reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": "",
"path": null
} | Generate code for a svg of a a toy bunny resting on a shelf. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f7f4e4" d="M0 0h96v96H0z"/><path fill="#dd9688" d="M44 42v-1q-3-15 2-1z"/><path fill="#e2dfce" d="M56 66q-3-1-5 1-3-6 3-8 3 2 4-2l-2-4-4 1q5-13-9-11-3 0-4 3 0-4 5-4l2-2q-5-14-2 1-4-6-1-10l5 10 4-9q3-3 4 1 2 6-3 11 2 7 6 13l-2 4q2 3-1 5"/><path fill="#7a7069" d="M54 35q1 3-2 6-1-4 2-6"/><path fill="#c7c4b6" d="m42 61-4-3 3-2-4-4v-4q3 9 13 8l-8 1z"/><path fill="#c5c2b4" d="M54 59q-6 2-3 8 2-2 5-1l-2 2-4-1q-5-7-8 0-6 1-11-2-3-1 0-1l10 2 1-5h8q-3-3 2-3-3-1 0-1z"/><path fill="#edebdb" d="m37 52 4 4-3 2 4 3-1 5-10-2q-3 0 0 1 5 3 11 2 3-7 8 0l4 1-22 12 36 1-6 2q-24 0-46 3l2-18h-3q-1-5 1-8h11q0-11 10-8"/><path fill="#999184" d="M19 68h5l-1 10q-3 0-4 3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a fresh loaf of bread resting on a table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfa" d="M0 0h96v57H69l-1-5-1-3q-3-4-6-5-7-2-13-1-7-1-12 3-5 2-9 7v4H0z"/><path fill="#be814a" d="M48 43h-1l3 2v1H38l-2-1q5-4 12-3"/><path fill="#f4c76b" d="M48 44q5 0 10 5l-2 1-6-4-3-2z"/><path fill="#d78546" d="M48 44v-1q6-1 13 1 3 1 6 5l-8 8q-3 4 0 10l-2 1-1-14-6-7v-1l6 4 2-1q-5-5-10-5"/><path fill="#edce97" d="m36 46 2 1-1 4q-2-2-5 1 2 6-3 2-1 2 1 5-3 1-1 4h11l-8-2 9 1v3l7-1 6 4h-2q-12-4-24-4-2-3-1-7v-4q4-5 9-7"/><path fill="#f7e0ab" d="m50 47 6 7 1 14h-3l-6-4-7 1v-3l-9-1 8 2H29q-2-3 1-4-2-3-1-5 5 4 3-2 3-3 5-1l1-4z"/><path fill="#b15f36" d="m67 49 1 3v6l-9 9q-3-6 0-10z"/><path fill="#e4d1b4" d="M68 58h19v4l-28 7-7-1h5l2-1z"/><path fill="#fbfbf8" d="M96 60v36H70l4-20q5-8 15-8-1-3 1-3z"/><path fill="#fbf4e3" d="M0 57h27q-1 4 1 7 12 0 24 4l7 1 6 1q-3 9-7 15l1 2q-6 0-10 3l-6-5q-4 1 0 4-3 3-4 1-3 5-6-1 5 0 0-2v-6q-3-4-8-5-5 0-5 6-2-3-2 0 3 3 1 7-6-2-12-1l-5-2-2-10z"/><path fill="#fbf6ea" d="m68 52 1 5h27v3l-6 5q-2 0-1 3-10 0-15 8l-4 20H25q-2-4-5-6l-1-1q2-4-1-7 0-3 2 0 0-6 5-6 5 1 8 5v6q5 2 0 2 3 6 6 1 1 2 4-1-4-3 0-4l6 5q4-3 10-3l-1-2q4-6 7-15l-6-1 28-7v-4H68z"/><path fill="#fbfaf7" d="m0 76 2 10 5 2 13 2q3 2 5 6H0z"/></svg> | |
{
"bytes": "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",
"path": "a4b96f01a41f995202034a33f6ca3b0b2088965f5f630d292bce8f5cde49db40.png"
} | Generate code for a svg of a a black and white image of a sign with a exclamation | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24" fill="none" stroke="currentColor">
<g>
<path fill-rule="nonzero" d="M17.5 2.5L23 12l-5.5 9.5h-11L1 12l5.5-9.5h11zm-1.153 2H7.653L3.311 12l4.342 7.5h8.694l4.342-7.5-4.342-7.5zM11 15h2v2h-2v-2zm0-8h2v6h-2V7z"/>
</g>
</svg> | |
{
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",
"path": "85c8606538fbc9585781c0dbd14a747a29fcd7d44ca0b52905cd8c25d929c2f6.png"
} | Generate code for a svg of a a close up of a purple circular object with a white center | <svg
xmlns="http://www.w3.org/2000/svg"
width="48"
height="48"
viewBox="0 0 48 48"
>
<rect width="48" height="48" fill="#fff" rx="6" />
<path
fill="#F2E4FF"
d="M24 43.219c10.614 0 19.219-8.605 19.219-19.219S34.614 4.781 24 4.781 4.781 13.386 4.781 24 13.386 43.219 24 43.219z"
/>
<path
fill="url(#tor__a)"
fill-rule="evenodd"
d="M24.041 40.362v-2.424c7.68-.022 13.898-6.253 13.898-13.939 0-7.684-6.218-13.915-13.898-13.938V7.637c9.019.023 16.322 7.339 16.322 16.362 0 9.025-7.303 16.341-16.322 16.363zm0-8.485a7.878 7.878 0 000-15.754v-2.424c5.671.022 10.262 4.624 10.262 10.3 0 5.677-4.59 10.28-10.262 10.302v-2.424zm0-12.118a4.241 4.241 0 010 8.481v-8.48zM4 24c0 11.046 8.954 20 20 20s20-8.954 20-20S35.046 4 24 4 4 12.954 4 24z"
clip-rule="evenodd"
/>
<g filter="url(#tor__b)">
<path d="M24 6.266c-9.967 0-18.047 8.044-18.047 17.968s8.08 17.97 18.047 17.97V6.265z" />
</g>
<path
fill="url(#tor__c)"
d="M24 6.266c-9.967 0-18.047 8.044-18.047 17.968s8.08 17.97 18.047 17.97V6.265z"
/>
<defs>
<linearGradient
id="tor__a"
x1="24"
x2="24"
y1="44"
y2="4"
gradientUnits="userSpaceOnUse"
>
<stop stop-color="#420C5D" />
<stop offset="1" stop-color="#951AD1" />
</linearGradient>
<linearGradient
id="tor__c"
x1="14.977"
x2="14.977"
y1="42.203"
y2="6.266"
gradientUnits="userSpaceOnUse"
>
<stop stop-color="#420C5D" />
<stop offset="1" stop-color="#951AD1" />
</linearGradient>
<filter
id="tor__b"
width="21.172"
height="39.063"
x="3.766"
y="4.703"
color-interpolation-filters="sRGB"
filterUnits="userSpaceOnUse"
>
<feFlood flood-opacity="0" result="BackgroundImageFix" />
<feColorMatrix
in="SourceAlpha"
values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0"
/>
<feOffset dx="-.625" />
<feGaussianBlur stdDeviation=".781" />
<feColorMatrix values="0 0 0 0 0.25098 0 0 0 0 0.25098 0 0 0 0 0.25098 0 0 0 0.2 0" />
<feBlend in2="BackgroundImageFix" result="effect1_dropShadow" />
<feBlend in="SourceGraphic" in2="effect1_dropShadow" result="shape" />
</filter>
</defs>
</svg> | |
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",
"path": null
} | Generate code for a svg of a black and white icon featuring a camper trailer or RV on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="955.899px" height="955.9px" viewBox="0 0 955.899 955.9" style="enable-background:new 0 0 955.899 955.9;"
xml:space="preserve">
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</svg>
| |
{
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"path": null
} | Generate code for a svg of a a glowing comet passing through the night 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="#0a1123" d="M0 0h96v96H0z"/><path fill="#b99c6a" d="m76 11-1-1 3-3 3-1z"/><path fill="#2e1c25" d="m78 7-3 3-5 3-6 1-4 5q-1-3 1-5z"/><path fill="#724639" d="m70 13-10 8v-2l4-5z"/><path fill="#edca66" d="m75 10-2 2q-9 5-15 13h-4q2-4 5-5l10-8z"/><path fill="#472b27" d="m74 13-1 2q-6 3-10 9l-4 2q6-8 15-13"/><path fill="#2e1f26" d="M60 19v2q-3 1-5 5h4l-6 2q0-5 3-8 1-2 4-1"/></svg> | |
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kgvTC57r6nrsGsG6Y0X+X/JvTJQMwo08Ndh3RP4WI/kkZJkju1L+aAfGLoFOydX3nOFBGepS2rX+GJCgL4B4RoGUDagEAgAEASZEHj/CR/lK51Jj+bq785y4AO/3f2d3rmvLXkZ8gxwqEi/4DugMEhb4ITjpMgGbCH+1Yf60pUs2ENwvgnnuB/NqIxX8tjjoAYABAclyAIvSa1L/wnfEtxuC/MOsfYxcAdvf05bzhvxKZOn9jUPRP/lXuzmhY+HSPpG4b+6T9PSl8qiAL4Jze2JWB8WUDDjgAYABAMoRhRFf450n9NyDyLczvbzj7/3OdXe4CAOEQeZ1IqWJPPpX7/uPcvUPjUp3t0Rb+adorMAtADsNA3tkBHQZCw0oUAwIAAwCSIAokRlVxc3cLlC3siuegyLSRwQuRdaU7c+w/R//9njVQon5nmtod0ZLeEFBQV4G7XqAZkj1eQyMC2kzNArjFXbEGStbF92egGwAAGACQJGVwRXLFTHj9U/8MV/4b5tXrSv3/3T2zR1XxJ40Mqc/oo1mhZBD8otmUp/41lq8k6mWyJgHt5on2nVkB5X0arscBBwAMAEiC8OtS4a4r5tU7+m8vzPtv2L/JzACMds2Y7RPNklJ45o3oyVHk6B3bHhT9J2uSn2g2ufCOevBkAcg3c6LtBnC1UdnRAAM48ACAAQBJjP6dUXHdBdCgTHu7dQH6wmIZgBEqXGdemwNwi7db78mb0A4QMTX6pyaK/kkj0qR08Wi6Qxz1IMHdAHqzoGP30A0wAQDAAICEyIC26Kve4pdpa7Ou+mfZAcP+TfSwXLI6+ddW/5M7miWhyQao1ezC2QZULopNu+fT9vdrzY/wj+y9owHc3QEBu89KHH0AwACAxipBzjPEzyOYdTwYMu1WHqAwBTDf4xoAz9z/ARGmPiIlTQSre7+u6K05rZ/uUr7uDIpPO3oyCKQkikI12nIcfADAAIDGsq90zlavoFfnA6GtwxR9u/jPSU/v3BFvBFtavKIf1CftN5RN9/6mdQAhaihImzVxfYHwa/OyGRRkAACAAQCNFQF1MhhqjPhJwc/YM/wZxRyAjP7NCYBG9IKhqUL3fY8+V+CSKuEWNdH8W98bzfsZKKU7RTWHwQYMAAADABIuB40c999eEP1i8Z+dBDBsAxDu97uien+x10tUGEPRnFudQo/nD8gIlDFYCgM44gCAAQCNFgBXGrf+0b+Z9nek/M1OANsIFH4cd1Os9os5AwXIFdV716pc10Gr7AMe4yP83lNpGwIAYABAUhl2R7z1P3mbM/5ZJqDQ/196zeoCGA4bZer7ockV0ZaLXpNY/d/TM5eWLL6U2to6o5V+Ty1FcPQeqlXU74QfAMCXdjQBaFjs57zoTwMm/lGjf+f4f0d3wEg5+S9nDAJFLwUKdebMEXrjGz5ACxa8iY6N5mj0WM68jSb6NzS37lf9PiMKli3E9wIAYABA0ixA4L34DUBGEXx7CKB1m8nkbvjDJ0Z3D11YaRwa2hDo3pNESzA9PWFmAObNvdBc+PGJk/vprDQHJ04ekCbhsPlcrVaAHK1gBJgD380BvQcABgCkLA1Qd/F3DPczrL5/Z+TP1wGYmsyFMS9Bz1aTtk6iA+AswKxZi4qP2QzM6c+ay2KHSeD3jU+cpInxk+ZzfH98/FTgduDv5dtTpw6a7T42NkrT+cmKXUNQTkBhGAceADAAoLHkSgJY58hXRv92wV9RNIyiKpkPMm3tD1eSxagm81Ff2xMvbApYzGfRopq/a2LiNB0/+SKNjuZobPx4mWQ+Uv0AVAOKAEHDeP/nHsu5it7qpIQF0Sd9n7/1Gi9t7Z0j4b8V1WZR0tk5k+bPvYgueO276ILXvJN6e86Nss1H0MIAwACAhtOILgBltj+DlGxA4fWzp4/lsH0aT3d3P61YPkArzltNbZmOKL5yH1oVABgAkBgLUN+Z/4q9/prhf/brN/zhE4gUE8TMnvl0wWvfTd1dfSXnhgwAADAAAITT/lKKv/iP0hVgjQQYrjirEMt7gRPOACxfdjn1zJhX9XesGbxnGC0JAAwASET4X8/+c7XP3zH0z3ExIMPIvFSNmBtV/iLnT4M/KG8Cli7+Verumu1qwZAjAHahBQGAAQAtmQIoRf7uq/8ZqoI/FSzXRug/V9YeGG4XkET9dw4BTEwmYOk7qK2to1LDdC8OAgBgAECCsgB1yQEYRnG8v+HScWf637DnCHD2E1fZZ+w1C/7RfnLD/q6uWck8eUkTsGThW7UmyodRZAAAgAEASVJ/8yZ+C1Cc689wdwMUugDc2YCu7lk/cnz0eHB0r6agjUAT4ihA8MT7iP4ro2fGXOqbtdTdgM4sj/vt29cM3jOKYw4AGACQBPkXeXOpD4Yn/a/OCFjQ6MzLUigOOz6YKxfZ+2l9aV5hwzXyUG9NKuteqBf9/dlE70Pnzn2DmQ3wtJy7noKFfxuOOABgAEBiDEDdZv9xiL5TZ73pf7k8pnw65x/9k1e8beH3zRkEFa2FNwGFmfcWmwtfsS8OOP0/J+EGgMV/Tl/Wp/2K7bgO0T8AbjAVMGgJfNP/hjf9L29/oHx8JPibhXolG+vZ0kVsDOUiP6VnrHcazndYrwp/4T/vvLebF+VxwvPuv/jCf0R0pb4C6t9IKrN7l9LR0V/6Waf1GPoHADIAoGUdgE/631X9XxwC6BJ8K3IcdX5VKbXvDPb10buhvKYWAhqGoXmnPgPAkf4lF39EK8xdnbPo/POvoXnzohFtjv75EsBpoKN9hmO6YFd7svgP4QAAAAYAtKj4e6v/1cl/rGwAGZMdnTN+oPmWYb+8QjnB95gQpRDQ/SmnKTE84n/R664zMwBBrMgOmN0CtbJs2a+V/VtJYmbPAmdr5ojEKog/AP6gCwA0v/7bYbrhme3Pk/7n/n8pGqc1X8NXBlxbEmtR/G5XKp+UVL4hSl0Bwv1+w7q1p0IudAMQFbsNHFdIZCHm6D6sIC9ZfCk9/cz+qtuMI/+o+/5Pnjwgl/3mJYOnpifcJyK5XmxwuOCw2noGzgC8etTgTM122W7brlr/LfT5AwADAJLI7qEbjMMHnqPYZwHQzv2vRtp2lwD9u8+3DHtthdKvb6hmgIscdXUA9n3+HY5nhHBkAezXzS+hhVKQOcUfFh66xyn88fGTFTcXdyGcJ6P/KJiWQn/w4P+hV+QyrYi+CtcuvLz/x2b2gv9+pUYgk2mn88+7ekX26lsg/ACEOWbQBKBRHHnl+dVGzCPeDEe0rxYAlkYGULEewDAyD+u+Z83gPVwXkCvJv/WvZ4ifrsLfcHcLKN0Ahqs+wDU3ceGyxG1dVfXFVzN8j8WfuxCigAX9iSe/bop6OfF3Zwr209PP3GdmDCokB/EHAAYApAFHUV6sf0Qp9tNd+td+raOrZzjgy3a5frurH9/wyL39Js98AKrgExXNiNMU2L9vzpxsVX3xlUbQbDKiEv/9UvSff/57FQm/mjl47vnvVvp5XOUPABgAkA79N2KeCtczvt/9Nw319cx/+PT/29xFXgcQEMHb3sIgp6wX3+tnCux6BatGodq+eJ4lLwx2fUFUaf+9uWEz6q8VFv8KhzQ+jKMKABgAkA4LsMoVJUf97Qap4/td/f3F1H9pSuD7g77P6gYY8SQxihE8aab5ddx3zQoYkAVwZRKMqqfiDZMBYHPBwwqjKvjjyP/w4Wcj24YTldUwDOOYAgAGAKQjBdBnxBX8lxwAqWP/DUMdwF+4L8oYAIvtzq8nQ/keVfwNck837KoO0GUBDFcWoL29q6aheH4X8uHvXLFioKKRBWEi9igif/V3hoT7/9EFAEAFYBQAaCTL3ePkKbKLArkFn8hdC6Cm/s33H37nzd8pKyA8rnz30A2b5d1sSezt4Xyi+LeL94U6LNAeH2CvriiaAuEaERA+ig+is9M7EoC/k4W/klEFYeDhfX6ZiMKUxYvM++rf5c+Njubo8JFnXb+VxX/evNch+gcABgA0XwLAyLLoGYIcg+ei+3a34FPpqn/eqX/5A9+u4Mu5FmBzUcQN51A/RdTt5y2f43nNMEoTBovCm4SdXYigNbq6eumkQ/8LQ/zeHssEP53yb9nfO1sKfv+crNm1UO5vsSngZfHiS83Kf57SmD/D31HB77wXRxQAMAAgPQ4gW9A4Q1F/UfMX64v/HOP+XbUARqUCwleV2yCX/kJIrxd84TEFpcLH4muiOOLfMhLORIhBtRZHOKNtLvKLc2pf/ltvXjVY03dwlmAWVVzzwOn/XTigAKgM1ACARjqArOGIzovqV+u36iJ8TfGfoxZg9J03fye0gFjXBtjuymVQyAI/QxkR4HrecBUL8vOnTh2sqS1myMjarvJPwrz+e578BX39nt30D3d/j77z4GM0NjYRxddC/AFABgCkhZ3//bIB3aWAI+kGUIf3+Rb/kX2/YgGRJmDL7qEbbpR3s8U+fxGQBRCkmfKXrOl+jeJPKXQFFFpCWJ5iYuIUdXb2VtUUnIKfU2NUHgUs9F//52Hau++V4nN8P7fvIH38o9dQd3dNXRLbcUQBgAwASA9ZhwCTZ8KemqJ/9/A+/+I/u+7eqLb/eGvoLIAjqi9W+jvNinM6YueoAHl7duxY6je2Kv42Bw4eNTMBNTCUvfqWHA4nAGAAQHq4xDCcY+TVPEBt0X/JU/jVAhS7Bkavufn+qlLI1pXmclQ0HA7Bt9dMSfuTkvb3dAVQaaZC+/XjJ15K9Yb+jx89pRV/G+4WqKErYCsOJQBgAECqMFZ6nnFoePXRv3rRH/LUAjhfF/l8rf3HZbIABpEjI2FnHZzPOaN9Q6lX4PsnpAGodkrdJPDQo0+Ufc+Bg1VlOYYR/QMAAwDSx0AUAb/HQngu+2tQaWZdw9M1kMm01dR/rMsCOOfxNxxpf08GwGFWyChdMMhQugSm85N0+MgzqdzITz37YqjoPvfCK4j+AYABAM3Orj9/24CzL9w9GVB1bsCZ4tem+9WhBoXhe7lrbr4/itnjtjtzAKV+fSJ1Zj/bIBDpo32n8DvvH5IGII1ZgKeeeSGur+ahf8M4mgCAAQCpwhhQ9d5wGYFqTIA3+idFTF0z/5mz7eWjqh7f5TYwPgV+GqFX+/51JoD/y+cn6eCrP03dlh49fjqur0blPwAwACCFXO+n4T4Pqor+PUP/XPdpNNPWPhTFyqwZvCdHVjeA/XtISfs7LxTkFPrS6xlvLYDLMGTo8NFn6fTpV1O1obnKPwzZ8xZWb7oAADAAIPnc+xdv75e6tjIgjo80+vebFVD+t+uam+4fjWq92jKdylUCA6J9Z/eES+ydJiBjvTdTeN76vtyLj9L09GRqtnfY6v5FC+ZU9L0o/gMABgCkj7VhNb2m6D946B/fjbSAbDo/8YTyw8gzKkDp+ze0ff8Zh1HIeDIC+fwU/XLfQ6kxAYsWnFP2Pa+/cFnFEwHlHrxjJQ4lAGAAQLq43qDaJ/zxjf59sgHKrID/LKP/SCPIro5ZIzpz4i/0ZUwAebMFtqEZGztOY+PpmByov29m2ff82mVvqOarB3AoAQADAFLCvbe/gy+es1Yb5VfhB7TRv08tgHLlvzuiXrfxyZOj+t9IPhP+BJgAv/UySl0DHR0zU7HNX/+68wJfX7F8oVwWVPPVG3BEAQADANLD2mi/Llz0r1TUD8vof7h+q2z4T/ijMQGGnyGgUpfAufPfSJ0pMQCrLn6tbzcAP/+RD1YdyGdzD94xiEMKABgAkAKkeEUWtVUS/buK8DJtv9uQNfdJ6VO554t1AYXIv7NzJs0954JUbfeP3DDgMQEc+UdwEaDNOKoAqCmEAiB+/nXb5SuJxB7zCoB8BTzzKnj54n3zlpyvFe77GwApiJlChXxxyZS7bwy98+bvrI9j/XYP3cCh7O6g9xSufqhfX+3zVLiEoP04k2mn5Ut/nbq7+lK5D+zdV7i0cXd3R6jiwJBszV59yxYcYQAgAwCSywbPdX6Drvsroov+rdh6VP7b0KljQ0X8rrR/xrUuC+e/KbXiX4j6F5hLhOJvZgFyD96RxeEFAAwASCD3bb+8n6Ls/zfK9f2Te0rhwuPt19wcbeW/Qi7cTw8wAUXDUsxYFJ9btGAV9c0+DzuTnh1oAgBgAEAiMTbKf/rt0N5MafuE+CKEgHrG+Wujf1emYOSdN39nS5xraM0GGGpiIb8Kf8MzD4BBbW2dtGzJr1HfrGXYjfwZyD14x0Y0AwAwACB5bCjKe+i0v+6NhUr4cNF/6bXpqYlNdVrP8PPTG7osQMbVJTBr5kJ6zbIB6umeiz2oPOgKAAAGACSJ+7ZfMSjFvN8qZQun/T7vNKxL5uojZ/0sgCKf33btp78/XKfV3UYhuwJsQ1Oa8a80DfCM7nNo6cLLaNG5qyiT6cBOFA7OMN2OZgCgkjMQALGJ/2oW/j0kRFY4q9w1Ve9C5L2vKeJPRqlv3H8UgOF8PPKu33lgVT3X+fF7Nqw9O3Z059T0WEWfa2vropnd86hXRv1dHbOw81TPGlwmGIBwtKMJQIxwv2xWaCN+S+g19QAiIFr2jfy9j7k/fn29V3he/4WjPF//qTOv0PjkKbKNwNTUmHm/u6u/+N4Z8n57W7f5HN+CSOC5AWAAAIABAI3i2/9jdb8M4je4Vd0h+CJA8ZXHanq/7CiAwrJJRv8jjVh3Hq8/u3cpdoLGwAWBA8gCABDiXIUmAPFFYoW+/6LwlykCEDoHYCiFf4GjAIpmYdu7PvnAEDZBy3IjmgAAGADQkOh/gC/Vag7LEkHRvbBv7G4Ab3eATuz9o39zytzvveuT392ErdDSrEUTAAADABrD7SIgxV8s9FOn+1WSBC7BL6X2A2oBaER+34fQ/C1PP5oAgPKgBgBEHf3LyF8MUFHclbnty00AJEriT87Z8VyCn/HUAhhG5sW29o5rr7np/lFsBQAAQAYA1Ff8s/JmsxAOLffLBDjT/0LtArAifUvoDTXVb032Y/+XMTIvtHd0DUjxP5CAZshiT2g4OTQBADAAoL7scBb+FRdH9B8m/e/p6/eZ5MdcMpl97Z3da67+7ft+mZA2gAFoPOvRBADAAID6Rf9b5M1AMfoXStDvNwJAuN/jl/p3D/3LFDIEhhT/jkSJP3MJ9oaGRv6YCAiAkKAGAEQh/lz1v9kZ8Rdvi9E/KbP8OecEsG6V1L4RVPiXacu1d85Yc81N384lrDmQAWiM8PN1GIak+KMGBAAYAFAn8eeK653O6XuFJrL3DgXwfpczxe/JAtiFf4XIP9chI/8Eij+zEntFXeBJnjjSv0uK/giaAwAYAFB/dnLUW0r96yv/1Tn+3a8TkY/wk7cWYERG/muvufn+fYkLQx+8YwC7Q6wMyeVeFn5E+gDAAIDGRv989bUBNbVfqurXR/pq8V/hklSK8GtS/5lM2/3yb3z0nTcndqgfDEB8bJKivw3NAAAMAGi8+A/Km41u0adS6l+QT/TvzA4Uiv7s20KKP+MW/pIR+Ov3/O7uTyW8WVZjz/DnZz/fRw88+Jh5/9z5/fTmlRfQG9+wPMxHhyH+AEQPRgGAasSfI90dwjF+X1iRvSu1LxyX9RXkyQgYxdvSRX68qf+MjPwzN7/3Mw8nWvxzD97RjwxAMLsfKXXVv3po1DQD//Sth+nFlw6V++hdaD0AkAEAjRf/lVLFd4piYZ+wMv6q+Ds/5fMaOwCh7/e37ufkO9ZJ8U9DkRfmny9D3+yZpvA7YfF/8aWHabZ87VfesJxe+5rFZnbAwaiM/ofQegDAAICGiv9qFv/dUsf7yZHGd4p/Kcr3S/1Tqc/fuvH0+/OtoGF5s+59Gx9NS7HX9dhDgvm1X30D3fvtH2hfO3HiNP3ghz83F2bZ0vmmKZg/rw/iDwAMAGgk90nxlzq+uzDTHzlS+27x94i+mvo33N9rGM7hfYVpfuWnNq39vf9ITZ+vlf5HBqAM5792Mb151QX0kz3PlX1voVvA7BpA+h+AmEANACgv/ttl5C+EIv6irPiXqgGtgj9nhE+OqL+YAaARkZ9elSbxt4D4h2TNFZfQ29/2htDe6i+/vRtj/AFABgA0RvyvMNP+8m6/cIbzggLE335XySSw6NvZ/0LVPzlMAFE+P731/Z97bEtKm2kD9pTwcFfA0iXz6YEHHzdT/wFsR2sBEB9taALgL/6XS/E3dktR7/cIf0H1HUV9TvG37jvE3/q/eFE/W/zl+4ZJ5Ne8//OP70pjG+UevINn/tuCvaUy+syivyy1t7eZhYHT03nd2z75o2dzmPAHAGQAQD35122XD0r9vr14dT9RjOlLUb9H/JVsgG0UjFLBn1M789NTmz7wBz/ZlfKmQvRfJV1dHWY2gOcDeP4X++n5X75s9v2Pj0/yy0N/+e3dObQSAPFhoAmAV/x/faO8ud0O+ksxv3BM8OdN/3sm/+Hr+2QM924mBJ/Ut8qIfyjt7SSj/6y82Ys9JlpOnDhDP3sqt+LDt94BAwAAMgCgLsJ/+6/3m8IvaNCR6NcIP5FrWJ9SE6Ad7ieFXz6/9QOf//FQEzXZIPaa6Jk9u2cI4g8ADACoE/fe/o6sFGi+sM9KVfRV4S9F/USuvn+lJsAwzBKTXfL5u9Laxx8Q/bNZQvo/erjPfxOaAQAYAFAP8f+Ltw9KkeaUv2sKNuG9pq9L+F2P3eI/Iu/flSFjaN3nftSsRVwb1fYCkbAeV/oDAAYA1A8W7CEp4mtl2J5VRV8v/PZ9U/T588PywcPywfAH/uAnTX0Ct/r+N4d9/4F9c2h/7hzrdg4dO9Qrl5nkmijJYbsmaYyWv/EFmjP/FC3OHpNLoTl7evKUXT7ZzE07JMV/Fw5HAOoDigCBi11//jaOarkbgEUuK1wK5Yr6WfBH3/+5x1puohZpAHZQQP8/C/wvf76Afv74MvN27Eynqw1V0Z+gk3TaOExn6RiNGeW9E5sAXt76ljFzaSLxX48jEAAYAACSKv4D8ma37rWfPPJaKfrnmcJflHtviG+SpykapRfopHFA3qtexGf25E0TcMMHTtL8+dMQfwAADAAAMRkAFv8B+zFH9//+b683F3ek74W9QJ4m6bjxoin+bAKiZOCKM2k0Apuk+G/DngUADAAASRb/4vwILPY/eOANXuF3DZ5wR/+n6RAdpJ9FLvwqbAJ4KQN33Yw6zUydGaZCwV8OexYAMAAAJFn8s/Jmj1z6Wfi//62VUvg7yn9QeoBpGfUfpmfpBO2v2+/lGoHP/d5RNRvAYrtVLruclfbWkMZi3YdcVjvuRwn/TS7y2y7/Pi7yAwAMAACpMAC7D+w7Z+Bf/vbX6cAL56jBvRLvl+5xtP+SeJzG6WTdfzPXB9z4sRNm14BkmxTdTVWsNxsD2yDw7SXWbRiDMGKZjic44pd/fxh7EgAwAACkSfw3PvQvK2+XS7gPWPrPkX+jxN/J4sVTI/v3t6/50aF1ozG2EZuCfqT0AYABAKAp+M0FZ/oXrziyd//euf3+Eb8+8n8x/1jDxd+p0XJZJ00AUu8AAJMMmgAAH/FfeGaltMh79+ek+NvXNHIshqE+VfiP7+0XI0kSfyYrlz2Xzd+5BVsWAIAMAAC+4n92UN7sCPdudy7gSP4XdFg8n+TVG5bL+h8dWpfDlgYAGQAAgMXHFp7dIp3xDk3Q77OU7o2Lk0kXf2bAygasxdYGABkAAACL/6Kz1jS/5Q4Nob37Qv5HdEYcTdMqD8llU5wFggAAZAAASLj4j0nxN4ri7xfxk/qqUVjO0NG0iT8VzA7tvmz+zpXYAwCAAQCg5bhRir+U8UGv0HvxMwaH88+ndfVZ/LlLYCP2BABaB3QBAIj/4vHAq/uFYUycoL1T/7sZmmOYCsMF0SUAADIAADS1+A86xd+oYmGO519qliYZkMvey+bvHMDeAQAMAABNyeDi8bVqtb9+sL9j0cg//3tSHGympuFJj7gu4HbsJQA0L+gCAK0q/tzvvVseAv3ljgT7JeHz+qQ4S89NPtSsTcUzB67HDIIAIAMAQPrFf8lEv4zmd8qlOMOf3/h+w/PI8LyP+/+bmJVWNmAQew4AMAAApJ2dcsmWT/2Tz+J+Yry5DQDDWZId0gTslEs/dh8AYAAASB3rl0zwLH8DRoDYB2q/xgNM0NlWaT6eOXAPCgQBgAEAIGXiP7lSKvZmNefvl/IvPwFw4b9JcaaVmjFLhS6BLdijAEg3KAIErSL+nLreI/f4rHvHN6o/KqyqwL2TP6DT+SOt2KxcGLgOFxUCABkAAJJsdTcbht3vr4ziV0f8hf3PHhnYutgzCOKiQgAgAwBA8vj40skBKgz58+z5RgSHwS8nOANwuNWbeYhwUSEAkAEAIDniP9UvBX6HU/GdUb5H/D3z/xjKoswJJOk0ZqChC7Mp7sFFhQCAAQAgKWwmLlxzCL9O9Iti7ykEVFGKAOVnOjM9aOUCWcJFhQBIDegCAM0c/a+Ue/gebZrfiCb9z5yYPkC5iR+hwd0MEy4qBAAyAAA0yN7e7hF5R6SvE39vyj944a/ozvShrb0MUOGiQigQBAAZAADqxyeWTbHw7HT1/fvs8kYEpfxPnf0eTbTWfACVsE0uW5ENAAAZAADq4W1vd4u/oc8ERDSOr69tEZrcH64J2I0CQQBgAACIOfqf3kJkTfhTFH93xG9EnPya034eGj4Y+6JCKBAEAAYAgFjEn2f822CLv2vOvwgjfpUZmT7qbZuHDRAMb5tL0AwAwAAAEAccYfbrxD9u5rQhC1CGnFw2oRkASAZtaALQZNH/N6TWd9db/O0sAM8IiGJAX9bgugEAIAMAQCzRv9T6/kaIv83ijjdhK+jhUQAjaAYAkAEAINro/7xpTvt/Q0p+d6PEn+mQf57/6ilcG8DJsBT/9WgGAJABACByDLPv3+hvpPjbLOi4yOwOACY89n8dmgGARJ43AUg3v3Ue9/0be6lQZd5Q8beZFpP07Njulq8H+J1PPE+XvGl0m9woWy/9yG2YCAgAZAAAiNTHDpbEPxm/qM3ooGzXr5q3rcqVqw+y+PNG2Sg3y+6ffP2LmAgIABgAACJlg8MMJOZHcTfAhd1rWrI7YOmSM/Ted+13bBHDvDDTnm/88RbsrgAkJHRCE4A081vn5Tn631GI/pO5O3N3wIsTP6Hj0wdaYpvMmDFNmz79DC2TJoAMa85Fe/bFwoMR+XDdyg9tzWEPBgAZAACqZXPSf6DdHbC4szWGCL5HRv6m+BcnXHZOvGzeXylv9zzxzS2YFhgAZAAAaM7oX+Vs/riZDeDbZoT7/Lnwj5SoX7017xW22bC8t+7i//zHKBAEABkAAEJzY9p+MNcDvLbr1+mcJrx4EKf+P/bhvc5IX4kyDM1rxoD8Z++T9/y3tdidAUAGAIAQ0f/0gNx9d1uBZip3Za4J4GwA1wg0A5tueZouvOBUJdG/cmsM8de86YO3IhsAADIAAPiyOe0+tq9tkTlKoBmuIsj9/hecf6rS6F9916D0AXt++q0vD2D3BgAGAAAPnzCjf2oKkeg0eswugYUdF6V2HXjI33ve+XJpDgY7I+O4dT9luHTfKGYFzNusvLv7Z//yJ7djTwcABgAAlRubrfeKpw/mbAAbgjTB/f43f/x5h6gbDrE3vGYgIEegvLbxZzv/dM/Pd/4pJg8CICZQAwDSFf0vm+YIcW9xgJnRXLvxlJigFyf20ImUzBnARX9vu+yw3Ydf2h6evn/DFf2r7/d+zjl/AG19/dr/ugV7f3lyD97BM2Kapil79S3DaBEAAwCayQDskHvtYMkANNcuLIQwb49Nv0D7J3+a6AJBFn42AIYn+jcqKPyjgIJB1/uG5e36i973+RyOAq3wZ6kwJHZAeWmXXLZKM4BLMQMYAJDy6J9ob1EgmtgAMOP507Rv8jEaS+CcAXPPGac/+v2fmV0A/tG8K4ovG/3rjYTLIPCFBTZd9L7PDeFocEX8PKFS0IRYPKpiDUwAgAEAaTYAXBi20Zn2bzoDIP8j4TYDB6Z+Soenfpmo38niz8V/5aP4oOhf/35N9F+6LbzGUe361133+y09XFCK/4AV9WdDvJ3bapU0AcigABgAkC4+vmyq37Au+dtqBoCfODV9hF6YfIymqfFdAjzkj6v+9VG8f/TvNgQVR//q5zgbsP7C9352VwsKPws+m+FKJ08asTIBmGcBmGAUAEgLnObsb9WVn5mZSxd2XUWzMgsb+jsuPP+kJf4Uatif6436YX/OKQKUYYKBn+uXd3c+d/9f3P7c/be3zH4hxZ+Pgz1ViD+z0soYAIAMAEhJ9L90qt+q/O93CkErZQAKd81X6cjUXjo0/WzdswHc33/bF58wb/WRur1xHJF6LNG/p4gwJ++tP//aTcNNLPwDVtQfxbBILgrcgjMLQAYApIFBZ/QvmnlNRfmn5ratoGzH26jbmF3Xn8YV/6b4Eymj+HWPjDCT/mijf+/nVNPgzi4Y3AduGLt/8W/bmk7UuMhPLiz8uyMSf2az/M5BnFYAMgAgDRkA7vvPesaKUzOPArCjfmdWQNg35j0eIsiZgKP5XOy/68rVB+mDa18oG6m7IvYKovgKhwQGvX9E3q5/zbs+k/qKd0ukb6d4ur4wMgDAAICki/+kPAkaO5zRo9sANNduHM4AlIwA/3Mif5AOTD8ZW5cAV/vzhX6K0X+8k/6U7TKo8P3DASaRxc9vjGXOWrTEOclOwJj+yP8UFUYGoCgQBgCA5LF+6eReM8XrFAAl8m+mLIBtAFy1AE4DoGQC7PvTYoJemv4JnRFHI/09LPos/mwCvJE3xTXpjzrsT/NapQakroxYEbaf6O4LiMo52t9cx986JA3AepxpWpN2NAFIrPgv4ei/NMZZuByraEL/KvTPCf9Xbdqog85r+1U6nH9OLs9H9ou44t8Wf2fc4Ornd8UShnZ2f/W1sNcLJHVAgFJToJ93gByfa8g+kqbrF/BoAhiAFgVFgCDJ3FiJVKY/+g9aQb05UJ+dlzmfspl3SDswo+bfc8mbjpl9/55MS8hhf6WI3ft+l777DftTlT7QgHhfA6HoRxPAAACQKAaXTAxIgRtwBMDkyHuXkcHmyQSIKj7aZcyibNvbqc9YUsuPGH3/+17aFBzFRxDh1xj9U/Ki/9SRe/COHXLBVRdbEBwhIKkGYLdhFkE5IsymrgMIrvoP6v+nYt0AlQoEre84KnK7DolnBqqI9Nb86NC64cfv/iNz8hjZvittNTYqnsI3uL/e+/6gz1V2fQFQmReQy3Yq1AWgMBAGAIAGiP/i8QEe122Q8+SvCEHxYXMMB3ReBCjsUEDPqADrPcr9Fc/mv8tP7KTwfdNbpfhvcT7x43/8whbZyJvjmfQn/DUEKi0+BNVlf9gEsBnAtQNgAACotwHYIXfNQf/Iv/myANWLvr8BkE/n7j7Ys8J+22Xzd7Kol6swH5Hiv0r3wk++fuuAOSTToGyYqvvIoviwsw4i+o+DrXLZhoxAc4IaAJAoblw8niVz5j9377fw/Ot+pXmif8d6eYoChbcMwlk5qET/VLgWfBErql9D/uPb+SS/zu93vvkjtw1LXV0lJXbI0+9ejCj0RXvO1wxNDGIoswhSRY+MgIJBUCNsGPegRgAGAIC6nHBEKHn3mgEh0mgG9GvrvCcq+AaFu9QnuF9f3qxSzYHFJvl6LuhvvfnD/2101Ye/tN4yCqP6KX+Dp+4lVxTvTuGrhX+6EQIGCv/qDZvy3TABMAAAxBf9LxrLShUf9CqbIHU0gP/IgHSZAFcAL8Kug9COhVDg9L92mlcp8qNyYQHfRKUJa4bkc0Nhf/eq//KlXVJ0V5hGQjvsj7RV+pUO+wvKHVDZ10CE1HuCIgADAFoJKWEb/ON7/4hZL6JpEH99nO/t71fv69yDp/hvV7m/LwV/GxW6BIYsM1ARKz+0dXTlh7aYRkLK8KgS6rfKpD+txFo0QXOBIwYkgo8tOisjDIOn/e23VcB/FIASWTrFgdIhBkJJYwi/+x4DUL74z67+v/tgT65e6/PkPV/KUmG44EBVw/5CDCEMKiaEAagP2atvQSMjAwBA5Iq4Uf7bHyK1TZpQuXiFPF10nchch0/q35MTCBn9K189Uk/xZy6+4Y9zcuFswlZ3hFFp9G/4Rv+Y9KfhYCQADAAA0fKbCzn65/S/WxW9ff5KpKv8q6pkMk2AULRb+PkZt/h73q3tDLEf3tWotXvTB7+4RWrxKinJI7opfystGHR/zvVl3s+BuNmFJoABACBqURwUnPoXwcLmNQHkHS2XaBOgEX//ykb/RIgoW/TY0BP1r3zgVi4+XCOleZsa/VcyJFCTAgh8BGKFt+kmNENzgSMHJCADcGav3BWzziivuGOGqQUoPuWsAXDv3o1OEQs17R9UA6BG/2omILgOgNP/q5KybX+2808HDL62vWFv36gn/cEprA7k5LIKkwEhAwBApHx0wZlBqVpZtZ9bmwUI6Arw1gDoMgGNyQaYfztI/ClA/NXWKD/k4a4kbd83rvvDYanS1rwDcUz6A+rAVog/DAAAccjjZo1ieu4HdwWENQH17RIQZmQv1Ge84u9X6FfOEOnbYihpW/gNa//rqFzWSc1eZw4XxKQ/acwAABgAACKM/s89PShvsmUL3oIMQQgToE6bw6IcrxEQnqi/mOYX5aL9gNfKF0buuvvgzMRGaq+//g/syYOGMekPADAAoJVjf6Iby0XC2nI3RVj9TYDjsaYLoGQEojED9vep3kKQ+pzTDAjPrIZ+4q/NkLi5N+nb/KL3fX5ULmukhpuzEGLSn1RwI5qgOcFRBBrCb5x7akDe7HZdyrW4R7qLAEtPK33HhjK6XFsYqOzmuueUI8IIfViIwJkH1cI/b5o/WPxLdwOyHm7zMyfJGQCVZ7/931daVxdcWdVVAkE9mYM6AGQAAIiKzW6tC18Apx0O6JcJ0GYDlOfUhEIxki+3+Mm+TxeATvyF/zqXFX/3v7vSJP7Mhe/9/ZEL3/tZvrrgVr/YJGhIIKgrA2gCGAAAauYj808OSF0b8ETBIYfA6QTR+1gRfY+ZKBUF+pqB0JRE39ujIEpdACKMGfATf/ItELS4N637wwXv+b0tPFLA4GKzwEl/CJP+NA5cCRAGAIBIuJFCTYIT3gR4HpfNBviYAcsQuN/nXUSg6AcJv5rmD5P2p3LdAKMy+h9K8w5xwbWbRqS883DBbZj0BwAYANCEfHjeyay8GfRKPfnN6BvSBKgp8YBsgOd54Y2si6ZAv1CQ6GuE3y/lr65bxeJfoCmmaD3/2o2j57974yap8WtIO1wQ4t9AcmgCGAAAakRsrnQGvHAmgIrKLnyyAaoRUM2AryHQr4cmG6B+XGiF3rf4rxrxLzy+t5n2kNe+awMPE1whJX8Xhv0lglHCdQCaEhxZoI7R/wmO/veq0ZxrmJfr4i5Kf7Drrs9IAVKiRnVX93u+miND+D8pSJ/eEIHPVSP+YvQfX+2d06z7zN7v/eVaHikg95d+HEENY3326luG0AzIAABQfewvxAbHfXLF/j71AOUyAcWUuRBK5K/JBngyAqTp6/cE+P6LNhNA7lS/8OQeIhR/k6aOzFZc87u7jMLkQTxvQA5HUV3h9l4D8UcGAICa+C9zj/db0X+/K/r3u69mBQIyAa4d2dDF9rqMgPLIqOzAEGWfDJsJ0Az+0xQ16sXf/HfNP77aO9wyivTgHVyNPiCXS+SSdbyUVR4DRP0ABgAkgQ+dM7pFCvzmkkYbeqF3abKfCXA8doi+a2c2fC4366v5Rvijo4z6C+3TOkMgvJ8MM7dB6XFOiv8K7F1lTQObz6BhbAMBr7HR8Ot+aFbTMSTFfz32nOanHU0A4hf/Y3wC3VAQLcPUPVvoOTleknIupDPcrwlbtK13CnI/toXUIPNxUbetPyJcWm6rp/XIcCu14avpRpDy618RQaZA83ygGfCZz0CgMCsM1gx2QVmSSDMor/7Pvn7R1rNHdC7M5rsW0eTcq0hkutPUZA9jr4EBACAqBqVa9RfE3TYBopjyd94PbQJMXRYl0bcF1yn6ttA6nivIuTPHXuobqEDeA94iAkyB0OcLhCZHIEI9vgu7VrJg8See4nr6TNY4+0vKWMvk/PfS9IzUJGuy2JKtAYoAQexI3dvg1kBRFP7S88oEQK56PHW4oAgYVucp+1MG8Kt1fLpB/xRy8U4MoB1IqPnbvoWKIqz4i9zXD/WOYO9KnviT0t2QGT9AXS/9HXUeup+M/FgaVmU1tiYMAAA185/nHOXoP+sW/spNQODldHUT6+iMQBkz4P1E+WEAPmMIXH9HhBH+wGmMdY8R/adB/J20j/47db/wl9R2di8aDMAAgJaI/je7Bd1pAiiECfCbGlgj+rqJd4Kic8/0flSR/PsJvjfadws/kaYLIHDqYsefKD0ewt6VHvG3MSaPFbIBB/85LdkA0MSgBgDExg39R9YWon9Hn77ZTR9cB+CuCbAek7MOgAp1AeYZ1ZZNd22A/ZzjYUFVraEEav+8obqSasyO7hnh97pP3z+R9uJFwu18Rr5+aFYOe1i6xN914j3xE2o79XOzQHCq/x1oSIAMAGi66H+Df/Qf3AWgXk5X6OoCPNkAb7eAJ/J39t1XkfQP1SEgvNG+93X1eQq4fLGSSxAC6f8Ui3/RdObHzLqABHYLbMfWhQEAoGo+2Hd4QErVgPDM+1+BCfCrA1BsQOAV99zT8mnMAPlc5SfomgCCgooH/Y0B6fv+A6J+oeYNCg2A4X/J4HaK4DK5xSLBZHQLbMpefQv2rxYBEwGBWPjA7EO7DcMYsHczwzPZj5We972vTNOjPlYm9XFPDOTdxYNeq/WAEEHPeO56rzxYYRfAyDcOz16FPazh0f8Osq5qGSU8X8DUnHeY3QJ1njtgSC5bpfjnsHVbB9QAgDjE35yutdSX7xzbb993Tgqkuy9chsBdB2BfP8A5O6AdKztrAVTZNUplAPazhqrHlVoAQeH03/ukzhAIoXvO9Rjp2SYVf3MPzY9Rx5HvmzUCk+dcRVOz31yPVcK0v8gAABCZAXCdIEvRe+WZgDDZAHUK4fJZAU1moJqjQpR7Smhf9M8ElHvOvD/nG4f7RrGXNZ/4a3exjjlxG4ERKf7IKCEDAEAk4p9VT5ClqX8rzwQUo3/fUQH2dzkE3/m8LvI3dDJseIS6oksB+NULBIm+n/B7o/5i3///fwTi3yrib+6Dk8fM2oCOo9+Pywhgf4IBACAyNutUziv8qgkgz30zIW8P27MEsThU0Oood2cD7OI/rxEo/aszA3pxrmpQYLk+f4cpohDCrzx3L3av1hF/PyPAJqABNQKgCcEoABBr9O82AeHu+40W8IuMvaJpjw5QRwjY3yVK//kV/4ccBOAd+Scc4xA0KX3NsD57PYPXzfwMqrMbwOG/mdNQ8VeNANcIzPjFl6jt1P/ZRrWPCMF00sgAABAJg+XCY1GM2v2zArougaBsgNMYeOsDnPMFqJmBcnG6UfbSv2EyAsGZAFHGLBUf7/rm0X6ka+vMif9v4Y6x8bODCfxp65et+5shvmNd7niACkMSV1u3/SG+I0coKm1pUAQIoor++YSzN+SJx7cwsPCael//mve73Lu2YZTf9Y0oj4Jy/f0uUxBa+G3WSQOADADE3xT/cz91fChQ2R+8g01A1jIDy8l9hT+O+p9A5T+AAQBRGYCNVJgYJfzOZ/hV+htlhT+8EQhjBryHQ7m3iyoyAkKIwMxIwOPRbx6dMwd7Wf04/vcLbh+fGNuYwJ+2SYr/NmwhEAXoAgBRUfElRNX5/0tCre8ScHcDuB87BdZrDtyC6m8URIWSXm79gr9JW7sgvL+H0//YveqH+MaFg2fGTm9sn9FbfG5ickLZdnmamp6q908bgvgDGACQOF7/me1rJ0/MpsmTs2ns0HzKj3fJ23k0PdFF4/LxtHzsL4J+IwTs6L00s0+pNiDICJTEU5cp8Apv2AxBcEpAhLAN4fr8Pc+h+r+O4i9vdvR0z3Q9rz7WwYaAjYGTyalJ1+Pp6Wmazk8rn5sMyA65xH89thCIEnQBgJq59dZbB6hwUZRATGMgDcGZl5aaj0+/vMS8tR+H6wbwf1yK8PW7tmE0ZpevJPVfMjDF50b/6dg5SP/XUfwb/jvkDsCmwGZ8YnzTrE8cQOQPkAEAiWQgzJu65x8qRFNLXjJv5ymvn3l5aSFzcNjOIJxrGoZx+bhwYnR2C9hzBbgzAs4MgGoQ1JR8PIZAlLmqsD7a1wi//dwQdq/WEX/bCHe0d9oP13f+Zg77AIABAInl+ii+xDYGva/5hec12xhMnuyjKaurYUreL3Q79BVF0yn6zvkFdNmCcn30ft0CoqICAeHzGaH5Pu1zuPRvC4m/wnrjw89C/EF8ZhNNAGrh1ltv5WF/xxr9O0xDcKKvkD2Y6DazBoXswbnSPHSXEfcoDwMRYBKEj4nwNQO5e0bnrsBeBvEHABkAkEQGkvAjOmadMJcZS17Uvm4aAWkIzr68zHx8Zn/htvBYhIr8q8sEVCz6zudR/Q/xBwAGACSW1Wn4kV3zXjVvZywuGIRzlNfPOgwBj1gYP3Ku2e3AxqGSyD/YIAif130vCYz0P8QfABgAgAxAnNjGwL51krcMARuDCWkIuLvBrj2Ykvf9MwFBpsBX9G1y/3x8HuZpby3x3wbxBzAAIBVY/f8rm309M13jJWOw4nnP63b9gWkM5GLOe8B1CJ75DyrKACD6by3xH5LivwlbCMAAgLSwFk3gqD/weZ0LEs1uBfO225r3QJjDHt3C7zICw2jZlhJ/TPIDYABAqliNJihP1zz3/Ad0mft12wiwMZge7zRHMix//7dG6Ta0HcQfgPjAMEBQNbfeeitf/S+LloiVHFlXb7OyAiO33XYbLgsM8QcABgA0TPxZ+PeiJRrCqGUKHrZu2RTk0CwQfwBgAEA9DEBST6wwBVbWQJqClh5FAPEHAAYAxGMAdhKKANPAMJW6EFrGFED8AYABAPEZAJ7+tx8tkUpGFFMwDPGH+AMYgLqwfx3Z48cHsAnSx6mO2X1PzVm5ES3RPPROnhiZN3ZwZP7ZA/vSvB5zfm1RX/eyWYnbNw+/cHb0mf99bHtU33de+xlqpzx23OaADfjI4p1U9+LeuhkAS/TZmd9ILTB5DACgvszIzqb+yxYm7ne9+ssz9NwPozu3z28bp1nGJDZ488FZOZ4AbKheZiB2A2AJPzvyDYSUMQAA4g/xB0HwDsPZom1xG4FYDYAUfy4S2wHhBwBA/CH+oGIjsF6agNiuCpqJUfxvlzc7If4AAIg/xB9UDGvnTktL05MBkD+Yo/5BbD8AAMQf4g9qhusCIh9BErkBgPgDACD+EH+QfBMQaReAFP+NEH8AAMQf4g8iZ9DS2ORlAOQP46F9e7CNAAAQf4g/iI1Vi3dSJDN6RpkBuB3bBQAQFx39XTR71bkQf9DqRKa1kRgAGf0PEGb1AwDEKP7nrFlGmY5Mon4XxB80gAFLcxOTAdiMbQIAgPhD/EFdiERza64BkE4kS7guPAAA4g/xB/VkxeKd5qW/G5oBwCVhAQAQf4g/qC81a28UR9b12A4AAIg/xB/UlZq1N4qjC1f2AwBA/CH+oL7UrL1RHGGY6x8AAPGH+IP6UrP21nSUWQWAAADQtOJ//NUJiD9IJLVqcK1HGgwAAKBpxf/0sUl6+pGjEH+QVBpqAHJofwBAs4r/T79/hKYm8hB/kFRq0uAo5gEQ2AYAAIg/xB/Ul8U7a9PwKI66UWwGAADEX8/cDMQfxELN2hvFkTeC7QAAgPh7mZWZor4MxB/EQs3aG8XR9zC2AwAA4u8V//mZMWxwEBf3JsEA7MJ2AABA/CH+oK7UrL01H4WLd5ppCHQDAAAg/hB/UB9Gar0QUFQZAGY7tgcAAOIP8Qd1IRLNNaL6NfvX0R7CdQEAABB/AOKO/ldF8UVRHpGbsF0AABB/AGJlfVRfFNlRKR3JsLzZim0DAID4AxALW626u0gwov51+9fRTnmzFtsJAIg/xB+AyBiS4r8+yi+M4+jkH4hRAQBA/CH+ACRU/GPJADgyATvkzSC2GwAQf4g/AMkS/7gyACbWD+bCQFwrAACIP8QfgMpg7Vwfl/jHmgFwZAKy8mYzsgEAQPwh/gCEi/o5gJbiH2sAbdRrbSwjsIEKBYJZbF8AmgMW/XnXLKe2mR0QfwCqJyeXu6iQ8s/V4w8ajVhLywwMWEZguWoI2mear4FGbGGjwo8aDdjjjIh3XqNZj7R6rFeGZl+6zMwAJImzZybp548eoemoxL9tis5tHyNhPyEi+FIRz2eq/o2CQMxMnTaHyzsFf591O1wv0U/8aen0rbTbMgigUlE0fLauU9gjeI/v61X8reJDo8zeqRN+I9xebYR8n68BMqo4goyAl5vBEEjxp5nLiNqSJf7j45P0wstS/KfzoYVOCP/3ze6cooUzx1yf8xVZn+8RQe8RPr9D1Ok9lX4HqDrCn3kbrUjSD8oktKEwoVAlwl+N+Ds+p35HmPf4/p1y36MRWcPw/x7nY9fTfp9R1tX1O3ze53zO9XKZ9+oMivNvGhTycxD/6MU/nw/cTh4DamhMonw8u8sSf5/9hMrtu479InD/jtCc13wuKPcdoGoDkLQflEgDIF0Sp0mGsb+Ez9+EidgNoz6ZgVAGIYzwUwXCH+JkHiQEoUU/jOAbTSj4aRN/P6Mc0jS6Iv+AfacSI6A1hZWY51rfE/Z4DmP2QTUkbkRcJsGNtR77Sw3iX21mgCLMDARE/aHS/UaNwh822q9W9CnE+5tuv0uw+O+X4i/y4Y6dMgaxT0b+i3rHgvdpCjCQAfutUW6/TkqkX85IgEp5AgYgfBaA0yVD2GeqFP9qD+4qvqPseyqJ+stFVlSB8IeN9kOIQ0uLftLFf0KK/wFH5B92u/hsa1faP8z+5bdvlTG4UWYDojD4FRkJgAxAHdhKmEgoVvGPLTNQZdTvSfcHnLCrEv6w0T5EPz3iLyP/vBR/I6yh8zMCRnDav2y3krKv1TMbEEUXH0xA7CRuivxEGwArC7Ad+02Dxb+azECVUX+5E6tW+KkC4Q8b7UP0Ey/+k1PTZuSfF3nPtg5VX6Jgin/vWDT7XkzZgFiPWZiAuMnBAFTONmQBIhD/Ck4kkRUMRhX11xCFGRVWgRsQ/VSIP0f8Lx88at76inWQ+VS2q9nnLyP/yLJPVWYDypqKWgr7YAKSENDCAFTYaCz+myD+NR7ccRz8lYh/1FF/tf2wPmn+SiJFiH/jxZ8jf07/+x4v5YyA4319Xe60f6X1J1FmAyruEqgk0q8wCCh3jAc+B1QSeYXcNGQA2AQMES4xHLu4V51i1L3HiDnqL3eSraTvFcLfPOJP/tG+zgiY4t87pv1cXOaUQh4fVRlxo37nAwwRrIhcEn9UJkUN2JpZAKPBB3OYtJ96gqWQJ7d6nFjDjMXGyav5xD8gK2Dvpz0d095JfupkVLXHmVFHE1Cn10GRJ5L4o1JjAKzJgYZaUfyJEir+OgGuRPyjjvrL/W2k+ltT/DX7RVdbnpbOGou/QLUSE0B1NAFxvw6QAYgpC9AaBYFhxDeEOYji9bJFRyFOZFWLf9xDrUDriL9FV3uezus7SxlDVGxeI9uHw5rXJJoACvk6gAGIOAvA4t/81wmo9cCrRLxrfT2M+Ic8cVYSPVVcUIXoBOJvRf7nzbbEP4rhqmFNQI3HUMUmoAHnEhxngdo1DAMQTUPysMCWKAisqv8t7gOe4hP/chGY73eFGVKFkxLE3yn+VKUYE5XvEkiCCajy9XLfX/H5CFCS9SqT0gZt3oLAWvv94zQP5U4M9RD/WiqoAcTfEP77dblsgGY/C2NI620Cank9tvNGa5ODAYg+nbKtZaL/JBzklYp2XOJPwdEW+voh/hWLf9hsgBGTyY3YBEQaHIRZlwqyBC3KE0n9YZkUN+rWJDurWKL/OA/QSkYElPtuozHijxMPxL8m8a9SkKM2AWX3YSPE5Q2i6h40Ijo/tTbDMADRZwGaa4bAiBx2rQd+xRFKo8XfgPhD/CMU/zhMAFVmAoxKDYIR4XkkoiAEx6ML1ADEZAJ2yZtdTXVuNuI78Kr6bipzIgwbmRgVZD4qEX+cbCD+UYt/1CbAqOA4MwJ2ZSPgoVGn8wEKAislZwWrMAAxsZ7SPjeAUcXrUR2w1bxeS4RCFUyUUi7tD/GH+Mcl/jWYgFiPgbCGO+Q5ITKRx3GYuui/KQyA5a7WN9/JOkZHXsWJoGzqn6pMgVYb/SDCgPjHLf5hTUBYUTYqO95rMhlx9uejFqASHoYBiN8ENEVXQF3ceLXpughOXkYcKVScZCD+cYp/NWa42jqYas1wJRG4kZzzDjIAMABRks6uACOhB2klVf8hhTvyaAhA/Osh/lEeE9WY72pfa2TXIrIAdnA6DANQn4ZOdVdAovviwqY8o0j9o+gvWnqWQPzjMuyV1ANUI+bVZgEqPf4aeO5qcoaT/gObKQPQlKMC4s42hKr8r+YgjiKKR9FfbcxYSNQ+A+If5+EUtzmu9bhBKr+RPJz0H5hpwkbnLEAurYKctPR/FCekqqN/nHhqE//O2RD/mI/bWAwyVZEFiGBEQF3PQcgAwADElAVozlEBjToww2YI4oxiEP1D/BMU+Tf0GIn6OANxahEMQAMbPjXXCkjqeNqGRjc4mUH8kyz+EYt51SMCwvytpGYaEf3DAMRoAnia4JGW2d3SmP5HZAPxT3PkX6tRbsDxgMl76sbDafiR7U2+EbgrYLdc+tMg2HFV+J9s66Nnei6hx2debj5+vPcK7fteN/YEzc4fp7eceZQWT+yjJVP7wq1CPdP/AOKfIPF37aQixMtl3hfHzzCP/67C8c+vPT5TOf6tD7zl9CM0a+o4XXj2SXrd2SfM++q5SIgQf1DznPazyAAkUoaaitO30qC82ZHklg+aqSv0xX2U9+3uu45+3Hu5KfbPzLi4qp+4eHIfvVWaAT4xXHnqPpqVP+76GzVN2hN24h8M/YP4J1n8heNGeJ93Pha615T3Cb/XhPJUwPv44e5Z19FDcmHR39+xvKpVe500Am859QhdevJRWjN6n/v36X6b7jcJzbo1vxEYnXkbzYEBSI4JYAMw2GwGQH2Nhf7r537aFH92/VFz/fG7zeUtZx6J1gCEHfsP8U+F+DO5lw+1RuQvfMTbR5j9zEFZAxDCRDzecwXd2/dRU/jjOP7fd+RuGpBGgBcYgEB2SQOwDgYgOQaAuwC4K2BlKgxAheZgd/91pvA/3nt5XX46ZwY+eeTLtFaagSADEHrqXxiAphL/Vw6N0vFTZ5pf/BtgAHTZBhb9u+d8mp7pvrguqzxr+jh95OBf0XXSECwe3xcs8q1pANZLAzDU9Abg9d85k3VE1sNyGXnq2p5ETscrTcBKSlI9QI0pfubHs66gzdm/pf2dyxuyCmwEPiWNwPUn7oYBgPi3nvirAucTmQeJdy0GgIX/r+d9oeoUfxSwCXjfobvp0pOP+Iu8aDkDMCfOSwBL3WUtG7C0bEhqbq5RBmDAElVX+kMu2+WPGk6gCWCzkox6gBoMwI9nX0F/u+gL9PisyxOxKmwE/uDQ5806gZoNAC78A/FPi/hXawAC3hfGADzWcwX92blfoWe6Lk5MM7zl5KN008tfpktPPNLqBmBEiv+qmISf9XazJf42a2rR2jiGAa5lUyB/7G7rBycGKy0zlNY9i/v1Nq+4k377wgcSI/4MRyAbFn+TPr7su7VHI61VKdw04v/FiVtoU+dX6FDbotYR/0YcZ0v4OHsgUeLP8PnoposeoJte/10zQGlh7opB+PvlstMKtiPV1DjnARiwjMBOq6sgKaRyfoDh/uvovRc/TffN/Whif+NjMy6nd2afor+e+4U4AiyQYPG/d3qAfta5ij43b4ju6f1E9SckKfpLZo01pfiLGnbqu/s/TR/M/pAe6r0u0ev4Y8sIfPbCb9L+ruWteABHei0aK92/1wqsIyeOLgAd3B+y9alrexIxO9/pW4kNyR5qZD1AyH7+U+2FqH94znWpOgouGn+Sbjt4E1008aR+b2ulGoCZfUTtHd7njx9uGvFXyU49R7cc/zJlJ5+rSPw58ucMQPpUPZ4iQI76b114p2mu08hHXvkruumlL5tzCrRAF0Ck6X+pr4NUvsu6pi6AehmAYiArl3VJKBSUJoAd1c4kGwAW/S2vuTOWIT314lNHv2wugQbA5zWPAUi6CejuIeqbJwVfCnVvX+F+qJ3xONHYGWkIjkirfLjwOMXi72Tw5HZ6z+l/ak7xLyPe6vsqnQeAo/7/OfcLdDKT3uOf4VEDN734Zfrwgb9qdgOwSRqASILckOKfOgNgZwPWJaFIUJqALVQoqkiUATgpo/4/X/7/0n3zPtoUR8Vbzz5KX371JlqszizYDIWALPqLX0M0d1HhfhRMTRIdOSCXV4jOiNSKv80bJ/aY2YD50weaS/wdYhblREAs+LcuuDPx6f5KufD0k/TZ3Ofp0uOPNKsBWCENQC4C8a9k3prUGQAb7hLYkgATwFmAtQ3544bXADzbc3Gp/6yJ4FkE2QRcefq+8gYgKAuQFAOw4Dy5LAsf5VcLT6Zz7DjR4aNE09OpE3+bmeKUaQLeOvZI04l/WQNQwQiAx2ZcYRbUpj3qD2Lg6H302b2fp0Xj+5pptSJJ/1co/jUbgEZeDGizVSDY6HH5fL2ARBQFfn3hp+nDb/ph04m/mdWQJ7TPLPwm3XrunbWd3BqdPmThf+vVMpxZFb/4M50d8m/Kv3PRa+XtfKK2ttSJv2m0jV76Sv+f0tDsDc0h/hXul2EKAP9s/lfo40sfaGrxZ4bPuY4+cskP6RuLPt1Mq7W9AeIfVQzakAxA0TmxCEsX0zARbtgkQY5Cv8++7p/ox7Mvp1bALBA8dJN5m5puAC7ke+2v1Ef0g+AswIsHiE6cTI34q3CB4O+euI2umPFkusU/ovQ/F/qxOX46YUP76kETdQvUNPlPDeKf2gyAjSm+sgHWNuoHyA3H5qMhczfzmNnrVj3dMuLP8Ilu/eLv0r2zPho6ompo4L/8IqI3DzRe/BnOAGSXSjOyvK7ZgKjEn8l1vo6+eP4u+rfZH2mOiF9Unxl4aOZ19IFlP2xJ8WeenXkx3fzGB2jr+XeatU8pZVeDxL9mMglpQI68uTtgSwNNALuo9fX8m3cu/YK586d4x68aTnN+4dw76db5ji6BsCfSerkBLupj4T/vdclrwJk9hW6B3p7Y/1SU4k+ZDE2fs5ROdJ5LfzT3TnNJXcpbBOyKIuDtyj78Z/O+Qp9Z9M2mT/mH4b5zP0rve/PTae0WqHryn0aKP5OELgCPm6JCl0BDhgrW48qBB7qW05YL7mypqD+IJVP7aPsrH6LXTzwZvhiw5r23nMDKk/LF79CP308aL+4vFAqmRPxFe5fraZ4r4k+OKnNGpMUAiPJGVTUAHO2z8W3VqL8cl554lD6793Nm90AKyMngcUUDxT/1XQAq9lTCDblyn9yY6yni2Zyc2AUwEP8SL7cvpw8u/SF9re/TNaVTI4ML/dIi/syyxYUlheJvCmLnxfT+hT+kr85KQfRXY/TP+zh3f0H8/eFzI58j/3zFV9KQHa04+rem9t1DCbhEfSahjdrouoDIRwaYY/vlDv37F32zJVP+Yfh/5n6FBuXJkQ2B30lVxN0VwOLPFf5pEX+bOX2RmoB6ib9r+8+R23/Bd5ObEg877M967BR/exQMp/2R8g8HdwekoFugool/rFFvibk0fSbBDWvXBdzegCwAdz+sIYrmko4/7ruCfqP5hr3EwmPdl9MHlvyQvt9znb8JiCsrYIt/WmETsHhBKsXf5kddl9N/Wvw0fX9GcifBEeX2O+U1LvS7ZvnT5i2oLnAys6Z9ibvI0FAlxX+Oef1XJmUFMinYBzZyuqTeFxSKwgTYOy8X+jXj2P7YDnqOlhZ801y0BYIiBhOQdvG3mXdOwQikUPyd2/9353/TXBITLYe4TK/zvnDuxwtR6Fcr9mgBzqAeSM65NHT635rat/5DzZvAAJDlmPZYjVhPE1D18EBE/bXDWYCrlz1NX5v9ae0JOTIT0Czib8NdATO6Uyn+ru0/4zozG7BrZoOnxA5b9Od4yoz6z0PUHzVcQ3XdpU+ZwwYbbASGrZFj5YS/3yr225E08U+TASCr8XbUe/bASocH8k7JLhVRf3TZALM2YNF36emOi6M3Ac0m/jbLl1Y0T0DSxN+5/XmoINcGcLFgosVfFApaucjPlb0CkcPDBrlb4M5lX2hUTVXZmf+slD9H/YNJbcckDgMMA6flNz11bc9Qvf7g6Vtpo7zxrUfgnZCjfV5Q5Bcfa0/dTZ8a/bI5dNC5F1c1PDBNQ/2qgWcLzL2UWvHXbv/Td9MfHvuceW2JJIn/SaOP7pjzhcJIFlBX+FLD7z30NfrI/jvqdX2BwKF/VoDKelGPC82l9mJAkaRhqHBRoeF6/DHdHAEQ/sZwizQB10szUDQClZqAZhd/m1/K9jl1pinEv3jCl+L/sZN/ZS6xGIGgan/lMUf53EX1VSn8iPgbz3Wv3m1edjjmOQTWSwMw5KOJg5bwZ+u0yi1tAGyGLCOQq5cJ4FQ/p6Eg/AnKCIQ1Aa0i/gxfTfDp55tG/FUjcNXZ+8yrDC6ZiijyCyn+nOr/Wt8ttKv3NyH8CYQnE7ru1a/R6qP3mRmCuKP/Bgg/DIAGnsBne5wZAZ6b4LLjD+34Ud+V/TjMksNbxx6VZuBrdNUZecCL4/5GoJXE30YzU2DaxV/lsnFr+0tDUHVWIIT47+r9qFnY5xqmChILiz9ffpiNAN9GGf1bI9P48pYs/o3SAxgAnUujQpHGcK1XGbT6c3hCotXWLYQ/4bAJuFIKwWXSFDi7CFpS/DVZgGYTfzUrcNn4I+Y+8NbxR8NlBgImm+JIn+emeKz7ClP0Ee2nGzYBlx5/lC4882TFVyA80d4/euVl+9dbWsAHUBLG88MAhDADbAKeqPBzy62NnMVhk15YAHiO+bV0H111wdHWE38lC9DM4u+7/SefDH+dAXu+/s6LzcU1KyVoOrhWYNb0cXn7hLargLt693cvl7fnJXVUV00GoL0FtnHWWtZid289+AQ+q4fosgW7pGB1tG5DnNNP9x5e1VLib29/XpI8syBoHDzBENOq12bJYBcAzcxFnfvorgVfolmZM63dEDN76K+N32gp8QcAwAAAiD8aQ3LlnKcg/gAAGAAA8W89A/A0xB8AAAMAIP6txltm76VZbWMQfwAADACA+Ldc+8x8parP5WfNh/gDAAMAAMQ/zVmAisW/bwHlZ8xG4wEAAwAAxD+tLO4chfgDAGAAAMS/1VjSFd4AQPwBgAEAAOLfJLxu5gGIPwAABgBA/FuNMKMAIP4AwAAAAPFvMSD+AMAAAADxh/gDAGAAAID4Q/wBADAAAED8If4AABgAACD+EH8AAAwAABD/hPL4iRUQfwAADACA+LcaJ6a7If4AABgAAPFvNZ45sxDiDwCAAQAQ/1bj521vgvgDAGAAAMS/1Xh6+nw0AgAABgBA/FuJl6fmmwsAAMAAgETBov+X8/8c4h8T3z/zFjQCAAAGACRP/DnyX9J+CI0RE7tOr0YjAABgAEDyxJ/T/yAeOPX/9MRyNAQAAAYAQPxbia+dfDcaAQAAAwAg/q3EyXwP7TyF9D8AAAYAQPxbiq+evNY0AQAAAAMAGs4fzvkqxL9O0f9XTyD9DwCAAQAJYG3vw+YC4ueO4x9E9A8AgAEAjYeH+XH0D+KHq/4R/QMAYABAIviTuX+DiX7qAEf9f3Tkk2gIAAAMAGg8V/U8Tm/t/jkaog786bGPYdw/AAAGACSD/4rUf13YdWq1uQAAAAwAaDhc9IdpfuOHo/4/OvI7aAgAWoPRWj7c3swtk88LOjMxReOT03R2fLKiz87o6qCujjbq6WynTMbAblYjt/R9C41QB/G/8eAfoyEcxz8f++Y5QC55IcJFRYZBXfK4x/Hf2tu/x9oHkrz9n7q2ZwQGwAFv8FNjk3Tq7IR5v1rOjE8V75sngq52mt3TZd4HlXFZ988R/ddJ/Ft9yN/kdF4e+5N04sx4Tcc/n0Ocx3/vjE7q7e7A8d8i53/+jiMtsP2bwgCw0zt+ZqLmgz5op+Ll2Klx6mjL0OyZXdIMdJr3QXnWznwEjQDxT/nxf5aOnDhrHvP9vd3UJ49/ZAZab/uzAeBAsFm2f6oNALt93ijs1ngnqOff5IVNwNzZM2AEynBVz2NoBIh/0xz/h46fMRcc/623/dkM8LY/cvKsmRFI+/ZvT/OGPyFdXyM5YbrOCbN7YMGcmTgRaMX/cYz7h/g39fEPI9B6258NRzNs/1QZAG50dl6cik8SXC+w95XjOBFoeGsXxv1D/Jv7+HcKwbl9PegaaNHtP6e3i+bOmpGq7Z8aA8AbnTd+vVI91e4InI6a09std4RuHLFUKAAEEP9WOv5ZBFgMQGttf/6NXIuQpu2feAPAfS6vHDsdS3FHbC6V01Onx2nhnJk0o6u9pQ9cXPEP4l/r8c99rs5ROUk//vn3ckEaH/8YNdB65/80bf9Eq9ORk2OmmKYR7qd68fDJVKaFEP1D/HH81y5c+149YXYJzpnZhW6BFt7+Sc4Gtye18dLk+oLgtBCPS27FbACK/yD+rX78m1XqZyeQDcD2T+T2T1y1GgsmO6dm2PhqNoBTQ60E0v8Qfxz/pWiQI1pQPurH9m/BDAD3new/eio1fX3Vntx4/RANAIh/6x3/HA3ylOQYMqwPkg7KqL8Vtv/ic3oT0yWUiL2QK2d/efB4U298pxvkbECjxzADiH9SaKXjn9eRo0HnVMOtDrcFt0mrbH/e15Oy/RtuADgtvv/IqUQP74gj2uE+Ll6aeb2XtGH+f4g/jn/d8c/rzOveSuuN7e/d/o2mYV0AnPLhRmimvp5K4SzAWekIF8/tbcougRMtfmEaiD+O/yBauUuwmQr9at3+fP5vVJdQQ/6qnfJp5Y3vPBFyWyRtdqsoOClmQs0h/jj+ywhhq3UJ8rryOmP7lwoEG9UlUNcMAKc+XjUnSUD/twqng7hAhKMBjBluTZ44vZR+6/AX6TQ1p/gndSrXJLTLK2YB3GRTTyWM879/u3A2rBFTSdfNACDlEz4ywgyCrSn+V/1sE50WnBKcbrqUMI7/cJExt08zdglg+ydz+9elC6AZx/bGhT1nQDOMGX5s7PXYoCEYnZpBH3/+Y+at3SXUTGPG+fhHyje8UDZblyDO/8nd/rGGma0wtjMummEGsdEpFAGGEX+O/DkDoG7/tI8Zb4Wx/XHBXYKnxyZSvf1x/k/+9o/tm23Xh41fmxvkyCmN0QB3Z3znxX5sxCrE38YeM57W7d8qY/vjIs3bH+f/6LZ/nAWCkWcA4Pqij6JsNzi/ryfx2QC7oMneaR8+cSGtnv0sNmSF4q/b/mmIBnH8x3f8Y/u35vbnAsGervZYtn+k32bP44yNH58b5DZO6qQZ7PrVWa4ePn4BNl6V4q9u/72vHE/09sfxX5/jP6lg+6dv+0diALh60Tw5nTjb8jNbxX6QyTZmkU3SUJqz1s6pm9ns3qOXYKPVKP7q9ue2TtL2Z8OH478+0SC3Mbc1tn9rb/+ougVq6gJgN8KFSnB89d8ROM3OOwNfb5rHjzZK+Hlcd9D2Z6HbNz6XlncdgfjXKP42nGbl7X/s1Jg5brhRQ0bDbH8QPfb2P3FmnObOmoHt34Lb3+4WaKwBkAIEGn8iqLcRYPc5KsUn7IHPWYDPLHoI4h+B+Duxi0S5X7Ce25+jTxYfnPgbC7f/mfGTZl3QnN5ubP8W3P61UtOUQ21/9/KAvNmNTZEMeAapPnkSmN3TFXmxIJsN88A/PW7er4SsjP6fv/SLEP8Ixb8R259N36mzkxVvf5D+45/NJos+tn+ymP7tJTVpOKabayK4a4AL8XjhqLB3RgfN6Oqgns72qqaX5BTfqbEJ02nWMolHbnxuy44GqJf4R739+bvOTEwVu/gwiUtrHf/O7Q/Rb15gAJoUPmDtkwHDJ4SO9owZGWQymQDRn6RpefBHfcL/0ovvoe+/sbUMQD3FP8r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"path": null
} | Generate code for a svg of a black and white icon depicting a bed, possibly mistaken for a chair by the AI. The image is simple and outlined, likely intended for use as a sleep or bedtime symbol. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
{
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"path": "f686978a82bf68e0018807867fdf0bf5648850b17ed2417cf7ac792654e0d297.png"
} | Generate code for a svg of a a white square with a pencil on it and a white background | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 20 20" style="enable-background:new 0 0 20 20;" xml:space="preserve">
<style type="text/css">
.st0{fill:#DFE0FF;}
</style>
<g>
<path class="st0" d="M17.4,12.2c-0.2,0-0.4,0.2-0.4,0.4v3.9c0,0.7-0.6,1.3-1.3,1.3H3.4c-0.7,0-1.3-0.6-1.3-1.3V5.2
c0-0.7,0.6-1.3,1.3-1.3h3.9c0.2,0,0.4-0.2,0.4-0.4C7.7,3.2,7.5,3,7.3,3H3.4C2.2,3,1.3,4,1.3,5.2v11.3c0,1.2,1,2.2,2.2,2.2h12.2
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<path class="st0" d="M17.6,1.9c-0.8-0.8-2-0.8-2.8,0L7.1,9.6C7.1,9.7,7,9.8,7,9.8l-1,3.7c0,0.2,0,0.3,0.1,0.4
c0.1,0.1,0.3,0.2,0.4,0.1l3.7-1c0.1,0,0.1-0.1,0.2-0.1l7.8-7.8c0.8-0.8,0.8-2,0-2.8L17.6,1.9z M8.1,9.9l6.3-6.3l2,2L10.1,12
L8.1,9.9z M7.7,10.7l1.6,1.6L7,13L7.7,10.7z M17.5,4.5L17.1,5l-2-2l0.5-0.5c0.4-0.4,1.1-0.4,1.5,0L17.5,3C18,3.4,18,4.1,17.5,4.5z"
/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green car cruising along the winding road. | <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="#f0fcca" d="M0 0h27q0 3 3 1l11 3 2-1q1 4-2 6l2 3-8 8 3 4q-1 7 6 6-1 4 2 7l12 2 14-2-1 6-1 2-4-3v-2q-11-2-20 1-4 0-6 5l-12 3q-10 2-17 6-4 4-3 10l-2-4v11l9 24H0z"/><path fill="#f4fcd0" d="M27 0h59q-2 3-5 2l-2 3-2-2q-3 1-4-1l-3 2q-3-2-7-1 1 1-1 4-1-3-4-3-2 3-2 7 1 3 5 5-3 6 3 3l-1-1h3v3h3l3-11 2 5h3q-1 3 3 5-6 6 2 8-2 2-1 3l10 6v6q5 1-1 4l-13 4v-1l-3-5-3-2 1-6-14 2-12-2q-3-3-2-7-7 1-6-6l-3-4 8-8-2-3q3-2 2-6l-2 1-11-3q-3 2-3-1"/><path fill="#f0fcca" d="M86 0h10v96H69L56 77q-3-8 1-14l17-7 3-5 13-4q6-3 1-4v-6l-10-6q-1-1 1-3-8-2-2-8-4-2-3-5h-3l-2-5q-2 3-2-1l-1 12h-3v-3h-3l1 1q-6 3-3-3-4-2-5-5 0-4 2-7 3 0 4 3 2-3 1-4 4-1 7 1l3-2q1 2 4 1l2 2 2-3q3 1 5-2"/><path fill="#79d74b" d="M66 42H49l-3-1q9-3 20-1z"/><path fill="#b3d196" d="m46 41 3 1-2 5h-4l-3-1q2-5 6-5"/><path fill="#518d4f" d="M49 42h4q2 4 7 1l-1-1h3q2 5 3 0h1l4 3 1-2 3 2-2 1-25 1z"/><path fill="#d6e3af" d="M53 42h6l1 1q-5 3-7-1"/><path fill="#c5df7c" d="M62 42h3q-1 5-3 0"/><path fill="#7ee146" d="m40 46 3 1-3 2 11 3q-3-1-3 1h3l1 1-5 1v-3l-14-2q-2 0-2 2t2 2l-2 2q-3-3-3-7z"/><path fill="#93ea69" d="M28 49q0 4 3 7-1 2 2 3l3 3v1l-25 8q-4-3-3-6-1-6 3-10 7-4 17-6"/><path fill="#d0a667" d="M31 52q2 0 2 2 0-2-2-2"/><path fill="#66e42c" d="m74 45 3 5h-4v3l-12 2q-3-4-4 0l-11 2-15-1 15-3-15-1q0-2 2-2l14 2v3l5-1-1-1v-1l-11-3 3-2h4z"/><path fill="#e88543" d="M51 52h-3q0-2 3-1"/><path fill="#4cbd34" d="m57 55-1 3q-9-1-16 3l-2-1q-1-2-3-2l-2 1q-3-1-2-3l15 1z"/><path fill="#2b4641" d="m33 59 2-1q2 0 3 2l-2 2z"/><path fill="#387a44" d="M56 58q-2 0-2 3l3 2-8 2-11-1-2-1v-1l2-2 2 1q7-4 16-3"/><path fill="#39684b" d="m77 50-3 5-17 7-3-2 3-6q1-4 4 0l2 2 8-2 2-2v-3z"/><path fill="#50b441" d="m73 53-2 2-8 2-2-2z"/><path fill="#f7f8d7" d="M57 63q-4 6-1 14l13 19h-9Q49 82 49 65z"/><path fill="#f6f8d6" d="M8 65q-1 3 3 6l7-1q-4 1-5 4l13 22H15L6 72V61z"/><path fill="#bbf38b" d="m38 64 11 1q0 17 11 31H26L13 74q1-3 5-4z"/></svg> | |
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"path": "emoji_u1f475_1f3fc.png"
} | Generate code for a svg of a old woman: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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} | Generate code for a svg of a a close up of a magnifying glass on a white background | <svg width="24" height="24" fill="none" aria-hidden="true" viewBox="0 0 24 24" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="m19 19-3.5-3.5" stroke="#56638B" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"></path>
<circle cx="11" cy="11" r="6" stroke="#56638B" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"></circle>
</svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a snowboard image:My thoughts are that drawing a snowboard image is a visual representation of the rider's movement and the landscape. The key mechanics involve:* **Shape and Form:** The rider's body, the snowboard, and the landscape are all defined by their shapes and forms.* **Positioning:** The rider's position is crucial. They are positioned on the ground, with the snowboard in the foreground, and the landscape in the background.* **Detail:** The details of the rider's clothing, the snow, the terrain, and the surrounding environment are important to create a realistic and immersive experience.* **Composition:** The composition of the image is important. The overall shape of the image is determined by the arrangement of the rider, the snowboard, and the landscape.* **Color and Texture:** The colors and textures of the snow, the rider's clothing, and the surrounding environment contribute to the overall visual impact.In essence, drawing a snowboard image is about creating a visually appealing and detailed representation of the rider's movement and the landscape, using a combination of shape, | {
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"path": "ca23332d3d7928b6fcddf745c0ec88a2ab90f70b1cecd07cedff2785b68c48f0.png"
} | Generate code for a svg of a there is a man riding a snowboard down a hill | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 1440 320"><path fill="#ff5500" fill-opacity="0.1" d="M0,128L16,138.7C32,149,64,171,96,197.3C128,224,160,256,192,245.3C224,235,256,181,288,170.7C320,160,352,192,384,181.3C416,171,448,117,480,101.3C512,85,544,107,576,149.3C608,192,640,256,672,240C704,224,736,128,768,106.7C800,85,832,139,864,149.3C896,160,928,128,960,144C992,160,1024,224,1056,218.7C1088,213,1120,139,1152,133.3C1184,128,1216,192,1248,197.3C1280,203,1312,149,1344,117.3C1376,85,1408,75,1424,69.3L1440,64L1440,0L1424,0C1408,0,1376,0,1344,0C1312,0,1280,0,1248,0C1216,0,1184,0,1152,0C1120,0,1088,0,1056,0C1024,0,992,0,960,0C928,0,896,0,864,0C832,0,800,0,768,0C736,0,704,0,672,0C640,0,608,0,576,0C544,0,512,0,480,0C448,0,416,0,384,0C352,0,320,0,288,0C256,0,224,0,192,0C160,0,128,0,96,0C64,0,32,0,16,0L0,0Z"></path></svg> |
{
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"path": null
} | Generate code for a svg of a green mountain biking trails cutting through the forest. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#96d372" d="M2 0h94v37h-1q-3-3 0-4l-4-4 2-1q-6-17-7 2-4 2 0 3-4 0-1 3h-3l-2 4-2-18q-3 6-3 13 1 5-2 10l-3-4q-3 1-4 7l-3-6q-2 2-1 5-2 0-2 3l-1-3q-1 4-6 7l-1-3q-2 2-1 5l-3 6-2-11-1 6q-3-3-3 1l-1-4-2 1q-2 3-1 9h6l-4 2q-6-1-5-5v-6q-3-2-3-5l-1 2q-3-5-4-11-3 4-4 10l-2-9v-5l-3-8v-4q-1-4-4-1-4-2 0-5l2 2 5-1-1 4 3 5q2-3 4 0 0 8 7 12l1-2 2 3q3-4 8-6 3-10-5-17-3 0-3 2-2-6-5-9-5 2-8-3-1 4-4 1h-2l-1 2q0-4-3-6l-1 1-2-4z"/><path fill="#93d272" d="M0 0h2l9 3 2 4 1-1q3 2 3 6l1-2h2q3 3 4-1 3 5 8 3 3 3 5 9 0-2 3-2 8 7 5 17-5 2-8 6l-2-3-1 2q-7-4-7-12-2-3-4 0l-3-5 1-4-5 1-2-2q-4 3 0 5 3-3 4 1-2 0-2 2l-5 26-2 3q0 3 4 4l2-5V45l2 20 8 5-8 16h-4q0-4-2-5-5-5-11-4v-8q3-4 0-9z"/><path fill="#3b8941" d="m95 37-3 2-3-6-4 7 1 1q-2 4-5 4l-2-2-1 10-6 3q-1-6 1-11 3-5 2-10 0-7 3-13l2 18 2-4h3q-3-3 1-3-4-1 0-3 1-19 7-2l-2 1 4 4q-3 1 0 4"/><path fill="#3b8741" d="M18 25v13q2-2 3-1v5l-2 6q0-3-2-3l-2-3v-2h-1l2-13q0-2 2-2"/><path fill="#74b660" d="m18 29 3 8q-1-1-3 1z"/><path fill="#75bb60" d="M92 39v4l-3-4-3 2-1-1 4-7z"/><path fill="#55a44d" d="M95 37v10l-7-3q-4 7-8 1 3 0 5-4l3-2 3 4v-4z"/><path fill="#7bc165" d="M14 40h1v2l2 3q-2 6 4 11h-3q-2 3-1 9l-2-20v10l-3-9z"/><path fill="#378241" d="M73 45q-2 5-1 11-5-5-7 2-2-3-5-2 0 4-3 1-2-6 5-5v-5q-1-3 1-5l3 6q1-6 4-7z"/><path fill="#93d271" d="M81 45q4 6 8-1l7 3v49h-2l-3-5 1-2q-4-3-9 0l-5-5-1 1-3-6q3-3 8-4l-4-3q-3 0 0 1l-4 1-6-3 2-2q-2-3-1-5 3-6-3-4l6-4 6-3 1-10z"/><path fill="#489a4a" d="M31 52v7l2 1 2-5v6h-3l-1 4-9-10-3-7 2-6 2 9q1-6 4-10 1 6 4 11"/><path fill="#459447" d="m12 46 3 9-2 5q-4-1-4-4l2-3q-2-3 1-7"/><path fill="#388843" d="m35 55-2 5-2-1v-7l1-2q0 3 3 5"/><path fill="#59a952" d="M17 45q2 0 2 3l3 7 9 10 1-4h3q-1 4 5 5-3 1-2 5h3q-9 3-16-1l-8-5q-1-6 1-9h3q-6-5-4-11"/><path fill="#3b8941" d="m48 62-4 2h-6q-1-6 1-9l2-1 1 4q0-4 3-1l1-6z"/><path fill="#459045" d="M62 47v5q-7-1-5 5 3 3 3-1 3-1 5 2 2-7 7-2l-6 4-7 1h-3l-1-6-4 1q-1-3 1-5l1 3q5-3 6-7l1 3q0-3 2-3"/><path fill="#c4d36a" d="M56 61h3l-1 1 2 2-6-2z"/><path fill="#4d9149" d="M0 60q3 5 0 9z"/><path fill="#63a653" d="M53 64v2l-6 1q-1-3 1-3z"/><path fill="#98d373" d="M69 64q-1 2 1 5l-2 2 6 3 4-1q-3-1 0-1l4 3q-5 1-8 4l3 6 1-1 5 5q5-3 9 0l-1 2 3 5H33q0-9 8-15l23-11q3-1 5-6"/><path fill="#458543" d="m56 61-2 1h-4l3 2h-5q-2 0-1 3l-1 1-2-2-3 5h-3q-1-4 2-5l4-2 4-2 3-6 4-1z"/><path fill="#97d36f" d="m54 62 6 2v3q-14 7-29 9-6 2-10 7-4 0-3 5l-1-1v-1l8-16q7 4 16 1l3-5 2 2 1-1 6-1v-2l-3-2z"/><path fill="#f5d173" d="M66 60q6-2 3 4-2 5-5 6L41 81q-8 6-8 15h-4l-4-5 2-3q-3-1-2-3l-4-2q4-5 10-7 15-2 29-9v-3l-2-2 1-1z"/><path fill="#66b35a" d="M11 81q2 1 2 5h4v1q-6-1-10 3v-7z"/><path fill="#ccd670" d="m21 83 4 2q-1 2 2 3l-2 3-2-5-2 3q-1-2-3-1-1-5 3-5"/><path fill="#4c9e4e" d="M0 77q6-1 11 4l-4 2v7q4-4 10-3l1 1q2-1 3 1-3 0-4 3l-3-2-9 6H0z"/><path fill="#55a753" d="m25 91 4 5H5l9-6 3 2q1-3 4-3l2-3z"/></svg> | |
{
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"path": "dbe48eb88f941f967172d140dd40b072ff50b8afda75462f6e204b4bafcabc1e.png"
} | Generate code for a svg of a a close up of a white arrow pointing to the right | <svg id="svg7384" style="enable-background:new" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16" version="1.1"><path id="path4488" style="fill:#f1f2f2" d="m1 2v3h8l-8 2v6h12v2l3-3.5-3-3.5v2h-8.4375l7.4375-2v-6h-11z"/></svg> | |
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"path": "emoji_u1f64b_1f3fc_200d_2642.png"
} | Generate code for a svg of a man raising hand: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="shirt_2_">
<linearGradient id="shirt_x5F_fill_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="60.195" x2="60.195" y1="43.8417" y2="10.9057">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.7047" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#00AB94"/>
</linearGradient>
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<linearGradient id="hand_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="32.5468" x2="24.5845" y1="118.0474" y2="83.7484">
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<path id="tone_1_" d="M35.83,29.52c-3.12,0.14-6.24,0.51-8.95,1.9c-1.36,0.71-2.56,1.69-3.58,2.86 c-0.82,0.93-1.48,1.98-2.08,3.11c-0.02,0.05-0.07,0.08-0.11,0.08c-0.07,0-0.11-0.05-0.12-0.11v-0.01c0-0.03,0.9-2.51,1.64-3.59 c0.93-1.38,2.23-2.53,3.71-3.35c1.47-0.82,3.08-1.35,4.71-1.62c1.52-0.27,3.05-0.35,4.56-0.29c-0.02,0.07-0.05,0.14-0.07,0.2 c-0.01,0.02-0.02,0.03-0.02,0.04C35.4,29.07,35.56,29.39,35.83,29.52z" style="fill:#BA8F63;"/>
</svg> | |
{
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"path": "935e6b702540139748e860d3b05472211366602389ce3e87decb96b7e0ffe2c5.png"
} | Generate code for a svg of a there is a black and white photo of a man and a woman | <svg version="1.0" xmlns="http://www.w3.org/2000/svg"
width="92.000000pt" height="92.000000pt" viewBox="0 0 92.000000 92.000000"
preserveAspectRatio="xMidYMid meet">
<metadata>
Created by potrace 1.11, written by Peter Selinger 2001-2013
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fill="#000000" stroke="none">
<path d="M0 455 l0 -455 460 0 460 0 0 455 0 455 -460 0 -460 0 0 -455z"/>
</g>
</svg> | |
I draw images of solar flares lighting up the sky, focusing on the intricate details and the dynamic interplay of light and shadow. I aim to capture the energy and intensity of these celestial events, emphasizing the visual impact of the sun's radiation on the Earth's surface. The overall effect is a vibrant and energetic depiction of the solar flare, highlighting the dramatic interplay of light, shadow, and the dynamic energy of the sun. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a solar flare lighting up 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="#224349" d="M0 0h96v17l-2 2-9-6q-6-4-12-1l-2-2h-6L51 3q-2 3-5 2l-24 5-10-2-2 1q2 1 1 4L6 8 4 9 0 7z"/><path fill="#2a4246" d="M85 13q1 2-1 3l2 1-6 1-1 4Q69 14 58 9q-10-3-19 1l-10 5-2-1q-6 3-11 9 0-6-4-6L0 19V7l4 2 2-1 5 5q1-3-1-4l2-1 10 2q1-5 5-2l24-5 14 7h6l2 2q6-3 12 1"/><path fill="#42403b" d="m73 24 12 15-1 4q-4-2-6-5l-9-12-2-4-11-6h-7l-16 3-11 8v3l-2 1-2 9-2-1q-3-3 0-4l-2-2 2-1q0-4 5-6l13-9q6-3 13-3 6-1 12 1 7 3 14 9"/><path fill="#354041" d="M79 22q0 8 6 15v2L73 24q-1-6-5-7-7-1-11-6h-5q-10 0-19 3T21 26q-5 2-5 6l-2-2 2-7q5-6 11-9l2 1 10-5q9-4 19-1 11 5 21 13"/><path fill="#3a3d3c" d="M73 24q-7-6-14-9-6-2-12-1-7 0-13 3l-13 9q3-9 12-12t19-3h5q4 5 11 6 4 1 5 7"/><path fill="#473d37" d="M69 26q-16-12-34-6L22 30v-3l3-1 8-7 16-3h7l11 6z"/><path fill="#2e4747" d="m16 23-2 7-2 2-6-5-1 3-4-5-1 2v-8l12-2q4 0 4 6"/><path fill="#2d4748" d="m85 13 9 6 2-2v8q-3 1-3 4l-8 1v7q-6-7-6-15l1-4 6-1-2-1q2-1 1-3"/><path fill="#4d4035" d="m69 26 9 12q-3-1-3 1l-3-5-9-10q-1-1-3 1-1-6-6-3l-2-1v-1q-13 0-24 9-4 6-6 13l-4-2 2-9 2-1 13-10q18-6 34 6"/><path fill="#5c412f" d="m59 26-18-1q-3 2-2 5-8 0-11 6l-3 16v-2l1-7-2-3q5-12 19-17h10z"/><path fill="#554132" d="m72 34-1 1-12-9-6-3H43q-14 5-19 17l2 3-1 7-2 4-2-1-1-2 4-8h-2v-1q2-7 6-13 11-9 24-9v1l2 1q5-3 6 3 2-2 3-1z"/><path fill="#304d4a" d="m12 32-1 12q-4 1-6 4l-5-2V27l1-2 4 5 1-3z"/><path fill="#68432c" d="m59 26 10 14 2 8v2h-3l-1-1q2-8-2-14-6-1-8-5-6-1-9-4-7 2-11 6l-4 1-2 6q-4 0-1 3-4 6-2 13v4l-3-7 3-16q3-6 11-6-1-3 2-5z"/><path fill="#3f4640" d="m14 30 2 2-2 1 2 2q-3 1 0 4l-4 7-1-2 1-12z"/><path fill="#324c48" d="M96 25v16l-11-2v-9l8-1q0-3 3-4"/><path fill="#764428" d="M67 49q-3 1-3 5-1-4 2-7l-1-6h-2q-3-2-2-5-4-2-6-5l-1 2-7-3h-6v4h-6q0 5-4 5l2-6 4-1q4-4 11-6 3 3 9 4 2 4 8 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",
"path": "5a1cef8dcd342a17de518d59f088262c26384d760c3364d37bd58d69e0bed458.png"
} | Generate code for a svg of a a black and white image of a circle with a person in it | <svg width="24px" height="24px" viewBox="0 0 24 24" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M12,0 C18.627417,0 24,5.372583 24,12 C24,18.627417 18.627417,24 12,24 C5.372583,24 0,18.627417 0,12 C3.55271368e-15,5.372583 5.372583,-3.55271368e-15 12,0 Z M12,2 C6.4771525,2 2,6.4771525 2,12 C2,17.5228475 6.4771525,22 12,22 C17.5228475,22 22,17.5228475 22,12 C22,6.4771525 17.5228475,2 12,2 Z M13,11.75 L13,16.25 C13,16.6642136 12.5522847,17 12,17 C11.4477153,17 11,16.6642136 11,16.25 L11,11.75 C11,11.3357865 11.4477153,11 12,11 C12.5522847,11 13,11.3357865 13,11.75 Z M13,8 C13,8.5522847 12.5522847,9 12,9 C11.4477153,9 11,8.5522847 11,8 C11,7.4477153 11.4477153,7 12,7 C12.5522847,7 13,7.4477153 13,8 Z" fill="currentColor">
</path>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a blue scarves draped over a boutique's clothing rack. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8f8f8" d="M0 0h96v49l-12-1-1 5q-2-9-1-18l-3-7-2 4-2-6-2 1q-3-2-3 2l-3-3-3 3-6-7-1-1h-1q-1-2-3-1l-2-2q-8-2-11 4h-8v5l-5-1q-3 0-3 2l4 4q-3 5-2 12l-9-2 1-9 1-5q-6-2-7 4l-2 23-2-7-8 1z"/><path fill="#1c459e" d="m51 18 2 2-3 10q-4-6-3-12z"/><path fill="#8e8a92" d="M39 22q-4-1-6 1l1 3-2 1v-5z"/><path fill="#7d7f89" d="M57 22v-1q10-1 22 1z"/><path fill="#e9eced" d="m39 22-3 14-2-10-1-3q2-2 6-1"/><path fill="#3995e2" d="M51 18h-4q-1 6 3 12l3-10q2-1 3 1l-1 13q-1-4-3 0-4 2-7-1l3-1-4-4q0-13-3-1l-1-5q3-6 11-4"/><path fill="#7c7f81" d="m77 32 1 5-1 2-4-12 2-1z"/><path fill="#2c56a2" d="m32 27 2-1 2 10v15l-3-7-2-10-3 7-1-5-1 9v-1q-1-7 2-12l-4-4q0-2 3-2z"/><path fill="#3870c0" d="m82 35-4 2-1-5 2-4z"/><path fill="#2255ba" d="m41 29 4 26q-5-11-5-23-1-3 1-3"/><path fill="#807cab" d="m70 29 2 25q2-1 3 1h-3v18l-7 2-3-6q-1-15 2-29V29l3-3z"/><path fill="#3f77cc" d="m18 33-1 9h-1l-2-4q-3-3-1-5 1 6 2 0l1 2 1-6z"/><path fill="#318ae3" d="M56 21q2 9-3 18-4 4-10 1v1l-3-13 7 3-3 1q3 3 7 1 2-4 3 0z"/><path fill="#4e5b80" d="m73 27 4 12-2 16q-1-2-3-1l-2-25q0-4 3-2"/><path fill="#3798e8" d="m57 22 6 7v11q-4-1-6 1l-5 7v13l-8-5v-1l-1-14q6 3 10-1 5-9 3-18"/><path fill="#21429f" d="m14 38 2 4v8l-2 8z"/><path fill="#3177d3" d="m48 32-7-3q-2 0-1 3 0 12 5 23v1l-1 7-1-1v-8l-7-3V36l3-14h1l1 5q3-12 3 1z"/><path fill="#1745a6" d="M64 40q-3 14-2 29l-2-4q-2 5-1 11l-6-3v-1l2-3-1-3-1-5V48l5-7q2-2 6-1"/><path fill="#ecf3f5" d="M10 55 9 75l3-1 3 3 3 1v-3q3 6 9 4h8q-1 5 1 11l1-1V75h3V62h3l1 1 8 6q-1 2 1 3v6l6 3q-1 3 1 8l1-11 4 2q5 0 9-4h4l-3 1 1 1q-3 1-3 4l-8 2-3 9 1 3H0V49l8-1z"/><path fill="#eff5f7" d="M96 49v47H63l-1-3 3-9 8-2q0-3 3-4l-1-1 3-1 5-5V53l1-5z"/><path fill="#4393e2" d="m18 33-1-4-1 6-1-2q-1 6-2 0-2 2 1 5v20l2-8-2 19-2 5-3 1 1-20 2-23q1-6 7-4z"/><path fill="#4cacf1" d="m16 42 9 2v28l-10-4-2 1 2-19z"/><path fill="#3d90de" d="M82 35q-1 9 1 18v14q-5 0-8 3V55l2-16 1-2z"/><path fill="#7297c5" d="M33 45v-1l3 7 7 3v6l-5-2-3 1z"/><path fill="#b9b7c7" d="M75 55v15l-1 6-2-3V55z"/><path fill="#a7b5be" d="m33 45 2 14v14l-2 4 3 1q-1 5 1 11l-1 1q-2-6-1-11h-8q2-2 5-1l-2-4h4l-1-11z"/><path fill="#669bd1" d="m45 56 8 5 1 5-1 5-1-2-8-6z"/><path fill="#30446f" d="M38 58v11l-1-4-2 8V59z"/><path fill="#2055b9" d="M33 44v28h-7V45l1-9 1 5 3-7z"/><path fill="#638cc3" d="M83 67v4l-5 5h-4l1-6q3-3 8-3"/><path fill="#2f5899" d="m54 66 1 3-2 3q-2-1-1-3l1 2z"/><path fill="#4f5a77" d="m38 58 5 2v2h-3v13h-3v14q-2-6-1-11l-3-1 2-4 2-8 1 4z"/><path fill="#88abce" d="M26 72q-1 3 1 6-6 2-9-4v3l-3-1-3-3 2-5 2-1z"/><path fill="#6b8ab3" d="m33 63 1 11h-4l2 4q-3-1-5 1-2-3-1-6h7z"/><path fill="#7d9ec9" d="m62 69 3 6 7-2 2 3q-4 4-9 4v-3l-5-1z"/><path fill="#4777c2" d="m62 69-2 7 5 1v3l-4-2-2 3-6-3v-5l6 3q-1-6 1-11z"/><path fill="#676a7e" d="m61 78-1 11q-2-5-1-8z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a patch of purple crocuses blooming in the grass. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafbf9" d="M0 0h96v96H0z"/><path fill="#a08eb9" d="m51 43-2 2q-4-8-4 2-3-2-3-5 5-12 9 1"/><path fill="#8c6199" d="M57 44v6q-4-3-4-6l-2-1q5-11 6 1"/><path fill="#7d4c97" d="M42 42q0 3 3 5v3q-4-1-5-4 0 3-2 1v-8q3-1 4 3"/><path fill="#8f5386" d="M60 51h-1v-7l3-3q2 0 2 3z"/><path fill="#63317e" d="m51 43 2 1-6 7q-1-3 1-4-1-3-3 0 0-10 4-2z"/><path fill="#d0cbc8" d="M45 50v8l-5-7-1 4q-2-5-1-8 2 2 2-1 1 3 5 4"/><path fill="#754881" d="M38 47q-1 3 1 8l2 4q-4 1-5 5 0-4-3-6l1 3-1 1-5-2-2-2v-4l6-3 2 1 2-6z"/><path fill="#d4d3cb" d="M53 44q0 3 4 6v4l-1 4q0-6-4-10v3h-3l-2 6q-3-3 0-6z"/><path fill="#e27d49" d="M57 44h2v7l-2 3z"/><path fill="#856f7c" d="M45 58v2q-3-3-4-1l-2-4 1-4z"/><path fill="#ca646d" d="M47 51q-3 3 0 6l-1 4-1-1V47q2-3 3 0-2 1-1 4"/><path fill="#62963a" d="M56 58v5q-3-1-3 1h-2q-3 0-3 3 0-4-3-5l-1 3q-3-8-3 2-2-8-2 1-3-3-1-5l3-4q1-2 4 1l1 1 1-4 2-6h3v-3q4 4 4 10"/><path fill="#689e45" d="m70 61-3 2q-3-1-3 1l1 1 3 18 2-7 1-1q1 4-2 10 2 1 3-1l4-11q3-2 3-5l1-1q-1 4 1 10v2l3-4q-1 7-7 13-5 2-8-1l-7 2 1-10q-1 3-2 0v1l-2-4 2-5q4-1 1-4 2-4-3-6v-5l1-2 1 2 4-4h1q-3 3-2 7l4-7q0 4 3 1l-3 7q0 3 2 1"/><path fill="#b76e91" d="m28 60 5 2 1-1v5l-2-2z"/><path fill="#aba477" d="M72 58q-1 3 2 5 2 1 3-1 1 3-2 6l-2-4-6-1 3-2q-1-3 2-3"/><path fill="#9a767b" d="M59 51q-2 2-1 5v5l-2 2 1 4-1 2-2-4-2-1q0-2 3-1v-5l1-4z"/><path fill="#d0beae" d="m41 59-3 4q-2 2 1 5l1 8-1 2-2-3q-2-7-5-11l2 2v-5l-1-3q3 2 3 6 1-4 5-5"/><path fill="#91669f" d="M59 61q5 2 3 6 3 3-1 4l-4 3-3-3q-4-3-3-7h2l2 1 2 4h3l-2-2-1-4z"/><path fill="#a1cc8b" d="M81 77q-2-6-1-10 0-3 2 0l-1 4q3-2 3-5 1-3 2 0z"/><path fill="#ede85a" d="m58 67 2 2h-3z"/><path fill="#815a84" d="m21 67 2 5-4 1q-7-3-2-7 1-1 4 1"/><path fill="#70ab35" d="m26 58 2 2 4 4q3 4 5 11l-1 2-2-5v7q0-4-3-2-1-5-4-7l-1 3-2-6-1 2-1-4q0-2 2-2z"/><path fill="#673a87" d="M79 68q0 3-3 5l-5 2-1 1-2-2-4-10q0-2 3-1l6 1 2 4q3-3 2-6-1 2-3 1-3-2-2-5l2-2 3 4q4-5 4 2l-3 5z"/><path fill="#c1d3af" d="m20 63 1 4q-3-2-4-1-5 4 2 7-1 8 3 15l6 2h-8q0-4-3-5-2 3-2-1l2-2q-2-3-1-6h-3l-5-5q2-3 3 1l-2-7h1l3 7q1-6-2-9 0-3 1 0v-5q4 1 7 7z"/><path fill="#d8d9c9" d="m65 65 3 9v7z"/><path fill="#629a39" d="M24 63q-2 0-2 2l1 4 1-2 2 6 1-3q3 2 4 7 3-2 3 2v-7l2 5 1-2 2 3 1-2 2 8q-2 2-2 6H28l-6-2q-4-7-3-15l4-1-2-5-1-4q-5-7 1-1v-5z"/><path fill="#587846" d="m54 71 3 3q-2 4-1 10l-2 3-1-6-2 7v-8z"/><path fill="#6eb34e" d="M13 76h3q-1 3 1 6l-2 2-3-6z"/><path fill="#d6ccc3" d="m61 71-2 5 2 4q0 4-5 4-1-6 1-10z"/><path fill="#4f5f4d" d="m68 74 2 2-2 7z"/><path fill="#e1e3d9" d="m76 73-4 11q-1 2-3 1 3-6 2-10z"/><path fill="#76af3d" d="M51 64q-1 4 3 7l-3 9v8l2-7 1 6 2-3q5 0 5-4v-1q1 3 2 0l-1 10-14 1-1-10-2-5q-3 6 0 15h-5q0-4 2-6l-2-8-1-8q0-9 2-1 0-10 3-2l1-3q3 1 3 5 0-3 3-3"/><path fill="#477c34" d="M48 90h-3q-3-9 0-15l2 5z"/></svg> | |
I draw a delicate butterfly resting on a purple flower, focusing on the delicate curves, shapes, and detail level. The butterfly's delicate form, with its slender wings and delicate, almost ethereal appearance, evokes a sense of serenity and peacefulness. The flower itself is a vibrant purple, with its petals and leaves, creating a visual harmony and a sense of beauty. The overall composition is clean and balanced, with the butterfly's delicate form dominating the frame, while the flower provides a subtle, almost ethereal backdrop. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a delicate butterfly resting on a purple 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="#f4eef7" d="M0 0h96v96H49V69l1-2 23-1-11-6 6-2 2-3q-2-3-5-2-1-4-3 0l-4 2-1-1 3-6 2-5q0-4-3-5l1-1 3-13-2-2q-4 3-5 7-3 0-2 3-2 0-1 2-3 1-2 5-3-1-3 1h-1l-1-2-3-5q0-3-2-3-3-7-9-8l3 15 4 2-1 2q-3 0-2 3l1 3-1 2h-6q-2 2 1 5l5 3-2 1H22q6 6 14 2h4l-19 5q-2 0-2 3l8 2 18-4 2 3v27H0z"/><path fill="#462879" d="m60 37-2-1 2-2q-4-3-7 0-1-2 1-2l6-2q-4-1 0-2l-1-1q-3 0-3 2 1-4 5-7l2 2z"/><path fill="#ae9dbc" d="M54 32q-1-3 2-3 0-2 3-2l1 1q-4 1 0 2z"/><path fill="#36186d" d="M41 30q2 0 2 3l-4-1z"/><path fill="#ccb3dc" d="m41 30-2 2 4 1 3 5-1 3-9-5v-6z"/><path fill="#926eb7" d="m60 37-1 1q3 1 3 5l-5 5-7 1q-1-4 1-7l7-4q-5-1-8 3l-2-1q0-2 3-1-1-4 2-5 3-3 7 0l-2 2z"/><path fill="#6a4a95" d="M41 30h-5v6l9 5 1-3 1 2v9q-7 2-10-3v1l-1-3q-1-3 2-3l1-2-4-2-3-15q6 1 9 8"/><path fill="#a780ca" d="M38 41q10-2 6 8v-3l-7-2 2-1z"/><path fill="#442971" d="m62 43-2 5-3 6-5 5-2 3q-3-3-6 0l-4-2h-4l-2-2 2-1-5-3 9 4q4 2 10-1l-4-2-12-2 2-4 1-2v-1q3 5 10 3v-9h1l2 1q3-4 8-3l-7 4q-2 3-1 7l7-1z"/><path fill="#cfaee6" d="m36 49-2 4 12 2 4 2q-6 3-10 1l-9-4q-3-3-1-5z"/><path fill="#a184c7" d="m68 58-6 2-3 1q-3-2-4-1l12-3z"/><path fill="#d6b4e5" d="m34 58 2 2q-8 4-14-2z"/><path fill="#1c5231" d="m50 62-5 3-1-3q3-3 6 0"/><path fill="#d7bde7" d="M65 53q3-1 5 2l-2 3-1-1-12 3q-3 1-3 4 3-3 7-3l3-1 11 6-23 1v-5l2-3q6-4 13-6"/><path fill="#3b2969" d="M55 60q1-1 4 1-4 0-7 3 0-3 3-4"/><path fill="#d9bae9" d="m40 60 4 2 1 3v1l-18 4-8-2q0-3 2-3z"/><path fill="#312d52" d="M50 62v5l-1 2h-2l-2-3v-1z"/><path fill="#553a82" d="M49 73v23h-2v-6z"/><path fill="#aa9ec0" d="M47 69h2v4l-2 17z"/></svg> |
{
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"path": "9e4cf4bf1de6fb4d53946da6956ca6e58659812c6a6be7f4ae0f02a1cf459a54.png"
} | Generate code for a svg of a there is a man that is standing in front of a white wall | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="334 278 1280 237" style="enable-background:new 334 278 1280 237;" xml:space="preserve">
<style type="text/css">
.st0{fill:url(#Rectangle-Copy_1_);}
</style>
<title>Rectangle Copy</title>
<desc>Created with Sketch.</desc>
<g id="Page-1">
<g id="Design---Desktop-Landscape" transform="translate(0.000000, -1592.000000)">
<linearGradient id="Rectangle-Copy_1_" gradientUnits="userSpaceOnUse" x1="667.7352" y1="2382.8274" x2="668.743" y2="2383.8352" gradientTransform="matrix(1280 0 0 -237 -854372 566838)">
<stop offset="0" style="stop-color:#FBDA61"/>
<stop offset="1" style="stop-color:#F76B1C"/>
</linearGradient>
<rect id="Rectangle-Copy" x="324" y="1870" class="st0" width="1300" height="237"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a couple sharing a picnic in a sunlit meadow. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfbf7" d="M0 0h96v53l-9-4 2-2-1-4q-13-1-22 6l-2-2-6 1-2-2-2-2q-3 1 0 4H43q-2-1-1-3-3-1-4 1l-4-2-34-2z"/><path fill="#3f2a3e" d="M42 40q1-1 4 1-3 0-4 3z"/><path fill="#fdf3b4" d="m0 42 38 4q-3 3-3 8-18-8-35-2z"/><path fill="#51353f" d="m56 46-2 2q-3-3 0-4z"/><path fill="#f8eb99" d="M43 48h10l-1 8-3-2-4 2q-1-4 2-6l-1-1-3 3z"/><path fill="#555a6d" d="M43 48v4h-3v3h-5v-1q0-5 3-8 1-2 4-1-1 2 1 3"/><path fill="#df8456" d="m56 46 2 2v1q-2 1-1 4l-5 3 1-8h1z"/><path fill="#f8f1b0" d="m58 49 22 3q-6 1 0 3-6 2-1 6l-2 3q2 6 10 5-1 9 7 14l-6 2-5-8q-3 0 0 1l-4 1q-3 5-4 0l-6 2-9-1-1-3-7 2-3-2h-7q-4 0-7 3l-7-5q0-6 4 0 2-3 4 2l2-5q3 1 5 4 3-4-1-3v-3q-15 0-3-7l2 2q0-2 3-2l8 2q3-1 2-3l12-7q-3-2-6-1-1-2-3-1-1-3 1-4"/><path fill="#ab7557" d="M45 56h-1q-3-2-4-1v-3h3l3-3 1 1q-3 2-2 6"/><path fill="#2f1e26" d="M35 55h5q1-1 4 1v1h-9z"/><path fill="#ba9756" d="M57 53q2-1 3 1-7 6-15 4l-1-1v-1h1l4-2 3 2z"/><path fill="#cd4533" d="M60 54q3-1 6 1l-12 7-19-5h9l1 1q8 2 15-4"/><path fill="#eee89f" d="M35 54v2q-3-1-3 1l22 4q1 2-2 3l-8-2q-3 0-3 2l-2-2q-12 7 3 7v3q4-1 1 3-2-3-5-4l-2 5q-2-5-4-2-4-6-4 0-3-1-2-3v-4l-1 1-2-4q-1 4-4 1-2-3 1-4l4-2q-12-6-24-4v-4q17-6 35 2"/><path fill="#fcf4bf" d="M96 53v43H0V56q12-2 24 4l-4 2q-3 1-1 4 3 3 4-1l2 4 1-1v4q-1 2 2 3l7 5q3-3 7-3h7l3 2 7-2 1 3 9 1 6-2q1 5 4 0l4-1q-3-1 0-1l5 8 6-2q-8-5-7-14-8 1-10-5l2-3q-5-4 1-6-6-2 0-3l-22-3v-1l6-1 2 2q9-7 22-6l1 4-2 2z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a vector illustration of three bullet icons with long noses:My primary focus is on creating visually appealing and informative icons that convey a sense of movement, form, and detail. I aim to capture the essence of a single, recognizable object or concept. The key is to create a clear and concise representation that is easy to understand and easily recognizable. I'm interested in the mechanics of drawing these icons, focusing on their movement, shape, and the overall visual impact. | {
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",
"path": "e6b88a3dfc885a045a5b21ba263c10e1c5a9af623f2323cf9153b9a8e0917257.png"
} | Generate code for a svg of a a black and white image of a group of circles | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 256 256"><path d="M176,164a35.9,35.9,0,0,0-27.9,13.3L96.2,144a35.6,35.6,0,0,0,0-32l51.9-33.3a36.4,36.4,0,1,0-4.3-6.7L91.9,105.3a36,36,0,1,0,0,45.4L143.8,184A36,36,0,1,0,176,164Zm0-136a28,28,0,1,1-28,28A28.1,28.1,0,0,1,176,28ZM64,156a28,28,0,1,1,28-28A28.1,28.1,0,0,1,64,156Zm112,72a28,28,0,1,1,28-28A28.1,28.1,0,0,1,176,228Z"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a blue bowl with a yellow stick:My thoughts are focused on the intricate and dynamic interplay of the object's form and the visual impact it creates. The blue bowl, with its vibrant yellow stick, is a powerful visual element. The shape itself is a dynamic and visually interesting element, with curves, angles, and a sense of movement. The stick, while seemingly simple, contributes to the overall visual interest and the overall feeling of a bowl. The interplay between the object and the stick is key to the overall composition, creating a sense of depth and visual interest. | {
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s4Yr6ODh0eDvt2PEjX5X7/N7fvvqY6T5mz77aRwKgUAgonm743LVtEZ6a9RF+VhfmCQC1BGoAQJQELhwTJsx2nN5mcR84mhOR9m7DtLoGG4nJk1tpxrnRDM/LRoTT/UHA4s/7M5roiOsE+Pt4rgUoZAAymbooU+VR9QbQ4HkCenGpAhgAAIIlcOHgIXSdiOLefc/TwYO/cSyinFLnhbML5593fajD8h58w/y4WLDZ5PBjZaEfmxgWc/0IgbydlWnhHgF+igGpmAeIBm4GEFF5H0XU+4AK8wSIz+3B5QpgAABIKHZip0XXO3b+yHNfeDYBvA+uLwjLBGSzjWMyEDNnXElThfkwq+5Xsx+zyr4nmwC7KY7ZTBA971n6KZ6ZnKPqDaCxSpiAjcIEDOAqAzAAACQQVcysxd+qTdwpWop+/vxbQvkec2ZfTXVC9LXU/bRpl7g2G06bKuwMgo0DUEyAFL0DiLoZgDNVmCcAVD0oAgSpzgBYYdU1zi1nQxxvn8WeC/TYYPC0wGHPAmhnnBzQF+XvOeLeABrcLbAVVxlABgCABGKVHtcidyO4HZwHzxnXPLYJQSui4/Z17pbHzxsbJziqNQiLXbsP0gsv7qCBY6eUn5sa62neBTNp0VUXUVOTe7PQ2HiO+H7ej6fzvp/HkRqPuhlAMQFi6caVBmAAAPBPpFEcC7fW9q+1q9tF2Pwap8l58dVtLgCGhs7Qdx77Gb2yfc+Y13jdj5/eSp/4w1to1owpgRonc+Q4T0fUzQAMdwtcj3kCQLWCJgAQJYFGjg0ikrWCxwbg4j1eFi/qUgQ97PR6kHzr4V5D8dcbhC985XHaf/CIy/M2wcdRxWMCYmoG0LIAAMAAAJAk7CJZfTSfNjaL6H7X7gPOjMJDvYGet+QmASIdFEiDuwV24moD1QiaAEBNwu3qzz73clmE3TLpHFq88CK67ppLPbWtB8mvt+50vO3AsZP0wos7lZqAsJFJ7ovxtMTRDECFz9yIqwYgAwBAQvA6oM33N/2SvvqNH45Jr7OQ/vgnW2mth7R6kPBn87G4MzQHHG9r13Ri5zfiOi8xNgPwbIFduOIADAAACREPL138OLX+7HOv2EbUnFbnNvY4GBoacX9iCz0EnOCrCSB+1sf0uagFADAAAHjlg3+9Nc70cTHCd7zt01vxSxuDtCXmA+iN6XORBQAwAACklVde3eNqe25Xj4PJLeNdv6dl0vhIjk2K+XfYevM9bCJzyAIAAAMAapjTpw+5MwDb3RkAbgLgYsGo4WJEt337eWAgN3gbDZAHAZZ7E/Crj6sgD1kAAAMAgA8CE5DR0TNVe5I6bljoeFs2C1H0AJAkJf5PwgQ562P8bGQBAAwAACA8Ll1wniNR5+6KS++4PpqbRbaOPvCXz/fFfW5ibgZAFgDAAADghWxdfWD7On5iv6vt510ww/VnzJoxObZz9f473kG33XyN6ZgEHPl7GQrYuwGoP5GgP6U4++UjCwCqAgwEBCKlefyULSePHWyP47M5onbaC0A1DDNjHxDoumsvVY6bCxKPHjtJAwMnadbMKTRTiD5nCSJFlp9P0J8SNwMsizML0HrzPT24ogEMAACONSRPkpRRHv3itgiQi+tYUO3GAdB4781vTcQ5YxPCxx0n3P7f0Dj+d0n5O+JmACHCOX4a0yHcLRYYAJBq0AQAIuXsmSGlLTkIuAjQbSHgje9a6Chlzun3qFLraaC+cTxJmcwLCTusOJsBeI6AdvxlABgAAJxmAMR/2WxwdQBuhwPmaPpP/9vtdOMNCw3T+5z2/8QfvieSqvq0kK1rUBaSpGcTdmjrY/78u/HXAdIMmgBA1AwElQFQDcAhT7P9dbxrobLo+/k3NdUj6q8Uf2HW6huaeQCgocamCbkkHVsCmgG6xOevLMxRAAAMAACWf3B1jX1qHYBEsux/btnhMyd9vd9Lz4Bq4MSJffa/q/pGNfJnpMwLHV0PDSTwq/SyEMf4+fzZ9+PKBmkETQAgUlj8eclkgvGeXmcEBDaRvxB+/e9IimcWPic8GvPn34u/FgADAIADRs6cbpfzeRFQZgMyAIcS893yo6M0fOqUsgweP0HH33hTWY7276U3X8spy4FXtys/JxXOzHDaX8qU3xrEz5uTeLytN9+zMeZDaMHAQCCtoAkAROs4RVQZRBdADa0nQDYbb3/9gf0H6OQhZ9mIs2cGaNzkFmocPz6WYzXPmkjCAGTZBXC1ZtnMP03jWn6Y4D8rNgGdMX7+XYQugQAZAACs4V4AWjMAjwcQrqBFh1PxL1542Wxsx2rWdVKSyryAPivw646uh44n+M8q7imKO3Ob1rbi6gYwAABYGQA5vzCfzweaBUhCM4CbaJ63rW9qiu1Yz44Ou9peGLXvJ/zPamMCjqETVzeAAQDAirzcJsujJAdoAvz2BAiCqRecR3UN9uMbsPDztnEyaJUxkcYkALgAIMnpfyp0w8vFfBgoBgQwAACYseHzb79IiH6r1gQQXAYg/iYATumfO/8iGj+5xXQbfm36ha2xpv/VDICT0RMlLfo/9L4/e+qnKfjz6o3bh+Q2rW3DVQ7SBIoAQWTI+dGleRb/vBzofpPSE4CFffLcOTTx3HOVngBnR0bUi6y+Xkn7ZxvqE3GcVkWA6r9laYCNKfnz4u6AXTEfA48M2IcrHcAAADDWANyjRv7BGoCk9ATQYKEf19CS2N+DrWGSSk8kKZMWA9CbgGPgOoDluNJBWkATAIiERz67eCmn/0mWQ9k/BgRyZ5jMhL8Y/auPA7d/qvd7Sf8+uU1r2W2tSMChoBkAwAAAUCH+LbIsr5ZDEn9HUW1KOH78NO3pf5PeeDOcUXdPnNhvHfpLpUcpBen/guDyIEXLEnJI7bjiQVpAEwAIHZnkVUL8zw/zM5LQE8DX8Q+P0DO/eJl+/cLviusWL7qYOm5YGI1RkqRiBYD6r0SZbP2Xk3zOdv3o3+5PSOSvZyGueAADAIDg4c8u7iI53xV0u/9YYYumCYAj86bGBpo4cVwg+9uxcx/teE0sO/cqJkAPm4Hr33YZNTYGVzxoZpSkgglQH5TH3O2f6n0miX9Tr/3wX0TUL60TT9vGDFkYP6246gEMAKh5HhHiLyL/dWGm/m0j2wCF/9HHn6Xjx08pP583dzpdfmkrTZ8+ic6dbl/wx+LO++AU/xuHBuhN8ZxT/XYcE5/nZP/+jZJe/JX8//ok/k3t/MGa+4XmryBJVrRfVgoVca0BAAMAkiX+RJGIPxN2T4Bnf/FyUfwZFm+9gHOUbiTUTkTeDN5fkOLP58e6CaAo/vzYk6S/px3fX9WuRv1yqxLzyxLJyqHKSl2pBBcAAAwASID4/9PVapQmj1LYqX89hw69SjNmXBnKvivT80av+xH7SthQvOfmtwb6HV7f84xxDwCt/V8qiL9MG+/69M9ySfhb2v7451uEuK8QRnKZOkeRpAb/kqweqqxlABLXFAAADACoHR76x4UtmWz9KnEb7srzcL+yHOnn7933PE2bdkkoWYDpIhIPUuDtxP9DH1gSeOr/0KHtxsG/EvWrGQDVCsiJSP+/+tjnRNTPTUjUyhG+GvnLauQva4MVJa4pIIc7AYABALUV9X92cZuUySqFWXJ+VJn1L2o4ut21q5fmz78l8H1zMZ7Tdns/sOjfdfv1gRUZauzK9Zq/qKX/C8V/nff9PNbuf7999J9axOFwur9Ti/D570mN/NUMAP+T0KaArbgbgLSAcQBAAOJ/dZeI/DeLm28bR/1K5C/LsRzL0YEcHTz4m9Ci8uvffllox87d/j72kZsCF38+H6bFf7r0vyKekrQyzr+lVzb+ny7xF7RLPO1U/4S0v6fCBsrKgr2UtWey7s9Njvty2Ig7AkAGANQEGz537SoR+S9TZ/fjO3I+8tR/JdwUMGHCbBo3bmrg+77ubZcp1f+bf9KndOELAu5R0H7DwkBT/hos/Hw+TIN/Lf2vRs4DI8OnYxGwbRv+oVUcxTrxl9MuFYRdOSRZK0osRfgJbgroLcxMCAAMAKheHluzpCWfP7tBPG1n8Vdv0Jr4x2sAlKaAXC+95ZI7QqkH4Aid0/TcpY8H79n2srd7Pgv+4raL6fLLLgjtXPB5MB36l1Thl6QMqUl0WvPBv946EPXv66VH/rdSNKoKekHYSVIFvaLYL+FNAetxZwBpAmWzwDU//I/bLjgzdGqjLI+2sfjnuc1fmeVvVDwPfrIfr0xuaQ2lHqAS7gGgDuizV6kRsOoxMHHieCXiX9w2P5SIv1L8zQr/lItfCL+UyVBGyvLjgFgxr/PTz0ZmAH7z8N+3c9c+Idat2jwEhWaI8maJYlSvGRbdmAXF+gXSbVvaPuLovwN3B4AMAKhavvevN7adPTP4HSHy84rt/YV22iRE/3q4HoBFcF5re6ifw/UBHMVrkTxnBngAH348fuIUNTbUK70IJgnxD7p934xDh7dbij/pBVYVzjVRif/WB1dy175V4s+lS9JF8GQQ4aekKYDPG2YBBDAAoIoj/39/721nzw4/IqL8Jq3QTyZd23+CxL8ohEIEuR5g2tQFkX0mi3xUQm8Et/tzbwhr7dci6Qw/iuifVkdxbH0P3M+T9nC//pZilK6l8mU1C5DCpoDlIvrvwx0CwACAquSp/1x6w/DQiW+LG3cT6QW/aATiq/y3QxPDKE1AnOL/21cfs9+Q0/+FdLks59csve+5UKP/F779v9rEh60SfyTtqlJLxSp+5WmFsBfDd50RUAW9ZBQKjqDgIWIbIKhbiH8P7hAABgBUJZu+cudFZ4ZPfUcIxUQqpPo1wZcTLv61ZAI08Tcv+iuP/pUaAEnKjZwZCi36f/5b/7NFfNIK8TeyTBF2gwi/KOyUqqaAgULkD/EHqSWLUwCs2NzzwQtGhk//RIj/TLXKv1DkJ8uF5/lC+38+8d9lYCBHddkGOuecGVX3e2LR37HzR3TGwbTImYxS9Feo/qflH/jM8z8P45h+9c2/7RTau1kIcDsVC/yoosCvMAJxWbGffnRCKhb4lYr9CltU7k97v6Tv3lgyPQGSE8t7hfg/gTsESDPoBQCsxH/8maFTj+fzI+1c3S8Xqv2Vqn+l3/+o7nk+Nd9r2rQFoRcGJjHyV4WwrPK/t/O+nwdeuf6rb/xNq3jgUSHby4RdN+KgJJUPQVxZxZ/gXgHc1t8hxH8AdwiQdtAEAEw5OzL0OSHy7aWR/fSj/OlHaJNT9b24MHB4+CRdPP+W0GYPTKL4l/X7F4/CvAVauS6En/s1KkV+2jr+GxkziU96mwJ6hPB3484AqgUMBQwMefIrd308P3r2k8VufjrxLz7Xr08ZJ07so20vP2I+RG4ajMzh7S7En/Tt/rysfv9f/DKwynUh/p3i4QW9+BdNgOoEqKDEhXXa31LJKOheLDOY2vtl3euVQwCX7U97P+ne7//vtBviD6oNNAGAMWzu+eDMkTOnX8iPjs5U0/xm6f/S+jRz/nnXhTaNcFjs2/e85RC/huLPbf/CAGQy2QGxZl7nff77/evT/Xafn9KmAD5HS4X49+LOAKoNNAGAMZwdGf68iJZmliIsuSKCKl+fdl7f8ywdHdhN8+YtocaGCYk+1uEzJ2jXri1KBsONzy9F/kr63/egP0bpfitS2hTQV4j80ccfIAMAqp+n/nPpdaOjI0+LyD5bOcQvR/3K0L+FR2U9R/+yXBXfnesBZs64kmbPvjqRx8cp/9dff8Zxyr8UfWf0lf883e88t5/95Bw1wr9pL/UW0v2rxNLq8kBIIuMInyoieKMIvzIDYJUxKO8VIFX0CpCc9ArYWBB/FPsBZABAbSAE/0vin2ypvVUutqEW2171hX9VIv4MCyun1Vlo2QQkZcwAb1E/lcQ0kymIn/LoqB1bCD6LO4v+XYVHZeKCp+Y30dCTT1PjO64hqbnJ7R+XchyVEb42cl+CBghaKYT/ftwNADIAoJai/9/P589+26ydX4v45Xx5JqBa4SGEZ8y4QplUKC5DcvDgb1y19VdG3Bml219W6/63sfPTzy41EfyWgtAvKTy2We5aiH/TTe+ixnde48mUlLXR27XxF6P5sRF++RgBFhkDi4yDDgzuA5ABALUa/cvLjNv5dZkAuVhTXQ3N/5ZwxM1LY+MEJSPARiCKboP50VE6efgI7T38czp79ozn/ajt/sVlQEjecp3gs8i3FgS/zU7wx/ytDA7R4GObaGTbdhr/8Q+4ygZobfSka8Mva+OnUs1AhHMF5Egt9kN7P0AGANRY9P/V979TRP9Py1YV/8W2f10dgJyvmXPE4j95citNm3oJTZgwK/D9jwwN0clDh+nUUbXZuWHyOZSpL3n0Y1/9Oo2cPEr5iQ2Un9Bge2VLpKb+M2dGKbv35EDm4Mm+gtAHOg9xZvIkYQJ+j7KznY+wmLBeARjcByADAGo5+s9369v2yzIB+tCtbI1cM+enqXEqNTdNpSxNpFPHT9HZ4QNEQ6PUNHEiNY4fR5mst1G1WfRZ8IeOH6ezZ0Ystz3n1lvo5Je+SfLek14+SkvxB5+xOHpMOa5z/vijjk1AgnoF9My7Bf37ATIAoEbZ3PPBiaNnR3aLCL+lPLovtPXro/9iXUBhnVydJqChfiI1CcEf3zxDEX8jzhw5Qfmzo6qTbqin+qYmqm9uprr6esqKn40YFSJ/dmSEhk+eUsSf0/2mxzBpPGUay/cz/NNfKqn3RN5MmptcmYAE9ArovvA9f96DOwBABgDULPnRszeKWGhsWlg3ihqNifmrT/gbj0o08aKrFMGvq2u2f0Om5J85eudl8PiJ4H4vwlxkmhrKnHrTu66lkZe309mdu5OXRRoccpcJiK9XwIAsyR0XvedTaO8HNQ2GAgZ8Y7yrJOs24/tXme7Xv3aMxj+1h1q+/BKN+2YfNR3MOxP/KH4tWoRcsX78h+5I7PnUTMDovoPOti8OKU26bqbGQwDLFUP8lv5ede+vGHJYP4BVYX99Ys28i269F+IPYABwCoCcz3dWa1RvKKzDo9T83EGa9LVX6Jzv56jhlSPKOub0g48pIubo4qmvC/n3ovVV1y1c1DelhZpvviHxJsDpeYxwroAe8W/H/PcuQ7EfADAA4IkvvKdNymRazPVfrhpvkDlxphjtNz13gDLHx3ax44K2oSd/WhTbYvuyyRIm3AQglQ6jUCGvLk3vepv7gXiiMlj8jxD/U8IEOEwDGEb4pQGodMIuG08CpN/XmIyBahSWX/y+T3dffNtyiD8AMACAydY1tHl7Z3rqR+v2nlQi/UnrX1GifTuGf/ocje7abZh+Lz8F4Z4Dqfjv2IXFf9ydtyRC7M2W/L6DNPTg4w49QDhNAeKBBb9jwe33rcbVDgAMANDfwDOZhY6i+xT2F8keGqQJG3YqC7f1u+HUA9wUMEyV6Xf9EnYTgJXC8iE0XbNQaQ5IgthrS6bi55HnX6Sz27Y7MwFFdQ+sKaBP/LPokjv+Ry+udABgAEAFo6MjbW6Uvxj0up9WNbo/6kKqf+J/bVeify9wU8CpBx8zTL/rl1C/R2M9SSb/aUcw7pYliRF7s2X4ocdJPurAgAXbFNAj1nW85c6/zOEqBwAGABhQ3+C24j25qQAu5Bv39D7HqX47Rra9SmeU6NVY2ir76Aeewairs1XXxgCyAEGKveEyOETD0TYFLL+086+6L73rM2jvBwAGAJiK3JnBdntNr8wCaHno5HyPxq1vKlX9/Bgkpx74LuUHBoxbAlikm8KZG0DKaAZD1+5v8t94F1mA0MXeZF/ya7vp7E9/6cwEFNXddVPAgHjouGzpX6O9HwAYAOBOdSSd3ksljS/+LFVYgigS4dZwip9T/Rz5a135goS7sp36r+8apt95qR8fzpgB9Ty8cCYztrnBKAtw7SLDHgFxib3ZMvrk02E2BXC//kWXv/9venEhAwADALx4gDJBl4zi/zJzIMWk/1q6nwv8uNgv1CzJzt00+KMthqqWbWygbFNjsBdlNkv15zTT2D6AZtJKNO6Gt4cm9hmP+6rchrsGng2nKaBH/NtxxQf+NocrGAAXARROARgbxUtjBF+daEWda4VkXUagtCIytNH7woj4zTgtDEDDlW+hutkzx7zW1DKBBt88azmuv+PfREaipqmTuHeGs9xKITvTvOQ6Gvxhr+lv1Om6sN9Hr+2m/PMvUubqq+xNADmaNnj5wg/9L6T8AUAGAHiO+HXpf/0ELWW55+KEKrpUeIQpABZ87s/PS5Tir3Fi3QMkDw1VhLriTGQzBdH2dy74/eOmTaZsQ11xshvbRcvSNDdR07Vtgabsw2o2yD/2pJINcJAG0D2MaQoYEC90LPzQCog/ADAAwAvZuoZeqSLaL/6km0mtuF4q8wM6sxB+1M9Ffm778wfJ6JEBOvHtR6ky/a4UA9bX0fgZ05QmAU+/B/G+cdOnUKahnpzWVVSWBiq1ADGIfcbtOiH++SefdvQdTZoC+sTDooUfvr8XVzAAMADAIyNnBnXTquqUv0LgJElnECTJ4Hl4UT+n++OK+is589JvaegnPy+eE32kzpmAcdMnU/PUFsdGoK65Udme38cDCxnW/JsNQ1wxOEH9/HmUndISqGiHVTRI3CPgqDMzV9EroIfb+9t+f2UOVy8A/kANQK07wGx2i3ho1yRHm56VtKb9Yjt/QXTkCuGXS89lOdhaAC7uY+E3GrM/Tk5ufEIR27o5M01FnRd5dJRGz5yl/MjZkqHJSJStry8WEAZgkcp+4izA8BObLbZwvs7r+5zuizY9TfSh252kAbS/y+6rP/r3PbhqAUAGAARAPj+aq+zTr488yzq+k0E1uhROFoD783P3vqSJv8bxr35b6SJoFaln6uqoflwTNU46p7g0TBivjB1gL/4mcwCMyQSUlwQ0vm1xLO36njIJz7/oNAswIMzloqs/+v9B/AGAAQBBceLo/t5iol8am+IvigzpB8CpECEKbnY8rdCPu/gl2jgp9QAbXY4L7FTUJfOaP5v9ZqZMpuycWYnuDli2bLKtBeD+/fPe+of/0IerFQAYABAgH/zrrbnR0ZFcKYqt0JRKc2CVBZAyvjIB2uQ9cRb6OZdtopHfvEKnlXR7uKJuuejqAEpZgEWxVfq7fV/mZcuJgnqE8C8SC4b0BQAGAISBnB/dWBJ848i+POo3yAJIGV2zgXt4RL8oBvXxKvZmy6AwAGd37gpd1E0XojEjFNZdfGHyuwNqxz80RBluCiiHBb9bCH83rk4AYABAiNQ1NK+XzCr8Ddv+M2OUqNwQuPuzavjtEUX8o67yDyrtffIr31KaBMIUdZua+rIvlZk7i7JTJidP7AtLpnJmxdde13+DnFg6hPj34MoEAAYAhExH10N94s6cM4z6x2QBMmNT22WGIOOqHoDb+sc/uSexYu9k4WJANgE8SFBYom7uKwzqMZQswLxQuwMa7ktyIPYGS7bUDLBRLIvQ3g8ADACIljWmUb9kHLqq/2XKmwEqjIAV3L8/6Nn7whZ7s33l9+6n0998JFRRN/rPjKxBM0Cg39nU5HgwHMJAZV7fu1oI/1K09wMAAwCip0eIzcDY9n79z5mydUrRn2TwWtEImJsAFv+GV46kUuzNXjv74is09IMfm7cA+BR14y9tnHLILrgwkWJvtk3jF9Y/iksQABgAEAMdXQ8NGGYBaGxqv7IpoGQEMrr1mbIlCPFPbH923TL8g6do5BcvGIi65FvUyzMv1g0K3B2Q5wdIotibLO24CgGAAQDxsdo4C5ApDQpEFWZAJ/g0RvjHvu5U/ENtq6Zwh8Ed+sbDNLp3v301nEtRN7QRFvvMzp3tW+yjHDIYAAADAOLNAiwnA/G3auc3NgHazxl1aluxND930FD8447iw8gkDK75MuX7DzgWdnIh7Fb9DcuK63TNAF7FPsqsCwAABgDEawK4FmAj6VL7pcFtzNv5JcPHjDL2vfa8fu/J1Ip9xuW+eLrb4W88pPQQcC3qFcJu/ZkVFkOfVRjXnFixr9jXgFh6cPUBAAMA4qd7bFNAqatfpdiT4c+FyF/XJDBy2fRY2+fDEnvTee/799PQmi+TPDTsUtTJVNRtw3j9xV1oAkjCaIA2+1p+Sb/S/x8AAAMAYs4CDIjbcocQnwGjqJ6sIv4y8a9Y33Yh1V14QeBCm8CItjRGQP8+Gl79JZeiLrnIjUtk16cg6noKl+/rXtCP6B8AGACQJBPAgwMtG5vit2jr19YZiH9Dw0SaPmUxNd78rqoVe9OBgoQJOPP1h1w1eFuKesX8AqYfPK4pyU0sXG+y6GKIPwAwACCRJmC9EJkuoegyGUX5lRX/mbFpf0X86yfQ9MltlM3UU/bC86n+8gWJL+ILurlh9OfP08jXHnQo6pKbbgCmizR3TlKLJ/sK4o8R/wCAAQAJNwFLhZAPWHb7yxh0/8uo4j9t8kLKSPWqXInXGu64mTIGfdQjH7o24gyEYgK+/qAvUTeoEDCvI9y7L4n1FKvn99Oi+WjzBwAGAKTCBDwqhLtdKPquMe3+mfJKf70hyGYaaOqkK4X41xVnGlT+6Ka0UP07r0lsyj7MSXDyP/8Vnf3ag55FvXKMJss2gNNDSWpi4Ur/pRf1czdTAAAMAEiTCdgqRH+xUPYNloV+hfUZIf5TJl4uHusK4lYe6dbffANlZs+oarE37R0gTMDo1x7wJuoOes8X9zk4mJRz1SOWeRf2K5P9AAASAsbfAK758brfu4tI/qosy1NIzpN4VBaxTjzmxR9VllrGL6C6zDhle7GW/9GeiQdZXb/vII38xzeUvvKSwz9OycM2gb5PCu7zMguvoLq7P0zU3Gx/oUruL2H58R8RPf7D2M4VqW39y+f1Uy+uGgCQAQBVwI3dDz8qIv0LxfJVscj6GgCO/Cef8xaqy44vKoLa7Y10mQD1BWn2DMra9AqItUYgxHHxlTOw9SUa/ecvEnGkXvY5BkWBHsbPk7bviKueIsfd+4TwL4L4A4AMAKjebMAFIqJfIWL7Lpaqic3zReTfRMWgv/TENBMwuv4hkrdtjzIyDTWyd/s+aeoUyvxJN0lzZ3u4aiXjzzw9KGLvvw3nXNlv030BuvcBAAMAaoOfff2TC5vqp79QJzVJeuEvNwGa8FeYgMEhGl39FaKjx1Iv9p6PiYftvfv3SWq7wlzU3fD4D0l6LLb0f8/5/dSNqwKAZIMmAOCbFx/6f1smNJ7fU5dpltSZ7QqSIFHZ8/JiQF1zQHMTZe/+YHH62kALAhM2453pwhH7F9cRPfioy8lxDL6gMFSZp34SZ/FkK64KAJABAFUv/n/fIsL4zeJpG0fzsvZC8bmLTMCvXiT5wcccRaFeI/sYCuHc7+u8OSR1/YHy6OXilb7wVZL6fhNZNqP4q9Rxfj/uLQDAAICq5TcPs/jTZqHdbaWGfp8m4LubSPrpc/ZCVC1ib7XNHbcSvfsGonHNji/hTM+3SHrmudC+s5HYm7w2+YJ+ZbhfAEBCqcMpAD784zpxy29jMZZlSb39cxOAJvzF55yalvn/4nOSuQlAJvVt2nPxw503Ew0NkfSrF2tL7I3WPfYE0VNbhAlYQvJNS6yNwOlByqz7FmUqIv+IxN5ovTCF6AEAADIAoOp46ZH/zeLfJZfCeNI/95UJOD1EmS99naR9B6MR2hSYC0X8264kedGVatPA1Cnqdq/uUNL9StR/ejAusTeioxVdAAGAAQBVJv7fEeIvU5cmAWGZgKwwAZmCCaglsQ/7fSGIvdFrHRgDAIBkg14AwBXbvvMP6yTiGQJLEiPpxvnVPy/1CNA/d9g7YFwTjf7xx4h0wwWnacjgDCVjcCNNnCsXs/WyzXvc7A8AAAMAqoSXN/zjOuLpgUk/up+9CSAfJmCETcDkSTUt9m5mBQhT0N3uDwAAAwCqQfw3/p914qGrbChfhyZA8mkCzn5cHSMgCVF1EjIQUYm9H4MAAEg+qAEAtryy8bNqwZ9y1y+23uuey7o7v3lNgCzr5MFlTYB0ZIAav/bQmJqAam/X14uwm/UJeM+8+f2Uw9UDAAwASKv4P/rZLvGwznA2v6hNwOkhaqooDKym7oApFvsx6y/GQEAAJB40AQBTfvvdf+IJftaVFKtiNr+y5+E3B8jjmmjojz9GcqEwMKK57ENpNtALp5uUfNiFewG9B5E/ADAAIK28+t3/26UM9CMVpTgxJmBQmID8hRdEOb2tr/cFKfZe9hWDQYABAAAGAKRS/B/7HHfzW1cuzPGZADIwAaf/+x/SyNVXJa47YNxiH4ZB8PCeLbiKAIABAClj++OfF5E/rTMS47hMgNnnDn7oDhq642Y3or1SLMtrWewjek8vriQAkg8KdUBJ/L/3+U5x996g3NRl3e29okCvOL5f2fPwCwP1n6svSKzftp3GP/QYZQaHzP64+8TS3dqvPNLuuaR0aTS7AIIs0EtT4V5Q77kUBYAAIAMA0sPvvvfPbVKhzb88OreOyKWKAX8izwSIf0cuX0CDd9zM0X1fRZTOs9EtF8K/SBN/5oJ+6hav9brtY4/I3tF7NuJqAgAGAKSEHd9f1SaEd7N42qIbvDcdJkBikZc6rvjnx+5noRerWdw3cqpfbDBPrFtNxlH+UknNDKRShBPcG+BRXFEApAOk6mpd/H+wuo1kWRH/svS9Li2f4OaAPvGwdPFH/j7n5bu/PpdaxcML/N2Jkptej+rzA9rf5Mv7lcwLAAAZAJBUdv5gDc/ZvlmE0S1jIncp8ZmAHvFDh1fxZ87vp5wQr46kR/ZRfX4A+9sI8QcgPdThFNSo+D+xhqPfzZIstSjRNAuviLiVbnbav2KdFpGXnrP6yvy/up3yXFIjcuVH7bluf8Xn4jVJC+XZBHAmQPss0j0vfa5iApRMQNnnLl/0BytXB3EeLuinvtxc6ial50N1RvYRZhCQ/gcgRaAJoAZ57Yf/0iLu4puFrLZpd/Qx6XuTtHzQzQGybuhfq88tNAeI6FJe2vbhlb1Bn5Ndc+l+8bACYu/5PQNX9tNkXF0ApAc0AdSc+P9ri/B9m4X1a7NM35uk5YNuDpAqBvyxaA7gCv9FYYg/M6+f7ucUdlgD51D1vwfV/wDAAICksutH/9YiNJUL/tqciDYlxwT0iKVj4Yfvz4V8irqFkPXVeDc+r+9ZgysMgHSBJoAaIbdpbYusVvu3larwC7fvipR95Sx8FG9zwPKrPvi/Vkd1nnbOpVZZ1zOAKgTQjKTWDER0bH0L+2kRrjIAkAEACRR/8bBORNNtxZhbV5FfGa1XTsBDZZn4yDIBA2KTjijFn7lIncN+abX0BogoG4DoHwAYAJBQuMK9s1K03ZkAycQEkIEJIL8moI8H97ny9/6uN46TNb9fGct+edrEPnKDICvLgFjQ/g8ADABIYPR/vyb+RpG7qQkgpybAykhUPicnJqBXUsT/f/bFed4u7qfVWmFbtYi9L4Mgj10KbFy0F33/AUgjqAGobvFvFQ+7jF8trwPQd78rttsb1AHo2+/Vp7Lh/qzqAEqbjakDWH35+/9meVLO36tzlTqAQt1EDXX9k129Z9HivdSHqw0AZABAslhl5f0kk5H5ipG75C8TQCZNAGMzAcoG3UkSf+aSfhqQ1Z4B1dv1zySyd/g5OYg/ADAAIJnRf6f1VhYmgPybAMmZCeD08aLLl/5NTxLP41v6lW6ByyH2xkP/4koDAAYAJI8uZ5uZiLYUiQng6LHjsqV/nego8tJCPUBqZgqUQxF7o/esx2UGAAwASB53Od80FhPQK17ouKzzr9KSQuamgIE0iL2XfXk4ttxbkf4HINVgMqDqpc3d5trkPPrn6gQ86jw/2kQ+yjNS5+3RnktF5dFPGmS4P3VnPZfe+ZnuNJ3My/pp4KW5StfAdUavRzIQkBzcvgJ4Ty8uMQCQAQAJo9D+74GKyJ1CyQQsf8udf9mdxvN6Rb8yJHFvmiL7EN+zBVcaADAAIHm0en+rTrSlwE1A91vu/IvVaT6xQvhW1qDYG70HGQAAYABA9RGKCegTS+qrxq/sVzIApgMEVanYj1n/tr3KkMkAABgAkDACGJnN2gSQexPAMxBuqIaTq3ULtBXUKhF7g/cg+gcABgAkkdab7wmoOtvcBEieTAC1b3/88+vSfn4X9lOusltg3GIf8URAGPoXABgAkGCSagK6hAnoSn0WQKY1SRJ7L/vysb+tuLwAgAEAyaU3uF0FbgLWCRPQmeaTu2ivUgvQW+szBQIAYABA8gh4lLZQTEBb2s9xrc4UCACAAQAJpVAH0BvsXssn8vFpApSZ9tJsAhbvVcYFGKh2sTd6DwAABgAkm5WB71EKxgRQyQRwJqAlrSdYKwasZrFH5A8ADABIXxaAMwDBD7wTgAnQPW8rZAJSaQKEKK5J1NwAFEltwCRcXQDAAIB0ZAGCn7QFJkDhmr3KdMG5pIi9R0F3u782XFYAwACA5GcBuI16KYXRdzt4E7AqpVmAjTXWG6AVVxYAMAAgHSYgJx46UmACulI6UNCWGusNAAMAQBUg4RTUDrlNa5VUO6nFdwGHwXJJQIrPZe1/Kj2RtQfd8+IW2vOeBbffl6oZA38+R/e1jLMErtan4D0dN+7FkMAAIAMA0pIJ6EtRJmBZms6tNihQyiN7N+9pxxUFAAwAgAkIwwSsStOQwUIU+6q565/B+iW4mgCAAQAwAWGZgHVpMQFCELdWsdgbvaf9yTnUgqsJABgAABNQZgIoWBOQhm5nuaQKd9BjA2i/H7F04koCAAYAwARUeIBATUDihwyWC2MtJFHsvezLQOzLlgJ34SoCIL2gFwDg3gHKuPwUwgAvctlcub56B7BJ6Vhw+319ST2PT8/RdYQwNwpWJiKQ9V7f4+aGoNtu8o17Q8giAQCQAQCRZAIGCpmAwMU1wEyANnlQYtudhbgOpGUgIJvI3nKbiu26cAUBAAMAqsME9IRrAsjABFBVmAB9T4BqEXuy3+5eXD0AwACAKjABYukO1wRIBiZAMjEBZGQCEjtvgJdiu5SJvdF2rb1zkAUAAAYAVIsRYBMQ+Eh87k2AZGICSBvRMGm0VLnYG24nWIGrBgAYAFA9JoCzAIH3EAjGBCgbtyVt3gCeJa/axd7kM1u3IAsAAAwAqCoT0EshFAcGaAISNXlQUGLvoPAuTrE322bFFgwMBAAMAKgqE6CNFbAxwSYg9mmEn5qjRv9BiH0cIi7531erWJbhigEgPWAcAOCY3Ka191PA7b2lcQLGjg1QnF/QeuZA9RWZuhfcfl9PjAagSzyskwO42ILcLup9iW0WvWsv9eFqAQAZAFBd2YD7KeC6ADeZALLOBMQ6bwBPjpPEyD7qfbEJwpUCADIAoHozAdzWu4ECnBLWaSag9Dw5mQAR/beKh13VHNm73G7lO/fS/bhSAIABANVrBPgmH1iTQEAmYED8E+mQwcIAcNTbVWUi7ne7DmECenGVAAADAKrXBLQXsgGBVICnzQT8WK1832X3/dMu9h72xc1Ei96xl3K4SgBIJqgBAL4odBWcJ5ZAoj2nNQGSdU1Ai/gnqhkEl1WKf1Lb9SP+TKWZ6Bl0DQQAGQBQE9kAFsNAuuQFlAnoK2QCQputbvMcJfpvraHI3u02G6/fS0txdQCADACo7mzAavGwiAIYOCigTEBbIRMQShS6We3611pjkb3bfXU+Owc9AwCAAQC1YAK0gYNWV7sJEJ9wN8Te0XZdMAEAJA80AYDQyG1a20lqv3Bf4htMcwBtXPC+TweWiu6do0xI9ILXC6pGmwR63r43+EmmAADIAIDkZQN4+GDfBYLBZAKoc/v3/jmwKFTs714U+7neV9cvkAkAABkAUHPZAN8FggEVBvYseN99vqLQLRZd/2q42M/NdmwIl75tLw3gygAAGQBQ/dkA3wWCAdUEdG3/3uf9TlrDTRstiOw976tdLJufm2PfewIAAAMAqsME+C4QDMgErNr+vX/u9HwMheI/iL2vfSk1FL+cE9xw0gAA1/cyAKLHb4FgAM0BnH6ed/H7Pu0qDf20iFrFu3fV0Lj+Uexr5TWYOyAxfK410y6r3Vt5uUDWdXUtXE18zWwtPPZ9JpfvxVmDAQDArQngG8uGQjToywQUn7ozAT3CALiqBxAGwLSWAWLva18sIt1vxdDBkfP51gxff3eLhYW/rULsLZ/r4OzeerFsFIYAv0MYAAAcGwEWVE/t8j5NwIAwAJNdGgDu+tcGsQ9lXwOSRCuv7vc/hgSwZlVrhjNZ95Jaz9LqROwdmAC9GVgjjEAPzjQMAABOTIDnJgE/JuDi25Y7vgZ+ajHtL8Tew77MN1SyAcIIIJIMmNWq8PMMnl1exN6FCVAua7GshBFILigCBImgMGZAB3noJaAvDCyJisPCQHd0au/zUgRX04WD0tjF4jO5l8ALv56LuoCgWNOaaRHiz+eT61e6jMyan+dmlzWb+s+2Zl4QSzt+CzAAAFiZAK2XgOuIwasJcPUZCa/+lxKwLw9ibzWb4IoX5tIusXTh6vAl/tyuv1lSI/9Ahd/hVaR8vjABq/DbSBZoAgCJJLdpLUcrK9y+z2VzQN/89y5b5GS/z4RQ/e90u0Q3L0iRfWaveH1lW38w007XCv/SmmHztErWNa0FlfZ32RygwSZ/KQoFkQEAwCobwAaAx+531U3PZSbAjZi013K/fqeRfYjH385RZN9cZWnDFWLPv6rir9TVeInsJQfPPUSSyvgPn1WzEgAGAABTE6DVBYRlAra62O1dEPtEHL9SH7B1Lq0TSyuuEmvx9yP8Tt7j0QRwNmIzTAAMAAB2JoBThjyhkKviQIcmwPE+JZ8ZgEQXDiZX7K22Y4Hb9eJc2iyWdlwpJf5NiL9EpUmX3Eb5RDABtQJqAEAqyG1aq9wwyOWgQRY1AQMX3vopR2MAPFuY+jf1Xf2kdB+/zXZcI7Dmyn7aWMvXyVohqLJummqrdvqg2/891gRwdq/jM7l8HwFkAAAwyQQoNwpy2UPAIhOQqOg/8Cg7mEr8+I7f/XacBdjwm7m0SyzLxNJSa9eIEH/+zhuCSu9HmAnY8Fn12AEMAADmJkAs3e5NABmZgC0udrEQYh+t2PvYV6tYVoll10tzad1LNVQwWEj7t0Yt/OTidbNLm9QhwQEMAAC2RoBNQK+bW2OlCZBcvN8sAwCxj13s7cYR6BLLC9vmKsuybVVcNPiF1gxnQDqjFn7JxbY2tH9WHagIwAAAYH/DcBsfeWkCeG6OIiStEPtEi73ddpwF4EFodgkTsOHludT1cpU1EVQW/UUl/AGbgBXCBLTi1gYDAIApuU1rPaZ1iyagb94tf+60a2FbJG3ZCRX7RI846G07bc6Jo8IEbBbLsldSnhn4otrlrzUu4SeP25qwDnc4GAAALEXZT6wkSVKf289K4FC51RyxR2UwuGlHyQwIE8DLKrF0/jYl2YEdc6lNLKsaKqanTmr079AEtGPegOiowykAKcRvxOa4AFAymZ0wyKFyne6vGoYXHn9JIfKQiZqnEZ3aU3pdex7T8fPf1LLCQsIEsEnsFQsPFtX3ln6KvZvaDjVTweK4hNRMRsv+jEQjuu8p675T1M/dvs+CFUQY8hkGAABjlvh8v5ub+RKIvfd9NZ0nVOp6IfwL1OdFjonlANH068rfNzpMNPyGMAP9RKf3qKYgpuNvI12m6dW5ykNv4W9nt6Q+5haENGXxDrX3QmvhGJYUHlsqj39XRopF7M3E3Kfwl2UBPpPLwwTAAAAwBl9duwqjC/oSFYi99XYc6U+/QxV+QyYVHoXYU760OttINO48daHrVEPARuDEDqKTO9Sf4zgXhe3aqaL4dLtqDHKFhQrG4FiF2SzWm8z5EFGzaoTajUxt/zeobfigmnWyO66j4o9wMGbh9xL9OzQD9yILAAMAQBm5TWs5KvLTRuv2ptIe4Yx3YQlXZPtqmEo088NEE5xYNDYBTWLZL5Zh403YEEyYry5K4mCbagTYECTonLVSqVmq3WpfQ/1FA2BI/QSiMwedHeOezFiBJfKWjo86+ndgAjq5RwBmDYQBAKAsgPf5fjcDAJmOiw+xH7sNR/y8uKKx8Bs9LJYj5dkAQ89wubqMHBcR8POqIcgPp+v8Wxqoc4lO7bDf7qxY3iz8cZq1/yc9+ndiAsSyGre88EAvAFBrBsDdpEJUfZXxQe+L2/Yv/DsP4q9nqlguEss0Z3el+olE53aIt/wR0cxb1Z/TcP6H9gRzEbxZaPsPujo/iu5/LnoG3I3bHQwAAEEagF6nG/56rnkPAAy8U9Dtd6vi33ReQHcjl0Yg06hmBC7UGYGkn/8g6NelpuI0ASHPFdCGOQLCBU0AIG0s9PHejYVJhZxG/20Ot6Oot4t7X9lxRLO6HLb1u2DksLoMi0g5f1KsOGq8XeN0tT6gblJJ9Cderi6D4r0Hn1CbCeI+Z27JD9lvMyQ+/KQUbhe9oPdNDt9vQDtft7jtwQAAwPiJCNb4/fBqrNh3ux2L//n3BRP1s9Cf3i4Era8g+qe9HRcX1rER4Ec2B+d/nOjIM0QDv06u2Btx5k37bQYqon83Qk0BGwIK4fXKLAAMAAwAAPobgtfovxdi7+8zG4XAXiDEPzPOR5R7WhX8o0+poh/E8XPbOgfPJ7ap67hp4Jz54njPVccVSKLYe+WQFM/APV72EUBR4BICMAAA+MgAcNq/28P7crUs9pVwxH++T/Fn0T/82NhIP+jjl4dLZkBKkdiPHHNiACTfkXsQJoCieR01ADAAAChjALQ7FO1W3c9c9b/UTdt/MdXQT7mtc2tT7Cvh/v1+xJ8j/QM96qMU4LFF1T0vKOyaTc4etxf/uIfwjTD6Vy5D3PlgAAAgctYDgNv5Nxa2HXAz6l9aRTzsY2PRn/On3sX/+DNEB3v8R+NpE3vDG+5E89ecdBE8JgUn/E6i8Dja/l0OGwxgAAAMQBFu688RBTNGu6Q2H/ibECihYu/081j8Gz0W/LHwswGoRbE3wmoUwMF++/cfzngrAExK9E/+MwIgQDAOAEgTdl0AcwXxD5I+7YaUgultAx8jYNodROMWuD9p3Ma/9/NEJ54J7/jTJv48yp9VBsBuBEDu/jdEyZnK18vrbt4DkAEAwE0GoDfoD5R0E7nEHbFHva9xlxBN9TC6nyb+RhX+QR7/IAtiYUKcwUJh3MnCm7Xo8ZzCkwaxppmnIJZ5XTyx5aTF5q9x2/+ZN2yifynY6N9rJiCq6B9ZABgAAPTYFQRtCeEzeT74zlrrEsjt/TO6/Il/GN3uTgkRPJJRH89UvCYb7PeUpK2XdB8m0SRhAiaJFyblZcpGcaMVkf+Ey81fP/qM/T6OScke0MeLyJu9BxkBGAAAiuQ2rXVSDRz4gCGSxdwB1dwlcPK7ieqnuhf/fUL8z+wJNr07ygKZkZT27zMOv4+RGZDLxFRSBDWTUc3ALGEEGkIMN2feZR39a10WnWQAKgf0MXuexMp+FALCAAAQRvTf56WrnwP60j7Ur9vPrBPCP8Vl6l8Tfy3tH0TkxsJ/uCD8oy4E30z0jdbx5INHOauQlWiKMAJzR4PPCEy/VW3/NxX2zc7E32zWPz8RfVApfDeC7jTtX3iew60vPFAECNJCq83rj4bxoVf0KzegnJH4pGUSH7ef6aXdXx/5ByH+J4Tg7azL0BsV4m/2ndysN1vHRmCb+MwjmWASz5z2n/sx69Q/R/5Opv89Lhkbn7AmAvJbwOen6K9iHQwAMgAA2A4JGuZ44b3iptSVtMg+jCwBR/8Trnd3ct7sUcU/CFjs94po/ERFutsqyjeL9J1kACrXcUbgdWEAuJjw/FFvSejx84nGzbcWfk3833zC2T4PZ6RY+/i7jeQDiv4tm+AADACoHayaAHJBDvhjIIycXeiqNrE3wm3q/9hTale/IOBubnuyGRoh+4Iwt2bAyTr9z0e4d4EwIvNH866aBC68z34bjviP/1qdtdDRORbHMuxBzINoArAzEUEZA4t1W3HrgwEANUxu09pWsh4TPOzZwnrthLUa2v+58t9N9M9R/+EHgjnBx0SEu7ci9V553E6ifLeiTxUipf+ZuxnuEIbErQnQwwV+PBkRz/LHI/0NesiUvJmJbqAfcvn+MIv+Cut6cQeEAQCI/q3YEuaHX9ZPA6/MVUxGZ5JF3O+xTbhS/HNSLOfY74OL/g58IZjze0gI/5sZyVLwnUT5fqJ/MyPAJmBXwQQ4Yf+D6uPosH2/ficMi89/w+PkP+RiW7epeTeC7iHtr63r+4tcPofbX3igCBCkAav2f07/hz5fuLgprY+iiM/pdkGOEqgx6Srxz16xvCYWFq9h822PPiai28P+z+u+rKQU+tmdB6evuSn6M3tv5c9cD/B61pkFGyxE+UGIvxL9S1IiRvgLo1DQwbr1uPXBAABglQHYGMUBvKVf+ZxcUsTez2caUTZMLTfCHyW1/trADHDqn9v+gxD/gUJ0K1csQZoBJyJvJUj88xFlAKJoh6Xh6H9/RvIk5lKA28a1Toro2oYBACDZtFu8FlmUIJl8VtrE3ohms2mPK83AAaLD3/Z/LgcyJfE3wsoQODl/fo2A0c/7xDEPRugB+g26QAYV0XuN/sPKEhis670P6X8YAFDb5DattRL/vjCr/w3oqQaxN4K7rtkizMCp54kGd/j7LO7ixwV/soPI38gQBBX9uzUCLMZ7MhnDQYmC5rg4R29KyYv+I8wSrMTdDwYAACsDsCbKA7lEHRSoJyyxj3PGuyaH0/06GbXOCu7q15/1Fvk7NQNe1zn5mTMAB0NuCmCD8VpW8jXTXxjRvxTBe6kU/ffi1gcDAIBZASAP+xt5G6G4Wa2McnreKLAaprZMvPeo3dr8CFt/IYL2G/lXvm6XFQiqGYAX7rEQZj0Ai/+wR+F3E/0HYQz8ZAQs9ovoHwYA1Dq5TWtbLDIAa0Ia+9+SiyuyAGkTeyMapzvb7tiv/X0OV/sPScFH/m6yAl6NQOX2YdUDcNPIUSma6N9vs4BX4bdZt/rTiP5hAAAg8+p/Fv7VcR2UuGmtSavYG1E3yX4bjvxP+Wj75+l7Dxm0+zuJ/N0Ivl1WwM4IWAmo/mceFWBnNhOoCeDzs083HkLSon8XEbzpOpv99iH6hwEAwI6VcUT/GvP7lRtVTxrF3gjTHgB6Afch/krq36TdP4imgCCNgJtsAJuA1wIyAXuE8Od0zQphm4Co6gFc7IOv56XLc/kBAjAAAAiR76Wxk4H0ivWr4z42qcYiFSfz1VtFtsMORN6pIXCbFfBqBJxkA9jc/E6YgEMeawLOiLdtF+8/aNHfP+gmgKCMgRvht1k3INZ1LEO3PxgAACroIFVs2Qyw8C9NwkFdZNIjII3Y9QDI+xjW9oxB1XwQ3f+8ZAXMjIATobczCZy6f8XFVMJsHHiQn5eF+J+QounSF1b07zNbwBF/x725PGb9iyeQAQB4YedcahUPu9L+PexmsOP0/8FHve17T1ZSRtFze7PxOvmSm/V2cw/IHl/jqGqSLFOTeKG54kVuLmDB1w+CJDvYrxzj627XudieRX/ppxD5xwYmAwLARxZAmADOAnRV8/cc2uPtfRz9HzEROjvBlm22kW1E3Ml62SRSNZssx+lrXBugfG/JXPzCmt0vztn7XG6/Wgj/ctxF4gVNAAD4o+prAXgqWy8c0FX9k4XQh9H9z2p7u+2cpv3tXgvreZiV/Xaf46cpoABPrb3ozyH+yAAAUCVZgOJUwWmj2cEIgF7msHcS/VtF6k5edxrle1lnF/HLJtFtVM/9RvdhZQQsXuNeM+vvQR9/GAAAqow1aTUAdngd+e+Aw2K4oAU/CCMgORR3JwYhjOdOxTmKtL+DpgClnf8etPMnEjQBAOA/C8BRTSqrmIdtqvvPHnO/T65w5yI3o2p/N90AzV7zs95sndU2SUj7G2UnyMF7nO4nyMF9dK+x6Hf8KcQfBgCAKmd9Gg86P2wj5sPu93msYhpbK5H30vbvdb0b0TfKPsQt/ORQnJ28HuQ6i89d86cY2AcGAIAaoKcav5SXAkAe1cVP5B9GsZ8X0Tf6OUnRf1AiH+RIfxXr0LcfBgCA6ueifmVAk5q/4Wnpfz+RP1Ewg/x4XWf3s1PB9jucb5DiHfLsfWb7QPQPAwBAzfBoGg/azxS/lZyoaPu3I4ihf4Nc5/Rnt10Dw+z+F1C07nudwWttuCXAAABQK/Sm0gAcC25fJyT7qD/ooX9lB1F7EKJvZwKCHM7XTfRPIWYJ3JqBitfuxi0BBgCAWiGVTQBeCv3MOC057/4XxABA5ECw3RYAOvnZjfAHYQL8FgUGEdW77AHAtP97a2YdbgvJBXMBABAgO+c6ynwnisnXi+U649eOPiuWZ5zv64W6jGUPACc3HMnDa06Ezcs2bn4Ockx/N9sGNC5/mPvtldWxMvoKP7fyIquPSwrr2sRjC6lZtAHxfIt43Ih5AmAAAEiTAdjMkU+ajnnC5UTTbw3GAPyqzl1SUfLxutcIN8yfkzixT9imwcn2Xt8vq71rVt4LIxAKaAIAoMYZtujq1zzXxX4i7P5HFF6Vv5smgMqfg2jPD6qPv1ejFMb2bt+v26ZLPLywpjVzP65UGAAAQMCceSOg/VD03f/cGoGgfvZjAoIs+gu4215sZsBmP9w0sEKYgM2rWzMtuGJhAAAAEZiAuknu9hNX9z83ou9UyMMwAX5Ngtv3RC3uIWUBNNrFskuYAHQvhAEAIJFsSeNBD/abGICJ3vYXZfc/cin6RkLuNeXv1gSEMeCPV0EOywyElAXQZwM2wwTAAAAAQs4AMA3nOhf9ICP/MAb/8ZoNsNrWrptgmNF/1OJOPl/zmwWQdCZgFUwADAAACWNJKjMAe8xfq3eRBfAT+YfV7u9kgCAnJsBuW7tMQJzD/UYd6YecBVBMgHhtwyrUBMAAAAD8wcMBmw0J7DQD4DfydyL4UQzz63Vbu/fFEf27FdcgBd+P8JOzbVrFgoGGYAAAAH45tcN4vdOugBNl2dNUv2F2/3OTDQiiDsBsO6/Rv5+MQNARe4DRuycDYbJN56rWTDuuXhgAAIAPhvaEkwFwYgqCbAbwkw2wMwVeTIAX4Q969r4wI30vIu7XQFRsswJXLwwAAEmgNc0ZgLzBvACZRucmoIHcFwP6EfwgRD+ICN/p86jT/l5rAJKWBbD5zHZkAWAAAIABCMAEGOG0GaBRNo/63Vb9h9HuH2aa34sJcGsMghzcJ8lZAA/7xcyDMAAAAD+cNjEATec5e/94WXYc+YdV7Oem6j8IcfdjAuLq8he0qPuN7APIBnTi6oUBACA2ds5N1yRAZhkAo2aAZocGYByFO/RvFMP++m3rd/uesNP+UYu6l8g+gGxAC8YFgAEAIE6qok+yUTMA1wE4MQFNsrfInyjeqn8ib8WATg2BnVBGlfYPMwuQgGwADAAMAACxURU3oGO/Nonu59u/V98VkHxG/kGIvh+h9yL8QdcD+I30w4jipZA+I4BsQCtuQTAAAMTFBdXwJXhYYKOhgcfPd/b+SRaFgF7NgJvInij6JoAgTEAS0v5RVv2Th/fYHMMk3IJgAACIi6qJQIyyADwxkJPugFaFgGEO/RvkzH9O2/eDMgpWQhfmyH1xtPdTSO8hNAHAAAAQI+3V8kVObDMuBpxwuf17J8rBDf3r1Ah4fd1v1b8c0PmOc8KesDIFYRUD+jQJAAYAgGDZObf6og+jLICTZoBJBhmAILv/hR3tuy3yi7spIClZgLCyARB8GAAAkk7VGYATL41dx80Adr0B6tgoyPF3//Ma7Qcp6kE2BfiN9L1E10FtE7bgF7YZwG0IBgCAOFhSbV+IZwfkpoBKznHQDDC1kAWIq/ufX6GPUuyjivSdZAGSkP73YVS24jbkjjqcAgCQATDj5Lax7f788+HNxjUCegOw2+BWbtUFzuw12cE6Jz87fa3ycyQXzzXqZ82ghlnnUsPMGeL5uSRJ6hb5wSEaOfAGDb28nUb2H7Tch2RgGCTdtm5es9on2WzrZH9O9utm2zD3AWAAAAiMnXOVAYCq0gAM7lG7BFZW/3MtgFF2oPi6uDtnOYtgEdU5MQNOjIDTn72Iu9Exm72nUYj++EVXUvNlF1Ndi9ojTRP+4pGL/8ddfglNevcNNLxrNx3++sMkDw05Fn63ou5FxN2IeZIEX2yTw90IBgCAqGmv5i/HxYDTby1fN/l6awOgZQEOFgTQSNDsBD8I0Q8rwtdzzuIracJ11ygRf/H7GQi/pP8m4qHpwgto1mf+jN780teVbID+c7xG+kFH7VHv188+CAbANagBAMA/S6r5yxnND+CkGHBq3vy1MKr+vQzlS+S9HZ+Ff87/+BOa+v73lcRfCH9J/KXCz/xMKhkB7WfxJNPcRFM+dKfpsVmZJrevhT0qH7nY1k8lv8U++nArQgYAAGQAAoTFn6P9SYvL109crDYRmDFNlikrbtNnbcTCTbrfTzYgiDS/VBD+yTe+s5jmLwq/TcRf+bNmCxpmz6TxVy+kU89vDSXSdxg9u35PwpoBcvfm8ugFgAwAANFRze3/eo49P3Yd1wFwJsCKaRVjAgTV/c/rz35m9muYNYNmffIjNF1E/EXxL0T8kt4I6MVeH/FrLkDZXt2u8A9NunlJYFmAJEzR62f/HvfRi7sRDAAAUVMT85Bzl0CjWQInXW39Pm4G8JLuDzLl78UE6J9nmpqUiH/uPd3UNO/8ouSMFX5JJ/ySufBTSfgLr1LdlMk0/q1trgQ1rK57UQu+16xAxT624FYEAwBA1CyplS960qDoj7sE8lTBVhmAOpsMgN/Z/5wIvVcT0CwE/7w/61YMQJnwS+bCT3bCL5WEX/uZabm5PZIsALnYJsGCXwkyADAAACADEBacAeBMQNkNpNF+foBpJpMDORF4t6IflAngqH/abTfR7E9+pJDurxB+knTt/uXCL7kUfqmw77opLa6zAG7EPCrxjqEZoPdTuXwOtyIYAAAiY+dcRfxbauk7G3X9s2sGmJZ31/bvtQkgKBPA/fnnCOFvuf6thSDfQPh1lfzWwk86oTcW/mJBoHg+6YbrXGUB0jopT5Dj+ot9rMfdCAYAgKi5q9a+sFExIBcCWmUBzJoBvBoBKzH32/Vv/KULaK4Q/8bC6H22XfqIdMJPBsJf2NpU+KlUEEjcI2AWNV00L3LBdym4sQp+xT4H/jyX78GtCAYAgKhpr7UvrHUJHJMFWGyTBbCZIdDOCJDHn92Mwz9x8ZU0+6PvV/rmu+nLb5QBcC78pQyA9jmT39MRWBbAz7ZxCb7kbp9rcBuCAQAgUnbOVcS/tRa/+2mD3gA8VLDVwEBOmgHIZXQfZMEfR/4zP3C7bSV/pfBTEMJP5Z/TNH+esrgVyKDNQdSC78F4cL//1bgbwQAAEDV31+oXNyoGVCNo8/dMl2VqshBwp+vCKPirnzyJZv3e+wyEn8i0Lz+N7ctvJ/xkJvyS3mCo+538nhvHHG8S0v9hCr4Hlv85Bv+BAQAgBjpr+csbNQPYDQw0LS97En2vQk8Ot5slIv9sU5OB8EuOBvEpq+zXxM1A+CUL4S91HVSfN8+/kBrmzIpN8INoBghB8PX77P0ztP3DAAAQNbVY/T/GALxkvJ4nCTJjVqEOIIg+/0G1+3P0P+7CC3wN4lNW2V9ROGgs/Do5tOhB0LLkHbbC7EbEvYh0XIJvY0A46l+KOxEMAABxcHetnwBuAhgymAfAamCgCUKNnTQDWBmDoAf6aVl8VSCD+BTT/Y6Evzzdb/Y5E65drIwQ6MTIRJEViELwHRgQFv+Oe5D6hwEAIIbonyP/TpwJ8+mArcYFmJU37w3g1BgEaQKaZs10PIgPkbO+/I6Fn6w/h7eb+t5315Tg26CJP2b9gwEAIBa6cApUjOYGUAyARTHgbFl2NeVv2CYg29xYIfxkOoiP5Ej4ifSFg5bCL5kLv/bzxGvfSvUVWYCo+/nHXTRYgEW/408h/jAAAMTIvTgFKmZjAlgND9wkq00BVpF+GG39Zgztf6NC+CXPg/iYdx0sF36qmETIzmC0tL/TtdBGHdGHmSUgtasfxB8GAID4qOW+/2ac9pAFmGUyRbCV0PuZzc/q+ZmBgUAH8TEXfjKsH7DLLChTBb/9aso0NwcmtEkXfN0+Nopl0Z/k8sv/BG3+MAAAxMzdOAXlcDMAZwIq4YGBeDFiukkzQBBNAG6fH9+2PdBBfMyF36iQ0Fr4tcPINI+jyR3vLDv2hI7KF4Rp6BXLcrHM+++5/NL/B1F/qNThFADgKPrnyL8LZ8LYBBil/DkL8OYTY9c3F5oBTkiqoEkG4izpfq58XQrgucaZowOKCZh0+SVl/fhJMwI6uSpL9ZNxd75ydTNO9ZcGE9LNIzBmv+U/T+l4Fx3d/FPKDw46ElZZ9+hWlI3e62efDvbBos8T+mz8Y0T6yAAAkEAg/iaYNQNYdQmcrWsGCGrgHzfCpN/24JNbxgzi46Uvv+OIv7LeQGcwzAYL4iaASW9/a2gRvhTC34WDffdwpP/fcvmOP8rle/4I4g8DAEBCQfGfRQbADB4d0AitGYA8CD052M5NU8DgvgN06Ke/cCn8zvryl5IBBlG/ZddBqdxgiJ+ndNxgmCVJkeBrKBX9n8zlu4X453AFwQAAkFh2zlWi/xacCfcmwKwYkJsBmincqn832x/Y1Ks0B4TRl9/pmAFa9qFS+LXPqZ82hSa9/ZrIBT/gOoCVn8jlFwnx78VVAwMAQBpYgVNgjVkzgFUx4Ll52ZFY+ynyc2oMRgeHaN93nzAQehvhlzwIPxkLfzH7YPE5029/T2SCLwW7b3ZX3UL878fVAgMAQFqifx71rxVnwprBPeavmY0JMNugO2DQJsCNMRh46bd0TCxGs/8FKvySifCTxecUDqp+6hRque6aSAQ/QAbEvju6MXkPDAAAKQNt/w7guQHOvGH8mlkdAPcEyDoUerdibofZvl5/YAONHBkgu778mkC7E34ifWW/ZFZ4aCD8+sLBluuu9fX9IxD8ys/q7kJ3PhgAAFIW/beLh3acCYdZgH7j9TxFsFkzwBSDMQGCauv3kgU4OzhEu/9rg/O+/JJ9X36yKPCrFP4xBqNYL1gqHBy/4GKxzE+k4NPYz1ouxH8jrg4YAADSBtr+XTDkoRngXNm5kDt9bmcS7N5zcucueuMnzwQyiI95ZX95jwPTUQJNug5Ov+O9kQq+5PD1ykF97s7lV+PKgAEAANF/tWcALAyAWTPAFId1AG6E383rZuv2//DHNLj3gL0gexR+fXq/tAvjzyGDoYrPWTBfqQcIW/B99ABQiv5wVcAAAIDovwbgIYHN6gC4GYCXSrg7YJPLyN3JtrKH9+jXca+A3d9+xESQydUgPmOFn8qFn6yFXxozVLH6z7kWWYCgBd9pJkDHmrvRxx8GAABE/7XD8JvesgBOxNtv+t9tZuD03v3Uv+F7Y4Tfqi+/2SA+5cJvlAEwE34aI/zaz5Pf8XZqKGQBwhJ8j3D0j9Q/DAAAqWQVToE3rOoAms4zXj9Rdi7wXtr6vaDt5+CWn9GJHa857stvNoiPVWV/5dwA5cJvlAEo1R9MvanDk/CHifiMNR/HsL4wAACkMPrvEg9tOBPe4O6AZjSbGIAJLgsB/bzuphiw+DfxlW/Q6NAQOerL70L49ZX9TscMqJywqOX6t1F2XHNckb4ZPbgSYAAASCNo+/eBVSEgTwxkVAcwxWBeAD9Rvt/2/zGmZnCQdnzlawaCTK4G8TEVfjLqOmg+WJAeFn99FiAmwdez8WNo+4cBACCF0f/9hFH/Qs0CNJqMB8DNAG4m8vHyuh9O/O41Otj7swrhN+7Lbyz8ZC78koMxAiyYfP3bQhV8lz0CHsUVAAMAQNrEnyf7wah/QRiAY+avmQ0I1ExyKFG+0Xu8dg18/ZHv0uDe/SYCbTeIj2Qu/FQ+vXBlZsEOZXhgYQKiEnyyfh2D/qSIOpwCABS48C+UGf8y44TALSBqukREwOcJEZyrrhsjnIfVZfBVoqHt6mMaGTlu3rWvYbp5BuCgpIquZCDEksFzcrkuCH735R664q8+TXXFdneJynsE6qYAruwqWHxBP01wufB7Pepz77yNjj7zC9/CL/vbrvdjKP6DAQAgZdE/F/11Bb3fZiH451xHNOF6hxfjVHVpWlBad6qP6LRYTjyTogyARRNAttH5jchOxIMwA273MXz4KO36xgN08R93l+t7mRGITviLxmrqFJrYdhUd73vRteA7FX4HbMHdBAYAgDRG/4EK/+Q7yoXcK+Pb1GXqh4QJeJbo2JNqliCtZBrNMwBxRPReOLr1JTq4+Sc088Yb/Am/LmMQBNNuandkAAIU/DEZANxKUnY94hSAGo/+OfJvD8RNTySa8XGiWfcFI/5lF+o4oknvJjr/b4mm32pcTZ8GzGoAiLy3zXtZ57dgcPfDj9LpvfsMBvEhR4P4GHXp820WL7mYms6bayj4/nMMjsCMfzAAAKRG/FuCiv55spu5QvzHXxPyQZ+jftb5f5RuIzAma+KyCDAqrI5j+7+vU4YMNh0l0GYQnzDgLABFJ/h6cn+I9n8YAABShO/CP05psxDzkmExbozgqM8pNx2TrzdPrafGAMj2ght0NsCvKRg+fIR2fu3bFtMAWw/iEwbcJdDr8MB+DQBuJzAAAKQl+udQqcuv+M/+kG6q2wkRHfy48mOYfF0h+zC/On9XcoL3f7TvN3Tgx1vIbC4Ap335g80CdMTxa0IBIAwAAKkQf4761/nZB7dls+iWtWmfE70B0FDqD+5SDUmSmwXMZgt0K8xRRfmOQt8HN9Dp/r0Vwk+RC78+C2A1PHAYSOoEQAAGAIDEw8P9tvoR/zFCy1dSVGl4i8/hCXe0ZoG4aJ5r/hpPGZzW7IFlPcAXvkKjpwfHzgYYAyz+kwMcGMghKACEAQAg8dF/u3hY5lf8x7S5N0X8RcZZXNRas8DHrKvuw6JukvlrZtMFH9ZFy24j/ySYA6UeoOeblJTOimE1A0i4hVQVGAcA1JL4+0r9s7DOvMuk4M5B9M/993lgn6FXiUbE8zMmE+c0nMfDu6qPPKaAYZdC/rzT9maFTcBRHj/g+Wiib86KWDVBuGkCCDMrIIWwzyN9L9L+J3tplq4SPy64EJCzAEd8jg7olI/m8r24w8AAAJBkPKf+tYI/U3HLGq/On3Y/gA8bA17YLBx9TF3HgwHxUMITrisMI5x1fuycDeBCxTefsJ6tLwjMpvzVMPv8QR+KHOcgQZWfnXvgEZp0yXwad97c2P/YgzQAIQ4eBGIki1MAaiT67xQPq72+/9zbbcRtHJWl5Vn4j3xHiO56dSjf/KC/4x85IERyG9HAE6o5kPNEjS56HbCBYRPAWYHh/eFlA869VdxUxptkQI6r2QgjDkoSHZHKBtY1fHS6zuv2bt9ntO7YS6/Qude/nTL19fFmAaZNpeN9vxHn/XjYHzXwnQH5s7jLwAAAkETx59T/ZvLYUs8FdRMX2mw0VSyF+/2xp4SgfVGd0EceCf77sBk4/RLRCWEI8mfUKXYlh7m8hinCCFyhbs/peHk02Oi/5Vrz14/9WpwTkwzAroxEpxJgAILY1+jgIA0dOEhTr7069r99SZgQN/MDeOTnwgCsx50mfaAIENQCG8jjgD8sapxCt1dlNcW///NEhx9QMwBho0TUzxC9/mU1vX/WYaCnHzugOIZBAExtt379xEvmrx2RklFeFtRRcD3AgSd7Y/8+U+IbGAggAwBA7NH//eRxwB8WyjkfcRZdD+0m2vdFNTqPGo7iz7ypRthsAjgj4GRkQN6GBw/ijAA3CfB7vWYEeCTEcfMsxH8b0cltxq8dl9QMQFQRvdX2QTQBFJsCtr1CUxZdRfWT4h2YIT84RCdf/V2YH5FDBgAZAACSJv4ck67w+n7Tin8DcdvXE03U7+RYtIyA03Z+LmxkAef5BaZ2uB9IiN9jlUng4zi82fz1w1J6O5fZHfn2tV9WxgeIk2nvbsfNACADAGpK/DnlzyVnntr9Jy120O5PatR96Mlgj31IqMoJIYpDkjq0rJeuOpwROL5Vjeid1gjwNk2zxHe/Ws0M8M/8/tFT5hkELo60a0Y48rT4Tv3mr7+UydCwFF0bfZAZALvXuB5gMOZ6AC5GPHP4CA3u2et5HzIyAFUJugGCaoVjTk/t/hwBOxlJj6NaNgB+OCQU/gSPo1p4HBlzw5WU53yhThBPJsuy8niubN8piyNvrhHgMQD4+7CpcQr3Fph6bmk/XDDIg/hoWQUe7a/pPPv9nNphfY64+99xFwmAIHIFYeQbrPZ5tFAPMDPG8QFm3nlbmGMCYBRAGAAAEhP982A/bV7fz13Z7FL/nGr3Kv4s+ocyRG+Kx7MmEVZlv2ve7ohUKpbLii1mCBMwO080xcYMaCl4zQi4Lfzjc8Fi70Twy7IQb6hNEVbsMkj/BynQUsRGwIzXH3iEJsY4PgAXAp5zycV0wmctgMlf2jHcddIJagBAtYl/F/mY5Y+jZDuhY/G3E7ZKWMB3ZyT6WV2GXspKdEAn/l7EjN+7V+zjl2Jfz2QztDdjL2dc5MfH3f918+54QcHiv+9B6zoEznb0Z4KT4bAF3e/+fxdzPcD0BIxQCGAAAAhL/PkO52uoX7vUPwubVUFbJdye/yqLtBD+XKZc9IMSLE6h/4bNhTACTrrTaeK8/8FwjIAT8Veif3HMIxbnQnLwWlLF3mhfPF8AZwLiYlLbVWF1Cczh7pNOUAQIqkX8OeX/A/IxLc+0m9UiODNY0FjYRh1U+58tRLfbhSgfd1HlLvlYx4V0nAngWgIufrAbh44zApzN4AI9Nj8NAWgD7++N79mLP7f9vyjOTd5C7MMo8nP7WtD750K8xmlTY2sK4M6Wx7e9EvRu13xnQIYJgAEAIBbxZ73jwX5ave6DB/yZajOB2oHvqNX1dhwTgr9NRPzcvS0f6c1dhUfUY/PBF3eLgwHc2QicelUVb94JGwHJZXWQ1rww8JyzsQS2ZqWiMZJMjE0YQh3Efv3u68T239GkKy6NZXyAppkz6NBPfkr5kbNB7nalMAADuBPBAAAQh/hzUr7Nz3648M9qGlsu+ONudXa8JoR3pxC3UQuB9hPlO13HxuPNwvj6U0kmJ6PSc9Q+mFNFnI0OC3m2ybogktP93M2PxX/kiLNzzfUPv8tInkU/ydkBJ9vLQnxPv7abpi95Z+TXC3cJ5GGK/XQJrGDgo7n8X+NOlE7QCwCknVV+xZ+r4q0K/5y0+3M89VI2QycjLC13MkPbYbHRT8VxXZqXaW7e+Xxu3H2PF0U0GtWxBCrxMrMgp/45+icbgXeS6fCzLu66gtN7+mnPA4/QeR/+QOQXzKw7b6PDwXUJRBfAFIMiQJDm6J8L/rp8XQCN9qn/N35oI5bizv58XUZ5dCssfsTMTti051xot1VE3L/Kloru3KBkBvaMXdzCn/3LTMa290NQ5yQKA+blNY2DT/b67pbnBS4EnHDJxUFN77sFdyIYAABSJ/4MV/1bpbg59c8ZACvx35bN0NmQvmdQwsfv4Sl3n67LuBp4J0g48j8hkePo348RitKA+TmdO78QT9dAfZdAn0agF3cjGAAAohT/VUGIP4/4ZzU6njbbnhPxjyIFbfceJ+3mLDVPi2PelYnWBbD4H5TsU/9hin4cvsfuOFj8c+u+EflxtbRdRY0VXQJlh4ZA9zq3/8MAwAAAEJn4s/AvC2JfXPhnBbf7m3VnY/F/OaDIPyjRszMG+ucvCwPwc3H8IxH8zlj8+03E36/Z8SLwQRdc+jUYA30v0hsxTB187k0dToXe7PWNuCPBAAAQpfivC2JfPNmNVeEfD5CjFcFVclon/kFHn36FT3JhCLhAcHNdpiwyj1r83WQw/BqhpKE/tv2PfV+ZsCdKpl7/NsqOa7bdziwzII4fEwDBAAAQifgvC0r8uc1/uk30f8gkIOPufTsz/iJ/KaIo30m0yhkALg70WiBoBu+Lmxrcir/b7xpFhB9EU47dMXNTwGtrvxzpNcXiz00BHsl9BOl/GAAAIhB/Fv5VQe3PrvCPB8QxK/zjPv5uqv39RP5eBdDqfWb74SwAZwOCGJv/cGFfxyVyLf5BmoKwUv1hZQK4a+CBx34Q6bU1+87bvL51Je5M6QcDAYE0iH9XUPvjaW6t2v65zf+Nx43b/g8IcdyfcTZ7XVDr/GYBnIiv9nO+YATYBPDAQRNdlocPKk0jklJfkLcwHZKP4/cyMJDR60EPMBTUPk6++jtqWXRVZKMEchbgxPYdbpsfOPrvxt0JGQAAUiP+zLnvsX6du/1x9X8l3O7Ps/l57YIXRNQZlFia/ayt454CPG7Aj+vU3gKDNgd2vDC4z491KX/J4WeG8d2ciG+Yvye/7F73zUivs2nXv81tV8DluDshAwBAWMLfcu9EelY8vTXI/XKXvwlX2Ef/RmPZv8oV81KwIu4lCxC0CTBbxwu34/NwwmwCOCvARYOnCsMLH1GG880oET+/zuP6Szb7JI/H6CfiDypKDyvqN1o3elw4UHE+z7nk4kiuN56YiEcGHB0cdNIVsPcjGPoXGQAAQhL/VgpgbP9KuM+/3VS/Zt3+eIa901Iwwu5V+P1kHSSHok8WZmBILG8UxvDXliMSFXtCSA6/o9MmALcRv5voP+hul2FkBA589/s0uKc/uizAO95uuL7CCPCEP0txl4IBACAM8WfRfyFo8We43d9uUhtlNrwKThem2DUTk6CEPcq2frIRfL9I5K8JIIjshluTFJSp85rpMXrt9QibAma8u93y9YIR6PiDXB6z/lURaAIASRH/LvHw/7N3dUFSXNf5du/yK4EWKAwS2PQaFKdsx8w+xDh5kJZylLKrkHZxEkmIn92NS3GqqAooUexK8sDuS5TEsndJwkuSyq7ih1Sk2FoSOSUXcRicqihSHhgQhFgLpiUtAoQW1iDYZYHp3DPdw/YOPd33dt/b0zPzfVW3pqd7+memp+/3nXPPOZdCoBeqPja5/pduDP8MzWEfNPZ/psVkNw21JBJXLKga65ex/A3B72AIHE9UjNQqMFBmexrraCjASGkogGYJpEDAG9VnCezj5P86eip4AABANflTit+wjmOLuP7J8g+a3OYj061dryp6P+52nQF/TJDojZAWtU+Y4EhSG0C18FJl6TOF133p3w+nViBo1a91hpH/CHoqCAAAUEn8bbyRy3+vrnNEuf5pzL9avf8PEqT86SCbqH2jrGzZIMA41yLj/tc5JBBHUMSZcTGOV0fmvlOBoPdTmiuAggGp+Wv989bxNMgfAgAAFJM/mRtnmYbx/jLI8g8r90sg8g9y/RP5zyS0CONY+SrG+pnEe8bkhgJkPAFxxYCOeABdokEF6Uetu/7TMXa1cDyV53L1rBeA6vy3c/IvoLdqXBj4CYAakP+gTqufQAV/1u4M/wwF/o1/L8Dq4u14q1l69UdBBy2LrlPx2bBlmW1h60S2xe1QRMgvjVoBEmJrki8XvNdjAfs/6i3m+HJb3HOKbKOCPb/4woBQ7f6kOL7vT/ue+K9zsPqbAK34CYAUiZ+s/WGdVj+BXP6ru6I/N5EPXv8ht/7v+DpgWTL07xO1f7XPyi4HbWMh7ysJx9FoGcS1hJNE/Mfcl4ieLN8jvOV32EVb9Dv+k2W2ef9rMqE3eq9tMt8/DDQUMPHjPPvE41/V/px+YeCPLfbYbnRY8AAAgDLyJ4t/X7lT1IlVXe5sf2Ggin+U9x9k/b9dYf3r9gLIHkPW2k/L+hfpWFR6ARRZ+bRMUvClnYrHul+xzJIg8DwFnYbvvx83S+AzfzbA5q9YrvsRsq3Hdrej14IAAAAVVv+gZxFpB6X8rQif5rw05j/+D8FFf6jWfzn4TzfZZ8HlL0P2ToIORKZQkCryF1gm4h/YldKsdt93BUE3b12G5wWTFQJLc19g63Y/m8blbuUiYBQ9GAQAAMQhfrJ2ylZ/Klj0ScYefDL6c+dfDk77I6v/ROvcqX6TeAFUewTiWPsypO+k2LmIBidqIn/bI/6RWj0fP7DMNsMVxV2ed8AS9QS0P/977D79tQHyXABsRk8GAQAAsuTf7Vn9VlrnpKC/h54MT/kjVHP9l61/ammSvbFgPpu3cjlr5c1c4F78/DWrXUFy9WN2+9rHntfiGm8fs1uXLrM7N2cSiwARwnc0dCZJhwCSkj8RP38/tCtjFe1GLdPyhEA5fiBXTQgQ+ZMISAHtXATY6NEaFwgCBFQSP3Viwywld38Z5aC/KPKnqP9q5E/W/4e+kr9hQXxxt/uXF392A1vw6XVs4fpPSX9fEgHT4xfY9LnzbOrMe6HBgH4CqRbo52i2DtKIBxAI9KNo/r6ejKa1dbsBh3M8Ev9imZ2eiKZGwoC8am3XfzqWo9TAFLwAexhm/oMHAABCLcVBZv3sOyVXf2/a5ybSJ8ufPABhoPF+GvcPyvknXKiw/lWO5c8hY27xt235Mpu/drWS709egeunTrNrR0/y7ziTOAAwjuUv26nozgoI2DbEib+hiMw+dIBEwVnNp5n0vACo/9+gQCEgIAnxt/FGrv6zK7/CeqMs8FqRP+HS69XJ32/9S1iUsbYveWSTMvIntC69nz2wKcdWP9PF5q9crqTan5GwsYjjyq5LMIMgEdfmRiN/gueaz2s+DXkcutHTQQAAwByLnzdy9V9hXkGfJZ8TJ+O0yZ/G/a+fDhEHFXn/omQeJ+1MJflXCoFP/MZX74qAOFP+qkZUaWDNKYHk6u/oSSnCv0YYSOEc+xgAAQAAnPRzHvGT67G3cnu5+h6l4en0BpQD/kTIn4i/2rh/2fq/ZBqxyF5WJFCwXwsnan2iaD57YFNH6HXKWv5xyT7qHFHrE84VMOpZ/nYjP4/WY7tJ3OiOabDsQwc60fs1JhAECETi/Y2sd20v62GCwX2Ui08eAbK8r52o7nqPAyrws/IrYgKDgv4uRUxgWrb+RavtBRGX6Gd1Wf9+LKoIKowKAGQC30+FJ0BmW0IvwAgn/r4mejz3M00zafpAz36eAfAAAM0BKuBDNft5uzIzwYY5kUpZAUTQy36FsU8961bmI0GQxCtA0/rScVZ1iZP/By8HF/vxW/8f+az/pO5//3LQunl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I draw black and white illustrations of dresser-style objects, focusing on the visual appeal of the clock and the bottle icon. The design emphasizes the visual appeal of the dresser, with the clock positioned prominently and the bottle icon clearly visible. The overall aesthetic is clean and minimalist, with a focus on the visual elements of the object. | {
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",
"path": "emoji_u1f6b4_200d_2640.png"
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"path": "emoji_u1f633.png"
} | Generate code for a svg of a flushed face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="1696.9" gradientTransform="matrix(1 0 0 1 0 -1634)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</g>
<g id="facial_expressions">
<g id="flushed-face">
<g id="blush">
<radialGradient id="SVGID_1_" cx="78.3084" cy="-948.814" gradientTransform="matrix(0.98 0 0 -0.93 -49.42 -800.35)" gradientUnits="userSpaceOnUse" r="19.44">
<stop offset="0" style="stop-color:#ED7770"/>
<stop offset="0.9" style="stop-color:#ED7770;stop-opacity:0"/>
</radialGradient>
<circle cx="27.2" cy="82.2" r="17.5" style="opacity:0.8;fill:url(#SVGID_1_);enable-background:new ;"/>
<radialGradient id="SVGID_2_" cx="147.368" cy="-948.814" gradientTransform="matrix(0.98 0 0 -0.93 -49.42 -800.35)" gradientUnits="userSpaceOnUse" r="19.44">
<stop offset="0" style="stop-color:#ED7770"/>
<stop offset="0.9" style="stop-color:#ED7770;stop-opacity:0"/>
</radialGradient>
<circle cx="94.88" cy="82.2" r="17.5" style="opacity:0.8;fill:url(#SVGID_2_);enable-background:new ;"/>
<radialGradient id="SVGID_3_" cx="147.43" cy="-923.9" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" r="19.44">
<stop offset="0" style="stop-color:#ED7770"/>
<stop offset="0.9" style="stop-color:#ED7770;stop-opacity:0"/>
</radialGradient>
<circle cx="99.8" cy="82.2" r="17.5" style="opacity:0.8;fill:url(#SVGID_3_);enable-background:new ;"/>
</g>
<line id="mouth" style="fill:none;stroke:#35220B;stroke-width:8;stroke-linecap:round;stroke-linejoin:round;" x1="56" x2="71" y1="96" y2="96"/>
<g id="eyes">
<g id="peepers">
<path d="M89.2,41.8c9.61,0,17.4,7.79,17.4,17.4c0,9.61-7.79,17.4-17.4,17.4s-17.4-7.79-17.4-17.4v0 C71.81,49.59,79.59,41.81,89.2,41.8" style="fill:#FFFFFF;"/>
<ellipse cx="89.2" cy="59.2" rx="7.5" ry="7.6" style="fill:#422B0D;"/>
<path d="M38.7,41.7c9.61,0,17.4,7.79,17.4,17.4s-7.79,17.4-17.4,17.4s-17.4-7.79-17.4-17.4 C21.31,49.49,29.09,41.71,38.7,41.7" style="fill:#FFFFFF;"/>
<ellipse cx="38.7" cy="59.1" rx="7.5" ry="7.6" style="fill:#422B0D;"/>
</g>
<g id="eyebrows">
<path d="M46.56,27.27h0.1c0.95,0.35,2-0.14,2.35-1.09c0.35-0.95-0.14-2-1.09-2.35 c-1.79-0.8-3.69-1.31-5.64-1.5c-5.25-0.63-10.55,0.77-14.8,3.92c-2,1.51,0.07,4.06,2.05,3.06 C34.82,26.74,40.82,26.02,46.56,27.27z" style="fill:#422B0D;"/>
<path d="M80.86,27.27h-0.1c-0.95,0.35-2-0.14-2.35-1.09c-0.35-0.95,0.14-2,1.09-2.35 c1.79-0.8,3.69-1.31,5.64-1.5c5.25-0.63,10.55,0.77,14.8,3.92c2,1.51-0.07,4.06-2,3.06C92.64,26.73,86.62,26.01,80.86,27.27z" style="fill:#422B0D;"/>
</g>
</g>
</g>
</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a a deep red barn surrounded by golden fields. | <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="#df5b54" d="M0 0h96v47l-25-1-8-8-16-4-11 12q-3-3-7-2l-7-1-22 3z"/><path fill="#ded7ca" d="m50 35 13 3 11 10-1 2h-6l-9-5z"/><path fill="#551b23" d="m50 35 8 10-2-1-8-8q-6 4-10 10l-4 3-1-1 3-2 11-12z"/><path fill="#f9bf34" d="M29 44q4-1 7 2l-3 2h-1l-13-2-3-2z"/><path fill="#f5ac35" d="M29 44H16l3 2 13 2-1 2-3-2-28-1v-1l22-3z"/><path fill="#9f2629" d="M56 44q0 5-3 6 3 2-1 2h-7v7l-12-2-2-7 1-2h1l1 1 4-3q4-6 10-10z"/><path fill="#2a111e" d="m47 38 2 2-1 3q-2-3-1-5"/><path fill="#3b1a1f" d="m58 45 9 5h-3q-4-2-6-5"/><path fill="#f8b636" d="m71 46 25 1v11l-17-2q-2-3-5-2v-4l10-2H74z"/><path fill="#8e2127" d="m56 44 2 1q2 3 6 5h9l-1 11q-12-3-23-2 0-2 3-1v-6q4 0 1-2 3-1 3-6"/><path fill="#19111f" d="M52 52v6q-3-1-3 1h-4v-7z"/><path fill="#f8b32e" d="m0 47 31 3 2 7H12l4 1-16 2z"/><path fill="#f7a232" d="M74 48h10l-10 2v4q3-1 5 2l17 2v9q-3-2-4-1-3 3-4 0l-5 3-2-2 4-2h-3l-1-3-1 1q-2-4-5-1l3 1q-3 0-4 3h-4l-2-1 4-4 1-11z"/><path fill="#c76133" d="m79 56 1 1q-12 1-1-1"/><path fill="#f18f32" d="m33 57 12 2h4q11-1 23 2l-4 4 2 1h4q1-3 4-3l-3-1q3-3 5 1l1-1 1 3h3l-4 2 2 2q-2 4-1 10l-3-8q-2-4-5-1 3 3 4 9l-2-2v1q-2-3-1-4-3-1-4 1v6l-2-11 2-3h-4q-3 3 0 4v4l-3-2v-7q-4-1-6 1-3-2-4-1h-8l-4 2 1 2-1 2-3-4-3 2q-1-10-3 0-6 0-7-4l4-2-7-2-6-3-1 3q-6-3-12 0-3-2-4 1v-3l16-2-4-1z"/><path fill="#f7b23f" d="m23 62 2 2-1 2q-9 0-16-4-3 1-4 5-2-3-4 0v-4q1-3 4-1 6-3 12 0l1-3z"/><path fill="#f6be58" d="m64 73-1 6q-3-6 0-10l-5-2q2-2 6-1z"/><path fill="#f59235" d="m24 66 2 6-3-2-1 1v8l-4-7-1-5-1 1H9q-3 1-3 4l-5 1q-1 2 1 3l-2 3V67q2-3 4 0 1-4 4-5 7 4 16 4"/><path fill="#f5b656" d="m54 66 2 6q5-4 2 0l2 1-1 10-1 2-1-4-3-10-4-1-1-1q-2 0-1 3l-5-2-1-2 4-2z"/><path fill="#96543b" d="M69 70q-2-2-2 1-3-1 0-4h4z"/><path fill="#76473a" d="M92 66q1-1 4 1v3q-3-4-4 0z"/><path fill="#f1aa4c" d="M92 66v4q1-4 4 0v1q-7 6-4 15l-1 5q2-2 5-1v2q-2 1-2 4h-6q-2-12-5-1-6-5 0-8h6l-2-10q-3 0-4 5-4-3-5 2v-5q-1-6-4-9 3-3 5 1l3 8q-1-6 1-10l5-3q1 3 4 0"/><path fill="#f7bf58" d="m16 68-1 7-1-1q-2-6-4-1l-1-2-4 4-1 4 3 2 2 4 2-3 1 2q-3 2-3 5l-5-5-3 6 2-12-1-2q-2-1-1-3l5-1q0-3 3-4z"/><path fill="#e87631" d="M50 70q0 4-3 7-1-3 1-5-1-3 1-3z"/><path fill="#d56f36" d="m42 85-1 8-2 2-1-10-1 6-2-13v-4q0-3 3-1z"/><path fill="#f8bf5b" d="m26 72 1 2 1-3 2 4 1-1 1 4 3-4v4l-2 4q-3-2-5-1l-1-5q-2-3-2-1l-1 8h-2q-2 1-1 4h-3l-3-2q1-3 4 0v-9q-2-3-2 0-1-3 1-4l4 7v-8l1-1z"/><path fill="#e78d3f" d="M54 66q1-1 4 1l5 2q-3 4 0 10l3 3v4l-3-4v14h-7V86l1-5 1 4 1-2 1-10-2-1q3-4-2 0z"/><path fill="#e36b33" d="m64 73 3 2q2 4 1 10l-2-3-3-3z"/><path fill="#f1a950" d="M18 72q-2 1-1 4l-6 2 3 9 1-2 3 2q-4 3-9 2 0-3 3-5l-1-2-2 3-1-10-1 2q0-2-2-2l4-4 1 2 4 1 1 1 1-7 1-1z"/><path fill="#a16646" d="m14 74-4-1q2-5 4 1"/><path fill="#e1813d" d="m15 85-1 2-3-9 6-2q0-3 2 0v9q-3-3-4 0"/><path fill="#d48644" d="M5 75q2 0 2 2l1-2 1 10-2-4-3-2z"/><path fill="#924834" d="m57 81-1 5-2-3v1q-3-4 0-7z"/><path fill="#b8512a" d="M78 79v5l1 6-2-1-1-11v-1z"/><path fill="#f49f43" d="m23 62 7 2-4 2q1 4 7 4 2-10 3 0l3-2 3 4 1-2 5 2q-2 2-1 5 3-3 3-7l4 1 3 10-3-4q-3 3 0 7v12h-4q-1-5 2-7l-1-4-1 1-2 2v-8q-5-1-5 5-1-4-1 0l-4-12q-3-2-3 1l-3 4-1-4-1 1-2-4-1 3-1-2-2-6 1-2z"/><path fill="#f4cb6c" d="M96 71v3q-5 3-2 9l-2 3q-3-9 4-15"/><path fill="#e87833" d="m2 76 1 2-2 12q2 3 3-1 3 3 2 7H0V79z"/><path fill="#f8bc55" d="M48 88h-2l-5 7h-2v-1l2-2 1-8q0-4 1 0 0-6 5-5z"/><path fill="#7b2f2c" d="M52 89q-3-1-2-3l1-1z"/><path fill="#e78237" d="M88 96H75q-1-4 1-6 2 5 3 0l-1-6q1-5 5-2 1-5 4-5l2 10h-6q-6 3 0 8 3-11 5 1"/><path fill="#e4873a" d="M96 74v16q-3-1-5 1l1-5 2-3q-3-6 2-9"/><path fill="#f3973c" d="m35 78 2 13v2l-2-4-3-6q-3 3-2 7v6h-2l-3-8q-1-2-3-1v9h-1l-2-6-1 3-1-1-5 2q-4-4-3 2H6q1-4-2-7-1 4-3 1l3-6 5 5q5 1 9-2h3q-1-3 1-4h2l1-8q0-2 2 1l1 5q2-1 5 1z"/><path fill="#f7bb5a" d="m35 89-4 3-1-4v2q-1-4 2-7z"/><path fill="#672e34" d="M39 95h-2v-5l1-6z"/><path fill="#c76a39" d="M50 86q-1 2 2 3-3 2-2 7h-1l-1-7v-1z"/><path fill="#a24b2f" d="m66 86 2 7q-5-3-5-6v-5z"/><path fill="#ea7f36" d="m35 89 2 4v3h-5l-1-4z"/><path fill="#601f27" d="M56 86v10h-2V83z"/><path fill="#f6ad4b" d="m69 70 2 11v-6q1-2 4-1-1 1 1 4l1 11 2 1q-1 5-3 0-2 2-1 6H63v-9q0 3 5 6l-2-7v-4l2 3q1-6-1-10v-4q0-3 2-1"/><path fill="#ad6236" d="M71 84q3 3 0 9z"/><path fill="#df6b31" d="M28 96h-6v-9q2-1 3 1z"/><path fill="#f68c33" d="m48 89 1 7h-8l5-7z"/><path fill="#984d2f" d="m31 92 1 4h-2v-8z"/><path fill="#e16d36" d="M21 96H9q-1-6 3-2l5-2 1 1 1-3z"/><path fill="#984529" d="M96 92v4h-2q0-3 2-4"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a siblings holding hands as they walk to school. | <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="#fdfcfc" d="M0 0h96v51L78 61l-13 2q-3 3-7 3-2-5-1-8l3-8q0-4-3-6 3-3-1-5-4 2 0 5l-3 9q-1 4 3 5l-2 3v4q-1 6 1 14l7 1 16 8 8 2v3q4-1 10 2v1H0z"/><path fill="#f4b98e" d="M57 44h-1q-4-3 0-5 4 2 1 5"/><path fill="#402a33" d="M44 42q-3 0-3 3l-1-1q-3-7 4-5z"/><path fill="#afa3a0" d="M44 42q-2 2-1 6l-2-2-2 5-1-3q0-3 2-4l1 1q0-3 3-3"/><path fill="#393036" d="m38 48 1 3q-3 3-3 0-1-3 2-3"/><path fill="#283540" d="M56 44q3 2 3 6l-3 8h-1q-4-1-3-5z"/><path fill="#373d4e" d="M43 59h-1q0-4-1-3l-2 2v-5h5z"/><path fill="#f9ead6" d="M96 51v26q-16-3-30-12l-1-2 13-2z"/><path fill="#9f8880" d="M56 58q-1 3 1 8-2 0-2-2 0-3-2-3z"/><path fill="#f0efe3" d="M42 59v6l-3-1 2-8q1-1 1 3"/><path fill="#594c53" d="M54 61q2 0 2 3l-2 1z"/><path fill="#faf8f0" d="m65 63 1 2q14 9 30 12v18q-6-3-10-2v-3l-8-2-16-8-7-1q-2-8-1-14l2-1q0 2 2 2 4 0 7-3"/><path fill="#c9b9b2" d="m41 56-2 8 3 1v-6h1q-1 3 2 6-5 3-8-1l2-6z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a set of fine china stacked neatly on a wooden shelf. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#eee8dc" d="M0 0h96v54l-15 1v3l15 1v8l-14-1q1-3 5-3-1-3-2 0v-3q-8-1-5 5l-5 1V56q0-8-5-2-3-3-3 0l7 3q-4 1 0 4l-3 1 2 4q-16-1 0 2l-2 1H61v-5q2 1 3-1h-3q-1-3 1-4-4-1 0-2l-2-1q-4 3-8 0l-4 2q-4-1 0-2l-6-1 7-2 3-2-7-1q-4-1-7 1l3 4-6 2q-3 2 0 3l1 1-5 1-5-2 7-4-14-4 2-1-6-2v4l6 2h-8l-3 1 4 4q2-2 6-2 3 0 5 2-3 2 0 3-6 0-9 3l3 3q-9-3-15 0v-6H0z"/><path fill="#e1ccb0" d="M42 43q7-1 16 1l-15 1z"/><path fill="#f3ddaf" d="M71 47h20l-1 2H72z"/><path fill="#d6c4ae" d="M42 55h-1l-3-4q3-2 7-1l7 1-3 2z"/><path fill="#aca196" d="m75 56-1 1-7-3q0-3 3 0 5-6 5 2"/><path fill="#f5eccd" d="M96 54v5l-15-1v-3z"/><path fill="#c9c5be" d="M26 60h-1q-2-2-5-2-4 0-6 2l-4-4 3-1h8l-6-2v-4l6 2-2 1 14 4z"/><path fill="#a2a09a" d="m41 55 6 1q-4 1 0 2l4-2q4 3 8 0l2 1q-4 1 0 2-2 1-1 4h3q-1 2-3 1v3h-3v-5q-3-2-6-1-9-3-17-1-3-1 0-3z"/><path fill="#ede9dc" d="M52 61q3-1 6 1-2 1-1 4h-7q-1-4 2-5"/><path fill="#574b44" d="M75 56v7l-2 3-2-4 3-1q-4-3 0-4z"/><path fill="#b6b0a7" d="M7 63q3-3 8-1-3 1 0 4-5 2-8-1 3-2 0-2"/><path fill="#a8a39d" d="m25 60 5 2 5-1q17 1 0 2-3 4-7 5l-10 1-3-3q3-3 9-3-3-1 0-3"/><path fill="#c9beb0" d="M52 61q-3 1-2 5h7q-1-3 1-4v5l-23-1v2h-6q4-1 7-5 17-1 0-2l-1-1q8-2 17 1"/><path fill="#997960" d="M58 67h3v1H35v-2z"/><path fill="#aea497" d="M96 67v3q-6-3-12-2-5 0-8 2l-5-1 2-1q-16-3 0-2l2-3v3l5-1q-3-6 5-5v3q1-3 2 0-4 0-5 3z"/><path fill="#844c2c" d="M0 63h4v6H0z"/><path fill="#c49e7b" d="m19 69 10-1h32v1z"/><path fill="#cdab8a" d="M65 69h6l5 1h15l-23 4v4l-1-2v-5l1-1z"/><path fill="#bb8456" d="M0 69h65l3 1-1 1q-6 0-11 2l1 1-57 1z"/><path fill="#a87147" d="M67 71v5H0v-1l56-2q5-2 11-2"/><path fill="#f6f0e1" d="M96 70v2q-5 4-10 2-2 0-3 2l-15-2 23-4H76q3-2 8-2 6-1 12 2"/><path fill="#d0c8ba" d="M96 72v4H68v-2h18q5 2 10-2"/><path fill="#5c301a" d="M0 76h67l1 2 3 4-4-1q-2 0-2 2H0z"/><path fill="#f4f2e9" d="M68 76h28v1q-4 2 0 3v5l-14-1 3-1-14-1-3-4z"/><path fill="#8f796b" d="M96 77v3q-4-1 0-3"/><path fill="#895735" d="M0 84v-1h65l6 5h-8q-4-1-1-4z"/><path fill="#b27e53" d="M0 84h62q-3 3 1 4h8l16 2 3-1 6-1v8H74l1-4q-37-2-75-1z"/><path fill="#e1d5c5" d="m71 82 14 1-3 1 14 1v3l-6 1q-3-5-3 1l-16-2-6-5q0-2 2-2z"/><path fill="#7c6d5f" d="m90 89-3 1q0-6 3-1"/><path fill="#aa7548" d="M0 91q38-1 75 1l-1 4H0z"/></svg> | |
{
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} | Generate code for a svg of a golden hay bales stacked neatly in the sun. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f6eed2" d="M0 0h96v69q-7-2-15-2l1-11q4 0 4-4 2 1 3-1l-1-1 2-2-9-32-6-11-15-2H28l-8 2-1-1q-5 1-8 4l-1-1-7 6-2-9-1 1z"/><path fill="#f6eed5" d="M82 56q-3-3-6-2h-1l-4-3q-10-3-21-1-2 2-1 3-3 3-6 1-5-3-8 0H23q-5 3-2 8v5h-5L0 68V5l1-1 2 9 7-6 1 1q3-3 8-4l1 1 8-2h32l15 2 6 11 9 32-2 2 1 1q-1 2-3 1 0 4-4 4"/><path fill="#eebf57" d="M71 51h-9q-7-1-13 2-1-1 1-3 11-2 21 1"/><path fill="#eba01d" d="M62 51q11 3 0 6 2 4 5 1v2q-6 2-9-3l-1 2-4-5-1 2 4 4q-11-3-14 8l-4-4q1-3 4-5h-1q-4 2-6 6 2-7 9-9l-1-1v-1q3 2 6-1 6-3 13-2"/><path fill="#ed951f" d="M42 55q-4 1-7 5-2-3 1-5z"/><path fill="#eb9e21" d="M35 54q-3 3-3 9-1-2-3-2l-8 1q-3-5 2-8z"/><path fill="#edab20" d="M76 54q3-1 6 2l-1 11q-2 0-2 2-2-3 1-5-4-4-4-10"/><path fill="#d7731a" d="M43 54h-7q-3 2-1 5-2 3-1 9l-6 3v-1h3l-1-7q-4-2-9-1v-1l8-1q2 0 3 2 0-6 3-9t8 0"/><path fill="#f2c524" d="m42 55 1 1q-7 2-9 9v1l-1 3q-1-6 1-9 3-4 7-5"/><path fill="#e2821a" d="M62 51h7q5 6 0 12-3-1-4 1-3-3-6 1 0-5-3-5l-4-4 1-2 4 5 1-2q3 5 9 3v-2q-3 3-5-1 11-3 0-6"/><path fill="#eeab1f" d="M69 51h2l4 3q0 4-3 7 6 1 0 2 3 0 0 3l-3-3q5-6 0-12"/><path fill="#e69118" d="M75 54q0 6 4 10-3 2-1 5h1l-3 2-1-9-1 7-13-1-1 2-1-1 2-4q2-2 3-1 1-2 4-1l3 3q3-3 0-3 6-1 0-2 3-3 3-7"/><path fill="#e6921c" d="M21 63q5-1 9 1l1 7h-3l-7-2z"/><path fill="#f0b517" d="M56 60q3 0 3 5 3-4 6-1-1-1-3 1l-2 4z"/><path fill="#edad12" d="m30 64-1 6q-4-3 0-4-3-2-4-1 2-2 5-1"/><path fill="#fce769" d="M16 67 0 69v-1z"/><path fill="#fcde28" d="M16 67h5v2q-3-1-3 1-10 1-18 5v-6z"/><path fill="#e38b17" d="m56 60 4 9-4 2 1 1-9 3-1-1 2-2q-4-1-5-4 0 3-3 1-2 3-3 0l-3-3v-1q2-4 6-6h1q-3 2-4 5l4 4q3-11 14-8"/><path fill="#d47919" d="m77 71-3 1-13-2 1-2 13 1 1-7z"/><path fill="#c0661a" d="m60 69 13 2H57l-1-1z"/><path fill="#b36a1d" d="m21 69 7 2v1q-3-1-5 1-5 0-5-3 0-2 3-1"/><path fill="#c57e10" d="m35 66 3 3q-3 0-1 2l10 3 1 1q-7-1-12 3-10 3-8-6l6-3z"/><path fill="#cb6a18" d="m47 74-10-3q-2-2 1-2 1 3 3 0 3 2 3-1 1 3 5 4z"/><path fill="#d08e13" d="M18 70q0 3 5 3v11q2-1 3 2l2 10H0V75q8-4 18-5"/><path fill="#fad821" d="M81 67q8 0 15 2v27H80l-12-6 1-2-8-2-2-3-8-4h7v-7h16l3-1 3-2h-1q0-2 2-2"/><path fill="#f8cc18" d="M57 72v7h-7l8 4 2 3 8 2-1 2-32-12q5-4 12-3z"/><path fill="#d99812" d="M28 72q-2 9 8 6l32 12 12 6H28l-2-10q-1-3-3-2V73q2-2 5-1"/></svg> | |
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",
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} | Generate code for a svg of a a diagram of a view of a view of a view | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" width="320px" height="354px" viewBox="-0.5 -0.5 320 354"><defs/><ellipse cx="160" cy="212" rx="60" ry="40" fill="#e1d5e7" stroke="#9673a6" pointer-events="none"/><g transform="translate(123.5,198.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="72" height="27" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 12px; font-family: "Lucida Console"; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 73px; white-space: nowrap; overflow-wrap: normal; text-align: center;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;"><font face="Helvetica" size="1"><b style="font-size: 24px">PRINT</b></font></div></div></foreignObject><text x="36" y="20" fill="#000000" text-anchor="middle" font-size="12px" font-family="Lucida Console">[Not supported by viewer]</text></switch></g><ellipse cx="259" cy="40" rx="60" ry="40" fill="#e1d5e7" stroke="#9673a6" pointer-events="none"/><g transform="translate(227.5,26.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="62" height="27" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 12px; font-family: "Lucida Console"; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 63px; white-space: nowrap; overflow-wrap: normal; text-align: center;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;"><font face="Helvetica" size="1"><b style="font-size: 24px">EVAL</b></font></div></div></foreignObject><text x="31" y="20" fill="#000000" text-anchor="middle" font-size="12px" font-family="Lucida Console">[Not supported by viewer]</text></switch></g><ellipse cx="60" cy="40" rx="60" ry="40" fill="#e1d5e7" stroke="#9673a6" pointer-events="none"/><g transform="translate(25.5,26.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="68" height="27" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 12px; font-family: "Lucida Console"; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 69px; white-space: nowrap; overflow-wrap: normal; text-align: center;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;"><font face="Helvetica" size="1"><b style="font-size: 24px">READ</b></font></div></div></foreignObject><text x="34" y="20" fill="#000000" text-anchor="middle" font-size="12px" font-family="Lucida Console">[Not supported by viewer]</text></switch></g><path d="M 125.5 48 L 125.5 38 L 175.5 38 L 175.5 27.5 L 194.5 43 L 175.5 58.5 L 175.5 48 Z" fill="#bac8d3" stroke="#23445d" stroke-linejoin="round" stroke-miterlimit="10" pointer-events="none"/><path d="M 250.5 90.77 L 258.97 96.07 L 219.57 159.11 L 228.48 164.68 L 205.26 172.58 L 202.19 148.25 L 211.09 153.81 Z" fill="#bac8d3" stroke="#23445d" stroke-linejoin="round" stroke-miterlimit="10" pointer-events="none"/><path d="M 99.37 170.51 L 90.23 174.57 L 58.35 102.85 L 48.76 107.11 L 55.2 83.46 L 77.08 94.52 L 67.49 98.79 Z" fill="#bac8d3" stroke="#23445d" stroke-linejoin="round" stroke-miterlimit="10" pointer-events="none"/><rect x="85" y="303" width="150" height="50" fill="#fad9d5" stroke="#ae4132" pointer-events="none"/><g transform="translate(107.5,303.5)"><switch><foreignObject style="overflow:visible;" pointer-events="all" width="104" height="49" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: inline-block; font-size: 12px; font-family: "Lucida Console"; color: rgb(0, 0, 0); line-height: 1.2; vertical-align: top; width: 105px; white-space: nowrap; overflow-wrap: normal; text-align: center;"><div xmlns="http://www.w3.org/1999/xhtml" style="display:inline-block;text-align:inherit;text-decoration:inherit;"><h2><font face="Helvetica">ALLOC / GC</font></h2></div></div></foreignObject><text x="52" y="31" fill="#000000" text-anchor="middle" font-size="12px" font-family="Lucida Console">[Not supported by viewer]</text></switch></g></svg> | |
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"path": "b9dad9bec26f7f37bceb0d5e97ec58da0a1dfaf69053375e187a3cf48f317f7f.png"
} | Generate code for a svg of a a close up of a blue and purple stair with a white background | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="641.36923" height="527.41116" viewBox="0,0,641.36923,527.41116"><g transform="translate(-48.14173,73.25186)"><g data-paper-data="{"isPaintingLayer":true}" fill-rule="nonzero" stroke-linejoin="miter" stroke-miterlimit="10" stroke-dasharray="" stroke-dashoffset="0" style="mix-blend-mode: normal"><path d="M48.14173,454.1593l2.80429,-527.41116h638.56494v527.41116z" fill="none" stroke="none" stroke-width="NaN" stroke-linecap="butt"/><path d="M602.68598,446.04834l-491.65388,-0.68867l0.20359,-172.48898l266.9942,-1.43363l0.44405,-93.96187l223.58079,-2.3659z" data-paper-data="{"index":null}" fill="#4000af" stroke="none" stroke-width="0" stroke-linecap="butt"/><path d="M111.09363,300.63015l0.04142,-30.21099l267.58334,0.68777l-0.11884,21.84091l-6.95861,7.68232z" data-paper-data="{"index":null}" fill="#4926f1" stroke="none" stroke-width="0" stroke-linecap="butt"/><path d="M376.56201,270.92545h2.08168h-263.94459" data-paper-data="{"index":null}" fill="none" stroke="#3eb5fa" stroke-width="7" stroke-linecap="round"/><path d="M378.58175,193.2472l0.02055,-30.21099h223.81034l-0.01391,30.21099z" data-paper-data="{"index":null}" fill="#4926f1" stroke="none" stroke-width="0" stroke-linecap="butt"/><path d="M598.88504,162.5425h-216.91703" data-paper-data="{"index":null}" fill="none" stroke="#3eb5fa" stroke-width="7" stroke-linecap="round"/><path d="M600.63134,168.0633v-213.82246h23.75805v213.82246z" fill="#4000af" stroke="none" stroke-width="0" stroke-linecap="butt"/></g></g></svg> | |
{
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"path": "6497e0498d65ede1c8c96a585de1aa53b7b1db22058d9f04713454ab770f432e.png"
} | Generate code for a svg of a a close up of a flag with a red, white and blue stripe | <svg xmlns="http://www.w3.org/2000/svg" height="480" width="640" viewBox="0 0 640 480">
<path d="M0 0h640v480H0z" fill="#21468b"/>
<path d="M0 0h640v320H0z" fill="#fff"/>
<path d="M0 0h640v160H0z" fill="#ae1c28"/>
<metadata>
<rdf:RDF xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns:rdfs="http://www.w3.org/2000/01/rdf-schema#" xmlns:dc="http://purl.org/dc/elements/1.1/">
<rdf:Description about="https://iconscout.com/legal#licenses" dc:title="Bonaire, Sint, Eustatius, And, Saba, Flag, Country, Nation, Union, Empire" dc:description="Bonaire, Sint, Eustatius, And, Saba, Flag, Country, Nation, Union, Empire" dc:publisher="Iconscout" dc:date="2016-12-14" dc:format="image/svg+xml" dc:language="en">
<dc:creator>
<rdf:Bag>
<rdf:li>Iconscout Store</rdf:li>
</rdf:Bag>
</dc:creator>
</rdf:Description>
</rdf:RDF>
</metadata></svg> | |
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",
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} | Generate code for a svg of a a close up of a video player with a hammer on it | <svg height="48" width="48" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><linearGradient id="a" gradientUnits="userSpaceOnUse" x1="72.093157" x2="71.561756" y1="42.649616" y2="7.276058"><stop offset="0" stop-color="#6a82d4"/><stop offset="1" stop-color="#90b0e0"/></linearGradient><linearGradient id="b" gradientUnits="userSpaceOnUse" x1="72.093157" x2="71.561756" y1="42.649616" y2="7.276058"><stop offset="0" stop-color="#16a085"/><stop offset="1" stop-color="#2ecc71"/></linearGradient><linearGradient id="c" gradientUnits="userSpaceOnUse" x1="11.660663" x2="10.415977" y1="56.928329" y2="32.880904"><stop offset="0" stop-color="#cdd0d1"/><stop offset="1" stop-color="#f6f6f7"/></linearGradient><linearGradient id="d" gradientUnits="userSpaceOnUse" x1="14.428456" x2="5.505778" y1="47.467573" y2="39.642166"><stop offset="0" stop-color="#16a085"/><stop offset="1" stop-color="#2dcb72"/></linearGradient><g transform="matrix(.800313154128 -.011029996061 .011029996061 .800313154128 31.328981200809 -2.990980703993)"><rect fill="url(#a)" height="36.295765" ry="1.5" transform="translate(-79.137894 2.18613)" width="48.232185" x="47.935978" y="7.164441"/><rect fill="url(#b)" height="36.295765" ry="1.5" transform="matrix(.98570591 -.16847515 .16847515 .98570591 -87.874765 22.846708)" width="48.232185" x="47.935978" y="7.164441"/><path d="m-4.1034787 28.913566-1.743304-.873426c-.2171962-.108822-.6247283.239828-1.0379458.832081l-.746958-.374239c.2269888-.685564.2622015-1.220743.044965-1.329582l-4.2704525-2.13957c-2.192018-.209141-4.403026.09834-6.454469.898714l-1.035044.404191c-.17247.067-.289091.229808-.29801.414717-.0084.184762.09301.357636.258252.440425.0677.03391.142489.0508.21744.04952l1.321375-.02173c1.497522-.02419 2.933348.594597 3.94318 1.700576l.06463.07079 1.040413.521263-3.602988 7.191342c-.235381-.08093-.510923.02277-.659263.268355l-5.240776 7.760709c-.443604.735093-.596169 1.607202-.421994 2.402987.174433.796453.660295 1.443441 1.339222 1.783595.678871.340125 1.488411.342155 2.230689.005.741777-.336877 1.348575-.981408 1.671794-1.776816l3.078787-8.843903c.107978-.265797.0261-.548605-.180049-.688857l3.602986-7.191342 1.4116226.707248c.217187.108808.6248199-.239775 1.0380438-.832031l.7469562.374237c-.2269959.685562-.262305 1.220691-.045061 1.329535l1.7433064.873425c.3091517.15489 1.003737-.605102 1.5514153-1.698234.5474356-1.092775.7403675-2.104093.4312156-2.258985z" fill="#ddf2e9"/><g transform="matrix(.75805453 0 0 .75805453 2.008248 11.856072)"><circle cx="11.184063" cy="45.12323" fill="url(#c)" r="12.348694"/><path d="m14.428456 47.271288-8.9226783.196284 4.2913527-7.825408z" fill="url(#d)" transform="matrix(-.01774298 1.1631677 -1.1631677 -.01774298 62.760227 34.349575)"/></g></g></svg> | |
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} | Generate code for a svg of a yellow brake lights glowing at the traffic light. | <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="#fec311" d="M0 0h96v96H50V68h8l4-2V30l-3-4q-9-2-15 1h-1q-3-2-4-1-3 20-1 41l8 1v10l-1 11-5-1q-5 0-10 3l-10-4q-2-2-5-2h-5l-1 2-9 1z"/><path fill="#e39008" d="m62 30-9-1q-4-3-9-2 6-3 15-1z"/><path fill="#de4202" d="M43 27q5-1 9 2v5q-9-8-10 4l-1 1h-1q-3-7 2-12"/><path fill="#b2680b" d="M53 30v-1l9 1v1h-4v11q-1 6 1 12l2 1 1 2h-4v9l-2-13-3-8 2-1V33q0-3-2-3"/><path fill="#fdf45d" d="M53 34q-1 8-9 5l-1-1q1-12 10-4"/><path fill="#5e3e15" d="m62 31-1 12-3-1V31z"/><path fill="#76300b" d="M53 30q2 0 2 3v11l-2 1q-2 0-1 2l-2-1q-3-2-5-1l7-5q3-5 1-8z"/><path fill="#99320b" d="M53 32q2 3-1 8l-7 5q-2 1-2 4-1 3 2 6l-2 1-2-8q0-4 3-6l-2-3 1-1 1 1q8 3 9-5z"/><path fill="#f7f431" d="m50 46 2 1q2 7-6 8h-1q-3-3-2-6 2-4 7-3"/><path fill="#d88818" d="M43 27q-5 5-2 12l-1 1-1-2v11l2 12 1 5h4v2l-8-1q-2-21 1-41 1-1 4 1"/><path fill="#e39d0c" d="M45 45q2-1 5 1-5-1-7 3 0-3 2-4"/><path fill="#835c18" d="M62 31v35-9l-1-2 1-10h-3v9q-2-6-1-12l3 1z"/><path fill="#eb6d0c" d="m41 39 2 3q-3 2-3 6l2 8q-3 1-2 5l-2-12V38l1 2z"/><path fill="#4a2f11" d="m61 55-2-1v-9h3z"/><path fill="#52290f" d="m53 45 3 8h-3v6q-3-4-7-4 8-1 6-8-1-2 1-2"/><path fill="#181512" d="M45 55q4 0 7 4v6h-3q-2 5-1 12l-3-11h-4l-1-5q-1-4 2-5z"/><path fill="#533513" d="M62 57v9l-4 2V57z"/><path fill="#716951" d="M45 62q2-1 5 1l-3 1z"/><path fill="#894607" d="m56 53 2 13v2h-8v-3h3V53z"/><path fill="#876c20" d="m46 78 1 14-2-3z"/><path fill="#ab8018" d="M20 87H9l1-2h5q3 0 5 2"/><path fill="#8a6c1b" d="M50 65v31h-1V77q-1-7 1-12"/><path fill="#2f2b25" d="m46 66 3 11v19H0v-8l9-1h11l10 4q5-3 10-3l5 1 2 3-1-14z"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white vector illustration of a thermometer icon on a white background:My primary focus is on creating a visually appealing and informative illustration of a thermometer icon. The key mechanics revolve around:* **Composition:** The icon should be visually balanced and easy to understand. The background should be white to avoid distracting from the icon.* **Color Palette:** The color scheme should be consistent and harmonious, utilizing a palette of warm and cool tones to evoke the desired mood.* **Line Weight:** The lines should be smooth and defined, creating a sense of depth and realism.* **Texture and Detail:** The icon should have a subtle texture to enhance the visual appeal and provide a sense of depth.* **Placement and Perspective:** The icon should be positioned in a clear and easily recognizable location, with a slight perspective to provide a sense of depth.In essence, my aim is to create a visually engaging and informative illustration that effectively communicates the concept of a thermometer icon. | {
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{
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"path": "c4165c47d4c2544084aaa486bcf5b96c42f64433fa232f36ec9925468ac18c3c.png"
} | Generate code for a svg of a a close up of a document with a key on it | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" style="isolation:isolate" viewBox="0 0 256 256" width="256" height="256"><defs><clipPath id="_clipPath_DIUxPpL1A4o6jIKxrY3KVZ5F1CHA2mKL"><rect width="256" height="256"/></clipPath></defs><g clip-path="url(#_clipPath_DIUxPpL1A4o6jIKxrY3KVZ5F1CHA2mKL)"><rect width="256" height="256" style="fill:rgb(0,0,0)" fill-opacity="0"/><g><g><path d=" M 156.239 40 L 65.027 40 C 62.487 40 60.429 42.059 60.429 46.053 L 60.429 212.857 C 60.429 213.941 62.487 216 65.027 216 L 190.973 216 C 193.513 216 195.571 213.941 195.571 212.857 L 195.571 80.788 C 195.571 78.601 195.279 77.897 194.764 77.378 L 158.193 40.808 C 157.675 40.292 156.971 40 156.239 40 Z " fill="rgb(233,233,224)"/><path d=" M 190.973 216 L 65.027 216 C 62.487 216 60.429 213.941 60.429 211.402 L 60.429 162.571 L 195.571 162.571 L 195.571 211.402 C 195.571 213.941 193.513 216 190.973 216 Z " fill="rgb(255,193,79)"/><path d=" M 128.095 203.746 L 126.023 197.594 L 115.236 197.594 L 113.186 203.746 L 106.644 203.746 L 117.759 173.887 L 123.46 173.887 L 134.637 203.746 L 128.095 203.746 L 128.095 203.746 Z M 120.609 181.434 L 116.897 192.61 L 124.362 192.61 L 120.609 181.434 L 120.609 181.434 Z M 143.968 173.887 L 143.968 203.746 L 137.815 203.746 L 137.815 173.887 L 143.968 173.887 L 143.968 173.887 Z " fill-rule="evenodd" fill="rgb(255,255,255)"/><path d=" M 157.857 74.571 L 157.857 76.02 C 148.205 79.063 140.562 86.649 137.422 96.26 C 135.263 94.516 132.557 93.429 129.571 93.429 C 123.729 93.429 118.851 97.451 117.446 102.857 L 107.571 102.857 L 107.571 96.571 L 88.714 96.571 L 88.714 115.429 L 107.571 115.429 L 107.571 109.143 L 116.752 109.143 C 115.696 117.512 110.513 124.788 102.958 128.512 C 100.858 124.493 96.697 121.714 91.857 121.714 C 84.924 121.714 79.286 127.353 79.286 134.286 C 79.286 141.219 84.924 146.857 91.857 146.857 C 98.602 146.857 104.077 141.508 104.372 134.836 C 112.716 131.218 118.977 124.191 121.733 115.749 C 123.889 117.487 126.592 118.571 129.571 118.571 C 135.414 118.571 140.292 114.549 141.697 109.143 L 151.571 109.143 L 151.571 115.429 L 170.429 115.429 L 170.429 96.571 L 151.571 96.571 L 151.571 102.857 L 142.36 102.857 C 143.551 93.369 150.041 85.527 158.772 82.372 C 160.632 87.001 165.142 90.286 170.429 90.286 C 177.362 90.286 183 84.647 183 77.714 L 183 74.571 L 157.857 74.571 Z M 101.286 109.143 L 95 109.143 L 95 102.857 L 101.286 102.857 L 101.286 109.143 Z M 91.857 140.571 C 88.391 140.571 85.571 137.752 85.571 134.286 C 85.571 130.819 88.391 128 91.857 128 C 95.324 128 98.143 130.819 98.143 134.286 C 98.143 137.752 95.324 140.571 91.857 140.571 Z M 157.857 102.857 L 164.143 102.857 L 164.143 109.143 L 157.857 109.143 L 157.857 102.857 Z M 129.571 112.286 C 126.105 112.286 123.286 109.467 123.286 106 C 123.286 102.533 126.105 99.714 129.571 99.714 C 133.038 99.714 135.857 102.533 135.857 106 C 135.857 109.467 133.038 112.286 129.571 112.286 Z M 170.429 84 C 168.156 84 166.176 82.777 165.073 80.97 C 165.802 80.904 166.538 80.857 167.286 80.857 L 175.869 80.857 C 174.785 82.733 172.751 84 170.429 84 Z " fill="rgb(200,189,184)"/><path d=" M 157.857 40.475 L 157.857 77.714 L 195.097 77.714 L 157.857 40.475 Z " fill="rgb(217,215,202)"/></g></g></g></svg> | |
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"path": "aea67016cdd948d251a46e30cbf224178fadf1cbe1395fcf0de7b460895cb646.png"
} | Generate code for a svg of a arrows pointing in opposite directions on a white background | <svg version="1.1" xmlns:xlink="http://www.w3.org/1999/xlink" width="34px" height="6px" preserveAspectRatio="xMinYMid meet" viewBox="864 6521 34 4" xmlns="http://www.w3.org/2000/svg">
<g transform="matrix(0.866025403784424 -0.500000000000024 0.500000000000024 0.866025403784482 -3143.46838073424 1314.41629111385 )">
<path d="M 886.146446609407 6530.94644660941 L 881.5 6535.59289321881 L 876.853553390593 6530.94644660941 L 876.146446609407 6531.65355339059 L 881.146446609407 6536.65355339059 L 881.5 6537.00710678119 L 881.853553390593 6536.65355339059 L 886.853553390593 6531.65355339059 L 886.146446609407 6530.94644660941 Z " fill-rule="nonzero" fill="#797979" stroke="none" transform="matrix(0.5 -0.866025403784439 0.866025403784439 0.5 -5208.33370888589 4024.90139343598 )" />
<path d="M 881.5 6509 L 881.5 6536 " stroke-width="1" stroke="#797979" fill="none" transform="matrix(0.5 -0.866025403784439 0.866025403784439 0.5 -5208.33370888589 4024.90139343598 )" />
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a blue truck pulling a boat into the marina. | <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="#81cee9" d="M0 0h96v43q-1-1-3 1v5q-6-1-1 3l-2 1-6-5-13-2-2 1 1 4q-4-3-6 0l3 3h-7l6 2 10 1v1l-9 2-16-2v6h-7q2-2 5-1l-1-7-3 1v-2l2-4 1 4v-6h-7q-4-3-9 0-4 0-5 4l-9 2-2-8-16 2z"/><path fill="#fafcfc" d="M18 55q-3-1-3 1H0v-7l16-2z"/><path fill="#195083" d="M41 49v5h-4l-5-1q9-3 0-3v-1q5-3 9 0"/><path fill="#3b96ca" d="m70 51 6 1-1 3q-5-2-8-1l-3-3q2-3 6 0"/><path fill="#56abd1" d="M41 49h7v6l-1-4q-3 1-2 4v2l-4-1-2 4-2-6h4z"/><path fill="#e3eded" d="m47 51-2 4q-1-3 2-4"/><path fill="#e4eceb" d="m84 48-4 3 2 1q-3 0-3 2l13 1-26 1-6-2h7q3-1 8 1l1-3-6-1-1-4 2-1z"/><path fill="#497086" d="M77 49q2 0 1 2z"/><path fill="#639bad" d="M73 49q2-1 3 1-3 1-3-1"/><path fill="#90b4c7" d="M0 56h15l1 2H0z"/><path fill="#5498be" d="M92 55v1H66z"/><path fill="#61b6d3" d="m32 49-2 3-5 3-1 8 7-1q-2 3-5 2l-1 1 2 3-2 1q-3-3-4-2l2-2-8-1q-3-1-2-3h3v-4l-1-2q0-2 3-1l9-2q1-4 5-4"/><path fill="#aedae9" d="M96 43v18q-9-5-19-2l1 2q-3-1-2-3v-1l16-1v-1l-13-1q0-2 3-2l-2-1 4-3 6 5 2-1q-5-4 1-3v-5q2-2 3-1"/><path fill="#fbfcfd" d="M0 58h16v4h-3q-1 2 2 3l8 1-2 2 1 3-6 3 10 2 35-4v-5l-2-2 3-1 10-1 6-2-1-2q10-3 19 2v35H0z"/><path fill="#153e6c" d="M76 58q-1 2 2 3l-6 2-10 1-3-3h-7q-1 2 1 3l-2 1v-7l16 2z"/><path fill="#77d8f4" d="M32 50q9 0 0 3l5 1 2 6 2-4 4 1 3-1 1 7q-3-1-5 1-2 0-1 2v2q-6-7-10 1h-6l-2-3 1-1q3 1 5-2l-7 1 1-8 5-3z"/><path fill="#337bb0" d="M44 64h7v1l-8 1q-1-2 1-2"/><path fill="#89c9dc" d="m62 64-3 1 2 2h-8q-1-3-3 0l-7 1v-2l8-1 2-1q-2-1-1-3h7z"/><path fill="#1a3864" d="M53 67h8v1q-3 0-5 2 0 3 2 0l3 2-5 1-3-3q-3-1 0-3"/><path fill="#ebf5f7" d="M28 69h5v3h-6z"/><path fill="#f1f8f9" d="M53 67q-3 2 0 3H42l1-2 7-1q2-3 3 0"/><path fill="#819faf" d="M61 68v4l-3-2q-2 3-2 0 2-2 5-2"/><path fill="#112547" d="M21 68q1-1 4 2l2-1h1l-1 3-5-1z"/><path fill="#1f3a62" d="m43 68-1 2q-4 6-9 2v-3q4-8 10-1"/><path fill="#96abb9" d="M37 67q3 0 3 4h-4q-1-3 1-4"/><path fill="#a2d5e7" d="M42 70h11l3 3-30 3-10-2 6-3 5 1h6q5 4 9-2"/></svg> | |
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} | Generate code for a svg of a a close up of a black and white picture of a globe | <svg height="32" width="32" xmlns="http://www.w3.org/2000/svg"><g fill="#515151"><path d="M13.2 6.3zM15.6 1a14.2 14.2 0 100 28.4 14.2 14.2 0 000-28.4zm13 14.2v.7l-.3-.6-.4-1-.5-.4c-.2 0-.3-.3-.6-.5-.4-.2-.5-.3-.8-.3-.3 0-.6-.4-1-.6l-.3-.1.3.7c0 .2.5.4 1 .3 0 0 .2.6.4.7.1.1 0 .3-.4.5l-.4.3-.7.5c-.2 0-.8.4-1 0-.2 0-.2-.4-.3-.6 0-.2-1-1.7-1.6-2.4l-.4-.5c-.2-.1.3-.1.3-.1v-.6-.6l-.6.4c-.2 0-.3-.2-.5-.5l-.4-.7c0-.3.2-.4.2-.4l.4-.2h1.8s.2-.3 0-.5c-.2-.1-.7-.4-.9-.3-.2 0 .1-.3.4-.4l-.6-.1-.6.2-.6.4c-.2.3 0 .6-.1.7a3 3 0 01-.5.2h-.6c-.5 0-.2.5 0 .6l-.4-.4-.3-.7-.6-.4-.8-.4v.4l.6.6.3.4h-.6v-.4c-.7-.1-.5-.3-.6-.3l-.4-.4-.8.2-.4.3c-.3 0-.5.2-.6.4l-.6.7c-.2.2-.5.2-.7.2l-.8-.2v-.8-.6l.4-.1.8-.2.2-.1.3-.4s-.4-.2-.1-.6l.7-.3.5-.3.7-.6.5-.2s.8.7 1 .7l.7-.4v-.5l-.2-.7-.3.5-.3.4s-.6 0-.7-.2l-.2-.5c0-.2-.4-.2-.7 0-.3 0 0-.6 0-.6s.3-.4.5-.4l.8-.3 1-.2h2.5s.9.3.6.5l.5.4c.1.1.5-.2.7-.3a13 13 0 016 11zM5.3 7.6c0 .2-.3.2 0 .7.3.6 0 1 0 1l-1 .6c0 .1-.5.6-.2.5.2-.2.5-.3.3 0l-.8 1.4c-.1.3-.6.8-.6 1 0 .4-.2 1-.1 1.2l-.2.9c0-2.8 1-5.3 2.5-7.4h.1zm1.6-2A13 13 0 0111 3.2l-.3.4s-.4 0-1 .7l-.6.7-.5.5-.5.5-.5.2-.5-.2s-.3.2-.3 0v-.2zm5.8 1.2l-.2-.3.2-.4.5.2v-.9l.4-.2.4.5.6.6-.4.3-1 .2v-.5l-.5.5zm6.4 4.6l.4.2s1.3.2 1.5.4l.6.3c0 .2.4.6.5.8l.3.9.4.9c.1.2 1 1.3 1.2 1.8l1-.2-.3.6c0 .2-.4.6-.5.8l-.7.7c-.3.2-.3.5-.4.7l-.3.6.1 1.2c.1.2-.3.7-.3.7l-.5.4-.6.8v.8l-.6.5-.4.5-1.2.6-1.2.2v-.9l-.3-.8c-.1-.2-.1-.5-.4-.7l-.4-.6.1-.6.3-.7-.1-.7-.2-.8c0-.2-.3-.4-.5-.6v-.5l-.2-1c0-.3-.4 0-.7 0-.3.1-.5 0-.5-.4s-.5 0-.9.2c-.3.2-.7.2-1.1.3-.4.2-.6-.1-.6-.1l-.6-.5a4.8 4.8 0 01-1.4-2v-.8-.7l.4-.8c.1-.3.7-.6.8-.7.2 0 .5-.3.5-.5s.2-.3.3-.5c.1-.2.5-.7.9-.5l.5-.1.8-.3.6-.1.6.1h.6l.2.8c0 .2.2.3.4.4.2 0 1.4.3 1.9 0zm5.6 9.6l-.1.7-.2.7c0 .2-.3.6-.5.7l-.5.5c-.2 0-.3-.4-.2-.6l.3-.7v-.5c.1-.2.7-.4.7-.4l.4-.8v.4zM3 18l.3.2.5.4c.3 0 .4.2.7.4.3.1.2 0 .6.5l.4.6.3.7.6.3.5.2c.2 0 .6.5.8.5.3 0 .3.5.3.5l-.3.7-.2.8.2.5s-.3.3-.5.3c-.1 0-.2.1-.4 0A13 13 0 013 18.1z"/></g></svg> | |
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} | Generate code for a svg of a black and white silhouette of a European plug with a cord. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
Okay, here's a concise summary of my thoughts on drawing a girl: medium-light skin tone, with curves, shapes, and detail:I'm drawn to a girl with a medium-light skin tone, which evokes a sense of softness and delicate beauty. The curves are subtle and graceful, creating a sense of fluidity and movement. The overall composition is clean and uncluttered, with a focus on the details and the girl's overall form. I'm drawn to the way the light interacts with her skin, creating a soft, warm glow that highlights her features and adds a touch of ethereal quality. | {
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<path id="nose_1_" d="M69.07,87.09c-0.14-0.06-0.28-0.09-0.42-0.11h-9.3c-0.14,0.02-0.28,0.05-0.42,0.11 c-0.84,0.34-1.31,1.22-0.91,2.14c0.4,0.93,2.25,3.54,5.98,3.54s5.58-2.61,5.98-3.54C70.38,88.31,69.92,87.43,69.07,87.09z" style="fill:#C48E6A;"/>
<g id="eyebrows_1_">
<path d="M32.45,68.38c4.07-5.82,13.42-6.04,18.48-1.5c0.98,0.88,2.25,2.17,1.61,3.61 c-0.58,1.31-1.96,1.37-3.12,0.92c-3.24-1.25-6.42-1.97-9.9-1.34c-0.9,0.16-1.77,0.42-2.63,0.7c-0.69,0.22-1.31,0.62-2,0.83 C33,72.19,31.32,70.08,32.45,68.38z" style="fill:#AB872F;"/>
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</g>
<g id="eyes_1_">
<ellipse cx="42.4" cy="80.3" rx="6.48" ry="6.71" style="fill:#5D4037;"/>
<ellipse cx="85.6" cy="80.3" rx="6.48" ry="6.71" style="fill:#5D4037;"/>
</g>
<path id="mouth_1_" d="M75.01,97.97c-4.19,2.49-17.91,2.49-22.1,0c-2.4-1.43-4.86,0.76-3.86,2.94 c0.98,2.15,8.47,7.13,14.95,7.13c6.47,0,13.87-4.98,14.85-7.13C79.84,98.72,77.42,96.54,75.01,97.97z" style="fill:#6D4C41;"/>
<g id="hair_1_">
<path id="hair_3_" d="M103.86,18.49c-5.97-6.22-11.63-8.85-12.18-8.92C84.75,6.4,75.83,3.99,64.26,3.99 c-50.85,0-54.38,41.63-52.33,59.88c1.8,16.09,11.49,20.12,11.49,20.12l-1.38-15.82c0,0,18.2-4.79,27.8-12.22 s14.03-13.79,14.03-13.79s3.24,4.8,13.91,13.67s28.26,12.59,28.26,12.59l0.07,15.53c0,0,8.46-3.94,9.88-20.07 C117.75,43.67,115.33,31.58,103.86,18.49z" style="fill:#AB872F;"/>
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<stop offset="0.6985" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_1_" d="M103.86,18.49c-5.97-6.22-11.63-8.85-12.18-8.92 C84.75,6.4,75.83,3.99,64.26,3.99c-50.85,0-54.38,41.63-52.33,59.88c1.8,16.09,11.49,20.12,11.49,20.12l-1.38-15.82 c0,0,18.2-4.79,27.8-12.22s14.03-13.79,14.03-13.79s3.24,4.8,13.91,13.67s28.26,12.59,28.26,12.59l0.07,15.53 c0,0,8.46-3.94,9.88-20.07C117.75,43.67,115.33,31.58,103.86,18.49z" style="fill:url(#hairHighlights_2_);"/>
</g>
</svg> |
{
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} | Generate code for a svg of a the dark green of herbs like basil and rosemary thriving in the garden. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#79ba69" d="M0 0h96v96H0z"/><path fill="#79bc67" d="M81 67v-3q-7-2-10 4l-2-4-1-3 4-5-1-4h-2q4-3 1-8-7 3-3 11l-2 2q-3-3-4 0-3 0-3 3-2-3-2 0-2 0-1 3h-3v-1q-1-3 1-5l-2-2q-3 2-1 4l-3 1v3l-5 1q3-3 0-7l-1 1q-1-6-3 0l-1-3q-6-3-1-6-6-3-3 3-8 2-2 8l-5 1-1 2v4l4 2q-3 3 1 5l6 2h5l1 3-10 1q-7-6-10-13-3-2-4 1l-2-5q1-3-2-3l3-2-2-4 3-4 4-2 1-6 1 2 2-4q2-2 4 1 0-3 2-3l3 3h-3v4l4-1 2 3 1-1 10 2 7-5h5l2-7h8v1l-5 2 3 2q6-3 3 2l2 4q-2 6-1 13l1 2h9l1 1q-3 1-3 4"/><path fill="#61b151" d="m37 55-2 7q-3-2-4 0 4 6-2 7l-4-2v-4l1-2 5-1q-6-6 2-8-3-6 3-3-5 3 1 6"/><path fill="#68b757" d="m52 62-3 3-1-4-1 2v-3l3-1q-2-2 1-4l2 2q-2 2-1 5"/><path fill="#6aba56" d="m68 61-3-4 2-2q-4-8 3-11 3 5-1 8h2l1 4z"/><path fill="#7cc262" d="m61 57-1 8-1-1-1 4q-3-2-4-1v-2h2v-5q0-3 2 0 0-3 3-3"/><path fill="#4fa749" d="m37 55 1 3q2-6 3 0l1-1q3 4 0 7h-1l-1-1-3 3q-2-3-2 0v-4z"/><path fill="#63b651" d="M56 60v5h-2l-2-2h3q-1-3 1-3"/><path fill="#59ab56" d="M41 64q-6 5-5 12l-6-2h5v-8q0-3 2 0l3-3z"/><path fill="#69b757" d="m69 64 2 4v1q-3 0-3 3l-4-5z"/><path fill="#3b9845" d="M49 65q-3 1-2 5h-6q-1 1 1 4l-1 2h-5q-1-7 5-12h1l5-1 1-2z"/><path fill="#88c75d" d="m65 57 3 4 1 3-5 3 4 5-11 2 1-3v-3l1-4 1 1 1-8q1-3 4 0"/><path fill="#83c560" d="M81 67q-5 4-10 2v-1q3-6 10-4z"/><path fill="#5db34c" d="M54 67q1-1 4 1v3z"/><path fill="#419c49" d="M35 62v12h-5q-4-2-1-5 6-1 2-7 1-2 4 0"/><path fill="#5bad4a" d="M47 70h4l-1 2-3 2-2-2-3 2q-2-3-1-4z"/><path fill="#91cd5d" d="m52 62 2 2v2l4 4-1 3h-6l-1-2 1-2h-4q-1-4 2-5z"/><path fill="#7ec25c" d="M47 74q-2 1-1 4l-4 1-1-3 1-2 3-2z"/><path fill="#78bf58" d="m50 72 1 2h6l-2 5v-3q-3-1-5 2l-3-4z"/><path fill="#54ae52" d="m47 74 3 4q2-3 5-2v3q-6 1-9-1-1-3 1-4"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a yellow butterfly fluttering by the wildflowers. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fce88c" d="M0 0h26q4 0 7 5l1-2 5 2q-2 2 2 3l2-4q6 6 6 17l5-4-3-3 3-1 2-8 4-2h4l2 8 4-6q3-3 8 0 4-4 8 0l10 4v33q-3 1-4 4l-4 1v-8l1-2q-4-1-6-4l-3 1q0 7-3 13l2 4q-1 3-4 2-1 3-3 0l-1 4-3-3q-3 0-4 3-6-5 0-8l4-5-2-6 5-16q-8-1-13 5-4 3-6 9h-1l-7-5q-1-6-7-6-2-5-1-8l-3-1-2 3-1-7-4-6H9L6 4q-7 7-3 16L2 48h4q-1 4-6 7z"/><path fill="#fde992" d="M26 0h70v9L86 5q-4-4-8 0-5-3-8 0l-4 6-2-8h-4l-4 2-2 8-3 1 3 3-5 4q0-11-6-17l-2 4q-4-1-2-3l-5-2-1 2q-3-5-7-5"/><path fill="#f9e78a" d="M58 66h-5v5l-2-4-1 13q-1-4-1-1 3 6 0 13l-1-7-1 11h-2l2-15-2-15q-3-1-3 1 7 12 1 26l-3-8q-3-7 3-10-4 0-6 4 0-9 2-16-1-3-3-1l-7 5 2 9q-3-1-3 1h-3v-5l-5 8-2-12q-1-2-3-1l-1-4 2-8 4-2q-3-5 0-8 0-2-2-2h-4l-4-8q1-4 4 0 4-3 7 0l3-2 9 4 7 13-2 2q2 5 2 0 3 6-1 13-1 6 2 1 2-2 5-2h9q2 0 3 2"/><path fill="#fdec75" d="m44 31 7 5 1 6-1 6v-9q-6 0-9 5-6-9-13-13v-3z"/><path fill="#fce86a" d="m64 49-4-1-6-9-2-3q2-6 6-9 5-6 13-5l-5 16 2 6z"/><path fill="#a8a753" d="m51 36 2 3-2 3z"/><path fill="#fae685" d="m44 31-15-3v3q7 4 13 13-3 5 4 8l5 1v-5l1-6 2-3 6 9 4 1q-6 3 0 8 1-3 4-3l3 3q-1 5-5 3-2 0-1 2l-3 4q-3-3-4 0-1-2-3-2h-9q-3 0-5 2-3 5-2-1 4-7 1-13 0 5-2 0l2-2-7-13-9-4-3 2q-3-3-7 0-3-4-4 0l4 8h4q2 0 2 2-3 3 0 8l-4 2-2 8 1 4q-1 2-3 1l-3 1 2 6 1 2v6l-2-3q-5-12-7 0h6l1 3q-7-1-5 5-1 2 1 3 4 0 5 5H0V55q5-3 6-7H2l1-28q-4-9 3-16l3 2q5-3 9 1l8-1 4 6 1 7 2-3 3 1q-1 3 1 8 6 0 7 6"/><path fill="#fbce2c" d="m88 39-3 2v-3z"/><path fill="#9e8a40" d="M18 43q2 0 2 2-2 0-2-2"/><path fill="#f5de5e" d="M51 48v5l-5-1q-7-3-4-8t9-5z"/><path fill="#fee757" d="M71 57q4-1 5 4h3l-5 2q-2-1-2 1l-7-2q-1-2 1-2 4 2 5-3"/><path fill="#fbe67a" d="m65 62 7 2v2q1 4-2 10-2-3-1-4h-3l-2-5q-2 0-1 3l-2-2h-2l-6 3v-5h5q1-3 4 0z"/><path fill="#f6b739" d="M18 62q2 0 1 3-2-1-1-3"/><path fill="#968f44" d="M6 64q3 0 0 3-3-1 0-3"/><path fill="#9aab6b" d="m74 63-2 3v-2q0-2 2-1"/><path fill="#f6db5e" d="M15 67q2-1 3 1l2 12 5-8v5h3l2 1-4 2q2 2-1 3l-2-2-4 3q-3-4 0-7l-5-3-1-4q-3 1-2 5l-2-6 3-1q2 1 3-1"/><path fill="#fee246" d="M66 72q-3 0-3-2-1-3 1-3z"/><path fill="#f8d439" d="m14 74-2 3-1-2q-1-4 2-5z"/><path fill="#ecda70" d="m40 85-4-5v8l-4-1q-4-5-9-2 3 0 0 3l-2-4h-2l4-3 2 2q3-1 1-3l4-2-2-1q0-2 3-1l-2-9 7-5q2-2 3 1-2 7-2 16 2-4 6-4-6 3-3 10"/><path fill="#f7e686" d="M88 39h-3v3zv7l4-1q1-3 4-4v54H60V83l-2-2-2 8q-4-5-3-10 1 3 2 0-3-4-2-8l6-3h2l2 2q0 2 3 2h3q-1 1 1 4 3-6 2-10l2-3 5-2h-3q-1-5-5-4l1-4q2 3 3 0 3 1 4-2l-2-4q3-6 3-13l3-1q2 3 6 4z"/><path fill="#ded175" d="M80 48h2q-1 12 1 24l3-19h1q-2 20-7 41l2-23z"/><path fill="#f7d12a" d="M87 53h-1q-4-3 0-3l3 2z"/><path fill="#f7d23a" d="M82 48h-2q-2-2 1-2 2 0 1 2"/><path fill="#fddf51" d="M10 80H3q2-12 7 0"/><path fill="#fddd42" d="m10 83 1 4-6 1q-2-6 5-5"/><path fill="#ebdc81" d="M45 96H11q-1-5-5-5-2-1-1-3l6-1-1-4-1-3h1l2 3v-6l2-3 5 3q-3 3 0 7h2l2 4q3-3 0-3 5-3 9 2l4 1v-8l4 5 3 8q6-14-1-26 0-2 3-1l2 15z"/><path fill="#ddd27b" d="M53 71q-1 4 2 8-1 3-2 0-1 5 3 10l2-8 2 2v13H47l1-11 1 7q3-7 0-13 0-3 1 1l1-13z"/></svg> | |
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} | Generate code for a svg of a black and white icon of a notebook with text lines on a clipboard. | <?xml version="1.0" encoding="iso-8859-1"?>
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",
"path": "emoji_u1f9d1_1f3fc_200d_1f9b2.png"
} | Generate code for a svg of a person: medium-light skin tone, bald | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="shirt_1_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="20.9752" y2="4.1985">
<stop offset="0" style="stop-color:#F78C1F"/>
<stop offset="0.4945" style="stop-color:#F37F21"/>
<stop offset="1" style="stop-color:#ED6D23"/>
</linearGradient>
<path d="M64.13,94.68c-0.04,0-0.09,0-0.13,0c-25.49,0.03-51.13,7.5-51.13,25.28V124h1.5h1.5h96.27 h1.5h1.5v-4.04C115.13,103.2,89.73,94.68,64.13,94.68z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="neck_1_">
<path d="M54.92,90.08v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98L54.92,90.08z" style="fill:#C48E6A;"/>
</g>
<g id="ears_1_">
<path d="M91.33,50.43H36.67c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41h54.65 c5.89,0,10.71-5.14,10.71-11.41S97.22,50.43,91.33,50.43z" style="fill:#C48E6A;"/>
</g>
<g id="head">
<path d="M64,11.07c-21.36,0-33.52,18.61-33.52,45.4c0,26.64,16.61,39.81,33.52,39.81S97.52,83.1,97.52,56.46 C97.52,29.68,85.36,11.07,64,11.07z" style="fill:#E0BB95;"/>
</g>
<g id="eyes_1_">
<ellipse cx="47.56" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
<ellipse cx="80.44" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
</g>
<g id="eyebrows_1_">
<path d="M54.99,49.82c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18c0.86,0.29,1.64-0.03,1.9-0.39 C55.29,50.99,55.39,50.36,54.99,49.82z" style="fill:#AB872F;"/>
<path d="M87.48,49.82c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18c0.86,0.29,1.64-0.03,1.9-0.39 C87.79,50.99,87.89,50.36,87.48,49.82z" style="fill:#AB872F;"/>
</g>
<path id="nose_1_" d="M67.86,68.06c-0.11-0.04-0.21-0.07-0.32-0.08h-7.08c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69s4.25-1.99,4.55-2.69C68.85,68.98,68.5,68.32,67.86,68.06z" style="fill:#C48E6A;"/>
<path id="mouth_1_" d="M72.42,76.14c-3.18,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.44,5.42,11.37,5.42s10.55-3.79,11.3-5.42C76.09,76.72,74.25,75.05,72.42,76.14z" style="fill:#6D4C41;"/>
</svg> | |
{
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"path": null
} | Generate code for a svg of a a desk with a notebook opened to a fresh page. | <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="#fdfcfb" d="M0 0h96v67h-3l-8-12-19 1-13-3-13 2-2-2-25 2q-2 0-2 3L0 71z"/><path fill="#f9f8f5" d="M96 67v19L86 75 75 60q-3-2-5 1l10 15H58q3-6-1-11l-1-9q-4-1-7 1l-1 16-2-13-2-3-26 1h-7q0-3 2-3l25-2 2 2 13-2 13 3 19-1 8 12z"/><path fill="#f2f0ec" d="M58 76q-5-1-7 3l-35 2 3-12q-1-6 2-9l23-3 2 3 2 13 1-16q3-2 7-1l1 9q4 5 1 11"/><path fill="#faf6ed" d="M11 58h7q2 0 3 2-3 3-2 9-5 5-5 13h16l3 9-1 1 3 1v3H0V71z"/><path fill="#e7ab74" d="M86 75q-3-1-4 2-1-4-4-5l-3-4q0-3-2-3l-3-4q2-3 5-1z"/><path fill="#8e796d" d="M73 65q2 0 2 3-3-1-2-3"/><path fill="#6d615d" d="m75 68 3 4z"/><path fill="#ada89e" d="m19 69-3 12 10-1 18 1-14 1H14q0-8 5-13"/><path fill="#949087" d="M78 72q3 1 4 5l-3 2-10 1q-9-2-18-1 2-4 7-3h22z"/><path fill="#ebc091" d="m86 75 10 11v5H81l-2-7q-4-1 0-3H52q8-2 17-1l10-1 3-2q1-3 4-2"/><path fill="#545856" d="M51 79q9-1 18 1-9-1-17 1h-8l-18-1q12-2 25-1"/><path fill="#f2cea5" d="M62 81h17q-4 2 0 3l2 7H61z"/><path fill="#f4dcbd" d="M44 81h18l-1 10H33l-3-9z"/><path fill="#dc9f6a" d="M33 91h63v5H51q-6-4-12-3v3h-4v-3l-3-1z"/><path fill="#f9f8f2" d="M51 96H39v-3q6-1 12 3"/></svg> | |
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"path": "ed2720ff118c90e2e4ca4655f430a6dcbdb7d5e541ce041bc217bf4aafcd9cc9.png"
} | Generate code for a svg of a arrows pointing in opposite directions in a hexagon shape | <svg width="16px" height="16px" viewBox="0 0 16 16" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>mirror</title>
<desc>Created with Sketch.</desc>
<defs></defs>
<g id="Octicons" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="mirror" fill="#000000">
<path d="M15.5,4.7 L8.5,0 L1.5,4.7 C1.2,4.89 1,5.15 1,5.5 L1,16 L8.5,12 L16,16 L16,5.5 C16,5.16 15.8,4.89 15.5,4.7 L15.5,4.7 Z M15,14.5 L9,11.25 L9,10 L8,10 L8,11.25 L2,14.5 L2,5.5 L8,1.5 L8,6 L9,6 L9,1.5 L15,5.5 L15,14.5 L15,14.5 Z M6,7 L11,7 L11,5 L14,8 L11,11 L11,9 L6,9 L6,11 L3,8 L6,5 L6,7 L6,7 Z" id="Shape"></path>
</g>
</g>
</svg> | |
I draw a green vine curling up a weathered fence, a simple yet elegant design. The vine is a slender, slightly curved shape, with a gentle, almost organic feel. The fence is a simple, sturdy structure, with a weathered, slightly weathered appearance. The vine is positioned in a relatively open position, with the curve of the fence subtly hinted at. The overall composition is clean and uncluttered, emphasizing the natural curve and the simple, elegant lines of the vine. | {
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tTQLHwSeRTVD9o4cMGSKVSq2trdFl1Qc07Adta2vz8vIqKiqCDfSfy9u1HW6IIENvSGh06NChUql01KhR6LJ6HTRckXg83rFjx0g4Y9Iy2j5Y8hhqnDVDbzAMxMaYL/7QiHjI/fv3hUIhLbVC2nbUd3V1BQQEZGVlwQa6OBmkiPnUT4XTMHAcRKxuStoDcR0dNmzYqVOnRowYgSypV0Dbmo7NZqenp4eEhMAGnizo8J5b39bGXEcVAsPAlu/NF30AcR29d+/ezJkz7969iy6r3tD50MFisfbs2fPBBx/ABp4ue+7lV9faqlHFJur5j0YXQmj07t27jo6Ojx49QpfVS9D8VMxisZKSkj766CPYwPJznW6z6xobGY0qBIaBLT+Yf/g+hEZv374tFAop0yj9ZRsMw7Zu3frJJ5/ABl6t7HJyr62p1UAXFJXINRo0z5B4yK1bt2bNmlVTU0P6SysqKr7++msiR9IvUAAAhmGbN2/+7rvvYAOrbnW7etY9eAgzh5WhFzo6YOePFoH+POIhVVVVs2bNqq2thf2ujo6ONWvWTJo06ZdffiGUG+wXoCMyMpKERn+/0+0kqvt3NaNRhdDRATt/tAzwg9DozZs3nZ2dGxoaiIecPn3a1tY2JiZGJpNhxLqaq5BAAQCRkZEJCQkEU/8v9+73OLrV3vgNepAcw19hsUDidjiNVlZWOjg4EPFNPHnyZOXKlTNnzqyqqpL/F7UUKABg+fLlu3bt0oF8p1lXL3P2qL18hepJ2hqGXKPzYDRaUVHRr0aPHTs2YcKEbdu2/bUfm7oKFACwePHilJQUXch3ms3NLzzn1J2/yLjyFYLFAru2W/rPhdDo1atXHR0dm5pe0T+/rq4uJCTEw8PjwYMHL/0vNRYoACAgIODAgQN6enA70J48eeHpU1dyinHlKwSLBX5KgNPolStXHB0dm5v/1h8qIyNj/Pjx+/fvf2UIQYGq7s6LuXPncrlcX19fqDYQbe24X2D9gX18R3sDdLkBAC5e7gwMedzxXGNfaMF2R/3ll1/c3Nzy8/ONjY2rq6uXLFlSWFjYx/EEBarq3e0KCgq8vb1hx8Sw2VjyT5azPbiIspIjkT73C6x/3qnSPyDFTJ8+ffbs2evWrev3lPn4+GRmZvb7gaouUADA6dOn3d3dYdtAsFhgxzYLqPozCQqLO+YFP+5kNArPnDlzDh8+3O9hKroG/SvvvfdecXGxhYUFVJRMBpauaEQ9WtPR3kCcZKmnx2ytgka9H5JeYvLkyYWFhbBtIHAcfPZ504870Hbg8XDj7k1itlFDo1ECBQDY2tqeOnVq0KBBUFE4Dj7/qvnr9RDdh0ng6c5N/onPaBQKTRMoAGDs2LElJSVDhw6FDYyLh+uQTQLv2dyEeAvGMkUcDRQoAMDGxub06dOjR4+GDdyyrfXjT9HOMQqaZ8holDiaKVAAwPDhw0+fPj1+/HjYwKTkp6FhDT0od5UEBxr+uAVitrs2o7ECBQAMGDBAIpG89dZbsIGH0ts+XNqA1Ha3YL7h99+Yo/t8jUGTBQoAEAgEUqmURMPVzOy2gJDHSKvry0KNYjYxbSb6QcMFCgAwMzMrKCggMaKYAttd2FK4WZpaiOYLFPzZuJrEQCq57e7pU4QPTR+Fwc0u0jbUfrMIQXg8Xk5Ojre3d35+PlSg3HZ3JMPKwgLVX+naSNOeHgDVK97Ozi4rK8vAAO1OFyJcunRp2bJld+7coTcNNXgXTwTSbSAmjGfnZKIdvvFFVHP8doi3WY6Ojjk5Ofr6FI1R7E1HR0dMTMw333zT3U3SpGCgj/W7z2vBggVisbjfj1LvW/x/kbeBCA4Ohg28dr3L2R2t7W5TtNnH4cbEjy8sLPT29qZrHprcNhQdHU1OnSOG6x7JEEyexOn3SK1Yg/4VFouVnJxMog3E7d+R2+42RJlB9UI6efJkYGBgD9KabS9624ag0NEBHywwPH96kMMsAyI3Za0TKFCgDQRq2x2GgbgYuB4eWVlZVGr0lbYh4kwYz5bkD9gWZ8HjYQAAIstGbRQo+LMNxKpVq2AD6+plIq+6yl9R2e7k/REWhkDsT83IyFi0aBE5xRCnD9sQEfQ52NpI09KiAZP/+b/bOpEHGy0VKAAAw7DY2FgSFvvHDTLX2QhtdxgGtm62gPJM7t27d/HixegeZPu2DfXL1Hc5Z08NXLvahM3+m9qYK2j/REZGbtq0CTZKbruTlqKy3ck9k3PnQGh0z549ERERSs+kpqbG0dHRz8+P3DRAY2OdH741z88d8MrJjkr8g9JYgQIA1q5dS6INRFs7Pmde/fGTHYiyYrFA0k5LHy8Iv1R8fDyJRUvfXLx4kUSTazluLgYXywYtCzV63dYtIgIl2PpAkwUKyLaB6OzEgxc+PpoL59Qjjlyjbi4Q1fgtW7asW7cOUT7EsRKwUpL56amCwYMUrRxr+y3+vyxevHj//v2wbSC6uvCQDx+nHkI1VJzNxlKS+S5OEBqNjo4msWhRFhgGAv15l84O8vIkcO1n1qBQBAYGpqamwraBkNvuoIa2QMFmY/uT+TNnQLwx+vLLL2NiYhDl0wcjR+oey7b6aYelmRkhwTBrUGj8/Pyys7Nh3x/KBwuhs90Z6GPpBwQz/g8iq88//zwhIQFRPr3R1QWrVhpfLBv0r/cgkmSe4skgEony8vIMDeGc8nLbHdSGDyi4BljGAcG7dv2/G/wzHzw8PDwxMRFRPi9RdGLA+q/NYEdWMAIliVAozMvLMzaGeDMuZ/2mFnTWUB4Py04TTCHw/loOjuPLly9PSkpClM9fGWNNZkAjU6gnj7wNhLk5tCsjLh6h7c7ISOfoYcEkWzbB43EcX7p06cGDB5FkozDMFVQhJk+eXFRUZGlpCRuI1HZnbKyTk2ll+w+iGpXJZMHBwenp6UiyUQxGoIpia2tbWloK2wYCILbdmZjoHMmwGjeW6F1VrtHc3FwUySgCI1AlIG8DMWTIENhApLY7Cwud40es3nyDqEa7urp8fX1PnDiBIhnSMNvtlIONjc2ZM2dIzPFFarvjW7LyjloRHx8v12hJSQmKZMjBXEGVBuk2EEhtdwI+KyfTauRIom+/2tvb3d3dS0tLUSRDAkagymTgwIHFxcUk2kAgnXY3eBDrxFGrEcMhNOrh4XHhwgUUycDCCFTJWFlZkWsDcaWiy9kD1bS7IYN1T+RYDR9GVKOtra3Ozs6XL19GkQwUTB1U+cjbQEydOhU28GZVt9tsVLa7oUN0c7OsBg4gunWopaXFxcXl2rVrKJIhDnMFRYKJiUlhYaG9vT1sIFLb3aiRuidyrAZYEdVoQ0ODvb39jRs3UCRDEEagqJC3gXB2doYNRGq7G22tl3fUirh5v76+3snJicaeC4xAEcLlcuWtSmADkdrubMbo5WQKzM2Jnq+HDx8KhcLq6moUyfQLI1C0sNnsjIyM+fPnwwYitd1NGM8+lmVFcEcmAOD+/ftCofDu3bsokukbRqDIYbFYYrF44cKFsIFIbXdvTWTnZlmZmhI9a3fv3nV0dFRksDs5GIFSAYvF2r17d3h4OGygfNpdYTES293bb7EzDwkMDYmeuNu3bwuFwrq6OhTJvA5GoBSBYRg5R2V7B+4/H5Xtzm4K50i6QN7DgwhVVVXOzs7k7MXkYOqg1CFvAxEVFQUbiNR2964dJzvNisclqtGKiorew17RwVxBqWbdunUkWpUgtd1Nm8o5uF9A3Ixx5coVkUj09Cna0XtymN1MNBAZGbl9+3bYNhBIbXezZuofSuFzCGu0vLzc1dX12TNUXur/wVxBaSEsLCwxMRG2DQTSaXcOs+CGhZaVlXl7e0NNOCcBc4unjdDQUBJtIAAAcfGtiDQKOyy0qKjIy8sLaYNcRqB0EhgYmJKSAtsGAshtd58hsd3BDgvNz8//9NNPlZ/HnzCNG2jG39+fRBsIAEDSHlS2O9hhoffu3VN+En/CNA+jH5FIlJ2dTWIcBzrbneoMC2Vu8SqBi4vLyZMnjYwgGnvLQWe7U5FhoUyhXlWYMWMGuTYQ6Gx3qjAslLmCqhBTpkwh1wYCne2O9mGhzEOSakG6DQQ62x29w0KZK6jKMXbsWIlEQqINBDrb3UdhxmsjTZX+sURgBKqKvPHGG+TaQKCz3a1dbbJ6FQ0DbRmBqijyNhDjxo2DDURnu/v6C9NPPlbFocuMQOlh4MCBEolk4sSJsIHobHfRX5lCDQtVHOYKqtJYWVmdOnWKRBsIdLa7DVFmoTDDQhWE2W6n6piZmeXn55NoA4HIdodhIBZyWKgiMIV6NcDU1LSwsHDWrFmwgYhsdySGhZKGucWrBzweLzc318nJCTYQke2OxLBQcjACVRu4XG5ubi6JNhCIbHckhoWSgBGoOsFms9PT00m0gUBkuyMxLBQWRqBqhq6urlgsfv/992EDEdnu5BoVwQwLhYIRqPrBYrH27NmzYsUK2EC57W77TiXb7uSDGKGGhRKHEahagmHYtm3bSAx/x3Gw5kvl2+7YbCxVzHdyUL5GGYGqKxiGxcXFkWgDAdDY7jgcLEXMhxoWSgSmDqrekGsDAdDY7rgG2OFDgunTlKpR5gqq7pBrAwHQ2O64BtjhA3ziw0L7hbnFawJhYWE7d+6EbQMB0NjuYIeF9g0jUA1hyZIl+/btI9EGIjO7LXCBkm13sMNC+4ARqOYQFBSUmppKog3EifwOHz8l2+5gh4W+DmY3k0bh5+eXlZVFog1E6Znn3v5Ktt3BDgt9JcwVVNNwd3cn1wbibLnybXeww0J7wwhUAyHdBgKF7Q52WOhLMHVQzYR0G4ibVd0ir7qHj5Sp0cGDWMezrTj6qLqUEBQoyT8RFaesrOzMmTNPnjx50WdRu6enp9+Ow+3t7f12Kuy3tXZXV1dbW1vfxzx79qy7u1ueVd9HvpJbt7sd3WqPZVuNInvZ682woSQ/SomvEjRQoDdu3HB3d29paaE7EaqR2+5ys5TwGK4gTHe719LQ0ODp6amF6pSDdNodcZiHpFfz/PlzT09PGmdUqgJIp90pEa0TKI7jixYtKi8vpzsR+kE67a5fCHYO0zqBRkVFpaam0p2FqiC33RVJkEy76xtGoK8gLS1t48aNdGehWrR34H5Bj3OOIZl21wdK7L0INEOgZWVlCxYsIFIc1ja6uvDgD1BNu3sdzBX0b1RXV/v4+CAdqqLWyGRgWXijeD91GiV4pdAKgba2tnp6etbX19OdiErz4gUIj2hUuu3udSj3CqrGhfru7m5fX99r167RnYii6Olh/Y4uNuTp9LMjDwOmxn1dbtIy2mzG6KGwyL0EI9D/sHLlysLCQiJHYhj44Vvzl7bnGBlhLFZfv5EuC/Q7lp3LxTjsfn5oExMd2sduUAnBRwENF2hsbOzOnTsJHrzuS9Oli6lrPqjlMA9JIC8vLzIykuDBwYGGqtliWFPRdoFevXrV399fJiO0tWz6NP34WJqHBmkbWi3QmpoaT09PghPPbcbope3ns/tbIzIoGa0VaEdHh5eX1/3794kcbG6uk3GAb2qqTv9ArULTBPrixYugoKALFy4QOVjedch6FM3bIrUTLS3Ur1mzJjs7m8iRGAZ2xFu8N13J/YYYCKKNa9Dk5OQffviB4MFfrDGloMs1w+vQOoGWlpYuXbqU4MG+PrzIT5iiEp1ol0Crqqq8vLy6ugh5GKZN5ezaTv+0dC1HiwTa1NTk4eHRr2dSzsgRugfEfA6HkSfNaItA5XtBbt++TeRgMzOd7HSBpSULdVYM/aItAg0LCyspKSFypJ4elpLMH23NFJVUAq0Q6KZNm37++WciR2IYSIi3+Nd7TFFJVVBuHRRTQadEZmamn59f301B/ouuLhg65OU9WUZGOiwV/dMjCpuDcQ3Ucj3d1Q3KzvZvKD1x4oSLi0u/h6ncdrvLly+HhIQQVCcAoKcHVP+h/DHrDKhRy1v8w4cPZ8+e3d5OtRGRgXrUT6BPnz4ViUQPHz6kOxEGKlAzgcpksqCgoIqKCroTYaAINRNoREREbm4u3VkwUIc6CTQpKenHH3+kOwsGSlEbgebn5y9btozuLBioRj0EeuPGjXnz5pHrKcyg1qiBQLW82ayWo+oCZZrNajkqLVCm2SyDSguUaTbLQBAa3sUXFxcfOHBg1KhRJGJbW1sJtmxQQQjuvNYS1Hg3E4OqQWSgFCxGRkZExjz/P8f7SEJx1XphAAAAAElFTkSuQmCC",
"path": "042836e0545ff6484b1f241952294f521e11d5dae34db9ea19383666115f2fe0.png"
} | Generate code for a svg of a a close up of a yellow and black z logo | <svg width="100px" height="100px" viewBox="0 0 100 100" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>mdpi/*/icons/svg/thunder</title>
<desc>Created with Sketch.</desc>
<defs></defs>
<g id="*/icons/svg/thunder" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="Group" transform="translate(5.000000, 0.000000)">
<path d="M38.8003231,34.5593559 L0.17886879,0.57120715 L37.4871893,0.634173123 L83.4441706,47.2325306 L89.5145426,43.3159947 L89.3018255,99.5811081 L12.1079101,99.5003647 L27.0215051,81.9237398 L55.0463539,81.7619869 L5.95081087,34.5476053 L38.8003231,34.5593559 Z M54.5313326,52.2605374 L70.3103579,68.5244423 L70.3103579,55.7063192 L75.6510922,52.2605374 L54.5313326,52.2605374 Z" id="Path-6" fill="#000000" fill-rule="nonzero"></path>
<polygon id="Path" fill="#F4ED1F" points="14.7025992 6.00849806 53.302086 39.7283515 19.5406262 39.7163631 68.5501646 86.5025994 29.6112864 86.7256983 23.9280918 93.3746154 83.8006732 93.4367821 83.9545659 53.0294557 75.8321089 58.2315652 75.8321089 81.5003979 41.593927 46.4687468 75.3172476 46.4687468 35.1533128 6.04276015"></polygon>
</g>
</g>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a close-up phone with a white background:I'm drawn to the intricate details and the visual appeal of a phone. The focus is on the subtle textures, the precise placement of the phone's components, and the overall sense of form and movement. I aim to capture a sense of depth and realism, emphasizing the visual interplay between the phone and the surrounding environment. The white background provides a clean and uncluttered space, allowing the phone to stand out and be easily recognizable. | {
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} | Generate code for a svg of a a close up of a phone with a white background | <svg xmlns="http://www.w3.org/2000/svg" width="24.258" height="30" viewBox="0 0 24.258 30">
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",
"path": "fbac65c329fc0bbd2802972416537fbe8b4a1f28b047b322db169a32c7a63b30.png"
} | Generate code for a svg of a a black and white photo of a chinese character with the word u | <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="M905 48v369c0 38 -9 56 -37 66c-29 11 -76 12 -147 12c-4 -19 -14 -45 -25 -63c57 1 106 1 120 1c15 -1 19 -4 19 -17v-368h70zM593 531h-265c-26 15 -54 30 -85 43h251c33 -11 68 -27 99 -43zM773 671v-54h-234v54h234zM773 769v-56h-234v56h234zM237 713v56h232v-56
h-232zM237 617v54h232v-54h-232zM846 812h-679v-209c-14 5 -28 9 -43 14c-9 -17 -27 -42 -40 -54c126 -33 224 -79 278 -126l71 17c-12 10 -23 21 -36 31h266l14 -4l42 37c-26 20 -58 39 -93 56h220v238zM696 88v287h-69v-287h69zM491 186l42 18c-73 175 -249 263 -441 303
c-7 -16 -23 -41 -35 -53c85 -15 167 -41 237 -79c-30 -22 -68 -48 -100 -66l46 -33c33 19 74 44 104 67c40 -30 74 -65 99 -105h-206c-42 35 -90 66 -137 89c-10 -12 -34 -32 -50 -43c83 -35 159 -89 209 -153h-173v-57h482v57h-234c-14 20 -29 40 -46 58h189zM122 961
l-63 -41c45 -27 91 -72 124 -105l62 36c-35 35 -79 80 -123 110zM333 845l62 -18c20 33 44 77 53 107l-67 20c-8 -29 -29 -74 -48 -109zM534 846l61 -22c26 30 57 73 70 102l-63 25c-13 -29 -42 -73 -68 -105zM739 850l54 -36c41 30 94 73 121 104l-57 40
c-24 -30 -76 -76 -118 -108z" />
</svg> | |
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",
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} | Generate code for a svg of a a black and white photo of a camera with three eyes | <svg t="1599046884140" class="icon" viewBox="0 0 1024 1024" version="1.1" xmlns="http://www.w3.org/2000/svg" p-id="1226" xmlns:xlink="http://www.w3.org/1999/xlink" width="200" height="200"><defs><style type="text/css"></style></defs><path d="M909.312 481.28c-26.624-12.288-59.392-8.192-83.968 10.24l-49.152 36.864v-53.248c0-73.728-59.392-133.12-133.12-133.12H208.896c-73.728 0-133.12 59.392-133.12 133.12v319.488c0 73.728 59.392 133.12 133.12 133.12h432.128c73.728 0 133.12-59.392 133.12-133.12v-6.144l49.152 36.864c26.624 20.48 57.344 24.576 83.968 10.24 24.576-12.288 38.912-36.864 38.912-67.584V548.864c2.048-30.72-12.288-55.296-36.864-67.584z m-2.048 290.816c0 14.336-6.144 24.576-16.384 30.72-12.288 6.144-28.672 4.096-40.96-6.144l-81.92-63.488c-6.144-4.096-14.336-6.144-22.528-2.048-6.144 4.096-12.288 10.24-12.288 18.432v47.104c0 51.2-40.96 92.16-92.16 92.16H208.896c-51.2 0-92.16-40.96-92.16-92.16V477.184c0-51.2 40.96-92.16 92.16-92.16h432.128c51.2 0 92.16 40.96 92.16 92.16v94.208c0 8.192 4.096 14.336 12.288 18.432 6.144 4.096 14.336 2.048 22.528-2.048l81.92-63.488c12.288-10.24 28.672-12.288 40.96-6.144 10.24 6.144 16.384 16.384 16.384 30.72v223.232zM309.248 313.344c45.056 0 79.872-34.816 79.872-79.872s-36.864-79.872-79.872-79.872-79.872 34.816-79.872 79.872 36.864 79.872 79.872 79.872z m0-118.784c22.528 0 38.912 16.384 38.912 38.912s-18.432 38.912-38.912 38.912-38.912-16.384-38.912-38.912 18.432-38.912 38.912-38.912z" p-id="1227"></path><path d="M249.856 446.464c-43.008 0-77.824 34.816-77.824 75.776 0 43.008 34.816 75.776 77.824 75.776s77.824-34.816 77.824-75.776c0-43.008-34.816-75.776-77.824-75.776z m0 110.592c-20.48 0-36.864-16.384-36.864-34.816s16.384-34.816 36.864-34.816 36.864 16.384 36.864 34.816-16.384 34.816-36.864 34.816zM583.68 315.392c61.44 0 110.592-49.152 110.592-110.592s-49.152-110.592-110.592-110.592c-61.44 0-110.592 49.152-110.592 110.592s49.152 110.592 110.592 110.592z m0-178.176c38.912 0 69.632 30.72 69.632 69.632s-30.72 69.632-69.632 69.632-69.632-30.72-69.632-69.632 30.72-69.632 69.632-69.632z" p-id="1228"></path></svg> | |
{
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"path": null
} | Generate code for a svg of a a purple flower bed surrounding a small statue. | <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="#fcfbfb" d="M0 0h96v96H0z"/><path fill="#7e58c2" d="m51 55-5-1V44l3-7q3 8 2 18"/><path fill="#afaae1" d="m46 54 5 1h5q-2 1-2 4H43l-1-3v-1z"/><path fill="#a67ccd" d="M80 58q2-1 3 1h-4z"/><path fill="#7a42b4" d="M14 60q2-1 3 1-3 1-3-1"/><path fill="#986bc8" d="M86 60q3 1 0 4l-2-2z"/><path fill="#7c43c3" d="M8 62q2 1 1 4-4-2-1-4"/><path fill="#6c4399" d="m42 55-6 2 6 4-6-1 3 4-5 1v3h-3v-3l-4-1 1-1 5-1v-6z"/><path fill="#612a9c" d="M33 57v6l-5 1-2-2-6 1-1 5q-3-2-3 1l7 3-3 1 6 1v2q-2 0-2 2l1 2q1-3 4-2v6l9-6q3 3 5-1-3-3 2-2-1-3 1-3l4 1v3l9-1-2-1q0-2-2-2l-2-1v-1l2-1 7 4-1 2q4 1 1 4l3 1q-1-3 1-6l12-2-2-6 6 3v-2l-9-5-5 1q-1-2-3-2-6 1-12 5-2-5-5-2-3-3-6-2l-6-4 6-2 1 3h11q0-3 2-4l1-1 19 6 10 8q2 7-4 13-11 6-22 7-20 2-38-3-14-4-11-18l11-7z"/><path fill="#562885" d="m53 71 2 1q-2 3 2 2l2 1-9 1v-3l-4-1q-2 0-1 3-5-1-2 2-2 4-5 1l-9 6v-6q-3-1-4 2l-1-2q0-2 2-2 2 2 3-1l-2-1q5-6 12 0l1-3h3l-2-5 4 2v-4l6 2-4 2z"/><path fill="#c3aae5" d="M71 75q2-1 3 1-3 1-3-1"/><path fill="#c6a7de" d="m33 75 2 1q-4 2-2-1"/><path fill="#cfaee7" d="m26 74 2 1q-1 3-3 1z"/><path fill="#e2d2ed" d="M19 75q2-1 3 1-3 1-3-1"/><path fill="#dacded" d="M55 72q2 0 2 2-4 1-2-2"/><path fill="#5a3086" d="m53 70-1-1q4-3 10-2v-2l6-2 5-1 9 5v2l-6-3 2 6-12 2q-2 3-1 6l-3-1q3-3-1-4l1-2-7-4z"/><path fill="#e1dbef" d="m19 68-3 1q0-3 3-1"/><path fill="#432266" d="M42 62q3-1 6 2 3-3 5 2 6-4 12-5 2 0 3 2l-6 2v2q-6-1-10 2l1 1v1l-6-3 4-2-6-2v4l-4-2 2 5h-3l-1 3q-7-6-12 0h-1l-6-1 3-1-7-3 3-1 1-5 6-1 2 2-1 1 4 1v3h3v-3l5-1-3-4z"/></svg> | |
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",
"path": "74ec3e27259b3e03d4e0d4ed2da3f5a9afaec29421a7a226ffaec75dabaef004.png"
} | Generate code for a svg of a a black and white image of a large eye with a white background | <svg
width="24"
height="24"
viewBox="0 0 24 24"
xmlns="http://www.w3.org/2000/svg"
fill="none"
stroke="currentColor"
stroke-width="2"
stroke-linecap="round"
stroke-linejoin="round"
>
<path d="M22 12c-.945-4.564-5.063-8-10-8S2.945 7.436 2 12c.945 4.564 5.063 8 10 8s9.055-3.436 10-8z" />
<path d="M12 15.5a3.5 3.5 0 1 0 0-7 3.5 3.5 0 0 0 0 7z" />
</svg> | |
{
"bytes": "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",
"path": "0e3d28802bb6d84a1a04359300bafb6b9730021355491e06efccfef3e92fd17c.png"
} | Generate code for a svg of a a black and white photo of a number five with a white background | <svg width="23px" height="23px" viewBox="0 0 23 23" xmlns="http://www.w3.org/2000/svg">
<title>
copy
</title>
<path d="M14 2V0H1v17h2V2h11zm6 19V10.342L16.609 7H8v14h12zM6 23V5h11.429L22 9.505V23H6z" fill="#232323"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a project plan displayed on a digital screen. | <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 0h96v55Q83 67 75 83q-2 6-1 13H0z"/><path fill="#fbdc78" d="M46 39q2 0 1 2z"/><path fill="#fbdb9b" d="M44 55q2 0 1 2z"/><path fill="#f9f4d3" d="M66 58q7 2 1 6-2-3-1-6"/><path fill="#fbb376" d="M96 55v41H74q-1-7 1-13 8-16 21-28"/></svg> | |
{
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"path": "933553883e9ac78f53e736208933b5df6c93deb6575d47f25ac1b8411eada10d.png"
} | Generate code for a svg of a a picture of a cloud with a lightning bolt in the middle | <svg width="40" height="38" viewBox="0 0 40 38" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M35.0546 11.0739L35.0596 11.3959L35.3548 11.5246C37.7982 12.5897 39.5 15.0255 39.5 17.8596C39.5 21.6665 36.4074 24.767 32.5934 24.767H7.40658C3.58397 24.767 0.5 21.6749 0.5 17.8596C0.5 15.0276 2.2117 12.5848 4.66133 11.5204L4.98143 11.3813L4.96123 11.0329C4.95009 10.8408 4.94444 10.6472 4.94444 10.4522C4.94444 5.0009 9.36356 0.581787 14.8148 0.581787C18.0547 0.581787 20.93 2.14227 22.7305 4.55476L23.0043 4.92176L23.3939 4.68109C24.5603 3.96061 25.9345 3.54475 27.4074 3.54475C31.5916 3.54475 34.9911 6.90491 35.0546 11.0739Z" stroke="#6A6E7C"/>
<path d="M24.4637 15.3966L22.4948 20.647L22.2414 21.3225H22.9629H26.941L13.1305 35.1331L16.7644 25.4425L17.0178 24.767H16.2963H13.3021L16.6486 15.3966H24.4637Z" fill="white" stroke="#FA5A28"/>
</svg> | |
{
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"path": "emoji_u1f647_200d_2640.png"
} | Generate code for a svg of a woman bowing | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="hairGroup_1_">
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<linearGradient id="shirt_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64.2273" x2="64.2273" y1="52.4974" y2="1.6578">
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<stop offset="0.7047" style="stop-color:#5914F2"/>
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<g id="neck">
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<linearGradient id="hand_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="61.8082" x2="40.443" y1="9.227" y2="9.227">
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<path id="hand_1_" d="M38.96,113.56l3.31,0.2c1.22,0,2.42,0.18,3.58,0.53 c3.6,1.1,11.54,3.87,15.85,4.97c1.06,0.27,1.79,1.22,1.79,2.32c0,0.66-0.27,1.26-0.7,1.69c-0.44,0.44-1.04,0.71-1.7,0.71H34.56 L38.96,113.56z" style="fill:url(#hand_2_);"/>
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<stop offset="0.5" style="stop-color:#FFCA28"/>
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<path id="hand" d="M89.04,113.56l-3.31,0.2c-1.22,0-2.42,0.18-3.58,0.53 c-3.6,1.1-11.53,3.87-15.84,4.97c-1.07,0.27-1.8,1.22-1.8,2.32c0,0.66,0.27,1.26,0.7,1.69c0.44,0.44,1.04,0.71,1.7,0.71h26.46 L89.04,113.56z" style="fill:url(#hand_3_);"/>
<path id="head" d="M64,25.31L64,25.31L64,25.31c-16.67,0-32.1,16.21-32.1,39.54c0,23.2,15.9,34.67,32.1,34.67 s32.1-11.47,32.1-34.67C96.1,41.52,80.66,25.31,64,25.31z" style="fill:#FFCA28;"/>
<path id="nose" d="M67.69,83.76c-0.1-0.04-0.21-0.06-0.31-0.07h-6.77c-0.1,0.01-0.21,0.03-0.31,0.07 c-0.61,0.23-0.95,0.81-0.66,1.42s1.64,2.35,4.36,2.35c2.72,0,4.07-1.73,4.36-2.35C68.65,84.57,68.31,83.99,67.69,83.76z" style="fill:#E59600;"/>
<g id="eyes">
<ellipse cx="47.56" cy="74.81" rx="4.93" ry="4" style="fill:#404040;"/>
<ellipse cx="80.44" cy="74.81" rx="4.93" ry="4" style="fill:#404040;"/>
</g>
<g id="eyebrows">
<path d="M54.99,65.82c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18c0.86,0.29,1.64-0.04,1.9-0.39 C55.29,66.99,55.39,66.36,54.99,65.82z" style="fill:#6D4C41;"/>
<path d="M87.48,65.82c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18c0.86,0.29,1.64-0.04,1.9-0.39 C87.79,66.99,87.89,66.36,87.48,65.82z" style="fill:#6D4C41;"/>
</g>
<g id="hairGroup">
<path id="hair" d="M32.42,81.72c0.54-5.83,2.74-18.92,7.73-20.08C61.9,56.59,74.2,44.66,74.2,44.66 c3.2,7.23,13.21,14.27,16.8,16.95c2.46,1.83,3.49,13.59,3.74,19.67l7.08,2.84h0.47c0-0.05,0.02-0.1,0.02-0.16 c0.55-8.79,0.73-17.55,0.73-25.31c0-0.6,1.43-38.73-38.45-38.73S25.03,58.05,25.03,58.65c0,7.8,0.18,16.62,0.73,25.47h0.88 L32.42,81.72z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_3_" cx="64.3614" cy="48.1583" gradientTransform="matrix(1 0 0 -1.2135 0 138.2857)" gradientUnits="userSpaceOnUse" r="48.4382">
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<path id="hairHighlights" d="M32.42,81.72c0.54-5.83,2.74-18.92,7.73-20.08 C61.9,56.59,74.2,44.66,74.2,44.66c3.2,7.23,13.21,14.27,16.8,16.95c2.46,1.83,3.49,13.59,3.74,19.67l7.08,2.84h0.47 c0-0.05,0.02-0.1,0.02-0.16c0.55-8.79,0.73-17.55,0.73-25.31c0-0.6,1.43-38.73-38.45-38.73S25.03,58.05,25.03,58.65 c0,7.8,0.18,16.62,0.73,25.47h0.88L32.42,81.72z" style="fill:url(#hairHighlights_3_);"/>
</g>
<g id="lines">
<line id="XMLID_56_" style="fill:none;stroke:#B0BEC5;stroke-width:4;stroke-linecap:round;stroke-miterlimit:10;" x1="52.56" x2="49.86" y1="15.99" y2="5.9"/>
<line id="XMLID_55_" style="fill:none;stroke:#B0BEC5;stroke-width:4;stroke-linecap:round;stroke-miterlimit:10;" x1="36.96" x2="30.3" y1="22.58" y2="16.04"/>
<line id="XMLID_54_" style="fill:none;stroke:#B0BEC5;stroke-width:4;stroke-linecap:round;stroke-miterlimit:10;" x1="90.31" x2="97.7" y1="23.42" y2="16.04"/>
<line id="XMLID_53_" style="fill:none;stroke:#B0BEC5;stroke-width:4;stroke-linecap:round;stroke-miterlimit:10;" x1="75.44" x2="78.14" y1="15.99" y2="5.9"/>
</g>
</svg> | |
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} | Generate code for a svg of a a set of flashcards stacked neatly in a plastic case. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfb" d="M0 0h96v33l-2-17-2-3-30-1-59 3q-3 0-3 3z"/><path fill="#f2d8cf" d="M6 19q26-1 53 1v15H47v-6q-14-1-26 1-2 2-1 5L6 33q-3-8 0-14"/><path fill="#c6c5d1" d="m59 14 7 1q-1 3 2 6l17-2q3 9-6 14l-9-9q-3-4-7-2l-2 15-1-16-1 13V20l2-1q-3-2-2-5"/><path fill="#443e56" d="M11 24h6q2 9-7 6-2-4 1-6"/><path fill="#655f7a" d="m70 24 9 9v2H69q-1-6 1-11"/><path fill="#534d6b" d="M47 35H21v-5q12-2 26-1z"/><path fill="#dfc8cf" d="m58 37 2 2h-1l-25 2-1-2-9-2 1-1z"/><path fill="#ebdede" d="M6 19q-3 6 0 14l14 2q-1-3 1-5v5h38l-1 2-33-1-1 1 9 2 1 2H19l-3 3h-2l-3-3-7-1V26l1-8z"/><path fill="#f0e8e4" d="M59 39q-1 12 1 25v1l-1 1-9-1 2-1q-10-1 0-3-10-1 1-4-18-2-1-4l-10-9q-6 7-10 16h-5q-4-3-5-7-3 0-3-2-5 4-5 10l2 1-9 1-4-1 1-22 7 1 3 3q-4 0-4 4l1 2q0-7 5-4v-2l3-3h15z"/><path fill="#565c89" d="m62 38 1 2 1 20-2-16-2-4v-1z"/><path fill="#ac9fa3" d="M44 44q3-1 8 1l-4 1z"/><path fill="#a19a9b" d="M14 44h2v2q-5-3-5 4l-1-2q0-4 4-4"/><path fill="#dadae0" d="M78 37v6l4 1-1 7 8 7-12 1q-3-3 0-4-12 0-6-10h5l1-6q-1-2 1-2"/><path fill="#9e9fb9" d="M70 24q-2 5-1 11h10l-1 2q-2 0-1 2-4-1-9 1-2 20-1 39l-1-5-1 1V41l3-3-3-3-1-11-1 13-1 1-2 1-2-2 1-2v-1l1-13 1 16 2-15q4-2 7 2"/><path fill="#524751" d="M8 57q2 0 1 2z"/><path fill="#302d53" d="M65 74q-2-8-1-14l-1-20-1-2 1-1 1-13 1 11 3 3-3 3z"/><path fill="#787da4" d="m60 40 2 4 2 16q-1 6 1 14v1l-2 9-3-19z"/><path fill="#c6c6d4" d="m77 39-1 6h-5q-6 10 6 10-3 1 0 4-2 2-1 5 2-1 3 1h-3v3q-3 4-7 4l-1 12-7 4q-6-1-1-4l-1-1V66l1-1 3 19 2-9 1-1 1 5q-1-19 1-39 5-2 9-1"/><path fill="#221d2c" d="m79 65 1 4-4-1v-3z"/><path fill="#f7f4ef" d="M59 66v17l-2 1q-27 2-52-1l-2-1V66l10-1-6-2 9-1-2-1q0-6 5-10 0 2 3 2 1 4 5 7h5q4-9 10-16l2 3 8 6q-17 2 1 4-11 3-1 4-10 2 0 3l-2 1z"/><path fill="#eeeef0" d="M96 33v52l-28-1 1-12q4 0 7-4l4 1-1-4q-1-2-3-1-1-3 1-5l12-1-8-7 1-7-4-1v-6l1-2v-2q9-5 6-14l-17 2q-3-3-2-6l-7-1-49 3-7-1v-1l1-2 58-1 30 1 2 3z"/><path fill="#f2d8a3" d="M86 47q4 1 1 5-4-2-1-5"/><path fill="#cac9c7" d="M11 71q6-6 10 3-3 8-10 4-4-4 0-7"/><path fill="#f6f7f5" d="M11 71h7q2 9-6 6-4-3-1-6"/><path fill="#fcfcfb" d="m68 84 28 1v11H0V85l5 3h56z"/><path fill="#e6e6ea" d="M59 14q-1 3 2 5l-2 1-54-2-1 8v14L3 62l4 1 6 2-10 1v16l2 1a378 378 0 0055 1q-5 3 1 4l-6 2-50-2-5-3V18q0-3 3-3v1l7 1z"/></svg> | |
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",
"path": "fa80e5a521972f89835cacd0fccd62108af41f85988f1336d835b4edcb6804d6.png"
} | Generate code for a svg of a a close up of a red and yellow cross on a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 30 30">
<defs>
<style>
.cls-1,.cls-2,.cls-3{fill:none;stroke-linecap:round;stroke-linejoin:round;}.cls-1,.cls-2{stroke:#cc3d3e;}.cls-1{stroke-dasharray:4.32
4.32;}.cls-2{stroke-width:1.15px;stroke-dasharray:6.53 6.53;}.cls-3{stroke:#f4e383;}
</style>
</defs>
<title>Operate_power_spawn</title>
<g id="Layer_2" data-name="Layer 2" transform="translate(4.025 4.025)">
<g id="Слой_1" data-name="Слой 1">
<circle class="cls-1" cx="10.97" cy="10.97" r="6.88"/>
<circle class="cls-2" cx="10.97" cy="10.97" r="10.4"/>
<line class="cls-3" x1="10.97" y1="8.65" x2="10.97" y2="13.29"/>
<line class="cls-3" x1="13.29" y1="10.97" x2="8.65" y2="10.97"/>
</g>
</g>
</svg> | |
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"path": "9f5a4ddf074aa16d5c1db80e4c1cf0f6461faa6c93b9e97f67a41adb089750d3.png"
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} | Generate code for a svg of a a glowing campfire surrounded by logs. | <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="#fcd65f" d="m48 27 1 2q-3 4-3 10l2 10-4 5q-1 5 1 9h-2l-2-2-1-1q-3-8 2-13-3-6-1-10z"/><path fill="#faf6c8" d="M52 36q-3-1-3 3l4 12-2 6-2-1-1-7-2-10q0-6 3-10l-1-2v-4l1 1z"/><path fill="#f96f1d" d="m48 49 1 7 2 1-2 7-4-1q-2-4-1-9z"/><path fill="#3a2228" d="M67 59q-3-1-4 1l-5 1-2 2-1-3q4-4 11-4z"/><path fill="#bd5c1b" d="m30 58 10 2 1 1h-7l-4-2q-3-1 0-1"/><path fill="#fbd95b" d="m52 36 4 13-2 11-2 3-3 1 2-7 2-6-4-12q0-4 3-3"/><path fill="#8e4425" d="M34 62v-1h7l2 2q-4-1-7 1z"/><path fill="#e8701b" d="M63 60h2l-4 4-3-3z"/><path fill="#2a1e29" d="m70 65-1 1 2 3q-7 2-13-1l-2-2h3l4 2q1-6 4-9t6 0q-4 2-3 6"/><path fill="#75462e" d="M21 60q0 2 5 2l-2 2-5-1q-3-4 2-3"/><path fill="#a8642f" d="M63 60q1-2 4-1-3 3-4 9l-4-2 2-1-5-2 2-2 3 3 4-4z"/><path fill="#e0842c" d="M36 64q3-2 7-1l-4 2 2 1-1 2h-2z"/><path fill="#ba6c2b" d="m21 60 7 1 5 1-1 3 3 3q-4 3-5-1l1-1-5-4q-5 0-5-2"/><path fill="#5d3731" d="M30 58q-3 0 0 1l4 2v1l2 4-1 2-3-3 1-3-5-1q-1-3 1-4z"/><path fill="#462a2c" d="M43 63h2l4 1 3-1 4 3 2 2v4l3 2h-5l-7-7-1 3-1-4q-1-3-3 0-1-3-3 0l-2-1z"/><path fill="#d5631b" d="m54 60 1 3 5 2-2 1h-3l-4-3z"/><path fill="#d9922f" d="M51 65q3 0 2 4z"/><path fill="#db7d2a" d="M70 65q2-1 5 1-2 1-2 4l-2-1-2-3z"/><path fill="#8f7f6b" d="m44 66-2 3v1h-1l-1-2 1-2q2-3 3 0"/><path fill="#6c6769" d="M14 68q-3-1-3 1-8-2 1-2z"/><path fill="#231b26" d="m34 62 2 2 2 4q-5 6-11 4v-3l-7 1-1-1q5-2 0-2-3-3 0-4l5 1 7 2-1 1q1 4 5 1l1-2z"/><path fill="#f3b734" d="m47 66-5 3 2-3q2-3 3 0"/><path fill="#cc611e" d="m47 66 1 4v1q-3-2-6-1v-1z"/><path fill="#2d1924" d="M75 66q2 0 2 3l-4 1q0-3 2-4"/><path fill="#bfbdbb" d="M19 67q5 0 0 2l1 1q-2 1-3-1-3 3-6 0 0-2 3-1l1 2q1-3 4-3"/><path fill="#a8a9aa" d="m77 69 3 2q-4 2-7-1z"/><path fill="#bdbdbb" d="m83 68 5 1q-6 1 0 2h-5q-3-1 0-3"/><path fill="#6b666a" d="m71 71 3 1q-3 1-3-1"/><path fill="#292635" d="M41 70q3-1 6 1-1 2 2 4h-9q-3-3 0-5"/></svg> | |
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"path": "emoji_u1f93e_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman playing handball: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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",
"path": "emoji_u1f611.png"
} | Generate code for a svg of a expressionless face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="2584.8999" gradientTransform="matrix(1 0 0 1 0 -2522)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</g>
<g id="facial_expressions">
<g id="closed-eyes-and-mouth-face">
<g id="eyes">
<line style="fill:none;stroke:#35220B;stroke-width:8;stroke-linecap:round;stroke-linejoin:round;" x1="38" x2="53" y1="55" y2="55"/>
<line style="fill:none;stroke:#35220B;stroke-width:8;stroke-linecap:round;stroke-linejoin:round;" x1="76" x2="91" y1="55" y2="55"/>
</g>
</g>
<g id="neutral-face">
<path id="mouth" d="M89,88H39c-2.21,0-4-1.79-4-4s1.79-4,4-4h50c2.21,0,4,1.79,4,4S91.21,88,89,88z" style="fill:#422B0D;"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green potted plant beside a wooden table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfefd" d="M0 0h96v21H77l-1 42q-1-3-3 0l-3-4q-12-2-24-1V48l-4-3 3-1 2-2 2-4-1-1q-2-3-2 0l-3 1q-2-1-1-3 5-3 7-9-3-3-4-1l-5 4h-1l1-4q4-4 4-10-6 0-7 6-2 0-1 3l-5-4q-3-3-4 0 0 5 6 9 0 3 3 1v10l-3-6-1-3-7-2 6 8 4 4-1 1q-11-2-2 4-3 1-3 4-1 8 4 14l3 1 2 3q-1 3 3 4l4 3 2 1q11-3 24-2-1 2 1 3l1 19H0z"/><path fill="#6cce57" d="M40 25v-6l-3 6v-4q1-6 7-6 0 6-4 10"/><path fill="#fcf7f1" d="M96 21v75H75l-2-19q1-4 4-6l-2-4-2-4q2-3 3 0l1-42z"/><path fill="#73cb66" d="M31 20h-1l3 9q-6-4-6-9 1-3 4 0"/><path fill="#71b96b" d="m40 25-1 4-2-3-1-2q-1-3 1-3v4l3-6z"/><path fill="#64db4e" d="m31 20 5 4 1 2-1 4q-3 2-3-1l-3-9z"/><path fill="#69cb59" d="M42 35q-5-3-2-6l5-4q1-2 4 1-2 6-7 9"/><path fill="#5ec053" d="M33 34q-3 0 0 2l-2 1-6-8 7 2z"/><path fill="#58914f" d="M44 28q1 2-2 5-1-3 2-5"/><path fill="#72c47c" d="m33 34 3 6-1 1-4-4 2-1q-3-2 0-2"/><path fill="#beddc4" d="m37 26 2 3h1q-3 3 2 6-1 2 1 3-2 2-1 6h3l-3 1-3 4v-9l-1 5-2 1-2-4 1-1 1-1V30z"/><path fill="#93c192" d="m48 37-4 2 2-2q0-3 2 0"/><path fill="#6ec65e" d="m46 37-2 2 4-2 1 1-2 4-2 2h-3q-1-4 1-6z"/><path fill="#51cf4d" d="m34 42 2 4v3l-4-3q-9-6 2-4"/><path fill="#549f61" d="M39 49h-3v-3l2-1 1-5z"/><path fill="#61c760" d="m42 45 4 3v6-5l-11 2q-3-3-6-1 0-3 3-4l4 3h3z"/><path fill="#66dc5b" d="M46 54v4l-3 6-7 1-3-1q-5-6-4-14 3-2 6 1l11-2z"/><path fill="#e6b081" d="M46 58q12-1 24 1l3 4 2 4-37 1-2-3 7-1z"/><path fill="#efc197" d="m75 67 2 4q-19-1-36 1-4-1-3-4z"/><path fill="#b16a48" d="M77 71q-3 2-4 6h-1v-4q-15-1-27 2l-4-3q17-2 36-1"/><path fill="#ead9ce" d="M72 77q-2-1-1-3-13-1-24 2l-2-1q12-3 27-2z"/><path fill="#e3bea4" d="m72 77 2 19h-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a welding torches lighting up the workshop. | <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 0h96v65q-7-2-12 4l-1-1 1-6-5 10-2-15h-7v8h-3v16h29v15H0z"/><path fill="#fde5bd" d="M77 22v5q-3 2-3 6l-1-3z"/><path fill="#fce2a7" d="M18 48h-3q-1-9 2-15z"/><path fill="#b57e89" d="M30 40q-3 1-2 4-2-3-1-5 2-1 3 1"/><path fill="#fde5b4" d="m63 32 1 14-2-4q-1-5 1-10"/><path fill="#fcc486" d="M68 47h-2q-1-6 5-6z"/><path fill="#a49cb1" d="M22 50q-1-3-2-1l1 7-2-1v-6q1-3 4-2z"/><path fill="#7a5f78" d="M15 48h3l1 1v2h-4v5q-2-1-2-3 0-3 2-5"/><path fill="#383c6c" d="M19 51v4l-1 2-3 13V51z"/><path fill="#463762" d="M30 40v19l-2 5 1-14-1-1v-5q-1-3 2-4"/><path fill="#55426c" d="M66 47h2l1 9h-4q-4-1-3-4-1-5 4-5"/><path fill="#f6f6f7" d="m19 55 2 1 1 6q-3 2-4 6V57z"/><path fill="#5a5371" d="M22 50q-1 3 1 8 0-6 5-9l1 1q-4 3-4 9l-2 2-1 1-1-6-1-7q1-2 2 1"/><path fill="#975f5d" d="m65 56-6 20z"/><path fill="#c38776" d="m62 57 1 2-7 22z"/><path fill="#8a8693" d="m30 59 3 22-1 1q-3-6-2-11l-2-7z"/><path fill="#887e90" d="m96 65-5 1q-3-1-5 1l1 2-3-1q5-6 12-4"/><path fill="#ebe6e7" d="M91 67q-3 2-3 5l-1-2-1-2q2-2 5-1"/><path fill="#f1985d" d="M96 66v15h-5l-3-9q0-3 3-5z"/><path fill="#7f7c90" d="M18 57v11q1-4 4-6-3 9-2 19L9 80h10l-1-10-3 1v-1z"/><path fill="#848292" d="m25 59 1 12-3-10z"/><path fill="#333453" d="m84 69 3 1 1 2 3 9H67V65h3v-8h7l2 15 5-10-1 6z"/><path fill="#333757" d="M9 80v-9h6l3-1 1 10z"/></svg> | |
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"path": null
} | Generate code for a svg of a black and white vector illustration of a fire alarm button being pressed by a finger. | <?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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} | Generate code for a svg of a a close up of a black cat's tail on a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 30 30"><g id="ureter_right" data-name="ureter right"><path d="M26.57,16.93l1.6-1.61h0l-.39-.4-.9-.9-1.59,1.59a2.18,2.18,0,0,1-1.68.6,9.19,9.19,0,0,0-8.53,0,2.22,2.22,0,0,1-1.49-.53l-.46-.45-.47-.47c-.22-.23-.43-.46-.63-.71a10.6,10.6,0,0,1-1.88-5A8.8,8.8,0,0,0,5.47,2.29,1,1,0,0,0,4.46,4,5.5,5.5,0,0,1,7,6.55a12,12,0,0,1,1.41,4.34,10.6,10.6,0,0,0,2.17,4.59,18.4,18.4,0,0,0,2,2,2.33,2.33,0,0,1,.22.86,4.27,4.27,0,0,0-.64,2.22c0,2.44,2.19,4.51,5.19,5.16A3.07,3.07,0,0,1,18.45,28l1.83,0a3.06,3.06,0,0,1,1.13-2.35,8.87,8.87,0,0,0,.92-.25h0c2.5-.84,4.24-2.71,4.24-4.89A4.88,4.88,0,0,0,26,18.39,2.18,2.18,0,0,1,26.57,16.93Z"/></g></svg> | |
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",
"path": "emoji_u1f44f_1f3fc.png"
} | Generate code for a svg of a clapping hands: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
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</g>
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<path d="M50.45,79.78c-1.51-0.58-1.82-2.91-2.94-3.99c-5.49-5.26-17.28-19.76-20.79-26.48 c-1.43-2.75-1.45-4.03-1.55-4.97c0,0,16.52,20.68,25.33,28.71c0.56,0.51,2.32,1.08,2.7,1.92C53.93,76.59,51.67,80.24,50.45,79.78z" style="fill:#AA7D55;"/>
<path d="M62.21,61.89C52.83,54.05,35.3,33.06,35.3,33.06s0.36,2.95,2.45,6.18 c3.63,5.63,14.16,18.69,21.19,25.33c1.35,1.28,1.27,2.85,2.7,2.97c1.53,0.13,3.39-1.68,3.49-3.06 C65.22,63.3,63.77,63.19,62.21,61.89z" style="fill:#AA7D55;"/>
<line style="fill:none;stroke:#B0BEC5;stroke-width:5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;" x1="5" x2="17.78" y1="93.87" y2="92.96"/>
<line style="fill:none;stroke:#B0BEC5;stroke-width:5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;" x1="30.43" x2="26.24" y1="108.37" y2="120.48"/>
<line style="fill:none;stroke:#B0BEC5;stroke-width:5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;" x1="6.3" x2="22.96" y1="113.24" y2="101.55"/>
<line style="fill:none;stroke:#B0BEC5;stroke-width:5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;" x1="120.97" x2="111.1" y1="18.54" y2="26.71"/>
<line style="fill:none;stroke:#B0BEC5;stroke-width:5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;" x1="91.85" x2="88.22" y1="21.53" y2="9.24"/>
<line style="fill:none;stroke:#B0BEC5;stroke-width:5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;" x1="108.64" x2="101.89" y1="3.54" y2="22.73"/>
<path d="M108.43,57.21c-1.18-4.81-2.36-10.07-2.74-13.63c-0.3-2.81-0.49-7.37-0.76-8.37 c-0.95-3.6-3.04-4.23-3.04-4.23s1.32,1.39,1.35,5.24c0.03,4.08,0.15,12.07,2.49,20.91c1.54,5.82,4.04,14.2,5.18,20.9 c2.41,14.11,0.21,24.04-8.22,34.5c-4.89,6.06-15.46,10.53-15.46,10.53s8.69-0.55,16.28-7.85c10.08-9.7,13.73-22.28,10.49-37.36 C112.9,72.74,108.81,58.77,108.43,57.21z" style="fill:#AA7D55;"/>
</svg> | |
{
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5UHn7WtC35H5jwN60+NLbzPvSJAhawQboOSipyIBEFeC8+fREIKkaEBwSwPMCODWjYqVeQCEAixr8LxuAPwv8KcGfyvKXgn+M1+/9zUjOXQv83JTDxKBvwsA+by0A29rwEF8DQEEKbHtkQKYK8ESg8TRaKdBT2w9RA+JCAnoSUJIDCwEoVgd/cbIfDf6MtA+ZJP+WvP7cwB8dDiBBPw7sQ0ID3VAATNRRc6SACxkEyf6tEYG21YB0IQHy+zgSMDNQAgoJKARg4oHfSf3XQmSmf2yyXwrJnwLn1oFfVGSI9vZDQD8F4IfCZZde2tBSRDZ42wghiCADkmY+PtAbBREInSkQEhIITw5UzxBwyYE3FZQoBGCSwV+Z6S8H/5BkP0MMkTm8fuMFUDpxzjDAb4QTyWTefhzo66cG2pG+lAbyx/9lQG/Ey9qEZCBeFaCJAJ8saBrHzAO9Xg1QhQSSJgeqSICzywsJKASggH8E+HsVAcNslwPcLF4/F+fPB/xG4icmAH2Jv2tSvrSmBTi3cRK/lv5Y1fo8GbCK/eQiAuzvLasB3u8tA/aFBBQCUEwE/g70b2wb/PXxfnminyrJTy33xwK/VOa3QaDfFuA3tjVOb6nVefV5CIGGDEiIgGS5GCJAhQUYjx/7zQrBHkLyAso0wUIAiknAv5U5/inj/dJqfhqvPwr4+9sKA342tp8M9MOT/kyABz+eOQB+UNJvm9+GhgxIVYFREIEcakCuvIBCAgoBKNYa+OeP94dK/hqvn80DMHzr4Bhvv23Q14D9JLyYIqAXkgJKIYgiA8GqAEMWrALoOZIQpQbkzQsoJKAQgGJjB/7yLH9e8s/g9ecAfsODOJ0sGAr4tIQflwdgRz50pKsBUP3RBBICI5j/Txy/zUsEcqkB0pCAPC8gEQlArmkhAYUAFPBPDf7iZD9tln+I158uzp8b+FOCPgf4+loAdqyHlvgaADJCEEcG2iAC4WEBSg3IGRLAkgMLCSgEoFgu8DeC2H4m8JdK/qm8fi3w4yQEGUaMfDtxygCgkr68FoAdyxfXBg45NmbbNoGnT3jPdcBTefsRRKA9NaCQgGKFABTwR8BfKvk35/W3J/frgJ+rNRAC+lZR7z/ML140OQD84I9vKyEZIFUBNRHIExaQqgEpSYAX2GvXvZCAQgAK+LcI/rmS/UIk/5xef9vAnxr0pd69/iW0HVIATMA6cTQpFRkYLREwZI0CaW+AkJAAnRcQnxxYSEAhAAX8SQC0wTH/mGS/kHh/qORPgXt9Wl/7wC9pMRwK+ina+doJUgACvXvh1dCSAakqMAoiIFcDwkICIdUDCwkoBKDYCME/VaZ/tOQfmOgnl/t54K+rJlLgV3v7Rp78Fw/4AWBvOpQDYAPWYY4+lBD4yUBEMiDy1DQ76VFPGg2qC9dRW4N/NCEBG1gwiCYB6oqBhQQUAtBt8PeD+PiDf5DXHyX3y4A/RubHvP0Q0OegzSjezLiX0450eNCQA44U2MxkIBcRyKUGxIUE2iUB8joBahLgGgh9tKBRIQBtgz9b298PzN0F/xDJP9TrD5b71cAvlPmNNPkvBPRlgG/Eb6HtzMsbWvvQWum29U2RxWTAysMDbROBMDUgVUhg9CTA6t6e0jugEIAC/mHgnybLP1WsXwv8fhLCg6TG2zfqmv78kMWDvZ2Il1NDVThSEEIIrKT/ojhXwATlCLBAn1gNGDpnK6zdX0jAorYl5RKobHGAvxkGXgn4GxieF18Ff9M4TioUIfP66+ubwbrV3xvLuGMytnZufjXDR2wMYF0Hm+dUvd/VTxNGqutbYj9+IjKqj+7YbOWa2iZ8ktdoeBsgvC+ie2gWnlWDHD/1zMqeW4u+b75ndujdMsRvyPs4FHYzHNlGxgaj7DtScxjI5OX6/j0KoxEqbwO7cRCSLVYUgKzev+vqd5kW/Ideglaz/cMy/WMl/5xevzhPALkW6bx9wi8xvK9qsr2ctjPDRVjDH8RrtzplIE4ViFUEMqgByUICyhkC1oyLEjDT+1x05XnXbS9IVQhAAf8k4J8y0U+Y/d8R4NeCPi7ry2fKh+TFdysHgD8qfQVAD2AnIANpiAA3fZAnArqZAnEhgVGTAE0DocDpgTt6n9f2SMBMQaxCAFKCvwP+G8cV/OlMfyzZTyb5L/yPPNFPlt1PdQ+kvWkJ8EuTBPWgLwN8KUROTg4AdYWl28lBBrjYPhBNdOREQJMkmCJBkCcBGOAbdJ9jQgK2D5SAQgKEVnIAaPC/NBb8oWXwNwj417+v5hzEgL8xVHyRjj2ahYOpHB8e5wcyZlqJ8Q+d5/A51OPIVPzYeEC/Gae2Q+eKqRHNWLUd+tTj/5OVAwC1+L8/X4O+ds38ASxvYDhnAIh7bRvLNfMErPcZR+P/gc86NN5N5DejfD8rx2aMbPaPd1wxkmXpnADJmMaXNicpo8sFuLYgV1EAUoB//Fx/o3n4F2r7q8E/cJpfyPx+TPIP9fplcn+sxy/xR/EkPq2nnyoHQLasbedttvKjCu8CqInn65QB631KZZqPVSoCorBAtBrgDwmkyQuQ1QrIpQQ0z800f6fto1eed90HC4oVAhAK/g70v9H7TGu9f199f3FGbQfAXxbvxyV/UR6AINYvIgatAr8W9HWAz4YFTHdeYMv+ECb3c4RASwbwEIGeCOhCAxiAen6LyA2ohgRkeQGjJQGiY6p+Zz3fyUlAmR4osBIC8NuXo8AfqDjz+IG/EYG/FYP/sARqRXJ/49qLpP7h333L1K+nqU2fouR9Stbn5PKm9D1Y1wx/5o8JwqT4XF6D9zN37Wrn4LsmknAJFS7wr1NbHg0RyJ8P7BmbfQ/w5x3QaYO1Z97430OpPG9UUwV94wc1VvDTBDXhAMkxUcejnB54bZkeWBSAEO8/S8Z/e+CfNtNfNsVPIPmLvX653K9qO0ypAkamClCevi7xz+/VmzF5gW2KdazOyyc9fXJ5XhWQzAogFQFlWCBUDSBVgiTJgbqCQdpyvlIlIPH0wE0lKRC3ZeUSDIH/ZZBpuh8F/qAFf87DTw3+gfF+KsOfbDccCfziZYwMyENAnwP8uFoAdqTviRFdHeY85sO8tnaJ8Pnw1V+qT4NB9m18y5phMKo+G9Un2dS2V19m6Pc5VaxCBIbXt/2jbP5m58/Azv1g5/7Y+XOrrlf9fuj4jJ2PnZvacVeP2fu9mSMBzePEjr+/tlkAaPyY7fAI4cYS6zumhX0MfWdMjbTVj8VSJGCucutrC7oVBYADfycXfYO/YFYN/tIqf9ps/9GCv2BufxKv36LAKSv9axsHyREzCsRVoK8EfLkvPC4KgFGtYxv/I1vfKvYnUQX4HAHa46964zFqgDRBUJIXkE0JUE4RjC0U5FcMSlJgIQBx4J8o6S98ul83wV+TX1A7jpa9fvZ3ocxvWGhhIM7IXiwN2I/bSyo9G3ENAEtRPhxoqf2kIALhYQETUDdgcZMA38yAkhQYbyUJcNY+A0mS/oDIjsfBH6LAHzoD/lxiU3Uddq4zkdxEJWc1fvfM2zfA136nEvkaSWeD/gLGgLAWQHM+fHMZWaIfPlffJvpAkvoEULu2IOh9UE0unKvbL0/KxGtG+J5B37OiftaArx+APYOh7xE1d1/0ngNWEEzx/gudEr+DYAVjrf96lKTAogCk8P4/1PtztRb8hx5OYdKfv9mGRQv3UC+0Ptuffvljk/2kc/tDvX5RqKC2Ma71MDlAccsJPH3O19XnAdjODyXhNQDk2xn2kCWefhuKAOYx69QAvmZA2uTAFEqApmywRc/N8NuPTwoslQKLAjAE/ls58AcGvDQZ/3inLXyY8cXSU4B/1XvBwN80lvftyzaqnPHT+/ReP5BJiJ7uckqP3yDHO+RRVqfmMcqAEXj4wKxPddDjFYC2qwD6Ohta8VRIfDvEda5OOUTUBJ/qolEEmi2xZc+hTg3wPZf8u9U8ds/5GwXxVykBnvHIBEyFNsA6G1j3QO74PFYqBRYFYB78Xdz/YRBW+vNKT0zcP2S6n7+cpk0O/t4X2khnIDSvg1SqpORKakDyD7jQAH65x5/G26f8SlkegA1/STvYDUiaumiDNm94T98qlqU68NV/t8zvBCxRaoA0QTA6L0AxTVCuBCDevVWqDYP/hCcFqisFlnyAogD0a/xHgr+eWQMJwjT4Q0fBn6ttnqLnOdr3HJrFe2iPn/MCNd4+7eUDso6kt30z/o274unj/gJPHjkmrGgReLxlrOeCTB2gVAFoqALUswCoctAsKuTzulXP70ANwJUo/H2LygswfiLLjhFGMObUvzMBY6LRjFcWbR4moZdHDh+59qob3jxd4H+REoCe9/+B3p9LteDP+SJk4RlFxj8G/uz8/xDwN/Hg3xikgB+kqAHJSGVWb9W+FMAvrThHg74W8DHk5MCdChGkdfl5koCRgxhCgJEBLkQQSgRARQQsANmIJ6SJFnaMscmB+UgAMCRAPT2aPT5uXMTfhyVLl0ytP/aozxT4B1i6CMF/y8D7XyWRXeOS/iwKlJ0Bf4gFfyrLH9hBKMbrB4Z8cOVVTX3AMlwMmQOlKljTXq1Bwb7bXQFDjsXHAOpKAb4do7juxn/vhq6vIZ6V4WX85N543jcYKg/kJ8Ke30zzt/r5+N8hU8sLgMaVIr83BgFR4xnTfOdrPOOL51iN8Yx1xrvfJrExzXOu3xNPpy4jzAhYuWrFiee8caO57eYHtxUFoEj/rITEtfdFY8rKjH8wSqbdNvgbHvyBSkgyoCIMnNdvgG7VSg/2wzK/VCamPH3Ky5d49iEg36aFHIdEKZCpA5wywHj7FUWAIoXhYQHLtOWVKXApiXioEgAKJYBUBwR9R1IkBUrLfs/ZshXL4NgTpq7+8KfevrUQgMXj/X8IZjNBReAfHfcPyfjXxNpGAf4QNi+Zzka2Sq9fAvx0pUIa+P1NaCSgT3r5QIcEIAjkbebYv2WPWX/sHtIjUgd4MjBMBGwEEdDlB4CRK1mxIQGaBNgkJEAzOyC0ZDlgcr4R5kjV/kcbCpg6fh3YI/bGq25481QhAJMP/o7pBU35kz68YiaNPviy7oHtgb9NAv6g6lgm8foJYOfyAETAz3v7aA4AAfhGAPh6kB+FAqAjB/z0R4YQAJ0DwKkCGiIAyDtA/17ZnofYAqTotCklATInolUSYCRF02zgOCpVIzzgt3QJHLNx/bQGFybNFsU0QG2pX6/sFBH3D0n649ps8uDvWV8N/vmTjtjfxMAPjMdPTeOzDKEDADYsJPM6eG++2y9xeCdAE7TNxhWx1DqGmfaH382FojTE79z6ngI39XMQTRe0wrK9vmOyfBc/7zYtvi+uWJCsu59uemBMkSDt1MDHHtoJ+184cNE1V9yyrSgAk2lXS8EfEHYdE/cPA3/835JywCnB39TYtiG85qqkKck4NgFevzzOr/f4xd4+Ke1LvV+5N58mB8ASH40CoM0BUM6GQNSB6sL+6Zm6Ms+UIhCSHyBRA0QqmJEV5DLC9zWUqIN4PLKC8Uo2M0CaD4CRfFypxZ/x4086xv1ZlKGAiScAA+n/Azpvyu+hxsT9NUl/HDDzHrm0DjgeszNKWXFoUDKKngOgj/VjAzk2nS8l8GtBPwTwpXH0Zl39wcdgHyA+yDre6Yby/IVYQiAiA4DnCgBJHMOIAFB9LOq5AY3fFO+FKiSAK3ahJIAdM9RdOq0nj8rSzo2iPoAs/6BpK1evgPXHHDUNizAUsBgUALb0o0Fl7WHpn5aJZU1DpUky3HQ/FfgbHfiDEvyHX1hdvD+l1w9z+zf6xK4qwDTyABBvXw/6IWBfA3gEzLNNC6gn5/lIA1GPQEIKxLMovPeKVgVMTMKoAaSpjkINMGENucLyAhKQAJF3Xw+N6scx+jtpPoDnXSNLBeMqwLEnHO1yAj6w2GYFTDQB0Gb9S6T/mLi/potWDPhDB8DfO1Azkj9NlGRef2hGt4n09qWgrwf7JgHRSvPZawA0CMICMQC15M+TgThVQE4EzNBzLXu2UI9fEBLApwq2SAJMOhKAHqMiKdDXOZCbGggBUwPdtMCp49fDS/tfunExEYCJLQTUA38n6bDVnviCPxJ5HQKL/Qi7B4Lfi2DZe2vgr4v305I/8OVQfbKi0XlpvsEAB34QeKWS9sF1sB+WnTmw14FzisqAJmL/HtUA2b78usmWh1qhHIPuFRBS6CkoVCsm5L9KdAEhrniQ7/hkRYOYgkHAFOypn6/x33vfvqlCQWQhH+Mt7YN/Z7C71/yOK1SEPbEuFDDz1J6pN7799EVTIGiSFYAb+eEtkfSviPtrkv4mCfzDJX/O6w+ZviX3+GkPVF++dn6dOuALgLa+HTQHwFNNMOzD5QBYxTH7CIG8lwJXd4ENDzDKFKc0+d5datps6pDAwvsZX79DowSElgwGYmxLlQ+gCwX4j3kIDJcu6asAvb9XL5ZeARNJAHre/2W9P1tbk/45GZ6RxaiXOKip0JiAPwgHML/XbxGvX1LARQ78/hazcaDPAT4G9BS4t2EUSZASA5wQhJIB/j7xRAAjeUhYoJYkSKlO6LM3ASSAeq81SYH0clbguElCAbJZAS4XYOnSJSIHchJs4uoAaNv8UrX+9Vn/zQex2d43rNIfR0B88ULtVD8IGBxk4E9L/kANXMiLjecI0AVbPGqid0CQJ3r65XdDvF0Syd505KW2Sdc18u1bvH4APtffkMsNPVEWRLBAzf+nagew6819b5HvkePmW/wyc/9rc+VFLX4tM1+/ti2uhXDzGhp1fQBZ6+B6bYDacSJvyp5nX4Cdjz4NK1Ytv/wj/+ILNxUFYLzsaoio9Z9a+m/Kh2nA33t8Rtk6uEPgz0n+lNcvnpal8Pih4QXy4QCoJO5RXn7du9c0AApL1rOKT4r9Yes298WrA7gyAMS9hiBFIGDaaaAagE0VBPEUXl2Yzz8GCZ0RIxh7ApMCm+ojTedCQwGahMB1xxwFy1csg0MHD1876bUBJooADDr9fUDqHflk8HTSPz3fXxP3F033Y8mIPHExC/gbbsrQwvdooh8zwBrO6w8Cfh7Eh+R9MeiHgX0sqEunHWq2G04KZGQAyxkwwE/31BCB+r33r488o2xuAEMCTP34m4mzKUmAYcZE8J4fPzOAIvoh+QASRU4bCpD0CnChgCOHj0yBooZMIQCjt2v5RSz7kGmr/YUUpaCAUJP0B+QxEINDIvCnBqzq+ajqmkNtClYqrz8S+BvLGF8jGLoxDd/+FicNlPccM5UvfDu6Y6P3bXmC5E0gBJQAcve6TgQk+QGUGkDVDRB1zhT09oit89EkAZYBZ934IksKlPdY4aYGAqe6gjQHy68COEV5khMCJ4YA9Lz/S0Gd+JdG+mcfQkL6l7wELNAbaecsGyQD4uBvecnScAMqI/lzg2Zjv365H00ADAR+LehzwIsDaqI2wFET/eWbk54Hfz2Y9YREADSKABEWoNQAL2llnnW0nLYiOTCGBABDArgxQO+M0A6R6WAowKkAzpYuWzqxCYGTpABcqxm8qM5l2AOolf6lTX5ikv64Fz9lNjCvLlBdw6xXvtdJ/sKiKx65H5jOgyzwGxz4paBvUJDTe86+hclSvxIOQKwvPSgpKZBVBxS0Zm7kCtCKANX4iQoLGFK5smRIwPfcsyGBzCTAMCQgZGaAvzIn5XXb5nibLRRAj32UCnD40OGtV93w5q2FAHTX+3dxmum03n+89E/JTSFx/+bLxb/wFPhDa+CvkPyBkvwVXr9YAhYCP+vt86DfBEJ5QR0vyLOEIt2HIgvcCRjldcDWZ+P/nqRBfWVIKiygUwOi8wIykQCIJAExSYE0kC+8/ylDARLZn1UBli6ZSBVg7KcBhk77882rZRP/DPcCNr1/rn+1qUlUOKOWdPfLw/bbAP+5gYXruY6pOPXBwEg8PYFkKFGGJBKk+KUz8u3kesFtgqHECjfI6XCWXY8Y8q0eFtBpgZaeMmhJTRCQqXR+Oo5PE6RbBGumCDa+U08PbLYQZqfmWXzbvvbEltv/0PWVtQ1uHrch752zh+591CUEun9efs0Vt9xUFIBu2QcgYM4/7blbxquXS//AylnxjYZEcTYt+EOb4G+99REoyV/j9Xu9O6XHr/H2VR5u3bMHbMocn82fqkBQ2LZ9RYuG1QIQTY8E0oOXqALDikDzPZT1qqh5/AI1oPq9v0+G7YwSoA8N6sYkyThJ0jA2FEAougRNpPftp5uuOuDArh44nIUAdMT7n+79eb8E/L0PijDxDzwFf3QPFvaQpo37o+egTfYRtwZNBf7hkn8z1o/Js5b0V0OBH5fghaAPeD4ABchdkQ91pMDfXREnA/y0STkRkMT/mU6WSG4A/syBR6FqkQRATHKwnGRI8wFCpgaKHTWjGJeVCYFTx6/rlwnu2fQ//sMjEzUtcKxDAD0C4OIyl2m9f03FP6rT32ikf0GjodpLjQ9K+vK+YeBPDHBGHx8F8HcJ4wiK38MDQnaXxDoZ8lX7gfM2TCsvsg1aM7QqoBUctSUWpCr248siy3kqDFrGJ3x8xwtw351Pw+MP7+1/d9L0UXD65qNh09lT6JNGVuazyuXF4QCPxK+omlc9PrQqoKBSoCwUgFTuq98HYShgOIzBhQL0FQKfevxZmHnqeffPmd5n0zVX3DJTCMDovf+Hpd5/HYSNwb1tqtwvuU0Py5dn/evi/qky/qUtfbsC/qYBqJYG92zAL1COBKBvol5W25mhQ3Mkori/laxnshGBWeDfC5/67e/0CYDPTu4RgZ/8P1/ZJwRSYM5NArz7txKwrX2nIgHKfADb3B8F1j4SEFomeGg/lt/mnB166RDsuP+xuf/9cI8AfGgSCMA4hwCu1g1VFqkBz8hBrUn/vBQVEk/jpvu1Cf50pj9VU6Ap+fOxfgL8DQb+vNQvmZ8+LO/Lm9z49idpuMOvn65oENSuFdWoSHJsvu1hYQLNDAzsflUXMAZXb762bSd89Fe+joI/DJSB3/w3X4Ovb3uScDoAvLMHDDTqXBjB+yopFtTYvwH9OGE0eUvKpmhMKIAdpyC8NoC0QmDdlq1YBuuPmSd675+UEsFjSQAG3v9lUu9f5jdIEv8YP8MwxKP6m5Htm4r7x77AXL3v1OAPg/0Yw1cS9A5myli/t867wUEiNMZcBZRQ0Odq5msBPpWPr98H3uNASwZMnQx474vu/nnzA2r31nn+n7vpIfF1+vzvPwhPVIgC9gwaseKWgwTwTcJ0DoQkHwDXYKgqgdpeAbzDJXXeaPxYd+zauX9OLVu+9GqYABtXBSDS+7eCB0Hp/RPSv4Q9kxJ0oqQ/zbxeadtPasAwxCBEHY+XFDCSv8br52q7hwJ/OOjrs/27YNrZAfrKiCBWBXREoLZeTQ343E0Pwv69h8TXwS173YfvhpndB2iwx96XhCQAGBJAHY8mKVA2jkjLB+MkhEoIRMdRAyDuRalQAVavXQUrV6/o//vIEfuBX//CO6cLARhL7z+k4h8HwJmkfyN5QYZfWqN4abme31yNb6m3oAF/bbxf6/UP/RYC/EYG/DjIWa9KAIFA7+u6R35M7cMtH3k8gHr3liUDgIC7iSICSLip9z/P9kD8wXufU49LjgT8wf9zLxzYdyio70UqEsC+xwpnwiidCT9pSBcK0NTi8F+TeBXAzQjoE4DDR2Dv8/vGXgUYRwUgiffPPgiGIgSWeegJQqCV/jWMma3xn6CpkED2Twb+nni/bC425fVb772RAj8m8/OV7GyjFK1UKfApBlUwh8YHdNo9mxCwsO0mYdAct19po8gAOzUwggj4fqdi/py5dX/3Q3d7SICwRG9mEgDCMYXrGSD2xCVAbKSAD+LaAJR6EasCuPLAgymB8OL+ly4d91yAsSIAOb3/8PXlDJZ7UUKlfxkQ52nxSXoDKvD3JPtBiOTPef1AlP/lgV/q7Rvw15+XevkNsMcAPgTPITIZ0EMOhomBvPOgnwxICi2BkggAce+H4/8x5icB0BoJgIAqojo1j59KLCkVbISleiV9AbT7iVUBKsmAY98ueNwUgE54/0B4/0DJVYHSP9vvOkiqC6/nnQf8QQX+2ECv9fpJTzEY+GOSAOc609XAXgHwqU28rzopUEj9VBJgGiJgUdnYd3+7RgLYd89I1DX/zABNHxEgnCgjdC4ax6RpG2wUDpxCBTAKFWAuDDCwsZ4RMDYEYFCCMb/3nyXxL076B055UMb9IVFHL3qAaQf8fS+x3OvHQQEUwC/x9oEgCxTgpwT4HKSB3FZNKdDH/WlVgCICdJMY/Jk4c/P6TpIASYtfY/D3EqKSAv35ABKFkx6Dm+qitEywZFw3ArWDm67qOxc3JXD1UasmQgUYJwXgA5pBKdj7lz6wIvlJul9e+jeipMPQ6TrSRECQDRhZwJ+pvW6AHVgBQuR+Hvg13n4T9GnAlwGwFX3obn/Sj54U+BQCXdyfUGmQZTVhgaqdufloWL12WcdJAKhq9ceXFbf0+Io6SCFJePEJgZIx3Vv/keiWWrf1x6wdUgHGlQAsHSPv/xO9zyqJ928Q75st+WtoYKtnDPu8f6oGtqjWv1j6D8nSldX455L+uEErD/gjAI9K/nS8F5IBP+/tL4C0H93kSYC2E9MB/V6/ES3v+3Lhn0aoCswuawTL9pdDCz/5t3XooIV/DJgJ4LM9My/Bd7Y/C+e+cSMsX76kdgzG85waz3thPO+e8bwTxkOEjQcA8e+Md+uV7wwgR9v8zjSlT2T/pjbWGM+YVJd06tcEe0qqYySyX+LJwI7bTQeceWoP2Nlygqt+6MfPeOS2mx/cXhSAPHYpMB3/2vf+rWB9utiQRG4iWbJhmmmAPC6XBPwhDfizxVNqjN13XEbr9dc8+RCP3w/YvKcPxLrDHrwemLMlAgYer1QZ4ImAVBHwhwUoNeAt73wZHLtxZbLByykBv/ber8ITj7wQpQRw75V2ZoC0UiA+1Ti0zkn+sTWVCkBt56j1a6r/O5ZTAseFAFzNDT5yIEceUiOr2S6f9idP/NNl/QvbaYI+Mxciwb/pZcnA34AsDCEFf/9gYVVefyjwD0v84aAfAvRte/0yxUI5/bE29VMT9+eIABYWaBAF53FcdnrS6+fqBLhwwEP3zYSRAHHyrWxmQGOfEcXGtKEAaW0AdtwzgmJuoC0RLMeZo4eTAaev/sQllxYCkNiuv+s97qJOd8X7x0FRRjq0pYaN4AXk9p2ibScIwJ+rOOgHfytbdn7fwywdy/InK78pvX4N8Ne9fSNQCKQesw7otbF9SxYo0hADfDnewzeoKiAnAjTBrRABgih83/nHwmt6nxwk4Gu3PqkmAVwrYSBIgLi+iLbcODp2ScY6vjaANr8qtkQw1BwZTgVwYYDlKxbyRV7c/9LY5QKMgwLw/i57/5QH3pTciYfV6Ar+GOFLEd5oSDEXOQr8QQH+4O2wJ5H8Ka9fUjFODPzEshIvXw72HMDHtRamkgs5giAjBAq5X0kE+OUqAGnw5+YnLj89WUJg1T7929/u9w/QkADDkACeGNjAccAKxiHBmCOqDcA5QNa7sq44EK8CaOoC1FSArf/5Ty7dMk4EoNNJgIPCPx/lvX6sGY5lbzCWeIe/hJJWv3QcLizxz9/oh05spOU3Ku5vqPKgwHX1axf8gRj8DKOa4MAPQuAHBfDzgImBfVLZP3ID9LEY9e6wREJMFfAlDOL3yJDgVE9sq25n9dqlPQ9vCdy/PX3r9+8+8Dw8dN9zcM75x8OyQXIglxg4/A54z6R2nv6kQO9yQ++IJH3QeACYPiZJQiAQCYHe64HfVfKuY+dXP1ZDXF1ny5Yt7ScDztlLLx5cddvND95cFIBF4/0rGCi6niLEoJD+Y+L+rDfiVSLkCX8q8Dc8+EuavUi8/hCP36DLKiRvrxcrnHpX7U0g+VT3L1xHQhiaMr/uvMWqgFoRoNUAKjfgwredlDwUMGcP3TvTTw58kugk6H0fDT7ucEmBofkA2lBAK2NhoAoQVu3VP065mgBzDYIGNlblgTurAAym/t0E5NQ/5AXoiPdPxd6oNp3oy6bK+sen/Enj/vrpfvpsfxH4S44HG9wivH7O49d6+zzoC3CWAPSchhEGasecOiBpTwCUp88oAinUAGev3jIFX/nLnXDo4JHk19Vt86t/+UR/36dvnkKVAGx6YPNckCmDBoht8/4+6eEb7Eh8KoDvGOXTAnOpAL4JjVIVYMkSA3uf3z/3v6uWr1y282/+9IHbiwIQZ+KpfxgIjdr7l3WsAu86NBsVFMIQleJUTDkk2D8XB+w6+PNevz/Gj3mwwHqlPk9fDvaAbCussI+mcBAC1AJSIG2IFHRNK4pAiBrQ+L12n10ewM/9m1dlHez+6tM7+i2FDwzaEIveQ6NLCgTBWMCVCpa886HJz1FJ10YxFpsUPQIWbO3wdEA4+OKhsUkG7DIBEMn/kqpNeTL/kQExctofSggSS/+yuH/YdD9vV79o8Lcq8OckfyzJD/X6GYJgiIY/waDPAD3WsjeVGkC1GaaIQZUUaMmAUVxjP+GTgLwlG0L5Zgm4EsE/9s6XZR3w+iGB930V7rvzKZESpyPofH2AxvUyIZ1I+YRAqkIgdcwSJyjN2F/ZJtphdWF/rjtgjQRMX3XDm7eOAwHoZAhgkPx3TYi3b4wPkMKr/uExN3r+reHq/WsS/4xgvwLvXy/900l/XMY/V+FPB/506+B6vD/G65fK/bIY9PCyWItoHPQtAsajNfp4DKoQUNsBcWKfZx+1/6lL/iZEJK7cEPfnFZuPhsd27IVdj+3Pdl1dSOAfvrIbnujt55VbjoHlK5Z6nn19UuD8d56kotBQQGhCoL9CIJ+Yx8r+xh/+8B6HoZMQZfus/Nvaahigb+OQDNhVBSA4+U/D/Nr0/qkSwJJjFifeiIpu2NqOrKz8sOEbDY0C/KFxfDrwB0Ll0Hr8mLdPefo+D187nc+08JEfAz5dkFYGrLihEnsPzML1p9UA4H+vfPm/v/dMOGV6bfYB0KkATg342rYnUcWLdlD4IkEylTK8KqouITBOBTCRKkDYsgv7q4cBenbZOCQDdpUAXAbim0UX/uGBN3/s39fqF6Skw9CEgJbWQAS8fI4BqJL++KZC7YN/XfKXxPpDpwiirWxRT3+4/S0nV+rA2QZ80uy72SXRepUBf7vjOCIwrAZwkj8fEpj7wuUD/NKHN2epD1A3lw/wx79zP1z/4e3w7O4DjKIoif0LAN97HRVN0FShSu5YUswIkDliseWBXRigNhsAlq9cdhl03DoXAhhU/rtMwrq47HtDgLpkeku6zP/6spbeJ/JC8XP+gXm480n/8rn+iNqQEPwNsR4J7IzXLwN+n5SMgb58jjy2v9xqAO8raSoB4gKzTw3BZhDgUziJsAAIZwEgv1dnCLjaAK9+7RR8/e+ezjIzoG4O/L/yxe/1/33y9FH9/dePF50tkCwUgFMEeSa+b2kjk/0TzQgw4BkoEzUJco2B9u05MP/bkcNHTrzt5gf/36IA6OzdGu8fVN6/XPpp0/sPrbSlr7cdIv1LwB8jLaMBf1CBP+f1W3aKIFp9DpH4OU+fBvxqEmD+3AB8H7hyICcDRIhAqAjo1ICYkMCwEuDCAG0pAXP215/eAb/+vtvh6/NhAb5ccLpQgM00bo1CBdDvU1Ie+KhmGGBL1ysDdkoBqMz91wG12AOvg5ntpPdPxd+oOf/subPHawVgrov702EDrMJffvBP4/XTHj/m7ctB35JAnArMU20L8w5lVQBr6wkVgRA1gEsQlCoB66dWtKoEOHP7cfkB3+iRgFU98nHS9FHDZ0zUBwDSw8fPXDRnX+zhj04F8O7T0MtTSY31f7swgEsEPHzo8PwvL7148MBtNz/4F0UBkNmlEqYmVwgiEj9G6P0DwaJBoFSQla6Ian/i6URB4I/kWggq/IWBPx7vN15Wr/P6ZR4/3qnOD471KX7SrnvxSXzpt9FUB2SFf2pqAqkIAAHijBrAevu2s0qAMxcW+JNBfsCO+2YE760VVAkEdvwSJyoz0wLbUAGSYQEx1tev0+q1q1SYVhSAir395193LRCd/7Da+Gmm/nHef4zykNH7N1aw/7r3n0r6l8X90e8Cwf+xR/bCV27ZCbd+/om+97Xz8QP9uu3OI8P2B/X9EuAv8fpDPX7K09cl1uFNc/JMAzBqJYJSB4z4+kgUAc7vM34SYICd5GXQ3xbi6KNQAuZspkcEXEjgW3c+BcuXL51VBARTA40H1Y3kChrcQ2+MQKZNFcB4xj25CiCaEiioDGiWGNjz7N7qalNv+qlX333rn3zn/i4SANOVAxnM/X+YPlBLEgCNTO5jmdz2dPP+cXBkQxAJmv3g5yUs+CMKf9gg8G9m1srA383B/sOP/WP/r89O7XljP/NLZ/T+rqHBXwD8IAB+ybRIYDwKE/KCGl4ZSmnkvACrWR7Tnuj1vP6gFSyD+o21ZSxXVmb46Wi8PXbh+bz+1++HZ3a9OLJx9JgNq+Cid2yCV7/+eFi1ZvnQ8VrvuQyfg6+8mq1rkdbUtukrkWPm7xO53+r/W+CXqRxrdZsW+38r2F7tGfD59vXtUef00L2PugTA6m256Zorbrm8KAC0939Z78+P4UONZYGH9P4RYPV7/1KPPoP3Lyo65Pf+JUqFNOvfmBDpn1MVwsH/jm274L//52/BnpmD6DP0fO+3227ZCcdtXAkv27Q2GPz9crLH6/fAi6xvvTIfoO7VA7SSAEipDgb7kfDu8WtiyGvi8wUN2oVRlxsAwCsBQCgBUMsJuGDrRvjW9hnyOc1pB/Yd6qsBd/7V4/DCzEuw4ZS1/VwB3NMefEeoAL6OgeIYuQnwyCNUAHp7EuXAiLoEAqECHNj3Ehx8cej+T99284O/VggATQA+3vtzokz+DwBhIwRKxPv1gl9E1T++4U/8tD9t4h8l/SdL+jPAqw+1fzvP6vevfUAsrz5w7x44+7VTvQF5uTfZjwN/rdzPAz/da4AF/Qigz1HwB8V+0JEBbGogfz2Hpw/SEKAjASaABNSnCH7/G4+HHQ+8AM/sHp0S4N6V7z3wPPz9Fx+dzRHoHd9J0+tQ0CMBnwBj6uqqAd/oj0OXrEecuzIZkKwM2KwKuOqHfvyMu3skoHNhgE4QAK70b8jcfw0Ih3jglIdskDh9Xu+fv0aU8oFfJwm5kcb9gZxO41MEHPj/1tX3wv5BkxTp4Lfzsf3wAxdtAEgF/hHAL453E6AfCvJyYb7pPcckAYaSgSAigLTyxdQAMi8gEQm44KKNfQKAhavaNJcncP+dT8Hf//mj8PRj+/qKwNSG1agKAGOkArCAb2iyk4JQ1NdcunQJzDy1pyHOdLE08LKOHIcoU1JT+a8u/corAVpRpj8lj2PPiyTDlMrYlewztK+2pKRnHdTwUIk06c8P/nPmBlAt+C+oAM/D072Bz4UDOHBniYF3Lj89LGDXsrGsETRPYX+3iV5DSYltWTkiU/+9ep52YSsWWc/O/+Jf1swvMzwFztrh59nWBmhbu8e2sr6d/4ft79V61ptdw/fb4PvKwv/ivWf2mwj9z4/9YycGWVdZ8Bu3PtH/TG1YBa96/QaYPvuY/t/qtZy7PnZw7X33yDauC1S+Xbg/hpiT5N1ObaP4vpr7rN+f+jPiW37oPN14Zm3tzfWsb8y8X+E7x2UrlvWrAr64/6U6xnUuD6ATCsDbf/51vwri7P80lf/8XrXGA0e8/RF6/1TFP176B3HWPy39p4n7O9B3Mf8YGfVlm9bAqZvWkvF8ieQv8fq5ZQDz9gUedrMAj14JyNkHwGilfo8qABJPX6oGAK0GYP5ec4ZAnBLg/rhpgq85/1j4xghmCJBkYN+hfojgnq/shNsHyoD7bvXa5bBqzTLEG/Z5NFoVIH5GgE6WH34oNNsHZPuSmgAHXzzUu55DY1cnwwAjJwCD4j//HR9cKGm7G8l/mmmCqWL/kml/VOIf31s8VPpPA/7O84+VTx34v/Kc9bhnT4E/IvnjAETPAJgfK42txJt5wDSKcr85TTf9z8jIQGWKoSoBkIMPQUiAJQE10IohAeumVsAb33wiPDLivADMHDF58pEX4Nt37oavfvG78O27dsNTj+/rf79s+RJYtXY5Ab5ygE4N+KAoDBQi5WtIQv1JcWWBX5jZ1+BdXQsDdCEEECH/y1aUF4LQSfFshytjme0H9Kk24V21qPNk96uU/qXSeC7wbw7KVv4bA/ygAP6Ff1jx/ZbdQ935a80GbN96ny9ctxiS++cUAdvcPxYWsJ7nyFb3SoQEmusjv5nZVw4LB4A3xNAME7g6Fe/78Gb4X5/6Xu/zXeiyPbljT//jyIAzly9wwvQ6OOG0dXDa2cfAxun1CypB5YKwcn3lWlLXcXYhU9keL8sPy/7Iw2b9Xw39NbKH3wyeLeycPQWBXKXAzoUBRl4H4Pq73vMZigSYjHP/m5I2P/e/3hmKVCAMJ4+Hzfunl+G8/5A5/6mkfzrpLyX4O/vgf3o1nLV5fVLwZ2sDAN2jAZjtaV/OvDkBHH3UEgg6iDFESy2+HUHl9uHfLU5BLQh/s1gtAMpNqM9Dn/3OPd//82MPdCJBMNRcIuHLzz4WzjpvI3zfj5yMzrGvnjdWF8Bbe8AytQiq61v/9hrbt/j2UtYEmFv30QeeqOcBOHvtNVfcsr0r97ELpYC3cuAv8b5D2jxir76J2B81MseXJ47oqS1RVbznxd0XbD+WaTYyfN3nsv1TDYrO48oH/hbYkICx88RKVvo2pDugrp2vbxsyKK83IbLKvIXmdWOviaGrKdavGUUzmiEBfFqmIcoUcdNVOf40d1wuL+BX/usW+LF3vnxsCYBLKPzOnbvg8x+/B37vqr+HXY/sCVY2/cWutGNdnvFc0iAIEKrgUwFA2OxuURCAQevfKS0YGoX8LwJfE/GgousIH1CTaLYB+Kf9Aeexsteo6f1LzlWSOT+37dTg7+xNl5woHuiH4/2y/vAoOVADf0j3PIuSvfnWw8SnukPJ8oYhBvruhkIiYCyqoBjgW0DX+0FgJAAkJMDwChb6vfE/929558vgX/eIwJmbj4Zxtp098P/Dj9zR/4voOcD1CAgZ79TjtNQpE+ILt9/VR61UObyLUQG4MIU4aRKsaxQrxUz9C2bGLXr/IPD+DfqiS5sKza734L3PB0/1w8xN/bvkXacQnlwN/EVeP9BevwFS7qeAXw76NNjnLAXIkwIdGZASgQVSFa8G+EmAbZUE1L93asB7P3wO/PT7XtF6Q6GkisC+Q/An/+0b/b/JwFvomEl2FDTeR66LKABbrrrhzdOFADBsqG35XwOMbPJftPevJzoa798Eev9S6V8233+2vO9vXX1PUvB39s4rXi4CcCMGf0v/bizwhYF44KdAvw743CjET+2zcRUBSULAkwEpEcDCAvh94kmArxqllgRACAlACTLA+Vs3wv/1O6+Dt4xxWOC53fvhrj9/JKHqadWqasw4DiH7I8IArj3w8hXLOq0CjIwADKr/bVGzr5bkfwxYk0pS6Dr1fIK03v/cNql9miDpX1oQx8Jnbnw4S4GULecfA+f2PsAchybe75eXaa9fD/w06FPe0AKg20obXO4D7DKm8aFVLwkZiCEClBrgCwlgJAASkAAjSGWkPFrfO+cUABcW+A8fPw9ef9EJY0kC7vzijmCVNso7l47PUnU2VRjArwL8eFEAIllQPvk/NvlPOPXPpDu/IO9fyYWMqNOdZUv9Om//9379frj1C08kf6DWrF0K7/B6/3LwNyBUBQwHVjTwN739mjKBoG0d8EMS/8J7ANSJAU6qMTJgxCWUbYQagOcFSEkAKEkAlVxa935JYtr7HLthJfz0e1/RIwKvHzsi4EIA373vGZmCJBl/MyQD6ktkh4cBVqxeXhQAxC7kwEbCsNPL/2niRJLjFz2QhpOlAo4lwvsHQh7jsv5dkt/Hrr4HvnnHM1keKBf395X+1YC/SBUITEzDlIEq6BuDKwSGSwCMAveQbTQJAUUGQOjpqxIuJd5+AAkw0SQAV5PA0MvPmSMCP9UjAv/+d3pEYOsJY5ojoJXl2xyLeUdHE3bwbQtRAKauuuHNnSABo3yiLpXdyLDiP0llntTyUgKWSc375xiw9qXRJv75ANTF+53snzreP2dO+r/4khNJb0wG/gSoGD8x4ECH8jKNoZ/9ELUmlxl26LO1Kuv+92hhbvxC2R6s3jy2zHxxoDkSYA3SK2Bu7Xoxn0rd+lrBIH/RH+T40EJBTM8A5Fh83x27cZYI7Nt7Oty1bSf8zRceh2d3H+i0ClA9Z0ltHXJZZgPz65pmzQf65sXtt76crzeA6wmAmCMA2xYlAbj+rve42P9U6ABkEgyC/m21VGvAhO4vAfs1snOmvX8PaCIzJBzgf/amh+GOL+/K9jw56f/dv3R6FvCXeZs4cUgJ/Hr+a6PfECskBDgZkBEB37LDTYCst6rgAhDbPgkA8IOxjgT4qwI2K9JVz17zvQ9c/MRg/jszW9vih992Sv9zz51Pwz13PN0nBF2zhV4C2HVYaJw0S57ohj31+9dsVMSvX28QNEworQpNvBUEieVXH7UK9r/QIGwXduFejUoBSCp/pJD/08hH8XIVrVDo5angksPiawreWv/OnOT/iRYqnv3iVWf1B0dqnn8+8Me9fq9iYtKCvmQWSZhhhMbIuv8JVAE/ESBAnlAD5jsOWoN48elJwLAKgC0PbOdATnXwebibX39c//P2y07vkYFn4N47noJ7e6SgC+bKBoeCZeg6KkVB9OxrCAd9HCtXrfARgK1duFejIgBs/L8xDAha/9ZHopjsfxzc5JpsW3Es+QwFq/L+jdT79+zjLz71aCs1z13c/6zN6+giP5nBXxwSMDLw5smaVT9HeujnnyGMEPBkwEMErFDy93jLKUnAsDycggTIQgE+T5RqZzu3HZcXcN7WE/ofp7Y5EuDIwEP3PZct3EbZ9114cr9McLXsLveA+vsDcIoJQhYShAGo9sToG2NMZbnqvbWw0p8ICC4P4JorbtlWFIBQDznSQ0+R/a9WG4wu+Q8C9uffPgSUJ+YVhzr5cN7+J1uqc+7i/o4AoNcxA/hr5pxjXr8W+DW1IlIqajJiYBtiK6DATRCBwb2ShAWwkEAKEtBsCFPvcc+RAHyfFBDRxKAOcP6e9o4MvK5HBNzH/f9D9870Ps/1yMBM/9+57egNq+FH3/2qhXfH+mV5mQzvP0dNgyBdGCBOYaAUhxWrupsH0DoBCI3/64lBO9n/Obz9sKl/vNcoITyU908BhPM2XHLSX7TU6exlm9bMx/1BAPKjAH+/3K8B/sAkwJRswOKbtcQxa4jAUJAACQvgIYEmmPd/iSUBpBfOXTBDOrC8OgCkCiCRt91vp2+egtPPnuotc1r/O6cKPL7jBXii8kllTvZ/x7/a0o//WxB41kqATQHSuvtGExCNEYmAI88DGIUCsAUCBjwQVmUyCQfIcPkfr4OdpNGQIHdBU/M/1vt/sOdlfPK3H4BndrWTmeyS/n75I6/2xP19XncY+IfF+63K65cmDJKPrajnQgT++2IXtrlri77LlJRfXaIZFpCTACQvIIYECGYGpAkFgDAhcHgfYDmAahIRRwY2nT01dNUcIXBZ+w8PFIK5v/v3HYQnBQTBtQc+98KT+9I/NABX6JVXkgFJVaChKiBEIyAMQHr2XtT3nNtQGGD4+UYSAbeOmgC0Ppvo+rvec2Pvz2UUAfBN/zNc611l619DSOb1qXVG2PbXvy0/ASDb7xrBuYKs5W+9jbHs2uAEoPr/zzz1Itx840P9bOS2bA78T920RpTxb7RlW5Xgz8X65cAfAvp2JNMBh54Ey1N16mit4EoMD+aG1PK8v9nmXaDX8bcSxloFe79H2gdbZDKtrXzhbY9bP1bLtLStbZdrg7twroK2upXrwh2DtYK2ukPHiO/ftz10/1ZwvpEtgr3XG2kRvPPRZ+D5Z72E6qJR5gF0SgFg5e5g1hIQL49gU6Zr6xrtfmjv38n9f/npR/qSf5smAX+sNncK8I/1+jUev0kA+jHPND/9zzYVAot7+dX7ZGty9vCyHm9foQbolQCfI6hLCpRJytR+pQmB8SoAuj3ipFJI+O1n8kuOQzb9MMW5LVuxFPvJqQCLgwD0vP+pEALAAx8/VU06KsbUlibJhWm51gAEtBlmTtb1AP/bLz4Of/uFx1rPMK6Cv+R81PkAxpJApwd/2usXKQMK0E+tBBghKaDIABYi8Er+DRLQzA3IQwLCkwLrwAugDwX4kAUnJ/pcgHkF1cqT5+rJciFz9KH6XtmUYQDINhuAB3ru2uHmQgCw8znfT+fCCK1tBUAf/08w/S9ucNQCcqTHriQokp1JYv1AnJ8D+9tGBPz9l6cH/h+sgH9M3F+X8BfSYlbi9TMev2HeCdUzzYcfpGmJXBLgMBngVAEPyNeWqROF+nRBDQmoglEQCWCUA3zKIK+m5FQB8OJFmni3Z50BwLavCsTOBgg8rsDpgHP7Xr58GaUAjMza7gWwVfKQSAvYhAGvVVb/04H5WM0gYLz/Wan/u/Cr770TbvnUIyMDf+f5v8wL/lRNdxr8YQTgv1DPf3gdU/sf33LVZWV1+a235S/2PDRbBVtV/wHAztX4yTl3TQC7b4oWzrFkb+h7JK+ETza28mdxiPzh10PsTKgcAY2zYiPWTegsZRn/0yhn9b/L8RCA6wswvVgUgHNTX1jen7EJty13w4LkfzPafthz23d1xm/reftf27ZzJKA/Z66xzy/+27N64L+avs+Gu9+IjxsD/mrJn28Tq0oEJIoQpba62uWDNDbub5qhAevx7PwOV00tGKoZIFcC6nUC/NfUSNx10IUC6NoAqVUAVpYnvGRVqdz5kAXjlbcUBkihUuTMA0BmAjhzyviOxUAAtqQfnBT18pXZU01iEN4ZKikrztScyBUNuWvbk33gH7U5uf+XP3I2rFm7hPHsJXF/z78zgb8q1k8AfwrQz5sECFBtt1MFEEAAniMCDcnf87s/LyCMBFQbCNEyf2woQJMQCOpcAJQcEDuMqX6XMrEvT6newIPijreW1yEijRVbvnwp7Mdx8bMTTQAGCYDTqoEqIP4f59XLAL296oSyYw0Lbcz+v0vs+/qtT/Y9/q50GDvrnPV9z9/J/9xEseC4P/DtWOPBn/b6NcDf7STAKhmgVYEhImAF3j7QDXlkJEDzb019ACubk6GqEMirAJinC6RykLuBTiApiSAPsV48RUjCjxevB7B8BQq3IysI1KYCsIUDs5RT8oAZSHPsi46tp5b/9cczZw7077tzd+/zdO/zFHTJfuCiDfAv5zv7MbFWw3uo0ul+mIedHPyNgBwIgF8yjVNLELgAhDQJUEoE6mqANCSgIQE+j3F+e+qkQN//+JbNqwJIegS0Vn2vdpzpwgA5yUNcN8DQfa3AKwJuGdV42yYB2JrfOw5P6Es5/c/voY9O/p8D/W/d+VS/LrgD/QMjjO1j9o4rToOLLzmRPBWjTapqbEw+3S8F+Id5/Vrgx/cX5fXbKqDjhEBDBCg1gJX8A0gAOycezQfAPUt5PYG6CiAlBgEqAIQ339FkvafzlLltMF586qqAAQqC9losXYrm3PcTAa+54pYdk0wAks13xKvTpddIuWp8KRUD3QPqVzKqoDWz+0Af7Hfc+2znPP2qOanftfQ9a/N61INunLcy618b96fzAdKAvxT4RWpFDtmsTjYbhICL+zeJAKkGWD/QAxg23i4lAfJ8AAbsa3UJRAmBDBBy3nXzp3rBonTJgHUioqkJkJM04NsMj81zN4nPA5COcyupn0eSCNgmAZiO38To4/859xVLNhzg77jvWXi4B/gP9zz9mY7E9Ck7dXoN/EIP/F3GP8fbjPSZUMX9BeAvmAKGTgEUSf5S4JeDfgo+YClCwJABCRFokoDBL9aXFyAkAaBrw6vNB/CDfToVgJsRQHWwSyn/S2oCYESl9Tn6QV49vw/5vuTntWTpEjhy+AhGAFpPBBx5DoBBKnT7EwDjhrNk8X8j3JcRzjUNaE7kwH1m9354pAf4rquXA/4uyvqUve1dp8Lb3nlKo/ug3Pu34kS+Zo4FD7SQBPwtuy+jAX4T8gjZoIebjPnXyICt5e5jRMDWwA58oGswEgBIsR07NEUQrIQ4+PMBZFgnSwhsRwWQTQlsEpERZPKzXnZzOqB8Wqb2uPPmAWBTRl1nQGQq4EgqArZCAAYtgIM86fBbkjH+n7DWgOb8tt/6BHz7zl1jCfZVc97+z77vjFnJ38iq3cmz4GXSP3bf/JUFw8A/3uungV+qiBjVW4Pn+huCDEiJAKcGzP/uJQHC6Xds3BfPB9CGAqiOcrgKAIIWwFLco4Er3ivXhgEykQeFp50nDyDsvOp/ly4xKgd5UhSA6RSEigbO8Pr//D4VuQaQdl/uvJy3/6n/djc8uWMPjLtddMlJPa//1KEpfpz3L5n2pyEQ+spvMrUgBvylwM899ybRc0iTAuMnAwwR4NQALC9AHg7wxejThQJ8AEGFI3AVQJ74F5oM2N05+uk8bZ7cxHjt3HmFXSOnALzw/P4sGBlibZUCzsBurLe8pQndVoB6kCT+b+h97XxkD/zuVbePPfg7r//9HzkbfvLy0/rgzzUf4qb9icv9CqV/GvwVyYAJwN/MHUPtOIYr8tmh4zKQrypgs5ywf/9DXq7xqyMi9aR6fQ1OkFj1RxAq4p4XkSIlVmdqRElKxAhlshFiFNROwVqnhzhP6WdPNa9Rilop0nFdtM/k4elZu+qGN2+dVAUgQXwjTY3+HPWfwTfAmzS1Bj738fvGWu5fvXZZz+s/Ed7a8/q5euJs7J98FhSDvLBcMPV9CPiLiIHhlQEt0TWJ37JhWd82VIGmIiCQ/JVKAO7t+UvnAuHFN5b1yvT5VIA0ykBKj54LA6TJ5PcfpzI2H3gg9X3Fn48sPEF0BYQVq5a3rgK0RQCmuEEUsjIsG8b0YhhsAsXgq3/+3bH2/C+4aEMP+F/W8/5XNK8D69U0wVUG7sPenFz6B4/3b1kgzwX+aEggIdhL17eCZS1HBKxA8q+sryUBkqRAv8zvCwXwGeONc4jMBZDimWHuR+q5+UFz9LNOB9TlIOj6ArSTCIjZSwcOTiwB2MoPOnYkCYDYyJey/S93nNi+7vjid8cS+F+xeT38syum4dTptZ7r15L3LwwvaOP+evCnO9bV9+v9PQj0UzynTPKfVxUYJgJ1NcBa5Hegpt6FkABNPgBCHq0JUgG4ugA+wKGVARBl0EtqAmAkhCMrksepDrLJ5uirCEtkX4AIQiBJBFy5ajm1idZnAmQnANff9Z7pNMNQWwmANqkXT26bWPnAvkP9aX7jBvz/5F0v6/8N9TZN5O8kKSBIhkwpwKf6hYB/jNdvlM9tGiJtWDJQB7LGLIDBAjjQ478BMkUQk9jlFQEVxAD4ef+a32V4mz4MkGOOfphnHLav8HCG9thwshdy/kuWkml3U5OoAExnGZiyJQAmICkJ4v87x0j6P/+ijfCGizbAmTXgRwHcKL1/o/X+YxO5rOr5keYeyMBfA/wysprurbBeMmBD1IAaCQDQNeVRe3BsKMAzkGtVAEV1wLoHrgGn3GEATGGgpwOm9OSbfQHSktowstFUZMKuAVEMaGshAAlAOlsCoKL+f1rloHvmkvvO37oBtl5yMhy7cSVCeKzas5WCl34KoM9LTyH988unAH8J8OdobIXv0YqIgPV4Tj4SIAXmaoW6VKEAHzDExOJ1v0vDAJJYNxcG8K+I9QbQtAjOmwfA9QWAjiYC+o0oBuRmAkxdc8UtM4uXAHQ5ATCDzIrF/6c2rOok8J+5+eiex7+hB/4bSWJlIq6F/0vLVtHzef9GfUxy6V+SJEiBv6QwkI8g5AR+7t5oicCwGlBbhqn4Rib5BYYCOLAOUQGw6oAifGKa7tDfycIA9euZMzYvzwPI79VjBYHaSwTEWwMT5qbMb5skAnAu9jDmexjikCd9VULfPunjdARgasPqTuQBnDK9Fl5/0UZ4zfnHwXEbVkJoaKM6r5t+Dujpbnp1QOr9CyV1QzUE0oJ/mNcf+iyayDcGzwHAk/uGQbK2jCccYCNIADeot6sC0FMCqe+4nUq81VHUz1eNf7ajBYFyEoLetohqgHqHeQwIwBQ/oNiOSuSW8do1x6x/BS/8ydPh5o/fO5IzP7kH+udfdAKcc/6xA9DnEUEq9YfI+6J1IprjSKV87nkxycE/DPg14S4DYRTdoETAMB6sVZEAfBCWd+GLSuzTlu8VTgmUXCPJsddJ1jyxSZAI0F79fKT2gDREkRLEBYmAcjLimQmAVwOcSAKwJfYBpMG2vRkA0gPGSI1aOrnwpNZqARyzYVVf3t/cA3z318X4uUptGNDEyf9hyX84AMu8f7YvAOv9pwH/GK+fBH2jffyHe+xps9YX/Hyslr+cBJBJgeJ8gBgVgC8ihJMfWRxeFgYImQ0QNh3Qe0jqPIBQDz5vqbYY4hLfOZC10xaVAhB080ysNx4A+CZ+W/JjXNjWu//j6+CP/uvd/QZAKcH+mI2r4Iwe0DtP/4yzhwHfmPQkSSr/Z1MHArx/nxtHNwVKBf5y4EdBP0UShpWTAY0aEE4CfP+WhwJy/B62TmQYIClw5Zujj4VUsjQCSoTAKoCPmAlA2OQoAClqAKS4odWBMt2tsgmP0d9syI1rq3rA/O6rvx/uvvUJuP/O3f0PZ26dk6eP6v/7pNOO6oO7A3r3vQP94X1ZNYHiqvPFyP/Abhu5j8YKlQnc+2cT/wTPgmFPOA34G4SgxAphFluxQQYMUwdARwJ83qgX7IVnE6sCNL6rxay5ZMCsYQBFi+C2MtuH9o0kAiavtJcM4HXJlLHXiyoHDC3XAsitAEynuaAZiYHRe+XxO9dPa9xy4Unw2t5nbnDbcd/sTJGTBsCOA3q9s5xVeIG2lZkRhgRSORBnVQeE0v/QtROWL9aeq2k0f4l3/lkRoEEG7GDwNAI1gCcBQwMw6Vkh9fczqgDx6+SMlTPLJNfTE/YFSJgIyBXpqapM/MGOlKi02hZ4GXTJWpgCGO2Vj5zEzG5r+uwpNoGS61imOU5prD+m+E+wam0E3nGg98+BpKQroaYssNjrN/HXTksIrAfhzbyQzAEjRwJAHvcXgqxGBRA14alNCYwhENKiQGmmA6apByDrC9Cy2oAe2+jVhoWXxOROagi23O2At4Z4XV1TC0gFoQZE6bsNajx2xbG2er1s2MUFofwvUCqi1AGjm66Ixf3jwN96wV/WBtgqPvT18JNKi8KPJDTkLb1sqFbMliSCbSlFHNGMSUKOCp+pnZt2c6Hku6l3Vh0VpLeL3m22BV4CI7ygqbLlQ4Ex503uRrEhri+4Xt1IHf+XToFLVVgoXVMiogmPoGOk9BxN9ZgMR46agG8G75f8wxMCU38OzMK1k15zUQMjQU5DjiZTOZ81PbDTszpMwBgEIx2DUh1je05IqnOaw7s1a1cuGgUgaEqDHDxtew9E4m2x5zhC9So5WTEZr6Ey+U8aM8fK/XIgIu0LIPf4NF6/nT8GA3HFgszQ/gXevaHVGJEHj/5bFqbRtJkOVpuMTe6J65mHsgdE9AEHvJsGG99sxCHZBONM/PjfQqG46UkhAFlOpJVKfeSDlZ88tFVsCD9PvRwp/84GrmuTSaOxMrBhFuKl/3DwB+91sVGgz5MBywK3lgToQgHSe2mDn7fw59tGP1vp3zWbdcxqfQzO7sTFjL3Jj2NiCED6Gx4c87bdOYdkD6kwfJLEA7ftnK9Jc5288iuT/MfN+9d4/xJPl7u3dUJhCI9f69mbhqcvXd96Ac8ISQB3PfDpjXoVgN6ftOBU5HuuVZzaes+Eakh2gDftj8sYPpj4gWbsbCwVgPaVA5v+IDK95DnDJ+3G//N5Y7FeGDfTQTJLQASAhvP6+RiwFOS1y5LkxnBePv+8iBWXRIqOSnUyqbxy6fFZUnGJkdO7OssJMpxTF8KrQju3EIA2vPZWmgBlzFMwGV6OcVJFjE1x2wlvUp9ARgIHA/6gBH8OyH1qgXQGAEcGsPwAI1ByZPkAMhUAlfxFTadCn52I6bAte5RZHIKWZgKEnltXiAgJvEtJ6G2tGFC36gB0/AaSL5PpGrG0SV4q6fZTz/+Pif9L5f99ew/Ddx+ebcqxdu0SOG3TatZL0Hj/1HokCTH0IC3dh/4ZsN6tYbVT6q1+G8vPV6zzlb7F6wFgy8UW6Xmkd6/dPXf/f/zGFbCh96FqAsSVqpW+b/y18X8na0oTN350oWof3hRoHM4BM9cQaP8LB0Z+HN0hAMmLAI0OeLsxBTCBWwx55yPjG85zHdzg/7WvPgdfu/05uO+eF/r/XzcHCq9/w3q48E3HwPSmVainH+v9c+Cv9fq5/Rjx01v/l6mBPT5QowFvy5Xx9RXxoZvw8EWGLOzedRC++Lmnevd6bx/8ffbqc46C173haDjvgqPhuA0rULD1FdoRtyHO1N1GVYHQjHJ48T8bLTTWyX4O4nVrxYCYLbWmAGQby6+/6z1be3++7N+hpw6AYcrYwoK05/+9BrzGokke9aY3zd9r+zWa42L2Sx5X3VvVbIsuAcxeW8PVZrC18sm+kAJ9v3z7lZ2379z918d3TA7o/+Lzu+F/fW63F/QxO/s1a+EdP30CbD5nLX1cTOa/rAkQ5f1LcytsspdbVrmA1ids4x+GyE1viuvW87212LIL3+3e9RL8zm98D+775l7VOf/wxcfCP/upE+H4jSsX9ufRruaPq1K5z3us1e9s88mwgHxnh8/Hv//Bd5Y/zvq1s55rNv//Fujf54+R2A9x3t5lBdvCrkvj/y3z+9BxCfZrsd8Neb/oa2vgew/tgn2EAnDNFbe0Il1MZgig1SJA+dZNEq/POAMgjTqQNuu5uv+nekDwp598ou/1a4B/zhyAfPibD8Fb3348XHblSZFVCS1/Lso57CHdA7WPjU8R0PWnr/6D8qJkKgCpNvTsjz+xCz79iZ1B5/y3X3qm/3FE4IcvPg5edc5RhJcd6hHq1gsJeySXFZhF9R58pDc97qn3HbKREYBuJJ+NUiOJl6TaTOTjM2ht1kuuIRsO+D/TA343mKewvoz8zRfgQ//3Jli7dqkqE9tI/5+I+6eulmgUd03a2IcGbEA72KlzAcwwX6oe1+/8xmOw7a/j22bPEQEXHrj0p07qEwEZGCLnngS8uRBLyHbDpPk4AtTCeG0jr2mCdflr1w0bQR0ASwiAbcXLx3HdcHI1sh4AgoY1JuF1cwl91/3mI/DLP39vMvCfsx0PH4AP/buHYW+AkiDy/hmSFwP+VKlfI6wcqAtJ2AzXgrZU4F+1b93zAvzqf3ig/7n/nj0ZXxNf/YlRjg9tg3b3x9S2r+FVN7y5lTyAnArAlol8WEemJtixGgDUMrgJ3+79vYH6s598vP83pzkScNP1T8L73n8KhDQl0nr/seAvJ3zVbeEQLunuR3r1QhVA5lkvfPfpT+xKDv7158uRADdzwCkCP3TxcQqHM10ioHYTRZpPJyiMIEHR4ee2cSYAU23doIkjCsnJhE286fQxZ9B4taYK/E9k9c7q5oDm/AvWwflvWKcA4DTesKaBUDhptCQRkJIAbbxfAnS+MIDL9P9UjwC0YS60dP1vPtJ/5hwReOPFx3sPtL24PdcGuAVknHDAn3RbNnZ3JzFRKNaiiCECLd5u+9LT8He9T5vAXzWnAvQJQIoES6H3H1MNUXKNLUEEQnrUa1WAUE/ypuufaP3+V4mAIwE/eslGWLN2aWIMDfeo0e2qUW1UisAoY/Mm8IKPpwIyRgQgT5yo5BqAqgaA3pNMZw70b/6jx/sD8ChtV2//d96+B87/gXU1b0x+iU1knFwD/pqa/FboZS5gSainzyfMDf/WXN7dhztuf35kz4F7Dm/+5OPwl3+2E370n57QJwKr18YNqek9z8WVNS+embBYXPyJUgAyurKLLoSQgXjkmgLogP9zHQD+qt3x1edrBCAdecK9fx34q9rCWooIyEiAJrafAgi//NcznXgW3BTTKhH4wYuOh+M2riDOI34q4GIetseneFAhABPHF8ajDHBXlJfw6+wG1b/+/M7+oLovKPM+MwG4fY8A6EPk/9AmTQT4B0gA0mp4Gg80RRiguo1779nbqWdijgi4jwsNvP1dJ88TgdSAniqEMlbAv7hQfnrcCcDRhTYsGgEl2TbcIPpXPeD/q44C/5y56YA7HjoAm05f1eq1U+UGmDqAc1TFDBEBCQmQhQJ4chACjPd+c29nn4+/+9JT/c8PzhOBlfnd4oBrHnO/dMc2gth8IQAjJQBbYBFadB8AE/pituDhZ3wHn971Inzly09FA//GY1bC+jXL4Zh1y+e/2//iYXh2z0F47Kn9SY/54YdlBEDTpIeT/7l76G/ZLG0jXanXH1hgJmUYoG3wX7dmGZxwzKrGs7Nn3yHYNfNi/99a+0qPBLjPlguOgf/tkhPgrM3rIjA8dwOg/Bylfem+VA4cFQEYU8sLpq3mGJi2NmPZlQwB/H/2R4/3wT/UVq9cCqedsAZOOX41LFvq2VNvzHW/nXHyWrjn4efhmT1pcgmcAgBvanrXJvja2uTPnFFPAeW604WEAsI67DU7AS5sx5GvZINg75l5zaaj++TR9+w4e9XL1/Wfmwcf2xv0/Gz/6rP9zyvPWQeXvOuUHhFYn9CrH6Wi0N3TGC154NbtxlWZUAIwfo/cYks6dMD/+T96LAr4nZ15ylF98PcCv4covP5Vx8Cd9z+bhAREgZCJX4UvLMRPB7QUCRCO3kFhgEhk2L3zYDLwP/9Vx/a9f86OXbcCjn3Viv6z44hkiCLw7Xv29D73w1nnrO8nC76h98EAYxzAsyTlFQWgWCEEAmybHQ6+c+8e+NKfPQnb74ir3ObA/LVnTokG7rqds2k9/M0/PBV9nn0FICPuxxT0McLpgNj0Py0JCAWuUKBIpQA4Aql9hhwR+MHNx8H9390THFb6zj3P9z9/1iPBThH4gXkiUKxYIQCFP06YQuCA33n8btCLNTdgO69N4vVj5MGFBGJzAvaOPEmRjv1riAcHxGif+RHZ7p1pwjjuOQhVDhyRdM+iIwKh5pSw3/+th/rvxtv6RGBD8fAXgR18qRsJzkUBKJYZ+J+HLyQC/hTgXyUBKcwlo21+zZokBNZkWpY/rrj4fB4vn54KuGtXfAjAefKxz9Fc+MmFBGLMEYH/r0cEPn3DI3DxJSf1PifC6jWjG54LwOcmAIcKASg2uXb7l3bDFz71WH9gS2WpwH/SzTAFgaTtgH0JgcX8KkKqWSb79x7uEebvwZc+/0SfCFz0tpNg9dqlGY++ZMkvZisEYGwHef/fUZsD/D/42IPwwL3pS7S6TO0C/pP/XHOe5z2JpgAePHwk2XG7cIBLDgxJDKSJwJPws+87A77v/GOKZ14suS0pl2AyrAuDggP9X/3X38wC/s7LWpdQEn1+X5os8hRSdLHRPMdufv+hw+n26EhAatu/9xD87q99G/5Hj1QXK1YIQLGhgbIr3oAD/Y/+x/v6A1YOc3P4U5kb9J95Pk0SWRcJgE307CwGT3Pns+nqCbicgnWZ4va3f3l3nwQU779YIQDFOmXf27Gv56V8J9v23aCaKmnP2SM79yX1/PyWqzWSft++jADP/IHAPoLjbQ8+nraioKskmMscCfjzT31v5M9psTh7cX93nIZCAIpF2//4rQezef7OUoK/i9HueHLv2F9zbbPlJgkwEF5pQFcJMIzYtANM7nlwhDCVVcsI57Av/tGjWUJs2D3j/hbT25EjRzpzLB0mAIubmY7Li/fVnlfyvR15AdXV9k9hzuv/xj/OJPX+165dEnRfsy1r5/7IOxBY73emtr3JNTeP3+UDjIv96Q07CooWKwpAIQ+jty9+6tHs+0iVsJdjoN+0KVDytfrn2SbYhfV8Ur93+dWB9HbH/c+MDQlwhPsf7nim045KsUIACnkI8Oxtjp1lMjcIPZNwnj9msQOz8/hd/f/U3QCxZyYcAE3A7TWoCqBvBSTx/pvbjFEqQmzDCSuS30H3jKQgAbuezf8+OHPKW5etEAH8XT6w/6XOHGVOArC93PSAde34vMxteSEuThsK3m5A/8q9TyfrAJh7wLOp1h8iAUa4rkku/duI98Ii29m4MU+c3ZEA96yE5gS49fORzOa7ly3vxqbf1HjmEuRxBo8c7s5Z5yQAzy1G3jeaB920s27tJNpIRpozrXzvBmO3jhvQUxVnCfVGY7Lr69n6VgOwFgF3CvjJh5Xy/kPCFPHNkHM9a04x0qoB33z4uRZmlyzYYzv2JSVrWcYZK1vXpt5vZhBvwWbGnQAsHmC3kyx54b392pD/q4DuJFrOw3Jg76Z23Xr37qTZ3SgBIL1RI/TS03rZtr4PDxGofgBdlgb/2JfJBgzac+tMn74q6311ipEjj67GP6ceuWfOEYa25P84At5tQFwMOQXCPgCtKOiLtxRwKYEdZTmn/VEkwA3IDuA3Tq2E5csW+OvBQ0f6A3WbiVyppOjhR7FZgX/h99lCsNJHd2g5i2CA1Xpj4epEysF8bdb6+BUvu0c43cdNRXWFfupTUl1BqdzhpUXi8fLPmp2MaYmHDnYn2XSMCEDeKthUy8vxe6VirpVs3Xn5cRTkI/Hc7WDvf0j+HwZu68FZk/B59m/fNIZD64MFywF6E1BslmdUQi78+958ztp+J8Y2n7nHXtwPMJZjweLy60TPa8lS7NuSsby7AS9BOHMcVfzJjPy6UtfmzM3rF/3Lc85r1sZfcnWmvRHcRn8NAO6jAf9g7x+R/7XvYa5EwEkCwfjxcxzHPhNGCFo85oMvHe7Ms7Jk0h76RTMv1Y5ytyV24mx6UAMgXwKTDnRhCMxNxL7NPAmRgH9bHmuVROTOARgHW71mWXFku4ATypWFOQBjTwC2tXkjJ9/ysdPQl+GU6bWwmG3aUwSIkq6b/6+bby/1zsOJAA38GPjrvX/DXBd+bJ3etLq1PICu2qmb1iQeI8NnBC0WgtDiae8oCkC2GzAiecqaTj7UofaKcxZvGGDjxhWeGQAm8TPDlfPl4/MLEn+1/n/zYxngl4J/6vP1fT+3z82vWbwEdPXaZXDm5qM7MQ7Ej4uLR0nYt1c2U+SaK26ZVAJghryE0cTmJ+HhNBFsNU2nulcs4jyA179hHeG9p1IBOAl++H2StPeVx/99agIP/ujxEz0KJK+bb+qkSwRcrJbm3TMtEoQOOmQtqqpdtcmsA9DqVW9fmrejvBaV7S3mRMBZ8DEkMZPfayMiehwJkBIBza2m9uM/Jt158oqDQbfz+jcs3ufvNecfKyKgKcdOW7sv4fvM6Lx1FHHnDuvF/S916rhaLwXczfvTMWnetn0OJuh3J0N+39xAtIjMxZ7PH4CPjbjvuJccSgLSEAEr2LYErHWZ/0Z97VwIZnrT4kwG9L93JuMYkdlR6aLHn+EEDssqRe4YewJw5XnXzegv9mSVfGxDms/DnOXFWxYjAXCe55Ak7gE4/7+pDHeuBr9hsv5pIsAl9lnFtkLAX6IMsNfPU6Vw65uOWZTgvxpJgLTZxpPwMsCTMUMrzbU8JJsBMP4EYLwtoCubTSGNjYeqUR3wL7hoQ18JWEz2trcfxzgKvNRNhgmUJEBCBDCwx49DVqdfCv425noQ+9r6pqlFNzqd33vn1OPMSAelmFDnJEw5XnASDh7sVsvp3ARgJueD0xYAdjY5xsZvK8W5XdAfkBaHOcnZO//fNr19DtT0CX88wcSJgObTJAtq8Bc/pjRZ4vomrOl5wotJBTh240qR6hY/VnVHjQ0vA9w9RfnA/oMt4GZ3CEC3WwKLJaquPEgm9lSjyAsmxV70tpMWzQD81rcf770vVnP9yGWM9xo392eE0//091gyHdByKgGR9R/r/dcJjv+eTKZtrb5rAQmA+FjXlRoA6cc427oagp/DkcNHJBu4e1IIQKdkmE7EoGwGdgx8t8L4F82QXsliUAE2bFzR9za5UqsxKoCcBOiIh/Qje94YUBeDvyG3z3n/tqLKnL0IagK4UFu69yylItiVGgDdDjW8KPP+W7WOhwA8N9gGgmBHWGpagM+pLui6uL31nS+b+AH4HT+9kbg2RpAEqJlPb4bRmyQBJun0P43XHwv+kvoJlPc/9927rzx54p+/iy45ici3STADwEoXSelMdSfGH4QfiuT1w0eOSA9lYkIAd4/sxqR88GzOh874z82O4GWy2kXNkAqw9ZLJDQU4D/PCSqwZBXXL3xM1CaipC1TiXo46AJZJKGwSlTDw95Ja61++vq5TAS6c4FwA9379k3eeSio/qLoS/UAY9RCCj9EZnRab55xS4dD+F16U7qq10PlIQwBZqwF2rPPVaKYCmiQPuNTe2hugJnVGwJyHyeWFWABRKEBHAqQhgSoRMOo8AAtY6WAQef1z+40F/yqp4N4TW7tHk9of4Gfed2Zr73GSMcj671PcsXVFLQgLnxw+fKRzz9WIkgAnr5scNhXQZnrYwrx2E/0SUnOyHfj/7PvOmLh765LM5I1/ZKEAHPAZtcVK1IBhMrBACOgPMKBPef0yr5S/DhLpHztnNyPg/3j/5IWiXNa/K/1LzzqJ8WBHr4a2H+Js/zxfPCCuAjgxCsCM6tp2qhhQyjrZ7TzIo0wErA5Wb5ighEDXde5f/tzJQ4OkKMnP8h4rNtDhBX/8sm5oxr9mLLSo1w/ojATJFEZUUSET/3ykYPaan3fB+v5nUsxJ/z/Dkuo073GasW0SpgDm2ZZwCqBrBDQxOQAzo3199IkveaYCpmWX6Wpyc8AVVv71n18+DadOQKtg51H+4vtPnT8xTUY/FgqgQY1PvLRVmd2DzKnIALqdhtdvhI+4kcv5lk/8o47bqQBuxsYk2M//21fWwmoh8f+4BMBs440gXyZe3QgZexOTBzs7/U84BXBHm89XVgJw5XnXbU9yARPejG6UpTSdVRtCr0t1OTdg/cwvnTH2+QAOSE7btFoG9pg6IJwaKG+1W/F46wO9xUEcA3TRdEDrB35ZB0TDnLMc/PF/DxNXR9x++d9N9/+Os7m4/ylKIp1+PDPJx4pReOmjniF24IB4CuDkEIA8KsCIpgLa9A8vqzbYHA9knjyAup06vQbe/5Gzx5YE/GIP/Oek5GFw0kwBlH3PkQC6/K9phgYYGYBVCSymLvDAL53qR4O85nt/LwZH3P5VjwSMq731XacOhdJC4/+jaLNu0QJrJiHoxswASOQYKvap6ALYqmreBgFIktAw8qmAAdtKd8zhiYApp+VoS786EvCTl582luD/Ixcfq0uOQpc1Q1M6Q0iA5JkZTuYTuPjCakDodtlHMAD8LX0d5c/p7LKvPuco+IUxTAp0wO9m1FjFddY+p0GgnHhmVWvFhhJsKzY0fPClw9Jd3d3ms9aGezYjvcCG+EvfTEtvVPVgWNVD0ThWO1vszyi3pX+Arej66a+HmR2JTRWobMA9mP1urlnQH3zsQdi/t1uNMHz2CwPwRy9d//6aefiuXlIL/u9nSUDvV1O/DbPXtj6MVH+vDjdWOOTU75YsqKAr/CQBJC7hz3q8Rt+6Fg29GNYbnruXf3D947Bv7+HOP3+u2M8/R0mzJN8iLv6vc1ryJAAO5RrYERQbsvJtSa+XYgbAxCkAd/NMtHsZm362HPMgxklWuoqAafMAyHdEMDf93POPgQ+MQTjgF97/8oHnz4CPpUAJvx6YEoCBJaUGaEHa1rz55iesZgD2vmjAH5szTv8ba8PcvC8/cvFx8O//y5mdzwlwU2gXwB8hUpZX3vJNQU5YATAipDrSYkOBp7mvg0WA2iIALU8F1N9Aa7vwYKWsCMix1lhio+8A58IB/+njr+3/7Zq5jPH/8tFXwg9XPH+ZB+oHOKr0r4YENJcxCLC3Y5YEfuk5ND3/sHwAWvmoL+9yAtw9Hk7q7IY5YuwIMhrzjwQnuXydIAvfSsfO9hw1q7qo6WcAHHxJpXzuaPPZy06J3/7zr3MVVC6jLnXjr6l/b5rLGWJ9ZDl0W959So7NsPvE/vL7NJHHJrsm/vMwteUMuU0wzetaX8v9a/mKJfAjb9nYP9AH7n2+E4Pv6y44Gn7l6jNgwwkrvMdM/tsYZBmDrLMAlMYQv5FDkwFJUCwl6NN7ktT0N0DL/jT4YwNrc7+GvBpr1iyFi3/s+P4337rnhU48f7Pq2GY44ZTVYu8b/86w26AdAWJ5q90+nWtglceKv43y/8fzHuK3Tf22f++LsGdmn+h5uOaKWz7Y5vPXhiabgdHU49QLz6g+jyBlrH5hW3YAJnPxc3lOg/Q46/tKsQ/+WvqWqf7I7dtdjbe965T+wPfHNz4C37lnNETg+J7X/zM/d2qPAKz3nNPsGbPxfSIfoJ474c0JGMYyMi+gOmA1aYIVgbYJBnqd+sOqG7YJ8BT4h0r/WKLlT/zUSfD9F0zBH/7e90ZGBI7buLKfIHvu+ceSnnmw/B8yf5dVDNJ79GH7Cn54vdsOmkGmmgEgngK4ve3nsJWavNff9R5LXXpTe4WNqf2/Z1jor2s86/r+3zC/g615z3Z4P0NednNo825bdGy25o17znHIW4w5T1tTAATnYajfa8OuaR6/75zq5333Hc/Cp294BJ7e9WIrD7yLA7/ln27sgcCJzWfL+H0rA8z3Bl++7ut4fzM0vBrVC2yzDxOi3BACxNoB/9r3SMniv/3SM/CZTz4BT+16qZXnb3Xv+bv4kpN6nxNh9Zql3mNHv7PNa4QV6ZmbUeHLFapv0+8Z19a1Bt9XdduW9vgXjs+Q26JLq1PbIs7DEvuq/r8F4bGZxnPr29ajD+2S5gBsu+aKWy6aNAVgjtlsCfU6o2YCRHvCZt4nS+Vdc1594/ztMDixF5DY18K2TW0o9BxLbTYAeD1d7j40venqd04JcB9HBG7/0m7Y3vuby+Of9fyOHkoGG/Lyh66z/5lKrgS432oKyrCXb8nbahswbSJdJGllv+6BP3oeSKKq+/cPXXxs73Ncjwg8Dbf1yMD99+zJ5vE75WtLz+NfNff8WUNeO909SSmDB46V0voEtoUaKrEbDng3sL8H5ArArW0rAG0RgBkelPJI8VKCMDf480Cf7jh5ohNwHhISJWQx+cIAMAR6MCACW86f6isBjgxsv2MmOjzw8k2r4VXnrOsP8C8fJH/5I9bYtEoZAIeQgCpg2wEyVtWA+lRAKxjiLDpcmbTjoACE/MCP3wEp+EsJiGWISV3Tcc+I++ze9RJ8/asz8Hc9MvDdh/dFPX8v27QGztq8Ht5w0fFw6qa1w8djJbUdmv8jkf9Dbh4pewfO/89TAEimTgVfEwHga8wlAB6RdwHcMakEwDGbrWKH1c7psekemWEQa8bm1RtSgHSOGH0dWFKQKM3x+faHfye/nM5TcvLomy6Zlei/c+/zPSKwp08Mnt79Yn8u96O1gdl59G6wdX9f3vv78unV/b/O66+GRbD9DoF9RQVoLtNUAeoblZIADORpNWCYCkjuUS4TAb/A6+fBn/LgBbMzLEcKmkrRmy85of/ZO3jW7r/3hT4ZcM/e0z2C8FQtXOWeWbfe6jXL+s/hqQPgX11TmiT3RNZDIWWBHcnxmKTTjpPWGrAx+zSqPhNq8tDb+L69qtDmxBKAHUkuqK/YuTARUL3tWE8eLQhkmiNaIm9cqoTUwwDDQESHAciiQKgKgCTV1RI5ffK6G0hfuXndwpaMb/hv5ikA4X37k/wwEqAs+sOSgOFhx/c7WNtQA5pEQKYKtAH6NPDHgL8JAH9f3F8zZXPBW3WE8pXnrIOzzlkHWMy9uR86pk8fv7wYUwr5X76+QHVIJi2lLAAkJ07xCYD+bSsSAN0MgG1tE4AlLe1nR+pBCJvLnsYVSl8/Xy5hmU7JeqqiQNl+l8dK+Y58wkHOKsGmAX54PX/rOU7rOQ/LdvozUG22k7ouQHObBupT+nxtgofn9hvkGgw3NLKJwR/rasnefyurRcClX5L1EKzyPciU/Z8y252r/x9DNsKVjXQVAPnz8tu+vQc66/23RgCuPO+6bbE3WX+zTdiIB+0UBArva43/f0y7zhByg/cGwAdcfhBlvCDWq/OtY0QDNT7YM16qgAQAAvK0V+cnAhhpoAhBWEsA0wB9ALxjoA/4tV5/KPjjioQRVhYEMjmNDzHwzzP9LPGEFhTvd4yTQo8FYYCep/ueMNcgS1M1/lq52L9CAZhcAkCfYK6SwPwNDPbo2TKWJn4fycA6gRxoeYLBlQZG1xFmDkepAAqwx6VdOQmwKhLAlfn1EAFLeel+QhD24fbBA78X3DOAvy7ur39GODLLEVeLKAzsu8J6/7JiPfLs/3bGsjbi/6Psa+D2oWgB7Kz1GQBtE4DtetkrZ7JJ3vr5w8lL3IMsZJcthwFC1ZfRqwAG9e7aIAHgIQGU5G8RNcBPBHBVAEDU4I+836J150DfVgGdA346LFIHfwvy6X5JwN8afRliywF5eu8/iXdthetGyv8hjhMW/0+f0Goy7mP2Od7/gioBsPUiQG0TgAxtDk3yWJbcc87p0YeXowzLbg1PErKjUgGU2d0U0WLjuQlIAObt19UAS4AypgpYAdIruwB7V7aEt88DP+31U539cOJgmPskA1DpvHRJ4h8EeP8QSDBCZOk4zzyu1HC3QqeB+1A4por4v7Mdi1IBSHvzE4QQgvMATMKHF7Jua+jFtMJ4v9Vdj1wqgHxg13h6/DklIQFISEBCBChVoK4MNEiBRAaoLWtrgG8F4QEJ8KNevxD8ec8fexYhTAHSEMVA79+Knl0jUAcFgGxHJ/+ndZ44sqHciaAAkPb4FR0A3QyAiVcAtoc+IOn6QOfMAwC/F26FIQcrvCYJwgAhL6tsMKP3r1UB2EE0aJpXGBBoSQCXHGjZx4knAnhXviop8JMDi4D8wrH7AR8YTuEDfqAIgqUVkRDw10n/+g6EVjHDIJ/3H/reajxdvWMw6vEyDEvSh5qV8/+3wYisNQJw5XnXOYljhvJIGxc/QWvgNvIAUjLamDCArsiFVq4zqDqi8VwAHWCNaBpOErAPzAfQkACf9zqsBkgSAIeJAEcGZJ37+KQ/7T4sA/x+r5+O9+OkMSX4G0EzIyEpoLDJxnr/BGCi42RsWM9A3lLDbSqm3FiZOMdgTOL/bSsAiU7UD0w58wDkLS3blcP0STdcsmI4wUk2ZQ9kXd78G9PM9zbowJqLBOBqgMTDNiwZ8IF1YASAXa8J+jLgp71+3dTJEPCX3n/Zgx4XupInFxrRuyfxwtPnBbS3DXxb6RK69aqIf997nleVkc6QH9dNAhA91aGVOfrBshaX1WqCChYFhwHUL5zAa2CnBOZTAdCBNjQUYA05R11DAqwkyQ1VA/xEgFIFJGQgFTnQgj4J/BY7L9MK+KebESKs2mfTTGFF3ycboubFOQTx4ySiZnRg1pTWCfSZcv5/UQDaln8wqav9pLx8sp0kxKFJBmxPBZDPsdaFAvKSAN9xSrxbLRGgyYCeFEjAvpkXIDkuKfDrp0lKwR9Sgr/Ac5cDfbz3r471K5P/dKHSdPJ/+3VTRh7/nxlVAmCnCIDFCgJF5AGEJRXqYuWjy+TXs++wBCFcBYAsKgAEJQRCcBY4dU1CSYBcDeCIgC4JkCIFug+VF8CHB5rAr7kWpCqgAH8b/QzIQ01WkPiX0/vXeKghyX+jlv/zVU5NnAfQ28gLz+0fC++/dQIwSATcEb8lWR6AXu5pLsfH2YVs2gqTaywwhKPWISZRMo8mr8Gyg5RGBUCmW4kTAvlQAAR7hTiYDNWx9wKdriIeRgTmkgWtAIxT9gGg9kGBvrV+jz+kAqKvx0B1fTX4o0l/mjoQRjGUaJSrXN6/3BvX1BAJL/4D/v0Fyv8pe6eQxEAR/1cqACOpADgqBSAJ44mfo59wOmDybeh7Z7P7tcJBxCoGkQgVQJcEyA++ugJBurgwddz13/x5AXRNfFHmfEMV4AvPpPwAB/qIty+d2siGBKzg/gWAf6q4v1VN++NnA8h7bAjVyGgVMFwhHZX8nzIky5KNirnY/8GXDmkOddtiIwC3ht68fPGg9htcJJH/g5MBtS9xuAog64BGJwTmzgegSABHXviQgEQNoImA9XxhrRETgnRKgPF7+qS3TwN/jOTvu6dJwT+UlBKJf5qOf1b97utziIJmA1n5mNU1+Z8eB+MxRVn9byQtgEdNALZx3m/j5knLLyZuhQvSFpcBYYAYmSs+GVArddEqADUjQD7oIt6GeMQYfl5GTgIEagBGBMRJgAQhiCEG3rwAD+ADqxTogB+X/GXgD6nBn51iKgUiOUnl3pv6eCjx/jU9PVIk/0nGxaDiPwGOCje+p5s+Pvt+PPfsXs0RjDT+PxICcOV51yU9aXnmadfYapp1080BDlcB8Bfc5xlh9yaszKq0H3wOEsD2t7eYpw8kEQCCCJCg69HvMWKAfupAT7QiZvMBWOBHqiI2CBw1SyA9+DediXDpX5T4p/X+Ic771xH/+HEMUq2bQaHgnFENvgRM/xup9z8qBSDoxOPBOc1Ul1E/7JpkQJ3sn0IFELRTVSYE6kMBmBwv6xcvJwFhagCAvGJe3RvnyADVvS804C8vDGTUtQys59mQe/3pwB989ywY/KUxfuw993v/Nrn3HzZehCT/te0UAXLfU1aB9R3Pnuf3aw9tpAmAoyQAt2pvWgydi3qIEoQBYuSuVNn53EupVQGk5YB1YE94/KH5AOQ0NAEJsLqkM70aICMCTZCVl+7NkQAIglCDKh+A8fqb150AeCX4S54XdkqqTZWfwr2T+DIh3r/M2QhRDLsTFs1JLqrbUk7/KwoA5WVKvXjwAEXMdMBWSvQm2i+fDKib4kOpAPLqgIKB11IvqbxlLwgBHZsZICIBFW+SmyHAqgUWJwJW2GXPt56EFMSa9RQb4siHnyx4gF/g9XPJfguELTx/gyrxLHnm1M+tlZECquY/Ol4Kvf+YqX9dGAOxsTC+OmF1HOTJzJFDR+AFnQKw/ZorbplZlATgyvOucwRgJnwwkj4oeSpeYSw0ecMNq6+wpZkSqFEBdC+5ILFJHQoARYGgPCQAICwk4AsLWIuDuqbaHkcK8O5+zQ9dGIjbr7KjoRf4Q71+iE7eDGn3LIn7J0v8A9nMm1jvXzP1T6OG6hqVaclE2gqpbOtlzxEEyP8j9/5HqQCILsDo54X6mXoXmu90TQWwlh+cVGCPDb6KUEC7JIBXAxpePkMEODKg9ZDC5X5QHAOtEmiAXxJq6Qb4B0j/QdP+hCG6hN6/ZspxSEt1EeFIXfwH0iu9AfL/zYudANxKyY3eh0Egx4w6DJB8negpgeEqgPUMcPh69LRALBSASa1k8lVLJACVmYELCdC5EygRUJIBSADmIaQBlKA/l9zXTMrk8kX815oDf1UBJwvs+yMFf5B6tUzFP0niHzVu2ozeP6t6Rib/tRJ6Vcn/vNoQIP+PfP7/WCgAaW56u2GA1MkvqpfHxrF+zTQjbtqeVOoES6+P3lMlCYAAEoCCh41TA1AiQKgCfjKQNxEQyHdKkA9g68l9wx5/qNdfT9C02vuHgL824186s8R6lDJsvKGkf9G4I3yf8nn/qce/dhukhVT/C5D/PwsdsZERgEE9gB2jkmxolseDa67pL7Is3cisX6/8RsT5rHwQSh8KEMzZVg7iTRJA1ZUPCwn41ACeCDRVAZoMABHnT2FYfgDwoG8xwoCfS4zXDyDJxzBR4M977SHfM++KcNof1fEvl/cPCu8/XAEVrjNe8v/Ip/91QQEgVQBdd8CIMEBCKUrdm0DaIEjRgVCjAmjPWzItMEUoICYpMIwE+I+TywugPNEwIgBeAB8CVUa+9BEDKiGQLgwkUAMsRVZwMNcCv+RaU4WorKKNM/q8eMgzT2yHvV6eFDAzAUQOABKiS+z9U/sg92lphS+F4xTenEgp/x/Wy/9FAViwJIkQo8oSlWfB6h5q2bL5VQCLlkWVDT5AACjuPSgrAgaQAGlved9gLfFKUxABTOa3CkIgIQohK1f3bwED/YTAL1ZbAAkJ4B0jw8BfqxaAuOBPk6DqE/+0Nf9ja4Kk8/pTz/3PL/8/98xe7Ru045orbtlRCACjALQh3UhYoY8Np0lmiZ0SGKYCaHoEUC8F5wnIQgFGXLQHlEmBFAmACBIgUQNA4eVbIRmQEoJYcuAFeQHgS0FfAvwNYsV6/fpGTdJsfyn4k/kAguJCvn3JpH8TNPbEe//GS4C1Y00Sr1/R2yU1hihr/3fK+x85AbjyvOtmJBckTRgg8Rx9SJSdHzUlkFcBeEnMMCpA81gl2cayUAD2bz7un4MEyFrOCtUAa9Ryv6z4DyDz+pHlbcCHJK1+wJeBvgz4OTJlmeehDfCnADUsH0Av/TdDiYIxYITefz35L6rWAGSsNWBl+3Ntf5W1/511YvpfVxQAZ8LpgLEedyJFIUEyIAiYuU2kAvD7APW0QP811IcCYvIBvM9KJAkAZROa/5+9d4Ga7KrOA/e+/VA/9GhJrRZIIBrJCDCvNhJgYYdIAZtZdjBirQFjZ02QPIAdr5lgEcfGM06ACSTAmhiIJ2s8BttizXKcGSeDNOM4Mw4TGhsbwoBpIYKwsFDrrX53S/3u/mtPnar72Pucfc4999at/6//7717VVf9VbfuvVV1z/m+/Z39aK1a15kI9CEDMZUgdYuDerpAULfz0lWCjO+COlRXhG5NmYYC/2yQz1z3D8duOwh3DvzLmGPm4/0Pp8r2Cf7rUtyoC64cOXC8K9YdXZT0v0UiAJ0kkc6gnQvEg9QE6MlaaRZ2PZsK0DctsP9SQDweYJagwNlIgNdKuEdDmiGIQF8ykCYGcbKggXqfmgK5oJ8F/JQTR9HB6w8a+yw/+Mc9a2Ws0bDjT5KFHJDrqmx2WHLomfo3CB7MoTnRag7+WxgC8O6bP7MXEn2R+2QDdCmd28kD7xqd3/Oim1UFCFk8Jj3xUEZsGZTUIklCumNgbDLVz2c5SEC3DIGUGtCFCMxKBoYs+tNlAqSBQF9I/TRbAGVK8k8C/BzAXx/7GRk00YI/s0n/ceUy3fEvzwPv5/13ccaWdR7PlP9d6p9bAuhoCyX/L4oCMPMXM5j8P2Aw4HCFMbqrANAzLah9LMZrA1ACZHPXO9tkwHmQgLYMgZwOdW3LAjEiANBFTo9L+UOU981VETSwzwH9Pt9BLvC3Sf5tv/lw4B+Sj7ZYl/agwH7Sf7vK1z6vLKf3P0vwX44KPPQScY/ofyf/mwIwizTSW7qhbuvw6YHTNSWwH2GZpwrQNS2wuxQZ7xUAyUlUmewoPsENQQI0khPEBShqQPuyQAciQNhjzT9GCjAbzPNIA7aCfTaJYZ+3DfhTcn3S689c758P+Mci/rut+/eV/qMeMOUQAmwF1eXx/vuruJ06G/ZwACs7O/b814L8vzAEoK0qYJ/eAP2j/2ctu5tzwQ+gAnSQyToFBLWWKg2XAijR0KdLPMC8SUCW58cAHBJqQPuygCQClPTudY+YMiZSfVsc8NZdWcj9bLnA39XrhwwCEVUFOoB/O6HNu8YpU/qnFuk/HkyXF/jXbR5dDO+/uzI8ezbXM4dP9oG5hZP/F0kB6M2QBq8alRUM2PEioj6Dp2twToI4UR5Dz5EKg4Eblelz4wGwVxog9CABAJrkn78kAL062QHkRsAHXnIGaOaQgvn1BNCP6X+G3FoHXYE/5vW3rfdHY0E6gv8sEf9t6/5dC/7kV/xLjGeKgz2soPef8ubnk42Vfk+P3P+FlP8XjQB8Lv8HwWRTjraaALMHkcirot+FP5sKAFkqQKhYzBIQmF460DyRyHNZrVDzMwO08wzrBMyyJJBSA4YjAknvmbpJ7/Oy6PE7kpa2WgjxbaGT15+73j8lKsOCfzuIxuJkcpbVIipbUiWMe/+UXKrElvlhvt5/PPVvtuA/6hH859b+ewT/LST4LxQBKJcBWrMB+rK2TmpAr5TAeagA2FsFoFkmjq5LAT0nrnZJsj8JiB6nFwmIqwGdUwIVIpBPBjSFYJhUvlz1ADSVoiPo9wN+T+7v4PW3gn+PPhA54J8X9BevtJkr/avnSdq540zK4kwFxwb0/rukgA/dkriH9+9sIeX/RVMAslWAPEBuuyAGSiWZqwqQcWFSh7U6SkmHOZNV+1JA13iAtuPlkID8ioHtwYGUBCXUvSHK8/JTa/X9ggAjpICRg9Q6fjJ+gBK3DiQjldZIHYAfQC9vnOP1twX7JYP65gX+LUF/qZS/wcdvMvAv7si0xhbNw/uPfgddK7e2O3z+tqdPnYOTx890xbS9iyr/LyIBaPmiZq8JkE0oepXona8KAElvOcXiw/zorIY9BNkeRJ94gLzMgHYS0KYqdAkOzFcD9I59OUQgpQpAbhe+HG+fWgiCetO861mCADHL228Dfk3u7+P15wX7ZaoCHcAfWsA/+X5KqXXKc12k/+Tx8zIOIOkoDez9d0rBTm3bPfjvyIFn54BpK2vrF+lkXFGgz379PbvHD2+N/bCY+NFRuU/tpHXb+tVqGzfQ+OWJ4pJp35+2DXqXaHkMmo4LbH1/OYCQWo6L3pTWfBZ+LvI5nI448X3pn1mQBmyO1Zxv+NyUBIxfQf0cQPme6r/r78f/jfRz9c9zcj7VbIn663xqJWVaoPqTQTBBIWqTKqm/Zzjl+JNqzspymhTO07qkXUHCYw2ep7xtc8hsSvLPAX//tW/+xSH47v3H4NHvS0n4+ddfDC9+xWXwQ7dc2SniP7qkRtDts3aV/ilDOezk/cNieP89069j2y4tjfrK/5+DBbb1C3hOn4sRgBAIGVhQNeuSCuAcBFvBtyuYkz/hJ45ZgnUrqMc+pwKGk3vyRRH/s8qJdXq+cYCMHVs7V+1YGuDPhQRMfvY4CQD1mB5JIBJzBiaIEylgrYF7SARCOoEtIJlDCLoQg2GBvj/gt3qZvYG/xavPAP82VeDLX9gP9/7+o3Bw32n1c/3VmBR84d4n4MqrN8E733M97Lplezb4xz7HEEW2UtK/Dnz9iol1LTY0b+8f2khIZvBfT+9/z8d+7k/2GAHoLpl8cnzblufJzqAGtKkLHqlYDhVAHCMAdZDeeZLcaO/TQNnf3v9800FKGCcgwfGpIuHhbzU4CagJTbOl6u2z10AjCYHSEVcDIPq9xYkAYAjo1CKcUnRKik3O+b4/dlYK8pfQeoF+ZAeUKUW3FsjpKPn75/uXXzkEf/DbD0eB37dD4+3+5Ue+A69/09XwjvfeAFu2rG8F/1TQX1bKH+FMpCldUKxD4B/17zEytPc/RPCf8/4PH+xFABba+18ux6Gzffbr7/m98d0d8ZMOxTWsJ1l52aMyPWAp+6K6P3lJIcr3R/fHvL3kNvV+w5VD9H6U+jwwto3yWVH/LKnz1Y6tHguh/fje79F2DsG5ln+cOnEe9own3T1fPQiPff9EPfE+//qtcF0ps/7Im3aA52DHokRA872ir2PKF8j1vhPNY7GrGL54g5c6bxf5lqjbNzEPrz/1+sF9Z+B3Pvk9+O63jvX+rtyywK//i5tmAv+8dX/MSN/VAv9aqu8RZmUOpYKB9UBIbFE4UCn7m9imdibi5CaV+keR7/rY4ZPw1GOH+/z0l3/s5/7kqBGA7gTg1vHdF9MnTTp4Ygb4RghAFIwxYxsgMbHHSAUKsEoQD34MTAOu+KyYAPwowUl/vvhnzCMBOijr9R3defxff/AI/L/3PAEnT6TzbbdsXQ9v/TvXwY+99ZrBSIBPRJLbZA6mqGKF7dniuIKDm2Z+X2J5IAr8+UsKfbz+LuD/J/c8NZH7267DHHvjW58Hb3/PDeqvq63754J/A46YsRwQSv8EbSAsvX9qOydqObb3OVPEgwL5H9OEQiUrifOgnM+P8NADT/XJ/b97DP53mgLQnwQ8PL7bmasC5ABr2qNdTBVAIwFpcI+rALmfL0kCMGc773ion4P/Puf1/8av3Tf2+Lv12d5+9Sb4mfe8cBJ4pZGAeakBXYlAMhcF2wYjLeSgpexPDi31NYYF/lm8fgf4v/lPvjuT16/Z+//Zq+DGV2zrAP5pD1UDveR2LV56rvcfPSdKKw+L5v1rRMZ/zwze/21jArB70QnAukU9sZ96703ul/gvcpgLstXhKaB5fyvhVOhNuro3yrfF9DH535jYT2SfGPwfnmvquMFzKPcbngN6qol27MhzmP6+1OMF35/8vy/4VxP21/704CQA68XjCdYpA4Dyu9FBvm1lHZttokQAlT2lt80CcYy9V2/6M29ikNckKA/wQ+DPqU0f5vzrwD+b1+8i+z9y1/3w1OOnBv8OT51YgpvesCMJ/irRIX4tYv3PgTOS9xy7r77e/Kh/Ld22rccI5vUYSR1HJQ1dm/6AkqWA3dK0lWM+sfcQjJZGXX9ql/t/F6wCKxb43O5OTx7tpTZz6kQPVXkqJ6821SkwpzhQ/Hj9An20AkHta33QWh+gbTLR9v8/f+Q/9wJ/bm7y/tB/+034D/c+yQr0IKQqB1Juu1klN97/fmPAo0+Q8Y6B9ffFb1F6wesH+LdZegDIfbWRj6pCX52zn/D25T7bvqv0dwve9ZXM/U+UbHb2J/c8CR//1W8PIvlr5uJZHAmIgn9Zs2EC6qMCcISTG0xuwO7Hm5X3/Lnm7+lz1Xux3NfkMUEkSC6zq2dsjhmghLk692ZH/ncA+8xKrz3L/jr7NKwSW1gC8O6bP3O0jQREL4AZCwOlumplXXTJi9bPC+6QbkMdinpQe2SvNtCyW7C29Atokxj58/d99RA8eP8wsTJu8v6D3/4+fOID908eU0vlQI1ERYsDUbyxUC4RSJOBboQgr7V1/y6AqfHRB/CppV1x1++y+QN7e/3Vc7/zG9+bRPnP2xzJ9cdpDfSEJbhLUEdqXq+2xaUG2IsRe36E9fYO7KfPeQSBimZ/sToDHSv+6XNsrvcfOQ518f4h43y7ef8H9z3T5yfOxi0jAO32ub4qQPbFsOwqQM77urXyjR6HMgJ8eucWx/sF5JYLrp76o3+1d/ALx6kBv3Ln1yfLAm2VAzU1ILkNhZUEY4pANzKQqQ6wnVDsBrMF8fkAH4A9tb1fB/xc0O8C/OneC2mv/+TYI//gf7Nnkt+/HOaILjIvv/LWiXnvAsQr792B9lJJBErwb7z96lY+txSqCDVRoJIQEFcMqmNoc2IchHvNfYO0MV9o7/+eRY/8XzUE4N03f2Y3JBoEJX/IFVYB5l9fGzLYdh5p0hh3G+Foa27SVi64Oo9D+0/D4zNK/yk14OMfuB/+3E3ukSWBfmpAXBHo4sl2IwMZpKALQaD+AJ/y8PuAfiflJBv4271+B/4f/9X7g2p+8zT0vfylSpqvgL+R66eKADbblqCNtcQPtXdfefoTr19sF94aQgAeIZgqCxOyQenvkY/nvqpkv74ls+f9z9H7d/ZhWEW2fhWco1tP+b3Uj9kUwNHLm+SUB67K7molc6G1eE66SI9WvCb2OeSgI/14Shnc2Pm5JQZEaqncx47FqgSmSgXzQc2LBPHPr30nfqGg+75ycO4X0O988sGJIvBf3/Wi6cSCbWWCAYAVD+KThbodKykc29af8DByncampNRk/MgYwE4en3orB/adgYP7z4rXv/OtZwb5Hl/6ykvF3y+4fits3TqNI37BDVthy9Z1rQQ0V8HTJd6c3vZ5260E+HMCUxGBBsBYBDvxAlnsSqRmzKG4zporFTFW8bIs0U18OxbQi9QU7yrLedczF7Z53DnOSM5vjVm/Y47qsELe/+6x978XVpEtPAF4982fufuzX39PtDJg7AdtwCwNxqnKgnrdfVCrA6rEg/iAbCsRDEolurYqhBooK2Qj0StAPVYmCeDljfuSgCooat7251/YN1EEHAlwWQIksgQoDfBdiUDomPQmAw6oHnnoxKQgzYH9Z6YAv296727LaTlEwn23L7hhy5gYTO+377gIrrr6opogdAf9YYHfbeNA/zf/yQPZVf2GtOftvKSU72U6Wg36VdqdQN1y5JFyYbHPXYE1evNPQA7K6tdQEYKy8UiTPUSsKWQz6kfoXcmZFf9AKH9dvP8MqX+xvP9VE/y3mhSA6ov9YEJYY2CzmCpA1vtKb10HaA/wvWZBrccmEE1vWmv1J/sFaCRAOx/tO/BIwDLaN79yCD4xnvR/5WOvmJIAaFcD5HnnEYHpZE1iA0p49tWk9MAYYB04OY/egfsDA3nuy2mOZFXn/fWvHFbJgVMO3O268nEM+POLAuUEvE63OzHJ8V8Z8Hf2/BdcCrDEekVUAYyed18Rgdo5iCogGImwR4bQKFKJ+X3TS6Mc/85RKJkClqsQiFWDr6a5ZJv0nwZdDbQ7ZBzMwfuH2b3/hW77u9oJwKdSBGBWSb6vChB0ztMAX2kUlDqu1idgkKWAlrr86ec8YKdIPQLySwx7K3gYkoDl7lznANZlCFQkQDYUalMD8ogAn3xiqsDBEuDd0sQjD52cgP5at4oc+MTGLS289BWXwXXXbxk/vgw2b10/OPA7O3H8/OS3XzHwH3v/V165qYm+p8rzZ1k1xEkkTxGU4809VXDPP3BVPKR3wF6BerUvrA8CbC1AKpflf1MigHUvM0JKfte9A/8o7uQFSwwDev+TEIglgv1P9o7f+/BqHJO4Wk60vT+A74OF5YHlkIhUy8NUHX0KKu7l1NDPrYsfrxCYUyZYP3ZA/DNKBQPrsIhVAR8iQYBS5YLDQkEhMai+uy/+n4/Bv/ns95Z/Mh57nr9akQD2AdItVyLEJmNAOfD7y7FH/MC3jsED9z8zIQBmul03/m1uuuWKye06TSHoCPzuuZMl+D+6gkTrXb/4MrjlDdfUnn4t8zPvn4iDP4glAl9pagvA1d5eHxL5ayUhZ3GtExUAp0BfPy/LFYAfB9uv4p/W/yCjpwFllBoGaOlPIM/FSf8Hn+6X+jf2/i9fjWNt/So61w+nCMByqAA57YNb1YNEQGCOMhAcO2MpQLYNjscDNN5IeRa8k131HDTSZbVTVD4fcyimHg+SpPclG3jRy1Zm3LgGQx8vlYCtFQkQztBsioCzQ2OQ/8YY9P/sC/tXFHhWm7nvyt0+//uPTQjaq0sy8Oqy1HMX4Hf/OfK10uB/4w9ePgF/LJGU+Jp/IP9Dox5xoCOtPqemTjI1j01ZtfdeXePitUb2r99fBQwgf54apcBT9vrk/Oem/eVkO83q/R850Dsb6dOrdazhajrZz379PZ8f390+PxUg9GC7qADqcfk5degT0EldEN5rZq1+bCYZrNrh1n9XXwPVk1QzWTTNcZFA4dLK9yjUD/LkAYJ//PN/PkkHXBFZduxhVssBqFxQuYpA9byTl//SQH8u5n6jH/2xHfCjb9oxUQb0ST+snOm6+bkg0BU77y3r4aP/4g3TlsCVCz4KvX/ghICnHEcK7cRq70eEgzqgr/H+qUynpNqbdw9GtXdfef9Yvme6XXXqLpZxsp/CS2iA7nVI4tVI8xr+9PX+q7+feuzIZP2/j/c/vr1wNeX+c1u3mk72p957076UChCCufdcjx4B4T69mvaI7ccFFARA2z48F1S2T/QjiPQK0M8NJ+uHWEX+1iSg8e4rTwV52lJ9LwP4+HNVqVH0vJnquWZmao6/ZesGuO9rB1bkmnrmyDn49jeOwK0/8Vwd3BGUbz78rR3o/+Hde+Fz/9P34f5vHIVj4/2aDWvnzo3goe8+C1/846cn3/f6jUVNBJpyyBIJXVXI3f/+6RU75yuv2gx//wM3wfbtm0HV0mGad8+fn46Loh6HtSrHxmDTA6AQfQF4b4DgOTEWp8iNfDz6Op73XK37B7UeZO8BUMAfWoqQ6eCvva+ttkuOEiFfP3PqHDz9+JG+P/HHx+D/f5sCsHwqgGsTfOu8VADuIeerADntdHUVQDsXbb9xFYA9lxEPUHCwLvVA5CAOFBICIOG4s5hhAK4KKi2PpaISPq62+6e//FV4fO+zK3Zd/cibroafu+vG6DSjqQFOWv7mGIju+f1HbU1/BVWBH7v9mklL6C1e8KCr7ve7n3xwxc7NSf4//V+9ZOz5b5gW9KkunYoMlyAr3PVy7JHmzld/+ooAhV6+pgI06/VUBjF7sQC1CNF4/lCXKyjTAEs1YISVGjDdV1W3aLpdvKuh2mMko9tf/XpLCfI+Hf8efegAnDzea/yuau9/1SkApQrwyMKpAN72eic9dhyMe+ZhF73MDn0t513U3gDD5ZH09BuPA5gaECoAGPkbay+/8VywrjeOLJ9ZzDaT471s15XwlS89CefPjVbkunIxAa4mwctvuiLNkMvaBX/8h0/Ab33sQfhPf3pwkqtvtnKqgCv3vPuPn548doqAUwbc7/m/fPyvJs8tt+26eQf8/V99Nbz+DdfCxvXrapDnY6zy/Jtx0izHESPl/nhrPHUUnnvdCZA4ySjnFF8BgEJX8fhsFVT/wciMWniDJKxElOw8mOxBkll1dQbv//ixU3Bof2/HY1V7/6tSAVhpFUDdJ/N2MakClM+hogxA/LlOWQGCBBAD5WndZywLxVcDvGBAL2J8iIQKUKsDkWkgplI03w8Fb0DBMgAef+RZ+K3/cQ8cOnBqxa4tpwI4NSA2Fd37rx6F/3DPk3PrGGc2jCLgyj8vd7qfk/vv+IWXw40vubwec8RT/mo33FssD0LrOYKhuI8X14l7/v7aPD+M2L3IApCKQOP9e1kB9Y3KmACs/yZMe+ANAUiXGU81IIuqDNQScwAwafP78IP7++b9r3rvfzUTAAf+X0x/MIqQgYYEJEF3xrTAKFHosxSgkoDEsZDl6o9o2vCBrdGjJvtD46FASRRERLKC4Zi8kJTGrMi+Iy8QsPqeT548B3/0bx6C//jvH1mx6+uDv/nqSXAg/51dEaF//ZmHVyyH3Gyx7fVvuAbe8XdfAps3r29iXdR7Vh+CgKkDKNCbWAEf0giB/3w1ipW4QQJiGYcoAR8a6b553AT98SUCIfMXLDgQvRTCsidRvRwAael/yMA/vt/ksgPMlPbn7MNj8P/Qar9ucbWe+CwqgLa2noqWTwIzfw4TgJ8kARm5+R3iAQo2yUxvJOR/ZBKh+BuEQ66oAikCQGklwC8igN7nqlITy9ecCvBH//avJ8sCK+FFfuz3XjO5PzQG/H/9me9PCICZmWbO63cEgMplNQ74vJgP+on0wSJ8xIX3gN5fX492HEXZ/Iir/I3333j1vgJQef8q0Fe9igqQmQFum6LqY4R1EaH8nP8IIaCIp5/t/ct9nju7BA898FTfn3xNeP/O1q3WE+8eC+CtnWN7tHwoqWNLtH+D6kEGgNjezwrAYeIBquC9kQR35NHFXixAuJYP4Zq/t9Yoo/1lnIDcn+9qNMGFKAgGNp+XKhDeALtuvhpu/MEr4MEHjsCpk8snubt1Y5cZsHFjAf/yIw9M1pPNzAKiuGU9fOB/eB287FXb65iaAPx5bAxAoJ0jj/6vlToM1u+n2xTK+wqWPcDGGMh4AfE3oTc3YVBpEAiiMx2yjAvUXBxUXBNsb0ceA/9Y2/EY+EOLQuDsib2HJiSgp636tf9VrwDkqAChJ52nAgQePqa97jB6fzmXAsp8/XLSKcpG7u7vUAnwSQFJL5+QLQegqAfge/9BVgCybTHim/h1jLH8PMgDnRuFoOpieOrUefjf/9fvwle+9IShjtlC2PNfcAn84j/YBVdcublcagORxlcX+4ksBdRFfngwnkeWm6GCgRJAkVqU+moBMlGBPOk/zASoawTUnr/v/fNYgGa7Ed+uVgEER5meV0/pX/P+tXbjbdK/C/x7fG9vRW/NeP/O1q/y879rfPtmzoZBNz3W1S/dqGdaJIcw1qEvUaVPPQevSp/SMTC7YQ8wD9rPwffy8aulAJ6DXMUIAPDsgEIAPp9JlDg+WS2wZuwU1iRnKYd17f3qe62rkski5JMGJOM/t2xeD+9678vhxpdeDp/7rW8b+pitOPj/g3/0Gti8pVzvH6FI76Oy1S8Kjx+aFsAMDdFbBqhUA9ULJ91/86uA1o9ZkGDVAXBSz5+a8UpVOnCZFljX/ufR/LwPgPu7oKmyUbDtCt67BGTRsNGUBLB2IZDX7Cen4l9c+tdIkQv8c0V/ZrBPrxXwX/UKQKkCJHsEtKsACe/cv1Q71gaYV1YAVxiKerIhKEbTUy8YARBR/oRNcN+IyfHUkIDGAWf1ADyPXzr5TclgRGXYMYWDvM/qrV1IhiFPpn7usUeehd/4yNfg5EmLwjdbGfB//z++eUxKN0w9+VHjxU8el2qAHwgYBgZ6rwHIEsGe56/J2zHAJKVcL7GJqREayIv299WAWMS/A3RiEf9lPYBiuu5fvW9UVGoANkGBMU9/hpx/riq0ef+u2c/h/iV/Xce/F66l67lYA58huwtTcKFFu0npa0xpNupJctRybIj1v24JcBEeeTXZNOuPKGTGcoIZVTn/UHssEzIwgjpst4obKMrtYcT2VT0elfEFo5JAjLzjjliocLVWOZre3PNFvU153PIey/3W762PX7C/p889/7pL4f2//tpJypWZ2bKC/04J/sDAHyLgj9zzH/Fr28vvH8k4gFpVqMcIeHE6IIgEDzBEqsZcOVa9WINmv9hsWz0XkBdlPqnnBJA1B7yUx/rzlXMLjTB/XmwJdNTn4vQ87Yr9zAD+nbDGFIDlVQE+BIl2wZoKIBzQrLTAxvWdtTaAul/oFg9Qe/PEgJtkgF4xYo+hUQcq1lErBbXDTc3aPyjZAG1KQOTKmvYDIqFgeB/GUwIaD6VqWUreaydPnZsoAU4RMDNbFvD/RxL8QazxowqeDckO1/9FuD0TvYgX9BGeMIbIxv9k+j9VLYDZhEXlOASvE2DV2tf38uMqAIk4gKp3AF/vb7IDplkB9cpHEbZBGCLnX3OU+Iy0NFvOv7PdY+//trV2XRdr5HN8CqbBGdkqQNqb1+QmbV8tEawUubhj50OgeP/KseqJRVbfqz2Hmvkz5l5769PXipHnDfDJy7H7pcrj594B9/RBeP0o6pk3721UCKYOjIr6MRL3/JlCMOLBVG5fRe3VuNuWTRvg/f/9ayeSrJnZPM2lg048/y0blFx+dr23gD9GwB+p8dSh9siZGuaRexx5x1YUOOGRj0DsB/wKoCKGQfb08HsXoEJiiuo5kIoAVduMWF0SQsH/1ep+1EeRTfcecDn/M4D/mvT+1wwBePfNnzna9gOlwJrT51bAp47tLbssBWRc5Fy65yQAmCwnyvp6BEFONI20KEGbDXYu8/OJZMTSDfkyQ700AEK6b5YqmJzpZNNRs0zQSJdymWC6zoqB1Om8MSMBZssB/pvH1xopEnrQ3EcZZxx4wQsEFNvxNEKPwGNAkDEYZxiQbl7cS8rxYnmBwCs3LEkGeuQFR5KYULDkAWEqcE0IpL46s/SfEfg3gPR/99j7370Wr29cSx/ms19/z8Pju53pD5wfEBhunw4I1PYbXwrQnksvBVQDsRhRzbyFZ+DdirJHJ/caZP693r2PpxWKuDw2spplAFK6KSgFgIJG5xAGAXpLAlSvbQBvajDZD9VrGgCnTp6D/+6uP51UEbxQbfvVm2D7joumcvX1W2HLxU2Cz/Yd49euvqj3vk8ePw+PPnxC/l3WRji0/8yaro74/g/eDDe+9IpmzXvEwG4CgoVYFxcxMwQe+IOI9vdr8VZec+NJVzo8yVmCDR+KeNKiKqBf7rcWEv3qf01bYF7VT6QBAi8/IJcCqJAiX70EUP7NiwdpFZGHkv75ewaQ/p1z+UNjArB3LV7f69fY57kTWkoE8wESpgXy1ziC6al5wjMXzzX7bVJrvOdAHqstNdCPIJYSX3lmIggIgha9UOb+87VFGQPAigmx1sBydFEg4YV/icVIRmqqdECs5zUs/yZOAsrX6xQizlqcGuDSA0flZDW+31wqAb/x0a+tWRLgAP7KMcBfV4L7i19x2eT56n6ejN79hLtuubLVl3BNeZy5+ylJOD4porRa+ya8/V0vhhc58GfIR8xjJq8QVjv4+0sHEJQBlmmBIBEcGHkIeDWq8xdV47UO/cG6vgZ6amXdhbBoynWTcxyKZr6YpAACNBUOgY/rch9I1Z/NeZWITU0ecJWbkAT/PtI/DSv9f3qtgv+aUwBKFeDz47vbu6gAwhnNCAisn+tSJrgc+akCQcFzyBzk2uMHT3rH5nngr/MgQQzW9goG8HXzH141sFYDwGsIpF88GIGOMDBQqzkMUpJgqUnN39OTRuahYPmBqAw0+t4Dh+Gf/9Ovrfpr2Hnw111/8eT++eN7B/LtA5VWfLqInYEjAI4IOGLw2JgU/NW3ji08KXjVa3bAL/zyLlbhr5Hd5Vo9BJkygqDngv/IB36sQRSD7j7sOye/IFCT089wVYynKjCwUgAAw9UMKJQa/1X6n1cQaFR4JYOLxvN3z1XpgE2ZYGTvySv4o3n/bZUFn52t4I+zNZf2t9YVAGeuONCt49u2XBWAX2Z6cR+pAvCNCVNFe3xPXxYIij8XFheSKTcoavmL9J+67j+pwF9nAhCEVQA5Kagfk8DqxgMJfQiMAQarSILIcpWJVyOBphGAO3fWTaz+BUbTCQiYGlNvMSJ40UuugHe99xXwud++f5UB/hTkJ7dXXhb0tU+BK64Al+9KNdznuXH82W6s1QqcEoExIfir+4/CgwtGCFyK6d/9xZd5Xr+SMM88dFSDA6UHj2o2AAR9A3hlQCRF02c/gpg3UCB9owAEamWlDOAU6Ik7KmX2gCMkRTk71VXQyjHLZyfEuo4IYXhuVCt6BKJVMHFOkx8TFY+rkt/P0uwFfypFeU0brsUP9Yl/944Pbdt+yQeLdUWrCqB54nrLYO05v0xw3wJB2nPT/RTlAJqm9FGZp49KPAAypYDqyaMBewqDeVgaIYie5IxUQHr5HpTPoV9c/jo/90ggKAPMT4bEczI2QCwPTDwMmhCAr/zZYpcNdpL6rh/ePgF9J++3T2mrxyhjivFJxJ6vHII9Xz04uV9pMnDXh6br/lSPNS/zhefBj1BU+OOxACKoLgH+yEkGgBcb4Hn/5FXc075PrCl2rQYQy90VaX61AsDX85smPiOmEEzX9alO94NY+V+Q6YC8KFC9/l80MY0h6CcK/njef0z6f/ShA5PgvxnsnrH3/zYjAKvUPvp/vO3hq6/bvnO5lwKywD23PkDpxU/G2shfAsC6aE8Y+NcECDZpOuy9rGEQAAmPv6CmlG9dLljtCkiBeoLJq4vCZQAMlwUqaZ+8ZYH67yJFAsq/x89/9Nf/Ah575JmFuiadp3/LG6+G1//Y1aqX30VgX4SBSx0+AbXsiF9Fjgh85Qv7JvfLbT/5jhvgJ//L61m0e5PGKlNWeSGumPQfxuwE4D+qSvB6XQFJlvkW37HiIpMvDvgBgFzqr4g3ttUAKKsFFpFKgEFQH4lkhjoQsGhqBNR1AcoKgW7/kgTk1/qPkQQX8b/vyZmq9a7pwD9u69bqB3vtm6+7b8PG9XdctHljFvsJuvah1h0wFFxTHQO5gB08h/rx+T4L5pUXINN1ChHx75MB1rWvrEnOK4kBjykAZAoCNh0C6+5hIIMFOTFg7jzKmr0g+gsAiNfFMTxJYLoigE0J4qCbYhkgyAuoiICJ6X8ve+VV8NU/e2LS2W+l7ZY3PQfu+KUXw1t+didc/5JLYcOGwiODOQwdE7dhmD5l7yl9HpRxIIruD+Dq522Bm9+wY/K9ua6Qj3//+LL8jlfu2Azv/Yevanpi8Ah94FJ90Xjtdcc+EF5/FVCH/vMp8Pead/mojnw5IdDIUY5FjzSIuYZ175pK/hjMed7G8irydqYRQaqW+tDjLSIZAkWLYj3lr73THz+h06fOzbru7+zX1kq3vwuWAHz53of2vubHn79z88Wbdq3fsC46meW0DE6TAMwkAf64wSQJqYEd/Nx+nxiwPF1oyAAQBt3/woBAVpIUvIwA4VQjIxW8UiAG5UnRj4xmLU1R+Z5RA3tsWD3GFhx89OStlcePN4+BY/3GAr7zrYMrdg06APt7v/6ysdf/HLj08o0JMIdsQqADOi7jrSthaAf82L6msQPb4G/8xLWwYfxbPnj/fHuw/Pyv7Jqs/yNzg1Gk7fHrOfTqEbzSucz1RlDUAMCwZ4C3BMDHIPBxSpI2i/Teen6pzpXYDINVnKC89njuMerXWtWcq4nuVzqjIAZgL3oQ1J0Jy6UJ4EShYyCgJ/27df9HHzo4afgzg+0Zg/+aX/uvbP1a/nDnzy3dtf/xQ7dfe/3V22LxAFSH4SmpeXXQWhgkqO3DnxyTHQK91MBwu6Z4hl+Qw0/v83P5qVYI/BoBXoWwIA2JZDxAqMXJPGaVTHk5StQsZ9RdABFEAlDz/qq7GLHsoSBJcrr5iHUjKxWOKje5mvTe+Oad8OADh+G+b+xb1uvuVT+8Hd7+3h+o8/I1kMOkl0OtpKBrIF7uksHMuQSUv1hBrecxfe/mMRH4yZ/dObn/w8/89Vx+sx++7Rp40cuumKadMqAkwKCoj9TU2e9HvCMm6Ov9TNZHv3gQf60aB+S3Bw6zATCYd7BJseWEmRrPe9IFtKiICgEPra0IAYGsP+B2N6rGqRLljOj1NSEUz1UZwPwzCEKRujYyCv64oL8ZU/6cXTDgP1WZ17C5to1nTp298+CTRzpMfu1lgqPMlFL1rZXnSN9OMPygcAjIcqMeSQC1WQgo65HgNe5gMuUIgpKmGFQ3Q9FMRNx7zwcNS0YUVB5r0qywJXgK9b7qwKoLss/99r/zUtjsSrgugzmA+oVff/nkduWOTdM66/UtvNb8m+bRT95L1Q3qm/Km1ms759ZlZyRu5TkmPPzUsSpvsLpp752nAvAT77ihAS/+HZdRcMQj+jUSoK3fg9cBULxf0R7FNU+iFDCIyp4QGePePrw0ReE41IoCBZUMwxoHHoHxf9BRRTpQv+jEnOcRGsqV/tNhxm7d36X9zWgfHmPGnguJAKxb6x/wy/c+9N3XvPn5u4p1xUs2bblojksBs8UD+PuWkjqT33lxPCHzy3iBCtQLb90fee3uSlIcecSjJgPEpEcpQcayA0StdJByZ/BN8XbDqk+j/hrN38hSAZkngQxD3VLAhmVYCnBS9a/881fD866/OEOmz/PI9e+leyxAl4BBSu4l/9iUfaz85YXf/cR35gP+P30DvPI1O0JZ36tdj4Cy0x2EqX8VkEvJ3yOwgEpgIIqgW68vr7fm36z1oxd/g+DHGGGd2ofeIj8fR14ITePSIyo/USj1V0Mfy6UCQHZfcyEMeVO9bcTByqj2N9C6v5P+fwYuMCsukM/pVACnBiQmI82rr5VxSPUKiKarRJ9TWLFgzehV4wOvmYicbMALQiJvucBvJkLcIxl5x6Vm3dCvHY5iQtO9EV6gCIjV8B9pbUSbuudYllTVJk3w1klJ5GNDpM96E5n9t968E573gkvndnH98JueA+/7Zz8Em7ZuiHrdECzzxNWBHK+9C0hTh1sXctH1/FJePiTVAYT7vnpobr/frX/7Oub5N+v/vpwtQukBhGLAx1D9Xq/uPYo3QdhHoH4dxVKb7AwYNvFqVALwehWwpcxKsw/qAUP9PALqyob4YTBUSfhz/DN43w1SSEnRm/9S1f40gjhd9z8wCEbABWgXBAFwSwHuB37i+/uyAkRau/a1XazUdgFrObwol9SU/F8KZEI5uGR9fw0cUQYHjiRxiBUbAk/en8YKkLocEHQEVD0dWS51mitErKOgTwLCHuuiyUqwTtpM5lWKllsKmJe56HHuqTQAFwfLNCHAVg96UEl/Dvv2wb4N8DXQ59/jg/cfmctv97rbrpks3TQk3/vu/QDGaLcwlKCnlcsm/XVRGJMl38sxjmGQrZ9x4wM1iy0gf3lAfJYiDvS+IkfN/ITec0z3Y+RAXuMQKWyEBJHGQGmnyoH/0tLMGSIXnPR/oSkAjgTcMwb/exwJaFMBfFD2B3xbtyqta2AqHoB7D+Qxb/S8gUp+bDznUHrnAwy1+IF6MiKRGuiDroiE9tYIRZtP8jv9MbWAkwAeWzAKFY2q7kGUBPDJhq1D1zKp6DqGzcQ3the95MppU5c52H1fPdDIlQStZKCdEEDCc58PmPclDRrQU2JZIHWc4PtiG39vTuv/t77lOsXjV3Lvy9eD8mGet6yqBtVrouEIBoBLFJMJ2TIDsBTdoBcBWxSoToQHGAKG9TyY8yCWZIh0EiPeL6shxjr2IWGEMDXfl5bv37bu/+RjRyby/wDS/4fgArXiAvu8d545dfbo/scOZZGA/KWASMtKSrQJ9kgACQlR6wimATgEFcTU5QKQ6YC+pC496WbiaAL/eAtR8lqXYlj4JHhPmMIUKAcQJwHgqwVaqhWvXqIAiLOfeNuL5nJRuTz1UyfOy8MlyEAOIUjJ/PmS/iwKQJclA+j1edTvRABmc3Pf8dB27QsvgWt3XiKxjgOSL5ezcVm9zrN1qtcJIN6/ll+3oFTvIQnUPAJfBhzqXzAxUuwtPkwzcfzKQAAi1j9wbhRlDWJleQmVbqGMOJGy5Kk5UtTuNB09fBKOHT4x6yVw9EKV/i9IAlAuBbztmSPH4ejBZ7ImwkC2pNjyQESmonQ8QBAqpnYDk4VvpPzteRGsiYhQBrzJBDWABfCijVFKiV4kcsG8/kAhGIFQCAQRUKOWFRIAKHqwk08evAmKlDxr/pldr4B5xQJMI9QjUe/UnRDAIB56t/X/NlCf9RzbAN8H/crm5f2/9rZrIsAvx3sIQOjNB74DgaA1Eo+W7xVeOgRZBajGGkglTNzX56aUFo5eoBi8Xy5fgBLrEFFEqS1OxQN6iuf7a/OsK/H71GOHh7gELljp/0JVABwJ2D2++5RLDTzxzMnuSwGQTg2EDs9pxIBPhMFgC0AElAIjIEEWFC/aD+Zj5COIQq5lxqKR8IN0QFBqE3jpfCMIAhhRi1Govm8imU4FifRGLxVLpGxBk0Lnjnrbm3fO5bpyIMU952SAWwYhoJb8+UWIAUjn8WNnwKcIeXn84eNz+c1+4OWXB59ZBk5C5HVP7hfSfOT7UBrYoC+dE7Qrk6Iipwzc9Kt1+g6IzMqRkEwUyvJpxwgiLgyPVYp0MPRL/6KvmsbnyIEi/p25Wv+fggvcigvxQ49/eNcxcM++xw5BLDMgGbiXk7vK9xOJB1AHDXiSvLd/IR5GgoQaJh6bkOSKn6wjQGLNjj8//RsDgoGR2gPaMgaPDQDQSAtPh0K9loEvT3oTsJRpQURjv/Kmq+dyTT3hgVQuGYgRAkjI8EN46MOQhpSKAB0B399fY4f2nR7897pix+bJEgBR6LXr6pwP/GHkeqy+AWgVLQmj22qqIgaALYtva11KMKtyY4xsoor6MaeGMohCa1EoSquk0w5/h4cI+rvgpf8LmgCUdudoaXQ0nRnQJzUwLx4gLP6jSXSoV+IjPwoXhQSurttFUup46mCTJgQixRArbzwoV9rUEPDzkqvCIKhVPKu+ixEG5yfXOgm0jgwB8PueNHkpSNAUCtqyZcNcSMD37j/Sq8iNCtItyNx9jb7brVeMgXK+RF2zH3RgeGIOCoDz/sO+nTFHAMXnkcogJt+L2r4pLY/zR9T2ftLnmmAzbRkgAdiC1NQrBOklTEoqpigIr3hOuTi0udJF/A8Q9OfsbeVysBGAC/WDl2s/dznwj5EAirBzUEhAisVr8QDRoEBtDY7S5wHCy5DeStugD+V0YPnQIOoSgJ9xwGcnV0J1xO5ZuhGJ0sKeUjFSJkk2QXDVgNj7yPtuiNcYCHXGxvukOaoALFAtHfwGEZBu8dwpQQ4iBxtEAWh5gwb0uveXB/j+Pg7tOzX4b3XN2PtvikmlPVfKUPBiCmK8yqMOpMoyv/r91OeFMpKehKROqjNDGXMJ98pBq/IX8/wppjL4u8eoEqF91wNF/Dv7cLkMbHaBKwCOBNw9vrvbLQM89ciB1qWA/HiAxH5yggKDWQBlAJzmCVfymZYTD6goASADA8FPuePNRZDV865UAJKVA1lFMh6X0KQqol4LHZriK7xIEd9H2A+ceWVetTYKPP8w0vpFL71yLtfTof2nVUBvj4bPIwVZeEyZRCEH1BPg3pbCqIF9LuD7+zi8f/glgGuvvyQaUK8TOIoQfPI4drxxQzCsCaIxdkLu9+car4V2WGYAvW2nlQD1OYrCeYqvoWGreh9XSYMlA2KOE1MXWuZM19p3gIh/Z7sv5JQ/IwC6TeIBTh0/DbH0wLZ4gLyuVZkBgNoSgaI0BIU01BGJoXfvv0udmVFG6BJ5jUqoSTWiJlLfbzwUzm5yDZ+8SOb0jOKtaXoliMmrYkZBfETznV5x1ebJbXAFoJSqfUDvSghipIA6tgKehQOkrW3JIOdzxQGf78OlV87DpgoAv2S86P1EdL9fAleArj+kFGmbvNZ9NbUQIQIYALVfdtc1vqJywGltd9VTwHAe4/G8FfBTSk3SSo6A1/436s8o8yLF58Vjh09O6vwPYJMMMIM7IwC+ClAFhBx16YHxGgFxeapPUKA2uVBI86OpN9Ib9jxfiksRqMjnzYxCXjUx+ToyGT1WlId7jUih+kB+wxS1cAqmZx82IZJ3jtrnIkUJed51w6cDOqm6zcPv0ygnDerDrv/nxQH0PVedRKRIw+Pff3Yu496VbSZ/7DUw662MofC8CXTgl6+SGLaxLIdqIJDIFkTfH6iah4p4V7G3klA050KhWoEQAj4GwzxIaojFElOG568uN/iKCSoqaAn+Tw6T7ufM1v2NAERJwJ5SCQBHAp49cjxD4vIu8A5BgbHMAAR9IPgjTj2XWP6uOunE3QLyIpV5j3EB6hQ2A/K7lfkkQGuRrKUkBYQn6o0lgIdQpml5aYPXzqEewESq9mTzNCh26563HFUAhzxOHOwxb0mEMrTnHnbDKy5nXj9bOgHfA0dNnJMqneJpV5kF/BiRoPro98iHB9WqA3l1sLC+uTa9xHJrRduCUiYjDKE6miQUKySF4c9KkRbQFF2iaJyBWLEfl+s/IPjfZev+RgDaSMDd47tJXqhLD9RJAKokAAYgAUjt6TiicEiSnCRmlZ5tZGU1NOlpo1inlyl/lDq2UnqVEgSBIrNxuI7YpF1pAV3uyWvn1hyIF0/CYA29HUDTUv888//7EggN6HPBPjiOX+hpbr+RBlwg0hjDRByK1qESHe9ixSh9z3si3aOsWVU/73viFdjzc6D6nq+jUakiTEkMSS5dnwPr6Fd/DmK/FwXCW1hKBBX1AAOwD45PShIPIx0D5vo7u9vy/Y0A5JIApwLs7koCWrMFWgA6TC+KBwUFQKt4xRSj7JRWCEgAezyTgMgnMaiXC/WahMQiFoLGRwqBShcnweTqhx917u43b9kw+PXz114qIIE362cSAh18c2T9Ybz/VBR/ermgx2dTNOl5kJlgzEEIUAF48co6JWhSQMb4Wr4SHFjvA4P1/PAaJfa5iYEjNecCPmEg/xIryQJI8K9fI4guZ3o/bXMc5drCxoFpYgLkUglXE8BzJHiMAycbDvwHavDjrFZ2zYwA5JoLFNmbSwJ8AAJqrxRI0f3EyIMC1tHZMS8WQZuUc7ym5POJVDSgeJwfZh1HVwqizZUglnc+tR+YU2OgNiBXCQHBTOvq6SyCoeIAZukK6KcxLjPgJy8nhLDKNoUdusGLPYlI+mHoDgadhAmDy6AEciy9eZCSf/XeglTlgfzqhUhCrQCUmQP8mL56oV2v1ffRqA3IviufGPi/OwYZwzKmoiJHODT4T4L+bN3fCEBXFaCKFj1akYBYyeCod08J2b9VUYBIsRgUiUghwFFQrjRe1SwNnIlMpvB1lGp9W+kB7TOSt0YIQWCWIqcmujO2VyVLl9qdDfAz17fB774mSyvn5dbPLt8PsYyQrlkQ6N4d0iLnY9dPYgBQBS8pfpWyO3jXNnJwQwayHHSlp16DaHBNUxBw2Ej0UBMCDu5VI466e3apEBBbOpjcFxL8q/0K8Pc+l8j/5Z9BdSZILCsExAQxzALwmyHiXDx/Z7eN5/K9hmhGAPqQACcd1aUitZLBsXiAVFBgKBN64E5tSwBhuVJq8+AxHgIQr1oXydwLJENSyQMKCVTJYhSuPwq5lWKBSRrQUppg+GVpl8/L1MEuFzx1UuApBrTCMQAUAfkWsM/5Hvj3d80Lh4/VuHzHZhX0G48b2Vo+hatiFBJdEm03MQB44ckjNql7WhNLHgdQgXAxPY8RekWUwq9cAH9DDDAC/lijAAlC0sQCKMVDg5/aj3OovgM1m8KbW06fHhz877zQm/wYAZidBNwD5fpRVS1wviQgLWsnZWHC7KWDbtM/j7cjNqEzBEcKJqCRNzH498QnUqQWpUAqDYSo/AYY+f4orV7MWfIPyQB2BsPU/lTgrYmCRxY639L792MPunUF1CVsbX+btq4XOfuDKAAvv0KvqYUS+OXnoOZ6q0+TQOU/gdTu35O8Fup1fGKPY187lUsBGF1OqKV6z+tXwR+1z+CrFxCkEArvH8IgQRDOAzUBiSgLFjnwf2RY8P9UGdBtZgRgZhLgokfv5iTg1InTWSQAWkhA9Lkq1U+kG8nBBqAW89Mq+kYLd/j1uUkhHoEcKoCYZOnRet2RypxkP02KmoneTw+KfH/ysyrlRCP5w6AREGzWxgmX5/ppBfAB8uq7ROV3u/U9Zlewx8R3NbU3/NR1g/0mL3vdjloBqK6tEb8mfECEhnjK57nC1SwVgO8dg4yyF1I48v3y/ck1d0IKm28K2V+7jT9XgQz8SQd/nzSIz0Gx0hreMoV8DVLfHRuPU/A/OCT4310GcpsZARiMBLilgHtqEvDQviAwsDUzIDM9kMtk9XJAlR6DIXg3ecwUrx3gT8YYsnNNdfYLgQCXR3mUNPIa5FgH9FQ50I2MiExJkHIjQBgkRYlid4TxZYqgOJLqkcCyxADkyf15pGC51/+HOWY+sYjvD+HmN147mArwpp/5AbFEJNUlLfXPC+LTrlXh8bPUPD6eo1491Wvt9XsLZRxqRCDw2se3wo9LAJFWWJPpIgH+PJ5Bkfyb+AcKgxu933WE2hgtwf/7Y89/tDTU0LOIfyMAc7M7ywtsYlp2QDIzIAH46hJBBNg1sBMTjDdpcbAFBsjgVR2Le48UeNNNbXEG4khM+mdeSP1+FB7FKFCySaQaxer3pIoE1oSEfxZCL5+ZguWW+ZieHpcLnDHvfYio/FlVjG5ZB/nn2FY++aff93LYvHX9TJ/lLe9+CTz3hZdKwo4NUPG6/n5pXzeWRhWBRenVullUrH8L0KRAteO5/jJ4EEUanwR89lzBxljhLw0Q8+wjpKEgz5NvwN8/ri/9j/SYVXbOMQWkWY6YrPk/PJX9B7pe3dx8m0X8GwGYlwrgLqzb2kiAD0jiMaVqBIRpNWoxEkQ1ME8qECTlfT9IB/xgH/Ay+bxJR0h7bF3R5fUjiihnBAokUJ7CJEqaVuugGC5FiAYrCOqSQRNlHAKNkCO9TmbVOZ06eW4u1wpRrDJaHiHIB80h2vnO2k646znnA774Lmlau38WEnDT37oWfuQtO9VzaIhyGTshvFoPDF3VPSFlk9gO2Hp7IKVPPG9QgVZI5wWxtEC+LUpPv8BaMRgVEqS5iqAG7Ym/MRLL0JD1UPngSyUoUwp9QsDG4qkzDvwPwvnhwH9Syt3A3wjAcpCAO8sLTiUBbUGB8RoBsgiJX2mLT1Igcn2V4DqU+/SjhWuZ3p8MxDKDVkCEBfdxklBHTDeTk6j5LQKqWGrTJPpYyVUWKYZ+sFS4NMDXYuWE6Z8nCMn3iUefGfwaEeDkBdWlFQLsnlO/EApA11oAmA34pDTR+cHXXQ0//9HXijX89t9kw9jzfym8/X2v0IkisfPS5HK2zj/yavbLOBwM4m0IKfTeATwSwFQERghGKnhTxlJAuMTQeP583824GYESbwCRAMPJPEAirsbPEBiJJRCoKx468H/Mgf9oqQl+nB38b7OI//62zr6CfPvyvQ89/aNvveH/GT985/i2yT134plTMFoi2HLJ5npmkGnySv07xLDLJss6Ep0+Wc39usAtNbX1RGdQ4s192XtReQ2Uc+BbMKmf1esQ51o/TjqKbC0UqfT+p54QJwmTqbEAoSBA+R4oIEiZqibNMHYB6+cFWSjkZP7Qdw/Bt7/x9KDXxwtevA1ueuO1is4TWSjAHI8ewutnAS1PofC2p5x9yvdfcvlFk5iADRvXwZH9p+B0pFugA/5X/Y3nws/8w1fBja/erlfgZPtFwKCaD3pdeprLGeslJowVxfDHk/8/Vnskb0DJ+YGPw6AIqLihLDEMjWIhrv0K+AvfCaDQY/fJCBt3I5/YoHQyagWimG537NhJeOLxo2PwH9WkY4AL+hYD/9lsvX0FnZWAPR/43R93ywFfHN+2TWjowWcmAYI7nn9lrQTwsj3VQK+LcNJ0UKAozNl4SS6KnkrAntbOLrflecLkefflMjoROwMWd0fMKdfm3SbqoDz3KkWPGhLAj0EV8LeReC/4b8RSqESFsoKnRMk86aZCAMg8aqaO+OpFE99AIsK7ssMHT87xKkGty7q6XJAmBXKWpA7QOz9g734Eoi7HwtZzcamBb3rnDZPbkw8/O7k5MlCZS/OrUv2Cz0CRQlEsDgVZ1kl9+bIlKyzHNHm1LaptqnErhwefFYB1yhKttpoL3lPC6osaGyURI1cX+R32gqqC/vKgDv6jpKKAkjhAk03hKxRHx+D/1BNHJ8oBlbEUA3j/lutvBGBFSYCLOP296jnXRdAFtVw9JgHFuiKLBAB6zzHAB04CKg96xLrsIW8kJMtqIvOwmI9REgWqvRYtoM6dsxvIhUICfAigBDTI+gGlFQ1IixzjQk7CvAa7LC4i5vHAK1Jzl3n+Mdvuoe8cGvy6eO4LL4mWNyYFznJJgU4M4mBMKzQuqMOBc+pUpGMIsPzOL53ctCWH0NtPHwPLsTe93GnaoKsC3Ar4URJvoIZsiyr7JfmsZgEUEE91Lf3JmbmhTSjfWxKK+qJG9gWLQEXkHzJMH/YyHMDL4tHSFZPgX0yLEU23IVnBsAgVg8OHTsD+fceGXqa603L9hzGLAehPAtwFeCd/zpUMdrUCRmVea9dCQbIOObKIeS0PGIK843pQA0SDekRREIhV9qJpxTFlogi9AQrWLkextcoK5HmaU0EsYKgB/+k6KckoY/Cj+dkaq4ihoCBGQHo+84HIzRdvCECIEl40KXEAKXBtvc1R3s85fvL9anAhqMAdzxQIqztq7+UDipQum7GMi5EaJEdlZT2MFvsZeQGAIx70GnjM04A9PqZH3jiuxs6oCjgUY4m1AOavgX/uJAG5itMpmkDDOoOAH7tIef5Yf46Rkh1QfRcVAX/qyaMT8B+Bf54zXakG/kYAFpcEuGqBj33vqbpqYOdqgaIuvhxssapc5Ef8R1N1/Ch/CGr4BwO+4DKhn6eM5VoiKmQAGdDz1CVscohrWZWUVEMKgwNRrzjmr0OqQZHI0yZxLgvqL5zIzu0ARcmlg27EwD8IzeEGHST8eCYBzAT4WaAPEvRjZa7D71tG7I+i6XEyuK0JQEUBgtX1NypBdjIOxo8nkfqFvq4eC+6DwovsL0gH6UIBb5Br8pyYcwAfZQUSNhkMIwizhXjfgvMjgicePwLHjp0KqwTONu4M/I0ALD4JOHf2vKga2JUEjLzWnsKz96riNQ1CUFQV89N3/JagQZRzjARMPCNJBICRAZFyxCY459mPgprmKGuTA8rSpyDVgViQEii5xgHIs4l7hKQWRRnaRIW5DuDVnxj0JAp9FIDslEHIAvtZAV8FfcJkbwvu7UcJglfdb+QHx0Hj8VdpeCP/2ipfa4iBlpcvFYVRAUoxoBKsC/IC8qpcf6/yn7+/ijwUsmZAMIYKrt5B2GRo/FlGfgYByPoE1XLA2XNL8Nijh+DZ46dZqjGJxwb+RgDWPAnwqwbmkgBCTcaXJTcbAJXVtngHLr3GN0TyeEGtwldLheXxRlxCrBulEJNJoW5G0gQSYTkZUhrEqwkKvPxkhERetldGlXdWY7nXoHR0u2bnZYNeA5u2boBtYwIQL/jTzyvutmY6bA2AHGDPOffcJZC2fYIm72eBvu7th8oAsjHoL5P5RLYBS7lER0wOD4PnRmI7qkkzVKV7C48YoAfO3mPitQm0mgCF7tX7++DqxQgb9cKd00gEBZKI7ucE5/TY8Xnk4YOTQj8EJKT/UUmcDPwXyywNcCD78r0P7fnRt97wyPjh7fx5lyZ4/uwSbL1sC+SkCGKdAoQgg9fRywLi/8u9xBL8SKQisVd4RVQlqwnlCbJ8fl2eR++x3/kMlOdIqwxYpTMVIFujeh4XFJFzKXjMAVuSGN+fG3sq3/qLJwf7/W989VWTtDMd6uKAzW84wLrEPFIFaYCzokRKYNaxyN9PzvsQIKEmhL+D16iSMNwGw9HGi1l5oznxy8jBRRiOR5F/q6YAYvNaoitgU4gLZZvgIlxq8CP9KeIw+OB/bDzPPf7YERgRNcGBKB8b+BsBuCBJwJnTZ+HUiTNw8aVbAIuivU4AA2o+bsTUR02espw7UGQdRLL8VRIQ1MzHCBFI5iNXwE/qpASstWkzQVEzCbL8f2IeVi3Lqrn/4AVqlTUF+DkUDRFwf1/1vIvhL3c/BqdPnh/kt7/9770ctu3YIoEc+wC1/qXiQlcBiIF8T7BXAX920I8BPykbEP9MrABGFUwK/rKCIO4UDJ5AAWRLDRz0yS+6gRAW4oh0AAS23g9Kbr76nsIrEVwtHRT54L9//7NwcHzjgD8S6YG91/4N/I0ArA0ScP7seTh+7CRs3roJ1m1Yn1EsyMNZngFE7H2YoSuQB+IREhAU+vEmJa08L0ZJQCX9h8Dvey2Q6o+OXgpfIQOORDviwls6KDCiCkz/3nTxRnjg/5u9GJAL/nvjO18UBfIcQpDnvbd38cMM4M3XErAF2POPRVkbpAF/SNAHPyc/eMiKYLFlhiaFNux5UBMDRJGq1+wbaxGBA7/oESCaD2FIyL3CQD659glyrX6x679ebqsi+guqVbYRi/Qndb2/Af+lsbfvvP5nnzndBBgyojCCmbx/A38jAGuLBLi4AEcC1m9YBxs3X9S+HBARERFYXjGFtcjI9xcxTgLk3IhJBaAp4INh20+v6l5dhlA8h4FSULMbXu0PSFT6qyeyggO/jI/wS6nyyVDIntioD8+5/lJ4+D8fgqMHTvX+rd3a/zt/eRdcfPlFLUCugXQ+TveD89nbAc9lqYAgQi667LML6Ke9/QD4vdTcsFFVwcaJN5rK9S/yhl5DsJlCh+HQ88dgdQ6ILM1V8/qD2B0J2H76LR9TwAIX/WUAqOMIUCgFbr3/8UcPw6nxPYkCPyXwMyXAwN8IwIVKAu4FVjZ4MoDHrJmXD+5TNhiVrZG564gE0co9AQkIuwkKqTFgHqyusJdmV5fmVQmBBHoKVAGQsn9dHEgCPGgpf4ECQB7ogyh9yhsTvfSW58D3vnkAjh890+t3/ulf/iG4/uVXtor6OQDdhxgMQxQGAvZsoO+zLODvpwvoYyboRzIp6oBTpTOVWP/Hph4Ca9yFLGA18Pp5Z01UfnuvWU9Y/IqpXErJbFCIAbCMHWBkAeqgX6XVcJVmOH79mWOnJjn+55amPv6Ief4V+M8Q9Gfgv4yG9hXM1z7wuz++C1jZYG4Xbd4Iz33BVZO65vIHISH9Fw7UJ/fjKWhUYiZNvf9iROyxu59WMCvKe4Bm+0mWXf3eZh9Tp5ua5ypHv9ITCOXSA8lzjF1UTQVCCl4kpIBcNCmNihrAMhLAy2YA8Tqw5QQSKYpVJkKtFpTPnT5xDj7/m/fBA/9pX/bv6lL+fvbXbgqq0GGmYD3TIEVanAuccj5xH3KBWfuk3PdFgT9+DP8Kx6pqDxs/VQg9lohe9/Iox1aFjEje+GEpBlgqBuh195oW/5MKgyy4pGdABPwLlKZhjFCMAGXWEFM3mgwAgqXxXLN//zPT/H6+1g9VJtJM4F919bvHUMMIwAVDAlzZYFc++OJLN+skoAJtV57X3ZeAXwF5MZl8aEISJgCvkACWsSdIQP24Ug4qEgCgNBjyshEo6HUYn1Z9kOcg5pfyhSbPGUS6IXu9CLepopwBWf0Blj8NBQVSKLD0QWd7/uPj8MX/7UE4uv9UUvJ//Vt2wi3jm3uMnQYYzXUgznMw09z3gdnHGgr0c4GfbzcZTyUJgPIxeuU5BTmgptEQsvxEhLCaFRKEaM0OTgBqMGhQE4H1z6hUtGCXSnyPqB3iZQCcPnMenn7qKJw+fZ4F+PFUv2bNvyf4W1c/IwBrmgRsK0nALu31bdsvgauuuVwlAUXlqdfgzUjAiCsEMBnFzTZTEgCMBBTMQymYR1J7LACSCPgOvI/bpF9UjRKqeP9cdRVNSsir40+hIhAUDKK6nLAAeW/dv+qxTh4h0KbTpx9+BvZ+exob4B675jPPeeFl49ul8NLXXZ2EEOw86GhNDVLqOO1Qr30m3j8T6Gf+OmXSPApQL8lAhabc62eEoHldkuwQmVmaof83pb1+FLuRbcYhogQEdUegieR3kr/z/F0nP15orKm30fxt4G8EwKwnCZguCWyHDRvXZ5GAWs5vIQFcARCPubcCkb/Z5CNTEPMvJOQd+mrwZ42SlP7h4DUpQfTAnW034qmF3vp/Ew/QvF7HE2QCMyY+aE6Gef+BSAszmGmAqYVmOlZX0M8jGtSFIBAKIkweCUBWMlAqAPz1Rkmoc+SYuiZOgCE27wWknjt5VTH5DKItA3hEoCEETWluV9L3gJP8j55i5YPD9f4m1a/zVbKnBP+jhg5GAC4kIuC6CN6hveaWBJwScOnlW1USMJX8y5ifURmWNAoJQr0c4HyAUZwEgPcc8NdB/u1fMOjNltHpFr1pCznwS4YhOgWK5QHyyAEpAU7kFQci4e2L7Vr60WWRgR6EoM+g65lJvyJTxzAxAC2ATHmUi1qP2R34+XZIobfPPXwU6/8YevxMdZPdvbzqHQRhVoHfQ0QjBsgbZ7H+IhDW5vdLgZ8+cw6efOwonD1/PuL1e0sA3S+g3ePb2wz8jQBcqCTgQ+O7D8ZedzEBVWvhxvOeev2Vt59FApgSAFUgIclCQw0RmCYQCvCnwGkPu4/H8N4Dft5fXQQBei18JRGQjYJEgJ+oHDgF/ZGofCbjAEgwG+8z9PRlhyAEQwzE5RjINLf3Z8juGV5+2zlSh+0JsIVoVNoWqAGAQhHwFQAKA/6Aja+g85d6AomlAO/U9VbAXjOt8n1u/Bw6cBwOHnxWdihlj3kb4J6R/nePgf9OQwEjABc6CXAqwCdBCQ505pYCHAnYvPUituZOIjMgRgL8iP86FsBfBgAJ9khUS5QCK0mvTNgOoCSKGsmlAC77g8wQUDsCejECJcsRucxKFgD42QEtPuxgZCCLEHSFx8U26jHdUMZOZgP9Dt5+BvCrVwjz9tHT2kPgbxgt+nK/txTAx1/7+WFsN6xIkdJJs7x35bFdet/Jk2cl8GteP1iBHyMAZkOQgGiGQGUuQPDKqy+r1YCABNQBfVQHBsp4AQ741IA7NXHF0usnTwHA+r0AXPrHSIsjUL1sf/2AuNvD6/6D59lDKPlD0FjIqxFQhOTBkQHM9sCpdYC0wRl2GHGzyvyLpQB0/DQdAX9I0M/39iGjpwCIJQEtCDDw+H2y4McBqGiuf0ekKgE8A4DEZ2nAn+DI4ZNw8MCzsFQF+inAP6PX76R+J/nvtlnfCICZJAHJ4EBNDdBIgHy+SVmqYuRE9H8dIEgivU8GAJLwUIK0QG8WQoyAqB/976UHTqPxudRPTfEUXvQHNPk/9PrBK2aiyv5Imev/wxGCrqSg+wClhZgqqOOLOVESfQA/DfqgFqjvDfwMgJGkqx0qAp4nz9MC/fMi3ev3r0gStb9IliD2MgoJmtLbrn3v008cgxMnz8htFODvudbvbE/p+VukvxEAswQJcMsBd6S2q9SAdU4NIFYESCEBnCCI/H9oYgPAXwoAEIV/0Fvj15YFggsq5iFob+Tr/QBBK2PUCv6gvq4fBgZSu+yPsSl+NjLQxQ/GGUfocg5imnEj6vQNzwH0M739mFZEGduRWNNHPQAQ/IJA2lo/ltkGoL6mnY/WrEgCe8MpDh86Mfb6j8PS0ogFBGrAL9WDjnZPCf4W7GcEwCyDCPxSSQSgTQ3Y4tSAcnaoswPqRnjkrfczpYBI/l0uMPrOcl3AxCcBAfhT0rOtpiPyugpSrFAQixEIwR+8mAB9G64KYC7s9CID+YSgfZueGQMLxgCo17fXH/DbFQLMVB66e/sa8PsAjVqOP0lJv9qG2JLbdFiiUgUwfo5NBgDV2QKizDBMvf6nnjgKJ06crcchX9MfwOOv7MNj4P+QzepGAMy6kYDWuABnVabAukmLYZLLAYwIyIBArEv5ohoUSKA45OA79uEyQAOCBLKbYDxNQCECXvAfVwhIRPj7pYNJ1jtX5In2yoX5ZGAoQpC/3WIECdKMn6R7LYA+gK97+vPw9lPAr+0LeRxAKvo/4fWD+rLyGlXee8O8D+x/dnIDAB30oXdwHzcr62sEwGxGEuDA//Pj262p7VxgoFsSuHz7Jaz6n5/vH1MDmnLDvGDQtNAem4JDRz2i8icAExNEoM4GIF0NQE8NmHxwbSkAmnr/LRc5dvFTM8hAro+Lyz5AadmnhdlqAcyyJNAF9KFTJ8FZgT94nVX2A683gHqfsRjFeHiT9le+fOLEGXj6qWfg9Omzwe7r9Nphpi63zu+C/fbaLG4EwGx2IvAhSNQLqGzLxZvgqudug02bNgSA7scFBEQAeCwAMo+fEqBPWjxfeGGhNxWWIM5fJ09OIK+jYC1F+rJ/SQTADwSMTMdxab+jaI00qNyPq2gQD1sLYIBlAepGGKgTwUA1RZE6qQfxwkSCtGgBgLHPR/pnIeVzuvX9p586BkePnAyBf/imUp8aA/9dNmsbATAblgTcWqoB29q2vbwKEiwwzBAAJfAvUQkQIAygl047tZQEJv0Frw+AmOfE+r/3uiACMvUv1iW2k+yfIAOzqgP5g41W/QDtE8mQHweA0Y3nBvoQluGdHfibz6KLaWGCLVJaURD1AMYbHz5wAvbve2bSxW+mML52M8nfCIDZnElA1pLAxCleV8COa7bBZdu2lmDuEwGl9W+KBEisngYZU4dCQMqVFpQBBunBg98ZEMJe5yQYCol9xy/2OZKBjoSg3yCkFR3Es9YxpM7H6g74fUA/9tpyAj/lnI//uZjkX7128vgZeOrJY3D61LnluCRM8jcCYLaMRKA1S6Ay11xox3O3ldkCIMr8VvK+1vyHVwME8MsBN3+g6Pvnqf0YmQrrpU5iZYE9qcH39JuDM4IQS++jgGjkT/f9yEDrQOpBClb74OwXB4AdUwjzQH8Ibz8OyMN4/NS6D0Vb85YCzp1dmnj8Rw+fXK6f2aL8jQCYrQAJcFkCrqHQrpztXbaAUwQ2bFjfEAEIi/0EqgCQIAbA0wKTF1HzethyNwz0Q/A6/AGEvQH8pYHEBYyZRKAvGZiZEMxAClZ6ENNg+8DWnQ0P+Olfrru33w3449t0BH4P/N06/+GDJyY1/N3jZTDn7d9pVf2MAJitHAlwSwIuOPCXct8zjQ+4FNYXRe3hV0sCoPUG4B4/6PEASPIqSncE9CoK+W/yc/wBwiqAkWNg8uKeLxnIIQTZgw1z4G21KACYzRryYgCw5z66gX67t99BFegN/JHXPa/feftPP3lsuYDfmRX2MQJgtkBE4NZSDdiZs72LD3BE4IrtF0/qBzDcDQP/BCGQfQAwMr1GywEDBABOqCsC9d9Vsx/MB/h0ER9l/XwOZCCXEHQegB27GC4LuPeQBvJrAcwSPNgF9Fu2X0bgj3r9JM/zxPEz8MRjRyay/zKZBfoZATBbK2qAIwLbr750QgaSJEAQAYKgZk9s2vJUgbo6OVN+kavAXrUhv2pgqrgOxqfhAcnArISgI0rOY3DiAKg8MMh3pUzU8xuOgX4Xb39I4Ne3aZf7HfAf2Pfs5H4Zzbx+IwBma00NcObKCrtlgcsu3youCLn+7wcDeiBLynR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"path": "emoji_u1f922.png"
} | Generate code for a svg of a nauseated face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="facial_expressions">
<g id="nauseated-face">
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<stop offset="0" style="stop-color:#FDE030"/>
<stop offset="0.19" style="stop-color:#F1DE37"/>
<stop offset="0.53" style="stop-color:#D1D748"/>
<stop offset="0.99" style="stop-color:#9DCC64"/>
<stop offset="1" style="stop-color:#9CCC65"/>
</radialGradient>
<path d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#SVGID_1_);"/>
</g>
<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:#789E46;"/>
<g id="nauseated-face-2">
<g id="blush" style="opacity:0.65;">
<radialGradient id="SVGID_2_" cx="144.3065" cy="-71.919" gradientTransform="matrix(0.89 0 0 -0.78 -36.33 40.18)" gradientUnits="userSpaceOnUse" r="15.84">
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</radialGradient>
<ellipse cx="92.13" cy="96.1" rx="12.97" ry="11.89" style="fill:url(#SVGID_2_);"/>
</g>
<g id="blush-2" style="opacity:0.65;">
<radialGradient id="SVGID_3_" cx="82.3708" cy="-73.689" gradientTransform="matrix(0.89 0 0 -0.78 -36.33 40.8)" gradientUnits="userSpaceOnUse" r="15.8327">
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</radialGradient>
<ellipse cx="36.98" cy="98.1" rx="12.97" ry="11.89" style="fill:url(#SVGID_3_);"/>
</g>
<path d="M42.73,87.14 c2.65,1.27,5.69,4.86,6.8,7.58c0.86,2.16,1.09,4.53,0.64,6.82" style="fill:none;stroke:#35220B;stroke-width:5.26;stroke-linecap:round;stroke-linejoin:round;"/>
<path d="M84.5,86.41 c-2.65,1.26-5.71,4.83-6.82,7.55c-0.56,1.36-0.86,2.82-0.89,4.29" style="fill:none;stroke:#35220B;stroke-width:5.26;stroke-linecap:round;stroke-linejoin:round;"/>
<path d="M49.45,94.18 c0,0,1.72-4.81,14.19-5c11.31-0.18,14,3.45,14,3.45" style="fill:none;stroke:#35220B;stroke-width:5.26;stroke-linecap:round;stroke-linejoin:round;"/>
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<g id="eyebrows">
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<path d="M84.5,36.4c-0.58-0.83-1.72-1.03-2.55-0.45c-0.83,0.58-1.03,1.72-0.45,2.55 c0.97,1.7,2.22,3.22,3.7,4.5c3.9,3.57,9.01,5.54,14.3,5.5c2.5-0.1,2.3-3.3,0.1-3.7C93.74,43.84,88.41,40.87,84.5,36.4L84.5,36.4" style="fill:#422B0D;"/>
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<g id="eyes">
<g id="peepers">
<path d="M37.75,62.65c-1.49,0.72-2.29,2.38-1.91,4c1,4.31,4.36,6.81,7.95,6.81c4.34,0,8.28-3.67,8.28-9.75 c0.01-1.09-0.13-2.17-0.41-3.22c-0.54-1.85-2.47-2.91-4.31-2.37c-0.2,0.06-0.38,0.13-0.57,0.22L37.75,62.65z" style="fill:#422B0D;"/>
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<g id="peepers-2">
<path d="M47.38,61.78L47.38,61.78c-0.55-0.83-1.94-1-3.41,0s-1.85,2.32-1.3,3.15l0,0 c0.56,0.84,1.94,1,3.41,0S47.93,62.62,47.38,61.78z" style="fill:#896024;"/>
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<g id="eyes-2">
<g id="peepers-3">
<path d="M89.84,62.65c1.5,0.72,2.3,2.38,1.92,4c-1.05,4.31-4.37,6.81-8,6.81c-4.34,0-8.29-3.67-8.29-9.75 c0-1.09,0.13-2.17,0.41-3.22c0.54-1.85,2.48-2.91,4.33-2.37c0.19,0.06,0.38,0.13,0.56,0.22L89.84,62.65z" style="fill:#422B0D;"/>
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<g id="peepers-4">
<path d="M80.21,61.78L80.21,61.78c0.56-0.83,2-1,3.42,0s1.85,2.32,1.29,3.15l0,0c-0.55,0.84-1.94,1-3.41,0 S79.66,62.62,80.21,61.78z" style="fill:#896024;"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a blue and yellow kite soaring 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="#3ebcd4" d="M0 0h96v16l-2 1-1-6v3h-4q1 3-2 4l-2-3-2 2q-3-4-6-4-1 3-3-1V8q-3-3-1 0l-3 1v4q-3 0-3 2l4 4-5-2q-3 3-4 9 3 3-1 7 5 2 0 3v3q-3-1-3 1l8 3q-1 4-4 5-2-4-5-5l-1 3-6-1-5-5-1 2-3-3 11 14-3 6q-2-5-5-4l-1-4q-9 2-16-3l2-1-2-1 2-2-4-4 1-5q-1-4-4-3v-4l1 1 4-5q-9-3-15-7l1-1H8l1 2-3 4q-4-7-5 1l-1-2z"/><path fill="#3db9d2" d="M96 16v34h-2v-7h-5L58 66v-8l-6-5-11-14 3 3 1-2 5 5 6 1-3-15 4 12q3 1 5 5 3-1 4-5l-8-3q0-2 3-1v-3q5-1 0-3 4-4 1-7 1-6 4-9l5 2-4-4q0-2 3-2V9l3-1q-2-3 1 0v4q2 4 3 1 3 0 6 4l2-2 2 3q3-1 2-4h4v-3l1 6z"/><path fill="#3dbad3" d="M27 46q-3 0-5 2-2-3-5-1 0-4-3-5l-1 7q-8-5-1-5l1-4 6-4q4-6-2-10-4-1-6 2l2 1q-4 2-2 5-2 3-5 2 0 4 2 7l-4 6q-1 8 4 14H5L1 50l-1 4V21l1 2q1-8 5-1l7-6-1 1q6 4 15 7l-4 5-1-1v4q3-1 4 3l-1 5 4 4z"/><path fill="#ebb924" d="m52 16 1 7v1q-2 1-1 4l-9-2-1 3h-1l-2-10q6-3 13-3"/><path fill="#7fb98c" d="m52 16 1-1v8z"/><path fill="#41bbd2" d="m27 46 2 1-2 1q7 5 16 3l1 4q3-1 5 4l3-6 6 5v8q-5 4-7 10-5 3-10 2-7-8-18-9L0 75V54l1-4 4 13h3q-5-6-4-14l4-6q-2-3-2-7 3 1 5-2-2-3 2-5l-2-1q2-3 6-2 6 4 2 10l1 1-7 3-1 4q-7 0 1 5l1-7q3 1 3 5 3-2 5 1 2-2 5-2"/><path fill="#90b17e" d="M53 24v5H42l1-3 9 2q-1-3 1-4"/><path fill="#c6ca66" d="M41 29q-6 3-7 9l-2-2z"/><path fill="#eec930" d="M94 50h2v10l-4-1q-3-6 2-9"/><path fill="#78b8ba" d="M94 50q-5 3-2 9l-1 2-11 5q-4 4-4 10l-15 4-4-4h-6q2-6 7-10l31-23h5z"/><path fill="#94b79d" d="m92 59 4 1v28H79l-6-7 7-6v-9l11-5z"/><path fill="#90b6a4" d="M80 66v9l-7 6 6 7q1 2 5 2-1 3-5 5h-9l-1-5-8-4q-3 1-4-1-2 3-4-1-3 1-4-1v-2l-2 5-11-1q0 4-3 7l-6-4v-2q6-5-2-5-5 2-3 8l-2 1 1 1q-5 1-5 5H0V75l23-6q11 1 18 9 5 1 10-2h6l4 4 15-4q0-6 4-10"/><path fill="#96b6a2" d="M79 88h17v8H16q0-4 5-5l-1-1 2-1q-2-6 3-8 8 0 2 5v2l6 4q3-3 3-7l11 1 2-5v2q1 2 4 1 2 4 4 1 1 2 4 1l8 4 1 5h9q4-2 5-5-4 0-5-2"/></svg> |
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