/4DL3hgt10RqO8mz7VTQD88Ouj9MtNbyqbl+8Zfdfgj8NCQAAAgHFZPQROLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACgR/78AAwCAwUqWZ9enmgAAAABJRU5ErkJggg==",
"path": "emoji_u1f647_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman bowing: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="hairGroup_1_">
<path id="hair_1_" d="M103.04,58.65c0,1.3-0.01,2.63-0.02,3.98c0,0.68-0.01,1.36-0.02,2.04 c-0.01,0.69-0.02,1.38-0.03,2.08c-0.08,4.66-0.23,9.54-0.5,14.46c-0.09,1.65-0.19,3.32-0.3,4.98c-0.05,0.77-0.11,1.55-0.17,2.32 c-0.06,0.73-0.11,1.47-0.18,2.2c-0.04,0.51-0.08,1.01-0.13,1.51c-0.12,1.29-0.24,2.57-0.38,3.84c-0.04,0.4-0.08,0.79-0.13,1.19 c-0.16,1.43-0.33,2.86-0.52,4.26c-0.07,0.56-0.15,1.12-0.23,1.67c-0.31,2.23-0.67,4.41-1.06,6.53c-0.12,0.62-0.24,1.25-0.36,1.86 c-0.16,0.77-0.32,1.53-0.48,2.28c-0.12,0.54-0.24,1.07-0.37,1.59c-0.32,1.37-0.67,2.69-1.04,3.97c-0.12,0.41-0.24,0.81-0.36,1.21 c-0.16,0.54-0.33,1.07-0.51,1.59c-0.11,0.32-0.21,0.64-0.33,0.95c-0.09,0.27-0.18,0.54-0.28,0.8H32.42 c-0.1-0.26-0.19-0.53-0.28-0.8c-0.11-0.31-0.22-0.63-0.33-0.95c-0.13-0.38-0.25-0.76-0.37-1.15c-0.09-0.27-0.17-0.55-0.25-0.82 c-0.51-1.67-0.98-3.44-1.4-5.28c-0.17-0.72-0.33-1.45-0.49-2.18c-0.01-0.05-0.02-0.1-0.03-0.16c-0.15-0.73-0.3-1.46-0.44-2.2 c-0.08-0.39-0.15-0.78-0.22-1.18c-0.1-0.53-0.19-1.06-0.28-1.6c-0.08-0.45-0.16-0.9-0.23-1.36c-0.09-0.54-0.17-1.09-0.26-1.64 c-0.62-4.17-1.12-8.52-1.51-12.95c-0.06-0.67-0.12-1.35-0.17-2.03c-0.24-2.94-0.43-5.9-0.59-8.85c-0.07-1.43-0.14-2.86-0.2-4.28 c-0.01-0.41-0.03-0.82-0.04-1.23c-0.11-2.9-0.19-5.77-0.23-8.55c-0.01-0.7-0.02-1.39-0.03-2.08c-0.01-0.68-0.02-1.36-0.02-2.04 c-0.01-1.35-0.02-2.68-0.02-3.98c0-0.6-0.32-38.73,39.56-38.73S103.04,58.05,103.04,58.65z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_2_" cx="64.0372" cy="58.7213" gradientTransform="matrix(1 0 0 -1.1901 0 139.1604)" gradientUnits="userSpaceOnUse" r="43.4508">
<stop offset="0.7936" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_1_" d="M103.04,58.65c0,1.3-0.01,2.63-0.02,3.98 c0,0.68-0.01,1.36-0.02,2.04c-0.01,0.69-0.02,1.38-0.03,2.08c-0.08,4.66-0.23,9.54-0.5,14.46c-0.09,1.65-0.19,3.32-0.3,4.98 c-0.05,0.77-0.11,1.55-0.17,2.32c-0.06,0.73-0.11,1.47-0.18,2.2c-0.04,0.51-0.08,1.01-0.13,1.51c-0.12,1.29-0.24,2.57-0.38,3.84 c-0.04,0.4-0.08,0.79-0.13,1.19c-0.16,1.43-0.33,2.86-0.52,4.26c-0.07,0.56-0.15,1.12-0.23,1.67c-0.31,2.23-0.67,4.41-1.06,6.53 c-0.12,0.62-0.24,1.25-0.36,1.86c-0.16,0.77-0.32,1.53-0.48,2.28c-0.12,0.54-0.24,1.07-0.37,1.59c-0.32,1.37-0.67,2.69-1.04,3.97 c-0.12,0.41-0.24,0.81-0.36,1.21c-0.16,0.54-0.33,1.07-0.51,1.59c-0.11,0.32-0.21,0.64-0.33,0.95c-0.09,0.27-0.18,0.54-0.28,0.8 H32.42c-0.1-0.26-0.19-0.53-0.28-0.8c-0.11-0.31-0.22-0.63-0.33-0.95c-0.13-0.38-0.25-0.76-0.37-1.15 c-0.09-0.27-0.17-0.55-0.25-0.82c-0.51-1.67-0.98-3.44-1.4-5.28c-0.17-0.72-0.33-1.45-0.49-2.18c-0.01-0.05-0.02-0.1-0.03-0.16 c-0.15-0.72-0.3-1.45-0.44-2.2c-0.08-0.39-0.15-0.78-0.22-1.18c-0.1-0.53-0.19-1.06-0.28-1.6c-0.08-0.45-0.16-0.9-0.23-1.36 c-0.09-0.54-0.17-1.09-0.26-1.64c-0.62-4.17-1.12-8.52-1.51-12.95c-0.06-0.67-0.12-1.35-0.17-2.03c-0.24-2.94-0.43-5.9-0.59-8.85 c-0.07-1.43-0.14-2.86-0.2-4.28c-0.01-0.41-0.03-0.82-0.04-1.23c-0.11-2.9-0.19-5.77-0.23-8.55c-0.01-0.7-0.02-1.39-0.03-2.08 c-0.01-0.68-0.02-1.36-0.02-2.04c-0.01-1.35-0.02-2.68-0.02-3.98c0-0.6-0.32-38.73,39.56-38.73S103.04,58.05,103.04,58.65z" style="fill:url(#hairHighlights_2_);"/>
</g>
<linearGradient id="shirt_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64.2273" x2="64.2273" y1="52.4974" y2="1.6578">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
<path id="shirt" d="M113.05,91.9C99.03,77.41,68.83,76.36,64.5,76.28v-0.01c0,0-0.11,0-0.27,0 c-0.16,0-0.27,0-0.27,0v0.01c-4.33,0.08-34.54,1.13-48.55,15.62c-10.21,10.56-8,20.8-5.88,23.81c4.01,5.68,14.75,8.25,14.75,8.25 h39.47h0.96h39.47c0,0,10.74-2.57,14.75-8.25C121.05,112.7,123.26,102.46,113.05,91.9z" style="fill:url(#shirt_1_);"/>
<radialGradient id="SVGID_1_" cx="63.888" cy="19.6562" gradientTransform="matrix(1 0 0 -0.4142 0 116.4946)" gradientUnits="userSpaceOnUse" r="38.6511">
<stop offset="0.771" style="stop-color:#000000"/>
<stop offset="1" style="stop-color:#000000;stop-opacity:0"/>
</radialGradient>
<path d="M64,92.7c-27.26,0-36.19,11.06-36.19,11.06l11.02,6.17 c0.78,0.53,1.07,1.54,0.68,2.39l-0.55,1.23L54.04,124h19.92l15.08-10.45l-0.55-1.23c-0.39-0.85-0.1-1.86,0.68-2.39l10.8-6.3 C99.97,103.64,91.26,92.7,64,92.7z" style="opacity:0.2;fill:url(#SVGID_1_);enable-background:new ;"/>
<g id="neck">
<path d="M64,87.08h-9.08v9.98c0,4.51,4.29,8.17,9.08,8.17s9.08-3.66,9.08-8.17v-9.98L64,87.08z" style="fill:#C48E6A;"/>
</g>
<linearGradient id="hand_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="61.8082" x2="40.443" y1="9.227" y2="9.227">
<stop offset="0.5" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="hand_1_" d="M38.96,113.56l3.31,0.2c1.22,0,2.42,0.18,3.58,0.53 c3.6,1.1,11.54,3.87,15.85,4.97c1.06,0.27,1.79,1.22,1.79,2.32c0,0.66-0.27,1.26-0.7,1.69c-0.44,0.44-1.04,0.71-1.7,0.71H34.56 L38.96,113.56z" style="fill:url(#hand_2_);"/>
<linearGradient id="hand_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="67.8082" x2="88.3217" y1="9.227" y2="9.227">
<stop offset="0.5" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="hand" d="M89.04,113.56l-3.31,0.2c-1.22,0-2.42,0.18-3.58,0.53 c-3.6,1.1-11.53,3.87-15.84,4.97c-1.07,0.27-1.8,1.22-1.8,2.32c0,0.66,0.27,1.26,0.7,1.69c0.44,0.44,1.04,0.71,1.7,0.71h26.46 L89.04,113.56z" style="fill:url(#hand_3_);"/>
<path id="head" d="M64,25.31L64,25.31L64,25.31c-16.67,0-32.1,16.21-32.1,39.54c0,23.2,15.9,34.67,32.1,34.67 s32.1-11.47,32.1-34.67C96.1,41.52,80.66,25.31,64,25.31z" style="fill:#E0BB95;"/>
<path id="nose" d="M67.69,83.76c-0.1-0.04-0.21-0.06-0.31-0.07h-6.77c-0.1,0.01-0.21,0.03-0.31,0.07 c-0.61,0.23-0.95,0.81-0.66,1.42s1.64,2.35,4.36,2.35c2.72,0,4.07-1.73,4.36-2.35C68.65,84.57,68.31,83.99,67.69,83.76z" style="fill:#C48E6A;"/>
<g id="eyes">
<ellipse cx="47.56" cy="74.81" rx="4.93" ry="4" style="fill:#5D4037;"/>
<ellipse cx="80.44" cy="74.81" rx="4.93" ry="4" style="fill:#5D4037;"/>
</g>
<g id="eyebrows">
<path d="M54.99,65.82c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18c0.86,0.29,1.64-0.04,1.9-0.39 C55.29,66.99,55.39,66.36,54.99,65.82z" style="fill:#AB872F;"/>
<path d="M87.48,65.82c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18c0.86,0.29,1.64-0.04,1.9-0.39 C87.79,66.99,87.89,66.36,87.48,65.82z" style="fill:#AB872F;"/>
</g>
<g id="hairGroup">
<path id="hair" d="M32.42,81.72c0.54-5.83,2.74-18.92,7.73-20.08C61.9,56.59,74.2,44.66,74.2,44.66 c3.2,7.23,13.21,14.27,16.8,16.95c2.46,1.83,3.49,13.59,3.74,19.67l7.08,2.84h0.47c0-0.05,0.02-0.1,0.02-0.16 c0.55-8.79,0.73-17.55,0.73-25.31c0-0.6,1.43-38.73-38.45-38.73S25.03,58.05,25.03,58.65c0,7.8,0.18,16.62,0.73,25.47h0.88 L32.42,81.72z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_3_" cx="64.3614" cy="48.1583" gradientTransform="matrix(1 0 0 -1.2135 0 138.2857)" gradientUnits="userSpaceOnUse" r="48.4382">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights" d="M32.42,81.72c0.54-5.83,2.74-18.92,7.73-20.08 C61.9,56.59,74.2,44.66,74.2,44.66c3.2,7.23,13.21,14.27,16.8,16.95c2.46,1.83,3.49,13.59,3.74,19.67l7.08,2.84h0.47 c0-0.05,0.02-0.1,0.02-0.16c0.55-8.79,0.73-17.55,0.73-25.31c0-0.6,1.43-38.73-38.45-38.73S25.03,58.05,25.03,58.65 c0,7.8,0.18,16.62,0.73,25.47h0.88L32.42,81.72z" style="fill:url(#hairHighlights_3_);"/>
</g>
<g id="lines">
<line id="XMLID_56_" style="fill:none;stroke:#B0BEC5;stroke-width:4;stroke-linecap:round;stroke-miterlimit:10;" x1="52.56" x2="49.86" y1="15.99" y2="5.9"/>
<line id="XMLID_55_" style="fill:none;stroke:#B0BEC5;stroke-width:4;stroke-linecap:round;stroke-miterlimit:10;" x1="36.96" x2="30.3" y1="22.58" y2="16.04"/>
<line id="XMLID_54_" style="fill:none;stroke:#B0BEC5;stroke-width:4;stroke-linecap:round;stroke-miterlimit:10;" x1="90.31" x2="97.7" y1="23.42" y2="16.04"/>
<line id="XMLID_53_" style="fill:none;stroke:#B0BEC5;stroke-width:4;stroke-linecap:round;stroke-miterlimit:10;" x1="75.44" x2="78.14" y1="15.99" y2="5.9"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the smell of fresh-cut grass in the morning. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfa" d="M0 0h96v96H0z"/><path fill="#f9faf1" d="m85 55-1 1q4 12 1 24v-1q-1-4 1-6-2-2-2 2h-3q0-6-2-1 0-8-7-8l-1-4 2-8q3-1 5-6 4-1 6 3 2-2 3-1z"/><path fill="#f9faf2" d="m71 65-2 8-1 6v3l-2-18-4 10h-2V64l-2 5-2-4-3 8h-1v-6q-5 2-5 7l-1-2 3-11q-3 5-5-1l2 8-4 8q-1-3 1-6l-1-1-2 4v-5l3-13 3-4q-2 2 1 5 12-12 20 4l2-2v4q0 2 2 3"/><path fill="#f0f4e3" d="M32 61q-1 3 2 6-2 2-1 5l-2-2-3 9q-1-5 1-8l-1-1-2 1 1-4-2 3-1-5-1 10-3-3-1-8q-2 2-1 6h-4v9q-2 0-2-2-1-6 1-9 3-7 8-12l1 16q0-7 3-12-2-5-1-8l2-3 2 2q2-3 3 0-2 6 1 1z"/><path fill="#bdd593" d="m27 67 3-10q2 6-3 10"/><path fill="#e1eeca" d="m43 55-3 13h-1z"/><path fill="#dee8bb" d="m38 72-2-4-1 9q0-4-2-5-1-3 1-5-3-3-2-6l1 3q0-4 3-6l-1 7 1 2 2-7z"/><path fill="#fbfcf8" d="m76 81-2 2v-5q-1-6 2-9z"/><path fill="#dde7c1" d="m60 74-1 1q-1-8-3-1-2 1-2 4l-2-3-1 2v-4h2l3-8 2 4 2-5v3l3-4v5q-1-3-2 0z"/><path fill="#b9d28d" d="M20 72h-3l-2-1v13l2 1q1 2-1 4-2-1-1-3-2-4-1-7v-9h4q-1-4 1-6z"/><path fill="#e7eec7" d="M13 68q-2 3-1 9h-1l-2-7q0-3 2-4 0-5 3-8l-2 9z"/><path fill="#d9e6b3" d="m68 82-1 2q-2-6-1-10-3-1-4 2-3 6-3 13h-2v-9l5-6 4-10z"/><path fill="#b2d46f" d="M72 69v3l1 6v1l-2 2v-1q-1-6 1-11"/><path fill="#eef2de" d="M11 66q-2 1-2 4l2 7-2 5-1-2-1 7q-2-7-1-13l-2 4 1-16q0 4 3 1v-5q3 3 3 8"/><path fill="#b4d08a" d="M6 74q-1-14 2-1-1 3-2 1"/><path fill="#adcc81" d="M56 74v5l3-4 1-1h2l-5 6v9h-4l1-11q0-3 2-4"/><path fill="#dee8c4" d="m85 55 2 6q0-2 3-2-2 2-2 5v19l-2 6q-3-4 0-7l-2-2 1-1v1q3-12-1-24z"/><path fill="#f2f4ea" d="m59 75-3 4v-5q2-7 3 1"/><path fill="#d0dfac" d="m71 62 1 4q7 0 7 8 2-5 2 1h3l-1 4-2-2-1 1-1-3-3 6V69q-3 3-2 9h-1l-1-6 3-4-1-1-2 2q-2 5-1 11l-2-7 2-8z"/><path fill="#fbfaf7" d="M72 72v-3l2-2 1 1z"/><path fill="#cddc9a" d="m27 67-1 4 2-1 1 1q-2 3-1 8l3-9 2 2q2 1 2 5-4 5-1 12h-8l-1-4q-3 2-3-1l-1 2v-4q2 0 3 2l1-14z"/><path fill="#ccdda8" d="M47 74q-3 2-2 7h-3l-5-4q-2 3-2 0l1-9 2 4 1-4h1v5l2-4 1 1q-2 3-1 6l4-8-2-8q2 6 5 1l-3 11z"/><path fill="#a9cb7c" d="m47 74 1 6q-1 3 2 5v4h-4l-1-8q-1-5 2-7"/><path fill="#d6e3a5" d="M52 73h-1q-3 3-3 7l-1-6q0-5 5-7z"/><path fill="#97be73" d="M17 72h3l3 3q-3 1-2 7v4l1-2q0 3 3 1l1 4H16q2-2 1-4 0-6 2-10z"/><path fill="#dde6b1" d="m17 72 2 3q-2 4-2 10l-2-1V71z"/><path fill="#cbe379" d="M51 73v4q-2 3-1 8-3-2-2-5 0-4 3-7"/><path fill="#d2dfa6" d="M11 77q0 2 2 2-1 3 1 7-2 0-2 3l-2-2z"/><path fill="#b4d17c" d="M35 77q0 3 2 0l5 4-2 5-1-2q-2 2-1 5l-2-8-2 8q-3-7 1-12"/><path fill="#eef0bd" d="m25 70-1 14q-1-2-3-2-1-6 2-7l1-10z"/><path fill="#ecf2b3" d="m54 78-1 11h-3v-4q-1-5 1-8l1-2z"/><path fill="#b4d289" d="m80 78-5 6q-2 2-1 5h-2q0-3 2-5-2-3-1-5v-1h1v5l2-2 3-6z"/><path fill="#e7eeab" d="m69 73 2 7v1l2-2q-1 2 1 5-2 2-2 5h-3l-1-10z"/><path fill="#f0f4b9" d="m83 79-1 10h-8q-1-3 1-5l5-6 1-1z"/><path fill="#dbeb9f" d="M42 81h3l1 8h-8q-1-3 1-5l1 2z"/><path fill="#8bb474" d="M68 82v-3l1 10H59q0-7 3-13 1-3 4-2-1 4 1 10z"/><path fill="#afcc7d" d="m85 79-1 1 2 2q-3 3 0 7h-4l1-10 1-4q0-4 2-2-2 2-1 6"/><path fill="#e5efc9" d="M38 89h48-70 18l2-8z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white silhouette of a polka-dotted party hat. | <?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="404.308px" height="404.309px" viewBox="0 0 404.308 404.309" style="enable-background:new 0 0 404.308 404.309;"
xml:space="preserve">
<g>
<path d="M335.826,0c-22.715,0-41.13,18.416-41.13,41.131c0,4.264,0.649,8.375,1.853,12.24
c-31.169,13.021-59.062,32.813-83.901,56.148c11.392,4.254,19.506,15.232,19.506,28.107c0,16.567-13.431,29.998-29.998,29.998
c-12.106,0-22.53-7.176-27.271-17.502c-5.939,7.225-11.658,14.585-17.155,22.018c-27.209,36.853-50.187,76.785-69.829,118.132
c-8.915,18.766-17.162,37.864-24.54,57.289c-3.008,7.92-6.262,17.598-8.947,26.748h-27.06v30h308.473v-30H304.2
c-18.679-52.066-25.239-112.726-24.513-166.895c0.624-46.501,9.307-93.054,32.111-132.913c6.762,4.877,15.056,7.758,24.027,7.758
c22.715,0,41.13-18.414,41.13-41.129C376.956,18.415,358.542,0,335.826,0z M149.789,358.113c-16.567,0-29.998-13.43-29.998-29.998
c0-16.566,13.431-29.998,29.998-29.998c16.567,0,29.998,13.432,29.998,29.998C179.787,344.684,166.357,358.113,149.789,358.113z
M247.284,284.617c-16.567,0-29.999-13.43-29.999-29.998c0-16.566,13.432-29.998,29.999-29.998
c16.568,0,29.998,13.432,29.998,29.998C277.282,271.188,263.852,284.617,247.284,284.617z"/>
</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 a smooth red parallelogram surrounded by silver lines. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#ea141c" d="M0 0h96v44L44 86 0 45z"/><path fill="#d14f48" d="m19 35 7-8h45q15 16-1 1H27z"/><path fill="#ca5c52" d="m19 35-6 5q2-5 6-5"/><path fill="#d2554c" d="M81 39q0-3 2-1l5 6-1 1z"/><path fill="#cb7b70" d="m13 40-5 5q0-5 5-5"/><path fill="#ec1f22" d="M96 44v52H0V45a438 438 0 0144 41z"/><path fill="#cc4a45" d="M49 71q8-9 18-12z"/><path fill="#cd4b45" d="m30 61 14 8 5 2q-3 7-4 0z"/><path fill="#cc4944" d="m30 61-10-7q5 1 10 7"/></svg> | |
{
"bytes": "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",
"path": "2298ce751dd9cf15587857b9f66b3c9a391444908511f8806b274b16403fce97.png"
} | Generate code for a svg of a a black and white image of a magnifying document with a magnifying glass | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 32 32">
<title>[icons_32_pt1]</title>
<g id="scroll-search">
<path id="search-2" data-name="search" d="M26,23a1,1,0,0,0,.71-1.71L24.3,18.89A4.46,4.46,0,0,0,25,16.5,4.5,4.5,0,1,0,20.5,21a4.46,4.46,0,0,0,2.39-.7l2.41,2.41A1,1,0,0,0,26,23Zm-5.5-4A2.5,2.5,0,1,1,23,16.5,2.5,2.5,0,0,1,20.5,19Z"/>
<rect id="line5" x="11" y="17" width="3" height="1"/>
<rect id="line4" x="11" y="15" width="3" height="1"/>
<rect id="line3" x="11" y="13" width="4" height="1"/>
<rect id="line2" x="11" y="11" width="6" height="1"/>
<rect id="line1" x="11" y="9" width="10" height="1"/>
<path id="scroll" d="M25.5,4H12A5,5,0,0,0,7,9V21H4v3.5A3.55,3.55,0,0,0,7,28H21.25a4.3,4.3,0,0,0,1-.22A4,4,0,0,0,25,24H23a2,2,0,0,1-1.91,2A5.29,5.29,0,0,1,21,25V22.47l-.5,0a6,6,0,0,1-4-1.5H9V9a3,3,0,0,1,3-3H23v5.05a6,6,0,0,1,1.46.95H25V11h3V6.51A2.5,2.5,0,0,0,25.5,4ZM19,23v2a7.51,7.51,0,0,0,.06,1H7.51A1.51,1.51,0,0,1,6,24.5V23ZM26,9H25V7a2,2,0,0,1,.18-1h.32a.5.5,0,0,1,.5.51Z"/>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a simple computer network diagram, featuring two monitors connected by a red line, symbolizing their network connection. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<path style="fill:#DD342E;" d="M85.333,409.6h-76.8c-5.12,0-8.533-3.413-8.533-8.533s3.413-8.533,8.533-8.533h76.8
c5.12,0,8.533,3.413,8.533,8.533S90.453,409.6,85.333,409.6"/>
<path style="fill:#DD342E;" d="M358.4,409.6H153.6c-5.12,0-8.533-3.413-8.533-8.533s3.413-8.533,8.533-8.533h204.8
c5.12,0,8.533,3.413,8.533,8.533S363.52,409.6,358.4,409.6"/>
<path style="fill:#DD342E;" d="M503.467,409.6h-76.8c-5.12,0-8.533-3.413-8.533-8.533s3.413-8.533,8.533-8.533h76.8
c5.12,0,8.533,3.413,8.533,8.533S508.587,409.6,503.467,409.6"/>
<path style="fill:#DD342E;" d="M119.467,375.467c-5.12,0-8.533-3.413-8.533-8.533v-68.267c0-5.12,3.413-8.533,8.533-8.533
s8.533,3.413,8.533,8.533v68.267C128,372.053,124.587,375.467,119.467,375.467"/>
<path style="fill:#DD342E;" d="M392.533,375.467c-5.12,0-8.533-3.413-8.533-8.533v-68.267c0-5.12,3.413-8.533,8.533-8.533
s8.533,3.413,8.533,8.533v68.267C401.067,372.053,397.653,375.467,392.533,375.467"/>
</g>
<path style="fill:#E8EDEE;" d="M216.747,247.467H22.187c-7.68,0-13.653-5.973-13.653-13.653V90.453
c0-7.68,5.973-13.653,13.653-13.653h194.56c7.68,0,13.653,5.973,13.653,13.653v143.36
C230.4,241.493,224.427,247.467,216.747,247.467"/>
<path style="fill:#38454F;" d="M42.667,201.387V122.88c0-6.827,5.12-11.947,11.947-11.947H184.32c6.827,0,11.947,5.12,11.947,11.947
v78.507c0,6.827-5.12,11.947-11.947,11.947H54.613C47.787,213.333,42.667,208.213,42.667,201.387"/>
<path style="fill:#B0B6BB;" d="M159.573,298.667H79.36c-5.973,0-11.093-5.12-11.093-11.093v-40.107h102.4v40.107
C170.667,293.547,165.547,298.667,159.573,298.667"/>
<path style="fill:#E8EDEE;" d="M489.813,247.467h-194.56c-7.68,0-13.653-5.973-13.653-13.653V90.453
c0-7.68,5.973-13.653,13.653-13.653h194.56c7.68,0,13.653,5.973,13.653,13.653v143.36
C503.467,241.493,497.493,247.467,489.813,247.467"/>
<path style="fill:#38454F;" d="M315.733,201.387V122.88c0-6.827,5.12-11.947,11.947-11.947h129.707
c6.827,0,11.947,5.12,11.947,11.947v78.507c0,6.827-5.12,11.947-11.947,11.947H327.68
C320.853,213.333,315.733,208.213,315.733,201.387"/>
<path style="fill:#B0B6BB;" d="M432.64,298.667h-81.067c-5.973,0-11.093-5.12-11.093-11.093v-40.107h102.4v40.107
C443.733,293.547,438.613,298.667,432.64,298.667"/>
<g>
<path style="fill:#ECBA16;" d="M153.6,401.067c0,18.773-15.36,34.133-34.133,34.133s-34.133-15.36-34.133-34.133
s15.36-34.133,34.133-34.133S153.6,382.293,153.6,401.067"/>
<path style="fill:#ECBA16;" d="M426.667,401.067c0,18.773-15.36,34.133-34.133,34.133S358.4,419.84,358.4,401.067
s15.36-34.133,34.133-34.133S426.667,382.293,426.667,401.067"/>
</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": "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",
"path": "emoji_u1f468_1f3fc_200d_2764_200d_1f48b_200d_1f468_1f3fb.png"
} | Generate code for a svg of a kiss: man, man, medium-light skin tone, light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="head_331_">
<path d="M102.27,34.74c-27.05,0-31.37,19.51-31.37,47.59c0,23.97,10.35,39.27,28.5,41.22 c9.35,1,17.91-0.79,24.6-5.64V40.6C118.69,36.83,111.62,34.74,102.27,34.74z" style="fill:#F9DDBD;"/>
</g>
<g id="eyebrows_176_">
<path d="M72.9,77.19c3.34-4.73,11.18-4.89,15.1-0.86c0.68,0.7,1.4,1.61,0.89,2.62 c-0.57,1.12-1.73,0.94-2.69,0.55c-2.55-1.03-5.17-1.49-7.91-0.93c-1.18,0.24-2.2,0.73-3.32,1.13 C73.47,80.23,71.92,78.65,72.9,77.19z" style="fill:#454140;"/>
<path d="M120.13,79.71c-2.34-1.02-4.71-1.6-7.29-1.31c-1.17,0.13-2.32,0.44-3.42,0.87 c-0.87,0.34-1.81,0.9-2.7,0.29c-2.57-1.77,1.99-4.65,3.32-5.23c2.9-1.25,6.35-1.14,9.15,0.32c1.11,0.58,2.32,1.42,2.98,2.52 C122.99,78.54,121.75,80.37,120.13,79.71z" style="fill:#454140;"/>
</g>
<g id="eyes_173_">
<path d="M108.65,85.64c-0.67-0.79-1.07-0.16-1.2,0.36c-0.45,1.76,0.25,4.54,3.47,5.43 c4.36,1.2,8.76-1.42,9.25-4.98c0.06-0.44-0.43-0.77-0.82-0.55c-1.31,0.72-2.93,2.23-6.3,1.88 C109.77,87.45,109.37,86.49,108.65,85.64z" style="fill:#312D2D;"/>
<path d="M75.8,85.64c-0.67-0.79-1.07-0.16-1.2,0.36c-0.45,1.76,0.25,4.54,3.47,5.43 c4.36,1.2,8.76-1.42,9.25-4.98c0.06-0.44-0.43-0.77-0.82-0.55c-1.31,0.72-2.93,2.23-6.3,1.88C76.92,87.45,76.52,86.49,75.8,85.64z " style="fill:#312D2D;"/>
</g>
<path id="mouth_95_" d="M91.65,114.85c-3.02,0.38-8.02-2.23-6.91-5.19c0.42-1.12,2.1-1.45,2.1-1.45 s-2.76-3.12-1.34-4.76c1.91-2.21,5.07-0.59,7.43-1.27c0.48-0.14,0.99-0.36,1.46-0.2c-0.2,0.94-0.76,1.62-1.95,2.04 c-1.34,0.47-2.8,0.2-3.54,0.83c-0.76,0.66-0.11,1.59,0.87,2.17c1.39,0.82,3.47,1.24,3.37,1.9c-0.11,0.72-2.49,0.8-3.02,0.95 c-0.48,0.14-1.18,0.32-1.39,0.83c-0.38,0.89,0.93,1.85,1.6,2.25c0.74,0.44,2.61,0.93,2.68,0.99c0.14,0.12,0.11,0.37-0.02,0.51 C92.86,114.6,91.94,114.81,91.65,114.85z" style="fill:#444444;"/>
<path id="nose_180_" d="M89.65,93.53c0.11-0.04,0.22-0.07,0.33-0.09h7.33c0.11,0.01,0.22,0.04,0.33,0.09 c0.66,0.27,1.03,0.96,0.72,1.69c-0.31,0.73-1.77,2.79-4.71,2.79c-2.94,0-4.4-2.06-4.71-2.79C88.63,94.49,88.99,93.8,89.65,93.53z" style="fill:#DBA689;"/>
<g id="hair_613_">
<path id="hair_588_" d="M106.04,28.41L106.04,28.41c-0.01,0-0.01,0-0.02,0c-0.01,0-0.01,0-0.02,0v0 c-47.64,0.25-37.88,54.66-37.88,54.66s0.61,3.94,1.53,5.65c1.1,2.06,1.85,2.81,1.92,1.64c0.07-1.16,0.01-19.44,1.85-24.35 c1.09-2.89,4.08-4.56,7.12-4.02c7.58,1.35,9.78,1.28,14.5,1.32c8.41,0.07,18.46-0.98,23.13-1.83c2.2-0.4,4.38,0.39,5.82,1.94 v-31.6C119.21,29.72,113.31,28.45,106.04,28.41z" style="fill:#312D2D;"/>
<radialGradient id="hairHighlights_1_" cx="106.7042" cy="74.3587" gradientTransform="matrix(0.9998 -0.0217 0.0243 1.1197 -1.7809 -6.5844)" gradientUnits="userSpaceOnUse" r="39.6188">
<stop offset="0.6679" style="stop-color:#454140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#454140"/>
</radialGradient>
<path id="hairHighlights_24_" d="M106.04,28.41L106.04,28.41c-0.01,0-0.01,0-0.02,0 c-0.01,0-0.01,0-0.02,0v0c-47.64,0.25-37.88,54.66-37.88,54.66s0.61,3.94,1.53,5.65c1.1,2.06,1.85,2.81,1.92,1.64 c0.07-1.16,0.01-19.44,1.85-24.35c1.09-2.89,4.08-4.56,7.12-4.02c7.58,1.35,10.91,1.32,15.63,1.25 c9.75-0.13,17.32-0.91,21.99-1.76c2.2-0.4,4.38,0.39,5.82,1.94v-31.6C119.21,29.72,113.31,28.45,106.04,28.41z" style="fill:url(#hairHighlights_1_);"/>
</g>
</g>
<g>
<g id="head_340_">
<path d="M25.73,34.74c27.05,0,31.37,19.51,31.37,47.59c0,23.97-10.35,39.27-28.5,41.22 c-9.35,1-17.91-0.79-24.6-5.64V40.6C9.31,36.83,16.38,34.74,25.73,34.74z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows_170_">
<path d="M55.1,77.19c-3.34-4.73-11.18-4.89-15.1-0.86c-0.68,0.7-1.4,1.61-0.89,2.62 c0.57,1.12,1.73,0.94,2.69,0.55c2.55-1.03,5.17-1.49,7.91-0.93c1.18,0.24,2.2,0.73,3.32,1.13C54.53,80.23,56.08,78.65,55.1,77.19z " style="fill:#AB872F;"/>
<path d="M7.87,79.71c2.34-1.02,4.71-1.6,7.29-1.31c1.17,0.13,2.32,0.44,3.42,0.87 c0.87,0.34,1.81,0.9,2.7,0.29c2.57-1.77-1.99-4.65-3.32-5.23c-2.9-1.25-6.35-1.14-9.15,0.32c-1.11,0.58-2.32,1.42-2.98,2.52 C5.01,78.54,6.25,80.37,7.87,79.71z" style="fill:#AB872F;"/>
</g>
<g id="eyes_167_">
<path d="M19.35,85.64c0.67-0.79,1.07-0.16,1.2,0.36c0.45,1.76-0.25,4.54-3.47,5.43 c-4.36,1.2-8.76-1.42-9.25-4.98c-0.06-0.44,0.43-0.77,0.82-0.55c1.31,0.72,2.93,2.23,6.3,1.88 C18.23,87.45,18.63,86.49,19.35,85.64z" style="fill:#5D4037;"/>
<path d="M52.2,85.64c0.67-0.79,1.07-0.16,1.2,0.36c0.45,1.76-0.25,4.54-3.47,5.43 c-4.36,1.2-8.76-1.42-9.25-4.98c-0.06-0.44,0.43-0.77,0.82-0.55c1.31,0.72,2.93,2.23,6.3,1.88C51.08,87.45,51.48,86.49,52.2,85.64 z" style="fill:#5D4037;"/>
</g>
<path id="mouth_99_" d="M36.35,114.85c3.02,0.38,8.02-2.23,6.91-5.19c-0.42-1.12-2.1-1.45-2.1-1.45 s2.76-3.12,1.34-4.76c-1.91-2.21-5.07-0.59-7.43-1.27c-0.48-0.14-0.99-0.36-1.46-0.2c0.2,0.94,0.76,1.62,1.95,2.04 c1.34,0.47,2.8,0.2,3.54,0.83c0.76,0.66,0.11,1.59-0.87,2.17c-1.39,0.82-3.47,1.24-3.37,1.9c0.11,0.72,2.49,0.8,3.02,0.95 c0.48,0.14,1.18,0.32,1.39,0.83c0.38,0.89-0.93,1.85-1.6,2.25c-0.74,0.44-2.61,0.93-2.68,0.99c-0.14,0.12-0.11,0.37,0.02,0.51 C35.14,114.6,36.06,114.81,36.35,114.85z" style="fill:#6D4C41;"/>
<path id="nose_169_" d="M38.35,93.53c-0.11-0.04-0.22-0.07-0.33-0.09h-7.33c-0.11,0.01-0.22,0.04-0.33,0.09 c-0.66,0.27-1.03,0.96-0.72,1.69c0.31,0.73,1.77,2.79,4.71,2.79c2.94,0,4.4-2.06,4.71-2.79C39.37,94.49,39.01,93.8,38.35,93.53z" style="fill:#C48E6A;"/>
<g id="hair_586_">
<path id="hair_587_" d="M21.96,28.41L21.96,28.41c0.01,0,0.01,0,0.02,0c0.01,0,0.01,0,0.02,0v0 c47.64,0.25,37.88,54.66,37.88,54.66s-0.61,3.94-1.53,5.65c-1.1,2.06-1.85,2.81-1.92,1.64c-0.07-1.16-0.01-19.44-1.85-24.35 c-1.09-2.89-4.08-4.56-7.12-4.02c-7.58,1.35-9.78,1.28-14.5,1.32c-8.41,0.07-18.46-0.98-23.13-1.83c-2.2-0.4-4.38,0.39-5.82,1.94 v-31.6C8.79,29.72,14.69,28.45,21.96,28.41z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_2_" cx="1218.2842" cy="71.2396" gradientTransform="matrix(-0.9998 -0.0217 -0.0243 1.1197 1241.6937 17.8958)" gradientUnits="userSpaceOnUse" r="38.0829">
<stop offset="0.6679" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_25_" d="M21.96,28.41L21.96,28.41c0.01,0,0.01,0,0.02,0 c0.01,0,0.01,0,0.02,0v0c47.64,0.25,37.88,54.66,37.88,54.66s-0.61,3.94-1.53,5.65c-1.1,2.06-1.85,2.81-1.92,1.64 c-0.07-1.16-0.01-19.44-1.85-24.35c-1.09-2.89-4.08-4.56-7.12-4.02c-7.58,1.35-10.91,1.32-15.63,1.25 c-9.75-0.13-17.32-0.91-21.99-1.76c-2.2-0.4-4.38,0.39-5.82,1.94v-31.6C8.79,29.72,14.69,28.45,21.96,28.41z" style="fill:url(#hairHighlights_2_);"/>
</g>
</g>
<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white clipart image of a domino game, featuring two dominos. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 17.1.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<path d="M184,224c4.418,0,8-3.582,8-8s-3.582-8-8-8H40c-4.418,0-8,3.582-8,8s3.582,8,8,8H184z"/>
<path d="M168,184c8.822,0,16-7.178,16-16s-7.178-16-16-16s-16,7.178-16,16S159.178,184,168,184z"/>
<path d="M56,72c8.822,0,16-7.178,16-16s-7.178-16-16-16s-16,7.178-16,16S47.178,72,56,72z"/>
<path d="M112,128c8.822,0,16-7.178,16-16s-7.178-16-16-16s-16,7.178-16,16S103.178,128,112,128z"/>
<path d="M168,248c-8.822,0-16,7.178-16,16s7.178,16,16,16s16-7.178,16-16S176.822,248,168,248z"/>
<path d="M168,360c-8.822,0-16,7.178-16,16s7.178,16,16,16s16-7.178,16-16S176.822,360,168,360z"/>
<path d="M56,248c-8.822,0-16,7.178-16,16s7.178,16,16,16s16-7.178,16-16S64.822,248,56,248z"/>
<path d="M56,360c-8.822,0-16,7.178-16,16s7.178,16,16,16s16-7.178,16-16S64.822,360,56,360z"/>
<path d="M488,288H224V24c0-13.233-10.766-24-24-24H24C10.766,0,0,10.767,0,24v384c0,13.233,10.766,24,24,24h56v56
c0,13.233,10.766,24,24,24h384c13.234,0,24-10.767,24-24V312C512,298.767,501.234,288,488,288z M16,408V24c0-4.411,3.589-8,8-8h176
c4.411,0,8,3.589,8,8v384c0,4.411-3.589,8-8,8H24C19.589,416,16,412.411,16,408z M496,488c0,4.411-3.589,8-8,8H104
c-4.411,0-8-3.589-8-8v-56h104c13.234,0,24-10.767,24-24V304h264c4.411,0,8,3.589,8,8V488z"/>
<path d="M296,320c-4.418,0-8,3.582-8,8v144c0,4.418,3.582,8,8,8s8-3.582,8-8V328C304,323.582,300.418,320,296,320z"/>
<path d="M248,328c-8.822,0-16,7.178-16,16s7.178,16,16,16s16-7.178,16-16S256.822,328,248,328z"/>
<path d="M136,440c-8.822,0-16,7.178-16,16s7.178,16,16,16s16-7.178,16-16S144.822,440,136,440z"/>
<path d="M344,328c-8.822,0-16,7.178-16,16s7.178,16,16,16s16-7.178,16-16S352.822,328,344,328z"/>
<path d="M456,328c-8.822,0-16,7.178-16,16s7.178,16,16,16s16-7.178,16-16S464.822,328,456,328z"/>
<path d="M400,384c-8.822,0-16,7.178-16,16s7.178,16,16,16s16-7.178,16-16S408.822,384,400,384z"/>
<path d="M344,440c-8.822,0-16,7.178-16,16s7.178,16,16,16s16-7.178,16-16S352.822,440,344,440z"/>
<path d="M456,440c-8.822,0-16,7.178-16,16s7.178,16,16,16s16-7.178,16-16S464.822,440,456,440z"/>
</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": "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",
"path": "emoji_u1f9d8.png"
} | Generate code for a svg of a person in lotus position | <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="arm_6_">
<linearGradient id="arm_3_" gradientTransform="matrix(-1 0 0 -1 525.7576 130)" gradientUnits="userSpaceOnUse" x1="435.4021" x2="435.4021" y1="66.414" y2="21.552">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.5" style="stop-color:#FFCA28"/>
</linearGradient>
<path id="arm_2_" d="M77.3,64.96l9.64-1.38c0,0,1.53,19.94,2.69,22.29s13.79,16.81,13.79,16.81 l-2.66,5.76L83.62,92.21c-1.84-1.74-3.03-4.05-3.39-6.56L77.3,64.96z" style="fill:url(#arm_3_);"/>
</g>
<g id="arm_1_">
<linearGradient id="arm_4_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="37.1885" x2="37.1885" y1="66.414" y2="21.552">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.5" style="stop-color:#FFCA28"/>
</linearGradient>
<path id="arm" d="M50.24,64.96l-9.64-1.38c0,0-1.53,19.94-2.69,22.29 c-1.16,2.36-13.79,16.81-13.79,16.81l2.66,5.76l17.13-16.23c1.84-1.74,3.03-4.05,3.39-6.56L50.24,64.96z" style="fill:url(#arm_4_);"/>
</g>
<linearGradient id="shirt_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="64.0005" x2="64.0005" y1="81.9348" y2="33.4827">
<stop offset="0" style="stop-color:#F78C1F"/>
<stop offset="1" style="stop-color:#ED6D23"/>
</linearGradient>
<path id="shirt_2_" d="M88.58,69.52l-0.83-9.44c-0.11-1.29-2.42-11.79-23.52-11.79 S40.39,58.57,40.26,60.07l-0.83,9.44l9.14,0.81v27.85h31.18V70.3L88.58,69.52z" style="fill:url(#shirt_1_);"/>
<g id="leg">
<linearGradient id="leg_5_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="51.6695" x2="51.6695" y1="8.5789" y2="32.8682">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.3773" style="stop-color:#FFCA28"/>
</linearGradient>
<path id="leg_4_" d="M87.34,111.68c-6.66,1.15-12.43,2.9-18.92,4.83c-2.92,0.87-5.99,1.77-9.36,2.67 c-6.56,1.75-14.26,3.5-24.2,4.96c-5.89,0.87-12.07,0-15.2-1.93c-2.33-1.44-4.38-4.29-3.57-6.71c0.89-2.68,3.55-5.66,7.3-7.45 c1.55-0.74,3.23-1.44,4.96-2.08c4.31-1.61,8.89-2.92,12.32-3.82c3.27-0.85,5.51-1.32,5.51-1.32c4.1-0.9,7.88-0.92,10.88,0.37 C62.28,103.43,89.17,111.37,87.34,111.68z" style="fill:url(#leg_5_);"/>
</g>
<g id="shadow_1_">
<linearGradient id="shadow_4_" gradientTransform="matrix(1 -9.100000e-03 -9.100000e-03 -1 0.1613 130.1915)" gradientUnits="userSpaceOnUse" x1="26.4937" x2="31.461" y1="22.3799" y2="16.1342">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.5" style="stop-color:#FFCA28;stop-opacity:0"/>
</linearGradient>
<path id="shadow_3_" d="M34.21,104.15l-4.87,4.73l-4.23,2.9c-0.1,0.08-0.23,0.12-0.36,0.11 l-1.07-0.1c-0.61,0.33-1.28,0.51-1.96,0.51c-0.31,0-0.64-0.04-0.95-0.1c-0.71-0.16-1.35-0.5-1.88-0.99 c1.16-1.14,2.59-2.16,4.23-2.96c3.29-1.6,7.18-3.03,10.81-4.18L34.21,104.15z" style="fill:url(#shadow_4_);"/>
</g>
<g id="leg_6_">
<linearGradient id="leg_7_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="35.8434" x2="112.0063" y1="18.2311" y2="18.2311">
<stop offset="0.7779" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="leg_3_" d="M108.25,122.21c-3.13,1.93-9.29,2.72-15.2,1.93c-11.27-1.5-25.15-6.08-35.1-10.93 c-5.65-2.75-10.55-6.04-13.38-7.67c-1.99-1.15-3.57-1.79-6.07-1.52c-0.98,0.11-1.3,0.18-1.99,0.15c-1.4-0.06-0.16-2.29-0.16-2.29 c0.68-1.58,2.95-3.39,5.18-2.59s4.91,2.41,4.91,2.41c5.09,1.58,5.32-1.58,8.3-0.53c1.49,0.52,1.83,2.3,1.87,3.3 c0.05,1.08,1.69,2.08,2.77,2.23l6.99,0.83l0.96,0.11l2.5,0.3l7.6-5.4l1.05-0.75l2.75-1.95c0,0,0.75,0.25,2.01,0.69 c0.39,0.13,0.83,0.29,1.32,0.46c2.06,0.72,4.88,1.72,7.9,2.84c0.34,0.13,0.69,0.26,1.04,0.39c3.91,1.47,8.05,3.11,11.23,4.58 c3.77,1.74,6.2,4.02,7.1,6.7C112.63,117.92,110.58,120.77,108.25,122.21z" style="fill:url(#leg_7_);"/>
</g>
<g id="pants_2_">
<path d="M79.87,98.63l-0.15-3.43c0,0-4.11,1.88-15.3,1.88S48.55,95.2,48.55,95.2v3.43l-7.37,4.4l22.92,10.45 l24.19-10.54L79.87,98.63z" style="fill:#7C7C7C;"/>
</g>
<g id="shadow">
<linearGradient id="shadow_5_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="48.5061" x2="45.4545" y1="18.9873" y2="13.2621">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.5" style="stop-color:#FFCA28;stop-opacity:0"/>
</linearGradient>
<path id="shadow_2_" d="M68.42,116.51c-2.92,0.87-5.99,1.77-9.36,2.67 c-1.35-0.6-2.65-1.21-3.91-1.82c-4.92-2.41-9.43-5.16-12.71-7.17l-0.25-0.14c-1.26-0.78-2.35-1.45-3.26-1.98 c-1.83-1.06-2.56-1.24-3.52-1.24c-0.25,0-0.5,0.02-0.77,0.06l-0.71,0.07c-0.51,0.06-1.1,0.14-1.84,0.14 c-0.19,0-0.37-0.01-0.58-0.02c-1.19-0.05-2.28-0.43-3.16-1.11c4.31-1.61,8.89-2.92,12.32-3.82c0.42,0.2,0.84,0.44,1.28,0.69 c0.92,0.54,2.06,1.23,3.34,2.02c3.25,1.99,7.69,4.72,12.51,7.07c3.17,1.55,6.66,3.06,10.36,4.48L68.42,116.51z" style="fill:url(#shadow_5_);"/>
</g>
<path id="tone_26_" d="M32.35,112.99c0.08-1.02,0.71-1.92,1.46-2.55c0.75-0.66,1.63-1.11,2.56-1.45 c0.45-0.16,1-0.29,1.45-0.34l1.39-0.19c0.93-0.11,1.86-0.23,2.79-0.32c1.86-0.2,3.73-0.31,5.6-0.37c1.87-0.06,3.74-0.06,5.63,0.07 c0.28,0.02,0.49,0.26,0.47,0.54c-0.02,0.27-0.24,0.48-0.51,0.47h-0.02c-1.83-0.03-3.69,0.03-5.53,0.1 c-1.85,0.08-3.69,0.22-5.53,0.36c-0.92,0.08-1.84,0.17-2.76,0.27l-1.38,0.17c-0.48,0.05-0.84,0.11-1.28,0.23 c-0.83,0.24-1.65,0.62-2.37,1.1c-0.72,0.49-1.33,1.13-1.6,1.96l0,0.01c-0.03,0.1-0.14,0.15-0.24,0.12 C32.4,113.15,32.35,113.07,32.35,112.99z" style="fill:#EDA600;"/>
<g id="leg_1_">
<linearGradient id="leg_8_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="110.426" x2="39.9525" y1="11.0068" y2="26.0072">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.3379" style="stop-color:#FFCA28"/>
</linearGradient>
<path id="leg_2_" d="M108.25,122.21c-3.13,1.93-9.29,2.72-15.2,1.93c-8.27-1.1-17.94-3.86-26.44-7.17 c-3.08-1.2-6.01-2.47-8.66-3.76c-5.65-2.75-10.55-6.04-13.38-7.67c-1.99-1.15-3.57-1.79-6.07-1.52c-0.98,0.11-1.3,0.18-1.99,0.15 c-1.4-0.06-0.16-2.29-0.16-2.29c0.68-1.58,2.95-3.39,5.18-2.59s4.91,2.41,4.91,2.41c5.09,1.58,5.32-1.58,8.3-0.53 c1.49,0.52,1.83,2.3,1.87,3.3c0.05,1.08,1.69,2.08,2.77,2.23c0,0,2.85,0.51,5.95,0.92h0.01l0.51,0.06 c0.22,0.03,0.44,0.06,0.66,0.08c0.74,0.09,1.47,0.16,2.16,0.22l0.19,0.02h0.05c0.01,0.01,0.02,0.01,0.03,0c0,0,0,0,0.01,0 c0.75,0.06,1.45,0.09,2.05,0.09c0.95,0,1.87-0.03,2.77-0.09c3.1-0.19,5.96-0.66,8.73-1.06c0.78-0.12,1.55-0.23,2.32-0.33 c0.01,0,0.01,0,0.01,0c2.75-0.35,5.45-0.54,8.27-0.22c5.32,0.61,11.85,2.42,18.19,7.9c0.21,0.39,0.4,0.8,0.54,1.21 C112.63,117.92,110.58,120.77,108.25,122.21z" style="fill:url(#leg_8_);"/>
</g>
<path id="tone" d="M95.23,108.46c-1.77-0.64-6.9-1.33-9.86-1.68h0c0,0,2.38-1.45,6.17-1.01 c2.36,0.28,0.08-3.85,0.08-3.85s-5.85,3.19-7.84,4.34c-0.09,0.05-0.29,0.16-0.55,0.29c-0.04,0.02-0.08,0.04-0.12,0.06 c-0.19,0.1-0.4,0.21-0.61,0.33c-0.57,0.29-1.17,0.6-1.47,0.77c0.67,0.02,1.33,0.05,2,0.08c6.6,0.33,13.01,1.21,16.01,3.76 c0.09,0.07,0.24,0.04,0.21-0.06C98.95,110.57,97.73,109.37,95.23,108.46z" style="fill:#EDA600;"/>
<g id="foot">
<linearGradient id="foot_2_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="79.8207" x2="77.9854" y1="22.0156" y2="34.0674">
<stop offset="0.078" style="stop-color:#FFB300"/>
<stop offset="0.6927" style="stop-color:#FFCA28"/>
</linearGradient>
<path id="foot_1_" d="M91.83,104.89c-0.68,0.03-1-0.04-1.99-0.16c-2.49-0.26-4.07,0.38-6.06,1.53 c-0.09,0.05-0.29,0.16-0.55,0.29c-0.04,0.02-0.08,0.04-0.12,0.06c-0.19,0.1-0.4,0.21-0.61,0.33c-0.57,0.29-1.17,0.6-1.47,0.77 c-0.06,0.03-0.12,0.06-0.15,0.08c0,0-3.68-0.01-5.22,0.13c-0.31,0.03-0.6,0.05-0.86,0.07c-1.33,0.1-2.15,0.1-3.8,0.1 c-0.6,0-1.3-0.03-2.05-0.09c-0.01,0-0.01,0-0.01,0h-0.08l-0.19-0.02c-0.69-0.06-1.42-0.13-2.16-0.22l0.06-0.01h0.01l2.06-0.29 l0.33-0.05c0.69-0.09,1.6-0.53,2.19-1.12c0.01-0.01,0.02-0.02,0.02-0.03c0.08-0.07,0.14-0.14,0.2-0.22 c0.2-0.26,0.33-0.55,0.35-0.86c0-0.05,0.01-0.1,0.02-0.15c0.07-1.02,0.44-2.66,1.86-3.15c2.98-1.04,3.2,2.11,8.29,0.54 c0,0,2.68-1.61,4.91-2.41s4.51,1,5.18,2.58c0,0,0.17,0.3,0.31,0.67C92.54,103.92,92.73,104.85,91.83,104.89z" style="fill:url(#foot_2_);"/>
</g>
<g id="handGroup_4_">
<g id="hand_5_">
<linearGradient id="hand_3_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="113.3392" x2="103.0556" y1="22.7471" y2="29.823">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.5" style="stop-color:#FFCA28"/>
</linearGradient>
<path id="hand_2_" d="M116.4,100.16c0-0.16-0.08-0.32-0.22-0.41s-0.3-0.12-0.46-0.06 c-0.06,0.02-1.35,0.48-1.94,1.73c-0.03,0.06-0.05,0.13-0.05,0.2l-0.09,2.43c-0.12,0.17-0.3,0.41-0.5,0.69l-0.34-3.04l0.08-4.1 c0-0.14-0.05-0.28-0.15-0.38s-0.25-0.15-0.38-0.14c-0.03,0-0.4,0.03-0.85,0.18c-0.04,0-0.07,0-0.11,0c-0.03,0-0.06,0.01-0.1,0.01 c-0.07,0-0.13,0.01-0.2,0.02c-0.07,0.01-0.15,0.02-0.22,0.04c-0.06,0.01-0.11,0.03-0.17,0.04c-0.07,0.02-0.13,0.04-0.2,0.07 c-0.05,0.02-0.1,0.04-0.15,0.07c-0.06,0.03-0.11,0.06-0.17,0.1c-0.05,0.03-0.09,0.06-0.14,0.09c-0.05,0.04-0.1,0.08-0.14,0.12 c-0.04,0.04-0.09,0.08-0.13,0.12c-0.04,0.04-0.08,0.08-0.12,0.12c-0.04,0.05-0.09,0.1-0.13,0.15c-0.03,0.04-0.06,0.08-0.09,0.11 c-0.05,0.06-0.1,0.13-0.14,0.19c-0.02,0.02-0.03,0.05-0.05,0.07c-0.61,0.89-1.07,1.96-1.99,2.31c-0.16,0.06-0.33,0.11-0.51,0.15 c-1.67,0.35-3.85-0.3-5.11,1.15l0.01,0.02c-0.04,0.04-0.09,0.08-0.13,0.13c-0.34,0.41-1.69-0.36-1.69-0.36l-2.53,1.77l-0.29-0.27 l-0.88-0.83l-1.16,0.28l4.91,4.69l4.26,2.87c0.1,0.08,0.23,0.12,0.36,0.1l1.06-0.11c0.61,0.33,1.29,0.5,1.97,0.5 c0.32,0,0.64-0.04,0.95-0.11c0.83-0.19,1.57-0.64,2.12-1.29l0.13-0.15l0.21,0.08c0.05,0.02,0.1,0.03,0.15,0.04 c0.99,0.07,2.15-0.46,2.84-1.3l2.41-3.03c0.07-0.09,0.11-0.21,0.11-0.32L116.4,100.16z" style="fill:url(#hand_3_);"/>
</g>
<path id="tone_14_" d="M112.88,97.26c0,0,0,0.17,0,0.18l-0.02,0.66c-0.54-0.02-1.17,0.08-1.59,0.36 c-0.45,0.27-0.63,0.71-0.63,1.35l-0.12,3.9l-0.07,1.96c0.04,0.35-0.17,0.77-0.39,0.98l-0.61,0.76l-2.44,3.06l2.23-3.21l0.57-0.81 c0.21-0.27,0.29-0.47,0.26-0.79l-0.06-1.96l-0.13-3.92c-0.02-0.31,0-0.75,0.14-1.12c0.13-0.36,0.68-1.49,2.59-1.64 C112.75,97.03,112.86,97.11,112.88,97.26z" style="fill:#EDA600;"/>
<path id="tone_13_" d="M116.42,99.76v0.07l-0.01,0.66c-0.36-0.01-0.79,0.08-1.13,0.26s-0.6,0.46-0.74,0.82 c-0.06,0.18-0.1,0.39-0.12,0.6l-0.07,0.73c-0.07,0.49-0.13,0.95-0.3,1.48l-0.01,0.04l-0.03,0.04l-0.59,0.7l-2.27,3.55l1.89-3.8 l0.01-0.02l0.49-0.71c0.08-0.4,0.11-0.88,0.13-1.34v-0.7c0.01-0.27,0.04-0.55,0.11-0.82c0.16-0.56,0.56-1.06,1.04-1.36 c0.39-0.22,0.78-0.38,1.21-0.45c0.03-0.01,0.07-0.02,0.11-0.02h0.01C116.29,99.5,116.4,99.61,116.42,99.76z" style="fill:#EDA600;"/>
<g id="tone_11_">
<linearGradient id="tone_12_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="106.9453" x2="105.3179" y1="24.4954" y2="27.1135">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="1" style="stop-color:#FFCA28;stop-opacity:0"/>
</linearGradient>
<path id="tone_3_" d="M101.21,104.94c0,0,3.73-3.67,8.74-3.28c0,0-2.12-0.1-1.75,3.58 c0,0-1.48-1.49-3.55,2.39C104.64,107.64,103.45,104.47,101.21,104.94z" style="fill:url(#tone_12_);"/>
</g>
<path id="tone_10_" d="M110.11,102.35c-0.3-0.06-0.7-0.02-0.95,0.13c-0.26,0.15-0.42,0.44-0.48,0.82 c-0.06,0.39-0.08,0.87-0.12,1.3l-0.05,0.66c-0.03,0.22-0.01,0.43-0.08,0.72c-0.08,0.28-0.27,0.49-0.4,0.64l-0.42,0.52l-0.85,1.03 l-1.69,2.07l1.49-2.22l0.75-1.11l0.37-0.56c0.13-0.2,0.24-0.34,0.26-0.5c0.03-0.14,0-0.38,0-0.61l-0.01-0.67 c0-0.46-0.03-0.88-0.01-1.37c0.02-0.5,0.24-1.1,0.73-1.46c0.5-0.35,1.03-0.44,1.61-0.4L110.11,102.35z" style="fill:#EDA600;"/>
<path id="tone_9_" d="M107.96,105.74c-0.23-0.11-0.59-0.18-0.86-0.12c-0.29,0.04-0.55,0.22-0.76,0.47 l-1.52,1.88l-0.36,0.45l-0.18-0.54c-0.36-1.1-1.13-2.19-2.24-2.68c-1.12-0.51-2.46-0.31-3.61,0.18c1.11-0.57,2.45-0.91,3.72-0.46 c0.62,0.22,1.18,0.61,1.63,1.09c0.45,0.49,0.81,1.04,1.07,1.68l-0.54-0.09l1.37-2c0.27-0.38,0.69-0.74,1.2-0.86 c0.51-0.13,0.99-0.1,1.5,0.09L107.96,105.74z" style="fill:#EDA600;"/>
</g>
<g id="handGroup_1_">
<g id="hand_1_">
<linearGradient id="hand_4_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="13.9837" x2="28.7016" y1="24.3469" y2="30.102">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.5" style="stop-color:#FFCA28"/>
</linearGradient>
<path id="hand" d="M11.6,99.79c0-0.16,0.08-0.32,0.22-0.41c0.13-0.09,0.3-0.12,0.46-0.06 c0.06,0.02,1.35,0.48,1.94,1.73c0.03,0.06,0.05,0.13,0.05,0.2l0.09,2.43c0.12,0.17,0.3,0.41,0.5,0.69l0.34-3.04l-0.08-4.1 c0-0.14,0.05-0.28,0.16-0.38c0.1-0.1,0.25-0.15,0.38-0.14c0.03,0,0.4,0.03,0.85,0.18c0.04,0,0.07,0,0.11,0 c0.03,0,0.06,0.01,0.1,0.01c0.07,0,0.13,0.01,0.2,0.02c0.08,0.01,0.15,0.02,0.22,0.04c0.06,0.01,0.11,0.03,0.17,0.04 c0.07,0.02,0.13,0.04,0.2,0.07c0.05,0.02,0.1,0.04,0.15,0.07c0.06,0.03,0.11,0.06,0.17,0.1c0.05,0.03,0.09,0.06,0.14,0.09 c0.05,0.04,0.1,0.08,0.15,0.12c0.05,0.04,0.09,0.08,0.13,0.12c0.04,0.04,0.08,0.08,0.12,0.12c0.05,0.05,0.09,0.1,0.13,0.15 c0.03,0.04,0.06,0.08,0.09,0.11c0.05,0.06,0.1,0.13,0.14,0.19c0.02,0.02,0.03,0.05,0.05,0.07c0.61,0.89,1.07,1.96,1.99,2.31 c0.16,0.06,0.33,0.11,0.51,0.15c1.67,0.35,3.85-0.3,5.11,1.15l-0.01,0.02c0.04,0.04,0.09,0.08,0.13,0.13 c0.34,0.41,1.69-0.36,1.69-0.36l2.52,1.77l0.28-0.27l0.88-0.83l1.16,0.28l-4.91,4.69l-4.26,2.87c-0.1,0.08-0.23,0.12-0.36,0.1 l-1.06-0.11c-0.61,0.33-1.29,0.5-1.97,0.5c-0.32,0-0.64-0.04-0.95-0.11c-0.83-0.19-1.57-0.64-2.12-1.29l-0.13-0.15l-0.21,0.08 c-0.05,0.02-0.1,0.03-0.15,0.04c-0.98,0.07-2.15-0.46-2.84-1.3l-2.41-3.03c-0.07-0.09-0.11-0.21-0.11-0.32L11.6,99.79z" style="fill:url(#hand_4_);"/>
</g>
<path id="tone_8_" d="M15.12,96.88c0,0,0,0.17,0,0.18l0.02,0.66c0.54-0.02,1.17,0.08,1.59,0.36 c0.45,0.27,0.63,0.71,0.63,1.35l0.12,3.9l0.07,1.96c-0.04,0.35,0.17,0.77,0.39,0.98l0.61,0.76l2.44,3.06l-2.23-3.21l-0.57-0.81 c-0.21-0.27-0.29-0.47-0.26-0.79l0.06-1.96l0.13-3.92c0.02-0.31,0-0.75-0.14-1.12c-0.13-0.36-0.68-1.49-2.59-1.64 C15.25,96.66,15.14,96.74,15.12,96.88z" style="display:none;fill:#EDA600;"/>
<path id="tone_7_" d="M11.59,99.39v0.07l0.01,0.66c0.36-0.01,0.79,0.08,1.13,0.26s0.6,0.46,0.74,0.82 c0.06,0.18,0.1,0.39,0.12,0.6l0.07,0.73c0.07,0.49,0.13,0.95,0.3,1.48l0.01,0.04l0.03,0.04l0.59,0.7l2.27,3.55l-1.89-3.8 l-0.01-0.02l-0.49-0.71c-0.08-0.4-0.11-0.88-0.13-1.34v-0.7c-0.01-0.27-0.04-0.55-0.11-0.82c-0.16-0.56-0.56-1.06-1.05-1.36 c-0.39-0.22-0.78-0.38-1.21-0.45c-0.03-0.01-0.07-0.02-0.11-0.02h-0.01C11.71,99.13,11.6,99.24,11.59,99.39z" style="fill:#EDA600;"/>
<g id="tone_6_">
<linearGradient id="tone_15_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="20.8951" x2="23.1239" y1="25.1762" y2="27.9358">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="1" style="stop-color:#FFCA28;stop-opacity:0"/>
</linearGradient>
<path id="tone_2_" d="M26.79,104.57c0,0-3.73-3.67-8.74-3.28c0,0,2.12-0.1,1.75,3.58 c0,0,1.48-1.49,3.55,2.39C23.35,107.27,24.55,104.1,26.79,104.57z" style="fill:url(#tone_15_);"/>
</g>
<path id="tone_5_" d="M17.89,101.97c0.3-0.06,0.7-0.02,0.95,0.13c0.26,0.15,0.42,0.44,0.48,0.82 c0.06,0.39,0.08,0.87,0.12,1.3l0.05,0.66c0.03,0.22,0.01,0.43,0.08,0.72c0.08,0.28,0.27,0.49,0.4,0.64l0.42,0.52l0.85,1.03 l1.69,2.07l-1.49-2.22l-0.75-1.11l-0.37-0.56c-0.13-0.2-0.24-0.34-0.26-0.5c-0.03-0.14,0-0.38,0-0.61l0.01-0.67 c0-0.46,0.03-0.88,0.01-1.37c-0.02-0.5-0.24-1.1-0.73-1.46c-0.5-0.35-1.03-0.44-1.61-0.4L17.89,101.97z" style="fill:#EDA600;"/>
<path id="tone_4_" d="M20.03,105.36c0.23-0.11,0.59-0.18,0.86-0.12c0.29,0.04,0.55,0.22,0.76,0.47l1.52,1.88 l0.36,0.45l0.18-0.54c0.36-1.1,1.13-2.19,2.24-2.68c1.12-0.51,2.46-0.31,3.61,0.18c-1.11-0.57-2.45-0.91-3.72-0.46 c-0.62,0.22-1.18,0.61-1.63,1.09c-0.45,0.49-0.81,1.04-1.08,1.68l0.54-0.09l-1.37-2c-0.27-0.38-0.69-0.74-1.2-0.86 c-0.51-0.13-0.99-0.1-1.5,0.09L20.03,105.36z" style="fill:#EDA600;"/>
<path id="tone_1_" d="M15.12,96.93c0,0,0,0.17,0,0.18l0.02,0.66c0.54-0.02,1.17,0.08,1.59,0.36 c0.45,0.27,0.63,0.71,0.63,1.35l0.12,3.9l0.07,1.96c-0.04,0.35,0.17,0.77,0.39,0.98l0.61,0.76l2.44,3.06l-2.23-3.21l-0.57-0.81 c-0.21-0.27-0.29-0.47-0.26-0.79l0.06-1.96l0.13-3.92c0.02-0.31,0-0.75-0.14-1.12c-0.13-0.36-0.68-1.49-2.59-1.64 C15.25,96.7,15.14,96.79,15.12,96.93z" style="fill:#EDA600;"/>
</g>
<g id="hairGroup">
<path id="hair_3_" d="M80.86,40.06c-0.6-1.1,0.17-2.21,1.48-3.6c2.08-2.19,4.35-7.28,2.24-12.44 c0.01-0.03-0.41-0.9-0.4-0.93l-0.87-0.04c-0.28-0.04-9.79-0.06-19.31-0.06s-19.03,0.02-19.31,0.06c0,0-1.28,0.94-1.27,0.97 c-2.1,5.17,0.16,10.25,2.24,12.44c1.31,1.38,2.08,2.5,1.48,3.6c-0.58,1.07-2.33,1.22-2.33,1.22s0.4,1.09,1.37,1.68 c0.9,0.54,1.99,0.67,2.76,0.69c0,0,2.97,4.11,10.74,4.11l4.32,0l4.32,0c7.76,0,10.74-4.11,10.74-4.11 c0.76-0.02,1.86-0.15,2.75-0.69c0.97-0.59,1.37-1.68,1.37-1.68S81.44,41.13,80.86,40.06z" style="fill:#543930;"/>
<g id="hairHighlights_1_">
<radialGradient id="SVGID_1_" cx="107.1771" cy="85.7923" gradientTransform="matrix(1 0 0 0.4912 -36.1332 -0.9694)" gradientUnits="userSpaceOnUse" r="11.3119">
<stop offset="0.7275" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M63.99,47.76V43.2l13.8-1.09l1.25,1.54c0,0-2.97,4.11-10.74,4.11L63.99,47.76z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="97.5181" cy="91.3022" gradientTransform="matrix(-0.9057 0.4238 -0.3144 -0.6719 199.2167 59.5054)" gradientUnits="userSpaceOnUse" r="3.3429">
<stop offset="0.6628" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M79.02,41.66c-2.07-3.14,2.52-4.31,2.52-4.31s0,0,0,0c-0.8,0.99-1.16,1.86-0.69,2.71 c0.58,1.07,2.32,1.22,2.32,1.22S80.81,43.39,79.02,41.66z" style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="106.7716" cy="97.8598" gradientTransform="matrix(-0.0746 -0.9972 0.8311 -0.0622 0.1579 142.5941)" gradientUnits="userSpaceOnUse" r="14.6835">
<stop offset="0.7247" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M84.59,24.02c2.05,5-0.11,10.15-2.13,12.32c-0.28,0.3-1.45,1.45-1.72,2.38 c0,0-4.61-6.43-5.99-10.2c-0.28-0.76-0.53-1.55-0.56-2.36c-0.03-0.61,0.07-1.33,0.42-1.85c0.43-0.63,9.74-0.82,9.74-0.82 C84.34,23.5,84.59,24.02,84.59,24.02z" style="fill:url(#SVGID_3_);"/>
<radialGradient id="SVGID_4_" cx="56.412" cy="100.2528" gradientTransform="matrix(0.0746 -0.9972 -0.8311 -0.0622 133.5996 92.5238)" gradientUnits="userSpaceOnUse" r="14.6835">
<stop offset="0.7247" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M43.42,24.02c-2.05,5,0.11,10.15,2.13,12.32c0.28,0.3,1.45,1.45,1.72,2.38 c0,0,4.61-6.43,5.99-10.2c0.28-0.76,0.53-1.55,0.56-2.36c0.03-0.61-0.07-1.33-0.42-1.85c-0.43-0.63-0.93-0.47-1.66-0.47 c-1.39,0-7.48-0.36-7.95-0.36C43.8,23.5,43.42,24.02,43.42,24.02z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="58.9668" cy="85.7923" gradientTransform="matrix(-1 0 0 0.4912 115.9336 -0.9694)" gradientUnits="userSpaceOnUse" r="11.3119">
<stop offset="0.7275" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M64.02,47.76V43.2l-13.8-1.09l-1.26,1.54c0,0,2.97,4.11,10.74,4.11L64.02,47.76z" style="fill:url(#SVGID_5_);"/>
<radialGradient id="SVGID_6_" cx="45.4962" cy="90.1596" gradientTransform="matrix(0.9057 0.4238 0.3144 -0.6719 -23.7282 80.7854)" gradientUnits="userSpaceOnUse" r="3.3429">
<stop offset="0.6628" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M48.99,41.66c2.07-3.14-2.52-4.31-2.52-4.31s0,0,0,0c0.8,0.99,1.16,1.86,0.69,2.71 c-0.58,1.07-2.33,1.22-2.33,1.22S47.21,43.39,48.99,41.66z" style="fill:url(#SVGID_6_);"/>
</g>
</g>
<g id="neck">
<path id="neck_1_" d="M64,44.7h-4.78v5.06c0,2.29,1.94,4.14,4.34,4.14h0.87c2.4,0,4.34-1.85,4.34-4.14V44.7 L64,44.7z" style="fill:#E59600;"/>
</g>
<g id="ears">
<path id="ears_1_" d="M77.14,25.93H73.6H54.4h-3.54c-2.83,0-5.15,2.47-5.15,5.49s2.32,5.49,5.15,5.49h3.54 H73.6h3.54c2.83,0,5.15-2.47,5.15-5.49S79.97,25.93,77.14,25.93z" style="fill:#E59600;"/>
</g>
<g id="head">
<path id="head_1_" d="M64,7.01L64,7.01L64,7.01c-8.37,0-16.12,8.95-16.12,21.83 c0,12.81,7.98,19.14,16.12,19.14s16.12-6.33,16.12-19.14C80.12,15.95,72.37,7.01,64,7.01z" style="fill:#FFCA28;"/>
</g>
<g id="eyebrows">
<path d="M59.59,25.21c-0.45-0.6-1.5-1.47-3.54-1.47c-2.03,0-3.08,0.87-3.54,1.47 c-0.2,0.27-0.15,0.57-0.01,0.76c0.13,0.17,0.51,0.33,0.93,0.19c0.42-0.14,1.24-0.57,2.62-0.58c1.38,0.01,2.2,0.43,2.62,0.58 c0.42,0.14,0.8-0.02,0.93-0.19C59.74,25.78,59.79,25.48,59.59,25.21z" style="fill:#6D4C41;"/>
<path d="M75.48,25.21c-0.45-0.6-1.5-1.47-3.54-1.47c-2.04,0-3.08,0.87-3.54,1.47 c-0.2,0.27-0.15,0.57-0.01,0.76c0.13,0.17,0.51,0.33,0.93,0.19c0.42-0.14,1.24-0.57,2.62-0.58c1.38,0.01,2.2,0.43,2.62,0.58 c0.42,0.14,0.8-0.02,0.93-0.19C75.63,25.78,75.68,25.48,75.48,25.21z" style="fill:#6D4C41;"/>
</g>
<path id="nose" d="M65.86,34.41c-0.05-0.02-0.1-0.03-0.15-0.04h-3.4c-0.05,0.01-0.1,0.02-0.15,0.04 c-0.31,0.12-0.48,0.44-0.33,0.78s0.82,1.29,2.19,1.29c1.36,0,2.04-0.96,2.19-1.29C66.33,34.85,66.16,34.53,65.86,34.41z" style="fill:#E59600;"/>
<path id="mouth" d="M68,38.29c-1.51,0.9-6.47,0.9-7.99,0c-0.87-0.52-1.76,0.27-1.4,1.06 c0.35,0.78,3.06,2.58,5.4,2.58s5.01-1.8,5.37-2.58C69.74,38.57,68.87,37.78,68,38.29z" style="fill:#795548;"/>
<g id="eyes">
<path d="M56.16,30.68c-0.99,0-1.88-0.24-2.49-0.62c-0.26-0.16-0.42-0.07-0.37,0.24 c0.18,1.19,1.39,2.12,2.86,2.12c1.47,0,2.68-0.92,2.86-2.12c0.05-0.31-0.11-0.41-0.37-0.24C58.03,30.44,57.15,30.68,56.16,30.68z" style="fill:#404040;"/>
<path d="M71.84,30.68c-0.99,0-1.88-0.24-2.49-0.62c-0.26-0.16-0.42-0.07-0.37,0.24 c0.18,1.19,1.39,2.12,2.86,2.12s2.68-0.92,2.86-2.12c0.05-0.31-0.11-0.41-0.37-0.24C73.71,30.44,72.83,30.68,71.84,30.68z" style="fill:#404040;"/>
</g>
<g id="hairGroup_1_">
<path id="hair_2_" d="M83.44,13.62c-1.18-1.78-3.82-4.18-6.19-4.33c-0.38-2.28-2.82-4.21-5.18-4.96 C65.68,2.3,61.52,4.57,59.28,5.79c-0.47,0.25-3.46,1.92-5.56,0.72c-1.31-0.75-1.29-2.77-1.29-2.77s-4.12,1.57-2.71,5.94 c-1.41,0.06-3.27,0.65-4.25,2.64c-1.17,2.36-0.75,4.34-0.42,5.29c-1.22,1.03-2.75,3.23-1.7,6.09c0.79,2.15,3.95,3.14,3.95,3.14 c-0.22,3.87,0.5,6.25,0.88,7.21c0.07,0.17,0.31,0.15,0.35-0.02c0.48-1.92,2.11-8.6,1.95-9.76c0,0,5.48-1.09,10.71-4.93 c1.06-0.78,2.22-1.45,3.44-1.94c6.56-2.61,7.94,1.84,7.94,1.84s4.55-0.87,5.92,5.44c0.51,2.37,0.87,6.16,1.16,8.81 c0.02,0.19,0.28,0.23,0.35,0.05c0.46-1.05,1.38-3.14,1.6-5.27c0.08-0.75,2.1-1.74,2.96-4.96C85.72,19.03,84.3,14.91,83.44,13.62z" style="fill:#543930;"/>
<g id="hairHighlights">
<radialGradient id="SVGID_7_" cx="72.5324" cy="105.8447" gradientTransform="matrix(0.3076 0.9515 0.706 -0.2282 -24.2466 -22.5749)" gradientUnits="userSpaceOnUse" r="17.2114">
<stop offset="0.6985" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M81.58,28.3c0.08-0.75,2.1-1.74,2.96-4.96c0.09-0.34,0.17-0.69,0.24-1.04 c0.7-3.91-0.56-7.5-1.35-8.68c-1.09-1.65-3.43-3.81-5.65-4.26c-0.19-0.03-0.38-0.05-0.56-0.06c0,0,0.16,1.04-0.26,1.87 c-0.54,1.07-1.65,1.33-1.65,1.33C81.11,18.28,80.7,23.12,81.58,28.3z" style="fill:url(#SVGID_7_);"/>
<radialGradient id="SVGID_8_" cx="55.6581" cy="125.8242" gradientTransform="matrix(0.8813 0.4726 0.5603 -1.045 -63.5381 108.7041)" gradientUnits="userSpaceOnUse" r="4.5127">
<stop offset="0.58" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M60.68,5.06c-0.53,0.26-1,0.51-1.4,0.73c-0.47,0.25-3.46,1.92-5.56,0.72 c-1.29-0.73-1.29-2.69-1.29-2.77c-0.59,0.76-2.39,6.17,2.86,6.53c2.27,0.15,3.66-1.82,4.49-3.49C60.09,6.18,60.56,5.3,60.68,5.06z " style="fill:url(#SVGID_8_);"/>
<radialGradient id="SVGID_9_" cx="152.8123" cy="57.256" gradientTransform="matrix(-0.9378 -0.3944 -0.2182 0.5285 221.9003 41.7236)" gradientUnits="userSpaceOnUse" r="13.8729">
<stop offset="0.6985" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M71.41,4.13c3.54,0.96,5.26,2.76,5.83,5.16c0.17,0.7,0.37,7.28-12.19-0.19 c-4.67-2.78-3.4-4.52-2.85-4.72C64.35,3.61,67.45,3.06,71.41,4.13z" style="fill:url(#SVGID_9_);"/>
<radialGradient id="SVGID_10_" cx="54.2" cy="122.1798" gradientTransform="matrix(1 0 0 -1.2233 0 157.1004)" gradientUnits="userSpaceOnUse" r="4.1422">
<stop offset="0.7016" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M52.42,3.75c-0.01,0-0.02,0.01-0.03,0.01c0,0,0,0,0,0c-0.45,0.19-3.98,1.82-2.66,5.92 l3.76,0.61c-3.33-3.37-1.05-6.55-1.05-6.55S52.42,3.75,52.42,3.75z" style="fill:url(#SVGID_10_);"/>
<radialGradient id="SVGID_11_" cx="55.8556" cy="113.2966" gradientTransform="matrix(-0.9657 -0.2598 -0.2432 0.9037 135.1216 -72.9243)" gradientUnits="userSpaceOnUse" r="7.7686">
<stop offset="0.6605" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M52.05,10.06l-2.32-0.37c-0.09,0-0.4,0.03-0.57,0.05c-1.31,0.18-2.85,0.86-3.68,2.59 c-0.9,1.86-0.87,3.47-0.63,4.53c0.07,0.36,0.22,0.76,0.22,0.76s1.15-1.09,3.89-1.16L52.05,10.06z" style="fill:url(#SVGID_11_);"/>
<radialGradient id="SVGID_12_" cx="51.6602" cy="107.1577" gradientTransform="matrix(0.9907 0.1363 0.1915 -1.3921 -19.9108 164.5829)" gradientUnits="userSpaceOnUse" r="8.1561">
<stop offset="0.5981" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M44.95,17.71c-1.15,1.02-2.69,3.28-1.55,6.09c0.86,2.12,3.91,3.04,3.91,3.04 c0,0.01,0.61,0.19,0.92,0.19l0.72-10.58c-1.46,0-2.87,0.44-3.78,1.07C45.18,17.54,44.94,17.69,44.95,17.71z" style="fill:url(#SVGID_12_);"/>
</g>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of an icon depicting a person on an escalator, enclosed within a green circle with two shades. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 504.123 504.123" style="enable-background:new 0 0 504.123 504.123;" xml:space="preserve">
<circle style="fill:#0EE565;" cx="252.062" cy="252.062" r="252.062"/>
<path style="fill:#00C67F;" d="M73.83,73.823c98.43-98.43,258.032-98.43,356.462,0c98.43,98.438,98.446,258.032,0,356.478"/>
<g>
<path style="fill:#1D2321;" d="M404.307,145.723h-66.324c-1.126,0-2.182,0.079-3.214,0.37c-3.82-0.859-7.956-0.071-10.925,2.914
L165.817,307.57c-0.89,0.898-1.465,3.568-2.016,3.568H99.816c-21.126,0-40.739,16.037-40.739,37.163v13.249
c0,21.102,19.614,36.234,40.739,36.234h79.187c4.23,0,7.924-2.71,10.012-6.049l158.909-159.366h56.383
c21.11,0,40.739-14.241,40.739-35.344v-13.249C445.046,162.651,425.417,145.723,404.307,145.723z M421.415,197.025
c0,8.074-9.027,11.713-17.109,11.713h-82.172c-6.522,0-11.815,6.766-11.815,13.288c0,4.34,2.371,7.806,5.853,9.846L173.623,374.154
H99.816c-8.09,0-17.109-4.529-17.109-12.611v-13.249c0-8.09,9.019-13.525,17.109-13.525h89.261c6.522,0,11.815-5.86,11.815-12.383
c0-4.474-2.521-8.602-6.176-10.602l142.454-142.501c0.276,0.031,0.536,0.071,0.811,0.071h66.324
c8.082,0,17.109,6.333,17.109,14.423V197.025z"/>
<path style="fill:#1D2321;" d="M212.905,182.327c0-5.427-2.875-12.973-7.152-12.973h0.016c13.737,0,26.6-10.87,26.6-24.608v-15.573
c0-13.737-12.863-22.835-26.6-22.835h-15.557c-13.753,0-28.735,9.098-28.735,22.835v15.573c0,12.524,10.405,22.796,22.473,24.529
c-4.663,2.592-6.719,7.491-6.719,13.194v112.916c0,15.754,8.381,0,16.754,0h3.789c8.365,0,40.7-30.665,40.7-39.014L212.905,182.327
z"/>
</g>
<path style="fill:#363D3B;" d="M179.271,179.271l49.144,49.152l-15.51-46.096c0-5.427-2.875-12.973-7.152-12.973h0.016
c13.737,0,26.6-10.87,26.6-24.608v-15.573c0-13.737-12.863-22.835-26.6-22.835h-15.557c-13.753,0-28.735,9.098-28.735,22.835v15.573
c0,12.524,11.201,22.796,23.261,24.529C180.988,171.362,180.216,174.978,179.271,179.271z"/>
<g>
<circle style="fill:#0EE565;" cx="198.199" cy="139.422" r="4.923"/>
<circle style="fill:#0EE565;" cx="218.427" cy="139.422" r="4.923"/>
</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>
| |
Okay, here's a concise summary of my thoughts on drawing a face without mouth:I'm drawn to create a face that is visually appealing and expressive, focusing on the subtle nuances of form and texture. I aim for a sense of depth and realism, avoiding overly detailed or artificial elements. The focus is on capturing the essence of the face, whether it's a simple, defined shape or a dynamic, evolving form. I'm interested in the interplay of form and texture, and the way light and shadow can be used to create a sense of depth and realism. | {
"bytes": "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",
"path": "emoji_u1f636.png"
} | Generate code for a svg of a face without mouth | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="2584.8999" gradientTransform="matrix(1 0 0 1 0 -2522)" 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">
<path d="M44.67,45.94L44.67,45.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.19,0,8-3.54,8-9.41 S48.86,45.94,44.67,45.94z" style="fill:#422B0D;"/>
<g id="peepers">
<path d="M44.28,49.87L44.28,49.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C45.41,52.06,45.17,50.73,44.28,49.87z" style="fill:#896024;"/>
</g>
<path d="M83,45.94L83,45.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.19,0,8-3.54,8-9.41 S87.21,45.94,83,45.94z" style="fill:#422B0D;"/>
<g id="peepers-2">
<path d="M82.63,49.87L82.63,49.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C83.76,52.06,83.52,50.73,82.63,49.87z" style="fill:#896024;"/>
</g>
</g>
</svg> |
{
"bytes": "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",
"path": "093c1e5268a0744ebd0970130e24d1cd10eca2a8717b73b168893fef521976e4.png"
} | Generate code for a svg of a a close up of a document with a black letter t on it | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:xlink="http://www.w3.org/1999/xlink"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
version="1.0"
width="16"
height="16"
id="svg3480">
<metadata
id="metadata41287">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title />
</cc:Work>
</rdf:RDF>
</metadata>
<defs
id="defs3482">
<linearGradient
id="linearGradient5048">
<stop
id="stop5050"
style="stop-color:#000000;stop-opacity:0"
offset="0" />
<stop
id="stop5056"
style="stop-color:#000000;stop-opacity:1"
offset="0.5" />
<stop
id="stop5052"
style="stop-color:#000000;stop-opacity:0"
offset="1" />
</linearGradient>
<linearGradient
x1="302.85715"
y1="366.64789"
x2="302.85715"
y2="609.50507"
id="linearGradient2672"
xlink:href="#linearGradient5048"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.0352071,0,0,0.00823529,-0.724852,18.980551)" />
<radialGradient
cx="605.71429"
cy="486.64789"
r="117.14286"
fx="605.71429"
fy="486.64789"
id="radialGradient2669"
xlink:href="#linearGradient5060"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(-0.01204859,0,0,0.00823529,10.761206,18.980568)" />
<linearGradient
id="linearGradient5060">
<stop
id="stop5062"
style="stop-color:#000000;stop-opacity:1"
offset="0" />
<stop
id="stop5064"
style="stop-color:#000000;stop-opacity:0"
offset="1" />
</linearGradient>
<radialGradient
cx="605.71429"
cy="486.64789"
r="117.14286"
fx="605.71429"
fy="486.64789"
id="radialGradient2666"
xlink:href="#linearGradient5060"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.01204859,0,0,0.00823529,13.238794,18.980568)" />
<linearGradient
id="linearGradient3104">
<stop
id="stop3106"
style="stop-color:#aaaaaa;stop-opacity:1"
offset="0" />
<stop
id="stop3108"
style="stop-color:#c8c8c8;stop-opacity:1"
offset="1" />
</linearGradient>
<linearGradient
x1="-51.786404"
y1="50.786446"
x2="-51.786404"
y2="2.9062471"
id="linearGradient2663"
xlink:href="#linearGradient3104"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.3922135,0,0,0.4473607,29.199293,-1.2386997)" />
<linearGradient
id="linearGradient3600">
<stop
id="stop3602"
style="stop-color:#f4f4f4;stop-opacity:1"
offset="0" />
<stop
id="stop3604"
style="stop-color:#dbdbdb;stop-opacity:1"
offset="1" />
</linearGradient>
<linearGradient
x1="25.132275"
y1="0.98520643"
x2="25.132275"
y2="47.013336"
id="linearGradient2661"
xlink:href="#linearGradient3600"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.4857154,0,0,0.4780255,0.3428305,-0.7059501)" />
<linearGradient
id="linearGradient3211">
<stop
id="stop3213"
style="stop-color:#ffffff;stop-opacity:1"
offset="0" />
<stop
id="stop3215"
style="stop-color:#ffffff;stop-opacity:0"
offset="1" />
</linearGradient>
<linearGradient
x1="24"
y1="1.9999999"
x2="24"
y2="46.01725"
id="linearGradient2655"
xlink:href="#linearGradient3211"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.4545444,0,0,0.4651153,1.0909345,0.3372293)" />
<linearGradient
id="linearGradient8589">
<stop
id="stop8591"
style="stop-color:#fefefe;stop-opacity:1"
offset="0" />
<stop
id="stop8593"
style="stop-color:#cbcbcb;stop-opacity:1"
offset="1" />
</linearGradient>
<linearGradient
x1="32.892288"
y1="8.0590115"
x2="36.358372"
y2="5.4565363"
id="linearGradient2651"
xlink:href="#linearGradient8589"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.4778466,0,0,0.5524833,0.3722548,-0.0761283)" />
<linearGradient
x1="25.132275"
y1="0.98520643"
x2="25.132275"
y2="47.013336"
id="linearGradient3139"
xlink:href="#linearGradient3600"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.33117175,0,0,0.3259286,0.06660134,-0.24496249)" />
<linearGradient
x1="-51.786404"
y1="50.786446"
x2="-51.786404"
y2="2.9062471"
id="linearGradient3141"
xlink:href="#linearGradient3104"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.26742004,0,0,0.30502065,19.74159,-0.60820323)" />
<linearGradient
x1="24"
y1="1.9999999"
x2="24"
y2="46.01725"
id="linearGradient3143"
xlink:href="#linearGradient3211"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.30991866,0,0,0.31712614,0.57667558,0.46630083)" />
<linearGradient
x1="32.892288"
y1="8.0590115"
x2="36.358372"
y2="5.4565363"
id="linearGradient3145"
xlink:href="#linearGradient8589"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.32580663,0,0,0.37669562,0.0866635,0.18446426)" />
<linearGradient
x1="32.892288"
y1="8.0590115"
x2="36.358372"
y2="5.4565363"
id="linearGradient3167"
xlink:href="#linearGradient8589"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.33639108,0,0,0.37669562,0.03362604,0.1844643)" />
<linearGradient
x1="24"
y1="1.9999999"
x2="24"
y2="46.01725"
id="linearGradient3183"
xlink:href="#linearGradient3211"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.30302956,0,0,0.30232496,1.2110478,0.66683219)" />
<linearGradient
x1="25.132275"
y1="0.98520643"
x2="25.132275"
y2="47.013336"
id="linearGradient3186"
xlink:href="#linearGradient3600"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.34193049,0,0,0.3259286,0.27742596,-0.32232884)" />
<linearGradient
x1="-51.786404"
y1="50.786446"
x2="-51.786404"
y2="2.9062471"
id="linearGradient3188"
xlink:href="#linearGradient3104"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.27610769,0,0,0.30502065,20.591594,-0.68556984)" />
<linearGradient
x1="32.892288"
y1="8.0590115"
x2="36.358372"
y2="5.4565363"
id="linearGradient3198"
xlink:href="#linearGradient8589"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.33639108,0,0,0.37669562,0.03362604,0.1844643)" />
</defs>
<path
d="m 2.4999608,0.49988816 c 2.7423829,0 5.3533308,0 8.0957162,0 0.481072,0.1617944 3.196969,2.13285714 3.871851,3.40913974 0,3.9062689 2.7e-5,7.6847411 2.7e-5,11.5910111 -3.989198,0 -7.9783958,0 -11.9675942,0 0,-5.000051 0,-10.0001014 0,-15.00015084 z"
inkscape:connector-curvature="0"
id="path4160"
style="fill:url(#linearGradient3186);fill-opacity:1;stroke:url(#linearGradient3188);stroke-width:0.99992168;stroke-linecap:butt;stroke-linejoin:round;stroke-miterlimit:4;stroke-opacity:1;stroke-dasharray:none;stroke-dashoffset:0;display:inline" />
<path
d="m 13.483758,4.1377066 c 0,3.3853985 0,6.8995264 0,10.2849264 -3.333334,0 -6.6666664,0 -10.0000003,0 0,-4.333336 0,-8.666667 0,-12.9999999 2.2915073,0 4.6376654,0 6.9291723,0"
inkscape:connector-curvature="0"
id="path2435"
style="opacity:0.6;fill:none;stroke:url(#linearGradient3183);stroke-width:0.99999994;stroke-linecap:butt;stroke-linejoin:miter;stroke-miterlimit:4;stroke-opacity:1;stroke-dasharray:none;stroke-dashoffset:0;display:inline" />
<rect
width="3"
height="2"
x="4"
y="3"
id="rect2887"
style="fill:#737a6a;fill-opacity:1;stroke:none;display:inline" />
<path
d="M 8.5,4.473664 12.5,4.5"
inkscape:connector-curvature="0"
id="path3452"
style="fill:none;stroke:#737a6a;stroke-width:1;stroke-linecap:square;stroke-linejoin:miter;stroke-miterlimit:4;stroke-opacity:1;stroke-dasharray:none" />
<path
d="M 4.5,6.472953 12.5,6.5"
inkscape:connector-curvature="0"
id="path3460"
style="fill:#30332c;fill-opacity:1;stroke:#737a6a;stroke-width:1;stroke-linecap:square;stroke-linejoin:miter;stroke-miterlimit:4;stroke-opacity:1;stroke-dasharray:none" />
<path
d="M 4.5,8.472953 12.5,8.5"
inkscape:connector-curvature="0"
id="path3462"
style="fill:none;stroke:#737a6a;stroke-width:1;stroke-linecap:square;stroke-linejoin:miter;stroke-miterlimit:4;stroke-opacity:1;stroke-dasharray:none" />
<path
d="M 4.5,12.47295 7.5,12.5"
inkscape:connector-curvature="0"
id="path3468"
style="fill:none;stroke:#737a6a;stroke-width:1;stroke-linecap:square;stroke-linejoin:miter;stroke-miterlimit:4;stroke-opacity:1;stroke-dasharray:none" />
<path
d="M 4.5,10.47295 7.5,10.5"
inkscape:connector-curvature="0"
id="path3968"
style="fill:none;stroke:#737a6a;stroke-width:1;stroke-linecap:square;stroke-linejoin:miter;stroke-miterlimit:4;stroke-opacity:1;stroke-dasharray:none" />
<path
d="m 4,2 0,12 5,0 0,-4 4,0 0,-6 -2.5,-2 z"
inkscape:connector-curvature="0"
id="rect1990"
style="opacity:0.3;fill:#729fcf;fill-opacity:1;stroke:none;display:inline" />
<g
transform="matrix(2.1307637,0,0,1.7254789,-9.5132622,-10.613733)"
id="g3190">
<path
d="m 8.9232148,12.236448 0,0.954552 0.3754519,0 0,0.370132 -0.3754519,0 0,0.993513 1.8772612,0 0,-0.993513 -0.363719,0 0,-0.370132 0.363719,0 0,-0.954552 -1.8772612,0 z"
inkscape:connector-curvature="0"
id="rect3782"
style="fill:#ffffff;fill-opacity:1;stroke:none;display:inline" />
<path
d="m 9.1578275,12.526223 8.99e-5,0.289774 0.4692704,0 0,1.159099 -0.4693153,0 0,0.289774 1.4079455,0 0,-0.289774 -0.469315,0 0,-1.159099 0.46936,0 -9e-5,-0.289774 z"
inkscape:connector-curvature="0"
id="rect3789"
style="fill:#000000;fill-opacity:1;stroke:none;display:inline" />
</g>
<g
transform="translate(0.05656804,-0.07775747)"
id="g3194">
<path
d="m 9.6803215,0.9181929 c 0.8140055,0.2241608 0.2386884,3.1461879 0.2386884,3.1461879 0,0 3.1787101,-0.2916402 3.9476761,0.8147754 C 14.915009,6.3875229 13.818666,4.4460815 13.744584,4.3189045 13.212431,3.4052311 11.022785,1.2185983 10.192752,0.9498774 10.130642,0.9297684 9.9929115,0.9181924 9.6803215,0.9181924 z"
inkscape:connector-curvature="0"
id="path3370"
style="fill:#000000;fill-opacity:0.1372549;fill-rule:evenodd;stroke:none;display:inline" />
<path
d="m 9.6271898,0.9181929 c 1.0743792,0 0.7039732,2.7272905 0.7039732,2.7272905 0,0 3.514284,-0.3090429 3.514284,1.3636453 0,-0.407554 0.03924,-1.0080297 -0.0451,-1.1290524 C 13.209636,3.0325669 11.164835,1.2469543 10.422634,0.9498774 10.362104,0.9256514 9.9397798,0.9181924 9.6271898,0.9181924 z"
inkscape:connector-curvature="0"
id="path4474"
style="fill:url(#linearGradient3198);fill-opacity:1;fill-rule:evenodd;stroke:none;display:inline" />
</g>
</svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAAWE0lEQVR4nO3deVATZx8H8Ce7QAIoJYIaLAgNgXiMtiIKapUWxzagKKAO4CCOtqhYxWN01KlXta21OorUo6IzimANIxTFYr2w1XbEUDzGY9QEkUs5BRTlCCS+f+CLiAFybPYJT36fvyyGZ7+l327C7rPPw3n9+jUyMc3NzXK5/PHjxwUFBSUlJRUVFeXl5bW1ta9evXr58qVKpcIdsAejabpXr162trZ8Pr9fv379+vVzdnZ2c3MTCoUeHh6Wlpa4A3bEMZGCFhUVyWSy69ev37lzRy6Xt7S04E5kdiwsLDw9PYcPHz5y5EgfHx8XFxfciRDCW1ClUpmdnX3x4sXLly8XFxfjigE0cnV19fPzmzhx4pgxYzCeWTEUVK1WZ2dnp6ennz9/vq6ujuWjA13Z2dl9+eWXwcHBvr6+FEWxfHRWC1pVVZWSknL8+PEnT56wdlDAFGdn54iIiLCwMAcHB9YOylJBFQpFQkJCRkaGUqlk4XDAeKysrIKDg6Ojo0UiEQuHM3pB5XJ5XFzcuXPn1Gq1UQ8E2ERRlEQiWbZsmYeHh1EPZMSClpWVbd++/eTJk1BNUtE0HRoaumLFCoFAYKRDGKWgSqXywIED+/fvb2hoYHxwYGpsbGwWLVoUHR1tZWXF+ODMF1Qmk61du/bx48fMDgtMnLu7+9atW0eNGsXssEwWtKGh4aeffkpKSjKRi/+AZRRFRUVFrV69msfjMTUmYwW9d+9ebGxsfn4+I6OBnkskEsXHxw8ePJiR0Zi57pqcnBwaGgrtBAihvLy8kJCQlJQURkYz9AyqVCrXrVt34sQJRtIAkoSFhW3ZssXA26QGFbS6unr+/PnXr183JAEg2OjRo3/99Vc+n6/3CPoXtLi4OCoqqqCgQO9jA3MgFAoTExOdnZ31+3Y9CyqXy2fPnl1RUaHfUYFZEQgER48e1e+ekz4Fffjw4axZs6qrq/U4HjBPDg4Ox44dE4vFun6jzgWVy+URERHQTqArBwcHqVSq6xQT3QpaXFw8Y8YMeGcH+hEIBCdOnNDp86gOBa2urp4+fTr8VgQMIRQKU1NTtf+9XtsL9Uqlcv78+dBOYKD8/PyFCxc2Nzdr+XptC7pu3Tq43gkYkZOTs2HDBi1frFVBk5OT4V4RYJBUKtXyXmj3n0Hv3bsXGhoKj2oAZvF4vPT09EGDBnX9sm4KWl9fHxQUBLNAgDF4eHhkZGR0PTevm7f4bdu2QTuBkSgUip9//rnr13R1BpXJZLNmzYInioDxUBSVkpLi7e3d2Qs6LahSqZRIJPDkBjA2kUh05syZzmbldfoWf+DAAWgnYEFeXt6hQ4c6+1vNZ9CysjJ/f394JhOww8bG5tKlS/3793//rzSfQbdv3w7tBKypr6/ftWuXxr/ScAaVy+WBgYGwDCdgE03TZ8+efX+uk4YzaFxcHLQTsEylUsXHx7//9Y4FVSgU586dYyUSAO84c+bM+xfdOxY0ISEBLnwCLFQq1cGDBzt88Z3PoFVVVePGjYPb7gAXLpebnZ3dfrboO2fQlJQUaCfAqKmpSSqVtv/K24Kq1erjx4+zHgmAd0il0vbv6m8Lmp2dDStzA+yKiopycnLa/vFtQU+ePIkhDgDvSU9Pb/vzm1+SlEqlt7c37LkBTIG9vf1///1nYWGBELJo/VJ2dja006xwOByRSDRo0CCBQEDTtEqlqqiouH//vkKhwL68a21trUwmGzduHGor6MWLF7FGAuwZOHDgnDlzAgMDNS4sX1FRcebMmaNHj+Kdy5aVldVa0Ddv8RMmTIC93ojXu3fv1atXh4WFtb57dkGlUqWmpm7btq2mpoadbB0IhcKsrCzUWtCioiI/Pz8sOQBrhg8fvn///gEDBmj/LeXl5YsXL87NzTVeqi5cvXrVycmJQghdu3YNSwLAmk8//VQqlerUToRQ//79k5OT/f39jZSqazKZDLVeZrpx4waWBIAdQ4YMOXDggLW1tR7fy+Vy9+7d+8knnzAdqnuttaQQQrdv32b/8IAdNjY2+/bts7Gx0XsEHo+3d+/e3r17M5hKG7du3UIIUUqlUqFQsHxswJrY2FhXV1cDBxkwYMDKlSsZyaM9uVze0tJC5eXltbS0sHxswA4HB4c5c+YwMlRERISuH2EN1NTUVFBQQD169IjNowI2hYWFMbWnlqWlZUREBCNDaS8vL48qLCxk+aiANZMnT2ZwtClTpjA4mjYKCwupkpISlo8K2GFvb8/Udm+t3NzcjLersUYlJSVUeXk5m4cErPH09ORwOMyOqccuCIYoLS2lKisr2TwkYE2/fv0YH1Pj2grGU1VVReG62QqMjcvl9ogxu1BbW0u9evWKzUMC1tTX1zM+Jsttqauro4zxrwFMwdOnT3vEmF1oaGig4Co9qVrvxDA4oFqtvn//PoMDdkupVFLYp08DI2loaGB2GtDdu3efP3/O4IDdUqlU2m5DA3oiZh+ExPJYJRSUZKdOnWJqV9UXL16kpqYyMpROoKAkq6+v3717NyND7dmzB8tjlVBQwiUnJxv+xMStW7cOHz7MSB5dQUEJp1arY2NjDZlxUVZWFhMTg+tqDxSUfJWVlZGRkfo9tVtWVhYZGVlWVsZ4Ki1BQc1CYWFhSEjIv//+q9N3yWSy4OBgvDOGOW5ubhgPD9jE4XBmzpy5fPnybmfNVVZWxsXFSaVS7KsZQ0HNjqWlZUBAwJQpU8aOHWtra9v+r+rr669du5aZmZmZmdnU1IQrYXtQUD3Z29sLhcKBAwc6OTk5Ojra2dm1f3KysbGxrq7u2bNnpaWlT548yc/PN8F5tzRNOzs7CwQCCwsLtVpdWlpaXFxsavtnQEG1RdP0xx9/7OPjM3LkyKFDh+o6t/z58+d37969efNmTk5Obm4ubEOlJShoN2xsbPz9/SUSyYQJE5h6NrypqUkmk50/f/7s2bPPnj1jZExSQUE75e3tHR4eHhAQYMiqB11raWm5cuVKSkpKVlaWqb23mggoaEc0TU+ZMiU6Onro0KGsHfTp06dHjhz57bffYP54B1DQtyiKmjp16rJlywxfikM/tbW1hw4dOnz4MMwibwMFfcPX13f9+vVDhgzBHQSVl5fv2LEjLS0NpuoiKChCqE+fPuvXr582bRrjD+kaIjc399tvv5XL5biDYGbutzolEsmFCxeCg4NNqp0IIW9v79OnT8fExNA0jTsLTuZ7BuXxeBs3bgwPD8cdpBvXrl1bunRpRUUF7iB4mOkZ1NnZOTU11fTbiRDy9fX9448/Ro0ahTsIHuZYUC8vr1OnTrF5FclAffv2PXbs2PTp03EHwcDsCurv75+cnNynTx/cQXRjaWm5ffv2b775BncQtplXQYOCgvRerR07DoezcuXKNWvW4A7CKjMqaGBg4M6dO7vdIsjELViwYPXq1bhTsMdcCurn5xcXF9fT29lq4cKFMTExuFOwxCwKOmTIkL1791paWuIOwphVq1YFBwfjTsEG8q+DOjo6ZmRkODk54Q7CMKVSGRYW1rpXC8EIP4PSNB0fH09eOxFCVlZW+/fvd3BwwB3EuAgvaGxs7JgxY3CnMBaBQLBz505Tu0nLLJILOmLECOIvHE6YMCEqKgp3CiMi9jMol8vNzMx0d3fHHcToGhoaAgICSN1OiNgz6KJFi8yhnQgha2vrLVu24E5hLGQWdODAgQsWLMCdgj3jx4+XSCS4UxgFmQVds2YNy/tRYLdmzRqSLvS2IbCgw4YNI/V00gVXV9ceMXtQVwQWdOnSpWRfeenMokWLrKyscKdgGGkFFYvF/v7+uFPgIRAIyLv/SVpB586da56nz1bz5s3DHYFhRBXUzs5u6tSpuFPgJBaLvb29cadgElEFnTp1ag+djMygsLAw3BGYRFRBp02bhjsCfgEBATweD3cKxpBTUIFAMHLkSNwp8LO1tf3ss89wp2AMOQWdNGmSOf961N6kSZNwR2AMOQX18/PDHcFUTJgwgZj/VwkpKE3Tvr6+uFOYCkdHR09PT9wpmEFIQQcPHtxhPwAzN3r0aNwRmEFIQb28vHBHMC0jRozAHYEZhBTUFNb1NCnE/EAIKahIJMIdwbQIhUIy1m0kpKBCoRB3BNNiaWnp7OyMOwUDSCiojY0Nn8/HncLkQEFNRf/+/XFHMEW6bjVmmkgoKPGLF+inxy0xqREJBbWzs8MdwRQxtS8eXiQU1Nyej9MSGXOaSCgoGYsqMo6MHwsJBVWr1bgjmCIy9gEjoaDNzc24I5gipVKJOwIDSCgo7GypERn70pJQ0NraWtwRTBEZPxYSClpZWYk7giki48dCQkGrqqrgY+j7SktLcUdgAAkFValUJSUluFOYnKKiItwRGEBCQRFCjx49wh3BtDx79gw+g5qQBw8e4I5gWoj5gRBS0Dt37uCOYFpu376NOwIzCCnojRs3yLhxwpTr16/jjsAMQgpaVVUFH0PbqFSq3Nxc3CmYQUhBEUL//PMP7gim4s6dO8+fP8edghnkFDQrKwt3BFNx6dIl3BEYQ05BZTJZTU0N7hQm4ezZs7gjMIacgra0tPz555+4U+B3//59hUKBOwVjyCkoQigtLQ13BPwI+yEQVdAbN24Qc4FaP42Njb///jvuFEwiqqAIocTERNwRcMrIyCDsgzhpBU1PT6+qqsKdAg+1Wn3w4EHcKRhGWkGbmpoSEhJwp8Dj3LlzeXl5uFMwjLSCIoSSk5MrKipwp2CbSqWKi4vDnYJ5BBa0oaGByP9UXUtLS5PL5bhTMI/j5uaGOwPzaJrOyMggZo3Mbr18+dLf35+MZzw6IPAMihBSqVTr1q0zn+fld+zYQWQ7EakFRQjdvHnTTC455ebmJiUl4U5hLGS+xbeytrY+ffq0u7s77iBG9OrVq8mTJxcWFuIOYizEnkERQg0NDUuWLGlqasIdxIg2bNhAcDsR2QVFCN2/f3/jxo24UxiLVCol7Mbm+wgvKEIoJSXl6NGjuFMwLzc3d8OGDbhTGB35BUUIbd68maQ5vAihgoKC+fPnm8NyFWZRUJVKtXjxYmIe0ykvL589ezZhk0I6YxYFRQg1NDTMmzfv1q1buIMYqqqqKjIy0nxWUjGXgiKE6urqoqKievR5tLS0NCwsjLwZIV0wo4IihOrq6mbPnn3hwgXcQfQhl8unT5+en5+POwirzKugCKHGxsaYmJhDhw7hDqKbK1euzJgxg4wF63RidgVFCKlUqh9++GH58uU9Ymnm169f79u3b968eXV1dbizYEDyrc5uiUSi3bt3m/Kkp8rKypUrV165cgV3EGzM8QzaJi8vLzg4eM+ePS0tLbizaHD69GmJRGLO7URmfgZtIxaLv//+e29vb9xB3igqKvruu+8Iu7mgHyjoGxwOJzAwcNWqVa6urhhjPH/+fN++fUeOHCFjExnDQUHfYWFhMX369JiYGPZrWlNTk5iYePjw4RcvXrB8aFMGBdWApukvvvhi9uzZvr6+HA7H2IdTKBRJSUlpaWk94qoCy6CgXXFzcwsNDZ06daoxTqjV1dVnzpw5efIkMYvNGgMUVCtisfjzzz8fP368l5eXIbsIq1Sqe/fuXb169e+//87NzVWpVAyGJBIUVDcWFhZDhw4dNmyYWCwWCoUuLi4CgcDS0lLji9VqdWVlZXFxcX5+vkKhuHv37u3bt+F9XCdQUAbY29vb2dnZ2dm1fWB99erVixcvampq4BxpIM5HH30E2w8A00TTNNXZ2xMA2HG5XMra2hp3DAA04/F4VK9evXDHAECz3r17U/b29rhjAKAZn8+n+vbtizsGAJo5ODhQ/fv3xx0DAM2cnJwoZ2dn3DEA0MzFxYWCC/XAZLm6ulJkL/4GejR3d3fK3d3dwsICdxIAOuJyuW5ubpSVlZWnpyfuMAB05OnpaWFhQSGEhg8fjjsMAB2NGDECtT7VOXLkSNxhAOjIy8sLtRbUx8cHdxgAOmqtJYUQcnFxwfsoIwAduLu7CwQC1LZwg5+fH9Y8ALyjrZBvCjpx4kR8YQDoyN/fv/UPbwo6ZswYOzs7fHkAeIvP57f9XvSmoJaWlhKJBF8kAN6SSCRtN4/eLh42bdo0THkAeEdISEjbn98W1NfXF2Y2AexcXV3br+L2tqAURUVEROCIBMBb4eHh7Zcb4rR/5vjZs2djx46FddUALjwe7+rVq3w+v+0r7yxg6+DgEBwczHYoAP4vNDS0fTvR+yssR0dHU5RZL7sMcKFpOjo6usMXO3ZRJBLB9SaARVBQ0PvPd3DeX/dGoVAEBATAokKATTRNnz9/XigUdvi6hndzDw+P0NBQVlIB8MbMmTPfbyfSeAZFCJWVlU2cOBEWCgTssLW1/euvvzQu0aD59yGBQLBo0SIjpwLgjdjY2M4WENF8BkUIKZXKwMDAR48eGTMYAMjT0zMzM7OzJzc7vaJkZWW1detWuOQEjIqiqB9//LGL54q76t+oUaOioqKMkAqAN+bNm9f1I3GdvsW3amxsDAoKMqsNygFrxGLxqVOnuFxuF6/p5h2cx+P98ssvXQ8BgB6sra3j4+O7rVb3HzEHDRq0adMmZkIB8H+bN2/WZsUQrX4HCg8PDwsLMzgSAG9ERkbOmDFDm1d28xm0TXNzc2RkZE5OjmHBAEBjx45NTEzUckUwbQuKEKqpqZkxY0Z+fr4B2YC58/DwOHHixAcffKDl63W4zMnn8xMTE1sfpwdAD05OTkeOHNG+nUingiKEnJ2dk5KSHBwcdAwGAHJ0dExKShowYIBO36XzjSKRSHTs2DHoKNCJo6PjsWPH9FgtWZ87mWKxWCqVwns90JKTk5NUKtVvGVo9b7WLRKLU1FSNE/gAaM/DwyM1NVXvleb1nwvy4Ycfpqamjh49Wu8RAPHGjh174sQJXT93tmfQZCU+n5+cnBweHm7IIIBUkZGRiYmJOv3O/j4droN2ISUlZdOmTY2NjYYPBQhgbW29efNmLe8VdY2ZgiKEHjx4EBsbq1AoGBkN9FxisTg+Pp6pnTkYm488aNCgjIyMuXPnwhxns0VR1Ndff33q1CkG941h7AzaJjc3d+3atTCF1Nx4enr++OOPjG/IwXxBEULNzc2HDh3as2cPPBdqDmxtbZcsWfLVV18ZY0c4oxS0VXl5+a5du1JTU2ENCFLRND1z5swVK1YYb1N3Ixa01aNHj3bv3p2ZmalWq416IMAmmqaDgoKWLFli7Js1Ri9oq8ePHyckJKSnpzc1NbFwOGA8PB4vNDQ0OjqanX2yWSpoq5qaGqlUKpVKi4qKWDsoYIqrq2vrsxUdVkg0KlYL2ur169c5OTnp6ennzp2rra1l+ehAV3w+XyKRhISEeHt7t1/7mB0YCtqmpaVFJpNlZWVdvnwZJuqbGnd3dz8/P39/fx8fH4wbtuMsaHtlZWXXrl27cePGrVu3Hj58CMuQs4/L5Xp6eo4YMcLLy8vHx8dEplOaSkHba2lpKSgoyMvLKywsLCkpefr0aXV1dU1NzYsXL5qamuDaqiFsbGy4XK6dnV2fPn34fP6AAQNcXFwGDhzo4eHh6uqK8UzZmf8BgKi0xvBg7xAAAAAASUVORK5CYII=",
"path": "51730f0b3e643b1a1476de5528169e78d90c739f5311ce91d124e47e4bfbe9a4.png"
} | Generate code for a svg of a a black and white photo of a camera with a white circle | <svg xmlns="http://www.w3.org/2000/svg" width="18.395" height="18.395" viewBox="0 0 18.395 18.395">
<path id="Subtraction_1" data-name="Subtraction 1" d="M13.427,18.395H4.968A4.964,4.964,0,0,1,0,13.427V4.968A4.964,4.964,0,0,1,4.968,0h8.459a4.964,4.964,0,0,1,4.968,4.968v8.459a4.964,4.964,0,0,1-4.968,4.968ZM9.2,5.774a3.815,3.815,0,1,0,1.49.3A3.815,3.815,0,0,0,9.2,5.774Zm4.968-2.283a1.141,1.141,0,1,0,1.141,1.141A1.141,1.141,0,0,0,14.165,3.491Z" transform="translate(0 0)" fill="#202020"/>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f469_1f3fc_200d_2764_200d_1f48b_200d_1f469_1f3ff.png"
} | Generate code for a svg of a kiss: woman, woman, medium-light skin tone, dark skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="hair_607_">
<path id="hair_608_" d="M67.5,124c-0.48-13.19,0.05-47.32,0.19-55.55c0-0.63-1.68-40.31,37.99-40.57 c7.24-0.05,13.27,1.08,18.32,3V124H67.5z" style="fill:#232020;"/>
<radialGradient id="hairHighlights_1_" cx="1230.4161" cy="94.5182" gradientTransform="matrix(-1 0 0 0.9979 1327.1893 0.194)" gradientUnits="userSpaceOnUse" r="34.5101">
<stop offset="0.7945" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path id="hairHighlights_33_" d="M67.69,68.45c0-1.77,56.31,38.6,56.31,38.6V124H67.5 C67.02,110.81,67.55,76.68,67.69,68.45z" style="fill:url(#hairHighlights_1_);"/>
</g>
<g id="head_350_">
<path d="M106.47,39.45L106.47,39.45L106.47,39.45c6.21,0,12.27,1.59,17.53,4.84v71.69 c-3.88,2.79-8.08,4.79-12.18,5.98c-3.59,1.04-6.42,1.56-11.42,1.56c-2.98,0-6.71-1.39-9.36-3c-11.72-7.13-19.31-18.02-19.31-39.23 C71.73,52.86,88.43,39.45,106.47,39.45z" style="fill:#70534A;"/>
</g>
<g id="eyebrows_178_">
<path d="M106.65,77.36c0.97-1.29,3.22-3.16,7.58-3.16c4.36,0,6.61,1.87,7.58,3.16 c0.43,0.57,0.32,1.23,0.02,1.62c-0.28,0.37-1.09,0.71-1.99,0.41c-0.9-0.31-2.66-1.22-5.61-1.24c-2.95,0.02-4.71,0.93-5.61,1.24 c-0.9,0.31-1.72-0.04-1.99-0.41C106.33,78.59,106.22,77.93,106.65,77.36z" style="fill:#1A1717;"/>
<path d="M73.67,77.36c0.97-1.29,3.22-3.16,7.58-3.16c4.36,0,6.61,1.87,7.58,3.16 c0.43,0.57,0.32,1.23,0.02,1.62c-0.28,0.37-1.09,0.71-1.99,0.41c-0.9-0.31-2.66-1.22-5.61-1.24c-2.95,0.02-4.71,0.93-5.61,1.24 c-0.9,0.31-1.72-0.04-1.99-0.41C73.35,78.59,73.24,77.93,73.67,77.36z" style="fill:#1A1717;"/>
</g>
<g id="eyes_175_">
<path d="M108.65,85.64c-0.67-0.79-1.07-0.16-1.2,0.36c-0.45,1.76,0.25,4.54,3.47,5.43 c4.36,1.2,8.76-1.42,9.25-4.98c0.06-0.44-0.43-0.77-0.82-0.55c-1.31,0.72-2.93,2.23-6.3,1.88 C109.76,87.45,109.37,86.49,108.65,85.64z" style="fill:#1A1717;"/>
<path d="M75.8,85.64c-0.67-0.79-1.07-0.16-1.2,0.36c-0.45,1.76,0.25,4.54,3.47,5.43 c4.36,1.2,8.76-1.42,9.25-4.98c0.06-0.44-0.43-0.77-0.82-0.55c-1.31,0.72-2.93,2.23-6.3,1.88C76.92,87.45,76.52,86.49,75.8,85.64z " style="fill:#1A1717;"/>
</g>
<path id="mouth_103_" d="M91.65,114.85c-3.02,0.38-8.02-2.23-6.91-5.19c0.42-1.12,2.1-1.45,2.1-1.45 s-2.76-3.12-1.34-4.76c1.91-2.21,5.07-0.59,7.43-1.27c0.48-0.14,0.99-0.36,1.46-0.2c-0.2,0.94-0.76,1.62-1.95,2.04 c-1.34,0.47-2.8,0.2-3.54,0.83c-0.76,0.66-0.11,1.59,0.87,2.17c1.39,0.82,3.47,1.24,3.37,1.9c-0.11,0.72-2.49,0.8-3.02,0.95 c-0.48,0.14-1.18,0.32-1.39,0.83c-0.38,0.89,0.93,1.85,1.6,2.25c0.74,0.44,2.61,0.93,2.68,0.99c0.14,0.12,0.11,0.37-0.02,0.51 C92.86,114.6,91.94,114.81,91.65,114.85z" style="fill:#1A1717;"/>
<path id="nose_176_" d="M89.65,93.53c0.11-0.04,0.22-0.07,0.33-0.09h7.33c0.11,0.01,0.22,0.04,0.33,0.09 c0.66,0.27,1.03,0.96,0.72,1.69c-0.31,0.73-1.77,2.79-4.71,2.79c-2.94,0-4.4-2.06-4.71-2.79C88.62,94.49,88.99,93.8,89.65,93.53z" style="fill:#33251F;"/>
<g id="hair_601_">
<path id="hair_586_" d="M67.69,68.45c0-0.63-2.36-40.02,37.99-40.57c7.23-0.1,13.27,1.06,18.32,3.04V74.2 c-4.45-5.54-10.85-19.78-10.85-19.78c-12.89,9.6-36.62,10.48-41.41,21.01c0,0-0.63,7.35,0.97,19.48c0,0-5.26-0.08-5.26-0.14 C67.16,86.06,67.69,76.53,67.69,68.45z" style="fill:#232020;"/>
<radialGradient id="hairHighlights_2_" cx="1223.4459" cy="86.4971" gradientTransform="matrix(-1 0 0 1.1286 1327.1893 -11.122)" gradientUnits="userSpaceOnUse" r="43.7467">
<stop offset="0.7945" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path id="hairHighlights_32_" d="M67.69,68.45c0-0.63-2.36-40.02,37.99-40.57 c7.23-0.1,13.27,1.06,18.32,3.04V74.2c-4.45-5.54-10.85-19.78-10.85-19.78c-12.89,9.6-36.62,10.48-41.41,21.01 c0,0-0.63,7.35,0.97,19.48c0,0-5.26-0.08-5.26-0.14C67.16,86.06,67.69,76.53,67.69,68.45z" style="fill:url(#hairHighlights_2_);"/>
</g>
</g>
<g>
<g id="hair_599_">
<path id="hair_600_" d="M60.5,124c0.48-13.19-0.05-47.32-0.19-55.55c0-0.63,1.68-40.31-37.99-40.57 c-7.24-0.05-13.27,1.08-18.32,3V124H60.5z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_3_" cx="31.2265" cy="94.5182" gradientTransform="matrix(1 0 0 0.9979 0 0.194)" gradientUnits="userSpaceOnUse" r="34.5101">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_31_" d="M60.31,68.45c0-1.77-56.31,38.6-56.31,38.6V124h56.5 C60.98,110.81,60.45,76.68,60.31,68.45z" style="fill:url(#hairHighlights_3_);"/>
</g>
<g id="head_349_">
<path d="M21.53,39.45L21.53,39.45L21.53,39.45c-6.21,0-12.27,1.59-17.53,4.84v71.69 c3.88,2.79,8.08,4.79,12.18,5.98c3.59,1.04,6.42,1.56,11.42,1.56c2.98,0,6.71-1.39,9.36-3c11.72-7.13,19.31-18.02,19.31-39.23 C56.27,52.86,39.57,39.45,21.53,39.45z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows_177_">
<path d="M21.35,77.36c-0.97-1.29-3.22-3.16-7.58-3.16s-6.61,1.87-7.58,3.16c-0.43,0.57-0.32,1.23-0.02,1.62 c0.28,0.37,1.09,0.71,1.99,0.41c0.9-0.31,2.66-1.22,5.61-1.24c2.95,0.02,4.71,0.93,5.61,1.24c0.9,0.31,1.72-0.04,1.99-0.41 C21.67,78.59,21.78,77.93,21.35,77.36z" style="fill:#AB872F;"/>
<path d="M54.33,77.36c-0.97-1.29-3.22-3.16-7.58-3.16s-6.61,1.87-7.58,3.16c-0.43,0.57-0.32,1.23-0.02,1.62 c0.28,0.37,1.09,0.71,1.99,0.41c0.9-0.31,2.66-1.22,5.61-1.24c2.95,0.02,4.71,0.93,5.61,1.24c0.9,0.31,1.72-0.04,1.99-0.41 C54.65,78.59,54.76,77.93,54.33,77.36z" style="fill:#AB872F;"/>
</g>
<g id="eyes_174_">
<path d="M19.35,85.64c0.67-0.79,1.07-0.16,1.2,0.36c0.45,1.76-0.25,4.54-3.47,5.43 c-4.36,1.2-8.76-1.42-9.25-4.98c-0.06-0.44,0.43-0.77,0.82-0.55c1.31,0.72,2.93,2.23,6.3,1.88 C18.23,87.45,18.63,86.49,19.35,85.64z" style="fill:#5D4037;"/>
<path d="M52.2,85.64c0.67-0.79,1.07-0.16,1.2,0.36c0.45,1.76-0.25,4.54-3.47,5.43 c-4.36,1.2-8.76-1.42-9.25-4.98c-0.06-0.44,0.43-0.77,0.82-0.55c1.31,0.72,2.93,2.23,6.3,1.88C51.08,87.45,51.48,86.49,52.2,85.64 z" style="fill:#5D4037;"/>
</g>
<path id="mouth_102_" d="M36.35,114.85c3.02,0.38,8.02-2.23,6.91-5.19c-0.42-1.12-2.1-1.45-2.1-1.45 s2.76-3.12,1.34-4.76c-1.91-2.21-5.07-0.59-7.43-1.27c-0.48-0.14-0.99-0.36-1.46-0.2c0.2,0.94,0.76,1.62,1.95,2.04 c1.34,0.47,2.8,0.2,3.54,0.83c0.76,0.66,0.11,1.59-0.87,2.17c-1.39,0.82-3.47,1.24-3.37,1.9c0.11,0.72,2.49,0.8,3.02,0.95 c0.48,0.14,1.18,0.32,1.39,0.83c0.38,0.89-0.93,1.85-1.6,2.25c-0.74,0.44-2.61,0.93-2.68,0.99c-0.14,0.12-0.11,0.37,0.02,0.51 C35.14,114.6,36.06,114.81,36.35,114.85z" style="fill:#6D4C41;"/>
<path id="nose_175_" d="M38.35,93.53c-0.11-0.04-0.22-0.07-0.33-0.09h-7.33c-0.11,0.01-0.22,0.04-0.33,0.09 c-0.66,0.27-1.03,0.96-0.72,1.69c0.31,0.73,1.77,2.79,4.71,2.79c2.94,0,4.4-2.06,4.71-2.79C39.37,94.49,39.01,93.8,38.35,93.53z" style="fill:#C48E6A;"/>
<g id="hair_597_">
<path id="hair_598_" d="M60.31,68.45c0-0.63,2.36-40.02-37.99-40.57C15.09,27.78,9.05,28.94,4,30.92v45.73 c0.57-2.44,2.53-6.75,9.27-8.17c20.37-4.31,28.6-14.06,28.6-14.06c3.45,7.53,17.17,8.56,13.43,40.48c0,0,5.26-0.08,5.26-0.14 C60.83,86.06,60.31,76.53,60.31,68.45z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_4_" cx="24.2562" cy="86.4971" gradientTransform="matrix(1 0 0 1.1286 0 -11.122)" gradientUnits="userSpaceOnUse" r="43.7467">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_30_" d="M60.31,68.45c0-0.63,2.36-40.02-37.99-40.57 C15.09,27.78,9.05,28.94,4,30.92v45.73c0.57-2.44,2.53-6.75,9.27-8.17c20.37-4.31,28.6-14.06,28.6-14.06 c3.45,7.53,17.17,8.56,13.43,40.48c0,0,5.26-0.08,5.26-0.14C60.83,86.06,60.31,76.53,60.31,68.45z" style="fill:url(#hairHighlights_4_);"/>
</g>
</g>
<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "f1f9a30f75ce3c7d91bb1b24fa876146b49ab306368aabb7264229faf2174fc9.png"
} | Generate code for a svg of a a black and white photo of a circular logo with a fox | <svg id="Calque_1" data-name="Calque 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 1000 1000">
<g>
<path d="M949,335.43v-.06c-21.07-50.65-63.72-105.28-97.2-122.62,27.25,53.41,43,107,49.06,147a4.9,4.9,0,0,0,.1.81C846.16,224,753.27,168.93,677.39,49,673.56,43,669.72,36.91,666,30.51c-2-3.28-3.7-6.63-5.35-10a89.28,89.28,0,0,1-7.23-19.11A1.24,1.24,0,0,0,652.32.06a1.76,1.76,0,0,0-.91,0l-.24.14-.36.2.2-.28C543.29,63.22,498.62,173.68,487.14,244a258.09,258.09,0,0,0-96,24.49A12.41,12.41,0,0,0,385,283.88a12.17,12.17,0,0,0,15.47,7.53l1-.42a234.21,234.21,0,0,1,83.65-21.85l2.82-.2c4-.23,7.94-.39,11.91-.43a243.57,243.57,0,0,1,69.62,9.57c1.33.4,2.62.84,4,1.25,3.75,1.13,7.46,2.39,11.16,3.72,2.7,1,5.38,2,8,3.14,2.17.87,4.33,1.74,6.46,2.68q5,2.24,9.93,4.66c1.49.74,3,1.47,4.47,2.25q4.77,2.5,9.41,5.22c2,1.15,4,2.35,6,3.58a248.07,248.07,0,0,1,84.74,87.65c-25.82-18.17-72.2-36.13-116.84-28.36C771.1,451,724.3,751,482.83,739.68a215.38,215.38,0,0,1-63-12.16c-4.81-1.81-9.54-3.75-14.23-5.82-2.74-1.25-5.48-2.52-8.18-4-59.27-30.47-108.13-88.23-114.23-158.41,0,0,22.34-83.32,160.13-83.32,14.9,0,57.47-41.56,58.26-53.63-.18-4-84.5-37.49-117.37-69.88-17.58-17.3-25.92-25.65-33.31-31.9a137.26,137.26,0,0,0-12.53-9.48A224.56,224.56,0,0,1,337,192.67c-49.78,22.66-88.49,58.5-116.62,90.12h-.24c-19.2-24.33-17.87-104.58-16.74-121.32-.24-1.06-14.34,7.31-16.19,8.56a354.89,354.89,0,0,0-47.35,40.58,424.49,424.49,0,0,0-45.23,54.28,408.83,408.83,0,0,0-65,146.79c-.12.54-4.63,20.28-7.95,44.65q-.82,5.7-1.55,11.4c-1.13,7.33-2,15.32-2.86,27.81a6.89,6.89,0,0,1-.1,1.43q-.53,8.07-1,16.13v2.46c0,267.56,216.92,484.44,484.5,484.44,239.62,0,438.61-174,477.56-402.46.82-6.2,1.47-12.44,2.21-18.69C990.05,495.76,979.35,408.44,949,335.43Z"/>
<path d="M251,245.29Z"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a gentle fog rolling through the valley. | <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="#e1e6e2" d="M0 0h96v43q-9 1-17 5l-6-1-16 4-6 2-3-3-4 1-14-10h-7l-1-6-3 5q-5-3-8-2 3-3 0-5l-1 2q-1-4-4-6v4l-4 2 2-8 6-2q-4-2 0-2 3 4 3-2l-5-3-1 2-2-2-5 1z"/><path fill="#dee3df" d="m51 53-2 1-2 1q-7-6-15-4l-10-5h-5q-8-4-17-3V19l5-1 2 2 1-2 5 3q0 6-3 2-4 0 0 2l-6 2-2 8 4-2v-4q3 2 4 6l1-2q3 2 0 5 3-1 8 2l3-5 1 6h7l14 10 4-1z"/><path fill="#bfc7c5" d="M0 43q9-1 17 3 7 2 13 8v4q-15-3-30 0v-2l24-2-15-2q-4-2-2-4-4-3-6 0l-1 4z"/><path fill="#b0b9b8" d="M96 43v6q-3 0-3 3l-9-3-15 4 10-5q8-4 17-5"/><path fill="#bac2c0" d="M0 56v-4l1-4q2-3 6 0-2 2 2 4l15 2z"/><path fill="#d6dcd9" d="m79 48-10 5-3 1h-3l-6-3 16-4z"/><path fill="#abb4b2" d="M96 49v5l-10 5-2-1 1-5q-10 0-18 4 1 3 4 2l15 3 1-1 2 2q3-3 7-2v1l-20 2q-1-2-3-2l-15-3q-7 5-6-3l14-2 3-1 15-4 9 3q0-3 3-3"/><path fill="#cdd3d0" d="m57 51 6 3q-6-1-11 2-3 0-3 2-2 0-2 3l1 5-3-1-1-1-1-3q2-4 6-7l2-1z"/><path fill="#cad1ce" d="M17 46h5l10 5 5 3-1 1 2 4q-6-1-10 3l-5-3-23 1v-2q15-3 30 0v-4q-6-6-13-8"/><path fill="#b8bfbd" d="M63 54h3l-14 2q5-3 11-2"/><path fill="#d3d9d6" d="M32 51q8-2 15 4l2-1q-4 3-6 7l1 3-9-3-8 3-12-4q-4 0-6 3-6-1-9 1v-4l23-1 5 3q4-4 10-3l-2-4 1-1z"/><path fill="#a7b0ae" d="M96 54v7q-4-1-7 2l-2-2-1 1-15-3q-3 1-4-2 8-4 18-4l-1 5 2 1z"/><path fill="#b6bdbb" d="M52 56q-1 8 6 3l15 3q2 0 3 2l-18-2-6 3q-4-3-3-7 0-2 3-2"/><path fill="#c2c9c6" d="M49 58q-1 4 3 7l6-3 7 1h-7q-5 3-10 3l-1-5q0-3 2-3"/><path fill="#d3d8d5" d="m65 63 11 1 2 2H57l-2 2-10 1v-4l3 1q5 0 10-3z"/><path fill="#ced5d3" d="M87 83 75 96h-4q3-6 8-10 2-6 6-10V66q16-5 4 7-2 4-2 10"/><path fill="#dbe1de" d="M62 96H0V79l5 1 3 3 7-1q2 0 2 3l5-2-5-4q5-2 8 4 0-3 2-3 2 3 1 6 4-2 1 2v5l1-4h9q3 3 8 2l1 2 7-7-1-2 2-2v-8l-2-1 2-1 9 3 2-6-1-1 12-1q3-1 6 1h-8v4q3 2 0 6-2-3-4-1l1 1-7 7 2 1-3 1v3q4-1 1 2l1 2z"/><path fill="#d8dedb" d="M44 64v4l10-1 2-2h28v10q-4 4-6 10-5 4-8 10h-9l5-2-1-2q3-3-1-2v-3l3-1-2-1 7-7-1-1q2-2 4 1 3-4 0-6v-4h8q-3-2-6-1l-12 1 1 1-2 6-9-3-5-2q-2-1-5 1l-9-6q-6-2-11 1-9-4-17-3 2-3 6-3l12 4 8-3z"/><path fill="#c2cbc9" d="M96 62v10l-4 2q-1-1-3 1v7l-2 1q0-6 2-10 12-12-4-7h-7l-2-2z"/><path fill="#dfe4e1" d="M9 63q8-1 17 3 5-3 11-1l9 6q3-2 5-1l5 2-2 1 2 1v8l-2 2 1 2-7 7-1-2q-5 1-8-2h-9l-1 4v-5q3-4-1-2 1-3-1-6-2 0-2 3-3-6-8-4l5 4-5 2q0-3-2-3l-7 1-3-3-5-1V64q3-2 9-1"/><path fill="#a4aeae" d="m92 74-3 12V75q2-2 3-1"/><path fill="#7b8584" d="M96 76v20h-2l-4-5 2-15z"/><path fill="#818c8a" d="M96 72v4h-4l-2 15 4 5H82l7-10 3-12z"/><path fill="#b8c1bf" d="M89 82v4q-3 0-4 2l-8 8h-2l12-13z"/><path fill="#a8b1af" d="m85 88-1 3-4 5h-3z"/><path fill="#97a1a0" d="m89 86-7 10h-2l4-5 1-3q1-2 4-2"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f93c_1f3fc_200d_2642.png"
} | Generate code for a svg of a men wrestling: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<linearGradient id="leg_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="25.87" x2="53.21" y1="43.33" y2="43.33">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="1" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="leg_2_" d="M47.57,75.01c-2.33-1.16-19.01-7.95-19.01-7.95l-2.69,11.38 c0,0,11.93,4.07,16.12,5.74c0.72,0.29,1.25,0.92,1.4,1.68l3.24,16.41l6.28,0.01c0,0,0.3-12.28,0.3-17.28 C53.21,78.5,50.52,76.47,47.57,75.01z" style="fill:url(#leg_3_);"/>
<path id="pants" d="M29.54,66.25c-0.85-0.31-1.71-0.45-2.56-0.45c-3.01,0-5.84,1.85-6.94,4.84 c-1.41,3.83,0.55,8.08,4.39,9.49l9.22,3.39l5.11-13.88L29.54,66.25z" style="fill:#E65100;"/>
<linearGradient id="arm_5_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="10.42" x2="36.0708" y1="42.555" y2="42.555">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="1" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="arm_4_" d="M35.55,83.3l-4.92-12.05l-10.87,4.37l4.22,8.73c0.45,0.75,0.19,1.71-0.57,2.13 l-12.99,6.85l3.09,6.31l18.15-7.21C35.27,91,37.02,86.9,35.55,83.3z" style="fill:url(#arm_5_);"/>
<path id="darkTone" d="M75.06,48.67l-3.08-0.18c-0.78,0.1-4.72,0.64-5.49,1.98 c-0.19,0.32-0.21,0.68-0.09,0.93c0.18,0.81,0.84,1.37,1.56,1.37c0.1,0,0.19-0.01,0.29-0.03c0,0,0,0,0.01,0l6.94-1.6 c1.17-0.41,1.39-1.12,1.41-1.21c0.02-0.06,0.02-0.13,0.01-0.19C76.53,49,75.69,48.81,75.06,48.67z" style="fill:#C48E6A;"/>
<path id="head_1_" d="M86.8,50.91c-3.76,2.03-6.36-3.29-6.36-3.29s-1.12-2.26-2.6-2.11 c-0.74,0.07-0.95,0.19-3.31,0.47c-3.58,0.43-4.92-1.01-5.61-2.45c-0.21-0.43-0.36-0.85-0.49-1.23c-0.2-0.53-0.36-0.96-0.62-1.15 c-0.21-0.16-2.55-0.4-2.54-1.5c0.02-1.46,2.23-3.21,1.79-4.45c-0.08-0.33-0.58-1.33-0.64-1.47c-0.52-1.16-0.91-2.86-0.98-4.62 c-0.19-4.87,1.86-9.15,6.87-11.02c4.47-1.67,10.66,0.33,13.91,3.83c2.08,2.25,3.01,10.86,1.7,15.11c-1.37,4.45,1.29,8.24,1.29,8.24 S91.1,48.6,86.8,50.91z" style="fill:#E0BB95;"/>
<path id="mouth_1_" d="M71.19,42.41c-0.58,0.63-1.45,0.99-2.27,1.12c-0.21-0.43-0.36-0.85-0.49-1.23 c0.69-0.03,1.49-0.29,1.95-0.6C71.19,41.14,71.85,41.68,71.19,42.41z" style="fill:#6D4C41;"/>
<ellipse id="eye_1_" cx="70.96" cy="35.16" rx="1.13" ry="1.74" style="fill:#5D4037;" transform="matrix(0.9747 -0.2235 0.2235 0.9747 -6.0633 16.7488)"/>
<path id="eyebrow_1_" d="M69.77,33.04c-0.93,0.67-1.42,0.08-1.27-0.6c0.11-0.5,0.62-1.06,1.92-1.26 c1.22-0.18,1.93,0.31,2.38,0.6s0.56,0.7,0.31,0.83C72.76,32.79,70.92,32.2,69.77,33.04z" style="fill:#AB872F;"/>
<g id="hairGroup_2_">
<path id="hair" d="M86.6,19.04c-2.8-2.37-7.32-3.42-11.33-2.85c-2.69,0.38-5.17,1.37-7.17,2.84 c-0.04,0.03-3.83,2.88-4.38,5.08c-0.58,2.36,0.57,3.44,0.84,3.62c0.42,0.28,1.19,0.02,1.19,0.02c1.54-0.43,6.46-1.73,9.09-1.72 c0.41,0,0.89,0.04,1.14,0.36c0.11,0.14,0.38,1.14,0.42,1.32c0.62,2.25,0.73,3.73,1.71,5.03c0.16,0.21,0.68,0.42,0.68,0.42 l0.64-1.63c0.42-0.94,0.82-1.76,1.61-1.76c2.34-0.01,2.83,4.05,0.39,5.52c0,0,1.1,3.04,4.08,3.01c2.61-0.03,2.84-0.65,2.88-1.65 c0.1-2.16,0.49-3.17,0.91-4.23c0.49-1.26,1-2.56,0.93-5.67C90.16,23.67,88.9,21,86.6,19.04z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_1_" cx="64.2936" cy="92.832" gradientTransform="matrix(0.9977 -0.0677 -0.0668 -0.984 19.3462 126.864)" gradientUnits="userSpaceOnUse" r="16.3727">
<stop offset="0.5264" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_2_" d="M86.6,19.04c-2.8-2.37-7.32-3.42-11.33-2.85 c-2.69,0.38-5.17,1.37-7.17,2.84c-0.04,0.03-3.83,2.88-4.38,5.08c-0.58,2.36,0.57,3.44,0.84,3.62c0.42,0.28,1.19,0.02,1.19,0.02 c1.54-0.43,6.46-1.73,9.09-1.72c0.41,0,0.89,0.04,1.14,0.36c0.11,0.14,0.38,1.14,0.42,1.32c0.62,2.25,0.73,3.73,1.71,5.03 c0.16,0.21,0.68,0.42,0.68,0.42l0.64-1.63c0.42-0.94,0.82-1.76,1.61-1.76c2.34-0.01,2.83,4.05,0.39,5.52c0,0,1.1,3.04,4.08,3.01 c2.61-0.03,2.84-0.65,2.88-1.65c0.1-2.16,0.49-3.17,0.91-4.23c0.49-1.26,1-2.56,0.93-5.67C90.16,23.67,88.9,21,86.6,19.04z" style="fill:url(#hairHighlights_1_);"/>
</g>
<path id="head" d="M48.29,35.97c-0.51,1.21,1.61,3.08,1.56,4.53c-0.05,1.1-2.4,1.22-2.62,1.37 c-0.26,0.18-0.45,0.59-0.66,1.11c-0.16,0.37-0.33,0.78-0.56,1.2c-0.76,1.4-2.16,2.79-5.73,2.17c-2.35-0.4-2.55-0.53-3.29-0.64 c-1.47-0.22-2.7,1.98-2.7,1.98s-2.87,5.18-6.52,2.96c-4.18-2.53-2.12-5.76-2.12-5.76s2.85-3.65,1.71-8.16 c-1.09-4.31,0.28-12.86,2.47-15c3.43-3.33,9.71-5.01,14.09-3.12c4.91,2.13,6.74,6.51,6.3,11.36c-0.16,1.75-0.64,3.43-1.22,4.56 C48.93,34.67,48.38,35.64,48.29,35.97z" style="fill:#E0BB95;"/>
<path id="mouth" d="M46.57,42.98c-0.16,0.37-0.33,0.78-0.56,1.2c-0.81-0.17-1.67-0.56-2.22-1.22 c-0.62-0.76,0.07-1.27,0.85-0.67C45.08,42.63,45.88,42.92,46.57,42.98z" style="fill:#6D4C41;"/>
<ellipse id="eye" cx="44.4" cy="35.73" rx="1.74" ry="1.13" style="fill:#5D4037;" transform="matrix(0.2731 -0.962 0.962 0.2731 -2.1005 68.686)"/>
<path id="eyebrow" d="M42.38,33.08c-0.24-0.14-0.11-0.55,0.35-0.81c0.46-0.27,1.2-0.72,2.41-0.48 c1.29,0.27,1.77,0.85,1.85,1.36c0.12,0.69-0.4,1.25-1.3,0.53C44.59,32.78,42.72,33.27,42.38,33.08z" style="fill:#AB872F;"/>
<g id="hairGroup_3_">
<path id="hair_3_" d="M29.6,18.84c2.92-2.23,7.48-3.04,11.46-2.27c2.67,0.52,5.1,1.63,7.01,3.21 c0.04,0.03,3.68,3.07,4.11,5.3c0.46,2.38-0.74,3.41-1.02,3.58c-0.44,0.26-1.19-0.04-1.19-0.04c-1.52-0.5-6.36-2.06-8.99-2.18 c-0.41-0.02-0.89-0.01-1.16,0.31c-0.12,0.14-0.43,1.12-0.49,1.29c-0.74,2.22-0.92,3.68-1.96,4.93c-0.17,0.2-0.7,0.39-0.7,0.39 l-0.56-1.66c-0.38-0.96-0.72-1.8-1.51-1.84c-2.33-0.13-3.03,3.9-0.67,5.49c0,0-1.26,2.98-4.23,2.8c-2.61-0.16-2.8-0.8-2.79-1.79 c0.01-2.16-0.33-3.19-0.69-4.27c-0.43-1.28-0.87-2.6-0.63-5.71C25.81,23.27,27.2,20.67,29.6,18.84z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_4_" cx="67.2378" cy="91.6145" gradientTransform="matrix(-0.9929 -0.1187 0.1171 -0.9793 94.3118 129.1159)" gradientUnits="userSpaceOnUse" r="16.3727">
<stop offset="0.5264" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_3_" d="M29.6,18.84c2.92-2.23,7.48-3.04,11.46-2.27 c2.67,0.52,5.1,1.63,7.01,3.21c0.04,0.03,3.68,3.07,4.11,5.3c0.46,2.38-0.74,3.41-1.02,3.58c-0.44,0.26-1.19-0.04-1.19-0.04 c-1.52-0.5-6.36-2.06-8.99-2.18c-0.41-0.02-0.89-0.01-1.16,0.31c-0.12,0.14-0.43,1.12-0.49,1.29c-0.74,2.22-0.92,3.68-1.96,4.93 c-0.17,0.2-0.7,0.39-0.7,0.39l-0.56-1.66c-0.38-0.96-0.72-1.8-1.51-1.84c-2.33-0.13-3.03,3.9-0.67,5.49c0,0-1.26,2.98-4.23,2.8 c-2.61-0.16-2.8-0.8-2.79-1.79c0.01-2.16-0.33-3.19-0.69-4.27c-0.43-1.28-0.87-2.6-0.63-5.71C25.81,23.27,27.2,20.67,29.6,18.84z" style="fill:url(#hairHighlights_4_);"/>
</g>
<path id="tone_4_" d="M56.45,51.68c0.03-0.38-0.1-0.71-0.37-0.96c-1.15-1.04-5.06-0.33-5.92-0.14l-2.85,1.14 c-0.4,0.23-1.25,0.71-1.08,1.49c0.01,0.06,0.04,0.12,0.07,0.17c0.04,0.07,0.48,0.68,1.76,0.71l7.04-0.64c0.01,0,0.01,0,0.01,0 C55.96,53.33,56.55,52.52,56.45,51.68z" style="fill:#BA8F63;"/>
<linearGradient id="arm_6_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="31.51" x2="68.7147" y1="74" y2="74">
<stop offset="0.5993" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="arm_3_" d="M68.63,52.12c-0.31,0.84-2.39,1.99-5.2,3.14c-0.15,0.06-0.3,0.12-0.45,0.18 c-0.81,0.32-1.68,0.65-2.57,0.96c-0.31,0.11-0.63,0.22-0.94,0.33c-4.78,1.6-10.16,2.91-12.87,2.95h-0.01 c-0.08,0-0.16-0.03-0.23-0.05c-0.16,0-0.31,0-0.47-0.02c-0.15-0.02-0.29-0.07-0.44-0.11v0.01l-0.39-0.08l-6.2-1.24l-7.35-1.47 l2.65-8.21l0.06-0.19l8.27,2.94l4.28,1.52c2.14-0.29,12.86-1.76,14.54-2.13c0.77-0.16,2.31-0.36,3.78-0.36 C67.19,50.29,69.15,50.69,68.63,52.12z" style="fill:url(#arm_6_);"/>
<linearGradient id="shadow_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="56.5201" x2="58.4735" y1="71.4451" y2="73.3986">
<stop offset="0" style="stop-color:#E0BB95;stop-opacity:0"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="shadow_1_" d="M62.98,55.44c-0.81,0.32-4.9,1.73-5.22,1.84C55.92,56.34,53.73,54,53.73,54 l3.5-2.13L62.98,55.44z" style="fill:url(#shadow_2_);"/>
<linearGradient id="shadow_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="43.9078" x2="38.745" y1="75.7399" y2="73.7864">
<stop offset="0" style="stop-color:#E0BB95;stop-opacity:0"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<polygon id="shadow" points="45.06,59.43 38.86,58.19 34.16,48.51 34.22,48.32 42.49,51.26 " style="fill:url(#shadow_3_);"/>
<linearGradient id="arm_7_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="86.5881" x2="51.9655" y1="75.6509" y2="75.6509">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5993" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="arm_2_" d="M85.62,47.85c-1.23-1.32-3.06-1.85-4.81-1.41c-0.05,0-0.1,0.01-0.15,0.03 l-0.07,0.03c-0.06,0.01-0.12,0.04-0.24,0.08l-12.1,4.3c-1.85-0.3-7.42-1.17-10.33-1.07c-1.09,0.04-4.26,0.4-4.39,0.42 c-0.1,0.01-0.2,0.06-0.28,0.13l-3.38,3.13c-0.66,0.54-0.82,1.39-0.39,1.98c0.28,0.39,0.67,0.92,6.14-1.89 c0.46-0.23,1.01-0.24,1.48-0.01l8.13,3.97c1.18,0.58,2.45,0.87,3.73,0.87c0.51,0,1.03-0.04,1.55-0.13l11.85-2.19 c0.45-0.03,0.88-0.12,1.26-0.25c0.06-0.01,0.12-0.04,0.17-0.07c1.13-0.44,2.02-1.23,2.58-2.3C87.33,51.65,87.02,49.34,85.62,47.85z" style="fill:url(#arm_7_);"/>
<path id="tone_3_" d="M72.71,50.19c0,0-6.31-1.84-8.36,0.12l5.92,2.11c0,0,2.84,1.32,3.71-0.68 C74.35,50.9,73.21,50.4,72.71,50.19z" style="fill:#BA8F63;"/>
<linearGradient id="leg_4_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="65.4529" x2="94.17" y1="42.085" y2="42.085">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="1" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="leg_1_" d="M94.17,79.26l-4.7-11.01L69.19,79.26c-3.12,1.67-4.71,5.33-3.1,9.26 c1.73,4.23,7.14,15.06,7.14,15.06l6.64-1.26l-4.4-14.8L94.17,79.26z" style="fill:url(#leg_4_);"/>
<path id="pants_1_" d="M93.38,72.82c-1.21-2.33-3.58-3.67-6.04-3.67c-1.05,0-2.12,0.25-3.13,0.77l-9.24,4.79 l6.26,12.07l9.24-4.79C93.8,80.26,95.11,76.16,93.38,72.82z" style="fill:#04846C;"/>
<linearGradient id="leg_5_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="107.7021" x2="89.6324" y1="34.3622" y2="53.3389">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="1" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="leg" d="M100.08,85.32l-5.61-20.68l-12.18,4.39l8.53,21.36l0.05,0.1 c0.26,0.64,0.64,1.25,1.15,1.78c0.67,0.69,1.48,1.15,2.34,1.42l-0.01,0.02l0.21,0.04c0.26,0.07,0.53,0.12,0.8,0.15l20.35,2.81 l2.15-5.19L100.08,85.32z" style="fill:url(#leg_5_);"/>
<radialGradient id="shirt_2_" cx="90.5295" cy="70.794" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="16.5281">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.7047" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#00AB94"/>
</radialGradient>
<path id="shirt" d="M97.47,71.77c0.28-0.83,0.4-1.76,0.44-2.83c0.21-5.88-1.03-11.99-3.72-17.79 c-0.89-2.03-3.12-6.77-8.22-6.77c-0.25,0-0.51,0.01-0.77,0.03c-6.58,0.59-7.5,6.44-6.5,11.14c1.43,6.7,2.4,10.31,2.74,16.6 c0.12,2.13,0.88,4.46,2.49,5.38c0.69,2.49,2.26,6,3.9,8.35c4.07-1.48,8.1-3.1,12.05-4.86C99.06,78.12,97.47,71.77,97.47,71.77z" style="fill:url(#shirt_2_);"/>
<radialGradient id="shirt_3_" cx="24.923" cy="69.7264" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="16.2998">
<stop offset="0.1712" style="stop-color:#FB8C00"/>
<stop offset="0.5625" style="stop-color:#F67F00"/>
<stop offset="0.9831" style="stop-color:#EF6C00"/>
</radialGradient>
<path id="shirt_1_" d="M36.05,55.14c1.91-4.41,1.07-7.58-0.14-8.72c-2.02-1.91-3.98-2.07-4.96-2.35 c-0.41-0.07-0.79-0.09-1.16-0.09c-3.74,0-6.6,2.83-8.67,7.18c-2.76,5.77-4.35,12.79-4.35,18.67c0,5.42,5.19,12.9,6.51,15.49 c4-1.65,7.95-3.45,11.83-5.39c-0.41-1.08-1.09-2.74-1.86-4.41c0.3-0.76,0.48-1.65,0.55-2.57C34.24,67.47,33.83,61.07,36.05,55.14z" style="fill:url(#shirt_3_);"/>
<linearGradient id="arm_8_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="31.6892" x2="51.6892" y1="82.7532" y2="61.5439">
<stop offset="0.5993" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="arm_1_" d="M67.14,67.46c-0.21-0.22-0.56-0.31-1.14-0.32c0.16-0.11,0.28-0.25,0.37-0.4 c0.15-0.25,0.18-0.53,0.08-0.82c-0.28-0.85-1.73-0.67-3.55-0.43c-0.72,0.09-1.45,0.19-1.86,0.15c-0.32,0.02-1.1,0.02-1.79-0.12 c0.03-0.01,0.07-0.03,0.1-0.04c0.77-0.34,1.65-0.73,2.02-1.3c0.38-0.56,0.14-0.95,0.02-1.09c-0.63-0.74-2.77-0.24-4.07,0.36 c-0.74,0.33-2.71,0.58-3.43,0.54c-0.07-0.01-0.15,0-0.28,0l-9.86-3.34c-1.16-0.39-2.11-1.2-2.68-2.29l-4.86-9.27 c-0.03-0.06-0.06-0.12-0.07-0.13l-0.05-0.09c-0.02-0.04-0.05-0.08-0.09-0.11c-0.98-1.5-2.69-2.36-4.49-2.24 c-2.03,0.14-3.83,1.63-4.38,3.62c-0.32,1.17-0.19,2.38,0.36,3.49c0.01,0.03,0.02,0.07,0.04,0.1c0.18,0.35,0.43,0.7,0.71,0.99 l5.93,9.24c1.12,1.75,2.85,3.03,4.85,3.59l14.58,4.09c0.06,0.02,0.12,0.02,0.18,0c0.67,0.29,1.49,0.51,2.43,0.75l0.58,0.15 c1.65,0.45,3.74,0.77,5.46,0.77c1.65,0,2.94-0.3,3.17-1.06c0.04-0.14,0.01-0.37-0.07-0.49c-0.15-0.24-0.44-0.38-1.06-0.5 c1.08-0.13,1.96-0.45,2.06-1.26c0.02-0.19-0.03-0.37-0.16-0.52c-0.09-0.11-0.21-0.19-0.38-0.25c0.78-0.21,1.36-0.57,1.47-1.21 c0,0,0,0,0,0C67.34,67.81,67.28,67.61,67.14,67.46z" style="fill:url(#arm_8_);"/>
<linearGradient id="arm_9_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="61.2494" x2="84.0383" y1="59.1891" y2="76.769">
<stop offset="0.5993" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="arm" d="M89.35,51.12c-0.11-1.31-0.72-2.5-1.73-3.35c-1-0.85-2.27-1.25-3.58-1.15 c-1.5,0.13-2.87,0.95-3.7,2.22c-0.03,0.03-0.06,0.07-0.09,0.11l-0.03,0.06c-0.03,0.05-0.06,0.11-0.13,0.25l-5.7,10.87l-11.67,3.95 c-0.09-0.01-0.18-0.02-0.25-0.01c-0.72,0.05-2.7-0.2-3.44-0.53c-1.31-0.6-3.44-1.11-4.08-0.37c-0.12,0.15-0.35,0.53,0.02,1.1 c0.38,0.57,1.26,0.96,2.03,1.3c0.03,0.01,0.06,0.03,0.09,0.04c-0.69,0.14-1.48,0.14-1.87,0.12c-0.32,0.04-1.06-0.05-1.77-0.15 c-1.83-0.23-3.27-0.42-3.56,0.44c-0.09,0.28-0.06,0.56,0.09,0.81c0.09,0.15,0.21,0.28,0.37,0.4c-0.2,0-0.37,0.01-0.51,0.03 c-0.29,0.05-0.49,0.13-0.63,0.28s-0.2,0.35-0.16,0.55v0.01c0.11,0.63,0.69,0.99,1.45,1.2c0,0,0.01,0.01,0.02,0.01 c-0.07,0.03-0.14,0.06-0.2,0.09c-0.08,0.06-0.14,0.11-0.2,0.17c-0.12,0.15-0.18,0.34-0.16,0.52c0.11,0.78,0.9,1.1,1.92,1.24 c0.05,0.01,0.1,0.01,0.15,0.02c-0.09,0.02-0.18,0.04-0.26,0.06c-0.44,0.11-0.67,0.24-0.8,0.45c-0.08,0.12-0.11,0.35-0.07,0.48 c0.23,0.77,1.53,1.07,3.18,1.07c1.72,0,3.8-0.32,5.45-0.77l0.58-0.15c0.92-0.24,1.73-0.45,2.4-0.74c0.07,0.01,0.14,0.01,0.21-0.01 l15.19-4.57c0.09-0.02,0.17-0.04,0.28-0.08l0.36-0.11c0.03-0.01,0.07-0.03,0.1-0.05c0.03-0.01,0.08-0.03,0.09-0.03 c0.81-0.36,1.49-1.01,1.87-1.77l7.42-10.24c0.33-0.36,0.58-0.71,0.78-1.08c0.02-0.05,0.04-0.09,0.05-0.14 C89.25,52.86,89.42,51.99,89.35,51.12z" style="fill:url(#arm_9_);"/>
<path id="tone_2_" d="M55.44,67.67c0,0.14-0.11,0.25-0.25,0.26c0,0-3.78-0.24-5.35-0.67 c0.14-0.02,0.31-0.03,0.51-0.03c1.52,0.23,3.41,0.21,4.84,0.2C55.32,67.42,55.44,67.53,55.44,67.67z" style="fill:#BA8F63;"/>
<path id="tone_1_" d="M50.32,69.4c1.57,0.36,3.43,0.5,5.02,0.57c0,0,0.01,0,0.02,0 c0.14,0,0.24-0.12,0.24-0.26c-0.01-0.14-0.12-0.24-0.26-0.24c-1.51,0.06-3.29,0.04-4.82-0.16c-0.01,0-0.02-0.01-0.02-0.01 L50.32,69.4z" style="fill:#BA8F63;"/>
<path id="tone" d="M55.85,71.56c0.02,0.13-0.08,0.26-0.22,0.28H55.6c-1.16,0.02-2.69-0.15-3.83-0.43 c0.08-0.02,0.17-0.04,0.26-0.06c1.13,0.11,2.51,0.13,3.53-0.01C55.7,71.32,55.83,71.42,55.85,71.56z" style="fill:#BA8F63;"/>
<polygon id="sock" points="45.1,96.89 46.41,103.82 53.33,103.82 53.72,96.07 " style="fill:#E0E0E0;"/>
<path id="shoe" d="M59.63,104.4l-6.38-2.12l-7.08-0.01c0,0-1.96,2.2-1.97,4.13l-0.01,2.85 c0,0.64,0.52,1.17,1.16,1.17l15.83,0.05c0.56,0,1.02-0.46,1.02-1.02v-1.29C62.19,106.5,61.17,105.01,59.63,104.4z" style="fill:#FB8C00;"/>
<polygon id="sock_1_" points="78.68,96.7 69.98,98.59 73.28,104.47 80.67,103.8 " style="fill:#E0E0E0;"/>
<radialGradient id="shoe_4_" cx="73.245" cy="21.58" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="6.9964">
<stop offset="0" style="stop-color:#00AB94"/>
<stop offset="1" style="stop-color:#00AB94"/>
</radialGradient>
<path id="shoe_1_" d="M82.24,106.45c0.01-1.93-1.96-4.13-1.96-4.13l-7.09,0.01l-6.38,2.12 c-1.54,0.61-2.56,2.1-2.57,3.76v1.29c0,0.56,0.45,1.02,1.02,1.02l15.83-0.05c0.64,0,1.16-0.53,1.16-1.17L82.24,106.45z" style="fill:url(#shoe_4_);"/>
<polygon id="sock_2_" points="16.72,89.04 9.1,93.19 11.64,101.15 20.22,97.76 " style="fill:#E0E0E0;"/>
<path id="shoe_2_" d="M11.76,92c0,0-0.51-0.05-1.24-0.05c-0.85,0-2,0.07-2.98,0.38l-2.72,0.85 c-0.61,0.19-0.96,0.85-0.76,1.46l4.73,15.11c0.14,0.43,0.54,0.71,0.97,0.71c0.1,0,0.21-0.02,0.31-0.05l1.22-0.39 c1.58-0.51,2.69-1.93,2.81-3.59l0.1-6.72L11.76,92z" style="fill:#FB8C00;"/>
<polygon id="sock_3_" points="110.8,88.11 107.5,96.33 116.74,98.28 118.91,91.37 " style="fill:#E0E0E0;"/>
<radialGradient id="shoe_5_" cx="119.5163" cy="29.25" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="7.474">
<stop offset="0" style="stop-color:#00AB94"/>
<stop offset="1" style="stop-color:#00AB94"/>
</radialGradient>
<path id="shoe_3_" d="M123.8,90.73l-2.72-0.85c-0.98-0.32-2.13-0.39-2.98-0.39 c-0.73,0-1.25,0.05-1.25,0.05l-2.43,7.72l0.1,6.72c0.12,1.66,1.23,3.08,2.81,3.59l1.22,0.39c0.1,0.03,0.21,0.05,0.31,0.05 c0.43,0,0.83-0.28,0.97-0.71l4.73-15.11C124.75,91.58,124.41,90.92,123.8,90.73z" style="fill:url(#shoe_5_);"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green energy radiating from the enchanted forest. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#308f3e" d="M35 0h17q-2 3 1 5l2 6q-3 1 0 4l2-2 2 3q-2 3-2 7l-6 15-2 1-1-28q-3 13 0 28v2q-3-1-4-4l-6-23q-3-2-5 2v-3q-5 0-7-3 3-1 1-3h3V4z"/><path fill="#31923e" d="M0 0h35l-5 4v3h-3l-1-1-3 2-4-2-1 9q-5-3-6-8l-2 5q-1-2-3-1v3H4l1 3q-3 0-3 2l2 11q2 2 3 1 1 3-1 8l3 2v-6q0-2 2-3-2-2 1-3 3 1 1 4h3l1 2q-3 0 0 1v4l8 2-11-1q-3-1-4 2-4-3-4 3H2l1 3q-3 0-3-2z"/><path fill="#2f923d" d="M52 0h44v67L80 57l-3 1-11-3q-2-3-1-4l12 3q3-9 13-12l-11 2 10-5-1-3 2-5h2l1-8q-6-1 1-3l-5-4q-3 6-7 4 3-3-2-4l-3 3-1-1-2 2-1-3-10-4v5l-4 3-2 2q0-4 2-7l-2-3-2 2q-3-3 0-4l-2-6q-3-2-1-5"/><path fill="#31913e" d="M27 7q2 2-1 3 2 3 7 3v3q2-4 5-2l-1 4-1 1 8 23q-3-6-8-9l2 4q-3 2-6-1v1l6 4q-8-1-14-6l4-3-5-4q2-3 6-4l-6-6-2 2 2 2q-5 5-2 11l-4 2-1-2h-3q2-3-1-4-3 1-1 3-2 1-2 3v6l-3-2q2-5 1-8-1 1-3-1L2 19q0-2 3-2l-1-3h3v-3q2-1 3 1l2-5q1 5 6 8l1-9 4 2 3-2z"/><path fill="#2e8e3e" d="m79 44-19 4 4 3h-2q3 3 1 7l-4-1-6-5 1-6 7-1q1-3 5-3l5 2v-3l-5-1q-3 2-7 1l7-5h-6l20-20q5 1 2 4 4 2 7-4l5 4q-7 2-1 3l-1 8h-2l-2 5 1 3z"/><path fill="#2c8c3f" d="M74 20 53 40v-4l6-15 4-3v-5l10 4z"/><path fill="#50a147" d="M49 39h-1q-3-15 0-28z"/><path fill="#459c45" d="M77 19 60 36h6l-7 5q4 1 7-1l5 1v3l-5-2q-4 0-5 3l-7 1-3-4-2-3 2-1 6-15 2-2-6 15v4l23-22z"/><path fill="#4cb347" d="m48 39 2 3q-3 0 0 3v5q-1-4-2 0-2-11-2 1-3-1-3-4l4-5v-3"/><path fill="#34993c" d="M65 51h-1l-4-3 19-4 11-2q-10 3-13 12z"/><path fill="#2a8d3b" d="m17 36 11 3 7 7-13 2 15 1-12 4 5 3 3-1 1 1q-3 0-3 2l-1 2 2 9-1 1q-3-5-3 1l-3-9q-3 0-2 3-2 3-1 7L0 76V47q0 2 3 2l-1-3h4q0-6 4-3 1-3 4-2l11 1-8-2z"/><path fill="#5dc43b" d="m48 42-4 5q0 3 3 4 0-12 2-1 1-4 2 0v-5q-3-3 0-3l3 4-1 6q-3 0-3 2l-3-1q-6-3-4-8 2-3 5-3"/><path fill="#3e9941" d="m37 18 11 23v1q-3 0-5 3-2 5 4 8l-8 5q0-6-6-3l-3 1-5-3 12-4-15-1 13-2-7-7-11-3q-3-1 0-1l4-2q-3-6 2-11l-2-2 2-2 6 6q-4 1-6 4l5 4-4 3q6 5 14 6l-6-4v-1q3 3 6 1l-2-4q5 3 8 9l-8-23z"/><path fill="#145530" d="m59 57-4 7v8q-2 0-1 3l-2-1-1-5 1 1q3-6 2-10l-2 2v-5z"/><path fill="#0e4b2e" d="M75 67q-3-2-4-1v-3q-1-4 2-5 5 3 2 9"/><path fill="#1d7638" d="M64 51q-1 1 1 4-1 5 3 9l2-1v3q1-1 4 1v1l-2-1-4 4h-5q-1-3 1-5-3-3-2-8 2-4-1-7z"/><path fill="#268437" d="m66 55 11 3 3-1 16 10v19l-4-1-7-8q-7-3-10-9v-1q3-6-2-9-3 1-2 5l-2 1q-4-4-3-9"/><path fill="#1f7f38" d="m59 57 4 1q-1 5 2 8-2 2-1 5-2 1-1 4h-4q-1-13-3-1l-1-2v-8z"/><path fill="#1a713a" d="m16 62 2 4h-3q-1-3 1-4"/><path fill="#24793d" d="M31 58q5 3 8 9-3 3 0 6l2-6v8l-4-2-3-11-2 1v6l-2-9z"/><path fill="#28873d" d="m53 52 6 5h-7v5l2-2q1 4-2 10l-1-1 1 5-4 2q-3-15-3 0l-4-1v-8q-2-3-2 0-3-6-8-9 0-2 3-2l-1-1q6-3 6 3l8-5-1 4-4 8 1 1q3-3 8-3l-1-9q0-2 3-2"/><path fill="#349740" d="m47 53 3 1 1 9q-5 0-8 3l-1-1 4-8z"/><path fill="#1e7537" d="m28 71-3 1-1-8-1 1q-1-3 2-3z"/><path fill="#125230" d="m41 67-2 6q-3-3 0-6 0-3 2 0"/><path fill="#064f23" d="m41 75 4 1q0-15 3 0l4-2 2 1h9q-1-3 1-4h5l4-4 2 1q3 6 10 9h-3q-3 4 0 7-12 0-22-3-6 0-10 4l-1-2h-7q-9 6-18 3l-4-4-4 1q-3 0-4 3l-1-3-3 3 1 1q-3 2-1 3-4 6-2 1l-2-2 1-7H2q0-3-2-3v-3l22-4q-1-4 1-7l1-1 1 8 3-1q0-6 3-1l1-1v-6l2-1 3 11z"/><path fill="#146630" d="M59 75h-5q-1-3 1-3l1 2q2-12 3 1"/><path fill="#034b1e" d="M0 79q2 0 2 3h3l-1 7 2 2q-2 5 2-1-2-1 1-3l-1-1 3-3 1 3q1-3 4-3l4-1 4 4q9 3 18-3h7l1 2q-1 2 1 5l-2 3 4 1-4 2H0z"/><path fill="#034a1f" d="m85 77 7 8 4 1v10H49l4-2-4-1 2-3q-2-3-1-5 4-4 10-4 10 3 22 3-3-3 0-7z"/></svg> | |
{
"bytes": "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",
"path": "30773b76aff060a4e76608b5ebb12a1b24e3c467ebba562765530beec35f5a6c.png"
} | Generate code for a svg of a a black and white photo of a feather on a white background | <svg role="img" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg"><path d="M15.493 0.083 C 14.512 0.568,11.997 3.853,10.210 6.981 C 8.324 10.283,7.323 13.016,7.036 15.647 L 6.990 16.073 6.785 15.864 C 6.581 15.655,6.101 15.280,6.038 15.280 C 6.020 15.280,6.104 15.438,6.225 15.630 C 6.619 16.256,6.881 16.890,6.945 17.366 L 6.972 17.573 6.676 17.547 C 6.513 17.532,6.263 17.486,6.120 17.442 L 5.860 17.364 6.020 17.501 C 6.108 17.577,6.303 17.704,6.454 17.784 L 6.728 17.928 6.472 18.015 C 6.206 18.104,5.842 18.307,5.650 18.472 C 5.568 18.543,5.560 18.559,5.620 18.537 C 6.158 18.342,6.954 18.213,7.014 18.310 C 7.028 18.333,6.904 18.745,6.737 19.226 C 6.398 20.209,5.887 21.784,5.521 22.980 C 5.386 23.420,5.260 23.829,5.240 23.890 C 5.195 24.028,5.239 24.030,5.396 23.897 C 5.499 23.811,5.551 23.691,5.722 23.147 C 6.441 20.862,7.015 19.156,7.730 17.187 C 8.046 16.316,8.142 16.090,8.172 16.147 C 8.193 16.187,8.235 16.240,8.266 16.265 C 8.312 16.302,8.287 16.405,8.116 16.885 C 8.004 17.201,7.834 17.690,7.738 17.971 L 7.565 18.482 7.766 18.669 C 7.876 18.773,8.014 18.937,8.071 19.035 C 8.129 19.133,8.183 19.191,8.192 19.164 C 8.224 19.067,8.107 18.755,7.960 18.544 L 7.810 18.331 8.252 18.305 C 9.090 18.254,9.707 18.065,10.164 17.721 C 10.413 17.534,10.684 17.227,10.802 17.000 L 10.853 16.900 10.707 17.012 C 10.627 17.073,10.493 17.147,10.411 17.176 C 10.224 17.241,9.760 17.295,9.761 17.252 C 9.762 17.234,9.903 17.151,10.075 17.066 C 10.694 16.763,11.209 16.263,11.564 15.620 L 11.697 15.380 11.518 15.524 C 10.831 16.081,10.068 16.320,9.297 16.220 L 9.060 16.190 9.380 16.102 C 10.295 15.851,11.257 15.236,11.887 14.500 C 12.564 13.709,13.172 12.563,13.657 11.166 C 13.777 10.818,13.789 10.756,13.730 10.782 C 13.542 10.865,13.131 10.998,13.061 10.999 C 13.015 11.000,13.089 10.937,13.238 10.850 C 13.700 10.580,14.106 10.152,14.401 9.625 L 14.533 9.391 14.376 9.489 C 14.189 9.607,13.754 9.782,13.560 9.818 C 13.444 9.839,13.468 9.817,13.700 9.692 C 14.032 9.512,14.457 9.122,14.667 8.807 C 14.913 8.439,15.416 7.202,15.348 7.134 C 15.337 7.123,15.241 7.159,15.134 7.213 C 14.928 7.317,14.435 7.480,14.327 7.480 C 14.291 7.480,14.400 7.399,14.569 7.300 C 15.091 6.995,15.380 6.658,15.937 5.708 C 16.981 3.928,17.385 2.399,17.100 1.306 C 17.007 0.950,16.882 0.725,16.623 0.447 C 16.230 0.027,15.852 -0.095,15.493 0.083 M15.440 1.815 C 15.440 1.823,15.409 1.855,15.370 1.885 C 15.307 1.935,15.305 1.933,15.355 1.870 C 15.407 1.803,15.440 1.782,15.440 1.815 M15.149 2.190 C 14.419 3.144,13.183 5.227,12.229 7.110 C 12.048 7.467,11.879 7.759,11.854 7.760 C 11.726 7.761,11.777 7.594,12.085 7.005 C 13.117 5.029,14.284 3.169,15.130 2.150 C 15.349 1.886,15.361 1.912,15.149 2.190 M17.800 2.240 C 17.800 2.262,17.836 2.280,17.880 2.280 C 17.950 2.280,17.960 2.307,17.960 2.500 C 17.960 2.621,17.978 2.720,18.000 2.720 C 18.022 2.720,18.040 2.621,18.040 2.500 C 18.040 2.335,18.054 2.280,18.098 2.280 C 18.129 2.280,18.166 2.262,18.180 2.240 C 18.195 2.215,18.127 2.200,18.002 2.200 C 17.891 2.200,17.800 2.218,17.800 2.240 M18.286 2.470 C 18.293 2.739,18.293 2.739,18.318 2.540 L 18.342 2.340 18.419 2.490 C 18.461 2.573,18.509 2.640,18.526 2.640 C 18.544 2.640,18.594 2.573,18.637 2.490 L 18.716 2.340 18.718 2.532 C 18.719 2.650,18.736 2.715,18.760 2.700 C 18.782 2.686,18.800 2.568,18.800 2.438 C 18.800 2.148,18.733 2.123,18.614 2.370 L 18.531 2.539 18.445 2.370 C 18.397 2.276,18.341 2.200,18.319 2.200 C 18.297 2.200,18.283 2.316,18.286 2.470 " stroke="none" fill="black" fill-rule="evenodd"></path></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a flat design icon of a red rent sign with a long shadow. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<path style="fill:#FB9DA4;" d="M504.026,192.374C475.738,81.771,375.42,0,256,0C114.615,0,0,114.615,0,256
c0,119.42,81.771,219.738,192.374,248.026L504.026,192.374z"/>
<path style="fill:#F85C67;" d="M512,256c0-21.965-2.77-43.282-7.974-63.626l-47.678-47.678l-70.043,28.86L256,42.138
L125.695,173.556L55.652,367.304l136.722,136.722C212.718,509.23,234.035,512,256,512C397.385,512,512,397.384,512,256z"/>
<polygon style="fill:#FEF2CC;" points="256,32.12 251.548,48.803 256,63.602 381.695,189.296 397.436,173.556 "/>
<polygon style="fill:#FFFFFF;" points="114.564,173.556 130.305,189.296 256,63.602 256,32.12 "/>
<polygon style="fill:#701C12;" points="256,144.696 210.587,256 256,367.304 456.348,367.304 456.348,144.696 "/>
<rect x="55.652" y="144.696" style="fill:#C92B31;" width="200.348" height="222.609"/>
<polygon style="fill:#F63341;" points="256,166.957 219.669,256 256,345.043 434.087,345.043 434.087,166.957 "/>
<polygon style="fill:#F85C67;" points="77.913,345.043 256,345.043 256,291.562 261.565,256 256,220.438 256,166.957
77.913,166.957 "/>
<g>
<path style="fill:#FFFFFF;" d="M121.379,291.562v-71.123h31.455c3.271,0,6.294,0.686,9.066,2.054
c2.77,1.369,5.159,3.172,7.162,5.409c2.003,2.238,3.572,4.776,4.708,7.613c1.135,2.839,1.703,5.694,1.703,8.565
c0,4.608-1.152,8.8-3.456,12.572c-2.304,3.773-5.426,6.496-9.366,8.164l16.228,26.746h-15.527l-14.525-23.841h-13.624v23.841
L121.379,291.562L121.379,291.562z M135.202,255.599h17.33c1.268,0,2.454-0.301,3.556-0.902c1.102-0.601,2.054-1.418,2.855-2.454
c0.801-1.035,1.436-2.254,1.903-3.656c0.466-1.402,0.701-2.905,0.701-4.508c0-1.668-0.267-3.206-0.801-4.608
c-0.535-1.402-1.252-2.62-2.154-3.656c-0.902-1.035-1.938-1.837-3.105-2.404c-1.17-0.567-2.354-0.851-3.556-0.851h-16.729
L135.202,255.599L135.202,255.599z"/>
<path style="fill:#FFFFFF;" d="M241.274,279.441v12.121h-49.386v-71.123h48.484v12.121h-34.66v17.13h29.952v11.219h-29.952v18.532
L241.274,279.441L241.274,279.441z"/>
</g>
<g>
<path style="fill:#FEF2CC;" d="M269.824,245.983v45.579H256v-71.123h10.719l37.064,46.681v-46.581h13.824v71.023h-11.219
L269.824,245.983z"/>
<path style="fill:#FEF2CC;" d="M390.621,232.559h-22.739v59.002h-13.724v-59.002h-22.739v-12.121h59.203L390.621,232.559
L390.621,232.559z"/>
</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": "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",
"path": "d5601496e8d57d8c61a0b7b880d2e1174989d5b293400debae668cd5e5b825c5.png"
} | Generate code for a svg of a a close up of a white poster with a black and white image of a person | <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 0 600 600" style="enable-background:new 0 0 600 600;" xml:space="preserve">
<style type="text/css">
.st0{fill:#222222;}
</style>
<path class="st0" d="M487,301.5c-4.7-6.2-7-14.2-7-24.1s2.3-17.4,6.8-22.5s10.6-7.7,18.2-7.7c7.7,0,14.3,1.6,19.8,4.9
c5.6,3.2,12.7,8.9,21.5,17l18.2,16.5h0.4v-40.1h18.2v64.9h-17.6l-25.3-21.8c-9.9-8.6-16.7-14.1-20.6-16.6s-7.9-3.6-12.3-3.6
c-7.1,0-10.7,3.8-10.7,11.3c0,4.3,1.2,7.5,3.7,9.6s6.2,3.5,11.3,4.2l-3.2,19.1C498.8,311.4,491.7,307.7,487,301.5L487,301.5z
M571,207.6c0,13.4-4.4,22.7-13.1,28c-8.7,5.3-21.8,8-39.4,8s-30.6-2.9-39.3-8.6c-8.7-5.7-13-15.3-13.1-28.6
c0-13.3,4.2-22.6,12.7-27.8c8.4-5.2,21.5-7.8,39.1-7.8c17.6,0,30.9,2.8,39.8,8.4C566.6,184.8,571,194.2,571,207.6L571,207.6z
M490.8,218.3c5.3,2.1,14.6,3.2,27.7,3.2c13.1,0,22.4-1,27.8-2.9c5.4-1.9,8-5.7,8-11.2c0-5.6-2.7-9.3-8.1-11.3
c-5.4-2-14.8-2.9-28.1-2.9c-13.4,0-22.6,0.9-27.7,2.7s-7.6,5.5-7.6,11S485.5,216.2,490.8,218.3L490.8,218.3z M553.3,128v21.1h-76.2
c1.2,2.1,2.2,5.6,3.1,10.4c0.9,4.8,1.3,8.5,1.3,11.3l-18.2,1c-1-13.4-4.8-23.1-11.3-29.4V128H553.3L553.3,128z"/>
<path class="st0" d="M448.9,503.4v26.4l-71.6,39h71.6V590H347.5v-27.1l71.8-38.4h-71.8v-21.1H448.9z M461.6,448.4
c0,16-4.7,27.9-14,35.6s-21.9,11.6-37.7,11.6c-15.8,0-28.6-4.3-38.4-12.8s-14.7-20.7-14.7-36.4c0-15.8,4.8-27.5,14.2-35.1
c9.4-7.7,22.1-11.5,38.1-11.5s28.8,4.2,38.3,12.3C456.9,420.2,461.6,432.3,461.6,448.4z M443.4,447.6c0-17.1-11.4-25.7-34.2-25.7
s-34.2,8.2-34.3,24.6c0,8.3,2.9,14.9,8.6,19.6s14.3,7.1,25.8,7.2C432.1,473.3,443.4,464.8,443.4,447.6z M439.9,347.6v29.1
l-101.4,32.9v-24.2l80.1-23.1v-0.8l-80.1-23.2V316L439.9,347.6z M424.1,294.5h23.7v-45.2H466V316H364.5v-64.3h18.2v42.7h23.7v-40.2
H424v40.3H424.1z M342.1,134.7h101.4v21.1h-79.6v2l79.5,23.9v19.5l-79.6,23v-0.8h79.6v21.1H342.1v-32.1l74.1-21.4v-0.6l-74.1-21.3
V134.7L342.1,134.7z M558.9,511.6v36.6H457.5v-40.1c0-20.5,8.3-30.7,24.8-30.7c6.3,0,11.5,1.8,15.4,5.4s6.7,8.2,8.3,13.8h0.3
c1.9-15.2,10.1-22.8,24.7-22.8C549.6,473.8,558.9,486.4,558.9,511.6L558.9,511.6z M499.4,526.7v-8c0-9.8-2.2-15.9-6.6-18.5
c-1.9-1.1-4.3-1.7-7-1.7c-5,0-8.1,1.4-9.5,4.2c-1.4,2.8-2.1,7-2.1,12.8v11.2H499.4L499.4,526.7z M542.2,526.7v-11.1
c0-6.5-0.9-11.4-2.7-14.7c-1.8-3.3-5.3-4.9-10.5-4.9s-8.7,1.5-10.5,4.6s-2.7,7.4-2.7,13v13.1H542.2z M537.1,447.5h23.7v-45.2H579
V469H477.5v-64.3h18.2v42.7h23.7v-40.2H537L537.1,447.5L537.1,447.5z M519.4,375h38.5v21.5H456.5v-39.4c0-11.8,2.7-20.3,8.1-25.6
c5.4-5.3,12.2-8,20.5-8c14,0,23.7,5.8,29,17.4l43.8-22.9v23.2l-38.5,20L519.4,375L519.4,375z M502.5,375v-11
c0-12.2-5.1-18.3-15.2-18.3c-4.7,0-8.2,1.4-10.3,4.3c-2.1,2.9-3.1,7.3-3.1,13.2V375H502.5z"/>
<path class="st0" d="M516.5,553.9v37.9h-18.2v-37.9H516.5z"/>
<g>
<path class="st0" d="M499,123.7h-18.2V57.2h16.3l85.2,38.6v22.4L499,79.1V123.7z"/>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white silhouette of a door, featuring a distinctive circular opening in the center. | <?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="492.5px" height="492.5px" viewBox="0 0 492.5 492.5" style="enable-background:new 0 0 492.5 492.5;" xml:space="preserve"
>
<g>
<path d="M285.048,21.72L164.234,0v21.72H79.292v433.358h31.403V53.123h53.539V492.5l208.15-37.422v-61.235h9.421v61.235h31.403
V21.72H285.048z M202.526,263.129c-6.997,0-12.67-7.381-12.67-16.486c0-9.104,5.673-16.485,12.67-16.485s12.67,7.381,12.67,16.485
C215.196,255.748,209.523,263.129,202.526,263.129z M381.805,344.646h-9.421V142.621h9.421V344.646z M381.805,93.423h-9.421v-40.3
h9.421V93.423z"/>
</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 mom and dad relaxing in the garden with their children. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfc" d="M0 0h96v96H0z"/><path fill="#57566b" d="M34 49h4v3q-9 0 0 3l-2 2-3-3q-3-3 1-5"/><path fill="#b5655c" d="M58 50q5-1 3 4-2-3-4 0l-1-2z"/><path fill="#3e435c" d="m31 57-4 4q-4-2-3-5 4-3 7 1"/><path fill="#d1a193" d="M21 50q-4 6-4 14-3-9 3-15"/><path fill="#d5bcb8" d="m31 57 3 4q-2-1-2 1l4 2h4v-6l5 6-6 8 2-5q-1-3-4-2l-5 1-5-3v-2z"/><path fill="#d06059" d="M34 61q2 0 2 3l-4-2q0-2 2-1"/><path fill="#dcc9c7" d="M59 64q2 0 2 3h-1q-3-3-6-2v-4h4q-1 2 1 3"/><path fill="#8b9fb5" d="M60 60q8-1 5 6l-4 1q0-3-2-3z"/><path fill="#4f5b70" d="m91 63 2 1q-1 5-3 2z"/><path fill="#4b6680" d="M8 71v-6l6-2z"/><path fill="#4d5e7c" d="m27 63 5 3 5-1q1 2-1 5H22v-3l3-1q0-3 2-3"/><path fill="#3e4f76" d="m60 60-1 4q-2-1-1-3h-4v4q3-1 6 2v2l-3-2-5 4v-5q-1-10 8-6"/><path fill="#2a3f5b" d="M37 65q3-1 4 2l-2 5q-1 6-4 1l1-3q2-3 1-5"/><path fill="#788492" d="m86 76-3-8q0-2 2 1z"/><path fill="#2c3a56" d="M45 64h4v3l-1 1q-4 1-6 4h-3z"/><path fill="#ddb9b2" d="M52 66v5h-2q-3-1-2-3l1-1z"/><path fill="#d58789" d="m60 69-8 5q-3-1-2-3h2l5-4z"/><path fill="#54738b" d="m7 70-1 3q-3-4-1-7z"/><path fill="#617e91" d="M13 79q-1-2-3-2l5-9q1 6-2 11"/><path fill="#3a5b78" d="M5 77v4q-4-4-3-9z"/><path fill="#954c52" d="M89 78q-3 0-3 3v-5l2-1z"/><path fill="#6f7b86" d="M29 78h2l-4 6q-3-3-1-4 2 3 3-2"/><path fill="#a3abb4" d="m83 79-2-1 2 4q-3-1-3 2-4-1 0-3l-4-4 1-1 2 3 3-3q-3-2 0-2z"/><path fill="#6e7b8d" d="m83 79 3 2q0-3 3-3l1 1q-3 2-2 6l-4-1-2 2-2-2q0-3 3-2l-2-4z"/><path fill="#3b5773" d="m90 86-2-1q-1-4 2-6l1-5q2-3 3 0-3 2-3 5 2-1 3 2z"/><path fill="#b5b7bb" d="M7 70v7l2-1q2 0 3 2l1 1q-1 3-4 2-3 2-2 7l-2 2-4-7q5 6 3-3v-4l1-4z"/><path fill="#3f5c72" d="M8 89q-1-5 2-7 3 1 4-2l1 5 4-6q-1 8-9 12z"/><path fill="#c4cacf" d="m88 85 2 1-4 4-4-4 2-2z"/><path fill="#627c8c" d="M21 86q-3 5-7 3z"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing an image with three oars hanging from a bag:My primary focus is on the intricate and dynamic interplay of the oars, their movement, and the overall visual composition. I aim to capture the interplay of form, texture, and the subtle nuances of movement. The oars themselves are a crucial element, their presence and position contribute to the overall sense of movement and dynamism. The bag itself serves as a visual anchor, providing a sense of stability and a visual representation of the boat's journey. The oars, in turn, are the primary focal points, their movement and shape influencing the overall visual impact. | {
"bytes": "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",
"path": "4c772dcae802ac2508742b640fa2ccb20047c9a99dabb7ab1292750c8a9ab7c9.png"
} | Generate code for a svg of a there is a bag with three oars hanging from it | <svg width="13" height="17" viewBox="0 0 13 17" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M7.12109 7.28557H7.57327L7.4037 6.07129H7.29066L7.12109 7.28557Z" fill="#D83603"/>
<path d="M8.87335 1.82143L9.52335 0.455357C9.09944 0.242857 8.67553 0.0910714 8.22335 0C7.74292 0 7.26248 0.121429 6.81031 0.364286C6.55596 0.516071 6.24509 0.576786 5.96248 0.607143C5.62335 0.576786 5.28422 0.455357 5.00161 0.273214C4.74727 0.121429 4.49292 0.0303571 4.23857 0C3.95596 0.0303571 3.67335 0.182143 3.44727 0.364286L4.12553 1.82143H8.87335Z" fill="#D83603"/>
<path d="M9.60802 2.73228C9.60802 2.55014 9.49497 2.42871 9.32541 2.42871H3.67323C3.50367 2.42871 3.39062 2.55014 3.39062 2.73228C3.39062 2.91443 3.50367 3.03585 3.67323 3.03585H9.32541C9.49497 3.03585 9.60802 2.91443 9.60802 2.73228Z" fill="#D83603"/>
<path d="M5.14258 6.67815H5.59475L5.42519 5.46387H5.31214L5.14258 6.67815Z" fill="#D83603"/>
<path d="M6.5 16.9997C9.8913 16.9997 13 14.8444 13 12.4461C13 7.80151 10.513 4.79615 9.35435 3.64258H7.63043V5.46401C7.77174 5.46401 7.88478 5.58544 7.91304 5.70686L8.19565 7.52829C8.22391 7.68008 8.11087 7.86222 7.96957 7.89258C7.9413 7.89258 7.9413 7.89258 7.91304 7.89258H6.78261C6.61304 7.89258 6.5 7.77115 6.5 7.58901C6.5 7.55865 6.5 7.55865 6.5 7.52829L6.78261 5.70686C6.81087 5.55508 6.92391 5.46401 7.06522 5.46401V3.64258H5.65217V4.85686C5.79348 4.85686 5.90652 4.97829 5.93478 5.09972L6.21739 6.92115C6.24565 7.07294 6.13261 7.25508 5.9913 7.28544C5.96304 7.28544 5.96304 7.28544 5.93478 7.28544H4.80435C4.63478 7.28544 4.52174 7.16401 4.52174 6.98186C4.52174 6.95151 4.52174 6.95151 4.52174 6.92115L4.80435 5.09972C4.83261 4.94794 4.94565 4.85686 5.08696 4.85686V3.64258H3.64565C2.48696 4.79615 0 7.80151 0 12.4461C0 14.8444 3.1087 16.9997 6.5 16.9997Z" fill="#D83603"/>
</svg> |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white cloud image with a bitcoin symbol, focusing on the visual elements and the overall composition:My thoughts on the mechanics of drawing a black and white cloud image with a bitcoin symbol are centered around the following:* **Composition:** The image is visually balanced and harmonious, with a clear focal point and a well-defined composition. The cloud is positioned in a way that emphasizes the symbol and the overall visual impact.* **Color Palette:** The color palette is primarily black and white, with a subtle, yet distinct, accent color (the bitcoin symbol) to add a touch of visual interest.* **Line Weight:** The lines are used to create depth and visual interest, with a slight upward arrow to suggest movement and the symbol's shape.* **Texture and Detail:** The image is detailed and textured, with subtle variations in color and texture to enhance the visual appeal.* **Overall Impression:** The image aims to evoke a sense of mystery, mystery, and a sense of wonder, drawing the viewer's eye towards the bitcoin symbol. | {
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white image of a cloud featuring a bitcoin symbol, accompanied by an upward arrow. | <?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="35.36px" height="35.36px" viewBox="0 0 35.36 35.36" style="enable-background:new 0 0 35.36 35.36;" xml:space="preserve"
>
<g>
<path d="M12.584,13.605H11.98v-1.345h0.604c0.354,0,0.599,0.022,0.736,0.066c0.137,0.043,0.241,0.116,0.314,0.219
c0.072,0.103,0.108,0.226,0.108,0.372c0,0.139-0.038,0.263-0.115,0.369c-0.076,0.106-0.19,0.187-0.342,0.239
C13.133,13.578,12.902,13.605,12.584,13.605z M13.392,14.505c-0.152-0.058-0.386-0.087-0.698-0.087H11.98v1.195
c0.003,0.169,0.009,0.268,0.02,0.296c0.014,0.037,0.034,0.063,0.065,0.077c0.029,0.014,0.112,0.022,0.246,0.022h0.402
c0.234,0,0.428-0.022,0.582-0.065c0.154-0.043,0.285-0.134,0.393-0.271c0.108-0.137,0.162-0.302,0.162-0.494
c0-0.164-0.038-0.301-0.114-0.416C13.659,14.647,13.545,14.562,13.392,14.505z M19.217,14.132c0,3.642-2.953,6.595-6.596,6.595
c-3.642,0-6.594-2.954-6.594-6.595c0-3.643,2.952-6.595,6.594-6.595C16.264,7.536,19.217,10.489,19.217,14.132z M15.282,15.324
c0-0.246-0.058-0.468-0.174-0.666c-0.115-0.2-0.271-0.354-0.471-0.466c-0.137-0.079-0.334-0.151-0.593-0.217
c0.241-0.082,0.435-0.186,0.582-0.311c0.146-0.125,0.258-0.27,0.337-0.433c0.077-0.163,0.116-0.336,0.116-0.519
c0-0.25-0.073-0.48-0.221-0.69c-0.147-0.209-0.358-0.371-0.632-0.482c-0.107-0.043-0.233-0.076-0.37-0.102v-0.974h-0.935v0.908
h-0.6v-0.908h-0.935v0.908H9.96v0.763h0.22c0.146,0,0.243,0.014,0.295,0.04c0.052,0.026,0.087,0.063,0.108,0.106
c0.021,0.045,0.032,0.149,0.032,0.313v3.077c0,0.161-0.011,0.264-0.032,0.31c-0.021,0.047-0.057,0.083-0.108,0.107
c-0.052,0.025-0.149,0.038-0.295,0.038H9.962v0.763h1.426v0.908h0.935v-0.908h0.53c0.024,0,0.047,0,0.069,0v0.909h0.935V16.81
c0.156-0.029,0.294-0.068,0.412-0.115c0.322-0.129,0.571-0.316,0.748-0.563C15.193,15.886,15.282,15.616,15.282,15.324z
M35.36,20.844c0,3.856-3.14,6.996-6.996,6.996h-7.222v3.223h-5.625V27.84H6.997C3.139,27.84,0,24.7,0,20.844
c0-2.22,1.078-4.318,2.854-5.629c-0.043-0.37-0.064-0.729-0.064-1.083c0-5.422,4.411-9.834,9.832-9.834
c4.13,0,7.751,2.55,9.183,6.333c0.785-0.297,1.619-0.451,2.459-0.451c2.711,0,5.195,1.604,6.338,4.041
C33.428,15.173,35.36,17.826,35.36,20.844z M33.36,20.844c0-2.274-1.539-4.262-3.744-4.832c-0.313-0.081-0.567-0.309-0.685-0.612
c-0.735-1.926-2.61-3.221-4.668-3.221c-0.896,0-1.778,0.246-2.559,0.71c-0.271,0.163-0.605,0.187-0.898,0.064
s-0.51-0.377-0.584-0.685c-0.858-3.516-3.984-5.972-7.602-5.972c-4.318,0-7.832,3.514-7.832,7.834c0,0.44,0.043,0.894,0.131,1.388
c0.073,0.41-0.115,0.822-0.473,1.035C2.915,17.466,2,19.069,2,20.842c0,2.756,2.242,4.998,4.997,4.998h8.521v-0.537h-2.089
l4.901-4.899l4.898,4.901h-2.088v0.535h7.223C31.118,25.84,33.36,23.598,33.36,20.844z M32.36,20.344c-0.275,0-0.5,0.224-0.5,0.5
c0,1.928-1.568,3.496-3.496,3.496h-3.017c-0.276,0-0.5,0.225-0.5,0.5c0,0.276,0.224,0.5,0.5,0.5h3.017
c2.479,0,4.496-2.019,4.496-4.496C32.86,20.567,32.637,20.344,32.36,20.344z M27.53,15.935l0.368,0.965
c0.058,0.151,0.185,0.265,0.343,0.306l1,0.259c0.517,0.133,1.002,0.388,1.405,0.735c0.097,0.081,0.212,0.122,0.328,0.122
c0.14,0,0.279-0.061,0.379-0.174c0.181-0.209,0.156-0.525-0.053-0.706c-0.52-0.447-1.145-0.774-1.811-0.946l-0.75-0.194
l-0.275-0.724c-0.662-1.733-2.351-2.898-4.201-2.898c-0.805,0-1.602,0.221-2.301,0.64c-0.236,0.142-0.313,0.448-0.174,0.686
c0.143,0.237,0.449,0.313,0.688,0.173c0.545-0.327,1.164-0.499,1.787-0.499C25.701,13.68,27.016,14.587,27.53,15.935z"/>
</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": "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",
"path": null
} | Generate code for a svg of a black and white image of the Pinterest logo. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<g>
<path d="M406.136,53.215c0,0,0,0-0.001,0C370.389,18.899,321.054,0,267.219,0C185.506,0,135.043,33.699,107.1,61.971
C72.477,97,52.621,143.612,52.621,189.856c0,59.012,25.258,104.541,67.547,121.78c3.801,1.558,7.693,2.348,11.568,2.348
c8.382,0,15.764-3.632,20.8-9.803c-8.013,33.948-16.523,69.985-19.112,80.897c-1.244,5.296-6.523,32.705-7.677,60.475
c-1.638,39.447,5.961,60.88,23.232,65.52c2.302,0.618,4.596,0.927,6.882,0.927c16.178,0,31.916-15.478,46.874-46.152
c10.945-22.445,18.987-47.84,21.163-55.74c1.74-6.335,6.719-25.781,11.607-45.01c16.485,10.71,37.258,17.02,57.397,17.02
c48.074,0,91.275-21.585,121.64-60.781c28.913-37.323,44.836-89.078,44.836-145.732
C459.379,130.314,439.973,85.703,406.136,53.215z M142.447,196.675c0-55.014,41.074-113.485,117.196-113.485
c60.266,0,96.245,32.594,96.245,87.189c0,36.155-7.686,69.46-21.643,93.777c-8.966,15.619-24.466,34.238-47.402,34.238
c-8.891,0-16.787-3.531-21.658-9.686c-4.533-5.732-5.933-12.979-4.047-20.959c2.859-12.099,6.792-24.829,10.622-37.217
c7.269-23.544,14.133-45.783,14.133-64.497c0-34.957-22.693-59.37-55.186-59.37c-39.916,0-71.184,39.212-71.183,89.266
c0,20.588,4.849,36.8,7.932,45.025l-1.677,7.103c-0.382,1.619-0.795,3.371-1.237,5.241c-1.38-5.262-4.327-9.762-8.26-14.395
C146.715,227.581,142.447,214.557,142.447,196.675z M398.418,308.848c-26.416,34.097-63.89,52.876-105.516,52.876
c-20.573,0-42.691-8.504-56.354-21.663c-2.617-2.521-6.379-3.458-9.874-2.462c-3.495,0.997-6.195,3.78-7.087,7.302
c-8.335,32.893-13.646,53.572-15.356,59.797c-0.072,0.265-7.656,27.248-19.829,52.211c-13.544,27.774-24.693,35.925-30.13,34.465
c-3.425-0.921-9.535-11.505-8.146-44.976c1.009-24.298,5.597-50.029,7.148-56.632c4.273-18.003,24.678-104.47,32.358-137.02
l2.411-10.217c0.495-2.097,0.313-4.296-0.519-6.282c-2.285-5.459-7.603-20.315-7.603-40.314c0-38.618,22.308-68.87,50.787-68.87
c21.134,0,34.789,15.298,34.789,38.974c0,15.638-6.425,36.448-13.248,58.552c-3.905,12.635-7.944,25.701-10.961,38.472
c-3.322,14.06-0.516,27.663,7.903,38.306c8.766,11.075,22.49,17.426,37.653,17.426c25.881,0,48.389-15.38,65.093-44.481
c15.702-27.359,24.349-64.269,24.349-103.931c0-32.412-11.036-59.643-31.914-78.745c-20.624-18.868-49.921-28.842-84.728-28.842
c-52.136,0-84.375,23.198-102.241,42.659c-22.467,24.474-35.352,57.723-35.352,91.224c0,22.733,5.928,40.336,18.67,55.412
c4.467,5.262,5.193,6.844,3.482,13.155c-0.017,0.064-0.034,0.13-0.05,0.194l-0.227,0.907c-1.339,5.358-4.126,16.511-5.341,21.082
c-0.602,2.3-2.291,6.159-6.845,6.159c-1.21,0-2.5-0.277-3.851-0.831C93.53,278.75,73.019,240.282,73.019,189.855
c0-40.919,17.711-82.305,48.589-113.546c25.21-25.507,70.938-55.912,145.611-55.912c48.543,0,92.861,16.881,124.789,47.532
c29.852,28.662,46.973,67.91,46.973,107.679C438.981,227.764,424.575,275.082,398.418,308.848z"/>
</g>
</g>
<g>
<g>
<path d="M238.496,207.256c-5.403-1.597-11.075,1.487-12.672,6.887l-11.219,37.929c-1.598,5.402,1.486,11.076,6.887,12.673
c0.965,0.286,1.94,0.421,2.896,0.421c4.402,0,8.463-2.872,9.775-7.308l11.219-37.929
C246.981,214.527,243.897,208.853,238.496,207.256z"/>
</g>
</g>
<g>
<g>
<path d="M248.694,172.776c-5.401-1.597-11.075,1.487-12.673,6.887l-1.508,5.099c-1.596,5.401,1.487,11.075,6.888,12.672
c0.965,0.286,1.94,0.421,2.896,0.421c4.402,0,8.464-2.873,9.776-7.308l1.508-5.099
C257.178,180.046,254.095,174.373,248.694,172.776z"/>
</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>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green trees lining the city streets providing shade. | <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="#5a9e52" d="M0 0h74q-2 1-2 4 5 1 0 5 5 3 6-2l1 3q-3 6-6 2-4 2 0 5l-4 8v8q-7 0-6 8-3-1-4 1l-1 5-1-9q1-4 4-1l6-9q1-12-1-22L56 4q-3 0-4 4-1-6-3 0l-4-2-7 5 1 2q-7 0-4 6l-2 1 1 1q2 7-3 13l1 2-3-1q2-5-1-5 2-3 5-2v-4l-12 3q-3 1-4 4-6-3-5 2h-2q0-4 3-6l9-2q0-3 3-4h-3l1-4q4 0 4-4-4 3-9 0-3-6-5 0-4 1-6-2l-3 3H0z"/><path fill="#2a6f36" d="M74 0h22v11l-2-2V7q-7 8-15 3l-1-3q-1 5-6 2 5-4 0-5 0-3 2-4"/><path fill="#5e9f5b" d="M57 38H45q-1-2-3-1 0-8-6-11 0-4-2-5l-1-1 2-1q-3-6 4-6l-1-2 7-5 4 2q2-6 3 0 1-4 4-4l10 2q2 10 1 22l-6 9q-3-3-4 1"/><path fill="#49913e" d="M96 11v3q-5-1-7 2h-2l-4-1q-4 2 0 3-3 3-4 0l-1 2h-5l5 4q-1 2-4 1v4h-3q4 4 11 5l-4 1q-1 4-6 4l-3-6v-8l4-8q-4-3 0-5 3 4 6-2 8 5 15-3v2z"/><path fill="#3e883d" d="M96 14v21l-3-6 2 8h-3l-6-14q-3 2 0 3-4 2 0 3l-2 1-7-3 3-4 1 1 1-3h3l5-5h-1q2-3 7-2"/><path fill="#337e38" d="m13 13-5 7h4v1l-2 2q-6 0-7-3-5 3 1 3l-1 7-2 2H0V14h4l3-3q2 3 6 2"/><path fill="#a7c0a1" d="m13 13 3 3-4 4H8z"/><path fill="#204d28" d="M87 16h3l-5 5-1-3z"/><path fill="#c3d1c2" d="m17 20 1 2q-3 0-4 3-1-5 3-5"/><path fill="#296933" d="m22 25-4-3-1-2q-1-3 1-4h-2l-3-3q2-6 5 0 5 3 9 0 0 4-4 4l-1 4h3q-3 1-3 4"/><path fill="#3b5944" d="M16 16h2q-2 1-1 4-4 0-3 5 1-3 4-3l4 3-9 2q-3 0-4 3-4-1-1-3l-2-3q-3 5-2 11H3v-5l1-7q-6 0-1-3 1 3 7 3v3l2-5v-1z"/><path fill="#d5d5d0" d="m12 21-2 5v-3z"/><path fill="#3b853c" d="M34 21q2 1 2 5 6 3 6 11 2-1 3 1l-8 2v-6L27 47q-3-1-3-4l4-3 4-4-1-2q5-6 3-13"/><path fill="#2e7235" d="M29 35q-10 0-1 5l-4 3q0 3 3 4l-2 9-3-6-1 5q-4-4-1-9l1 2 2-4h-1l1-9 5-3q-2 0-3-2l-10 8v-5h-3q-1-5 5-2 1-3 4-4l12-3v4q-3-1-5 2 3 0 1 5"/><path fill="#63a966" d="m9 30-3 6-2-1q-1-6 2-11l2 3q-3 2 1 3"/><path fill="#739079" d="m0 32 1 2-2 2z"/><path fill="#203429" d="M13 27q-3 2-3 6H9l2 2q-3 0-3 4-2 1-1 4H6l-1-1 1-6 3-6q1-3 4-3"/><path fill="#204a2a" d="M22 44h-2l1-3q-6-7-6 2l-3-5-1-3-2-2h6v5l10-8q1 2 3 2l-5 3z"/><path fill="#62ac67" d="m11 35 1 3v1H8q0-4 3-4"/><path fill="#1d5027" d="m29 35 3 1-4 4q-9-5 1-5"/><path fill="#265431" d="M96 35v27q-2-6-1-12v-1l-1-8q-1 1-3-1l-2 4-1-1-1 7-2 6-1-6-1-1q0-3-1-1-2-7-8-8 3-2 6 1l6 6q0-4-2-5l3-1q-3-5-8-5 6-1 9 5 3-4-1-6l2-3q-4 0-5-2l2-1q-4-1 0-3-3-1 0-3l6 14h3l-2-8z"/><path fill="#2a6f32" d="m87 16-3 2 1 3h-3l-1 3-1-1-3 4 7 3q1 2 5 2l-2 3q4 2 1 6-3-6-9-5 5 0 8 5l-3 1q2 1 2 5l-6-6q-3-3-6-1 6 1 8 8l-1 5-3-5q-4-3-2-6-3-1-4 1l-3-1v3q-7-9 3-6 5 0 6-4l4-1q-7-1-11-5h3v-4q3 1 4-1l-5-4h5l1-2q1 3 4 0-4-1 0-3z"/><path fill="#dfdad2" d="m3 35 2 1-1 6-1 1q-2-5-1-8"/><path fill="#eceee5" d="M45 38h12l1 9q-3 1-3 4-3 2-3 5-3 3 2 8l3 4-2 3h-3q-7 0-6-6 4-6 1-11 0-6-3-10 3-3 1-6"/><path fill="#6eab46" d="m69 33 3 6q-10-3-3 6v-3l3 1v5l-3-2h-3q-3 4-4 1-8 1-2 7l3-4 3 3-5 3q-3-2-4-1l-2-4q0-3 3-4l1-5q1-2 4-1-1-8 6-8"/><path fill="#67a95d" d="m20 44-3 3-2-4q0-9 6-2z"/><path fill="#294335" d="m15 43 2 4 3-3h3l-2 4-1-2q-3 5 1 9l1-5 3 6q5-2 7 4 1-6 3 0-3 4 0 10l-2 6q-2-3-1-4l-2-12q-6-6-4 3l-1 3-1-9-1 2q0-3-2-3-2 2-1 5-1 6 1 14l-2 4q-2-3-1-4V62l-2-15q-2-3-1-4"/><path fill="#549653" d="m6 43 2 19q-3-1-5 1-3-11 2-20"/><path fill="#546a5a" d="m12 38 3 5q-1 1 1 4-2 2-1 6l-2 9V52l-2-10z"/><path fill="#38823b" d="M44 44q3 4 3 10-2-1-1-3-4 0-6 4l-5 3-1-3-1 1v-4h4l2-7-11 7q-1-4 1-6 7-5 15-2"/><path fill="#448d4b" d="M95 49h-4l-3 3q2-3-1-2l1-7 1 1 2-4q2 2 3 1z"/><path fill="#307a33" d="m78 48 3 10q-4 1-5 4 1-7-5-12v1q3 3 2 8l-5-2-2-4-3-3-3 4q-6-6 2-7 1 3 4-1h3l3 2v-5q1-2 4-1-2 3 2 6"/><path fill="#255f2f" d="M45 38q2 3-1 6-8-3-15 2-2 2-1 6l11-7-2 7h-4v4l1-1 1 3 5-3 3 2q-3 3-3 7h-1q-4-1-4-4-2-6-3 0-2-6-7-4l2-9 10-13v6z"/><path fill="#72b166" d="M13 52v10h-3V50z"/><path fill="#3b914a" d="m83 49 1 1 1 6v1q-3 1-2-2z"/><path fill="#549637" d="m55 51 2 4q1-1 4 1l5-3 2 4q2 3-3 3l-1 5-4-4 3-1h-4l-2-2-4 2-1-4q0-3 3-5"/><path fill="#3f6c49" d="M83 55q-1 3 2 2l1 6h-2l-2-6z"/><path fill="#6caf5c" d="M88 63h-1v-8l3-1 1 8q-3-1-3 1"/><path fill="#689a61" d="M23 59v3l-2 1-1-2q-1-3 1-5 2 0 2 3"/><path fill="#2b702d" d="M47 54q3 5-1 11l-3 1-3-2q0-4 3-7l-3-2q2-4 6-4-1 2 1 3"/><path fill="#86b380" d="m16 47 2 15-3-1v-8q-1-4 1-6"/><path fill="#b8cea9" d="M95 49h-3v13h-4q0-2 3-1l-1-8-3 1q-1-3 1-3l3-3z"/><path fill="#2c6f2a" d="m52 56 1 4 4-2 2 2h4l-3 1 4 4-1 1q-3 0-4 3l-1-3q-2-3-4-2-5-5-2-8"/><path fill="#67a263" d="m32 72-1 1h-3V60l-2 3q-2-9 4-3z"/><path fill="#376632" d="m68 57 5 2-2 2v4l-3-1q-2 0-1 3l-2-1-1-1 1-5q5 0 3-3"/><path fill="#26412b" d="m76 62-1 2q-2-1-2 3h-1l-1-2v-4l2-2q1-5-2-8v-1q6 5 5 12"/><path fill="#212d2c" d="M3 30v5q-1 3 1 8l1-1 1 1q-5 9-2 20v14l1 9H0V36l2-2-1-2z"/><path fill="#597c4d" d="m82 63-3 5-2-1 2-5z"/><path fill="#a9b499" d="m31 73-5 2q-2-4-1-9l1-3 2-3v13z"/><path fill="#213d32" d="M83 49v6l-1 2 2 6q-1 6 1 13l-4 2v-4l1-10v-1l-1-5-3-10 3 5 1-5q1-2 1 1"/><path fill="#121e21" d="M87 50q3-1 1 2-2 0-1 3v8l-1 10V63l-1-6v-1z"/><path fill="#303d3f" d="M15 53v22q-1 2 1 5h-4l1-3V62z"/><path fill="#ebe9e0" d="M95 50q-1 6 1 12v12l-2 4h-3v-9h-3v-6h4V50z"/><path fill="#9ca895" d="M54 64q2-1 4 2v5h-3l2-3z"/><path fill="#d26c78" d="m68 64 3 1 1 2-3 1-1 3z"/><path fill="#8e917a" d="m81 58 1 5h-3l-2 5 2 1q-1 3 2 5-2-1-2 1l-4-3v-8l1-2q1-3 5-4"/><path fill="#8ca488" d="M35 60q0 3 4 4l-1 7q-2-8-1 1-3 1-2-2-3-6 0-10"/><path fill="#9db698" d="M64 65v5h-2v-5z"/><path fill="#bcbca0" d="m20 61 1 2 2-1v12l-2 1q-2-8-1-14"/><path fill="#36483e" d="m39 64 3 2v6h-6q-1-9 1-1z"/><path fill="#46634f" d="m58 66 1 3q1-3 4-3v5l-1 2q-2-5-4-2z"/><path fill="#b9838a" d="m82 64-1 10q-3-2-2-5z"/><path fill="#172425" d="M25 66q-1 5 1 9-3 3-3-1V59l1-2z"/><path fill="#2d493a" d="m65 66 2 1v5l1 3q-3-1-3-4z"/><path fill="#c7b2a8" d="M68 64v7l1-3 3-1h1v5h-6v-5q-1-3 1-3"/><path fill="#dddccf" d="m15 61 3 1v13h-3z"/><path fill="#a3b390" d="M84 63h2v13h-1q-2-7-1-13"/><path fill="#dae3ce" d="M8 39h4l-1 3 2 10-3-2v12h3v15H4V63q2-2 5-1L7 43q-1-3 1-4"/><path fill="#7aab77" d="M7 69h4v4H7z"/><path fill="#181d20" d="M75 64v11l-3-1 1-2v-5q0-4 2-3"/><path fill="#4e6354" d="m75 72 4 3-1 3-3-3z"/><path fill="#b5b5a1" d="M88 69h3v9h-2q-2-4-1-9"/><path fill="#6b9f78" d="M46 65q-1 6 6 6-17 5-32 12v-1l1-2-2-1 2-4 2-1q0 4 3 1l5-2 1-1q-1 1 1 4l2-6q-1 3 2 2h6v-6z"/><path fill="#2e3c3d" d="M87 63v6q-1 5 1 9l1 2h-5l1-4v-3z"/><path fill="#5a9b66" d="M15 75h3q-1 1 1 4l2 1-1 2-15 4-1-9h9l-1 3h4q-2-3-1-5"/><path fill="#1a4130" d="M96 74v10l-3-1 1-5z"/><path fill="#3e7c4d" d="M63 71h2q0 3 3 4l-5 1 3 1q-3 0-1 2h3l18 7 10 5v3q-3-5-8-5l-2 1-3-3-11-2q-3 2-6-1-8 2-13-3-2 6-1 15h-1l-1-21-1 5q-3 2-3 6-3-6-7-8l-5 2-6 1 3 2-6 2-2 5q-3-3-6 0l-1 6H0v-7a344 344 0 0052-18h6q2-3 4 2z"/><path fill="#3f814c" d="M49 80v16H16l1-6q3-3 6 0l2-5 6-2-3-2 6-1 2 1 3-3q4 2 7 8 0-4 3-6"/><path fill="#9eb59f" d="M68 79q0-3 3-1z"/><path fill="#57976c" d="M67 72h6l-1 2 3 1 3 3 1-3q0-2 2-1v4l4-2h1l-1 4h5l-1-2h5l-1 5 3 1v5l-10-3-18-7h-3q-2-2 1-2l-3-1 5-1z"/><path fill="#a6bba9" d="M20 82 0 89v-3h5z"/><path fill="#3c7f4b" d="M96 94v2H52q-1-9 1-15 5 5 13 3 3 3 6 1l11 2 3 3 2-1q5 0 8 5"/><path fill="#bfcfc0" d="M51 96h-2V80l1-5z"/><path fill="#becaba" d="m86 86 10 3v2z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of an icon depicting a swimming pool with a ladder, colored in blue and yellow. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<circle style="fill:#273B7A;" cx="256" cy="256" r="256"/>
<path style="fill:#121149;" d="M511.998,256c0-5.367-0.184-10.688-0.51-15.974L389.634,117.022l-78.145,11.586l-43.998-11.586
l-34.047,18.087l-7.758,139.421L121.53,427.76l77.971,77.971c18.179,4.094,37.083,6.268,56.498,6.268
C397.384,512,511.998,397.384,511.998,256z"/>
<path style="fill:#71E2EF;" d="M398.222,263.758c-23.702,0-23.702-20.687-47.404-20.687c-23.702,0-23.702,20.687-47.404,20.687
c-23.702,0-23.702-20.687-47.404-20.687c-23.704,0-23.704,20.687-47.406,20.687c-23.707,0-23.707-20.687-47.413-20.687
s-23.709,20.687-47.414,20.687v146.101c0,13.567,10.999,24.566,24.566,24.566h235.313c13.567,0,24.566-10.999,24.566-24.566V263.758
z"/>
<path style="fill:#38C6D9;" d="M350.818,243.071c-23.702,0-23.702,20.687-47.404,20.687c-23.702,0-23.702-20.687-47.404-20.687
c-0.796,0-1.562,0.028-2.308,0.072v191.281h119.955c13.567,0,24.566-10.999,24.566-24.566V263.758
C374.52,263.758,374.52,243.071,350.818,243.071z"/>
<path style="fill:#FEE187;" d="M309.01,193.077h-77.576c-5.236,0-9.481-4.246-9.481-9.481c0-5.236,4.246-9.481,9.481-9.481h77.576
c5.236,0,9.481,4.246,9.481,9.481C318.492,188.831,314.246,193.077,309.01,193.077z"/>
<path style="fill:#FFC61B;" d="M309.01,174.114h-39.793v18.963h39.793c5.236,0,9.481-4.246,9.481-9.481
C318.492,178.36,314.246,174.114,309.01,174.114z"/>
<path style="fill:#FEE187;" d="M309.01,237.037h-77.576c-5.236,0-9.481-4.246-9.481-9.481c0-5.236,4.246-9.481,9.481-9.481h77.576
c5.236,0,9.481,4.246,9.481,9.481C318.492,232.791,314.246,237.037,309.01,237.037z"/>
<g>
<path style="fill:#FFC61B;" d="M309.01,218.074h-39.793v18.963h39.793c5.236,0,9.481-4.246,9.481-9.481
C318.492,222.32,314.246,218.074,309.01,218.074z"/>
<path style="fill:#FFC61B;" d="M227.556,293.926c-5.236,0-9.481-4.246-9.481-9.482v-128c0-28.755,23.393-52.148,52.148-52.148
s52.148,23.393,52.148,52.148c0,5.236-4.246,9.481-9.481,9.481s-9.481-4.246-9.481-9.481c0-18.298-14.888-33.185-33.185-33.185
c-18.298,0-33.185,14.888-33.185,33.185v128C237.037,289.68,232.791,293.926,227.556,293.926z"/>
</g>
<path style="fill:#E5AA15;" d="M270.222,104.296c-0.336,0-0.669,0.019-1.005,0.026v18.989c0.336-0.01,0.665-0.052,1.005-0.052
c18.298,0,33.185,14.888,33.185,33.185c0,5.236,4.246,9.481,9.481,9.481s9.481-4.246,9.481-9.481
C322.37,127.69,298.977,104.296,270.222,104.296z"/>
<path style="fill:#D48B07;" d="M312.889,293.926c-5.236,0-9.481-4.246-9.481-9.482v-128c0-28.755,23.393-52.148,52.148-52.148
s52.148,23.393,52.148,52.148c0,5.236-4.246,9.481-9.482,9.481c-5.236,0-9.481-4.246-9.481-9.481
c0-18.298-14.888-33.185-33.185-33.185c-18.298,0-33.185,14.888-33.185,33.185v128C322.37,289.68,318.124,293.926,312.889,293.926z"
/>
<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": "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",
"path": "emoji_u1f471_1f3fc.png"
} | Generate code for a svg of a person: medium-light skin tone, blond hair | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="hairGroup">
<g id="hair_x5F_blond_1_">
<path d="M98.9,79.85c-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-0.57-0.08-20.26-0.12-39.97-0.12c-19.71,0-39.39,0.04-39.97,0.12 c0,0-2.65,1.95-2.63,2.01c-4.35,10.69,0.33,21.22,4.64,25.76c2.71,2.86,4.3,5.17,3.06,7.44c-1.21,2.21-4.81,2.53-4.81,2.53 s0.83,2.26,2.83,3.48c1.85,1.13,4.13,1.39,5.7,1.43c0,0,6.15,8.51,22.23,8.51l8.95,0l8.95,0c16.08,0,22.23-8.51,22.23-8.51 c1.57-0.04,3.85-0.3,5.7-1.43c2-1.22,2.83-3.48,2.83-3.48S100.11,82.06,98.9,79.85z" style="fill:#FFE13B;"/>
</g>
<g id="hairHighlights_x5F_blond_1_">
<radialGradient id="SVGID_1_" cx="99.638" cy="82.1502" gradientTransform="matrix(1 0 0 -0.4912 -21.0551 122.5021)" gradientUnits="userSpaceOnUse" r="23.419">
<stop offset="0.6985" style="stop-color:#FFEE58;stop-opacity:0"/>
<stop offset="1" style="stop-color:#FFEE58"/>
</radialGradient>
<path d="M63.99,95.79v-9.44l28.57-2.26l2.6,3.2c0,0-6.15,8.51-22.23,8.51L63.99,95.79z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="76.5728" cy="78.6684" gradientTransform="matrix(-0.9057 0.4238 0.3144 0.6719 146.2699 -6.6435)" gradientUnits="userSpaceOnUse" r="6.9209">
<stop offset="0.4179" style="stop-color:#FFEE58"/>
<stop offset="1" style="stop-color:#FFEE58;stop-opacity:0"/>
</radialGradient>
<path d="M95.1,83.16c-4.28-6.5,5.21-8.93,5.21-8.93s0.01,0.01,0.01,0.01 c-1.65,2.05-2.4,3.84-1.43,5.61c1.21,2.21,4.81,2.53,4.81,2.53S98.79,86.74,95.1,83.16z" style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="92.3654" cy="64.2007" gradientTransform="matrix(-0.0746 -0.9972 -0.8311 0.0622 146.1061 152.3157)" gradientUnits="userSpaceOnUse" r="30.3992">
<stop offset="0.6985" style="stop-color:#FFEE58;stop-opacity:0"/>
<stop offset="1" style="stop-color:#FFEE58"/>
</radialGradient>
<path d="M106.62,46.65c4.25,10.35-0.22,21.01-4.41,25.51c-0.58,0.62-3.01,3.01-3.57,4.92 c0,0-9.54-13.31-12.39-21.13c-0.58-1.58-1.1-3.2-1.17-4.88c-0.05-1.26,0.14-2.76,0.87-3.82c0.89-1.31,20.16-1.7,20.16-1.7 C106.11,45.55,106.62,46.65,106.62,46.65z" style="fill:url(#SVGID_3_);"/>
<radialGradient id="SVGID_4_" cx="42.3846" cy="62.2788" gradientTransform="matrix(0.0746 -0.9972 0.8311 0.0622 -12.5391 100.6719)" gradientUnits="userSpaceOnUse" r="30.3992">
<stop offset="0.6985" style="stop-color:#FFEE58;stop-opacity:0"/>
<stop offset="1" style="stop-color:#FFEE58"/>
</radialGradient>
<path d="M21.4,46.65C17.16,57,21.63,67.66,25.81,72.15c0.58,0.62,3.01,3.01,3.57,4.92 c0,0,9.54-13.31,12.39-21.13c0.58-1.58,1.1-3.2,1.17-4.88c0.05-1.26-0.14-2.76-0.87-3.82c-0.89-1.31-1.93-0.96-3.44-0.96 c-2.88,0-15.49-0.74-16.47-0.74C22.17,45.55,21.4,46.65,21.4,46.65z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="49.4392" cy="82.1502" gradientTransform="matrix(-1 0 0 -0.4912 98.8783 122.5021)" gradientUnits="userSpaceOnUse" r="23.419">
<stop offset="0.6985" style="stop-color:#FFEE58;stop-opacity:0"/>
<stop offset="1" style="stop-color:#FFEE58"/>
</radialGradient>
<path d="M64.03,95.79v-9.44l-28.57-2.26l-2.6,3.2c0,0,6.15,8.51,22.23,8.51L64.03,95.79z" style="fill:url(#SVGID_5_);"/>
<radialGradient id="SVGID_6_" cx="26.9462" cy="78.9949" gradientTransform="matrix(0.9057 0.4238 -0.3144 0.6719 27.3762 14.4962)" gradientUnits="userSpaceOnUse" r="6.9209">
<stop offset="0.4179" style="stop-color:#FFEE58"/>
<stop offset="1" style="stop-color:#FFEE58;stop-opacity:0"/>
</radialGradient>
<path d="M32.93,83.16c4.28-6.5-5.21-8.93-5.21-8.93s-0.01,0.01-0.01,0.01 c1.65,2.05,2.4,3.84,1.43,5.61c-1.21,2.21-4.81,2.53-4.81,2.53S29.23,86.74,32.93,83.16z" style="fill:url(#SVGID_6_);"/>
</g>
</g>
<g id="shirt">
<linearGradient id="SVGID_7_" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="94.5183" y2="122.7057">
<stop offset="0" style="stop-color:#F78C1F"/>
<stop offset="0.4936" style="stop-color:#F37F20"/>
<stop offset="1" style="stop-color:#ED6D23"/>
</linearGradient>
<path d="M64.13,94.68c-0.04,0-0.09,0-0.13,0c-25.49,0.03-51.13,7.5-51.13,25.28v4.03h1.5h1.5h96.27 h1.5h1.5v-4.03C115.13,103.2,89.73,94.68,64.13,94.68z" style="fill:url(#SVGID_7_);"/>
</g>
<g id="neck">
<path d="M64,90.08h-9.08v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98H64z" style="fill:#C48E6A;"/>
</g>
<g id="face">
<g id="ears">
<path d="M91.33,50.43h-7.37H44.04h-7.37c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41h7.37h39.91 h7.37c5.89,0,10.71-5.14,10.71-11.41S97.22,50.43,91.33,50.43z" style="fill:#C48E6A;"/>
</g>
<g id="head">
<path d="M64,11.07L64,11.07L64,11.07c-17.4,0-33.52,18.61-33.52,45.39c0,26.64,16.61,39.81,33.52,39.81 S97.52,83.1,97.52,56.46C97.52,29.68,81.4,11.07,64,11.07z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows">
<path d="M54.8,49.82c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39c0.86-0.29,2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18c0.86,0.29,1.64-0.03,1.9-0.39 C55.1,50.99,55.21,50.36,54.8,49.82z" style="fill:#AB872F;"/>
<path d="M87.67,49.82c-0.93-1.23-3.07-3.01-7.23-3.01c-4.16,0-6.31,1.79-7.23,3.01 c-0.41,0.54-0.31,1.17-0.02,1.55c0.26,0.35,1.04,0.68,1.9,0.39c0.86-0.29,2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18 c0.86,0.29,1.64-0.03,1.9-0.39C87.97,50.99,88.08,50.36,87.67,49.82z" style="fill:#AB872F;"/>
</g>
<g id="eyes">
<ellipse cx="80.44" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
<ellipse cx="47.56" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
</g>
<path id="nose" d="M67.86,68.06c-0.11-0.04-0.21-0.07-0.32-0.08h-7.07c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69c2.84,0,4.25-1.99,4.55-2.69C68.85,68.98,68.5,68.32,67.86,68.06z" style="fill:#C48E6A;"/>
<path id="mouth" d="M72.42,76.14c-3.19,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.45,5.42,11.37,5.42s10.55-3.79,11.3-5.42C76.09,76.72,74.25,75.05,72.42,76.14z" style="fill:#6D4C41;"/>
</g>
<g id="hairGroup_1_">
<g id="hair_x5F_blond">
<path d="M104.07,25.11c-2.44-3.7-7.91-8.64-12.82-8.97c-0.79-4.72-5.84-8.72-10.73-10.27 C67.29,1.68,58.68,6.38,54.06,8.91c-0.96,0.53-7.17,3.97-11.51,1.5c-2.72-1.55-2.67-5.74-2.67-5.74s-8.53,3.25-5.61,12.29 c-2.93,0.12-6.77,1.36-8.8,5.47c-2.42,4.9-1.56,8.99-0.86,10.95c-2.52,2.14-5.69,6.69-3.52,12.6c1.64,4.45,8.17,6.5,8.17,6.5 c-0.46,8.01,1.03,12.94,1.82,14.94c0.14,0.35,0.63,0.32,0.72-0.04c0.99-3.96,4.37-17.8,4.03-20.21c0,0,11.35-2.25,22.17-10.22 c2.2-1.62,4.59-3,7.13-4.02c13.59-5.41,16.44,3.82,16.44,3.82s9.42-1.81,12.26,11.27c1.07,4.9,1.8,12.75,2.4,18.24 c0.04,0.39,0.57,0.47,0.73,0.11c0.95-2.18,2.85-6.5,3.3-10.91c0.16-1.55,4.34-3.6,6.14-10.26 C108.79,36.32,105.84,27.78,104.07,25.11z" style="fill:#FFE13B;"/>
</g>
<g id="hairHighlights_x5F_blond">
<radialGradient id="SVGID_8_" cx="82.0189" cy="43.0538" gradientTransform="matrix(0.3076 0.9515 -0.706 0.2282 87.1844 -44.8142)" gradientUnits="userSpaceOnUse" r="35.6328">
<stop offset="0.6985" style="stop-color:#FFEE58;stop-opacity:0"/>
<stop offset="1" style="stop-color:#FFEE58"/>
</radialGradient>
<path d="M100.22,55.5c0.16-1.55,4.34-3.6,6.14-10.26c0.19-0.71,0.35-1.43,0.5-2.15 c1.46-8.09-1.16-15.52-2.79-17.98c-2.26-3.42-7.1-7.89-11.7-8.81c-0.4-0.05-0.79-0.1-1.16-0.12c0,0,0.33,2.15-0.54,3.86 c-1.12,2.22-3.41,2.75-3.41,2.75C99.24,34.77,98.38,44.79,100.22,55.5z" style="fill:url(#SVGID_8_);"/>
<radialGradient id="SVGID_9_" cx="47.28" cy="4.2004" gradientTransform="matrix(0.8813 0.4726 -0.5603 1.045 7.9663 -22.5323)" gradientUnits="userSpaceOnUse" r="9.3426">
<stop offset="0.58" style="stop-color:#FFEE58"/>
<stop offset="1" style="stop-color:#FFEE58;stop-opacity:0"/>
</radialGradient>
<path d="M56.95,7.39c-1.09,0.53-2.06,1.06-2.89,1.51c-0.96,0.53-7.17,3.97-11.51,1.5 c-2.67-1.52-2.67-5.58-2.67-5.72c-1.23,1.57-4.95,12.78,5.93,13.53c4.69,0.32,7.58-3.77,9.3-7.23 C55.72,9.71,56.69,7.88,56.95,7.39z" style="fill:url(#SVGID_9_);"/>
<radialGradient id="SVGID_10_" cx="159.0551" cy="65.1377" gradientTransform="matrix(-0.9378 -0.3944 0.2182 -0.5285 203.1098 118.3256)" gradientUnits="userSpaceOnUse" r="28.7211">
<stop offset="0.6985" style="stop-color:#FFEE58;stop-opacity:0"/>
<stop offset="1" style="stop-color:#FFEE58"/>
</radialGradient>
<path d="M79.16,5.47c7.32,1.98,10.89,5.71,12.08,10.68c0.35,1.46,0.77,15.08-25.23-0.4 c-9.67-5.76-7.03-9.36-5.9-9.77C64.53,4.38,70.96,3.25,79.16,5.47z" style="fill:url(#SVGID_10_);"/>
<radialGradient id="SVGID_11_" cx="43.5288" cy="12.7242" gradientTransform="matrix(1 0 0 1.2233 0 -2.8409)" gradientUnits="userSpaceOnUse" r="8.5755">
<stop offset="0.7016" style="stop-color:#FFEE58;stop-opacity:0"/>
<stop offset="1" style="stop-color:#FFEE58"/>
</radialGradient>
<path d="M39.84,4.68c-0.01,0.01-0.03,0.01-0.06,0.02c0,0,0,0-0.01,0 c-0.93,0.39-8.24,3.78-5.51,12.26l7.78,1.25c-6.89-6.98-2.17-13.55-2.17-13.55S39.85,4.67,39.84,4.68z" style="fill:url(#SVGID_11_);"/>
<radialGradient id="SVGID_12_" cx="42.349" cy="27.861" gradientTransform="matrix(-0.9657 -0.2598 0.2432 -0.9037 76.4688 64.0421)" gradientUnits="userSpaceOnUse" r="16.0834">
<stop offset="0.6985" style="stop-color:#FFEE58;stop-opacity:0"/>
<stop offset="1" style="stop-color:#FFEE58"/>
</radialGradient>
<path d="M39.07,17.73l-4.81-0.77c-0.19,0-0.83,0.06-1.18,0.11c-2.71,0.38-5.9,1.78-7.63,5.36 c-1.86,3.86-1.81,7.17-1.3,9.38c0.15,0.74,0.45,1.58,0.45,1.58s2.38-2.26,8.05-2.41L39.07,17.73z" style="fill:url(#SVGID_12_);"/>
<radialGradient id="SVGID_13_" cx="38.5334" cy="43.3909" gradientTransform="matrix(0.9907 0.1363 -0.1915 1.3921 8.6705 -22.2661)" gradientUnits="userSpaceOnUse" r="16.8856">
<stop offset="0.6985" style="stop-color:#FFEE58;stop-opacity:0"/>
<stop offset="1" style="stop-color:#FFEE58"/>
</radialGradient>
<path d="M24.37,33.58c-2.37,2.1-5.56,6.79-3.21,12.61c1.78,4.39,8.09,6.29,8.09,6.29 c0,0.02,1.26,0.39,1.91,0.39l1.48-21.9c-3.03,0-5.94,0.91-7.82,2.22C24.85,33.23,24.36,33.55,24.37,33.58z" style="fill:url(#SVGID_13_);"/>
</g>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white icon depicting a document with the letter 'A'. | <?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="45.057px" height="45.057px" viewBox="0 0 45.057 45.057" style="enable-background:new 0 0 45.057 45.057;"
xml:space="preserve">
<g>
<g id="_x31_80_64_">
<g>
<path d="M33.43,0H5.18v45.057h34.697V6.251L33.43,0z M36.878,42.056H8.18V3h23.705v4.76h4.992L36.878,42.056L36.878,42.056z"/>
<path d="M25.462,14.732h-4.769L14.86,30.568h4.901l0.71-2.263h5.035l0.666,2.263h5.057L25.462,14.732z M21.535,24.912
l1.531-4.878h0.044l1.419,4.878H21.535z"/>
<rect x="26.337" y="34.629" width="7.125" height="1.898"/>
</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>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "emoji_u1f9cf_200d_2640.png"
} | Generate code for a svg of a deaf woman | <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="hairGroup">
<path id="hair" d="M46.71,4H40.7c-2.23,35.59,9.41,89.72,24.78,120h6.77H124V4H46.71z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_1_" cx="116.0033" cy="77.8857" gradientTransform="matrix(0.9795 -0.2016 -0.4144 -2.013 34.6595 230.2857)" gradientUnits="userSpaceOnUse" r="78.6505">
<stop offset="0.7183" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights" d="M46.71,4H40.7c-2.23,35.59,9.41,89.72,24.78,120h6.77H124V4 H46.71z" style="fill:url(#hairHighlights_1_);"/>
</g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="85.396" x2="85.396" y1="33.6096" y2="6.044">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
<path d="M121.39,95.11c-19.84,0-59.38,10.01-74.61,28.89h1.9h2.12H124V98.14v-1.51v-1.5 C123.13,95.12,122.26,95.11,121.39,95.11z" style="fill:url(#SVGID_1_);"/>
<g id="neck_1_">
<path d="M104.39,75.85v18.58c0,8.24,6.67,14.94,14.86,14.94c0,0,4.27-0.03,4.75-0.08V75.85H104.39z" style="fill:#E59600;"/>
</g>
<g id="ears">
<path d="M120.89,11.1H83.95H70.82c-10.49,0-19.08,9.15-19.08,20.32s8.59,20.32,19.08,20.32h13.12h36.94V11.1 z" style="fill:#E59600;"/>
</g>
<path id="head" d="M61.29,11.85c0.66,22.24,7.37,42.68,18.9,57.54c10.77,13.89,25.09,21.85,39.3,21.85 c1.51,0,3.01-0.1,4.51-0.27V4H61.37C61.24,6.56,61.21,9.18,61.29,11.85z" style="fill:#FFCA28;"/>
<path id="mouth_1_" d="M104.54,59.65c-3.26-1.94-6.59,1.03-5.24,3.99c1.33,2.91,11.48,9.66,20.25,9.66 c1.46,0,2.96-0.2,4.45-0.53V62.02C116.67,62.55,108.08,61.76,104.54,59.65z" style="fill:#795548;"/>
<path id="nose_1_" d="M113.19,45.1c-0.19,0.02-0.39,0.07-0.57,0.15c-1.14,0.46-1.77,1.65-1.23,2.91 c0.54,1.26,3.05,4.8,8.1,4.8c1.83,0,3.32-0.47,4.51-1.12V45.1L113.19,45.1L113.19,45.1z" style="fill:#E59600;"/>
<ellipse id="eye_1_" cx="90.22" cy="28.78" rx="8.78" ry="9.09" style="fill:#404040;"/>
<path id="eyebrow_1_" d="M103.43,12.77c-1.65-2.19-5.47-5.37-12.88-5.37s-11.23,3.18-12.88,5.37 c-0.73,0.97-0.54,2.08-0.04,2.76c0.47,0.63,1.85,1.21,3.39,0.69c1.53-0.52,4.52-2.07,9.53-2.1c5.01,0.04,8,1.58,9.53,2.1 c1.53,0.52,2.92-0.06,3.39-0.69C103.98,14.85,104.16,13.73,103.43,12.77z" style="fill:#6D4C41;"/>
<path id="hair_1_" d="M55.89,4c-0.08,1.18-0.1,2.27-0.05,3.25c0.49,10.99,3.37,19.96,5.35,24.92 c0.42,1.06,1.98,0.82,2.06-0.32c0.38-5.4,1.59-14.23,5.5-18.62C72.25,9.3,79.26,6.53,86.34,4H55.89z" style="fill:#543930;"/>
<linearGradient id="shadow_x5F_shirt_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="75.2268" x2="88.2115" y1="16.3885" y2="10.3533">
<stop offset="0.1968" style="stop-color:#262626"/>
<stop offset="1" style="stop-color:#262626;stop-opacity:0"/>
</linearGradient>
<path id="shadow_x5F_shirt_1_" d="M95.93,98.57 c-14.56,4.01-28.72,7.54-39.97,16.58c-1.02,3.15-2.06,6.36-2.85,8.85h29.32L95.93,98.57z" style="opacity:0.35;fill:url(#shadow_x5F_shirt_2_);enable-background:new ;"/>
<linearGradient id="shadow_x5F_face_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="90.5947" x2="97.3678" y1="52.2088" y2="54.662">
<stop offset="0.1968" style="stop-color:#262626"/>
<stop offset="1" style="stop-color:#262626;stop-opacity:0"/>
</linearGradient>
<path id="shadow_x5F_face_1_" d="M94.95,69.13 c-3.31-5.56-7.46-3.8-9.82-2.62c-2.35,1.18-1.84,6.85-1.84,6.85c4.25,4.67,8.92,8.53,13.85,11.46C94.44,76.5,97.31,73.1,94.95,69.13 z" style="opacity:0.35;fill:url(#shadow_x5F_face_2_);enable-background:new ;"/>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="25.386" x2="59.0525" y1="12.4835" y2="12.4835">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
<path d="M66.76,116.69c-3.4-3.06-25.54-9.18-25.54-9.18c-0.83-0.33-1.62-0.48-2.36-0.48 c-3.24,0-5.57,2.82-7.18,5.07l-6.3,11.9h1.7h1.7h35.78h1.6h1.57C68.56,121.22,69.07,118.77,66.76,116.69z" style="fill:url(#SVGID_2_);"/>
<g id="hand_x5F_left_1_">
<linearGradient id="hand_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="90.2399" x2="44.4726" y1="58.1967" y2="14.941">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="hand" d="M56.12,119.35c14.59,0.56,19.9-10,20.99-19.97c0.63-5.76-0.32-11.23-0.32-11.23 s7.37-3.97,12.69-13.62c1.19-2.17,1.7-5.73-0.4-7.87c-2.2-2.24-6.29-2.95-9.98,1.2c-4.42,4.64-6.63,6.89-14.72,10.97 c-6.59,3.33-15.88,4.24-22.13,10.24C29.99,100.84,40.57,118.76,56.12,119.35z" style="fill:url(#hand_1_);"/>
<path id="tone_2_" d="M58.61,96.6c-1.12-4.98-3.83-7.91-7.89-9.08c-3-0.86-4.99-0.82-1.44,0.92 c3.84,1.88,6.05,4.97,6.89,8.71c0.99,4.39-1.1,7.37-3.6,8.37c-1.42,0.57-3.5,0.63-4.53-1.17c-1.82-3.17,1.59-4.96,1.6-4.96 c0.63-0.28,0.92-1.02,0.64-1.65s-1.01-0.92-1.65-0.64c-0.11,0.05-2.49,1.31-3.52,3.74c-1.02,2.4,0.17,7.54,5.71,7.54 c0.87,0,1.8-0.12,2.68-0.54C60.06,104.78,59.07,98.64,58.61,96.6z" style="fill:#EDA600;"/>
<path id="tone_1_" d="M68.86,94.03c-1.12-4.98-3.83-7.91-7.89-9.08c-3-0.86-4.99-0.82-1.44,0.92 c3.84,1.88,6.05,4.97,6.89,8.71c0.99,4.39-1.1,7.37-3.6,8.37c-1.42,0.57-3.5,0.63-4.53-1.17c-0.03-0.05-0.05-0.1-0.08-0.15 l-1.6,2.48c0.97,1,2.41,1.7,4.45,1.7c0.87,0,1.8-0.12,2.68-0.54C70.31,102.21,69.32,96.07,68.86,94.03z" style="fill:#EDA600;"/>
<path id="tone" d="M77.52,90.72c-1.12-4.98-3.83-7.91-7.89-9.08c-3-0.86-5-0.82-1.44,0.92 c3.84,1.88,6.05,4.97,6.89,8.71c0.99,4.39-1.1,7.37-3.6,8.37c-1.14,0.46-2.69,0.57-3.8-0.33c-0.33,0.64-0.81,1.57-1.22,2.4 c0.86,0.49,1.94,0.79,3.27,0.79c0.87,0,1.8-0.12,2.68-0.54C78.97,98.9,77.99,92.76,77.52,90.72z" style="fill:#EDA600;"/>
</g>
<g id="thumb_x5F_left_1_">
<g id="finger">
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64.6245" x2="79.0981" y1="25.602" y2="25.602">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path d="M78.22,98.5c1.88,2.95,0.79,7.36-3.92,9.35c-4.03,1.71-7.22,0.86-8.68-1.27 c-1.97-2.89-1.04-7.18,2.8-9.27S76.46,95.74,78.22,98.5z" style="fill:url(#SVGID_3_);"/>
</g>
<path id="tone_3_" d="M78.89,102.8c-0.48,2.07-1.74,4.07-3.63,5.39c-0.94,0.66-2.02,1.13-3.16,1.42 c-1.14,0.26-2.34,0.31-3.55,0.13c-1.19-0.22-2.44-0.67-3.44-1.74c-0.24-0.26-0.48-0.61-0.63-0.91c-0.12-0.26-0.25-0.52-0.36-0.79 c-0.21-0.55-0.41-1.11-0.5-1.71c-0.22-1.18-0.11-2.5,0.42-3.6c0.52-1.11,1.41-1.93,2.4-2.41c-0.45,1.02-0.8,1.97-0.88,2.88 c-0.09,0.9,0.04,1.76,0.32,2.6c0.14,0.42,0.31,0.84,0.5,1.26c0.09,0.21,0.21,0.42,0.31,0.63c0.08,0.17,0.15,0.25,0.25,0.39 c0.43,0.48,1.22,0.88,2.06,1.07c0.85,0.21,1.79,0.26,2.7,0.13c0.93-0.09,1.84-0.36,2.7-0.77C76.19,105.97,77.68,104.55,78.89,102.8 z" style="fill:#EDA600;"/>
</g>
<g id="arrow_1_">
<path d="M19.2,33.14 c0,32.01,19.62,42.4,19.62,42.4" style="fill:none;stroke:#B0BEC5;stroke-width:4;stroke-linejoin:round;stroke-miterlimit:10;"/>
<polygon points="41.14,66.27 30.91,77.86 44.45,80.83 " style="fill:#B0BEC5;"/>
</g>
</svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAmxZJREFUeNrsvWtwHNeZJXizAAIkSJDgQxJFWSL0tixbgvzolu21Bbptj8Nrj+iHdmK8s2tyuntiY2fDkmOj/22E5Ij51z8kd8RubMTMjuh99I+l3aLavT297l4TsqdluW23INnyQ5KboGhRpMQHSIAk3rn5JTILmTfvM/Pmq+ocRQlAoaqIysq853zne1zGAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACwg4dDAADrePW+PxkPvowLfjV918t/Oosj1LrPc1Jw90zwWc7g6AAABADQP2QwFnyZiG70/UPRryZzvNxULAyC26XoZ4iECnHxkT8bnzt7cWJ1aXnC87z7l64sjA0MDY6vLq2MGy9+nQ7zPDa9tro2O7h5aMZfXTvpDXSmd+6/YWbn0a9N4ygDEAAA0NJoPiCEgwEh3B+R/HgF/+xsJAaeo6+BIACJuCP8iYVLVw6uLCw9tLywNBF8HSvz3xsc3hQKvYGhTdPDo1teGh4dmQpEAZwDAAIAABpK+gc7gwMPr62sVkX4poLg2eB2DA6BNekfXJq/9vDilYWDy0GEv7q8UtvfMrBpkA0Mb5oeGhme2rJz9FtwCAAIAACoGSce/J8ml68ufjX49iBbt/abjGPB7VuBEDiGT04e6QdfHl2YnT94bXZ+bGVxuXmLZqfDhrePzAZi4Mjw6AjEAAABAAAVRvpE9IeIKHSRPlm53kAn+DrEOsHXjUXcC+9bW1tjqwmSoSiTbmvLq6zEiJOcgG8GtyMoSOsS/6G11bWvBsQ/efXCHPODzyVJuIObN61H4cEtRmdwIPyZ/wwJS1cXwq8rC8up13INOr8279g2M7R18zcHhgaPBGIALg8AAQAAJRD/eLDoP7q2snqIj/aJJIKILCCKIbZpyzDrbBpIkUUeEHEQgSxfWwy+LrHF+WtlvK0jwe0b/SoEiPj91bXHg2h/nIifQJ/jJvosA4FGX11g+WrwGS4uMXIU6LN07SzQ+bdlbNvslp3bjgTn6DdRLwBAAACAA7z5iX83fuXcpcejqL+L4W1bQoIYCr4WJXtTkAhYCm6Lc9dcR5Z9JQQovx98eXLh0pXxaxfngs9xcxBJb42L70oHfXb0GZK4c/lZkhAY2TVK74WEwDcgBAAIAADIF/FTlP8YW7f6x8Lc6+iWkPCJ/OsGiQEiL4ouHeIbwe2pXi0YjHL8Twa3yTgKr4r0qxR2sSOw9bodlOp5CqkBAAIAAMzJ/2BEFONEEFt2jobkTwtr00C1AlfPX2ZBNOvqJYksDvdSsWBA/CTmHo8EXWMROwP0ebqoASFnatvenbNDI5sPByIAxZ8ABAAAaKL+p4PbQbKEN2/f6iwP3EIhcCwSAq2OHgPyn4w+0/E2/d30OboSAnQub71ubKoz0DmMtAAAAQAA4qj/6WCxHBvZvb2yvL5rkLU9//ZFV6mBVrsBAfk/EUX+rYUrIQA3AIAAAIAsSYyd/+3pJweGBg+N7t3VWuLnQfUBV85ddlVgRnUBX2/TZxp8eYblG7XcSJAI4FsU82Drnh0sELhHgm+/jtoAAAIA6FtQhf/C5SvPjN6wa6ItVr8NKGqcO3PBlRtAA2cOND0lEBX6HWfNH8xU2+dJ5/r2fXumOwOdLyAlAEAAAP0Y+U9cvXD5+Miu7WO9/l7JDZh/2wlvz0YiYLqhn+khtp7v72mQG3Dl3KVCr0FO1/Z9u2kjogOYJghAAAD9RP5EFE/2YpQoA9UGzL7xtouUQCNFQPCZPhZ9pvg8TRfgToeN3XwdiQByAqawMgAQAEA/kP/T/fjeiSyINBxNoqPiwCMN+Uzp8zyEzzOfCBi9cRfNtqDiwCNYIQAIAADk38OkQekAR+2CtYuAfiX/5Od56c1zhesCqAB2846tEAEABAAA8u91UDFZ20VAFeTvbdnEvG1DjA12gu8HGRvoMH9+ibGVtfCrf225Jz7PMB1wy/U0GfEA0gEABADQS+RPPf7PVHpyB8TBBrhTfNVvDGE4FAG11ASUSf7e0ADzrt/KOjs2MxZ8r8TSKlt7a46tXbjW+s8zUROAwkAAAgDoCfKvpC0sJI3dI2G0GEaMCoSR4+zCOmmsrtV6fNooAsoa8EOfYefGUebtst/rwb+0wFZPXqr987w4c6ZwTcDO8RtmBzYN3oo5AQAEANBm8ifSP1Em+XcCsqBoMYz4c8APRABFkH4QSbZcBMwEtwfKnhNQViqHiL9z3Uho8ecFuTurr12oVQS4KAyk/S923Hz99O6/eOwBrCJAaWsnDgFQMp4pi/yJ+AfvvZ519o/lJv9QBQevM/DuPQH5bK3tIEUFYEVfZpytOy1lkv+kc/IPCH/gzt2ss3dbIfIPP8vgPBi4bWe9UVVY1b+70MZVJB6uvDM7ERzvJ7GEABAAQBuj/ydYCaNgySYOCSMgfm1+2IKEOu/aHr5uURIqIgIcbI078ep9f/JkSZ/nOHNcx0GEPXjvddqUjdVrBq9Vp5iLI3hq7SsCcoSC22OR6AIA92IVhwAoMVJ0Ho3Swt65cVupJF2njexwTsAXXG4gFKVy6POccEn+A3fuKuezDD67lZfP1n4dULsnTYEs4iagHgCAAwC0ifzjLX3dgWziIOKnKL3sCJ2IKRQZdShyB/ZxhKejrZVd4cnWkH90vnRyFBK6xtY9xXa1JEE4d+bCGOujCYsABADQblB1+LhT8g/IwqtwQSenoUhdQRGEBWA37Sn6MvFufC4E3SHmst2PyHn/jvKF3Gj9m0uFgm5vsVQADRi6dnHuEFIBAAQA0PTon6LEx1xHinWQcef6+vLItFscbRtbEJOv3vcnhxx8nk6jz4GA/Kv4PF3WFRT9LIsWeNK20mura3ABAAgAoNFwtkjVSf5NIJCR3duZgy2SnyyYCniaOezi8HZsDm+VwFWBqANsu36sUFqHUgFRV8AhBgAQAEADo3+a9jfpJkzsrLdzDdR4ijaAQCgVULAeIHf+OOricJb3X6/j2NGX1wZ9hiO7Rgu9BnUFrCwsPc4AAAIA6NnoP8r5NymCq5M4iraTBTj06n1/YiXMIuvfKdkMVJD3bzK27NxWuLhz/p3ZcbgAAAQA0LTonxalcSdE8a7ttdn+TcTwti0BeYwWfRlbMnfaxVGp9R+jxsmOZbkAVBC4dGUBLgAAAQA0Ck4WpbD6vgHtW01D0XYytl4QeNBQzFER54TLv59EXdVo0qZPLl2Ahdl5uAAABADQmOh/0kX0v74RzLbmvLEGRZAu2smYQYommuHgNMKkGf91pHP8uaXGXSv0OQ6PFhO4i/PX2OrS8lex8gAQAEAT8KiTk5FG+zYoRxzuOd8gUEcApQMKYNygLZBEgrsBQtTzTxv81PH5XVpo5MXiIJ3Drs1emYzqNAAAAgCoLfqnyP9g4RORdvRrSN92jLXZ5hEIFQQWtJC/qvksD7n8ewcqmNwoJP8L12rd3VEFGvRUdM+HaOdIuAAABABQK5wQRmgTNwkBeTQxgiTyp3qAAphUdAS4LfwbGqinnmN1LdzeuckoOhiI5gIszM4fYgAAAQDUiMJRSDizvWEtf00mELKQCxYEPiqI/kkUTDpdXGoSdWu/u9zY6D/G0LbiwmjpysJYNHsDACAAgGoR5SDHC0eK129t1Pui6vG1C9cafewLFgQefPW+P+E/N6eFf3VF/2snZxv/2RFIwBVNA1Ax4NrK6sNYiQAIAKCV0T/1+zeq55/s45OXGn/gqSCw4JjgQ2VG/3WIuraQf4zh0eLFkYtz1yYZAEAAADWgsP3o7W5Wz/9qQP5N7B8XYevuQmN1k+LtUad/WNVb8QaibfWfLraK/Aku0gDLVxfG0Q0A5MUgDgGQB1HF+HhhBVr1dDgNiTSt9U/nAlAxWVQRbgtqCZy87u6bZ1wIudRnSuRfUeV/mK5pkWhLLb7Dm8KiTiroy+0AzIeih1yAaaxKAAQAUBUmC0f/ZP03oPgvJBEi/4YXjolAOwbmFAC8C+BOAFRk/1Or3+rvLofirbUL8OZN4XjfIli4fOWh4MtTWJIACACgKjxUWACM1R/9r71zJawabyuomKyAC+C8gjyc91+2qCO3hqL+hg76scHQyObCAmB1cWWSAUAesY5DANTnANSoP4lEXjvfavJPugA5xQNN/Btz+bd0ShZ1JNhWXnmnJ8ifsGnLcOHXWF5YHItScgAABwAoF9G8+MILTl2T/4g8KIJss3XswgUoOoxGHNIOlPaZtaG/33oB3ly8A2ZlIax/oELAGaxOABwAoGwUrzqmIrEaRsQSiVCxX6+Qf5fMt9uTOe1M5xyOj2uY53/t/HqBZo+RfyiCO53CuwNSEeHy1UV0AgBwAIBKMFl44ava/g/IIySRFlaLmyCeC2CaT6bovyjxCMlodmG9DqCgiKCWPv/tKz1J+iIXoGgdwPLC0v1YlgAIAKAK7HfiAFSEXrP85RH9qDGRuNiRTgQibhoCZD3cKfhs/EuL4QZMvZLfN74UNg2yZVZMAKwsLI0xAIAAACrAeGEHYKSa6X9tr/K3AW0VTGSyuryidQuKjqFVcvlrF9jAbTvVNR5E+NdWwrkL5Br0qjNjKgCKq1x/EssSAAEAVIFWLDZtGw3rxgXYxubfnlU+Jk+9gG00T3n7cMxzsitgcWXd0qedFvvA2jcWwx2v+Lm+toYDCVgDRYBAT6IfyT8kd01lf9wxUAXCAUtvzW3cKK9PET/IPx2FDRfvhqFOgGhPBwCAAADKQRsWmX4l//VosqMk+KrIH6gWPhwAAAIAQOTfv+TfJXmJxU/ioJTWP6ARKNpJAEAAAEB7yZ8K/vqc/AlU5CcqLBse3VJK6x9Q/PNyIgCuLU7iaAIQAECZaOQiQ7nlfqn2N4Eo0s87MhgAgN4EugCA9iPayhdICoBRtrq8Go4H7gx0QvJ30m4GAAAEAAAUwoq7oqV+GPKTB9uuHwtvAAAAIiAFANQCV4NfwrayPpscBwAi5NwSGoAAAIB2gqr+AQBg2gmQAAABADTDAQgi98KvQYNlMFQGAAAAAgBoGQqSN02XAwAAACAAgLa5AAXqACjvj+gfADaALg8AAgBokQDIn7NcexsFT0BvYGXRTUEsxjwDEABAewTAXM7RpbSbnIMaAgBoxHWAFlYAAgDou4UvJ4kj+geALK6cuzSFowBAAABlwukik0cEoO8f6CWsYSc/AAIA6EsXYNaOzLGfPNBrWHVUA7B1zw4cTAACAGiRALCM5m0FAwD0C0Z2b5/GUQAgAIAy4XSRoWjeph0Q9j/Qa1hZcFPQuvPo1zAWE4AAAMpDGYuMf/6a2QNJLMD+B3oMLmoAOgOdGRxJAAIAqAJOFxvTqB6tf0BvOgDFawDWVtcgAAAIAKCFAoAiewMRkHtuAAA0GL4LB2BwAAIAgAAA2icAwgjGIA0ABwDoNSxfdSNq11ZWT+JoAhAAQBVwvtiEDoAqv7+6hvw/0HNwOAMAHQAABABQCUpZbFS7+xXZNwAAmgpXMwA2jQyjAwCAAAAqwUwpAuDCNakLUGTnQABoKly1AN76wr+bwtEEIACA0rHz6NdKsxulLsAi7H+gBwWAGwcA9j8AAQBUilIiDpkLgAJAoBexuuwktTWDIwlAAABVorRFZ/WfLoZFf13yD0QBUgBAr8FVB0CAl3A0gTwYxCEAmrboENmvvPIO87YMYvof0LNYWXTmak3haAIQAECVKHfRobY/2P4AHAAToAYAyAWkAIBcKLMQEAD6wwFwUwB418t/ihZAAAIA6DEXAAB6FFT856gAEEIcgAAAasFzOAQAYA+H9j+uQQACAIADAACtEQDXFnENAhAAQHux8+jXsPgAQH0OwMxdL//pDI4mAAEA1IVjOAQAYA6H+X9cewAEAFArnsUhAABzLM1fw7UHQAAAPYEpHAIAMMfCpSsuXmb2rpf/FNceAAEA1IedR782w9CKBABG8NfWXPX/w/4HIACARuCbOAQAUFn0T4D9D0AAAI0AohEAqE4AUPU/rjkAAgCoHzuPfm0WIgAA1KDKf9j/AAQA0Iv4Fg4BAMixePmqq5dCyg2AAAAa5QJQVDKDIwEAYjiy/6cw/AeAAADgAgBAW6L/+Wuuhv/gGgMgAIBG4ikcAgAQCAB3xX9HcDQBCACgcYiKAbFAAUACFPkvupn+h+gfgAAAGo1v4BAAwAauXZx38TIkruGwARAAQKNdgBmGNiUACEGT/xwV/33zrpf/dBZHFIAAAJoOtCkBQBT9kwhwAET/AAQA0AoXYIphkyAAcBX9H0H0D0AAAG0CagGAvid/R61/uJYACAAALgAAtAVXz192Qv4Y/ANAAABtxGEcAgDRf26g8h+AAABa6wJQ5HIERwJA9J8LqPwHIACAVuMbUSQDAIj+Ef0DEABAn7kAaAsE+gLU8uco+v86on8AAgDoBTwFFwDoB1Dfv4Pofxoz/wEIAKBXXAAi/6/jSAA9H/1fmHMS/eNoAhAAQC+JAIpopnAkgF7FlXOXXUz9o6E/uE4ACACg54DIBuhJkO1/7WLh6B9OGQABAPSsCzDNUNkM9CDmzlxw8TLfQOEfAAEA9DKoLXAGhwHoFSxfXQxvBUGFfxDHAAQA0NMuAGxOANF/FpiaCUAAAH0hAo4FX47hSABtB/X8O2j7I+t/GkcTgAAA+gUU8SDfCbQWRPwO2v5mGOpiAAgAoM9cgFkG2xNoMcj6d9D2dxiFfwAEANCPIgCpAKCVWJy/5qLw7yn0/AMQAEA/A6kAoFWgqH/urcKFf5Tz/waOJgABAPSzC4BUANAqOJr4B+sfgAAAgCgVgEIooPEg29/BxD9U/QMQAACQXBTZui0KAI1EaP0X7/mfCsj/CRxNAAIAADZcAKQCgEaDrP+CPf84xwEIAACQiAByADAlEGgcHFn/lPefwdEEIAAAQCwCqBYArYFAY+DI+qeWP5zXAAQAAOgiJYYNg4CGYP7t2aLWP1r+AAgAADB0AShX+gUcCaBu0MCfhUtXirxEmPdHyx8AAQAA5iIA9QBArXA08OcwWv4ACAAAsBcBVA9wBEcCqAOX3jxXdOAP8v4ABAAAFAC5AIiggEpBFf8FZ/1PB+QPBwuAAACAAi5A3DuNHCpQCVYWl8PCvwKgJx/AkQQgAACguAiYZhigAlSA9bz/+aIvcwBFfwAEAAC4EwGUS0UrFVAqKPInB6AAUPQHtAYeDgHQJlx85M+eDr4cwpEAXIPa/QoO/DkSkD+cKgAOAACUBBQFAs7hIO8/DfIHIAAAoEQkhgQhxwo4QZz3L9DyN8NQ9AdAAABAJSIgXnAhAoDCKJj3DwUpiv4ACAAAqE4EYFIgUBiU9y846hdFfwAEAADUIAKOMHQGADnhIO9/GJP+gDYDXQBA64HOAMAWlO+/OHO2yC5/qPgHIAAAoCEi4HjwZRJHAjDB5TfPhTv95cSxgPyxWyXQeiAFAPQKaEFGLhbQ4ur5y0XIH1MpATgAANBAF2As+HIiuI3haAAiEPFT9F+A/DHmF4ADAABNQzQjAO2BgBBU9Df3Vu5Jf+GmVCB/AAIAAJorAqYZhrIAHAoO+5mNIn+kmAAIAABogQhAnhbo4tKb54oM+0GvPwABAAAtEgFHIAIAAvX6L19dLEL+6PUHIAAAoIUiAIOC+hg05e/axbki5H8ERxGAAACAdoqAJ4IvWMT7EGHRX/7tfZ8C+QO9DrQBAn0BTAvsL9CEP5r0l7PoD1P+ADgAANBDTsBhOAH9ASJ96vUH+QMAHAAASDoBGBnc4ygw5hfkD8ABAIAeBkYG9zAo55+T/LG9NAABAAC9jMS0QIiAHgNV/NMtJ/ljxC8AAQAAEAFA20BRf86Kf5A/AAEAABABQBtRYMY/yB+AAAAAiACgjaBK/9k33s5T8Q/yByAAcAgAiACIAJA/AEAAAABEANAK5NzgB+QPABAAAAAR0FZQwV+ODX5A/gAAAQAAEAFtBe3ul6PdD+QPABAAAAAR0Fbk3N0P5A8AAmAUMAAIcPGRPxsLvtDY4AkcjeaQf45ef5A/AMABAAA4AW1Fzq19Qf4AAAEAABABbSZ/avcD+QMABAAAQAT0CVaXV/L0+oP8AQACAACcioApHI3qQKRPW/uC/AGgHKAIEAAscPGRP3s6+HIIR6J88qfI33LQz5Hg9nWQPwBAAAAAREBbj/HMGWvyD4j/MI4cAJgDKQAAsMTOo187HEWbQAmgan+QPwBAAABAk0XAUzgS7snfcsofyB8AcgIpAAAogIuP/Nmh4MvTOBK1kD/l+yHCAAACAAAgAtoKGu9LM/4tcDgg/yM4cgAAAQAY4viRR2jELT/edjy6yUArM98HP3vg0FH0xqdFwJPBbQxHww45RvyC/CM8cuDBSe6uScuX4K/t6aPHX0AXBQQA0FKCn4jInL7uSJD9ZIn/bHIRoa+Xoq/h/YFQ6IsFJRABdKyPQwSURv50Hn0hIP+pPiP3+OtD0deJis6x+Dg/l7jGZwKBMIMzFwIAaEYkT4vD/dH34w3+k2kxoYXjZPx9IAx6biGBCCiV/GnAT8+5ThHRj3PX8XjD/+ypSBC8FLkGcAMhAIASCX88IvuHoq/jPfC24qjiuejrVC+4BYEIoM/mGYadBKWgNj/q9TfETBT5t55kArKfiM6Lh6KvvXKOJK/lqUAQTOEshwAAipH+weDLwz1E+KaL/VS8kLTVJcB2wmryt5jv3+rRvhHhJ4V7vzhDs9F1/GwkCGZw5kMAAGrCp8UhJv2DOCJdQXCMBEEgBo61UAQ8jc+yf8g/IPzxiOgf7jPCN/ksv0XXMsQABACQJv5DIH1jHIujira4AxgdnIv8WzPgJ4ryY+EOx8dcDBxBxwEEQL+SPi0Uj0YLR01Rgp/61i96EnmVn1bdhaTptQOBCHgi+PI4yL83yD8i/a9G1+945Vet7xd7Ec9ryuJPgv6bqBmAAOinaJ8WjslKlwwhwftG2iDfmeOlvytfHITOQCAEjjRYBNBn33cDg1aXV9jFmbOm5N/YHv+A9Emox9dvqZG+b0jwtjLA9OrzvMqpYYaEAFwBCIBeJH1aOB6LFo6SowWe7H1R+GC4gPjWp40niDREj/CyysAVZuOooomDigIRQMKPOgT6Ijdssa0vfW5fbyL5B8R/MBHtV0b2fvpBJTOBp726KxIFdB4ciVyBGbAHBEAvEP+j5S74fmJ98DOLhi9aVnwXcYVn8CtP7Al4lQiC6UgINIpU+mVWgCX5N6rHPxHtP+patIssfF9B9OpL1VIYeJ7d1ex50t9VIAjouv0GhAAEAIhfGuWrCF/k+/uiu1j+CgDuVPL4ez3Bw7ysH8ALArdigAiG7MWnmlIr0OttghbkT6R/uCnkH1XxP84c1+b4hoSvi/pd+wCegUjwDARByWIAQgACoDXk/1i0gLgnft9Pk77PE7rP1fX5hiTv59cBXiaO10YeXuaJ3LO7j3UuBuL0wDea0EHQq22CluTfiDa/aBrfV5nDbg0h6fu+lux9w2i/cNGuxhXwlNfvxv0ViYGuiEeNAARAE4mfFnHaDGbcdbTv+zLSlxC+kMl9CcGXH1NICTwVTUgEQUIMeIrFKm9U0RAh0DNtghbk34hK/4j4SbBPurlaBWQuIncV4QtTd/rgQH9penZXsK0TUI0YCGtFAhFwBKwDAdAE4h+PorhJpy+cifZFpJ8kdV8gGhRE7wtcAmcnlSfzFhWiwEtogLQYSKcJnLsCjRACvdAhYEH+3wjI/4maid/pdetbkL5vQ/Z5xEARMtC5ASInwEAMlCAEpiMhMAUWggCoi/yfYE57u/lo3xdEDGLS9zlhkFx9xCTvuzcBPI0TkBEGCkHQXVS87CKTdAXcCIFG1Ai0vUOAZvsbkH+tbX6JHL8Tx0VG/DrS95Wi3+zfc3LJaohZJgo8UzFQvhB4iq3XByAtAAFQGfFPRNGDowIuGfH76Ug9Rfqyyn+e8H3BQ3zdn6NRBp7RGeQJH+dpBUGa1L2EOeClXYFyhAC5AU/VKAImIhEw3qZrgnb1o939NMe2tkr/qKrfWWGuCfFrSV9B+CZEb1QrICPvnOJAJAhU5C8VA24HEc1EbkCrRoVDAPR91K8mfj9xv4r004uFryZ7SaVfMaNRcTFnFgteFMgEgUAMCFyBkoRAaC8GQmCqJhHQqg4BA/Kn40m7+c3URP7O6nNSxK+L9gUELyJ27RwA36/uYCmI2TN1AiQ/VyAEjkRCAG4ABECTo34J8XcXkHS0n4n+U1G+z33xhZGAL3AKDOOJfKeSpxAInpf9TWYuACcGvOSrcD+XJwSOREKglgWlDcWBBuRPUdnhOir9Xeb5dcSvivZNSV824te0K8CW6I3JQELSnsgJyEv+7oQAiczDqA2AAHBJ/oeiCMKRdagifnm07/tZ0pcTvmjgjy8xAxwWAXji7D//rSfI98tdAE/yc7xwqISAk7TA4bp2IgxEwGPRuddG8n8qIP6v1xT1O2nHFVn9QuI3sPx1bYHZy9VN2581Caiq/yVknREDOYWAwxoBqgt4AuwFAVCE+Meixbd4FBYuCDbEL4n2fXG7X5bwfW1kIV1WFEaBpz17PMMoQlTpLxMDYleATw+IhYCz9sFjkRCoPJINRMDBKJJtTHGgAfnXUuznKurP5PUNiT9D8rqfheLdPOLPIwpMhv9kr/V8cwAyrkC1QoBcgC8gJQABkIf8HVn+CUK3IP5UtM/b+5lUAUf4kjkA3MuVHlOoNwHyuDVH1AbI5/zFroBQCGSKBZ2kBWpzA6LiQIeFp6WRf23Ffq6jfmMRwMQpAlPS9xVE75v9wRaXpmd49bLCcwCUroBCCIgeV/CaPRCIgMbtCwIB0FzydxBxCYg/GcEbEr8J6WcjfJ7sfe2i4bs+iYQXrief+Z9aPDypM5BxBYRCIFEj0H2dxPdeO2sDouLAZ1ilO0lakX8txX5RhX/hiYrSPH+O6N/ZLICWzgEwIf+MEOC+d+wGHMbwIAgAE/IvnnNNEb7fJe10MZ858adbAn1JlK/eH4DzCDTMX2AzINUmQIKdAYWCQCAGhK6AVAhwqYDwsc7dgOnIDag8sgiEAJ2fjzWM/ENRVHWxXzTJr/DsBCHhy0SAIuL3TUhfEflXPQdAR7AmbX9KMaBwBVRCoKS0AI0RrqUmBQKgHeRfsOpaZvdzC0qiEFBI/N1xv6Kpf77435MuLpraAIUrYLh6aE6qbJW/J31+lphTBYCCGQBiIcCJAmVaoHBK4Ot17DYYTQ50UphqAiJ+EgASEPFXPjshsvwLiXUTu9+I7HVzASQEL20BtJ0DoHu8rrDPUBhIBYGu6M+RC+A5quVBXQAEQJL4i1uIiSK/LsFzdr+fsv1NiF8U7etIX5Ii0C4U5ikBz+ZU8vTbAZsUAIpz/WIhkHpupl2wFDfgSCACKp9rX9XQIAX50yJKlv9UxcTv1PLno36Rxa8jfuNZAJIoXzkLwEKY+0UXeds5AAoxYOMCqMg/eb06cgPCTaggAiAAYvIvNHRlg/C5qF9E6F1734T4JWmBzELCzw2Qkb0vuLukzYA8YRJAYBPqugG8zGTAtBBgXVLPCAHRa2S6BbzMaxRZVHqtLkBB/rVs4xtV+T9T6HrNuHH5RYCsNoC/snSFgSqyd+LUGTgDhecAGAwEshIC5boBYb1Kv28x3NcCoDj5J0heGfXLnAE98fMDg7KRvi8hfJ7sJfsB+G5kgLS4jzvVPNsCQFVbYCo9IHIETNICTlMCtJh8oVfqAhTkf4TVk++fiK7X3GmPPIRvQ/w2A4Fs5wCUIdelV6xKGFi0/glrAyRCwMoZcOMG9H2HQN8KgMJtft3iPn3U373wM7MAOBJXEL8p6UtbAH35AOBCK4zBLABxdTE34z+zuNh2Asjs/vgZSWeAcwNSjkHhlMBs5ATUIQIOMUd1AQryryvfX/i9+YZRv6obIPM8E6K33B7YNOovu3PHhPitWv9UQkDTBigkf4gACIAC5J87khBZ/sKoX2j3pwWDLuIXEr8v2gVQtR2wqOrfZCNgP9dpo98ESCwIxHP/5a5AWggkiT1+pKAdMOMGiAVB8nE5cbim4sDC8wIW56+xy2+eEy2Ulef7E+RfaKvkJPlniFsR9ZcxC0A7/Md0DoBuDwHGjPfokF7digFA/H3GrX+WQsAzdAAgAiAASiZ/teWfjfoFKQGRM6DcG0CyJbCgEFBW+e9LHAHFuzQ8eTzNmcUvHp5YEGQibknBn1IIiPL94lSAsE6gnJRAXSIgd5Ecbec7+8bbzF9bS95d22Y+Afk/wQpsviWM8k1tfhMRwCy7AUxnA5j8riwyUHX2SAYA8Y8xqv63IH9jQZB/T4G+FAF9JQCinP+LLFfVdETYGcKXR/0Z69/nyVtE/IZpARHpazYEEpJ74U2B5JsAecLfeUpB4JlU/suEgCjXLyT5tBsgdAC6wqGdIiASAlZtchLyPxIQ/+E6/v6A/Au15SqtfgdRv21LoBHpa2YBNHEOgOk0wNzV/znIP+c123cioG8EQKGCP0G+f4P8da4AE8wCMIj4tWmBJOn7kghDbP0LI/6CCUVPU/xnuwlQZuERzfo3GPmbqQ/wPEWngKouoLUiYJIZDMoRkH8446COef5Oyb+gCHBB/LopgDZtgcKrOOcoYE/7UMPtf4u4ADlmAPCi33FKoK9EQF8IgCLkn8736x0AedQvmAFgQfzZvQE0pC8oBhQvKn65p1NGHEgEgXDTH5kroBAC0ta/NKHrBMHG45wVB9YpApStgkT6RP4kAiLU0uJXJvln7jON+m1FgOB1TEjf1RwAB3aAlBiMtv8VRPGpqzfvJECVIBA8t6AI6Js5Af0iAF50Rv4pohcLAnGkL9sbwI74hXsDCAg/G9Vnrf9ysoueIIXoKRYSzSZAst3/jEb+MmHRn5r8ZXUBsRhopwiIhMATTJBPnz31Nlu+uhj/eCwi/1oWP5fkbxztW0T9uYk/5/bAhSP+gqQviuaNxYDlhj95ZgCYpAQgAvpYAOQd75siemW0rysEZEZTAs2In8vz86Qv2hCIyXYHTKkAa19A3v0nmxMoLgBMOwScGEi1AUrmAxhtAyxwAxKknhQH8rqAnhEBkyyREuDa/Wpp8UuQP12nuav9nZF/jpZAoYAQ/Gw1C8C29U8lDEyr/vM4ATatfyZCwLLqX1kPUEwEHAsEwBcgAFqK/+9/+8KTnYHBx/ItJCLyz+b7s5Y/7wDo7H4R8YueI472fenwH19K9L5x/7/hYFFPSvlSYeAJCwCzzoBqEyBPsgeAbMLfxmPUhX9KByC+v1ibYN0ioJsSoHa/xflrM2y9yr+2vKcL8lfm+TlS19r8ItFgQfzKlkCOrI1mAZQwFMjTiATbAUBa8rcp9tO5ARpXwKEIOBKIgMOsR9GzAiCI/HMsKBEZp8hcEtkbEb7K7ldF/ALiV5E+PyZY2hEgXjryLy2e/idRV0CmRVAlBmyEgDjvL2vtk6cEBKkBtyKgtmFBnBB44p3fnNrPapjqx5H/wUiQlEr+tgWBKqfAlviFpG8Q+fsW0b61a+cZ7OqhmANgXP1fRAjkIH+VCMjZJvj1QAQ8xXoQPSkAol7/F52RvzLfn+39T+f6ZbMAihC/QAjwY4I5pyD1u0JbABueRpmWvw0yzwoCye5/JkLAovVP6AaIHABZasC9CHggEAEzrI9RdLyvryP7nJa/kPAVOf48xG9E+HXMAVC5AUVa/xyRf1fuK8jfSAzYgeoBpiAAmk/+tJCcsFtQ9OSvFAGpQj8+1y+J+rkpf7JhQVmRkIzq+cLAjAQQ7g+Q1Qa+u1PJU/gCnlwQZMWAZNMf4chfJsj78ySvcADif0vlAJQjAmrZQKhB5F9gLodj8m9CS6DAUTD+XdGrV+cG5Gj9k+b6FUIgW9ibr+Av89jiIiAU7L22eVCnFw2ASsjf590B7r7oa+b76PWSr+Ozte6/u5FeWIuesxY9Zy37vMTrd5/PkvdFz2Xpx3d/z3yHsUX6OKRu3d+tJd5zorYieZ/vp9Ip8fvPHCvBsUgdw5ggJJ+F6DNhPp/e4Z0dcepHXmSpRTy2t19xvHLy7547TPxVcF/6s05/nzrP+O+55/Ovkfo5+drJv0XwuzIg+veSf7fsPtEx8QXHS3hcOHHl859rDgGXeqzg7xLWfZghrJuJRGvPYKDHon+aemYx/tSc/OMpgNkCQJHlr4/6ZfMCUu6BKvqXTAtMR/d+Mz+obuDvM2F2wFv/nSc2ELIOZXpswEaDgOC+9cf68ueIshmS101HErm7A9596OC93reO/bLn7EVN9E/C5zN5yYpZkn/RrgCRE+CyJZCVTPBluATCPT1UroAkNcAst/01zu0LHiN9vhn20u2XM797FimA5pG/dSFRNqJTk3+6G0Bv+StHBau2C5YRf2oAkJ/e2KfJhK85BXmrX73pj2Z73+T3lvP++VZA0eZA8nQA10FgD9pG+FifkP+hvM6HjNStyT/HXIA8LYEq4vd9v7WfoUoM6Fr/VFX/noK8jQv/mGFHQP7ugMNHj79wBAKgOeRPNuKLNta/HfnrLGEV4XO/FxG6aEqgjPiTj0393Atno5cuG+Qm/emFgHz3P3UXgEoE8O2BChFQbGxwXxQFFin6syH/Il0BUpuZFW8JbEOkX0QM5CF/IZnnIP/4eVZtgflEQM+MC+6VGoBnmC35M3vy94W5YiaYFbDGMrl+Ub46yuszls5HS/Pa/GP9HltKfMlxEBwT/phl6gMEOX1f9fn42XPAF9V9qGoC+FZQO4yxAq1wLcLTdZK/b9ASKK0TEOSX+e9F+XDG/4712mXry49J8lgkvk99VkyRu+eer6zxkH3GsnNBcB5ZXKtP90I9QOsFQBD9P8EsxvyaLd6S3/siUl9L/Sx6nWSRH8sUFpoQf7oQkPXkMpL6lKyFADNo2ZSnbMSfNateBExE53OvRv9PsjwjuZNEI4rWLcjfiGwERBX/HToRwCTFfP0AkXgSki1jykJBWWEmk/1O8Tkqzw3JY02vVVZgm2qkANyQ/2RkJ5ZM/ixLNKnnmmwapLD7pdsAiwb/9CMk2wKnagQkqQBZDUBqeJB4RHD3daXTAsXpAD41kAMP1D0kqATyt7pWMxGmZtHORf4s/1wAm5bAvr5yK9r21zMcBSx8XLGJgV84evyFY+1dWdtL/nY9xJk2O/fkr44+maRrgPsexG8pBAR5f0ENgGgDoA2CthUBnWxhIFcLwAsFS8xEIqAn5gMU6fcXEr6l/V+oK0DkNBiKAMBOCMhmALiaAij8vWaOgAHoGr21rZsGtTkF8Lj5gsL1nOeycwV9slw+WZSLFvab8+JAmtsGMp8jnxoQ5f2Z+nhnajqkcwBE502iMLMr5BLCzedTBrneKJ3Xj/XQB2dxrZqRP6uC/CV5ZV2fOyD5LGUpEyZIC3DngCxNwHIKQRNHyRBhPQAcgGqjfws7UVxMJyR5XXQvyeOLZwkwtSvAnaDtbuVrgCOg2eWv+73KAeA7BJROABfpi1IDxdsDW58KyGv9K4v+TIu8qmgJ7NHCvircAJEzUGT731xOgOSxKUfQDK1MBbTOAYis/6fNFxKWieSYlvyZkvx9LfmLCgFl3QBr6agWsHYEmPDYrgmdlY37mNCZSTk6EieAidwkxr2O8H5r9MKUwKftP1WFA8BYKeSvmxDINFXsgL0bwJi66p93AJSPz+sEaISmzXnexq6ANqYAjO1EP7X1Lkvk85l8Zz/t+NesbS/aIMg3EAEpAgOKLyi+RGzpPg9Jh4CvI3lDN6nA2GXqCmhtKiBYEJ9geUb9CvLrJou2zBnwTVsCVeTCGOz+kq5b3ThmpugIyCMCUg6O5LG80DTAGGthV0CrUgA2u/wZL9LdPDIzrgkwaQ8TdQGkiZ+B+EuzF2UWv2bQj2ookHTgj+b3qVRBJ08qICwyaltBYED+48xyOJcqErOK3HI6BIyZdwUAZVy3rJSCP9HjtGmA/J0Brdo1sG0OwJPmJqJZhJYiZ8PozhcUoGktf0T9tbgBLDF0ifnq+Qym9R+Zz1viEKSLAtPWpgXGzM/7xjl11uTPTMhfJRYckb8wCgX5V+8GCKL0vJ+xVTpJ4Rho0Kq0XWsEQGSFThovJPzirLBnzQoCJVPiFHsDZAYGYRGpajnRT/RL1AHoRQCzLB71Eykn7rn56gEOReOu2xL903V6KDcRcDYsky3iCms3D/kLJ/4x5PqrFgKMyXdvdCoCBI9Vpp/M3sJ4lPqCAHBI/sb5lczGPfzCK7H0me2QIOXvJCNpsYzUsJgY1mmYiAB+ken+nmV2apQVBRaoB2hTZPF4ns9KtfCKdgBkkkXclhB8gymAQE0iQDUF0OCzzHyOmihf2R5ofi48GqXAIACqtBPTiy1LD9xROQKyOQEsz8ZA8vGzQH3WovyzYQYiQL6XOH/OmaWccs0HmIzaX9sQ/U9af0aCyIwnYFddAarCQAbLv1HXrdWmTgZ1Ib4uypekmDJCVI3WFAQ2XgD8zf/6GSr8M6iEFhCxquKfaRZopdXLwvyxfHgM46JMoOblRPpZaUWcYVGo0EFS1QPkOzfasKg8bvfJsGxkryj6E1n+uQbAaAgFV22DhABjhav/bWpIRI5BjnqAQ5EYhgAoguHNo0+anShMnvdPTG4zbtlSpQWirgEmLfZb683d+npBBIgGQ7H8+0QoZwCI6gH439lRTaNdgDzRv2yzGFZwwc6zV0CODWGAikSAiRhQ2v1M30Wi/F2+86Pxgr3RAiBa7CaNThD+w1JV/IuKs0wLBUVWr2RLWaCpi4moPsO+6l9fZMqy9QAJwZAzFdDkReVx289CGvUrorC8XQGm0SPQbBGQImrRVsQGIkEY5Zuee+bnymQgig9BAOT90NdWDQqf+IU4cZ+iACtT2KVo7crOgNekCoBWiIA8rX/6glGWTjtJalAKpAIa6QLkiv4VUb9QJDB1VwBP8ozZFwYCDb9uFYRvIgJUUb6p+2TpBjTaBWisAAgWuUNeZ2Dc9KSwyvuLCrsYt1sft+mL0vYH+feYCGAZESi3+5nwHBJH/BvGUMGugEd7JfpXkrtFhJZnq2CQfwuvW93nqPnslYWjpk5B4jw1wHiTXYAmOwCPmywiSYvVOO8vnQHA7x3AUnlckH/viwAmE4GMcSOlk+cKy+T1xRG/s66Ag02aCxC1PE3aHXcmrK7OLL4KYWDS1w3y700R4BcVAaL+f8noYalIMD9/nmzqPgGNFAAU/TPtDHG+5U8cefEtgeLF1262O8i/d0VAMr8fE7fxuSH83caZqksFWKqAJrkA+fv+E8WyUuvfsOhPFNkxkH9PX7uy6F464EeVStKcT5nZAeapACL/Ru7p0VQHwDD6T2+vK8q9ZlMDdhXcwnGvIP+eFQHGbYC6GRICq1+XCrA8kw5FA7Lqjv7pbzhovWgLIvdkhO+qK8AH+fefCFAN+GHq/SVMzrucqYBHm+gCNE4AmET/Zta/JCpLKDmmiebMqsKBXhIBxnP/pUWBXERvkArYmCHo2+4+drABh+4QM5z5ryR+npR1kRj/Wnm6AoDeFAG680LmEjCzeoCcqYBGugBNdAAe1y8jpta/aBCLQcGWD/KHCLBoD2XqiF+VCkg5U/YFgU1IAzxqcYC1xO+r5rQz/YYtmSl++Td1AdoqAgz6/62sfqZPBRieW41zARolAMyif2Zo/Yv7/a1atkD+EAHKqZFMWF/CBOcZk6QCUh0H9gWBE9EW2bUgWMwmmLZWh6UXR95+lSzOjBlasAp3QJUiAHry4pWP8dWNlDa0+gsWAzbOBWiaA/C47gNO2qVa6z/V76/bHIgpN3EB+fehCBC2B6ZYRzjyl28vVXanyAoCzV2Ar7Yi+mfy1j9l1b8uMrPsCgB6+LqVuD9GEwANnCZVKoCZC4GvNumYNUYAGEX/SRLnB/4orH/f51v6DMe2Ft/GFWhvMMESez4ZnjvZAVPS+RTcuSk+v41wqMbDdNDsWIoXS2ZZ9W/Tq51jAxegV0QAM+v/lwlFWa2JSihkOgzkaNRcgCY5AI9qozKfbZC8aEH1xS1/6XSBfFCLLyvows5gfbmUCFv8mKweIL34ZFMBAsGaSA+kbMiEw2WAsUA8V14MGCxi9G+a5zMV0b9JV4Dy96pFH9dtnzp4hlMkFaLR5ry0POcaMx2wEQIgGm06odZ1Yptfbv0zSSdAcviabzgkCBdV34oA6dAocfQuTwUIJgimxKUoVWWMh2s4OEb/ppFValEcaN0VgJO4r0VA4dY/Xd+/pCVQEzCORwIaAsAs+meZSL5ry6YKsrgFWHRf5nXMhroAfbuSCM+bjetbdd4wwQZV4vRA1jmwcgHqWEwO2hxDX0XqJsQvIHdh1M8t4EB/iwCTcyMPyatcAsPzrhGDvGoXANFI04P66N88Ykpb/0ywuEosWFn7IIBoIlX1rxv5KznnJPdlXpNbjAxQaRrA1P4XEXwystJFUNbV2Pm3bQV6XQRI3CFleomZDQDKWRA4GXXR9L0D8Lhd9M/n65kk8jItzErYuD4q/gH1eSgf+Zs+77KEzrjdKJkgdZU43+1dgIcqPBwP2xy4VGRkEHmZLMrJYECW5wUA0XmSq/VPIiR0BYFNdwFqFQDRKNODmlWXa/tjksI/RdU/l48tYYtWoPdXEcUIabGA5GtRhAWBybZAwfMsXIAq0wCTppFXJlpi5jnUvF0BuHLLwfBgp6VXruCcYpo6E1kqgHsNJhACFumAQ3UPBqr7E1VaidK2P2Hhn6Hl6n5nNqBm7NlzF7vl5g9XZQPoU0iiIT+ygsDMICDGnevGLsB4FTsE2gz/ySy0Bu1T2tyrQbQGuMfde7exRz64r70iwMZVYuYpKalAMHcBDvWzAHhU94Gp2v6yRX4WRVfSBRp5/zbhhhvex24dnwxEwN3VLSR+2tbPdAVw+1SI2vtS4kEgTBvsAthH/wqCZyxHTlU3qhVwTv6fePceNrp5kP3zib2tFgGyuhFTkledm6n7zV2AWtMAtX2S0QhTZevfxoIqbvtTF/7prX9ZuyDQDtx662Q38h8YGAqdgGoWEs4NYDJCVxemymtZcrsAVdQBPGR+kJgymspTVa3rCgDKIf+u27ZtiH30jl3tfUMG4lGYCmBmqSsmEb8q5+6RAw9O1nU46pRy2uhfWCmdtOsFhX/yPKtkJzbRBiJAozE8PMrufc+X2J7dacLfs/vuqlaRtLiUtASqWlOZL64fyLgAzMoFqGIhOWgTZaWOmCT6t6oJkDwG12755K+7vxX8rzmHpKkARUGg1AVICGDN+VnbeOBaBIC2+I+P/oVtf0wwXY2JR6+63YAFqBE7x8ZD8h8Z2Z353ejojcL7ywkkbPelEFX4S87v5HnK/ztqGTBW5uZAxm1LBpX/Wtvfsh8bqIb8k7+nWztNALsCU6lQ1ZzLFi5AbcWAdTkA0uI/YfTPLSTCPCmTDPcR3FdwC1agJpDdf8cdnw7tfhmoJqC6hYQJB1SJC/tkUb2lC6A/Tct0ASZLj/5Fi69q7CpQOfnHoMe0XQTYbE1tIlal57n+fD3UTwLgUafRf2qBlLVlJV87HVVhIWk2KKqnqN+E3CktQCmCipYRacQvLAjMCFYbF8B4p8Ay6wD0r503+s9bgIVrtxby7wURYCoErOsA8rkAtaQBKhcAUavShDykyhH9SwurnO66BtSAm/Z9QGr5y7AveE6VC0hqkypVhb9MtKbPXoELYHXOljldbEIlhViR6F+xoBYcuQqURP5JEbBvbHMryV/oKikKApPnrrQOIJ8LMFHHZMA6HIBDiti/u/ipo3/OHpUuvCz1eFm7FdDcqD8PmVfrAmycf0YV/jIXQCRSM7MsUs2uMoxHNTZOEeUox5WRv01EpIj+dVEYVLt7EIkXKez7zHuvDzsEeskBSAkES1erLS5AHQLgq6ro3zeK/nVtf0w6JMhPiANEEM0D5ffzRP08bq5iMFAqkpCJUdvUlWw6IBPUFFTqAhgXAKoi/KLRP0P0Xwr5F7XxaTYAzQhoowgwOf98XTTvxgWofFOvSgVAVKE8Lomh0tE/00X/LDsimKkK/5hg4A/QJIQV/vd+yYmFT681OrqvyvVDcG6p9qzQuQDyAkED12qyhLc4aRRFKSJ82+gftn+5INKm6X6ucvhtFQG5HKg8LoDevRqvOg1QtQMgsTj8xPKY7fs3j/4ZJyC4RdhnthusAFUsRMOj7N13fz6s8B8ecmfd31KhCyDa+EeawmKGLkBKxPK/Uaav9pfwBu83jvwdRf8591oHDEAkXQZZt9YJkAjV3Pl+0e/MhGylaYCqBcBBXfQkL37SRP+ytj8+p4rCv8aA7H4i6fve9y/DHn7XoBRCLW2BuVpYky6AWMgmtq3UncfjJby9caPoSRYZiaJ/we90Cy4u3uKggr0ySbqNIkA2xpflrfrP7wJUmgaoTADI7X/BoJM80b8qkkLhX+NAef777/tK6QRN/06tbYHWbazc63SFrqwlUIjJEt7chDJ6Yky6aDLV7yxHquLKLYb73rWdPVzBPP9WigDNHhaFq/5V+2IkhHaVaYAqHYCv6qJ/3toUL5iq6J8J2v5Q+Nck0Lz+++77l2GeXzXQx6XLUG1BIFPn8LUuQDaVIHTFNOezy50BgwVp3OyNM+WCKfydafSvj5wADSFTsV+Vc/xd1xhUeRHbzrLQRvoqkWzIlWVgsMLDelAWNaUHorBUoZO67z8bQaXm/WeegwWkTuIn0neZ4zcFFQTS7eLsTEUuwPr/Pd/rnp8efcu88CfPj7+n+/2N72NSD74Lv08+h0Xf+xvfs+i5EhBpu3rD49qISbSoqdqgDBdLRP/FQbv41dmmF7cX/ubMfCtcALpYvfjcW79wu+eiF/0c/y5J5qnf0RfusV7yXPc8HVd+vWccgCgaGRdGDZloid/xT74zmiz6l85RRwRRW8RPW/bWQf4xaOfAKhyHjWjf1AVg4iLVpDxOtQSmrhKmSGmNO3xLE7rI36j4jzFtYVTOzVQA2Xm/ZySMwuu24ls3MTCnC6ATtrwTUHcaoCoH4KAyVkrlSzeWt2yFv3n0n2OGOuAIRLQ7d47XFvHL/qY77/hn7Ne/+W5VK4jABfC6v1mPMKLoXhDpx+e8F0X667G+l1havARJeqKAwqUAGBNfu+LI37cZCmQY/QN2IPv9g+NjYc6/KSARQH/Xy7+73E4XQBTpxy4AH+nH523SJfA2ru7k7xWcOd0rAuCrYvrnWv+4QT5Css8b/cNArIRk997wvrCwr6po2wbUaUB/29mzP68igIgc/DR5d0k95H9/4/tEaiAtGDjy9xPpAi/xfTYV4LIV8H5lhMTUFfq5nAFE//ldtyDaPxCQbRML8KgGgf6u7//6XDtcgATZewmy9pOEzpM5Jww83vIXCAcvKwQeDm5PtF4ARGNJJ0QLZDZyT8ZOcrJH9N8sxO12NIK36aC2w7m50+zq1fOlOwDd6NxnGlJniQXEZylZ4G98H1K9l6gHSDySZUVAqQ4AE0Toqqpn3hlgCmdA9DvADBTxV1nolwdxKqDJIsC2FiD5u0ykLxMOgt8nQHsDjB09/sJs2x0AffGftPWPe6ywVQrRf22Rxp672A3Xv6/QyN46QAOHXnnlO2x1dakCF2DdChC7ABvFQsnkQKoY0Nuw/FPFgKFj4KWFhlfaWxnLSptsNM8TuUlxoK/7HYSAmbu1ebBVm/KQCNi9bYj95fQZtriy1ngh0I3UuUjfT1x0okjf5woDPYEToOHOI20XAA+JI4d4wfO5iEk8+Ec1LAXRf7XRPkX6e/bc3Uib3wRUl0BFga+//r3qXIAuucVEHZ/PEeGHv05873kpa78b7fuJ7/kOgrQDMOnwjUxkSFrX1iSw8aU7Bqp+h0vOKOqnfH/Zvf3OA4hoGuHf/OJtNrew0kjy10X6ony+n/hZGOXH5zt3nyAN8FAvCIBJ2bIoKv5jTF4hLR2XmqiUFg4WAgqBiJ4In4i/bdG+DNQWWEU9QNcFSJE62yBrP0HfQkLnHAMvbfnzhYOKtsBy3lzir7FqC+R/rykcBNof9ctEAHUpkBNwbn6pmX8kXwvAuQDKfL6qUFAgHgQOwOHWCgDx9D9R8R/jiv8kg3+60b8vnvnPuAJCrCHFLs49d7GxqIe+F0H1AFQLQDUB1bgA8SjfBHF7Imt/g9DTjoEXvVL0WD9dA1ByGkAckWsi/7zOAIr/1PhQEPG/L4j82xb1ixBPDTz+63PsxLmrjXMBVLUAhfL9qtqCdYxRO+DR4y+U1g1Q9tkzKVwvZP3Q3NxzcesfSz/WF039Q/RfJDIme/z9DxwKe/d7lfxj3EkbEJU8Kji906Ws4DXxmNRv0rUw2ZkA8tHAgQCfLPq3BwvQpCyK15F8HmcA0b8aFO1TxNxGy18nAmhYUZPaFq3OUdV4YMHjffNzfrLMt1V2CuAh0XLo8wteasa5oPhP0A3AC4ZM9I+1wghxzz5F+ttH97U2r1/k/d9x+6fD+QClFQV2lb5vUAwoSAP4ieelpv8l0wDSboBy3k8OktcV//GvB6QJkqr7WzdW1xJNbBP0DfP94RdRlM9YkWJA4tCn2ioAJgWxkJi8E4IgXf2raf2TTUfDAiIF5fFHA7Kn6L6MXfjaeDzKLwqUDQbKEn5q3C891kuIBj4NUG03gDKqMerf17UF4rrNoJfsfhM0tkPAMN/PmFmKwOg12+oARPn/scy1LyRv3rpPdwMoW/8YVyiI2F8a5RPpE+E3ZTpfk0BiiGoC3jj1o/LWjvUQIdXnn90fYGMyID8TIFXolzzNPcU4IMeRkI39LyR5yXOQAsiCxvhSREzFfv2GuDiQOgSaUBzoW+T7pU4A//ikcyB3AkqtAyjzzJqQRUFJN8Dn0gDZjGay+I8V2iGtnwh/e0T2RPq9UrlfNqgr4Oq18+zcuVdLcQC6EXqiE6BbyOexjJW/8Viu/a87BVA0FIjrMig56jey/wUkr0sB9DMoz09Rf5ur+12AhA8VB/796xeas5GQaMQvy24EJJ0HII7ydWkAcgFaJwAeEi2A0t7/VFEfkxT/FdojvWdBBB/b+iNbdoPwi0Rd45NsdWWplJ0D/TgySPb2iyYDhsKAawX0BK5BJu+/PirYJf8vr6yMbRocVIqA5H2m9j8zFQ59RnhE/L2e57dBvI0xOQIkBJriAuiifJ8TA9KdAPkaAbFAuL+s91SZA+AnIndxFbNo6A9f/Mf7CP03+IfInSz8mPCRwy9BBNw6yRZ/813344JlxYDx936C3DNpAMFQIH5vgO7GQd0FhyKHqSJ/ckD+E8ZkndP+1woHEH/fg7oDSARQSqARdQGKfL9QHCQe4wteQ7NV8GSrBIB4/r/K/s/2/gubpSTFf704+Ida04YCot8eEPxQ8D2RPsi+GlAK5d13fz7sDHC/ZwCX1/cTF7suDSDdG0D2+BIWPY6sde1O8X28/e/rngPiBzjELZC11wUYjADOle+XpwHGy9oXoCwHIEP+4uhd0PaXcgr4QT+6KYHtJPnh4W0hwW8JovrBgWEQfUNEQBl7BiQnA6YJ3CANINwbQNxJwEoWAZlIn2mK+FD4B+J3dOxIBFA6oI5thVUtgbIoX5vvN0sDEKdOtVIAyHf+09j/8UKRdAp4F4F7bmNO1NF96wc4IJI4Jx8T/FBE+EDDBVrwGcVOgDsRILbyC6UBUu2Aid96pa2C2neYSRlIRAD/HBA/YALqjiBHgKYH1pIS4KN87j6btj+LNEBrBMB+0aLQ/c7nq/9V9j93j88ygqCu4j+K4ONKe1j0vQkSb2WIAFUagI/eM3sDdLcY5l7NKyfqz9P+l4psWH/b/yD+ckBtkntqSAn4ggjekzgBqeckHpMjDbC/jPdSaQpAG/kr7H/+8enhQdXa//FGMiB8iIDcwYMiDcC4vP9G33/iPo+3+X2BW1Be1O8zifUvmQDI39cP9j/a+aoRV3WmBESELRQIJkQvcBUSjxhvpwDgBvRkSV0U+Uvsf0Hvf5XFfxTp37TvAyB+iIDCDoDMyk/93k+Quaew/iVugXNe1U32YxZWfg/b/xTpvzu4gfirQy0pAZGdzwzG/GrcgRhcceFEmwTAGB/7M64NMLl9r1gEJJdLSe+/L368a1BBGBE/Rf1Af4uAW275CDtxYsrF6pGdCOhzZO4JrH/hK4ierxwsYrHGmVv9/POsCwNbDOpXJ+KndrV+nNzXBMQpAdpH4PTsQsnc71vb+b6kaFDoDmQFwVgZ78P5cOnsDmSKnfwYV8Gf2A1N3i3gp1/TL3choUX/3nu/BPIHQuzZfVc4J8BJMK2diyG7hpJTMcXPz35fzK/IRea6DYN6QAQQ2dOgmv/6wXf17djepn0eD0/sDVMvlcFAAPs5rhkemZ05G+wAcAuQYAZApnI/KQr8bLGfr1sU3SPeGrffdsgD9CKAUMwJEEX2vK2fMPR9UTugrN0v6xa4XOCE+X/TBY3fFZC10/4nu5mifYo6geaBtkseDz4bSgmUWiAoGPO7HrzbpQGEr5V1CJyrmjIEwKR9lCPK5IuEQXX2/549d4VjYQGgTBEgbO/zBTl+Ly0amLAOgNsUyOXFYZH/N4ryW0j6ZPMTqVB0iUi/BdfotqFwL4GfzsyWUiCYmglgSfSp2oHEfZ76uVQHcKzpAmCHyg0QT/+Tk77PspF/UhCUsZCA/IEqRECXrn0ukveyLgHj9gTMxvqcGOhuP1hwkctD5Cbtfy0SAXEbH5F/v2zJ2yugz4tSM+TUUG3A3MJKaU6ADdGnL3PjdsAdbXAAJtLLU5bYtdP/UsQubgEsy/4PbX+QP2AhAmgDplzdAf7G/H5lJC90C7LzAFK07XnluGNFcpkm8wQaBCINsvlRzd9+xGOES9lZ0IToJZX+lrMAnHcClCEAxkRRPLNp/+vO/hfdyrP/qeDPRYEX0F9w0SIob+8T1wGI5gE4zvxLSds4mjfZMKiBESOq+XvXDaCCzVuj2gAX7YK+CdHLCN1khkD0uKgOoBU1ABPd45DK/4uWPJUI0HQCOLb/4w1gXBX8LS7NsaXFeXb16jklKcTjgYlEUGzYjyJA0N7n87MBYqcgTZzqwkGfeWW+YdfCoGbA5q8OSys+O39lmS2t+uzCFbklPzTgsV1bB4PPZoBtGx5w6uzse/Bd7msDDKN5WTvg+l3K57fCARAuct03ztn9LNP+x+Skz0TdA25w5x3/rBAB06JPe8jPzZ0Obm+xxcU5e4U6PBrayfF44XgPAaB3RYC4wl8kEEST/sR1AenpgY4WtiqEQQ3AtL7ycT4g+TOXlthbwY2+n19ctX4NEgA37hgKbpvY/l2b2dBgMXkb1wY4Gx6k2RtAEM3nEhSudwV0KgDSMwB0+X9BFl/W/leybVhkuh9F+qdP/4xdvDhTeEIciQa6kZCIBcFYOHb4vdg8qFdFgM+P9eUr/Pmiv+wuAbrnFJfulpG8Yf6/zvY/svlRzV8eiOR/cfoqO3l+MRfhi17vtbevhbehwblQBLz/lq2FnQEX+wmIbHvPJrdvXwcw1XAHQG7ri34SCYWMcBAVCjpasPcFAiBPxP/GqefZuXOvlnYRkRg4e/bn4Q37D7RLBNx/31dCEXD16nmLq0ZdByDsCpAW+7uZBGhC7IUfWxGQ3y8fFOW/QsR/YbG0f4NSCLEYuPP6LezBW0cLOQJ0LlC7IDkBJ85ddXOdmBb7hWrBeh6AM7i+Cia7nJ3Z6U8lDMQ/66ahuUCeiv9z519lb7zxvNN94nUgV4BuJARuvuXDcAQajrimxEwE6Mf8rnfLCFIBnmwmgLsyWZGdrx0AZCMiKiB+Iv33BTfk98uL+F/4p7lSiV8EEgEnLyyEIoDEQJFz5DPvvT5sFSzUJaAhf99QECjmAUw23gEQWv9W+X87RyEvyPq3zbOfmJkqNeo3EQKX505jb4IeEgH8dr+p7YGTj/FkToDMMSg/6rceAFShCADxVwOK+P/x1HwYmdcB+nd/8Npl9talZfbxO7cXei3qElhaWbN3AgTRvKgOQLpvgI2gcAjXV8V+ZhGf2+X/5ZsF5Vochketrf+6yT/GevrhR+HfU6ULAeQXATRcyizEVo3Jllw7rCHtdKYDgCoQAUT8NJ+fRsKC/Msl3hdOzNVG/rwbQH9PURwIRABNEbQNenPvmWH32PubLADG0x6AroLfNP8v2kWwGG6++cNWj6dCvyaQfxL097jaox4oVwRQqkkuAtTi1ozsJXtqlEz2pguZcIEsAVTU9a+ijXlA/OWS/1//4kJIuk0C/T0vnrpSLDiM0gGFzp/y6mWczgIo4QrRkLkgqvGFP4te1U3+n1rsKJduRbbnX23khUjWMkRAO2AqAnSi2Ug0+A6vZlsrv4YCwHgXOFq4UeBXDfmfv7LSyL/v1bPXnJxPdC7lIv4c5K+qs+G6ZhotACaZaACQtChQTv96tyA/brGM/gl5+vqrFAFu9qgHqhABsvMvG+kLrgFVHY2kbbbUiL/q1xCA2vko6kcvfzX4wWuXGkv+BBdth4R4x8ci57eO0HPUzTgdBuTcAfCFcXvRhcxd5T9FYHkG7DR9KA8VB1K7INB8UPEm70AJHS4D37yKzGuuDoAKCgApT0vz3T9Y5d7vfY6yW/xcYPdWdw7QBy1mRRjXAcjur6Fo1tmROn7kkXGzRSmHlSl1D3Kouhw9//HzXn/9e8Zigdr0YtEwNDzabdtbWV1k16KK8JXVpTB6140LNsWbp3/GxnaOo0WQrRdK8pX3Q8PbGnNsqJUzHvgkumjWq/4F9zGrToD9Rf/OlZWV/QMDA8LFyMSyLKsAkCIzyvOXET3OLaxyhLKp8OS5XgAdG6r2dwE6nnRcadRvnGun72n8b/xvzS+uT+c7P78c/mzqOjxwyzZn7zneP+DZ6TM5lLNF77/Fazxy4MHxo8dfmGmUAGAGBYAmxUwmOc8i0X9eAqCI7Y47Ph0WAyaJhQq8to/uCwf0jIzsMRrUI6o/oImCNEKYRgnnnSpIz6G/r992MyQiJVF1OTh+pmKK6kAGg8+ORNpo9PlVCToP6XzcKCw1JXZeEMh/Du4ZL7xADA6OG6UUfN8uMiqwIB+INnQpAhpYc+byckguNJOefjYlLRpJS2S1f9dwX11n//jGldzV/nTsaHofjfKl45d3gh99TrR/AH196/JS6u+hyJ/I3/XnQqkAup2eXShG/nnEgvg16LpunAAwIG2zLoCy5v/njf6TxE23OLociAjEFSEM7x4Nt5e9dXyd1GaDm23nweLifF8sRiSWzp3/Te7ODBJasXhg7Gfdz5ccFPpaxcZMNOY5/feLyd6E/EUiwolx2KDpf2T552nRIhBR0MAYGk2b18Km13grmmkfg4bP3Hn95pDU+sEBsAUdn/27h52R8vp+AEPs3n3rApBcAerbL9ulIbfp6E9PFyN/biCQx+KNv5hyO2EeLt+lSwEwwct94x1CLaRFEfJ2Zf8SOZQdMcZi45abPxLm9s8EN5PIdrDHdxQkwj516kelFGXG0xZPRG7Rnt13l/o5x0Ij+bmKZ/0zI5fA+UVTtmCwJH8a12rbmkVk/drbC6W1q8UjaSmiffC20Z52BWJ73iTaf+++rezeG0dKT524zPfrzj8aI62bEugbzvvvkn+C+D0T92D9d872A3B59MbWr3PNBECmmQhY0gCgtk7NI4LYF039MxECFMH2IihFcuLEc93IvWxQZE43Sg9Q1X5ZRaCUPkrVAmQ43Cz67+4J4Hr8vw3R2wqDEsmfIsMfn5gzsvZdRcd/96vZMDqlaXQut69tCiiSV7knVRJ/HXi3gQCwcgTyv46zqtdaGmZ94TInWTMcJA/ryPHWIQTod5RC6DXUsfdCDBIcr/zyO+GxpfHLrlMDJCxiASAs8vMNo/94TLCfkAfOtgT0y73fIfmTTU+FalStXgdIcDwzfT4QATt6zg0gO5+EFX9se534YzirBVAVAtrsGNgwAXB/Iu5PuwCGPf1lFQAqx7C2VAjQjfLg3YuwQRXursm/CTMOSHRRTcYdt3/aqRtA4jSuQTDvBDC5z3dtBpQ+xa8o+RM5URTuqg88L0iE0N9BTkCRDWqaCNp05737RlKdEv1Q/5B0AYwFgItCQPH9zsYBOxQA/hhTjOoxvY//bdECQCLMXoyK18mjt7cGbgr5x6C6A5q6eOutk9aTJFUOQJbKbb+Wi8QUsqwYMGgBFEwz08J2HCtZ0zSgpgkz6WPEc+l7TQRQeqMXUxwmoDqAv3/9AltcWXNF5tb3+w5TAJWPAjYfFWwqFNTYix3zWguy/ZsGSkPQPAhXo6FtUgqmI7L9smL0HJZ/3r/EZqQvFeFRxN0k8o9BG+UAvYVxTQuqr5kIyJj56F+r4UJ1OgBra6vjntexjvjVkwOLS4DdDbD/T5w8y86cvcAWFtM57PFb9rIbb9jJNm8ewlXFR9tLc43e34CciZEtu52kAygNsFHcKO/77xfQaF/Tsb5k+7vYAa4skCihlES/Rsy6Y3P+ynI4jyEJ6jbYu2Oosgp/W9AQKm03APezJ2gBzOUIRNTROAHQ8QbGMxX/WUmj+Sp7fD7RQwtrXXnx2Uvz7Ps/eIn96tVTbGFBRmQvhf+/566b2Yd/7z3s1v03YFWI0IZ6BkoH3H/fV5wXBopaAbkJf4xJJEJtwsFR4R/l/U1H+8ab0jQdIP80qFDSZKRwPDzo/bdsbdQxpHOUUlPaNIAZmdtfZ57XPAFgVtSXxxnIXwNQR/Efkf33f/gS+9E//Mr4OSQS6Hbr/r3si5//CBvbsQ2rRCYytnueCK5GLseg1yIngCZEFgG5CPnbG2X1ACXVB6gI3YEIsBnvW0bOP572JyMuW/RTgZwO5ISQW2N6HOmzjecs0OCf99+8rTFdBpQGyNUSaCIMSqr4L1UA2EoFVuLIXwJFZa4KtYyV7dkL7M+PToXRfx6cOHmG/c//4a/YZz/1IfbAfbf3/YJxZ0CsFGXzM/2TxElkH++9YFoUGe6/cO18+JWIV/b6JqAWPurGKFKQqRveZBrVZyjfb9fnTQVWptY/kUjRTWnIYo6t5l0B6ZtazvRvx7PpzwTfy2bU0+t98t3YqIhAJE71EHkFW+gYnF9kn7xnrBGpgVtNBYBLki9BGDg5ksePfHmiO+cn4wkUcQHyi4GdO6sZ55ok///4f35PYfebOwh/8d2/D7/vdxFAn9+97/lSd9Z/jC0B4dMAnbyfLwmGMHe/eyOSD0cvX5xRDuWRgUSEq44M6SwALx3tCyUBpwCcFAO6muxn8JwPWezqx+eNTUG9+eujaTfnjibjqP7ORKRKc+kvJIRAP+4VoCJ/F3UaJLoo5fPZ9+6qXQQYCVWXJM/d/+XJ35/49tSPp5viAIzZVvEXEQtGf1CF0b8r8k+CRAAVB1J9QL8jHotcptCgVlG6UfHh+XOvGo9edgHaLVJ5wnuyCyEhFOLFITNXtGLkrFCm6N+06t/6+EaDamhmfxm55PVc9TAIX4D19kx3RZpx3UfdIoBqAKgW4Nz8kj35u2kRdGItdcq95su1+VULepX2/zPffd4p+SdFQBmvCygu7KHRcMgSFfdRv7+Jy5Ai8Jz/pu4KMrIOkteVo0vL2ShgzXNowIoNtg3rly4iZhrG8y8+cB174OatKMarGETWVKdRxuv+sITXdekCiAbYirbIFs3HEA3bKiub53gOgB2xq21/+T3aiLHCefjHf/hS6ACUASL/v/7bn2AlqQGxK0BCQDUCmFIJbgdN6a8h+6FaNRgBFn8jRf6muf8YNFxHFgES8b//lm0h8dPjenk8bZNRJOevA9VdvHjqSmMFgO7c9w3uU80OcAVXHsqE9uL3NVFLshWQ/9nyHVdl/xNBP29R7Z8HL778W/aJj9+PzoAahUC8B8O5c78JC/5WVpfCwj3aeKn8KZMVV/lr/pLUApUYVCKKZky38aC+6jw4OLE7zC9TcdjSqh/2j1N+HqRfPyhfX9YOjDF+cfpKrfsPWG9L7Wo64AbnTjVFAIyJ+/iTV7+g99/Y7zBXAFXa/0TOVVj0NE/gi5//KFaVmoUAiYD6d5WsXgjIbEtXDsStmslqOieg10bt9gL+8Y3yo/O4TZBaBOuAVc2K+5a/5tQApJcA+dJQVfV/VSABUAVoRgDQf7Cz+huWBDCsEaBFtKziP6A+nLywUMm/U7bLoINxN0AN11bFAkBG4jaiofgbkw2BcQ2K/MvK/df5b/Ua6LjRKOa8sxmaQ/2mj65YCBRcjGxz/1WA7Ou3FP39gBp03Kral6HKf0sE6zSA6bXjV/OeHElv3/Jx+iUr79uvyv5/6+zFSk+0M8G/d+MNuxigBpH9iy+/LiV9Oobj+29g99x1SwtGL+e3952PBC5pQbqpAQIgHiokG+pD3QPrtQWbMdnPABeuLFf679F+AnV9LtrdKl0P73H8ek4EwNra6kMdr2MkEMyXEXtXYLTAcBh7Qq42Im9XBFsP8VPbpO44kSNANxrVTKOXD3zs/kYKAdF+AK2DgWjYva0+QiXip0py3WjauKCNbiQGqLUQQkB1vNYq/fdoAFNdn0cpDpYZyT/UGAHQ6QxwWyDab0vqYgjQzrH9lX3w/M5+QD2IJyfmqZOg0ct0+/Dv3ROOX248n1pH9c2fBbynJgFALWo0Xtae3Gga3cVw6M/H79yBboMGgDpA6sKQygHIMwyoSjeBlTYHwOZR7j68qvL/QHPInyYwFi2SJDfgf/kPf4WhSwKslZiLrCP/T/niY9Pnc5F/EpQyoIl0deafgWYL2Fxnhl/t+dQp+x+oqmqZrH8Xe7ObYvMwLMAmkL+r4sh4nHM7YOaSra2uThf/p/xpg8fkemlt/rQEEGm7Ku6j14EIqB80/6HJV6poGqA1E/rlhM0d129Wf285F0uV7X+EvRUX5I3fshdXegJ//u0p550R9Hq9MHkxvsI6AwOF56V2Op3SZq5Wbf+T7e+6sp9e7+9+PYsLMrk2bt9U6b+3qw0bAzEmHgEsEQZVScoSJbg98RcZA1y1/X/jDTt7+t9rMsiyp9x9ea99tnVOQCsjtwodACr0K2r71/HabcTurZt6+t+rwjHgvy/rand1BU7a/pm+qVgwfNeutmM1Be3UV1VbHv079O8B69b/93/4Uqn/xvGSX58H7UDYs1CkB6p0AMqeG/+Pp+aRCugKO6+ynfro36m7ENMqlZUjXSbaD8BLcW4jHQATDvfF0kf0swKU/1ftqFYWHrjv9p76d9qAKsYvr3cHVOcCLC3O4YMtOfrXtfoV/gyjsbTAOqoaz9yEMdBOhKxfZPhXIwSAn//hOYk/xvaaqv+JmMuOzOn1IQDSAqCaf+d1HOyyo7eKHIDX3q5mLO0vkAZIEXPZkTm9PvaBaJgD4JuQvWojoByo2v5PkvNHfu+eUv+NT3zsftj/EWjIT1UjkbH/Qvmoqgugqrn0NCOAbkC0JfPN5e5g+t59W9s1hyFPt0zJbYHlX4F++S8wMrKnts+UJsmVVQtAk+o+XLLAaBOqtOUpzYDpi+0HEXKVufmyUw1tAu3SV9aEPsr9P3DzVhzkxgsASzWT51KtywGI8YXPf8R5lE6v95UvT+IM5RyAKnFx9kol/07+IsAWRD9evX/j3EK1EXnVY3Cbjk++e8x5lE6v97E7dzTmPdY5zrp5AsA3+N4hmjD9jxyAf/2vPu1MBNDruHy9XsG1Hp3Ut7joVti0wRRt4i6ATj7LFQgAnqw/+95dzkRA/Hq7tzZnC+k6Blq10wHIrSTkqHL6n4kIKJoOoOf/j//2i9j5T4AzFe/ACAC2uIAthLMRckDW/+ID1xUmbXp+08jfDdXV1z7qTgAopxaU9wabIgCSIuATH78/V9RPG9L893/0OUT+EjR/+96q4DUr2vewIU53DcAugdLI/eDEbvb+W7blcgPoeT1J/jWj8NH8/tNfnsgQfIWCZmTL7kYdUCJvKgyk1j1qWfvVb04pK9dJNNBjq2gpBJqJubnTZb30TNEXWF1dnel0OviQACegwr17bxzpbq+sGs1MZL9/92Z25/Wbw22YgTS+PPn7D3176sfP1SoAAozVeRCa5ACkDsqObaEQoBtVlL919mK4hfCZQAzEc/1pvC9I3xxV77/QNMfBs4/3CwuAgYGBGT/ehtRv36S7qiPyXYhQjdwA6hCgG3VonL+yHN5/5vJyePxocx8a74utlg2WhLodgDrRlu1/ieRjMrnnrptx2uZdzCvcD4FaMJtzZXs5nt+AxbMhooFEQFXtebCo7cVALNKQPqkerfb2hoe34RPsI5CrUlVxZFXTF69ePV+7WChM8g0HWchVkT+sagACwNPe4UYA1DD/H6gXVQxGIsemKqdmdXVJcQF5RS46hxzfbit2/67NldjJZGkDQH8KAI9bgzwXL6hGW1IAgNvInJyAMkHjnZtQm+EVpnmvlL/F6FUbJBqI/GlsbJmgyB9z6YGcCrvHHICKAhTaBRDoP3z20x8q7bVJXHz4Q9WNX7bvAPBsLqyZon/ftYWFGZHG9yJnwJPo/6aBKs/LtOcfvA1uJNDPDkDuUEG3nMlfpKkdAEC5IHu+jFRAOH75kcmGdmZYEX+IT/+bvyosAL7301dmbC/5OGXgKYTB3EK1A3PIBfjkPWOlpALI+t+/axgXJgABoF4d3F18w8NQ3H3tAnzqQ84L9eg1q57AKN8HwLOSxB7/nLLDcc21LJIrXo0CgEBFeg/e6nbdINvf9WsC7UId57IrVNOzQle+n1wZovageEXwJY9VKXoUAPY9vvj5j4ZfaeBS4cj/ywdq6fvP7gNgUNPvCci4KV68qvWvAW2BRNiUCvi7X88W3iWQXuvjd27HhQgB4EQ0O3tOnQ6Al+eBOQoI0QIIxCKAIve8tj31+//bP/pcbUN/VlcX5ddHJumeENAeR/z8deMXz/8nMFPlolQ2qN/8CxO7c/edUxqBon6QP9B2OHQA5KG7/jfR14xTIHAIYgEABwCIQPUAlA740U9+xZ7/h1+FkxdNiJ+mNNY97S8zByAlhj3uWlDvAeClf3AtAMZdOwPn5pfYnpq2UiUX4LPv3RkOCHrx1BWjQUFxNwEVFGJKHeA2cq7nfKptbJXa6dfnAdABACQR78FAt1+9eiocuXzi5NnUY8Z2bA1z/PfcfXPprYRFrotsGsAzfmYlC5Uji3+pAVvnkgtAt/nFVXby/GI4m56+5x9DI2pR6AfURfReSVd7CQLAMIkvfKYXPNNX3hNjZGQPTiZACOoSoNuBjzX775ybe6uwVFAsDa4dgHJEQ0NAjgAG+QBNCABkXTWi3xdFx8UfbKdZYJ0BgPk15XEugHEa4KTDP0n/WrLIRhHxnJ5dwIcNtB5vGpzHQmLnbxqiL4M5nRYBelYSAUIA6G9cvXrOIrI3v4q8sloBcpC8ClQDAAC9Hs2rIvq60XHyLi18AH2EYyYRRkdvxBkGtBrifQB0xK4SC6nfTzn8U6eSU/+MZb2nrl6AAwD0tgJw2PZXkmhwXAOQP/+ffQ0XrwUksbywwGZPn2GLV66EP2/avJl1BgbYpi3R1/DnTvd+oFxcltYAeBo3oL4IIjm6w4sXpkR+n7/fF/y18aMXV9bYb87Ms7v3oqW3bKyt+Wx5ZTX8SsWX4c/Lwc/BZ7S0vF70uHlokI1t38yGNuHab6Q4aKIAWFyYnx0a3sbR9fpPohI+U1rfeJz4GTRBDa2AduR/9rXfZu4Lj2UkCHjIBMLgpiE2MLQJB7U0epWvEZ50LclMAZx2+IdNSxcxUXGfRafAiXNXIQAcYGV1ja2urikJXoeFpRV25tw827tnG0SABZSDgEp0ARaWlmZrFwCf+e/+Zvr7T3+5UFQvr/WXY/biDLvhhvfh7DONNs++nUs0qATCYCACBgIxQF+Ht25lIzvHcKANQfZ/ZiOgdEUQd58n/8o/l4X7AMy6+luf/c8/m334v/iAOcmrFjbuOSQAyAkYHuzgpDDElWtLbGFxNST8lejmEpfmF9l1O9ER4UQAlIi/ev7FwiK/pqtOZ23qC6GKtVD1H9ZW3fdcrywth+LgysVZduF3b7KLwQ0ww8XZGclVoZ8BYLBN8Izrv9f3fbPXzJHDnAlEAGCG87PXwlsoAoKIfaWE69pfQ+rVBqObB51fE1XVAjgRAGYFS+b7m5s8kxZQVREVwH3QA+VrPRICMrcASOPs2Z8bX0t6gZwRzM4FgOd5M2UtTi//7jJOCAMsBoRPxF96eNZBh5bxZ7KyVswBqLkWwA0reIJFyBPc7wnesLRXgqn3E5VEUYAYIzt3VnNBXEE0p1/I57IjgBWEbi+mPecXxtraWv7X1Cxy1A7Y5h3VqsLC0mol/862LajvMYWxe+WS6B2+lruw0DMg89R9nlAgbPRIegovYR1UBwCYYcv20bCID2hC9P8LozjfTAQIxcJJ139zp9M5aRL9Z/S65xnpebgAzQAV/23ZDAFgihM26Stb56wCd8CRANBvYWp6nw2QBrDD2L69pf8bW8dQCKjDuXO/0Ub/poQvC0xc/82rq6sznoTMk/enNb5EvAsWNmoHBDTXVgWR+c7tCBJMQfa/TADIRC9/DeXmREfiwHFi2LR/2bzYT/c2kQYwB1Xqb7/h+tJef9ue3WgP1JH/+VeFotXjOwA8prhtpNMkLYDOL4qBgYGZMqOaeCYAIMfgQIeNbi1vQ6Ido5vZ8NAgDrQhlPa/Z56248WyTFwbZMXrFgBFCwLtBcK5c6/iTLTA9uuvY1tLaNej1xy7cS8OsAay4j/ReS66HqRzANKrwnQJf/p0WeQfA2kAswh96xb3O6HSa+7Yht0ObaA9X11dHyWmApwIAH9tdcZmhrnLFAH1UlNRFWCxiLzrpjBad0n+9JqA7lx9S1L8JyJ3z1AUZ7+6nAEQg2YBlL2IUTEgxgPrsXtsi1MRQK4CvSZgcS0vrNS6l0WholzXAsDrrNuDrhYwWxdAV1QFZEHR+nW3jYdDfHKfPAMDbPf+W0D+TqJ/eYxvMgjYY6VG/+tC3/ennUY8cAEKiQAa1tMp0LJHKYUbdm9F3r+M6L9kF6DT6TRHAFiJBdP7LJIes6gDyAWqCdh7911sV0DgNkKAiJ9qCfbefWfYXQDoQS6VvF7FsxbNig6A2RLfxiy/GGlzlYr7RaCiKrQEmoGq9fddNxrm7m2EABE/CYh9148i558TtVT/l5AKcPbpx9P/kyN/N0b8Ju73uJ8FX8Pn+en7VcOCFxfnwuKqPbvvwpmZAzTCl240+ndx/ko4zEc0OXB429awlRCkb4/Tp3+mXh8yI37TN9N9AQI8V5p49zx67Ul+8x/rPQE0Y4R/MjPLPvHuPThpTMR4QPyUu6fbtYXlcB+AxcWsgKLhPpuHBkLCx5z/YqBiVZVIFcarNbb6VSIATBL2IZ37IuFgIi7UoGJACIBiIHKnm8v6AGA9+rctVhUWAOr2BCipAyCBGVsyz/N4WmA/ND6mH7EKZByBMJOPYr5S8Wtdtwo3E0Pmhjl1DfIKSIfxQeqrZ/g4e/tTDCoGlBdYAUAzo/803edNBWhI2t0VPmO8SAktC/PFi1wAAGgajAtVDQjcNH1WpghwJQCe0wuCwsVNWpx9++c4Q4GWRf+aFj+jayT5Gl5pRYDBwjNt8Bjp/aZ1ALELgFoAoGmwKlK1IWqb60bKubU6APLIxdMWMelEg5kLQAstWgKBVkX/mVy/vuBPVQD4qX/z3dJC52M//Cm9du5CQNvFES4A0CSQILUeVmXjhNVQD1DJICCTZ3mMGU49U+M8BgMBrYn+JfP8VXl+4fO6mC77PQX/4rQwl2mzqBkudHABgNZG/y5FQNMHARlQOzMqZhJG/3bC4szZn2N/AKAROPXGjyyuELXL5aXCbW+jMyD5cwm7APJY8/2ZKhezv3/9Ak4koH4xbziqWuSCWQkDF4+1gKsy25n4bwxbAanK1xPX7qs7ARTtg6mvchD508CVffs+0OoT7u13Ztk/Tr/OXv/tm2xxcTm8747b97E7bruJ3fue/bgiGw6a+qffp0Ke//cMe/+5fQBOVvDWTmYWJtNWP1ocBff5iq4A6remoqt9YxhW03T89p1F9sbFJXbq4noANjTgsZt3DbF79m5mu0ba3dHx8yD6JxGQh6xN52TYCOqV1VUnYt+VAzAjWtc8wUKnXtRUhYDmo4bb7gK88suT7P/4878Lvs50yZ/w+m9Ps7/525+w//s7z6XuB5qHN7WV/9lhV55nXzvDXQ1TZb+vTqczpVuoPEnBX546AAJqAZqNpVWfHX91jv39P813yT++n0TBX/38Uvi1zdG/tf2fw/a36QAYlG3OVZMA0BC9mLo9g9fwuMEoJmtG7AK0EZcvXw1JXoVTv3uH/fun/zoUCkDzQEOpqC01zzXD5//VA4Ay6bKZst/b1YWFGU9F8qYLn4WlSQ4AdgpsbtT/Fy9eTBG/CCQO5hfXWvkeraL/giKAv6+sXQBLEgDy6MWop9mgItoU5AK0sSPg+R//0kyVLi6HQuHfP/2fQiEAR6AZIPH5xhvPG18rnvJaSV4X6gFAdK186o+/W7oA+N5PfjHjmy5gDsi/SyCvX8i3CAOlRPwh8U9fDImdfjbBS29ebd17pSJU0+hfmP8vev6X3BngKjEzzUsAXyoOotG+np8aHRxm/X1Vrj+uDDCZC7i+EFML1q3jky1zAK5YP56EwPAPNrE7br+J3XvPfnbzu67DKlUTyPo3Sz/pBmJx4lj4cwpTVb3HYKGb8n1/MrVIlVgHEAregPx/OjPLPnrHLpxkNeHs5WX2+rlFdurCkjHpJ3GlhQ4ApZ+shKdB/t+FO/DWO+846fhxIgAOHDo6e/zIIwmK52b7e+lJ/ulCQMV+AKmfGf8K2r+LWrBuuP59bGSk90fbkgNANQN0Gx5eFwN33LYvFAP0M1BBtDD3lnHqydO2uOr6/zPOwXSFb5X+rUkV+Xv8/fEb9Lk9PSxGCVMkduueERQEVhjpE+mHhX05Sb/NoKl/uVJPGnIvWgBI+M+/+K2Twhj3pZmeIOb35UQvovMs+Uc/ewkxYHguvnHqR+zdd3+uNSedC7JOigHC9deNsXcFQuDmm64Lv9++faTW90g1DL97853w++v2jPWMSHnj1PNWF4onIk2j/v+kR9C9p7KCkNW1tZMD8bhfQTS/zvO+2SLp25EKpQIe+eC+niHXC1dXw5/3jg6yG7bXew1Qjv7i1RV2Jvi7zl5eCf42tzMYNg14rfqMCrWgmlr3NgWAJcClACC2Gde17vE/pW39xK5/goiI+WatgOmo7HTYjrVzbLwVJx21+VG1v0tQS2HYVvjia+HP27dvZTsCEUDESwRM5Ft22oD+/Vd+dTJ8b3yag/79DzxwJ/vw77+ntQs6pZvM96JIje6VEDr3M5fvz/xc5ghgDgOdzrSQvBWCgHcD8qQB4qiMUgEfHB9r7bny0pvX2K/eupaKqF9itIdPh928c4jdft1w6W1zJD7o3ycBQt/PL66WXqR3S/De2oK4/dSc7w1sfps9MtSjs2caLAAYk9v4Clvf4wSDzz9HJBgMI85TP2LbR/exgYHmn4DU4//Kr2bCKLksEAHTjf83iIjJIYi/xhF6MjpXCQUi+bgY8R36fmk5/DeS98sci+df+CVbCL4e+Pj9rVvQifhN2v5Sp3qiu8UzGoKlrhn41B//5VRV7/fYD386dfBjHzQjf9/PWpwF0gAEysuO7xlhe7YNte5c+cnJK+xXZxakETj9jm7UQ79r67orEH4/sr6F76ZBTykOiMyTLkPsMFy4ssKW6efgax1W/t7gfZCwaQMo558r+i9i89sVCzZSAGQWrYyt7ymG+/jMUDCYDwXaIJi5Vg0H+synPsT+9z//28or++nfi0WBaxfCBORQxHULbcKJmSnrqyNj5Qvb/9RFgFW2//Hw1ycCjvME7glI3TcQCbY4/utzrUsFEDnLyJ8HkTRZ8Wcut7+7hwTMR27b1pq/l9r+co+gVhC56UZYhiLACVy2Ac6klrRMHpMpoxrdJLT0PADP+ri8aWXR1gvK0T/8uY+wfsTr/3S6VX/vaevzypOf45r2v7QoSL3mdNXvOxAA04UqnCM7NNeiyDZSAW3CGxf7c0T5gbtGw/RGG0Dnle3gqbwDrjzB+W84R8OZ4Hf5qZzMHhHdTAB5dKOekCZbCF1HavWBomByAvoNlDpoC6jq38b6717LcS5Qav8rIn9+/v/681+q4e2/ZJvjzFX9rAAt1DZ52rpxMbLj+wkfDSL/uosbbUDOUp6oX9v/b5H/NxDVzgp+S5JlJlGOl9UKXiLqyZC8WDzYgCK1Nk0IpHqAfhQBbQD1+r/2+v+b69qQ2/+R4BUJYsU1xSqcARBjIDkSWLICxBFN7v5nA/zNL97GgKAGk39b8v4EajMlByAf5Tnu/xfUE5QBlwJgWr7QcfcI25xkA1G8LPkrxqTq0KZUQD+KAKoBaANee/17Ofab0FX/b5zf8jkBAiHtscpTAO9cvDidilj4xa6CNACByJ9EQBtw886hvrmO20b+TlJKlv3/uV4vwPLKirPr3aUAmGWCeD1N+Gkpo9sIyOMfLHUH7CK3NqUCYhHw33zlkz0/0Ife373vGW/830l5f/NZ/9z1nCJ1G/tf1v7HZj71R39Zed6EBpFQIaDt7H/XaYDw85hdaEU9ABHiUMt64W1B7+9z79vRKvInkPWfx0kSCl+R0BVcD3n30dg0OOjsZC9NAPCEbV0HwC92nBPgFTBHyAE4bZm7rRvUlvfffuVT3fa8XgQ5HU0XOXny/vLzXEDqGadAEfmvf5mu8XBM6xYsozQAt2jmocg21AMQOX709m09e/1Se+Ln3jfWuq1/STzmtv5No3x3+X+2sLjYPAFw4NDRTAogG8mLFjEbuzO9OOZNAxDeDKO4t1p1olJ3wH/1pYdaESXbRv7U9XDH7c22/2lzqXx5/8T5rSR1Jrb/FddP8N9zdR2PTqfznGrx8gzTAEYbqBiAUgG527cqAqUBqCq+15wAivg//Z7tran2T7pHTrabNojyXeX/v/v8i41MASgiHu4e435nUTsg7wrkBy3m9nnc+snyM5/6YCuiZVNng0RN08mfzpPXc+X909Sdy/4XTf/bOPdrdQCk9qVFGkDmBFgLtKgeoOlFgSQCiCzbFilLXY3btoW3tomaovUjtvZ/4cFAZYh4x683pV70ukdKKA8MW56ELkLeRZ2KudoIqguglECbd/77yIPvCWsb2pDWOHFiqkDxqMdEW/+aDf8RR/7x4z/5R89O1XVMnvnBT6ZMFi/jNAC3UOYBWbm5WrkqxrpdvoPd/66R1l6/NN2PLP+25fuTjlFhsSix/5Vkbjr/X3wNOL3ey3UAErYn00X2zJMMPfHkhB9XERcQS1TM1bZ6gBhxSoDG57bJDaBo/48Pf7Y1s/+paJT2kyi0RiR7/6XdAJ5hoWD3lafrPjZrvj+tioo8U4HAiqcAup/Xuavs+y0QAYT7b9rCvjixs1UdAhTpf2j/Vvbpe9pn+cf4acGaEV0Eb1v3Et+nmP9fClx7UBvbhKYOVXas70Ykkx4HLJr3n3qulxgJ7PvCzYJtQfUAW0Z2t2bDIB7vf+DOsC7g+A9e6u4A2ESQW0Gk3ybXguZG0LbSBZVwOppPWvqsUEHsVN3Hp+N5U8F1OCHcBVCyJXB3IyDNc4pc1bSNK+0VcN+7tjf+HCMSpboAGhVMGwU1efwvRftE/m2uYSCB+BMHLX8ZotZF+iL73yzq5zm2sQLgkkwt+QnCT23w46cJn5/373l+atNgz/dYPGF8/Znr3+edKd49KU5MseG7P89GAiHQRsS1AR8JCPb5H/+yUUKAxMm99+xvXbri3PlXw+2ki60TyeI/ueuVXkA0tTAbD32p7mO0urr60sDAgH4jIH5vAIE48NbVQPdnP/lzDtCGLsODHXb33nZU3tPEvE8HNxICr59bZL99Z7FRxH//TSOtjfi717TLFJGge0Vb/S8SBSb1MxqObYQAWF1ZmhkYHMquA0kJ4Ms3+OkKAy8R9/vxwUgT/sbmQtFj+R3GrBeyJfb6b78XkNWXWrFroAyUFmiCEKAth9/7nv0B8Y+Hf1PrFoqA/EkUOlglUoWvquI/6zQYRd81Y3BgYMrnBU+CuGVkLxIHyk2DciJOBbRFBMRCgG5EuL8NhcBC6Vv19jrxE1wViZqQvGm9C/+anl4EOHUAnPo4x488Mklf+Pt9f23d5qOLPPqevq7/HN0XpgDi3yW/557L+NfhnseKLRzkAJAI6BVcvnyV/Wz6tVAIlL27ILkQd9x+Uyuj/SSo2O+VX37HSYQQ/ud1uhG+6Pt10kx8371f9NhO5Ix5s5/8o2d3NuF4HfzYBy8Gf+VYePV1r+l1Qk/9HIsC1WMi8cD/viho58A2bh8cI3YFTl1YKn07X7L3ifjv2bulJ4g/xtGfni7W758k65iwu9ds+mdP8TOT/V5wnwAHjh5/wZnwL6MGQBIFpSN0z0vf4/lMkQZgG66Bn6gfSD42rg0oeG3Q4k9FX7eOT/bESU/RNxUJ0o22+KXd9l7/7ZvOxAARPd1uv21fTwwpos//17/5rjt1LSnokxf/iTbHErTCsvqj/4TCn2KdzkGmyOVr8/0J58BPRkCOnIC/nD7D/vnE3taKgNgVYLcxduHqCjt1cTkUBa7qBYj0b941xG7ZOdSTI4vJCXJC/pJI3mPMuNPFak5GmxyAyAXwBQtESOAmTkD2seJIP3ws88Wv4QB79tzVMyJAhLffmWW/+9077O1zl9jly1fYqeB7tZDYynYEYuK6gOR3jK5/bXOUryJ/N7Mhksq+s6H6k9+z9P3p6D/6Xu4gfP2Tf3jsqSYcty8+9HuPBdfek91r2yDK31gHzH9f2KEa7LRaBKjcgQtXV9n84mq44yB91aUMqIVvaxDdUzviDdsHe2ImgYr8qSjUCWFaRv65nIHkfbyLcfwFp5xdxqdOCmUio2p8n3MCknl/pu0GCP/vcfUAPmOuiwFjUOX3yJbd7IYb3teTFwVF67KIPRYD9Pte33+gHPKXtf5xeX9l8Z/HOQiMcxDq7wBIYKp7ZUry/SknQFcMqPp9AVDut+1OgNIdEIDSBRevrHQf12+gHf5ckX/qnE5G87bDf3JuirW2tua87beMBM+sNCLiTIfUNqiixY/r9+dfqft9YmCQS3lEFeBUDNZviG39fiF/+oxdkn/2HM6SvWnxn8c/dv1xs3/wh8emm3L8/uK5f5gO/rBZ6/5+1WRA3SJbUAQ4J4WGgqx9lUDoZdBnTJ0g7nhfTuSZYVc6ks9h/3c6Hec7XpUhAJ6TLYmqfGiS8FWz0L3UlqnJQUPFNgiSgSrB+1EE9Avian+XI6FT+XxRJX9qsqWXuQqEUzBTr9Go6L/rAqQiHs8TRkwmiylzPBhIJAJc2sJAM8m/lGFQnGiVnZsmLX5J0WAoApzv+1GdA+DJi5pYQhwkF8VMrJ/ZEpgjfweTASEC+o/8Ha8QWTdLOAI7GdFrxG6y93/9f8818HA+p4rydeJAt4taGVPRIAJA/rbRv/ScZvL9ADydM20yPVPFrQ0TANOqxTEz31w3EU0QSaVs0dTCyEpxASACeg/U6eGe/Jmkmt9TboLFp7vkw4O6PzXOAQhdCcXCKBIHWhdAZak6FAFtGRsM1Bj580TNE73OGeBFrt3wHwNubYgAuDp/fkYVG8mLmiRtUXx6IKmyPFku1StlvYAIaD/iXf2Kj/c1iP65DbA8oTMgav1L17akFwtv9g/+8Jnpph3X71AdQBCh2OT7eReA1eACxKTRhl0EgXrIXxf9M40zICN5i+E/IeavXp1pvAD4L/+H78+ow6Ms4ZtGRxuqS2GllugCxCKA5sMD7cPi0lxY7FdkY5/i0b+k2NVLi17F+T3V1OPbdQFUC50gcpK6BBW5AOF1fe5qWBw4t7CCC6WFoGr/Up0cxXmoK/6zLYSV4T/9+OXmC4AIU6plwktd4Mw4P6qOkKpxAQjUHUAWMtAezM29xV555TsFtvQ1Yn+z6N+TOVxe1uHKntvPNfUYr66uPscvZp7CJtVF+lW6AAQaFEPT4orsEgdUDyJ+l9X+uuhfe25LfmfqDNhzavMEwIxJlMS4SD3THy2tkOZzpNW6AOFice7VUAS4rB4HygE5Nm7b/CSyVlivoon+dTUujOuKabADsLy6OqXqdVa6ALIoqkIXIHSJVtbYs9NnwogSaDYq6+bIGf3LUgdGzoAFpzZRAJxULZXpRY4lyJtx+6VvULl0nGpNLkAsAsomFqBIRLqe7y+6o59JlJAWqrbRP2Pq1r/u6878wb/+i+mmHu//50fT0+FCpYp4DKMh2VyAqvZJp4gSdQHNJv+y5zmoon9m6k6piv/sZl2cbJMAMIhSDGakKxfL+l0AAlnKL7385+VZy0AuhJb/L79TWr4/E/9nWvlson+T1r/G9v/zC96UqlI6V75f4h6UvSM91QUgJdA8UKrm/3rhd05m++eN/jM9/Ia/Y6zPUwCpaF9XDGizYNbkAsSRJjkB6BBoBk6f/ln4eSwuzlWwPgjO5cTUv6QrYCRoPUnr3/pJ/FzTj31cB6B1ASzy/Z4kmir9wiYhubASpgR+OjOLC6sBoIifIv+ynRnj6J8pCvhUjpV573+IMjoAShMABw4dpT92Vhs1pdQ/kxQD2iyaCheg5MWCRAB1CJRtNwNqN4ai/jcDAVBRuJsRrmIRyjI5frWYlUy59LxjTf8MBgcGjukifZbDBbBZkMvATwIB4Go7WSAfKC1DOf/K0jIm0T8/pl4R3eeM/AmzZXQAlOkAEKY1x1ZdDChbOBkf1Ru6ABWdpFRwRiRELWdAtVE/HfcqUzHptj++SLWIkBU5Yt70Jw5/p/Fh6LenfkyzAKZVkb6ncwFU+f4KCwJ5xF0CcAOqBbkwdNyrKszME/1bpbqY9Zjr0up+ahMA6mJAUUsgE+dSUxsBiVyAjcdXFS2EkegrVeWfEfVXG/UnztOMKOXJu0D0n/3Nsy36WJ4t5AIwxYYrNboAcAOqR1yHUfmxlghQWfRvleay3OhqtYRdAKsQAC8Zh1Fa+zS1EQrnAvA2bPLxG1FX8r4qEFeg0w1dAuUcX0q3VB31p8SrqIUv082immypiP6zMzCOtejjOaZbCK1cgKQokqQJvIrfYOwGkC2NTgH3oGNKXRhVd2J4Gttf60QZbnLFLBysgU7npbLeb40OgGwUsGh/AH4wkGQRzXQEcPd5lbuGoQtAJEVV6YCjxff8q2HnRV0TGdNkLm77y86zUPX9y6P/6EVnP3H429Nt+Xy+PfXj6TXfnzWN9GX5fm0dQEIgVH5hRyBbmirSsamQO1DXBYkriv6rd/XU55ZyMJDE4dINw3LBpY0TAAcOHTX8o71ErZPIFjVxARKP51yD1H2sWhegq2YX10fQYnBQMcStfa63783B/oJzVlEMKBWuTBv9e+2L/tcXlk7nmMt8vy76qiMVkIxWqTgNLYNujuOzNY5kNkozmbarql7X4lw9evyF0gTAYMnHcyq4TerWU5+F/wsPkE/fRIvj+vfBT74Xfef//+ydCXAc1ZnH/z2HzhmdI8mSLFuysSxs4/sCg20BRchBbIOVACFBDmwIu5UCNkntbna3sKu2UkktW4Ta3arNJsRKJYEQYHGu5cbyYjAmxpYNPiRZlmzLsm6NZnSPNL3vtWZGPT3doxlp7vl+Vc8z6ukZz3T36+//He896UCK7veK4vR7PZ8juj5neh+fbZ6oAtsqRsFz7W3CwEAbFi26BZb8Surxgd4YJuzM6B9hAqAjyt9EUBSW+hptQVlzIgSQuvLv/fOXjsTbOePDAfU6Xe10JxQ9R0p0/e35za7novu3u/4WXPuJns4tztxYZdu93u/aR4zSb+ZpAW68SnLScHuVBeY0A3XeAOERlGimU7SGm84WmRIQ3HTBcygArA+rUA/zcQ1AuSjKAOcUBdDInfrciCNfEOh7Y5weLnih8U9wjJG3MKvhb6vHmTMvxoDxnwn9CzIhoF74513LP0/vPy4jAD39/YeCyvcHcNP0F4qNdipADo8C/PqjdsmbpcWFAhNNER3ep2KBZosszTkqAP8zYc5qL8JYABj2CMDU5MRpvSEloBurx5MX5xIFwMz+Itz+v+TxCx6nQvT8PzPbEDV/gRu0ruYWZObmIKuwEPoUI90NZIafD+sLz5K9c/cQfEL//gr/BMF3MiCfiYDUxv37eP+HqmtfjrtxZ0c/a7HWVBdw4bI7qCiAPALgigi4owPSfq7nouu5IN9HFiUQRTHqx4B7tbwtX2DCpvIcigjIcDBjz0dTnI6FNReUlf1BGPg5ef9BCFV2HZ8O508P6xXJjH+A4Qv3gZOF9tyd3G2wXepACuW77x2Q3Rxc+wuycOK0mJCJBk+awX2zjk4qQM7wgBWjNjtMlnyY8vOg0+uT9qbAc/x8OF8sePuqUSpl6F+Z/5+t8C+QoYC+3v+ReD2fk1NTRwx6/W6ohPnVwvmqBlwjzD9rKiBGRIBcCPDUABcC/DFZmXKK6LeNo882hssRLvLTEvb+IknR9P4lA63X14f7zhZWDtfVDLCHnAC0jtRhpU4rPTpdHVj2XHTv41Td32cbvN8387rTZ1s0KE7d5vU3N/7JJgR4SoSPlOAefySm7p2z9y/opk20l+HmjzqVbdPbPd6/53Wd+j4egaCb8RzcrwMVrpk1447Pb1ldbsrIaBXdhtrdf11i3dNX5X+7hb9yP433e96r8b5YhEcCuBAot2Qg1aBLjn4uM/z8OedM5zCsUUyRCArvX9AYeurvda/tWu/V2D4bfCTNq/XHc+M2AuCiXgoDhjUK4Hq/x2lw3zBm3jcTXRQ9BYGxkArwOuFTU7B1dWOotw8ZuTkw5+cnbGqAj93v6v5UKoqM5ZER8k7vU/WvEvr3KfwT/NepaC8cJO3fEK/Gn8OnL62p3trAfu9apacvvwmKgaQDlN6+MhWgESWIRRHA6wJ4zpsbfy4CVi/MgsWUkpD9nIf6udG3Dk14DH8Mde5ZQ//KSX/U5qWAv0WBNLYHgk4Q6sN9CCIhAI4EJgCCrQVwG3pB2tdl711hfVlaQIBMSMBTP+BJDyheDxWj9hKMseaYMMPeu3w6JCp7zrmn5qCmEOAigDdeI8DFQGpmZtzfDAb7zGg8VYHOjutIyznJtmTBbEmFISU2BYByKKmPEVedY0LwU/gnaMwVAJ8RBK4P+2UC2AD+G9YqDbzcOM833+8WB4KnCMjdx8WYFQEcXvQ23LISx1qAitQKrC4ogbjkA4jmrrg/6cNM5FiHxiXDr8W9rb/B6HAGJvQzdQDj7HlP2nnpuS2lHXbjNa9toezbqqF/f6/PYuCDGsoauO2MewEQhIoJIAoguL14SIZ+ZpvasEBZkaAwU/wnzAQLpl93eWLB3igmx82w9S2XjPqovdj1WCK1QJgY/y1SUkf9d6QBq9QMKUaY8vMlMRBP6YHB3mmjz9vlRvlx2esdFrU0wphiR17pJ+y32qW/s/IbYUiNVlpgppjPp+BP4cmrzjypLPybbcZKNW8CiLvqfxX4b3hWmGO+XzMCoLKPZjQgyiLAMnYjsiZKUTC2QnqeOmVG6fAW3x0vsPb+4xBLTzMh8GHciQHu4XODzz1+RwAV/fyMWsaqfLZX2O5UF0xMCPQyIWBLuSYJg560c9Lz3iDFgdeskgrD7jPrJBCy4sBgvP/gbefc73Jh571f3CcKukBzXf5qAbzz99Nj/GfZBlG7DkDjNS2Pnht4OzP4/dc2SIafC4D5cPfe57BgYXPQ70vPMrOWhTT2GItiYHhQwCdHNqLxZDm6rlrm9Vnp5o5pMWBpQm7JiYiJAvUcvuBj+Hne3qfi310zICiiB+46ANk23//HXScghf/XJUIYuKZ66ykeBdDK9wdaB6DcJ5jXPQIizHDDXsCMPDf0BaPTj/NhZOnrGLz5hzBnGJGWEnt9nRt9+4gDtpEJ6TEYlh77KUx9G0LyPa5lHveIgXb2XEsUKPP+mCVvH9DrIc79S1Fgdr2+Wn887PY5IuNSWNerF2aZECiwKIBiQh9Z6E85LNCzTfSTCvB5beYbc2Pf37GBtY1Sm6+xDyV81ABvbjHA0wOppkwY06JTXTw+PAzH6Jj0OD48gpMffA4NH20MzW91RVS6W6vZX495RAEXA3mlrJV8Iv0d6vCgJz+vFgEQ1Kv+VUP/ipECAgQ/617IZ7ZMiPC//LesFTS8fZ90gL98/mxD/xSvC7KUQKiH/KROZTGDv9lj9PlztbvfvK7FniXoto5KTa8TkJFmQGbatBjIjNKwwrGJKSnEPzzmCNroy0kZLUaoaq+mzwN/tkcmCj6WhEE7e+SCgEcQEGTVf6Bh/5B7/6JYH4lzGZErSKfT85XMdgZ+A/ZXCwBXzt/VwWX9WlDbFkAqgH/e6FARutpuQ9/Vjehr3wSHj8EPvf/Q31M6pwiAlhjgaQIuArggMKanSc9DGSHgtQl88iJu7Pnj5IRDMvo+gmAsPawh1xFbMWv34NqFezyCgKcO8pgoKKqon1eEQDmt70zEX1CtCRAU0/1qhv7VCv+8ts3sKwudJwpSGsDrpirL9/tNB8iMtxDA0D9lPUCoiwK5oVliu1My+krvPhxXfJqt0sfblhtdLgKMBh0TBAZJFPDGhUIoPXxu8KeNvkN6dIRowh7jSHFYozIl7Fzxtsn1d7vpGK6ZPkJb9nvoT7uoHdpXGHbVBakw+4RB88j986m0I7L6Z6QkZJBqRhYF8BRNzVTxewqpRKgWBCqL+9TmBuB/DnZXoat1Gzqab8fwQBkzcJFV1PbB/JB+HjfIvLkFgVsU6I0p048p05XGBqNRc3TBFP8Mh2PG4I+Oebz8YIRNRCMi9hImBkokQcCXB8qyNKK06o+SIDBbAp9MyCfE7y/vr6gRkIcXvd8L7cI/CIqJgzxfJa6r/5W8fPgjaTSAFAVwG0qlYZYbeX8ePrRHBYiz1APMpSiQe/lL7HdIeWlu/Pnf4TX56p7yRLr6YmLDnmF03sV27ujAtCCYTr9yoWDUGHbIjbrbsE9MThv5Cdm2UJMuCZvI1mUsHNoqtc1d38GosQ+t2e/gmvk4a8fgEEa8vXdln1Z698oFgwKICoTXZsawAOALAx2uq+GzmeUEfjNWWSPAU6wHxbBArYJA31TAQPcqXG++jbUdGLFb4Jw0RrxDu+lsvyHs/4dbFIwPR+53TQuA6BVd2XorYTv6XU90oLCiXhIEWf7EgJrx9zfkTyUi4C/0H+RS1YkU/pf/prVyA+7lvWtFABBEKkA2akAeAVDbz58IkBv9JRoFaZEks28DJhb+Kaj3uIXBcIxORSyPbEQaQdQjY6IQK3selNqEcRCtOe+gLfcddGaexKR+LGDv3kcYqImD4I2/NZwLAEUjAuBWNLuDOE2ef0VB9PL4VYcFeuYZ9fb4+Ytjw4XovLgNlxq+DHtfKfNsY6OYpq+7FBPj6bOOBIgnuPHnKYBYYcRWgrbTD0qNi4HyNS+iaEm9d92AoLLIj1rRn8qy0tqhf0XEwMvwz7o2RSKF/yWGRkYOmTIynlWKroBn+ZstFeAy6j4iQWs/hQjgRr+CGX1u8Ctsd8hcgugPIczsW4+BIAVArMN/UywcWyky4shCZc+9UhtN7UFr/htoyf8z+tIaVb17yMWBMjWgMXNgMDidzvpI/fZICoDfBycAZMP1ZN79zPS9/j1+52QKeq+uxdWzt+Na0xY4xjNisiNcvrgay1YeT5iO3Xx2S8x+N54qOH/0u1IrqjgsCYHSqj/PGG65EfcK/6sV78kqezWLBQF5mN9nvn/fwj/W+aca7vjm/7QlmgDgkwLt2b6pwaDXe0UB/ObzlZ67Ikrg5eVr1QNoFQW69skfXY41fQ9LRt87vB87ZHVuB9Yk1vUg/aYYJH28ACs6vo6qzq+i33wezQW/x+Wc9+AwDHnXBMgMPBCf+f9oRACCDdZ4CQH1cf4une466BOj2Wi/sB3NJ76Ewe6Fss+KzclALrfclFAC4PLFm2L2WMvpat0ptfMfPIUl61/AwuVvIM3c7fHM/UUAvDx45dz9s4T+veb7nwkwyjq//jkkKMz489920MejUhYE+kkFKCcI8hsN0CgK5PtUWndhTe83YBm9MebvEXqHSfKYh/NPJojx3yH9pli+T+icRlgGV0ttXepfo7XgdbQU/gGDqW2BpQbmsSrl0MhI4kUAeFHT4boaqRAouCiA4FnhT4QgK+7zTg8M9S3GlbPb0fTx3RgfMcdNZ7jcfBOGbHkwZfXHfce+fvUG2Afz4uo7c8F44YPH0Xz8USxa9UeUrXgdOUXnZrx3rbSAj9cP1TC/13A/1XSBz40i4cL/8t/mFMWDOvkCXgojrwzlK417UEP/FEWBmZNFqOzfhdXdDzNvPzuGTb4vue1fTBwB0LU9bo47J3U8H1XtD2HZ9b1ot9Sjqfh3GMhoghOTmoZ/rt4/o4FHyyImLiN5IGt3r+TTPm0NOg4gKGMCosdpGraW4Mx7D+PE64+is2U1phzxN6d2atooissuxn3HPnXs7oiPAAgVolMHa+eNuHru87D3VcKc14HUzD7fyX6gNumP2iRBOtVaAvkCQAK8C4SczqlDt+97NRELACXOtbWPrVhcyucDqJILfJ+IgPxGqngd8J25zef9itdMjiJs6fhbVF/5IUrtW2EQU+Pu2KXZlsFa9r+YMg7F9TXARzSUNvxTXH53nWhAzvANWNq5C/nDKzCa0YVx4wATnc55TfojZ8rp/O35y9feTLgIgAt+c3sy+Lf5Dgscs1lw9ugutJzaCcd4fC+v+eknO7By/ZG4LgbkUYyms5vj3khNTRnQ3rgd11u2YmHVUVRufgHm/EsQ5AZLrWhwtuWC1cb8K24QOp0+YY2/7Ab3S51Ot9tX5At+UwGzzfPvUw/AHjMmCrDm+iNY3nsv22aI+2OXc/UL6K58Pq5/Q2HTIwlxHS/o3yq1TsuHOLfoIAYymyHqptSFaTAeuU4X0XuAEOkD994v7h0QdPqc4N85PcXn2FAWM/xfQtPHdzLDn45EYf0tb0gtXnn70COu/H9iYUgZw6IVR1C55SWYcq/KjLlyaV/10L/XcsFeUwArBxLBWl37ci6SgPt2bhnQCYLXPUBryV+v6X7VXofvVMDpDgtuuv5NVHbfK3ltiUTTHffBoTEnQKxjZN5/5buvJuQ13VF4BOfKn4c948qc0/+RWP432hEAdt/U8xxn7Vy0SsM7Nbhw7C5MjGV4REGicPLDz6Fy1cdxWQvAc/+XL65KqPPhZnIiFZca7sLV87dh6bq3UHXLr2FMG/KOCMBfsaD76hW0xvy7qUOSwIx0HTsQT6pGANyREz+z/GkN/dM7U1DV+QDWXPuWVMSViBSffQJXNv59XH730oZ/TNhruqR7h9QaF/8KFxe9JI0amEPHiHj9T8QHxNfuXsn76/3BvOfKuQ14u+7v2E14PaYmjQl7EfF5ASpX/SWuvjOfx+CNVx/DeAJFY9SYmjKit70K7RduR1rmCMz57dDpnQrDr5tl4SCvxX6UPPDLQ+esySAAVi0pa4RGKtBrnXX4mVFNke8vs27HnRf+A2UDO5g40CXssUsdWoyxrIuYMF2Oq+9t7tyOgpaHEv7a5qMGKjq+DKfegYGsc0G9d3R8/EBze+eFiDrk0ThIh+tqBhDArIBDAxYcfeVb6Lx0I5KFDdvexPpb3oyb73vk9QfQ9NkmJBsly85gzR11yCls8Q3va64QqBr659RX175cnUzH774dmw/rdLqdKtGBgEP9/Jl5tAzrW59EsfXmpDl2U0Y7Lm3fFzepAB76X/J/B6F3mJPqHjFouojPlv0nenNmn9QvGuH/qEQAXFEAXgXsdzhgw7v34r1fPclEQEFSXTQ8nF6yqAXm7NhPBXDDz1MXyYi9vwhtp6thMArIK26FTj+lUhOgU4kAqGruA8z7b0im47dqSRk/ELs1IwAqXr78uQ5GrLj2ddzc/DSyRsuT6trTOVOQ2bcOtpJ3IeonYvq78vH+i47/m2vlv+QibSIPizo/B+OkCQPZ5+HUaZ8rJmh59f/vI35+oiQANNMA/dcX4a2D30frma1IVtqaV6Gs4gIyMu0x/R3f/dM3kMw4nXpcb1mNnqurULjoIlIzbCpev87fmH8OL/57INmO3bm29oaVFQt5GsB3CI/WdKqu53nDVdh24V9Q3n13whX5BYphPB8GZmDsC96P6e+58NQBSawkM3m2FSjtrobNfBEjaV2q+0Qj/B81AcC8nQtMBNRCkQZoeGcP6l/8G4zas5P6gpmaNKDl/DqULYlNEdDXXYK3XtsnfU+Cz0VhwaVTO5BuGkPugivQ6cRA8/6c/2L94c1kPG5Vi0sW6ATBR+kLymiATARUdtyPjU0/QOZYcdJfd3xuAO5Zx6oIKDn9A2R13EE3CAaPApRpRwPaDr1/4vGoRGiidUCYACiHa1Ignut//Wc/QOvprXSluEXAlDEmRQAP+7/7h69LxX+ELBrA5w+4sA6DvWVYUNEIY8q4vyF/cpKm+E9JoMWA/FnKZBZu/ewZlHd+iXn9RrrgYlgE8LB/8WffQ/bVz9MJUpBrW4HC/s2wZp/DeMqAe3Pdubb2qDgB0RQAPBby7cvn1uOtg9+TRAChFAEGXDy/FhmmIVgKO6L+fT49cRvef+s+6XsR6li7S3CteS0spZeRmTMAlZX+5PDiv+eS9Vixm571xsUlO9nxKfcnAnKGKlF98qcwjZbRBaYqAm6AufM22GOgJsA4ugBlx5+BqWcznRit8zWRi/KOezCS3gWbqQVj4+OPN13t7EwqAeA8dmJB//XF3z719h5MOUjRa4qASaOUb+ced1HpFegNkV/fm//f7/zhISYAttMJCQA+WVXbp1uQzoVbqd/hWk/xdFgyH6vli4oH9Tqd5rDgpe17sensAanwjdDGMJ6H3Cu7MGG6IrVowEVI2cfPSCKAmJ0Fvdtgsa7BxuZ/aHwNP/woGt8hKsMAHyoaqWUPzwoBDAUkZjBl96P6Cy9JowQiReOnG/Hhu7so5D9HVtz6Jrbe84LaS23M+6+gIwTUVG9tZQ8+UYC157+Pss676AAFyWDZG+he8e8RWzeAG/yis9+BqfNWOvhzp+4bMO9LeAHwUNHwfvbwNJ3vucMFwMZtb4dVCLQ1r8SJo3eht7uEDvg8WbbhqCQCUtJHvLx/JgB+QkcH2LN905MGvf5Zj0GZNOGWU88ga2gpHZw54mTGv7/iFQxUvBw2IcBz/bmtNchr3QudtLwvMU/4UOBqJgQiVhMUUQHwUOEwXwu8ls5z6ITA8ptOoKLybEgWEuJePvf4z/zlNtgHc+kAh5D8kiv4wmM/cosA3sErmACw0pEBbl21NKe4oIBHAXK48b/51L+S8Q+hELAvOMqEwCsYzwrNiqOpthuY4d8LM/P4yfCHRwQ8jKyI3BsiJgC+VjhExj9M8OWESxZdQsWys8gv6giqYJB7+B1XlrC2FK1NK+lghlkEfPGxH3MRcIAZ//10RGaoqd66nxn9p7nx5yKACD2OjE4MFR3FSH6D1JwBRga4kc/oWys1U9etMI5Qjj8CImAfEwFhnxwsIgKAjH80ogOXpEcuBrhAcDM+li4Z/YmxNArvR0kEZJgHn/rR+zdT+F/GPxf+avfi/ttfI+MfWUHgSO+UhMBYlnc6Mc22VDL83NvXk5cfDawiUF2L7LCKgLALgK8VkPEnCBX2/abHVEeHgS+DaF3LbkWHQUXBBOElAgCRiYCcsImAsAqABwvsZPwJwo8IeKHHnNQiYNr4g4w/Qagj1QQwERCWmoCwCQAy/gRBIsAfB2HNYTegVjL+BOFfBPB0wL4wiICwCIAHLbZaqX8TBDEbUq7vxd6spFoN8CAGclye/1q6BAhiVur3ITfkS4aHXAA8YLHtdHVsgiACFAGsrWMioC2JBMBrUFkOmCAITeqYCAjpZEEhFQDM+Jezh1OgkB5BBEsDEwBJsW7qQfTvB00GRhBzYd8+5NXFpgDIH+TGn0J6BDE3fvJiX/ZTifwDf4H+naAIIUHMFR4trP4m8kKSMgyZALg/f5BP5fkknR+CmBd7ftuXfSgxjX8fjwxS0R9BzI+GaRGQP++iQF1ojL+VqXqRGX8R1KhRm1c7eH+eNVEN5EEy/gQxb3iUPSQptHlHAL46fbM6Jais5kUQRPAwGXDopf6cPYn0m55Hby1oZBBBhJLqR2Cpj7YAoNA/QYSePUwEJEQqgBl/Cv0TROhpY20dEwFzTgXMSwB8NXdgLfuEU3QeCCLkWCGi4qWB3LhfMfB59NCkYAQRHg48goL9UREAX8kd4NW8O+kcEER4OvfvBnL3x/MP+Dl6+P2Bqv4JInxUPIqCtogKgK/k9nNFTzk9gghz5/7dQF5bvH75n6ObnASCCC91j6JwThMEzWcUAE3kQRDhJ277GTP+O8n4E0TYqXX1tchEAGpyyPsniEhGAV62xl8U4Gfo4oV/5XT6CCLs1P8VioJeK2COEQDxaRqvTY1axFrcRQGY8d9Jxp8gIsZO1ueCnoU3aAFQk9O3mzo2QUSUWtbv4qzPkZNAjVqE2xPB9tKgUwB7s3upqIcgIs+BVwYt++Phi/43OrknQsODCSLyVHwLC9rCEgFgxr+cjD9BRIWH48j7f4K8MWrUotJqg+mpwaYAnqD7MEFEhXImwHfHyXfdTaeLIGLfUTAEpetFkTo2QUS3c8f09MA/RUetCJGm/CWIKDkKrA+ufQwlAS0XHHAE4L6sHp7XK6fjSxDR86xZP4x147qLThNBxEcUQBeODyUIImzsjHWRQqeIIKgPEgRBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEES88v8CDABqYW4T0CBA8QAAAABJRU5ErkJggg==",
"path": "emoji_u1f469_1f3fc_200d_2764_200d_1f469_1f3fe.png"
} | Generate code for a svg of a couple with heart: woman, woman, medium-light skin tone, medium-dark skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="hair_8_">
<path id="hair_9_" d="M5.43,74.62c0.06-0.26,4.95-29.34,30.8-27.08c15.04,1.31,25.48,11.52,25.6,26.61 c0.04,5.32,0.22,14.51-0.22,18.69c-1.83,17.58-7.74,28.43-8.53,28.63c-4.16,1.02-41.34,3.35-44.09-2.23 C2.65,106.44,3.99,83.56,5.43,74.62z" style="fill:#AB872F;"/>
</g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(-1 0 0 1 1241.6432 0)" gradientUnits="userSpaceOnUse" x1="1210.7977" x2="1210.7977" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#530EEB"/>
<stop offset="1" style="stop-color:#651FFF"/>
</linearGradient>
<path d="M27.08,111.11h3.76h3.76c8.69-0.66,21.56,3.24,24.47,12.89H30.85H2.61 C5.52,114.36,18.39,110.45,27.08,111.11z" style="fill:url(#SVGID_1_);"/>
<path id="neck_2_" d="M30.61,117.83L30.61,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C37.41,114.79,34.36,117.83,30.61,117.83z" style="fill:#C48E6A;"/>
<g id="face_1_">
<g id="head_1_">
<path d="M37.51,55.63L37.51,55.63L37.51,55.63C25.36,54.14,13,61.79,10.64,80.95 c-1.89,15.39,6.52,25.66,14.46,29.61c1.89,0.94,3.76,1.53,5.45,1.74c1.68,0.21,3.62,0.09,5.67-0.36 c8.66-1.9,19.33-9.84,21.23-25.25C59.8,67.53,49.66,57.12,37.51,55.63z" style="fill:#E0BB95;"/>
</g>
<path id="nose_1_" d="M36.63,94.22c-0.07-0.04-0.14-0.07-0.22-0.08l-4.94-0.61c-0.08,0-0.15,0.01-0.23,0.03 c-0.47,0.13-0.77,0.56-0.62,1.08c0.15,0.52,0.96,2.03,2.94,2.27c1.98,0.24,3.13-1.02,3.41-1.49 C37.25,94.95,37.06,94.46,36.63,94.22z" style="fill:#C48E6A;"/>
<g id="eyebrows_1_">
<path d="M29.03,80.21c-0.55-0.95-1.91-2.4-4.85-2.76s-4.61,0.71-5.37,1.5c-0.34,0.35-0.32,0.8-0.15,1.09 c0.16,0.27,0.68,0.57,1.31,0.44c0.63-0.13,1.89-0.6,3.88-0.37c1.99,0.26,3.1,1.02,3.68,1.3c0.58,0.28,1.16,0.12,1.38-0.11 C29.14,81.06,29.27,80.63,29.03,80.21z" style="fill:#AB872F;"/>
<path d="M52.23,83.06c-0.55-0.95-1.91-2.4-4.85-2.76s-4.61,0.71-5.37,1.5c-0.34,0.35-0.32,0.8-0.15,1.09 c0.16,0.27,0.68,0.57,1.31,0.44c0.63-0.13,1.89-0.6,3.88-0.37c1.99,0.26,3.1,1.02,3.68,1.3c0.58,0.28,1.16,0.12,1.38-0.11 C52.35,83.91,52.48,83.48,52.23,83.06z" style="fill:#AB872F;"/>
</g>
<g id="eyes_1_">
<ellipse cx="46.34" cy="88.83" rx="3.59" ry="3.46" style="fill:#5D4037;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -47.4729 123.9972)"/>
<ellipse cx="23.13" cy="85.98" rx="3.59" ry="3.46" style="fill:#5D4037;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -65.0243 98.4599)"/>
</g>
<path id="mouth_1_" d="M39.11,100.32c-2.39,1.05-9.67,0.15-11.73-1.44c-1.18-0.92-2.63,0.08-2.24,1.31 c0.38,1.2,4.03,4.34,7.47,4.76c3.44,0.42,7.69-1.74,8.35-2.82C41.63,101.04,40.48,99.72,39.11,100.32z" style="fill:#6D4C41;"/>
</g>
<path id="hair_7_" d="M36.22,47.55C10.37,45.29,5.49,74.36,5.43,74.62c-0.67,4.18-1.32,11.4-1.18,19.21 l7.24,0.51c-0.22-3.96,2.88-19.14,9.42-19.61c16.27-1.19,23.71-8.59,23.71-8.59c1.7,5.36,8.36,11.2,10.74,13.41 c1.95,1.81,0.84,11.69,0.47,14.4h5.66c0.04-0.36,0.08-0.72,0.12-1.09c0.43-4.18,0.26-13.37,0.22-18.69 C61.7,59.06,51.26,48.86,36.22,47.55z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_1_" cx="33.6622" cy="88.578" gradientTransform="matrix(0.9988 0.0497 -0.0666 1.3393 5.9395 -31.7222)" gradientUnits="userSpaceOnUse" r="30.7367">
<stop offset="0.7651" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="0.9659" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights" d="M61.82,74.15c-0.12-15.09-10.56-25.29-25.6-26.61 C10.37,45.29,5.49,74.36,5.43,74.62c-1.34,8.35-2.6,28.87,2.4,41.97c5.33-4.24,13.28-5.94,19.25-5.48h3.76h3.76 c6.52-0.5,15.39,1.57,20.64,6.71c2.12-4.59,5.14-13.29,6.35-24.98C62.04,88.67,61.86,79.47,61.82,74.15z" style="fill:url(#hairHighlights_1_);"/>
</g>
<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
</g>
<g>
<g id="hair_2_">
<path id="hair_3_" d="M122.57,74.62c-0.06-0.26-4.95-29.34-30.8-27.08c-15.04,1.31-25.48,11.52-25.6,26.61 c-0.04,5.32-0.22,14.51,0.22,18.69c1.83,17.58,7.74,28.43,8.53,28.63c4.16,1.02,41.34,3.35,44.09-2.23 C125.35,106.44,124.01,83.56,122.57,74.62z" style="fill:#3C2C23;"/>
</g>
<linearGradient id="SVGID_2_" gradientUnits="userSpaceOnUse" x1="97.2363" x2="97.2363" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#9900E6"/>
<stop offset="1" style="stop-color:#AA00FF"/>
</linearGradient>
<path d="M101,111.11h-3.76h-3.76C84.78,110.45,71.91,114.36,69,124h28.23h28.23 C122.57,114.36,109.69,110.45,101,111.11z" style="fill:url(#SVGID_2_);"/>
<path id="neck" d="M97,117.83L97,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C103.8,114.79,100.75,117.83,97,117.83z" style="fill:#7A4C32;"/>
<g id="face_125_">
<g id="head_349_">
<path d="M90.49,55.63L90.49,55.63L90.49,55.63c12.15-1.49,24.51,6.16,26.86,25.32 c1.89,15.39-6.52,25.66-14.46,29.61c-1.89,0.94-3.76,1.53-5.45,1.74c-1.68,0.21-3.62,0.09-5.67-0.36 c-8.66-1.9-19.33-9.84-21.23-25.25C68.2,67.53,78.34,57.12,90.49,55.63z" style="fill:#A56C43;"/>
</g>
<path id="nose_177_" d="M91.37,94.22c0.07-0.04,0.14-0.07,0.22-0.08l4.94-0.61c0.08,0,0.15,0.01,0.23,0.03 c0.47,0.13,0.77,0.56,0.62,1.08c-0.15,0.52-0.96,2.03-2.94,2.27c-1.98,0.24-3.13-1.02-3.41-1.49 C90.75,94.95,90.94,94.46,91.37,94.22z" style="fill:#875334;"/>
<g id="eyebrows_178_">
<path d="M98.97,80.21c0.55-0.95,1.91-2.4,4.85-2.76s4.61,0.71,5.37,1.5c0.34,0.35,0.32,0.8,0.15,1.09 c-0.16,0.27-0.68,0.57-1.31,0.44c-0.63-0.13-1.89-0.6-3.88-0.37c-1.99,0.26-3.1,1.02-3.68,1.3c-0.58,0.28-1.16,0.12-1.38-0.11 C98.86,81.06,98.73,80.63,98.97,80.21z" style="fill:#42312C;"/>
<path d="M75.77,83.06c0.55-0.95,1.91-2.4,4.85-2.76s4.61,0.71,5.37,1.5c0.34,0.35,0.32,0.8,0.15,1.09 c-0.16,0.27-0.68,0.57-1.31,0.44c-0.63-0.13-1.89-0.6-3.88-0.37c-1.99,0.26-3.1,1.02-3.68,1.3c-0.58,0.28-1.16,0.12-1.38-0.11 C75.65,83.91,75.52,83.48,75.77,83.06z" style="fill:#42312C;"/>
</g>
<g id="eyes_175_">
<ellipse cx="81.66" cy="88.83" rx="3.46" ry="3.59" style="fill:#42312C;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -10.2167 10.6139)"/>
<ellipse cx="104.87" cy="85.98" rx="3.46" ry="3.59" style="fill:#42312C;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -9.6964 13.421)"/>
</g>
<path id="mouth_103_" d="M88.89,100.32c2.39,1.05,9.67,0.15,11.73-1.44c1.18-0.92,2.63,0.08,2.24,1.31 c-0.38,1.2-4.03,4.34-7.47,4.76c-3.44,0.42-7.69-1.74-8.35-2.82C86.37,101.04,87.52,99.72,88.89,100.32z" style="fill:#473530;"/>
</g>
<g id="hair_1_">
<path id="hair" d="M123.74,94.36c0.18-8.02-0.48-15.47-1.17-19.74c-0.06-0.26-4.95-29.34-30.8-27.08 c-15.04,1.31-25.48,11.52-25.6,26.61c-0.04,5.32-0.22,14.51,0.22,18.69c0.04,0.37,0.08,0.73,0.12,1.09h5.43 c-0.37-2.7-0.42-5.33-0.01-7.96c1.53-9.93,15.32-7.43,26.9-19.86c0,0,4.28,5.49,13.07,11.26c5.44,3.57,4.59,13,4.37,16.96 L123.74,94.36z" style="fill:#3C2C23;"/>
<radialGradient id="hairHighlights_2_" cx="1153.7797" cy="88.5548" gradientTransform="matrix(-0.9988 0.0497 0.0666 1.3393 1240.7985 -87.3355)" gradientUnits="userSpaceOnUse" r="30.7367">
<stop offset="0.7651" style="stop-color:#554138;stop-opacity:0"/>
<stop offset="0.9659" style="stop-color:#554138"/>
</radialGradient>
<path id="hairHighlights_4_" d="M66.18,74.13c0.12-15.09,10.56-25.29,25.6-26.61 c25.85-2.26,30.74,26.82,30.8,27.08c1.34,8.35,2.6,28.87-2.4,41.97c-5.33-4.24-13.28-5.94-19.25-5.48h-3.76h-3.76 c-6.52-0.5-15.39,1.57-20.64,6.71c-2.12-4.59-5.14-13.29-6.35-24.98C65.96,88.65,66.14,79.45,66.18,74.13z" style="fill:url(#hairHighlights_2_);"/>
</g>
</g>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f9d1_1f3ff_200d_2764_200d_1f9d1_1f3fc.png"
} | Generate code for a svg of a couple with heart: person, person, dark skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
</g>
<g>
<path id="hair_603_" d="M52.79,104.01c-0.65-1.61,0.6-3.01,2.65-4.69c3.25-2.66,7.25-9.26,5.19-16.72 c0.02-0.04-0.42-1.31-0.4-1.34l-1.2-0.21c-0.38-0.1-13.57-1.77-26.78-3.4C19.04,76,5.84,74.39,5.45,74.4c0,0-1.94,1.07-1.92,1.12 c-3.78,6.74-1.49,14.12,1.03,17.49c1.59,2.12,2.47,3.79,1.45,5.2c-0.99,1.37-3.43,1.28-3.43,1.28s0.37,1.57,1.62,2.54 c1.15,0.9,2.66,1.27,3.71,1.42c0,0,3.44,6.16,14.21,7.5l6,0.74l6,0.75c10.77,1.34,15.58-3.81,15.58-3.81 c1.06,0.11,2.6,0.12,3.94-0.47c1.44-0.64,2.18-2.07,2.18-2.07S53.42,105.57,52.79,104.01z" style="fill:#232020;"/>
<g id="hairHighlights_1_">
<radialGradient id="SVGID_1_" cx="151.3972" cy="171.1714" gradientTransform="matrix(0.9751 0.1209 0.0577 -0.4746 -118.5184 166.7806)" gradientUnits="userSpaceOnUse" r="16.0966">
<stop offset="0.7275" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path d="M28.1,111.69l0.76-6.27l19.33,0.87l1.48,2.34c0,0-4.81,5.14-15.58,3.81L28.1,111.69z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="135.5438" cy="168.7783" gradientTransform="matrix(-0.933 0.3 0.2276 0.6872 142.7622 -53.2004)" gradientUnits="userSpaceOnUse" r="4.7569">
<stop offset="0.6628" style="stop-color:#444140"/>
<stop offset="1" style="stop-color:#444140;stop-opacity:0"/>
</radialGradient>
<path d="M49.97,105.89c-2.35-4.67,4.22-5.49,4.22-5.49s0,0,0.01,0.01c-1.27,1.23-1.92,2.35-1.41,3.6 c0.63,1.57,3.02,2.08,3.02,2.08S52.16,108.57,49.97,105.89z" style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="147.872" cy="155.3212" gradientTransform="matrix(0.0444 -0.9725 -0.8177 -0.0404 164.7301 239.0388)" gradientUnits="userSpaceOnUse" r="20.8943">
<stop offset="0.7247" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path d="M60.64,82.6c2.01,7.23-1.85,13.94-5.02,16.57c-0.44,0.36-2.26,1.75-2.79,2.97 c0,0-5.32-9.63-6.6-15.06c-0.26-1.1-0.48-2.22-0.39-3.34c0.07-0.84,0.32-1.82,0.89-2.47c0.7-0.8,13.65,0.55,13.65,0.55 C60.39,81.83,60.64,82.6,60.64,82.6z" style="fill:url(#SVGID_3_);"/>
<radialGradient id="SVGID_4_" cx="3.2671" cy="155.3212" gradientTransform="matrix(0.1899 -0.9545 0.8031 0.1606 -107.483 63.8635)" gradientUnits="userSpaceOnUse" r="20.8943">
<stop offset="0.7247" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path d="M3.53,75.52c-3.68,6.52-1.55,13.97,0.9,17.31c0.34,0.46,1.77,2.25,1.99,3.57 c0,0,7.47-8.04,10.01-13c0.51-1,1-2.04,1.18-3.15c0.14-0.83,0.13-1.84-0.27-2.61c-0.49-0.95-1.21-0.8-2.23-0.92 c-1.93-0.24-10.32-1.78-10.98-1.86C4.13,74.86,3.53,75.52,3.53,75.52z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="6.7924" cy="171.1714" gradientTransform="matrix(-0.9751 -0.1209 0.0577 -0.4746 16.1984 183.4821)" gradientUnits="userSpaceOnUse" r="16.0966">
<stop offset="0.7275" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path d="M28.13,111.7l0.76-6.27l-18.97-3.88l-2,1.91c0,0,3.44,6.16,14.21,7.5L28.13,111.7z" style="fill:url(#SVGID_5_);"/>
<radialGradient id="SVGID_6_" cx="-9.0611" cy="168.7783" gradientTransform="matrix(0.8334 0.519 -0.3855 0.6112 76.8917 -1.2595)" gradientUnits="userSpaceOnUse" r="4.7569">
<stop offset="0.6628" style="stop-color:#444140"/>
<stop offset="1" style="stop-color:#444140;stop-opacity:0"/>
</radialGradient>
<path d="M8.3,100.72c3.4-3.96-2.77-6.36-2.77-6.36s-0.01,0-0.01,0c0.94,1.5,1.3,2.75,0.51,3.84 c-0.99,1.37-3.43,1.28-3.43,1.28S5.54,102.79,8.3,100.72z" style="fill:url(#SVGID_6_);"/>
</g>
<g id="ears_174_">
<path d="M51.07,83.19l-38.28-4.7c-4.13-0.51-7.95,2.68-8.49,7.07s2.4,8.41,6.52,8.91l38.28,4.7 c4.13,0.51,7.95-2.68,8.49-7.07C58.13,87.71,55.2,83.7,51.07,83.19z" style="fill:#3C2B24;"/>
</g>
<linearGradient id="shirt_1_" gradientTransform="matrix(-1 0 0 1 1241.6432 0)" gradientUnits="userSpaceOnUse" x1="1211.7977" x2="1211.7977" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#4D7D23"/>
<stop offset="1" style="stop-color:#67B730"/>
</linearGradient>
<path id="shirt" d="M26.08,111.11h3.76h3.76c8.69-0.66,21.56,3.24,24.47,12.89H29.85H1.61 C4.52,114.36,17.39,110.45,26.08,111.11z" style="fill:url(#shirt_1_);"/>
<path id="neck" d="M29.61,117.83L29.61,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C36.41,114.79,33.36,117.83,29.61,117.83z" style="fill:#3C2B24;"/>
<g id="head_349_">
<path d="M35.32,53.27L35.32,53.27L35.32,53.27c-12.19-1.5-25.08,10.15-27.38,28.91 c-2.29,18.66,8.21,29.31,20.05,30.77s24.61-6.34,26.9-25C57.2,69.19,47.51,54.77,35.32,53.27z" style="fill:#70534A;"/>
</g>
<g id="eyebrows">
<path d="M25.49,79.59c-0.55-0.95-1.91-2.4-4.85-2.76s-4.61,0.71-5.37,1.5c-0.34,0.35-0.32,0.8-0.15,1.09 c0.16,0.27,0.68,0.57,1.31,0.44c0.63-0.13,1.89-0.6,3.88-0.37c1.99,0.26,3.1,1.02,3.68,1.3c0.58,0.28,1.16,0.12,1.38-0.11 C25.6,80.44,25.73,80.01,25.49,79.59z" style="fill:#1A1717;"/>
<path d="M48.71,82.44c-0.55-0.95-1.91-2.4-4.85-2.76s-4.61,0.71-5.37,1.5c-0.34,0.35-0.32,0.8-0.15,1.09 c0.16,0.27,0.68,0.57,1.31,0.44c0.63-0.13,1.89-0.6,3.88-0.37c1.99,0.26,3.1,1.02,3.68,1.3c0.58,0.28,1.16,0.12,1.38-0.11 C48.82,83.3,48.95,82.86,48.71,82.44z" style="fill:#1A1717;"/>
</g>
<g id="eyes">
<ellipse cx="19.6" cy="85.32" rx="3.63" ry="3.51" style="fill:#1A1717;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -67.4715 94.3719)"/>
<ellipse cx="42.82" cy="88.17" rx="3.63" ry="3.51" style="fill:#1A1717;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -49.9114 119.9219)"/>
</g>
<path id="mouth_103_" d="M35.65,99.71c-2.41,1.06-9.79,0.16-11.88-1.46c-1.2-0.93-2.66,0.09-2.27,1.33 c0.39,1.22,4.08,4.39,7.56,4.82s7.78-1.76,8.45-2.85C38.2,100.44,37.04,99.11,35.65,99.71z" style="fill:#1A1717;"/>
<path id="nose_177_" d="M33.13,93.61c-0.07-0.04-0.15-0.07-0.22-0.09l-5-0.61c-0.08,0-0.16,0.01-0.23,0.03 c-0.48,0.13-0.78,0.57-0.63,1.09c0.15,0.53,0.97,2.05,2.98,2.3c2.01,0.25,3.17-1.03,3.45-1.51C33.75,94.35,33.56,93.85,33.13,93.61 z" style="fill:#33251F;"/>
<path id="hair_1_" d="M61.54,66.33c-1.35-2.78-4.65-6.68-7.98-7.31c-0.12-3.36-3.23-6.56-6.44-8.05 c-8.68-4.01-14.97-1.44-18.36-0.06c-0.7,0.29-5.25,2.18-8,0.1c-1.72-1.3-1.32-4.22-1.32-4.22s-6.11,1.57-4.91,8.12 c-2.01-0.16-4.75,0.39-6.5,3.09c-2.08,3.22-1.85,6.15-1.55,7.57c-1.91,1.28-4.48,4.2-3.51,8.51C3.71,77.33,8,79.29,8,79.29 c-1.02,5.55-0.75,9.16-0.38,10.61c0.06,0.25,0.41,0.27,0.5,0.03c1.02-2.69,4.87-12.1,4.85-13.81c0,0,7.95-0.64,16.05-5.31 c1.65-0.95,3.4-1.72,5.22-2.22c9.76-2.66,10.9,4.01,10.9,4.01s6.6-0.49,7.4,8.87c0.3,3.51,0.75,9.02,0.68,12.9 c0,0.27,0.35,0.37,0.49,0.14c0.84-1.44,1.88-4.28,2.58-7.32c0.25-1.07,3.28-2.16,5.09-6.66C63.78,74.54,62.51,68.34,61.54,66.33z" style="fill:#232020;"/>
<g id="hairHighlights">
<radialGradient id="SVGID_7_" cx="26.3053" cy="143.8255" gradientTransform="matrix(0.1804 0.9797 -0.7143 0.144 142.8775 30.5582)" gradientUnits="userSpaceOnUse" r="25.0715">
<stop offset="0.6985" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path d="M56.24,87.23c0.25-1.07,3.28-2.16,5.09-6.66c0.19-0.48,0.37-0.97,0.53-1.46 c1.71-5.53,0.56-10.93-0.33-12.77c-1.24-2.57-4.16-6.09-7.22-7.11c-0.27-0.07-0.53-0.13-0.78-0.18c0,0,0.04,1.52-0.71,2.65 c-0.96,1.46-2.57,1.64-2.57,1.64C57.39,72.67,55.93,79.6,56.24,87.23z" style="fill:url(#SVGID_7_);"/>
<radialGradient id="SVGID_8_" cx="1.8628" cy="116.488" gradientTransform="matrix(0.7974 0.5715 -0.6744 0.9711 101.626 -67.1123)" gradientUnits="userSpaceOnUse" r="6.5735">
<stop offset="0.58" style="stop-color:#444140"/>
<stop offset="1" style="stop-color:#444140;stop-opacity:0"/>
</radialGradient>
<path d="M30.88,50.1c-0.8,0.28-1.5,0.57-2.11,0.82c-0.7,0.29-5.25,2.18-8,0.1 c-1.69-1.28-1.34-4.11-1.32-4.21c-0.98,0.99-4.5,8.51,2.87,9.93c3.18,0.61,5.51-2.01,6.99-4.29 C29.83,51.62,30.66,50.42,30.88,50.1z" style="fill:url(#SVGID_8_);"/>
<radialGradient id="SVGID_9_" cx="289.6792" cy="67.9528" gradientTransform="matrix(-0.8621 -0.5006 0.2778 -0.4987 268.1768 239.5342)" gradientUnits="userSpaceOnUse" r="20.2084">
<stop offset="0.6985" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path d="M46.23,50.58c4.83,1.98,6.94,4.88,7.32,8.45c0.11,1.05-0.8,10.59-17.21-2.35 c-6.11-4.81-3.99-7.11-3.18-7.3C36.32,48.62,40.82,48.36,46.23,50.58z" style="fill:url(#SVGID_9_);"/>
<radialGradient id="SVGID_10_" cx="-0.7766" cy="122.4855" gradientTransform="matrix(0.9715 0.1166 -0.1522 1.2134 40.638 -95.8096)" gradientUnits="userSpaceOnUse" r="6.0338">
<stop offset="0.7016" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path d="M19.42,46.8c-0.01,0-0.02,0.01-0.04,0.01c0,0,0,0,0,0c-0.67,0.2-5.97,1.96-4.84,8.1 l5.21,1.51c-4.1-5.44-0.3-9.63-0.3-9.63S19.43,46.8,19.42,46.8z" style="fill:url(#SVGID_10_);"/>
<radialGradient id="SVGID_11_" cx="-1.6067" cy="133.1358" gradientTransform="matrix(-0.9058 -0.3704 0.3487 -0.868 -28.7747 178.1533)" gradientUnits="userSpaceOnUse" r="11.3164">
<stop offset="0.6605" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path d="M17.75,55.85l-3.22-0.94c-0.13-0.02-0.57-0.03-0.81-0.02c-1.88,0.04-4.19,0.76-5.68,3.12 c-1.61,2.54-1.86,4.86-1.71,6.44c0.03,0.53,0.17,1.14,0.17,1.14s1.83-1.38,5.71-1.02L17.75,55.85z" style="fill:url(#SVGID_11_);"/>
<radialGradient id="SVGID_12_" cx="-4.2914" cy="144.0627" gradientTransform="matrix(0.9455 0.2507 -0.3593 1.3585 70.9607 -120.9208)" gradientUnits="userSpaceOnUse" r="11.8808">
<stop offset="0.5981" style="stop-color:#444140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#444140"/>
</radialGradient>
<path d="M6.32,65.7c-1.8,1.27-4.4,4.28-3.3,8.54C3.85,77.45,8,79.29,8,79.29 c0,0.01,0.83,0.38,1.27,0.43l2.93-15.16c-2.07-0.25-4.14,0.15-5.54,0.91C6.67,65.5,6.31,65.68,6.32,65.7z" style="fill:url(#SVGID_12_);"/>
</g>
</g>
<g>
<path id="hair_607_" d="M120.89,98.25c-1.02-1.41-0.15-3.07,1.44-5.19c2.51-3.37,4.79-10.74,0.99-17.48 c0.01-0.04-0.73-1.17-0.72-1.21l-1.21,0.09c-0.39-0.01-13.59,1.57-26.81,3.18c-13.21,1.61-26.41,3.24-26.79,3.34 c0,0-1.62,1.51-1.6,1.55c-2.04,7.45,1.97,14.06,5.23,16.72c2.05,1.68,3.31,3.08,2.66,4.69c-0.63,1.56-3.02,2.07-3.02,2.07 s0.74,1.43,2.19,2.08c1.34,0.6,2.88,0.59,3.94,0.48c0,0,4.82,5.15,15.6,3.84l6-0.73l6-0.73c10.78-1.31,14.2-7.46,14.2-7.46 c1.05-0.15,2.56-0.51,3.71-1.41c1.24-0.97,1.61-2.54,1.61-2.54S121.88,99.61,120.89,98.25z" style="fill:#AB872F;"/>
<g id="hairHighlights_3_">
<radialGradient id="SVGID_13_" cx="47.6099" cy="33.7084" gradientTransform="matrix(0.9754 -0.1186 -0.0588 -0.4745 63.0033 123.0691)" gradientUnits="userSpaceOnUse" r="16.0966">
<stop offset="0.7275" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M98.8,111.68l-0.78-6.27l18.97-3.83l2.01,1.91c0,0-3.42,6.15-14.2,7.46L98.8,111.68z" style="fill:url(#SVGID_13_);"/>
<radialGradient id="SVGID_14_" cx="31.7565" cy="31.3152" gradientTransform="matrix(-0.8327 0.5168 0.3871 0.6117 136.9541 61.6695)" gradientUnits="userSpaceOnUse" r="4.7569">
<stop offset="0.6628" style="stop-color:#BFA055"/>
<stop offset="1" style="stop-color:#BFA055;stop-opacity:0"/>
</radialGradient>
<path d="M118.61,100.75c-3.41-3.97,2.76-6.35,2.76-6.35s0.01,0,0.01,0 c-0.94,1.5-1.29,2.75-0.5,3.84c0.99,1.37,3.43,1.29,3.43,1.29S121.38,102.83,118.61,100.75z" style="fill:url(#SVGID_14_);"/>
<radialGradient id="SVGID_15_" cx="44.0847" cy="17.8582" gradientTransform="matrix(-0.1922 -0.9544 -0.8032 0.1586 131.8151 124.9416)" gradientUnits="userSpaceOnUse" r="20.8943">
<stop offset="0.7247" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M123.33,75.57c3.7,6.53,1.58,13.97-0.86,17.29c-0.33,0.46-1.77,2.24-1.99,3.56 c0,0-7.49-8.06-10.05-13.02c-0.52-1-1-2.04-1.19-3.15c-0.14-0.83-0.13-1.84,0.27-2.61c0.49-0.94,13.38-2.77,13.38-2.77 C122.9,74.89,123.33,75.57,123.33,75.57z" style="fill:url(#SVGID_15_);"/>
<radialGradient id="SVGID_16_" cx="107.0544" cy="17.8582" gradientTransform="matrix(-0.0466 -0.9721 0.8181 -0.0385 72.9667 193.6657)" gradientUnits="userSpaceOnUse" r="20.8943">
<stop offset="0.7247" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M66.2,82.52c-1.99,7.22,1.88,13.93,5.06,16.58c0.44,0.36,2.27,1.75,2.8,2.98 c0,0,5.3-9.61,6.57-15.04c0.26-1.1,0.47-2.22,0.38-3.34c-0.07-0.84-0.32-1.82-0.9-2.47c-0.7-0.8-1.37-0.48-2.38-0.36 c-1.93,0.23-10.44,0.77-11.1,0.85C66.63,81.73,66.2,82.52,66.2,82.52z" style="fill:url(#SVGID_16_);"/>
<radialGradient id="SVGID_17_" cx="110.5797" cy="33.7084" gradientTransform="matrix(-0.9754 0.1186 -0.0588 -0.4745 197.7589 106.6835)" gradientUnits="userSpaceOnUse" r="16.0966">
<stop offset="0.7275" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M98.83,111.67l-0.78-6.27l-19.34,0.83l-1.48,2.33c0,0,4.82,5.15,15.6,3.84L98.83,111.67z" style="fill:url(#SVGID_17_);"/>
<radialGradient id="SVGID_18_" cx="94.7262" cy="31.3152" gradientTransform="matrix(0.9342 0.302 -0.2262 0.6863 -9.2396 53.2791)" gradientUnits="userSpaceOnUse" r="4.7569">
<stop offset="0.6628" style="stop-color:#BFA055"/>
<stop offset="1" style="stop-color:#BFA055;stop-opacity:0"/>
</radialGradient>
<path d="M76.93,105.82c2.34-4.66-4.23-5.5-4.23-5.5s0,0-0.01,0.01c1.28,1.23,1.93,2.35,1.42,3.61 C73.49,105.5,71.1,106,71.1,106S74.75,108.5,76.93,105.82z" style="fill:url(#SVGID_18_);"/>
</g>
<linearGradient id="SVGID_19_" gradientUnits="userSpaceOnUse" x1="98.2363" x2="98.2363" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#ED6D23"/>
<stop offset="1" style="stop-color:#F78C1F"/>
</linearGradient>
<path d="M102,111.11h-3.76h-3.76C85.78,110.45,72.91,114.36,70,124h28.23h28.23 C123.57,114.36,110.69,110.45,102,111.11z" style="fill:url(#SVGID_19_);"/>
<path id="neck_1_" d="M98,117.83L98,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C104.8,114.79,101.75,117.83,98,117.83z" style="fill:#C48E6A;"/>
<g id="ears_175_">
<path d="M114.19,78.47l-38.28,4.7c-4.13,0.51-7.06,4.52-6.52,8.91c0.54,4.4,4.36,7.58,8.49,7.07l38.28-4.7 c4.13-0.51,7.06-4.52,6.52-8.91C122.14,81.14,118.32,77.96,114.19,78.47z" style="fill:#C48E6A;"/>
</g>
<g id="head_350_">
<path d="M91.67,53.24L91.67,53.24L91.67,53.24c-12.19,1.5-21.88,15.92-19.57,34.68 c2.29,18.66,15.05,26.45,26.9,25c11.85-1.45,22.34-12.11,20.05-30.77C116.74,63.4,103.85,51.75,91.67,53.24z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows_1_">
<path d="M88.49,81.16c-0.76-0.79-2.43-1.86-5.37-1.5s-4.3,1.81-4.85,2.76c-0.24,0.42-0.11,0.85,0.12,1.1 c0.22,0.23,0.79,0.39,1.38,0.11c0.58-0.28,1.69-1.04,3.68-1.3c1.99-0.23,3.25,0.24,3.88,0.37c0.63,0.13,1.15-0.17,1.31-0.44 C88.81,81.96,88.83,81.51,88.49,81.16z" style="fill:#AB872F;"/>
<path d="M111.71,78.31c-0.76-0.79-2.43-1.86-5.37-1.5s-4.3,1.81-4.85,2.76c-0.24,0.42-0.11,0.85,0.12,1.1 c0.22,0.23,0.79,0.39,1.38,0.11c0.58-0.28,1.69-1.04,3.68-1.3c1.99-0.23,3.25,0.24,3.88,0.37c0.63,0.13,1.15-0.17,1.31-0.44 C112.03,79.11,112.05,78.66,111.71,78.31z" style="fill:#AB872F;"/>
</g>
<g id="eyes_1_">
<ellipse cx="84.16" cy="88.14" rx="3.51" ry="3.63" style="fill:#5D4037;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -10.1144 10.9141)"/>
<ellipse cx="107.38" cy="85.29" rx="3.51" ry="3.63" style="fill:#5D4037;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -9.5938 13.7226)"/>
</g>
<path id="mouth_104_" d="M103.22,98.23c-2.09,1.61-9.46,2.52-11.88,1.46c-1.39-0.61-2.56,0.73-1.88,1.84 c0.67,1.09,5.02,3.27,8.5,2.85s7.12-3.59,7.51-4.81C105.87,98.32,104.42,97.3,103.22,98.23z" style="fill:#6D4C41;"/>
<path id="nose_178_" d="M99.3,92.91c-0.08-0.02-0.16-0.03-0.23-0.03l-5,0.61c-0.08,0.02-0.15,0.05-0.22,0.09 c-0.43,0.24-0.62,0.74-0.35,1.21c0.28,0.47,1.44,1.75,3.45,1.51c2.01-0.25,2.83-1.77,2.98-2.3C100.08,93.48,99.78,93.04,99.3,92.91 z" style="fill:#C48E6A;"/>
<path id="hair_3_" d="M120.27,59.57c-1.98-2.37-6.13-5.36-9.51-5.16c-0.93-3.23-4.72-5.59-8.19-6.25 c-9.39-1.79-14.88,2.23-17.83,4.39c-0.61,0.45-4.56,3.38-7.74,2.03c-1.99-0.85-2.31-3.78-2.31-3.78s-5.55,3-2.8,9.07 c-1.99,0.34-4.51,1.53-5.56,4.57c-1.24,3.63-0.31,6.41,0.33,7.72c-1.54,1.71-3.33,5.16-1.35,9.1c1.49,2.97,6.13,3.84,6.13,3.84 c0.36,5.63,1.49,9.07,2.19,10.39c0.12,0.23,0.46,0.17,0.49-0.09c0.34-2.85,1.79-12.92,1.36-14.57c0,0,7.56-2.54,14.29-9.04 c1.37-1.32,2.88-2.49,4.53-3.42c8.83-4.94,11.55,1.26,11.55,1.26s6.28-2.07,9.32,6.82c1.14,3.33,2.91,8.57,3.78,12.36 c0.06,0.27,0.43,0.28,0.5,0.02c0.47-1.6,0.79-4.61,0.73-7.72c-0.02-1.1,2.66-2.89,3.33-7.69C124.43,67,121.7,61.29,120.27,59.57z" style="fill:#AB872F;"/>
<g id="hairHighlights_2_">
<radialGradient id="SVGID_20_" cx="129.9999" cy="10.3808" gradientTransform="matrix(0.4121 0.9069 -0.6582 0.3126 59.9688 -47.1504)" gradientUnits="userSpaceOnUse" r="25.0715">
<stop offset="0.6985" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M120.18,81.13c-0.02-1.1,2.66-2.89,3.33-7.69c0.07-0.51,0.12-1.03,0.16-1.55 c0.32-5.78-2.1-10.74-3.41-12.31c-1.83-2.19-5.51-4.9-8.73-5.15c-0.28,0-0.55,0-0.8,0.01c0,0,0.4,1.47-0.05,2.74 c-0.58,1.65-2.1,2.21-2.1,2.21C117.78,66.73,118.03,73.8,120.18,81.13z" style="fill:url(#SVGID_20_);"/>
<radialGradient id="SVGID_21_" cx="105.5574" cy="-16.9567" gradientTransform="matrix(0.912 0.3617 -0.4195 1.1055 -23.6622 30.4103)" gradientUnits="userSpaceOnUse" r="6.5735">
<stop offset="0.58" style="stop-color:#BFA055"/>
<stop offset="1" style="stop-color:#BFA055;stop-opacity:0"/>
</radialGradient>
<path d="M86.59,51.24c-0.7,0.46-1.32,0.91-1.85,1.3c-0.61,0.45-4.56,3.38-7.74,2.03 c-1.95-0.83-2.29-3.67-2.3-3.77c-0.71,1.2-2.31,9.35,5.18,8.94c3.23-0.18,4.86-3.28,5.74-5.85 C85.94,52.97,86.45,51.61,86.59,51.24z" style="fill:url(#SVGID_21_);"/>
<radialGradient id="SVGID_22_" cx="109.3126" cy="29.0813" gradientTransform="matrix(-0.9575 -0.2772 0.1489 -0.5511 195.7445 106.2278)" gradientUnits="userSpaceOnUse" r="20.2084">
<stop offset="0.6985" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M101.6,47.99c5.17,0.76,7.92,3.05,9.15,6.42c0.36,0.99,1.79,10.47-17.27,1.89 c-7.09-3.19-5.59-5.94-4.85-6.32C91.52,48.49,95.81,47.15,101.6,47.99z" style="fill:url(#SVGID_22_);"/>
<radialGradient id="SVGID_23_" cx="102.918" cy="-10.9592" gradientTransform="matrix(0.9709 -0.1219 0.1458 1.2142 -20.4558 81.9639)" gradientUnits="userSpaceOnUse" r="6.0338">
<stop offset="0.7016" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M74.68,50.81c-0.01,0.01-0.02,0.01-0.04,0.02c0,0,0,0,0,0c-0.6,0.35-5.32,3.34-2.74,9.03 l5.42,0.21c-5.29-4.29-2.62-9.28-2.62-9.28S74.68,50.81,74.68,50.81z" style="fill:url(#SVGID_23_);"/>
<radialGradient id="SVGID_24_" cx="102.0879" cy="-0.3089" gradientTransform="matrix(-0.9685 -0.1402 0.1284 -0.9266 177.2464 80.8153)" gradientUnits="userSpaceOnUse" r="11.3164">
<stop offset="0.6605" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M75.24,60l-3.35-0.13c-0.13,0.02-0.56,0.11-0.8,0.18c-1.82,0.5-3.88,1.75-4.76,4.4 c-0.95,2.85-0.63,5.16-0.1,6.66c0.16,0.51,0.44,1.06,0.44,1.06s1.44-1.78,5.3-2.37L75.24,60z" style="fill:url(#SVGID_24_);"/>
<radialGradient id="SVGID_25_" cx="99.4032" cy="10.618" gradientTransform="matrix(0.9781 0.0146 -0.02 1.4051 -19.9838 61.594)" gradientUnits="userSpaceOnUse" r="11.8808">
<stop offset="0.5981" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M66.53,72.32c-1.44,1.67-3.23,5.22-1.13,9.08c1.58,2.91,6.06,3.7,6.06,3.7 c0,0.01,0.9,0.17,1.34,0.11L71.97,69.8c-2.07,0.26-3.98,1.14-5.15,2.22C66.83,72.04,66.52,72.3,66.53,72.32z" style="fill:url(#SVGID_25_);"/>
</g>
</g>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f473_1f3fc_200d_2642.png"
} | Generate code for a svg of a man wearing turban: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="suit_1_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="4.2633" y2="31.0502">
<stop offset="5.160900e-04" style="stop-color:#E3E3E3"/>
<stop offset="1" style="stop-color:#C9C9C9"/>
</linearGradient>
<path d="M116,120.99V124H12v-3.01c0-14.66,17.69-22.05,38.2-24.25c4.52-0.5,9.17-0.73,13.8-0.74h0.14 c4.59,0,9.2,0.26,13.66,0.78C98.38,99.18,116,107.14,116,120.99z" style="fill:url(#SVGID_1_);"/>
<path d="M77.8,96.78v7.12c0,5.47-5.61,9.91-12.54,9.91h-2.51c-6.93,0-12.55-4.44-12.55-9.92v-7.15 c4.52-0.5,9.17-0.73,13.8-0.74h0.14C68.73,96,73.34,96.26,77.8,96.78z" style="fill:#B9BBBD;"/>
<rect height="12.5" style="fill:#B9BBBD;" width="4.54" x="61.78" y="111.5"/>
</g>
<path id="neck" d="M73.08,90.17H54.92v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98 C73.1,90.17,73.08,90.17,73.08,90.17z" style="fill:#C48E6A;"/>
<path id="ears" d="M91.33,50.52H36.67c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41h54.65 c5.89,0,10.71-5.14,10.71-11.41S97.22,50.52,91.33,50.52z" style="fill:#C48E6A;"/>
<path id="head" d="M64,11.16c-17.4,0-33.52,18.61-33.52,45.39c0,26.64,16.61,39.81,33.52,39.81 s33.52-13.17,33.52-39.81C97.53,29.77,81.4,11.16,64,11.16z" style="fill:#E0BB95;"/>
<g id="eyes_1_">
<ellipse cx="47.56" cy="58.9" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
<ellipse cx="80.44" cy="58.9" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
</g>
<path id="nose_1_" d="M67.86,68.15c-0.11-0.04-0.21-0.07-0.32-0.08h-7.07c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63s1.71,2.69,4.55,2.69c2.84,0,4.25-1.99,4.55-2.69C68.86,69.07,68.5,68.41,67.86,68.15z" style="fill:#C48E6A;"/>
<path id="mouth_1_" d="M72.43,76.23c-3.19,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.45,5.42,11.37,5.42s10.55-3.79,11.3-5.42C76.1,76.81,74.25,75.14,72.43,76.23z" style="fill:#6D4C41;"/>
<path id="hair" d="M64.07,5.92h-0.02c0,0-0.01,0-0.02,0C18.6,6.17,27.86,56.26,27.86,56.26s5.1,8.99,5.1,8.81 c-0.16-7.25,2.74-20.09,4.8-25.55c1.04-2.76,3.9-4.36,6.79-3.83c4.46,0.8,11.55,1.8,19.38,1.8h0.08h0.08c7.83,0,14.92-1,19.37-1.81 c2.9-0.53,5.76,1.08,6.79,3.83c2.06,5.47,4.96,18.3,4.8,25.55c0,0.18,5.1-8.81,5.1-8.81S109.5,6.17,64.07,5.92L64.07,5.92z" style="fill:#AB872F;"/>
<g id="eyebrows_1_">
<path d="M88.1,50.88L88.1,50.88c0-0.01-2.29-3.61-7.6-3.61s-7.6,3.6-7.6,3.6l0,0.01 c-0.19,0.26-0.3,0.58-0.3,0.92c0,0.87,0.71,1.58,1.57,1.58c0.18,0,0.62-0.13,0.66-0.15c3.18-1.31,5.67-1.32,5.67-1.32 s2.47,0.01,5.65,1.32c0.04,0.02,0.48,0.15,0.66,0.15c0.87,0,1.57-0.71,1.57-1.58C88.4,51.45,88.28,51.13,88.1,50.88z" style="fill:#AB872F;"/>
<path d="M55.09,50.88L55.09,50.88c0.01-0.01-2.29-3.61-7.59-3.61s-7.6,3.6-7.6,3.6l0.01,0.01 c-0.19,0.26-0.3,0.58-0.3,0.92c0,0.87,0.71,1.58,1.58,1.58c0.18,0,0.62-0.13,0.66-0.15c3.18-1.31,5.67-1.32,5.67-1.32 s2.47,0.01,5.65,1.32c0.04,0.02,0.48,0.15,0.66,0.15c0.87,0,1.58-0.71,1.58-1.58C55.39,51.45,55.28,51.13,55.09,50.88z" style="fill:#AB872F;"/>
</g>
<g id="turban_1_">
<path d="M104.51,43.89c0,0-5.72-8.44-30.88-16.69c-19.9-6.53-37.98-6.73-46.06-5.61c0,0-0.25,0.23-0.91,1.25 c0,0,22.46-2.37,49.08,7.99c9.78,3.81,22.83,8.57,28.23,16.47L104.51,43.89z" style="fill:#B9BBBD;"/>
<path d="M64.36,39.18c-23.05-5.1-36-6.83-40.52-2.29C23.22,30.2,24.91,25.61,26.69,23 c2.05-3.01,4.66-6.72,7.55-8.83C44.51,6.67,53.28,4,63.45,4c9.96,0,22.17,6.24,31.22,12.73c2.91,2.09,4.87,3.69,6.92,6.69 c7.8,11.42-0.3,34.26-0.3,34.26S91.32,45.14,64.36,39.18z" style="fill:none;"/>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 1 0 0.6771)" gradientUnits="userSpaceOnUse" x1="64.1592" x2="64.1592" y1="3.5704" y2="54.9232">
<stop offset="0.0167" style="stop-color:#EEEEEE"/>
<stop offset="0.3279" style="stop-color:#E3E3E3"/>
<stop offset="0.8795" style="stop-color:#C5C5C5"/>
<stop offset="1" style="stop-color:#BDBDBD"/>
</linearGradient>
<path d="M60.22,40.53c23.15-4.54,37.45-7.4,44.77-3.08c0.61-6.69-1.47-11.53-3.39-14.03 C93.42,12.75,73.49,4,63.31,4C53.35,4,36,8.67,26.54,23c-7.63,11.55,0.3,34.26,0.3,34.26S33.17,45.83,60.22,40.53z" style="fill:url(#SVGID_2_);"/>
<path d="M23.64,43.47c0,0,4.34-8.02,29.51-16.27c19.9-6.52,39.36-6.31,47.43-5.19c0,0,0.25,0.23,0.91,1.25 c0,0-23.84-2.79-50.46,7.57c-9.78,3.81-21.45,8.15-26.85,16.05L23.64,43.47z" style="fill:#B9BBBD;"/>
<path d="M104.98,36.73c0,0.24,0,0.48-0.01,0.72c-0.01,1.87-0.15,3.74-0.37,5.55 c-0.13,1.17-0.3,2.3-0.49,3.4c-1.09,6.39-2.82,11.28-2.82,11.28s-9.65-12.13-35.63-18.21c-0.43-0.09-0.86-0.19-1.31-0.29 c-1.47-0.33-2.91-0.64-4.31-0.93c-0.8-0.17-1.59-0.33-2.37-0.49c-19.14-3.88-29.77-4.95-33.84-0.87 C23.22,30.2,24.91,25.61,26.69,23c0.1-0.15,0.21-0.3,0.32-0.45c0.31-0.44,0.66-0.89,1.03-1.36c2.16-2.69,3.85-5.31,6.2-7.02 c6.42-4.69,12.24-7.49,18.19-8.93h0.01c2.78-0.67,5.6-1.05,8.5-1.18c0.4-0.02,0.8-0.03,1.19-0.04C62.53,4,62.93,4,63.31,4 c0.31,0,0.63,0.01,0.95,0.02c1.62,0.05,3.29,0.26,5,0.6c0.33,0.06,0.67,0.13,1.01,0.21c8.34,1.91,17.34,6.83,24.41,11.9 c1.46,1.05,2.67,1.97,3.78,3c0.07,0.06,0.14,0.13,0.21,0.2c1.03,0.99,1.97,2.08,2.93,3.49c1.97,2.89,2.93,6.53,3.25,10.34 C104.93,34.74,104.97,35.74,104.98,36.73z" style="fill:#C4C6C7;"/>
<path d="M104.61,43c-0.13,1.17-0.3,2.3-0.49,3.4C98,39.14,85.6,34.6,76.13,30.91 c-23.38-9.09-43.29-8.79-49.12-8.36c0.31-0.44,0.66-0.89,1.03-1.36c9.14-0.95,26.64-0.34,45.91,5.98 C93.67,33.63,101.82,40.2,104.61,43z" style="fill:#B9BBBD;"/>
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64.1844" x2="64.1844" y1="123.7195" y2="74.4289">
<stop offset="0.0167" style="stop-color:#EEEEEE"/>
<stop offset="0.3279" style="stop-color:#E3E3E3"/>
<stop offset="0.8795" style="stop-color:#C5C5C5"/>
<stop offset="1" style="stop-color:#BDBDBD"/>
</linearGradient>
<path d="M105.04,36.76c-0.02-0.01-0.04-0.02-0.06-0.03c-6.14-3.23-36.35-0.76-44.94,1.52 c-0.22,0.06-0.42,0.11-0.61,0.17C26.6,48.39,26.88,56.75,26.84,57.24c0,0.01,0,0.02,0,0.02s0,0-0.01-0.01 c-0.05-0.16-0.55-1.61-1.15-3.88c-0.54-1.97-1.15-4.55-1.63-7.44c-0.18-1.09-0.34-2.23-0.48-3.4c-0.39-3.46-0.52-7.15-0.06-10.63 c0.16-1.28,0.4-2.53,0.74-3.73v-0.01c0.52-1.87,1.26-3.61,2.28-5.16C33.4,12.61,42.49,7.5,52.44,5.24h0.01 c2.52-0.57,5.02-0.94,7.42-1.12c0.36-0.02,0.72-0.04,1.08-0.06c0.4-0.02,0.8-0.03,1.19-0.04C62.53,4,62.93,4,63.31,4 c0.31,0,0.63,0.01,0.95,0.02c0.39,0.02,0.81,0.04,1.22,0.07c1.2,0.11,2.46,0.28,3.77,0.53c0.33,0.06,0.67,0.13,1.01,0.21 C73.69,5.56,77.37,6.77,81,8.34c0.9,0.39,1.79,0.8,2.68,1.24h0.01c5.58,2.7,10.87,6.21,14.76,10.15c0.07,0.06,0.14,0.13,0.21,0.2 c0.55,0.55,1.05,1.12,1.54,1.69c0.38,0.45,0.73,0.9,1.06,1.35c0.11,0.15,0.23,0.3,0.33,0.45c1.54,2.17,3.36,5.4,3.53,10.37 C105.16,34.72,105.13,35.71,105.04,36.76z" style="fill:url(#SVGID_3_);"/>
<path d="M101.27,22.97c-5.64-0.42-27.08-1.23-50.64,7.94c-9.44,3.68-20.44,7.79-26.57,15.02 c-0.18-1.09-0.34-2.23-0.48-3.4c2.82-2.81,9.62-8.93,29.23-15.36c19.34-6.34,38.29-6.51,47.39-5.55 C100.58,22.07,100.94,22.52,101.27,22.97z" style="fill:#B9BBBD;"/>
<path d="M105.04,36.76c-0.02-0.01-0.04-0.02-0.06-0.03c0,0.24,0,0.48-0.01,0.72 c-4.61-0.34-21.37-1.09-39.31,2.02c-4.07,0.71-8.2,1.62-12.27,2.77c-9.71,2.76-20.42,7.78-26.55,15l-0.01,0.01 c-0.05-0.16-0.55-1.61-1.15-3.88c3.65-3.19,12.09-10.34,26.42-14.25c1.81-0.49,3.67-0.95,5.57-1.36c19.18-4.18,42.04-4.44,47.17-4 c0.09,0.01,0.19,0.02,0.27,0.03C105.16,34.72,105.13,35.71,105.04,36.76z" style="fill:#B9BBBD;"/>
<path d="M83.68,9.58c-8.35,0.07-23.84,1.72-37.55,7.78c-6.75,2.99-18.27,10.01-22.61,14.54 c0.16-1.28,0.4-2.53,0.74-3.73v-0.01c2.31-2.3,7.31-7.33,20.23-12.7C58.53,9.63,73.75,7.93,81,8.34 C81.91,8.73,82.79,9.14,83.68,9.58z" style="fill:#B9BBBD;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green recycling bins placed on the street corners. | <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="#d6f5c3" d="M0 0h96v49H82l-2 15v-6l-4-1h-3v4q-2-3-1-5 7-1 7-8l-1-2q0-2 3-1v-3H71q-1 2 1 3 0 3 4 5l-1 4v-3q-6 0-3-3-4-4-3 2-6-2-11-1-1-3 1-4-3-2-5-1l1-2h-6q-3 0-5 2l-1 1h-5l-8 5 1-7q-3-3-8-2-5-1-8 1l-4 2 2 7q-7-3-13-2z"/><path fill="#5c995d" d="m23 41-4 2-4-1q3-2 8-1"/><path fill="#6fb163" d="M54 44H44q2-2 5-2h6z"/><path fill="#6aa36d" d="M78 46h-1l-5-1q-2-1-1-3h10v3q-3-1-3 1"/><path fill="#9edb79" d="m72 45 5 1q-2 1-1 4-4-2-4-5"/><path fill="#7bd75e" d="M23 41q5-1 8 2l-1 7-3 17-2 1-9-1-3-16-2-7 4-2 4 1z"/><path fill="#61b75b" d="M75 54h-2l-4-4q-1-6 3-2-3 3 3 3z"/><path fill="#f9f8e4" d="M0 49q6-1 13 2l3 16-16 2z"/><path fill="#eef6dc" d="m77 46 1 2q0 7-7 8-1 2 1 5v3l-4-2q-1-5 1-8l-5-1 2-1q-4-2-7-1v3l-3-1q-1-3 1-4 5-1 11 1l4 4h2l1-4q-1-3 1-4"/><path fill="#519c53" d="m65 53-4 1h-1v-3q3-1 7 1z"/><path fill="#f2f7df" d="m43 45 4 22-22 4q-9-1 0-3l2-1 3-17 8-5z"/><path fill="#c9f3b5" d="M17 53q9-1 1 3 2 3 5 1-9 3-6-4"/><path fill="#c3cfb7" d="m36 49 1 1v17q-2-9-1-18"/><path fill="#87e368" d="M44 44h10q2-1 5 1-2 1-1 4-2 1-1 4-2 4-1 10v1l-2 3h-7z"/><path fill="#c9f3ba" d="M47 53q2-1 3 2l1-2 1 5q-5-1-5-5"/><path fill="#cef0b5" d="m57 53 3 1h1l-3 1v7l-2 1q-1-6 1-10"/><path fill="#a0e785" d="M76 57v8l-3-1v-7z"/><path fill="#5b7a61" d="m69 62 4 2 3 1-1 1-6 1z"/><path fill="#566f5e" d="m58 62 1 5h-3v-4z"/><path fill="#96ec73" d="m65 53 5 1q-2 3-1 8v5q-1 4-5 5-5-2-5-5l-1-5v-7l3-1z"/><path fill="#d2f3c3" d="M64 56h4l-1 5q-9 1-3-5"/><path fill="#f8f8e4" d="M96 49v41q-20-7-37-17l5-1q4-1 5-5l6-1 1-1v-8l4 1v6l2-15z"/><path fill="#7b8c78" d="M0 75q48 3 96 20v1H0z"/><path fill="#c7d9b7" d="M56 64v3h3q0 3 5 5l-5 1q17 10 37 17v5Q48 78 0 75v-6l16-2 9 1q-9 2 0 3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a ghostly figures floating through a foggy graveyard. | <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="#becfd0" d="M0 0h96v64q-3 0-2 3l-7-2-3 4-3-2q4 0 1-3l2-1-2-2q2-6-4-3l3 1-1 5-1-4h-3v-4q-6-6 2-7 2 0 3 2 1-3 4-2 0-5 4-7l-2-3-6-2q-3 1-4-2-1-1-3 1l-1-2h-5l-1 2-4-2-5 2-6-7q-2 0-1 3l-6-1-4 3q-2-3-5-2-1 5-3 0l-4-1q-3 0-1 3h-3q-5 4-2-2l-3-3-4 2v5l-3-6q-1 3-3 0-6 0-9 5l6 4 8-1 5 5 9 1q2 6 8 5-2-3-1-4h7v-5l1 2 2-4v2l2 2-5 6h9l7 3v3l12-3q-3-4 3-4-5 6-7 14v-4h-3l-3-1q-3-1-3 2l-3 9q-3-1-6 2-4 2-9 1l-5-6 2-1q-2-18-5-1h-2l-4-7-5 1-3 9q-3-4-1-9l-2-3q-3 2-3 6l-5 4-1-2-2 3-3-6-1 3z"/><path fill="#b8c9cb" d="m76 56-5 5 2 9-14 4-2 2q-15 3-26-4-2-6-1-10h2l5 1-2 1 5 6q5 1 9-1 3-3 6-2l3-9v9h6V57h3v4q2-8 7-14-6 0-3 4l-12 3v-3l-7-3h-9l5-6-2-2v-2l-2 4-1-2v5h-7q-1 1 1 4-6 1-8-5l-9-1-5-5-8 1-6-4q3-5 9-5 2 3 3 0l3 6v-5l4-2 3 3q-3 6 2 2h3q-2-3 1-3l4 1q2 5 3 0 3-1 5 2l4-3 6 1q-1-3 1-3l6 7 5-2 4 2 1-2h5l1 2q2-2 3-1 1 3 4 2l6 2 2 3q-4 2-4 7-3-1-4 2-1-2-3-2-8 1-2 7"/><path fill="#93a7ac" d="m37 63-5-1q3-17 5 1"/><path fill="#b5c7c8" d="M96 64v27l-9-9-1-5-1 8h-4l-4-6 1-3q5-3 0-4-2-3-1-4l2-8 1 4 1-5-3-1q6-3 4 3l2 2-2 1q3 3-1 3l3 2 3-4 7 2q-1-3 2-3m-70-9-1 6q-1-1-3 1v7q-6 2-10 6L0 77V61l1-3 3 6 2-3 1 2 5-4q0-4 3-6l2 3q-2 5 1 9l3-9z"/><path fill="#728287" d="M64 57v10h-6v-9q0-3 3-2z"/><path fill="#545d62" d="M76 56v4h3l-2 8-2 2q-2-3-2 0l-2-9z"/><path fill="#657175" d="M25 61q2 0 3 2v9h-6V62q2-2 3-1"/><path fill="#8c9fa3" d="M30 62q-1 4 1 10 11 7 26 4l2-2 18-6q-1 1 1 4 5 1 0 4l-19 3q-5 0-5 3 1 3 5 6 6-3 10 3-4 0-6 3 2-2 4 2H0V77l12-2q4-4 10-6v3h6v-9q-1-2-3-2l1-6z"/><path fill="#9eb1b5" d="m78 76-1 3 4 6h4l-14 3-17-6q0-3 5-3z"/><path fill="#94a8ac" d="M96 91v5H67q-2-4-4-2 2-3 6-3-4-6-10-3-4-3-5-6l17 6 14-3 1-8 1 5z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green holly wreath hanging in the hall. | <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="#cfd4b2" d="M0 0h39l2 35q2-1 3 1h-2q-6 0-10 4l-5 15q-1-3-1 0l3 3-1 2 4 3q-1 3-2 1l-7 3q3 2 0 6l2 1-3 1q0-6-3-9l-1 2q3 2 0 5-3-4-1 0h-7v-2l-5-3q-3 0-3 3l-2-6z"/><path fill="#cfd5b2" d="M49 0h47v96H60l-1-16q-3 9-1 0-4-5-1-8 0 2 2 1l1-6q1 2 4 1 3-3 2-8l-4 2q-2-3-5-3 0-2 3-2l-1-1h5q-2-3-1-5l-1-2 1-2-4-6-2 3-2-1v-7l1 1 2-22-7-7-1-7q-2 1-1-1"/><path fill="#719469" d="M55 36v7l2 1 2-3 4 6-1 2-5-2q-4-6-10-5 0-7 1-1l5-1h-3q-1-3 1-4l1 2q0-2 3-2"/><path fill="#276038" d="M57 49q2 0 1 2z"/><path fill="#cad0ad" d="M39 0h10q-1 2 1 1l1 7 7 7-2 22-1-1q-3 0-3 2l-1-2q-2 1-1 4h3l-5 1q-1-6-1 1 6-1 10 5v2l1 2q-6 2-7 8l-3-1q-2 2 1 3v1q-3 0-1 3l3-2h2l4-4q3 0 5 3l4-2q1 5-2 8-3 1-4-1l-1 6q-2 1-2-1-3 3 1 8-2 9 1 0l1 16H0V65l2 6q0-3 3-3l5 3v2h7q-2-4 1 0 3-3 0-5l1-2q3 3 3 9l3-1-2-1q3-4 0-6l7-3q1 2 2-1l-4-3 1-2-3-3q0-3 1 0l5-15q4-4 10-4-4 3 0 8 0-2 3-3l-3-1 2-4q-1-2-3-1z"/><path fill="#5b8157" d="m35 41 2 2-2 4 2 2q-3 3-4 0v3q-5-3 1-5l-1-2z"/><path fill="#587d55" d="M42 36h2l-2 4 3 1q-3 1-3 3-4-5 0-8"/><path fill="#326541" d="m62 49 1 2-3 3q-1-3 2-5"/><path fill="#9cb58d" d="m57 47 5 2q-3 2-2 5l3-3q-1 2 1 5h-5q-3-6-4 0l-1-1 1 3-2 5h-2l-2-1v-1l4-2h-2q1-6 7-8 1-2-1-2z"/><path fill="#487651" d="m59 56 1 1q-3 0-3 2l-4 4 2-5-1-3 1 1q1-6 4 0"/><path fill="#56835b" d="M42 56v2q-4 2-7 1 1-3-2-3 1-5 5 1-2-12 4-1"/><path fill="#204c25" d="m42 56 2 3-2-1z"/><path fill="#3b6b43" d="M51 59h2l-4 2q-3-1-1-3z"/><path fill="#2c5233" d="m44 59 3 2q-6 3-3-2"/><path fill="#346743" d="m49 62 2 1-3 2q-2-3 1-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a small glass jar filled with colorful buttons. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#c8d3d7" d="m63 32-22-3 18-1q-12-3-22 0l-4 5q-3 18-1 38 1 3 5 3l4 2 16 1H40q-5 0-8-3-3-21-1-40 5-4 3-9 2-3 5-2l-2 2h25q-1 3 1 7"/><path fill="#e8edee" d="M63 32q2 0 2 3l-1 38-3 2-24-1q-4 0-5-3-2-20 1-38l4-5q10-3 22 0l-18 1z"/><path fill="#669d9e" d="M60 40q-2 0-1 2-5-3-7 1v-2q-1-5 3-4 3 0 5 3"/><path fill="#ef934e" d="M60 40q3 1 1 4h-1l-1-2q-1-2 1-2"/><path fill="#f4817a" d="m43 43-3 1q-5-7 3-6z"/><path fill="#467684" d="M52 41v2l-1 4-6-4q-1-1 1-3 3-2 6 1"/><path fill="#e0b146" d="M43 43h2l6 4q2-1 5 1v6h-5l-13-4q-3-4 2-6z"/><path fill="#e35f6f" d="m59 42 1 2-1 6-3-2q-3-2-5-1l1-4q2-4 7-1"/><path fill="#8991c5" d="m60 44 2 7-4-1z"/><path fill="#2d3a41" d="m38 50 13 4-2 1q-5-1-7 2l-5-3q-1-3 1-4"/><path fill="#e3e3e3" d="M49 55q5 5-3 8l-4-3v-3q2-3 7-2"/><path fill="#f27f74" d="m56 48 3 2 4 1q2 3-1 7v7h-3v-8l-3-3z"/><path fill="#ea6e32" d="m37 54 5 3v4h-5q-3-2-2-4 0-3 2-3"/><path fill="#6ca3ab" d="M59 57v7l-6 4q-3-9 6-11"/><path fill="#e9565f" d="M37 61h5l2 4-2 3q-3-2-4-1-2-3-1-6"/><path fill="#487b8c" d="M51 54h5l3 3q-9 2-6 11v4h-4q2-8-5-7l-2-4v-1l4 3q8-3 3-8z"/><path fill="#e1a62d" d="M59 64q-2 2-1 6-2 3-5 1v-4z"/><path fill="#7093b2" d="M59 65h3l-1 6h-3q-1-4 1-6"/><path fill="#54719e" d="M38 67q1-1 4 1l1 4q-6 1-5-5"/><path fill="#edaa30" d="M44 65q7-1 5 7h-6l-1-4z"/><path fill="#96aab1" d="M64 73q-3 4-7 4l-16-1-4-2 24 1z"/></svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAATHdJREFUeNrs3VtsXNed7/lFFqt4v4qSKMmyKFmyZVsnkp2025ketOlz2kDHg4OWECQ4DTQQCRhgJkcPseZtHoLYyOM8RH4wMP0U+aAxB50giDIP7m4Y6NCNnG53Jhcq8DWy5ZJl3WWpeL+WOPu3WVsqUWTVvl+qvh9gm7ItksWqzfr/13/911rGAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIEktPAUAAPhTfPuNAevDUet6wbpGq/7XL6zrzOhLJ0skAAAANE7gV7D/gXUdr/XXrOuYlQRMkAAAAJDtwH/E+vAj6xpz+SmqALyYxiSgjZcTAIBQRvwb0RTBj63rGSoAHrzyzZedJ/y10z97q8gtCACIOfArgL9iXd+rBHO/Xht96eSrJADugr/KLL+sPOEqobxuJQGvcjsCAGIK/scrg9DREL6c4tgzVhKQmsFsKhOAdcH/gdfDuk5YicA4tyYAIKLA73We3y2tCjhBAuA9+FcbryQCRW5VAEBIgX+gEviPR/ht9qalCtCaweBvKlnZZ9bff9W6BrhtAQABg7/m+T+LOPjL96gAPBz8Fch/b7zPtWhe5dTpn711hlsYAOAx8B+tjPpHY/qWpUoVIPENgtJUAfixzxfAXmJhJRCqCIxxOwMAXAT+MetSxfnnMQZ/J2YdpQJwf/T/SiUDC8N4pSIwwS0OAFgX+BXs/aznD9PE6EsnE98XIPEEoLLW//cm2PrKjZwx7B8AAEhP4K/2TNK7A6ZhCuDHEQR/U3mRaRQEgCYP/NalOBNHg58X32nqCoAVmI9XEoCo2RsJWdfp0z97q8SvBAA0fOAfqwTZ4yl9iKXRl04ONmUCUBmVfxbR6L9WIsCKAQBo3MB/vBL4xzLwcHVS4NmkvnmShwG9EnPwN+b+igHnfAESAQDIftAfrYz0FfhHM/TQ/8q6EksAEqkAJDT63/C+IREAgEyP9hVEj2b0R0h0GiCpBOBVs9aNmZr7iEQAADIR9I9WBf1GaPBObBog9gQgRaN/EgEASH/AdzbOeaGBgn61xA4ISiIBSNvon0QAANIV9I9UBf2xBv9xE5sGSCIBuJOhDE6JwJuG5YMAEHXAH6sK+M22d0simwLFmgDEuO4/9AzNsI8AAIQR7BXc1wf8ZnfaSgBOxf1N414G+J2Mvji6YTVt8QMriTlj2GIYALwEe12HK8F+lGfmIYkkQbFVACp7/n/WQC+YujZftxKBce5dAAR7ey1+dbA/QrD3REcExzqwjLMC8L0Ge7HUoHLUSmwmKonAGe5fAE0S6Ecro9Y9VX9G8CpArHEkzgrAZw2eDTp9AmeYHgCQ8SA/UDWCH62M6J0RPqIR+3LAWBIAK/hrtPzzZnohretNpgcApDjIj1WNPOWFdf+OmAeRcS8HjCsBUOf/8Wb8HauqCrB6AEF+hwZCGH1NcB82TXDXvTJQuY4Q4DMj1uWAcSUAWVr7H2VV4BfWG/BZ7nFU/W44b9Sjlau/6g37SIS/N8XKZScG1jVZ+ViicpV48HbuhVqq/87hqvuE4J5tp6wE4HTDJABNWP5388brrCAo8nQ01ehd1x7z4NxqWpUqCYGui5XqQcMkBlUj5PVqJV17XL5mBGH4ddZKAI41UgLwI7N29C8epjdX7TTIFEHjBPvRqmD/QsSj+KTuWV3nrGvcum9j3b1sg9Hx+uf38AbPNwEZWRFrH0AcCUCjd/+HlvlZ1y/0kWQgcyP7sQYN9m4rBaoMvOMnIdhkrrp6GoQAjmYTWx9ApAlAZX7z97yevpKBdyrJQJGnI1UB3wn2Y6bBl0S15VpMd0frvX/v68rV/PtTc2U7IegotJy9fmflnVf+9/+luC6AH94g2AN4UGx9AFEnACr9/4jXM5CJqsrABE9H7EH/aCMH/PZ8i+kotNrBfe3PLdbHVvvPXnX19JjBLcOmb2DA9PYPcPMAPgeAcfUBRL0T4Au8loE588k6h6BUVR0YpzoQScB3Svp/ZRqs9KygrhF9f3fO/lhvRF9Prq3NDviDw1bQtwK+/h1AYLG970RdAVjltYy8OjBelRDQOxBslK+Po40U8BXsFej10c+ofqNRvoL98PYR+88AIhFLH0BkCYD1pqos5pe8jokkBOeoEDTnKF+Bfqh3LehXz98HDfoK+Brtt3d0cAMB0YulDyDKmt0Yr2HsnOkCJ9AVzYNLtsabNOCPVe5H5zjShpqgVsAf6m2zP6pxL5TqgRXot+96hKAPJONwHN8kygSA+f/kjVYulbbVQ+BUCYpOUmAabHvYyui++jjShkxEVc7fuSVvB/4wSvtO0FfAp7wPJC6W960opwCY/8+OUlVicLGSGJTSvOqgEuhHzYO76zX80rJtA232FbSBr5od9EfWSvwAUmNw9KWTkQ7OIkkAWP/fkMmBvFP5OFH57yaKCkKlZL8+E3bWkDfdZjsq6+8YyltXW+gl/q3WaJ/ufSCVjlkJQKRnx0T1mz/Ga9cwBqpez7FNAnb1vxbN/UNmuF+CBOl8i9m9tWCP+MOi8v5Wa7TPOn0g9TTYyWQCcJjXrmmNGrZ+TlXg1wh/xBrtK/jT0AdkRuR9dFElAGzzCSQc+BXsd+0ZtQM/gExWACIVVQ8ADYCA2yw812JGt4cX+LUVrwI/ZX4g8yLdECj0CsC6Bi4ANQJ/mM19Gumr1M8SPqChqgDZSQAM5X+gLo32Ve4PYw2/Ar9G/MzvAw0n0n66tqw9YCDLtD3v3pFCKOv4CfxAU1QAMpUAjPKaAet+0XJq8MvbJX8CPwCXxqL84q1Ze8BA1qjc/+z+zsDBXzv1HX7uebPviYMEf6BJFN9+I7IqQKgVgFe++TKjf6BC8/sHdrUHLvfT1Q80tcgaAcOeAiABACxq8FPJP1ACYY3yH31sP3v0A80tsr66sBOAMV4rNLP+7py9pl/Nfn5p5z6N+LWkDwAVgKwkAHt4rdCMwmryU4PfHmvUzwE9AKJOAMJuAhzltUIzjvoP7wvW5Kd5/kPPfs1u8CP4A6gyUHz7jUhia9jvNGwChKYa9QfdwpdyPwCXsbWY9gSANmU0haHenNm/sz3QFr5q7mPED8BlAhD60cChvfNwBgCaZdSvwK8EwC919yvws6wPgEuRrARg6AHEOOpXqV8lf0b9ADxWAFKdAFABQEMKY0MfRv0AAhiN4ou28rwCm1Nnvzr8gwR/jfrV4U/wB+BX8e03Qh9kh1kBeIGXCIz671OZX6N+dvIDkMYqABORwDphbOOrdf0HnjrEXD+ApkgAxnh9kGXa0EdNfhr9B6H9+1nXDyBkoVfZGZ6g6YWxoY+o0U+j/q6eHp5UAM1RAXjlmy+zAyAySU1+KvcHWdonbOoDIGsJQFirAGhvRqY4+/fvHSkEDv4q9x94mvl+ANEKeyVAWO9YJADIBM3vq8kvaLlfFPB1cp9O8AOArFUBwkoAmAJAqmmUr3L/jqG2wCN+0Tz/vscPMt8PoOkTACC1NNpXk18YgV/YzhdAQkJdCRDWO9geXhekMfCr3B90WZ+D7XwBUAGI+EEBQYS1nt+hkb4z6geARkkAOAsADTXiV2f/03s6Qgv+Wt6nffwJ/gDSoPj2G6H13NEEiIYI/GGW+kVb+SroU+4HkDKhvSmxDBCZ5HT1K/iHGfg1z6/Az9I+ACk1Zl3jaUoAgFh0d7TeC/xhIvADyIjQmu4Dv4u+8s2XR3k9EPVof6g3Zwd+JQAEfgBNLLSY25amBwM8EJwru/Yp+Ie1hp/AD4AEILwEAAiVlvFptK/AH3pSQeAHQAJAAoD0BX6dzNfXReAHgM1oKeDoSycn0pAAsAQQgWheX6fyRRH4Wc4HoAGF8obWlpYHguajeX3t0R92Rz+BH0CDG01LAgB4pvl9bdcbdnMfgR8ACQAJAFI66lfgD7vBj8APoIn0pyUB6Oe1gBua61fwD3MtP4EfQBMKpfeOJkDEFvx1SE9YJX+O5gWA5BMAILbgr6N59zy2n+V8AJrZGAkAUk+7+YUV/Ed2PWKX+5UEAACCaeUpQJQO7Are6d/V02OePHzEPGqN/An+AGBvBhR4/pN3U0RG6/uDbu6jUb8CPwDgAeq/G086AaAJEBvSQT5+aaSvJr/BLcM8kQAQAXYCRCTU+Kf5fz/U4X/gqUN26R8AkN4EAHjIUK+/W8ue7//KEeb6M2hxYcEsLS7YH3XJ9GTpgf/v/PfNXvu2yuuey7XdSwC110OhvcNODAHcM2ZSMAUAPKS/23t/qYK+Rv4E/3Sbm5kxc7MzdjBXgF9ZWbH/Wxhft9qdL2/ZHy9fvP/flAx0dffYyYH2gCApAEgA0AAef/oQb+gpHNUryDtBf6pUSvTx6PtXPwbdL0oEBoeHTZ/1keQRIAFAxmhjH3b1S8fofsoK+NMKtNbHsjW6T3uCsrhwzdy6fs3+dzWNKhnQR5IBNLjA2/DzG4JU0AY/iJ8CvErtd27dykTAr8f+WaxLwV9JwNYREks0rMAr8EgAkDjN61L6j3+kf+3yF/dGzo2Y2Ohn06V+Ae0nwfbRAAkAUoYRWnycoJj0XH7cyc6Fjz8yly8W7SRAyQDTAwAJANDwnDK/AmCtZXiNTj+7ngNVPpQEkAiABACIwMLSqunr4nlIOvAr2OnK+tx+2M+LkwhwsiQyjLMAkNLR1vKqp5EZCPxJPE/O1IC2nWYqChmTbBPgK998mXMAsKGpubL1z7yrv1u9WxwI/LEnq1YC+uG5CbsZde/jB2lIRdMIWgEo8hRiI7MLdz29ASsJYARG4E80aS2VzLlfv2svSaU/AM2gNcgnn/7ZWwzdsKGV8mqlCuCOyrDwHvj1vE1YQUsf0xz8NSWk+8G50kzP5Xu/+829rYgBKgCAR19OlU1fV8716IsqgHtaynfx009SEfQV3BeX75rJ2bt24je3uPbRbRWoLddinx6Za9Upkrl7J0nqY2I/08KCOf/+e/ZmQuoPoBoAEgDAg9vTK2bvSMH131dD1qFnv8abbZ3An/RyPo3gFez1UUFewT4Iff7kbLlyzzxYHejvzpmu9lY7GdCf/R4x7ZeqABNV0wIACQDgcmSoN/ShXndVAAU1jWo14kJ6Ar+CvIK9XksnUMdF36/6eyoBUCKgylJcCYGqLJ9b92XJSgZoEgQJAODSjdKy6wTACXR6g+VsgGQDv4L+jdKKXcXxsqQzjqRSj0uXqDKwbaDNusfaIk8GNE2l3gCqASABAFzQqFFv2l7enBXwlAQ08wYtSQT+tAb9eo/5s2tL9uUkA1v72+y+AqoBAAkAEnbp5pLZv7Pd0+eoH0CaKQlQcLlpBf7rl7+ILfBr/v3m5Iq58uVyZoK+m2RAicDurYXIqgLVSwapVoEEANiERpV+3oyVBOggl0cf29/wgT/udfyqzGh6Zn3TXSPdc7o0/aR7L6oVBarSqFFw3+MH7VMHgSwJnB6/8s2XV3kaUY8atp7e469c2qhLsZzDaRRA4gj8jTTa9yrqioBQDUACBkdfOul7Px4qAIiFOrm9rAiopgCp5qsDTx1qiFGW9ju49sUXsW00o2CvaRg9/0GX7GW9IqAkYMdQND0CSubUu8G5AmimCsAdE8KpRGh8etN9dn9noDffrI6ykpjf19K9SzeXY1+6l3aqAhzY1e56kyo/1LuikwbZ0wJRskb/gWJ4GHfnhHWN8VKgHo0+P7myaA7u9t85nbVRlkb5d27dsh9znKNdjfibrczvlp6X94oLdjVKzalRVAP0euu157hhpHpQxlOAOKkMffX2stkxlPf9NapPb1M1IG2JgBoXnQAQZzf/1dsrdmMfgd/9vfi7T+athDSaaoBz3LDuhUf37adJECQAgLNmO+ibrpZiTZXWEoHtux6xmwWbKeg7o1mN+JVUNev8ftDESdUAJaRetq32ep+qh0WbBylhZVoAJABoah9dWrRXBYSxPGstESjZm7IoCVDJNerRlnOEsb5vXF386wO/yvzOjngIRgmUeiY0JRDVkkEt81QfCDsJopESAI4Ehq+R1/sXF0JLApyg7KynVzKgqQFVB7q6ewIlBAruc7MzdrDXSF9/TuowHgUpLeNr1PX7SdJGQronR7cX7GWDUXB2ElQzqPa3SLJqBYRxl5+zrqM8lUhDElCdDCwuXHug+U7JgNTrGXACvlNdSAON9LWGn47+6O9JNaoq0VIiENWWws5xw2ntYwEJABBbEhDlqOve6LkSzNMS1N08Nxrp09GfTMKlikCUUwLOvej0sZAIgAQATTvq0hvu7q35yEZdWUFjXzrEMSVAIoCsJwATPI0Ig9OIpW7sKDdpSSv97NVH3SI9yanTIBj5PZCilS0gAXCDJkCEOurSsqw49m5PS4Bx9kbQz450cqYEtIlVHPdk9coWJQJbt4+wfBCpTACASN5wo967PelEx2nso8yfndfs3IV5uxLg50wLP9QsqFUD2gFT1QAtH2RDIaQpAWAKAJFRA5yuRqgIOKfxOaNJZPM1/OjSghnoXDH7H+kxhXw8iYBWpmhFiy4lACOV6QGqAk1tPOgXCOXdlCOBEReNvHZuyWemR8Ap8d+eXmHtfgO5e/eumZ2+bf7kqW1mqL8zscehJGBweJhkoEkTgNGXTr6YdAUAiM1aMC3blYBtA3m7MpC2qgBBv/G1traa7t4h8w//+pl5et8Wc+SJ7Yk8Dvuwqcqx0iQDSCoBUClijKcTcXG2wtWlddpDvW12dSDKNdu1qEv8y6my/ZHyfvMkATtHRswfzl8xn1+bMs8d2mlGtnQn9niqkwGtIhiwEoG+/gF6BkAFAI1LAXd2QcmAsZsF+7paTX93LpQDhzb/fmvX3OJddudrYu3t7Wb3rp3m0uUr5h//x6fmqX3DdjUgrt6ATRPSyioCUTVAiUCvlRSQECCKBGCCCgDS4H75/X5QViKwlhjkqv7dzdcy90bzGtnrazO6R60k4IMLt8wnl+7Y1YD9uwdT8fjUQFhdHXDOydBHVQoK7R32n5E5gRvww0oAJnktkOYKgX2TMlJHhEnArh0jdhKwtFw2v/r9JTsRUDUgyWmBjTjnZMjli1U/Q8daIpDLtd2rEuhjW1vbA/8NqRE47oaVABR5LQA0s87OTjOyfZu5dv2G/e/Xbs2Yf7SuR0f67IpAT1ch1Y9/LTFYO+XSqRZsxEkKnMqBphi6K8kBWxhnCwkAAISkr7fXlMt3zc1b9wOoGgR1aUpAFYG0JwL16EjsWpyEQMdwF6wEQX8mMSABAICGNzjQbxaXFs3U1PQD/11TAroaJRHYjHoOqpsQ7z0vlWWKw9tHuEnCEbgHILQF1GwGBAD3Xbtx46EkoNrIcE8qewSipl0MH31sPzdIcC+OvnRyPA0VACcbOcJrAgDGbLNGu4uLS9a1uHGCUOkRUCVAywdVGUh6+WAcFhcXzOL8nGnv7OImSViYu6ZwKiAAOG+ura328kCtEKhlZm7J/Pq9K+b/+Yf37dUD6hdo1Odjy7atZnDLoJmeumMm79wyq6ssq00y5oaWbj7/1IG9hr0AAOCelpYW09nRbqZnZqxgV3+W9PbUgvnscsnuFVBi0NneZn1+PtPPQcFKgIa2DputI9tNZ9f9cxPulsvGrBp7NQG8G33p5HeDfo0wpwCKvCQA8KDqjYJ0iJAbCv7aVEiXpgW0lPDRHf12v0AWpgnU+d9hBfvunm7Tlt88gVmYnzPdvf3cJAkhAQCAGJIA7RFw5eo1z5+rjYWcFQSi0weVCKiJMC0JgUb5Gt0r6Hd2ddnlfjc0BbC8tGjyhXZuEm9CmXIP9Rg1VgIAwOampqfvbRQUFjURDvV12ImBrp7OfKRHFCvQa1SvS5sfdXQF+179g8MkAN4FPgo47AqAUwUY5bUBgIdpoyAJMwnQdIGu9c2Dqgw4iUD1UkMlDLr27h7eOChUgvu9gN+59jUKHe2uR/bIBhIAAIg5CdDSwDulaI9Q0dSBlhraCcet+7v3ff2r+82zX33KdLTneTGyayKMLxJ2AvCOYSUAANS0dXjYlO/erblRUBT++ujXzZMHdvICZF8o2WPY9ZwJXhcAqG9k2zbT19cb2/f7xn88nMrgz/y/L6E0AZIAAECCSUC9jYLCMNDfZZf+0yaXy3ETJBhrQ00ATv/sraJhR0AAcM3NboFBPXNoNJU/e66NPoQkRdHSSRUAANy+Cbe2mpFtWyPtsN+s4z9pbfkCN4APQQ8BijIBeIeXBwDcc3YLbDZ5EoCGqwCM87QCgPckQLsFRmF+YTmdCQANgH6EVmVnCgAAUkJ7BAwOhL83/rWbk6n7WQn+voXWZxd6AnD6Z2+VSAIAwB/tEdDT3R3q1/zw/JXU/ZxtNAD6Fdo0e1RdJ+O8RgDgj6YCwlwZcO1GyZQm51L1M7awrXDjVQDCzlAAoNloRcDOHSOhrgz45b9+kKqfkQZAX85a1xkqAADQwPJtbaGuDPj9exdTVwWAJ6dGXzp5zLrSXQGgDwAAggt7ZcA//PIcT2r2FK3rGSvwnw77C0c5CUMVAAAC0sqAsM4MUDNg8dLNVPxcuVwbL259ZyvBP5IBdZQJwC947QAgOJ0Z0NXZGcrXeuuf/5CKn6mVcwDqCb3k/1ASFtUXfvfD88XnnzrwivXHDl5HAAimp6fbzM7Nm3K5HOjrzMwumIH+brNj20CiP4/2AaAKsKGidb1oBf6zkSdhEX/9s7yWABDCm3WIZwb8wz+fMwuLyzyp6RNpyT/uBIBpAAAISVhNgQr+//bbT3hC0yXykn/cCcA4rykAhEe7BGq3wKB++T8+YFlgQhYXFsy1y1+YyxeLZmVluWgi6vKvJ9IujHc/PL/w/FMHjlh/PMhLDgDh6OzoMMsrK2ZxcSnQ17l2Y9I8c2hPIj9Drq2t6c4DuHX9mrnwx4/MF59dMJN3bpvpyZK5eunSi3/2v/5fiSybj2Mvxjf5dQWAcG0bHg68XfBnl26m8pyARgz85379rrnw8Udmbmam+n+d+fYPf5rYnjktcXyTV7758h3rwwC3AQCE5+7du+ZC8aL90a+B/i7zX7/zF6ajPd7DeTT67x8cbujXR4FfZX6V/Deg4H8iyccX12kMrAYAgLDfwFtbA28XrD6AJBoCVwMkLWl358tb90b8aQ3+cSYAr/OrCgDhC2NlQBINgSsrjbcMUXP6H/1hwpx//73NAn9qgr/EshXTux+ev/b8UwfGrD+O8usKAOEnAUGbApNoCGyUzYDK1nNfPP9H8/mnn9QK/HLaCv7fTcvjjvNAZmU8JX5VASB8QbcLTqIhsBGqAFrON/Hrd+35/nox0Ar+p9L02GPbjPndD8+Xnn/qwHXrj0f5VQWA8Gm74OmZGd9NgV9cvW2eOTRq2triCQ25XM4U2jsz+Vw75f7bN2/U62fQwPcbVvBPXS9crKcxWEnAhJUEXCQJAIDwtbS02FUAJQGrq6ueP187BCr47929NbbH3NHVnannuLrcrz/XoSV+x6zg/24af5bYj2MiCQCA6LS1tZlCoWAnAX7ouOAnD+w0Pd3Rn+OmSkVnd4+duGSByv3nP3jPzE5Pufnr45WRfzGtP08i5zFWkoB3KkmAfZfNzM6aGzdvmbJ1Q7RbN29WbggASBslANrmZX5+3tfn37o9E1tDYD7fbu8KmGbavOfTjz4wN65ecbt8UZ3+x376Lx8spPnnSuxA5spxwf9k/fF56yYduXzlqt3FOjc3Z0qTU0bVq3w+b3Ktrfw2A4BHmgrQqoClZe+NdqWpudiODG5tVR9AOk+NV4n/6qXP7eBfp7u/mpr9XsvCPZJL8ptXlgf+/a0vbz+/tLQ06vx3zV0pcy2VJu2kQEtcSAQAwJvu7i4zOzdvyuWy58/VVMCfHNkXfUOg9X6fxj4ANfl9/N4f7E193OZNJqXNfqlMACpJwMKeoT5NBxw3lemAaspglQjMzy+YfL7NrgoAAOrTVKqSgKmpac9NgSvlu2ZlpWwO7B2J9DGmrQ9Ao34d1qNGPxdNfo5UN/ulNgGQ89e/LB0YGbanA6xrw7tNlYCp6WkzMztnWltbAh+CAQDNQNVTnR6o90+vtCxw76Nb7emAKKWlD8AZ9eukPg/GTcqb/TZNENP2gF4+/MSPrA+v1L9h2syWoSHT19vLbzgA1HGnNGlu3rrl+fNGtg2Y//qd/xTpY+vo7DI9fYOJPj/q8NfSPo9Ss61vZisA66oB/3RgZPic9ce/NBtMCThUNtLKAd3Uqmx1tLezcgAANqEqgJ+mwJnZBdPRUTC7dw5F9thWV++azq6eRJ4Xlfk//fADc91KADzKTLNfZhKAShLwkZUE/L31xzGzyZTA/Run0jA4OWU3umj5Cw2DAPAw7RQ4MztjvVd62ynwiyu3zX84uNtKBKLpwdL7eEdnt2mJ+b1by/u0rl+lfw8y1+yXqQSgkgSUrOtvrURA61Ced3MDLSwssnIAADZhNwV2dZkZbRfsoSlQDYFaGqgkICptbXnTFmOTtzPfv7Tgaal+sRL8322E+yGX9gfodkqgmrNyQImAkgBWDgBA5U3f3n+/YCUBs54+79btabsfYOuWaPquWq336rjOBdDBPTqyd9XbmQnq9P96Fpv9MpsAVJIAZ0rgiPFwpLASAXW+soQQAO4rWO+FCrjaeM2LKA8L0hRuV3f0Td1q9Lv02QWvn3bGuv7aCv4NdaJtLisPtDIl8KaVCKjTb8zL5zpLCEkEAGCNmgK1zn9xcdH150R7WNCqKXR02jsDRsE5xEfb+XoN/ur0T/u2vg2dAFQlAuNWEvDAOQJeEwH2EgAAY/cDKAFY9rAyIMrDgrQXQD5fiCT4f/iHCa/r+yXznf4NlQBUkoCilQT8rVlrDhz1fDOUy/YSQiUDmg8jEQDQjOzjg52mQA/z4VEdFqTH097RFerX1B7+avab8346ooL/mUZ+/XNZfeBWErDgd0rA4ewlQCIAoFmpF0CVgMkp9zsFakVAFHsD6D05zD4ABf0PJn7ntdO/YZb5NWwCUJUI+J4SIBEAgLWVAR0d7WZ62v0oWXsDhH9YUHj7ASj4q+zvYT9/J/i/2CjL/Bo+AagkAc6UwMHK5Tv7dBKBu3dX2V0QQNPQygC9383Nz7v6+9obQLsEqh8gTGHsB6Blfir7e1zm5wT/iaZJ/BrlB6lMCfy9lQhMmrU9A3xTIuDsLsg2wwCaRWdnp1laWrauJVd//9qNydAPC8rl2kyh3X+DoYL/hY8/8vppTRf8GyoBqEoE3rWSgF9UkoCBIF+repthEgEAzaCnu9vMLyyYFZel888u3TRf/+qB0L6/3mN1OJAfOtBHS/0I/k2aAFSSgGtWEvCmCTglQCIAoNnYKwM6O8zs7KyrlQHaG8D6pND2BrirDYF6+jx/nkb9Vy99TvBv9gSgkgSENiWwPhGYnplJrFmwu6PVdLW3mqHeNjPY02b6u3P3LuUkHYVWs7i8agDAd2CovL9Nu1w6p70BtENgWIcFed0QSMFfpX8fvt6swd9O9prhh3z58BPaQvjnxseeAbVoV8EtQ0Omrze67SuHeteCe19Xzg7+bs0u3DVTc2Vzo7Ri/xkAvJqcmjLXb9x09XdVATjxX/48lO/bPzhs8gV3A6wAwb/h1/k3bQVgXTXAmRLQ0cJHwvq6US0fVMDfvbVg9u9sN9sG8qa3M2cKbd5yNf19fd7IYN7+GrKwtGruUhwA4JKmO91uF6y9AdQMuGPbQODva+8IWCcB0PK+P773B3Pny1t+vsVrVvA/3eyvb9NNZL98+Inj1ocfmYANglFUBNYCf94e7UdhpbxqiteX7KoAgDXaIrxUKtmHh4k2xunp6Y60spclGuhcvnrVPkulfsKQN//H//YN+2MQ6gGotSGQs7Wvj939xN7bn1e2SSoA66oBEwdGhv/JrG0jPBL2L4qfioAC/4Fd7faovz3fGtnPrvMP1Dug7zc5WzZlZgbQ5O6UJs3lK1fNwsKinQjoWlpetn+PdWZIZ0e7abNGo009SmxpsQ8Ompubt94z7tYZZISzN0CtLYEDBn/N9/91Ix7sQwLgPgm4VjleONQpAa+JQFuuxezZXjD7drRHGvjX0/faNtBm5pfuWhdzAmhO+v28cXPz+W2dGaImuIH+/qZf9aP3sdZcq708UM3QtYSxN0CrdibcYClgwOBfNGtNfyXu/iZOACpJgFYJ/MJKBC6atbMEQj/aqlYioIa+g7s77BF5ElQNGO5vs1cM0CSIZqPfzS+skX+9YKb/P2uNfAf6+5r+OSsUCvbzoWpJPUH3Bli9u/rQFEDA4O/s71/k7icBqE4EIpsS2CwR2L292zy+q91espc0JSAkAWg2Gtm7XeKmSoCmBrRBTjNTFSTf1ma/n2m3wFqC7w2w+sBeAAr67/3uN14P9an2jWbZ358EwHsScM26/tZKBAYqiUBko46RoYI58viQPQJPiyiSAFU4Bnty9tfeuSVv/dxt9rTD+kvTEfq7Oev5YP8CxEXz+/Mu97wXNQhqXbrmwps6YFgDGL2PqRKwvFw7CQi6N4BzKJDPQ32qnWiGk/18JXU8BQ96+fATOlXwxyaCVQL7dw+a//mZ3f5+8azMu7unx/T2D1iZcc9DjUk683qqVLKXxPj5RdEKgfcvLvhOAtrzaw2GW/pyvlcx6DFMzd01t6dXWKmASH15+4513fb8eTt3jDR9JUDB//adO3Y/gBoDawmyN4D2AlheWg4a/On4JwHwnASMmrWNg0JrEPQb/Ie3j5jB4WEzuGXY1d/XL4r2w758sej5eyn4n7vgflSkJsat/WsjeS+bFLlNBq7eXrGuZfvPQJjU/X/zlvf141oiuHvXzqY/MlwnBs7NzZnZ2TmzWOfgoGPf+Jp55tAez98jX+gwn3z4YZDgf9YK/se422sMLHkKHnb++pelMKcERoZ7zH98btTTaH/n7kfN408fMlu2bTOdXe4PxtAbVN/AgJ0wfHnzhqfjMNc2G2qxdxCsRcF+z7aCefyRdrvM73WTInc/R4u9XHH7YJv953qPCfBCFbRSadLX6Hdufs709/U19cqAfD5vbw7Ulm+zDw2qdWaApgL+5Mg+6zl3H26WrK998ZNP7XMBfNJyv2Ms9yMBCJII/JOVBJwza2cJ+Jr86+kqmL/8n/aZXM7dCHlk1yN24O8fGrKDue9f0ELBDAwOeU4CFHRVft9ojwBnvwIF/7BH/PUSAU0vzMzfNcsrVAMQwhuf9buloOWmo309fR4rA9YGGzo2uFDIm+XllU1XVGhvgFu3p81/OOiuAqrgf+XzL1wdRLQJ54Cfa9zpJABBk4CPKnsGaDpg1OvnK/grCahH8/pPHPqKGR4ZCRT41ycBvdZIxes+2Srt356+n3lrfn/vSLt1FWLdr2B9dWK4r80sl1mxgHB0d3XZzYBlH6NMVgasVVFUBVDYb7fea5ydFDeiBMDN3gAhBv+PuMNJAMJKAjQl8KaVCKjmN+b28547tNM8uqO/7t/btWfU7H/yKTtgh629o8OeQ5uZnnL/xmiN7p0qgHMmQW9X8reKs5MhyxYRWhLQ3WWmpqbr7gewEVYG3K8CaDqkkM/XXB74WWVVwGZTAQtz8+bqF5eDBH/5rhX8/5E7mwQgikRg3EoC3rH+qJUCNX/rHx3psxMAN6N+zfNHqaevz9y4esXTVEBPZ6vZMZS3NwtK05JFIQlAaG+AVgBTANceHX6oEU4NgYUIkvesVAHmK2vzlQxomeBmSYD2BlDw32hvgOnJKXPdxcZMdZyygv//zV1NAhBlElC0koC/NWvNgaMb/Z1CPmf+8s8eqznvr+5+jfrbYxg96BdTwX960v0OmCr1R9HcF2YSoCWD7B2AoNTQppG8grkfs9bnaTqhWc8M0HvLSqVT39kyeLM9AtQQqHMCero7Hgj+N69dD/owtNzv/+RuJgGIIwlYqDUl8MLX9pih/s7NqwOP7Te79+4Lba7fVUC3Eo3rl7+I/PtoBYKSm60jI2bkkUfsj86lioemOcrllSBLe6qSgJy5NbXCoUYITFUAlfSX6mxus2EAtEatzXxmgN7HFqqOC26zkgAtMF/Z5Hf81u2Ze8sCQwr+E1bw/wZ3MQlA3InAQ1MCWvL31Sc33lFYy/s06t+6fST2x6rRifYHWL0bfrRUwN81utbHoD8rCVCwV9JRfWkqQnsaaKWD/s7S4oK9gZH/N54We6qCTYMQBvUDqLvfT1Ogc2ZAX29P0yUBdh+AlThVz907WwZv9FyWpuZMR0fBDHS3hRL8retFlvuRACSVBDhTAgd1qetfUwAbBf8nv3LEDnxJuX3zhlmus2mH6xunslfBvicO2qN7L3sVOBUJJ1nQ1ITfioCmKugHQBjWjr1tt0fzfuaiFew0/91rJQHNRj/7+hG/lgfqv290hHCpNGMe2RK4b0Jzmsc44IcEIOkkQFMCf3/y2J8c2TLQdXCjYKdmP42Kk1Q8/8fQRvwa7Ws0H3TeU8+NKiKz01O+qwHaevh6acXcpR0AAel+VkPftL8T5+yRcDMuD1TytLj48J4K6q/YaI+AuYVle5q0vyfQjoo62neCu5YEIHE/+f63Bnq720+bdasDFPSfPvJsLM1+tehADa0ECBqstUmRSvhhNjyphKikQgnA3OyMj89vsYM/uwUiDGsd/S2eDguq1ozLA9X8N7fB86XEQHsEbJQEXL4xbZ4Y3eJ6k7R1TrDcL4T3Xp6C0Lxi1h0gpOCvsn8uBd3BXjcD2mjUf+jZr9mHEUVlz2P7fVdJdgy1cQciNFuGBgON4nXOgN+lhVml0f5m1YHenu6HeiOWlstm4mNfPQCnreB/hruUCkBqRv/Wh/9ePfpPU/DX/PqFP37kqwFQj3/vgcftzYqiXrWgr98/OGQnK14fa2vlOGF6ARCWIE2BMjM7aycRzbI8UO8zm3X+b7ZR0M07c3bjtJvdUiu03O+73J1UAFI7+k9T8BedDOinyU4lf/0cwzGuWtD3VLLhh/YGAMJMSHX8b5DE99LlKxvOjTeiljrPk6YJNlol8avfX3L7LTTff4o7kwQgbb6zPmimJfhr7v+aj/X/SmJU8k+icVE9Bn56JrQvgM4xAMKi5Wy7dvhPgLUUTknA8spKUzxX9SgJUGWl2szckpupgKJZ2+O/xF1JApAaP/n+t7QHgD1kVdA/8NSh1AR/UenfKy3NSzqJ8V8FYFYL4ers7DQj2/1v160k4MrVa0H3uG8YmgpYnwQoAbg9uWnTpbPcj+BPApA6LzjBX0Ez6aV+1VT6n/O4nEnl/oMpqGDocfh5DH1dJAAIX19vr+nr6/X9+ZoGUCWAJGCNVgasTwJ+NbFppfIEy/1IANJKxwTbG+KkKfhrcx0lAF6Drn6OtBjcMuz5c/q7SQAQjZFt20xXZ2egJODa9Rs8kZskAaoAfHDh1kbB/yzPFglAWo0paPoJVlGxu/4/9lb6T1vwtxOAYe/PaXu+hT4AREZNgTr9zy+tDLh2gyRgsyRAUwHqCag4w3I/EoBU27Jte3E4gb39a1Hw97KrnioXaQv+fisA0t3BbY2I3jBbW83Itq2BVgZMTU2TBKxLAjoqSZX2BqhMBZy1gv8Jnh0SgFR77OCTxTQ9HpX+73x5y1PwV+9CWvk5O6GrndsaEQYsK1gFWRngJAHaLKiRBOlv6OrqtBMBuXZrxpz5f//wOncaCUAWjKXlgXgt/adtv4INH2O3974KpgAQtaArA+ROabKhdgssB2xw1FRAZ2eHNk5Swx9NfzFg55QAim+/MZqmx+Ol9K+gv+/xg6kO/lLwsR8AUwCIg1YGqLFPgdwvpylQXyvrlpeXgydW1u+7lQOMcndRAciC1NyoKvt7Kf3rUJ80rVrYNJj3+KkAcGMiHluHhwMtD3SSgEaoBKyEt9nRQC6XO8rdRQIAF7yW/tXwF+WhPkAz2WYlAUFWBjRCEqDgv/60vyByra0/4M4iAYALFz/9xPVe/1qxkLZVCzGNKoBo3kRbW83uXTubOgkIe6vjpeXl0e/+5784zt1FAoAa1PXv9qjftC73q8XrToZAUklA0IODspwERHHg0dzcHFUAEoBUS3xvarelf+ecgiwmOEAW6DAcVQKaLQnQ8r8oKnXlcnn0+F/8Gb0AJADpNPrSyUSXqmirX7dd/xr5+zlhL0ma1pgqeU8A2vOtLAVEIsLYI8BJArKyT8D8/HxkX9tKLL7DXUUCkGaJJAEK/G6P+dXxumnaqtgtL6saHkwAWsyz+zvNwd0dZvfWgn1CIGcEIC5h7BFg3/+lydTvGKjGv4UIyv9Vjv7N2J/SsRwR9gEIbtxUDgSKe/TvpvFP8/6PPrY/k0+s2wRnwxs712IH/rXjgfP3RxTlVTO3eNfMLqxdk7Nls7i8yl2MUDnr+oMe/qMdA++W79oJRdCphUhG/9ZAJMzu/02MWRcHAlEBSKU34/6Gbhv/nM1+skg/YxQNgEoMdGTwjqG82b+z3Xz1QJd97R0psIEQQk8CtgwNBf46OkAojUcJK/BHWf6v8gJ3EwlAKlX6AIpxj/7d2LVnNBOb/QT5GcOgKQMlBIf3ddrJwLaBNnoIEIotQ4OBNwoSddkrCViMttzuyayVmMQw+pcj3EkkAGn2WpwjYzeNcTpER3P/WR39+2n+CysZUGVAPQTqHyARQFAj27Y1XBKgbX8X4nscY9xFJABprgKciasK4GZkrNL/3oyW/kUbGyVNgX/31rydCKgigBCCxsqKXTLWlbZydlaSAD1vSgKSXCaoUX8jHWLUzHhnC88p6/p5GkbGKv1nbcmfQ70Nadr8R4mAKgJKAs5fXqRh0AcF/Bu3vnxo5NrV2Wm2b99mr59vliRA1NgXNAlI8hAhBf+YSv+gApCZKoC6VCPtVHUz+s9y6V+rGtIw+t/wee3K2T0CVAO8B4vNytZzVmJw8fNLqZrXzkolQJQExL1McMZKzsM49Q8kAI3ohIlod0A3o/9GKP2XU7z3v1MN0EVvQH0q+ddbBueUtEkCfCZYU9PmytVrsUypKPgvNNHrRAIAr1WAUiUJCN3Na/WX/Wnkn9XSv5czDZKmKsDTezpIAur48vZtV3/PSQK03I0kwEdgjmGZIMGfBADukgBNA4S6KkCj4nrBUcv9NPefRV6PM04D7RlAElAvaLgP6ApeGsk2U3NZmEmAKigXihdDr6Q4DX9JBv9cLlfkt4kEIEtJwKvWhzOhjf5djIz3ZHS3P/FypkHakoDR7QVu+BpB3assH4mbdBIQdiVFB/yUSiWztLSU6HPUktB26yQACJIEnAgrCbheZ0vc4e0jprc/m9tlq/QfZMvfpGk6gMbAcDVjEjA40B9aEqBKis4RCDLqV4NmaXLSlFOwXHPVmF/wWxEN3rkiTgKKb7+hPx73+zW0JK7W6FiNf1kd/av0/8f33wv1a6oHQldXd48pWB+71+2EOGs9n0vW8zkV4lbDqgJwpsDDerq7fY9Gk1zmloStw8P2SYJBzw5w6CTBxaXFe0sP3dIUwtzcXCoC/73f6fb2cX6bosEEZgysJOBH1odX/HyuyuO1lv/poJ+sLvs7bwV/vyf+VdNJh4PWG6iqIF6aIJWAaHpFFZagUxA3Sivmkys0SVXT+n+VpAONjrdva5okQFT5CCsJqARPs3vXzpoHCTkn+i1Yr1c5ZRs0WY/77H/75387xm8TCUDWk4Cj1ocfW5enWv17v/vNpiNVBbvDzz2fyedDTY1BGv/0s2+3Ep+t20fsKkgYjydoL8Jvz89RBVg/kr9xI/DGN82WBDhb/obV1Z/Pt5mdIyN2MlAd9LWeX/P7Ke/uf/Hvxv+dCgAJQEMkAQr+qgYcdztC/e2//mrT///k4SOZnPtXkFVi42fNv4K9Kh5RrHjQ41ES4LcngSoASUCYScC1GzdD7eofGhwwnVbirP0ZVlK830aVcSv4v8hvUHRoAoyR9gmoNAfuNWsNgjV39tE89Wa0419WG//Of/Cer+CvUv+R556PbLmjkgtNqex7wt9mSpwiuEnwDqHTXWXxmI6eTQWndK8+irDcvlMyN27eSryr34PX+O2hAtDoFYExs3betY68HK1cMnHx0/MD1y9f3jDaHXr2a5k86rdeT8Nm4u518DtFoQqAKgF4mBrTgnSnax5bQbG6lN0Mvrx9x/WmSq7e9FtaTGdnh+lI8fNovdZn/ts//9sJfmtIAJrWT77/rV+aDY7C1LI/v6PUJKmXQaV/r6Pyx58+lEi1w08ScHu6bD66tMDNu4mgTW7NmgRoNYWetzB3+9MhTN3dXTUbBBMJSi0tpdXV1b1/N/7vJX5jIk60eApSbcPRfxZ3/FPJX6V/r8H/ya8k1+egREuXF0O9OaYBatA8vubz/WrGswNEUwF7Ht1tCoV8aF9TvQClySkzn7JNuKzgf4zgTwKADRIABaQs7vfvtcPeCf5JT3NojwWvqwy0QyBIAsKmEfvw0JBdvg/T/PyCmZyaTktj4Cm6/kkAsIksjv611t9LZ31agr/zWLz2HujoYNRPArT5TdAkoJkOEJJCoWB38vf39YZaui+Xy2ZqesbMzs7ZSwQTcsYK/qf57SABaHo/+f63xtb/tyye9ufnoJ+0BP/q591LFaC/m18rN7T9bZDVAc14gFA+vzYFkMvlzEB/X+jVgMWlJXtaIIG9ART8afojAcBmI9Esjv4V/L0s+VNzY9pWN+i51xJEt9rz/Fq5Tq5CWiLYLEmAOvh1OZxqQL4tvF3d7bMA5ubjnBYYJ/iTAKCGsHa8i5NK/162+vXTdBfbaHXYSwJAE6DXJGDL0BBJgEtt694HVA3o7e0JvaPfmRbQsc53o9siWMens9VvUvcST0FqPXAE5vaM7ffvtfSvUX+aDzXS4UJeKAlgW2D3tgwN2lvWBlki2GwHCD10zxUK9qWu/oWFxdDm8pe0ZfDksv21NeUQYpJB2Z8KADby7R/+tFQdHLM293/x009cl/5V2dj3+MFUVzi8Pv8dBX61vAq6OsBJArThUDPTtIDTH1A9XRCU0x+gRsEQKgIEfxIA1FG03xgztuXv9GTJ3kTHLfU2ZGFXw6xNwTRrEqDdBnX+QDOzd/uzEgE1WoY9NRBCInCK4J8OvKOlm6YBRgcDLJdKgpfSv840yMpxxpp7La+wzW8cSYAzmvfLOXxom/W7k7ad7oLyWtp3pgbU0Le4uGQH8LASAV1qQGzvaDeFfN1NijSgOcE6fxIAuPML6zqapUN/vGz4oxH13sezs6Wxl42MtBfA5GyZOzhAEqCgFeRYXCUBCnjaOriRkgC/nflKYHV1dXXa8/rqE1CjX1DaUXB5ZsV+jpUEtLcX7MbEKprOfN0K/K9yZ5MAwL1xjZCzFCC9bPiTxX0NEB/nRLwgSYB2C9Tn79wxEupSuawF/2qaHnCqAnpe7QC+tGwnBUHoa2n/AF1KBvR8d3R2nPrv//L/sblPStEDkGLf/uFPi7v3PXYmK4/3cw+Nf5rzz9K+BjrICMkkAdoDP8jhP0oCLn5+qSG2Dl4OeQpKgVqJQE9PtxkaHFCgftGsHcOr5XlFH19So/2zVjJwYnFpaZDgTwUAAXT39L5jfTie9sepxj8va/7TvORvwwRg1lsCsLh8l5s3JBpJOpUAv0Hc2Tp429bhTC8TXA44Sq/jyFvnPj5lfRyv/o8vH35irPLHsRpBX/1KRevzi9yxJAAIz3gWHqTm/t3SZj+9GVvZ4LUCwB4A4dJIdc/uR+zufqfBz08SoMbCcvmu3R2fNWr+WwqpgW8TGwZ4K6iPZ+m9CB5+r3gK0m30pZNFs25ToDSO/qdK7k7vVONf1kb/MjXJ6aRpEMaugdonIIvLBCMO/iABQEq92Sijf837Z209vfoa6AFID+0aqL0CgnT2q4pw8dIXUW5xG7q5uTlefJAANKEzjTD6V+PfSMa2NBYvvQ2O2QV6AKKkefygy/vs5sBL2WgO1GMs3+WeAglA0xl96WQprUmAl9F/Fkv/dgLgY2vZlTI9AFHTyoB9o3sCrRBYXl6xmwPTfJDQ2ul8jP5BAtDMXkvbA1JZ3O3oP4uNf6Lyv58KwKHRDrN7a8EM9eZMW47TASN7A6s0BwY5UthpDkzrGQIK/oz+QQLQ3FUADbVTtabW7aY/WW38k5sezjSopp0Ad2/Nm4O7O8xzT3SZw/s6zd6Rgunu4FcuCmoODOMMgS8CbDoUBTX+zXvYgTKgce4kEgCkuwpQTMvI2O2BP1ls/HNc97CzYS0K/DuG8nYi8NUDXfafqQyES30BqgboWGHfo+35+dT0BWjXv+l4m08nuItIAJDeKoDq7cfS8FjclsW11W8WG/9ECc5iBKOv9nyLXQ14dn+nPU2QVCIwMztrvrx9xx75NsIuefZzq50Dd+82XZ2dvr+G+gK0QkDPS5LBf3JqyvPBPwG9w7ssCQDSnQQoS0/8KE235f99TxzM7HPtpcHRDwV+TRM4iUCcgf+TC5+ZK1evWQnAbXvuWwFP5e95awSc+Te11lbzyK6doe0XEPeUQELBX4OLcd5hSQCQ/iTgTJJJgEbFbtbF6yCjLDb+RTn6r5UIaHog6h4BBX8F/o2Cmsrf6ojf7P9njfYLCLpUUPsFBNmC2CvN+ScQ/OXs343/O7tdkQAgQ0nAsUrmHqtpl7viZemo37hH/xtR8FcSoP6AqLjpdFeSkJX18fV0dnbaSwV7urv9J7yVEwWjnBJQwJ+1nnctR0wg+MvrvKuSACBbSYBO7HrGxFy6c7MuXsv+snrUr4L/Ynyd1w8nTiMFs39neyRfW/Pbbv/epQaaEtBxwFuHh31XA1QRUfIURXVECcbtO3fi7PZfb9wa/dMASAKADCYBRevSEZ6n4qoG1NsXP8vL/rS64VpInf9BbBtoiywJ8BL00r5Jjhc6AEhTAkE2DgqrOmJv7mMlV3eswK9O/4RG/Y4TBiQAyHQioD0C9pq1pYKRJQKa+y/XOZNcXf9ZXfZ38dNP6v58WU4C/CyR0yY5jZIErK0SeCTQaYDOKgGtoPBCzX0a5eu5VPNlSjb4ec0a/Rd5B21OLERuQMW331Dn3XHr+p5ygzC/tprjLnz8Uc3R/5Hnns9kAqDehg/Ppa8S+smVRXOjFE5SojK237lsbbSjtfaNQtMb6vJ3Oy2yYUJl3ef9fX3W/a4dH3OmZd0Uw/Ly8gMfU2bCCv7P8I5JAoDGTQaOWB++Y11Hw0gGND9eq0FOm/7oyqJzv3430bn/TUeO5VVz7sK8WVwOXiZetkahnxUv+v58zaUHaahLG01zaDQepMGvpaXFdHV1mvZCIUs/uqqEzzD6JwFA8yQDisxj1vVC5aPnSP3RHyY23f8/y6P/eolNPTrpsL29w/5YzZ4yKa+4PjNhM1NzZfNeMZzkJEgVQE10QefRG7UaUMjnTXd3l50QZMCLVvAf512RBADNnRQoEVCVYKCSGJiqf/eUAGR19K8g/d7vfuP587TKYfuuR8zW7SOukh5NMWgFhc4X8NNn8P7FBTM5Ww5l1HuheNF3N3ujJgFhVQOUBCgZSLETVvA/w7sfSABQL0F4IBn49b+M/7LRRv8K/nMe9lx3VjloqaNf6qXwutwwzCrAfGXTH7+UBGh9fZBNdtJKHf7XbtwM1Omf4moAwR8kAPDnJ9//1mojjf615O/zTz9x/fcHtwzb2xuHleh4nXpQL8DsQjid4+pi14jXL1UAgu60l1Zalnf56lUrUVrwvURPwb+zs8N0pKNSUqoE/7O8i+FeIs9TgDAEGQ0nNtKzRt9egu+j1qj/wNOHQq1yKGl68vAR118zzF0CtVVuGDvkNeTISMG7o8MM9Pf5bu6z1/rPzZvp6Rl7CWCCdJO/SPAHCQBCp1FxFnf9+9zlmn8FZwX+qE411HkJT37FXRIw1JsL9XtraV+Qufy1cvmNhryv26zXw5nT7+vtMbmcv+deKy+mrCRgdnYuiTMWxs1atz87/YEEABGM/keyN/q3G/JcHGmsoKzgrCQnSlo9oO9TNyjlWkx/d3hJQBgNfTowp1GTgOpkoL+vN9C8/uLSkilNTtmbAcW0898pK/C/yCE/IAFAJBQgow6OUai1mVE1zfevX9oXZRLwqIstlMOuAjhJQNBT8xplt8BaNB2gaQHN7ftNBNRXEHEi4Iz6T/MOhZqJLU8BPCqaqv0Dshj83XbfK/jH/fNpmuH65S9qPr4ojgx2kgDN6fstU2vLYGmU3QLvljdecun0B6i5b2Fx0SwsLHoO5Pr7SgT0uR0d7XZiEUIzpcr8rzHXDxIAxJIA9A0MZOrBuz3sR4E4qcZGNQbWqlD0deUi+b5OV3+QJXBKAhTMGmGPgHr79IeZCOhae94K9nSDByrvK+C/ycY+IAFAHAnAPWpgyxIF/3qNf25L8VFR4lGvSqEqQFjLATdKAlQJ8JsE6HOzvlGQl7371ycCi4tLvqoo6hHQpWZDJQLaS2CDqkCpMtJ/x6wd40vQBwkAYnPugYCRoe5/N6N/u+P/qUOJP1btMFhrf4L2fIuVAETzvaunA/wkAc4xwnse3W0flpPJBMDHsj0nEdClQL68tGyWfBwCVC6X7eWDc2a+1N3VddZKBt6pJN4TNPSBBABJmshi8Hc7+lf5PQ0/l3oPaiUA3R05c3u6HNn3d5KAK1ev2efW+0kC9LlZ3ShoyQrgQdjlfOtSiV9JQHmlbAd2K7EYr/O7NVn5WHzr3Mcs3QMJANLj2z/86fhPvv+thhz9q58hqrX+ngOI9dyqGlFOcAMZBe5H7J6AG3aXv1fORkFZSwK0aU9YG/eoKmBvJLS2l5BG8C/yLoK0YBkg/LC7jLM0/681//WC6aP79qfqMXfXWH7Y3x3fr+7Itm1my9CQr891koAENsDxbSG6I6Ep34MEAJn3uv6Rpe1/643+9bPEtd7frVwuPQU6bRusXQP9jOSzlARo5L8Q4BCgOijpgwQA2aZpgOf+fKyYlSkAnfRX67Q/ldrTeJBR2hISre/3W87PShIwOzcX5Zc/x7sHSADQCMaz8kB19G4tmvfP4lkGSdDSPh0D7GeJX9qTAO3Mt+yja98DNugBCQAawutZeaBTk6Wao/+0NP6tV072BLnN3zRaW82e3Y+Yvj7vO/6lNQlQ6X8u2tH/OEv4QAKAhjD60kl7qVLaH6c206lV/t+6fSTU433DNDc7k+rnVs2B6gvwmwQsRjfX7omW6k1OTUV9QM+bvGuABACN5LW0P8DpydqDru0pHf3Xs7C0morHob4AVQPyeW9JVFqSgJiCf9Ea/Z/h7QIkAGgkmtNMdVlzqrT5w1Pnf5rn/mdrVC4Wl1dT8zjVD7Bn927T093t6fOcHQOTOkVQZf+SdX+sRD/V8hpvFSABQEMZfemkomuqewFqldG3jqR7GWOtHoCV8mqqHqv6AnbuGPG8X4CSAB0gdPPWrVgfr3b608i/HH0vwgSjf5AAoFGTgFdNinsBNpv/18g/zRsZ1Zu6mFtMZye99gvQUkGvUwJ3SpPm4qUvfO3B74VK/ao46Iq47O84wbsESADQyFL5Jler+S/tc/+1yv/2/19I73r6zs5OX1MC6ge4+PklOxkIOzir0qAzDW7fuRN4n38PXrNG/2z+AxIANHQVYNz6cDptj6tc3nw0qcN20qxW8qLgn7YpgIfeWCpTAl53D1Sg1nRA8eLnpjQ5aScFfpcMKonQ52u0r8CvZX4xjfrlrBX8X+XdAWnGYUAIbbRjXWPWdSTto2gd+pP2jX9qTQFMzZUzc1NolYAqAleuXrWCsfuRt6YCbty8ZX3u2vG6OSuJ0HLNNuvSnzdLKvR5q1bCsBzigT4+aNRP6R8kAGiaKkCp+PYbetP7pXWlYnJ9sya6tJ9hoL0LFmscSHOjtJKpeyNvBe3+vj4zMztr5ucXPI3C9feVOPR0d5k2K7DHWL4PEvxfZNMfZAFTAAgzCbDf/EzKlwam/RTDWqN/Lf9L8/z/ZjQa72hvtxKBXlPI5z19rqYApqZnzOxsrCV8gj9IAIBGSgJ0wE7ay/+19i64dHMpc/dE9f76Kt339HSbvt4ez4cKLVqj/9LklP0xhcYJ/iABAEnA/SSgmOTj2CjQp735T+58uema+OLt6XIxa/fDRmV7zeUP9PfZc/wtLS2uv5YqAKoETE/PpOk8gdNW4Cf4gwQAqEoCnjEJnoC2UQKgBsC0B/8aGwCdWimv6jk9naV7oda8vRr8lAh0eDxdUE1+k1PT9gl+CVLAP2YF/lP8xiOLWngKELXi228ctT782CTQHPjrfxl/4N+f+/OxVD9XFz7+aLPji898+4c/vddZ/so3Xx6rPKejaQ/+brf61YjebvrzWOLP5XJ2k6A+xkiJ7QlG/aACANSuBujNcq9ZWyoY1xumIv+JysdMjP6dCsAGVE15YJR5+mdv6edKfTXAywhdPQHdViAfHOj3NDVQLpfvVQNiaBIsVkb9xwj+oAIAeKsGKAoft67vmPD3DFCg1LGrZ62kQ2/U5iff/9bxykjZ7Nozal9pDv7n339v/X9WkHnGGv0XN/u8tFYDvIz+N6NqwPLSslmqaiSsl0TYSwbDP+LZOffiNIEfJABA8GRACYCC119VkgGvQ/TxStA/Vwn6D70xWwmAvuZn+toHnj6U6ibADcr/+nletIJ/3e1krSRAP+cP9Mc0/CwaieukvbAO29HXUxKgZMDe7KfOSF89BV4bDGskla9zoA9IAIBoE4LRyih2dJPRbNG5nBG+G1YScNQaEf746We/NpDWJYBq/Pvtv/7KV/BPYzVgZmbGLCwuRvb15xcWTszPL5TM/SrSC1X/+x39o7KL4OHK33H7fJQqiaW+hrbzLfKbCRIAIPvJxe9NSnYpXE8jf1UAqhKdY16Df1qqAZqLn52djfJbnPAzIv+bsT8dq/rXsaoRvlM5mqC8DxIAoDGTgOOV0XHqvPe73zgHAI1Xgn/gQJRENUCH70zXOckwieAPgAQAJAE/MimZJ3do698Pz00o4L9mBf5Qu/rjrAbouF2duEfwB0gAgLQmARoVH0/L45mdmT7z/u9+eyqMUX+NRCCyvRjUkKdu/2WXnfo+2P0QVvCf4O4FSACARkkCXht96eSrcXyjSjVAP/fRMEf989YV4fr7icrIn+APkAAAoSUBCrw/SOjb29vIWsF/PO5vHLQ3QDv2qcM/4sAvZ6zrFI15AAkAEEUSoGD4cxPv6gA7sG20b0GMScDASrn849nZ2aMq3RcKBXvznHxlA5185cheBXvttKePOtJXa/BXNj+rIMzkSKP+s9yhAAkAEGUSoOCv5sDjEX8rjfZfS2LUv5G/GfvTuH5uL9hjHyABAGJPBEbN2pRA2AFRI/430xL4N0gEjlQSgbEEH4adHFmBf5w7ESABAJJMBNQoF+S8Ao1ktZvcmSRL/R4TgbHKzxxnRYDAD5AAAKlMBgYqI2MlAnvM5o1zCvYK9BNpHel7SAScBOh7JppNhEqVBOlNAj9AAgAgnclA9YFNY0Fyqcpo/xc09wEkAACymRA4h+vUqoho3f5kJegXOVQHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAIDG9f8LMAAX982MueMKiwAAAABJRU5ErkJggg==",
"path": "emoji_u1faf1_1f3ff_200d_1faf2_1f3fc.png"
} | Generate code for a svg of a handshake: dark skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M105.21,84.82c-2.65-4.12-15.7-18.21-18.5-21.85s-10-24.4-16.93-26.47 c-6.93-2.08-13.77-1.54-21.01,0.6c-7.24,2.14-14.01,1.94-22.05-0.34c-8.04-2.28-16.62-7.66-16.62-7.66 c-3.73,2.85-5.65,10.81-6.05,22.07c-0.4,11.26,1.72,17.38,2.46,19.24c0.74,1.86,6.3,4.61,12.56,9.45 c0.54,0.41,44.98,30.77,45.92,31.2c6.79,3.09,11.11-3.16,11.11-3.16s3.6,2.06,7.08,0c4.25-2.52,3.75-5.65,3.75-5.65 s4.12,0.67,6.61-0.96c4.75-3.11,3.22-6.7,3.22-6.7s4.24,1.36,6.74-0.88C106,91.47,107.85,88.94,105.21,84.82z" style="fill:#70534A;"/>
<path d="M58.4,101.98c-0.06-0.16-0.12-0.32-0.21-0.48c-1.94-3.75-5.63-3.6-5.79-3.73 c-0.21-0.16-0.17-2.96-0.4-4.05c-1.22-5.71-7.82-5.56-7.99-5.68c-0.23-0.15,0.98-4.05-2.84-7.34c-0.91-0.79-2.29-0.71-3.49-0.57 c-3.37,0.41-4.91,1.99-5.15,1.94c-0.57-0.11,0.07-4.29-4.07-4.43c-3.01-0.1-4.98,1.37-6.64,3.65c-1.7,2.34-2.76,4.71-0.83,7.48 c2.43,3.49,5.09,2.55,5.09,2.55s-0.8,4.27,1.65,6.55s7.39,2.14,7.39,2.14s-0.41,5.04,3.15,7.44s7.83,0.22,7.83,0.22 s1.66,4.3,6.51,3.67C56.86,110.8,60.01,106.21,58.4,101.98z" style="fill:#E0BB95;"/>
<path d="M105.88,86.12c-0.18-0.28-0.33-0.51-0.35-0.85c-0.02-0.38-10.16-13.83-14.43-19.24 c0.86,2.47,2.1,4.82,3.68,6.91c2.55,3.38,6.13,6.55,6.2,10.78c0.03,2.08-0.89,4.16-2.46,5.53c-1.57,1.37-3.75,2.01-5.81,1.69 c-0.66-0.1-1.61-0.1-1.69,0.56c-0.03,0.19,0.05,0.38,0.11,0.57c0.66,2.04-0.15,4.42-1.82,5.76c-1.67,1.35-4.05,1.66-6.08,0.96 c-0.53-0.18-1.23-0.39-1.56,0.06c-0.26,0.35-0.09,0.83,0.03,1.24c0.63,2.24-0.86,4.72-3,5.64c-2.13,0.92-4.68,0.48-6.68-0.7 c-0.44-0.26-1.14-0.49-1.36-0.02c-0.07,0.14-0.05,0.31-0.04,0.46c0.08,1.55-0.65,3.13-1.89,4.07s-2.95,1.22-4.43,0.72l-0.37,0.23 c0.44,0.26,0.81,0.45,1.05,0.56c6.79,3.09,11.11-3.16,11.11-3.16s3.6,2.06,7.08,0c4.25-2.52,3.75-5.65,3.75-5.65 s4.12,0.67,6.61-0.96c4.75-3.11,3.22-6.7,3.22-6.7s4.24,1.36,6.74-0.88c0.62-0.55,1.21-1.13,1.72-1.78c1-1.28,1.51-2.8,1.17-4.42 C106.28,87.02,106.14,86.53,105.88,86.12z" style="fill:#5C4037;"/>
<path d="M73.62,105.86c3.02,1.88,4.24,2.7,4.24,2.7c-1.09,0.13-3.47,0.58-9.16-3.82 c-1.57-1.21-7.83-6.05-4.93-7.24C65.91,96.62,69.37,103.22,73.62,105.86z" style="fill:#4A2F27;"/>
<path d="M86.84,102.64c-1.88-0.16-9.26-4.45-14.98-10.35c-0.6-0.62-1.16-1.15-1.63-1.6 c-0.57-0.55-0.59-1.46-0.04-2.04c0.55-0.58,1.46-0.59,2.04-0.04c0.48,0.46,1.04,1.01,1.66,1.63c1.3,1.29,4.62,5.02,11.17,9.52 c1.47,1.01,3.32,2.03,5.02,2.58C90.27,102.4,88.71,102.8,86.84,102.64z" style="fill:#4A2F27;"/>
<path d="M94.49,93.86c-3.98-1.75-7.86-5.35-14.54-13.92c-0.49-0.63-0.41-1.53,0.21-2.03 c0.62-0.5,1.53-0.41,2.03,0.21c2.14,2.62,4.34,5.2,6.7,7.63c0.93,0.96,5.26,4.68,5.81,5.07c5.19,3.6,7.32,3.84,7.32,3.84 C101.41,94.91,99.05,95.86,94.49,93.86z" style="fill:#4A2F27;"/>
<path d="M8.61,72.71c-0.45-0.33-0.04-1.03,0.46-0.8c2.93,1.32,7.05,3.25,10.17,4.84 c2.87,1.46,4.63,2.33,4.63,2.33l-2.89,2.81L8.61,72.71z" style="fill:#4A2F27;"/>
<path d="M123.31,46.75c-1.48-9.85-3.43-16.55-4.88-18.17c-1.66-1.84-4.51,1.82-10.54,3.96S91,35.49,91,35.49 s-18.99-0.04-25.64,1.82c-5.25,1.47-11.75,5.63-17.21,8.93c-4.36,2.64-8.29,4.37-8.62,6.28c-0.31,1.82,1.71,5.89,6.73,6.3 c8.15,0.67,16.77-4.48,16.77-4.48c2.79-1.58,3.83-1.77,9.4-1.77c5.57,0,11.31,4.25,11.72,4.93c4.16,6.85,7.9,10.33,11.72,14.97 c2.79,3.39,9.35,12.36,9.35,12.36s7.37-8.71,9.25-10.72c1.88-2.01,8.85-7.1,8.85-7.1S124.86,57.06,123.31,46.75z" style="fill:#E0BB95;"/>
<path d="M105.51,76.92c-0.61-3.66-2.38-7.25-1.54-10.84c0.13-0.53,0.25-1.06,0.31-1.6 c0.28-2.86-2.42-1.61-2.82-1.57c-1.03,0.11-12.87-0.33-11.55,1.01l15.3,20.7c0,0,0.6-0.19,0.74-1.67 C106.1,81.45,105.56,77.23,105.51,76.92z" style="fill:#CCA47A;"/>
<path d="M95.87,64.15l-12.29-4.26c1.62,1.6,2.97,3.33,4.51,4.92c4.68,5.45,11.75,14.71,17.01,19.99 c0.22,0.22,0.57-0.06,0.41-0.32c-2.92-4.61-10.42-16.52-10.81-17.69C93.96,64.52,95.87,64.15,95.87,64.15z" style="fill:#4A2F27;"/>
<path d="M73.43,54.64c4.55,0.81,5.91,1.9,9.64,4.75c9.16,6.98,17.51,4.33,18.58,4 c5.88-1.73-4.81-1.73-6.49-2.38c-13.51-3.16-14.37-13.04-30.74-8.57c-5.53,2.02-14.55,9.29-21.62,4.26 c-1.01-0.72-2.63-2.17-2.45-3.78c0.34-3.12,8.6-4.99,12.17-8.2c4.87-3.77,10.97-6.67,16.94-8.21c-2.93-0.33-6.26,0.3-8.69,1.09 c-6.51,2.13-11.02,7.04-17.95,9.78c-5.73,2.26-5.24,4.18-5.23,5.51c0.01,1.33,1.06,4.81,4.23,6.52 C53.78,65.84,62.31,52.65,73.43,54.64z" style="fill:#AA7D55;"/>
<path d="M59.07,106.85c-0.36,0.9-1.88,2.45-2.67,2.71c0,0,2.39-5.22,1.1-7.57c-0.79-1.98-3.15-2.71-5.1-2.27 c-3.14,1.01-5.1,5.81-5.62,8.77c-0.14,0.77-0.98-0.62-0.86-2.17c0.41-5.24,4.43-7.27,4.87-11.88c0.28-2.85-2.45-4.91-5.25-4.32 c-3.65,0.41-5.34,3.91-7.09,6.75c-0.77,1.36-2.33,3.96-2.49,5.51c-0.14,1.35-0.47,1.63-0.79-0.05c-1.39-7.13,7.57-13.28,7.02-17.15 c-0.58-4.1-3.59-4.84-6.19-3.65c-3.88,1.79-7.68,8.1-9.15,11.08c-0.42,0.6-0.75,2.23-0.75,2.23c-1.4-3.44,1.61-8.01,3.11-10.18 c0.65-1.1,2.06-2.42,1.47-3.76c-0.91-2.08-2.46-2.03-3.72-1.78c-3.25,0.65-6.91,5.3-6.91,5.3c-0.12-1.18,1.35-3.52,2.49-4.86 c2.84-3.42,8.96-4.04,11.1,1.17c5.82-3.98,12-1.6,11.77,5.85c0.23,0.68,2.78-0.13,5.87,2.24c3.1,2.37,2.14,7.75,2.14,7.75 s3.1,0.33,4.81,2.48C59.81,101.04,60.06,104.76,59.07,106.85z" style="fill:#AA7D55;"/>
<path d="M103.73,81.63c0,0,7.32-7.33,9.95-9.02s6.47-4,6.6-3.35s-6.12,5.05-8.47,7.81 c-2.34,2.77-6.28,7.4-6.28,7.4L103.73,81.63z" style="fill:#AA7D55;"/>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f3cb_1f3fc.png"
} | Generate code for a svg of a person lifting weights: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<linearGradient id="leg_2_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="77.0183" x2="77.0183" y1="71.3788" y2="109.7061">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="leg_1_" d="M87.45,86.8c-1.78-1.92-4.11-4.42-6.15-6.58c-3.96-4.17-8.8-7.29-8.8-7.29 l-8.05,8.64c0,0,3.13,5.76,7.12,9.19c1.95,1.68,4.39,3.39,6.38,4.71c-0.3,0.99-0.6,2.28-0.73,3.82c-0.38,4.78,0.36,11.08,0.39,11.78 c0.12,3.66,0.16,6.37,0.16,6.37l6.34-0.02L89.39,94C89.97,91.43,89.25,88.73,87.45,86.8z" style="fill:url(#leg_2_);"/>
<linearGradient id="leg_3_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="50.9817" x2="50.9817" y1="71.3788" y2="109.7061">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="leg" d="M55.49,72.93c0,0-4.84,3.12-8.79,7.3c-2.04,2.16-4.37,4.66-6.15,6.58 c-1.8,1.93-2.52,4.63-1.94,7.2l5.28,23.42l6.34,0.02c0,0,0.04-2.71,0.16-6.37c0.02-0.7,0.77-7,0.39-11.78 c-0.12-1.54-0.43-2.83-0.73-3.82c1.99-1.32,4.43-3.03,6.38-4.71c3.99-3.43,7.12-9.19,7.12-9.19L55.49,72.93z" style="fill:url(#leg_3_);"/>
<polygon id="sock_1_" points="42.29,111.07 43.9,117.42 50.24,117.44 50.38,111.07 " style="fill:#E0E0E0;"/>
<path id="shoe_1_" d="M52.42,119.94c-0.01-1.92-1.66-4.1-1.66-4.1h-7.75l-5.98,2.11 c-1.54,0.61-2.56,2.09-2.56,3.75v1.28c0,0.56,0.45,1.02,1.01,1.02l15.79-0.05c0.64,0,1.16-0.52,1.16-1.17L52.42,119.94z" style="fill:#4568AD;"/>
<polygon id="sock" points="77.61,111.07 77.78,117.44 84.11,117.42 85.71,111.07 " style="fill:#E0E0E0;"/>
<path id="shoe" d="M90.97,117.95L85,115.84h-7.75c0,0-1.66,2.18-1.66,4.11l-0.01,2.84 c0,0.64,0.52,1.16,1.16,1.17L92.52,124c0.56,0,1.01-0.45,1.01-1.02v-1.28C93.53,120.04,92.51,118.56,90.97,117.95z" style="fill:#4568AD;"/>
<g id="hairGroup">
<path id="hair_3_" d="M74.86,41.11c-0.39-0.7,0.11-1.42,0.94-2.3c1.33-1.4,2.78-4.66,1.44-7.97 c0.01-0.02-0.26-0.58-0.26-0.59l-0.56-0.03c-0.18-0.03-6.27-0.04-12.36-0.04s-12.18,0.01-12.36,0.04c0,0-0.82,0.6-0.81,0.62 c-1.35,3.31,0.1,6.56,1.44,7.97c0.84,0.88,1.33,1.6,0.94,2.3c-0.37,0.68-1.49,0.78-1.49,0.78s0.26,0.7,0.88,1.08 c0.57,0.35,1.28,0.43,1.76,0.44c0,0,1.9,2.63,6.87,2.63l2.77,0l2.77,0c4.97,0,6.87-2.63,6.87-2.63c0.49-0.01,1.19-0.09,1.76-0.44 c0.62-0.38,0.88-1.08,0.88-1.08S75.23,41.8,74.86,41.11z" style="fill:#AB872F;"/>
<g id="hairHighlights_1_">
<radialGradient id="SVGID_1_" cx="109.6463" cy="42.8614" gradientTransform="matrix(1 0 0 -0.4912 -41.0717 62.8789)" gradientUnits="userSpaceOnUse" r="7.2421">
<stop offset="0.7275" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M64.06,46.04v-2.92l8.84-0.7l0.8,0.99c0,0-1.9,2.63-6.87,2.63L64.06,46.04z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="103.9956" cy="37.9565" gradientTransform="matrix(-0.9057 0.4238 0.3144 0.6719 157.9672 -28.8302)" gradientUnits="userSpaceOnUse" r="2.1402">
<stop offset="0.6628" style="stop-color:#BFA055"/>
<stop offset="1" style="stop-color:#BFA055;stop-opacity:0"/>
</radialGradient>
<path d="M73.68,42.14c-1.32-2.01,1.61-2.76,1.61-2.76s0,0,0,0c-0.51,0.63-0.74,1.19-0.44,1.73 c0.37,0.68,1.49,0.78,1.49,0.78S74.82,43.24,73.68,42.14z" style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="110.1321" cy="34.8013" gradientTransform="matrix(-0.0746 -0.9972 -0.8311 0.0622 107.3028 142.3549)" gradientUnits="userSpaceOnUse" r="9.4007">
<stop offset="0.7247" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M77.24,30.85c1.31,3.2-0.07,6.5-1.36,7.89c-0.18,0.19-0.93,0.93-1.1,1.52 c0,0-2.95-4.12-3.83-6.53c-0.18-0.49-0.34-0.99-0.36-1.51c-0.02-0.39,0.04-0.85,0.27-1.18c0.28-0.41,6.24-0.52,6.24-0.52 C77.09,30.51,77.24,30.85,77.24,30.85z" style="fill:url(#SVGID_3_);"/>
<radialGradient id="SVGID_4_" cx="59.8987" cy="32.4083" gradientTransform="matrix(0.0746 -0.9972 0.8311 0.0622 26.5714 92.4104)" gradientUnits="userSpaceOnUse" r="9.4007">
<stop offset="0.7247" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M50.89,30.85c-1.31,3.2,0.07,6.5,1.36,7.89c0.18,0.19,0.93,0.93,1.1,1.52 c0,0,2.95-4.12,3.83-6.53c0.18-0.49,0.34-0.99,0.36-1.51c0.02-0.39-0.04-0.85-0.27-1.18c-0.28-0.41-0.6-0.3-1.06-0.3 c-0.89,0-4.79-0.23-5.09-0.23C51.13,30.51,50.89,30.85,50.89,30.85z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="61.5622" cy="42.8614" gradientTransform="matrix(-1 0 0 -0.4912 121.1244 62.8789)" gradientUnits="userSpaceOnUse" r="7.2421">
<stop offset="0.7275" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M64.07,46.04v-2.92l-8.84-0.7l-0.8,0.99c0,0,1.9,2.63,6.87,2.63L64.07,46.04z" style="fill:url(#SVGID_5_);"/>
<radialGradient id="SVGID_6_" cx="52.0999" cy="39.0991" gradientTransform="matrix(0.9057 0.4238 -0.3144 0.6719 17.5332 -7.6037)" gradientUnits="userSpaceOnUse" r="2.1402">
<stop offset="0.6628" style="stop-color:#BFA055"/>
<stop offset="1" style="stop-color:#BFA055;stop-opacity:0"/>
</radialGradient>
<path d="M54.46,42.14c1.33-2.01-1.61-2.76-1.61-2.76s0,0,0,0c0.51,0.63,0.74,1.19,0.44,1.73 c-0.37,0.68-1.49,0.78-1.49,0.78S53.31,43.24,54.46,42.14z" style="fill:url(#SVGID_6_);"/>
</g>
</g>
<linearGradient id="arm_2_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="80.6712" x2="93.5083" y1="41.656" y2="20.6327">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="arm_1_" d="M96.26,23.12l-4.54-2.29c-3.63,3.56-5.35,6.61-6.97,11.92 c-3.43,1.63-6.39,4.62-8.31,7.71c-2.04,2.81-3.32,4.37-4.79,7.16c-1.11,2.12-0.31,4.48,1.7,5.95c0.95,0.7,1.72,1,2.47,1 c0.84,0,1.64-0.39,2.62-1.05c2.07-1.18,4.88-4.3,6.68-6.62l-0.05-0.03c2.29-2.85,4.6-6.87,5.75-10.67 C94.04,32.84,96.26,28.43,96.26,23.12z" style="fill:url(#arm_2_);"/>
<linearGradient id="arm_3_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="47.1975" x2="34.2673" y1="41.4768" y2="20.7327">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="arm" d="M56.35,47.63c-1.47-2.79-2.75-4.35-4.79-7.16c-1.92-3.09-4.88-6.08-8.31-7.71 c-1.63-5.33-3.35-8.37-6.98-11.93l-4.53,2.3c0,5.31,2.22,9.71,5.44,13.08c1.15,3.79,3.45,7.82,5.75,10.67l-0.05,0.03 c1.8,2.32,4.61,5.44,6.68,6.62c0.98,0.66,1.78,1.05,2.62,1.05c0.75,0,1.52-0.31,2.47-1C56.65,52.11,57.46,49.74,56.35,47.63z" style="fill:url(#arm_3_);"/>
<linearGradient id="shirt_1_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="44.1231" y2="69.6197">
<stop offset="0" style="stop-color:#F78C1F"/>
<stop offset="0.4936" style="stop-color:#F37F20"/>
<stop offset="1" style="stop-color:#ED6D23"/>
</linearGradient>
<path id="shirt" d="M76.44,40.46c-1.79,2.46-2.99,3.97-4.25,6.18c-1.23-0.32-2.62-0.5-4.16-0.5h-8.17 c-1.51,0-2.86,0.18-4.06,0.49c-1.26-2.21-2.46-3.72-4.25-6.18l-8.67,6.45c1.8,2.32,5.68,6.62,5.68,6.62 c0.83,4.06,5.61,20.2,5.61,20.2h20.27l5.17-20.28c0,0,3.75-4.28,5.51-6.53L76.44,40.46z" style="fill:url(#shirt_1_);"/>
<path id="neck" d="M60.53,46.84c0,1.66,1.41,3.01,3.15,3.01h0.63c1.74,0,3.15-1.35,3.15-3.01v-3.67h-6.93 L60.53,46.84z" style="fill:#C48E6A;"/>
<path id="ears" d="M55.54,38.6c-1.55,0-2.82-1.36-2.82-3.03s1.26-3.03,2.82-3.03h16.92 c1.55,0,2.82,1.36,2.82,3.03s-1.26,3.03-2.82,3.03H55.54z" style="fill:#C48E6A;"/>
<path id="head" d="M64,19.95L64,19.95L64,19.95c-5.36,0-10.32,5.73-10.32,13.97c0,8.2,5.11,12.25,10.32,12.25 s10.32-4.05,10.32-12.25C74.32,25.68,69.36,19.95,64,19.95z" style="fill:#E0BB95;"/>
<path id="nose" d="M65.19,37.49c-0.03-0.01-0.07-0.02-0.1-0.03H62.9c-0.03,0-0.07,0.01-0.1,0.03 c-0.2,0.08-0.31,0.29-0.21,0.51c0.09,0.22,0.53,0.83,1.41,0.83c0.88,0,1.31-0.61,1.41-0.83C65.5,37.78,65.39,37.57,65.19,37.49z" style="fill:#C48E6A;"/>
<path id="mouth" d="M66.6,39.97c-0.99,0.59-4.22,0.59-5.2,0c-0.57-0.34-1.15,0.18-0.91,0.69 c0.23,0.51,2,1.68,3.52,1.68s3.27-1.17,3.5-1.68S67.17,39.63,66.6,39.97z" style="fill:#6D4C41;"/>
<g id="eyes">
<ellipse cx="58.98" cy="34.62" rx="1.5" ry="1.56" style="fill:#5D4037;"/>
<ellipse cx="69.02" cy="34.62" rx="1.5" ry="1.56" style="fill:#5D4037;"/>
</g>
<g id="eyebrows">
<path d="M61.21,31.82c-0.29-0.38-0.95-0.93-2.23-0.93c-1.29,0-1.95,0.55-2.23,0.93 c-0.13,0.17-0.09,0.36-0.01,0.48c0.08,0.11,0.32,0.21,0.59,0.12s0.78-0.36,1.65-0.37c0.87,0.01,1.39,0.27,1.65,0.37 c0.27,0.09,0.51-0.01,0.59-0.12C61.31,32.18,61.34,31.99,61.21,31.82z" style="fill:#AB872F;"/>
<path d="M71.25,31.82c-0.29-0.38-0.95-0.93-2.23-0.93c-1.29,0-1.95,0.55-2.23,0.93 c-0.13,0.17-0.09,0.36-0.01,0.48c0.08,0.11,0.32,0.21,0.59,0.12s0.78-0.36,1.65-0.37c0.87,0.01,1.39,0.27,1.65,0.37 c0.27,0.09,0.51-0.01,0.59-0.12C71.35,32.18,71.38,31.99,71.25,31.82L71.25,31.82z" style="fill:#AB872F;"/>
</g>
<g id="hairGroup_1_">
<path id="hair_2_" d="M76.46,24.19c-0.75-1.14-2.45-2.67-3.96-2.77c-0.24-1.46-1.81-2.7-3.32-3.17 c-4.09-1.3-6.75,0.16-8.19,0.94c-0.3,0.16-2.22,1.23-3.56,0.46c-0.84-0.48-0.83-1.77-0.83-1.77s-2.64,1-1.74,3.8 c-0.9,0.04-2.09,0.42-2.72,1.69c-0.75,1.51-0.48,2.78-0.27,3.39c-0.78,0.66-1.76,2.07-1.09,3.9c0.51,1.38,2.53,2.01,2.53,2.01 c-0.14,2.48,0.32,4,0.56,4.62c0.04,0.11,0.2,0.1,0.22-0.01c0.31-1.23,1.35-5.5,1.25-6.25c0,0,3.51-0.7,6.85-3.16 c0.68-0.5,1.42-0.93,2.2-1.24c4.2-1.67,5.08,1.18,5.08,1.18s2.91-0.56,3.79,3.49c0.33,1.52,0.56,3.94,0.74,5.64 c0.01,0.12,0.18,0.15,0.22,0.03c0.29-0.67,0.88-2.01,1.02-3.37c0.05-0.48,1.34-1.11,1.9-3.17C77.92,27.65,77,25.01,76.46,24.19z" style="fill:#AB872F;"/>
<g id="hairHighlights">
<radialGradient id="SVGID_7_" cx="69.3781" cy="29.6032" gradientTransform="matrix(0.3076 0.9515 -0.706 0.2282 69.1953 -43.035)" gradientUnits="userSpaceOnUse" r="11.0191">
<stop offset="0.6985" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M75.27,33.58c0.05-0.48,1.34-1.11,1.9-3.17c0.06-0.22,0.11-0.44,0.15-0.67 c0.45-2.5-0.36-4.8-0.86-5.56c-0.7-1.06-2.2-2.44-3.62-2.73c-0.12-0.02-0.24-0.03-0.36-0.04c0,0,0.1,0.66-0.17,1.19 c-0.35,0.69-1.05,0.85-1.05,0.85C74.96,27.17,74.7,30.27,75.27,33.58z" style="fill:url(#SVGID_7_);"/>
<radialGradient id="SVGID_8_" cx="58.5407" cy="16.3756" gradientTransform="matrix(0.8813 0.4726 -0.5603 1.045 16.4793 -27.0565)" gradientUnits="userSpaceOnUse" r="2.8891">
<stop offset="0.58" style="stop-color:#BFA055"/>
<stop offset="1" style="stop-color:#BFA055;stop-opacity:0"/>
</radialGradient>
<path d="M61.89,18.71c-0.34,0.16-0.64,0.33-0.9,0.47c-0.3,0.16-2.22,1.23-3.56,0.46 c-0.83-0.47-0.83-1.73-0.83-1.77c-0.38,0.49-1.53,3.95,1.83,4.18c1.45,0.1,2.35-1.17,2.88-2.24 C61.5,19.43,61.81,18.86,61.89,18.71z" style="fill:url(#SVGID_8_);"/>
<radialGradient id="SVGID_9_" cx="164.4038" cy="66.8588" gradientTransform="matrix(-0.9378 -0.3944 0.2182 -0.5285 204.9439 123.1403)" gradientUnits="userSpaceOnUse" r="8.8817">
<stop offset="0.6985" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M68.75,18.11c2.26,0.61,3.37,1.76,3.74,3.3c0.11,0.45,0.24,4.66-7.8-0.12 c-2.99-1.78-2.17-2.9-1.82-3.02C64.23,17.78,66.22,17.43,68.75,18.11z" style="fill:url(#SVGID_9_);"/>
<radialGradient id="SVGID_10_" cx="57.7345" cy="18.5387" gradientTransform="matrix(1 0 0 1.2233 0 -2.3216)" gradientUnits="userSpaceOnUse" r="2.6519">
<stop offset="0.7016" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M56.59,17.87c-0.01,0-0.01,0-0.02,0.01c0,0,0,0,0,0c-0.29,0.12-2.55,1.17-1.71,3.79 l2.41,0.39C55.15,19.9,56.6,17.86,56.59,17.87C56.6,17.86,56.6,17.87,56.59,17.87z" style="fill:url(#SVGID_10_);"/>
<radialGradient id="SVGID_11_" cx="59.5951" cy="24.7914" gradientTransform="matrix(-0.9657 -0.2598 0.2432 -0.9037 108.8897 62.9254)" gradientUnits="userSpaceOnUse" r="4.9736">
<stop offset="0.6605" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M56.36,21.91l-1.49-0.24c-0.06,0-0.26,0.02-0.36,0.03c-0.84,0.12-1.82,0.55-2.36,1.66 c-0.57,1.19-0.56,2.22-0.4,2.9c0.04,0.23,0.14,0.49,0.14,0.49s0.74-0.7,2.49-0.74L56.36,21.91z" style="fill:url(#SVGID_11_);"/>
<radialGradient id="SVGID_12_" cx="56.0628" cy="28.2316" gradientTransform="matrix(0.9907 0.1363 -0.1915 1.3921 6.0575 -17.1034)" gradientUnits="userSpaceOnUse" r="5.2217">
<stop offset="0.5981" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M51.81,26.81c-0.73,0.65-1.72,2.1-0.99,3.9c0.55,1.36,2.5,1.95,2.5,1.95 c0,0.01,0.39,0.12,0.59,0.12L54.37,26c-0.94,0-1.84,0.28-2.42,0.68C51.96,26.7,51.81,26.8,51.81,26.81z" style="fill:url(#SVGID_12_);"/>
</g>
</g>
<radialGradient id="hand_2_" cx="35.3903" cy="19.198" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" r="5.6773">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</radialGradient>
<path id="hand_1_" d="M40.26,17.16c-0.9-0.53-5.17-1.2-8.12-1.2c-1.62,0-2.83,0.21-2.83,0.76 l-0.01,3.43c-0.01,3.45,2.24,6.27,5.96,6.28h0.01C42.01,26.43,42.54,18.49,40.26,17.16z" style="fill:url(#hand_2_);"/>
<path id="tone_3_" d="M40.02,20.82c-0.04,0.13-0.39,0.26-0.77,0.36h-0.01c-0.44,0.11-0.96,0.33-1.93,0.6 c-1.35,0.38-1.46,2.19-1.46,2.19c-0.25-0.94,0.39-2.59,1.28-2.97v-0.01c0.42-0.2,0.89-0.31,1.39-0.39c0.08-0.01,0.28-0.02,0.53-0.01 h0.01C39.51,20.6,40.07,20.66,40.02,20.82z" style="fill:#BA8F63;"/>
<g id="weights">
<linearGradient id="SVGID_13_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="13.3789" y2="19.4371">
<stop offset="0" style="stop-color:#BDBDBD"/>
<stop offset="1" style="stop-color:#757575"/>
</linearGradient>
<path d="M124,18.5c0,1.38-0.73,2.5-1.64,2.5H5.64c-0.9,0-1.64-1.12-1.64-2.5S4.74,16,5.64,16h116.71 C123.26,16,124,17.12,124,18.5z" style="fill:url(#SVGID_13_);"/>
<radialGradient id="SVGID_14_" cx="-102.2582" cy="115.8606" gradientTransform="matrix(1.230000e-13 0.9016 0.507 -3.900000e-14 -37.874 100.8768)" gradientUnits="userSpaceOnUse" r="24.348">
<stop offset="0.3956" style="stop-color:#9E9E9E"/>
<stop offset="0.7899" style="stop-color:#646464"/>
</radialGradient>
<path d="M20.92,32.99c3.31,0,6-2.69,6-6V10.14c0-3.31-2.69-6-6-6s-6,2.69-6,6v16.85 C14.92,30.3,17.6,32.99,20.92,32.99z" style="fill:url(#SVGID_14_);"/>
<radialGradient id="SVGID_15_" cx="-1251.9182" cy="123.7502" gradientTransform="matrix(-1.230000e-13 0.9016 -0.507 -3.900000e-14 169.876 1137.4968)" gradientUnits="userSpaceOnUse" r="24.348">
<stop offset="0.3956" style="stop-color:#9E9E9E"/>
<stop offset="0.7899" style="stop-color:#646464"/>
</radialGradient>
<path d="M107.08,32.99c-3.31,0-6-2.69-6-6V10.14c0-3.31,2.69-6,6-6s6,2.69,6,6v16.85 C113.08,30.3,110.4,32.99,107.08,32.99z" style="fill:url(#SVGID_15_);"/>
<radialGradient id="SVGID_16_" cx="-172.46" cy="114.0752" gradientTransform="matrix(1.3333 0 0 -2.3062 240.1634 275.9326)" gradientUnits="userSpaceOnUse" r="3.5427">
<stop offset="0.4406" style="stop-color:#9E9E9E"/>
<stop offset="0.9854" style="stop-color:#646464"/>
</radialGradient>
<path d="M10,27.22c2.21,0,4-1.79,4-4v-9.31c0-2.21-1.79-4-4-4s-4,1.79-4,4v9.31 C6,25.43,7.79,27.22,10,27.22z" style="fill:url(#SVGID_16_);"/>
<radialGradient id="SVGID_17_" cx="-1204.1" cy="114.0752" gradientTransform="matrix(-1.3333 0 0 -2.3062 -1487.7335 275.9326)" gradientUnits="userSpaceOnUse" r="3.5427">
<stop offset="0.4406" style="stop-color:#9E9E9E"/>
<stop offset="0.9854" style="stop-color:#646464"/>
</radialGradient>
<path d="M118,27.22c-2.21,0-4-1.79-4-4v-9.31c0-2.21,1.79-4,4-4s4,1.79,4,4v9.31 C122,25.43,120.21,27.22,118,27.22z" style="fill:url(#SVGID_17_);"/>
</g>
<polygon id="bar_x5F_shadow_1_" points="38.61,21 29.28,21 28.48,16 38.61,16 " style="fill:#646464;"/>
<linearGradient id="finger_4_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="34.7981" x2="34.9028" y1="14.6262" y2="11.3123">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="finger_3_" d="M41.22,15.04l-0.29,1.55l-0.06,0.34l-0.14,0.75l-0.08,0.44 c-0.17,0.9-0.96,1.53-1.84,1.53c-0.11,0-0.23-0.01-0.34-0.03c-0.46-0.08-0.85-0.32-1.12-0.68c-0.33,0.3-0.76,0.47-1.23,0.47 c-0.28,0-1.16-0.39-1.31-0.54c-0.04-0.04-0.08-0.08-0.11-0.13c-0.04,0.03-0.08,0.07-0.12,0.1c-0.02,0.01-0.59,0.35-1.17,0.34 c-0.54-0.01-1.08-0.34-1.24-0.5c-0.16,0.23-0.38,0.43-0.64,0.57c-0.18,0.11-0.38,0.18-0.6,0.21c-0.1,0.02-0.2,0.03-0.3,0.03 c-0.4,0-0.79-0.13-1.11-0.37c-0.42-0.3-0.69-0.74-0.76-1.24l-0.13-0.85v-0.01l-0.17-1.09c-0.08-0.5,0.04-1,0.34-1.41 c0.3-0.42,0.74-0.69,1.24-0.76c0.12-0.02,0.24-0.03,0.36-0.02c0.03,0,0.07,0,0.1,0.01c0.32,0.02,0.64,0.13,0.92,0.33 c0.04,0.03,0.07,0.06,0.1,0.08c0.06-0.23,0.18-0.45,0.33-0.63c0.04-0.06,0.08-0.11,0.13-0.16c0.06-0.07,0.11-0.1,0.13-0.12 c0.01,0,0.01-0.01,0.01-0.01c0.3-0.26,0.69-0.42,1.12-0.44c0.14-0.01,0.28,0,0.41,0.02c0.1,0.02,0.19,0.05,0.28,0.08 c0.26,0.08,0.49,0.21,0.69,0.39c0.06-0.08,0.13-0.16,0.2-0.23c0.1-0.1,0.21-0.19,0.32-0.26c0.06-0.04,0.13-0.07,0.19-0.11 c0.25-0.12,0.53-0.18,0.82-0.17c0.32,0,0.63,0.08,0.91,0.24c0.05,0.02,0.09,0.05,0.13,0.08c0.1,0.07,0.19,0.15,0.28,0.24 c0.16,0.16,0.29,0.35,0.38,0.55c0.12-0.18,0.28-0.35,0.47-0.48c0.04-0.03,0.09-0.06,0.14-0.08c0.2-0.11,0.41-0.19,0.63-0.22 c0.21-0.03,0.42-0.03,0.63,0.01c0.5,0.09,0.92,0.37,1.21,0.78C41.21,14.06,41.31,14.55,41.22,15.04z" style="fill:url(#finger_4_);"/>
<path id="pants" d="M75.45,74.12l-0.7-1.96H53.78l-0.38,2l-9,7.91L54.44,92.5c0,0,6.79-5.67,7.4-6.21 c0.67-0.6,1.48-0.67,1.97-0.68c0.49,0.01,1.3,0.08,1.97,0.68c0.61,0.55,7.4,6.21,7.4,6.21L83.6,82.07L75.45,74.12z" style="fill:#7C7C7C;"/>
<path id="tone_2_" d="M41.03,16.12c-0.35,0.9-2.25,0.04-2.97-0.33c-0.11-0.88-0.22-1.46-0.22-1.46s0,0,0,0.01 c0.03,0.5-0.47,0.86-0.94,0.68c-0.53-0.21-1.14-0.38-1.58-0.36c-0.17,0.01-0.31,0.04-0.44,0.08c-0.12-0.39-0.19-0.65-0.19-0.65 s0,0.04,0,0.11c-0.02,0.34-0.18,0.66-0.46,0.85c-1.09,0.71-1.37,2.05-0.08,3.48c-0.44,0.3-1.13,0.28-1.52-0.12 c-0.5-0.5-0.71-2.09-1-3.27c0.09,0.84,0.34,2.34,0.22,2.92c-0.15,0.7-0.85,1.14-1.55,0.97c-0.61-0.15-1.33-0.64-1.68-1.99l0.13,0.85 c0.07,0.5,0.34,0.94,0.76,1.24c0.32,0.24,0.71,0.37,1.11,0.37c0.1,0,0.2-0.01,0.3-0.03c0.19-0.03,0.36-0.09,0.52-0.17 c0.01-0.01,0.03-0.01,0.04-0.02c0.01-0.01,0.03-0.01,0.04-0.02l0,0c0.42-0.23,0.63-0.55,0.64-0.57c0.05,0.08,0.57,0.51,1.2,0.51 c0.87,0,1.21-0.35,1.21-0.35c0.08,0.05,0.16,0.09,0.24,0.12c0.06,0.02,2.4,0.81,2.31,1.7c-0.01,0.11,0,0.22,0.01,0.33v0.04 c0,0,0,0,0,0.01c0.03,0.26,0.09,0.51,0.18,0.74l0.01-0.01c0.24-0.19,0.82-0.03,0.87-0.37c0.19-1.29,0.14-2.83,0.02-4.15l2.52,0.42 L41.03,16.12z" style="fill:#BA8F63;"/>
<linearGradient id="finger_5_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="35.0076" x2="40.3073" y1="18.3319" y2="15.6786">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4693" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="finger_2_" d="M41.51,19.38c-0.49-2.69-3.74-3.81-4.96-4.24c-0.15-0.05-2.38-0.58-2.65,1.4 c-0.12,0.86,0.53,1.8,1.36,2.12c2.27,0.87,2.26,1.35,2.26,1.67c-0.01,0.83,0.45,2.4,1.17,2.87c0.15,0.1,0.32,0.16,0.48,0.16 c0.1,0,0.2-0.02,0.3-0.06C40.88,22.71,41.79,20.95,41.51,19.38z" style="fill:url(#finger_5_);"/>
<radialGradient id="hand_3_" cx="39.3903" cy="19.198" gradientTransform="matrix(-1 0 0 1 132.12 2)" gradientUnits="userSpaceOnUse" r="5.6773">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</radialGradient>
<path id="hand" d="M87.86,17.16c0.9-0.53,5.17-1.2,8.12-1.2c1.62,0,2.83,0.21,2.83,0.76l0.01,3.43 c0.01,3.45-2.24,6.27-5.96,6.28h-0.01C86.11,26.43,85.57,18.49,87.86,17.16z" style="fill:url(#hand_3_);"/>
<path id="tone_1_" d="M88.1,20.82c0.04,0.13,0.39,0.26,0.77,0.36h0.01c0.44,0.11,0.96,0.33,1.93,0.6 c1.35,0.38,1.46,2.19,1.46,2.19c0.25-0.94-0.39-2.59-1.28-2.97v-0.01c-0.42-0.2-0.89-0.31-1.39-0.39c-0.08-0.01-0.28-0.02-0.53-0.01 h-0.01C88.61,20.6,88.05,20.66,88.1,20.82z" style="fill:#BA8F63;"/>
<polygon id="bar_x5F_shadow" points="89.51,16 99.64,16 98.84,21 89.51,21 " style="fill:#646464;"/>
<linearGradient id="finger_6_" gradientTransform="matrix(-1 0 0 1 132.12 2)" gradientUnits="userSpaceOnUse" x1="38.7981" x2="38.9028" y1="14.6262" y2="11.3123">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="finger_1_" d="M86.9,15.04l0.29,1.55l0.06,0.34l0.14,0.75l0.08,0.44 c0.17,0.9,0.96,1.53,1.84,1.53c0.11,0,0.23-0.01,0.34-0.03c0.46-0.08,0.85-0.32,1.12-0.68c0.33,0.3,0.76,0.47,1.23,0.47 c0.28,0,1.16-0.39,1.31-0.54c0.04-0.04,0.08-0.08,0.11-0.13c0.04,0.03,0.08,0.07,0.12,0.1c0.02,0.01,0.59,0.35,1.17,0.34 c0.54-0.01,1.07-0.34,1.24-0.5c0.16,0.23,0.38,0.43,0.64,0.57c0.18,0.11,0.38,0.18,0.6,0.21c0.1,0.02,0.2,0.03,0.3,0.03 c0.4,0,0.79-0.13,1.11-0.37c0.42-0.3,0.69-0.74,0.76-1.24l0.13-0.85v-0.01l0.17-1.09c0.08-0.5-0.04-1-0.34-1.41 c-0.3-0.42-0.74-0.69-1.24-0.76c-0.12-0.02-0.24-0.03-0.36-0.02c-0.03,0-0.07,0-0.1,0.01c-0.32,0.02-0.64,0.13-0.92,0.33 c-0.04,0.03-0.07,0.06-0.1,0.08c-0.06-0.23-0.18-0.45-0.33-0.63c-0.04-0.06-0.08-0.11-0.13-0.16c-0.06-0.07-0.11-0.1-0.13-0.12 C96,13.25,96,13.24,96,13.24c-0.3-0.26-0.69-0.42-1.12-0.44c-0.14-0.01-0.28,0-0.41,0.02c-0.1,0.02-0.19,0.05-0.28,0.08 c-0.26,0.08-0.49,0.21-0.69,0.39c-0.06-0.08-0.13-0.16-0.2-0.23c-0.1-0.1-0.21-0.19-0.32-0.26c-0.06-0.04-0.13-0.07-0.19-0.11 c-0.25-0.12-0.53-0.18-0.82-0.17c-0.32,0-0.63,0.08-0.91,0.24c-0.05,0.02-0.09,0.05-0.13,0.08c-0.1,0.07-0.19,0.15-0.28,0.24 c-0.16,0.16-0.29,0.35-0.38,0.55c-0.12-0.18-0.28-0.35-0.47-0.48c-0.04-0.03-0.09-0.06-0.14-0.08c-0.2-0.11-0.41-0.19-0.63-0.22 c-0.21-0.03-0.42-0.03-0.63,0.01c-0.5,0.09-0.92,0.37-1.21,0.78C86.91,14.06,86.81,14.55,86.9,15.04z" style="fill:url(#finger_6_);"/>
<path id="tone" d="M87.09,16.12c0.35,0.9,2.25,0.04,2.97-0.33c0.11-0.88,0.22-1.46,0.22-1.46s0,0,0,0.01 c-0.03,0.5,0.47,0.86,0.94,0.68c0.53-0.21,1.14-0.38,1.58-0.36c0.17,0.01,0.31,0.04,0.44,0.08c0.12-0.39,0.19-0.65,0.19-0.65 s0,0.04,0,0.11c0.02,0.34,0.18,0.66,0.46,0.85c1.09,0.71,1.37,2.05,0.08,3.48c0.44,0.3,1.13,0.28,1.52-0.12 c0.5-0.5,0.71-2.09,1-3.27c-0.09,0.84-0.34,2.34-0.22,2.92c0.14,0.7,0.85,1.14,1.55,0.97c0.61-0.15,1.33-0.64,1.68-1.99l-0.13,0.85 c-0.07,0.5-0.34,0.94-0.76,1.24c-0.32,0.24-0.71,0.37-1.11,0.37c-0.1,0-0.2-0.01-0.3-0.03c-0.19-0.03-0.36-0.09-0.52-0.17 c-0.01-0.01-0.03-0.01-0.04-0.02c-0.01-0.01-0.03-0.01-0.04-0.02l0,0c-0.42-0.23-0.63-0.55-0.64-0.57c-0.05,0.08-0.57,0.51-1.2,0.51 c-0.87,0-1.21-0.35-1.21-0.35c-0.08,0.05-0.16,0.09-0.24,0.12c-0.07,0.02-2.39,0.81-2.31,1.7c0.01,0.11,0,0.22-0.01,0.33v0.04 c0,0,0,0,0,0.01c-0.03,0.26-0.09,0.51-0.18,0.74l-0.01-0.01c-0.24-0.19-0.82-0.03-0.87-0.37c-0.19-1.29-0.14-2.83-0.02-4.15 l-2.52,0.42L87.09,16.12z" style="fill:#BA8F63;"/>
<linearGradient id="finger_7_" gradientTransform="matrix(-1 0 0 1 132.12 2)" gradientUnits="userSpaceOnUse" x1="39.0076" x2="44.3073" y1="18.3319" y2="15.6786">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4693" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="finger" d="M86.61,19.38c0.49-2.69,3.74-3.81,4.96-4.24c0.15-0.05,2.38-0.58,2.65,1.4 c0.12,0.86-0.53,1.8-1.36,2.12c-2.27,0.87-2.26,1.35-2.26,1.67c0.01,0.83-0.45,2.4-1.17,2.87c-0.15,0.1-0.32,0.16-0.48,0.16 c-0.1,0-0.2-0.02-0.3-0.06C87.24,22.71,86.33,20.95,86.61,19.38z" style="fill:url(#finger_7_);"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a field of golden wheat under a blue sky. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#46d2eb" d="M0 1V0h96v2q-3 1-3 4l-1-1q-3 5-9 6-4 0-6-3l-6 2-1-2-5 2-5-2q1 6-5 2 3-1 0-1h-5q-3 1-5 4l-4 1-12-4q3-2-1-2-6 3-12 0-3-1-5 2-2-4-4 0-2-3-2 0L2 6q3-3-1-2z"/><path fill="#4fd6ee" d="m0 1 1 3q4-1 1 2l3 4q0-3 2 0 2-4 4 0 2-3 5-2 6 3 12 0 4 0 1 2l12 4 4-1q2-3 5-4h5q3 0 0 1 6 4 5-2l5 2 5-2 1 2 6-2q2 3 6 3l-3 2h3l4 2-15 1-2 2-11-3q-3 2-5 1 3-1-1-1l-12 2-14-1q-1 3-3 0-6 1-10 7h-3q1 3-2 4-2-2 1-3l-2-1-4 2v-6l-3-2q3-1-1-3z"/><path fill="#56daef" d="M96 2v21l-2 2-8-2-1 2H45q3 2-1 2l-5-3-9 1q-6 5-12 3l-1 2-7-2q-3-1-5 1-1-2-3 1l-2-2V14q4 2 1 3l3 2v6l4-2 2 1q-3 1-1 3 3-1 2-4h3q4-6 10-7 2 3 3 0l14 1 12-2q4 0 1 1 2 1 5-1l11 3 2-2 15-1-4-2h-3l3-2q6-1 9-6l1 1q0-3 3-4"/><path fill="#62def3" d="m94 25-3 2-10 2q1 2-1 4l-9 2-12-1q-4 1-5 5l-5 2q-1-1 1-3l-3-2q-6 1-9-2-4 3-9 0-3 0-4 2l-5-1q-3 0 0 2-5 2-7 5-2-1-1-3l-8-2 1-8q2-2 5-1l7 2 1-2q6 2 12-3l9-1 5 3q4 0 1-2l10-1z"/><path fill="#6be2f6" d="M96 23v16l-13 1-11 1 4 3q-4 0-7 3l-6-1-4 2H46q-7-4-15 0l-4-2-12 4-6-1-9 2V28l2 2q2-3 3-1l-1 8 8 2q-1 2 1 3 2-3 7-5-3-2 0-2l5 1q1-2 4-2 5 3 9 0 3 3 9 2l3 2q-2 2-1 3l5-2q1-4 5-5l12 1 9-2q2-2 1-4l10-2 3-2z"/><path fill="#74e6f8" d="M96 39v6q-3-2-4-1l-7 6-1-2h-4q-3 3-6 1-3 0-5 3l-14 2-9 3q-4-2-5-5l-2 2q0-2-2-3l-7-1q-1 2-3 1-3 0 0 2l-3 1 6 1-1 1-16 1 1 2H0v-8l9-2 6 1 12-4 4 2q8-4 15 0h13l4-2 6 1q3-3 7-3l-4-3 11-1z"/><path fill="#7de9f7" d="M96 45v14H14l-1-2 16-1 1-1-6-1 3-1q-3-2 0-2 2 1 3-1l7 1q2 1 2 3l2-2q1 3 5 5l9-3-1-2h15q2-3 5-3 3 2 6-1h4l1 2 7-6q1-1 4 1"/><path fill="#f5d355" d="m49 59 6 2q-2 5-5 3l-2 2q-2-6-2 0h-2q2-5-3-2l-3-2h-5q-3 0-4 3l-4-3q-2 0-1 3 2-1 3 1l-1 1q-3-3-2 1l-2-3-1 1-1-1-3 2v-2q0-3 4-4h-4q-4-1-6 2l-1-1q-4 3-6 9l-4-9v-3z"/><path fill="#f9d655" d="M49 59h47v17q-2 1-1 4-3-1-2-3l1-10q-1 3-1 0l1-2q-18-8-35-2l-1 6q-3-4-7-3l1 2q-3 2-3 5 0-3-1-1l-2-6q0-6 2 0l2-2q3 2 5-3z"/><path fill="#fadf6a" d="M17 61q-4 1-6 4-3 3-5 9l-2 2v-5q2-6 6-9l1 1q2-3 6-2"/><path fill="#f6be4c" d="m93 77-1-4-9-10-4 7-8-6q-2 0-2 3-1-4-4-3l3 6-2 2-2-6-5 8q0-4-1-3l-6-3-1-2q4-1 7 3l1-6q17-6 35 2l-1 2q0 3 1 0z"/><path fill="#f2b74a" d="M17 61h4q-4 1-4 4-1-1-3 1l-2 6q-2-4-2 0l-4 2q2-6 5-9 2-3 6-4"/><path fill="#f8d05b" d="M44 66v4q-6-11-1 1l-4-1q-2 0-1 3l-2-5-3 1v6l-4 1v-9l-2 4q-2-3-1-4l1-1q-1-2-3-1-1-3 1-3l4 3q1-3 4-3h5l3 2q5-3 3 2"/><path fill="#f7d969" d="M93 77q-1 2 2 3l-1 7-7-10 2-2-7-8-1 2 3 7-9-8q-3-2-5 1 2 1-1 4-2-1-1-3l-3-6q3-1 4 3 0-3 2-3l8 6 4-7 9 10z"/><path fill="#e7a648" d="M84 76q-2-1-2 1l1 3q-2 0-2 3l-1-5 1-1q-2-3-2-1l-3 6-1-2q1-4 5-7-6 0-8 5l-2-5-1 1-3-3 2-2q-1 2 1 3 3-3 1-4 2-3 5-1z"/><path fill="#e3ab48" d="m0 62 4 9v4l-2-2-1 4-1-2z"/><path fill="#f6d965" d="m52 68 6 3-6 21q-3-3-1-5 6-7 2-14l-1 3q2 6-4 12 0-6 3-9-2-3-2 0-3-3 0-6 0-3 3-5"/><path fill="#f7de72" d="m66 72 3 3-1 1-4-3-5 6v-5l5-8z"/><path fill="#d18f3e" d="M95 80q-1-3 1-4v20H84l-2-10q-3 4 0 10h-6q-1-10 4-17l1 5q0-3 2-3 0 4 4 7l1-6h-2l-2-5v-1l-3-7 1-2 7 8-2 2 7 10z"/><path fill="#e3a64b" d="M10 72q3 9-6 13v-9l2-2z"/><path fill="#fbe879" d="m43 71 1 4-2 6-4-8q-1-3 1-3z"/><path fill="#f4d364" d="m84 77 2 5h2l-1 6q-4-3-4-7l-1-3q0-2 2-1"/><path fill="#edb24a" d="M44 66h2l2 6q-3 11-2 24h-1l-1-21-1-4q-5-12 1-1z"/><path fill="#f9e374" d="M26 67q-1 1 1 4 0 8-5 12l-1 4h-3q0-7 5-10l1-9q-1-4 2-1"/><path fill="#ecc85b" d="M80 79q-5 7-4 17h-1q-1-7 1-13l3-6q0-2 2 1z"/><path fill="#f4d868" d="m75 81-1 6h-3l1-8q2-5 8-5-4 3-5 7"/><path fill="#f7de69" d="M17 65v2l3-2 1 1-5 5-4 12-2 7q1 3-2 5-2-6-1-10l-4 7q-2-4 1-7 9-4 6-13 0-4 2 0l2-6q2-2 3-1"/><path fill="#ca883c" d="M4 75v9q-3 3-1 7l4-7q-1 4 1 10 3-2 2-5l2-7 1 10 2 2 1-6 1 7H0V75l1 2 1-4z"/><path fill="#f7e069" d="M84 96h-2q-3-6 0-10z"/><path fill="#da953d" d="m24 68-1 9q-5 3-5 10h3l1-4q5-4 5-12l2-4v9l4-1v-6l3-1 2 5 4 8 2-6 1 21H17l-1-7-1 6-2-2-1-10 4-12 5-5 1-1z"/><path fill="#f7e070" d="m35 85 2 1-3 7q-2-5 1-8"/><path fill="#f5d463" d="M26 82q4 5 4 12-4 0-5-3-2-6 1-9"/><path fill="#f8e77f" d="m35 75 2 1-4 4-1-2z"/><path fill="#d3913f" d="M59 74v5l5-6 4 3 1-1 1-1 2 5-1 8h3l1-6 1 2q-2 6-1 13H46q-1-13 2-24 1-2 1 1-3 3 0 6 0-3 2 0-3 3-3 9 6-6 4-12l1-3q4 7-2 14-2 2 1 5 6-6 5-13h-1z"/><path fill="#f7dd71" d="M64 81q5 2 7 9l-1 2z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of an image depicting email marketing services, primarily featuring a white envelope. The envelope may contain a black and white image on it. There's also a possibility of a grey envelope either on or within the white envelope. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 568.551 568.551" style="enable-background:new 0 0 568.551 568.551;" xml:space="preserve">
<rect x="28.81" y="92.53" style="fill:#D6D6D6;" width="511.424" height="350.56"/>
<g>
<g>
<polygon style="fill:#FFFFFF;" points="284.25,319.346 3.77,147.922 16.266,127.442 284.186,291.186 552.106,126.194
564.698,146.626 "/>
<rect x="-45.389" y="342.916" transform="matrix(-0.6225 0.7826 -0.7826 -0.6225 439.5715 497.8053)" style="fill:#FFFFFF;" width="290.236" height="24"/>
<rect x="456.862" y="209.816" transform="matrix(-0.7829 0.6222 -0.6222 -0.7829 1056.7603 341.0971)" style="fill:#FFFFFF;" width="24.001" height="290.249"/>
</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>
</g>
</svg>
|
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.