reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": 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Okay, here's a concise summary of my thoughts on the mechanics of drawing an antique key collection:I'm drawn to the intricate and tactile nature of antique keys. The delicate, often worn, and often imperfect details, like the curve of a key, the subtle texture of the leather, and the way the key is held, create a sense of history and craftsmanship. I'm interested in the way these elements interact and contribute to the overall visual appeal of the artwork. I'm particularly drawn to the way the key is positioned and the way it's held, as these details are crucial for the overall impression. | {
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} | Generate code for a svg of a a collection of antique keys hanging from a leather strap. | <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="#e8e6e4" d="M0 0h40l4 12q-3 2-3 5l-2-2-1 3v14q-1 4-4 4l2 2q-2-1-2 1 1 7-1 13l-2-2-5 13 3 4-2 3q-1 2 1 5v1q-3 1 0 4l4 2q9-5 12-14 3-3 8-3 3-3 7-4h4l7 6 17-8-3-6q0-3 3-4l-3-1 4-2-4-1 1-2-3-7-4-3q-3 4-3 10l-1-2q-1-4-4-4l-4-3q-1-14-6-26l1-5q-2-1-2-3h37v96H0z"/><path fill="#e8e5e2" d="M42 0h13l-3 11h-7z"/><path fill="#e5e3e0" d="M56 0h3q0 2 2 3l-1 5q5 12 6 26l4 3q-3-1-3 1-6 3 0 8l2 13q0-4 4-7l-3-2q-1-4 3-6l1-3 1 2q0-6 3-10l4 3 3 7-1 2 4 1-4 2 3 1q-3 1-3 4l3 6-17 8-7-6h-4q-4 1-7 4-5 0-8 3-3 9-12 14l-4-2q-3-3 0-4l1 1q5-8 5-14-2-3-2-1-3 2 0 3l-4 10q-2-3-1-5l2-3-3-4 5-13 2 2q-1 3 2 5 1-3-1-4 0-2 3-2l-1-13-2-2q3 0 4-4V18l1-3 2 2q-1 3 3 6-6 5 3 8v11q-1 9 1 19l1-6q3-1 2-4l-1 2-1-6v-5q-1-6 1-11 3-3 2-6l3-7-3-7q4-5 4-11"/><path fill="#9f715b" d="M55 0q0 6-4 11z"/><path fill="#936f55" d="M40 0h2l3 11h7l3 7-3 7h-3v-6l2 3q2-3 1-6l-2-1q-4-4-6 0-3 3 1 6 0-3 2-3-3 6 0 13-9-3-3-8-4-3-3-6 0-3 3-5z"/><path fill="#b3a597" d="M50 15q-2 1-1 4l-2-2q-1-3-3-2 2-4 6 0"/><path fill="#edeeed" d="M44 15q2-1 3 2v1q-2 0-2 3-4-3-1-6"/><path fill="#f0f0ef" d="m50 15 2 1q1 3-1 6l-2-3q-1-3 1-4"/><path fill="#513d2f" d="m47 17 2 2v6h3q1 3-2 6-2 5-1 11h-2V31q-3-7 0-13z"/><path fill="#c8b8a3" d="M49 26h3v3h-3z"/><path fill="#956c47" d="M47 31v10z"/><path fill="#be9a77" d="M67 38q0-2 3-1 3 0 4 4l-1 3q0-7-6-6"/><path fill="#eceae6" d="M67 38q6-1 6 6-10 3-6-6"/><path fill="#ba9672" d="M67 38q-4 9 6 6-4 2-3 6-2 3-1 9z"/><path fill="#584737" d="m70 50 3 2q-4 3-4 7-1-6 1-9"/><path fill="#4e4338" d="m49 47 1 6 1-2q1 3-2 4-3-5 0-8"/><path fill="#968776" d="m36 38 1 13q-3 0-3 2 2 1 1 4-3-2-2-5 2-6 1-13 0-2 2-1"/><path fill="#7e654f" d="M47 42h2v5q-3 3 0 8l-1 6q-2-10-1-19"/><path fill="#b19172" d="m34 63-2 2q-3-1 0-3 0-2 2 1"/><path fill="#6c5a4b" d="M34 63q0 6-5 14l-1-1v-1l4-10z"/></svg> |
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} | Generate code for a svg of a black and white cloud icon on a white background. | <?xml version='1.0' encoding='utf-8'?>
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} | Generate code for a svg of a black and white vector illustration of a light bulb icon. | <?xml version="1.0" encoding="iso-8859-1"?>
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} | Generate code for a svg of a a green cactus surrounded by colorful desert flowers. | <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="#fbfbfb" d="M0 0h96v96H0z"/><path fill="#55b94d" d="m52 18 2 10-2-5z"/><path fill="#e5ad5b" d="M30 41h-3q4-3 1-7l1-1q3-1 7 1-4 3-6 7"/><path fill="#bcdfb9" d="m54 28 3 6q-3 3-3 8z"/><path fill="#43c435" d="M54 28v14l-2 10v-3z"/><path fill="#4caa44" d="M66 53q-2-3-1-5l2-13q3-1 5 4l-3 11z"/><path fill="#ee7761" d="M27 41h3q0 3-3 3-4-1-5 2l-3 2q-3-1 0-2-6-1 0-3l-1-1 3-4q2 5 3 0h3z"/><path fill="#40a544" d="M46 16v50h-3l-1-4-1-3-1-7-1 1h-4q-6-6-4-12 2-1 4 2l2 6 4 1V36q1-11 5-20"/><path fill="#a0caa1" d="M41 36v14l-4-1h3q-1-7 1-13"/><path fill="#80c861" d="m19 55-3 2q-3-13 3-2"/><path fill="#9fcaab" d="M80 49h3l-1 3q-3-1-2-3"/><path fill="#f5cc58" d="m64 51-1 2h-5q-3-1 0-2z"/><path fill="#a3c189" d="M65 48q-1 2 1 5-2 0-2 3-2-1-1-3l1-2q-1-3 1-3"/><path fill="#32a348" d="m74 58-4 2v-2q-1-5 1-8 1-2 4-1z"/><path fill="#379c3c" d="m27 44 2 7-1 3h-9v-3q1-3 2 0l1-5q1-3 5-2"/><path fill="#e2cd9b" d="m29 51 6 2h4q-2 1-1 4l-3-3q-3 0-3 2l-4-2z"/><path fill="#f7f3e9" d="m41 59-3-2q-1-3 1-4l1-1z"/><path fill="#278434" d="M52 18q-3 15 0 31v3l-3-2-1-28q-3 21 0 44h-2V16q3-4 6 2"/><path fill="#4db053" d="M80 49q-1 2 2 3-4 2-7 7v-1z"/><path fill="#efb440" d="M19 55v-1h9l4 2-1 2h-3l-1 3h2l1 2 1-1h2q1 2-1 5h-1l-6-4-2 1 1-2 1-4q-3-1-4 1z"/><path fill="#54af51" d="m52 52 2-10v20q-3 1-3 4h-3q-3-23 0-44l1 28z"/><path fill="#eb4e5f" d="M64 57q3-1 6 1v2h-4l2 4h-5l-1-2z"/><path fill="#cb4b49" d="M24 62q-3 0-3-3 1-2 4-1z"/><path fill="#94c285" d="M79 65q-3-1-2-3l3-6q1 4-2 7z"/><path fill="#ef8346" d="m19 55 2 4q0 3 3 3l-1 2-4 2-4 1q0-3 2-3l-2-3 2-2-1-2z"/><path fill="#895067" d="M31 58q11-1 2 4h-2z"/><path fill="#e07848" d="M31 58v4l-1 1-1-2h-2l1-3z"/><path fill="#f5a348" d="m38 57 3 2 1 3-2 4-8 1q2-3 1-5 9-5-2-4l1-2q0-2 3-2z"/><path fill="#268234" d="M58 53h5q-1 2 1 3v1h-3l-1 8q-4 0-6 3h-1l-2-2q0-3 3-4z"/><path fill="#3e9d38" d="m31 67-3 1q-3-2-3 1l-2-5 2-1z"/><path fill="#f1b46b" d="m64 57-2 5 1 2 3 3 4 5-3 1-4-6q-2-3-2 0l-1-2 1-8z"/><path fill="#e65844" d="m73 70-3 2-4-5q5-2 6-5 6 3 1 8"/><path fill="#965857" d="M44 66h7l2 2-3 3-2-2-4 3-2-1z"/><path fill="#eed2b7" d="m36 68-1 1q4 2 1 5l6 2 2 1q2 2 5-1h1q-3 3 3 4v3l4-2 1 2q2-2 3 0-4 1 0 2l-19 1-3-6-8-1q-3-4-7-3l3-5 1 2q2-6 8-5"/><path fill="#f19a48" d="M74 58q-2 2 2 3-1 2 2 3v1l-1 1 4 4 3 5-1 1-7 1v-8h-4q5-5-1-8-1 3-6 5l-3-3h5l-2-4h4z"/><path fill="#f2d3a8" d="m79 66 5 3-2 2-4-4z"/><path fill="#e6c485" d="m42 62 1 4-4 5-3-3q-6-1-8 5l-1-2 1-3 3-1h1l8-1z"/><path fill="#cfd0b1" d="m19 66-1 7-2-2 1-2-2-2z"/><path fill="#b84959" d="m42 71 2 1q-3 0 0 2l8 1-2 1h-1q-3-1-5 1l-2-1z"/><path fill="#2f835f" d="M77 73v2h-1l-3-4z"/><path fill="#df6967" d="M31 72q4 0 1 4-4-2-1-4"/><path fill="#8d9974" d="m43 66-2 5v5l-6-2q3-3-1-5l1-1 3 3z"/><path fill="#e69a4f" d="M53 68q-1 2 1 3l1-1 1 1-5 4-8-3 4-3 2 2z"/><path fill="#7fbc80" d="m23 64 2 5q0-3 3-1l-1 3-3 5-3 2q-6 0-10-4l7 1-4-3-4-2v-2l6 3 2 2 1-7z"/><path fill="#723d7a" d="M49 76q-3 3-5 1 2-2 5-1"/><path fill="#746871" d="M76 75v3q-4-1-1-3"/><path fill="#f8eddd" d="M24 76q4-1 7 3l8 1 3 6q-10-2-19-6l-2-2z"/><path fill="#e13558" d="M53 80q1-1 4 1l-4 2z"/><path fill="#f2d9b4" d="m60 65 1 2q0-3 2 0l4 6-1 3q-2-3-1-4h-3q-4 7 4 10 7-3 4-10l3-2h4v3l-4-2 3 4q-3 2 1 3l7-1q-11 8-23 8-4-1 0-2-1-2-3 0l-1-2q-3-2-4-1-6-1-3-4l2-1 5-4 4-2q-3-2-5 1l-1 1q-2-1-1-3 2-3 6-3"/><path fill="#5dbf69" d="m67 73 3-1q3 7-4 10-8-3-4-10h3q-1 1 1 4z"/><path fill="#eb696b" d="M56 70q2-3 5-1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a note with ‘I’m thinking of you’ written on it. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfc" d="M0 0h96v96H44q2-8-2-14-11-5-20-12l-3 3-4-2q-4 3-6 8l-2 3-7-4z"/><path fill="#84808b" d="m34 31 2 3-1 4q-2-4-1-7"/><path fill="#bdbdbe" d="m44 36 2 4q3-9 5 0l-1-2q-3 8-7 0-4 2 0 3-4 0-3-3z"/><path fill="#b3b2b3" d="M63 39q0 3-3 4l-3-5q-3 6-4 0 5-5 7 2 2-2 3-1"/><path fill="#ece5e1" d="M63 39q5 3 3 11l-9 11q-19 4-16-14h-5v-4l1-2 7 4q3-3 4 1l-1 4q0 2 3 2l1 1q3-3 7-3 2-3-1-5l3-2q3-1 3-4"/><path fill="#a2a1a2" d="M50 52q-3 0-3-2l1-4 5-1 3 4h-4q-3 0-2 3"/><path fill="#332d38" d="m19 73 4 3q0 14-12 9-3-3-2-6 2-5 6-8z"/><path fill="#f7f7f6" d="M32 96h-8l-2-7-8-1-4-3h1q12 5 12-9-1-3 2-3 10 9 7 23"/><path fill="#dbdcdb" d="M44 96H32q3-14-7-23-3 0-2 3l-4-3 3-3q9 7 20 12 4 6 2 14"/><path fill="#929094" d="M9 79q-1 3 2 6h-1l-3-3z"/><path fill="#332e38" d="m0 78 7 4 3 3 4 3 8 1 2 7H0v-7q3-3 0-6z"/><path fill="#bbbbc0" d="M0 83q3 3 0 6z"/></svg> | |
{
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Okay, I'm ready to draw! Let's begin. I'm interested in understanding the mechanics of drawing a tooth. I'm looking for a concise summary of my thoughts on the mechanics of drawing a tooth. | {
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",
"path": "emoji_u1f9b7.png"
} | Generate code for a svg of a tooth | <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="M53,7.71c0,0-18.09-5.23-24.78,2.14s-7.03,16.07-7.7,21.43s2.34,16.74,4.35,21.76 s5.36,13.39,5.02,19.42s0.76,21.55,1.34,25.11c1.31,8.04,7.37,22.77,13.73,24.44s8.37-1.34,8.37-7.7s2.01-42.52,13.39-41.18 c11.38,1.33,10.71,14.72,11.05,21.42c0.33,6.7,3.38,28.41,9.07,27.74s12.69-15.69,13.03-28.41s-3.01-18.41,0-28.12 s7.7-19.08,7.7-29.13c0-7.8,0.45-20.57-7.37-26.78c-7.1-5.64-12.1-4.21-15.74-4.02C75.38,6.31,70.36,12.72,53,7.71z" style="fill:#E1E7EA;"/>
<path d="M67.15,24.05c4.28,0,19.83-7.54,18-9.46c-2.79-2.93-14.74,3.63-19.2,3.34 c-4.66-0.3-9.47-2.2-13.97-2.69c-1.55-0.17-3.54,0.33-1.85,2.32C51.36,19,62.87,24.05,67.15,24.05z" style="fill:#95CBDE;"/>
<path d="M50.17,24.16c2.26,1.5,4.51,3.39,5.22,6.01c0.1,0.37,0.17,0.77,0.04,1.14 c-0.12,0.33-0.39,0.59-0.67,0.8c-1.35,1-3.1,1.26-4.78,1.28c-4.75,0.05-9.5-1.62-13.17-4.63c-2.32-1.9-7.57-9.53-1.65-10.3 C40.06,17.81,46.29,21.6,50.17,24.16z" style="fill:#FFFFFF;"/>
<path d="M90.95,20.34c1.11-0.35,2.41-0.63,3.37,0.03c0.44,0.3,0.74,0.77,0.95,1.26 c0.78,1.81,0.4,3.97-0.6,5.67s-2.56,3-4.18,4.13c-2.43,1.68-5.13,3.04-8.03,3.59s-6.03,0.22-8.58-1.27 c-0.33-0.19-0.66-0.42-0.84-0.75c-0.39-0.73,0.1-1.63,0.72-2.17C78.86,26.42,84.45,22.41,90.95,20.34z" style="fill:#FFFFFF;"/>
</g>
</svg> |
I draw images of black and white pictures of words, focusing on the mechanics of drawing a word with its name. I aim to capture the visual essence of the word, its form, and its position within the image. I strive to create a visually appealing and evocative representation of the word, using a combination of color, texture, and composition to convey its meaning and impact. | {
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a shadow of a car on a white background:My primary focus is on the visual representation of the shape and form of a car, particularly its shadow. I aim to capture the dynamic interplay of light and shadow, emphasizing the interplay between the object and the surrounding environment. The shadow is not just a visual representation, but a crucial element that adds depth, realism, and a sense of movement. I strive to create a visually compelling and believable image that evokes the feeling of a car driving on the road, capturing the essence of its form and the surrounding landscape. | {
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+Pim9F4JSptKH6Jy33lvrlmU7zfPz6fT96eV/35++PT2vqz2PMvSeBlnQFBrokdD+kEr6M/oQRWnFfnXKX3MneyFoLnNfYx1pZJd1Pc3ry2l5en759vT83/89bdZSg1EVH6VfCwg7Phf5jQX15/FNTWv2j/gygp4zDpAhZx8DqQpqs/n69Hx6Pp1OM63wK30YKbexwr1wuXfQdDvOOXXH0+JkTsu+kV3pln0NQS9EIFTjSWQ1T8vy8jI/n+aX0+n5ZX56OT2/zPO6OZpylIpMM6VfyPR2fAlINs85p50hWkmjlJJSSsE45+wO+uJzG9UXU/J1CdXz6fT9+fTt6fl0ml9ov+RGfdXt23tcdB9AhpyRPFlorbVWJLoTnF+/BeTrLGjREOSYYkqJCkXzvDy/zN++P/332/fTvLTWts26UOtFrQu+Y89AQMaYEFwIQTtrDC2tqYNxdt3VmasHXSsNgQZ4zCtZ0Jf/fnual5Wa2cm/pka2y4HWX3LlHVcCERkiZ1xwrpU0SmtassQLRfd+xJMRjXWIsfd+3bZ5WZ9eTt+env/f/76tm73c50J9Ql91tR2/igyZMc45o900SkmjlNZKSUkmdHdHfDN7GSDUITNFyun992daP7W0tWhtf0RxBTo77wpkQRmt9hJCKamUFFxwwTkrG+muuZ9PImh+PfrVh2Cto5Y3GqPw7en5+TTPy7ptm/c+prJ7qIgKe0h0j0BgjHHGOWeCcykE56wOZmSwnyP+x+6iECJlPU/zclqWeV6/v7w8PZ9Oy7putgw8r3X2lMo0hk+41I5bAYEsKPKylLbsoRPlfL/2Bf2sIz7nXIai5DJzwrll215mEoLMlJaf52XdrPM+pkrpXsa8W9ASGs4YBfJkQc8h0n4sKFTxVUsq+RCtdfO8vJzm708v356eX04zLUcjpRKpBuuguE7Q+0NL1HPOBGdSCKmkEKKe8HvyQSk4alOOKWanmVKneXl6Of3v+/Npnrc61ss5T1n5T7i2jg8FY0xwIeiIF4KSTMV+7sqClvY3732IPvhl3eaF5rrTzIV13WxZHF0a37rJvG8gMs654ExKobUajB5MSYVSMWlHYhE62X0ItL7cOXdalmXdqK29zXgve6MT2c4eFd0lml1kDBlDIYSSUitltB4MLe0upaQdHfEppxgizaDbtm3dLLmbtGV13ey2uc3atvSyK5XuFG/Wd3DOadxNs6A0+kYKcf3mzk854jPERHolt6x2XpZ5XuZlLYf7utG+rNKN1HPy94wLC8o450IIqaRWajDGGE2HuxCCM76jPGjKOYTgyxaIjTqGqXW4WFDrrHXn8Qp9xsId4tIkUgzEGeOcKymNVkarwRjanMSRsatrnZ8TxSeyoDR+e17XUzniywr1dduc859wJR0finbEl3VzjEnBlZJaq2EYxsGc/3tXi7xyBtpo3ZYBO18Xk5D+/3abTzu+BIgoOKdKO2eMC3GcxofjYRpHUwIjdqbvr9zzJ6WZUs6tN6VOoish0W0XR3d8CRiiEEIrqbXSSiklj4fp8TgdpmEwRknJGAOymjnD9XLlT7KgdQafD8EF73yxoCEEGj3XPc67B6IUXGs1DsM4mMHox4fjw/E4jeNgtJSC9s+RCf2lO/6kKL5094UYQnR13+CvNvh17BaIwDkR1BwP4/EwPT4cHx8O0zgYrZRUnPNmNX/pkP88NVPZk+mDd76uraasZ4/Z7x4MmRDCKDWNw+Px+Phw+Ovh+Hg80BEvpWDXZz5f47MIGssQKe+982XeZ6iaumvHQXfsFgh0xE/jcDyM/3l8+M/jwzSNh3EcjFZScn7FTqSf4aMIeqFCQip1xhhpH1GtacY2BOWDrqHj48AYVlUSIkOj1DgO4zBM43CYxmkaJ3I/Wwj/Xhv0IQStMxnKLRpLHs7D9GOMbYhUG7DUcTegJGeZwsA552wwehqGcTDjYMZhOIzDaIzRSislpaQej/c91kcStM6dS2VeTaJBZyGG0uVeF1f3A/6+gIgMGc0LIXXSMJhxMNM40N9xHKZpoF45GieyIwtaBitkaGVLysfXhW6x7B0MfYLN3SJnViYySK2UVnIazDgSQcdpHA7jOA6DpKZ4OuJ3ZUEh1+n5VCeqo2nrNq3oQyCvtI8JuUeUOrvgUgqtpDF6HIbxfMSXv5wxmtHAGX/3IflhR3zKqc5RipWasY6Cjm1tDm2H6erP+wJiW7lpjB7P5pP+jodpnMYBamHzev38j/iQIx4AaZMD4WLKDRU8E3mgMZW+o5tfQ8dtQU3ugMgQkaEUwhgzDuYwjodpOEzT8TA9HKZpHI3WSkpWZ4O9n5gVH2VBAdt8m1LnrOPKE4XvbeVBj+L3D1b6M0knx7RS46AP43g8TA/H6eF4eDgcHo6HaRwMFTYZh3dV3n/Ex/igCGRAAaAu7iB/NNGgm3a+p1/YOdbxNagzQpBzTnJjreRgzDQOx8P0cDj89XB8OB7oWB9oqzFj76u8/4iPICgClBXC5913tZ8zxsbRsj2mM3T/QIaccZpBK6Ugv3OaSs39P48Pjw/HwZjWFtfEdfCLlfcf8WFBUt3k1DLxFMuXFP2r1Y0fcQkdN0OZU8fPiU+tlDGaLOjjw+E/fz0eDxPlm8qI2vdW3n/EBwRJkBGw7GO8iOVbYfO8trGMXuok3Tly6SGuQ2y0VqMx0zCQKpmOeCE4DRGh4Ta3euzbExTpT/FaGACIqvunuO/hMAnOSRDqfACEEKCPadgDaq9GCYY45xyRcz4YPQzGaGWMMVodxvH//nr86/F4PEyjMXWqTZ1MSwy4ET7iiM8IyBgCMDKNUgjq6xvH4TCNj8cj59xaZ50DhGxThPgBl9HxC7hsJ6JISEohpZScK6XGQdc8/DAYfZjGh+Ph4TCR3lMryakLjsIpvHb25zX4AAuKiJgRkTEA4IAoOFdKDkZP47AdJuscY7gKwRjmnGNMzoebX0bH9ajsBESgaQtUH1JSGaONVodpnJpSiSqZo5nGYRyGYTA0eJ7YidfOXLoWH5RmQs54yomYWkaUGz0Nxk6D856qCymlEKK17oZvuI73ARFa0UcIruoskHEcpsEcD9NhGo/TdDxMx2mcxkFrpbXSUmpNiU8GCAxLfulWERJ8kAVldMwnREDkmX7hwWg7DDQ5GTJNCQ3Oey7eL3Xp+H3ULmG6WUbSUQ1zGofDYTxO0+PxQGf648PhOE2HaaSYiRR3gnPOGRTjmW9rbj7EgpYKbA3lZEntau9DW3EUU7LObdZdP0eq48OQcybHjFElU2s5DoYChofD9Nfjw18Ph5ryPEzDQD/2M0t549fyM1o+appXKiWNViEOtNNjMGZdrZJSSUkL52iuXe6riz8Yl4VyxmlCIvWzc63Uw3Gi0uXD8fB4PDxQ9/BQGtxvGQFdgQ8kKNY1rwyRpFlGqxhTBvA+0DRQY8p+p1JWYpmSpbET9MNweaQzRCmlklJJQf3sRiuqrR+P08Ph8PhwOEzjYRxHY7TSgouW47yho/k3+FgL2p4HzpgQXEmVTGaIzvl1beSUUoggYkoJYgIGMadG7o7b4qx8q1s4lBBGqWHQxmijNYVEx8P0eDySFuQwTcYoo7XRSgp+wyrRNfiMI54xFJwrIUEDInDGnPfLulEKjXbnhBhjiIgYIuTUh418ICg8wDpDXgiqrTc1J0lApofj4XiYSKNERoQWwt6wSnQNPsUHpVGRkpKjTArhfZjNSokMqt5KL0hYz1KKPWb6MGDLJzFGAbuUpYxymIp8jtJJZDsfjtNoDEXrjLPrN8TdCp9CUETOGEpBa52SlM6HYSDxS1EYOOHLhJzSzNqnOXwMckbGWs6zpOW1GgdN6aTHhyOViI6HiWaEDMYUV+33tPHvwycRlKpLDDEzBpCrSyqVlEZrY3SMiXlPrmeMqXeA3ASM3H/GyN1svcLUaUk9Gw/H6fHhSPHQw2GicTWD0VopOtBvpY1/Hz5puh3SXqeMnDGAVIZDU8uV1oMxMSZAyDmFGNEH7F1KtwDjrOXSafEwOVRaKSmElJLKmM1YUhKeTIZSQlaP8yba+Pfh03Z1IkMAznLK1HJV99wrY9Q4GJrDGGPyPHCGnZu/jzJeQYg2GV4pabQ2Whuj2mKDFhtRnX00WimltVRKUXL0Vtr49+HTjvicARlAQmAIolpQVQaYa5qG40MUjjP+2Z74nwo609umYa3UNA6DMeNoiJqDMXSgU6PwMBijNfWzN2XnrbTx78OnHfFlOSNjmCELwYXgdMQYowejnfc+eOc8//RM258Kik1FbQ4ejB6MOR7GaRwP4zhNw3GapmkgU2qMNkoao7VSZRccqxK6L30tPo+gcPEWpKNHKVlUM4OxzjvvrXVVj90P+Xfi0uBxxqTgWknaYTCNQ0shPRwPx8PhMI1UQyLFGXkC8MPr9YX4vH3xlyipeymNVtNgYgzURud9sM5v1tHTlEtl/u7bQn7llCy/5qXCK/9MglEHyzFk2LYLXg6dE4KTxHgainZzGofDRL7mOA5l9hxtfhOCt80be+Blw9cQFJFViZOhZo+Uivpu25yWm5SyNdzR8Nv75Wc9JTO1wvzjN5cbcOYKtXnR19sblZO8o2xrPQ+aE5xzRjE7J3aO4zAOZhqa96nJ9TRGKaVkdTY55Ue/1OP8EV9DUBLOKCkHk3JOiBhitM5vm1vMSgdNzrlsjU+QkcHdtoVUZQYt+H37queLb2tfa8J0qvvkDIht5GohLmWOlJQlf1R7gqWQ9HUpRbWgwzia0ZhhMFopo0vARFUSzgvRL3cX7YSd8GUWlI54pajkJoQIMdIWpWEtKx1jiggQEXOO9XW6PytagsPKzh+HvJ03BuXzj2DZOFCZSj45axwFRCAfidIgSklVnEhF7b9SSqPUQIazxuk0jbtlneg2RUKUzv+STOff44t8UNpakkm/zZSUIcR13eZlNVXgFGIMEDMAY/muez6xaM3ftpO9tZ30fRkaL/FixFEZM8AYueOIKEqlQxldw3C6UW5roxWRsn00RtPEOfIB+MXq9jp56dOfnX/CV/mgKDhHBM6ZSjLGRPqm07KSa6SVCqGc6SklZIjpUy3oD67YOx+6sKzMyi6Ue3Nf7dxvJW+61ao49OXclNw5A6KUgrg4GkNtwXSIj4MxWo+DGY0hmRL9L1UvsYwBgzMx940vIygZFcZYzpkxpBNnqPMq1s0KIWhNd0mL5uKE3jaobxaKXjiG1Px1bgynuJgzhoBtSs/1r2vhZQ2ziai5/B6v7qqyEzPk2ntGl4RQ3Zs2Wx0BjaEVwsZoNZhXhpMm0AzG1OP+nHK/aLzMiJ8qnHsfvoagUKvzLAGwkhPRtTXZHg/OeyGFXMTKLXmfIUaAMlMcARL8blvIBTPg0g8ra3o5oxeWFvRKIZpcohzE13GUVXY2flz+YLtZI6H6boFmdEvkUt+W1G4IiKDrga7LqlbyRYXRmgYRaKWkEqTIqTvaq2G4A9NZ8GUEpbA2MWDAIGcpBD3dh3EIIcQUKY3COMuQy/qvnCEzkjPj7xH0IhGdyaCX7kTGhBCcc3qllZJtvV8bbHBlwohwNsaMIQLjjExnzR9dXgxAbj2WxTOopIYyJSid+7UoGKdcMl2hbNMWhGj6YqpbckFnQB388vPU6h7xZUc8dRIyhMwQIVNhaTDGe0+DbclQZcgxROe8sDznjClFSCzB7y+vIbLljGQ7OWM0UYOsJrlxVCGkanUhTvUYr2yVPo+RqeaZaNkI2k52io3oygqtsSbiEWmKZYbSWAgASgqaJadk6UqgZHsRLvGivn2dRSKnFr5OPffL+MIjntqSacxYpiN+HExMFLkzZJhTpj3eapNC8Fhj+ZjTLcQ1FA0XZ4O3eS/0Vhn0NFWZzzhO40CzCRDxwv7+8zXwi7o2DYCl0xzO9hvIK8UqWMDKTvpJXn6kTrKs/ndpdlNSSUFpJvpBXmwvu7TBdSxNe9y7wRce8RdHG2DVjsSUE7UiUKLeh+CcXzerpEq0MITi2YzpFzOjl04nXiQmsSa9SZ9KqcRpGGiC8PEwPhwOx8NIMfVFZH2lBWWcIeeFnK/FQdCYevlUEJVI0lXVxkizqosdzTnnXFbAtDNdipYEuP7y9o+vJOglihcohJKSbARNEqVV8oyhknLdNueDc855T0vnaRUYZGhjcuG1f1miDXYOUy4iofMNJYmXUmulpdJKjkPVRw6GblRGFwt67RFf1lxgM28Ziq9ZvyUXC1qj65ICZRdMBSxDA6oXClDWGNQ8Q6P4n0LMij0RlDEpeEqSvkDTbgHKSh6j1bJs67atm103uwmLG8ZQxt1DjJe5fMrwUd2Gc8ZLnFBmE1DlWpYVU5ymQxqllFKmhB3aVNdzMJoSim3q0C8xoYo4Sn6HX7RE5ldGvbjDUOnPqvsJgIxhfhUi5ZyBhPKFoe0Hv0j3/nHYC0FZlX9nALJ5kDMgtYNKpeQ4mNO8zOt6mlchFsYw5exZCCFgjAAAOabXSU16pRijucAlsKVRbLJ+KqVUQtAorKrqLYkbKtLQLANKcV/y6XoSFFcQ4GKw1ivPBFups94nq3V7SojWShIjblJQX1YQtXJQzfDf4tXYEfZCUDqzAARjZEpLEEopvdGYddrGwTyfZsEFYwiQQ4w03B895pwTS1VPQqFP2ZlSnctKNa3bFI32kWZamyKk0EYrUl0oeaZyIWWuCaHr0BhWy4mXZaR8mXI6PxGIiEgKppI4QGylieZ2txioyut2p/O4CfZCUMYQkDNkKTMhRIyJcnha69E4672zzmgtpaQXL6ZkvQegiU6JxbOWsZ2o9MoJzlXNYdGRTbpxEvMbrY1S50J2KcZoCpsoEUvjg9+87lfy4DL9Dtclp+gXbA9R3xVnatKNMiX4gvrXP9t3hL0QFBE5ItDMWwAACCFIwWNMYQg+hBCiVJJxRnsVQwjWOqixRdvJBGWpD9ZYiClVt6ENA00KJprSOCzyL43Rg651QqMHY1rZpdbQ76Aq+EdiLwT9CRAZsoSZUk4AoJUctD6MYwyR6n3TZqzzzvnNOuecdb5Y0FpAZ4wR+ZrkjD6l/saz30kZbyWFEJxxLLF6LQr+ocbpLrBfgpYMUaY1DAIRtVLDYKgozxiTglvr7UXWyTkPdS1aKy9SZzMd3INRgzFtnptSsqW7W22QJgyeV//dSUnwT8WOCUpCnothfxTLN/WTVsp6R9T0PtBHaASlagpnpfue4nStaGBGUYEILqvWh5JONa+IJGu6r7L1H4k9E5RcvwTIaFaTVirnzIr0SQ+DIVJ6730I3gfvAyBc1PoYq3kAJaXWxVjSwpTLgVhUqi45b87Z+XSHPzH5fU/YNUEZQKY0DaOolk52qbUKIXrvnS/rvX0MIcQQQs5AnKulaCYFLzmjeo7zWqUpwf6rAx2qwK1cw1c+BR2k0/7qa7gWtKsupkhrP1NKoSygj1S1jzHBhYAIS/K/LpkUnObAtDvs/Ns/9mtBf4rimJbYCXjOIAQWq4eRpwupL5IUqEnOWkIKy111dt4B7omg2ORixdFsnwFLjDEkvQ/WbT1FaXahxWxtYZ2d94J7IigANB0+ZoDMaBkTYyylxBNLtcRybgg7y5fO+czOzjvCPfmgUPtyAHKiqlHOtHOetD6pCIJyk3MQSc+i3YsAqOMucGcWtPGPMUaNSayofJCaduibyjdfDOcgQVDn5t3hzixox78NXQPRsWt0gnbsGp2gHbtGJ2jHrtEJ2rFrdIJ27BqdoB27Ridox67RCdqxa3SCduwanaAdu0YnaMeu0QnasWt0gnbsGp2gHbtGJ2jHrtEJ2rFrdIJ27BqdoB27Ridox67RCdqxa3SCduwanaAdu0YnaMeu0QnasWt0gnbsGp2gHbtGJ2jHrtEJ2rFrdIJ27BqdoB27Ridox67RCdqxa3SCduwanaAdu0YnaMeu0QnasWt0gnbsGp2gHbtGJ2jHrtEJ2rFrdIJ27BqdoB27Ridox67RCdqxa3SCduwanaAdu0YnaMeu0QnasWt0gnbsGp2gHbtGJ2jHrtEJ2rFrdIJ27BqdoB27Ridox67RCdqxa3SCduwanaAdu0YnaMeu0QnasWt0gnbsGp2gHbtGJ2jHrtEJ2rFr/H+jCP5WqV5AlwAAAABJRU5ErkJggg==",
"path": "64e3add6c3bbf3e92247cb3e2688be08617c3dca1170e40695147af8bb193de7.png"
} | Generate code for a svg of a there is a shadow of a car on a white background | <svg width="50" height="50" viewBox="0 0 50 50" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g clip-path="url(#clip0)">
<g filter="url(#filter0_d)">
<rect x="-1" y="3" width="53" height="43" fill="url(#pattern0)"/>
</g>
</g>
<defs>
<filter id="filter0_d" x="-11" y="-7" width="73" height="63" 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="5"/>
<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.15 0"/>
<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow"/>
<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow" result="shape"/>
</filter>
<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#image0" transform="translate(-1.46154 -6.23529) scale(0.00961538 0.0117647)"/>
</pattern>
<clipPath id="clip0">
<rect width="50" height="50" fill="white"/>
</clipPath>
<image id="image0" width="615" height="615" 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} | Generate code for a svg of a a close up of a red and white sign with the number 9 | <svg xmlns="http://www.w3.org/2000/svg" width="59" height="20" viewBox="0 0 59 20">
<g fill="none" fill-rule="evenodd">
<rect width="59" height="20" fill="#EB0000" rx="2"/>
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<polygon fill="#FFF" fill-rule="nonzero" points="9.221 4.2 13.277 4.2 8.259 15.8 4.186 15.8"/>
<polygon fill="#FFF" fill-rule="nonzero" points="15.948 4.2 30.343 4.2 28.853 7.645 18.572 7.645 16.531 12.355 26.816 12.355 25.326 15.8 10.931 15.8"/>
</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a a green kite flying above the treetops. | <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="#f3fce8" d="M0 0h25q10 6-2 6-3 2-1 3-2 3-4 2l-3 4 1 5 4-1q-2 3-1 6l5 1 5 2-1 1q6 6-3 7l-6-1-5-9-2 5q-1-3-3-1v7q-5-1-7 2l3 2-3 1v8l-2 1z"/><path fill="#f3fce7" d="M25 0h71v27h-2v3l-5-5h-6l-2-5 6-1-1-2 4-2-2-1-10-3-11-3q-3 1-3 4 2 6-4 7l-2-6q-1-4-3-1l-12 2-6-2 3-1q-8-1-14 1l-6 7-4 1-1-5 3-4q2 1 4-2-2-1 1-3 12 0 2-6"/><path fill="#f4fae4" d="M96 27v41q-4 0-2 3-2 4-5 6-6-6-7-12-3 2-1 4l-2 2q-4 0-6-3l-4-3q3-3-1-3 0-4-3-6l-1 3q-6 2-3-3-5-1-4 4h-3q-1-3 1-6l-3-3 6-2-9-9q-8-2-4-8l2-2q6-3 13-4l2-1-2-6q6-1 4-7 0-3 3-4l11 3q-1 6 3 2l7 1 2 1-4 2 1 2-6 1 2 5h6l5 5v-3z"/><path fill="#f2f7e2" d="m43 14-5 1h-2q6 5 9 14v3q-4 6 4 8l9 9-6 2 3 3q-2 3-1 6h3q-1-5 4-4-3 5 3 3v4q-3 2-4 5l2 1q-5 1-2 4l1 2-2 1-3-4 3-3-6-1 3-2q-3-2 0-2l-4-3q2-6-3-7 1-3-2-4-2 0-2 3-3 2-4 6l1 1q2-1 3 1l-4 2q-3 5-3 0l-4-5v4q-2 2-2 6-6 3-1 8l-2 1-5-5v-3l-4-6q2-5-3-2-2 1-1 4-4 0 1 2l-4 1 3 1v2h-4l-3 1q-2-4-2-1l-2 5 1 1q-8-1-1 3H2l-2 3V51l2-1v-8l3-1-3-2q2-3 7-2v-7q2-2 3 1l2-5 5 9 6 1q9-1 3-7l1-1-5-2-5-1q-1-3 1-6l6-7q6-2 14-1l-3 1z"/><path fill="#7bd844" d="m55 12-5 8h-2l-11-5 5-1z"/><path fill="#78b44c" d="M55 12q2-3 3 1l-6 7h-1z"/><path fill="#95e152" d="m58 13 2 6 2 6-6-2-4-3z"/><path fill="#5eba45" d="m38 15 11 5q0 5-4 9-3-9-9-14z"/><path fill="#58814a" d="M49 20h3l4 3-4-1-5 8-2 2v-3q4-4 4-9"/><path fill="#58863c" d="m56 23 6 2-2 1z"/><path fill="#5cbc4a" d="m56 23 4 3q-7 1-13 4l5-8z"/><path fill="#698369" d="M45 53v5q-3 0-3 2l-1-1q1-4 4-6"/><path fill="#556857" d="m38 63-1 3q-3-1-3-4v-4z"/><path fill="#375b3c" d="M24 72q-1-3-3 0l-2-5-1 4h-2v-2l-3-1 4-1-1-2q-1-3 1-4 5-3 3 2l4 6z"/><path fill="#13501d" d="m16 65 1 2q-5-2-1-2"/><path fill="#1d4a2d" d="m52 61-1 1 5 2q-3 0 0 2l-3 2 6 1-3 3 3 4 2-1 4-2h-5q-3-3 2-4l-2-1q1-3 4-5v-4l1-3q3 2 3 6 4 0 1 3l4 3-6 4 6-1 4 2v2h4q-3-3-2-4l2-2q-2-2 1-4 1 6 7 12 3-2 5-6-2-3 2-3v28H47v-4q2 2 5 1l-2-4-1 1-2-4h-8l-2-5q-3 0-3 2l-5-6 2-1q-5-5 1-8 0-4 2-6 0 3 3 4-3 0 0 2h4v-3q3-2 0-2l4-2q-1-2-3-1 0-2 3-2v-5q0-3 2-3 3 1 2 4 5 1 3 7"/><path fill="#6b8b6d" d="m61 75-1-2h5z"/><path fill="#7b967b" d="M37 73q1-1 4 1h-5z"/><path fill="#b5c4b2" d="M49 71q5-1 0 2z"/><path fill="#93ac8f" d="M73 68q2 3 6 3-1 1 2 4h-4v-2l-4-2-6 1z"/><path fill="#a9b5a4" d="M38 63q0 5 3 0 3 0 0 2v3h-4q-3-2 0-2z"/><path fill="#8da585" d="m52 61 4 3-5-2z"/><path fill="#1b4d2d" d="m24 72 5 5 5 6q0-2 3-2l2 5h8l2 4 1-1 2 4q-3 1-5-1v4h-1v-3h-3v3H0V83l2-3h3q-7-4 1-3l-1-1 2-5q0-3 2 1v2q3 1 0 2l2 1q-5 1-2 4h5v1q-3 3 2 1 3-4-1-6 8-3 0-3 1-2-1-2-3 2-2-1h6l1-4 2 5q2-3 3 0"/><path fill="#c1d0bc" d="M14 81H9l5-2z"/><path fill="#3a6140" d="M12 71q-1 3 2 1 2 0 1 2 8 0 0 3 4 2 1 6l-2-1v-3l-5 2q-3-3 2-4l-2-1q3-1 0-2v-2z"/><path fill="#b9cab4" d="m14 82 2 1q-5 2-2-1"/><path fill="#739775" d="M8 83q1-1 4 1l-2 1z"/><path fill="#9cb699" d="M11 86q1 2-2 4l-1-1q0-3 3-3"/><path fill="#709376" d="M15 90q3 0-1 3l-3-2z"/><path fill="#699475" d="M46 96h-3v-3h3z"/></svg> | |
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} | Generate code for a svg of a a yellow tulip blossoming on a sunny afternoon. | <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="#f8ebb1" d="M0 0h96v96H51v-6q7-12 8-26l1 5q0-4 3-6v-8l-7-3 2-5-1-10-2-9-6 2q-1-3-3-1-1-1-3 1l-5 9v6l2 1-2 8q-3-3-3 2v2q1-3 2 0-4 8 0 16 0-3 2-3l8 25H0z"/><path fill="#ebaf21" d="m49 30-1 2h-3l1-3q2-2 3 1"/><path fill="#f2df74" d="M45 32h3q-2 4-5 4 0-3 2-4"/><path fill="#eba01d" d="m56 37-1 3-2-8q0-2 2 1z"/><path fill="#f2e9a9" d="m46 29-1 3q-2 1-2 4v2q-3 4-1 10l3 1 2 2 1 1 3 22-1 6-12-22 1 13q-2 0-2 3-4-8 0-16-1-3-2 0v-2q0-5 3-2l2-8-2-1v-6l5-9q2-2 3-1"/><path fill="#fbe047" d="M57 37h-1l-1-4q-2-3-2-1l2 8v4l-7 2q-2 2-1 5l-2-2q-3-6-2-11v-2q3 0 5-4l1-2 6-2z"/><path fill="#f1d96c" d="M43 38q-1 5 2 11l-3-1q-2-6 1-10"/><path fill="#f0c136" d="m56 37 1 10-2 3-1-7v-3z"/><path fill="#f1b625" d="M55 44q0 5-5 8h-2l-1-1q-1-3 1-5z"/><path fill="#d39225" d="m55 43 1 7-6 3v-1q5-3 5-8z"/><path fill="#f5edab" d="m58 47-2 5 7 3v8q-3 2-3 6l-1-5q0-4 2-6-1-3-2 0l-7 16-2-21 6-3z"/><path fill="#7fab59" d="M48 52h2v1l2 21h-1z"/><path fill="#6c9752" d="M59 64q-1 14-8 26-3-6-1-10l1-6h1l7-16q1-3 2 0-2 2-2 6"/><path fill="#7aa560" d="M50 80q-2 4 1 10v6h-4l-8-25-1-13z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a green and gold soccer jerseys running 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="#87c555" d="M0 0h55l-2 2h-3q-1 2 2 4l-2 2-3-5-5 1 2 2-5 1v5h-3l1 1-3 3-1-1 1-4-6-3-2 1v4q-3-3-3 0l4 2q-1 6-1 1-10 0-16 7l5 3q-3 0-4 3-3-2-5 1-3 2 0 3l-2 2-4-8z"/><path fill="#88c656" d="M55 0h41v1q-6-1-10 3l-2 7v6l3 6q-2 4-5 1-2 1-1 4-3-1-3 1l-9-6q-3-1-4 1l-1-3 6-1-6-4q-1-3 2-4l-3-1-2 3-1-1V9q-3 3-7 2l5-2-5-3 2-2q-3-1 0-2h-2z"/><path fill="#8bc655" d="M96 1v57l-4-10-18 13v-5q6-3 7-8h3q0-4 2-7l-9-4 1-8q0-2 3-1-1-3 1-4 3 3 5-1l-3-6v-6l2-7q4-4 10-3"/><path fill="#8cc756" d="M53 2h2q-3 1 0 2l-2 2 5 3-5 2q4 1 7-2v4l1 1 2-3 3 1q-3 1-2 4l6 4-6 1 1 3q1-2 4-1v3l-2 2q-3-3-6-2-3 3 0 8-4-1-6 3l-3 2h-2q-2-5-5-2-2-4-5-5l1-4-1-4v-3l-4-2q1-3-2-3l3-3-1-1h3V7l5-1-2-2 5-1 3 5 2-2q-3-2-2-4z"/><path fill="#8bc857" d="M34 16q3 0 2 3l4 2v3q-5-1-5 3v6q-4 0-5 3-4-1-7 1L10 23q6-7 16-7 0 5 1-1l-4-2q0-3 3 0V9l2-1 6 3-1 4z"/><path fill="#8ec859" d="m69 23 9 6-1 8 9 4q-2 3-2 7h-3q-1 5-7 8v5l-8 5-1-4q-3-7 0-13h1l2 2-1-5 1-2q0-6-3-8l2-8 2-2z"/><path fill="#2a2d1b" d="m40 24 1 4q-3-4-6-1 0-4 5-3"/><path fill="#c4a336" d="m41 28-1 4q-2 4-5 1v-6q3-3 6 1"/><path fill="#d99c2a" d="m67 28-2 8-4-2q-3-5 0-8 3-1 6 2"/><path fill="#8cc556" d="m17 31 6 6q3-2 7-1l-1 4q-2-3-2 0t3 4l1 8-1 5-2-4q0 3-2 2l-1 1q2 2 1 6l-3 2-13-5-2-5 4-4q-3-2 0-2-1-2-3 1l-2-2 3-2-1-9 2-5q3 5 6 0"/><path fill="#88c656" d="M15 26q-1 2 2 5-3 5-6 0l-2 5 1 9-3 2 2 2q2-3 3-1-3 0 0 2l-4 4 2 5 13 5 3-2q1-4-1-6l1-1q2 1 2-2l2 4q-1 2 1 3 0 3 4 4 0 6-6 7 1 2-2 2-1 2 1 3l-5 3-1-2-2 1q-3-1 0-2l-2-1 1-4q-9 6-19 4V27l4 8 2-2q-3-1 0-3 2-3 5-1 1-3 4-3"/><path fill="#3e8e1b" d="M40 32q3 1 5 5-5 2-2 7l2-1-2 5-1 3-3-2-1 3 2 5h-9v3q-2-1-1-3l1-5 2-10q0-4-3-6 1-3 5-3 3 3 5-1"/><path fill="#349019" d="m61 34 4 2q3 2 3 8l-3-3q-2 0-2 3v-5q-3-1-3 1l-2-3h-3q2-4 6-3"/><path fill="#306d1f" d="M50 39q-3 1-2 5l-3-2v1l-2 1q-3-5 2-7 3-3 5 2"/><path fill="#37641d" d="M30 36q3 2 3 6-3-3-3 1-2-1-1-3z"/><path fill="#1b541f" d="M55 37h3l2 3v1l-5 8v-2l-1-5q-5 2-2-3z"/><path fill="#afa435" d="m39 38 2 3-1 3q-2-3-1-6"/><path fill="#d3c445" d="M29 40q-1 2 1 3 0-4 3-1l-2 10-1-8q-3-1-3-4t2 0"/><path fill="#839b2a" d="m68 44-1 2q-2 0-1 3h-1v-4h-4l-1-4v-1q0-2 3-1v5q0-3 2-3z"/><path fill="#93c958" d="m48 44-3 6-3-3 2-5v-1z"/><path fill="#dbb02f" d="m67 46 1 5-2-2q-1-3 1-3"/><path fill="#878231" d="m49 45 1 2-4 5v-1z"/><path fill="#3a6e24" d="m42 51-1 14q0-3-2-3v-4l1-2-2-5 1-3z"/><path fill="#d4c348" d="M50 39h2q-3 5 2 3l1 5q-2 3-1 7h-2l-1-6-1-1-1-2-1-1q-1-4 2-5"/><path fill="#d9be51" d="m43 48 3 3v1q-3 2-3 6l-1-6v-1z"/><path fill="#0f5428" d="M52 54h2l5 2 2 4-5 1q-3-2-4-1z"/><path fill="#2e7a1c" d="m60 41 1 4h4v4q-3 6 0 13h-3l-1-2-2-4-5-2q-1-4 1-7v2z"/><path fill="#174c26" d="m40 57-1 2q-5 0-4 5-4-1-4-4v-3z"/><path fill="#d8c434" d="M96 58v38h-3L59 75q0-2 3-2l-1-1q4-4 4-10l1 4 8-5 18-13z"/><path fill="#376623" d="m61 60 1 2-1 3-2 1h-1q-3-2-2-5z"/><path fill="#e5bd3a" d="M39 59v4l-6 9-5 4q-2-1-1-3 3 0 2-2 6-1 6-7-1-5 4-5"/><path fill="#eab139" d="M62 62h3q0 6-4 10v-7z"/><path fill="#976321" d="M61 65v7l-1-1-1-5z"/><path fill="#967622" d="M48 72v-5q1-3 2 0z"/><path fill="#d99f2a" d="m58 66 1 5-7-4z"/><path fill="#88c556" d="M39 63q2 0 2 3l1 1 4-2 2 2v5l3 11-2 1 6 3q-3 2 0 3l-3 2-5-3-2-3-3 4 2 2q-2 1-2 4H0V75q10 2 19-4l-1 4 2 1q-3 1 0 2l2-1 1 2 5-3 5-4z"/><path fill="#8ec655" d="m50 47 1 1 1 6v6q1-1 4 1-1 3 2 5l-5 1 7 4 1 1 1 1q-3 0-3 2l34 21H42q0-3 2-4l-2-2 3-4 2 3 5 3 3-2q-3-1 0-3l-6-3 2-1-3-11 2-5q-1-3-2 0l-2-2-4 2-1-1 1-14 1 6q0-4 3-6z"/></svg> | |
{
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} | 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="#bcc5cd" d="m64 46-1-1q0-3-2-3l-1-6q-2-2-4-1-1-7-7-4-1 2 1 5-2 0-1 3l-1 1h-1l-3-1 1-5q-3-3-11-1-3 0-4 3-1 9 1 20v6q-1 3 1 7 0 3 3 5 0-3 3-3 1 2 5 2l6-1h2v5q5 2 11-1v1q-14 4-26 1-8-5-8-13V37q1-4 5-5-3-5 2-8 13-2 28 1v6l2 2z"/><path fill="#f59041" d="m56 35-6 1q-2-3-1-5 6-3 7 4"/><path fill="#36437b" d="m45 34-1 5q-4-3-6 1l-1-3q3-4 8-3"/><path fill="#ebebe9" d="M45 34q-5-1-8 3-6-1-5 5l3 1v2q0 3 4 4v1h-2q-6-1-4 5l-2 1q-2-11-1-20 1-3 4-3 8-2 11 1"/><path fill="#56427a" d="M56 35q2-1 4 1l1 6q-3-1-3 1h-4l-1-3q-3-2-4-1-1-3 1-3z"/><path fill="#ebaa81" d="m37 37 1 3-3 3-3-1q-1-6 5-5"/><path fill="#292c4e" d="m44 39 3 1q0 3-3 4z"/><path fill="#b7cdcf" d="M44 39v5q-3 0-3 3h-1q1-3-1-3-2-3-1-4 2-4 6-1"/><path fill="#e26639" d="M49 39q1-1 4 1l-2 5h-2q-2-3-1-5z"/><path fill="#d1295a" d="M61 42q2 0 2 3l-3 1-2-3q0-2 3-1"/><path fill="#61666b" d="M38 40q-1 1 1 4-3-1-4 1v-2z"/><path fill="#f0be8f" d="m53 40 1 3h4l2 3-1 6q-2-1-2 1h-3q-4-4-3-8z"/><path fill="#b6bc50" d="M39 44q2 0 1 3l-1 2q-4-1-4-4 1-2 4-1"/><path fill="#38284b" d="M40 47q-1 2 2 4l-2 2-2-3v-1z"/><path fill="#df8f66" d="M47 40q-1 2 1 5l-1 7q-4 1-1 5h-6v-4l2-2q-3-2-2-4 0-3 3-3 3-1 3-4"/><path fill="#665258" d="M49 45h2q-1 4 3 8v1q-3-3-6-2z"/><path fill="#405f95" d="M63 45v18h-1l-2-2q1-6-2-10l1-6z"/><path fill="#e56490" d="M37 50h2l2 3v2q-4 0-6-4z"/><path fill="#6e653c" d="M48 52v5h-1q-3-4 1-5"/><path fill="#cedecb" d="M48 52q3-1 6 2 1 2-1 3l-4 1-1-1z"/><path fill="#d53370" d="M59 52q3 4 2 10l-5-1q0-3 3-3-3-3-2-5 0-2 2-1"/><path fill="#e18b7f" d="m37 50-2 1q2 4 6 4v2l2 6-6 2-1 3-1-6-1-3-1-4q-2-6 4-5"/><path fill="#e5c176" d="m33 55 1 4-1 2-2 1v-6z"/><path fill="#582b41" d="m34 59 1 3-2-1z"/><path fill="#443b6a" d="M54 54v-1h3q-1 2 2 5-3 0-3 3l5 1 2 2q-5-1-8 1-2-3-1-4h-4l-1-3 4-1q2-1 1-3"/><path fill="#aa347e" d="M41 57h7l1 1 1 3-1 3h-2q-3-2-4-1z"/><path fill="#67aead" d="M50 61h4q-1 1 1 4-2 2-1 5l-5-5v-1z"/><path fill="#e56239" d="m33 61 2 1 1 6-4 1q-2-4-1-7z"/><path fill="#457bb7" d="M47 64h2v1l-1 3-3-1q-3-4 2-3"/><path fill="#b3b4b5" d="M66 35a158 158 0 01-1 38z"/><path fill="#ad619f" d="M44 67q-2 2-1 6-4 0-5-2 0-7 6-4"/><path fill="#3a3462" d="M43 63q1-1 4 1-5-1-2 3h-1q-6-3-6 4-3 0-3 3-3-2-3-5l4-1 1-3z"/><path fill="#eb8e52" d="M63 64q0 8-7 9l-3-3q-1-3 1-5 3-2 8-1"/><path fill="#e88d47" d="m44 67 3 1 1 4-6 1q-1-4 1-6"/><path fill="#34507d" d="m49 65 5 5 3 3q-1 4-6 4v-5h-2l-1-4z"/></svg> | |
{
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"path": "69bfc5aea714a1725bbad8287e70c556c019449a6e0bd5d451f8e1e33d2fcc30.png"
} | Generate code for a svg of a a black and white image of a shopping cart | <svg height="512px" id="Layer_1" style="enable-background:new 0 0 512 512;" version="1.1" viewBox="0 0 512 512" width="512px" xml:space="preserve" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><g id="PL_x5F_Cart_1_"><path d="M441,416c0,13.8-11.2,25-25,25s-25-11.2-25-25s11.2-25,25-25S441,402.2,441,416z"/><path d="M153,416c0,13.8-11.2,25-25,25s-25-11.2-25-25s11.2-25,25-25S153,402.2,153,416z"/><path d="M127.9,96l-11.1-32H64v17h41.7l57.5,213.3c-32.4,11.3-59.9,37.9-65.3,73.1C96,379.1,96,384,96,384h352v-16.7H115.3 c4.7-31.6,38.8-58.1,74.1-62.5s243.3-34.2,243.3-34.2L448,96H127.9z"/></g></svg> | |
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3OkUkMV3A7/C/v3iVM8qfwtL+F7/jXwbsGP8Q11ZpdUNJ22OZsneW5u0jwJe9gxCR4NbFpkHf2zuQiv0vcCr2IIxhQ+CT2Hkd2+DnpgGTIsXQyGrgHcAFDvvOypvwz1Q9yyXklbSJSHum0FmdAq/Canhj2Q54JoHjHKo8C5wY7ehr6Hz8PzSPMhNYP8D5E5G0bQPMwf+eE7vcjE37HtNVCRznUGUhGsnVtpHApfh/eFWWZ3FoHxIRN9OAGfjfe2KVa4H1gp2twY0j/dlk3x7t6GtsLHAD/h9eFWUxsH+Y0yYiGdkYuBP/e1Do8huqWb9kQ6fja6c8QeN+CTKEycBd+H+AMcti4KhQJ0xEsjMRuBz/e1GIsgrrwFzV8PMcEoDVwAdjnYC6Gw9cif8HGKPMAw4Kd6pEJFNd2NK4K/C/LxUtL1L9suW5JADPotFthY0GLsL/QwxZngR2C3mSRCR7h2Kz5Xnfn9ottwBbhT8dTeWSAKwGPhXpHHSE4cC/k36Hj1bKtcDUsKdHRGpiHHAOeUwdPB+ruRge40S0IKcE4AU0yqu0w4Gn8P8wi5RVwNewUQ4iIo3sDlyH/31rsNID/Ahb3c5TTgnAauDcOKehs0xlzZzKuZRHgSNjnAwRqbWDgIvxv4f1PfgvBvaKesStyy0BWAJsGuVMdKBXY5PneH+ojcoK7K0/9mQYIlJvB2J9oZZS/X1sHvBNbAKjlOSWAKwGvhHlTHSoccDZ2DKL3h9s/9KDXazbxjt0EelAk4B3YfOkxOwTtQz4LfB6rCN2isZhTave9/t2ynJg6xgno5ONxzqjPEkaD/6d4h6uiAiTsXnm/xu4H1tyt8yD6WZsafbp2MM1B9fg/1Bvt/wwxokYTKctLDMWOAk4BWtzr2pCioexFa9+BMyqaJ8iIv2Nxmodd8RWV10fW4FwIvaStBKbfGwR1oN/LvAgdv96HHuByc0OwI1YMpSLHqyT5/2xd9RpCUB/m2GrCx4NHEDY6RhXA/cCV2Nv/LcE3LaIiLRuKnAW1jlxqFFWU4AtKououSuB12F9OqLp5ASgvzHYfPuHADtjWeP2tJYU9AD/wLLkB7Fqsj9jS1CKiEj63g983TuIAe7CmnBmxtqBEoChDQM2wTrVTMCqyNbDhmosxpZyfAFbzGG5U4wiIlLeqVgTbWrmAscBd8TYuBIAkTQchk1k1axH9QLgd1TQPijSQaYDV3kHMYQXsGmg7/YORETCGgb8gPZ6Ca9AK4iJhDSZtIcMPoUmCRKpnfdRfEjpfg7xitTVbfg/6BuVG4ARIQ/Ya5EGETHfptjiT11YEnBJ2HBEOtY44BjvIBrYAhuieZN3ICISRpnJqf7gEK9IXU3ApjX2ftNvVBYBG4c64KomwhGRwakjrkgaFmJTx6dsHeCj3kGISBhllq9WDYBIWMNIZ3XFocoLBJq4TjUAIiIiZhXwz6Q95G494DUhNqQEQEREZI2F2OQ7f/MOpIEgnRWVAIiIiKztSWxq+O95BzKEfUNsRAmAiIjISy3HpnpPUZDVDYNOKiAiQxqJLUF9KPAybOz/GGDDEttcBxsStASbIlhEwtmEdHvcTwixESUAInGtA3wIeDd2QwnpCGBOv/9fgCUDS7D13Pv+vABr1+xbyOqFfn8e6t+WAC8GjlckJ5/HFoFL0dMhNqIEQCSe44D/obp1xtftLSEtwpKBRVhCsJg1ycHAf3seuA54KHAMIlXbE1shMFWzQmxECYBIHB8Gvkj+/WzG95ZWmypWA98A/g0bUiXxjAO2xpqSxmPNTGC1P30WASt7/7wMWNr75x7UbNTIf5H2tftwiI0oARAJ70zgPO8gnHQBpwMPYrUfEsYYrP/IgcBBwM7ARgG3/wKWvMHaScNyrJYHXpo09P+dxdgqlQN/Zz7WxDQfeABbxnoFaTsBW547ZVd7ByAiL3UCdqP0ni3Mu9xa9kQKXcArgR+x5mGbe1kJ3AmcCxxMegvSjQJm4H+eGpVuYFKIg63zPOQbAHtgmfIUYDQwEZtCsZvBq8W6sWy1z1BZcaPf6V/9trD33wf+jtTTJOzNt0zP/rpYRKCeyh1oJHAK1nl0F+dYYpsFfAc4H3jGORawc/5l7yCauBo4yjuI1EzEOm38lnLzq1eVBc/rLXOw9pzbsLndz+s9jmlhT49U4Gv4f7dSKX1VwNKe6cC9+H9+VZflWCIwpfwpLGx9rCOr97loVo6NdQJyMwJ4I/BH7Avk/cGELjOArwK7hzphEs26WPuo93cmlaIEoD2TgV/j/7l5l3nAu/Cpnf5GgXirLvdR75r7lgwD/gV4DP8PpKryV+Ak9OGn6u34f0dSKkoAWncENuOc92eWUrkMmyyrKjthNbPex92svCHWCcjFXsBd+H8QXuUurGOQpOUn+H83UipKAFrzVqxXvPfnlWKZg82aWYXLKjqmMuUmOvgFcATwSXSx9JULCTQftAQxE//vREpFCUBzZ+P/OaVeFgOvL3qCW/TKBI6zWVkFvDzWCUjdRlj24/0hpFaeBA4ocV4ljOHkUX1YZVEC0Ngn8P+McindwD8VO81NDQfuTuAYm5ULIx1/8rYBHsH/A0i1LMc6zYifSfh/D1IrL5Q6o/X2TuyNzvszyqksJ07v93cncGzNymJg8wjHnry9sEUPvD+AHMrHC55jKW88/p9/auX6Ume0vl5BPUcsVVFCJwATsH4G3sfVrHwm8HH/n5SnAp4GXIHvuNBG7gN+D9yMTfIz0AQGP7+jsBXiBjORwTt5jMWmAh1oGLBe75+3woYL3j1kxBJL32I46zX7wQ6S+mQqHtYHfoHdA6Q9f8KGe4d0FracdsqewtYU6SgTsTmjvTOvVspC7KJ+A+kuHSnxXY//dzGFsgirVpWX+in+n0+OpRvYrcD5bmRr7MXN+9ialdMCH/daUqwBGAb8EhuXmYPx2MP/DdhUv1diE3pcwtrTAku9XY0t0lIHL2Cd+IZa9ncJ1i458N/mYDNaDlYj1ukOJV5Htrr7HnBP4G3+JzY9fMruBH4ccwcpjil8P/B17yACWAlcgyUDvwOe9Q1HIpuGdVZN6Zr6AWse2Auw2qq+h/fAh3z/f5OwhmMPsFxealLyIrA9YdcJOAj4C2ldq4M5DLjOO4gqbYndiLyrXUKXHuAG4APAZsHOlqTmavy/a/3Le+IerrTojfh/F3ItHy1wvhvpAv6WwHE1K78OfNxZ+CP+Jz52WYV1HPwIWvCnbl6H//erf3ka9Uvx1kVnz1xapjxK+Gr6UxI4rmZlObBt4ONO3v74n3iPch9wDrZsseStC6vq9f5O9S+fjnrE0swB+H8HypalwOVYn6Yq93tSgfPdyDhgdsXHUKR8KfBxZ6ET3v6blfuBz2LzH0g+urDhRPsC38X/e9S/LMRm0hQf38b/OxCiLADeBpwMXEz8mS9jzHt/TuSYQ5TnseGiHWVf/E98auVRrKfqfqTfWaXOhgGbYPNwnwCcjo3L/Qk29O8x0p/Y5ZvBz4q0YgR5rC/fTvkuNi/JFthaBjHWwOgh/CJAm2IjVbzPX7Py3sDHnYVv4X/iUy7PYHNBHw+MLHiOZXCTgH2wc/tO4DzsXF+FJWF1WHxqCVo4ysMr8P/sY5T7sUnH+uwDfIdwHbh/1N5pbsmPAsUW+7x23P19OJrut53yHGuSAc0o1lizh3snLeDzzyXPpbTv4/h/7rHKUmxUU3/rAqdi11fRtQ6WYLULIe2F1Sp4n7Nm5ZjAx52Fw/E/8bmWeVhm+1qsWq5TjMKGjB4EvAn4MPBVbOjMLdgqiTlc8FWWaPOJy5B+j//nHrv8FHvwD7QT1oTZ7lz757R6cttwXcFjq7JcHuG4s/Al/E9+HUpdpiQejQ2PPBh4M3AG8DXgt9j43afQSmpFyjltfAYSxkP4f+5VlMexvkqDGQ5MBy6ieXPaEwy9TkpRJ5U8tipKN7Br4OPOxrX4fwB1K0ux2QdPxarBUzEGG996KDYe92PAN7A3pdvIY2WuXIumoa3WSDqriWkZ1iTQqMPyhsCHgHuH2MZpLZzXdowmj6XkvxX4uFvm3bu8CxtbqlXU4unBqsV/iWXhcyLtZzTW03YTYCr2Ft/3577/boX1qpdqLcU+G61NUZ2pWG1Vp7kYGy74fJOf2wd7QXkz1kH1Tmw02KqAsXyU9FfSWwhsB8z12Ll3ArAtMMM5hk7Sgw1d+w1Wpf5Ei7+3DtYxZ9Pe0vfnzYDNe/+sXubp+iw2ZEuqsz3WBNCJZmOdTm9o4WfHAq8HHgZuDRjDFOzZkvrL5RlYXwkX3gnAIXTYYgcJWQ38FUsGrsUmn+h7uG+GvbX3/XmiU4xS3uVYJ9EV3oF0mL2B272DcNSN9Ts5l7Bv9a36JvCvDvttx0xsBtjl3oF4eQ3+7S8qKnUsK4AvY/0upHp1nQOg3XIN9jJRpZ3Io//FibFOQKtGOO8/pQ5qIrm7G7vhzsRGhIRcQlWkiMOxxZBOw6Z7r8JX8H+2NXMTVvvqyvskDTZ+VESKeRr4N+8gBPBvXk3JFOBSbMTPR7C381iOJf0JdVYBH8RqAVx598j23r9InRxCZ00IlTIlAGvrwtbRuJF4y6APJ/1e/wA/JmyHx8L0ABapjzHAgd5BiDTwMuAO4I0Rtv1u0p9QZylwlncQfbwTAGXJImHt4h2AALq3NbIe8HNsXY5xgbY5kTxmu/wPbJhkErwTABEJa3PvAARQAtCKU7DpvUMkrZ8CNgiwnZiexKa+T4Z3AuC9f5G6yXkdCOk8u2Azlb6lxDamAe8LE05UHwcWewfRnx7AIvXi3rNYANUAtGM81jHuQoolsF/CpiJP2Z3AT7yDGEgJgEi9vOAdgABKAIo4BVsUbM82fucA4HVxwgnqA/jMiNiQdwKgi0QkrMe8AxApYQfgZuyB2cwwbKnw1J8jv8TWYEmOEgCRernPOwABdG8rYwzwVWymvEazxZ6KrSCYshXAJ7yDGIoSAJH6WIJVoYo/3dvKOwGbRviAQf5tHPDv1YZTyFeBR7yDGIp3AiAi4VxOB68sJrW0BbZi7Dms/bw6k/SHvD4LfME7iEa8EwBlySLhXOgdgPwf3dvCGQF8GrgC2BhbtvzDrhG15izgRe8gGvFeDEgXiUgYDwEXewchEtF04HbgQWAd51iauQ+4wDuIZrwTABEJ42wSHGbUwfRyE8cmvSV1Hwa6vYNoRk0Aa3sU6PEOQqRNVwAXeQcha0nt3ibVuQy7JpOnBGBtU4DPA28FLsGGcIikbDY2gYoIwAw0G6SnbuCj3kG0yjsBSM26WFXq/wM+BGwEvAGbpnKRY1wig1kOnIj1Npa0eL3cbAycDsx12n+n+zZwv3cQufg4lq2mWBZhF1JfkjQeSwZ+ASxMID6Vzi6LgOOQVE3H77txN7ZAzpWOMXRimU/6KxIm5ZP4f2jNyo3AjgPiHgMcD3wHy7S9Y1TprPIcsD+SMs8EYDW28MxwbPx8t3MsnVI+hLQlhwRgNTbD2hnYBTXQSOBo4LsoGVCJXy4HtkJSdxT+35X39MZyGPBEAvHUuTxK+isSJudT+H9w7ZQ7gb0aHM8w4CBsgYrZCcSrUp8yB5v7XPLwSvy/MyuAA3vj2QC4NIGY6lpyWJEwObklAKuxjldnY2/+jXQB+wFfxLJD77hV8ix3AO/C5j6XfKSQAKwGZmGjm8DuSR/A7mHecdWpXIsUchb+H17RchewdxvHuhfwWWyGKO/YVdIszwK3YlP6vgfYDsnV0fh/n/rKNazdfLkvtkCNd1x1KD3APkghZ+P/AZYpK4HzaL/tZxqWid+Azd7mfRwqccsy4Clspb6Lsc6jZ2JV+tOBXYAJSJ0cg//3rn8ZuCjNusDPEogr9/J9MuY9Ec+nsV6quXsEeDu2alW7tsTaj07GenZrboa8zMfa55/q99+ZA/5uDnazkM5xDPBH7yD6WQ2cBPxmwN+fCvwPamIqYhGwA3adSwGfxj+DC1V6sDe78SXOxxTsgrwY68DjfUydXJZifV8fpWIAACAASURBVDduwKbZ/Rprv7VPo3k/EOlcx+L/HR5YFvDSIc0AOwP3JBBfbuVTg5zLrHjXAJyDJQF18hhWG3BNye2sD7waqxl4JTCq5PbErACeZ+039oH/fRR4wStAqYXjsF73qbkHq2lcPODvx2LNmadXHlGensDe/pd4B5Kzc/DP4mKUVVhtQKh23YlYInAhmoWwUel7a7+q91ydh/W1OBkbnjmNwedyEAntOPyvh6HKTxvEfQq6x7RS3tzgHEqLPoP/BxmzPAm8JtjZMmOxWQgvBF5M4BirKP070Q1WHa9OdJKaV+F/3TQq720Q+/bYnCfeMaZa/op/7Xkt1D0B6CsXAZMDnbP+6jAl8TxsaGT/t/Z39h7XPtja37rYJDevxv/aalRWYLViQxmNJdoapfTS0ui8SRv+Hf8Ps6oyB3h9mNM2qOGsmYXwqQSOd6hOdP2r49WJTuoq9QRgNXafmNrkOF6L9ZnxjjWV8vMm5ysr3m9Wn6UGPSnb9Eus+i3mEq7DgAOwm9BJwDYBt61OdCLNHQ/8wTuIFlyLdTLubvAzm2NzBhzY4Gc6wXKsufFR70Dq4rP4Z3QeZS72JlyFLuAVWG3LjdjY1aHiegb4O3AJ8D2sk+Y7sURiT2CjimIWyd1r8L/PtFrObeF4RmD3g54E4vUqAydTkpI+h/+H6ll+DWxc+iy2pwvYFHug74tNUbwFWslKJKScEoBVwIktHteRpNHEWHWZC6zX4jmSFn0e/w/Wu8zH3rJFpD5ei/+9pZ2yANipxWPbEFuW2jvmKss7Wjw3WdG0s/4mYr34/4i1tYlI/rz7V7VrAtZZd50WfvYZbKbDD2LrodTd/cAPvIOIwTsByO0iiekY4F5s4hrvz0VEOs+uwPkt/uxqbGTPwdjsp3X2bzTuJCkFnYt/1U6K5S9oKViRnJ2A/32kaHlfm8e6Hja6yTvuGCWHkRzZUgIwdFmMjZvX1LUi+Xk9/veQoqXZJEGD6cJqL5clEH+oshIb9ldb3lXNagIY2jhsVry/MPgKXiIiMYzE3uibTRLU32qsSeAAbHn0OvgWNktpbSkBSN8B2Lzcqg0QyUfu97aNsUWDRrT5e3cAe9N4waEczMfmTqk17wRAWjMGqw24DRu3LyJpyz0BADgMG6rdroXYanmn8dJlh3PxGWzGU4noi/i38+RWVmDJwKgC51tEqnES/veKEGVV77EUtSM2u6j3cbRTHqFD7q/eNQB1yJKrNhJrDrgNm8lPRNJTl3tbF/B9Wp8kaKAHsanIvx4sovg+hL1o1Z53AiDF7QbcjNUGaBpfkbTUJQEAmyTot73/LWIZNkLgRNJfJOxaOmjon3cCUKeLxMMIrDbgXuAQ51hEpL52AL5bchu/wdYguaV8OFGsAj7qHUSVvBMACWNbLHP9Dq1N5SkicdXx5eafgNNLbuMf2OyBn8EeuCn5PnC7dxCd5Mv4d/ioW3kUOKKdD0FEgnsj/veCGGUF9gAP4XjguQSOaTU2cqGdeQ9qwbsGoI5ZsrdpwNVYbUDRNjsRKaeu97aRwM8Is4z5xdiw5usDbKusc4A53kFUzTsBkDi6sCWG7wGOco5FROplU+AXWDJQ1mysxvJz+DUJ3Ap81WnfrrwTgLpmyanYErgSW+ZzfedYRDpJ3e9th2DzuITQDZwFTAeeCrTNVs3D+jb0VLzfJHgnAFKNk4G7gaO9AxHpEHVPAAA+iD08Q7kWaxK4IuA2G1mCrdo4s6L9Jcc7AeiEiyQVmwLv8Q5CRGrlfGxOklCeAY4DPobVDMSyAHgVtthax1ICICISXqfc29YBfg1MDLjNVcB/YM0Mjwfcbp+Hgf2AP0fYdlaUAIiIhNdJ97btgAsJ/zy5Gatd+G/CdBDsxoae7wU8EGB72fNOAKRaq70DEJFaOh74ZITtLgLeD+wK/BxYWWAby4EfYesZfARr+xfaX+s5tE7KkkWkc3Tive0cbEjd5RG2/QDwJmBDbJKlo4GDgPWG+Pl52PwCl2OjoOZFiCl7SgBERMLrxHvbMOAn2Cqlj0XaxzPAN3oL2IREm7GmD8J8bG6BZyLtv1a8EwCplpoARKrRiQkA2HwjvwP2p5qq9qd7ixTg3QegUy8SEZG62p3yKwdKBZQAiIiE1+n3tjcD7/UOQhrzTgCkWmoCEKlGpycAAP9FuJUDJQLvBEAXiYhIPY3EeuBv4h2IDE4JgIhIeLq3mY2BXwKjvAORl/JOAKRaagIQqYYSgDUOwKb2lcR4JwC6SERE6u+DWMdASYh3AiAiUkd6uXmp87H5ASQR3gmALpJqqQlApBq6t73UGOAPwDbegYhRAiAiIlXZAEsChprDXyrknQCIiNSRXm6GtjO2st9w70A6nXcCoIukWmoCEKmG7m2NHQNcgP8zqKN5n3xdJCIinek04HvoOeDGOwEQEZHO9S/A19GzyIX3SVfmVy01AYhUw/vempP3AZdgSwlLhby/pEoARETkWOA24EjvQDqJdwIgIiICsDVwNbaA0JbOsXQE7wRANQDVUhOASDW87605OxmYAVwIbO8cS615f0mVAIiIyEAjgVOA+7AagdegFQWD804AREREhjICqxH4PTAH+D7wVmAHx5hqY4Tz/lUDUC01AYhUQ/e28NYH3tZbAJ4HHgVmA38HPusUV7a8awB0kYhIHeneFt9k4OXAiVitgLTJOwEQEakjJQCSPO8EQBdJtdQEICIigBIAEZEYdG+rll5uCvBOAERE6kgJgCTPOwHQRVItZckiIgL4JwAiInWkl5tq6eWmAO8EQBeJiNSR7m2SPCUAnUVZsoiIAP4JgIhIHenlplp6uSnAOwHQRSIidaR7myRPCUBnUZYsIiKAfwIgIlJHermpll5uCvBOAHSRiEgd6d4myVMC0FmUJYuICOCfAIiI1JFebqqll5sCvBMAXSQiUke6t0nylAB0FmXJIiIC+CcAIiJ1pJebaunlpgDvBEAXiYjUke5tkjwlAJ1FWbKIiAD+CYCISB3p5aZaerkpwDsB0EUiInWke5skTwlAZ1GWLCIigH8CICJSR3q5qZZebgrwTgB0kYhIHeneJsnzTgCkWsqSRUQE8E8AlCWLSB3p3lYtvdwUoARARCQ83dskeSO8A5BKKUsWkVwtBf4BzO4ts3rLbOAxx7iy5Z0AKEsWERGA+cDM3jIHeGrAnx9DLzFBeScAUo1lWKb8sHcgIh1CLzdrW8aaB/rAB/xM7C1+pVt0Hco7AdBFEkZf5jzwour7/8eBVV7BiXSgTrq3rQCeZ+gH/KPAC27RyZCUAKSvUeY8B6sWW+IWnYjUnV4wakoJgC9lziL1lMu9rf8LxmAP+MeBxV7BSVzeCUDdzWforHkm1qO1xy06EYnlNuC7g/z9GGBsi9sYCYxv4ffXAUYN+Lt1geHAi1j7+uOs6T0/mzW96V9sMRapIe8s9UrgKOcYimqWOf8DWOQWnYiISAPeNQDeCUgjQw1J6fv/OWhIioiIZMo7AfDSrGp+FtDtFp2IiEhk3glAjBqA5cCTDP2AnwEsiLBfERGRbOSYAGhIioiISEneCcBAmi1KRESkAt6d8I7p/W/fog7qNS8iIiIiIiIiIiIiEoR3E4CIiEhZo4DNsQ7gjznHkg0lACIikrpJwCbAVGBab+n//1tiUx8/CuyI5nFpiRIAERHxNArYgKEf7tthaxu06p+BnwWOsZaUANTbaGAzrGpsC+BSbPVBEZGqtPr2Hsr9wG5oPpimlADkrd0La1fgvopjFJH6Guztvf99qN2391BOAH7nsN+sKAFI1yjs7X2oB/z2wIQ2t6kEQETaMQq7b2zRW7ZkTY3iFsDGpPkcuR3Y1zuI1KU2E2AnmcRL39j7//9WwDCv4EREsA51t3sHUcA+2ERzl3sHkjIlAHGMBjZl6If7DsB4t+hEJIZjgZNov2YupB7gAeC7wNOOcaTgbJQANKQEoBi9vYtIf+cCH/MOop/3A4cD93oH4mh/4FDgOu9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"path": "e604ceb71e0713fb4591209b07d92186c0607e658a51cce7528f7c99819cdaae.png"
} | Generate code for a svg of a a black and white image of a gear wheel with a center | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 32 32"><path d="M16,12.4A3.6,3.6,0,1,1,12.4,16,3.6,3.6,0,0,1,16,12.4m0-1.8A5.3,5.3,0,1,0,21.3,16,5.3,5.3,0,0,0,16,10.7Z"/><path d="M17.8,1.8V5.4l1.3.4,2,.8,1.2.6.9-.9,1.7-1.7,2.5,2.5L25.7,8.8l-.9.9.6,1.2a10.6,10.6,0,0,1,.8,2l.4,1.3h3.6v3.6H26.6L26.2,19a10.6,10.6,0,0,1-.8,2l-.6,1.2.9.9,1.7,1.7-2.5,2.5-1.7-1.7-.9-.9-1.2.6-2,.8-1.3.4v3.6H14.2V26.6L13,26.2l-2-.8-1.2-.6-.9.9L7.1,27.4,4.6,24.9l1.7-1.7.9-.9-.6-1.2a10.6,10.6,0,0,1-.8-2l-.4-1.3H1.8V14.2H5.4L5.8,13a10.6,10.6,0,0,1,.8-2l.6-1.2-.9-.9L4.6,7.1,7.1,4.6,8.8,6.3l.9.9,1.2-.6,2-.8,1.3-.4V1.8h3.6M19.6,0H12.4V4.1l-2.4,1-3-3-5,5,3,3a12.4,12.4,0,0,0-1,2.4H0v7.1H4.1a12.4,12.4,0,0,0,1,2.4l-3,3,5,5,3-3,2.4,1V32h7.1V27.9l2.4-1,3,3,5-5-3-3a12.4,12.4,0,0,0,1-2.4H32V12.4H27.9a12.4,12.4,0,0,0-1-2.4l3-3-5-5-3,3-2.4-1V0Z"/></svg> | |
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"path": "a7f31769f30e1dd07326fda569ec0eda5cb7869c797cf4da1fcab4cfad55e74d.png"
} | Generate code for a svg of a a close up of a yellow hexagon with a white letter m in the middle | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 64 60"><path d="M33.18,58.33l26-18.85a2,2,0,0,0,.73-2.24L49.94,6.73A2,2,0,0,0,48,5.35H16a2,2,0,0,0-1.9,1.38L4.14,37.24a2,2,0,0,0,.73,2.24l26,18.85A2,2,0,0,0,33.18,58.33Z" fill="#8c7300" fill-rule="evenodd"/><path d="M42.91,20.71h0l0,0a3,3,0,0,0-1.36-1.36l0,0h0a3,3,0,0,0-1.29-.3h-16a2.9,2.9,0,0,0-1.28.3h0l0,0a3,3,0,0,0-1.36,1.36l0,0h0a3.13,3.13,0,0,0-.3,1.29V38a3,3,0,0,0,3,3h16a3,3,0,0,0,3-3V22A3,3,0,0,0,42.91,20.71ZM39.8,21l-7.59,7.59L24.63,21ZM23.21,38V22.41l8,8V39h-7A1,1,0,0,1,23.21,38Zm17,1h-7V30.41l8-8V38A1,1,0,0,1,40.21,39Z" fill="#fff"/></svg> | |
{
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"path": "0144c5d1ce40f1699e0ed6344fed4c6d92a269e9a5881c6232fabea7c9736df7.png"
} | Generate code for a svg of a there is a white train on the tracks with a red stop sign | <svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="484.5px" height="484.5px" viewBox="0 0 484.5 484.5" style="enable-background:new 0 0 484.5 484.5;" xml:space="preserve"
>
<g>
<g id="directions-subway">
<path style="fill:#FAFAFA" d="M242.25,0c-112.2,0-204,12.75-204,102v242.25c0,48.45,40.8,89.25,89.25,89.25l-38.25,38.25v12.75h306v-12.75L357,433.5
c48.45,0,89.25-40.8,89.25-89.25V102C446.25,12.75,354.45,0,242.25,0z M127.5,382.5c-20.4,0-38.25-17.85-38.25-38.25
S107.1,306,127.5,306s38.25,17.85,38.25,38.25S147.9,382.5,127.5,382.5z M216.75,229.5H89.25V102h127.5V229.5z M357,382.5
c-20.4,0-38.25-17.85-38.25-38.25S336.6,306,357,306s38.25,17.85,38.25,38.25S377.4,382.5,357,382.5z M395.25,229.5h-127.5V102
h127.5V229.5z"/>
</g>
</g>
<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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<g>
</g>
<g>
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<g>
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<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg> | |
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ZAriUWM51yeQs0hhi3YC/ApslZ5E6YgFQKUYQ3/ovJbZ7lYbJtsQDqEfgeVWF8I2qEqwM/A/xrd+FWTSsFiEWnDobWD05i7RQFgANu7cC1wGvzQ4itWl3YBLw9uwg0oJYADSsliKetD4Nn/BXeZYBfgEcj8+qaEhZADSMNiTu9b8/O4jUo4OJBYRenh1EmpsFQMPmTcDfgI2zg0h9sgExS2C/7CDSnCwAGhajiOlUv8XNe1Q/SxELVh1FrGMhpbMAaBgsD5xBLKji8qqqqxHAx4BzgJWSs0gWAKXbErgKV/RTc+wKXIa7CyqZBUCZXk1s3btGcg5p0NYELgJenx1EzWUBUJZ/Bv4EjMsOIiVZEvgd8OHsIGomC4AGbQSxXOqP8WEoaRTwfeLhQM/HGijfcBqkxYjFUQ7PDiINmY8RswTGZAdRc1gANCjjiDXSD8wOIg2pfYnZMEtlB1EzWAA0CMsCZwE7ZweRhtyuwHm4/LUGwAKgqq1InNC2yw4iFWJr4EJglewgqjcLgKq0CnAuzneWOrUxUZzdVliV8SlsVWUdYsWztbODNMB04B7gjtZxD/Bo63hkjr+eATzZ+neeB55u/fUSwKKtv16aeDJ9OWKFxuXmOFYHxreO1fH8UbUNiZGAPYDbk7OohvwAqwrjcYGfKjwHXA9MJPabnwjcSlzwp/fw+z7Ni2Xg8davty3k3xlN/HzXAzYDNm0dLydme6g/1gYuIJ6fuTM5i2rGAqB+W5X45u/Fv3c3A5cAFxO7yd1Ebxf6fppOfCu9nZjdMdtoYALwSmBHYAdg/YGnq5c1iM/UrsB9yVlUIxYA9dMKxIlq3ewghbodOJOYMXEJ8FBunK5MB65rHT9u/bOViDKwF/BaYoRInVmPKFq7Erd1pJ5ZANQvs6f6bZQdpCAvEA96ndE6bsqNU5kHgdNbB8R7ZG+iDOwGLJITqzgbA38mngl4IjmLasACoH5YAvg9sEV2kALMAC4FTgV+SZnf8nt1Q+v4NlEc3wjsD7wGy8DCbEWUxb2AqclZVDinAapXixIX/52ygwy5vwEfBFYmXqujaObFf26PA8cTJWA1YmOcy1MTDb/tidEUy5J6YgFQL0YAxwK7ZwcZUk8Sr89WxEn7GLx/uyAPAz8EXkHMJvgmMX1RL7UX8X6SumYBUC++CLwrO8QQuhb4J2IhpA8AV+fGKdLfgcOANYnXcmJunKH0T8Dns0OoXBYAdetA3NVvbhcDbwK2BI4DnklNUw/TiNdyc2Iu/B+BWZmBhsxXgIOzQ6hMFgB141XAz4lbAE03AziRWARnJ+APeIGqykXEswJbENtKz8yNMxRGENMtd8kOovJYANSpCcBpvLh0bFPNBE4mLvwHE/PeNRgTgXcSKxD+GgvXYsBvgA2yg6gsFgB1Yhxxolk2O0iy3xLD/AcS09mU43pi+uCWxEyUJnsZMTNgyewgKocFQO0aAfw3MQLQVFcRK7Htgw+lDZNrgTcTMy3+lpwl08uBE/DWnNpkAVC7DgP2yw6R5BHgE8T0tAuTs2j+/kbsPfAuYvXBJnoL8MnsECqDBUDt2JN42rhpZgDfIrY2Pqr19xpuM4mFhTYEvkszf2bfIB7UlRbIAqCFWZN44npUdpABm0h8m/wU8FRyFnXuSeBQYBvgyuQsgzYa+BWwenYQDTcLgBZkEeIp6xWygwzQs8C/EheOy5KzqHfXEFsTf4H42TbFisApuN+LFsACoAX5ErBtdogBuoKYY/51Yqc+1cMLwNeI2QJXJWcZpFcC/5YdQsPLAqD52Qn4THaIAZkFHE3sWV/XLXkFNwLbEcW2Kc8GfIGYuSK9hAVA87I0sbpdE+7730U8MPVx4PnkLKredOAIYjOde3KjDMRIYmpg09fu0Dx4f0jz8iNgrewQA/AH4BDgiewgAzCSWLVwU+IJ+RV5cdGYqcS0uZuAScSqhnVfZvc8Yn+BE4G9k7NUbQ1ihMs9A1SsA4ih2hKO/St6DQbhEPJfv6qPmcRUqbqPgI0GXg/8kljLoN3X52HgJOB11P9Lwgjgs8Qtgez3ZdXHO/r0mmXYn/zXr93jgIpeg0azAFRvNeLbcPbrV+XxGPX/xjcG+ChwJ72/XncAHwEWH+R/QII3AI+T//6s8ngcWLVfL9iAWQAazgJQvd+R/9pVefydWNSnzvYgHnbr92t3KzEiUGfrUc1rN0zHaX17tQbLAlCBug+Bqn1vI/ayr6uLiS1TJ2cHqcjixGqF5xD3+PttXeBPxCp7Yyv4/YfBrcTUufOTc1Tpra1DsgAIiJ3EjsoOUaHjgd2J++B1tDJwCfCxAfxZBxP7Iaw0gD8rw+PAa4iHA+vq+zgrQFgAFI6kvif0LwHvpr5T/NYCLiIWuRmUrVt/5poD/DMH6XniYdivZQepyMrAN7NDSJ3wGYBqvIp4Kj77Nev3MZNYC77OlgduIO81vpmYTlhnH6G+n489+vg6Vc1nACrgCECzLQYcS/32D58JfAD4TnaQCo0GTgcmJGZYn9h0ps4LRn0f+BD1WxdhBPA9Yr8PNZQFoNk+QTz5XCczgPcAP84OUrEjgJ2zQxAjSHVfb/4Y4CBiFcE6mUCMcEhDz1sA/bUSsWVq9mvVz2M6Zbz2vdqEuE+d/XrPPl4ANqv0v3g4HEC8x7Jf734ejxG3koadtwAq4AhAc/07MC47RB/NAj4InJodZAC+z3AN3Y4Gvp0dYgBOIUaX6nQ7YFngy9khlMMC0ExbEk/G18UsYijzJ9lBBmA3Yj2DYbMHw3FLomrHE6ss1sn7acYIjuZiAWieEcSc/zr97D8N/DA7xIB8KjvAAnw6O8CA/IDYP6AuRtGMERzNpU4XAbXnrdTrm9qRwLeyQwzISsQiNcNqb+q7nsTc/gP4bnaIPtqDeq8EqnmwADTLKOAr2SH66NfU65vYwuzHcO/ONxrYJzvEAP0LMRWzLr6G14RG8YfdLG8HNsoO0SeXA++iXg9kLUwJC7eUkLFfZhLTAy/NDtInmwD7ZofQ4FgAmmM08MXsEH0ymdjnflp2kAHbKTtAG+p0e6kdzwBvIbZNroMvUe+FnTQHC0BzHEKs3Fa6Z4ih8IezgwzYcsAK2SHasBKxuVSTPAi8mXoU0o2IkUI1gAWgGRYBPp8dok8+CFydHSJBSSs2rpsdIMFE4H3ZIfrkcIb7WRP1iQWgGd4LrJMdog++S8zDbqJlsgN0oKSs/fQLYpGm0q1HjBiq5iwA9TcK+Ex2iD64kHr8d3RrbHaADiyZHSDRJ4FLskP0wWF4fag9f8D1ty+wdnaIHj0BHEysOd9Uz2cH6MCz2QESPQ+8jVhjv2TrE881qMYsAPV3aHaAPvggcFd2iGRPZQfoQElZq3APsR116f4lO4CqZQGot52B7bND9OhnwMnZIYZASQXozuwAQ+DXwAnZIXq0I/DK7BCqjgWg3kpv8JOBT2SHGBJ3EVMgh9004huw4MPALdkhevTJ7ACqjgWgvtYH3pgdogcziR0LpyTnGBYzgSuzQ7ThcmJ3RsFUYmpgya/HPpQ1BVUdsADU18cp++d7LPC/2SGGzLnZAdpwXnaAIXMBZW9TPQr4WHYIVaPkC4TmbwzwzuwQPbgf+Fx2iCH0u+wAbfhtdoAh9Gng3uwQPTiEsqahqk0WgHo6kLIXY/kwMfVP/+gq4LrsEAswCbg2O8QQepIYkSvV0rhJUC1ZAOqp5CVJT8dvkQvyvewAC3BUdoAhdhrw++wQPSj5nKL5sADUz0aUO3XnOeCz2SGG3HEM51P2d1L+tLeqHUq8x0u0M/XZSlwtFoD6+WB2gB58C7g1O8SQe45YpnXYfJqyVivMMBk4OjtED96THUD9ZQGol8WBg7JDdOlB4JvZIQpxEnB2dog5nAmcmh2iEF8hHnIt0buBxbJDqH8sAPXyFsrdi/1zOOe/EwczHBeSB/GbYSeeAr6YHaJLywOvzw6h/rEA1MvbsgN06Waau81vtx4kZntkbrzzDPF0+DAUkZL8DLgxO0SXSj3HaB4sAPWxFPCa7BBd+gIwIztEgS4k1nuYnvBnvwC8A7g44c8u3Qzgy9khuvQGmr3dc61YAOrjLcQCQKWZREyRUndOB15HLDs7KE8T7zena3bvZMpcM2Es3gaoDQtAfRyQHaBLXyDWuVf3zgZ2A24bwJ91C7AT8D8D+LPqbCbljgKUeq7RXCwA9bAMsFd2iC5cBfwhO0RNXAlsDfw31Ww+M5PYn2Eb4JoKfv8m+g1ljgLsTdxyVOEsAPXwFsqcnnMkZe+UNmyeBP4Z2IH+bspzDrG41AdwpkY/zSLWvijNGMreaVQtFoB62Cc7QBfuAn6dHaKmLgV2Jy7aP6W7i/aTxGjC9sTo0mV9S6c5/YrhXNlxYdwboAZGZwdQzxYlTvalOYp4klzVubR1fIQoA68CNgE2BFbmxae5pxJT+W4mHso8D/gr5S5bW5IXiNUB/yM7SIf2BBbBz3DRLADl24XypuVMIb5dajCeJS7q/bwtoP45Bvg8seteKcYRpfLC7CDqnrcAyvfa7ABdOI4YYpYUhbjEhbBelx1AvbEAlG/v7ABd+Gl2AGnI/Dg7QBdK/PKhOVgAyrYGsHF2iA79lTKnPklVmkR5D1puBqyaHULdswCUrcQhuBK/6UiDUNpnYwTlLj8uLAClK23xnynAKdkhpCH1K2K3wJK8OjuAumcBKNsO2QE69GtiHXlJLzWVWB2wJDtnB1D3LADlWhdYJTtEh/z2Ly1YaZ+R1YC1skOoOxaAcu2YHaBDjwLnZoeQhtxZwGPZITpU2rlILRaAcpX2oTsdVw2TFuYFyttmubRzkVosAOUq7f7/qdkBpEKUdhvAAlAoC0CZlqGs+f9TgPOzQ0iFOJeyVsrclLKWMVaLBaBM21PWz+4cHP6X2vUCZe3bMBJ4RXYIda6ki4hetGV2gA6dkR1AKsyZ2QE6VNo5SVgASrVpdoAOnZUdQCrM/2QH6FBp5yRhASjVZtkBOjAJuCs7hFS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"path": "d34afa2b11184924c8e26694747b2ba281361c66ccdfee345088bb4a3da83bbf.png"
} | Generate code for a svg of a a close up of a number of different types of buttons | <svg width="60px" height="60px" viewBox="0 0 60 60" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>Icon/Filter</title>
<desc>Created with Sketch.</desc>
<g id="Icon/Filter" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd" stroke-linecap="round">
<g id="sorting-149_424d1b14-d821-4121-993b-7624971ff71c" transform="translate(10.000000, 10.000000)" stroke="#202020" stroke-width="2">
<path d="M4,2.66666667 L4,32 M20,24.0006667 L20,37.3333333 M20,2.66666667 L20,16.0006667 M36,8 L36,37.3333333" id="Shape"></path>
<circle id="Oval" cx="4" cy="36" r="4"></circle>
<circle id="Oval" cx="36" cy="4" r="4"></circle>
<circle id="Oval" cx="20" cy="20" r="4"></circle>
</g>
</g>
</svg> | |
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Okay, here's a concise summary of my thoughts on drawing a close-up of a Chinese writing with curves, shapes, positioning, and detail:My primary focus is on capturing the essence of a Chinese writing, a visual representation of the language's intricate structure and the subtle nuances of form. I aim to create a visual embodiment of the writing's dynamic and expressive qualities. The focus is on the interplay of form, texture, and the subtle visual cues that convey meaning and emotion. I strive to capture the visual language of the writing, making it feel both familiar and unique. | {
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{
"bytes": "",
"path": null
} | Generate code for a svg of a blue baskets holding fresh bread in the bakery aisle. | <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="M8 0h82L76 22l5-5q-1 3 2 6l-4 4 5-2v7l-3-2q-4 2-4 7-3-1-3 1l-6 1q-3 2-1 5 3-6 2 1l-2 5q0-5-3-8l-8 7q-2 3-1 7l2 14 6 2 2 4 3 1 14-1 3-6 11 6v20H0V74l12-5 3 8q10 3 22 0l3-19q-1-6-5-4l2 4h-3l-5-7q-3-2-6-1l-3-10-2-1q-3-6-2-11l2-1-2-3v-9l3 3q-1-6-6-9z"/><path fill="#74b1d2" d="M5 0h3l5 9z"/><path fill="#efebe7" d="M92 0h4v7h-7q-3 2-2 6l-5 1q4-8 10-14"/><path fill="#efe6de" d="M0 0h5l8 9 3 6v9L0 13z"/><path fill="#87bbd4" d="M13 9q5 3 6 9l-3-3z"/><path fill="#face9f" d="M96 7v6l-6 4h-3v-4q-1-4 2-6z"/><path fill="#85bad6" d="m0 13 16 11 2 3L0 15z"/><path fill="#f6dab3" d="M87 13v4h3l-7 6q-3-3-2-6l1-3z"/><path fill="#81c0de" d="M90 0h2q-6 6-10 14l-1 3-5 5v-3z"/><path fill="#dde6ea" d="M96 16v25l-14 2-1-1q-2-6-7-4 0-2 3-1 0-5 4-7l3 2v-7q5-6 12-9"/><path fill="#7db6d6" d="M96 13v3q-7 3-12 9l-5 2 4-4 7-6z"/><path fill="#dae2e3" d="m0 15 18 12-2 1q-1 5 2 11l-1 2h-1l-4-6-6-2 2 2v5l-4-2 2-1-3-4v5H0z"/><path fill="#8ac2dc" d="m84 32 6-2 2 1q-7 2-13 6l-1-1q2-3 6-4"/><path fill="#f5ca82" d="M4 38H3v-5l3 4z"/><path fill="#f8b35d" d="M12 35H8l-2-2z"/><path fill="#f3cc94" d="M8 35h4l4 6-2 1-6-2z"/><path fill="#66c0e3" d="M74 38q5-2 7 4H71l-1 3h-1q1-7-2-1-2-3 1-5z"/><path fill="#e9ebe2" d="M81 42v2q-3-1-5 1-5 1-5 7h-2l1-7 1-3z"/><path fill="#ede9e1" d="m0 39 13 4v3l-6-3q-2 0-2 3l-5-4z"/><path fill="#eadbcc" d="M96 41v8H86l-1 4-1-5h4l-1-4-4 1-1-2z"/><path fill="#f6c689" d="M84 48q-2-1-1-3l4-1 1 4z"/><path fill="#f3b06d" d="m13 46-1 3-8-1 1-2q0-3 2-3z"/><path fill="#d7af8b" d="M76 45v8l-5-1q0-6 5-7"/><path fill="#f0c191" d="m0 42 5 4-1 2 8 1v1H0z"/><path fill="#6ec0ca" d="m33 43 7 4-1 6q-4-1-7-6z"/><path fill="#a7c9d3" d="m69 45-1 7h-1l-2 11-1-11-1 1-3 1v-4q-6 0-5 6h-1q-1-4 1-7l8-7q3 3 3 8z"/><path fill="#949591" d="m81 42 1 2q-1 2 1 3l1 5 1 2-3-3v-3q-9 0-1-2l-1-3z"/><path fill="#a2c7d2" d="M0 39v-1h4l4 2 6 2 2-1h1l1-2 2 1 3 10v1l-6 2q-4-1 0-2-2-4-5-1v-1l1-3v-3z"/><path fill="#f9c78a" d="m15 46 5 1-2 2-4-2z"/><path fill="#f2f0e8" d="M17 41q3 2 3 6l-5-1z"/><path fill="#f5b666" d="M23 50q3-1 6 1l5 7-8-1-1-1q-3-2-2-5z"/><path fill="#f5d799" d="m81 44 1 3q-8 2 1 2v3l-6 3-1-2v-8q2-2 5-1"/><path fill="#a17457" d="m64 53 1 4h-6v-1l2-2z"/><path fill="#fcc272" d="M16 54h4v3h-1z"/><path fill="#c68854" d="M68 52h2l5 1 1 2 6-3 3 3-2 2h-8q-2-4-5-3v3h-3z"/><path fill="#bd9679" d="M23 51q-1 3 2 5-3-1-4 1v-3h-4v-1z"/><path fill="#e7a55d" d="M40 58h-3l-2-4q4-2 5 4"/><path fill="#e5ab6c" d="m61 54-2 2h-3q-1-6 5-6z"/><path fill="#67919a" d="M76 57h-5v-3q3-1 5 3"/><path fill="#f1e3be" d="m16 54 4 3h-8q1-3 4-3"/><path fill="#f5d7b1" d="M68 57h11q2 3 6 5l-1 2H74q-1-5-6-5z"/><path fill="#d7e4ea" d="M96 49v25l-11-7q2-3-1-3l1-2q3-2 3-5h-4l2-2-1-2 1-4z"/><path fill="#84cae6" d="M79 57h9q0 3-3 5-4-2-6-5"/><path fill="#d4e2e6" d="M0 52q5-1 11 1l-2 6 3 10-12 5v-5l10-2v-3H7q-2-6-7-3z"/><path fill="#a0aba7" d="m64 53 1-1 1 11 2-11v12l-4-1 1-2v-3l-4-1h4z"/><path fill="#f5c491" d="M0 69v-8q5-3 7 3h3v3z"/><path fill="#feca8e" d="m65 61-1 2q-2-2 1-2"/><path fill="#f6bb6c" d="M68 59q5 0 6 5h-6z"/><path fill="#a5def1" d="M59 57h2l4 1v3q-3 0-1 2l4 1 1 1 11 1-1 9q-1-17-3 1-1-15-3 0l-2-7q-2 3-1 7l-2-7v8l-3-1-2-4 1-1-2-11h-3z"/><path fill="#7cc9e6" d="M17 53h-1q-3 0-4 3h9q1-2 4-1l1 1 8 1h6q2-3 2 1l-5 18q-12 3-22 0l-3-8-3-10 2-6q-6-2-11-1v-2h12q3-3 5 1-4 1 0 2"/><path fill="#e3b88a" d="M16 65q1-1 4 1l-2 1z"/><path fill="#ecdba3" d="M29 62q5-1 6 5l-8-1 5-1z"/><path fill="#eead70" d="m29 62 3 3-5 1q-1-3 2-4"/><path fill="#f7bd70" d="M23 62q2 1 2 5h-3q-1-3 1-5"/><path fill="#7dc7e5" d="M55 56h3v4h3l2 11-1 1-6-2z"/><path fill="#82cbe6" d="M68 64h16q3 0 1 3l11 7v2l-11-6-3 6-14 1v-8l2 7q-1-4 1-7l2 7q2-15 3 0 2-18 3-1l1-9-11-1z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a blue street lights casting an eerie glow. | <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="#032246" d="M0 0h96v96H0z"/><path fill="#02234c" d="m26 72-1-7q-3-2-4 1l-1-2-2 7q-1-8 5-11l-2-2q1-4 4-7l-4-1-2-3-7-5-3-18h2q0-4 3-6l2 1q18-12 27 9-3 3-1 6l1-2v6l-1-1-2 4-10 4q-3 7-3 0-2 12 1 25z"/><path fill="#02224c" d="M78 66q-3-4-5 0v6l-2-2q-2-7 1-15l-2-7-10-9q-6-15 8-22 2 1 3-1l14 4q7 13-5 25l-5 3q-3 5-1 12l4 1z"/><path fill="#002a5b" d="M72 18q19 3 11 22-4 5-10 2-2 2-4 1-15-9-3-22z"/><path fill="#065792" d="m74 36-3 2-5-4q0-15 13-8 1 5-1 9z"/><path fill="#012858" d="m27 42 8-5q6-9-1-15-9-2-15 2-2 1-1 4-6 12 8 14l-2 2Q9 38 14 24q9-10 22-4 9 9 1 20l-8 3z"/><path fill="#68b8d5" d="m75 28 2 4q-3 4-4 1l-2 1q-5-6 2-7z"/><path fill="#003a74" d="m74 36 4-1q2-4 1-9-13-7-13 8-4-8 4-12 14-2 12 12l-8 5z"/><path fill="#278bb9" d="m77 32-2-4-2-1q-7 1-2 7h-3q-1-12 9-7z"/><path fill="#f1f9fc" d="M75 28q2 5-3 3-3-4 3-3"/><path fill="#00336b" d="M27 42q-1-3-1 0-14-2-8-14-1-3 1-4 6-4 15-2 7 6 1 15z"/><path fill="#045390" d="m27 37 5-2v-7l-1-1q-5-4-11 0-3 7 6 10l-1 2q-9-3-7-11 0-3 3-4 15-4 12 12-3 1-5 4-2-1-1-3"/><path fill="#1879ae" d="m31 27 1 1v7l-5 2v-4h4z"/><path fill="#167cb1" d="M31 27q-6-1-10 1-2 6 5 7v2q-9-3-6-10 6-4 11 0"/><path fill="#4eabcd" d="M31 27v6h-3l1-5q-9-1-3 5v2q-7-1-5-7 4-2 10-1"/><path fill="#f1f9fb" d="M28 33h-2q-6-6 3-5z"/><path fill="#013c7d" d="M78 66q1 6-5 6v-6q2-4 5 0"/><path fill="#024083" d="M26 72q-8 2-5-6 1-3 4-1z"/></svg> | |
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qhBG/qtpUAv9on8zRZp07fy91wK4MeKkCVgVARhFwqkWqar+n3O8dleTUKdV8P6m2e9p2v8oSwabxgr622oaGcMMAaSIAaoQHkFXM6OnVDRQbKtnoz9P5k00+JdUm65qMtO1xi0Mhq9wv+p0OZ+In9Zudhc3x2yV+i7yP2yQYGSDVmSIga2dIYCJgv3Y20jhFOkwKleA+ItVanKq63T/2dJWqikmAxM3Ba+tVDz9MTYUCbpTs3+Wp8JlNaTstQPbQrBmkLbsfr9L5e+X7ReSAPDYGcmntk5X7BVX97psIkcsWwHD4VdsD04VxTPErPWgpGlQsqQBxaqAyR8AnLVApIrQV7omn/RnphvJnsLcK2tMAlfcyFyJO/bsXZvaWVDZOBxSam3GTADVWACAA1DUax+SLlEI5f1cJ1RaxCZ2/u2zrKfeT9d/N0ZuZgFRkfrIOFUK0HwcZcKoCzgI+sZpj7x5x3Fch7q0gKQFyU64cv0NOCeC1tuGpp3FTQABIAQEA6hqb9uyJ1/mTyPk7c7Z+Uq3T6LvJ/QLHT36OX7X8fiBeVSAQEXCt1VDFaSVzlb4qkRKolgSo4UgAt9mu3bsPNwRQFVI2CRAGNEu48Lm9uiGqifP3iPqnvvcaIyxOB1hGBAs6C6x3qYrGlRoSgcq2weZ+ff0bU2pAUU1b/tp6+ElQua+/raBinyqTgKwpAXOXQPl+qzwu6hCQmhUglw5Ys3cvDU9vp+OrO3FDADkgADCmmcGCY8foIomJVpE5f6l8vyrc4c+7rdBJDBy1Bh7bCgMpMBmqBxEQbPlrHiY0NdGv5PjFbXtUaVMUDfRx2wWQJNoEPUkA+bcIbnj6aTrf0YH2QCAUkAIAAmNGby9tfXy3dKhWjfNXSXJEsOoc2EIuA1tUx6AYZ55fVNVvrwMA0kUEhKkBEt8LboOeyO1e8EgJeBFQVdQaSJKtgRK1JM16Z8AjeiEuAIAAALGCi/7Y+csYHDWk87fkZqX2B3Av9BO3ZlVchqPl0PK7VHtxH65/6omAS2ugswDU2TZob9vzrz+xTTgke3GgvR0wCAmQnxPAswGYBABAUKRqLwDY1/Rj4zN79IE/cTr/MKkA/9HBJLGHADny/Cjsyy4RIDJL9PaNfWxtg5Ytf8uvdc3ZG+kG8W5/7hMCp/7dXJvgSAcYCQBTWsCvIGDu6dO0Zt8+OrhpEy5+BtQqKABA5rD05cO0/HCXlPOnAM5frdr5myv5XWa0O4aykH/7F5x/DoiAqK3PPRp3u3fINjVQDa1MmRUGFyVAMCxI5l7kroB5p8/gogPJKQDQAOoDLDNyy5+s8zcJq77On6pw/m7vLb9zIKL+uoi4VGvETyI1wNhfwB69E1Xm+pduKNNAH48tf4VKgC3qd1UCLMOCSr9bZhdB3ofj4V+4HkOCoAEkRQDg/+sBlz78qG/e3zl339Ry5yL7h3b+ISV/8e+F468PNaB01a2V+1PdAQ5nrD9dkUgJmEgA2Ry4vU3QiwSQ+8TAqa2SvUkAE/Utj+2mJ6++Chcc8AUmAQK+WLtvv2/eXxhRW6TNKnP+agDn7yb52yVcW3U/UC9EwFok6NU1EnQzquDE1bZxkOM9phaYLFFddPw4Le/qwoVOswCASYBAFsCOf+2+fRLCjbV1KXLnT/47Bzqq/O35W5sxNu/RDtSfGiAaG22/34KNpw5DAmz1Mo73sHbEqDbC7YYNT+/BzoEACABQHbbI9Pvb+5aFG/fE6PzJo0XLpdBPJpIC6ksNIL+efcs9qAqKA1XhSF9fEuA7CEtEArzbAzldt3X3blxgAAQACAc56d9WbGcyouTh6EM7f7tMK9zq1UkKzENdUOEP2NUAi3LlsuUv2fYPEHewUHASoHqRAME0ShPh9sLc02eo88WDuMCAK7AdMCCElPQvavcjkaQpjs7lnb8zQvOe8y8Y6oOoH/CzPR6jfSvb/CrG/eW2X0B5nHD59Y6uAfv7m+YEkHDvAOv7TxUcmrYw9igK5DV8bHUnugKALCgAKo6UHJsfe1zK+Xu1+1mJgd35q9E6f59tg+H8ATk1QLXde+J6E7/iQGt7qYsSYN+m2LVTxta5QtYEgNd9racCHn8cNi1VBwgAkGKsfvEgdfT3+yo1zop/cuYsBVG56Rsp56+6SaSqTRr12TYYAORIAAn3lhCPl5YjAUHudbKk0ESDgqY+qExR4KLjJzAgCIiLAETIjEAOa37w5iJr/Xb58yz6UwW75omnnAU2iKp/sZ89348qfyC0VXNMECS5FtQq1C4nYXYqaG7v7YWtu5/Q1zZsXBoEgPSoCVAAAAs27nnGc+CPf9Ef2ab82aJyS1TjVfAXYKtgYQEWJH8gCjUgxBCqkCRAuB48OgPsGQKv+51bAlcfREEgEDEBwByg/GDemTOeA0TMBkam6M8cl9idtMO4uuQ+4fyB1JIANVoSoNrXlolVizoDLGtQ9b/vuSOgbWgYFzQN6lJKfCYUAKACL+lfJu8v1e5n2jbVNbJSZXqj4fyBpEmAGmzzH7/OF/v9Kj0jwOnwLSqcy+3Pyt5F+/fjYgIREgBIALkAR/6sAHhYQO9Jf4K+ZdVnb/OqnL/q1neNGwmIiwQQiTsE5EiAGxk23sNtPbiqY65FgWr4dQ7UlQSANkAc+uEVGVj7/SlQ0Z9ocpmrsSO3lILA+ZO7rAoAsZIAj5G+gUdf+5JiEqyz6uoBSkofbB7aADEICNCwZu8+19ygeaCOsAfZEZk4C/xEzjv85ijOvdLtRhQA4rZTjkE++g5/HtsAm4f5kOLcRbA0KWhqUBAZry9tW+zYPbCyM+HUGlGmXlVZR6IZQawAcGtg97KluJh1DmwHXOfgvOCFh17yvChB8v52kuBW8S8ueFLh/IFckwBSphyznQSUHL319SYqMOXQBZMCyTRpkCpTDEuvF2HTM89Q91IQgHoHigDrHKsPHnJt+xO1/Nmlf/G8co+Kf5+WJ3Hfs22iIJw/kJZ4JWA6IEhrrL3V1krI3esBRMW2drDit+LIEVxEEACgnqN/t95gs91wVCSTCyFwKfoTt/u5z+733OlPVeH8gWySAHKuF4vD962TCV4PQB4kAB0BQLomAQKpif7dpH/3diQ7cwhe3OQ6+xzOH8giCRCmt0ROm7yLAj1Is30+gGBFuQIqQC3vGEwCBFIb/XtX/YfJ+8u2NzkGnQTcBx0A0kECrGSAqpmVoTqogJCQh0kFQAWobzSlcBkBiUT/B4XRv9ukMdUtqpfM+zuK/oh8ev2991cHgDSSgKnCQGuBIJVr80vPkekMIFthH5m2AVYr7zZV809T3QP69sOlFxidAsY6tHcFsArAswGOda7CBQQBqPECgnFPBI3j47r873YR3KV/94jDL+9P5LFdsCqz2QnuDyAjJMDUwmeQAFKmHLNvZ4Dh3PXnl9eNg1SUfplbayCZ6YFPV8BF+w/Q0VUgAPUITAKsQyw9eVIc/QeW/smmC3jn/c3O37PiX7jdKW4QICMkQHXe/6poeJZLZ4Bbussy5U+VSwXIFAS2Dw/TvDNnceGSZIl5mQQI/589MOP3up7kVvVvf46dEATJ+5PbXuei2ea4O4CskQDrtEoLMRB1BphIsL2TxvJ+qiTxrrTpeq9lA+sOHMBFqz//jyLAegNX/TLjFxksZ8RCwuIlN+nfz1CpLj3MpDqfJ7O7GQBkhQSonmkwshYFUhBi7dEV4KaoCdYUTwec1dePi1ZnAAGoOwLwikvUb/X3Xv39shGI0+CRZMW//zxzAMgSCRDud0E+o7QlIny5VIAHKTDhgkOHcMHqDOgCqCMwwxfuBGYv/LMbKFt8HkT6JxLk/WUq/uH8gTyRAFPxnldRIBmPlQsAp6r/bfsFmCr6LYWDjq4At+c4CwJZHdy3dTMVmptx0aAABHHaqALIAkQMX1z4J67Ud0Ya5C79e+X9Lc6ffIufACAHLMC/KNAW4ZOrpO9NtP1nA9jex2IjXsK1SiTQTYfPxGZAdQKu+l/WdUS4PZi48M9D1peR/u07k7vl/YVFf7heQP5M/tQcAPMOfzS18Y9pcx/HfACPvn8yb0JU/rdKqyDZZgOU349M72PGcs1GvLB+PS5YnQDbAdcJlh95hRpszt8e/bv1/LvP+peLSFSvvD+h6A+oFxHA7KQF2/cSuc4HINuAIXMqgCrbAhuvM8n8bsOAbO9jgAuEF584SSeXLsEFqwOgCLBO4Fbgo9ojent/vkclsX1cqZf0b9EGXCqg4fyBeiAB5CDRzvkAVDXxJv+CQJfAa8Ur2B8ABADIDeaePuNo/VPdJv6RzTBZXbfQaLhJ/37bllqMF/QfoH5YgLDl1nObbQqWehM/x/YvLgW3rACIWoUBEAC3EBI1gCnGqqOvOC6Z0NmHLPyTKUYSGSDk/YG69P+Wtac6lAFn9C6zBkk4G8B3foebCiBoFwYivAFS4jPRBphzcPEfM3q3CEQczVcZWUS0XzkA5FcEmMq9q6Z6ADJXBhjtgpZ8vqlIsFJEWG4ztJYaThUEmtah6z4Btp2CuCXwhQ3rcKGgAABZBjt/89z/YNG/d/5R1LcfdJtShP5APZMA59pSnakA2QFcHht2ye0TMPVenAKY3Y/JgCAAWZVGcOjHEt/o3z2vr5oti+nZfrKj6iP9k89ccgCoIxrgSqC9iHSwdJydRKjO4l/BatRnAsCGRn/kiQCgBCC9aB0aosUnT/pE/+75Qkfbnr1QULI4CdI/ALipAE6CHGwWBwVIyalEQoIhVgEcqUMgdXFuChQAUIC0Yml3dyTRf/BIA9I/AMiTANUlzSYi5pSYCqDXD50ECcgzBcAgoBzDXMkrG/07jE7IKAPSPwAEs36lwr/ylECXAUHGXgGVgkDjOZa9AUwTAkV7AKiKuVbQtN9A6WdzsaA+FGgJhgLlFegCyCkcRTyS0b/l52ojDEj/ACCpAtgcuGjDINv6VIy1aOoAqHQX2J16ZQKgbURwmQFYSILpwyw5eZKehl3OLdAFkFMscZHuIo/+hZXGVsMmIiAAANjXinhAkFdBoLMI1/wStxodj1oA28OcBliCNAAIAJAtLO96RWhYvBy6KJp3j/5tE/9shsc6UhjSPwBIEwESrR356X/eO3ySQ6mzvIeAqC8+0Y2LklM0RXS3RnnnA1WCWXvHwIBH9K+6R//kEf1LThujANuPAgBgVQHcJXzrMCCRtK+YEviytQCO97B9Jj0NoF6Ci5NDPwcFIIcwS3b2EaOe0T/5RP+SUwFleowBAHD3ELLdOtGoACRUAYz34IBi/tmzuCw5BAhADrH4ZLfDsQt3/BP2/ftH/05DEmzKGAAAXiqAzckH3qtDjiSQxB4BbjYFyAfQBZBDLDpxotRKZEu8O4uEzAQhmuhfFEnA+wNAcBZgntHv2iVAiqvMT34dAaa169gvoPLc0nuwqrh38yZcFxCA+Jw23EQE0f+Jk9SgKE6mn1j077/fOAAA/rbQsXEPTbUFVrL7Lm1+UrUA5Scq5a/W9zY2JiqB24rbtGO4vR0XJ0eeDimAnGHBuXPCCJ88on+KNPonRP8AEIkIoLqm0SypAY816loL4OGS3JTDJUgD5A4gADnDImN+t2Dwj8NQ2Kv1XRw6on8AqG28KKrh8V6bXqRfoPzZ1zE5yQUKAfOHpihuzhwqI5kEy3QzRkacp1Qw9MNMBSyLXdD3T6LneUYOtugDAIDQKoA5j0+2/D351AJYpwMadQVkSw84vxe1BOoKAJZ0rtwcFIAcYf7Zc0KfLRvRi55reZ1f9A8OBwAxOo3gKoBn4a99PVt+k7gl0LAxQD4AApAnAnDurC1KFxf/eeUN7dG/PY+P6B8AklcB3Jz61EKUX9Nktw22Be1GGqw2BsgD0AaYMwXA3s7ntZjlc4YklTPE1QOAeK2jYtrCT6YjwL67X2UjIZnnCv5NrwNYdxEuBggAfHaawPl/PiqVw67b9Fq9fZCqYdnKf0T/ABC9CmDUAth7+V3z+PYtho33cJsbQOKWQPP7IAWQrzi3CeclH5hnW5jC4j/RjwGmh8lW/gMAEKeNFMwFsOwRYPzsU+AniPpdn2uzNWfnz8PFyAEaorklozqAsOD+f0cuT3CVZFr//Mb4IvoHgNqoAOSyLv0ne3qsX89iQHL8TmPWCJB9n9mUuvMChIIuzanBiv/IrVBIYh9xv9nhAADEayaVyhp3UQE8xwOXWwLJJvObJIDKDoS2XQT1OoCLUAcABQBIBXi3Ls7/C1k9yez6J/43kaOX3UMcAIA4VQBVHM1bnhtinYvey0byUQeQH6ALIA/R/7mznv38VlKgOqQ+lQStf6J9AQRviql/AFA7a2kK0E1frYOBbP/oWQxoVxEqxYGmykN+/ez+fuqfPQsXAQoAUGvM7h8g+d5/klIKPAmDx7hQAABilwFcx3xXU+sjXMW2f1MrQQdUABAAIB0KgEmS85X/vZSCCDYMAQAg/sjfbb1TSGev+tgG+/pmBQDIPtK1FwAQCvPOnJ1S+Mgp3nv1/pcWt3fxn9fgH1x/AKgNDbDL/LLFgKI0gCNNQNY0gGIbQFBSHYGs+8x0zQGANwmM2QMDZMwHccr/cpF+UKVAtT0JrX8AkLyt9Jr2p0g+VzQTgGyvt7+hWlYAsOyzj+pTABgDUFsCYJLipJ06hSMFhNY/AEhnRCns7HWZCio5E8DVRpSBOoDs+0zUAGQcs/r63RcsVSf/Oyb/CY0JqAAA1EYFcC8GFDl01WoVPDcIstsO1WwbVGfwAWQTEaQA4ABqiTnnB3yq/6uQ/0VRgk+7IQAAtQkqFZNU7zreVzDaV+b19rwB1wV0oA4g8z4TcwAyDqMYJx75XxXuJ4CMDQCkx2Z6FQO6zgQw7Sbk2C3QtNGQwPdXCET7yDAsQcaBFECG0TY0rE8BlBr+Q2Hkf7ORsU7+s74eAICauH+fYl33NAAJbQCJUoDWkKDyIyYCggAANcT00RHHolVtIX2Q4T/SSgEAACnUArwDcvsIcOnUoIX3W21N+/AITnyGgc2AMowFZ895Tu5yXchSC1/1mROOiwUAaZEBHBv7SKUByL1mQDINwIWAw21tuAZQAICkYbBvP+Zul/NLC1xe/rf8e0X+x/kHgFTFTYHTAEFtgfP9eQ4JAAUAAkAN0MY7AHpN/7OzADeiQF6RvshwAACQVjKgOEr4BZG811Agx/NdlASV9F1IYRdAAEABaoB5vC+36dypAYZ4WM64j3rgvEK4TgCQLtPplgYg2w6B7mTBkxw4GETph5IKCXtQvwQA174m4Op/fZa3LWwPFtX7V/5aHH7C8v/0NqKNayZp9fJJ/Stj4VyVFswtfYB9h0oZrK7jDXTmnKJ9VfTvh1CXBMR0P3Yum6RNayf1e9C4DzeV703j3hseKd2L+w42JHY/ujvvSgxfdvZ+ewO4KwkitQDTALPtM7EZUEbRMSDu/xdH9W7tf+T9Hi4kIm4ju/PyCdp5xYRubL1gGF7jq4EzPQqd1o79GkE4rRED/tkgCwAg6+g7l2lOfp5a+X56m/dCMN+v2zcTveONpe93P9dIjz/boH9NjAyELvCzbRxAxuZCLoOFysFIobkZN04GfSYmAWYUuvQmyv8LB4NLtPjU+CpzNPXLNxR15x/Fe/FhJwZDI1MqgaEYMFFgggDUHwynzhF9u8np+zn6oNi+eUI/hkaK9IOHGun7u5piIgL2an8ij8L/gFMB3esAuBDw7Lx5uKEy6DObcDEyTABEu/+JbjHJmgDHDAFB32/UcgBHW+/QHP8v7igmENkxKXASA4Yh1bJqMDRcIgcGYQDy4eQZnEoyIvzklQWV3vHGIr1px4ROBP79/mjNryN4txECu+wv1Q5IknUA8P+ZBOYAZBSzB/p9T5+3rw7Y8hPD7H92xL/93kIll1pbRyFOJzCMlMKZ8mGkFUAQ0uPg9a/tpa/txs9t6TQoBhHYvnmSvvCV5tjuIeEWwVZl31onUKkDsNcNuPp+/T3MaiQAAgD/nwCaC0X3yV8B8v8iopBE+x/L/WwEswBzwZcbzAWJbA8NFcGsLgDBzvnC8jk3nLuo8C7b5GWSPvOxMZ0E7Hq8MXrnL9MO6OLYRWzBrQ6AhwHBdoMAgAIkqQCUt+IUbv9r+xffVj/RmY+x/Y+j/ihy/WmCW0GiG1Fg7Dd9f/hYiTiInpd12CV33bnPK91L7aZ/q5U0X2vweuhcrtK934yiJMuvHTCaOgDzK1p4PxLYbhAAoAYKgGP+vzj/T55RvX1MmOrYYlikFMD5hycKQaNYkYpwxqeA0U4qQkfi89RA6ki9OvJqwDUwnBpgNaDqyJ/Iox0wmjqAUr1B6V8wDRAEAEgy+tcXnOrp5FXPn+35f5LK/8P51w5wqPkHr40ujbR9/6Fo0gF+g36s34rnAYgYgJ0Q6DuSApkEmqMziJbxoq/D95757f7CuPL/em8/nD8AeOK2txf04sAk4Fn74xIkkIudwa6A9UoAVBxJH+0jwz4DgALM/3e7pgJTED56VfXoHwAAf/BamV7NBnuqM4XnNyacPAMIF0Jgeul0Y18SHMketVcAUvTX1AksuwD6uHP5+f/x5f/h/AFAHlwLUM2acU/duW0URpIdRe5P5pokIHs+syG/J6YeqJ9cAaDqaR1Ub2WgynuMZX/krwEgGHhyYFStjn4qnysh8AskTESgNJcEdjlrgW6qCABuDblj/rkez5WpSpiDMJMCw4D7/QEACI53RLB2XFuAveyHGtiowC5TNnXuhihuMCQAak+cyNV5yw8Aihoc/adhyh8AZBGsAIRXAVQ5Z+/5s3shoD1Y6EArYCZ9JroAMgi97Ub1YwJy9QB+71HN/P9f3ImqfwCoBmHXkCpI9ak+TlwqsnB5KmoAsgkQgAxCNHhDtrAnUAFgFfP/ufIfuX8AqA5cC1BdR4DQKoS2F+46AQACUC2QIJLWfZxbAEfH6KNY0DuvQPQPAFEgtvkZIRRDeyeAYUH0oAS2OXO5bnQBZOxoLow7Yn7pNS56NKYCwMs3gwAAQCQEoEoy7VsISF71/z62pPxgc2U/ABzoAgBiQ8fAec8VKW7XEbT8xXgfsvyP4j8AiGo9TYZcT5JBQkSdAED2AAKQN6hVsHnhc4Kvesj/ABAtLg8zHlhq208/26C6Ugn7I+0jGAdcfwSAmWJUBxBwcboN7AnXAaAKxgiHuSyQ/wEgWoQh1argm0g6AVyeh/0AsuczU7UbICiAPyrFNsLzpvqfUI8OgCguBuR/AIgenAbgboChKnys+9bAouf4PeZ8LWx4PSoAQKJoKRalqJM/mY+nAwDyPwDEg+1xKGuy5F+6iBAAAajmZsThe8jP+xc9psa6aqOaXw4AgBWXbwm/tlSppR8wdWh7Uz0FAPucqTbApnR9HPDIYOdIDXw2ZQYIhr0KLP1j+A8AxKkANMdmVlTFmiJwsyniFIFK00eGYcOhAABJkIDgMly8kb8eoWyG8weAeElA0DUWfl6IdCsgfH79EgBsBpQsKjsBSi5E4SZAsgYhYJXpprUgAAAQJwKvsUhSf3INwbDh2fOZUAByfZuFfXq4W2s72v8AIFYEbbFVvRQBtfqgHk6/zhUAIF0uPvBiVt05fpDFvR3yPwDEDq6zCdVmq0paBVXyTeD5c4EIigCjuxMwCyiKS6CGWL/VzwCA/A8ASakAk/T9hxpDmwol6CP+D+iY3T8AG56wz6w9AVDzeWLq4x6LbltPTP8DgGTAZDssAXAnBO6V/27/an+sNKMENjxLbg4pgNzcS9G0BIZBaFkSAIDAiLzWJrRxwJrPOkAA6oFgqvEuXLT/AUDSJCD4mpPbBVQN9U+lfwYhAAEAYkXb0HA0ztyF9Yd5N+T/ASBZRLHmqqn0V4OxCgAEAIgC00dHvReoGmwpR7F00f4HAAkTgEAjt9UQz4RTBwEAUgy1GrWuRoYIAIAowCO3g9TdIKUPiJCu7YBxA8ZHFgKvb7lnb98CAgAAtVIBdj3eKLeUlWitiagjgFTYcCgAQE7oAhQAAEg1AVg7GePKNoIyeHQoABHfVMm8FxD3KZ7eRtj9DwBqhKqmbwrC+GiEAtjwLJ0jbAaUwZsnkQ25JN5wI6J/AKgZprfx9ttqFEsZsVvC7j8/mwGBAaT3Rgsl38m/5vItqP4HgFqiJik42Orc+EzUANThvZdp4wMAwNQaxAwOAAQASJoVYPwvANQe4WZwqAm9BgABAPIZeSD6B4DMrkW4c4CRqjkAaCL1R6G5mZoKhZqLApAeASAlBEBbi/sOpSSWgw0HAYjL6QBEfTNn0vyeHigAkhgZbaDjp0q3+TB/391s+fdliwvU3lr6W5YtKlJbK4hNnmG+H871NVJPn9UEzu0o0ryOiUzdD2nqxoENBwEAcg5uPUpj/p+d+zHNuB/qmkY9/Y10sKsl1Pus7RynubMnaE3nGK1dpX3fgW6HLKJHc/AHj7To98XxU81V3Q/LFhV0spjG+wHpOAAEAIgUigebT5PBefaFVnru+Vbd0LPBjwKGo3jsmbZyVDihG/7N60dpy7pR3BwpBjt7vm58X0R5P5jJA98PfB9csXVEJwVpIQGpSQMA9UQAIPrUG2qd/2fDvuux6ZEaeb/f91hfm+5YWBJmw7/ziiEoAykBy/p8P/D1Sep+4N/HB98DfC/wPVHLdEGq6gCAzPhMKACAd7gvQK1yjmx4739oZiUyr6Wz4YOjwJ1XDtGaVeO4h+r0fuDP8M0fztIPJgE37DhfE2LIY4H//f5gSz64kfAG1ycB9aYAYCuATLFHpcp34Pw/jyCtN0MvAisQfDARePsvDEARSJCEscNN2/3An4cPVgRu2DGYqCLAe3Lw3hxDI/G4fxkUmptgwzPm55rS9bfg7ok0sFeUEOOAvSlC0vl/jrTvf2iGbvTTCoMIsNFn449Ogvq+H4x0BJNCVgWSAitzu59L4LwosOF58XJIAWQM403NQhetRH1jubxhUvl/NvD/8O9zQldu1wLsmJ59YRq97639qSkOywtYBfrKdzsycz/w/fuV73TQ48+003vf2peIOsRrU0QAlCT+YAX3aBaRKhqt4vA9+mbNrOlCTSL/f+hIC33y8wsy5fwNcBX6p/9uvh4FAtEpLHxOs3g/8Gfmz85/Q+wEIMjaVKL34bDP2dvzDmWjgLQhSCL/z9Lp5++bl2qJVwaco+YIEKhWVZlJ//BvczJ9P+hqlvY38N8SJ4w6gCjZP6cRASgAQA5cuhLiNaEjjJDOP09Ok/8ejv6yTmZqBb4XOK2SHzIzI/b7W6jQRezDFZfHzsyZg5sWBABIzKkrUXJ9f8SZ/8+b8zfAKYHPf2kuSEAI55+2Kv8s3Odua1TKHiDYrzukaxAQNpLwxVBrq3DdqsIfPJ/p/3SZ6CJFRrEwMUkDo/49+fOmtyZ6zQwS8KFbetAhUCPnP1Io0vB40fLYueHopzrOa3feW82NDTSrtcVyvzPe+7a+6AmAcI3Ke3alKjagwoYn7TNrTwCAJDHc1urr1KVXuqCVQFHF7xZH/v+x/ZP6Bj1f+U4LneoboMLklPEaGBm3/Kw/pjl3dvJxwkwOmhs0w91WMtztzU3Uph12Yx6EBHBXwwdvOYeb2IcMBnX+xn2hf9XumXNDJcc+ojn84UIxlX/nf3e10vf3lDpFli1QaPnCksNdvoCP0vcbVmn3WsBa0mDzAIKSAsFjCqSDOlcAgLTB4dsj6BEMkv/f36XS+WFV/zowTHTstErHz5Q+wM/3i97ndGrOneE8DHSfHxY+zyACBkkwCIL+WKNY7ueKcO4O4FkBgBPGVD0vR88Onb8yQTS+zyL4Pju3X+65TAj4MIiCQRKu2Ci+z9zmAdh9tSLt7uVEgV5MAgQBAOKFe/+/t5e3/mvppyC8QJRbZAfPUfwxzbkf0L7ff0SLwurEt3HEaZAFO0kwyIFOClqadFm4vaVEELgQrNZz49MKrpI3aiX43Jodvp2Y1RN4fR07I16pGztLROAN2xsqhGD18oADgZTgzl70pEIT3En9EYAoSwBwPXwhzbKlvLuIFpBrVMF4YPck/Ug7Hnhiom6cfVhycM5FNRj/20naohEqw3jXO5hIHtDI4z/9cEQ7b72Zjeprde72d03QPT+Y0NMFN+1opCsuUqRNu2zOX4YjwH5nz9GBsmXNuYhYtmwVoOmfPF2/7UfO///D94v0jV0TrpEIIE8MvvMo6YcBlnM3aGRgY2cDXblRCZX7zVI0W1KLVHps36QtJTSAm6QKMCFnIsDH0hlES2ZMk3DkEo/4P4Dov24VgLxSowxAdiSwTGOAKCnAPxVVle5/doiGn8RGN3E6RT5YXbm7/BgTgI0aEbhiU4P2tUQQjOKwLDkkjux/vp+j1Ek9XQTVKBmcGBzV1+6Kma3STtxfCHAvIOjVJ5TCftcdAYj0kuP+kcJQWxu1D/uV+Qas/HNREV7s0Zx/Ac6/Fs6To2NzhGwmBVwIxkoBpxHS6Ow5yk+rWmQU1QXBuf5GOn5aTW1XgQinh8ZoUXsLTWtqtCx0xebEQ5cAmJ+Xxjm3KQU2AwKqIwCtrdQ+MiIV6ot2BJShBvpkr9FCKp2/UWlvVODPnT1BW9aP6pHyonnOv8wtz84O6rjASbEzY4nagO7QXm7SH69lflpEChhXan9fKYWgeFaHR6lYGDJ+Gpy9vSOjbdokXbpeI0gXFGn54kKkKZVDR9roYNc0fb+KZw82VGYLGC2IRuthWloQz2lreOmMRpIo//d1814v07cCBupPAQBqg+A7AroWALhicKx2BqxSQT+9Vdhix7vtcTX9lnWj5Z3WGgJbN69I8Prt5p8ay8ZfM/rPz9Y3djl4vKAbfDb8hrGvVaV6iRRYH2MywG1jRl3BzHYlkFpgkKNSeqJEgs4PubVxJuvozfeEMbeB7wG+F5gIrlllJmnRkiF+b+P9uWOBd3/kHf8OdonbF/me4CFE/eVOhqQJ5HltDSsz5OyJ4zFFcscg7bE+tADWKwGA7pM0+mbOoIW9vRSs9U/yMdMwoLGJ5Iw9G/RFs9p1g85tc6Jeem6du2LrkO74a7HdrmH8eZ93JgGP72nTvlonGOo96tpRK4M/pVqU5jCY6wrspIdTCVyIZycTaVJ69PtBO2Zr37cJoky+F67YNmxz+smgdD+O6AfPMHhMIwI8xIi/N2AQlOVGpKytqVPnh6l7YNh1xkTNIgoJiaCadAGQPp8JBSCDKDQ3O7y3byNA5bHgSkCc4LalicH5VBx1n/7G0d0NO87rhjYt0KNN7TAM/67H2vWIkJ0WH8tNz2VDr6sDzUN0uLu2KRVzT3manL3u8KcTrV7QRkphOi2a2e46UIkd784rhrX7Ybis/tQexj3KB5MAnmlgJgJmFWN5xwxau7id3n7DOb31kUlaIv5d8XPkMj0C4mf0zsjPpk1QAOqeF6Ub446WG7kZ/zLDgMw/T8Q415uN/d9+pFnPV4+MDmgOdMIRPbGD3bx+NFWO38vwsyrw3POtdPBIi+XveMNlDbTzSlWLUps059uoG/xvPDShR+j1Dr4Prr+sUR9kc/12dviT2n1Q1Byoqp1DJ+lK+/1QUSW0g+9nnvzIY6DN5GXLujFdRdIVhM3Netvep+6LJ902XJwIxgwkwnxF8Nh4cxPsNwhAtQwAt5AM7GzbdRqgDwuoUABd83e+Nq4CQDb6X/3DlkpOmg2h4USzDEMV8ALL77e/qVE/OBJn489koN7a4/ja8zlg528v0DMcKCsqx0816UWeaYn0wxABBtePtE1ThakrPg9MBvk+iBoTk6rAhyuBIn4ZtaDQ2AT7XZcEANe8phAp+2F3/eOaH7VCBOLL7HHkX+v2tT0vOzf0WTxnQj+SApOBj9/aRHfc3KQbfyYDeR+0xB0Ld7yjUapTgYlhVLn9wZEGOnTSae62XZBM7YDf3/GZ32qqjNWOEo0NiiVk92wBlPL+4m3Ie2ciBZBFn4kagAzi9JwOT0YwtaOfu9uXIQTtzY2RqwD6qNIajL99eF8rPbJvGh060awd7rf9jDaV1iwt0NWbxuiaTaOJEAKOgDkK5HNzz/1MBIq5UwQMslOS+eNHd2+jfs2fealFJ3uDI+6Ek6/xtgvHK9e8VmAS8O67oi1ubW8K3gIYXX0AkH8FAEhB+O/t2KdmAQQrAJzVTjTcH+1H5ugvKXDU942H2+k/n2jTHYLcaxTaw05DO77w3ZmaQxijm14zlEikyETgjpuZCDTQx75YTF2RXjWkj51/EuON2dn/ULvefM2DkIX/LL+GCeDN1wzRTdcMa98ne/6ZGLMylnRtiLDbr/KgP3k4PWcObHFGgZ1IMgruu5Vh4L5s3kUKnK4Zwqu3Re8Ikhpny8b83X+6gO59YIa08xcrB9Pozr+ZS3f+7dyq3idotPzVTzRrZCn7/JyjWj7idv5M9j7977P1axXE+YsIIN8zfO98/eHkN2RgJShKvPMNsh0A/nG9Iv0gAAIAxIqpTgClunye4GH+edOaSbpyU7Sr++ad8d9u7AjYWbMz8JJ9A0eWL7XQr39uflXOJbBacnOj7jyz7PyZ9MUNlvrZYUd5bfjeYQWIr3lSxI/BRZFR4sbXNNCqZZMSHj2gxK9MhRKeKUkABEAeKg7Jo2fGdJeoXrGvUdG6dVIAxfwuCm28cCJSY5TEiFrO7//65+bpzjoecqHoxIKPpMAONIskICnnz1H6x+/riJTsWe+pJp0E8L2VBPS2yIjqJK4spxQ6NQLg3gEQ0l7Adldx5IgAqBH+B8ij2NwcLaO3PWnjmslKcVoUSML5JyXTc6SZNAlIqnguChgFjXGDrwFH6fGrSop+byVFAq6MaK38wa0l4rjxwkmKrANA8DAUgOz6zFRZFa5TwyF3nO7o8FynDsYvqPRRPBiBIRtyi1oULXtRpxPMYKfPBjquKDANJOAzH2hOpIguigiW75kkIv8k0zFJkoBq1xtfA1ZgjPfZuGbC1ckrnj8L5gUIyMN4YxNscoAjVwoAUBtc0HJWelH7snjboq4YDJoa2lNtVMI7ssVjmBvo4/fNSdT5m0lAUk6opMakPxXAnzFuosI5/yQifxEJKKUb4jWb1ahlrLz8x6dbLArMgrmqfngE9bbAIJhR2THnEAxyRgECkEHMVEbps/O/QeacvZesJ5b6FFdCUJIMrc6Hq9L/RTvCSrtxDf6574EZnn39ceML35uVWJEYtwemHXF/RqPav1bga53E7w+6Xnhd7vmnaXrkL+q0WbV00tWhu9YD+Ph/5gkd7WP0v5p/qNskoB4JQD5rI1KNW5oe0xfc4tmDvsvUNbXnUQhoVgDskQkbGCYCQaK8uJw/93x//eH2ml4LozAwCSxfoNR8gqLfdY67zfML35tZE7XHqkBME06SjBKz2uX/Rq4P8Wu1LK3pYAWAJLQT1icvmjWo2yK2SUD2fCYUgIxhmdJHv9W8S//+osXnXBy74ioByDD7DRd6T7/TicAH5HOhQYxZ0Og/DdhTnjaXBK7f3pjaezPuQk9jYE8a8Ol/i5f08VbNUmtrOkmtRXsdgEwBoG89gIZ1i0upSLZJbJuAelMAgETxW80PVb7furzbfQ1LFgLaX9i5VG76GUcdsnUBG2KIWtnhxtXul2YycuXGdCsAeTjHWSIjos2UROAUAA/38vL7sgWABlqbi5YgxGybABCAGmsj+Ttm0gi9rvH5ytma3T5Kq+b1R1bdyz9tWCM/+/6mnbJRSvSO4YcpiQTNKkASFeIz29NLAOKU/9MU/VfuwSdr/3mCtOlW6gCU6oIEpRL9n9NJgAG2TWyjYKvraA5ApO4fLSKex/ubH3MU22xd0S1VCCgj7/FXP/nfHn3UAlwIljZnkBQpSXMNwLIYCQBX/qcNTPriKgCVUXo48g9yP3AawJn/D5cmZJ5w+QXHreRUs01so2Cr66oNEFWASeHGpmccj61ddNbCwmUKfBTByq60AAYgAGyArqzBzn5J5dvz8rnyoADwTo5pRC2JSdCaC4PcK57BgJfNmCoUntM+qhcAytgoIL0+E7sBZgSva3xBWGTT1jKhk4Bnjy62rlZ1ihCUJkZ5bA2slJjpgrmT1N4W7KbiYqWkd6175qV0OlpuR2R1Iuld5IIQttKOcw36To9G9Mh70B87o309rcayJ31U0XYawfci7x5YC1wZkgD4RvmiVmEbUdi++rhYBdJsFNuqn0ysg9HOAEAAskIAmp53NwQXntAJgN3FG47d6uytWwNPEQQKJP9PGSGF7k7a0Z5M723Lny2JrYODOgrOFbuNE77C9jNvR3vPDyboGw8Fux8GhiiWIUBJjeANS/pqhTDpoJVLJ+joyUaf/L8iVAHMP65fctbTVoEAZAPoAsiQAuAGluJmt434Mnpv6U8JRQCuqEEKIM0OIU3qBDvjv/1Isz7EKcheAuxYuK+cJ8oFcTIHjsSjfCS5G1+WPluYtWeeBxC6TXjpWZrVNhbKVgE5IwDRZjNQISo69Opan0lbpYIcRTwHgPzrAJRydJBUJFINaj0Ippbg6FzW+fMI52o2EeLryu9R68LDl06kW6iMezRwlGvOQvID5f+n/mHrilOev4NtValbCbZbdKSpai5dkwBxCI/tjUd8LwO35Kiq6rKAFRepb+pRzv2vWhouglu2oH4dctI4P+y/7A3nH4XjDvJesuQkb4gjJfXz/Wosa27lkgnHJmBWZVDQJaBM2ZD2lgKtXXTO9/foNgu2O/UdhUgBZACXN3b5PmfO9DFat+ScU8LzWuwh2/+c0QhuozQpAFHt4GgmAX/zEf/xz2ksHswrwq453hRo/pxJqaBAlP/f4hP9B7FZQO2RrjkAOBwHy2nrG+QWXUWak8r5kyVjEFb+Z/j1LHN1ORAN/JysUfAXNbjFz2+b3wN1qgDMaE3+765mIqSlHdAnLeiI7FefkPodbLPYdsGGp7vZHaFbyiHr/PXnLjlH05qK5cUbbOBHNQqAnxx5HJFhZHjMp+XyjnfEV5TGxMKr1z+udtDpbem+f9YsLURP9E7HkwJgcBpANkgw9/8vmzNIHe3yu/4FsV1AZgkABgHFicsl8v9mbF7e7dbGa13Stlzf+guKVUWHce8BbzW4xdRer0VzJmJ9f68UAEf/cXdl+BGMOOoA4nCwaYcfaa5m6NIU2Xdr/xP3/8tG/2FtV/0gPT4TCkDqFYDuQM9/9ZqTjsc8pT3thw0XVO9QN65qSCwyXByzk00rOXlgt/d5lN2boRrwvvNeZO+xGFSANUvSS/i2XRjPzAevVE+10zc53aerKl7tf7YH2pqLlZ3/4rJdQCYVgLQyo5xsAKSMBjqDLNEtmHm+kuATSnq2hb9yafVG22/Hv4EIh6VtvXA8lYtphmZU44xWvYgUO2V2zknA6/f4kZRw53UytaQvLnLiRQCi6LrR0wA2w+BVE7BhyTlqaQp2DUq2CzYcmwHB/4c+wshoPBnQ6uwF0h5NSX/rI1AA/CTJKIfEpG3SXlKfy8u5JrkxkxcBYJIyEMNk3G0pJX1xkFG/NMryhdUTgPUXTuhWQFFcaoVsNmPbquDR/OVoBUx9phspgByCZwJMayp4SnqKxRhEkALwUQCibBHjKDuNEeHVm0Zje292Cl7n8A3bk1vKfK29CN8DT0R/bX7hspFUKj7XxHDNj/t2ekRAAC4oCm2BaI7Y/BkjtHzOAAxrDgECkGKEraLlDYLWayTAs9LXWNxzJqk9gjamDasaqopqAkehrxlOnTN4Y4xOymsuP8v/129Pdil7/b4fxZAGYHUlbaTvjZfGc733H4mvA0BEAOyOXyH7xj8nwv8edAKAAADhMEsJH11sLs8EUGwe354GWH9hNEaVnZBXVBh1jzgb3xkpag+Le0e4tMj/FQLmUwcQx1CgW68fTNX6vOk18Vzz/V3eBCqqbZcrtT+Ku/zf0KDqs/9rYcOALBCACHMjSA9Fly66YMEAzWq1bRAkSANcuCK6IqYke8S5MKxW27CKov+brolPkfDbovfKTcmPYvZLA3zjoehVAFZY0qIC3Kxd77g+y4Gu+DoA7CqAn/zPs0VmTAtf5wAbLrDpeRoFjM2A0lsxohcD+qQBLlgZHQG4YlOyaQCOCNPgEPhzMCGJC1/f5f3etVAA9N/rkQb4xq54rstvv/V8KghfXGoEEz0vsrchwhHPK7mDQXHK/2ZcsrJaCR82PN+bAQGpxUWLzuobBLmlAdpbBe1A1USFqxTfSDZq/N47+2t6jrk6PU4lgp2BV/6fI/EkhzDJRqN+nzssuOjujTUuCPy9X+6PjfD5rZHlEW68tU6vA3DK/0r5/zNaC3Thwh4Y0hwjXZMAQQ4jpXdzZ4yXigHNwb/JflQz/18Ev+KkOEbFcnFYraJCVh8+dUtfrL/DT0pPqvffTQHwIh/3/CAmFeAt52s2DZKl/2ti7Pb4+T7vhR/lJk9cAMyH4f7tpQCXrIpokA9seWpzAFAAco7NK7pd0wDrVkc7tMbPOD0W06x4jsCTjgpZBv7UrX2xSv/cT3/PD7wdXdyjf31JgEf6gVM+cVxzPuefurU38SJQvsd++63xtsP5nS+/bpugMNIARE4bcWnnSRhQKABAlrFxaS+1NBasaYDy/t7rLog+ivKShdmhxbVnPMuySZEAdjyf/Y2e2GfU33P/hOdQHZaDo4wIw8Bv/sDdX4tHBWD1ha9BUjUgfG/xPRYn/GY9xLHnxjq9ENA++1+hNYt6aVbrGAwoCABQKxyf7IjkfbYst0p5xnJfEcMYU78ipTjywmYSEHc6gKXnv//w2didv0z0n3Tvv9tn8HJKnPaJS/nha/D3Hz4XezqAZf+4nb9M9B+H2rOiXANk7xDauuJ0qmwYUBcEAAki83F8clYkZ1XfIMiyN4CiO//2GPYx94tI45gVbzXWQ/TZ34wnMmRHkFTU6Rf9M2qZ/w/yOT76xfgcNKcDmJDdFkNVvq4yaPdS3LK/LDmOQ+0xpwGNd2+fVqS1i85FRABmwZZjLwC4/7DHgNpa9XmdM32MVszttbT7rF4RjxPzi1JY4owrDWCACwP/5X+f0Z1CFHlirvTnSJMdQZw5f/M58ov+2RnUWv43cPubGn3/njiVHwa35fE1jyINxPcM3zt8zZPad0JmXcRV77HuggKZ5f9Ny84E3vhHqGJptgs2PN2b3jelTgAALHh+YhFd3lT9vtrbVpyio+fmVJj+hSvjkbCNvLSXMWNnsLEz/luPnQIP6Hl43zT6xsPT6dAJ+d9pzHnn1ye9H/2n7iv6Rv9+TjdJ8DXn2g+vLg/+m7hgMM6WRY7YWarn6/6Nn03Xr3t3r/x54lQC7zlQmjI5meg59OuYiLPeg9MALx6e+jmq4j+2XbDp6Ub1VhgXOFYcn5wdyfusX9JDP9pXoLFCM6mKSutWxyfLcqSyv2vCkwB8/NZkuCcbco4K+RgcaaA9L7fQSxoROHSimQZHrQaVt3ZdNHdCj/qSdvoGOA/slybRZ/9f1piq+/SOdzTSz+9y/9xMaO7+ejGR685EgNWa334r6deZr/mpnkY6dLJJqBYt0p7PKk8th0r5XfM4uz02rinQg4+26dH/8rnnaeHMoVTZrtwhRT6zCVcj3TgwuYh+KYL34Q2C3nX1QTrX0EnLFhVoXkd8xo5zwl4RDTsDJgFJ57CZDHBUf82m9F5vmXz57W9qqtnwHy8H5acC8D3BXQNJti4ykasVmZMFrwW/vRPi3O1x80Xj9K63DNNRjRhftrgrUtsFpBvpGgQEOBfRRHSL6IKFA/Tma4foko3x5jX95sQbzgCw4u6v+zsCdvy339CYys/PKoAMwRkYwrW2EIBdEopPzB0f114xTLf80gDNmxHdxYnSduVPAsAgIEACjxdXRvZeE2PJRUJ+BiuuITFZBZ+Pu7+WzejfrgJ4gQkOpwKAEngN+E3ITFIpi9JGRGm7gJQqANgMKP4jyoVUGE5muIdMkVpcQ2KyBo6If/PP/Q0vqyp33NyY6r/lz37LP6vI6k/c7aBZARdHRrGW0mYbSjYLthubAdWITOTpeGxiVXTneCIZp2tUhnuBI5+428Oy4gT8pH9GUoWT1V53GYf10b8uSP3NeQYTIb/WP15DUW4A5Bn9j0cX/bPNgu1Of6IbKYAM4MfjayN7r7Hzw4l9bpmcsEzLW57BBEiGBLEjSMPkP6nrfrN/mkJW9cgrZFMhMmsoOgUguk2OorRZQL0QANBD4cHFNFG11ETJ8v0gkxNmR8DRYD2Coz+Zqn92pjLSelrAn/czH2iO7O/PGwzy40d8ee0k2TERlW1gW3XAmAGAI9USABSArKgAhYuiWeRjyTpbmQiG88H15gjY+b3n/8p1Y3BEnZQMHBVYrZApXmP1g7sf6glMeGWmYSZN+qKyDVHZKgAEACjjm+ObI3mfJFMAhgogkxOuJ0fAkd/H/roglfpgR5qmqX9BwDULMsSFux/qoRaEr/dvaJG/TAHkHe9InvRFZRuislVAFghApNII9CG348DEwsj6apNMAwSJYNkR5F0JYCfAkb9MBMjnTEZKTys4FfA3H2mWalvk655nEmBcdxnnz3M0ku72iMomsI1iWwWb7XGkKJ0ABSBDuG/sskjeJ6lWQLMj+IyknMlO4D13FXJZGBjE+QdxnmkGOzPZ7oW8kgB2+q/94Jj0df+zGpC+qGxCVDYKyIoCgEmAiYGltSiKAaOs9pUFpwJkHQG3B7LBzFOvOFd9yzp/Bkf+adntr1pwLQBL2rIkQKY3PiuEj/+e3/hzeULLa6QW1z0Km8C2CfJ/tnwmFIAMkoBqMZ5wHYABzmXLTjUz8qV8ZL1fnKe9vfn3Ajj/32rKTMufLFjSlr323B8fxGmmEfw3MIkNomjwdU96f4wobQKcf/aQqt4iFSKAL+4d3U63TnuCZinhGXtxvHZtd0YqQNYwsgrwwO7xchTZmLlqeC5slBnxmwYnkKZrz9f9zV3j+muSbIWrFnox69cmApPWWl/3alMAA2qrbptgw7MFKAAZw4A6jf54+HVVvQe3+0zUmAQENXZsWF/7P8d1SVU2kq4l9Da/uwpw/lX8jexE362dw7RvIFQa6jNB235lTP+sWXP+bAsmq5wQyjaJbRNQZwoACF/yYKntttYnaEPjqaoYf2NL7SrM2ehxwVPQXQGNyXmcJ+WUwvWXNaaqUE53Bl+bCCT98ufn3G9YJ8DXMqkRzwaUxkZqbp8W+trz9ZPN9fO5fOCJ0vbRfM3ToAIxIeHPxDv5/TzkplbGwKRap3uqjf658h/yfzZ9ZhMuRzbBjPufZ361ikU/Sq0dM2r6NxgFT2HGAU9NkSvqBtQYlVsL51CNM2An8NU/bAlV+DV0qpfOnzhbdfQWFg0aCZi5dD5NXzQn8GsNR/5RyXkI/Bwmi3zwdX6DdiRN/owdLDk98fMqd7Lk681dHmkgM9UWAFarSAIgANATAuKx4gq6d+wyum3aE6FeX6tCQDs4quMc78c0Zx7WqJbqBCY1IlHqnef3YwNrfI3TGfy87BDCgElL2Fa/vq6TNHy2v6bXjolH/9FTVBgZpY7OJYFfz478Pzpb9LG4QdI6xvVm8mdcZz6Xy7RrH9X15s9z/IxK+49o13lf9Q7fTPh4S+c07epYjS1gG8S2CLYbBABIGH85cg1d33yQljUEdwRjKSEADHbaX/1Esy71Vrs5EEvwx/Q0gTXamtWuOYpNDWXHO+Uk3ArM+H2Ol3O5+nue0b6eLj1WrTNgJ8DDkcJO+GODXWvnbwZ/lvZ5s6llZnuoa/8fn24JXCxpdtT7uyYsqSTjejMhWL5QsZEupXI9re8zSeeHjGsdjzNLayFrWFvAbX9sg4B6JgBRrhWQyEDgopsPnH87fXf2PaFez7m/sHncuAwky7r33M8GPbrCr1J0OeW4767h38hRr+yIXFeHe64/dfcif6YwBMBAqU2wOiXIfr1FuLtG1/xX3tSYym6GavL/bHsGJlH4l2U/15Srv6YOwWM3OQf3f9p/EiqSTBMBmIqOG+n2G0pE4Bu7JnKxb7wxES8KJ5D0hk5JfSZDCeLUChdSRiW71+o+ZjKb9tbVsPI/25zSyF8gyz6zCacl+7hn9DLa0Hia3j7tuUCvY+kvTAFXkkSAD04N/Gj3ZCYnA3Ju+qadDblv74sSTJK++omGTBKBWhUohkUY+f+bY5t1mwNkH6gByAn+aPg62tB0SicCcbP/pMHOkw+j2j7tZMCI/m7eGc9+7q0dM1NVw2F8priIACtAnONnIpi2eQDGtb5yk5IZp1+NDeCon20NAAIADSBF4HqA9w68m74y61+kSQBXcaetDsDP2BpkgFGqwo+2Sruaz8YOK4nor23+7Jq2/9nB7YD8meICS+icPuGDr7lBAGuRGuJUzoZV8XeZJAFe+0HuIXb+bGNKA39gq0EAgMyTgDTWAQSJEK/YqH1Tbqni4q8DRyb1Cm8mBXFWdLOD36g5Au4s4MryJAu8Ghob9P57bsFLA/iz8GdK7ppzIWWpYv9A11SrXlTX27i2M/lrJ8+WmGovzROCRP9W5w+AAAC5IAFprgMIE51t7Czn2k191kZLH8vH7Cz08zRUch4y2MBtZdOViiPgCLDWUi9fs9G+8zVPBUyb2V6z+4evBR/Xb7debyaC54dL15YVIs97ZpVSuZbLyu9XL5C9d+D8QQCSAVSl6EhAf5kENHmTAHYiecdyk2HXnUVOMGfNcjqz/3DNugIapzXrnyGNRJBIKSsGsAfVrP0DRTj/PAObAeVcCfjm2MW+z81KMSBgW7yNDTT3wuV6Dj75391Y/t0wIVmEzJpn2wHnDwLgG7RHdQDRk4CPDb6J/mjIu2p3pG8QJyuj4PqNeetW6tF4cr+zVf+dWa0dAfzXPNsMth1w/tEjTT4TcwDqANyz+/PiSvqbmd+i5YKxwVAAsk8CFmxcTb2HjsVeE8A5f5b9EfnnUwE4NjmbfvP8L+nSP5B/RDAKGLOAs4ADxQX0lr5b6UPtj9DtrU9a/o13A+M9wWu5PTBQHdghc1Qe1w6B1ez8B6QLvNZFOwDeM3opfX74arT5xR7pYhIgUAPwwmZp74HxtXRH2yN0RfPRyr+N9g7CuOcAfA25J3/oVI9OBqolAuz4+T2nL5qLqD8n4LVuxmOFFXT3yNX6VwAKAJBz8EJ/T+FddNO0vfSh9kf1tABXBIMA5EcNKEXrc/XrygY/aLcHT/ZrnTND/wrHnzMCUL4XWO7//PBV9A2JQmEABADIGXjh88FE4Pbik3TtxCSMfc6IAG/TyweD877G9LdJ7VoXyzJwU3ur/lyO9rmeoJpd/YB0g6/7nt4ZdM/oDjh+AHMAAI0IjF6sH3/XvYfev+woTkhOwY4dzr2+8ZXuVfQ/+t6GEwGUggScAsDA904vxkkAAKxxAAoAJIC6Mw6nFlF/sZlmNxVwMgAgZ+C1zWscdhZIJQHAbVl7fPfUYqQBACCnaxs2FjADKQDAgr86shonAQCwtgEQAKDe8MzALDoygkIxAMgTeE3z2gaA9BIAFUcaji8fX46VAQA5gr6mYdvScYAAAKk2FsdAAAAAaxrIO9AFADhwZKSN/qtnHr127jmcDADIOHgt85qGfQWgAACIGAAAaxkAQAAAF6NxfDn1F7A7IABkGbyGUdMDgAAAgfElGA4AwBoGcgsMAgJc8Zddq+mDnYdxIgAgw2sYdhXIBAHAnZouHBlGMWBY9PY30aNPzqKXj7bSydMt+mNLFo7rx8Y1w7Rx7TBOkg37D7bT/kPt+vkyn7MLVozSVZcO0JzZRZykANCL/4bbcCKAjBAAIH0RxOHVIAAB8f0H59IjTzqHrhiO7am9M3TH9ubremj1itG6P1+HNZL09fvn66TJ7Zzx+bxaIwG/qJ0zQH7tAkCGCAAkgLThu6cW6i1Eq9pGcDJkjO59SyvRqxf4OX//r4sr0W09KgIc8RsqiQyYBIyMNdDNN5zFjeYDXrO8dmFTASgAQFX41MG19A9bnsWJkIj8ZZy/Gez8+GB5m1MDr7p4UFcH8gpDAWGpXxTx+4Ffy+fqdVf14YbzWbMAAAIAVA3eQrSv0Ewdzdgm2A3szESyf9DX89E6bVJXBFgdMOoGsuzwmeCwzP/yK600OlZ949EjT5TSAXyeACd4rZa2/QUAEAAgAoPyV12d9AdrD+JkuIAj2qjATpIjXT4Y7OiWlokAHxwB89c0OUD+zOzsmcgYeXtZaT/M7+L0AaslgBO8VvswwwMAAQCiwl9qRuV/dnZBBXDB4ZicneHwjFSBHReUiwhXrxy1kAUDURQZmv+2E5pjN6L4w6+UHn85xr/dDb0DMF1uZJ3XKgBkjgCoqFdJLXrHS4bl41ABxE56tDYztQznG8YJG2ShFg4ciI+o81oFgAwqAGAAqTYuh0EAXJ1pa/by0YayAOQo+j/cCTsKSAOjgIEABqapbGAAO9DPnyyWLBjHSRBE/7xGAQAEAIgFnzq4BgVGAnALH5AMjC4JwB79r8KJAEAAgJgNDYqMHODKfG5NA+LH667GDABx9A9iDoAAAHEbGy3SgLFxgsfU5nmITxrAkT+IFqJ/II8EQMWRhaNvvBm1AC749Xd1Y9OamMDkCmOARYS8U1+TsE0ZOUAA4P+zfnxeizh43jhgBeen33fjaZCAGJw/kytM/7OC1yCvRdgk+P/sKwBApmTH//viGpwIF2f1wVtPIB0A5x87eA0iHQfkhACAH2bp+NLRZfTQublYRS5KADutC9AeWBV43C+cvxi89ngNwhZBA4ACANQEn4IK4EkCfk1zXihaCweu9uecP5w/1h4AAgCkNQo5tgwnwgPcHcB1AXBkwdQTbPnrDl5zUN8AEACg5vjdfRuQh/QBt6997DeOISUgeZ4wWdEdvNZ4zQFAtUjX3EiMsM6mQRpv0uXIv9h0ACfDJ7LllMAjT86inzzSUdlVDyidG5b7MeHPH7zWeM0BABQAIBX4/Mur6JmBmTgREuCaAI5y4eysUT/Ohz94jfFaA4D8KQCQADKNX316Mz2x41GcCMmIl+sCDh9tpa/fP596++svouNZCRz1Q+4PtsZgJ4FcEgDc1tnGHi064b7kP7zoEE6GJNj5ffR/HKurtACTH67wR3dEMPDa2gOVDcivAgBk3ki9cCG9bfEp2jrrPE5GALAzvPTiQZ0IPPLErFwSAXb8V182oP+t6IgIBpb+eW0BAAgAkGr8ytOb6UmkAsJFxleVIuM8EQE4/mjWFACAAADZiFaQCoiECDy5dwY9qpGBLNYIwPFHA15LKLAFQACA7BgtTgUsOkVbZyMVUJUDvbTkQJ/SiAAfLx9tTf3n5tn9/Jl5jC9QJZnuh/QP1AsBQBVgrnDT7kv0roCOZuyMVy3YmfLBSgArAvsPtadKFWCycmn5M2ITpGjQV2jS1xDsIlAnCgDu9Dyha7iVfnfvevrHS/biZEQEbp3j0cJ8nDzdoqsCtSID7PS5d3/jmmH08McAXju8hmAXgTohAEDecN/RpbRjfg/dsuIETkbE4EjbTAY4PXDgYHusaQIeZbx65aju9BHpx4cvaeuG1w4A1A0BAM/NJ+7UIhluC0Q9QLxkwMi9MwxC0NffpH9/QjuCdhSws++YXdTfd6l2YGBPMuC8P68Z2EMACgCQeXAu8/Y9F9ODV+1GPUDChMCOkxJEAI6+9muFvwIACACQm6jmd7So5p9QD1BzYgCkF7xGeK0AQP0RAGheucZ9ryylrbMG6I4LX8HJAAAb7n5ppb5GAKBOFQAwgPxHOOto2+zztGN+L04GAJTx0Nk5+tqADQSSBLYDBhLH2x/fBpkTAMrgtcBrAgBAAIDcQy90enoTCp0ArAWsBQAEAKjHqOe6Ry7DiQDqGrwGoIYBtQLmAAA1wx7N8HH0c88l+3AygLoD3/t74PwBKABAvYKrnm9/ahNOBFBfzl+751HxD0ABMOE9R4/hitQhCkeJHlQ66LpL+nAygNzjwac7qPDoJL2HYO8AEIAKVo6M4IrUKX784w59SiC2kAXyDN68ie/1lQRbB9QeSAEAqcHX75+vG0gAyKvz53scAEAAAAAkAIDzBwAQAAAACQDg/AEABAAACQAJAOD8AQAEAAAJAAA4fwAAAQDqigQ88uQsnAggU+B7Fs4fAAEAgCrx/QfnwpgCmSKtfM8CAAgAAEQAyKlAVpw/0lZAVoAtqIBMkYCTp1vo19/VTa3TJnFCgNRgdKyB/v5fF+v3JwBAAQCAGMAGFoYWwD0JACAAQB0b3MNHW3EygJqC70E4fwAEAAAShCG5okMAqBX43uN7kO9FAMgiUAMAZBpcbc3R15uv60FdAJAY+fwP7b5DsR8AAgAANYZRHHjzDWdpycJxnBAgNvB9xpX+kPyBPADaFZAbw8xyLKIyIE6iiXw/AAUAAFIIlmY5Onv5aCtSAkCk9xUkfwAEAAAyEqlxdTanBFavGMUJAUKD7yMmlb39MJUACIAI1+I0AmkDG2yWa//ko13btB8/izMChMCd2j20B6cByCsUnAIg71AfX2+QgJ04G4AEdrHzVy5/Hs4fAAEAgJwQgQ9rXz6hHR04G4AAfdpxl+b4P4dTAYAAAED+SEBnWQ24EWcDMOHb5ai/C6cCAAEAgHwTgZ3al3u0oxNno67BDv92zfHvwqkAQAAAoL6IwCe1L3cQ0gL1Bpb779Yc/ydxKgAQAACoXxLAzp9rAz6Ms1EX4Bw/5/r7cCoAEAAAAIz6ACYCt+Fs5BL3lh1/F04FAIAAAACIABw/AIAAAAAAIgDHDwAgAAAAgAjA8QMACAAA1C/+eN94xwz1zGcvKX79tu2Ff6ZW9TxOSoowqsyk3c3voyea3r1nROm48/9satmFswIAIAAAUBX+ZP+4Y4Lg5sJ3aEvxu7RyYjdOUA3xSuN2erbprfRc89vs/6QP9vn9jS1QAQAABAAAguH/2z++k3yGBS2cfIG2aGRgc/E7NA2qQCIY06L955reRs9qTv90wzq/p9+lHZ/73xtb0PIHACAAAOCNP90/vk0NsXkQk4CLij+ltcUHcRJjwMGm6+jFpmt15x8QfZqhu+t/bWzBjH8AAAEAACc+fWCcJX52/LdV8z6sBDAJWAsyEInTP6g5ff7KkX+V6NKO239vQ8sunFkAAAEAAB1/dmD8kxTDSGCDDKzRyADXCyBN4A128pzXPxSd0xeBCcDtH9uA+gAABAAA6hafOTB+Yznq70zi963RyMCKiSdoRXG3Xj8AkJ7HP9q0nY42XqY5/uuS/NX6SOCPbkB9AAACAAB1gz9/fnwbhcjzR60OMCFYOPECLZ/YrX+tC4ffuI6OaVE+fz0UX5QvC3b+d31kPeoDABAAAMg1/uL5QgeRWnWePy5CwKrA8uJuWj/4dZqlnqDGluZMn++J8QJNjBXouY5fo5dbX69H+zV2+G7o0szh7b+7vnkXVgkAAgAAOcL//wI7fvowqdnY+re52EfXPf16mju8l5rbp1FTeys1aWTA+L6hsSFVn3dyYpKKw6NUGB6joub0je8nJybosY3/SF2Lb8nKrbJLs4p3/s665j1YNQAIAABkHJ99ocDRPg/y6czS52YScO1Tr6eO88+IFYOZ7fpXgxA0TmvWSQKDv49KPTCieEax/L3h8Blj54ddX/s4O/8lt2TxtrlXO+68c10z6gMAEAAAyBo+90JhZ9nx78zq38DOf6dGApgMVE0oJJQDduyFsmOvFnsu+gs6uOJDWb6F+KTf/eF1zZ/EagJAAAAgA7j7xUInqfnZvKdj8Bna8WQ0JCApHNGi/t1a9J8TdHFa4I6Lmr+N1QWAAABAGvDTr3Alf0c5wp+tHfrPH5p/7bY10xbk6k9lJeC1GSEBR5beQk/kx/lX8JnTD/QdLfTuodJAoSPlr3zsoWvfi1QBAAIAADE5ej46tWNH2elvc3v6m2ZtohtmbsrdaVjQ+xC9RiMBaXf+T+bQ+TM+ePzfvf65TycCpeNI5XsQAwAEAACknf3OsnPfWv66LehbXNHeSe+fe3kuT8/KE1+iS/f9aio/W9+8HfTTV/04l+f92Hgf/enpH4U6LWUy8JCJFHRhoQNpQBNOAVAzPPjPhoPfUfqqbCO1+rftKQ7lltke1SJs/ttelTIS0D9zKz2y5eu5Pe89E0MU8t40UlQ7Tfc9k4Jd2vFM+eseuu59UAoAKABArh2+YQi3lr/G1o//xRXvzPWpZCXgkpSQAN35X/ZjKjR15PZ8f39gH32/f2+cv2JPmQw8VCYEUAkAKABA5iP8G8sR/s6kI7Z5TdNze2qPLruFZg8+Qxcc+Xyg150dbqUzQ22Wn+e3l9r+2psLtKpjMND7DWjO/9HtP6ai5vzzHE0cG++N+1cYatiHy2uny0QIvg2FAIACAKTd4XeWHf3b4o7w/fA7i66li6YtzP0p37b3V2nFiS+5/vuRvhn0/Jk59OSJBfr3wwV/zs8kYGXHebpkyVnatLBXIwZF4fM44v9vzfmzApB3/HH3D+noeE198JRCcN370I4IgAAAtcfin31tZ3dh7G3lSL8zLZ/rLbMvpjfP3lQX14BJwHITCWAnzw7/hwdX6E6/Wqyb30eXLj1LGxf2VBQCw/kP1IHzZ/zGK/+Wqs+ztW32t8fUyYf6Jgrf7n7NzV2wREAYIAUABHM2j36Po/ob1XKUf6IwmsrE78jkODXUCb19dvM/6vMBZh7/ge70/1M7ZCJ9WbxwtkM/GPOnj9KGBb006zUfoNamC6mlDs7x2eJQ6j7T0ETxxhmNTTcubpr22cWPfm/P0OTEroI6eV/Xa96OPQwAKABAdLjk0e92liJ8xZD2K9g3ep7G1cnUfeZ1rQvpI4uvzfV1KY6N0uTkhP79+YOP01P/9Ek6O9Sa6GdYuG4LLd92lf51zooLc3me9wwfpy+cfjhVn2lhUwsta25zPK6txb4GUr7dP1H4ziuvvQmpAgAEAAiOVz36vbLTp1vJpRd/THP8+0YHUvn52xta6PMr356razI6OEDjI0M0PjxEhbGpef0HH/wOHXvyv2r++abPW0SLmBBcchUt23IlKQ0NuTjv3+3bqx9pQltDI22Y5r2t8gSpfY0aGdCs/HeeevVbQAYAEADAw+n/t7/TN+NccZyOjA+n9u/5q1U3aUSgOdPXpFgo0FDfWRrp7yO1HO0bKIyN0FP/8kUaPH0ilZ992dYrafGGbbRc+zpzwZLMXoO/PPUwPT18LHWf6+K2WTRNkSZZXMH4bW29fufsjneCDAAgAICGn3xZz+lvbJ35Ni2quDHIS18aG6K+iUJq/7TfW3IdrW/NZicAO/7Bc6dpZEDcfmY4//Mpdf52zJi/SFcFDELQkCF14BPHf0ivxN8GGBidLe00v6kl0GtOFEb5YDJwr3bcR697P2oGQACAusOPv8zO3qje77isPXgt39Mj/TShqqn9E98z71V0/eyLMndp2PGf1w5XcqA5/ycz5PxFWJ4hdeD2l/81lZ+LnT+TgCAYnpyg/aPnzQ91acfdrA7Q69/fBcMIAgDk1+l3av+/g2wtex2NzbR2WrB2seHJol4AmGa8YfY6eu/8SzJzeSa0qL/nxBFLfl/k/J/4aradv0gdYCKwRCMEK7amq3bglbE++vix/0zleWtUFHpVW3Di/tRInxtx59TAdzQicC+MJQgAkBvH/6XbtEvNef2don9e2dJGi5uDVY8fHx+h44XRVP/Z69sW0u8vvS4Tl2hsZIh6jr/iyPPbsfcH/0onntsd6L07OjrooosuotbW0jVWNMfR3d1NR44codHR9F3DlZdcRYvXbdG/MjmoJZ4cOkZ3dz+c2vuG6wDaGxoDvebg6CD1eqfuyikC9W56/S1QBUAAgAw6fSPav418JvKFMSLPa9H/wEQx1aeAOwH+9oKbUn+phgf6qK/bv8js9It76elv3iP9vuzwr7/+etq6dWpYDzt/8/dMAp5//nn9K5OCNKoDBiFY9aqrEv/93+zZS9/qeS61984yjbwvF7QDeqFbI+4Bind3EdcKvP4WqAIgAEAGHP+NZce/U+bpLCNe1j4n8K95bKgnE6fj7y64SScCWXf+XPT30F//MRVHR6Ted9GiRfS+971PJwF2p+/2fV9fX4UM8Nc0gsnAkvUaGUhIHfjsyZ/pKkBaMauxmTa2zgz0mqHJCXpupD/or+rSiQArA1AFQACAFOGBL3Xokb6iO/7OIC+d29hCF7UGy/9z5L8/pf3/dvzBstfRhrZ0dgJwrv/MkUNSz332+/9KxyWlf7Pz93P6Xt8zCejq6tK/MjlIozqwykQI4sDvH/1POjLWm+p7/NXT5wZ+ze6hXiqG33v7Xu2ld9P1t6CDAAQAqKHj7yRJmd8NXEW8JGD+/1hhhI6Oj2TiFL1/waV0w5x1qftcPMHv1MsvaF/9pyiO9PfQri/+kdT7stP/tV/7NZo9e7ankw9KBgx1gAnBgQMHUnc+m1vbaOnGS2jl1itpmfY1KnXgPS9+NfX3+DqNwM8N2A54aGyIzhTGqv3Vu4h0IoC5AhkF9gLIruP/RNnxV4XpjU0Ox+CH/pTn/s04WxxMJcvtO3mMJotF8bm3Pda1W37K3+WXX15x/p7M34MYiMCFhK9+9av1w1AHDh8+rJOBNKgDhdEROvLUo/rBmLt8tUYIttEqjRAwMQiDM4WhTNzjrMjNa5oW6DWzG5ujIAA79eOBL3VpX+/SiMC9MM4gAEBM2H1uYuctz99/64Hhntuiek9uAQxucAqZOWdHxvpSRwBGzg/QyEC/rr+pqmr9fIr+oOX5xwNU/W/fvr2qzyZLDDZs2KAfb3rTm6i/v5/2799fIQRpQM+xw/qx90ff0tWBZSZ1YKakOpDGTYDcCICSwLr3AAck92hEgIOSazUi0AVrDQIARITHNcfPEf/5ifGdB4bPRfa+s3UjECwP2K87fzUz5+7IaA8pKWMA/aeOawabz6Hzgym2c3vq4D49upWBudVPNrKPghiwOnDVVVfpB/+bmQz09tY+f87nr+upR/WDMW/lhbR0/RbqfNXV+lc3HBg5lYl7fWiyQBPqJDXJjwWmVu25rQ0NNOrTdhqCCHAR8udgtUEAgCrx2LmJ25SS1M8Li3b1RVuNzARACRg7DGRI/i8Zx3Ea1o7pKekEGOrroaIhvaoCJ2t7rPtF+U1oVq1aVXVkXw0xMLBx40b9ePOb36wTACYCL7/8sk4M0oBzr7ykH8/96Fs0rX1GmQxcpX3dalEHzhQGM3Ofl9IALYHXf8QEgJZNm/GJb56b6LtiXuO9sOAgAEBIx09lx2/2Bw/1HY00IOnQCUDA6LVYyJIAUFYBemlT+6JUfJb+MydN0b/tRKpmx1rSA04FIABc/R9lZB/Fe82ZM0dXBq6++mr9Z0Md2LdvXyrUgbHhQTr81KP6wZhfVgdWv+pqOtM+lJl7nZW5wASgoZlOqdEOgjo+OthxcnzoHs2Gsf26C0QABACQxH+fLUX8qups5Ts/MV4iABEiTB6wP0P5/woBGOuli6fXngBwz39xfIzKvt3uPq0MQPt24PQJvf8/CgUgisg+ivfatGmTfrA6cPLkSV0ZYDLAX9OAs6+8pB/P/uhbNK+1hTavXExn166gXu3r6OwZqb3HeWfOC6dND/SamY2NsXyWXb1H6V0L17MNu+fnZyc+od3Kd716PogACADg5vg5b/ZZe8RPlug/Wvl/RkNT4Oi/L4POn8HV3GkoAxjRCIDCBX6CQj+Rv+0+GH4P+rgj+yjed+nSpfpxzTXX6COJDTLw0ksvpUIdaBodpwUvvqIfjMFFc3UiYBCCNIGl/LHJST2vH8QGNGnXsBjxhl7fP/cSvXPheuNHnQhoNk5XBEAEQACAMh49WyruUyWm9v1Xf8TRf1Pw/H9/RglA12hvKgoBh/WtfVUy1/8ppojf1g6gEYB9kX+GJGsBgqCtra2iDvB7nThxQicCBiFIA2ac6tGPFbv3U7G1hc6uWU69q5ZoX1dQoW1azT8fr8+2hmAzPToatb+jOBbp5zg40ksnxodoSYtFkdCJwKNlInAViAAIQL3ikTMTvBg+qxHvG2WePzgxTv/V90rkCkBQDOoFgGrmzvfhsZ6aKwCjg+dJLU6UiYhqPY2KYnmMf2LpfyDgjn88wjdsGiAJxSCMOvDa176WRkZGLGSgp6f2Y6hZHVi892X9MNQBJgRn1q6g84vn1eQz9Wl2IuhQr47GJo0ARL8hFNurX16wQfRPOhHQbCAPMLvz6gWNu+ARQADqAg+fmeBpfR9WSwV+0nhq8FTkn2VOiALAvuJ4Js/7kGYYh7VjemPtOgGmon/RWVdNcX+JEISJ/k+dOqUTgKTa/5J6L1YHLr74Ytq8ebP+s6EO7N27lw4dOpSKe8xQBzofeVZXB5gI9K1crH/lnxMhAMVC4DU9hwsHx6L/LE+dP0XvEBMAA9u046eaTWQCcPs1Cxq74CFAAHKLn52ZuFEz859VAs7qL7HpaKv/WxsaqS3g7n8c/UedK0wSXWO9tLmGhYAjgwNOR2/7booPqHTuaPCiuGeffVafBBiXA3d736RJBisDy5Yts6gDBhlIizqw5LmX9INd4ODCuXTmohU6GeDv48KoOqGv0aYA12YmK4ExLOufaTaLC5dn+pPundpxWLOPPDvgrtcsaOwjAAQgL/iv0xOd2nq8p3yjh1prP4u4+n9miALAwclipq/D4dFe2lIjAlAYH6Px4aGK1K8IBABlygPqX7oPBu+ZZwXgxRdfpHXr/Pc+SJvkH/Z9WR1gZcCsDjAReO6559KjDpzu0Y/VDz9DxWktOhnoW7FY/8o/R6oCaE53QcCxwKwC9Mag7j19/hS9pmOF7NM/rB23afbyztcuRH0ACEAO8NDpiU9Sqa0v/CIaPKXXAERKABqDE4DejMr/Bk6P126oC4/+NVf9V+r9lKnWv8pj2jf9p0/qOwWGwfe+9z09DWCeCFgrZ14LYsDKAB87duzQOwuYBLAykhp1YMykDvwgenWA0wALA9YBcDowjvXNgcs1s1cEeQmnSO/R7Oat2tc7dyxsxG6DIADZw67TE9sU0qP+bWoEiyhq6Hm/gAY5DwpAQ40qAYf7e6aK/0QOzfZz90vhJ+ax0/vyl79Mb33rW2nx4uha1bJIDMzqAP98/PhxnQywOnDs2LFU3JdRqwO9WrAQ9IzyToIvj0W/7wEHLyHt305+uUYEPsczBHYuRFogLmA74Ijx01MTn9RszSeier937fsmdY9Huzivnx1MCi+qk/TTgTOZvi7TG5rpa5veWZPffXDP4zQ5MWH3Vs5FWH7soS9/UVcBwuKdrdPoUFMTTX/VpXTFFVfoakBU2wL7OfCo3ivuz8i1A4Yy8Mwzz+g/pw0VdWDNCr3LQBbXzlpIzQGIVUFVtfV9Opa/4R/W/SKtaQ+vbGgfrUv7cvu1i9AtAAKQbsfPVa161B/Ve3aPD9K7NQIQJWY2NtNVM4K1KfUUx2n3UE/mr9HXLn4nzUi4E2B4YIBeeWGvwO8rghWo6NL//V/4k9C/7/LmJvrY9LbK2+4rTtCRufOouGYNTVuzVlcFauV00/y+hjrAZCAt6oCFhE8rdRaUZg8s9lQHtk+fq0f1QfDo4Dk6H8Ocj99evp1u9u4GkIVeJKgRAagBEQIpgAjw4KkJo7WvI8r3fbg/evl/VmNTYNrXOzGei+t0eKSXtsxIthBwsO+c1c8bmqii2n5W9D0Cug9Vt53uJh7vqoVNxttubGqkjTyB8Kkn6PQTj9Oz2vWf0IjAqaXLaP369bpMLowMclIkKIvly5frB29vbKgDXFCZFnVArx3Y+5J+MPqWL6QzF63UJxIOLpzjWK9zm4MRACYMcRCAR/qO0k3REAAuErxRs7W3Xwc1AAQgDfjJqaJetKKS3ECfoNhzvjvy95wZov+/p5gPAvDySA9tTZgADA/0O8b+kmDXP+OBc0cPV/X7WAGwvu1UkeGChgZ6nTpJysEXiLTj8R//iF6Zv4D6L7yQFly0jpYsWRLI6abJgUf5vu3t7XTllVfqB7+eFQEmAnv27EmNOtBx7LR+MHiPgt4Vi8ojihdRT9M4rQkTGMRhwwa7o+wy7NSOn2p293OvW9R0JzwQCEDN8OPu4jbNtn6rdFPG0x//SAwKwOwQHQDnJ4q5uGaneE+ABJNe42OjNDos6D5Qp3gAGfpA+bGTLz0f+vctbFA0J+/xBBMZ4F++XSMLSn8v0VNPUPcTj9OesjrQu3wFbdiwwbeTIAuRfRTkxVAHeAMjVgOYCBjqwPDwcM3v69b+wf/H3pUHt3Gd928XByWSonhLlESK4CVe4mE5ulVL0zZxEttx0kzS9IrUdtJpZzpxptNOO23HSv/OjJUeTpNJ6pyyk7axEye2Y1tx0pnYlqzLlqibpESJNwkQ4AGAALF97+HgYrEL7IJYYHf5/TzPIJeL3RWw+77f9/uOB3V0xNUBQgIiu7uAb6oHrk4d4a2y69fKmDoyOSbeT5H59yh5/eTvbLXfRWuEBCCveGMifFyIxvt1w/s6dP+jqNT4oPsjKxAiXqNVFIB8Jr34iffPpZBDbnWbsGr/PSE/vHPvStblfxQfssebuojXFU78T5kMEGzhefhITB0IU3Xg9ddgrLoGfC0tsHVXuyp1wEzEYC1dCQ8cOMCWOKa4f/9+Qh2gPxtCHRiZhPBIdP7gKjYD76oHvrOVEIIG4DbIP//FvA0cHK/Ls07nMh1CbzTX6hKZi0/87lb7S2iVsnwO8CPQhtcnws+RD+243uf52oPz8OPp6zk9Jl0vfP8mbQmAD5b98P6iNfJuaALgSz35qwQYuTkAPs+s1PIkPXSBSBhenrkFF+bHof7WfdhxK3sj8nfFG2Cv3ZbhaVfxyMcMIv0/NQdjKxG4VVoKS/UNsNzaBi6XK21lgZWrB9L9TNUASgZu3rzJCIER1AEpKAmwdbSwV76uNulv787PsmWFcw3q/X+l9cO6/ZsIiT314a0YEkAFQEf8YpzF+98ijlNfPhrivr8wAbkOLWQT5/OxCUGwxHe4sBKExchy3ioBfO4ZcY3fqufNUWUlzBKkfjM3wn6mqJhYW6XFXhsPMssKJs2USSsOKe4nak5EjNt2ctwdfmLMbt2A4M3rcC4UhglCBgKEDJQ3NrLWvEbx7JWOmw/1geYOUGUgrg7QMMGlS5cYITCKOhAZGmFDrA7YOlvBRghBlcNJCEBQl7ksou8U8hSZn4+S12MfqbNjlQASgNzitfEwNfrU8+/Lx/lo579Bf+7L7oqziP/7LBL/j2PI7yEeif5ruTPjD2LuJETrz5nhH1k1/DFjUuQPQokv+34P1PNnBlt1CEDtfsmhAie53sNOB3CT4xAh48Gv32LqgL9hJ4QJIWhqalKsLCgkMShEWIK2ZI63ZZ6dnWVEIE4IjKAOCB4vrNBxMVqmuq1xB/ibtrKEQmllwdpJwKTeCbh0jh4mc/WxR+vs2EEQCUBu8Cox/tTzJ6M8X36wXvH/zVlUAOjhERQSd5bc0JcHArDo9RBjnHzHUKP/pnuYyf5Rg0Hta3Sfshnvms7XaeNBYtKB0+T1Z6cO1JPzNlB14OZ18N+4xtSBcUIGAm1tUNHoSqgDVssF0Hrc6upqNg4dOsR+pyTg4sWL7HVkZMQQzwZ/9wG03o1WOSQqC2JLHK8VHyxM5KMEl6m0hAR8iZCAb6P1QgKwJrwyFqblfbTMrzyf5/1gYUKX42rN9PXpUBdcaEwu56cSwDs7nTCoF+Yn4Ix7CDzSddeF1XyAyknPms7HYv+C2ICnLjvE6UgG6Ie6gYxHnA6AiTEIk3H/rTMwVFoGCw0NxB1uT6gDVk4SVHtcqgzQPgwUMzMzCUJw48YNQ1YWsOWNCSGgXQkDm0uymNMm8xVIZKXZZO4u/9g2+ym0YkgAsjX+x5nxL0D4+4P5yZyH3TfbHcBrfA8jAIK1vleqAOht/5cDAQiRQRP7zhCPn2b4y7OO1Q93s9uX9flqaPmf+PiisIM4B0FQIgPpDH2WoQIbuZ5Gmw1c/kWmDizeuAbnQ2FYpKECQgYqXK6U3IH1SgyoMlBTUwOHDx9mv1MSECcDRlEHam7fZ6P1l+eZOjDdsiNBCNTNaROQ57n0GTKH9xIScAKtGRIATfj5mP5lfkpYXFlm5Wq5Rjbyvy9sPQWAtlfWmwCcv38DfvDgAvke51aNplwzoBjKiPG3hbLPtdhLu/+JawplOUYaMqDJ689OHSiWqgO/XIGhTWWMEHDtHUwdoEl0hfDGjUYyaA8GOuLqQJwQXL9+3TDqQP2FG2wwdaAlpg607oBAWani+2heU9PGynxe6nEyl8PHkQQgAVCLnxXQ+DOmrEP2f5wAaIV3xToVAAkCEJzXLQRwiXg5z41ehmtXLoLNvyDn6K8afxEhqJh0J3IBsjEgXTT+L0hOJq0+kJIB0Z/ShgrUqgMayAClKy6qDiwtQuTGNfBfH2C5Ax5CBhyEDFQSMkCX9DW7Z5+L41JlgI4jR46w91MScOHCBUYK7t27Zwx14M59NlrfOs/CAwlC0LIjZW5z5ZcAMBJA5vRycvOdeGw7VgggAUiDl0eJ8RcKZ/yjD4k+CYDldodmwzcTClrye6adyfo35S4R8PaSG/515BwjABTF3nlZT19qEOPYNOuT/FkbGfiQjVcwzqmev27qQJahAi6mDhyLqQPB8VEYejMCt8vKILCrHbhGF1vOt1DG3GjEIK4O0PdQdYASgvPnzzNSYARs8C5K1IFYqKC1HoYqPSAUxp+guVyNZH4/9jiSgOT7ED+CKH46yhL+Xiz0dXzx1sswrEMI4PHK7ZqWCF2KrMBrnnFLftf/6DoMH69pWfNxxoML8C3i8b8ycyexzeZdgKK7o5lm/8SPtPyv99eXFY1Dpu3U+P9tkSN1lcGMTzyneR9Odj9O5SyjrQERBW1C5I5E4Ep4BYLtHRBubIQdXd1QWVmZ1ohapfmQ1uNSIkCVAfo6PW285bttFRXQs/co7OjoheY9BwvC/ck49gSSACQAYvxkNFrqx+U5218KWv//B1efz/lxi3k7fLSiTtN7xpb98M78jCW/7z/b3sdGLg1/wqCPjIPd7RU5xlzaJ616dAZcVwY1GX3x9uNOO3xMpvuf6QmBhAxQBIn7OLQSgQdlZYwQ8K6mhDqAXQmTf6YEgKoC165dY4TAiKAkIE4Gyqrzs0iXQEjAJ7bb+9HqIQFgeOmBMYw/xZWFCfinwV/k/Lg1jiJ4ZHOtpvdcW/KR4bXkd/5Q2Vb4j45HsyJo33xwGX44cU2ZbF0jxnxZOXlSkEzkLZduQcWUR7Phj+PZYmesAoBTIThYVx2IEDKwo7sbqqqqCmZ0jUwM4mTgvffeM6Q6UNPQDD2//Th0PvIo8Dyv67kICfj2kzswMXDdE4AXH4TLuWiTnz4jXM8Lk+/DCxO5b2LVWbyZjDJN7/m1dwqmLZoDUFdUCi/1f1r1/vPhZfK9XIMfjl+D+RXlXum8PwAbbwzLWV5F9P3yQqICQKsKUEsmymc3OhWe5jUSAhORAbE6MFq2GYIdUXWgt7fXEN640UgGzR2gRCBOCIyExt698JG//HsoKi7V+1RIApAAhKnxP2qU6/nnwdfgqg5NgD60qQoai7Q173jFMwaLFmsDLMa5/ZmffWrsXyBG/4WJAUYCMsEx7Qbng8mMhiuOTW4ftJ67Lmvg1ZCBjztscMLpUPFkr191YLmjk6kD9bt3J9QBq+cCaD0WJQEDAwOGUQe27eqGT/3DV4DTWQkg+PInd9hPIgFYh/jx/fAz5OUpI13THw+cZn0Aco0Pl9exKgC1oEuCvjj7wNLf/392fhT2lClXArw8fQeeuXdWleGPY8Pte2CbX1L9ZO24MQK19yYyGn4lMvAvxPvvSlQAcCqf8vVFBpLUgc2bGSGwNTUn1AGr5wJo/ZkSgHPnzjF1gL4WCoc+9wXof/TT+TjViU/Vr9+2weuSAPzvfWNk/Itx1++Gv7n9U12O/dnqnZr2nwoF4C3vpKXvgaebj8DjtamVAC9P3YFvPLjEEv00PUjE2yz+4KYmY9z+9hXY6FvSJP3Ht5WQ1+8WF2Vl6PNOCAxEBsTqQKizCwRCBuLqwHpKElT7c1wdoGRgamoqb89naWUNfP6ZH+TjVLQi4Njv1a/PBYTWXR+A/7kfbixkox8lsNI/HWpky+1OzSxvjnq9grXvA2rgOanhv38JxjQa/jh46vlH4jOooGwFY39yBoLM+LNNCnX/ctvj2+jiPwKrMZBr9CO9BqX6//T7CUkrGaYx8pl6DujZgCjtfsk9B+g/gu5VzfNwzMkD3LkFwds3YeiVn8Hg1jrwuZqgtLsb2tra0nCK9dWueO/evWycOHEioQ7QcfXqVV2fzwX3NEyPDEJ1Q7PeUwFbQIjYBden69dfeeC6IwBkTngRDJDxL0sA9GDSWSwBvLSyYvn74IJvnHwufXDeNwFfJ4b/gndtuReOOV+ihY4gcDK2P5kUlM76EsY8k9GX27431v1PEBlwU5CBNPvkuz0xRRF57aBllDNTECHDffZtGHYWwRwhAxsIGahpaWW9+vNpdDOpQIUiBrW1tfDYY4+xQVsSUxIQJwN6qAOj1z+AqvrmfEwH1B5Qu3AMCYCF8aOR8EnBIBn/Ugws6rMCYIXdCVpbAHp0yEMwnAIQWIAvDLwK5725+dxt84uxNXKlpkyeEGyecms2+uLtidi/6FSCRHngJKpDqtFV8tTT7ydIPHpOjaFP+rM2dSBfZICPqQPVdA2M2zchTMbt8ArcqauDicYmqO3pYav4WcGzX+txS0pKYN++fWzQ9wwPDzMicPbs2ZypA8GlhXwKkUepffhMg/0kEgAL4ocjrN7/aaNe313/rE4EQPsiQFPLfsvfD2PBeTZyAX4pAFwwGDU2KX3/U31bantKRAqAeOIVJL1S5ba7iPGvTVhFJa8fWIjACupAIUIF8cmRqQPTU2zMnH0bBhxOCDY1A9e9G3YSMiDtO7BeiYHL5WLjiSeegMXFxQQZuHLlStbqwKY8NQcS4WliJ3712Qb7r5AAWA/PGTWsfW1hQrdjl2pcBdDKpX96YdX7l7nDpN4/2bHU4wM+FIq+RYPhj2/r5nkFY5rkQksuQ6s6gKECsToQzx34Lfp8iNSBD+rqwEsIwZaeXs3qgFWJQVwd2L9/P/s9rg68++67jBCoRWVDcyFSkZ574V64//d3ro98gHVBAJ6/Fz5Jnuk+o16fXgmA7CGyOzXtzwiAAAgtD5HbF/3MZLx/uY1lEx6RrdGeALjXzms3zprVAfOFCrJWB7IgA3F1oCOmDnjeeRuuOBwQbm4B2N0DDW1tbBW/QnjjRiAGUnWALvccVwdOnTrFyEAm75/G/wuweBBNEqdK8ZeQAFjD+DeSly8a2aZNL8/rctxsEgAnQwG06FomvZUVsPkWFFb9k3uDACVub9YJgKU8B90s/q/G0OeKDIC1EwnXGCqg/68g3wtTB27dgDAZg+EVuFy3Deabm6G2tw/a29vzanSNSjImJydVqQB17b2F9EOeInbjJ5/baf1QgOUJQIzNlRv5Gu8F9KkAKGEEQNuDjCEAbbD5FqXWTTwLpmxyLAVhQ7xZEGhPAOzi+cSpOFmjm+QeZ/bU1xwqyIKAgLVDBXRS3WW3wa7pScLuJ8Hz9m/gfYcTwi1RdaDzoYeguLjYlJ79Wo/71a9+lakAmbCz/2ChhUhaKu5CAmBi/OBu6Ch5Ro8b/Tr1ygHY6tyo+T1IADQ+QB5v1BBwyh6jmBCUuH1ZZf3HsY+t/CckG7gU22gQdcBqoQK16oCkARFVB46shABuXocwGYMvnIZb27ZBmJCBLX390NDQYBrPfi3Hff7552FoaEjd3LWrpxDyvxiNxH6c/MNGx0kkAKb2/o0d0NbL+6co4njgNT7vE+ugAiCnCoB3QcHYyxknATZNzjKDni7JL9327lj9v9TrF0SeuiHJwHpSB9KEChLqwNQkwJk3wPvm60wdcPT0gr+lNUkdMJNnn4m80EqA06dPq3p/XXsPOIpLku63AuGL378bOvVHjQ7LJgRalgB8j3r/BlroRwnTywugF9VlCYAaDr0sRKDQtNtM4Jf8wAeCst6/kGJ4ovsU04R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"path": "emoji_u1f468_200d_1f3eb.png"
} | Generate code for a svg of a man teacher | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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} | Generate code for a svg of a a tall sunflower swaying in the breeze. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfc" d="M0 0h96v73q-15 0-27 7l-2-4-10-4q-6 0-7 6-2-7-1-15l1-2q3-3 6 2l9 3q-7-4-11-10-1-3 1-4 3 1 1-2 2-1 3 2v-4l-1-2 5-4-3-2 4-2-7-4 4-3-8-6q-1-4-2 0l-2-4q-2 0-1 2l-3-2-1 3q-4-6-4 2-3-6-4 0l-1-1-4 5 2 2q-3 2 0 3-5 3 1 4l-2 2q5 2 0 5l7 1-1 2q-3 3-3 7v7l-2 6-2-1q-3-3 0-6l-5-4-2 1q-4-3-6 0l1 1-2 7 3 2q-2 1-2 4l6 3-3 3-8 2-13-2z"/><path fill="#f4f193" d="m51 25-1 1-2-3q-1-2 1-2z"/><path fill="#d1b75e" d="M48 23q-3 2-2 6l1 2q-7-2-8 5l-2-4 3-1 1-4 2 3 1-6 1-3z"/><path fill="#fce438" d="m48 23 2 3 1-1q1-4 2 0-3 2 0 5l2-1v3l-7-4-2 1q-1-4 2-6"/><path fill="#faeb6a" d="m53 25 8 6-4 3-2-2v-3l-2 1q-3-3 0-5"/><path fill="#fbe94a" d="m44 24-1 6-2-3-1 4-3 1 2 4-6-1q-3-1 0-3l-2-2 4-5 1 1q1-6 4 0 0-8 4-2"/><path fill="#402f3b" d="M47 31q10 5 4 16h-7l-5-5v-6q1-7 8-5"/><path fill="#f4ce46" d="m55 32 2 2 7 4-4 2 3 2-5 4 1 2q-3-1-5 2l-3-3q6-11-4-16l-1-2 2-1z"/><path fill="#e1c647" d="m33 35 6 1v6l5 5-5 4-1-2 1-2-7-1q5-3 0-5l2-2q-6-1-1-4"/><path fill="#f9e457" d="M44 47h7l3 3q2-3 5-2v4q-1-3-3-2 2 3-1 2-2 1-1 4h-2l-4-4h-1q-3 0-3 3-1-4-3-1l-2-2v-1z"/><path fill="#adb77a" d="m38 49 1 2v1l-2 1v6l-2-3q0-4 3-7"/><path fill="#faf7d8" d="m39 52 2 2q2-3 3 1 0-3 3-3l-2 10q-3-6-8-3v-6z"/><path fill="#f9f9f0" d="m48 52 4 4-2 5q-3-4-2-9"/><path fill="#879d49" d="M47 52q-1 5 2 9l-1 2q-2 7-1 16-1 2 1 5v12h-4q-2-7-8-9l1-1-3-1q-1-3 1-5l5 3v3l4 6 1 1V77q-4-8-10-2-3-3 0-5 5-3 9 2 3-11-8-11l-1 2h-1v-7l2 3q5-3 8 3z"/><path fill="#523a3e" d="M24 60h3l-1 7-2 1q-4-5 0-8"/><path fill="#809547" d="M52 56h2q4 6 11 10l-9-3q-3-5-6-2z"/><path fill="#f7d73e" d="M24 59q-4 3 0 8l-1 2q-3 0-5 3 0-3 2-4l-3-2 2-7-1-1q2-3 6 0"/><path fill="#f9f9f0" d="M36 70v-7l1-2q11 0 8 11-4-5-9-2"/><path fill="#7b8842" d="m31 68-1 3q-2 6-8 9l-1-1 3-3-6-3q2-3 5-3l1-2 2-1 1-7h-3v-1l2-1 5 4q-3 3 0 6"/><path fill="#cdcf94" d="M35 63v7q-3 2 0 5v5q-2 2-1 5-3-1-2-3 2-8-3-11l1-3 2 1z"/><path fill="#b0c189" d="M49 63q-1 8 1 15l-2 1q-1-9 1-16"/><path fill="#7c8b45" d="m69 80 2 5q-4-5-10-2l-4-2q-6-7-8 3-2-3-1-5l2-1q1-6 7-6l10 4z"/><path fill="#fbfbf5" d="m46 77-1 15-4-6v-3l-5-3v-5q6-6 10 2"/><path fill="#f7f7ee" d="M30 71q5 3 3 11-1-3-3-1l-5 5-5-5 2-1q6-3 8-9"/><path fill="#b0bb87" d="M46 77v16l-1-1z"/><path fill="#f9e9be" d="M96 73v23H49V84q2-10 8-3l4 2q6-3 10 2l-2-5q12-7 27-7"/><path fill="#7e8842" d="M33 82q-1 2 2 3l3 1-1 1-4-1q-2 5-7 8l-3-4 2-4 5-5q2-2 3 1"/><path fill="#f8e8b7" d="m0 79 13 2 8-2 1 1-2 1 5 5-2 4 3 4q5-3 7-8l4 1q6 2 8 9H0z"/><path fill="#625a41" d="M14 89q3 0 0 3-3-1 0-3"/></svg> | |
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",
"path": "954c1949adc7665843f8a4567a87f7b62ea240056d96d673c87f5e503ec7ebfb.png"
} | Generate code for a svg of a a close up of a blue circle with arrows on it | <svg width="60" height="60" viewBox="0 0 60 60" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<circle cx="30" cy="30" r="30" fill="url(#pattern0)"/>
<defs>
<pattern id="pattern0" patternContentUnits="objectBoundingBox" width="1" height="1">
<use xlink:href="#image0" transform="scale(0.0125)"/>
</pattern>
<image id="image0" width="80" height="80" 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</defs>
</svg> | |
{
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"path": null
} | Generate code for a svg of a black and white image featuring a square-shaped button with one rounded corner, prominently displaying the letter 'V'. The background of black, making the 'V' symbol stand out. | <?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="94.049px" height="94.049px" viewBox="0 0 94.049 94.049" style="enable-background:new 0 0 94.049 94.049;"
xml:space="preserve">
<g>
<path d="M67.911,0.064L0.032,0v67.941v26.107h93.984V26.171C94.017,11.752,82.329,0.064,67.911,0.064z M67.128,82.34H60.22
L47.024,42.102h7.557l9.34,30.25l7.84-23.557h-6.062v-6.693h15.818L67.128,82.34z"/>
</g>
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</svg>
| |
The warm brown sand dunes, a dramatic landscape of undulating sand, stretch across the vast expanse of the desert. The texture is a blend of smooth, almost velvety, and slightly textured, creating a sense of depth and movement. The overall impression is one of a landscape that is both serene and expansive, reflecting the harshness of the environment. The details are meticulously rendered, with sharp angles, subtle variations in color, and a sense of depth that draws the viewer in. | {
"bytes": "",
"path": null
} | Generate code for a svg of a the warm brown of sand dunes stretching across the desert. | <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="#de964f" d="M13 0h54l-1 2q-1-2-3-1v6l1-2h4l3 6 3-2q1 4 5 1-6-3 1-2 3 3 3 8 3-4 6 1l4 7-3 5q1 3-2 3v3q-4 0-6-3l-3 1-2 3q-2-3-2 0l2 5q3-1 2 2l2 3 1 5q-2 3-5 1l-8 3 1 2-11 4-11-1q0-2 3-2-9-2-16 1-5-3-11-3-2 0-2 2h-1v-3q-7 0-12 2H0V42l1-2 2 3 12 4 4-4q-2-1-2-3 3-1 7 1 2-4 0-6v-7q4-1 1-3l-3 1-2-8-1 1q-3-6-2-10-6-2-6-8 2 1 2-1"/><path fill="#e29952" d="M67 0h29v57q-6-3-9 0l-8-1q-4-2-9 1l-1-2 8-3q3 2 5-1l-1-5-2-3q1-3-2-2l-2-5q0-3 2 0l2-3 3-1q2 3 6 3v-3q3 0 2-3l3-5-4-7q-3-5-6-1 0-5-3-8-7-1-1 2-4 3-5-1l-3 2-3-6h-4l-1 2V1q2-1 3 1z"/><path fill="#dd944f" d="M0 0h13q0 2-2 1 0 6 6 8-1 4 2 10l1-1 2 8 3-1q3 2-1 3v7q2 2 0 6-4-2-7-1 0 2 2 3l-4 4-12-4-2-3-1 2z"/><path fill="#f2b05e" d="M21 58 9 57q5-2 12-2z"/><path fill="#b16d37" d="m87 57 4 3-11 4-5-1-1-2q4-1 5-5l2-1z"/><path fill="#b67744" d="m35 59-13-1q0-2 2-2 6 0 11 3"/><path fill="#f0b56c" d="M0 58v-1h9l12 1h1l13 1q7-3 16-1-3 0-3 2l11 1-5 1 3 2-1 1q-6-2-10 1z"/><path fill="#f6b866" d="M79 56q-1 4-5 5-3 0-2 3-2 1 1 2l-4 3q-3-1 0-3l-4-2q0-2 3-2l-11 2-3-2 5-1 11-4q5-3 9-1"/><path fill="#ce8845" d="m0 58 23 5 23 3q-4 0-1 2l-3 1-4 1-38-7z"/><path fill="#f8bd70" d="M56 65h-1zl8-2 4 2q-3 2 0 3v1l-12 4-11-3-4-2 3-1q-3-2 1-2 4-3 10-1"/><path fill="#c78549" d="m74 61 1 2 5 1h-8q-1-3 2-3"/><path fill="#d08f4d" d="m65 64-8 2-2-1h1l1-1 11-2q-3 0-3 2"/><path fill="#eaa85c" d="m0 63 19 3v1L0 68z"/><path fill="#efae61" d="M96 57v35L71 80h6l5-1-13-9v-1l4-3q-3-1-1-2h8l11-4-4-3q3-3 9 0"/><path fill="#e49b50" d="m19 67 2 1-4 3-17 1v-4z"/><path fill="#d68b46" d="M21 68q10 1 20 7-2 5 4 6-2 3-5 3-1 2 1 4l-3 2-8-5q-5 1 1 4-3 1-5-1l-5 3v-4L0 85V72l17-1z"/><path fill="#f2b265" d="M19 67v-1l38 8v1q0 2 2 3l20 9q3 6 10 6l-3-2 10 2v3H80Q62 81 41 75q-10-6-20-7z"/><path fill="#be793d" d="m69 70 13 9-5 1-20-5v-1z"/><path fill="#d48843" d="M41 75q21 6 39 21H0V85l21 2v4l5-3q2 2 5 1-6-3-1-4l8 5 3-2q-2-2-1-4 3 0 5-3-6-1-4-6"/><path fill="#e9a659" d="m57 75 20 5h-6l2 3 23 9v1l-10-2 3 2q-7 0-10-6l-20-9q-2-1-2-3"/></svg> |
{
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"path": "64d4a3d93c931f68384dd47e031b349e8ff9f5f40ca1632dc1d398834615eb32.png"
} | Generate code for a svg of a a black and white picture of a chinese character with the word | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 1010 1000">
<path fill="currentColor"
d="M222 436h95v-271h-95v271zM479 503h-96v451h-66v-451h-95c-3 170 -27 326 -138 457c-11 -16 -33 -38 -50 -50c100 -118 119 -263 122 -407h-105v-67h105v-271h-88v-66h390v66h-75v271h96v67zM591 453v96h233v-96h-233zM591 299v94h233v-94h-233zM591 145v94h233v-94h-233
zM820 873h60c21 0 25 -15 28 -126c13 12 41 23 59 28c-6 132 -24 164 -79 164h-78c-65 0 -80 -21 -80 -92v-234h-54c-14 169 -53 285 -208 350c-8 -18 -27 -45 -40 -58c138 -54 170 -150 182 -292h-86v-532h370v532h-98v233c0 23 3 27 24 27z" />
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a yellow finch hopping between flower beds. | <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="#f5ecc8" d="M0 0h96v63q-3-3-3-7-3-3-3 1l-1-3 3-4q4 1 1-3-11-2-10 8-3-3-2-5l-7 1-2-3q-7-1-13-6l-3 3q8 0 15 7-4-2-7-1-1 2 2 3l-7 5 1 2q-3 1-3 4l-5-2q-3 2 1 3l-1 2q1 2 5 2l5 8-1 2-4-3 5 5q-5-2-7-5l-1-1-8 14-1-2q3-7 2-14l-3 11h-1q1-7-2-2l-2-6 1-1q-3-2-4-1l-2-4-4 2q-1-3 1-4l-6-2q-3-8-7-2l-1 2q-6-1-6-5 0-3 3-4-4 0-6 4l-2-7v-5l-3 7-3-7z"/><path fill="#f2cb53" d="m42 40-3-1q-3-7 5-6 5 4-2 7"/><path fill="#f7cd5b" d="M9 37q5 2 5 9l-7-1-1-7z"/><path fill="#7b392d" d="M8 40h3q-1 5-3 0"/><path fill="#fbdb73" d="m39 39 3 1-1 1q8 2 15 7l-2 2q-13 1-15-11"/><path fill="#464a4a" d="m74 51-3 1q-7-7-15-7l3-3q6 5 13 6z"/><path fill="#f0e7bc" d="M96 63v9q-4 4-9 1l2-4-5-1-1 2q-2 1-1 4 2-1 3 1l4 8q2-4 3 0 1-5 4-7v20h-4l-1-6q-9-12-21-19h-1l10 12q1 1-1 4l7 9h-2l-6-7-4 4 2 3h-4q-5-8-5-16 2-4 1-9l-3 8q-2-6-6-10v-1q3-4-1-3 0-3 3-4l-1-2 7-5q-3-1-2-3 3-1 7 1l3-1 7-1q-1 2 2 5-1-10 10-8 3 4-1 3l-3 4 1 3q0-4 3-1 0 4 3 7"/><path fill="#94a57f" d="m0 50 3 7 3-7v5l2 7q2-4 6-4-3 1-3 4-4 2-5 6l-1-1v3q-4-3-3 3H0z"/><path fill="#ead07b" d="M29 63q-7-3 0-4 7 3 0 4"/><path fill="#5a7968" d="M29 63q-1 3-2 1 0-2 2-1"/><path fill="#e6cb82" d="M57 65q4-1 1 3 0-2-2-2h-3q-4-1-1-3z"/><path fill="#d6cd95" d="M11 62q0 4 6 5l-6 2-1 5-5-4v-3l1 1q1-4 5-6"/><path fill="#492029" d="M53 66h3l-4 2z"/><path fill="#e8a84c" d="M56 66q2 0 2 2v1l-1 1q-4 0-5-2z"/><path fill="#fbd469" d="M87 73h-4v-3l1-2 5 1z"/><path fill="#f8d579" d="m30 73-1 1 2 4h-5v4q-5-3-8-1-2-2-1-4h-5q0-3-2-3l1-5 6-2 1-2q4-6 7 2l6 2q-2 1-1 4"/><path fill="#f3e3a2" d="M83 70v3h4q5 3 9-1v4q-3 2-4 7-1-4-3 0l-4-8q-1-2-3-1-1-3 1-4"/><path fill="#d4d4ac" d="M36 75q0 2 3 2l2 6-1 2-5 2-1-1V71z"/><path fill="#f5c654" d="M0 80h6l-1 4-1-2-1 2q2 3-3 4z"/><path fill="#94a27c" d="M92 96h-7l-7-9q2-3 1-4L69 71h1q12 7 21 19z"/><path fill="#9f542b" d="M3 84q-3-1-1-2z"/><path fill="#e9ce7c" d="M0 73h2l7 7q-3 7-9 11v-3q5-1 3-4l1-2 1 2 1-4H0z"/><path fill="#889a76" d="M58 69q4 4 6 10l3-8q1 5-1 9 0 8 5 16h-4l-7-7q0 4 3 7h-4l-2-12-3-6 1-1q2 3 7 5l-5-5 4 3 1-2-5-8z"/><path fill="#c6824a" d="M74 83q3 2-1 5z"/><path fill="#879673" d="m5 70 7 7h5q-1 2 1 4 3-2 8 1v-4h5l-2-4 1-1 4-2v15l1 1 5-2 1-2q3-5 2 2h1l3-11q1 7-2 14-4 2-2 7 5-9 3 1H0v-5q6-4 9-11l-7-7q-1-6 3-3"/><path fill="#f6d67f" d="m31 86 2 4-3 1q-1-3 1-5"/><path fill="#f3d98d" d="m21 83 2 4h-3q-1-3 1-4"/><path fill="#fcd968" d="M36 75q1-1 4 1l-1 1q-3 0-3-2"/><path fill="#baa15d" d="M18 72h5q0 5-5 3z"/><path fill="#a2ad84" d="m55 77-1 1 3 6q-5 5-5 12h-6q2-10-3-1-2-5 2-7l1 2 3-3z"/><path fill="#eee8c3" d="m57 84 2 12h-7q0-7 5-12"/><path fill="#ddd8a7" d="M67 96h-4q-3-3-3-7z"/><path fill="#8b9c74" d="M83 96h-8l-2-3 4-4z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a massive nebula stretching across the 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="#041c38" d="M54 0h42v7q-6-1-3 3-6 0-1 2l-3 1-2 2 1-4-4-1q-1 2 2 4l-2 4-6-4q-2-1-1-3l-7-2h-2l1 1-9 1V8l-6-3z"/><path fill="#081f3a" d="M0 0h23v4h3l4 3q-1 3 1 7 6 3 9 10 9 2 2 9-5-3-8 2-2-5-4-1-2-6-3 0v-4h-1q-2 0-2 3l-2-4q-1-3-3 0-3-7-5-1-3-3-5 0l-3-3H0z"/><path fill="#071e3a" d="M34 0h20v5l6 3v3l9-1-1-1h2l7 2q-1 2 1 3l6 4 2-4q-3-2-2-4l4 1-1 4 2-2 3-1q-5-2 1-2-3-4 3-3v11l-2-1-8 1 3 1q-3 1-3 4l-1-2h-6v-3l-10 3-4-3 3-1-7-1q1-3-2 0l-3-5-14 1-3-8-4 1z"/><path fill="#0d223e" d="m39 4 3 8 14-1 3 5q3-3 2 0l7 1-3 1 4 3 10-3v3h6l1 2q0-3 3-4l-3-1 8-1 2 1v18l-2-1q-8 6-17 5v-2l-5-2q1-5-2-8-1-2-3-1-1-3-3-2h-5q-3-3-2-7h-6q-3-3-6 0l-5-2q-2-6-1-12"/><path fill="#332f4b" d="M23 0h11l1 5 4-1q-1 6 1 12l5 2q3-3 6 0l3 1q-1 9 9 11v9l-2-7-11-8-3-4-4 1L26 4h-3z"/><path fill="#112441" d="m30 7 13 14 4-1 3 4-2 4q2 5-1 10l1 7q-4 2-6-3h-5q-3-1-4 2l-2-1-7 4-3-4q0-5-4-8-7-1-12-6l-5 2v-6h6l3 3q2-3 5 0 2-6 5 1 2-3 3 0l2 4q0-3 2-3h1v4q1-6 3 0 2-4 4 1 3-5 8-2 7-7-2-9-3-7-9-10-2-4-1-7"/><path fill="#232a47" d="M51 18h6q-1 4 2 7h5q2-1 3 2-3 6-3 14l2 4-4 2 1 4-1 1 2 5h-4v6q-10-1-13 8-4-7-12-6l-3-8q-2 6-8 2-3 3-6 2l2-1 2-6q3 0 5-3l-6-2-5-8-7-3q-4-6-9-6v-1l5-2q5 5 12 6 4 3 4 8l3 4 7-4 2 1q1-3 4-2h5q2 5 6 3l-1-7q3-5 1-10l2-4 11 8 2 7v-9q-10-2-9-11z"/><path fill="#172744" d="M67 27q2-1 3 1 3 3 2 8l5 2v2q9 1 17-5l2 1v14l-6-2h-9l-6 3-3-3-1 2q4 7-2 1-3 3-6 0l-1-4 4-2-2-4q0-8 3-14"/><path fill="#3a3450" d="M0 32q5 0 9 6l7 3 5 8 6 2q-2 3-5 3l-2 6-2 1q-5-3-2-7-1-6-6-3-3-1 0-3L0 44z"/><path fill="#272c4a" d="M96 50v16q-2 0-2 3l-1-5q-4-3-6 1-1-1 1-3h-4l-4 6 1 2-9 3-2-7v-5l-6-4-2-5 1-1q3 3 6 0 6 6 2-1l1-2 3 3 6-3h9z"/><path fill="#122542" d="m0 44 10 4q-3 2 0 3 5-3 6 3-3 4 2 7 3 1 6-2 6 4 8-2l3 8q8-1 12 6 1 3 5 1l3 3q4-3 10 0v13h5q3 5 8 8H67q2-5-3-5l-1-8q-6-1-9-6h-5q-4 3-9 2-2-9-11-8-6-4-13-3l-2 3q-2 3-5 3-6 0-9-4z"/><path fill="#2e2d49" d="m64 57 6 4v5l2 7 9-3-1-2 4-6h4q-2 2-1 3 2-4 6-1l1 5q0-3 2-3v30H78q-5-3-8-8h-5V75q-6-3-10 0l-3-3q-4 2-5-1 3-9 13-8v-6z"/><path fill="#0a203f" d="M67 96H50q1-4-2-6l-4 2q-1-3 2-4l-2-1-4 2-6-3 4-6q-3-2-4-5h-5q-7-6-15-4l2-3q7-1 13 3 9-1 11 8 5 1 9-2h5q3 5 9 6l1 8q5 0 3 5"/><path fill="#071e3e" d="M0 70q3 4 9 4 3 0 5-3 8-2 15 4h5q1 3 4 5l-4 6 6 3 4-2 2 1q-3 1-2 4l4-2q3 2 2 6H0z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green traffic signals glowing in the distance. | <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="#8efe91" d="M0 0h96v89l-16-1h-4q-1-12 2-21l1-4h2q-3-4-7-3v-8l7-3-6-4q-4 0-3 4v3q-1 10 1 22v13L51 77q-13 0-24-4L0 74z"/><path fill="#2cf633" d="m76 50-3-1q0-3 3-2z"/><path fill="#3e6f43" d="M81 49q-3-1-5 1v-3q-3-1-3 2h-1q-1-4 3-4z"/><path fill="#252f2a" d="m72 49 3 1q2-2 5-1l-7 3h-2z"/><path fill="#63bd69" d="M72 52h2v8q4-1 7 3h-2l-1 4v-6q-9 0-1 1-1 6-4 1 0 4 2 7l-2 4q-2-12-1-22"/><path fill="#7f7353" d="M77 71q2 0 1 3-2-1-1-3"/><path fill="#0c282c" d="M78 67q-3 9-2 21h4q7 3 16 3v5H0V74l27-1q11 4 24 4l22 10V74l2-4q-2-3-2-7 3 5 4-1-8-1 1-1z"/><path fill="#165735" d="m80 88 16 1v2q-9 0-16-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a glowing lantern casting shadows on the porch. | <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="#0b0f16" d="M0 0h96v96H0z"/><path fill="#dabd7e" d="m77 18 1 59h-7l-4-4V29q-2-6 4-9z"/><path fill="#665742" d="m58 37 1 8h-3q-1-5 2-8"/><path fill="#3f3a36" d="m22 21 2 5 24 19 6-4 1 3-2 7v4L38 76l12 1q-6 4-10 1l-5 1-2-2q9-4-2-3v3q-5-1-8 1-2-28-1-57"/><path fill="#665e47" d="m77 18 1-1v62-2z"/><path fill="#d1b273" d="m19 19 3 2q-1 29 1 57-3 6-7 4l1-1z"/><path fill="#715d44" d="M67 29v44q-6 0-9 2-6 0-1-3l-8 1V63q2-4 4 0l1 1q0-3 2-3v3q8-2 2-8-2 0-1 3-3-4-2-8h6l1 13 2-3-1-10q-4-9-3-16 3-4 7-6"/><path fill="#debf70" d="m56 61 1-2q-1-3 1-3 6 6-2 8z"/><path fill="#9c8151" d="M53 51h2q-1 4 2 8l-1 2q-2 0-2 3l-1-1z"/><path fill="#ad925c" d="M61 51h2l1 10-2 3z"/><path fill="#5d503f" d="M53 55v8q-2-4-4 0v10l8-1q-5 3 1 3-4 3-8 2l-12-1z"/><path fill="#131820" d="M56 65h6q-1 2 2 4l-10 2q0-4 2-6"/><path fill="#a0875a" d="M71 77h7v2l1 3q-6 1-8-5"/><path fill="#665740" d="m67 73 4 4q2 6 8 5l2 1H50z"/></svg> | |
{
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} | Generate code for a svg of a black and white vector illustration of an ambulance, distinguished by a cross on the front. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
{
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"path": null
} | Generate code for a svg of a a blue heron walking gracefully along the shore. | <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="#f8f8ed" d="M0 0h96v70H0z"/><path fill="#cfad86" d="M57 28v-1l11 2q-6 1-11-1"/><path fill="#5ea4d2" d="m54 43 2 4q-3-1-3 1l-7 7-1-1q3-6 9-11"/><path fill="#40719d" d="M57 27q-10 0-3 7 5-3 6 3l-6 17q-8 1-13 7l4-8 1 1 7-7q0-2 3-1l-2-4q4-3 4-7-12 2-7-9 3-3 6 0"/><path fill="#888f94" d="M59 61q-4-2-6-5 3 0 6 5"/><path fill="#68798b" d="M59 61v7l-2-2z"/><path fill="#a6cdd6" d="M0 71v-1h42v1l-1 1q-21-2-41-1"/><path fill="#e8d0b0" d="M96 70v26H47q6-6 14-7l2-4-13-2 7-2q0-5-4-8l-11-2v-1z"/><path fill="#e7cba3" d="m42 71 11 2q4 3 4 8l-7 2q-15 0-28-4l10-5 9-2z"/><path fill="#76b4d0" d="M0 71q20-1 41 1l-9 2h-8l2 1q-6 1-9 4l14 6 1 4q7 0 13 5l-2 2H0z"/><path fill="#e9f4f1" d="m32 74-10 5q13 4 28 4l13 2-2 4q-8 1-14 7h-4l2-2q-6-5-13-5l-1-4-14-6q3-3 9-4l-2-1z"/></svg> | |
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<path d="M102.35,68.47c-2.16-0.36-4.35,0.48-5.71,2.21c-0.97,1.27-2.49,1.99-4.09,1.95h-0.27 c-1.1,0-2.19,0.3-3.13,0.87c-1.48,0.9-3.35,0.9-4.83,0c-0.94-0.57-2.03-0.87-3.13-0.87c-0.24-0.02-0.47-0.02-0.71,0 c-1.71,0.25-3.42-0.43-4.48-1.79c-1.14-1.55-2.95-2.46-4.88-2.45c-3.31,0.08-5.96,2.76-6,6.07c0.03,3.3,2.7,5.97,6,6 c0.28,0,0.57-0.02,0.85-0.06c1.65-0.27,3.31,0.4,4.31,1.74c1.85,2.65,5.46,3.36,8.17,1.61c1.41-0.89,3.2-0.89,4.61,0 c2.63,1.68,6.1,1.07,8-1.4c0.91-1.25,2.38-1.96,3.93-1.9h0.38c3.34-0.05,6.01-2.8,5.96-6.14c-0.04-2.89-2.12-5.34-4.96-5.86 L102.35,68.47z" style="fill:#29B6F6;"/>
</g>
</g>
<g>
<defs>
<path id="SVGID_3_" d="M43,47.7c-9.58,0.03-17.33,7.82-17.3,17.4c0.03,9.58,7.82,17.33,17.4,17.3c9.58-0.03,17.33-7.82,17.3-17.4 C60.34,55.43,52.57,47.71,43,47.7"/>
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<clipPath id="SVGID_4_">
<use style="overflow:visible;" xlink:href="#SVGID_3_"/>
</clipPath>
<g style="clip-path:url(#SVGID_4_);">
<path d="M59.9,68.47c-2.16-0.36-4.35,0.49-5.7,2.21c-0.98,1.27-2.5,1.99-4.1,1.95h-0.26 c-1.1-0.01-2.19,0.29-3.13,0.87c-1.49,0.9-3.35,0.9-4.84,0c-0.94-0.58-2.03-0.88-3.13-0.87c-0.23-0.01-0.47-0.01-0.7,0 c-1.73,0.26-3.47-0.44-4.53-1.83c-1.14-1.55-2.95-2.46-4.87-2.45c-3.31,0.08-5.96,2.76-6,6.07c0,3.31,2.69,6,6,6 c0.02,0,0.03,0,0.05,0c0.28,0,0.56-0.02,0.84-0.06c1.65-0.27,3.32,0.4,4.32,1.74c1.82,2.66,5.42,3.4,8.15,1.68 c1.4-0.89,3.2-0.89,4.6,0c2.63,1.68,6.1,1.07,8-1.4c0.9-1.25,2.38-1.96,3.92-1.9h0.39c3.31,0.28,6.22-2.19,6.5-5.5 S63.22,68.76,59.9,68.47L59.9,68.47z" style="fill:#29B6F6;"/>
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<g id="eyebrows">
<path d="M27.4,39.8c-2.2,0.4-2.3,3.6,0.1,3.7c5.3,0.07,10.42-1.9,14.3-5.5c1.48-1.28,2.73-2.8,3.7-4.5 c0.58-0.83,0.38-1.97-0.45-2.55c-0.83-0.58-1.97-0.38-2.55,0.45l-0.1,0.1C38.48,35.88,33.19,38.81,27.4,39.8z" style="fill:#422B0D;"/>
<path d="M84.5,31.4c-0.58-0.83-1.72-1.03-2.55-0.45c-0.83,0.58-1.03,1.72-0.45,2.55 c0.97,1.7,2.22,3.22,3.7,4.5c3.9,3.57,9.01,5.54,14.3,5.5c2.5-0.1,2.3-3.3,0.1-3.7C93.74,38.84,88.41,35.87,84.5,31.4L84.5,31.4" style="fill:#422B0D;"/>
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<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;"/>
<path id="mouth" d="M64,103.2c10.8,0,17.8-7.9,19.7-11.6c0.7-1.4,0.7-2.6,0.1-3.1c-0.64-0.4-1.46-0.4-2.1,0 c-0.32,0.13-0.62,0.3-0.9,0.5c-4.9,3.52-10.77,5.44-16.8,5.5c-6.01-0.08-11.87-1.96-16.8-5.4c-0.28-0.2-0.58-0.37-0.9-0.5 c-0.64-0.4-1.46-0.4-2.1,0c-0.6,0.6-0.6,1.7,0.1,3.1C46.2,95.3,53.2,103.2,64,103.2z" style="fill:#422B0D;"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a ship leaving a trail of light through space. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfaf8" d="M0 0h96v14l-2 1q-11-6-23-1l-13-2-58-1z"/><path fill="#faf9f8" d="m0 11 7 2a826 826 0 0189 1v82h-3l-1-1q-1-1 1-3l-3-1-1-17-1 9q-2-7 1-13l-2-4v-6q-9-7-18-6l-2-3-14-8-2-5 2-1q-5-9-4 1h-3v4q-17-1-32-9-8 0-14 4z"/><path fill="#f4f1e9" d="M57 45h-9q-3 0-4 3l-3-3-17-3q-3-1-3 2v1q-3 0-2 3-7 10-19 10V37q6-4 14-4 15 8 32 9v-4h3q-1-10 4-1l-2 1 2 5z"/><path fill="#3e4c5f" d="M57 45q3-1 1 2-2 0-1 2l-13-1q1-3 4-3z"/><path fill="#f0d8ba" d="m44 48 13 1 8 8h-5l1 3q-13-8-26-11-8-4-14-5 0-3 3-2l17 3z"/><path fill="#c4cdce" d="m19 48 12 5 19 15 4 6 17 13-1 2-26-9q-9-11-23-11L0 71V58q12 0 19-10"/><path fill="#f5e6cf" d="m58 47 9 4 2 3q1 4 7 4 1 5 7 6 3 6-4 6L61 60l-1-3h5l-8-8q-1-2 1-2"/><path fill="#ddccbc" d="M21 45q6 2 12 7 0 2 2 3 18 8 32 24-10-3-13-10l-4-1-19-15-12-5q-1-3 2-3"/><path fill="#fbf8ee" d="M35 49q13 3 26 11l18 10q7 0 4-6-6-1-7-6-6 0-7-4 9-1 18 6v6l2 4q-3 6-1 13l1-9 1 17 3 1q-2 2-1 3l-11-2-1-3q-4-12-15-18l-2-5q-9-3-14-9l-14-8q-3-1 0-1"/><path fill="#99a6ac" d="m70 89 11 4 11 2 1 1H0V71l21-2q14 0 23 11z"/><path fill="#dfc4a8" d="M33 52q20 9 36 27h-2Q53 63 35 55q-2-1-2-3"/><path fill="#cec8c0" d="m50 68 4 1q3 7 13 10h2l11 11 1 3-11-4 1-2-17-13z"/><path fill="#fbf7e3" d="M21 45v-1q6 1 14 5-3 0 0 1l14 8q5 6 14 9l2 5q11 6 15 18L69 79Q53 61 33 52q-6-5-12-7"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a dark brown wooden bench by a quiet river. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfc" d="M0 0h96v53l-4 1-2-6q-3-3-4 0l2 7-3 2q-4-1-6 1-2-1-1-3-6-1 0-2l-3-1 4-1q-7-3-15 0l4 1q-4 0-5 3-22-1-43 1-11-4-20-4z"/><path fill="#c2c2c0" d="m92 54-4 1-2-7q1-3 4 0z"/><path fill="#35312c" d="M0 52q9 0 20 4l13 5 5 1q0 5 6 6v2l-4 2-14 4q-3 0 0 1l-6 2 1 1q-7 3-2 7l12 9H0z"/><path fill="#ccd3d1" d="m63 55 3 1-10 2q-4-1-6 1-9-2-17 1l-13-5q21-2 43-1"/><path fill="#36312b" d="M96 53v43H67l-2-15 5-6q-2-3-5-4 1-3-1-3l3-2h1l1 4q4 0 7-4-3-8-7-1l-1-1q-2-3-4-2v4l-2 2-1-3v-3l24-5 3-2 4-1z"/><path fill="#a79b90" d="M63 56q2-1 4 2l2-2 6 3H56l10-2z"/><path fill="#7d6046" d="M56 59h19l-20 2-5-1q2-2 6-1"/><path fill="#494139" d="m85 57-2 2-24 2q-2 3-2 7h4v-3l1 3 2-2h3l-3 2q2 0 1 3l-14-3q7-1 4-7l20-2-6-3-2 2q-2-3-4-2v-1q1-3 5-3l-4-1q8-3 15 0l-4 1 3 1q-6 1 0 2-1 2 1 3 2-2 6-1"/><path fill="#eaeae9" d="M61 62v6h-4q0-4 2-7z"/><path fill="#cecac8" d="M68 64v2h-4v-4q2-1 4 2"/><path fill="#51463f" d="M68 66v-2l1 1q4-7 7 1-3 4-7 4z"/><path fill="#7b7975" d="M44 68q9 0 0 2z"/><path fill="#f6f5f6" d="m50 60 5 1q3 6-4 7l14 3q3 1 5 4l-5 6 2 15H31l-12-9q-5-4 2-7l-1-1 6-2q-3-1 0-1l14-1v-3l4-2q9-2 0-2-6-1-6-6l-5-1q8-3 17-1"/><path fill="#bab8b6" d="M40 72v3l-14 1z"/><path fill="#605b55" d="M36 87q2-1 3 1-3 1-3-1"/></svg> | |
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} | Generate code for a svg of a there is a white toilet with a green seat and a white toilet seat | <svg xmlns="http://www.w3.org/2000/svg" width="152" height="151" viewBox="0 0 152 151">
<defs>
<style>
.cls-1 {
fill: #dbfee7;
fill-rule: evenodd;
}
</style>
</defs>
<path class="cls-1" d="M151.3,15.573c1.7,47.574-68.662,132.8-118.76,134.613s-92.117-35.279-93.827-82.852S-23.77-20.278,26.335-22.093,149.58-32,151.3,15.573Z"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a golden field of wheat swaying in the breeze. | <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="#f7e5a4" d="M0 0h2Q1 6 8 10l2-3h3q-1 1 1 4l1-1q2 5-4 8l-3-3-5 8q-1 9 8 7l13 3q6-3 13 0l1-1 16 6 8-2 19-1 8-3q4 3 7-2v12l-47 3q-12-4-22-3-13-4-27-3z"/><path fill="#f8e5a1" d="M2 0h94v30q-3 5-7 2l-8 3q-4-2-8 1l-19 2-16-6-1 1q-7-3-13 0l-13-3q-9 2-8-7l5-8 3 3q6-3 4-8l-1 1q-2-3-1-4h-3l-2 3Q1 6 2 0"/><path fill="#f8ee98" d="M0 40v-1q14-1 27 3-8 1-14-1-7-2-13-1"/><path fill="#f8e068" d="M0 40q6-1 13 1l-2 1 11 2-9 5-1-2q-4 0-4 5l3-2h15l-9 4-8 9-4-9-5 5z"/><path fill="#faeb7f" d="M13 41q6 2 14 1 10-1 22 3l-1 1H38q-4 3-6 7-1-2-3-1l1-2H11l-3 2q0-5 4-5l1 2 9-5-11-2z"/><path fill="#faea81" d="M96 42v6h-3q-1-3 1-4-6 0-11 3l-1 3q1-2 4-1l-6 3q-2-3-4-2l5-3q-3-2-8-1h-8l2 1-4 1-6-2z"/><path fill="#fad858" d="M93 48q-4-1-7 1-3-1-4 1l1-3q5-3 11-3-2 1-1 4"/><path fill="#f9ec8a" d="m48 46 11 4 1 2q-1 5-5 6-3-4 2-6h-2q-4 0-6 5l-2-2v1q-6 3-4 9l-1 1h-1q-3-3-5-1-4 4-6 10l5 3v1q-3-2-4-1h-1q-4 0-5 3 0-2-2-2l1-2 2-3q1 3 4-1l-2-1 3-8q4 2 6-3 2 2 3 1l4-6q-1-1-3 1v-2q2-1 1-3h-6l-4 4v-3q2-4 6-7z"/><path fill="#fbe567" d="m48 46 1-1 8 1 6 2 4-1-2-1h8q5-1 8 1-12 0-21 5l-1-2z"/><path fill="#f8d658" d="m81 47-5 3q-6 0-10 5l-1-2q-3 2-5 7l-6 1 1-3q4-1 5-6 9-5 21-5"/><path fill="#f8eb90" d="M93 48h3v11l-4-2-8 5q1-6 7-7-6-2-11 1-2 1-1 4h-4l-1-5-1 2-1-2q-3 2-4 6l-3 1-3 1-2-3q2-5 5-7l1 2q4-5 10-5 2-1 4 2l6-3q3-2 7-1"/><path fill="#f7da62" d="M29 52q2-1 3 1v3l4-4h6q1 2-1 3-1-2-3 1l-2-1-4 6q-3-4-6 0l-2-1 2-2h-6l-4 5-1-1q0-3 2-4z"/><path fill="#f4cf52" d="M41 55v2q2-2 3-1l-4 6q-1 1-3-1-2 5-6 3l-3 8v-8l4-3 4-6 2 1q2-3 3-1"/><path fill="#f4d156" d="m47 56-1 8q-1 4-3 1-2-6 4-9"/><path fill="#f8ee97" d="m32 61-4 3q-3 1-2-2v-1q3-4 6 0"/><path fill="#efc041" d="m50 64-1 2q-3-3-1-4 1-4 4-6 1 4-2 8"/><path fill="#f3cf56" d="M96 59q-5 0-7 3h7v3l-5 5-7-7h-2q3 2 2 6-4-3-7-1l-2-2 4-1 1-5q-4-1-7 2l-1-2 1-4 1-2 1 5h4q-1-3 1-4 5-3 11-1-6 1-7 7l8-5z"/><path fill="#f1c448" d="M9 63q-3 2-5 6l-4-8v-2l5-5z"/><path fill="#f2d25c" d="m24 60-1 6q-3-1-3 1l-3 2q-1-7 7-9"/><path fill="#f9efa0" d="m73 57-1 4-2 13-5-12 3-1q1-4 4-6z"/><path fill="#f7f0a9" d="M96 60v3h-7q2-3 7-3"/><path fill="#f9ef9f" d="M26 50h4l-1 2-12 6q-2 1-2 4-5 2-5 6-3 1-2 5l-4 6-1-8 1-2q2-4 5-6l8-9z"/><path fill="#dca63a" d="M15 62q-4 2-6 7v-2q0-4 5-6"/><path fill="#f9f2a3" d="m58 65-4 4q-7 17-4 0-1-3-2 0l-1 4q-3-2-2-4l4-3 1-2 2 1q2-3 6-3z"/><path fill="#f7ed9d" d="M24 60q-8 2-7 9-2 0-2 3l-1-3q0-4 2-6l4-5h6z"/><path fill="#f6de70" d="m55 58-1 3 6-1 2 3-4 2v-3q-4 0-6 3l-2-1q3-4 2-8-3 2-4 6-2 1 1 4l-4 3q-1 2 2 4l-1 2-5-3q3-3 1-6l1-1q2 3 3-1l1-8v-1l2 2q2-5 6-5h2q-5 2-2 6"/><path fill="#e2a92e" d="M41 66q-2 8-3 0l-3 12-5-3q2-6 6-10 2-2 5 1"/><path fill="#ecbf49" d="M26 62q-1 3 2 2v8l2 1q-3 4-4 1l-2 3-1-3q0-7 3-12"/><path fill="#ebbb3f" d="M41 66q2 3-1 6-3 1-1 4l-4 8v-1l-1-4v-1l3-12q1 8 3 0"/><path fill="#f7e483" d="M16 63q-2 2-2 6l1 3-1 2-5 3v-1l-1-3q-1-4 2-5v2q2-5 6-7"/><path fill="#efc143" d="M20 67q2 0 2 3l-2 6-1-5q-4 3-5 8l-2 8-1-2 3-11 1-2q0-3 2-3z"/><path fill="#faeb85" d="M96 66v7q-3 1-2 4-3-1-1-3l-2-3z"/><path fill="#f9ef9f" d="m91 71 2 3q-2 2 1 3l2 1v12l-3-1-10-16-5-1 1-1q-5 0-2-2t7 1q1-4-2-6h2z"/><path fill="#eec44c" d="M84 70h3q-1 5-3 0"/><path fill="#f9ef9f" d="m41 72 5 3 1 4-1 5-2-2-3-4-1-2q-2-3 1-4"/><path fill="#e4aa30" d="m0 61 4 8-1 2 1 8 4-6 1 3q-2 3-2 7l-7 6z"/><path fill="#eab436" d="M96 73v5l-2-1q-1-3 2-4"/><path fill="#e7b63f" d="m72 61 1 2q3-3 7-2l-1 5-4 1 2 2q-3 2 2 2l-1 1 5 1 10 16v7h-9v-3q-3-6 0-10 5 8 3-1-3-6-9-7-1 3 3 5v5l-3-5-2-1q-2-3-1-4h-6q-1 3 3 6v1h-6q-3-3 2-3l-6 1q-6-1-8 3-3-6 2-9v-2q-5 4-7 10l3 8q-4 2-4 6h-4l3-10v-7l-1-4 1-2 1-4q1-3 2 0-3 17 4 0l4-4 4-2 3-1 5 12z"/><path fill="#f3db7b" d="M76 79h-3q-2 0-1 2-4-3-3-6h6q-1 1 1 4"/><path fill="#f8e276" d="m62 65 2 1q-2 2-2 5 3-3 6 1-3-1-5 1-2 4-4 1 0-6 3-9"/><path fill="#f8e583" d="m54 83-2 3 3 1v1q-3 0-3 3v-1l-3-8q2-6 7-10v2q-5 3-2 9"/><path fill="#f9ef9a" d="m84 83-3-3q-4-2-3-5 6 1 9 7 2 9-3 1"/><path fill="#eab236" d="m24 60 2 1v1q-3 5-3 12l1 3-1 2q-4 3-4 9l-2 1v7h-2q2-9-1-17 1-5 5-8l1 5 2-6q0-3-2-3 0-2 3-1z"/><path fill="#df9f26" d="m14 74-3 11-2 6q-3-8 0-14z"/><path fill="#c9831b" d="M40 93v3h-2q-1-9 1-16z"/><path fill="#faf1a7" d="m62 80 2 1-1 1h-2q-2-1-2 1-4 0-4 4l-3-1 2-3q2-4 8-3"/><path fill="#f1d064" d="m81 80 3 3q-3 4 0 10l-3-8z"/><path fill="#d39222" d="M14 79q3 8 1 17h-4l1-9z"/><path fill="#dc9f2a" d="M31 78q1-1 4 1l1 4-5 4z"/><path fill="#c58626" d="M30 78v9l-2 3-1-3z"/><path fill="#e6bc42" d="m41 78 3 4q-3 6-2 14h-2v-3z"/><path fill="#f5e07f" d="m72 82 5 7 3 7h-1l-5-5v-3q-3-4-7-4l1 3-5-5 1-1-2-1 6-1q-5 0-2 3z"/><path fill="#faf3b8" d="M76 79q2 4 1 10l-5-7v-1q-1-2 1-2z"/><path fill="#f9ec97" d="M23 79q2 0 2 2-2 2-2 5l-1 2q-3 6-3 0t4-9"/><path fill="#d99722" d="m40 76 1 2-1 15-1-13q-2 7-1 16h-2l-1-10 1-2z"/><path fill="#fcf29f" d="m74 91-4-2-2-1v-1l-1-3q4 0 7 4z"/><path fill="#daa435" d="M61 82h2l5 5v1q-2 3-1 8h-3l-1-8-1 2z"/><path fill="#f8e98d" d="M7 83v2q-5 2-5 7H0v-3z"/><path fill="#eecb50" d="M9 76q-3 6 0 14-2 2-1 5H7V83q0-4 2-7"/><path fill="#f7e37e" d="m11 85 1 2-1 9H8q-1-3 1-5z"/><path fill="#c98823" d="M44 96h-2q-1-8 2-14l2 2 1-5v7z"/><path fill="#f9ee9e" d="m76 79 2 1 3 5 3 8v3h-4l-3-7q1-6-1-10"/><path fill="#f9ea90" d="m36 83-1 2q-1 5-7 9l1-5 2-3z"/><path fill="#ebc753" d="M55 88h2l1 1-4 5q-3-3-2 2h-2q-1-4 2-5 0-3 3-3"/><path fill="#f1d874" d="M64 96h-2v-6l1-2z"/><path fill="#cc8d29" d="m59 83 1 13h-8q-1-5 2-2l4-5-1-1h-2v-1q0-4 4-4"/><path fill="#f7ce49" d="m68 88 2 1q-3 2-2 7h-1q-1-5 1-8"/><path fill="#f5d04f" d="M0 92h2v4H0z"/><path fill="#b36f1d" d="m23 86 1 10h-2v-8z"/><path fill="#b47823" d="M52 90q-3 1-2 5h-2q0-4 4-6"/><path fill="#f3ca45" d="M59 83q0-2 2-1l1 8v6h-2z"/><path fill="#d39526" d="m70 89 4 2 5 5H68q-1-5 2-7"/><path fill="#cc9128" d="M7 85v11H2v-4q0-5 5-7"/><path fill="#cc932d" d="M19 88q0 6 3 0v8h-5v-7z"/><path fill="#dda62e" d="m30 78-2 9 1 3-1 5q6-4 7-9l1 10H24l-1-10q0-3 2-5 1-3 5-3"/><path fill="#eeca57" d="m93 89 3 1v6h-3z"/></svg> | |
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} | Generate code for a svg of a a blue parrot squawking in a jungle. | <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="#5e8f99" d="M48 0h9l1 4q-8 3-5 10v1l-5-7z"/><path fill="#2f6471" d="M87 0h9v4L85 14q0-7 5-13-1-1-3 1z"/><path fill="#244d5c" d="M0 0h4q0 6-4 10z"/><path fill="#568889" d="M43 0h2v12l-1-6z"/><path fill="#131a3f" d="M57 0h3q2 11 3 0h5q0 17 3 0h3l-2 8 4 3q1-5 5-8l-1-3h7v2q2-2 3-1-5 6-5 13L96 4v3l-2 8q-5 4-8 10l-1 5q-3 0 0 3-3 1-3 4v-2l-2-11-1-8 2-3-1-2q-4 3-7 0h-5l-9 8q-2-3 2-5l-7 2-1-1v-1q2-2 6-2 4-1 1-3l4-1-6-4z"/><path fill="#305c76" d="M74 0h6l1 3q-4 3-5 8l-4-3z"/><path fill="#30687d" d="M60 0h3q-1 11-3 0"/><path fill="#305370" d="M68 0h3q-3 17-3 0"/><path fill="#f1eed9" d="m58 4 6 4-4 1q-6 0-1 3-4 0-6 2-3-7 5-10"/><path fill="#121a3c" d="M4 0h9q-1 3 2 5-4-1-7 1 5 6 8 15 1-6-2-10 3 0 5 5v-6l2-7-1-2q-6 8-2-1h11q3 6 4 0h10l1 6-1 7v1L40 2v10l-1-4-1 7-1 1-2-10-2 6-1-3v2q-3-1-4-4l-2 7-2 2-6 7 2 5v11q8 4 6 14-1-6-4-9l-1 22 6 1 4 1-10 2-5 4v-9q-1-4-3-1v-2l1-1q-4-7-5-13t1-12l-2-6q-4 4-4 11l-1 6-3 8V10Q4 6 4 0"/><path fill="#244d5e" d="M13 0h5q-4 9 2 1l1 2-2 7v6q-2-5-5-5 3 4 2 10-3-9-8-15 3-2 7-1-3-2-2-5"/><path fill="#5f7377" d="M29 0h4q-1 6-4 0"/><path fill="#2c4f68" d="m24 16-3-9 2-1q3 4 1 10"/><path fill="#7a7f7f" d="M60 9q3 2-1 3-5-3 1-3"/><path fill="#446d84" d="M32 11q-3 2-3 7l-3-4 2-7q1 3 4 4"/><path fill="#f1efdd" d="m48 8 5 7 1 1 7-2q-4 2-2 5l9-8h5l-6 5q-3 3-2 9 4-6 10-9 0 6-6 10-2 3-2 7l13-9 2 11q-2 0-1 3l-2-2-1 1-1 9-1 1q-1 9 1 19 0-11 4-20l6 3 1 3-1 3-4-4v1q3 3 4 9-1 9-7 3 1 7 7 13l-1 1q-9-1-15 6l5 1 2 3-2 1h-3l-7-1v-1l2-8-1-12 7 7 3 3q1-6-2-7l-4-8q1-6-1-9l-1-3-6-9-14-14-6-2-2-2 4-5z"/><path fill="#253e67" d="M45 0h3v8l-3 10-2-5 1-7 1 6z"/><path fill="#244363" d="M73 11q3 3 7 0l1 2-2 3q-3-4-4 0-6 3-10 9-1-6 2-9z"/><path fill="#4d7583" d="m43 14-3 6V2z"/><path fill="#24466a" d="m86 21-3-1q-2 0-1 3-3-8 5-7 0-3 3-4z"/><path fill="#83b1b0" d="m37 16 1-1 1-7 1 4v8l3-6v-1l2 5-4 5 2 2q-6-1-10 2l-7-9-3 7-3 3-2-5 6-7 2-2 3 4q0-5 3-7V9l1 3 2-6z"/><path fill="#35667b" d="m37 16-1 2q-5-5-2 1v6l-3-12z"/><path fill="#28496a" d="M33 27v1l-7-7-2 9v-4l2-9z"/><path fill="#5e7d8a" d="M96 7v12h-1q-1-1-3 1l-3 7q-1-2-3-2 3-6 8-10z"/><path fill="#37647c" d="m79 16 1 8-13 9q0-4 2-7 6-4 6-10 1-4 4 0"/><path fill="#8d9696" d="m86 21-3 6-1-4q-1-3 1-3z"/><path fill="#e7e6d1" d="M95 19v16l-3-3-1-5z"/><path fill="#288ccf" d="m43 25 6 2v11q6 0 12 5l-13-4-3 1-1 7q-4-4-3-8 5-4 2-10v2l-1-2q-3-3-5 0l1 4-5-5v-1q4-3 10-2"/><path fill="#1e244d" d="m95 19-3 8 1 5-2-1-2-4 3-7q2-2 3-1"/><path fill="#e7e9d2" d="M11 27v4q-3-3 0-4"/><path fill="#81b3a8" d="M86 25q2 0 3 2l2 4-2 1q-2-3-4-2z"/><path fill="#d5d4c1" d="m16 26 2 5-1 6-3-3z"/><path fill="#e4e1c8" d="M85 30q2-1 4 2-3 4-4 1-3-3 0-3"/><path fill="#191c3d" d="m33 28 5 5 1 3q-3-1-4 2-3-4-2-9z"/><path fill="#e3e4d5" d="m42 29 1 2q0 3-3 5l-1-6z"/><path fill="#a4adb2" d="m42 29-3 1 1 6h-1l-1-3-1-4q2-3 5 0"/><path fill="#22375d" d="m93 32 3 3v11l-2-7q-2 0-2 3-1-4 2-7z"/><path fill="#1f2c5d" d="m41 39-2-3h1q3-2 3-5v-2q3 6-2 10"/><path fill="#5191a3" d="m91 31 2 1 1 3q-3 3-2 7 0-3 2-3l2 7v21q-7-10-6-21l-2 6-1-3-6-3q2-6 6-9l-2-1-4 2q-1-3 1-3v2q0-3 3-4 1 3 4-1z"/><path fill="#f3f0de" d="M33 29q-1 5 2 9 1-3 4-2l2 3q-1 4 3 8l2 2q2 6 9 11l-7 3q-2 2-1 3l8-4 1 1q0 4 4 8-1 5 1 9 0 4 5 7v1q-5 0-8 3H44l-3-1-11-3 7-6-6-5-7-1q8-2 14 4-1-5-5-7l12 2-8-4 3-3-9 1-4-1 1-2 7-1q-3-2-4-1h-6q12-15-4-2v-3l1-14q3 3 4 9 2-10-6-14V28l3-3 1 2v4l2-9z"/><path fill="#427589" d="M9 48q-2 3-1 7H5L4 41q0-7 4-11l2 6q-2 6-1 12"/><path fill="#f0eed9" d="m12 38 5 8q2 5-1 11l-3-4q-2-7-1-15"/><path fill="#192143" d="m81 38 4-2 2 1q-4 3-6 9-4 9-4 20-2-10-1-19l1-1 1-9 1-1z"/><path fill="#ececd9" d="M3 47v8l-3 6v-6z"/><path fill="#2fa7e2" d="m49 27 14 14 6 9-3 1q2 7-4 3-2 3-5 0v-2l-3 1q-3-4-8-4l-2-2 1-7 3-1 13 4q-6-5-12-5z"/><path fill="#8bb3b2" d="m4 41 1 14h3l3 7q-6 2-11 6v-7l3-6v-8z"/><path fill="#23496a" d="M96 67v9l-5-4-4-11q-1-6-4-9v-1l4 4 1-3 2-6q-1 11 6 21"/><path fill="#e1e1d0" d="M9 48q1 6 5 13l-1 1h-2l-3-7q-1-4 1-7"/><path fill="#435f79" d="m27 67-6-1q-2-5 0-8v3q16-13 4 2h6q1-1 4 1l-7 1z"/><path fill="#235d9a" d="M46 49q5 0 8 4l3-1v2q3 3 5 0 6 4 4-3l3-1 1 3q-2 3-1 8-6 3-10 0l-3 2-1-1-8 4q-1-1 1-3l7-3q-7-5-9-11"/><path fill="#327fc3" d="M70 53q2 3 1 9l4 8-3-2 2 6-7-7 1 12-2 8q-5-3-5-7l1-6 3 9V66l-1 6q-4 0-4-3v2q-4-4-4-8l3-2q4 3 10 0-1-5 1-8"/><path fill="#27556e" d="M11 62h2v2l-5 6-4 4q-2-2-4-1v-5q5-4 11-6"/><path fill="#b7c7bc" d="m16 65-8 5 5-6q2-3 3 1"/><path fill="#52868f" d="M16 65v9l5-4 10-2 9-1-3 3-14 1v3q-10 0-12 11L0 82v-9q2-1 4 1l4-4z"/><path fill="#54b2df" d="M75 70q3 1 2 7l-3-3-2-6z"/><path fill="#1c5bac" d="M61 80q-2-4-1-9v-2q0 3 4 3l1-6v17l-3-9z"/><path fill="#5b928b" d="m87 61 4 11 5 4v14l-5-8q-2-3-5-4l1-1q-6-6-7-13 6 6 7-3"/><path fill="#4a8795" d="m24 75 7 1 6 5q-8 0-13 4-7 1-6-5 2-5 6-5"/><path fill="#152646" d="M86 78q3 1 5 4l5 8v4l-5-3q-7-6-15-6l-5-1q6-7 15-6"/><path fill="#224c61" d="m0 82 11 3q1 3 4 5l-5 3-10-6z"/><path fill="#19284a" d="m37 70 8 4-12-2q4 2 5 7-6-6-14-4-4 0-6 5-1 6 6 5 5-4 13-4l-7 6 11 3-15 3q-8-4-1 3H0v-9l10 6 5-3q-3-2-4-5 2-11 12-11v-3z"/><path fill="#518a91" d="M76 85q8 0 15 6l-2 2-13-4 2-1z"/><path fill="#243051" d="m66 88 7 1-10 3-5-1q3-3 8-3"/><path fill="#3a748c" d="m41 90 3 1 13 1q-2 1-1 4H25q-7-7 1-3z"/><path fill="#769ba5" d="M44 91h14l5 1h3q-5 1-7 4h-3q-1-3 1-4z"/><path fill="#3a6d81" d="M73 89h3l2 2 18 3v2H59q2-3 7-4h-3z"/></svg> | |
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} | Generate code for a svg of a a black and white image of a hand holding a phone | <svg t="1568628253755" class="icon" viewBox="0 0 1024 1024" version="1.1" xmlns="http://www.w3.org/2000/svg" p-id="7569" xmlns:xlink="http://www.w3.org/1999/xlink" width="200" height="200"><defs><style type="text/css"></style></defs><path d="M669.444868 376.24206v-0.002047M986.211349 376.24206L759.949138 149.97678c-37.490869-37.488823-98.269118-37.488823-135.758963 0l-67.879993 67.879993L443.175495 104.725156c-37.482683-37.488823-98.260931-37.488823-135.7518 0L35.905768 376.24206c-37.490869 37.488823-37.490869 98.269118 0 135.756917l407.269727 407.275867c37.490869 37.488823 98.276281 37.488823 135.758963 0l339.397921-339.395874 67.879993-67.879993c37.489846-37.488823 37.489846-98.269118-0.001023-135.756917zM805.204855 602.50427l-22.63144 22.627347-45.255716-45.25367c-12.491499-12.495592-32.748868-12.495592-45.247531 0-12.499685 12.495592-12.499685 32.756031 0 45.25367l45.247531 45.251623-45.247531 45.251624-90.503246-90.503247c-12.499685-12.497639-32.756031-12.497639-45.255717 0-12.499685 12.495592-12.499685 32.756031 0 45.251623l90.503247 90.505294-45.24753 45.251623-135.759987-135.755894c-12.499685-12.495592-32.756031-12.495592-45.255717 0-12.499685 12.495592-12.499685 32.756031 0 45.251624l135.758964 135.758963-22.624277 22.626324c-12.499685 12.495592-32.756031 12.495592-45.255717 0L81.161485 466.747353c-12.499685-12.497639-12.499685-32.756031 0-45.25367l271.510763-271.51588c12.499685-12.495592 32.756031-12.495592 45.255717 0L511.063675 263.111466l-45.255717 45.251624c-37.490869 37.488823-37.490869 98.271164 0 135.758963l45.255717 45.251624c37.482683 37.488823 98.260931 37.488823 135.750777 0l45.255716-45.251624 113.134687 113.131617c12.491499 12.494569 12.491499 32.755008 0 45.2506z" p-id="7570"></path></svg> | |
{
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"path": null
} | Generate code for a svg of a a purple morning glory climbing a wooden fence. | <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="#d7c8db" d="M0 0h96v41h-8q-2 2-1 3-2 1-1 4-9 1-7-7h-5v3q-2 1-1 4-7 0-10-4v-4q-3-6-8-4-1-3-3-1l1 8-3 2q-2-5-5-5-2-3 1-6h-3q-3-6-5 0-3 0-3 3l6 1q-3 3-4 9l-6 2q-9 1-8-7-2-2-4-1v8H5l-1-5H0z"/><path fill="#673e85" d="M43 34v5l-2-1-3-4q2-6 5 0"/><path fill="#a7769b" d="m38 34 3 4-6-1q0-3 3-3"/><path fill="#71459b" d="M55 36q5-2 8 4v4l-4-1q-6-3-4-7"/><path fill="#77528a" d="M55 36q-2 4 4 7-3-1-4 1h-1l-1-1-1-8q2-2 3 1"/><path fill="#998498" d="M43 34h3q-3 3-1 6 3 0 5 5h-1l-3-3q-2 3 1 7l-1 2q-3 1-3 4z"/><path fill="#dedee0" d="M49 45q-2 1-2 4-3-4-1-7z"/><path fill="#746382" d="m53 43-6 5h-1q0-3 2-4h1z"/><path fill="#dacfd7" d="m54 44 1 6-8-1z"/><path fill="#b48e8b" d="M55 44q1-2 4-1l4 1q3 4 10 4v5l-9-2-4 13 1-9-16-1 1-3 1-2h1l8 1z"/><path fill="#786875" d="M74 44v45l-4-1q-3-8 2-1l1-5v-3l-1-3 2-4-1-19v-5q-1-3 1-4"/><path fill="#ddd7db" d="M87 53h-6q2-2 6-1"/><path fill="#7e616f" d="m87 44 4 21q-4 2-1 6-1 3-2 0l-2 18h-2v-7h3l-1-7v-4l1-5V53l-1-5q-1-3 1-4"/><path fill="#594d7a" d="m46 51-1 3v3q-2 0-2-2 0-3 3-4"/><path fill="#ba928c" d="m86 48 1 5q-4-1-6 1h6v7h-6v5h6l-1 5h-6q-1 2 2 4-2 2-1 3l5-3 1 7h-3v4q-2-1-1-3h-3v6h6v7H75V85l-1-41v-3h5q-2 8 7 7"/><path fill="#c29f9a" d="m73 53 1 19h-1q-12-5-9 7v3h3l-2 1h-2q-2-3-5-2v-3l-1-7H46l-1-9 9-1-8-1q-2-1-1-3v-3l16 1-1 9 4-13z"/><path fill="#96747c" d="M96 41v55H86v-7l2-18q1 3 2 0-3-4 1-6l-3-24z"/><path fill="#91697c" d="M0 44h4v38q2-1 3 1v5q-4 2-3 8H0z"/><path fill="#ceb3b5" d="M4 61q8-1 15 1l-1 1q-7-2-13-1v3h13L4 66z"/><path fill="#d4cad6" d="M87 61v5h-6v-5z"/><path fill="#ddced8" d="M18 63v2H5v-3q6-1 13 1"/><path fill="#ba938e" d="m37 47 1 12q-3-1-4 1l4 3H24v8q-1 5 1 9 3-2 7-2l3 4H25v6q-3 0-4 3l-4-2q0-3 2-3l-2-3H7q-1-2-3-1v-6q6-2 14-2v-3H4v-5l14-1v-2l1-1q-7-2-15-1V44l1 5h14v-8q2-1 4 1-1 8 8 7z"/><path fill="#d8c9d1" d="M38 63v3H24v-3z"/><path fill="#ad8987" d="m41 38 2 1v16q0 2 2 2-1 2 1 3l8 1-9 1 1 9v15l-1 2-3-26-2 10q4 5 1 11l-2-1 4 2v12h-3l-2-11v-5l1-8h-9v-1l8-1v-7l-4-3q1-2 4-1l-1-12q1-6 4-9"/><path fill="#ddd1db" d="M65 63h8v3h-8z"/><path fill="#c69c90" d="M24 66h14v4l-8 1h-6z"/><path fill="#cbc5c6" d="M73 72q-2 0-2 3l1 1 1 3q-4-1-6 2l-1-4-2 2q-3-12 9-7"/><path fill="#ddd0d7" d="M4 71h14v3q-8 0-14 2z"/><path fill="#d9d0d6" d="M24 71h6v1l-1 2 3 4q-4 0-7 2-2-4-1-9"/><path fill="#d8d0cd" d="M46 71h11l1 7q-3 1-3 4l-1-4q-3 2-3 6-4-3-5 2z"/><path fill="#4d6882" d="m73 72-2 4-1-1q0-3 2-3"/><path fill="#c7c8ca" d="M33 72h6l-1 8q-3-3-3-7-2 1-2-1"/><path fill="#d6cdcd" d="M86 71v4l-5 3q-1-1 1-3-3-2-2-4z"/><path fill="#6f838b" d="M30 72h3q0 2 2 1 0 4 3 7v5l-2 2q-3-1 0-3l-1-2-3-4z"/><path fill="#b38986" d="M73 79v3h-6v-1q2-3 6-2"/><path fill="#647f88" d="M58 78v3l-2 2-1-1q0-3 3-4"/><path fill="#b1b4ad" d="m55 82 2 1-1 1q-3-1-5 2-3-2-3 1h-4l1-2q1-5 5-2 0-4 3-6z"/><path fill="#718091" d="M67 81h-3v-3l2-2z"/><path fill="#cebfbb" d="M7 83h10l2 3q-2 0-2 3L7 88z"/><path fill="#d8d3d0" d="M58 81q3-1 5 2-2 1 1 4l-1 1-8-1 2-2 1-1-2-1z"/><path fill="#b7b0ae" d="M67 82h6l-1 5q-5-7-2 1l-7 1v-1l1-1 1-4z"/><path fill="#dad9d4" d="M30 82h5l1 2q-3 0-4 3l-6 1v-5q1-1 4 2z"/><path fill="#4a5c7a" d="M63 83h2l-1 4q-3-3-1-4"/><path fill="#d5d4d6" d="M84 86v3h-4v-6h3q-1 2 1 3"/><path fill="#beb9b3" d="M30 82v3q-3-3-4-2v5l6-1q1-3 4-3-3 2 0 3l-6 2-5-1v-6z"/><path fill="#94717b" d="m38 85 2 11H4q-1-6 3-8l10 1 4 2q1-3 4-3l5 1 6-2z"/><path fill="#96767f" d="M45 88h4l11 1v7H43V84l-4-2 2 1q3-6-1-11l2-10z"/><path fill="#9f9193" d="m57 85-2 2 8 1v1q-2 3-1 7h-2v-7l-11-1q0-3 3-1 2-3 5-2"/><path fill="#a48285" d="M75 85v11h-5q-3-4-4 0h-4q-1-4 1-7l7-1 4 1q-1-3 1-4"/><path fill="#c6bab3" d="M70 96h-4q1-4 4 0"/></svg> | |
{
"bytes": "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",
"path": "4427a4f21aeee110629c3feedf73bb6b94139cb5157b1a49eb069eafdf862401.png"
} | Generate code for a svg of a a close up of a black and white sign with a smiley face | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="20" height="32" viewBox="0 0 20 32">
<path d="M1.998 14h4v4h2v-11.998h-2v5.998h-4v-5.998h-1.998v11.998h1.998v-4zM19.996 18v-4h-1.998v4h1.998zM19.996 12v-3.998h-1.998v3.998h1.998zM13.998 12v-3.998h4v-2h-6v11.998h2v-4h4v-2h-4zM0 26h19.996v-4h-19.996v4z"></path>
</svg> | |
{
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<path d="M57.82,114.03c-5.51-0.46-12-3.08-14.86-7.04c-0.29-0.4,0.21-0.89,0.59-0.57 c2.04,1.7,6.01,3.91,13.23,4.35c17.08,1.04,27.84-0.43,37.4-6.09c2.63-1.56,5.07-3.31,7.23-4.86c2.88-2.07,4.73-3.32,7.04-4.11 c6.3-2.15,11.1,1.94,11.1,1.94c-3.34-0.31-6.9-0.76-9.43,0.22c-3.48,1.34-8.32,5.77-14.42,9.38 C81.43,115.7,66.43,114.75,57.82,114.03z" style="fill:#BA8F63;"/>
<path d="M45.14,63.24c5.89,0.35,8.52-2.15,8.52-2.15s-1.52-0.9-7.9-1.8c0,0-30.29-2.18-34.97-2.73 c-5.92-0.69-6.75-5.09-6.75-5.09s-1.1,6.83,7.25,8.18C17.52,60.67,39.25,62.89,45.14,63.24z" style="fill:#BA8F63;"/>
<path d="M48.54,92.97c2.4-0.18,3.4,0.44,3.65,1.78c0.25,1.34-1.2,1.98-3.93,1.89 c-6.9-0.21-11.62-3.07-12.03-7.41C36.23,89.23,38.73,93.7,48.54,92.97z" style="fill:#BA8F63;"/>
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</svg> | |
{
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} | Generate code for a svg of a a yellow toy shovel left in the sandbox. | <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="#fae0a4" d="M0 0h82l4 2q-8 2-13 8v13l-4 6q-4-3 0-6-1-4-6-4-1 3-3 0l-1 1q4 1 1 4 2 3 6 5-1 5-4 2l-1 2q-1-3-2 0-1-1 1-3-4-2 0-4l-2-3-1 2-1-4q-7-2-13-1l3 12q-2 8-1 15-2 2-1 5l-4-1q-3-1-3 1-3 2-3 5l-2 1q-8 2-14 6-3 3 0 2 5 1 6 7l5-5h18l12-2 5-3q3-1 5 2-4 3-6 8l-5-3q-3 0 0 1l-16 2q0 3-3 5-4 0-6 3-5-3-6 3l4 4q-3 1-3 4l2-1 4 2q3-3 8-3-1 2 1 3l10-2 3 2q1-2 4-2l14 3q0-3 2-3 4 3 7-1l-1-2 3-5-2-8 2-1q-3-1-3-4l3-10q2-2 3-1-1 2 1 5l1-8q-3 1-3-2l3-10q-4-4 2-6l4-10v68H0z"/><path fill="#fadfa4" d="M82 0h14v28l-4 10q-6 2-2 6l-3 10q0 3 3 2l-1 8q-2-3-1-5-1-1-3 1l-3 10q0 3 3 4l-2 1 2 8-3 5 1 2q-3 4-7 1-2 0-2 3l-14-3q-3 0-4 2l-3-2-10 2q-2-1-1-3-5 0-8 3l-4-2-2 1q0-3 3-4l-4-4q1-6 6-3 2-3 6-3 3-2 3-5l16-2q-3-1 0-1l5 3q2-5 6-8-2-3-5-2H52l1-8q-2-4-5-3l1-6 1-15q6-4 6-10l1 4 1-2 2 3q-4 2 0 4-2 2-1 3 1-3 2 0l1-2q3 3 4-2-4-2-6-5 3-3-1-4l1-1q2 3 3 0 5 0 6 4-4 3 0 6l4-6V10q5-6 13-8z"/><path fill="#fbe8bd" d="m54 24-3 3q-6 0-5-4 3-1 8 1"/><path fill="#fbd75f" d="m56 21-2 3q-5-2-8-1-1 4 5 4-5 9-2 19l-1 6q3-1 5 3l-4 7-4-2 3-6q-1-2-3-1v-6q-1-7 1-15l-3-12q6-1 13 1"/><path fill="#f1bd37" d="M56 21q0 6-6 10l-1 15q-3-10 2-19l3-3z"/><path fill="#fad26a" d="M45 47v6l-2 7h-3v-9l4 1q-1-3 1-5"/><path fill="#e3a01c" d="M45 53q2-1 3 1l-3 6-2 2v-2z"/><path fill="#fbc222" d="M37 52q3 3 0 9l-4 1 1-5q0-3 3-5"/><path fill="#fbdd96" d="m32 58-2 8h3l7 2H29l-5 5q-1-6-6-7-3 1 0-2 6-4 14-6"/><path fill="#e7ad29" d="m53 55-1 8q-2 4-5 4l2-5z"/><path fill="#feda52" d="M37 52q0-2 3-1v9h3v2l2-2 4 2-2 5q-8-2-14-1h-3l2-8 2-1-1 5 4-1q3-6 0-9"/><path fill="#bc802e" d="M52 63h12l-5 3-12 2v-1q3 0 5-4"/><path fill="#fbdf70" d="M33 66q6-1 14 1v1h-7z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a tennis players running across the court to return a shot. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f7f9fa" d="M0 0h96v12l-5-4-4 1V6q-4-1-6 1 3 0 2 3 2 3 6 4h-6q6 3-1 4l-1-3-4 2-7 5 2 1-9 3 1 1-3 3-2-2q1-4-2-1-3-3-7-3-3-1 0-2l-8-1h-6v5q-9-8-19-1-3-4-6 0l-2-1q-4 3-5 8l-1-1-3 5z"/><path fill="#f5f8f9" d="M96 12v41l-6-3q-2 1-1 4-16-1-31 1-3-4-5-1-2-1-2 1l-7-2-1-2v-3q-4 3-4 7-19-2-39-1V36l3-5 1 1q1-5 5-8l2 1q3-4 6 0 10-7 19 1v-5h6l8 1q-3 1 0 2 4 0 7 3 3-3 2 1l2 2 3-3-1-1 9-3-2-1 7-5 4-2 1 3q7-1 1-4h6q-4-1-6-4 1-3-2-3 2-2 6-1v3l4-1z"/><path fill="#ba7756" d="M43 51q-2 0-1 3l-1 2q-1-1-3 1-2-2 1-2 0-4 4-7z"/><path fill="#a3aaa7" d="M58 55q-1 7-7 4v-4q0-2 2-1 2-3 5 1"/><path fill="#e2e8e7" d="M53 54q7 0 1 5-4-2-1-5"/><path fill="#bbe0d8" d="m43 51 1 2 7 2v4l-5 1 1 1q-4 2-6 6 0 2 2 3l14 7q5 8 7 19H0V54q20-1 39 1-3 0-1 2 2-2 3-1 2 0 3 2 1-4-2-4-1-3 1-3"/><path fill="#64635c" d="M42 54q3 0 2 4-1-2-3-2z"/><path fill="#e5efef" d="M96 53v3q-5-4-2 2l-12 1q-3 3-3 7-5 1-7 4l3 8q-3 0-4 3L43 70q-2-1-2-3 2-4 6-6l-1-1 5-1q6 3 7-4 15-2 31-1-1-3 1-4z"/><path fill="#a8665a" d="M62 55q2 0 1 2z"/><path fill="#e6eff8" d="M96 56v40H84l1-2q-11-5-10-16l-3-8q2-3 7-4 0-4 3-7l12-1q-3-6 2-2"/><path fill="#d6ebec" d="m57 77 14 4q1-3 4-3-1 11 10 16l-1 2H64q-2-11-7-19"/></svg> | |
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} | Generate code for a svg of a scene outdoors featuring a row of trees in various colors, with a man standing amidst them. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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"path": "786973dd4621d2745694f4480b4893c521a820099b80685739281eee532a7d6a.png"
} | Generate code for a svg of a a close up of a logo with a blue arrow | <svg width="118px" height="37px" viewBox="0 0 118 37" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:sketch="http://www.bohemiancoding.com/sketch/ns">
<title>logo 2 + logo + squelo</title>
<desc>Created with Sketch.</desc>
<defs>
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</defs>
<g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd" sketch:type="MSPage">
<g id="Artboard-1" sketch:type="MSArtboardGroup" transform="translate(-18.000000, -46.000000)">
<g id="logo-2-+-logo-+-squelo" sketch:type="MSLayerGroup" transform="translate(18.000000, 46.000000)">
<g id="logo-2-+-logo" transform="translate(0.000000, 0.843382)">
<mask id="mask-2" sketch:name="logo" fill="white">
<use xlink:href="#path-1"></use>
</mask>
<use id="logo" fill="#6A96D2" sketch:type="MSShapeGroup" xlink:href="#path-1"></use>
</g>
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</svg> | |
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"path": "d760ad087964cd8d5ae14f796703b953fc86de8fa3315930ba26e88c89f6f776.png"
} | Generate code for a svg of a chinese writing with a picture of a bird and a bird on it | <svg baseProfile="full" height="105.47579224911188" version="1.1" width="103.41157377428252" xmlns="http://www.w3.org/2000/svg" xmlns:ev="http://www.w3.org/2001/xml-events" xmlns:xlink="http://www.w3.org/1999/xlink"><defs /><rect fill="white" height="105.47579224911188" width="103.41157377428252" x="0" y="0" /><path d="M25,25 m0.0,0.0 m13.085789880831259,12.640942718639911 l0.44122947845904964,0.12501489650592176 2.52116734351854,0.14582344836853833 l27.379044392301104,-1.700319969703163 6.015335196137825,-0.10503938443080382 l2.340617922237668,0.24175393850960536 m-29.19850902724216,-3.5344222485271737 l1.0735787902131142,1.137499128401847 1.3087407240537174,8.001271301425357 m14.67179835577718,-10.033935802143597 l0.6729061773126868,0.8195724569379926 0.055167166306743044,0.9519798764936097 l-1.767348564825342,7.449765362970706 m-8.380886159524154,-0.8306144997614184 l-0.10229622596060979,0.5838857338169071 -0.6299351139486515,1.0577868009726645 l-2.2172404698718906,2.2652000914226087 m-2.8222985380185754,0.31881082370796765 l0.408794238175637,1.4554014302904734 0.07607568904287942,14.325583442030336 m0.04010847388672457,-14.929144163095987 l7.930877490010388,-1.3612771845511706 0.9113706691316162,0.3762863071396483 l-0.1353653600908177,14.652382999022496 m-7.8865874393658535,-7.49073121097681 l7.875882324927917,-0.7168809655260298 m-7.93661682414069,7.622054341122004 l7.807597359600886,-0.42887404071404406 m-17.789915537381994,-14.694676283303846 l0.16226707019315278,0.9200692355844708 -0.18351266448133594,0.42035510852607877 l-2.183123142765077,4.0760179258880935 -1.3108415390715584,1.6967459419730953 l-0.15145930609459596,0.8333228964483755 0.177362067958807,0.2870590806167419 l4.620083316115974,1.6546059762132725 m4.31252561251428,-5.491434210777626 l0.1119484574413713,0.7722345154793734 -0.38249092722612377,0.7497514182375438 l-4.429666480669175,5.169791977566357 -4.738492710920503,5.14314644705576 l-0.233001441750671,0.6147958612340311 0.4736392726935711,0.21457794651749593 l9.70300776216581,-2.485655879135841 m-1.6250440829057125,-2.8365295636283894 l1.918455380950525,2.7377659147421083 1.3202531464155782,3.2058325415311133 m20.296149119805513,-19.217241845698965 l0.13807706018620775,0.9214496497089367 -0.18474946941075773,0.45584516090852845 l-2.52726706763488,3.9093218316970826 -1.5313225396554522,1.903558779415189 l-0.17945261765918838,0.9486101340483838 0.16383824315270148,0.3099640569913241 l3.1119509126713756,1.1308953236694397 1.333279778020171,0.8108056873531156 m3.9977473883787322,-5.714959345032455 l0.008996281245853074,1.1248288120173444 -0.8254586540837147,1.140401857616412 l-3.605973523744475,10.006900985104394 8.88058991158682,-2.69295913454871 m-2.4520815662248703,-1.8128619529801637 l2.2516536339837185,2.5134316705281883 1.2246046815462366,2.148762091522929 m-39.69763250601269,6.682146982844783 l3.3672375123049716,0.27398458426605954 27.386486899544487,-1.759123177925599 l8.373162849143482,-0.43965288937553487 m-21.402748380563803,-3.673651427513763 l0.7583570971476401,0.7628077763967139 0.1877640567180185,0.6730948920101218 l-0.11556293929769187,19.041879266971524 m-0.7774734917140999,-15.248566458019933 l-2.644602435408442,3.698964670225372 -3.8854898106355042,3.6577720548414394 l-4.3095907376046245,2.9273606669952295 -5.425844281439976,2.516305367728238 m18.85460588253389,-12.889823604165935 l4.524430773894545,3.7029235756843324 5.946022082973288,4.198363782547427 l4.195001231951645,2.6229156960570537 2.272071358114709,1.0245424150540443 l1.3220781208603127,0.3974718337347387 " fill="none" stroke="black" stroke-width="1" /></svg> | |
{
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"path": "4946b2bf9ec9b0e21cfb12a8790b4965bf89577a5f1596efc547acbf5a5a24ea.png"
} | Generate code for a svg of a a black and white image of a pi symbol | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="6pt" height="5pt" viewBox="0 0 6 5" version="1.1">
<defs>
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"path": null
} | Generate code for a svg of a newlywed couple in wedding attire, with a heart symbol positioned above them. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
{
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} | Generate code for a svg of a a red apple sitting on a wooden cutting board. | <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="#f6eedb" d="M0 0h96v96H0z"/><path fill="#944a2b" d="m48 31-1-1q2-5 6-7v3z"/><path fill="#efbba3" d="m47 30 14 2 4 5q-5-3-10-3h-8l5-2-11-1z"/><path fill="#e72d21" d="m42 32 11 1-5 2h8q5 0 10 3l2 13-6 13-6 2-10-2q-5-1-8 2l-5-3-6-13q-3-18 15-18"/><path fill="#f5ccb8" d="M36 34q5-1 11 1-6 3-10 1z"/><path fill="#f3c78e" d="m27 50 6 13q-6 6-14 2-7-2-9-8 0-3 3-5z"/><path fill="#f2c68e" d="m68 51 18 1 2 4q-8 14-23 18a186 186 0 01-44-4l-1-1q7-2 16 1h20l6-6z"/><path fill="#d0955c" d="M10 57q2 6 9 8 8 4 14-2l5 3q3-3 8-2l10 2 6-2-6 6H36q-9-3-16-1l1 1 9 2v4q2-1 3 1a49 49 0 01-24-9q-2-6 1-11"/><path fill="#c89863" d="M88 56v9q-8 9-20 13H40h13v-3l12-1q15-4 23-18"/><path fill="#ba874f" d="m30 72 35 2-12 1v3H40l-7-1q-1-2-3-1z"/><path fill="#dfd3b6" d="M11 69q9 6 22 8l7 1h28l-5 2q-27 4-50-8-2-1-2-3"/></svg> | |
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{
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} | Generate code for a svg of a a bright red wheelbarrow in a sunny garden. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafbfa" d="M0 0h96v66h-1q0-9-7-11-1 3 3 4-4 2 0 5h-5q-1 5 2 10l-2 2-1-2-1-5-1 1-1-2q-7-3-7 4l1 5q-5-3-8 0 8-14-7-11l-2-2 4-1 5-8v-2q-12-2-24-1-8-3-14 0l2 2 6 6q-4 4-6 10h27l2 7q-13-1-25 1h-6v-3q1-6-2-1l-2-4v-3l-3 5-1-2 2-6-4 2-1 4v-2q-3-9-5 0v1l-1 1-1-6 1-9-2 4-1 11q-2-2-2 1l-2-2-6 2z"/><path fill="#ee6859" d="m28 31-10 1V21h11z"/><path fill="#f5352c" d="M28 31h-9v-9h9z"/><path fill="#f8f7bf" d="M64 21q19-1 16 18-11 15-23 1-5-13 7-19"/><path fill="#f9ed95" d="M66 30q8 0 4 7h-5q-2-4 1-7"/><path fill="#e8968b" d="M44 52q-7-1-12 2l-2-2q6-3 14 0"/><path fill="#c46063" d="M71 48h2q-1 3-4 3z"/><path fill="#eb2c29" d="M44 52q12-1 24 1v2l-5 8H45l-7-3-6-6q5-3 12-2"/><path fill="#e0e2d8" d="M95 66h-3l-2 7 1 1q2-3 5-3v10l-1 1-2 1-1-3-6-4 2-2q-3-5-2-10h5q-4-3 0-5-4-1-3-4 7 2 7 11"/><path fill="#f7442f" d="M21 58q3 1 0 4-3-3 0-4"/><path fill="#df5345" d="m38 60 7 3h2l-5 5 4 1 4-2 1-1 2 2 6 1v1H41l-1-4v-3q-6 0-6 6l-2 1q2-6 6-10"/><path fill="#e5cfc6" d="M45 63q-3 4-4 1 1-2 4-1"/><path fill="#e74133" d="M19 68h-5q2-9 5 0"/><path fill="#d4988d" d="M51 63h12l-4 1 2 2-1 1-3-2-4 3-2-2-1 1z"/><path fill="#f8f9f5" d="M40 66v3h-6q0-6 6-6z"/><path fill="#f7f6f2" d="M47 63h4l-1 4-4 2-4-1z"/><path fill="#f6f8f4" d="m60 67-1 2-6-1 4-3z"/><path fill="#4b9041" d="M95 66v5q-3 0-5 3l-1-1 2-7z"/><path fill="#f1aca4" d="m40 66 1 4h9-18l2-1h6z"/><path fill="#e6dace" d="m82 68-4 4q0 3 3 4l-2 5-3-4-1-5q0-7 7-4"/><path fill="#579443" d="M28 74q-4 0-6 4l2 1q-3 2-3 6l-1-4-1 1v-4l-3-1 1-2q1 3 4 0l-3-7h1v2l1-4 4-2-2 6 1 2 3-5v3z"/><path fill="#241c2f" d="M68 77h-7l-2-7v-1l1-2 1-1q15-3 7 11"/><path fill="#aea9a8" d="M63 68q5-1 3 4l-1-2-1 3q-2-3-1-5"/><path fill="#b08d7f" d="M85 74h-1l-2 2 1-6 1-1z"/><path fill="#e0e1d4" d="M13 70q-2 2 0 5l2-5-1-1v-1h4l3 7q-3 3-4 0l-1 2-1-1-1 2 1 6q-1-1-3 1l-4 7q-2-1 1-3l-2-1q2-3-1-1l-2-2-1 6q0-4-3-4v-6q2-1 5 1l1-2 2 4 3-3-3-1q5-3 0-4-2-1-2 1l-6-1v-5l6-2 2 2q0-3 2-1l1-11 2-4-1 9z"/><path fill="#4f9a43" d="m14 69 1 1-2 5q-2-3 0-5z"/><path fill="#e94036" d="m82 68 1 2-1 6h-1q-3-1-3-4z"/><path fill="#e64c3c" d="M8 76q5 1 0 4-3-3 0-4"/><path fill="#cdf16e" d="m30 75-5 8-4 2q0-4 3-6l-2-1q2-4 6-4 3-5 2 1"/><path fill="#e25a56" d="m86 76 2 1-1 3-1-1z"/><path fill="#a0b48b" d="m0 76 6 1v3l-1 2q-3-2-5-1z"/><path fill="#c6e877" d="M36 78q12-2 25-1h1l-3 2q-4-1-7 1l1-2z"/><path fill="#2c6d33" d="M62 77h5l6 2-5 3h-4q-5 0-5-3z"/><path fill="#a5dc83" d="m84 74 1 2v3l-3 3-1-2z"/><path fill="#da837c" d="M8 76q-3 1 0 4l3 1-3 3-2-4v-3q0-2 2-1"/><path fill="#3b733b" d="m16 77 3 1v5l-2-1-2 2-1-6 1-2z"/><path fill="#4d9230" d="M59 79q0 3 5 3H52q-4-2 0-2 3-2 7-1"/><path fill="#97bc70" d="m76 77 3 4-1 1-3-4q0 4 3 7l-6 1-1-1 2-1-5-2 5-3-6-2h1q3-3 8 0"/><path fill="#cfed52" d="M38 78h15l-1 2q-4 0 0 2h16l5 2-2 1 1 1 7 4v-3h4q2 0 2 3h-2l5 6H57l-2-5-12-2-3-3-7-1q-1-4-4-5z"/><path fill="#4e843e" d="m84 74-2 6 1 2 3-3 1 1 1-3 4 3q-5 0-4 5-4-1-5 2h-4v3l-7-4 6-1q-3-3-3-7l3 4 1-1 2-5h1z"/><path fill="#a2c56b" d="m21 85 4-2 5 6-1 2-3-1q-3-6-7-3v-5l1-1z"/><path fill="#5c8e45" d="M30 75v3h8l-9 2q3 1 4 5l7 1 3 3-1 1q0 2 2 2h1q-3 1-3 4H17l5-3-2-1 6-2 3 1 1-2-5-6z"/><path fill="#c3d0b1" d="m92 80 1 3q0 5-4 6l-1 3-3-2q0-3-2-3 1-3 5-2-1-5 4-5"/><path fill="#e97164" d="M90 82q3 0 0 2z"/><path fill="#d4ddcc" d="M19 83v4l-3 3q-2-3-1-6l2-2z"/><path fill="#6c9d59" d="m95 82-3 11h-4l2 3h-2l-5-6h2l3 2 1-3q4-1 4-6z"/><path fill="#a9584d" d="M42 90q2 0 2 2 0-2-2-2"/><path fill="#46783c" d="M15 84q-1 3 1 6l3-3q4-3 7 3l-6 2 2 1-5 3h-6L0 94v-7q3 0 3 4l1-6 2 2q3-2 1 1l2 1q-3 2-1 3l4-7q2-2 3-1"/><path fill="#cdddbb" d="M96 81v15h-6l-2-3h4z"/><path fill="#52723c" d="m42 90 1-1 12 2 2 5H42q0-3 3-4h-1q0-2-2-2"/><path fill="#cde295" d="m0 94 11 2H0z"/></svg> | |
{
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} | Generate code for a svg of a witches' hats and broomsticks hanging from the ceiling. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfd" d="M0 0h36q-2 6-1 13-2 4-2 10l-4 2h17l-2-1q-3-2-4-1l-3-10V0h59v96H0z"/><path fill="#ebd0b4" d="M36 0v13h-2q-1-7 1-13"/><path fill="#473149" d="M61 18h-3q2-12 3 0"/><path fill="#2c223a" d="M35 13h2l3 10h-7q0-6 2-10"/><path fill="#fb734f" d="M58 18h3l1 4h-5z"/><path fill="#2d2241" d="M12 28v3H8v-1q3-4 0-6 1-9 10-6v5q-3-4-6-1z"/><path fill="#928487" d="M33 23h7q1-1 4 1l-15 1z"/><path fill="#544354" d="M57 22h5q11 2-1 4h-2l-8-2z"/><path fill="#1f1427" d="m44 24 2 1H29z"/><path fill="#372943" d="M84 30q2-2-1-2-6 2 0 3l-15 1q3-3 9-4 2-5 1-10-2-2-5 1-3-3 1-4 6-1 10 3-2 9 9 8z"/><path fill="#e8aa58" d="M8 24q3 2 0 6-9-3 0-6"/><path fill="#beb5b8" d="M59 26h2v10l-2-1z"/><path fill="#ad7b57" d="m84 30-1 1q-6-1 0-3 3 0 1 2"/><path fill="#62596c" d="m12 28 1 4-5-1h4z"/><path fill="#291c33" d="m59 35 2 1-3 2z"/><path fill="#dd9c62" d="m61 36 1 7q-7 0-4-5z"/><path fill="#d4a175" d="M35 35h3v7h-3z"/></svg> | |
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} | Generate code for a svg of a close-up view of a vibrant blue moon set against a starry backdrop, with a distinct yellow star standing out in the background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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<circle style="fill:#8697CB;" cx="27.5" cy="31" r="24"/>
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<path style="fill:none;stroke:#556080;stroke-width:2;stroke-linecap:round;stroke-miterlimit:10;" d="M40.188,31.54
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</svg>
| |
{
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"path": null
} | Generate code for a svg of a a small wooden birdhouse sitting on a garden post. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfd" d="M0 0h96v96H0z"/><path fill="#574537" d="m48 22 9 8 3 1v1h-3l-1 9-1-10q-3-5-8-7z"/><path fill="#d1ac81" d="m60 31-3-1-9-8-2-2q-7 4-5 13 2-6 6-9 5 2 8 7a50 50 0 01-1 21H43q-4-10-4-21h-3v-3l12-14q5 9 14 16z"/><path fill="#272221" d="m48 22-1 2q-4 3-6 9-2-9 5-13z"/><path fill="#2c2825" d="M47 37q4-1 4 5h-5q-1-3 1-5"/><path fill="#2d2322" d="m60 32-3 19-1 1h-2l2-11 1-9z"/><path fill="#967257" d="M43 52h12q-3 2 1 2-9 1-15-1z"/><path fill="#c9aa89" d="m55 52 7 1v3q-4-1-6 1-9-2-17-1l-7-1 1-2h7q6 2 15 1-4 0-1-2"/><path fill="#383534" d="M40 56q8-1 17 1h-3v11q-2-4-1-7h-8v-4z"/><path fill="#837367" d="M81 65q2 0-1 3z"/><path fill="#58534e" d="M76 67q3 0 0 3z"/><path fill="#643d2f" d="M21 73q3 1 1 4z"/><path fill="#7c6f5a" d="M16 77q0-3 3 0z"/><path fill="#e0dfd0" d="m75 89 2-2h2l1-10-6 5-1-2 4-9q2-3 5-1l-4 2v3l5-2 2 5 2-2-2 6q-10 6 3 6z"/><path fill="#c6c3bc" d="m21 73 1 4q0 3 2 0 1 1-1 4v8l-3-14q-1-3 1-2"/><path fill="#e1ddd0" d="M45 61v27l-6 1-11-3q2-2 5-1l-3-12v-1l3 6 1-6 4 14 6 1z"/><path fill="#bab8b0" d="m77 87-2 2-20-2 10-1-5-12q0-2 2 1l4 10q1-11-2-20l1-1 2 5h3l3 3-3 14z"/><path fill="#efeeeb" d="M68 75q2-1 3 3l-3 7z"/><path fill="#d6b183" d="M46 61h7q-1 3 1 7v24l-7-1q-2-1-1-3z"/></svg> | |
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} | Generate code for a svg of a black and white illustration of a pair of jean in a simplistic or icon-like style. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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</svg>
| |
{
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} | Generate code for a svg of a a bright orange pumpkin on a porch step. | <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="#f5eee2" d="M0 0h96v46h-4V6q-7-1-13 1l-2 2v49h-2L74 6Q49 4 23 5v4l-3-3H5v40H0z"/><path fill="#aaa197" d="M75 58h-1V42l-1-30-1 12-1-9q-6-4-9 1h-5l-7-4-3 2v5q-2-8-8-11h-7l-2 2q-2-3-4 0l-3-1V5q26-1 51 1z"/><path fill="#a2998e" d="m23 9-2 50-21 1v-2h21l-2-18-1 3q-5-2-5 4l-2-28-1 24q-3 0-4 3L5 33V6h15z"/><path fill="#a39a90" d="m74 42-2 2-46-34q2-3 4 0l2-2h7q6 3 8 11v-5l3-2 7 4h5q3-5 9-1l1 9 1-12z"/><path fill="#9d948a" d="M96 46h-4q-1 9 1 19l3 1v20l-20 1V68l1-10 2-51q6-2 13-1v40z"/><path fill="#958c84" d="m23 9 3 1 48 32v16q-10 0-18 3v-1l5-4q3-13-10-13l-2-2q-3 0 0 3l-2 2q-6-3-9 3-1 4 2 7v2H24l-2-3z"/><path fill="#9b9287" d="M0 58V46h5V33l1 13q1-3 4-3l1-24 2 28q0-6 5-4l1-3 2 18z"/><path fill="#535034" d="m51 43 1 3-2 2h-2l-1-2 2-2q-3-3 0-3z"/><path fill="#eb8f32" d="M51 43q13 0 10 13 2-10-7-9l2 2h-1l-5-1 2-2z"/><path fill="#bc876b" d="M96 47v20l-3-1q-2-10-1-19z"/><path fill="#fea524" d="m50 48 5 1v7q-1 3-6 2-2-6 1-10"/><path fill="#f9a22d" d="m47 46 1 2-1 10h-4q-2-6-1-9l-2 7q-3-3-2-7 3-6 9-3"/><path fill="#f08426" d="M48 48h2q-3 4-1 10 5 1 6-2v-7h1v12q-9 0-16-3v-2l2-7q-1 3 1 9h4z"/><path fill="#fca62b" d="m61 56-5 4V49l-2-2q9-1 7 9"/><path fill="#eedecb" d="M24 58h16q7 3 16 3 8-3 18-3h3l-1 10H12l-2 1v-6q0-2 3-2H0v-1l21-1z"/><path fill="#aa7f6c" d="M13 68h63v6H13z"/><path fill="#caae9c" d="M12 68v6h63v2H10v8H8l1-9h3z"/><path fill="#a58273" d="M76 76v8H10v-8z"/><path fill="#f5eadb" d="M0 61h13q-3 0-3 2v6l2-1v7H9l-1 9h36l-22 1 3 2h-3q-3-1-3 2l-3 4 2 3H0z"/><path fill="#e88a66" d="m22 87-3 2q0-3 3-2"/><path fill="#f7ecdf" d="M44 84h32v4l20-1v9H18l-2-3 3-4 3-2h3l-3-2z"/></svg> | |
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s0nKvmh0ZgNMN4hEB9gqS5Fv8xz0m83X52J/9b84sMNQzBPyfK1crINfVM4arAhABAJ3AUdWTqrC/Zfgz1m2p4dYEsaqAMgtIqZIDg9696tjzXiofCchmu0cwGwBAAIC2Z+/4IRYAM0EFUIoA+CMBnscAxKcCKjDmRqgg8I77q0SAXpEI4JoAwxt2YJVA0HIwBACawaTY9nntvyL879mcsCvGAUDcwQB/kZ+MPeRUCuEbpeUm3cI/1gu693OB99oFpDT7dXnlSa8MeODhP3gvJwVOFov5GSEKjmWzXZPv+9iDk7hCoFnAxQIN58jEHVwH/T7/8+a8+2JB7AvWXj5290WcQNCYzk9zKgfKw0+O+HREael19732e+TXve/NSII2o4xmFQur5uaIA/c9QvAKMXBYHH9NPHX4F//1X8/gSgEIAJBKHv3ijSOZTG6sq7vvoMoTUwuAorW3j7GqHmiaCKAowy6/N2PPWgk3/IHPSt2t8PqpsLosRcFI+nmlha3EvX84k8l+/hf/9dcQGQAQACCZPP7lD44Kkz5mGMYe0WuNGGSMiuNheT11HvvMaFmrQ8zmuDSqXU7XJwBkEWDvAUikCLANeGUioJRyxfd0fmUxaPw9e7J/tvnclPj33vf+q8MTuGIAAgC0lL/9018Sxt3YJwz9bWIvDL8+7EmMCl0ut/S8M9deE0JAXg/AKdbDXpIzTIAoAGiqCKh0OMAVAb7PRrzfjAAUVii/uuwx9qHGvyQC+GhK/HPve//lAxACAAIANJcnD354nzDcHzXY+Puyor1Tp6y516ViKqW66XKxncDKetKqe04xALkyHwDNEQEq795nyP3j/G6OQPm8gEJ+2dzc2gR2AayyIsAVAzRVLOTvff/HH4IQABAAoLEcmbhjXOwOCGM84jX2eniFtMC0q5IoKM2b9goAy/4HxQDK8YKWiQDJqEca/tCwf/D9RWH887YA0HyJgJ68AJXxL4kAPpoUD+6+fv9Xj+LqAQgAELfh5+l7nME/EjT2YY+l8qnkL6vqe84dKrC9fkU0wBUHADRJBJQz5GWHBMJEgR1RWF2ZN4e2SJMiAOSrh1G5COA33Tt9+sX77/jsMcwaABAAoG7DPyJ2nLk/ZppmZWGU8pGAsFwAMtTh/1IBFQMeP2ihCKjEu5fH/iuMBtj7laVZtx5BZATAMzMgTARoTvnhqfzq8v4bPvE3k7iCoBJQCRCEef0/lI0/+cb3KzL+biTAV0XNvwQvj/HbzxNW3wMJQI5kefJaFMsAu/+FvD/weTuxVX6NfHkx/uiXJ2eGVDk05h890tXdd+TIxIfvwRUEiACAWow/h/vvkrrCwHrpKsMfPQzgG/dX5ALA4wdJ7B4r9+5DhgEUwwbWFMAFosDUP/I8Dp8hoJwd4H+dcwJu3zt+aArXEUAAgHKGf5iskP8+ryckGX49uAZ6cPlUhUggVe11by4AAInsIMtMD4we/1fPBsivLrlVAMOMvysCVDMEQocBAq/PFPLL+9/3sQcP40oCFRgCAI7xPxI0/t4wphWQ1N1wp2PkK8kLCC62glA/SD7KsD55Q/9ERtmwv/tYiOhCfsXzGSmEH8yHITtB1p87QxFTaUvPD+e6eh8Q7fseXEkAAQBCNYDYfKuT+TsyrwH3dIK+SIDH+JN/eqBXJACQBhEQOp4vR7NUwoC87y8UVgJiwjDUSbEUgwiw29gBIQIO2kIfAAgA4Hr/B4PGn9xOzaCgJxNYW93t8HTP3H+/8ffkCwCQJhEgG3aPwaZoj98Vuda+sLrkq2/hzX+JUwSQR5jQODd3iAAAAQAc43+P3TH4rb9383kyhm88PzBDgNTGH+P9IMVhAE/uitLjjxIC4p2rKwvmbBeSxHF0Zn+YCIiYHSB/hgJlt0dtETCKCwoYJAF2rvEfIyv0r+jr7PF53QhM1/NO5VMlBKrG/2H8QXt0l+Xn+KuTAbkdrC4v+BL4SJHUR6HJfcHnyF64iKRFjMhTwjiYHGjCxYL27h0/hOqBiACADjT+TsY/RXr/ZI/1q0L/VJreJ4/9kzJKAOMP2iIMYHvWFDrGbzUXXwRAt4y/38sPFMSShwHIl1+gjA44fwd5jp2mZviGAaQ2OIxIAIAA6FwOiG1E3cXJ4/7lcwHChgdIGh6A8QdtIwE8Ypg8Y/zeoQF7zoy4/1eW56QZL3KCHgXWwgi+JygCPG3PiP58SFIgRACwY1qg07x/NvzHw7z/QEg/ULXP8D1nBIcIdCT8gXbuNb2hfiv0HqwNwG0hn19yu1p1yV8KKeQjfyay4A+VqQXgPl+qSaDJXT+GAxABAB3EwVDvxvX0yRfqD0YEiHzeSCBJCp4/aNswgJv9bxikSAgkKhZWzAV/nOJZ5CuVHRgGCEQCiCKn+VFE4mDZpEDPt0EkAAIAdIj3P0Z2fX+V+S9FLxXG3fecRyAYUcMDALShBiC/ELbEMdf45zK/XOwn0tD7cgZqEgFlwv2BhbUMaXDCqwIgAiAAQAfw0WinxmfQPREBbz6AUhz4xQAAHREFMMz6/uz1c4lf+d73jOXbn1NX+4tBBEjJgbL2dpMCw/MBZBGAOgEdBHIAOsf7H6GwsX8i9Xi/f6pf2XwAVPkDIKyrDdT099f7LzvWT9LUPnKnGbrP+8b5Q/MBPK8FfEDOBeCcgBlcM0QAQJsgPJQDEe5MMGRvyAdBT9+tgBaWDwAA8LQxQ4oYhBf6CYsE+CsFknLqYOTMAM9rVBp+8MLDAA/gekEAgDbh0Of2DGcyuX3h3r9kxpXJf/5EQMVwgSHPjwYAqEVAsP6/av5/uAiIrvsfmRRoSHUCDO9CRj7G7GXBAQQASDsbtu5m4z8cGQEgVbIfRUcE5KiBVBMdABDR2sKKAZUTARFZ/5EzAAzF7w6sFxDgLiECxnG1IABAyikWVu+swDmJNvYhCYLBoQAAQKUigKoRAWF1/5XvIWliT8TsAKKwoQDmPswMgAAAKeZv/uD6kWyuezTS8vsNvNLYK0SCYigAABCHCCCPkVdm8AeEAnk+S4pVAQ1P9U4qNxRglgzHzAAIAJBSenqH9kV3Qr7p/6qIAFFweMCf/AcAiFEE+Ff+o4hwP/mSAtXJf9KqgAGBIQsIH+w8HMCVggAAKUTLZG6rsCeKMP5UwWsQAQDEIgICdf+J5EJdpbC99HlDNa7vzxUgKdyvGAqg0CjeXXYRMQABANKClf2fLdNw5bF7I7j5F/wJLRYEAQBAHCKg4uQ/o1zJXzk6QCFDAYrogVrMYygAAgCkieENOypT7Ub4cWl6YCVRAABAvSKg4pK/FFbyV84HCBcGgeiBeq0AhxGOBOAqQQCAlJDr6q0pg9ed0ae08mEFgwAATREBqqRART6AP3rnHQpQTxd0f4JaBRywK4oCCACQAq6roMchUiQXqZP8jOAUQUz/A6DxIiAQAZCTAtX5ABUPBfjWCohICDRFAK4QBABIQ0ei62PlfX2lX195qAAA0DgR4PHW5dpbhmcqbmAMv4KhAFnMV5EQOI4oAAQASDg8/1/LVHZ5jTqNOXQAAI0QAeSp2x8I6SvyAYIev2ooQF0gSP0ZJXfi6kAAgATTv2Z97SrdqOA4JvEAAAhviOEhfSNk+p/X4zeUyX/B6YLqz1BUFAAzAiAAQFIpFvIo4QlAG4iA8iv8kcd7jxoKCHzW1QP+lT7Jlw/kgY3/PlwbCACQULK5Lih0ANpBAijD/eQp4amezhcM6xvkrTLo/YyvQqAvwdAHhgEgAECCWYtTAEAbiQBfPkDU6n+hyX/kXSvAUHj83p8TGgUYxUJBEAAguVTXOLUqj6mC5wEAMYoACs8HoOB0Pk+NAKJAqN+QygyHTguMLg6EKAAEAEg7Wos+CwCoSgJQMIHPOzUwMBQQsuqfIU8BjJoWKBcHCkYBkAcAAQDSbfo13xFEAADJjQJ4PfrQqYGqMX1PQmCwdLB/hcEKogDDRybugAiAAADpdv9t869ppLlSIEQSVDIkAABooAig8kMBvuWDSU4IVKwJQEbNUYDbcEUgAEC7xQU06ZHmFwWqDQDQJAlAqqEAz6yAqGqAnlK/hieqUEMUABEACACQ/ihA8JjtvlbO84ftB6AFUYDgUIA6kc9r5N3njPAogFwwqIIoAA8DjOGKQACA9Pr7Cm9ec1WAJkUFvIJA80UIAADNEwHkm+KnNt4e4x+o+U++IQR/ZMAfBVDWBcAwAAQASBhHa48C+ESALA7sPAHzP4084gAA0FQJ4DP0fuMdXu0vWBzIGwWgkFkChjoPABEACACQMC5UZPfDjHhUmD80PwAA0NwogHcFP7/HH6j2F4gcqKMAkXUBKLBGwCgvPoarAQEAksNUxa6/ZMQ1j4dfOg4kAspqAbYfgJbGAVTevHpaYD1RAPJNPSzRv2Y9ogAQACB9AqCMx6+VdplMljLZnLXP5KxjsWVz3ZTr6jE3fgwAaGoYgAIJgYEoAJWPAgSSBb2LA3mEg/tDXK7DhUgf6K3blypyACSv3nAiARnrsc5PGeZzul4kgzfVymSGtxwp6Gz6+9dTNttDQ4Nbzcd94nFOPI5icfEcFYurNDt3ilZX52hlZQ4nsgoNoJH5D1mtVXONvuY+R2b7dp6zTLp4p1QjQLNfMN9jWH0Dt3+NFO+3E4TNY72ICEAKQfC2jTkyccdxsRupoPsQDVg3DTkbeb2YF/uC2LOx113PoJRspIeuTa4bRfNngc4y9rwNDm6j/j7rOA4sMXCSZmamaE6IAgiCMp255iTpZkrHIc+ZAt8Z5jOfz5SObQcg/P0Z6XlP/s+6veOHZnAlEAEAyYkClBUAhm6IzjZPxULeFACWQdelWuOqrOKg8TcMRAA6gZ6eQWHst9Lw8Ijw8LcJT7+7Ib+Hf+468Tt4Y1gEnJt+js6dex4XITQKwPbY8EQByPOcPwqgWc8HogD2+w0pIuC+344IGHZEwLb/hfwyRwEO40pAAIBk8BRFVOrSiwXT8PPe8uh18hb/CJ9XbARqiRthU4RAm3j5G9bvtrz8mDz8amHRwduO7e+iM2d+RKfFxlEC4EqAkhE3bCNuz/LxGHM3pK+Z7dcp6WGQE9Lndq0FxYTtDLif1Vz5YBmTrt5RCAAIAJAcJpWG3w3zF0sZvUZp1TD1giHkW1GMArkAgcpiIPWePhv99Rt2U0/3YGL+Lo4MbNt2DW3efDW9fOI7iAhUHQXw5geUzLghefWSmDDfbwRzBMhRDoY5JCD6EyQCpgzkALQ5ch4Ah/XZ23cMvxnmdw24Lo3zO8d6ybuXH8tev/ScEVImDKQHM+y+boQ2b7q6ZZ5+tfDQAAuBxcVpXECiisb9SfON85NibJ9fDx33zwTyBwy9OHP9v/yrdbgC6QHTANufw47Xz+F+N6mvtERI0PuX1xr31wOXcgECpUZh/FPt7e/aNUZ73vIrtGtkLDXGn+FhgTdecStt2LAbF5LkafpRdQHs1z0rBQYLCAWmBFJpiWHvv4bQAdnhQ5/bM4wrkB4wBNDmFAorF3jevpmZ74btSTL0pQbsmeVrhIT+/TkCckcCUgcn2HEofdCerpfmyAULF85ROH58stMlgPuvmwtA5Ib7STLgpYJeTgKvnDsgTwmMSgbU3J+/YevuUaJjk2hZEACgxTz5px86aJA+LifykWzkFd5/IPFPJQg81cUMOP4phL1lHkdP0th+LN9rvRUF6HQRoMwFsKMAgXF/83knm9/wJQPan41IBrQLBpjHxUKeEwEhACAAQEuN/8EPHxRu/7inMphr6GXTrvD+/Yl/ctY/lQSDYSDzH4YfIiDZUQDbZKuS+AxJCGjy+w3fFD/Z+NuiQIocyIIhm+vCEAAEAGglRyY+fFAY5/GAUfd57pV4/6qsf//iIwCGHyIgqVEAf9U+2av3ZvMH31+KEWjusIGzJrj8Wkk8GAZmAkAAgBYa/zvuEa1w3OPthw4BkNeYK7x/7wIihCl/KYPHxHdsvzZVSX1xigCeGcA1AxAFUIX6y0wJdKb4mU8Hp/+VagiUPsP5RgACALTG+I+L3QG/QbcaftCo+wv+hEYLiAIzAQyE/RONmdVvJsVt7ejzwOKHRcDc3MmOlQCaURqjl8fr3WRAJzmQJC/fyfXRpNB/QDDIosA61rEmQKrANMD2Mf6cfHNQ9uoNCnr+AW9ffmyU9/49QwggcXA2/MXbrqG3XP3LHW/8HXbtuq5h5YqTrwA8a/1JT8vt2vnXCF8l0H2LEYgwuL/HTDCESYEAAM02/px480CpIZI3TG94n5fn8SqHAEK9f2T9Jxme0nfllR8yx/qBFA3pHjRFUecirdTpG7orDemFze+nMjUB5DoC1r+PfuHGUdx16QBDAO0Be/4jko4PNH+pJZN/Lr9j1Mt7//LPAEny+rmIj7NoDgjCtQ7OnH26I1cU9E4JlGf323UCtMDkP3eGgLImgGIYQFpwmLp712AmACIAoEnePy/2s0829yqjb5ChEAbkCfMFPwfvPw1eP1fvg/EvT+dGRnwzd9xogFfae17z9QblhgFKs4Jwn0EAgGYZ/2Fyx/2lBih78IbH8Q8YdE8pXzIUHQK8/6R6/Zdd9n5z69jx7SrhWQGcHNmxSP1BIIm34mEAhTSQEoT5n/zKAoYAIABAo9H1wn1iNyy3YSIjMhIQNOj2M4E8AdVzOOfw+tsnCsDCiadJ8tbuIkpZ3VOe8kvB6cGy4ffPEKIQj58fdvX0YwggJSAHIL3eP/f+4/7mF579732OQmYEqIYOvGEE0Ep4WhuPZ4PaxdO6t45HGnxeXbBQXKGlxWmaFcftM4XQO9JvD+6Tv9KfJRjs2gGaVE2QKFAUyNCkugDu2gC4zyAAQEMpFlYPZnPdykYe8PzlmXsqr16Z/EeKiAFoFVzIJ22r9CWRSjx9Z/oki4Vt9nPnZ6ZoRmznz09RsbiaUvPv1ASwJYAmm3a7/XtKA/uKAjl9iWL+v1w/wMAi8xAAoHE8+sUbR4XxH/O2bkNtyANT/tSRAKNM4SDE/1sHl/Hdsf1dGOtvdeRAbLtGiM5NP0/nzj2fvsiAVcQ/4PHLswHkbP5AUSBSLxjkKSOswfpDAICG0tM7eKfa7y8TCZCOlNUCyxYOAs32VjG9L4GCbP1uc+OhgldP/iBlQkAxDEBkx/W9Hn/QqKvFQXA6IIAAAA3BzvwfVzdsdSKPKunPUxBIOXMAyX+t9jjZ+MPrTy48VPDGK24xhcDxqckU1RgoGX55GMAT0jfkEsH+JYIlAeETB6UcAZAGMAsgfYxHNmySxvA9+Xu+8X63MasjAaoIAWiO18+Jfpjely4hwKWX01Bt0PDM//f2G97lwoNuRGkXMh0QdQAQAQAN5061oifPWL0/kc/bXFUFgcrNEgCNNyTbzLr1nbJkb7vBUwz5Gr7w4tcTnCioCOPb/YVWJrnPqgqoihdI74H7jwgAaAz2gj8jSlWvzAKoRAQY6vcj/N9Ur589fg4nw/inPxrANRqSPVtD8ts9bTxYFdCIWgBIigp41xcAEACgEYxF6fqyRt3f6APj/eqZA6BxoKhPewq6K9/8IXP2RlJjAP6hwMA7DApZNEw6jhQHIA1gCCBd3Fbe/Btqda4a/69GNIBY4ZK0PK8fS/a2L3x9GZ4ymDgFEDKdz23ymuoj3uGA0HoA6DYgAEBzIwClBEAK5AP4zbv/U9FTBUHccLIYV/NDkh9EQIsVANWbB+D/OQZKAUAAgPixx//VjdmfAKgap/Ou4h3t9QeiBSAOkOQHEZAkERBWFlhp1EPqAXinDlpP51eXZnDVIQBAvCgFQPkEQEWUwP8D/KWCMQQQKwj3A67kuLg4bW6JiQGElAUO1gPQFKIh6GM4P6Oru/corng6QBJgehipvGkrvPqAwVclARmEXN744BA/h/t5jjiMP+6FN15xa3KGfZQJgMF+InwqsKFwGKTnASIAIFb2RLVlI6QhG37DHx4LiIwdgOrgMX42/hjnB7IIuPyyG+gnzz2YlBhAwK83j5XDAYpEQE39M/IrixgCgAAAMTNczuNXLs6tnMtvKISDEfpTQeXwdL7tO67FOD9QwpEgFoa8hkASREAgpC/ZfJX5ryQR8OZffQJDABAAoLlq3hfVM4wyYiFCTCABsIaOfZvZsSPUD8rBFQN5eeGk5AO4bZ7qTwQ0dB0XGAIAtEQDhM7dM0JXC/S8alBEcRAAww/igpNCf/zMV5PRcdgh/8BQAKlXAVQmArpv0yZxdSEAQBM9fzkRx4gYEgiO+/tmAMDwVwwy+0E9cKlgzhM5c+ZHLXX6rQX/vMF+vziw7LrqPbYYkAoDGXoRFxcCADRbA5Tz95XVAo2wHwQRUK7j5vXgAagHjhydO/dcIhYOkgP6FVcE9AcH+DCTfQpXFgIANM34G5XqgtILRphwAGEg1A/ihmcFbBFisnUJgSEVAUPD/6qPez9nFPNTuLIQAKAlzn+ZxD8jbDHg6NgBDD8MP2gMHE06feZHLYwC1DATwO5LVDMBdF2HAIAAAA1gptqGDfe+dnglt82brk74sq4AUYCYXYqoksAkVQ/U1LGEmz/zxCSuKgQAiJ9jYtunNvNlhgHKTgmEOpA74/XC+GMeP+icKIDC/qtiA4HRAN/sAN3A/H8IANAgpmry/KkaydCZcoAz+nluNhfxQeU+0ArhuWHDFS2cERDm+UcYe+WaABAAEACgURyt2mBjTd9I2OCz94XxfdD6KMBVLREAvjy+Mm+MfqFYzB/DlUwXWAwoJewdPwR1HZO3by7Q85Zfpssuez+MP0jGfdk9aArSliiAgBsRrBVSdqjR4GWAFydxJREBAI3jMHnyAIwKGjZwvH0e229JJwtABfD9ySWCW4XSyVc8qaoFYJA+s+9//zs4KRAAoIE8RYpEQKgANZzBzwV7eHwVY/sgDSKV79PmJgOWm+df2c8w9CK8fwgA0IQIwH04DeFwiH9YdKRs+DGFD6ROBKwboXPnnm95DKC6YkA8/7+ICoApBDkAKWLv+KEpikgG7FSsLOrd9MYrbqW3XP3LtGP7tTD+IJUMJ36IyltYzHmkF/OHcfUQAQCN5ytiG63srRrVMgxQ26eab/TZW+IOs95x/ZXVOVpdmbf3c2V/b3//BnsPkZEEeFldDpsvLp4rGz7v7hk0E+66e9YkstZDa4YBIoMB5UcChBAYXLcNNyIEAGgClQ0DpMGKV0kc4X3uWGfnTtLc3CnTcMyJ43rgv4M3LhnMMwpQQKix8PXjRDm+bnz9eKsHvm7W9dtKQ+I4CbkizR8GiFjitwKBkMmaZuSA2PbjDk0XGk5B+jgyccdBsRs3DF2Ib9F4xZ7svfycoXN6ru85+5g8z6lfSwLcQa8b3ul21PUYjZnzUw3PskbiYWOMPq+ad276+boNfiUe+PC6kZYWheLvefz4ZPOMgMZFgDLmXrP3bBrcY/N5+XHGlAvOcXdPP2Vz5rnaZQ9TAkQAQAM5VpGbL+fwBEID6s+2OnAge9P1emQc0p8WnlQzy6yygXp58bv08onvmnkJXGEQUYHar9/Jkz9oqjfMApG3l+3qfFygp9nXj8XH8YReE3c9AM0ZH9Apk8mZDoMQBOPimXtw50IAgMZyZ1VGmxtrRR59881/nAZf9hi5qlqr66uz4eINQiD5hj/sHuKNC0dxxchmRQSc/JJGRzti+Vu7euQBhI9CAKQLDAGkjCMTd3AC4A/NsD+b64hwPvmf0/Wq3t9o2PC/8YpbYvfgTgjve6VMMl/TO0rRqTuGBITDBpdXxmt5Epzi+u3aNda0QlIcQWpWaeBqhgDMY/s1prt3wMwBkD53+97xQ5gRkBIwDTB9fNQtzMlht2p0nGYv+KGpPpJ+Lcid5osvPpY44+94lM7flzTjlpTzw+eGz1ESz4/89zWDNJSozua6LCFgrjliOEHG23A3QwCAxjFu2A3OmocbFrLXlIbdIxgkIaBp0Z9LuvH48TNfbeFqatVFKH7y3IOpCO82Cz4XfE5aWQa3mggF32uNFik8HJZ4NHl1QGtPVVUqBRAAoGKOTNwxJnbDToMzzb+uU2ncXovw57VQkaBpWgURguQa/7QZVMfgQQSk81w4f3MjRQAPOfC018Ta/kxG/I1dZHiNP++HRT8FEQABABrAbZbnT25SHzc/XS/6zLoWEROoxMPXmmL/6y2kk0bj7//bOeGtU+Hv3mhDmmYR0N+X3EJT7DQYcl+EYQAIANBw9nnUtt3wuCHqeoGCGfxapP/vNfXl3xs3uTqzqnmudJq9aGdcuRNzAtrhu/O918j5+s2rNFltESCDMsL7J6kvMjAMAAEAGoed/T8ih/89DZBFQLEQ2sBVpl1TDhQ0Lwegu44QJxdLScOYcSVGJA25C3HD37kdhkD4HuR7sREMJjQPgKf++Y2//NgeBhglAAEAYmOM/EZf8Vgv5m37rVVk5mVjHzT+jRUB9cyLb+Uc8bg53YECoJ2+c6PuxSSuNWFN98t4oo8hwwCIAqQAFAJKD9cZvoamaoD8uFBYpUwm67Pf/gqAYUV/Sq9rZFAjKwLzgiyJ8mzshX6iPfZzsYetO3UIoF2uXyPvR04ETMa0VqszyWhZt38oFQAqPXb6DbG/Dl02BACIOQLgy7hVRgJ4XyzmS8U7fMZe9UhzG7DqPcmLAMThXTnrC/DfUe28aw5fcxLbktjPzp2qa1GhTlwzoN4V7/jaDYlr1mdfv2q9ZV4Miq+fs6BQvYtCNUwkdzdaAGgVP232JxnN7XP8xl/zOhdj6LIhAEAMWONpxjBJ5t6oQAToui6aotg4GmC3aqepylEATVLvqseNoN7xTe78q+m05eWD4yg57KwCyJXhnG9irVJ3imbEvppOm/+uTqPaFe+clSD5fMdRJId/xiCJn7O+FJHgVSL52p0/P1WVOBlqYNGeau/zRogBx+RzzX8zylje+JvP8LTlveOHJtGDQwCA+hitNPzvH4/TuaSvnhciIFea7+9p3BHGX7P3DRgHqHcGAJfUZYNbLpGMDcb6DbubUsJ1nW2gdmy/1hQC56afK2tMWIjwOgGdBn/nSs4NC4UN669oeGU883fZ12/XiCXmeCGpcommLAIbWd65u9G1ADS1+fdnCWVsJ6K88fesFMyJgBAAEACgHnS9cJ2mZZW+eCWRAFMPFKyOtjR9h4cHwuoI2g3a8A8MxEe9CU7cYb/xilvNbHLOwpY97iQsyWt6mGLbsV29FLHj0fL6AJ04BMBh+z1v+RWz7r8/YpKEJXkdMRC2FDFfP77HGr1IUKNrAURO/nVzga21Agzfu9TGX36OOA/gfvTgEACgDjKZ3Ii7+E/AwFPARBuSHJDfwT9Dzy+bDTrL4TxNNRRA7jG5wwXe3xcHfTFkODvec5I9aP4bTTEiNhA8Nxwt4S3JfyMb+VYt4tSUmQBl1gVh58P0IjQpxG9IMQJnZWDD7jfcyCFPWwaJti04BWnASagxwkWA4TX4pBABzmcNvUh5IQQKhRWrXZM35KfJCwSYiYQp7dgAaIdoScNLAmvq4X/uGzLZUh/imeYn9SvO8KP02FqnhFALAAIA1MOjX7yxovF/J9QffJ8UErA35316oUD5lQUq5Fes5X89awHIhYPjVwCtnAEAQJroblZb0bxtPZgzVOkspNLRkYkPYzogBACo2VD2Dg6HxgVU4/0VNVDv+3jKYH51yRIC5uJCcmEgSxRoMYYBBtOw0hkACWGooQmQvtifHNfXtBr6Ft9zBg3jCkIAgBrRi/mxsKl/3sZWrUr3v4/MoYFiYVUIgWXz2HyHJgmBmED4H4DKaVySYZk27a/u51+ITI4suh8JDEO+FVcQAgDUiGhAa8srbvK3Qu84neEbpwuW7QwKDyEAeG2BrNHrfi6uKEBP9xpcWAAqFswbmmD/g+H+SIciKg/AKxTW4gomF8wCSDjC+x4lxTi+sv62mw9AXoXuabjBSEAYfdlN1J/ZRNP5p9PRodXBzIV5Ov7SGbGdFscLgde3bF5HWzdfRG/avZ16e7txYyYQ5xqeOvM6nT5zPvD68NoB2rVzi9g2i+P0iNBGRcw06R9N8uA1KRfACJEGmq+seGn6XwAkAkIAgJobKWfh2lMAg1EAb7OMDv0H3xll/Lu0ARrK7aKCvhD7d2p0UZdq+OE//ZS++w/PmkYjChYGDmxErn3Hm0wxAFrPs8+fMK+hfI2irjfDYo6v4Vvfcmniv19jayFo0jQ+3S4dXuonVBX+NJ8sUD8yPBOLAQQAqIFCfnk0l+v26e9wI656FJWlqyIjbouLuq8y92nxZmoxGg8/9j3Ta6wWNjS8sRDY+wt7TI8SNB/29o9881hFht8PC76/evDb9OQ3jtHN73974sUcJ87GXxK4ZLa5YmhohT9Nmvuv+V0JLRANIG88ABEACABQ8wXq6hk2zDm1lXjyKq9fEfovM/4vG/+8EW8EoNUCYHl5lR5+/HuuJ1ifAbKEwPXv2WMKAdA82PCz8a4XFoB/fuiIGQm4+X1v76DhndIEX2vmD7nDAYFwvt1lWDpAtaKo5tEThqMZrNcwCyDBIAkwVZTx5BV1AOQs3VJOQPgQAIf9Ofxf+pHFeAVAX+sEABv/P/3vj8Vi/GXYELE3yT8fNP4aOp57nPA9wfdGUq9h7FMBpbC/VWU0wnkIdTR8nY8yERD3LAQAiMXwe/L3pERAwyDfgj1GyMBAdF3/7sxaGsg2do5+qxIAHeNfbqy/HgPChgk0lj//X5OxCzgHvjeSKgLizgNwK/cbYcOCRmSPYVC0I0EhPxVAAIAKOfS5PaOejH9SZfGHNzaVmlfN/3cYzl3e8O/UqgRANhyNMv4OnFcAEdA4+NzWMt5frQjgeyVpNEI4e4y/UW3/oep91H3Tkwc/jPExCABQA8OVqWt1hkB5n18yzLkdlNV6GtyJtSb8X2uiWK2RABYCIH5x1SjP3w/fK3zPtG8EQPMYf7e/CEwvJt+QoeqooplJ63AHQwCAuJR7RWG5CGXuSwDkhL/+bOM981YIAE7yinu8uBJPFfkA8eGM+zcTvmdqmSGShrbTm7koYoaPwqAr6o6o3JAwiYBRAAgAULOxD6rtaCUepurJl5RTeicn/mWaMCGkFWsA/NWD32mJwfru957FzRsTfC5bIahace9EEdeqgL3Zi2hNbnuFLkQlCcdBI68ePgAQAKBGEaA2+N6XFDMAopuxGfbnin9N8WKaPAPAqgx3uiXX7Dv/8CyiADGJKT6XrcCqCpmcKEBcqwJmqcdM9lWJ/oqjiKr3y5VI4f5DAIDGyQCnvQUaXjWCgY1ytnlFbJo9BNAqw+EYrmaNWbczfA5bKaRaeQ8FIwDxlC/WNMvwD+TKReQqyz8K9kuGFCWABIAAAHUb/mD4jUJaV0TDVLzWjLF/phXh/2efa20yHpIB038OW30PeQRATBEAp86Hv+3X5v1HiQXrufkLZ2ZwJ0MAgCq547PHJtV2PSoXIPqR/DyH/jNNKgY51OTpfzydq9Xh21YNP7QTrT6HfA81evpopcQxE0Ce6cNt3zP8F5IjRBGSoBJuu/vbR3EnQwCAWgMAldTbqKGZ9maaF5Lva3L4X7UaXGsM2Bncwyk/d0m5l+KoBZDVesv3AZ7qodV1OgYC/hAAIEb7H1qms9YmZ72f1T9PBypHTioLXF8EoLlDAElJ3kpSElnawDWMPwLQk1nrEwDylEAjKATcfSWFx8IfAQgAUAOFwkpEaIBqeM16uSd7UYU3SLb+TqdnsMFLmgY5PwPjAQHQXvdSHEm0KkEf7AtC8o5CHY7wEKWuFzH+DwEAaqWrq2+yMr9e3QA9CTxSaK9HW9u079CK8r8zFxZw84C2u5fqFdJdKgEQ2hcoIgJVLvCjZTIY/4cAALVSLKyGGPQq8cn57kzzBEArVwAEoJ2oJw+AQ/2qct819QUGFgCCAAANxyB9qi6Lr1DsnAjU6Lr/3ghA86cA7tq5GTcPwL3kMfRD6qiC6Av8eQAVVwMsb/IRAYAAALWiadmXqnTvyz7dVUViXxyRglYtApQEtmy+CDcxzl1s1DOdNqot5zI1JvuWnyVwAVcNAgDUSKGwMhWpwmuICnRlBpr297fC+0+S8RheO4CbOOXnrl2ESJQA6KlX6IeuEWwgAgABAGpFL+SnamqDESohrql9jfZY6mHXjtaHbXt7u2krvNia4XPH57DVJOFecqi1ngaH+KMif7w+QPwYVMgvYxYABAColaWF80frb4bBzqAauuoQDH0tCv8nwfi+afd23MApP4dJESGueM/WZqjDxv9dARDICaoizhjx1hs/9fVJ3MUQAKBG7vjssZlCYSVWFV1tAqCzeEhtEYBtLTt3b33Lpa01XlfswA2c8nPY6nsoYMhrXBCombN+XF1g0BTuYAgAUCcaabGOo1UrAGotBsTJf80uAOTvvFvlvQ2vXYMIQEwRAD6XrYDvnaQJgFoXBCpX9jsoELQYBEARAgACANSvADJP1Scg6qMrU1sH3Orsf+7A3/WON7Xkd1//nj24b1N+LvneSVL43xXwVYpqFvwNnfYb0sFoWvYp3L0QAKB+JX206naoxScFtBojAIMtDP87XPv2NzXdg9y1c0viPMc0w+eSz2kz4XuG750kUm0xoGYu+iVTLKxiBgAEAKiXufOnjsbp0VcdAagxCXCwRTMA/FGAX7r13U3+fe/CTRszfE6b6Y3zPZNE778WPEv+NjEKkM11T+LOhQAAdXLHZ49N6cXCVFWtj5/T4lEMtSQBcpiy1vHK+D3yzXTz+97eNMPRqjHrdobPabOEHP+eJFf/q2ZqLYf+qxPwmqLL0KI6B+XThq5Pve9jf40pgBAAIB6FrdWmpmMQAbVEAIYSEP6XufYdb2p4WJ4NBxL/Ggef20aLAL5H2mn4Ju7wf9gwo7970TIZeP8pIIdTkA4MQ39K0zLjmmhq1SwI5Hk/t9IaywiyCMgbla+KloTwv8pAsxBYXs7H39H2dqHoTxNg47xl87qOvobdPZVH1ioN/xeNlXLm3udQaNEywSAkAEIAgLjIryxO9vQNRSpzI9LC26+J3aoxS93aUJUBiFxV4mEwYREABxjp9NPp17DSobVqwv9FY7m8+a8imri8dAERgBSAIYCUcOud3/DlAZRR4DW9FtHpVFlIpJMXAAKgkVQ6DbD28L8WfKiVHmhUThkYR7m/wpWCAAAxYhj6YVVj1UKbsfqVgr5Q9e+uZv2ApHr/ALQDlYrrgWzl7ZCjgoFBfZ/hLycUpEfw/iEAQPwCwPhaHF5/kVaq9zqqKCQylMDxfwA6CQ79V9NmCzwE4DH6WoQTER1FLORXvoYrAAEAYubmzzw+aRj6jNwAw8JxYQ2Xn60mmU/uUBABACAZlGtj1Xj/ptHWF5QTAMMMf8S7Zm7+zBOIAEAAgAaFAQ57VHrZIf1go13VZ2v61ZUuKDKICAAALaUnW12iZJRTEDaU6BUM7nsO4+xDAIAGkc8vu+E1TZ6So5We0LSoRmztrTG/KjuVCgQAvH8AmmDgI1YF5Kl/1Sz5vapfKGfUIxL/AiD8DwEAGsUtvz552BoGCFHrcmRAtSkafaVUkgiI7H8AmiAAIqYC9meqK/27rL+uNP+kFANaeBRA087d8ImHEQGAAACNxDCMCa1Mw/Q2T+k9dqSg1OgrpztTvnYAwv8ANJ6wqYCcq9Nd5ZRdrzMQnkPkiSw6EUfZuTCM/44rAwEAGkyxsPoVijD34YKgRMFYCKn+FXWz5MomAw5hCACAhhO2ImC1yX/cB1jj/5pk2EM2lgUaBcYYpUdfwZWBAAAN5pZfO3LUMPSjsrEP8/9VkQLnaFmfriEKsDaiU1pf9VrlAIC4OvNc1cl/S/rZknevaSFRgKipgO5rR2/45CNY/hcCADQDTct8vnyjjErm0WiheCpWAYAEQACaFQEI5tpUm/zHLBbPqDx56blwB8LH53FVIABAk5g9f5KTbWZYtWvyeJwrEMo3Zg7/VZsM2Ju5KEIAYPwfgGagirRVG/7nPKDSMGC41x+VXWQz09M7eAhXBQIANIk7PntsxjCKE8EFOzTfTABrr2maL3HHet9C8WTVvztMBGD8H4Dm0SOtCshtsprKf0yp7Wtl96r8otIs5MyX944fWsAVgQAATUTTsp+vrAGHKXi/F1CpAAiGHzH+D0Bz6ZamAlbr/XPkz43+eZL9nIhi8PmwvWEYf4SrAQEAmsyNn3p0SuwmZKOuKQy9RtHJPXPFl6vzPBSJRhj/B6C5bNrwJnNWDhv/aqf+zRVP+JwBf2Z/dP6QtJ+w+yEAAQBawL2VRQHCxvg0WiqerSoXgBON/MMAGP8HoLn0dW2iDd2jNJTbVbv3L/UKWgV9hd/ByGa7/hBXIr3kcArSHgX4+tQjf/T+CU2jccOqxmE3WMNsrkbEY3KeMSyPYH0VXgQPA8jFhDD+31oWz8/QwvmZpvyugXXD1C820Fryy8s1fW62cNxj/Kt1GNxXtMxD7//4Q9/HlYAAAC2PAmjjauMfjvNO/pc9Ak4KqnQskacccUeiUwHj/y1ELxbptZ9N1WwMamFlYYHmzk3TxjeMUCabxUVoESvz1efdzQuhLy/8oykSg/3j/6o1R/gwk83dg6uQbjAE0Abc9OnHpsiXCyCb+fDwnve5+cKJqhICL+q+igZzO2jXyBguQou4cOp0U42/7H3y7wbpiQCw4Z8rvBxwA7TQZySv3/cm4f0/KLz/H+AqQACA5EQBAtN1lNN3NC2o+tmbFN78+fyzFf9CTkBak91OXZkBnP0W0aywf9jv5ggEaI3xr/bcX8i/EDD1pX4i6CBE9SVCAPxbXAUIAJCgKIAw7F8KhvMU9QACXYDm8RK8Y4TlqSUUCTrTCwXxUG2bmym84An9E6nC/+Xn/1tv1b50wycfeRZXAQIAJAnDYFU+E164o/wwgOnZFU+aMwMq7owWIAA6la7eXpyEVgiAKtoct2V1e1aE/0MKhkmPZzLZrntwBSAAQNKiAJ95nOPB91Zk/EOGAaI8hvDOaBEnv0X0DQ227Hf3DAwgCbBlAqCyNsczdbgtq4x/SQRUlfn/H2/4xMOncAUgAEACufkzT9wvdkejygBrvoW9VYVAmNdXn65IBPBYJELBrWFo86YW/u6NuAAtoNLxf267wXF/x9OnYPhfKyMCNO3YTZ9+7D5cAQgAkGC0TPZT0WF/57Fk/BXrfHNSYKUiAHkArYFD8K0QAWs2rDcjAKAF3n8FbY3bLLddbsMhvURgdpBWZv0Q4f1/EmcfAgAkHKHS/0403v+s+ZN3nMdug5aOQ5b5dESAXPRH2SkhD6B1nvimjU01xiw6hrduwYlvlQAo09Z4vP/c6tFQ418a/gs6Bf7sf+dxJpP9Y+5XcPYhAEAK6BtYd49o4D9RzQYoNXN/MqBqNYHS9MColQOXZudw0lvI+p3bm5KQx7+DCwCB1hHV1riNqsf8g96/1xnQvAsCySJAy0z19g/fhTMPAQBSwt7xQ8ui4e4PTuOpLhlQhqcHcucS5llABLSwIWezpmFuZFIgRxlQ/S+Zxt8R6WWn8Epj/ZGzgjyOg/bL3J/g7EMAgBRx82ce/zvReH/TNf6+pT3lZEBv6C9cBTjhRdXiQRgGaL0IWL9zR0PC85xnAOPfelRtjNsit8lyw3Sldl4u+U9yGDKZe27+zBMI/bcpGk5B+/PQf917hAxjzDB0XrubeE/mXjom5zVDPLaOy8HrBqzJbTdXB2Ry3V205YrdOOEJoLiap9mzZ+uuFMhe/0WXXExZcW1B6zn93PNUENfW8frZ46+4Zocz/Kdl3Mif6pj3/DijZY984NeevB5nvX3BYkCdwe2iRT8rti28RBA3bmehIHfRIMOJABj2AkHWcRROwaCB3DazJDB3TDxFCcVhWg8b7HXCcA9t2kRz09O0PDvrGo6ynYL4bO/QEA2uXw/DnyC4bfE1ZMO/WDxFC4WTEVn+Id5/SOU/RV7QqUy265dx1hEBAO0QBfj9sVGx+47w+Pu8UQDb268xCuAaHK2H+rObacvWPTS8eStOeEKjAhxCLuTzVu2GJWtYt6uv1wzt57q6zGMIuGQyc+YUnT51rGrDX533bx4vaZns3g/86pN/j7MOAQDaRgRcNy6M+kG/wQ8IAUMSAmRU9Tt4aeAr3/whnGwAYubHz3yVFhena+voVYafvIaf3OPsR2759SP/A2e8/UESYAdxy68/NSFa+X4tJBPYWwgkekZAGNxBraxiNgAAccJtqnbjH9LeNV97Z4OQzf0GjD8EAGhTbr2TRQBNUEQ2sGc8sAYVMH3ueZxoAGKk9jalkbKtk9zWyWnrEx/41Sd/F2cbAgC0tQj4xn7RB0x4vQJN8gpK0wS1GkaJzk1DAAAQJ7W2Kc3j4Yd7/+wUcL+AMw0BADpCBHxTNHZtouQZkDsu6MgCJwKgVRkFWFmpPVwJAPBiDqut1DCspvnX+1BF+kwmPnjXN2H8IQBAJ8GN3jD0SfJPAZKjAE7nUWUkAFEAAFrs/ZPmyefRFMMBpGW+88G7vgXjDwEAOhEtk7lddAhHvdUB/cMB1UcBzp17DicXgDgEQA1tSfMs8uVE80ri3n72KJHxAZxhCADQsVGAb3GpuL1kGDOaZPg1f0Kgr3RwOYrFVUQBAIjB++e2VKX1J3XinyZHBkS71/ba7R9AAICOFQF3f2tG0zJ7uVPwZAh7hgKqnxUwc34KJxeAOqi+DWlSxT9NHdETP5ZFP7d7nGEIAABYBBzNZHJ357p7KZvr5vW/Ax1HaVZAZSLg/MwUagIAUCPcdrgNVe/8SxEAexEwLviTyXZRV1cv5bp6777t7m8fxRkGEADAhWsEiI7i/lyuhzsJsfVQNpsTXUgmkFBUKWfOPI0TC0ANVNt2NDnr326rQtQLQS/ac7fVnoUIuP8Dv/bkBM4ugAAAAW7+zBN3i17jaDbXZUYCuPPImh1HrhQBqCIpEMmAANRGdW1HjtZlKJvJkiXkxcbtWHj/og0fvenTj92NMwsgAEAo+ZWF/VbIkL2HnNl5mGIg201aNmutIFjhQkFIBgSgBuNfdfKftcqnJgw/i/dMyeg720wxv4rpfiAgGwEI8OgXb7xHdCAHdL1IerFAhtgX9YJ5XMivmPtKFwrq6Rmkt1yNlUWbzdnXZui11y7Q2XO8n6GVlbz5nIpNG4fFdeqioaEBWjvUT5dcvNF9DjSff/rRX1Rd/IfzdqxonRDsmZy5wqPGe/G8oev33vDJh+/BmQUQAKAiHvvSB45rWnaEjb/Oxp9FQGHVEgCmGChWLALeeMWtNDiIZYIbCRv4F396kl782at04pXXzMf1wiLgkks20pVv2mkeg8YzN3eKfvLcg9V15Gz8zYhdt5XEy16/ZokAwdT7PvbgLpxZ4CeHUwAiupW7RQfygOGWDyXSeXwxW/IKrUhAeV49+QMhAm7BKW0AbOx//OxL9ONnphoSReDtH3/4ghkduOzSbRADDYbbSnXGP2Maf074M4fuOPGPj23vX9M0hP4BIgCgep74k9uOC+/CjAKw918s5k2jr4t90d5zZABRgObz42deon88+kJoWL+RbDejAiN05Zt34kK00Pt3c3Xc8f4uN2fHmspLR9/7rx54K84sQAQA1MK9oiM5qJO5VjgZbsjfOTKs/3S97A86N/0cBEBMHv+jj3+fZmcXWvo38Padv3+G3vVzb4YQiAluI5Ubf01O8rOFgBX2Nz1/y/v/PM4qCCOLUwCiuPXa3qne/qHftMYSSwEjw/3XFgRGeQHAq5pt2LCbctkenNgamJ1dFIb/e/TNbz8dy/h+HJh5Bz87aQ5B8LDA2qEBXKhaz+XqHB0//lTF7y8Z/C5pX8r8F8Z/Zu/4IWTfgvB7CKcARHHHZ4/NCFfiMBt/9irMziWTdTd3nDFTmZY8WeX4JrDgMfg/+/PHzSS/ZIqTBfqfX32KvvbQd0yhAqqnmrbB4/5Ou7PaohMFyLo1O3S9OImzCiAAQF0UC6vHrF7HEQFB45/RsuZ4ZDnOnXse5YGr9LDZqB75xrHEeP1RsEBhocKCBVTn/XPbqMz6a1Z78wjxUpt026GhH8OZBRAAoC66uvsmS31PRmxOh5OxPBHN2vNWCdWEOTsZTu77sz9/IrFef5RoYcHCwiUNoiUJVNMmzDboiG7Z+GtZsy26nXu2CxEAEAmSAEHVmEbfyAgHgzsdXTwukiYea3rGDD2WqxI4N3fSzHZGQmA4nOF/5BtH6zagnK3P29DgAA0N9Ztj9Lz3wwl9zCuvvkYXZhfNx/UmGZrRgNeeoNtuuRbTBiPbwymzTVTY+izBrUniWxbgGiZ2AQgA0EgB4HY6mjD6WumxvRlG+WmBqAsQbfw52a8W2NDyXP1L37CtKqPLIkHeO548G/ETQhS8+NNXaxIjTm7A3veMYqZARFuovO1Ztf5Ng8/evnRcyRAcABAAoCqWFmZG+waG/WGAgOF3OiSi8gKAPR5e6nTd8AhOcJ3Gnwv0XCWMK8/LV3n3tcJlgNlom4b7fW8zxcCPn52qekiChYPznSACvHAbqNz7twRA1CZTLKyicQEIAFAfXd29e5SeiLv6WGmFQGerZLGgEye+CwFQh/Fnb/2fjV5uevzNgH8Pb2zQuQDR0+LvrWaYACJA3Qaqwmlj7qqcGXO5blJ4/1omc53YTeAsAwgAUDPZbNc+RU9UMv4kdUj2sqSVrBHAi53w1Kdt266B8a/C+F/55hGz+E6c3n61kYFrxe/njf9uLgZUqRCACCjB9351C/6U2pnb1pzmpn43t1uUAQbhfTtOAYjssL9443iuq/cjqtcMQzc3LgLElQCdx9ZzlS0SxMWBLlp/aUcXB+Js/7/62rcq8sA/tO8XTOOZlFX6OM/gmrdebiYXnj13oaI8AS4cxJ+76KLBjr3mVtGfyYryZUrOvyZN98vaq/05UwGDOQDice+/uOXyl/7sr587ip4MQACAqjj0uT3DA4Mb/0J0MIpsMsNj8GsVANwBrq7MC2NwaWcaAmEw/+dXvxFpODnUf+P73k7veNsbE7s8rywEOGmwWIyuDDn10ml64+4dHbvc8NTxp2hxabqqzwQEgDMNN5Oxy/4GhwHEe0e/cvgZlAMGSpA2CkIZXr/jQDbXNaK23GSN8xtGpbY+FE6E4q0jIyyPfy80fM7GkQ3/P//QdZ7s/CTD0YmP7b+Z3vXON0cad6fAUSdS7/1uOCW4nUrc5hbaCEf+9r/dfh96M4AIAKiYIxN3jGeyud+O8tzZ09flvV40Vwa0FgaqThUsLJylDRuucFYw6wh4rj3X9Vfxz4Q3ve+Wd9HWrRel7nvlcllTsLCHPzu3QK+fV49zLywumxGDTqoRUCyu0os/fczcV49TA8CJAjjev+bWBFDVARCvvXN835UvfeXwMxgKABAAoLzxF7uD4cbfsEP+lrF3jL4jBqoZ15Q7Rv782rXbO+Y8q0L/PKXvNmH491z9BtOQNoqlhXkq5Fcpm81WXMGxWjgC8Mbd200xcOLVc8phDs4b4KGDTuGVV/+BLlw4UfPnXaPvzABQ7EPYBxEAgpISgJLhH9b1wn2ZTG486n3iPaQXhbdfzJvHxWLBOi7ysbWvlTdecWtHVAjkxL//78+f8DzHYXPOrI+b+dkZ0+CvLC/R4oLaG+/q7qae3n5aM7SW+gYGqaurO/a/47t//wz94IcvBITAv/iVX+yIKABX/PvJcw/W9TPcBbmkFQBLCwHlzGMtuhrghNju3jt+aAY9HkAEAJg88Se3jYtu4xHRgbwz6n2G7e2be8MJ+duevzkEUHkCoLKTnD/VEUMBHP7+px/9zDxmD5m9fvaW44IF2uvnztDJl39GszOv0/LSAuXzq5HvX11ZFmLhAs1MnzUFA7sHLAriwhkWWFnN02uvlewPf+92X0aYI1zPv/BIjaF/n9cme/wk1d9wJuFmtCjfblRsHxnfd+UFRAMAIgAdDGf5b9i6e1+xkA9P9vMZf93Z2Os3IwHS3j426swK3Lz5atqx/dqOiAIwcXu/02dP0XlhxNmo1wtHBtZv2kpDw+tj/Rt5yWCuKshrFHRCTYCXT3yXzpz5USw/y/H0Ha8/ax9rzrLA9kyBCtYFmBLbvedOPX/YXPYbQACA9ufIxB1cIOQ2sfG+rPWxxvxLHr8lANjzL0jDAQUqsvHXi7H8jZdd9n5UCawSDvGffmXK3MdN/8Agbb5kZ0OGBtodzvh/8cXH4uu0hedviYCsVwxkgksEV7g+ABv/w2L72t7xQ4dxxSAAQJvwyB+9f0wY8JFMNrsnl+sZ1TKZMSd0GOkhsNF35vrbc/ydcL+8t7z+oisEqs3+DyOb7aYrr/wQ9XQP4iJW4lHPTAvj/1JDfwcXntm09ZLYowFtLcpW5+jHP/5qLKF/T8ftePtZr9evmceZUp0AXjLYWUAoMiJgTee1h/ImxfZUobAyJT40ddOnHpvElYQAACnj8O9dOyI6h+O5rl63Uphn5TC5nKhcvtec2+9svmI/fgFgG38rQmDE+vcPDm7DioEV8NqpV8yQf7MYWreetlyMUr6V8JPnHqpqsZ+qBJkdAfB7/RnN9v7dtq5FtvdSPQ8jUNirkF/mBN9dt/1v353C1Ww/kATYxvzl11+Z+aXr1o2I1jxqLdNbMua6p6E7iX26m+Snywl+vBUl798oBqIBcRt/ZlV4T+w5ddLUwKQbf9OrXV4yEwrXDA3jAkTA4/6vv/7Thv18q8kZkg9fet4ghVH3CXlDFdHTSzk9XKFzdXl+4pf+zfe/gqvZnmAxoPbn8/nVpfFCYZW6uvvMqUOuN2COD2r2SIDm6UaUXoFyOKD6oj/VwIlTPC0Q+QBBOOxfrfHnsfwwwqYIKn/3eauMLSIBanjcP66kvwgJYLZDzS4HqNltVtN0cSwEvxP2d8P/wbZu2IrBau+6uWcBIPoMZzrvvbia7QuGADqAQ5/bw0V9xs2QT66bV/dzw4PmTaB5pw0ZTplRt96/4db3190pf3bN/ybA+QBcH6C/H2PPshd+4vjzoZn+nL3P8/l7evuot7ff3PN4cTn45/HPXl5eNKcCsiiImk2wcesltG79JlwQWUgtTpvz/eMe94/syE1Bn/UM8WmZTGDZbo2iBQA7ClzLww4vTNzx2WNYTRARAJBy7iY747/IDbyQtyIBXAXOs4wvhXQMXiHQLMPvwB3p8alJUwSwGADWVD/ZMLNxZ+++3kI+/HP6BtaYm2PYnQJC7PX7Zxjw3wEBELxXm2n8rabKbbMgPH9nvF8Yf12uDqjZ//uEvi32nbC/NJQ3Y/cbABEA0AZRABYAD/gvv+klOJ2DnSXsji3aMwFKC/4YLf0OPAzA0wMB0SvHXzD3bKjZ8PO+GbDomJ+bMQsGOdGBnZe9yYwwADKn+yVlYSu/92+3eDf/z3Bm+qiH8W4X3j+mBEIAgDYSAe5QQFrZsGE37RoZw8UEiYM9/3Pnnm+Hr4LQf4eA5YA7Cw7ppbr8J3ew56afx5UEybovxT3ZJsb/KIw/BABoQ+xyn3vTLgKOH5+ECACJMv58T7aD8bf7BwABACACki0CONsagFbC92A7GX+sCQABADpHBKS65+KpVhABoJXGv97lfRPCYRj/zgRJgB3Ooc/tuUfsDqT170eNANBK49/s6X4N4F5h+O/BFYUAAJ0rAkbEjmcIjMV+g7lTCxs3hRAiALSl8XcW72lM22Gv/25h/KdwRSEAAGAhwALgTrKKBsVi/HlRErmQEEQAgPGvUDjbRXxiXmuDDf/nheGfxNUEEAAgLCIwLraPim2k1lsrl+uWCglJJYUhAgCMf0XG31m6m0v01lGIi718XtBnAh4/gAAA1YiBUbKGBq6z9xUtAcdLEJvei2+hkVIkoDHRAIgAkG7jn/EJAEsEcGsprC5V+mM4mY89/KfY44fRBxAAIM7owKi97ZQiBKOOOGDjzwsOeb1+wysAGjgkwCJg164xrCAIYoFL+/JUv0Ya/9JiPWoBwK9xrf5Cflk28kclD/8l+/FRGHwAAQBaxuHfu/Y+IQDu8q8k6D3WS9GBBkUDWARsWL8bFwTUTDOK/JS8fi14TJq0fLd27613fuMeXBUAAQASzUO/f91BYdzHveH/YDSgJAwaIwQu3nYNbRMbANVy8uQP6FWxNdbrL3n6REGv3z0mbeLWO59CiV4QK1mcAtAIbn/P8FPZbPeNWia7xeroyO7QHN3prFRmPV9akjheETA3d4pWV+doaHAbZTK43UF5ONT/0svfpDNnnm6Y4TdX4dSylDEFgLVl+Dlnk54X4vjoB+/6xk24MiBuUAkQNASuKrayPLdXePlH5c6MOz2nk8vYnaDZ+WlO55e1PZ744EVa2qRoC2iC8ed7pREL+3gNf6kdaP52YL9mtY/M0Uw2h/r8oDFiFKcANJJDn9sz3Ns3dETL5kbloQA3D8CdJugdHmjE0ABmCIAoGpXp74b6SZPG9/1Jf77Qv/Vesz7/B37tCEr0AggAkF4R0Dcw/IDwbMa8OQBqIWDuScoRkF+LgR3br6XNm6/GhQEuZ878iF4+8d04rb7X4JPmH9MPGn7S3BwAca8fXlo4vx/1+QEEAGgL/ua/Xn9QdG7jwWRAhdG3PX/5tcDzdcBTBHmWAEcFQOfC3j5n+fNUvzi6U9nge7x95WsZz2ulSAFN3Pyrf4uEPwABANqLh37/unsy2a4DbohfqhRYEgEqYx8lBohqGSbo6RmkXSNjNDi4FRemA+EE0eNTk7SyMleHo28ntPq8fDnB1RPm90QCZGHglP3V7/3Arz15D64OgAAAbcmDn3/PeK6r5z5hwIcjjX6o5+9/ndz31SIIMFWw86h1ip/X4JPHqHuNflQkIKN6bUYc7L/p048dxtUBEACgvUXA71832tXVy7UCRgMigKoVA7bBlwSBd5igvCjgxECOBiBBsL3hRD/2+nlfgbW3O8gwg09eL9416OQRAGHDANIQwNFCfnn/rXc+dRRXCEAAgI6AkwPXrN18n/CIxkvGXJ34Vy4CIL8mv78UHbDfY71YEgauLjAQDeg4r98x1lJX6Bhv2djbx66H7xr8oLcv17pQG33v8+J+n9C07N03fupRJPsBCADQeTz8h7+4L5vtOijM8bDa8yevKHDC/YrXPMZfeezYfqMkAXzRge7uNTQy8h4aXIPcgHZgbv4UTU19g1ZW530dnmP9He++1CW6Bp68xavcY9egK4w9UaTRt/ds8Pff8MlHEPIHEACgs3nw/l8Y6eodOKhpmbGoCID3NceEK4y/Jy8gaOjl4YGSKHBjAibrL7qMtm4ZNQUBSB/Z1Qs0c/oHNP36i+bjLnFth6gQ0vP5nnDD/7aI0Lqp4EzVE/8uaV20LDa/t18y9mHDA6bXPynu89tv+MTD8PoBBAAADo996ZZ9ooPk6YLD/giAfwhgjb5COaNIWbENimPHfA8aq+J5PWjgBeuMFeXvfZ3U0wF5mmBu4x6a3/xuXJwUsebMt6n/te+TVlxp+O9a1nKmGChoWZrP9Nj7XlrJdJubFAkwvf73f/wheP0AAgAAFY9/+YPDxcLKfdlc9/jawjz1FFepR18VBn/JNPbDxcWm/03F7rW0IETA0kVX4QIlmL7Xn6YBYfzZ+08KF3IDNK/10EXFhbv79JXJvt94Ccl+AAIAAJml39k5Kna8XWfvR5P2N7IQmN1+M62u2Y4LliC650/Q0ImHE2X4I+BIwKTYnuI9BAGAAACdaPCHxW6fbfB5P5yWv311zQ4zIgAh0HrDzx5/9/zLaf4aU2LjYYGvQAwACADQ7kZ/XGwfTaKHXy2Fvk20uOFtGBpoMhzq7z/3fcotnW23r8Zi4CtimxBiYApXGkAAgHYw/Ptso7+vHb8fDw0sbrhGCIGrycj24II3orMqrgjD/yNh+H+QllB/vXBU4PNCCEzi6gMIAJBGw8/e/gGxjXTC92XjzyKAxQCLAlA/bOw5zN974YWmZPUnEBYA90IIAAgAAMOfEjhPYHndVbS89nJEBWrw9tng955/Ou3j+3EyIba7hRBA/QAAAQASafjHxO4+aoPx/TijAiwCVobEJvYgnB5h9HtmX+hkb78cM3Y04H6cCgABAJJi+Idtj/8unA2IARj9hjMptv1IFAQQACAJXv9B6uBwf61iYG7NFTS99p3UMzBA2e6ujvjexdU8rSwsUP+FZ2jT/Pdg9OuLBrAIQGVBAAEAWmL877E9f1ADc9p6el57p3nc1dtLPWsGTDHQM9BPmWy2Lb6jXiwKg79oGv2V+QXKLy+bz28zXqCtxvO4CernfiEC7sZpABAAoFmGn0P+D4htDGcjHgHghwVBd1+vue8SexYGaYANfX5p2TT0q/ZeBQRArEyK7XYkCAIIANBo488JfkcoRZX70igAwkRBrrtLCII+8ziTzbRMGLCh14u6aeDzS0tUWM2HGnsIgKbAVQT3o5oggAAAjTL+42Rl+cP4t0AAROEIARYI2W5rdcNMJmNGD2qBvXhdt1ZVLK6umgbeMfxxAAHQEDgCsBciAEAAgEYY/4M4E8kUAGkDAqChIgDJgaAsGZwCUKHxPwjjD0AqMPNzbMEOAAQAqNv4ozMBIF0chAgAEAAAxh8AiAAAIAAAjD8AHSYC9uE0AAgAAOMPQGeKAKzPASAAAIw/AB0GJwYegQgAEAAgyvjfBeMPQNuKgAfsKp4AQAAAj/Fnw38fzgQAbcuIHQmACAAQAMA1/mOEef4AdAKjEPoAAgA4xp87hAdwJgDoGMbtlTwBBADoYOPvrOqHkCAAncUBTA+EAACdDRv/EZwGADoSTA+EAAAd6v3zmP8YzgQAHcuwLQIQAYQAAB1k/McJ0/1AC+mjCzgJyQBJgRAAoIOMPxo8aDlZKuAkJIdxuwYIgAAAbWz8kfSXIHqMxc4VAEYeN0CyOIB8AAgA0N7wuP8ITkMy6Kaljv3u/TSLGyBZIB8AAgC0sffPIT5M+4EhxHcGYXAE4ABOAwQAaC/jj3H/hLLGmO6479xnQAAkmLtQHwACALSP8TdDezgTyWSQpvGdQdLAUAAEAGgTOKSH5J6kGkPj9Y77zsPGGVz4hF8iOA0QACD93v+Y2GF6T4LJUp7WG690lPHn7wwSzz4MBUAAgPQaf2fKH0g46+mVDvquJ3DB0wOGAiAAQFobL2G+fyoYNKY7Ykogf0eE/1MFhgIgAEAKvX8O3SF8lyK2Gc/jO4IkgqEACACQIuMP1Z5COA+gnefHs/ffSbkObQaGAiAAQFoaKyH0n0ouMZ5p2+82YhzDBU4v3J+gQBAEAEi494/Qf4rhXIBNxvG2+17s+Q8amPufcu6yZxUBCACQQOPPKh3V/lLONuOFthoK4ND/9jaObHQY6F8gAEBC4RDdCE5DuuE58jv1Y20xV56/w6X69zHvv30YxbLB7YOGU9A23v+Y2B3BmWgf5rT19Lz2zlR/h0uN72PaX/sxI7a39v3GS1M4FYgAgGSA0FybwWPmaU6c478dxr8twVAjBABIkPfPITnU+m9DOHmODWnaQuj8N2PKX1uzDwmBEACg9cZ/hDA9p+1FwG7971IhAvhvfJP+TRj/zgBRAAgAkIBGiDn/bQ7PCrhaP5LoZXT5b3uzMP7tXMwIeEBCYMpBEmC6vf8xQuJfx3FW20UntcupSF2J8fo3G1O0FWV+OxFOCNzV9xsvzeBUpI8cTkGqSXy539U1O9RGY/WCuYHq4UJBw8ZpIQJ207R2SUv/Fg71c33/TljICChxKgTejVOBCABonvfPobeWjcGxYTeyPVTo20R6hveb7ee3V/mTDDIMoq6ls0TFZVMU5FZnKbd81jzuWn4NFzvqOlCfKQRmtM1Niwiwx8/Z/TD8QGIXpgVCAIDmGH9W3cepCWP/bOTZ2LOhXx3YQcXuIbGtjfM3mAJA3lv/G/bLhhADr5kCoWfxFepZeIWyeYwx+2HjzyJghraY+4a4esLoD9Npc4/CPsDHYSEAbsdpgAAAjRcAHPofb4ghEcadvfi8MPa8j9fY1yYADN+eowIsBgYuPIsIQQhcRGie1tMiCcGm5ax9hRECNu6cyJc1CuZ+DU2jjj+ohL1CBEziNEAAgMYZf57v/8M4fyZ790vrrqKVtZc3weDXLwDsd5vv42jA4OtHqW/+Z5RDZACAVjIpBMBenAYIANA4AcBZ/2NxePqLG65pkdGPTwDInxu48BMamH2WehdfxY0CQGvYL0TABE4DBACI3/iz4a9r2h+P5zuGPxnEJwCcz7EAWDv9PepdghAAoMlMCQGwC6cBAgDELwA48W+kps9edBUtbH53i7395ggA621CCCydpOHpfzD3AABEAQAEQFqN/zjVMO8/uYa/8QLA+XzfwnFa/9q3KVeYw40EQBOiAGStFojiQAkni1OQCuPP0/0eEVtvpZ/hUP/s9ptpcePbyMj2dvT5y3evo9m1V5tytw/RAAAaDfdXK7/12IVJnIpkg7UA0sFdVOGcf563z4b//KUfqaEoT3szs+5t9PKOX6Hlvm04GQA0ljttxwUgAgBq9v7/X7MR/YXwXsu68Ysb3kYzu36J8gPxG7iV5SXKr6xQV3d3qs+nnu2muTVXmNULe1fOkGYUcZMBED+9ZNDKbz2OKECSQQ5A8gXAfXYEINLrv7Dj5lgz+/P5VZqfnaGlhXlaXJgjvWgZyp7ePtq+azdlsnFpx8bnAKg+x/tcfo62nH6MelZR5AaABmAtFPR/IBcAEQBQi/EfEbu/jHoPF/GZvmK/ua8XNvgXXj9HZ0+9TNNnT9Hi/CytriyXjKmgWChQd2+vEAL9qT+/HAWYHXoTZfRV6l05ixsOgLijAIQoACIAoFYBEFnylzP8Z4XnX9fvEB7+hZlp0/g7Xn45tlyyk4aG16c+AiB/fmBxija/9pQpBgAAiAIgAgBaxuJ/2Tki1NlEqOFeX7vx5/D+zPRZOvPqS3Re7Hl8X/byo+AhgI2bLyYt0175o/mutbTQdwn1Lr9GuSJWuAMgriiAgSgAIgCgagEQ6v3n1+yg85d/pOqfyV7+7Mzr5r4a2Oj3DwzSmqFh6htYE/M3TUYEwH5AWnGFtp55gvqWT+EmBCDGKED/v0EUIGnkcAqS6f2HGX9zmt/Om6r6ebMz0+aYfn61svA2J/ixsV8zuNY0/PEl/CUfPdNNr269mTa99g0amn8BNyMA9cMzmTiR+R6cCkQAQHkB8IDY7VO9trD13bSw5d2xG36e3rdmcJiG1q03Pf7mkawIgPM53g/P/pg2vv73uCEBQBQAEQDQBOP/n3eOCVu0L8z758p+5eAQ/2unX6nI8LPBZ0+fPX7g67GGriRd66bN576JkwEAogCIAICGC4DQ5X6XOfFvZ3jiHyf3nXnlJXPefjlvf3j9Jlo7vD4B4f3kRgCczw/Ov0hbIAIAiCcK8G8RBUAEAKi9/xDjz0QV+uFQP29R8Hj+8PqN8ParZHbNZaZA2HLuWzgZACAK0DZgLYBkcSDSV1Ys6sNT+F568dlI48+Gn6v3XbLrchj/OkTA6fU/jxMBQH3cufjbWCMAEQDg9f5/e+eocDLHot5T7BnyPOY5/Gz4wwr4cKh/45ZLYPRjjQQQIgEA1BcFGBfb/TgVEADARbuz3DuyK7NU7F5rGvyzp1+h2fPqGvY8rr9u/SZav2krTmvMXFhzqZkusGX62zgZTaLYPUR6z1r7eK1HCHMJ7LDlrvl9/H6zdRVXqGtRXe5ZKy5Tbqn0Wk68j9+fKax4ngfxRQEgABJidXAKkuD9j4yI3fFy71vY9m6a2/RzdOL482boXwWH+zdfspO6upq7ah+LEk4+5L+LIw+VlwpOfhKg80n5c0PzL9LW6e/g5o2BQv8mc4bL6uAO83HeXsZ6dbC1y1lb94BBmi0EtMIydS29Zh5nV2fNY1Az+/t/c2oCpwERAFBm7N+h99zTdGxmQBnyZ6+fPX72/JuFvFqgX5CsLC3Rxq2XtO0Fm11zKfWvnKG18z/F3VsheWHQ88JjZ2+ePXfZQ08yOouTNZeYwm957aUl4Sj+5ahCbvk1Uwz0zL9KXcsQBVX0eRAAiAB0Ngufq8z7dziRewO9nNvleY4L92y5ZKThBXx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</svg> | |
{
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} | Generate code for a svg of a a bright red apple on a white plate. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfefe" d="M0 0h96v96H0z"/><path fill="#775c5b" d="M49 34v3l-3-1-4-8 1-1 4 9z"/><path fill="#e82526" d="M62 36q5 9-3 18-21 3-19-17 2-2 6-1l3 1v-3q7-5 13 2"/><path fill="#f3f3f4" d="M33 59q12 6 23-3l3-2q8-9 3-18 5-1 9 5 8 14-6 23l-1-1q-19 8-36-3l-6-7q-1-12 9-18h4q-15 7-7 21z"/><path fill="#dfdbde" d="M35 46q1 8 10 12 4-3 11-2-11 9-23 3-9-10 0-18z"/><path fill="#a42029" d="M40 37q-2 20 19 17l-3 2q-7-1-11 2-9-4-10-12-3-7 5-9"/><path fill="#c9cdce" d="m22 53 6 7q17 11 36 3l1 1q-13 7-27 4-12-4-16-15"/></svg> | |
{
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"path": null
} | Generate code for a svg of a the delicate movement of a butterfly landing on a flower. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4ecd9" d="M0 0h96v96H60l-1-14-6-22 1-2 2-2 13-4h-8l3-3q-8-7-10 3-3-3-4 0v-5l-2-1-5 3q-4-2-7-1-1 2 2 4l-2 1h-4v3q3-1 8 1l-6 3v4l4-1 1 2 12-5h1l6 24 1 12H0z"/><path fill="#b5978b" d="M52 34q5 3 0 8l1 1q-3 2-5 1 0-6 4-10"/><path fill="#e3bbad" d="M50 47v5l-3 1-4 3q2 0 1 2h7v2l-12 5-1-2-4 1v-4l6-3q-5-2-8-1v-3h4q3 2 7 1l-1-1q3-2 7-2-3-3 1-4"/><path fill="#f0d5c3" d="M50 47q-4 1-1 4-4 0-7 2l1 1q-4 1-7-1l2-1q-3-2-2-4 3-1 7 1l5-3z"/><path fill="#e6c6b7" d="M56 56q0-3 3-4-3 0-4 2l-1-2q2-10 10-3l-3 3h8z"/><path fill="#f5b667" d="m54 52 1 2-2 2-7 1q-1-3 1-4l3-1q1-3 4 0"/><path fill="#dca592" d="m56 56-2 2H44q1-2-1-2l4-3q-2 1-1 4l7-1 2-2q1-2 4-2-3 1-3 4"/><path fill="#3c5e40" d="M51 58h3l-1 2h-2z"/><path fill="#c0d0a6" d="m52 60 6 22 1 14h-1l-1-12z"/></svg> | |
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<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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} | Generate code for a svg of a a rustic wooden signpost in a field. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbf9f7" d="M0 0h96v58l-22 2-22-2V44h12l1-16H52V17h-5v11H34v7q-1 5 1 9h10v6l-3 1q-3 1-2 5L0 57z"/><path fill="#99745d" d="M52 28h-4l-1-4v-8h5z"/><path fill="#ba997e" d="m47 25 1 4h-3q1 3-1 5v-4q-6-1-9 1 5 3-1 4v-7h13z"/><path fill="#d0b091" d="m44 34 2 1-1 2h-1l-9 1v6q-2-4-1-9 6-1 1-4 3-2 9-1z"/><path fill="#7c5b44" d="M52 29h4q-1 6 2 1l2 2-3 3q-3-3-5 0l-5-3q-2 0-1 3l-2-1q2-2 1-5z"/><path fill="#b69275" d="M52 29v-1h13l-1 16v-8h-3l-1 5 2 1h-7l-4-5q-3 8-3 0-2 1-1 4h-1l-1-4 1-2q-1-3 1-3l5 3q2-3 5 0l3-3-2-2q-3 5-2-1z"/><path fill="#6b4f3e" d="m44 37 1 4-1 1q-4-2-1-5"/><path fill="#775a45" d="M55 42q-3-1-5 1-3 0-3-2-1-3 1-4 0 8 3 0z"/><path fill="#c29a7a" d="M44 37q-3 3 1 5v2H35v-6z"/><path fill="#a8846c" d="M64 44H52v14h-1v-8l-1-6v-1q2-2 5-1h7l-2-1 1-5h3z"/><path fill="#825c49" d="m50 44 1 6h-3l-1-6z"/><path fill="#b5835f" d="M46 41q0 2 3 2v1h-3l1 6h3v6l-2-4q-2-1-2 2-3 3-4-1l-2 2q-1-3 1-4l3-1v-8z"/><path fill="#cfb399" d="M42 51q-2 1-1 4l2 1h-3q-1-4 2-5"/><path fill="#603f35" d="M51 56q-5 0-2-2l-2-1q0-3 2-2z"/><path fill="#fce1b2" d="m51 58 22 2 22-2v38h-2q0-4-2-5v-4l-3 4 3-12-2-7-4 7-1-4-2 2-1-1q-3 2-3 5-3-1-2-3v-4q-1 5-6 8l-2 7q-3-3 0-4-1-3-2 0l-1-3-3 8q-3-3-3 1v-8l-4 7q-1-4 2-7-1-2-3 1l-1-4-1 7-2-19z"/><path fill="#fbe1b2" d="M40 56h3l2 1v39h-1l-1-8-4-9-1 4-3-12v8q-1-4-1-1 3 8 3 18h-5v-8l-3 5q-2-5-6-8l-3 4q-2-3-2 0l-2 4q-2-9 4-16-1-3-2 0v3h-3q-1 5-2 0l-2 4q-3-17-6 1 0-6-3-11v8l2 14H0V57l12 1z"/><path fill="#a2785a" d="m47 54 2 1q-3 2 2 2v39h-6V57l-2-1-2-1 2-2q1 4 4 1"/><path fill="#eccb9c" d="M44 96h-7q0-10-3-18 0-3 1 1v-8l3 12 1-4 4 9z"/><path fill="#f3d5a7" d="m89 91-1 4 4-4q2 1 2 5H55l-1-11-1 2 1-7 1 4q2-3 3-1-3 3-2 7l4-7v8q0-4 3-1l3-8 1 3q1-3 2 0-3 1 0 4l2-7q5-3 6-8v4q-1 2 2 3 0-3 3-5l1 1 2-2 1 4 4-7 2 7z"/><path fill="#bb9873" d="m92 91-4 4 1-4 3-4z"/><path fill="#e0bd8f" d="m51 68 2 19 1-2 1 11h-4z"/><path fill="#f1d3a4" d="M32 96H4L2 82v-8q3 5 3 11 3-18 6-1l2-4q1 5 2 0h3v-3q1-3 2 0-6 7-4 16l2-4q0-3 2 0l3-4q4 3 6 8l3-5z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the bright red of tomatoes ripe for picking. | <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="#f2392e" d="M64 0h32v96H0V21q5 2 2 6l5 5-4 2-1-1v3h3v10l-3 1v3q9-3 1 3l1 3-2 2v17q6 1 2 7l5 9q-2 2-1 3 1-3 4-2l3 1-1 1h5l-2-1v-4q1-4 4-1l-2 2 6 3-1 1h6-4v-5l1 2q2-6 3 0 1-4 2 0 1-4 4 0l1-1-4-6q0-3 2-1 2-6 6-1 4-3 2-7 0-6 3-6-3-4 1-6l-8-1q-3-2-1-4l2 1 17-7 3 2 13-7 1 1 11-3h2q-7 2-2 7l-1 2q3 2 3 6 4 0 5 5l-1 7 3 1-2-72h-8l-6 2q-1-3-3-1z"/><path fill="#f2372d" d="M0 0h64l14 3 6-2h8l2 2v70l-3-1 1-7q-1-5-5-5 0-4-3-6l1-2q-5-5 2-7h-2l-11 3-1-1-13 7-3-2-17 7-2-1q-2 2 1 4l8 1q-4 2-1 6-3 0-3 6 2 4-2 7-4-5-6 1-2-2-2 1l4 6-1 1q-3-4-4 0-1-4-2 0-1-6-3 0l-1-2v5h4-6l1-1-6-3 2-2q-3-3-4 1v4l2 1h-5l1-1-3-1q-3-1-4 2-1-1 1-3l-5-9q4-6-2-7V58l2-2-1-3q8-6-1-3v-3l3-1V36H2v-3l1 1 4-2-5-5q3-4-2-6z"/><path fill="#585f3c" d="M77 55v3l-4-1-2-3q3-3 6 1"/><path fill="#d52a1f" d="M84 54q5 17-13 14l-3-4 10-4q-4-3-7 0-2-3 2-3l4 1v-6q3-1 7 2"/><path fill="#465339" d="m54 73-2 2-2-6 4-2q3 3 0 6"/><path fill="#cd291f" d="M54 73q3-3 0-6l-4 2q3-6 9-2l-3 1 4 3q4-2 4 4-3 9-12 8-3-2-2-5 7 0 8-6z"/></svg> | |
{
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"path": "347d2f471537f317a8d8a3bb4b9bb05f857834fd89bc93e12d0b82387b3fd564.png"
} | Generate code for a svg of a a black and white image of a paint roller with a handle | <svg width="256px" height="256px" viewBox="0 0 256 256" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:sketch="http://www.bohemiancoding.com/sketch/ns">
<title>Slice 1</title>
<desc>Created with Sketch.</desc>
<defs></defs>
<g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd" sketch:type="MSPage">
<path d="M248,8 L237.842,8 C235.074,3.222 229.918,0 224,0 L48,0 C42.082,0 36.926,3.222 34.158,8 L24,8 C19.582,8 16,11.582 16,16 L16,32 L8,32 C3.582,32 0,35.582 0,40 L0,96 C0,100.034 3.004,103.438 7.008,103.938 L128,119.062 L128,144 C119.779,144 112.897,150.229 112.08,158.408 L104.08,238.408 C103.629,242.906 105.103,247.385 108.137,250.736 C111.171,254.087 115.479,256 120,256 L152,256 C156.52,256 160.83,254.088 163.863,250.736 C166.896,247.384 168.371,242.906 167.92,238.408 L159.92,158.408 C159.102,150.228 152.221,144 144,144 L144,112 C144,107.966 140.996,104.562 136.992,104.062 L16,88.938 L16,64 C16,68.418 19.582,72 24,72 L34.158,72 C36.926,76.778 42.082,80 48,80 L224,80 C229.918,80 235.074,76.778 237.842,72 L248,72 C252.418,72 256,68.418 256,64 L256,16 C256,11.582 252.418,8 248,8 L248,8 Z M152,240 L120,240 L128,160 L144,160 L152,240 L152,240 Z M24,64 L24,16 L32,16 L32,64 L24,64 L24,64 Z M48,64 L48,16 L224,16 L224,64 L48,64 L48,64 Z M248,64 L240,64 L240,16 L248,16 L248,64 L248,64 Z" id="Shape" fill="#000000" sketch:type="MSShapeGroup"></path>
</g>
</svg> |
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