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 the deep blue of winter twilight over a snowy field. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#044f8c" d="M0 0h96v36l-3-2h-2l-7-5-5 1-2-2q-4 0-4-3-3 0-6 4l-2-1-4 4q1 5-2 0-9 4 1 7l-1 2-11-2 3-3-6-3q1 3-2 8l-4-1q-2 3-5 0-3 0 1 1-8 0-1-3l-2-2-4 1-1-4-1 3-4-4q-2 2 1 3l-2 2v-4q-5-1-6 4l-2-4q-2 0-2 3l-6-2q6 1 2 7-2-3-5-1 1 3-2 4z"/><path fill="#055191" d="M96 36v9q-4-3-9-4-6 1-10 4l-2-1q-12 5-24 3-3 0-4 3l-6-3v4q-9-1-16 1l-8-2-2-1-5 3-3-3-5 4q-2 0-1 3H0V44q3-1 2-4 3-2 5 1 4-6-2-7l6 2q0-3 2-3l2 4q1-5 6-4v4l2-2q-3-1-1-3l4 4 1-3 1 4 4-1 2 2q-7 3 1 3-4-1-1-1 3 3 5 0l4 1q3-5 2-8l6 3-3 3 11 2 1-2q-10-3-1-7 3 5 2 0l4-4 2 1q3-4 6-4 0 3 4 3l2 2 5-1 7 5h2z"/><path fill="#065499" d="M96 45v3q-18 0-34 6l-45 3h-5q-6-2-11-1-1-3 1-3l5-4 3 3 5-3 2 1 8 2q7-2 16-1v-4l6 3q1-3 4-3 12 2 24-3l2 1q4-3 10-4 5 1 9 4"/><path fill="#4da1da" d="M96 48v9q-14-2-26-1l-8-2q16-6 34-6"/><path fill="#1869b0" d="M24 55q18-2 38-1l8 2q-12-1-21 1 0-2 3-2z"/><path fill="#297bc0" d="m24 55 25 2q-9-1-17 1l-15-1z"/><path fill="#0c5dab" d="M70 56q12-1 26 1v5l-21 2v-1q1-3 5-3l11-2q-6-1-11 1l-19 2-29-3q8-2 17-1 9-2 21-1"/><path fill="#207ac0" d="M0 56q5-1 11 1H1l13 2-6 1q4 2 7 6H0z"/><path fill="#52a1da" d="M12 57h5l15 1 29 3v3q-3-4-4 0-4-2-7 1-15-4-30-4l13 4q12 0 26 4 5 0 7-5l9-1v1q-1 3 2 7l-2 3q0-4-3-6l1 3h-2v2q-6 2-11-1l5-1q-6-2-10 1-3-1-1-3-9-2-16-1v3l-5 3q-1-4-5-4l-4 2q-2-10-5-1l-5 2H0v-7h15q-3-4-7-6l6-1-13-2z"/><path fill="#4999d2" d="M80 60v-1q5-2 11-1z"/><path fill="#3f87c3" d="M80 59q-4 0-5 3l-9 1h-5v-3z"/><path fill="#6bb1e4" d="M61 64h5q-2 5-7 5-14-4-26-4l-13-4q15 0 30 4 3-3 7-1 1-4 4 0"/><path fill="#2b73af" d="M33 74q-6-2-10-1l-1-3-3 1q3-9 5 1l4-2q4 0 5 4"/><path fill="#69b4e5" d="M96 62v16l-7-1-2-2q-1-3-3-1l-2 2-2-4-1 1q-2 1 1 2l7 2-9 5-1-1q-3 5-8 5 3 1 0 2h-1l-2-3h-1q1-3 4-4l-3-1q-3-1-5 1-3-3-5-2v-3q-3-1-4 1-3-3-7-3v5l-6-2 1-4q-2 0-2-2v-3q7-1 16 1-2 2 1 3 4-3 10-1l-5 1q5 3 11 1l4 1 2-3q-3-4-2-7z"/><path fill="#2c6ba3" d="m75 74-4-1v-2h2l-1-3q3 2 3 6"/><path fill="#2568a0" d="m79 73 1 2q-3-1-1-2"/><path fill="#3174af" d="M38 71q0 2 2 2l-1 4-6-3z"/><path fill="#155999" d="M87 75q-3 2-3-1 2-2 3 1"/><path fill="#04478b" d="m33 74 12 5 2-4q2 5 7 3 5 6 14 10h1l22 8H0V73h14l5-2 3-1 1 3q4-1 10 1"/><path fill="#59ade1" d="m79 73 1-1 2 4 2-2q0 3 3 1l2 2 7 1v18h-2l-5-8-3 2q-1-3 2-4-3-2-4-1l-2 8-13-5q3-1 0-2 5 0 8-5l1 1 9-5-7-2z"/><path fill="#4a97cd" d="M68 88q-9-4-14-10-5 2-7-3l-2 4v-5q4 0 7 3 1-2 4-1v3q2-1 5 2 2-2 5-1l3 1q-3 1-4 4h1z"/><path fill="#4095cd" d="M94 96h-3l-9-3 2-8q1-1 4 1-3 1-2 4l3-2z"/></svg> | |
{
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"path": "a9cb2ba3d83c15194d56f3a55271297419b0b458aa6f5a1c7a1ee890fd8f9abd.png"
} | Generate code for a svg of a a close up of a black and white picture of a headphone | <svg version="1.1" id="图层_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 40 40" enable-background="new 0 0 40 40" xml:space="preserve">
<g>
<g>
<g>
<path d="M14.5,26.5c-1.1,0-2-0.9-2-2v-2c0-1.1,0.9-2,2-2s2,0.9,2,2v2C16.5,25.6,15.6,26.5,14.5,26.5z M14.5,21.5
c-0.6,0-1,0.4-1,1v2c0,0.6,0.4,1,1,1s1-0.4,1-1v-2C15.5,21.9,15.1,21.5,14.5,21.5z"/>
</g>
<g>
<path d="M25.5,26.5c-1.1,0-2-0.9-2-2v-2c0-1.1,0.9-2,2-2s2,0.9,2,2v2C27.5,25.6,26.6,26.5,25.5,26.5z M25.5,21.5
c-0.6,0-1,0.4-1,1v2c0,0.6,0.4,1,1,1s1-0.4,1-1v-2C26.5,21.9,26.1,21.5,25.5,21.5z"/>
</g>
</g>
<g>
<path d="M14.5,21v-2c0-3,2.5-5.5,5.5-5.5s5.5,2.5,5.5,5.5v2h-1v-2c0-2.5-2-4.5-4.5-4.5s-4.5,2-4.5,4.5v2H14.5z"/>
</g>
</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a vector illustration of a simple black arrow icon on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.1.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 477.175 477.175" style="enable-background:new 0 0 477.175 477.175;" xml:space="preserve">
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",
"path": null
} | Generate code for a svg of a black and white icon featuring a smartphone with two email notifications and a speech bubble. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": "303c6973c362b40b97a6e2a29c811a23e0fd67555fba62b501d29cb82a04647b.png"
} | Generate code for a svg of a a close up of a purple circle with a white background | <svg enable-background="new 0 0 50 50" id="Layer_1" version="1.1" viewBox="0 0 50 50" xml:space="preserve" xmlns="http://www.w3.org/2000/svg"><g id="_x7C___x7C_"><path d="M29.9,35.4H25l-2.4,3.2h-3.2v-3.2h-5.7V18.5l1.6-4.2h21.1v14.6L29.9,35.4z M33.9,28.1V16.8h-17 v15.4h4.9v3.2l3.2-3.2h4.9L33.9,28.1z" fill="#6441A5" id="Dialog"/><rect
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<path d="M25,1C11.7,1,1,11.7,1,25s10.7,24,24,24s24-10.7,24-24S38.3,1,25,1z M25,44C14.5,44,6,35.5,6,25S14.5,6,25,6 s19,8.5,19,19S35.5,44,25,44z" fill="#6441A5"/></svg> | |
{
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3QAU6PtUBgDpxL6hAfdDvd//zVufqSufqawDQXjrbXlqe+tLz0NQJva6oQBXRhJxupygjUYEqolGBKqJRgSqiUYEqolGBKqL5H9kR8hxdwSr6AAAAAElFTkSuQmCC",
"path": "fb139de5756531a0ac84588f54167b66d9f5d6e5b2a8433830036757ecbaa9d3.png"
} | Generate code for a svg of a a white and orange logo with the letter g in the middle | <svg width="32" height="32" viewBox="0 0 32 32" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M6 28L4 3H28L26 28L16 31L6 28Z" fill="#E44D26"/>
<path d="M26 5H16V29.5L24 27L26 5Z" fill="#F16529"/>
<path d="M9.5 17.5L8.5 8H24L23.5 11H11.5L12 14.5H23L22 24L16 26L10 24L9.5 19H12.5L13 21.5L16 22.5L19 21.5L19.5 17.5H9.5Z" fill="white"/>
</svg> | |
{
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gLI1J48yZNAIAy7azelt1y9FBWGv/rXrs6BAshUnjzDk9FQBYtvObnsG3a3QQ1tpjql8dHQK2ke2pAMAqfKK6VnWz0UFYa3eszmiaXLM5bE+dOdtTAYBVuUz1zuq6o4Ow9h5R/fboECyM7akzZ3sqALAqZ1YPrr46Oghr73HVz4wOAdvC9lQAYJX+tekkzDuODsJa21Hdtfp89feDs3DobE+dOdtTAYBV21m9OsWRQ7er+qnqj0cH4ZDYnjpztqcCAKt2fnXf6j2jg7D2dlRPbSqOwJIojQDACF+s7lZ9fHQQ1t6O6g+r/zw6CGwqpREAGOWTTfelnT46CGtvT3E8ZXQQ2ERKIwAw0nubtqqeMzoIa29n9afVD40OAptGaQQARnt9da/qK6ODsPYOq/48xREWSmkEAObgldV9MnHk0O0pjg8anAM2htIIAMzFK1IcWYzDqmdUDxwdBDaB0ggAzMnLmyZEXx0dhLV3WPXM6gGjg8C6UxoBgLn5q6YJ0ddGB2Ht7Zk43mt0EFhnSiMAMEd/meLIYhxRPa/6/tFBYF0pjQDAXL2waauq4sihOrJ6QXXP0UFgHSmNAMCcvaB6cIojh+7Ipn+IuMfoILBulEYAYO6eX/1Edf7oIKy9I5u2Pt99dBBYJ0ojALAO/v8URxZjz1bVO40OAutCaQQA1sWfVQ9NceTQHVW9uLrD6CCwDpRGAGCd/Gn1kymOHLqjqpdUJ48OAnOnNAIA6+bp1U9Vu0YHYe0dXb20uv3gHDBrSiMAsI6eluLIYuwpjrcbHQTmSmkEANbVH1c/PzoEG+GY6mXV94wOAnOkNAIA6+xJKY4sxjFN9zh+x+ggMDdKIwCw7p5Y/eLoEGyEy1avqm41OgjMidIIAGyC36t+aXQINsJx1aurW44OAnOhNAIAm+J3q18ZHYKNsKc4fvvoIDAHSiMAsEmeUD16dAg2wvHVa6pbjA4CoymNAMCm+Y3qv48OwUY4vnpldZPRQWAkpREA2ES/Xj1mdAg2whWq11Y3Hh0ERlEaAYBN9f9Wjx0dgo1wxabieKPRQWAEpREA2GT/rfofo0OwEU6sXlfdcHQQWDWlEQDYdL9WPW50CDaC4shWUhoBgG3wq9Vvjw7BRrhSU3G8weggsCpKIwCwLR5ZPWV0CDbClZqe43jt0UFgFZRGAGBb7KoeXv3P0UHYCFetXp/iyBZQGgGAbbKr+n+qPxwdhI3wLU3F8Vqjg8AyKY0AwLbZVf1M9dTRQdgIe4rjNUcHgWVRGgGAbbSr+unqj0YHYSNcrak4XmNwDlgKpREA2FZ7iuMzRgdhI1y9esPuj7BRlEYAYJudX/1Y9czRQdgIV69eU33z6CCwSEojALDtzqt+tPqL0UHYCNdt2qr6TaODwKIojQAAU3H8kerZg3OwGfYUx6uMDgKLoDQCAEzOq06pnjM6CBvheimObAilEQDg686rHlI9d3QQNsJJ1euqK48OAodCaQQAuLA9E8cXjQ7CRrh+9arqCqODwMFSGgEAvtFXq/tXLx4dhI1w0+pvq8uPDgIHQ2kEALh451Y/WL1kdBA2ws1SHFlTSiMAwN6dW/1A9dLRQdgI39r0HMcTRgeBA6E0AgDs27nVfauXjQ7CRrh5U3G83OggsL92jA5wAA6vrtF0M/FJu9fVq2N2r8tWx+3+8aXHRAQAgP3ytur7qjNGB5mB06vjR4dg7+ZcGo+pbludXN2h6QbiI4cmAgCAxXlrdZfqS6ODDKY0ztzcSuNVqwdX96xuVR0xNg4AACzVm6u7VmeODjKQ0jhzcyiNR1X3aHoe0l2atqECAMC2eEvT++BtLY5K48yNLI3fUv1y9WNNW1EBAGBbvaG6e3X24BwjKI0zN6I0XrP6ueonc2ANAADs8aamrapnjQ6yYkrjzK3ykRvfVD2jOq16eAojAABc0G2rFzXdvgWzsYrSuLNpqvjP1UOqw1bwNQEAYB3dqfqbDFiYkWWXxls0PYPmj5qeowgAAOzbnVMcmZFllcbDqkdX/7u65ZK+BgAAbKrvrf46xZEZWMZBON9cPadpTzYAAHDwXlHduzpndJAlchDOzC160njH6h0pjAAAsAh3rf6qutToIGyvRZbGn6leXV15gZ8TAAC23d2qZ1dHjA7CdlpEadzRdP/ikxf0+QAAgAu7T9MtYIePDsL2OdSSd1jTyai/voAsAADA3t03xZEBDuUP3OHV85r+1QMAAFi+H6jOrU6pzhuchS1xsJPGHdVTUxgBAGDVHlQ9q2nXHyzdwZbG36p+fJFBAACA/Xb/ptvElvEIPbiQgymND6seueggAADAAfnx6jdGh2DzHei/TNy9enFOSQUAgLn4L023jq2r06vjR4dg7w6kNF61eld1hSVlAQAADtz51f2qvxwd5CApjTO3vxPDw6vnpjACAMDc7KyeWd1kdBA20/6WxsdU373MIAAAwEE7qmnIc/ToIGye/SmNt6l+edlBAACAQ3LD6omjQ7B5Lqk0Hl49ZT9+HQAAMN5DqweODsFmuaQy+PDqZqsIAgAALMQfVlcZHYLNsa/SeJXqUasKAgAALMTx1eNGh2Bz7Ks0/m513KqCAAAAC/OQ6rtGh2Az7O05jdev3pt7GQEAYF29q7pldd7oIJfAcxpnbm+l8JH7+H8AAMD83bz68dEhWH8XN2m8WvXB6ogVZwEAABbrE9W1q3NHB9kHk8aZu7hp4q+mMAIAwCa4avWA0SFYbxedNB5Xfao6akAWAABg8f6pumm1a3SQvTBpnLmLThp/MIURAAA2yY2ru48Owfq6aGl8yJAUAADAMv3C6ACsrwtuT7169eH2/hgOAABgPe2qrll9dHSQi2F76sxdcNJ4SgojAABsoh3V/UaHYD1dsDTec1gKAABg2R44OgDrac9k8bjq36rDBmYBAACW60bV+0aHuAjbU2duz6TxdimMAACw6e41OgDrZ09pPHloCgAAYBVuNzoA62dPabzD0BQAAMAqfFd1xOgQrJed1aWa9jYDAACb7TLVt40OwXrZWV039zMCAMC2sEWVA7KzOml0CAAAYGW+c3QA1ovSCAAA2+U6owOwXpRGAADYLtfp689rh0u0s/qW0SEAAICVOar65tEhWB87q8uODgEAAKyULarst51Nx+4CAADb4+qjA7A+TBoBAGD7GByx33ZWx44OAQAArJTSyH7b2XQjLAAAsD2OGR2A9bGz+vLoEAAAwEopjey3ndWXRocAAABWym5D9tvO6szRIQAAgJU6a3QA1odJIwAAbJ8zRgdgfezMHxgAANg2OgD7bWf1idEhAACAlfri6ACsj53VqaNDAAAAK6U0st+URgAA2D7/MjoA60NpBACA7XJ+ddroEKyPnU1/YM4fHQQAAFiJj1Znjw7B+thZfbn659FBAACAlbDTkAOyc/fH1w9NAQAArMr7RwdgvSiNAACwXd46OgDrZcfujydUn+vrJRIAANg8u6orNb33n4vTq+NHh2Dv9pTEL1TvHhkEAABYuvc0r8LIGrjgZPGlw1IAAACr4LY0DtgFS+Mzm8bVAADAZnrt6ACsnwuWxtOqt48KAgAALNUXUxo5CBc9+OaZQ1IAAADL9rymZ7TDAbloaXxudc6IIAAAwFL9xegArKeLlsYvVM8eEQQAAFiaj1ZvHh2C9XRxz2V8XHXeqoMAAABL8+c59JKDdHGl8QPVC1cdBAAAWIqzqz8cHYL1dXGlseo3q/NXGQQAAFiKP6o+OzoE62tvpfG91YtWGQQAAFi4c6rfHR2C9ba30lj189VZqwoCAAAs3J9XnxwdgvW2r9L4sep/rCoIAACwUGdVvzU6BOtvX6Wx6gnV+1cRBAAAWKjHNA2C4JDs2I9fc+fq1csOAgAALMz7q5tV544Osh9Or44fHYK9u6RJY9VrqqcsOwgAALAwP9N6FEbWwP6Uxqpfqv5hmUEAAICFeFb12tEh2Bz7sz11j2s3FcfjlpQFAAA4NB+qblF9cXSQA2B76szt76Sxpj+AD11WEAAA4JCcU92v9SqMrIEDKY1VL6getYwgAADAIfnF6p2jQ7B5DmR76gU9pXrYIoMAAAAH7XnVA0aHOEi2p87cwZbGndVzmsbfAADAOP+rulN19uggB0lpnLkD3Z66x/nVKXl+IwAAjPTu6q6tb2FkDRxsaazpRtt7No3CAQCA1fqXpsLo4BuW6lBKY00PDH1Q9YcLyAIAAOyfT1Xft/sjLNWhlsaatqo+rHrkAj4XAACwb59uuofxg6ODsB0WURr3eHx1/+qMBX5OAADg6z5R3bZ63+ggbI9Flsaq51c3rd6+4M8LAADb7uPV7TNhZMUWXRqrPlrdrvqDJXxuAADYRh+rTq4+NDoI22cZpbGmk1V/trpLddqSvgYAAGyDDzcNZRRGhlhWadzjVdWNqp+rzlry1wIAgE3z0eqO1UcG52CLLbs0Vn21elLTvY5/U+1awdcEAIB198GmQ28+PDoI220VpXGPf6nuVd2semZ13gq/NgAArJPTmg69+fjgHLDS0rjHP1anVDeuntE0iQQAACanNhXGTw7OAVXtGB2gulz1g01F8ruaRyYAABjh1OoO1b+ODrJCp1fHjw7B3s2toN2g+qHqnk2TyLnlAwCAZXlv06E3nxkdZMWUxpmbcyk7sWksf4emZ9Jcb2gaAABYnn+s7lR9dnSQAZTGmZtzabyoY5uK40kXWFerLrN7Hb/71xw+KiAAAByEd1d3rj43OsggSuPMrVNpBAAY7RHV40aHYKP8n6bC+PnRQQZSGmduxOmpAADr6DdSGFmsdzVtSd3mwsgaUBoBAC7Zf68eNToEG+WdTRPGfxsdBC6J+/8AAPbtMdV/HR2CjfIP1fdWXxgdBPaH0ggAsHePrX5tdAg2yj80TRhPHx0E9pfSCADwjXZUv1f93OggbJS3VnetzhgdBA6E0ggAcGE7qidWDx8dhI3ylqbC+KXRQeBAOQgHAODrdlRPSmFksd6cwsgaM2kEAJj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"path": "emoji_u1f9ce_1f3fc.png"
} | Generate code for a svg of a person kneeling: 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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p4G/IjT+BivxkhWVj47tLaf0Dit8vKwRgZW0aVxMAAQDKhJNKhnLLw1LtbwKZp593ZDAAAO0EugCA5qO3yheIEoBxtrWxFYwH7ox0AuNvpd0MAAAQAAAohE17RUvDMOQnD/bdOhE8AAAAZEAKAKgFtga/BG1lQzY5DgBkyLkSGgABAIBmgqr+AQBgqRMgAQAEAHAjAuB77oWfgwbLYKgMAAAACADQMBQ03jRdDgAAAAABAJoWBShQB0B5f3j/ADAAujwAEACgQQQgf85y+woKnoB2YHPNTkEsxjwDIABAcwjAUs7RpbRNzkINAQA4IQdoYQVAAIChU3w5jTi8fwBI4ubswhlcBQAEACgTVpVMHhKAvn+gTdjGJj8ABAAYyijAfDZjjn3yQNuwZakGYO+hA7iYAAgA0CACkNGbz0oYAGBYsOfg/rO4CgAIAFAmrCoZ8uaztAMi/A+0DZurdgpaJ5/5PMZiAiAAQHkoQ8nwaytmP0hkAeF/oGWwUQPQGenM4EoCIABAFbCqbEy9erT+Ae2MABSvAdje2gYBAEAAgAYSAPLsDUhA7rkBAOAwuI0IwOgICAAAAgA0jwAEHoxBGgARAKBt2Fi2Q2q3N7fextUEQACAKmBd2QQRAF1+f2sb+X+gdbA4AwAdAAAIAFAJSlE2uu1+RfYGAICrsDUDYMeeMXQAACAAQCWYKYUAXF9RRgGKbA4EAFdhqwXwxF//szO4mgAIAFA6Jp/5fGnhRmUUYA3hf6CFBMBOBADhfwAEAKgUpXgcqigACgCBNmJrw0pqawZXEgABAKpEaUpn6625oOivb/x9UoAUANA22OoA8PESriaQB6O4BIBrSoeM/eYrV5m3exTT/4DWYnPNWlTrDK4mAAIAVIlylQ61/SHsDyACYALUAAC5gBQAkAtlFgICwHBEAOwUAN7z8u+hBRAAAQBaFgUAgJaCiv8sFQCCiAMgAEAteB6XAACyw2L4HzIIgAAAiAAAQGMIwMoaZBAAAQCai8lnPg/lAwD1RQBm7nn592ZwNQEQAKAuPItLAADmsJj/h+wBIABArfg6LgEAmGP9xgpkDwABAFqBM7gEAGCO1YWbNp5m/p6Xfw+yB4AAAPVh8pnPzzC0IgGAEfj2tq3+f4T/ARAAwAn8AS4BAFTm/RMQ/gdAAAAnAG8EAKojAFT9D5kDQACA+jH5zOfnQQIAQA+q/Ef4HwABANqIP8IlAAA11haXbT0VUm4ACADgVBSAvJIZXAkAkMNS+P8Mhv8AIAAAogAA0BTv/8aKreE/kDHAGjxcAjmee/qzp/0PE5EvTfUeOjwq+Rrlx1/S/dLG+grb3t6cGds1PhP+e+HaO+yz//SlM026ZnOf/Rd0veZwegAgjsULswEJKAgq/jvRtPf+zD9/aPrAwWNsx87dXTK0ujTV6YxOhf/W4CFBB4dIW4A0w+LRyPnHnnoGrcrDTgB8oz4VMeRTgtGmg3baxde9ubHGOiOjZzudkXlfeJhPFJ4PSYMvSDM+WZj3yYITB9wnAV/xPzwF0QKALsjzv/7Wezae6nd9AvA7jhj1075Rn/B1UN+Y+7rpUV83+Xppa2J7a/P06I4xV2/J2Z5jFiUTIWmY8cnCDAhAc438dMSY39kz9KcVTLI1oAEjvuD5B5fPcL49s7W5/vbI6M6z87PnZ6okBz4BoOt9DmofALq4cWWercwtFX0aMlgnfAIwX6WRnzh0fMrXJad9XXKn53V82fZ8gz8y5XVanz2e7xEFIgNvh6TBJwdnQADcMPSnI8b9UWYWoh9KbG9t+He6c3ZrY23GZ+wvdUZ2nFm49g4Rg1KYrk8CvuZ/eBJXHhh2EDG/9uZ7wUdXvX/f0E/53jzpzmnG+UMjO8am/Bd82tcTuIFyhNGC50OS0NQUQyMIQC90T579Qz2DP40zWBybG6vznHM6uM9vrC+fWV66dtYnBYU9DJ8A0P15DlcYGHYsX1tkN2cXbDzVpA3v3zf2E3vGD57esXMPyeijnuedHt2xawJ3ygrO9AgB1XydaUIqwUkC0AvjhwafPuKAVuStbG9vnvW8zhn/4/Pzs+fP5o0S+CTgORA1YNhBuX8L1f9P+8b/c3m9+/HJ26d37Nj9EOfb053O6OkhCN+7gvkeKQgJwRkQALnBJ6+eQsaPwmi4he3trbPbmxtnNjfXnr+xcPmMaYQAUQBg2EF9/0uXrtt4qhOmvf/k4e87cGR6dHTs0c7oDt/gj5zGnXAuSkCpg2ddSBvUQgAopL+1ufHkyOiOR+HhNy5C4B9g7+trq4vP/jf/01/OIAoAAKV6/6m5///7X/7M1Niu/b4DxZ/wPfxpePjNihD4tvB53xY+W0fKoDIC8M3/7ZPTIyM7nvA870mvMzKFe998+Ad3hm9vPbu1vfFHn/jHf35WQgDoPqMjAID3n99ASCv///xff+L0SGfHr/q6lBwp6NNWOFhbM5zzZ7e2Nr7++D/60zONJwB/9q8ef3Lnrr1PeCww+vDyW354fUKQIAOYCwDA+7fj/YdG3zf4cKLar0/nOePPrq/e/PrP/vo3S1v+ZJ0AwOgDPs76ZOCPKE3wyPNBN+D3GdI8ALz/zN7/j//RixMU3u90Ol+A0QcZsE0GrBCA//il/+r02J79XxgZ3fnkyMgOKHogimenvnfvxMR7h6ZxKYD2K+ttNjdzubD3f/PBpafn/+E10qWYpwH0sbW1Mb+1uf7s2vLiH/z8F/9z4SLCQgSAWkwmDh1/bnTHLjBTQImRjVF233MfDT4CQJtho+9/4/A6u/IrF3ExAS02N1Zn5mfPP1ZkoFuhclH6wzD+QCpr3bHJLtz3Fi4E0Hrvf/l64ZG/bOGx67iYQCrI9had5op+EaASXH/fZXbj4AIuBNBa3JxdLDzyd/n+G2ztfau4mEAlAAEAKsOF+97ERQBaCcr5F134sz22zRam4f0DIABAC7Gy/ya7euICLgTQOtiY+Lf08HxAAgAABABoJS7dfZ6t70aIE2gPNpbXgkeh5zi8zm58eBEXEwABANqLoCDwfhQEAvD+o5j7xCwuJAACALQfC0euBQ8AaDqo7a9ozz+F/ikCAAAgAMBQ4PxDrwfRAABoKsjwF23729q/idA/AAIADJny9I0/kQAAaCoo9F+07Y9C/yj8A0AAgKEDUgFAU7F2Y6Vw4R95/uj5B0AAgKEFUgFA00Be/9J7xQr/KOdPuX8AAAEAhhZIBQBNg42Jfwj9AyAAAMC6qQAMCAKaAAr7F534h6p/AAQAACKgAUE0KRAAXEUQ+i/Y8792bJUtIvQPgAAAwADdVMBruBCAs6DQf5Gefwr5z30cA38AEAAASIAiAFgbDLgIG6F/Mv7U9w8AIAAAIAHVAqA1EHAJNkL/1PK3enIZFxMAAQAAHagrAAuDAFdw48p8odA/Wv4AEAAAMATVA5z7yKu4EEDtoIE/qwv5i1ODvD9a/gAQAAAwB+oBgLphY+AP5f3R8geAAABARlA9wPX3XcaFAGrBwoXZQgN/kPcHQAAAoAAoCoD5AEDVoIr/IrP+yetfmL6OCwmAAABAXoTzAbAvAKgKm2sbQeFfXlC+f/YXL+FCAiAAAFDYG9t/E/sCgErQzfsXa0Ml44+iPwAEAAAsgWYDXLrnPC4EUCrI86cIQF6g6A9oEkZxCSrxKwr+vodLyGhfwNts5/IYu+XdI7gYgHVQu1+Rlr/l+28EDwB6DwRgWA43z3rUeQ4B4Oki4g2H4FBR4O7Fff5jL44gYA1F8/7k9Q/HnP+y9Z5n9DvDpvdAAGo+7DzPoeZF2TCPH2pP8yd49Ie4QlCaLyDhkKBTf/UhNrKB4wtYkPJe3j9vyx/N929X0V+deo8nlV1eveeBGIAAFD7wXPHjPKtYGP60p/45nv7T4he54nebLCA0JviNn3qZnfzrB0ECgMIokvenYr9rT1xpaNGfSu9xzY83SO+pfg/EYNgJAE8/9MIJSmXC3LJQmv50IgQWf2OeQkgGb2/AnL0GRQrCSYHHX7oHFgzIjaJ5/2YV/UHvNV3vgQCUcfAjh55rWLLu4HL7Z9zsPPLwxzz5q/fkQuJphYM1QjBoSuDOlV3sttePw5IBmVE070/G3+1Jf6LeUxv7puk9TxH6Hwa9BwJgeOK4KhfFVSKhSnrx5Je5dQqcW3C4Rng8LhcSLqm1EYWjCYKBzgAgl2htb7PFAqN+3az4TzP4GmPfML3HU0hD2/UeCECWwy89+LJDrzrwPPVvVyEXsgOf8P65iqd78boaiYBwL86YPSlTjoTOHBEKGhJEkYB91w7AsgFGoCU/eVf8ktfvTsU/9N6w6j0QADqAMi9fGtrikkPCDQ88N5AHXrncdz946r/tCYIiS90lhIMlBYPz+I96iUBK7UJx7ideDYoC0R4IpHrv1xaDNb954Ea7X1TvJXVYmsGH3muP3htCAhBlvDq2yxPtKPF/ckNSYXjQuZRHl0yGewfc070miaBESbFGOOSCweQsuWahoPZA6gy477mPojMAUIIM/83ZhdzGv74xvyqjb0fvcU0aYCj0XiohcFPvDQkBUIS5Ug4/V+T99caeFzjovByS7On4uachwl7yNKsExIsIFlcRgsHvRFmyK0IRkgC0BwIyUNEfhf7zgIz+3CdmKzb+0Hvap7Wp98S6sBghyKb3mlQz4LiWlLDeRJiLx05E/Md59oOvPfDc4MzzUvSAnAUzJm/wj7J6z0xAeLKYMEkIeGjRY7+uF4ruc3gDNlAqqD2QSMCpv/owLB4wOKMFhv2E2/2qa/eD3tPrPf1gACt6T0EITPRetGbA9aiAgwRAEuI3PvxpB9/00KsKS0zLU8sOiXk9Y6wXGk/CdlUvMSEcgmB4Ql4sn1BUExUItwdiRgAQYuHCbO5hP9X0+jdY71VWCViX3hMuTRa953iKwCECIGO9UXFQhLk4Tx5WrmavXMKOjQ99inFPG59hFCLLcD48niIsnrQ01rAXNi4YscsssGS9ULBB7kyMCpQoEDQjgAASAFCv/8byWm7jX26vfxa9pzb6NvQezzgBcDj0nhd7Atf1XgMJgFwAZKyXS6r8k4dfEAye4+BrR17y9MNchA2n/prHlEM4PBNBEQREFA4TweDx+gC1UERzZ2p2XFZ6AIOCAJrytzK3lNv4l9frn0fv6Yw+9F45eo/FdrI1Qe81hACEAiALd0lYr6nRT7BdcXuVzLPn+gPPzU8rLy0sFqeVnvaPe8l36ukEJCIcBoKRjwzE2bEX2fnBE2zZnlBgUNDwIij6u5Sv6O/GhxfLMf6ca8L8Feo9ibGH3qtT79VDBKonAAkBkIe75KxX3f+aOPzKqlhZ0IobHXhuGBKzyoxlxX7cjDB76ohginDoBSPBkpUMOXJpBXacyJmVWDxD9QAEkIDhAQ35mT9/JdfvkuFfmL5u9wVB75Ws9zw5SSig92K1BF4WMpBH79XTPVAdAZAIgDLcZcJ6NYefK0Zg6g++5NDzjO0vyvHZRdgwlx4I9TkZVO5zKSvgOXphRcEQWHKKUHjiwC6x7saLC0T3Oe0SAZCA4UGRMb9k/K0O+jHSexm8/bL1nuEEQPf0no4k5NN7PBmAMCADXv8+eF4yKqDTe6ED5InFA40mADoB6B9QmQDIWS/nBodfJkia8JTe2KsYKM99PcxJsMe0osVT+LNnQgz8A+fxDIKhYMkaoegX0kTYsTJMVmLhDEYGDweo1z9Pxb9V4w+913K9pyADnuQtZ9R7cSJQLgkokQCIOX6dAGRhvQomnBj/q66KVbNcnu3A89RlmYWViC44JhccrhWU5D5ssWUowpYVgqGteNUJRSwqEGHHsjCZhAjYEAiMDG658b90PdeYX2rzsxL2NzD8sjC/kd5LMfrQe8X0XhohMNJ70tTooH0xViuQoveqqBEogQCkG369AGRgvdrDzw2Yrrg1kBsdSJ527AvtyEy/0VwV+o+8zvR92BrWHFMEScGQC4WEIYspgqig8oTsViIQ0WmBIAHtAlX80yOP8S8+4jen3uM8u7cPvVeK3ksjBPn1XjEHqEwiYJEAlCEAKtZrcPgVE7G0TFh54M0rY7mF62jyI14mYZEsttAIh1owxOhAfDBHQijEFIEmPZCLCORMC4AEtA/k9eep+C9u/C3pPSNvH3qvGr0nRgjK0HsFHCCL9QFWCEDSYMfbWqwIQIz1mh5+MbSVViQj0j2tSKSGrMoEV4TA+l/iaQIi9KdGnkdZ5S/qHbHiVcKQZUMxZOkBMyIgFM0UmCwIEtAe5J3xX8z4C7n6WDGfRcNfQO8pPXzovRS9x3sRgCbovZoJQPdAi+xXLhCmApCF9eoPf56Drxg2kaEjoLTJmJ4szOVJXxtXCIl0SJZQc+OJgqFiyRFvJzEyU8uO1WEyvUCE/w4FosuoB78DEjBsoEp/avfLWvFfyPir9FwGvScL80PvNU3vSdIEJes9j/N+RILz4gzAQgSA5zL8WgFIYb3J3Fb64c908FMqY7lBSKxM+psMvnkJgfFU5F8QKqlweIqQW6LSf/AfHil59TyuCZWlhMlMBaL3WjweF6qs0QCQABj/7F5/fofHDb0nM9o8VfFwTYSgtXpPEhWVGXKV3oulDQrovX4XgaADHYkACGEvLjvw5gKgZr1cL5Aq9iwY/HRjLzvw3Oyk8nJFw5N+krLhKiEgsm1Xg+eRVrsaLfgRLqlyKIY81KUXiHjRjLKFJkdaACSgmciz4Cev8Y+nObl8gE8les/U6EPvMTE6mUfvpQxCy932l1HviXMEuGfnYhePAKgMv1jVrwv1S8NdGtYry+krDz83YLrc8NBzgyl85bJinohhcbmweJLvS167Jx+41RcMOUs23HolhsoUw4DMBCL8d/i8vcKcRJ5sEB7L0jYIEtAsUMFf1gU/+Yx/xMlQ5fk1ek9v+PPoPVOjD72ne+u16L1cRECv9+onAImwV3LGfy7DL8lxJb6W+/AbHHyu2o1lshSDlyISXuIzLvtmbKSuXEDUjoB0/aWExUqFQsid6VtiImGyrAIhYdiytEDWqlmQgGaAtvtlbffLbvyzhfvzOTwSnSUMBZLqQit6T936B71npvc8oZQ/Ve+J6YEies9SN6C9FIA27FVAABI7svMc/jSDzyUsUXfgefpajBII8SCcJEkAyWUi9gWZgHhCGCy59jdOdbWDMVKHAUVqBfqH2Vwg+m00vTMR66/VpgXMowEgAW4jz3a/QsZfpbe4YnKfqeFPC/OnFQXK9F5mR2eI9Z4QKcij98yHoA30nrED1PNieCSqGdN7lq6z/TZAI8Mv8/gzevuZjH7Gg891B54btqyWFBITl1TIfsSTvzVxuYXs8sQIgfBWPc9UKDRRATFMZkoEPB4ZiCGp/lekBTzOM0cDQALcNf5Ze/2zGn9dV5N5nj+/4bei9/IY/FRDX6/e87jH0hhGJr0njQBk03uZoqFZHSBp/3/4nPm6nkqMAKQJQPRoZDf86vWZGQ5/IrTFcxt7bjwFq5xgGNfSXqbMD/FYyXyE5UYorG4GgCrf1X3uZO5MGhXISwSUAzHk4bFYqCxHNAAkwC3kWe2bzfjrvP6UvD/0Xul6j0vH+FnUe0aD0GR6q0K9p6gPqDkCkBbezyEAGYtj5J6+yHbTDj6XRL/04TBjNswLn//+M3qaEFhCWDy9gHBPjCzIBCNSJasTitShGNGcmWZMplIgkv20Yn6NC593fzd/NAAkwB3jn3W1bybjH9NRGbz+vt6TdwNA7zVT74kpg/L0ngkRSNF7bkQATMJe+QVAz3q54vUkD79ud3bi+ymVsdwwJGaFDXOF9y8VmIiw8BQB4YkVAMr1l0ZkINH2F2fH0l3YvT/q9Sv3JALhRdt0uv8e1Af08mSy8Bjn6dGAlIZakIB6sbWxmbnX39z46yr883r9deg9vdGH3kvRe1JCkFXvqaOhWYhArEYgqve87vsQ9Z7bEQBNcV8+AVCwXnHHtixkJomZpK3LTD/w3FgOzPZneWoSbDQIWxEuY8lxvjHhUO3DNiYD0dyZZJBF3xuPhMQY0/fvRwXCYCCGLDxmFA0wSAmEJODEi/dhlXCFIKO/eGG2AuNv7vVnN/xDqPd42k86pvdUhCCT3lNHBdIdIEWxYFTvKYah1U8AuCTspWoJzCIAmViv6vBz4TCm7cfm5jktGzuyDf6OefStx38Vw7C5ROa8FMGIhs70QhH5p7TtTzbMQrHwQioQg35a1UCM6O8riwRjBGLAyCOkWilVIQk4/tI97JZ3j8A6V2D8yfPPMuhn+f4bwUrfNOMvLfSTVPgriYDk+2KBX/P1Htf5e9B7ufWemQNkqvfqTwEoBEY/G6CAAHD5QZct1Eg7/EYHn5t2t/IsAQEjeMY/IF/ioxUQg6FA8bxWulDE21+EedqRMJkY4k8nAkKqoJ8nCz35SHgs2i0gjQaEnQKyKEJ6SuD8Q68HH0ECykUe4z/38dlMIf94/l4gAjm9fui94smASvWehBCUrvcin3CmX/TDe2FQj8n1ngMRAG6eH4sdZM38bHGoBpMvEVLlybhi7nX8eRRsWDckQ5o/y5YKyMyLPbPn9DSCknxLcuGQ9sJmEgrFukvh0iVC85E4F08pFpRW/JtGAyIrPXmBlABIQLmgav9yjb8s5C832nKvP2NdQG69Z+DtQ+8xedyfm+k9FSGwrfdUw8v6JEKj91LmnjgQATALe9kSANP1mXK2a3jwpTuydW0wJQ3KTE2BRQ67sg82jRTIBCNePGMsFIn2l14YXhUm4+pcmSgQ/f5aoT5AZNb9IkExGtAXJE1KINF3qyYBlBY4fO4OWGzLxj/LlD8j4y+r8pcZdE2FP1ekDCrRexpvH3pPpvf4QKe5ovck9VFavReJJIR6T6wPsJGAsbcLgJctABrWm9iapTn8snnaifCZPCTG5B21ya9YboPlKSGw/r+4Qkg8jWCpBCOXUDB5qCyR85IMyTAQiPC+xvJk0fCY4OEnogFRoVKlBGJRA31dwIX73mIr+28GdQFA9caf8v03PryYop5U+X5ZyF9DBHKE+5un97iRkYfeU+k9YSZAz7OPhvi7t9GACEQNv07v1R4BSBz6lPyY4nvpAmDAemUtgMxkR7be2Kf1zZryXWu5MJ7yZWHMpSdri9Fsu4pfnjAkniYU0bYVsac2YlS1REC/+Spb/78kGiAtEBRSAr3XaFoXcP19l4OPIAHFQON9sxh/8vrJ+zcy/jJvXhvGz+j1m+g9neGX5veh92rXe0ZkQGxTNnGAIkTA44oaATO9V38EoCdY2divKmzGmGqethnr1R1+cWUlNzj46cUyZe7I5gYhsNiBVPyifhe2wJZl1a5RgRH6ZTiTtK30D7IsTJZCBJRFM0Ley2MxDz1eNZuMBnhisWGsQDCSEoiw+VhdgAEJuOPV97ORjVEGZAMZflrwY8/4m+X7Uwv9EhX+2bx+kRRY1XvGRt9M75muCm6m3pORAgO9Z0AGiuk9wWkJ9V5ijoAkHZph3XnpKQBemeFPYb1cPfSCpx58vbHPviO7bHAjci7vg00W2kQFg3tcwZKjwyfiQpFpF7aBQMTaaIQwfywtICzZSPb/d39WNjcgPSVgXhxIJGBl/41gYBBIQDbjbzril9r7rj9xha29bzWb8Vfm+5OFflpPng8cHmmEwIbey1oMXZne446cmDx6b0De8+k9NRkoRe9FDX94PsR0KLdzP+wUASbCZGkCkD5JSxqeU3r7OQ+/ikU7d+jzCwrnSfas3oXNJKEzeUgr+tye4KYn2bEiTCYTiCyFgokcfyQaIAiPUUogETWIzwhIKw6keoBwaiBIgH3jTwN+aNCP3hmRGf+48eZGIX/dMCCJ12+k9/IZfui9qvVePDoQjTqm6j2T9EBM7/VqBHLqPUciAGr2m9Yqo8x1pQmAcl2m7vDLi2TacfDzCIdcMMTQmX7RhRe5P1F2LJtqZSAQPP6atAIRbZ9RVMl2P1cUCIp7AXpCHE8JyMiCngS89tPfZyf+9j6MDtYgy3Kfrf2b7Jrv+Wcz/vpQvrwuQBLy1+T6i+i93IYfeq9cvSeJDsjTBAq9l9kBYvGugYTek6RDxbbBeiMAhuxXJTA6wy9hqiKjTgys0B7+YTv4OQQjNJQJwYiSgXi4TD0JS27EswlEZMZ/tGBGNslPEQ2Qk4dw13bkc2VdgKw4UE0C1nevYn9AivE3Xe5jMto3Gc43zPfLDLqiG0BKBIp0A0Dvuan3EtGBqKGtQ++xRH1ATO+5EAHQtdQkBUK/QUstABrWi8NvTzCku7BZbC61mCaQRgVCb1w1JEMjEIlCvwFpV1f8a6IBiSmCHhdSAkxRFyCQgMTQIHUxTnR08IHLB3G0BONvMt8/k/HXVfob5PuVBl3j9SfqBazpPUWYH3qvFr2nSo9a03u9SGQuvVd/BMBgilbOjVmZBUAQIBx+C3fXeP2ljB1HelgNBGLAcsPn1dQHaFhxXJAG4TnO1SkBdag/8jP9nzfrECAScO4jr2J/QA7jbzLgJ5/xNw3558/159d72Qy/bGkQ9F4Vei8tGppR73Gx5kBTH5DoFnAiAqAYuGGaH0trc9EKgOx3cfjLE4pouCw+jUu77KL/b7VAJLf2MUV9gH4aYLxiNi0lMOgSkBGOfuqh1yHQX86RoU2Qpgau71ljt71+HMbfuvE3qPQ3nAMgDflrdVm2NsAy9R6MfpV6L+4EqfWeGRFQ6z1JWkCyJbVeAmDEfkWBEJm3WgDieS6Nt4/DX0u4LBkqixen8J7H7SkGA+kFQpMWMIoGaFICki6BxASuPlkYRAxihCADCbh099tBbcAwDgza2tg0Nv7ZBvyovHL10h8u+T19aoBJiQb0HvReut4zcIA0OwJM9F7tBCAuOPnDXhCA9rBjdR+sjgiE7XuD5UDRPFkiPKaLBkRCdDI2PVixKakL6G8WlJCAxOTA7AODiAScePG+oWkTJKO/eGE21fhTnp9G+9o0/tny/eaFfrpoJ/TesOs9cYhPVO9Fx/oOFEm8fVBMh4bPJ9d7RdGxcjlU07Z6QsQ5jwgZjwgQ7/1Y5MD3hTX6HCz+HInnAepnx8I94QMlmjwPcQUZPQ+Mx5V8LF+rOE+xsyT8LbmBiP6OJDQcCxNzfREZ1xgRCW4cXAiKA6k+YBiMv8la37DHP7fxj52NDMafyyIGvXMcORPy8ybqPV5I73Hh96H3mqr3uEbvxdNTOr3HJeeJKc5hrQRA+aJZstBGr+hlF00uAIzj8LvNjvMKBIsZZvXZUityxnkyKsUluWIuyxXHyWcyP8zlxiUjCaBZAa8+9t3g47Ab/7DSX9vjn2b8GZfn8rXGX0YCFQZdJKrSs8kK6T0mkFXovabrPWZH77GojpEVrNYeATDz+sUwmKhotYafQwCaKxAslQgw5VnhwllJRgMSZ46xTEo9JogRb0xtNJgVEhC2CS4cuQbjb934CwTO+D6akUUOvQcUIQIsTe+JUXGF3nMlAqCrqjULezG9ACDc1SIiwKRGWRSORFGVIhrAmd6z4ylhXa4gCzFCUCIJoDbBcJnQMBl/Cvdf+ZWL2h7//MZf1uYnid5I7p9ZukgV7VSF+zn0HoiAhGSq9F56FJQzZmUfgJ1tgDzb6MvUxRmxfwPtEYjuZ7I2vH4/rVCFHx2zGa+aTfbQRlf4JgsEhY1/scFBquLAQZFfYlaAcmCQrDBQf2WoTZBqA5reIWBq/JcenmeLD6dv/ytm/OPpHVURn/L3ovNNpIV+0HtAnXrPzquzMAdAM2+7kEAAwyUQwkChxGjfeNVstBo/+LGw+r8/3lez8U/aKii22URJwKATIR8JUI8NDtGGDgET42/S5mfD+Ke3B6pb/LhiHDDT5fqV1f3Qe4C53ku2/an1nmehD9BOEaAsj2EQ7o/nQCAEQxkiU+VEJaFbsVimT4/Fqn1lSiCL8lcZlrzpgPSzHXYIEBFoGmixj874U6ifQv4mxp/FrntB48+zGH+uiA4kU0LJzoA0vceh94BUvRfXgUyr97gbbYCK3AVTF+NwQQCQ7xpmeZAVCsYNe1yJx42uNO+rbfdS1xKYhojLJAHhNsEmdQiQ8afVvipQkR8Z/7Riv/i1Y8m8fB7jryJ/PO3nZVMEubbCX6/3GPQekFHv8XS950YEwID9agseALBiVS+2eHZEVswMjHq8aIYr2sPskgDR4ESEPQVUHPjaT3+vEcWBacZ/9eRyUOlPK33NnInoZ/FBOPmNf5bJgZIpgqrZEAZ6j0PvAaXqPQciALEhLFr2yxD2AjKGx9JYsa5dUBOuVbT7JUgAz0sCRK8z+fxpCHYI7F793QZ7/s9e+/krqZX+g+umM+5FjL8YlZF3gagG+8h6t031XrLVC3oPsKf3HCAAogfGUvK4YL9AtvBYGitOemJpKYG0sP3g69rlMsrnHRiF+FeE1a0GePVnvjvjf/i0/5h36RalGX8fn7vyKxe/bq4AoxGSpMdtx/gz7RwIVb5fHvJX672E18/teGsA9F5S79VMAKS9tIreVhh+wCYrjodVmVwx55kEJ0QLspOA9O9nmOX+xOQzn3/W//iY/zjbAONPROVD97z8e0/TazfUe5pISVpkIKfx52lbAyX3TRXy1xb5Qe8B5ek9ByIA8uIYsF+gbFbMVQV+pgNf0orELJAAmXzE/34qnnzu6c9O+CTgbI8EnHHY+J/tGf+z9JrptWeKHvbta/Rai5EaS8ZfNwdAugtiEKnQFQVC7wHV6r3aIwCyfCsD+wUqYsWyCv7k73DdtD5eHgmQe7csU2eAj2n6j08C5v0HkYAvO2j8yeN/zDf+M9HXnO76x6+3dIiPlMAVNf7caAiQySRA6D2gcr3nTASAy18Y2C9QOitm8nxxel1AtCsgZVCMMQlgAglgAglgRdoDY6F0nwR80f/wOVZhXQAZfo3x/6Jv+D/nP+ZVr1mq3KTXLnltWeq1zWP8RWKmLg6MEUtVoZ848hcAytR7rtQAyEJfqHQFymbFUeMuC42p6wJkZCEHCZDWG2TzYjO0ByZC6T4JCDxu/zFThfEn71+C+Z7X/2WT1xy/h0y4lknjHiVc0ugKs2H8mSKULyOQ+pA/vH6gcr1XNwFA6AuohxSnhMa0k93ky2K4zLNUkYDY8wpGXGz3k+SxxSLFlM6Aieee/uxpCQkIcu6sxLoAjfE/2zP+ib/de60TuqBhsuI/ci+Y4OXHpgOoFvYYGH9uYPyFdmWuqvKH3gMc0HvORAAQ+gLqD40xSRGXJo8r9ebykABNpbpowHiyPdCwKHBa9sUy6wI0xv/pnvE/axqxEI26vOhPVUjJUjYuGhr/yD0w2/QoppqQ6gQc03v1RwAYQv6AI6ExVV0AS+n9Z8rIgYoESMmF4KXGyYQwI0DZ8qaUJW1O3XZdgMb4y/L9Ih7VKAtNukRBooT8PzMctKQy/kxp/NURBXXxKADUpfeKP4ulSYAAYBd79hxkx489nCk0lqwLYMqhQWolryk0S8nzq75v0h4oIxcmEQCBBASeOSs4L2DtxorM+Ovy/QavNerxM4NaCf2wJS4ZtVzc+LNM5BBoFyYnptjJk483igQ4QAAAwC5GRnayE1PT7MiRD7KxsfFMJCDZo81TNgUyxcCgtHSAvF+dGRkwXWeAuh7guac/a0ICwnkBz+a59rTRb+m9hPEP+/vPpP2+/DUKm/xURX+aayJNvaQRMqYz/tzc+HP5tEegPfqGnA0y/kQCxsePDs17BwEAnBPGD5z6VBABIBARyEaK1R67ep2sngSYhZwjle2pIWzGpEWB0SI3eY7P6GL06gJofPAXsxr/+fNXGN+Oze5/2jf8H4r092f2/tOL/lQV/0xa6GeckuE6489SjL+wJwDGv7WRxvvv/0zgbIQ4cuQBEAAAqNv4E8bHbw9YedbQmLqAT+7hcXF0MMtSdMbUBYKSkLeyKDB9UuCjWa6CTwK+3IsGpNYFSIw//Q7l+j+X8eI/mrT+aUV/ior/xHXQz1FQtfqZGX+uLzSE8W8d7jj6E+z++z7DxnbGo4ykb7JEHkEAAMACE3/owV+KGf8Qx44/HJADayRAEhWQD5wxbTtTeaOCEWIsNpkw+loN6wGms15XnwScoUAK07QKktFfeu9a1PiHLX5P57iV00x4t+q8f9zQJ+6Botc/9jXhuorXnRsb/7QRw0BbQCH+Bx/8b9lRnwCooPseCAAAWDb+5PmrjDwx9DtyCaRuF7xq2QzLPHgmXmwWH27DJW2GxvUALFkPYFIHICEBYaugdLXwwoXZIALQw7NM3+KnhPjaTPL++qI/ZpQCMCvIZErjz2H8hybCSLn+D5z6ZMLrF3Ho4D1DEQUAAQBqZ+M64x+CcnTZUwFMYhRkM98zkIBEvp7JvVRxZ7fCwMkMYTQqIEkFTOe91j4J+B0mpASo3W9jeS38J7X4fTqlxc/I++exCIaQ989U9Jc+StlsNDNXGn8G4996kO6gCGM0158GIgEgAABQEg4duidg46bh/RMnpnOzcpOtb9oWwYRxYMYpAHVRYDwNEBscpF4a9FAhRSikBNZvrNCHGdat8i86TOhRFiFD8Ym6kessREp0Hr/pMiXjDY3MdNATjH+bootU4Z81jUhkIXvqEQQAAFJBIf2sFf4kjCfvejy3UEr3vjN9v3laS1pakRtXtrpJ6gGkC2qEqECBCECEBPRTAms3Vp7uGf+zFm7r6YHRFslVSt4/0QGR79raMf5A0xGG+6nIjwqJ8z7HbRkiBk2EV/QJnvnnD0FigGyCefyRQuG12Wuvs3PnzuQ/9J7XPfrB/+k/Xk8Yup97ve8FX5H8rOz7Xu/fg+97vR/xIn+j93Oxn5E9lye8zsT3Tjz21DMzLt3X557+7JT/4Zxs1DKPrNBVkyv1VMRwYZPpLADzIT8w/m0Eee7kYNjw3re21tlLL/9x8NFFfPafvlTIho/iuABVGn+xzS8PiDysry2xCxdfzB0JCOwo9/z/+5/zrlEOPvT80K757nqK4s9yssnd//S/z3nPuAdf6Nkmr/8sfaZNn3WfQ3yunp3qP2f4etjAU/ZY+D3ytGccu73TjKk99sTmMoXBVhb9RSv+xa9pJy8yGP8hAaUUqXo/rcAvq86anJxis7Ovt/KagQAAlSCt0j8rSNDX1pdyC6acBISGfGCE00nAwOj3DXf43EzytdCqB89Fz8F7H3vPGaEKLPJ3wp/p/T3KtT/r1h3mD8Xtb0rng2Ywkq7GQtbup9+9wGH8Ww4qJKZwf1HHQqdrQAAAICcoJJdlrr8pwhoCOySga4xD49w16Lwfjo/+bGj0B467x7xIL0D4Ly8SDQgiDP1oQZQMhD4+H3AJZUSh//dOu3aP/Zd5momFftJOhzx5f6ap+Be6LKTDhGD822r4KdSfN8dvCoooUHShjSQABAAoDcFM/xPTudv3TEnA2toNtrR0sSAJ6IXsIx45i3nzg8+jKQIWixywZAqg78XLyAAPo/4s8sSDv6NOBZx2727z04mqf8E7jxlqsaqfxeczJKMIqqI/lp4CSFslDMDwD2kUAF0AQCkIZ2yXafxD3H3y8ULhP/PlMgrjpd1Upx4SJDeIcauk+HsTf/mVz0y5cq97r2VC+j5ko36F65Yo8IsQAvlURW4wV4EJxp+hz78Fhp/SiNQ6XKXxj0YBEAEAgBSUFfLXRRpIMfzotW+w5eVrJUUCuh57JA6frSiQSbz/SG1B7DkZk3xv8DzdqIFThYCnmaR3Xhf6l/f7s/TJioooQvq6ZQ7j31CQ4T108FTlRj+h1279YOuiAIgAAFYNMQ3cqNL4iySgWCSAsfTFNTx9259sUmBKOJuztNw5E2cCuJMG4Py0vOpfE/pn8ZFAZnl/prhWXBulYTD+jTX8NLOf0nx1G38C6Za2rQpGBACwAhKMu08+XuvkrOKRAN7vAohX63OhSp9LPfTBp4b1AAG8fh1APKLA+gWCEQsa6RjwHnLl3vNgOmGyKC9BcExC/8II4WTeX1L0l2j348K8QSGNADjtRNDwHVen8FHtwY9eu9ia6w0CABQWWBKKI45MzApJAA0KmpufKUQC+kaeRWYE9NsDmaQokElaApl6PoCkNVCVChiQit7PMj7lzinwX0tsmm+B0H+s318WcWHqUcrKiYosGZEAnAKN+KZCO9fn71MkgpydvEXHIABAq7z+EycetTp4wxYJoFTEuZkzOXN2vNfa1/tMMNCxzgAW99pDT595ieE9fRLRN1KS1sBBxX/kH7EBQbEaAFdCAKdls/5jnros9C+dGsiEFILpMqXBc8pGN6Pk301QkTA5Dy6E+IcxCgACADTe61eh0JyAyEwAcWCPaVFg91uR+QA5UwHxAUGsn274f/+PT0/91//912bqvMb0GqJWnSsG/khD/yxe26DdHaAZKsQMFwYB7ugPCvMfPHSPc87DsEUBQACAVnj9ZZAAfWcA61voRD1Af5ywZqCPSSogGpHoRwoGKYheGmCm5ks8lej5j034YxFPXh/6Z8L3kikERd4/teIfcEV3dCv6m99O15YoAAgAYMzaiy7xaQcJYJKiQCGEr5rtz6N1fapUQHxAUGzkcMTk9V4PvbEzdV5b/5VOJwr/EjMQuGDHFaH/iIFPFPul5P1jz42Kf6f0xqFDp9iRIw800ttvexQABABIBbH248ceafRu7GIkgMU7A5gX8fAH9QDhD8dC95GoAGMmqYDec8UiBcoxwQdqv7CcHYh661xRB6Cu+leE/vt0wCzvz6R1BjD+dYFy+xTir2IQGKIAIABACaC+VzL8TSrQKYcEqIoCmWSwj5esB2DyVECyK0C2K2BACGJRheCfLhQC8tPphX/Rdj7BaGtD/5p+f9W0RRT91Qaq5D9y6wNsYnKqVd5+m6MAIABAAk0p8quUBGiLAlmyHiBWtMekqYBkV0CEVPT/qSgI7D7nhAOXdCK98I+xaB1AYuAPU4X+mWLJj/A1FP3VqitoXS5NyStrGx+iACAAQEVoQ7i/LBKgrAdg8VkAUqNtkgpgg62AZgWB9UcAeBgBkBX+KXr+ZZMRTUL/ySU/sr8FGa4CwxDiH4YoAAgA0DvI5e7Ubg8JSNYDiFv8lK2BTDLQR7krwKwg8Fv/9ucnPvY//sf5Oq4h/e1Y4Z9ouJm8558JQ3myhP6V/f4Mef+yQbqBooJk9NvsIAxTFAAEYMhBebtjvuEfRiafjwRE6wGS8wHEoT3qVIAwIChCFrIUBLJuHcCZmi6hwvtnBj3/TDPwhylD/7p+f7j/5Rh96vwZlrz+sEUBQACGFG3O85dOAqQz/iWtgdpUAIsbvdjwIElBoEAIEs9RC2TLd7IV/iUGCBmE/nX7BAA7TsFEMKHvARj9lkcBQACG0PC7vGyjLhKwtnYjE4OXVuonvucJFf9cMPC62QAsXhAoTScEzzFdYwRgWt32x1hq4Z9yZwDThv6ZMHgItt+e0SdvfxiL+YY1CgACAMMP+KBNhlm3CA6q+SVb/GTz+/uzAlh8VwDLURAYqTuoOQCgaPszKPzTrgvWhf5FMgEGAKOPKAAIACAFVfbTpi2E8/QEibYIvvLqV9na2lI2C9hvDZSnAkJLKLbyDRb7MWVBYIwkMIFsBD/o3Vmf/ed3qtv+GIuH+/WFf5yJhX9ME/pnyPvD6CMKAAIAwPDbJQEn7+pGAra21g2jAOmpgOiAoL7Fj20KlBUERgoMtVGAWtcCT5nM+xcL/5ik8C8WBZClBRD6h9FHFAAEAEg3Ygj15wcpyLtPfjwgAcaecGxNr9AVEPrK8VW+8SFCsWgCi20IjD2/qi2wNmi8f1nbX2LiX/Q5hMK/yF9IVv0j9A+jjygACAAAw1+SEJ84Mc3OnTtjbAj7Hqw4ICi2vY8pZgNIJgQGRMJT7gmIfK2+CAAP/7bo/Sva/pg48S+t8I8nrzNC/zD6iAKAAAADoaf527RxC4bfHkiJEos3bQ/Uze+P7wpgLDkbQPBmY+uHxT0BiShAbQSA0zpinjTyzKTtr/87usI/JmkvhO2H0UcUAARg6A9Ze3ZruwpqD6SuANPOgPi+HmFXAEuLAngRA5+MLKREAWqEaOQ13n9iY2Ba4Z8sxSBpO4TRBxAFAAEYCs80MPqnWrOhz3WcPPk4e+WVr5oVBcY2/UUm+DGxIJDJivniRl3WFqiIAtRp+829f1nbH0sp/Iv+8HAP/IHRb14UgHR1nvXjIABADGF+n5ZvoKK/YsXrX+8sRYEx4xwLDUS6AxiPbvZNtAVmjQL8xb/+2dMf/8d/drbK6/IX/+bnpmVGXu39x6MAzLjwj0snDcPoA66DOrBAAIACLBJhflfYPBVXXr78AzO3OG1+vzghUBIFUA4HkkUBmFf9WmDJZL/M3n/U5Ou2+Q1R4R+MfrucB9ejACAADnr7tF8b/ftugTYlUlGPST2AriBQOiFQNxzIIArAa8sD5PP+dW1/TOX9t9j2w+gjCgACAG8f3r7joKJAmhRoahrjYf5I2F/VBdAPGWSLArAaZgFwaQufzvsXiv2k3r98Y2AbC/9g9IcnCmAePQQBGK7D4SsBUgDI7TcDpKipuvfCxRcNLCQXwvxpUQCvRxJyRAHqcv5N+v61Q3/kbX9x0tCeiX9hdA9FvMOFO4IowGvG00VBAFoMKIFmg0J6c/MzhqkA+YTA5J4AlhgRnDEKMFUDA5gq5P2nzPtv08Q/iuyRtz85MQUBGlKdT0XcRo4DCEA7QcI/MTmFEH8LYJ4KiHrtnoQcKEYEC5zAIApQh2WZGhjtHN4/S/H+G174F6b0SO4xoAugNMClyz9wLgoAAlCB0YcSaBcoFWCa11PvCWCMGdYCsP6Xvdj+gEEUoHojyRMkJ73yP9375/IxAA0BUnqALgpw/PgjGcaLgwDA6APOgvJ68/MzBquD80QBuGYuwIBMiEuDqmUAmo1/LKXyX+n9s8Z5/0jpAaYgcnjx4osZ1o2DADRGAVDID0Z/uO471QOYMHr5Fj9dFIAppwMmjH6tI4HVG/+U3j+Tef+8cd5/GAWCzANZcOzYw+yNN74JAtBkhC08xPhR2DPcjJ56fNOXfgjDgVKjAOrpgPHvD6YK1mL+Vd5/f2mPvO8/6f2zRnj/Idk/cusH0boH5MLkxJRTi4JAAAzR9fDvDD5C+IEQpks/+j37oZ0zjgJIvOnY972abGXGfH/0Cw3L/RPhp2gPvH2gSp0BAuCIl7/fN/oQfEBODLtRIGoNNI0CJFx27XTA5KZA8ft1mEwuc+IjOX6xDVA+9Y85nfvH4i2gXp0BAlAZyMCToZ+Y7Bp9VPECpjh2/GEjYR7UAniGcwFYehugpLiwughAdE1v8iXG1/hGvX5F378D3j/pgUOHTrEjRx6ADgBq1xkgACUbfDL2COsDRWC+9COMAvCk0Q6jAIxJNgWGv+Ipv18LVK1/PJoS4GrL7lDff9jCR4V9iPYBVegM46miIAB2BDw09vDwAdswXfohnQvAIjsClCkCVUTAq8doSrYBcsHWx4v+khv/XPD+w/w+BnQBVcOF4UCtJQBk6Pf7hn6379kjhw+4FQVg8dC9YPSDJEF/HoCOCPT7AGZqeMszmcf+Rr8gmflfJZGB4QfqhgvDgVpBAKLe/Z7dBxHOB+ph9Ld+MEcUILIpMMwMRFsEYi1/8pbA0Z1jE5Urrx27JjbXVxLeu3LsL5cs9uHJKAAMPzBMoHNIE0VNdouAAERARp4uHvL3gEtn0qzHVyzmyxL6T7YEel6ncgLged6E7C2Zev+8Yu8fhh9wFcePPcJ+9No3QABMhPjIrQ8ElfrI4QNORgGOPGA05EPd8qcbDBRpCWSDqEB9tfNcuwFwsCRIVwhYcqSit4kNxX2Aq6izLbARBAD9uEBTQIJMRDXbjgCWjAhoowCs5hHAMbMuKf5jwnQ/FiEE0fRA/PfL0BvkXcHwA66D2gIXfceh6oJAZwlAyNyxWQtoXBTg1gfY+Xe+Y+I/x1f/xr6RbAlUEYH1teXK3+MG/c20uf9pHr9siqAFUCqGDD8cBqApIBtH9q7qtkAnCQD1RyJkBzQVNEjGhAAMLDuTFPt5ku4AeTFgPf5/PA6g3PqX1vpn0faTvgh1BwA0DUEr8bXXK90W6BQBoPAphULg8QNNRneaXJbBQEwf2nd0DoCRxx/9prJeoDio+PLEiUehO4BG48TUdKUFgU4QAMqZ0htHyA5oC2iPRL6WQNNiwHAyII+PEa48DiAa8khEQ1H8Z3PwD7x+oE2ouiCwdgJAgksCjHA/0CZYLwY0ighUb/7jwYD45D9V8V+EIRQC5frJcUAbMNAmVFkQ2KnrTZLBP3nycXb82MMw/kBrowCZDKnqG7HPucIDr8H8G/f+M0nxX7EYADkO99/3GRh/oHUI9wRUgVoIAAntB059KvCSAKCtMB46E+2b44LHHC2kS8zWF+xp5d5/cpyv+NoZl3OGvK+ZnIUTJ6YDxwEA2goiuFWQ28oJQGj8wdyBtoPOOKUBjGMAnGfwolmKy10JA0hU9ye+LxKCAlELupakOzDNDxgGUHqrVQSAKqMpbIeQPzAsME4DGBnSSH495oHXgby9//nJFEL+wLA5EGWnAiojAGT8q2A0AOASzL1Vk1B6ssKe8zrfnf412+r9pxY/8vzhOADDBkoFmEURHSYAlOuH8QeGlcVnEuAKvGlr5j8laqFc+5vhhZPj8IFTn4TxB4YSQc1LibazdAIQtOqcgPEHhhem8y1M0wCi9fe8zoGq31P/b2YhJBkJC6KGANDVH2XNuSiVABB7QegOGHZMGHe7mKUBxG6AzsiO09V7JvQ3owOB7Yb/g8l+MP4AEIBqAcqofymVANx98uMw/sDQY79vzDIhSxqgJsR2ASjnFeQb/UuK7u6Tj+PgAEDEmS6DEJdGAIixYLQvAHSFd9yQBKTn1R0iAyUQFUQNAUBNjG13BXTKeqFHK5pkBADNiAKYkuG0ynpxrG6NkwATX4nP/s8T/ofxBwA1jgaO9VFrz1cKAUDuDgDiGLedBnAgAMCE1b/i7P+s1f9ULIw+fwDQg9JjtkiydQJQ1QhDAGgWATBPhxlNyneoDqAIgQlBrcKY8AcA6SDjT/V1NjBq+4XdUVPof3n5mtH2JNQlDAdMzgOd1yrJKkUBlpYumllWr7fmT7YimPX+3fu4vbVZ+fWN/U2DCIUu/B/O98c5AerG0tJ7Rnau7vNAdqy7D+MldwjAbb73X2b+jgSV1iSu+EJLgrvp/9tIoUpAN3BkZCzIze72Pw8GtuwchwQ0CGvrS8E5oPOw6Avu1tZa8O+854HuP30s6zzQWTM7r6Hx5/IVwcI64K2tjRoIwAbTt/9xSUeAHMePP1Kq3oieE/oY/ht6A3qjqN4gUj/aIwR0Hqjjp6oaFhuzAawRAHrTZQwrmJufCVjZvP8xfbd6NubfZXwDhUwT24hZUd92lTcSyHYe5ntnwvZ5oAc9v+w82NhcuTuD1xC18S4iffqf+LlagZYR+i/znOj0BjacuofQcSzjPITnQNQbdBboTLh+HqwRgEOHTlkzmCRkl6/8gM3NzRiF9a0xQ/9g0GN29vXee7rHV06nkDaoGSS0s9deq/U80NmenJwqdB4yzQPgEWdf8Piln7tOFhSwmTJsyzkB7J6HUJ9XeR4uX/5B8AjPw5Fb3ayNs0YAjhx5oPBzzF57PbhZecP6tkGvhR7E6Kj9AkVKFV9//zxcvPiiVcZexIsIzwMJMkW7sp4HUgZ0lszeD5fwAa/3kffqASIEwQXrLnzOUxjA2K5xK0aSzgkp27xh3LLOCfQG9Eb0PATRrsCpdOc8WCEAFOYokgcjpnb+nRecEGAVozt37kxwqCDQ5YPCae+88x0nBFgGOqfheTh27OFMYb49uw9me18xj58P6gBqd+tlswnCl2zW/lfU+Lt+TqJ6I+s5AZpt+OV27mLwILJ6/NgjTkSIrBCAicl8B5uKMd45/51Y/sRlhAJNbI4qMFEZbPn6rtP1fd6ZCJDJeXjjjW9259afeNSIBNOZMT3vDYnwC24/VwUxEuh0RnBOACuE/LxPBJtyHuj1/ui1bwSE8Njxh2s9D9YiAHnY2vnzL1Saq7PJ5F559atB/hITD+2AWPEFn7039jy80j0PaYWwWQoB21AHwLUEYAfOCVAI5PHTeWgiyBGg4kTqgqkrqlyYAJDxz1r8d27mTOWFGWWADh61kdiczDRsIEVOUZWmRIF074O8kOWVa0F4T3UeskWNUuoA+v+uqQhAs58gLf/v+d7/rl0HMl7fFxqvN8JzQmlPmn0AvZH/Ov74jW82xutP03/0PuqYoFt4EmCWPAa9WfKc22D8o6yewjkUlgSyH366dk03/lHQ2ab3pPJQc4X7YsV1kZw6T/Oxy7T9PPJR6P83yP93vI7xbuDwnLRJb9CZ150TQA3StXTtmm78Rb1BtrHq82CBABzNJMSuFvoVAb0nCu218b2Vbfzbeh50yj3LXgATE9npjE5V7jkEf1Mz7Ienvy+OcwISAF1b63koTABMQpptFmLxPSISwHAeUoR5bGxfZu9f5+x3Op0aCMDIVBpb4SlvbO+ewzgnIAGZPf82X6uqz0Onij9COY5h8I7pplG1L4R5uJW6KMwJApApDRD3lWW59c2N6s/b5sZaetSiYHZi2M4J9AZ0a3geyGa2ggBQlWabcrwu3bwmggonhylVErYoRbE7V/toPK8u9uDXCmmUgpv/ogRBQeWQnZOmVrPDibQPspkXKzgPpRIAYmvDeKjp5qEeIAkK4VEb17CB3nM0NTQ6MpbbyNrwrO3Z/fgAoGThH8c5KXBOgC6oY2KYnMios1R2xKNUAjCMNy3E/BC/dxWutaiKO/N5mBuch6wTwLiT74grFgCZvWDP67AdO/amXivICNCman/XbOhomU++XvFIRpq9vVORX11fX6p0RCTNBzgK2a0VLp2HQkxeNRDIYaRxAM/z2E4FAag6z+vSOQHkunRYz0PZNnS0aYeBbg7NUw/3L1M4NatHReF5UjLELMPd0LZD9pkqvQEr52G8t8I564hmCjFubq3198XTMJ+yhZxeq7lnE5pTL8oHnJwCaFwCwJutN6o6J0BXly5Zvsx0DuhBBblN0huNIgDdfucXCwtuuGs7vGE2bn739d0e8zoWg2UN7wXh+6I3kpQNEMfOsXELymCwa3t/T3CLn9PuOYiOtLa9Q3y3lb0RUasZnwjYCLc/9qO81GsV1Ru2zkkVesOGjLQNNnRpVXqDHEo6C0u9M1H0PGSZGeIgAbg9EJqs3nV4s2g+clULd4K9zf7fpAct+qEbSbnIy1f+LvNNpOc6dOgUJFcAXduLxutw3TkPofdH+yvyKHl6/eK+DHofmXObMY8/EhWogQHknQBoek7GGnhOSG8UPSfYNJoE6dI8BXF0PY/c+kCwrK6qhTv0d8YODu5jkfPQjWqWuzGw9BQAzTd+481vGr357q7kU06sSaQbSQs76EE38fKVH7A5nxCkHUJSCB849SnM+FZcm5N3PW7U8xwoVl9wj9z6QSe2LtJrOL7n4UDJE7Ofvfaa8Xmg95wQvKLno+7wf84JgKbIek5c0RvRc5JVb8jOCTDQqW3RGyYjrYm8VLEboLAKmfnWH6aKPN00anEhJiQSAbpAZGTzLBWqAwGb8wVarM4MQ460HRDrPtPPAzF6GSumc0CMvQnngd4HnQPVeSAvgM627H3QOco2L8ILCuf8/wQf6X/h5/S9T//Pf1MpHfja//qTvD+HgPfmEvDBXAKeMud/ZHQH+/Dpz+XWG206JxS1oA2BcBr0oKgs9cbLQuvheWhCBCU8D3S2xeh4mt4QMfWx3ygk95UQABF0A/MUXbh4INfXbgTvA8KbXxhICHaO7Ws8ccpyHkgGZFMCjQiAQAZ6YnzCJwEzVbzPZ3//p6Z8A39ORQC42BYowb59t7J7P/Akzgn0xtDrjbC4NE8EqygBqKULwIVQnQ0E+R54+4VAChDnwQSpnQBTxMereJ++gZ/SvUKTNEBWw4dzArT1PNTpCHdwlACgSUIfL7Ljpha3DC6S9jXdU3CcAQCoGyAAAFCTB1Pc+Na8B4DLbL/pawIDAAAQAAAA7HniFf5x9Q4AAABAAAAAsBYFcM+8ltMCCAAACAAAtBp79hxqkMffoNcEAAAIAAC0EdxhS2z6KjiqAAEABAAAAHjeAACAAAAAoLX6PMkBeB2vQ/EVEBMAAAEAAECPpk/CZDD6AAACAABAduRfCCQbBgQ2AAAACAAAtBtc+o/pCl/BtHoIEAAAIAAAAAyR1w3jDwAgAAAAtN7uJqcAZsPW1hruHQCAAAAAMGxERNyDDgAACAAAAO45/IpXgrA/AIAAAAAAAAAAAgAAQLkhAO7QawEAAAQAAAAAAAAQAAAAhskbz/oStrbWcd8AAAQAAIBhAzoBAAAEAACAhnr9AAA0F6O4BNmxurrO/uQb/x/74evvsF27drJf++XH2e1HbsGFGVJ8/+U32f/zre8G5+Jn/sFD7LGffggXpQQ891cvsb/89kuBzP3cxz7KPvTgXbgoQ4r3Ll9n/+4/fDOQuXvvOcZ+4VN/PzgXACIApYMOHhn/kAx87Rsv4KIMsfEnMkjngEAG6tzbl3FhLIOuKV3bKAGnaw8MJ0jnhjJHuph0MtCwCADdQPKc5hdusokDewPvaeLAPqcvGCkeYp8iG6UHogDFQIL8nf/yw+Bz8qJP3HnEeS+EzkOSFLzh/GsvBRlTEktLF9n4+O2GROsNqSzedmTSebkj8kLRC8LDf+/ewGMFismdTAfTeaBIgMuYX7gRENnQ5lEkq87IRa0EgIx/lMWTAXjEFxBXQ6j0WlVex4/81w4CUEyo//iZ5yJK85JvRG/zBfoRJ0khkVeV11FHBKDt5QCqa0r34J/8xi84Gf4lZf8nvqdKZzl6rn/9f/gkdEUB/KgXfZXpZ9IZrqaGiAS+4Ds4YeQiRJ2kpVOvgNxMKFViR//qf/9T58KoYahXacAuXYdkWhZqUpZ/6J+F0HtyzfiLghxV/IB9Y5rnXtSp7P8w0GOXjA0YYOgsaHSti6khsmVk08i2iedUtIFDFQHQeYP/7j/8RcDk6g6RmBj/QBGtbUAyC+A2hUcUksLvvfRmwJTrDq2TIfrjZ84kQpCyM1yxl/doS/+W0bUmEvBLn52uPVpEyp50hY4E3gbvvxgBT9G1oa6uOxIQprhdrlWplQCQMpcx5KjhDdMCD3/03sqJQLTaHygXtx+ZTDW8RArrTAtEq/3Tzw4IYRoWl95jR43kMP1aEgkgj7uu7gBZuD/vWQeKI9Dbr52vpTuA9MN3vvtDabhfZgOHlgCYMOHQA6SLWRURIGEmZW9yAwE7IINOj7TwOSnY3/+XfxIo+Q89eLISAaKz0C3ccTe07+EI9Qk7FZJSsV0VRIA8fipQNPXywnMOlA9y3H7/D/8ksBt0Fsq+7lkMf4ip47cNLwGgalgy5mYeVZcI0INu5r2njlutpiXlTsJMrBEefz0gY/79l82MbFiQSWH27nk4Zk3A6aydOz84CyCBzUJYEU7RGtIRpCtOHD9izXEgXfHD194Jzl9aeiKh806hA6BqUhjajf5Z8PWMTTJAOoJ0RdZQP53HoY4AhCQg64WLVuPT799+2y0Bk5qc2Jt6Y+lAvHd5jq2urbNL1E5y6Xrw76Le3a6xHZC2giCvLetZCFqCvnU9UPZEBqZ8gaI0AbXYmOTg6fcpxDxz/hKbm7/hn4m5zEpdRWaGDhSGyNCOsLw8W+q1JFmP6go6D9Q2ODmxL9AXu3btMD4jVKxF0acZ30kocj4wvKg48urawFD3nDuyE5SKIdtBkehdYzuDf6eRRLITc/M3A31BtqOIs+hCO2jtBCCP0pff1JdizEoU7K6iL8+To4MEFLyG/j0j422SR1WSAf8RzhIYGJDbJCSwvK4NU0+TcuDDjCzLgEwjhSbno4uXEmdPvG95z6GayNyG9j9LurZolJYMeRDJkTxPVfaD5t4MPQEoqvRVzN+28KYBlb32CKHte1f1WaBwc2Ue95CArmmZqbkyCWEIjIhuhq6twn50o5T114I4MQqYqrrboKCA4qCwmOixN+49nDpe/R9tKBlYW19y95paVvhDmRaCrnXa5jlBAIgJuRAOKWK0sIjCHn72Yx9pPIkZRuThIOtrN4bimjb9TLsE0rVNPg8ujbx3ZhkQhceamh97+O/dB6m0CDoH1M/dRFCRF8hgOUq/qQV0dJaR+4fODXWbS6kgp7YB0iSvpilPhPbKEvB7G6nws0SyaBlOXjfbiYi/hRdhmgLIem1dIoR0lgHbevdI41KFZNvIxrkEpwgAhUV+7ZcfbxQJQGEPPKeosseQl2xYX1vKpB+aRAqbHMmC7rVv/Mm2uaYfOi4KTVNIADF7eP/lC00TSAAJ9nApe6+WOARd4yaQrCbpsSZHAZoQXXFZj3UgPGD3TRAel4t+wtBeFefV2WL/nC8s6yyEKq91XtBZhfGvjhC67CC47sR0XL1wdMF+w9G92SFBAao0sI85y/bzKKHl5WuNZgRezfLnKvmmM0pnFca/OrhqYF22Yc4TAAKF+n7dv4AuKX6E9uo1tC4p15CY5MlLZ5mC5zY8ViQdsJ6hCDAKuuYungVEBeFlh0SQbJfr6apOE24wCdWv/fLHa7/B4U2F8a8PFF79J7/xC7WTwpAI1pKa8GQGuJ7XUPQvr60tFToLLih+Oot0Jod1/oMrJMAFZ7GrFz7eGCI42pQbTAUfdIPrWM1KN/Vn/RuKgj93hJ0EjNZ8mu5gt/m36e8WrUBeW1+y8Go8K0Y439/lGmbCM1+LsZ3juWWT9MJzf/VS5eu7yeD/3OMfReeHY87ivfccZ3/2re9WMt45RDjMrmmty6NNu8HdPfB39bd8lan8Sbk0tR99GBC2jRIZJFJY5ure0PA//NF7rUSA1teKEICavP6sfMD4WtzITQBCECGje5N1H3uec0CG36VpboDaWaTFYGUSAZpFENqkJmK0qTc5vOhFdnOrjArt7KbnxvSu5hCBX/jU3w+Ufrib+9z5y4WNQLCv+/iRYA69GwIeN/xe7BOv9leWlwPQWuDx8dutGGciAvQgfVDGOcDY7+bZCLIL3fPwjpXIMdkFel6yE00ngaNNv8l0A8hLp0d3zetcf1fz6tqGdo1jOEmKGCNtmKJ90GD1zUU4LjY01nTvaX/7nC/0l/xzMTd/Q6kA6L7TnvhgX7z/+ZR/JsokgIVTAK72A+ZgAmUURDblHADlg+7f7R/rdo7QfScbcck/E+f8M0FQRZHDtcC7xnYEK4injt8W2Ig2EcDRNt3ogKkHIyKRqwd6gu+o8l5bs17DcrbCl09/a9pWJIBmARwd0nMAVO8wBlHee46xx34a16ODSwAA1WNray23169w/hcqfPkLNiMRua4FAAAgAADQROQZBORe1F8oRvSquxYAAIAAAMBQGH/3GIEnlCMW60wACQAAEAAAaD0KFQAqhgB5nlfZarT+35KmJPIRATtzEQAAAAEAAIexUsjbjXvbkf9OVPgWJvTEpOprAgBAHoziErQfW+sbbHOjvtnzO3btYp2REdyIHvKFu3UzAKqGvNa//9UcrQBIAcSxvbXFNlZX6zMMO3aykZ07cCNAAIAmK5GF9y6xm3Pztb4OMv77Dh1k+289jJtCxm6loLHz3H5/eVoBC1+TFmHxylV2Y/ZaIL91Yu/kBDtw+20g7yAAQBON/9W3Zmr1IqKvZfHyFba1vs4m33fH0N+bXAtwUpfv1MgKCo4Czn1NWoi5dy/UTthD0OtYX1llh98/BRLQUqAGoKW4ce26E8ZfVCgri8Ot6JeW3muH0x/LQXhWXmjea9MWkGy4YvxDkA4hXQKAAAANwvLcHF6Xi+9/edaC0aXPPWZtJ2+ul+Ix+62As5BZvC4ABAAois31DSdf1/bW9nAr+RX7HQBe3eF/Ju4jykcEhr0OwFXZcFWXACAAANCwCEABI8c540GyPXwoogNl23wv+ceC18V7D9nrK/vaAAAAAgB0Qa13Tr6u3buG+r7kNXKc5zOqpbv+ytdaMTlqg8w6Khuu6hIABABQYPzQQTdf18GDQ3tPhr3IDdeombLhqi4BQAAABfZMTrCxvXudek00C2CYh4ssLV3EwcQ1UoJkY59jxpZ0COkSAAQAaBgmjrozxIPCiMM+CMhuiNtzfiBQ/deoeSAZGXWEJJPuIB0CgAAADQQZ3Ynb6xdgUiS3HLtj6IeJLCICgGtkICsH7zzuhKyQ7kD+HwQAaDAofHdLzdP3Dt55bOgVCXm2W1tF9zGoGv5qagX0VP/I/1roGg19MaAvK3VPzCSdgdA/CAAAElDYm3GtFqEWAoBZ97hWGbB7/3ggs3VEAmD8QQCAlpKAqhQK/R2aIU6KDGhhcZuXnAOIa2VfZqucwx+k6mD8QQCAdiuUssPxZPRvO3U38ocxo1a0vU0RYneqENDOaGK0Sw5AMkSyVDaRpr9DugHGf7iAbYBDqFCO3H1XsG6U1o7aXDlK1cuUu0TIP4619aUWb7sTVgFSZIAXG1lE14qu2dhORI9Cz5xSaWs3bwbbAm2O5qXnps6Dfej1BwEAhgck8MT2VxeX2JJPBopsDiSDT7vD4T3IMT83U4af3fu8hnbAxPrf3heCDxZ2A/eu2ZEjH8ThEeTstlP3sOW5+WBrIBGCIo4ADfjZtX8cq35BAIBh9Sz29Az3lu9VrCwuBkqFyIDOyyDlsXP3rkAh0WOYh/uYwEZI2/Nk5t8Nr9+i3Y9dMxAAOaIyS/JKj/WVVS2Jp+gcyS3J6+79+yGzAAgAMEA4hUwMBUa9DIT288Fab7vnaVrvqqYAXm8xUTkMADMTzGR2z85k5A0yC4AAAFYABVLcky3e/590wBN9/14dZCBp9LtfKU4G6JrRtRsfvx2HCDILlAR0AQBAiZibnynH8HpxbxzXDgAAEAAAcCoCYCuUrZ4CWCtKmAZo/9oBAAACAAAVglrZ7Iy1tWtYrVER6TAgz9rLpGtH1xAAABAAAGgUbLf/JahApCiwclrgaUiJZy8pUcY1BAAABAAASsXstdft2VpPY+a9iimAp4gKePZfhq1rCAAACAAAVAL7W+2ihX+ipa0nLeAlRhJHkwB2XpOdLYoAAIAAAEBFKK2CncLrsg6A2koDvJzfc+BaAgAIAAAAtmE3d+1aB4AXL/7zPE1UwLVrCQAACAAAlASqXLfntaYbV6+M5LvpS5OOKPaYzRUFdC3RDQAAIAAAMFTev6oAsKyiu2y8RPeaPGevKQAAIAAAUArsV64PDKsnKwCsmAR4qimEJRUClnNNAQAAAQAAi7A3/EdmYtUjgKtdBeBpX1cZHQoYCgQAIAAA4DQuX/47y4ZW8rnU065rGRBTTwT07BITu9cWAABsAwSkuHJ1nr351kW2f3wv279/Dzv2vsO4KAaYt9iyFs3/e2JMwLPrYecx/TwkIpwLhKD3b8srgunaHj/2MA6ZAd559ypbXFxmi0s32V3vP8puPTyBiwKAAABm+N7ZN9grrw6M2djYDnbyrjvYsTsOB2SASEEeUrG2ttH/Nyklet62IKhWX7Mdptbk/z2vjhKAwWvqGX56Xbxn6L2AD0SXAtsjAXRt6RpPTky15syQPJBcROUsj7EmY09G/50LV9kbb16IydmC/71PfOwjUGoACABghpO+1xAlAKRQ6N/Rr6VFBUghmSBUevQ3iWTkIRcu4NqszUI1fZ7dE4lA1aOAecL0dz1/zhKkoMcKrF3jphIAMtJknN9462KCDOtQVM5IrgAABAAwJwB3HfUN8V5fad0sbOBNvKDAe/Efz337pUDhPfyT9zUq7WC395/FQvxGlfZ12P+o4afPuNf7esTwB1/n1hIB4UyAsZ3jjTkbdK6/8zev5paXInJGMkyyDAAyoAgQUOIR3wjXpTD/r68+z77+py8Ye0nt8v5DO5+srlf12vtfP10hBTjdj0F4SZLS3VJYTjtgGde6NFLon106w3SWbZHlpsgwAAIANBz333en/5iq7e+/8ebFQHk2gQSU0fs/CAJ4knG70Sr74D9VVnlNdF+CpwpbSP49XDMB6MzS2aUzXJ/8TgUyDAAgAEAuUPFQnSSAcqWukwAySFaL/1Sz9aVGtYYqQM8TBhRH2gE9WTugZ7UdkK61yyQgNP7R4r46jD8K/wAQAMAKCXjsHzxUW8U+KVIKpTpLAEoL/wvNf5GUgGiCK54ExGLB/UQ0wBu8Jq+cNMCsw2kAOqt1GX+SUZJVGH/ABCgCBIzw4Q/dHXgVL/zNq0EnQNUeOeVQSam61s+8tPSe/7AZ5hWq/2Xhf4lhrdL8D4oAZe2ArPvdSKcAK6EbgK45Xfvx8dudOg90RuvI95PhJ/mknH+bWmsBEADAEYTeBT0ot0ntTN2BIzcr+fs0mMg1AjB77TW7xlVV/Z8w855QJFgxBQj+z3v23OuZed6fV8D7pIDmAdnvBgivvWsEgM5oVaAKf+qU6bbPotIfAAEAKgIpnKjSCb2edy9c7XtCYXufzSjAwz/pzjWgdrRSQtEJw64L/zNJt0BVIYDIqB/JVMDA4WfdCMHgJxmzNRiIrv3Roz/hVEugbe+fDHx0OND77jjc/zoAgAAATiBUSDLFRGTglR++XUvqoExcvPhiCZZVDP9HvysL/3u1TAKMDwBi8jRA7Ke7X7OYBejfgxNT0605U2Eo//5778T4XgAEAGg+SJHRg/KTdVdHu+z9x2f/pwz/kUQJqg0AmKQB2MDjT0QI7MDFKEAROfnFzzyKHD5QGdAFAFTq3ZCCo9xlkShDO73/iOHvVdV7fQ9fOfynnn0AqihE7HVHSU25mwvLuRes0jNKMgHjD4AAAK0nAQ/kHE5y+JAbIdFyvH9J73+iINCL9NpLIgKVImLIvUH4IvYupMOLPOsvle4F3RMXkPeMkkzA+AMgAADgeASgNI8z1vuvKv7zBM+6rhoAuccvS0/0RwN77Y8CoDgPAAEAAA3yjEeljgMXPKRSKv9jhtwzKP5jUu+7MvOv8/glZCUZBWCtjQJ012YfrUQmAAAEAGic8c9TBPjh03e31vuPTv6L+dKqUL9k0U61GYDka0rML+hH/JN1DANy0M4oQJ6zSjIBEgCAAACtBSm5P//WdzP/HoVVXQitltP3r5r8p/bwvQgRSEQEKqMAipbERCdDtJ7BG4ooQN7zSrLRhg4ZAAQAAGIIV/zmmQPwsCMrTc+de96+IfWi3n+y9S+5aEfmfddQAChpQRxsJlS9brGbwWvEPcqDPGfWhSVCAAgAAFjFd/7m1dzGn/KpLnj/9mf+671/ecg8Jf9elfn3hNcuRCm0LYG999YvdbT8usMdAS5EAfLUApCM/J9//J8CmQEAEACgsXjl1bfZv/3Kn7EX/jqfMuvuHjjtxHs5/479bYRxY67y/qPhcn3PfaURABUZ6dcoqNIagzkHZRUvlnGv8oDObt7CVZIZkh2SIQAoC5gECJRi+GlrYNElQTQ5cP/+PbW/n8uXf8CWl6+VYf3jxjylYE5KGGroAohP+uPCwh/WHxLMJF/rjgIekAPu8djyIBuge0X37MiRD9Z6bujs0hl+7tsv5fp9kh+qCyBZoue5P+f8DAAAAQBKxeLiMnvlhzPsxe//2Mq8fwqf0griurG1tc4ulF75b+79J42+Jw4IrMD+RzYBeL05/5zF9gOEM//7X+sVLA52BfV+knuRrQH2SADds0OHTrGRkZ21nh86w+9cuFqowj8kAs99+yz7CVrLfe+UE8QYAAEAhhyk2Mjw22xhorGon/jYR514fxROJhJQmvfPMnj/TFIPwCQphKpoQH+0Pxf2A7CBR58SBeC9b8bIgSXiRvfOhUVBdJb//dX/VDgiRsSaUgP0IIJMRABrgAEQAKBy2Arzy/DYP3jIiaE/VExWxrrfeBtfBu8/pe2uOtvf+1tciAIEttydKADdu0MHT7Hx8dtrPUfdWpaH2Nf/1F5tAhFuehBZRnoAAAEAKvP4KadZhuEPQYqSNqPRSlRajVoXGSin8E/VxpfB++8P3hF+r1L/v+vx24sCRDcL2r2H99/3mVrOD3nstAKbVmGX1doXrRMgkoGIAAACAJRm/G16MTqQwqQHKTbKe1Y9C4Cmylkv/IvN95dP/cvr/XuVrgP2TXW/io8nvmYaBegWD/bIAx+QB2a5IJDuJa0MrhLUxmerHsaUCJBsPvHJR0ACAGOgDRAwxvfO/rgWL4pyntQbXZUyJaNRSuGfaLAVU/9yef9VRgCEKIYnG08cGVCULHiMbztUpkQs4UIpZE59Xums0pmt6rzWLaMACAAwBKCio7pA0YC8w4Sy4tzMmZKMpmiwxYiAfHpeuGQn/jUmH7lbYRQgvr2QRbb+qeYCJN+fJ5kbUMZQo1LuqcT41z3Jr04ZBUAAgDYTgPvuZL/4mUdrCzHm3SWQBRdL8hZlXrBs419s3K+k71/l/VeaApB4/IkxxQKp8WQRDi95fWIDgyxHdcpeFlTnLH+SSZJNFAMCWYAaACATwkUn5O3QfP+rs/PBx4XF5VILA0NQHQLNHCijD7q80L9s3a/oAcuMqWzUrsL7r2EgoLQWQDIXIP61aN7f632/WwjYrQNgpRUE0r2dmJhie/YctH4t6ExWtc2PKv8P+Oef5PDwoYngowtdMwAIADAkCPee0+Phn4x76UQO3r1wNficyIHtsD3NHbBdFEh94+WEidWFf2I9QPT7niR0HicG8l0BlZn+ntEmK53sCOgZ8H67IOtHLwJKwAfkQVcQ2H0+uyyA7vEHTn3K+oAgOpNlyBgZd+qIed8dXSNPnwMACADgJEIFFV3gQ54RFScRGbABep4o6bDlHZYS+hfD+Gltf2JEQAyle0weSq90DMBgdK9oyAPT7fUq+iOGfeDRe0mPv/+DsueLMAiLUZ7jxx62ek1sne1Qdj58+m5U8wMgAEDzEUYKiAhQnrSO6mgd5uZngtnxZRhK+fIesfAv3vYniwikFtPVNQmQRfr7YzsCBh5/v8Uv/Frf3sd/p6pUAN1rGg40OTHl1DkkD5+mBsLwA1UBRYBApUTAlRG/IdbWl9i5c2fKcJOZqsJf3QqoavvTt9N5NUwCzNe+qC4I9IQoSXTmQSldAf49p3vvEmD8ARAAoPUkwKWCpTfe+Kb9Wf8JLz499J/e9mewYrc6318S5TCLZCRqG2Rkgkm6IiyTALrndO9d8v5h/AEQAKD1OLB/b6Hfj9YXFMH5d75Tat4/6f3qQv+qwj/GEoWEkt57r+J1wEaERhK5MJl94AnEKTFAyBLo3tMZsIGiZ7KoTAAACADgPKhdqmiv9F3vL+4pzV57vZK8fyw8rw39q8P8srY/ad99pTEAoShR8PhlBMXLkwqI/Z79d0JngM5CURQ9kyQTJBsAAAIAtBY027+op1W0FSrw/M6XsNNA4eXHQ+IsJfRvviZYNkWvKvOfnE2Q9PjjKYoMqYAoqYhlOMqpB6CzUDQSRGeyaBSgqGwAAAgA4CxohTBtRyuCov3/lPv90WvfqD7vr6v6VxrDCLFQtP3JvO4KGIDytSbfpzy6IU0FJAiOImJSQj2AjTNR9GwGmwN9GQEAEACgVaA+6ee+fbbQc9Bq4CJeVnnG3yDvn1r1zySh/7SIQKxafqa6u+nNJGsPdK8tJRWg6Yyoqh7Axtmgs0lntAhIRurcJQCAAACAdc+/6CIfCrHSvvMioN3w5RT9RQx1rHo/YtgUxl1l6NURAU/uZTNWGQHw/9yMqiMh7GCIRidSUwHMU18j4evSzgFL6BYFFksN0RktkqIKtwkiEgCAAACNBimz5779UuEFPtQiRYtOirQPUrX37Ozr1t+jpzDUyry/1ItXFcjJDKLCuFZeBMg0y408o1SAvM1RUg/AWIQ8sFKLAumMFOkMsHFWCSQzJDuuDc0CQAAAIBUU8v/3vifzve8X209O3tR/90sfK6RQS6/4N/BcVS1/cS/eIPSvXB5UMYTixES7okEqQNsiKa0HYIMZCbHrYhdFOwPorNKZLVqsSrJDMmRzzDAARIFRwIBV2Jz7TznVJz75SGHjX8akP1WOOu3rspa/qBfvaYoB5ZGD+jAY3etFRveyyFjftMU/vbG//e/x2HMyxuK/58V/PxwZXMrSoN6ZOXTwnly/T9sqKRLw9T99oZAs0IZNSp9hPwAAAgA4CSpaeuWHb/dW9dpZCfzIT91XuKqacrpljvnVVvxrCtpkXr5JLnzwp+MedI0UIGnMg5enXvwz2CIYJRCRtcG8/9QSgiDsC0iQA/skYM/ug7nXB4fpgO/8zavshb8u1uJHJIIetAqYSMD9996JzYAACADQHqNPIKX28Y99xEqvP1V1l2H8o4ZdafxVaQFd3t+gGj4+ZMir/yB40a1/vdXAXLL4J3yp0UVB4SrhHhEK7Lepsa+IBNAZovXBeUkAgYgsDQr6i2/9beEKf5I1Sg3QA2QAAAEAKgNNKqNhJeSJ2DT6BFJmj/iK8v777iz8XKHxt97uFzXaLP55JDFtlhZQ5v3VA3+SrXBuID0V0DXWLEYSeh5/xJAzMVKgDPdXRwLC9sCiJIAM9K/80j8MqvtJhmzIj0gGKE1AMkTpBwAAAQCs4pUfzhQe5FOm4a/S+McG2sSq/OOfS4v+jPL+8oE/9VT9p14cTV5/EB1gIUnQEgRTT795JIBA55weNolASAZeefUmO+Ab/6KpMwAEAACSxnrc3sISGphy8v1HrRY1VWn8B149ixvvaGW8quiPxUmBWcqg5qp/wzBA3GPng/J/rqgHKJTzbyYJiBIBSqG98dZFa8TapowCIAAAEFNaFF7s5v4vZOpRDkOUZPTpo+2VwLUaf08VGZCF/5l8IU7KFLwye9/tXSpvUNQXvidVSJ/pcv7RosB4Z0A3hdArFuxZ/aaSAAIRYHrQACFKrREZyJpi664SviOoBbC1KRMAAQCABEjBBErmYx8JCpquXl1gi0s3g89DQkDGnkKRYzt3sMOHJ4L8p22DX4Xxj4XpDY2/vuI/S997smiQlTACt5xAgGcU0mcs2coXLwrk/c6AsK0wJAHd3+34n283ngQMjPggIkay1JUvX67WN9jC4nKfFNDPkkyRt3/48AEUAAIgAED1uLVn3OtE2cY/4d1nMP7Gy4GEvL9qWJDneQ04FV78g6oeQBINEIsCdf3/rE8I2kMCRELQJ9sAUBIwCRBoLJaW3nPT+DN9t4DsZ8TVwKyCiXflRQFk709oc8xIjBJfj9VadPTPW8LugJAE0BkEABAAAKgQNOHPvvFPMTimxj9TTUCz8/5aEiBbkOR52UYoi50P0jkMXRKgu3fM65RGAoqMDQaAOoEUANBI429/wp8Xn7KnCs+zbMY/f01AeatvqyMBg3qA/nyAlKJAVXU/U3wevTLa7oCgMLFXWxD+sCUUHRsMAI2NAMwvzeAqApXh3MwZ+8a/HyrulGr8vRzjgxvp/kdJVY46CGkaRXcN+7UTivshjebYva50JulsAkBVsGF7C0cA5hZn2MraPDs8+QE2OrILdwUoBRRuJSU7N2+XcCYr/RWGRCQBWYy/MBtAOSegkUV/RmGAfGN9Yx58z8v3FJGAfougJBLAw3vKpdGC6NcLRaZmX2dbm+vsxIlpNjKyE0ILlILNrVV2de5HbHVtvvBzWakBoBdy4crfssUb7+LuAKUYf8q12jX+cSM9eHSkxj/+MxmNf58/dCKdfLKK/2YW/ZmSrKw5f9nXYzUSMQ+fKQv/lO2cXny9sg3QGS1lHgUA+CAbS7bWhvG3RgAI29ub7NrCG+y92bMBQwEAG6A2v5de/uPgo02vtB/yl1b6qwxUR2F80oy/IrqgNHTtu4/aDYkphZOy8H0qCZPMbUj+TKeUlEApZxYYeq//vavfD2ws2VpbsN4FEEQDLn+XLSAaABQEFfu98upXrXpTnsxIxDxMxtT5Y6bJQacZ/2w1AW2EvDOAyccpp+b8M5IATV1AIlJgKWpFZxcdAkBRLNx4J7Cpq+sL1p+7lC6Abb7Frs//mC2vXGWHJ+9lo6OoDQCygQqqKKdq1esXjbiYf1cV+8U8cy9lQqCB8U+ZE9BmxDoDImN9PY/Hx/32kvzxwT/xmoDEEKHo2GAm/nz3l8T6AMaiPx+8mu7XLHUJUN3K0tJFdmJqGkINZPP6NynX/8Ogxq6slOBomZJO0YDzl15gk/tPsAP7jrFOB12HgB5r60vsjTe+aTV8GjfYTD/cR1vslzYkyND468LdrUfKxL7IdL9wgFBYp+dpSYAwNpgnL2fie+LzhMWFlgsEicjSeT558nE2tnMcQg7oHejtzcDrn1s8x8ouBi7XIvcklt7I0s2L7PAt97HdY5O4w4AUNFXtx2/8hb2Qv9LrZ4JgicaZaWoCmDLULPt72QoGhwVefGtgf2NgGACJkIBIs3+sO4BJSARLzhNgYodA5HdZ9HmY0CVgORpABOCVV77K7j75cTY+fjuEHZBiZW2OXb3+KtvcWqtEL5TukoesnN7QxSvf8wnABLv1lvuRFgBiuHjxRXbBf9j0MtVeP0saXklfudxwMwPj39H3pQ+18Y+QM64O8Q9IADdcBez1txBGDT1jiqiBJCXAhGgAE/5O0eFBYTfLHUd/gh31HwAQYnNzhV3xDf8g3F+NXhitRtYHoTl6g29f/M9s8sD72cT4caQFhhy2Q/6ycH+a1y8f8hMlEOJHltJmBuNflASw2PY/lk4CJIaeqX6GCRGFRD1A9ydjtQG9sYU20gJEdKldECkBgML980vn2dzCW7XohdHqZN2LCSO94QX/jYdEABg+kBKkIikbIf9oBbfMsKu+7knJgichE16sP19v4BmMf0ESkJ7zjw/5EQsABwY+8r1+7j+ZEogSAib5e4zZTQuEKQEaGjQ5MYVzMISYX3ybXV98i/HtrdoGgI1WK+txEkDsZ3buNbbgX4jJA3ex/fuO4lQMAaxO9fP6u+ZSwv1pXr/EaDOWbCGTFA16itG06a1rVnG2wltIf2u6TBIwMMi8Z3jNcv4xAy75GSaNFMRJAvOE2oAwtRCNUoRRggJEgOSAol9EADA9cHiweOOi7wC/yTa2Vmt3CiqPv4skgISKLsSVa3/Hlm5eYLf4RGD3rltwSloKKvSjFr+1taVSDH/MQCcMO0s1+NJQv6ptUDlToHLjT1io8DYulKAYDDx9TUSAyXL+8bqAqJef+HkmGnZNWqAXQWCREcNFiAAR4eVXvxq0CqJAsL1YWb3Ors+/GRT6uRIRrCUBHyUBoYSRkK6szrELq99lu8ZuYQcnQATa5vVT7vPy5R+UZPgV4X7GMnj90eeV5/t1hYDa50HYPycJIF2xnXQcWIacf+x7A2+fiSQh5uHHUxFMsn2QxX6mGBEgQkwFgkeOfDAoEkQ0oF2G/9r8G4Hh9xzTC6P1yboXC7exCENf9S/Uu5e+6xOASZ8InAQRgNcfC+OnG/64YY8b/mSkQB/yZ9mXAkkiBDD+eUkAD7oqxDy+1JNX1AUkvXzV17xe4WGyU6CfFuh9rR9hCGsCEkSg/9VMIII8Pz+DaECbDL/v2Hqp20TrwWi9su5JCm4GgksX7t1L/4XtHruF7R+/g+3fdwdO1VB5/VEjzTIa/oiXHvPY07x+/aTA6PIYT7s7ICnwQLYoj5Wc///P3tV1tZEc0RosMEJiwbF3zebE+/GweUp+QJ7yp/MHdl9y8pQ9Z79i++whNlkbYwkE6IMgw2Sq0cxUd1f3jLBMNPK952hBX4g1U31v3a6ustaXMtsn1Q0IiYTQtoBwEaQQcETJvEIAbkCzwQN7Tk5f0OX0nILbi0uSFLSaEOyT/x7T+KJP/ZPnxhHodh7T2to6rrQlxvtV+EtiLqi+PvFX7vnb4kC194stBKWzX2WlP8h/AQuDaBuchvf8i9bBocp9n9TJeY5U4VD+XAo4DUEhkDsH5DoE8wkBFs693lOcFGgArq+nNBy9MRn/9N2ksjX4sjiCreUK9niBD09EOuz9QGvHv9CDT76iT7b/QOutNq6+JQKf69/f/9b0P19Ith8SAdaWAJV99EN2v/y+Muu3yT08H4Bq9QkAFrAuUGDP3yF4v0jP3hKgOm4A6dsC5rQApeXj6uvF/eJ3zPsIzL89kJ8U2N7+fSYE/oq+AUsGJvuzc874980MHM0tXOakoNWoYJ/FkBk9PHhOvZNn1N16TA92vqat9kNcjf9ncDe/wyxrqZ/1y9G3sWy/FAZ1iD/kEgSbBBFVdAoMNfdxhYTSSAhYgEnonxwirR5A6/9P4b3/oBuQJub4IWlugnNssBQCObnPagScZkLl55SuQGkKVIsBFtTcN2Dv8Z/RRXAJMJ70DekPx2+8HiFNSgqWrA1fUrPAp/w6Gh+ZPwI7ASwEeHtgvbWFK/QOwXb/wcHfaxb5OaRfI9t336OKAEUwVG0JzJf1EwWL/VDpf6cioCTsSJMfZdAPVbgBRbYubPt8W4AS5XH7KlZPNpV9BGY9BYUrQIWbUE8M5DU1PGL4yZO/YFvgzrP9sbH5Twb7NL2aqKOk4/v9y5cUtJY+2GVxYB42aTlDPLfn2Io56v2c3X4yIqDb2aOd7Se4aj8guLqfF6S43Z+Ikx6JWDFd0q/I9kPZ/1zET+Fuf0Q1jvpR1NoD+X/4dYEiW4T+gJ9Qa1/dDbBmEeRCQZC0KwSkDeG/TvsMxxUQtQIkthby11BAELDQzrcFuEgQpwU+LE7PD2g4PKTz8aFq44f2+1VhsGRoNSrYXUsu0NSDVdr56JCO3v5I3e5eJgY+p+1MEAB3QfyJc7SzJGCSC6Ek/Ui2bxG/U9UfJ34iqqwFWGCfABT73dXCYPXnT2MDfCJjf6UbUHT6I4fISbP8A46AVSNgk3hS/BLCFXDchPIXs2cPSGnjOgQcf/96+gpC4EOscaPXhvSHGY9cpe9m2f6aSvjautGUpKDVmGAvunCFgty1/hJTlHF69p/sdmBODbAjwLUC210EymKIP0D2HuGTRY5uph8lfWuv/xbEr/UNcCv8A9adH+zNsfZWXAUEBvwoWwLSOQy4AQXNWoLBt/y9wr+gECiLEQtSd10Bp1aAiFQnoHhc1ByQU0PAccnHBiEE3nN9G742ieMwI3+uM6NQ4W9lB1G7ZmiZ0WpMsGv7fyKwieKNPvgPygOIuBXjvUwMsDOw3fmctrYemftAGP3+Mzp88yNNJv3Ztb7mCTWbAu3uTn6Wr5N+JdGL7N0VCTrxv393wAap+8GKflbUJYz1ArBcwkhfgBt+nRX+kXK0r6gPqCMEbBehvF/+ZvK9RGQNJyqzG7fGwBUKJETBzfPDjMCePvsbtbMkZ+/xn+jhwz9i8Yrg6npK43GvyPb5vjYATE0EKi3/ZiQFjZnFG90ScFwBzw2wVD87A++MK8A3fhOLgFwMbN7fQWRkuLwcmmKjfv/5TXGfua7XyL+s3f6oiZr122QeIP0a2f6tiD82EbBSBFBTLP/vV/SzqtcF8rcEJKmH3QByMnyxLeBU8FsjgQNCwDo1kB9FJH3KIYn3e91Qhe9Z/lJa4aDjBsye4Q50+//+jl69/mcmAr6hR5kQ2NjoYlEj7jJ7OiP9VzQa9+31I5LV2yKAiGpME20CWo3662lbAuQHtucGRPqFM/hIB18U/DP4BEEnEwJb7UfZ109pff3jOlHAhD84fUGDwQvxz75GpAraxOHzGoRvEbhG+m62T4qiVor7FOIPv84l8uqsv4nq/uNBUjHgR3MD5JS/vBjP7fon6wMqhIDwJdWsX7lv1QfkYoC0o4zK1kBaxsqs2qC8Ime/MIv415kI4Nvu7pe0u/OlEQQfE6bTcUb0b7M1vpd97ZlK/vx60QmdwolAVQfRBvb9aDU22GsV+JBjyUmhYAdyHkB8mmBw9tLc+IewAMjFwObmDm3e3125ILkh/Jfma3GGX832daL3yd55jZLlW/JBPRVQXQsQJ/64M2BvLdTL+lHl3ySX0Onk57kBVScA5GtqCAFvjLHiClhrkF0ISGQXB8YEwY27UL4zkbFWFA+WMZSaGH9pbge//cMIgd3dL8zX1cvwB3RxcWpIf5SRPgsAP35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",
"path": "44d7ef65628294c39d3cd9c9b55d69eb2391dd71da935dfdbb97ab8d1de56f49.png"
} | Generate code for a svg of a a purple square with the word rpp on it | <svg xmlns="http://www.w3.org/2000/svg" width="50" height="50" xmlns:xlink="http://www.w3.org/1999/xlink">
<defs>
<linearGradient id="linearGradient-1" x1="73.9%" x2="25.3%" y1="3.9%" y2="89.6%">
<stop stop-color="#7D23B4" offset="0%"/>
<stop stop-color="#C514F3" offset="36.1%"/>
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",
"path": "8ba29670f538a28451134c53539776458c3046407c06a6effe9bd051d3ee747a.png"
} | Generate code for a svg of a a close up of a blue and white moon in a circle | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
class="MuiSvgIcon-root makeStyles-icon-32"
focusable="false"
viewBox="0 0 24 24"
aria-hidden="true"
version="1.1"
id="svg4"
sodipodi:docname="summerIcon.svg"
width="24"
height="24"
inkscape:version="1.0.2-2 (e86c870879, 2021-01-15)">
<metadata
id="metadata10">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title />
</cc:Work>
</rdf:RDF>
</metadata>
<defs
id="defs8" />
<sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="1920"
inkscape:window-height="1018"
id="namedview6"
showgrid="false"
inkscape:zoom="19.180271"
inkscape:cx="-0.33114085"
inkscape:cy="10.053696"
inkscape:window-x="1913"
inkscape:window-y="-6"
inkscape:window-maximized="1"
inkscape:current-layer="layer1"
inkscape:document-rotation="0" />
<g
inkscape:groupmode="layer"
id="layer1"
inkscape:label="Layer 1">
<circle
style="opacity:1;fill:#17325e;stroke-width:3.78;fill-opacity:1;stroke:none"
id="path835"
cx="12"
cy="12"
r="12" />
<path
d="M 15.355274,4.0033867 C 14.52704,3.5252055 13.665379,3.1960018 12.779401,3.0000001 c 2.624134,2.8507363 3.217184,7.1791749 1.176943,10.7129739 -2.04024,3.533799 -6.0853028,5.184422 -9.86618,4.337224 0.6127315,0.669279 1.3286603,1.250897 2.1568945,1.729078 4.3541465,2.513867 9.9281865,1.020307 12.4420535,-3.333838 2.513868,-4.354146 1.020307,-9.9281842 -3.333838,-12.4420513 z"
id="path2-9"
style="fill:#b9c4d8;fill-opacity:1;stroke:none;stroke-width:0.910822" />
</g>
<g
inkscape:groupmode="layer"
id="layer2"
inkscape:label="Layer 2" />
</svg> | |
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tKOUixtgZs9wo84pJSZ8vqzWCM2kCNZDVQy4yf7LotiDscsOrczsvFNz/1YmEFfT575/js+8ZA960Hvlui1xhCje/kR1YktVy0Y4ddfXFUYxoimNMqpdIE+h0vkQ69RUDnClpzvy8zRHPqnc+N+Pa7e3Sn9H+4mfTpqYCwC0vzowsOrM70Awcwne+nMYmsqlR9zhT1ElfL3LMdI62+kYTqKoShT+vmAWjPu/Kpd557GcXnZ6FNHgdeSc7eXolvJS/7fi8541Zu/afyw+lNc81WjQtytHAMllmQBEoBoiTx3fK1KyVjF4pHnrHmSpqzcNguP/n8/c8czlQZ9d1DwbDba+tAIDnGqUIJs7RBliiQOeLMqnoEgY46w+B3vbitLOb2k3Sl9X3n3N9u6guDp/KSxoCrzV6ljzKh3l2mbzWThRorkycXi1rqGRYrXY2N9CXlveeznk+jPr8Ekzr0Kn82n9YJrI/r3fqWqNoWpQqXSvkjGSiQDlMdBoulip3j9bRqkffdSLteCxIR7Lv/PtGvfV29OovdpFcwomziNqtLlDVRD2EPX4AuLRhAcUT47DjXLbWy+kCALBtuixcE0Ll1Vh/qUx0C1MCo6HqGq2uwsWSQgqeVxH2w/q8qKHJmaJHXaPNroCJts6u2/X2RKPzKiLVGOMYZrFYfZSvLtASeeY/Ixv0E3Bbw/hMnusm4Ntm8opcoVtsILVUrCOmpOZVCwvjK+S0ypJW3b5WFyhnERdK5nxgPgFgeNZfk2WfM7Yob1SUZSK16TnT+9j49CzZDWUJbmiViHwLQ5xcG2xWMWz1F7s0GH04Ml90tBkdzpaF6jtblom0clEMRxuOH63rN6BYtzjPWBg2blxWsaBpWSGVVjQxLGvIURepwUJAg4t1F1HZzIQVM1auLo41jbbGH11STVJNe5FlVuQqK5tVBJpTiA7ogmq6d3Q9iSrDCoZU3hc7BW1EknxqTMs0ijBQZtg5xZ5AdZN4C8qOaiuJlHTe9MX+extdqYJe0c2vpWUapUioqvCq+KCcZQFUD6Nf0nwh0LifsqDahXihYrOxUovINNVy4Vp/1I300DRZQmy17lHFglLOCfXJmTJixxfIdQHRRghLhR11w5JTbFyomu4qLahsmGFCjAjCeEV3OKm7sT4qvBdf16UOBNNWjFXz83o6qzqyMK66DRThWcVE0vpqDpWizapEVzqjI8dTGBqr5Mvbe9ddrkWwbVtc9UcRhgzBljPVJuiVApV14lJqpqEaV01BUCjyTfGMNkKnHkddgasapRxhUDYqHYDKIV43TKhekwzyvrFbusB1h/h60YXK0Fl6L3dvrM+TT5jVzcp/qhQoxpjU8rxvpiaaWLvoVJcKlA21XWt2cWQi1QWNFsiWztoQ01QpUBYT15hyRt3HFrs0EhfcKdjZ2WRjtupxVmCZSCs5rNEc2dKxG3pNpUDJm/CNDPEuDcP5WMDkGE9qIrQvmYYECgAWcniszxtEXWyUX6XZFzmiK11yp25gA2CGySa6RrQOMDArTbyxNY06NWcqkS3dxhrJlXIMEibIFsaanyzW/BCxem+XjSz1iBr5AAw7OKhRFVmkUN7gBvu47r9VE5EKMamWv6bNs6NRz3e32+iaHgw1fxeE7MaP0sEAKsHY8Qzo6/9pnUDlDZP89/8JVZ6t7S0zozGvm9BOXBohVjquC5t2tKaCVXI2hLx+KXS9Bd2wTPr+P22QvLc2YXo8oQbrOENnk3NyyrH+7MhYL5PdRXW9lVwnUEqSDyndyStMjjk/lfC6m7THtdgjNjyFr0rzGqUErlQEHK8TKCKnJ1sYmjog1wXe3VW7wnkXAPjTrpTj92xSo5TpNqL4oBQrSa+RVxtnjoFed53Y22eQk/c3H0QL+tqepLM2eY1mNEqRU4V21wvU9p/5AVXk393V5/kA6purOufHostJh8/4uvqV9uf1FRdl0xxZFAtKfk7Ti4I+NfndkWHbn92kvHSdu45QY3aUYkEr/sGnE2Gbj3tuKjU3FB1Z8DxHvr6fp2VkYoE3tyfczjSyTFMrFYh7oc1tkLLr/4N4L96d+OrmefmmMa/HVp+qEwCePzJotSR2lmZHq80fyJVnKyW4XqDkh/HtZORPB4eWe51Zhe4wMrHA8YN9LetqdY31lF7DMRVG096f8X4NYrcY5he3T3ltQf14/fSmYdP2YY1XaeYr7c+ZKANyhdAqLCjRULLOvTnHeXP/wGw3dmQ9MwPh3+/raf332rSjFHPHcmQLypF1TTruowEctxUWw/zo7t3YpybeAzADT98xjt2KF6+BHY1S5CSsF+E6gUoCcVIfqiflqvVcHk/88dCQ56OqT67jB3ovDdc+5dY9amo0RA47DgrktOMQ+YB5ya8+6FV+fNeuXLzG0bmbgXRC/NGHx1vmX5Gga1QiO8cSv85KrhOoyHOkqPkgxzKtf8p6UILCU/ft3eQDvcUy375rqxogGppWWvKNc6Y1mGqByWsYGAcoPiiQI0lZBkSOfe+b6GEhbl9kzm7t+c2Hxj0fYT28nj067O3gXkGFHV1rZZC8JKRuyMusFCglrI5Ss+laXP8RqN3jpx/buTCwSWf000Ph527w3d7vxrE+THZAN6bTVX6UnHBHK7vsHwyO/f6n95vkV9CplIP8k3dvI6bseEqFRhPkGLSNp31VfhQxxD9OCO1RLmFuKPb/PrXX89G2lRfi4B/v2bYSC7r+VY1yrUYpQkIb5hAbkujIS6EJsuvtN147NPKrmye9bkXrePr2iTPj8VZ0hSbmHms1IMDCcbKvyHGVGqv8qEBeCqXc14f857Gd7+7q97oVreDFw4MvHxzwuhW29L02r0+QE6ADGxY6Kz8aFgilwwB6RM5meocfhhfMMP9y/8GFgUgLzIqH16mJ+A8/vKXOd+MlFkIpcixTeIN9rBRoSiJmV/UEOHsuuFs/Rr3dQxX5Jx+5vhhxMl/MV8wMRL55z47WBNQ5Bc8wPcHqRhADJKXK8ieVAg0JPKkyCccwvQGfBjhfwzpNryalr3/+BlkiDgvty1JS+rtP76KsyfuT/lCANM8pGpa0Yf5UxRsokfOPBtowFX1hIPrNxz6giZznw7GDVzohfuWh3fkQ37JNEqcYDBFLRJWrCa+KQBE5Cqa/DQUKANOjiScfOWyQIw3ai1wk8MQDu3Phja6LixJ1avoxQBaoVc2yVhGowBNVOBLk/d9Hq3Jusve7Dx7y5zp2XRRCwhMP7FmJO5yo6RC1f+fRMFGgYrUJehWBbnRUrzIsCRwwLqnSxe4PgAFO7Br43gOHENeCr3LryoWFxx/au9DTrkFbHMOMRoldK1Ftgl5FoAMRiVJ8bDDo6EDZ2p/4zT1DT372SJuO9Zmo+PjD+xZT7apOABiNBEnJHqpp9YerPFoVgTIAWXKt2rFQe6/anNze941Hj2jtNvldjYmPP7RvKRF0o+e2jPEI0Xyu6mZV5VZf07dY4u83JrXlPOlazk/2fPPRG9poXr+UDH75oX3pmOiSMFv2JFtiRPNPCgKp/n+jItFMToQFhmHqbZnfuLAl9Q+PfVBph0WJmf7I3zy0P+vGuRGt7WgcMFOxEKktccLMp7pAh6Ih0rHbEseO1m9EW/sqbHWPS2PJJ750c9bfWSKnx+J/++C+QqgTNhrGo0FSIL1p4ZFE9Sje6n8Q5LlVcmTotnbbPCQJd6Ev8pW/vmluyKfVxP+0PfW1+/a03V4RiZ0JYn2NZdUQN8QxrUGObSYHhradQCnko8H/+4Wbzk94kEJO54Xrhr5xzy6dZ5tXuk/YkSQK1CTvDRFVmAoRx77BIB9tq9A7OkqQ//rnPvSn/X5JlsAM/OeN40/dvtWpxHY/+FcJkadscvbFiHlURJ2NxEKkqBEGYE9c9GEfbRiTY797//Uv3LzV618TWyx879i2/zg67vUrcYy1B9uXipJ6W9EwR+L1C5QByJFXQ/eun1T6oY82CWbgJ8f2/OgT+7B3dfw0gfvap/Yc3zfoVQPc40AvMZMxoyPKG6fNx6WgCFD93I/RkJAQuBz52NpW4qAJ/9WHpkqS8MiP3+JafmpZKSj83b17Lwx3YEpqQhRGyUv0YYm2kEJzJScT0Y15ymswALujAVdMmde8dnDsG3/5wRYv46fj4v965GBHqhMADvZESDZSMdG23gTlb2kCFTh2hXxeyKHEhj7RASM9AACc3tr3xBdvLpDDGpxleiD6vz97aDnh6xXZZjjcRzylaVk1KCXroGZh2rBE/JEGgvyoxPtIko7ee3Yw/jf/7da5gWbOv7L1TafGE49/Zn+hzSMcKGyJSpQY0LBE3Ftao4ZAJ5NRheyNHU66Ertg2yy6++W595dIXWg7AAC8umfgq/ftVwTe1dfkLUf6iZ1cNq1tfQn6n9cQKMcwK8TjEWF/PCi6nLHldgegX2VJ+PvHbnx9/6gbj/bCdSPf/thOxDb2lH56TeQeEuTYA73k8V0z6eM72Kk9P0BeRBVY5uBGT7SzMDj2O5++/tkP73Tw97QY/P3bt/7gI1utWsHfZHymR8IHr+uNUWrV9sdrTwprC3QoIqU14nLS0d5wW2W9NgJm4NmP7PrhJw44srVjcsw/3bXnV4dGbH21v2RYX7tYBm4eTpJusSjrY+T1+avY2rE0eWI0TVJgd0RciATzH7/+4NQ/PXSD0dwerxzkv3L/wdd2tMcpo03qe08qQkqBBwCTsxUTZ+t1b03FKGUZj/ZILvRRP/L27qGvfuGWYkho7HFzYeHLnzl4diTu9XO0iFvI5lNF1vY+4r9eiy2BSjy3tLEw3p/ZEg6MNRqw6NchjMjl0eQTf3XrSv1rlvM94f/5yPWzvT6qLusqEzFpS5T4lpZUM0SuAnYtdges8VScFMIMAB/urbGa5U8ak/Vib/TxL31ktq+OXZ/p/uiXHziUiXRUhA2dO0Z7Sf+EMB7rsWU+wb5Ae6TAgk5cEN0eFbd0RNS3TQoR8at/ddvF4YSdD18ajD5+/4Hihvf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90jneZzlP7bD64AKnSCq39LdNlEIxM15D4VX2oNb7quqVlnlDL3dCfN1UIDC8oVeX/lYkSzd7OTdVQ+HVCBQbSnHe6qImdwEAImRPoK69V3sYqi1yRHdYBh98dckmapOZUi7WYmmqQqBKaQFb5ODCBqtrfgDgfScb5xQS8CboRgbz7VAzBCFxvrMAoCldVveo5XS1eYigKoHahPzUlOiSBZQPHq+2BQ4JeBMh/4Ag5RpUfoc64f0nAMDQfJYBXzFWSpYjsBXV9aBWl3TdBwAknW3Q1hHPBmKhkVI52fF3bltYzxgiRQBkaD6re6xslDZUIVBVsAwXYVwe3xvitUSTXCK6ESEkSK7Fq+jgPsjgvGMAoOuWp5S06s95ViNQ63gmhu4FANZbu1eVFQhQIrqBJGhVl2SlE8m2rWE95wHAJvutWm6sQC2djjGmEaEwXC12BHtCwQGW8QGAaH1Ar0ObwHrGAbBNutsaYjY5FaihyTZH4LFBMdyU6+ZPlvGG/ZfNq7JSsL+5Q8shSIFiMmAtUK36Na5Tgeq2wyvGFMPXspFlTzQ4jK64R4lyR6ArAIabtulB7VVkinOBVgjxRXOV885Uhc8T49nA5doNTa07BECHJkCxdtZ4rKtYXx6hxB53elAAoFl3opldAYUDg1f/o2pVpPLu0EIqno6s2NMtw/Ec1DbbO0FINqGja8DLR67d1VT1Tve5MqiYbdqoMkC4U4Fiw65nXnZQun5Cvut8DrTqt8g6tASCKiFkJxXD0GyumhTo8D5sWy5BmZ9Crg2a4jn2ukAAWmcCunKokHitSrdl5wK1K5eg3Fxi+z3Ls5zrVf7sOrQQ+8mefU9nUprD+yoI1NXjRz5PdHntuOOfv2IgSTsxNEqg9uk3rz0fXScMxdM3OH02KKl9h4ZA2IkBV+nu406eJBcTw3m4kEn5yLWMeB0aDYLqLJ32uCRQ947IsVeM89dCdAS6ckCEmzvebn3xrg3BHGMSyI8kLXxgO7Qjbs7H2qtnQoikSObG10mSbX5jOrQD7SVQhuJMs81SHYHerLSXQK3OxLG05SmCDqubNhMoaS5QhuIJwjI5ZIdVTHsJFJEWroQIOMZkdd9h1dNmAkWW3aSHt8x10mEV014CtbF3ermI6fqpw+qmvQRqkw6CIlkPG2xmYzq0A+0lUMPWKcTv625aSzq0CZbnm6ouiGSjIZPcxlVhHxvMy0cS0Y11VtGhoaTzE+56l7smUAIRPn65m5y7IECNrqJDnWQLLsdGcE2gLYCgwBtF3hhwfmD9QHNAUIAI0FUwNFAEkIu4nIPSIsirMiQJAj4EvhjiQ8D6geGBoICgwNDB0EAVQS5isQBCEsoZe2/JdmYFChQREOhG4TUQ6AbTVT9JA0kDzYM3hiIAAKAIkJ3CmYtQ5ZHCNoUPo8gaCPUDZbYDTJBAkECxwIdQCAAAdBXyMzhzEYSVl5ByRQkUERAZQvENwHiqe5DxQmITSmyE3DReOAPSio0B4YujxEbwWcbgNIekITKEIkMgZvHCGcjXmLKoJawcgfq6UN8O4OrZT0IQGkChfkhP4rnXocoIAi2G5lHvNghZRoB3BB9GQ3tASOHpYyvlV7oSBIoI1LsNYpZJoqotDqJrUaAbX3wZrANKthfhQdR/KxAufVneGFr/Djz3BiTdj0boOu1lBzWB5tC6A+6p82qxPBrZDzHLvD7tAkKo/1Y0uNs1dV4ulkC929DQW6DtXXDaW6CMF43shwbtwiOE+rajvu2V72wViEBr7oDocKPKD/ahkbeBmYd4+9DGQzzjQaMHgK6cNaFcKlyaOJ2av1QqZAGAYthQJN7TP9IzOFL5tF1sFBkGnnvdlSa7CUJoaA8EKm+eaZo6PXFmYXaykE0ZuoYIwh+MJnqH+tduZNhKn54ngob34rFnoV0jD7SrQEkGDe+1V2cxn37p6R8eee7HU+OnTTfxvf7Q1p379tz1vo3b9yBk7WgSXw+qCKkL9bfaRVD/bfbq1DT12Eu/ePngE2dfP6TIJpFXKJoZ3bTz9v337dp7L8tZb9F5wmjoLXjihfa0lSKHR86zF55Kn/2xzQ0MxQ9073SpVYDW3gmBHqurQin/xD9/+flffFdVHIXE6R/a8MDHPr1t9wHLOzDGY8+2kZkwNoz6brW6aBj687/4zk8e+0o27Shphi8Qvue9D73jgY9TlPXZw4UzeN6F/ICXFo4ptuHBenZ/0hvf7LzAthRobNRmanjs0C8f/bv/XsxXHe381j13/5s//B9en4VLlCris79sC9sTF0Dr7wIL19iF2cm//8JnJs9XPSfp7h9+6OHPrRnZYnEd47HnoFQhNl1FXBdo+y2SaB71mH+IGOPvf/NvvvKXn6pBnQBw7KVffvbT75udshjKaR51W315TQX17bBS5xuv/up/PvyBGtQJAPPT43/9nx489MwPrKpF/TvNd+ZaSts1CPXeYmpSwRg/+v/++8+/90g9hacXZz//px+9NHHa/HJ0GLhWu5yGB602io6++Iu/++wfSGLtu7Waqnzji3968CePml9mfdC1rubCG0SbCZT1W22WPP6tLz3388fqr0Eo5b/0F7+bSc6ZXEMIJVrrzodQfIPphfMnX/n6F/6Drte71sYY/8vXPnv0xZ+bV9+13mWDa920l0BRfIPpuY43Xn32p9/5ilu1FLKpRz7/aUM3c44O9QHbuiPOwV7TvdxiPv3I5x7WVHeSoGJs/MOX/2xxzswvjmIgOuRKLW7hWKA2Zhq3IGnT7lORpW995c/dDXA3fub40z/6ptkVhCJDLlZUFShq7vH9nb//q3y23uXLtUjl0je//GemHymK1Ot17i5OBYpu6PkpkvVy4aA3EQkMhP19fm/d5zGCfaY7bz//3iPpRfcdcJ74l78VSmbJwcKDrTmdR3PgWx65FwAmz79++FdPuF7b+ZOvnDj8tMkFLgB8qOZi/d5EyN8X8CY8XIg2ixNzo5DscXo3cXlDDPFswOfp4tmg65mxkZnhU5bKT//4H92taAmpXDr440ff/ZHfX36B5oEPgphrRKV2+LtNh6mfffdrDQqP+pPvfHX7He8wuRDoqfnth3y91/5X15WynCtLWUFML70Lm5PlpjgVKKIYng1GQ2tZ2jITY30g8MZufPXoi78olyo7hiXzxkxaL4iGrgPHoFiAGOwiWbpCR/jCk9+998O/Z7Id6utqvkCR2eK9mE+feOWZis8WJXwpqWVKhqICQ6GwjxiMEX5PheFx8vyJ6cmz/UPLl2XI14UXLAwdVUKSjN8T93viuqHmi7O50iyq0j3F2RCPMVvO9XZtaZg6ATgfUCZeC0df/Jn9c7oBr09qJybVdNFQNTAwlGU8ldQPnVUyxQqBKtOLs6Y2ReRtxckns0qPHXqy4sp9Kqm/ck6ZyxiyAhiDrOL5rH74vDqxUDloq/ly3htxfclBEnQkuKY/sYO0PlluiiOB4umjtJBt7MyMNQkLahj6uZNH7J87M60t5k2+CU2HE5NqUawwOJ458bLDxjQWRABtckzg7IlD9s/NZvTzs5rpFGB8XptOVdDoGdPyEWnamPphKJ6aOVHVlrIDgSbPQ2ay5jY5xcy4k1qYkcp2592yJWM+a/kd6Aacm62wdTkzedZhYxoL6zPttC5NnLF5SNPhwpydBC/Maapt/zszedZ8gtu4T8DQ8cSLzo8xVhKoIrjiQ1ARZOaVmJqvkKB2LlNhvMiVsKjYdaLJeTNzICKaba+2cMpML0zbPJQqGKpm9+50A0yHl6tIomC+b9xQJ1FdxZdedXhvBYHi5IVqMy/ViJkgykKF5VFRqjyhKYp294iCRQoyqzh7DcLs7SuypGl2I4D9W7tyT4VJjlg2+wQa/faFFBQduWLZChRjyLp8Dt8SswHOJlTTlRsqT4vt79Etf37NNYWa1Vb57TsouGLaF8N0Edb4fRmcGnNym61ApRzo7myvVcbMo5vjKxgNPA4GIvt7eN5istVkD3Oz3wnDcvYnAnimsox4psIgyXnMPoG6N/0rU0qBgxW9bevLWddaUwnTNOLhmKXP8hLxUAWjGs8ge3NgpMu0CtxsgZq9fYSIUDRh81BXkLDv6RCCeNDu7VMUHQyZOU81wS/W0EAy28m7HrvWY7WJKVwVEy/XRO8a0nYylAghH2/3FY32VJhL9QyYHexUys0+/2AR8qR30O7cKUej/pjdT7Q3QnpYu88n0beWIM1KaE4IFgcCs+1Bm+leLptM1WmGG1q/zeYhhND2tTRv8R0MJ6h4qMIAt/6W280a0/RYTroKZkHh1m3Zbf/cuh4qZtFHRnzE+r4Kv8/1W03LxyA3RaBa5Qlk27jbiQUwCw66/fa77J/jaLR7HT3QRVLXdAQBD9oxTK/trjQB8PjXb9llcqFci8d+vZhNqHbcUeHtIwTb1tAb+ijumn1dloH1vdSOYYqoNEfdfrvZXryYN/0uGkDlYcr2F9ZMWyDWQcjc6Ex+x/77fvhP/8d+u48m0fpeal0PJchY1zHHoIq78Evs2vcumjFxecF1H82pAVxaRDcc4+wZGB1at23y/AmbBxGC/hjZHyPLMlY1TFPIfli/SjjWs2HbHSYXmvb2HQjMrge1zLnRGLCZYSwUTdy+/z1OHkcIfBwKegmH6iQI8u4HPmFyQVdBaEUPWlwwffmd7/8dhwV4WBT0Eg7VCQD3vO8h0+Q+2KIl7lOnQIG2i3fsPtlLpkuT+x78VOUABNWz9+4PJvrMnHPzM80a4K5HKpi6UN265+61690Pf9LVPbjvng+bXNBkKC26Xp05TGWB2QqUa67PhCqaDi7ReN99D/6Ru1WFoon3/tbDppdw0/Ymbqw6c/HGFxEiPvb7f0HRbu49IkR89Pf/nGbMwotmp5plwUDAVN7xtxUoG2jyOVScNHPdALj7vZ+4ZdcBt2ohSeqT//7z5gfky5nmzcBuJDNpupbvX7vxQw/9ZxfredcH/+2m7XeaXMAGblqEFdbrJHSZrf4IEnwmTsQNpLhouoJGCP3uZ74wtO6W+mtACP3Wpz5rZb7BC3beQw3H0Kw2AA/c+5v3vO8hVyq5/W3vuf+jFiNS5qKpQboh+O32IK5SoYNEgV77G1wHzxw3tT6wnOeP/+LrFnY7p1AU/dDDn3vL2x8wv1xchILZceRmkjxnZSR//29/5t4P/V6dxb/17g9+4k/+ynwHVVfxwqk6y3eO6Qkfk9sqnHcxdHzqJ83bkQcAANS/EyzON2qa+v1/+PzTT3yzhmM60Xjf737mC5YLDkPH555si3QLgR601mz8BQCAI8//5B//9r/Zu8maQjPsBz/xHw/c+1GrG/D0MUiPV1tsjbA+tPEeJx45DmIzJc/jWTs7nPsQFFp3l80S7fypI9/+2mctA4TcAM2wb3/3x97zG3/AcpaO4nj6KKQnqm5qY0D9t9qEBc2lF777jb8+8txPK7o7XWXrbfs/8sn/Eu9dY3lHYR5PvFBtO2sGDe6G8KCjOysLtCWR37ggWnfAxk6GMX79yMHnfv7tN44+Zx6CAQAAIl09dxy4/+3v/lgwbJt4IDuFp16pp70ug0g0uh88dpF75y5dePpH/3Tk+Z/YHCpkOc+te+5++7s/OrTObscYFAGfe7p542SgG619q8N7nUW30xU89jyIzXNuAgDwdaHhvRXNCGWhcP7kkakLJ5PzU6ViztB1lveEIvGegZHRzbv61qy3iwy6RCmJx5934vrVVCgWje6veDpK17XJcyfGzhxbmJks5FKqIlM04w+G471r167fNrLxVnNb0rVoMr5wsHlzG08YDe8D0joQ5PU4Db8Iho7nXof0uDtGMkUHSQNRA9UATb88FyEAKAJYEjgKOApIAoK9aM3tVqHe3KGUxBMvtml8YcaDhvc19oCUJuPx50HMgY5BUkHSQdZBM8C48i1TBDAEcBTwNNB12hwRRIdQ7/aqAuM7FugSimCkxuTZ4zTBkCSFMRhYJ51v2UsaZCXIy0iqIAgMAB4KfCysGUAbqvjBVUd+Bl98pTX7Rg6hWDS8t55QH3YoAj71DMynoahAWa24YME8BQEGIh5gKysMYx0DEIjUdVUzFFHKl9Viz76HiSrjfVQpUIDU6cdz4wev/tfLRbpjmyo/VlZhXoCCXMNJAhwJobfdA0FXLbIY48UzMH/a2bmJloJI1LvV/YQkqWn83FOoULVbHQaAAAvdXvDY9RolMb2QXm5UDo++I7rh3VVVV507iCZm85PPX/tKxSMvoBswU4KMWPMhF5TJwRPfw9tuQ1tvdSdtipjF08eaeV6gLrCOZ16DUhL17XDHO0KV8asvobOnavtGEAAUZFyQIcJDnw9I83Hf1MKQm3g2OPhWqpoBoTqBps/+BF8/XTPsZ2+iBhM5pNQ9huo6OnYYLpyF2+6AwZHaj3QpZbx4BjKT7ZkwwI78LC4uQnw9io3WPuExdDh/Co69gsySLlQFAoCMiEsKDIeAMw04bCJQrKuZ8z+Pb/uI84qqEKgqJIuzR5e9qNnYJsoqjOWQ7t7quJiHg7/AgRDaeSv0DZunUrWilMTZi5C91HardecYGsyfwsnzEBlCkTXVBYOWBXzpArx6FEmiiy1Cio7PZ2EkdONwr1v0XIXpV8Kjv0Z7nAYXqmIOmnz9O/mpl5Y/j4jh3j0mOwKKDucySGuUGnCQgy0jKJgAbxdwfpNAAxiDIoCYxaUkFBeat8XcNLgg+OPIFwcuYJ5dV5NAzONSEvILcHoSFUzcUFwBUwSsiyxbOaXzk7nijOn9waF9XVve57Bwpz2orpaLMybRIDA2VF1aHooRY7iYb5w6AQDlJXz0LB5dBIoAAKBYoFggaUAE6BroCqjiCu4snSDlQcrjpXybBAU0DyQFJA26BoYKqnT5SJluwFgWlRtoR0OagS/mYV3k2n5Ktx5aC5dejqy7h2QcBaJzKtD85POGRZWKWl4u0LSEhIYfuEOShsdyMBoCkgBNNnVUu1kwNNNTh6BjGMs1VJ1LoLKK02WIvdmRq5rlXALrSmHqUHjU7DjUDTiLbmdo+YuWG7Wyer2pAgMsNmlbAokqXCysvBVPc8AYpvKo3KyjuQvCtV+Eotmtw3KTz2JnmyOOBFqcOaqb/kABAECSr98LLilIad7YigoyJFfd/NIVUiLKN29UQaoBxctjrKbL9uYdXS6W5o47KdaZQKftHCkkpXidTSHfxHAPS8yVQG7j3aCWIOsw13TXwdzlr15WKldduOTIO6eyQDUxK2bs3AQx1sty7s3/N37GswyEAeYsO/iblLkSMpo+87ny1TsRqJi5oDmIs15ZoIWZIxX3A8viNec0lBY4XqCcDJX2928iZO1qZ9ZUruzIlOXKQZcA4xvN6jdSWaCl6cqxRkvl1JujvG1I1QaSctMEvbJJ1b6xXA/IwIBBNzRZdTSgFWcqxHeHigKVchcVofIpaQPrgnSlE60Yb6VB5KTOcv4yzV8GAAAARggQlKWMQw8cpTgvF8yN+VepINDS7HFnbYNC6UpcEKo18Z6QZnSWSgAAstZMK8p1UAgASuUqDl+UZo/Z31DJXz3p9BiuKOdlpQgApq4DTUJsg2zvLUds3a+Uo3RDE6Wc8yeESgKzE6gm5ZRSFWF6Lu+9+hrjXOyEVk1/24pWLFIv42ML5YXKHpjXoBTmNMkuE4GdQMuL1aUbK4kZSSlCkG2ZTPRaam5QosH6qbFhLXw3AaZYqjawALYfpW0FahGIxqayTH4KWAr8jUxiYgNZ9fpMVtWH//LrX/nWT0+PXWoTpeqGceLs5Je++cSff+lbtTxv4UHcaLCXKUFerd4jopyyE6jNuV6jnD5fbWWinCuJKV88cHXXq6lUf6pr7OL8fDI7n8z+6pU3/F5+x6bhO3Zs2LFxLdn0r1nV9DPj00dPXnjp2Nl88bJ7Q6ks+TxVRvar92hbrST4XKGWwEHl5FnAhtXxXUuBKvlpQ63FspjOTXi6dxJ+BjVfo3zV019ZfXNdVRTE546cfO7ISb+Hv23ryNYNQ5tHB8KBxmadW0znTo9Nv3Zm4vjpcVFa/okpigrVCtTTgkUq9jMlqrTcbcgZhirKxTk20Gd61fLNSHm7HGc2aLqSzo13DQzjM+lm7rZhlnRy2nAZa3rjCC332i6WxYOH3zh4+A0A6OmKbBzpX9ufWNMfX9PTxTL1LgEFUbo4k5ycXZiYmj81Np3JWdq0g35vOFj9z4MmMU8hsXlLJUwg3OfL5GoPPyPnp6sWaEULqg0FYZHnwr6BAFx0sOXlFpFaDpRFgr4dm4aPnbJMKjWXzMwlM0sZsQmEuuPhnli4KxKMhgOxSCAS8gc8PEWTPMNyLL00MVBVXVE1QZQ0TS8IYipbSGXzmWwxlS3MLKYX004/k/27t1aOOmFKiAOxiZ4i/f6sMqfa+tfZI+dnYMD8UkMECgCp7Bgb307HvWixGfkiMElAtMYEvR+9f//J8xcV+6yrAABgYDy7kJldsAwQfmNnXDPhgO/+XzPLQOKEGI8Xy26eBrMGx71KAOdsc4pWRC5YPm51ZlRXCrP1VKkb2nzmjNHjwfGGJHZeTq9vaRujBvoS0U9++J4a+6rrcUudNE3+0W/f7+VrDXxOEtDbjITNOMLjHk8yc77ONy4XZq3O55gLVCnOO3R4tkFRhGTmHHT7cLe3oVNRHGQhUlcQ+327tnz8A+9wRaP1w9DUw59438Zh8zmZUyIcDlVz6rV6cMILA/5s4ZLkwLmuQlG6ogjmga0tBFrNBpINJTGdKoxDtw+Ggrh6I6UTsJeGNcH6k5/e89ZbH37ovTzXIgvuFSJB33/9wwd3bDIPj1oFCMFgEHsbsquHCYTXBKHHJ0jZbKmuwf0qikXyY3OB6g6SKDokX5rPFqYhxMH6KPa5/PXjAAPDYbf8p3ZtHf2bP/2d27etc6W0akEI7du15X995uOjg8uzJdUIgWAkjANuf+Y+GjZEIcwpqriYPe/WxpUqms/szRdJmmy3PVotmcJFjHDEPwCjYZyVYK5Uf6wRjAB6fNDlcTdxdDjg+/Qn3vvS8bPf/Nenc4XmLYR745Hf+fA7N4/0u1wugWBtCC+WYb6E6lYSZgjo9kOYBYQ0Q5lPnaoQV6YaNItIROYC1SWXT1Bk81MIUNjfD2EOQizOSJASUU3ORxgAQhz0+Gqwejpkz44Nu28ZffHomSeeenl6Id2gWpZY25/49bfd9tbbNpFEY3aAEIKEF0IcnitBTqrt14x5CmI8RPil7sDA+nzylKq76XWqSeYCNTeLzBz6WzHtKN98VQS8iVh4BF09319WISdBTnbYoWKGgBAPUb5x0lxeI8ZHT40/+cKxk+enVM1NNzaOpW/dPHLP3p31LoaqQtYgI0FWdOgwihkSgiyEOLhmLmsY2lzqlKS43IVx4aH+O01yj1gM8bYeUDVTEBYMQ+uKrCeWNl49NHho6PVj1YCSApIG8lJIW+PyzIYkgELAUsBT4KOBbfYmHkLoti0jt20ZkVX1jXNTLx8/e/TkmCDW3nMsbffv3Dpy66bh+jelqoaloMcHPT4s61BUQFJB1kG9Eq4WAZAE0ASwFHAU+GhglncEuqHNpd6QG5CsW7co0/wrNxqWLrwkppXkie7IxuuCkdAEhN1PdugiLE0vKVU3jEuzqfNTs1Mzi7OLmbnFbK4oWFkBSYKIhv1reuODvV0DPV1DffF4NNgWxiyWBJYHqG7vTdXk+dRJxTpkSD1YOX5YCLSRIbEVRZhZfC0eWe/h7JIEtCckQQz1x4f641dfMTAuFIVCSdR0Q1FVgiAokmRoMuDzBHxN2aRoCpJSnE+d1o1GnVnAFnGuLQbNBsds1w1tLnU64E3EQkOooSHoGw+BUCjgCzXY6am1FIT5VG68of6yVhtD5gKtymu/VnBBmJeVYldkHUs7CnTWofkYWE9lx4rlxucvtVC/uWkDOc+LUB+yKswsvJbOTxirO1TiykRSitMLx5uhTgBkETbaXIiIoLDepBOSGHCuOCuI2WhoyMtFmlNpB3sMQ88WpnKluaYdcbLqE81fJSiuNnf6mlE1cT51mueCseBapjPitxRByqayY5re1HirVulpLGTL+rUm55UDAABRyk9Lr/m8sbB/cHlQ3A6NR1aEdH5SvDYUXLOgLHLqmQuUrJSBr3FgwEUhWSqng95E0N9P3Rh8vkMDUDUpm58qiqlWHVsmGXMziEUPyrfYQomxkSvN5YV5nycW8vUz9OoxKLYbilrOlaZLQqopphtLrCRnLlDGGzd9vclgjItCslhOetlIwNftYcMOEox3cAgWpUJemBUcx/pqKIzPXHIWAvUlGtmYKsEgSBlBytAk5/cl/N44RXTG/doxDK1YThWEOUVto9DpdFUCZYP9gFC7RTNUdSmTv5jJT3m4kM/T5eWjRKVk3R2uAZflfKm0WJLSpmngWgkiqjt2TNA84427dfDDbXBZypalLIEIDxf2ehI+XxyaZbVdeWAQlYJQTpWklN6unxLr76nOzAQAXGS4XQV6GQMbJTGt8yH/lvdAaREX5qG4AHLTMwe0JyQNvnhu8Y1c5nzb6vIqXGTY6pKlQL3xzYUbEh+2IWywHxAB/m7k7wYAUAQoLuDiIghpqCOUwIoEEeCJgK8L+ePgiQJCWmlWT7a7OgHAG7fM6G4pUE/XBoJijbZP38YGr5+7MF6IDqPoMACAXAIhjYU0iBmQVmW+LwSsF/gw4kPgCYMnsixd+fIPpy0hKI6PWh5UtBQoIihPfJPzEOCtggtbn9BlfcD6UGQNAADWQcxDOYulPEgFkAorctqKELAB4EPIEwI+BHwIbN16uPBQs1pWO97EFkRYulzavb3gwJ42FyjtiThN7IxI8ETAE3nTkKpKIBVALmJFAEUApQyK0EaqJRlgvMB6gfEgxguX/3mswhSawvgSFB9uya61cwKDe2yu2gmUj43S3i7VIuRDO+Dpspy7VIbmgObAH7/O9q8roEqgSqBJoEpYFUFXQFdBV0BTLv9dv42GoIBigGSAYoBkl/5GS6+QDNAcMF6wcD+rFk9sQ+HSIVeKagSML8Fbr5CgUrZjFB55++KJx9xtk4t4rCfXNbIkES6w9D/LfaslmRoaGNqbejV0MK78TdKAAABd1hkiLs8OEQnWw1kj8MQ3trNAQyN32d9QwTHZ3787e+EptdzYs+G1QTJeT2xDi+pe6t4aG/zIFbzxzQTNN9l50iG0N+bvu83+ngoTGoTI6Kb73GuSm/h7d9pMrjssgQjK33trq1thTmzjfajSlLryjNvXvS00tM+lJrmJf6DW8Jk3GYH+dvygQsP7vd23VLzN0ZIwuvn+il1xk/F0bbDave2wDDY0yEdHW92K6/D3745udDQyOxIoQmRix2+G1u6vr1VuEh69u9VNWElE1t3T6ia8SXDN3sS236g4uC/h3KiGYpsf6Nr6/qYd+LTB07XJ3jbRYRl8dJSPtSas5LUgguq65UNdW9/vPCZhde5qwTV7++/8I6e28caASKZr6/tb2IAVSnzrB1vbuVB8uG/PHwRtzfI3UkvQf0MVU6cfL1w63JLzK7FN94eGDzS/3lVA9sJT6bM/bkXNKDD4ltim+6x86uyerDmeiZgZT77+mFKqnE3eRbzdt/Ts/Li7QWtvIjCeO/J1YfFUM+ukvbH4LR+ycQexp660KdjQsmNP58afaY7TExPo7d/zKYJaAebxtsXQpOkXvtgcT1+C4sIjd4WGD9QztXAhr4+uCLnxZ3ITz9afGMQGxpfofcu/o9hA46q4SdDl4szhr9aZZsgeRJD+/tuj63+9/vPrriWe0sRsduyp4vQRQ3c/RScfHem+7RNk5/CxS+iKMPfq30uZCddLJijW3787PHIXxYVcKdA1gS5hqGL+0qH85POuuXghIjJ6d2Td3VW5mXWoCMZG5tzPsmNPu+CcBQAAtCcaXLM3MHhHDSshG1wW6GWwISyeLs0dFxZOGnWcu/B0bYxtup/xu5SWpcMNKIXZ1OnHy6lzNZdA0Lw3scXXs8PbtakRi9fGCPQK2NDF1LnS/Ily8qwm5Rw+RVCcr2dHcM0eNmiRYbSDq0i5i4WpQ6W5484XuxQf9nRt8HVv42PrGhqCuLECvRZNzErZi3JxViktaFJel/KGrmBDQ4AImicYL+ONM/5uPjrChVd82OWVCDZ0KTshZsaU4rxSWjTUsq6KAIAIkiAZiguSXJD1dTOBHi40RPGh5rSqeQLt0KEGOiuPDm1NR6Ad2pqOQDu0NR2BdmhrOgLt0NZ0BNqhrfn/Vib38TUWwZQAAAAASUVORK5CYII=",
"path": "dd5f615a25151a1e4cb735791879ade983413acc98d25643967278617591073d.png"
} | Generate code for a svg of a a close up of a cartoon girl with a ponytail and a smile | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 64 64" enable-background="new 0 0 64 64"><g fill="#dbb471"><path d="m18.728 53.97c-1.27 13.827-14.16 6.073-15.42 3.858-4.164-7.322 2.559-20.705 7.137-20.705 4.575 0 9.133 7.619 8.283 16.847"/><path d="m45.27 53.97c1.27 13.827 14.16 6.073 15.42 3.858 4.164-7.322-2.559-20.705-7.135-20.705s-9.134 7.619-8.285 16.847"/><path d="m31.689 1.998c17.217 0 27.825 10.536 27.825 23.626v8.786c0 10.336-7.494 10.338-7.49 10.336h-41.737c.002.002-6.422 0-6.422-10.336 0-4.868 0-8.786 0-8.786 0-13.09 11.174-23.626 27.824-23.626"/></g><path fill="#c28fef" d="m31.689 6.397c-14.961 0-25 7.653-25 17.16 0 0 0 1.125 0 2.84 0-9.508 10.04-17.16 25-17.16 15.469 0 25 7.653 25 17.16v-2.84c0-9.506-9.531-17.16-25-17.16"/><path fill="#fed0ac" d="m57.35 42.24c0 0 3.338.809 3.338-3.979 0-3.79-4.355-3.541-4.355-3.541v-5.201h-39.76c-1.9-4.086.234-8.299.234-8.299-3.84 3.527-3.234 8.299-3.234 8.299h-6.478v5.201c0 0-4.408-.436-4.408 3.541 0 4.788 3.504 3.979 3.504 3.979 0 7.147 7.492 14.979 26.01 14.979 17.545.001 25.14-6.402 25.14-14.979"/><g fill="#ff717f"><path opacity=".5" d="m56.26 45.41c-.354-2.566-3.279-4.113-6.535-3.453-3.258.658-5.611 3.273-5.258 5.838.354 2.566 3.279 4.113 6.535 3.453s5.609-3.273 5.258-5.838"/><path opacity=".5" d="m14.283 41.954c-3.256-.66-6.182.887-6.533 3.453-.354 2.564 2 5.18 5.256 5.838 3.256.66 6.18-.887 6.533-3.453.353-2.564-2-5.18-5.256-5.838"/></g><path fill="#574137" d="m24.685 47.41c-.137.158-.211.363-.211.611-.002 1.691 3.357 3.766 7.5 3.766 4.142 0 7.5-2.061 7.5-3.752 0-.229-.064-.467-.178-.625 0 0-3.242 1.459-7.322 1.459-4.072 0-7.289-1.459-7.289-1.459"/><g fill="#fff"><ellipse cx="44.16" cy="36.894" rx="6.821" ry="6.896"/><ellipse cx="19.789" cy="36.894" rx="6.82" ry="6.896"/></g><circle fill="#664e27" cx="44.16" cy="36.894" r="4.75"/><circle fill="#231f20" cx="44.15" cy="36.894" r="1.75"/><circle fill="#664e27" cx="19.789" cy="36.894" r="4.75"/><circle fill="#231f20" cx="19.788" cy="36.894" r="1.75"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a glowing solar flare shooting out from a distant 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="#f2ac6f" d="M0 0h20q1 3 4 1l3 1-6 3-2 5-7 6q-5-3-8-7l-1 4-3-5z"/><path fill="#f0ad73" d="M20 0h56q-3 3-2 7 5 2 8 6l5 3h9v80H0V8l3 5 1-4q3 4 8 7l7-6 2-5 6-3-3-1q-3 2-4-1"/><path fill="#f2ad70" d="M76 0h20v16h-9l-5-3q-3-4-8-6-1-4 2-7"/><path fill="#faad62" d="M48 22v7h-3l-2 2q-3-3-6 0l-5-4q1-5 4-2z"/><path fill="#f8ac64" d="M32 27q3 6-4 12-1-3-3-1l4 2-1 7-1 1 1 1 4 6q-4 0-7 3-3 2-5-1l1-9q-6-1 0-2 2-4 1-8l3-6 5-6z"/><path fill="#fbb253" d="m49 30 10 2q4-4 1 1l4 7-1 1q-3 0-5 2l-1-5q4-8-2-1-3-4-6-4z"/><path fill="#fbb058" d="m32 27 5 4q3-3 6 0l2-2h3v6q-7 2-12-3l3 5-1 1-8 2 4 2q-4 1-3 5h-3l1-7-4-2q2-2 3 1 7-6 4-12"/><path fill="#f9ae63" d="m71 38-7 2-4-7q3-5-1-1l-10-2-1-1v-7q-1-9 2-1l15 3-1 3 8 8q-2 2-1 3"/><path fill="#fbbc45" d="M49 33q3 0 6 4 6-7 2 1l1 5q2-2 5-2l1 1q-7 0-2 5h-5l-1-3q-1-7-7-6z"/><path fill="#fac24f" d="M48 29v8q-7 0-8 6-2 0-1 3h-6q2-2 1-5h4v-5l-3-5q5 5 12 3z"/><path fill="#f7bb68" d="m74 38-6 2-4 2-1-1 1-1 7-2q2-2 5-2z"/><path fill="#fbb84f" d="M39 37v5h-4q1 3-1 5h-3q-1-4 3-5l-4-2 8-2z"/><path fill="#f9f598" d="M49 38q6-1 7 6v5q-7 9-15 0v-5q1-6 8-6"/><path fill="#f7d866" d="M41 44v5q-8-2-14-1l1-1h12q-1-3 1-3"/><path fill="#f8db65" d="m56 44 1 3h11l-12 1z"/><path fill="#fbb352" d="m68 40 3 7h3q-7 0-9 6l1 3-6-2-3-2q-2-1-1-3v-1l12-1h-6q-5-5 2-5z"/><path fill="#fcaf59" d="M28 49h8v5q-3-1-4 1z"/><path fill="#fcb65d" d="m60 54 6 2 5 3-8-3-11 3-3 5v-7q4-4 11-3"/><path fill="#fbc458" d="M27 48q6-1 14 1 8 9 15 0-1 2 1 3l3 2q-7-1-11 3v7h-1v-9q-4-1-7 2l-1-4-4 1v-5z"/><path fill="#fcbc5a" d="M48 58h-6l-3 2q-1-1 1-3l-4-2q-4 0-7 3l-4 1v-1l11-4 4-1 1 4q3-3 7-2z"/><path fill="#fdb35d" d="M48 58v6l-1 1q-6-4-12 0-1-1 1-3-5-1-7-4 3-3 7-3l4 2q-2 2-1 3l3-2z"/><path fill="#fbb064" d="m71 59-8 4v3l-14 5v-7l3-5 11-3z"/><path fill="#f9af68" d="m74 38 3 8q5 1 0 2l1 1q-3 3-3 8L64 69l-13 6-18-6-2 1-7-10 1-1 4-1q2 3 7 4-2 2-1 3 6-4 12 0l1-1h1v7l14-5v-3l8-4-5-3-1-3q2-6 9-6h-3l-3-7z"/></svg> | |
{
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} | Generate code for a svg of a a glowing supernova sending out shockwaves. | <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="#010000" d="M0 0h96v96H0z"/><path fill="#130304" d="m63 26-4 4q-2-4-4-2-2-1-1-3-7 0-6-6l-1 9v3q-5-1-5-5 0 3-3 5l-4-5 2 5-3 2-8-8h-1q2 2 1 5-4 3-8 3 2-6 7-9 2-3 5 0l3-2 4 1v-3q1-2 4 0 1-3 4-1 3-3 9-2-3 1 0 2l2-1q3 3 8 3 2 3-1 5"/><path fill="#230708" d="m63 26 4 6q2-3 5-3l-3 3 3 4q1-2 4-1l-3 3-11 4 5-5-9-1q4-10-2-1v-4h-3q0-9-2-1l-2 1-1-5-1 2 1-9q-1 6 6 6-1 2 1 3 2-2 4 2z"/><path fill="#230807" d="M37 31v5h-3q-2 0 1 2v1l-7-2 3 5 5 2v3h-7q-4 0-5 3l-8-2 9-4q-5-1-2-6l-6-4 1-1q4 0 8-3 1-3-1-5h1l8 8z"/><path fill="#922218" d="m49 33 5 3-5-1z"/><path fill="#652e25" d="M76 39q-1-2-3-1l3-3 3-1z"/><path fill="#541514" d="M47 31v3l-8-2 1 6h-5q-3-2-1-2h3v-5l-2-5 4 5q3-2 3-5 0 4 5 5"/><path fill="#ae402b" d="M49 31v2q-2 1-1 4l-6 2q-4-1-6 2l-1-2v-1h5l-1-6 8 2v-6l1-2z"/><path fill="#d7562a" d="m49 35 5 1 7 3q-3 2 0 3-2-1-2 1-9-2-10-8"/><path fill="#501515" d="M62 42h-1q-3-1 0-3l-7-3-5-3v-2l2-1q2-8 2 1h3v4q6-9 2 1l9 1z"/><path fill="#f3b046" d="m48 37-1 2-5 1v-1z"/><path fill="#e8552c" d="M42 39q-2 3-5 3l-1-2q2-3 6-2"/><path fill="#501111" d="m35 39 1 2-5 1-3-5z"/><path fill="#a2583c" d="m31 42 5-1 1 2-1 1z"/><path fill="#ba703e" d="M73 38q2-1 3 1l-4 2-11 3h-2v-1q0-2 2-1h1z"/><path fill="#f6dd99" d="M49 33v2q1 6 10 8v1l-1 1h-2l1 5h4l1 1q-6-2-9 4l-4 2-7-3-3-9q-1-2-3-1l1-1q3 0 5-3l5-1 1-2q-1-3 1-4"/><path fill="#f3b342" d="M45 41q11-1 9 11-5 4-11 1-3-7 2-12"/><path fill="#d06f24" d="M58 45q-1 3 2 5h-3l-1-5z"/><path fill="#a2341b" d="M59 44h2l3 4q-3 0-3 2h-1q-3-2-2-5z"/><path fill="#dd823e" d="m16 48 8 2v1h-4z"/><path fill="#c1471c" d="M36 44q2-1 3 1l3 9-6-7z"/><path fill="#be7438" d="M75 47q4 0 1 3l-4 1-2-2q1-3 5-2"/><path fill="#2e0a07" d="m30 54-6-3v-1q6-3 13 0v3q-4-1-7 1"/><path fill="#8a3f28" d="m36 47 6 7 7 3v3l6-1v3q-4-1-6 1l-1 1q-1-3-3-2v-3q-3-1-3 1l-5 8 4-12q-3-1-5 2l-1-1 3-3q-6-1-11 3 0-3 3-3 3-2 7-1v-3q-7-3-13 0 1-3 5-3z"/><path fill="#42110e" d="M72 41q1 2-2 4l5 2q-4-1-5 2h-5l4 5-8 2 1-5-1-1q0-2 3-2l-3-4z"/><path fill="#1f0806" d="m70 49 2 2-1 4-8 2 2 2q-3 0-4 3v5l-12-2q-2 3 1 7-3 5-4-1l-3-2h-7l-4-7q-3-1-5 1-6-1-2-4l-2-5-3-3h4l6 3q-3 0-3 3 5-4 11-3l-3 3 1 1q2-3 5-2l-4 12 5-8q0-2 3-1v3q2-1 3 2l1-1q4-1 7 1v-4l3-3q3 2 2-1l8-2-4-5z"/><path fill="#c94e20" d="m62 51-1 5q-4-1-6 3l-6 1v-3l4-2q3-6 9-4"/><path fill="#5b201a" d="M61 56q1 3-2 1l-3 3v4q-3-2-7-1 2-2 6-1v-3q2-4 6-3"/></svg> | |
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} | Generate code for a svg of a a close up of a white and blue logo with a spiral | <svg width="17px" height="21px" viewBox="0 0 17 21" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>C33212F3-BA57-4959-9A6F-181021B7507A</title>
<desc>Created with sketchtool.</desc>
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{
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} | Generate code for a svg of a a lone tree standing against a golden 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="#f9cf74" d="M0 0h96v81q-24 0-46-3l-2-2q-2-9 1-17l2-3 6-2q3 2 7-1l-4-3q0-4 5-5l-4-3q0-7-6-7l-1-3-2 4q-7-2-2-8-4 0-4 4l-1 3q-4-6-4 2l-2 1q3 1 0 2 0 3 3 1l3 4q-2 2-2 0l-7-6-1 1 3 6-5 1 8 3-1 2q4 0 7 4l-1 20-1 2-7 2q-4-1-7 1L0 88z"/><path fill="#9c8233" d="m54 32-1 9q-1-3-3-2-2 3-1 6l-3-7q0-2 2 1l1-2-3-5q0-4 4-4-5 6 2 8z"/><path fill="#e6c15a" d="m54 32 1 3q6 0 6 7l4 3q-5 1-5 5l4 3q-4 3-7 1l-3-1q3-4-2 0-1-4 3-5 0-3-2-3v-3h-2q-2 0-1 3h-1q-1-3 1-6 2-1 3 2z"/><path fill="#c3a34b" d="M43 45q-2 0-1 2h-3l6 6 1-2 1 2v3q-3-4-7-4l1-2-8-3 5-1-3-6 1-1z"/><path fill="#daba52" d="m46 32 3 5-1 2q-2-3-2-1l3 7-1 7-3-11h-3q-3 2-3-1 3-1 0-2l2-1q0-8 4-2z"/><path fill="#ac9247" d="m57 54-6 2-2 3-1-5h1q-1 2 1 1l2-8-1-2h-1q-1-3 1-3h2v3q2 0 2 3-4 1-3 5 5-4 2 0z"/><path fill="#f8d963" d="M42 47q3 0 4 4l-1 2-6-6z"/><path fill="#746034" d="M49 45h1l-2 9h-1l-1-1-1-2q-1-4-4-4-1-2 1-2 0 2 2 0l-3-4h3l3 11z"/><path fill="#eaca5a" d="m51 45 1 2-2 8q-2 1-1-1z"/><path fill="#2c1d13" d="m47 53 1 5q-3 8-1 17l2 2h-5l1-2 1-20z"/><path fill="#ecb64f" d="m31 81-1 1 17 8 2 6H0v-8z"/><path fill="#c58b2e" d="M45 78h5q22 3 46 3v6l-43-2-13-3q-2 0-2-2z"/><path fill="#dea33c" d="M38 80q0 2 2 2l13 3 43 2v9H49l-2-6-17-8 1-1q3-2 7-1"/></svg> | |
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"path": "emoji_u1f93e_1f3fc_200d_2642.png"
} | Generate code for a svg of a man 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">
<linearGradient id="leg_2_" gradientTransform="matrix(0.9962 0.0876 0.0876 -0.9962 6.6333 123.4366)" gradientUnits="userSpaceOnUse" x1="82.794" x2="60.7654" y1="20.0706" y2="38.0185">
<stop offset="0.5979" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="leg_1_" d="M78.33,95.99l-4.01-15.41l-12.48,5.05c0,0,2.82,8.25,3.93,12.02 c0.92,3.12,2.47,6.31,7.53,8.79l22.24,9.26l0.6-7.71L78.33,95.99z" style="fill:url(#leg_2_);"/>
<g id="sock_1_">
<path d="M90.17,103.96c-3.13,4.29-2.36,8.54-2.36,8.54l8.51,3.8l1.06-8.25L90.17,103.96z" style="fill:#E0E0E0;"/>
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"path": "emoji_u1f3c3_200d_2640.png"
} | Generate code for a svg of a woman running | <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 group of blue books stacked on top of each other | <svg id="outline" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 32 32"><defs><style>.cls-1{fill:#c4ebfa;}.cls-2{fill:#0069a5;}</style></defs><title>icon-report-dataset</title><path class="cls-1" d="M15.05,17.34,6,22.59c-1.08.62-1.95,0-1.95-1.47V11.27A4.66,4.66,0,0,1,6,7.54l9.1-5.25c1.08-.63,1.95,0,1.95,1.47v9.85A4.68,4.68,0,0,1,15.05,17.34Z"/><path class="cls-2" d="M15.82,2.05c.7,0,1.18.64,1.18,1.71v9.85a4.68,4.68,0,0,1-1.95,3.73L6,22.59a1.56,1.56,0,0,1-.77.23c-.7,0-1.18-.64-1.18-1.7V11.27A4.66,4.66,0,0,1,6,7.54l9.1-5.25a1.59,1.59,0,0,1,.77-.24m0-1h0a2.57,2.57,0,0,0-1.27.37L5.45,6.67A5.61,5.61,0,0,0,3,11.27v9.85c0,1.86,1.13,2.7,2.18,2.7a2.56,2.56,0,0,0,1.27-.36l9.1-5.26A5.59,5.59,0,0,0,18,13.61V3.76c0-1.86-1.13-2.71-2.18-2.71Z"/><path class="cls-1" d="M19.05,19.78,10,25C8.87,25.66,8,25,8,23.56V13.71A4.68,4.68,0,0,1,10,10l9.1-5.25C20.13,4.11,21,4.77,21,6.2v9.85A4.66,4.66,0,0,1,19.05,19.78Z"/><path class="cls-2" d="M19.82,4.5c.7,0,1.18.64,1.18,1.7v9.85a4.66,4.66,0,0,1-1.95,3.73L10,25a1.59,1.59,0,0,1-.77.24c-.7,0-1.18-.64-1.18-1.71V13.71A4.68,4.68,0,0,1,10,10l9.1-5.25a1.56,1.56,0,0,1,.77-.23m0-1h0a2.56,2.56,0,0,0-1.27.36L9.45,9.12A5.59,5.59,0,0,0,7,13.71v9.85c0,1.86,1.13,2.71,2.18,2.71a2.57,2.57,0,0,0,1.27-.37l9.1-5.25A5.61,5.61,0,0,0,22,16.05V6.2c0-1.86-1.13-2.7-2.18-2.7Z"/><path class="cls-1" d="M23.05,22.22,14,27.48C12.87,28.1,12,27.44,12,26V16.15A4.66,4.66,0,0,1,14,12.43l9.1-5.26c1.08-.62,1.95,0,1.95,1.48V18.5A4.66,4.66,0,0,1,23.05,22.22Z"/><path class="cls-2" d="M23.82,6.94c.7,0,1.18.64,1.18,1.71V18.5a4.66,4.66,0,0,1-1.95,3.72L14,27.48a1.56,1.56,0,0,1-.77.23c-.7,0-1.18-.64-1.18-1.71V16.15A4.66,4.66,0,0,1,14,12.43l9.1-5.26a1.68,1.68,0,0,1,.77-.23m0-1h0a2.47,2.47,0,0,0-1.27.37l-9.1,5.25A5.6,5.6,0,0,0,11,16.15V26c0,1.87,1.13,2.71,2.18,2.71a2.47,2.47,0,0,0,1.27-.37l9.1-5.25A5.6,5.6,0,0,0,26,18.5V8.65c0-1.86-1.13-2.71-2.18-2.71Z"/><path class="cls-1" d="M27.05,24.67,18,29.92c-1.08.63-1.95,0-1.95-1.47V18.6A4.68,4.68,0,0,1,18,14.87l9.1-5.25C28.13,9,29,9.66,29,11.09v9.85A4.66,4.66,0,0,1,27.05,24.67Z"/><path class="cls-2" d="M27.82,9.39c.7,0,1.18.63,1.18,1.7v9.85a4.66,4.66,0,0,1-1.95,3.73L18,29.92a1.59,1.59,0,0,1-.77.24c-.7,0-1.18-.64-1.18-1.71V18.6A4.68,4.68,0,0,1,18,14.87l9.1-5.25a1.56,1.56,0,0,1,.77-.23m0-1h0a2.56,2.56,0,0,0-1.27.36L17.45,14A5.59,5.59,0,0,0,15,18.6v9.85c0,1.86,1.13,2.71,2.18,2.71a2.57,2.57,0,0,0,1.27-.37l9.1-5.25A5.62,5.62,0,0,0,30,20.94V11.09c0-1.86-1.13-2.7-2.18-2.7Z"/></svg> | |
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} | Generate code for a svg of a a glowing fireplace in a cozy living room. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbf3e8" d="M0 0h96v96H0z"/><path fill="#8d867e" d="M37 32h23v26h-4l-1-10H41v10h-4z"/><path fill="#cec3b2" d="M37 32v26h16l2-10 1 10h4l3 2q-15 3-29 1v-3z"/><path fill="#eea65b" d="m55 48-2 10q-1-9-9-6v6h-3V48z"/><path fill="#fccf48" d="M53 58h-9v-6q8-3 9 6"/><path fill="#ede4d4" d="m60 48 3 7h14v7q-6-1-5 5h-6v5q-3 2-3 5v-4h-3l-1-6-2 6-2-9q-8-2-14-1v10l-2-11q-2 5-1 11h-5v-3h-5v3l-6-1 2-16q4-2 10-1v6q14 2 29-1l-3-2z"/><path fill="#decdb7" d="M57 73H46h9l-1-3-2-2-3-3q-4 1-7 5-2 0 1 2v1h-2V63q6-1 14 1z"/><path fill="#979189" d="M77 62h8q-4 3-6 7l-7-2q-1-6 5-5"/><path fill="#fcee47" d="m52 68 2 2-8 3h-3v-1q4-2 4-5z"/><path fill="#fbc537" d="m52 68-5-1q0 3-4 5-3-2-1-2 3-4 7-5z"/><path fill="#bba795" d="M33 73q-3-3-5 0v-3h5z"/><path fill="#e8b875" d="m54 70 1 3h-9z"/><path fill="#c4c0b6" d="m85 62 9 4q2 6-3 12-3 1-2 5v3h-9L66 75v-8h6l7 2q2-4 6-7"/><path fill="#fde789" d="m91 78-2 5q-1-4 2-5"/></svg> | |
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"path": "f97b57d7d745ee8c27fe65ffd82926582d83518ebe80f3931e1ecafe09f3b0e8.png"
} | Generate code for a svg of a a close up of a black arrow pointing up on a white background | <svg width="16" height="16" viewBox="0 0 16 16" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M4.65852 7.25259C4.24288 7.61628 3.61112 7.57416 3.24744 7.15852C2.88375 6.74288 2.92587 6.11112 3.34151 5.74744L7.34151 2.24744C7.71853 1.91754 8.28149 1.91754 8.65852 2.24744L12.6585 5.74744C13.0742 6.11112 13.1163 6.74288 12.7526 7.15852C12.3889 7.57416 11.7571 7.61627 11.3415 7.25259L9 5.20377V13C9 13.5523 8.55228 14 8 14C7.44772 14 7 13.5523 7 13V5.2038L4.65852 7.25259Z" fill="#212121"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a freshly baked loaf of bread on 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="#faf8f0" d="M0 0h96v75h-2V61H78l-1-13-1-2-4-3-9-3q-3-4-7-3-6 0-10 3h-4l-3-1q-4 1-7 4-5 1-8 7-2 3 1 6v4H0z"/><path fill="#825029" d="m63 40-2 1q-2-3-5-2-8-1-1 3l-2 2q-3-4-7-4 4-3 10-3 4-1 7 3"/><path fill="#b87a3a" d="M56 39q3-1 5 2l2-1 9 3-15-2 1-1z"/><path fill="#6d411f" d="m42 40 6 4v5l-1-1q-1-7-7-6-5-1-8 1 3-3 7-4z"/><path fill="#eda451" d="m56 39 2 1-1 1 15 2 4 3v9q-6-3-10 1H55l-8 3-19-5q-3 0-3 2-3-3-1-6 3-6 8-7 3-2 8-1l7 6 1 1v-5l-6-4h4q4 0 7 4l2-2q-7-4 1-3"/><path fill="#bb6d27" d="M40 42q6-1 7 6z"/><path fill="#b5773b" d="M76 55H66q4-4 10-1"/><path fill="#cc8338" d="M65 57q-4 0-6 3l-10 1 7-2q-3-1 0-2z"/><path fill="#f6ac55" d="M66 56h11v12l-1 1-27 7q-3-4-2-9-1-4 2-6l10-1q2-3 6-3z"/><path fill="#d99141" d="M47 67q-1 5 2 9l-23-8V58q9 0 19 5z"/><path fill="#eccc9d" d="m76 46 1 2 1 13h16v14h-1V63H79l3 2q-3 0-5 3V56l-1-1z"/><path fill="#e3ba83" d="M0 60h25l-1 4q-9 2-10 12H0z"/><path fill="#f3c98c" d="M93 75H60q9-1 16-6l1-1q2-3 5-3l-3-2h14z"/><path fill="#ac753a" d="M76 69q-7 5-16 6l-12 3-1 2h-1l-7 1-13-2 15-1-22-2q27-1 0-3l12-3 18 6z"/><path fill="#9e652e" d="m66 56-1 1h-9q-3 1 0 2l-7 2q-3 2-2 6l-2-4q-10-5-19-5v10l5 2-12 3q27 2 0 3l22 2-15 1H4l8-2H0v-1h14q1-10 10-12l1-4v-4q0-2 3-2l19 5 8-3z"/><path fill="#cfa773" d="M60 75h36v2H58l-1 1 8 1q13-2 28-1l-15 2H47l1-2z"/><path fill="#f2d09d" d="M96 77v4l-18-1 15-2q-15-1-28 1l-8-1 1-1z"/><path fill="#eecb96" d="M46 80h23l3 1-3 1q-1 2 1 5l13 2-23-1h-3l4 2-17 1q-7-2-15-1h-1l13-2z"/><path fill="#e1ae6f" d="m46 80-4 8h-3v-7z"/><path fill="#f7daac" d="M70 80h8l18 1v4l-23 1 23 1v2H84l-13-2q-2-3-1-5l3-1z"/><path fill="#d6b584" d="M96 85v2l-23-1z"/><path fill="#b98043" d="M0 77h12l-8 2h22l13 2v7h8l-18 2H0z"/><path fill="#a38562" d="M84 89h12v3H37q3-2 8-1l17-1-4-2h3z"/><path fill="#8f663d" d="M0 91v-1h30v2h-1z"/><path fill="#ad9373" d="M30 90q8-1 15 1-5-1-8 1h-7z"/><path fill="#ba8047" d="m0 91 29 1 3 4H0z"/><path fill="#e1b686" d="M29 92h15l2 4H32z"/><path fill="#f2cc9c" d="M45 92h20v1l17 2v1H47z"/><path fill="#d0a980" d="M65 93h15l2 2z"/><path fill="#f5ddb6" d="M65 93v-1h31v4H82v-1l-2-2z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a square featuring a no entry sign, characterized by a red line across a blue background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 58 58" style="enable-background:new 0 0 58 58;" xml:space="preserve">
<g>
<path style="fill:#7383BF;" d="M0,0v58h58V0H0z M53,53H5V5h48V53z"/>
<path style="fill:#EA6248;" d="M5,54c-0.256,0-0.512-0.098-0.707-0.293c-0.391-0.391-0.391-1.023,0-1.414l48-48
c0.391-0.391,1.023-0.391,1.414,0s0.391,1.023,0,1.414l-48,48C5.512,53.902,5.256,54,5,54z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
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} | Generate code for a svg of a glistening lake reflecting the sky surrounded by willow trees. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v30q-4 0-7 3-3-5-7-7l-1 2q-3-2-3 2l1 5-2 1v11l-5-1-8 3 6 3-6 2q0-6-3-1-6-2-10 1l-22-2q3-3 7-3l-12-3-2 1-8-21-2-1q-4 3-6 8l-1 2q-3-2-5-1z"/><path fill="#b5c5ad" d="m22 47-4 2-4-1v-2q3-8 3-16l-6-1-5 4q2-5 6-8l2 1 2-2z"/><path fill="#a7bc9c" d="m89 33 4 7-4 4-2-4-3 5q0-9-4-16l-1 6-1-5q0-4 3-2l1-2q4 2 7 7"/><path fill="#96ae96" d="M14 46q-1-3-2 0v-5l1 2v-7q-3 3-3 9l-2-6 1 9H6q-2-7-1-13l1-2 5-4 6 1q0 8-3 16"/><path fill="#a0cdd5" d="M0 34q2-1 5 1-1 6 1 13l-6 1z"/><path fill="#778b80" d="M14 46v2H9l-1-9 2 6q0-6 3-9v7l-1-2v5q1-3 2 0"/><path fill="#9fc6c5" d="M96 30v18h-8q-1-3 1-4l4-4-4-7q3-3 7-3"/><path fill="#465a6d" d="M6 48h8l4 1-5 1-2 4-2-4H0v-1z"/><path fill="#5b6f7d" d="M88 48h8v2H84v4l-3-5q3-2 7-1"/><path fill="#bdd9dc" d="M0 50h9l-2 8-1-4q-2 3-1 9H0z"/><path fill="#f2f6f5" d="m29 52 3 2q1-4 4 0l25-1q3-5 3 1l6-2h6l1 3-1 6-42 1-1 3-8 2q-1 4-6 4l-1-6-1 1-1-4q-1-5 2-2 3-4 2-9l4 2z"/><path fill="#aec0af" d="m79 35 1 3-2 2v5l2 3q-3 6 0 12-4-2-3-5l-1-3h-6l-6-3 8-3 5 1V36z"/><path fill="#98ad9a" d="M89 44q-2 1-1 4-4-1-7 1l3 5h3v-3l7 6-6 3v5q0 3-3 3h-4l-2-5 1-3q-3-6 0-12l-2-3v-5l2-2-1-3 1-6q4 7 4 16l3-5z"/><path fill="#b3cac4" d="M96 50v14l-7-3-1 4v-5l6-3-7-6v3h-3v-4z"/><path fill="#e6efee" d="M77 55q-1 3 3 5l-1 3 2 5h4l-6 1q-1-6-3-1l-7 1-5 7q-9 0-16 2l-31-4-3-2-3 2q0-4-3-6 3 0 5 3l1-3 1 1 1-7 1 4 1-1 1 6q5 0 6-4l8-2 1-3 42-1z"/><path fill="#fcfcfd" d="M96 64v32H0V63h5l3 5q3 2 3 6l3-2 3 2 31 4q7-2 16-2l5-7 7-1q2-5 3 1l6-1q3 0 3-3l1-4z"/><path fill="#a2bbaf" d="m29 52-5 1-4-2q1 5-2 9-3-3-2 2l-1 7-1-1-1 3q-2-3-5-3l-3-5q-1-6 1-9l1 4 2-8 2 4 2-4 5-1 4-2 2-1 12 3q-4 0-7 3"/></svg> | |
{
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"path": "b7868ff41eda8173d49b7b9bd5756a403a690aa93cb9e6b7a6bc8e1a422b2f26.png"
} | Generate code for a svg of a a close up of a blue and black logo with a white background | <svg width="165" height="24" viewBox="0 0 165 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M45.9671 18.1287V7.83791H42.0703V5.83496H52.0465V7.83791H48.1498V18.1287H45.9671Z" fill="black" stroke="black" stroke-width="0.5"/>
<path d="M54.3252 18.1287V5.83496H63.4412V7.76729H56.4886V10.9643H62.6515V12.8966H56.4886V16.1963H63.531V18.1287H54.3252Z" fill="black" stroke="black" stroke-width="0.5"/>
<path d="M66.0928 18.1287V5.83496H68.2498V10.945H74.1174V5.83496H76.2744V18.1287H74.1174V12.948H68.2498V18.1287H66.0928Z" fill="black" stroke="black" stroke-width="0.5"/>
<path d="M79.4395 18.1287V5.83496H81.4424L88.029 14.3346V5.83496H90.1539V18.1287H88.3436L81.5644 9.38505V18.1287H79.4395Z" fill="black" stroke="black" stroke-width="0.5"/>
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<path d="M143.926 18.1287V5.83496H146.083V16.1578H152.547V18.1222H143.926V18.1287Z" fill="black" stroke="black" stroke-width="0.5"/>
<path d="M154.794 18.1287V5.83496H163.91V7.76729H156.957V10.9643H163.12V12.8966H156.957V16.1963H164V18.1287H154.794Z" fill="black" stroke="black" stroke-width="0.5"/>
<path d="M2.3623 0L17.4486 0.134816L35.0835 9.64879L31.084 10.1945L18.5463 3.24837L8.24916 3.55009L2.3623 0Z" fill="#132BFE"/>
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<path d="M8.2484 3.54977L5.69336 11.4717L16.0226 10.2519L18.5456 3.24805L8.2484 3.54977Z" fill="#132BDB"/>
<path d="M2.36245 0L0 7.66511L5.69426 11.472L8.2493 3.55009L2.36245 0Z" fill="#133BFE"/>
<path d="M6.31055 19.7086L9.18015 11.0613L16.0235 10.2524L11.35 23.2844L6.31055 19.7086Z" fill="#133BFE"/>
<path d="M15.7673 22.1545L11.3506 23.2844L16.0241 10.2524L19.4972 12.3709L15.7673 22.1545Z" fill="#132BDB"/>
</svg> | |
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} | Generate code for a svg of a a brown dog running across the open field. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfc" d="M0 0h96v38q-17-3-32 0l-10-3q-2 3 2 5l-1 1-3-1-5-3-1-1q-2 0-1 3-22-3-45 0z"/><path fill="#e3e4cb" d="M47 37q-3 0-1 3l5 4h1l-1 1q-6 0-9 3h-1q-1-1 1-3L0 40v-1q23-3 45 0-1-3 1-3z"/><path fill="#6a4324" d="M64 38q2 5 8 7l-6 4q-4-4-6 0l-7-5 2-3 1-1q-4-2-2-5z"/><path fill="#e8e9d0" d="M96 38v10l-24-3q-6-2-8-7 15-3 32 0"/><path fill="#774823" d="m47 37 5 3-1 4-5-4q-2-3 1-3"/><path fill="#b09777" d="m52 40 3 1-2 3h-2z"/><path fill="#f5e8b8" d="m0 40 42 5q-2 2-1 3H0z"/><path fill="#fcf0c5" d="m72 45 24 3v4l-35-1 5-2z"/><path fill="#82552d" d="m52 44 7 5-1 5 9 2q3 7-1 2l-4-1-13 4-2 2-9 1-1 4q-2-3 1-6-3-1-4 1 1-3 5-2 3 1 5-3-3-3-3 1-1-3 2-4-2-4 2-6l-4-1q3-3 9-3z"/><path fill="#754b27" d="m41 48 4 1q-4 2-2 6-3 1-2 4l-2 2q-4-1-5 2l-1 4-2-1q0-6 5-10l-1-2q-6 6-12 2l3-1h6q1-6 8-7"/><path fill="#fbf3df" d="m66 49-5 2 35 1v33l-4 1-3-3-2 4-1-2-2 4q-1-6 2-9l-1-1q-2 4-5 1l2-1 5-4q-2 0-3-2l-3 4v-4l-3-1q-3-1 0-2l-4-2-6 5-2-3q-3 1-5 4-1-3 2-4-3-1-4 2 1-7-2-1l-1-2h-2q-3 3 2 3v3q-3-1-3 1-3-1-5 1l-5 2h-2l-2-4 3-6q-3-1-5 1-1-3-3 0v-3l1-4q1-2 4-1-3 3-1 6l1-4 9-1 2-2 13-4 4 1q4 5 1-2l-9-2 1-5q2-4 6 0"/><path fill="#d6b783" d="m40 61 2-2q0-4 3-1-2 4-5 3"/><path fill="#f8efd9" d="M0 48h41q-7 1-8 7h-6l-3 1q6 4 12-2l1 2q-5 4-5 10v5q-3 2-2-1l-2-3v-2l-3 3q-1-1 1-3-1-1-3 1l-1-2-3 4v-1q0-3 2-4-2 0-3-2h-2q-2 0-2 3-3-1-3 3L7 77l-7 2z"/><path fill="#d8c8b2" d="m19 67-2 1-1-3-5 3v-1q0-4 3-3 0-3 2-3h2q1 2 3 2-2 1-2 4"/><path fill="#ecd7b1" d="m30 70-2 2-2-2-3 2-1-2-2 2q-3 2 0 3l2 1h-7q0-6-2-1-3-1-6 2l4-9 5-3 1 3 2-1v1l3-4 1 2q2-2 3-1-2 2-1 3l3-3v2z"/><path fill="#cbb69e" d="M48 69q8 0-1 5l-2-2z"/><path fill="#92693e" d="M23 72q0 3-3 3-3-1 0-3l2-2z"/><path fill="#8d683f" d="M30 70q-1 3 2 1v2q1-3 2 0l-4 3h-1l-3-1 2-3z"/><path fill="#ebd7b4" d="M37 70q2-2 5-1l-3 6 2 4-1 1q-1-4-3 0-1-6-4 0l-3-2q-5 2-7 6l-2 6q-1 3-3 0 3-9 11-14h1q6 0 9-6z"/><path fill="#b5956e" d="m32 66 2 1v3q2-3 3 0h2q-3 6-9 6l4-3q-1-3-2 0z"/><path fill="#be9b69" d="m13 75 1 1-4 11-1-2q-4 5-1 11H0V79l7-2q3-3 6-2"/><path fill="#f6e8ce" d="m81 77 1 2-2 1q3 3 5-1l1 1q-3 3-2 9l2-4 1 2 2-4 3 3q-3 2-1 3l5-4v11H84q-6-10-17-10l4-5-2-3q-1 2-3 1l2-6 6-5 4 2q-3 1 0 2l3 1z"/><path fill="#c1ad97" d="m82 79-1-2 3-4q1 2 3 2z"/><path fill="#b68e5c" d="M48 77h6v3q-6 0-10 3-2-3-1-4z"/><path fill="#d1b180" d="M41 79h2q-1 1 1 4l-3 5q8 4 15 4 3 1 1 4H41q0-4-3-6-6 0-9 5l-2-2-4-9q2-4 7-6l3 2q3-6 4 0 2-4 3 0z"/><path fill="#ecd9b8" d="m68 73-2 6q2 1 3-1l2 3-5 6q-1-5-3-1l-6-3q3-4-1-4v-3h-3q0-2 3-1v-3q-5 0-2-3h2l1 2q3-6 2 1 1-3 4-2-3 1-2 4 2-3 5-4z"/><path fill="#f1d9ad" d="M48 77q2-2 5-1h3v3q4 0 1 4l6 3q2-4 3 1l-4 5 4 4h-9q2-3-1-4-7 0-15-4l3-5q4-3 10-3v-3z"/><path fill="#fae6bf" d="M67 86q11 0 17 10H66l-4-4 4-5z"/><path fill="#c5a472" d="m28 72-2 3 3 1q-8 5-11 14 2 3 3 0l2-6 4 9 2 2q3-5 9-5 3 2 3 6H8q-3-6 1-11l1 2 4-11-1-1q2-5 2 1h7l-2-1q3 0 3-3l3-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pale pink rose resting in a porcelain vase. | <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="#f4e1de" d="M0 0h36l5 6-3 7q-2-3-2 0l6 5-6 3-6 6q-3 2 0 6l2 4 6 5-2 2-6-2 10 8q-3 0-4-3h-8q-1 5 5 6-9 6-4 18 3 8 10 14l16 1q3-3 7 0-2 6 4 9 2-4 6-3v3l7-2-1-1 3-2q3 3 5 0 2 0 2 3l6-5q-1 3 2 7v1H0z"/><path fill="#f3dfdd" d="M55 0h41v16l-3 9q-1-3-2-1-1 3 1 8 0-8 3-1-3 3 0 7-5 0-8 3l-1-2q-1 3 2 5l-3 2v4l4-2 2 5q1-3 3-1l-1 3 2 8q-4 0-6-3-1 2-3 1-2 0 0 2l-3 1v8q-3-4-7-1l-4-7 2-4V49q0-4 5-4-1-2-3 0-2-3 1-5-3-2 0-5l-1-3-3-3-7 1q-6 3-4-3l8-6v-8l-4-2 1-1q-5-2-2-5l-2-1q-3-1-4 2z"/><path fill="#f3ccc7" d="m58 33-5-6q-1 1 1 4 0 10-9 10l-3-3-3-8 13 2-1-7q-3 0-3 2l-2-2h-3l-2 4q-3-1-1-3 3-3 7-3-5-2-8 1-3 1 0 4-3 0-3 3v-1q0-9 9-10l12 4z"/><path fill="#f4e2df" d="M36 0h19l4 6q1-3 4-2l2 1q-3 3 2 5l-1 1 4 2v8l-8 6q-2 6 4 3l7-1 3 3 1 3q-3 3 0 5-3 2-1 5 2-2 3 0-5 0-5 4v11l-2 4 4 7q4-3 7 1v-8l3-1q-2-2 0-2 2 1 3-1 2 3 6 3l-2-8 1-3q-2-2-3 1l-2-5-4 2v-4l3-2q-3-2-2-5l1 2q3-3 8-3-3-4 0-7-3-7-3 1-2-5-1-8 1-2 2 1l3-9v79q-3-4-2-7l-6 5q0-3-2-3-2 3-5 0l-3 2 1 1-7 2v-3q-4-1-6 3-6-3-4-9-4-3-7 0v-1q8-10 9-22l-2-9 1-2-10-1h-6l-6-3 5-2h1l2-2 1 2-1 1h6q6-5 7-11-3-1-4 1l-1 1-1-1 2-4-1-9-12-4q-9 1-9 10l-3-3v1q-2 3-1 7l-2-2q-3-4 0-6l6-6 6-3-6-5q0-3 2 0l3-7z"/><path fill="#f7eae5" d="M41 29q5-1 9 1l1-5 1 7-13-2v-2q-3-3 0-4 3-3 8-1-4 0-7 3-2 2 1 3"/><path fill="#d6a6a1" d="m51 25-1 5q-4-2-9-1l2-4h3l2 2q0-2 3-2"/><path fill="#d5958e" d="M36 30q0-3 3-3v2l3 8-2 1q-6-5-7-11v-1z"/><path fill="#c67c76" d="m58 33-2 4q-3-2 0-5l-2-1q-2-3-1-4z"/><path fill="#f5ccc5" d="M33 28q1 6 7 11v1l-8-4v1l-2-4 2 2q-1-4 1-7"/><path fill="#c88580" d="m40 40 7 6h-1l-4-1-4-3-6-5v-1z"/><path fill="#efb7b0" d="m54 31 2 1q-3 3 0 5l1 1-7 8-1-2-2 2-7-6v-1l2-1 3 3q9 0 9-10"/><path fill="#efc4bc" d="M58 37q1-2 4-1-1 6-7 11h-6l1-1 1 1q6-4 7-10"/><path fill="#b76c68" d="M58 37q-1 6-7 10l-1-1 7-8z"/><path fill="#f1c8c2" d="m38 42 4 3 4 1-5 2 6 3q-3-1-3 1l-3-1-1-1-10-8 6 2z"/><path fill="#95a6a0" d="m40 50-8 2q-6-1-5-6h8q1 3 4 3"/><path fill="#dbd5d3" d="m53 51 10 1-1 2 2 9q-1 12-9 22h-6q0-9 3-17l1-13-3-1z"/><path fill="#f3ece9" d="m41 51 3 1q6 6 3-1h6l-3 3 3 1-1 13q-3 8-3 17h6v1l-16-1q-7-6-10-14-5-12 4-18z"/><path fill="#677274" d="M44 52q0-2 3-1 3 7-3 1"/></svg> | |
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"path": null
} | Generate code for a svg of a pattern of white polka dots on a yellow background, resembling a piece of cheese. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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",
"path": "27b436dbb066e8e2bcd8f4ef7068913c19ae8eb3a432ececeb2219f320d14d24.png"
} | Generate code for a svg of a a close up of a sword with a purple background | <svg xmlns="http://www.w3.org/2000/svg" width="22" height="22" version="1.1">
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"path": "5f9ca6a8a4a11057937b2a09ef9df0abdc56862a85c7814c90c8e8efe106a7a8.png"
} | Generate code for a svg of a a close up of a chinese character with a white background | <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="M841 279h-162v56h162v-56zM841 436v-56h-162v56h162zM679 546l126 -4c-16 -13 -32 -26 -47 -37l33 -22h-112v63zM452 436h154v-56h-154v56zM452 279v56h154v-56h-154zM606 233v-54h-259v-59h259v-77h73v77h265v59h-265v54h232v250h-91c54 38 111 88 140 125l-50 37
c-12 -15 -27 -32 -45 -50c-189 8 -387 15 -523 20l-7 -61c73 -1 168 -3 271 -6v-65h-222v-250h222zM80 513l-49 -23c34 -60 50 -168 52 -255l50 7c0 90 -16 203 -53 271zM172 955v-912h70v912h-70zM250 223l46 -17c31 60 58 140 66 188l-50 22c-8 -50 -34 -131 -62 -193z
M408 786l47 -39c43 34 96 83 120 115l-49 45c-24 -35 -75 -86 -118 -121zM783 614v65h173v60h-173v140c0 39 -8 57 -38 67c-29 10 -78 10 -149 10c-4 -18 -14 -44 -23 -63c55 2 103 2 118 1c15 0 19 -4 19 -16v-139h-396v-60h396v-65h73z" />
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a close-up of a black and white speaker:My primary focus is on capturing the essence of a speaker's form and the subtle details that define its presence. I aim to create a visual representation that is both visually striking and emotionally evocative. The key is to capture the subtle nuances of the speaker's form, including their curves, shapes, and the way they interact with the surrounding environment. I want to convey a sense of depth and realism, emphasizing the physical presence of the speaker. | {
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"path": "104f07e9beeb2734909efb9f73095ba9c0d3b582e8b0c670d9a874325074516f.png"
} | Generate code for a svg of a a close up of a black and white image of a speaker | <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path fill-rule="evenodd" clip-rule="evenodd" d="M5 14V10C5 9.45002 5.45 9.00002 6 9.00002H9L12.29 5.70002C12.92 5.07002 14 5.52002 14 6.41002V17.58C14 18.47 12.92 18.92 12.29 18.29L9 15H6C5.45 15 5 14.55 5 14ZM16 7.97002C17.48 8.71002 18.5 10.23 18.5 12C18.5 13.77 17.48 15.29 16 16.02V7.97002Z" fill="black"/>
</svg> |
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",
"path": "3ee30938b292001765bea9b61c634bcdf051cb2f6a3acea719a079faa6de14bc.png"
} | Generate code for a svg of a a black and white image of a chinese character with a large window | <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="M657 132l57 22c-20 44 -44 90 -63 121l-47 -21c17 -33 42 -87 53 -122zM282 151l50 -19c23 37 46 87 54 119l-52 21c-7 -32 -29 -84 -52 -121zM223 275h239v-149h-239v149zM776 275v-149h-242v149h242zM932 499v54h-864v-54h394v-65h-319v-53h319v-57h-310v-247h698v247
h-316v57h333v53h-333v65h398zM739 584l56 -29c47 36 108 89 138 125l-58 34c-29 -37 -87 -91 -136 -130zM673 670l-60 27c-13 -31 -45 -78 -73 -113l56 -21c30 33 61 77 77 107zM437 679l-66 16c-5 -30 -20 -77 -35 -112l61 -13c18 34 34 79 40 109zM128 727l-55 -37
c43 -30 87 -80 113 -131l61 17c-27 54 -70 114 -119 151zM534 879h417v61h-901v-61h411v-80h-306v-60h306v-61h73v61h311v60h-311v80z" />
</svg> | |
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AE7UfAAtyd242aXZh7lPGvpsbiCRJ6skxwJeo4O6Ag8ivRp6YG4QkSWO0/QzAygq2MVn7+9wdPCUzgHX4yF9JUvXaXgDMAl4J3FXBtiZqr8nZwbdmdv7vOZ1LepjDgLOAa4CNw+0a4GPAisC4pAj3M/PcdF8F/VdVgOwNfLOC7Y3XtpLu5JuRT2d2/vGZdizpt3Ymrfi1g4mPte3A2cDcoBilpq1i5rnpFxX0X1UBAOlswFtJS+ZXXQSsARbPZAe/ndnxG2bSqaTf2pk0kbbXY+5iLALUDR9j5rnpzAr6r7IAGPE04I4Ktj22ncsMLsfnLgF8wnQ7lPQw/8D0j7tPhEQqNWsF6czXdI+P7eTf3cYM+u2lAABYCvykgu2PbW+a7g7+IrNDr0tKM3cYk5/2n+wDbnlAvFLTzmb6x8dZFfVdVwEAaTGf6Zz566U9ABw8nR1cndnh/tPpTNLDnMXMj72PBMQrNW0ucBG9HxcXAjtV1HedBQCky39fraCf0e0SpnEpYH1mZzOaeCAJiJ/kJLXBXNJlr8kuB2wnFdRVJX8m6auqAoDheL9RQV+j2yt63cEHMztyMpI0cxuY+bF3f0C8UqTlpDNfvyAdOxuGf30m1VzzH6uJAgBgHtUuGnQXsFdJOyjpkTz+pHI1eXzuSv6cvNHt06XtoKSH8/iTytX08XkAaXXdKgqA7cAhpe2gpId4/Enlijg+nwlsq6DvIeDfStxBSYnHn1SuqOPzv1bQ9xAwCBxZ4g5K8viTShZ1fA6Qbuerogg4r8QdlOTxJ5Us8vjcn7y7hEbaDuDx43UwOzNASZJUvVuA91WwndnAmyf6S7+BSHE8/qRyRR+fA8CVFcSxEdh97MY9AyBJUpl2kB4hnGsB8Krx/iK6wpG6zONPKlcpx+d5FcSyquQdlLrI408qVynH5wpm9tTQse2JozfqJQBJksp2DVPcztej08b+QSkVjtRFHn9SuUo6Po+uIJ5bGfPFv6QdlLrG408qV2nH548qiOnokY15CUCSpHb4XxVs4zmjf1NahSN1icefVK7Sjs8FwP2ZMa0c2ZhnACRJbbEC+ChpUtwGUjK8ZvjPlgfG1ZRNwFcyt/E0YOHIb0qrcKQu8fiTpjYX+BST3wq3HfjE8L+tSonH5wsqiOt5Je+g1BUef9Lk5gIX0/sxcRHVFQElHp/zSEv75sT11yXvoNQVHn/S5D7F9I+Lj1fUd6nH57mZcf12TYFSd1DqAo8/aWKHMbMV8LZTzZyAUo/Pt2XG9WtwEqAkqVyvZmZ5aoAJHn7TJ36Y+fp9gb0tACRJpToh47XPmfqftNZPgM2Z2zjMAkCSVKplGa/dv7IoyrMduC5zG/tbAEiSSrVw6n8yoUWVRVGmazJfv9QCQJKk9lmV+fplFgCSJLXPmszXewZAkqQWuj3z9d4FIElSC+UWAPMtACRJap8Nma+fZwEgSVL7bMl8vWcAJElqodwCYIEFgCRJ7ZP9rAELAEmS2md+5us3WQBIktQ+8zJfv9kCQJKk9tk18/VbLAAkSWqfR2e+3jMAkiS10L6Zr7/DAkCSpPbZL/P1aywAJElqn+WZr7/VAkCSpPY5LPP1FgCSJLXMHOAJmduwAJAkqWWOJH8dgJ9bAEiS1C7HZr5+DXCnBYAkSe1yXObrfwY+C0CSpDaZBzw7cxtXgQWAJEltciKwIHMbV4AFgCRJbXJq5uu3At8HCwBJktpiIfCHmdv4EbARLAAkSWqLPwIWZW7jwpFfWABIktQOr65gGxeO/s1QZpM0cx5/0sSij4/o/kc7poJ4bmHUF3/PAEiSVL53VLCNLwCDo/+gpApH6hqPP2li0cdHdP8jVgA7KohnRak7KHWRx580sejjI7r/EedXEMvVYzfqJQBJksp1LPD8CrbzL+P9YSkVjtRFHn/SxKKPj+j+B0jL9ubGcT+w29iNewZAkqQynU569G+ufwbuG+8voiscqcs8/qSJRR8fkf3vD2yoIIYdwOPG68AzAJIklWUA+Dxp6d9c5wP/MdFfRldYUpd5/EkTiz4+ovp/fwV9j3z7f1KJOyjJ40+aTPTxEdH/s4BtFfQ9RFr4p7gdlJR4/EkTiz4+mu7/AGBdBf0OkR77O+61/8gdlPQQjz9pYtHHR5P97wZcU0GfI+1TvXT6YGYnc6e5k5IeEv0BJ5Us+vhoqv95wCUV9DfS1gN79tLx+syOFk9jJyU9XPQHnFSy6OOjif53Ai6ooK/R7eW97uDqzI7277UjSY8Q/QEnlSz6+Ki7/52Br1XQz+i2EpjVy87NIS0RmGNR5uslSeqaXYHzgGdUuM0HgNfRY/EzG9iY2eE+ma+XJKlL9ge+T7XJH+AdwK96/cezyT8DcHDm6yVJ6oqnAz8GDq94u18HPjmdF8wmzQHIYQEgSdLkZgF/CXwX2Kvibd8KvIppznuYA/wys2MLAEmSJrYP8DngpBq2vRU4Dbh7Ji8+mbwZh3fS44xDSY8QPctZKln08ZHb/yzSN/O7KtjWRO0VOTv42AoCqPpahtQV0R9wUsmij4/c/ldWsI3J2odyd3A2sCUziLfmBiF1VPQHnFSy6OOjzuSd275Cyt8zNhsYBFblbIT09CJJklS/lcDLSPl7xkaqh5WZwZwAPCpzG5IkaXI/Al4AbM7d0EgB8L3M7ewCvChzG5IkaWKXAs8FNlS50UWkWwlyrkd8v8qApI6IvsYplSz6+Ii+zj+6/ZD0yOBa/CgzuEHgcXUFJ/Wp6A84qWTRx0d00h9pXyE9MrhSo2cQXpS5rVmkdYglSVI1PgG8mHS3Xm0OJb9KeQDYr84gpT4T/Q1HKln08RH5rX87aengxlxZQdAfbTJgqeWiP+CkkkUfH1HJfy3wnArin5Y3VxD4FuCgpgOXWir6A04qWfTxEZH8Lwb2riD2aduT/LsBhoALmg5caqnoDzipZNHHR5OJ/0HgfcBABXHP2LlUszOnNh241ELRH3BSyaKPj6aS/+XAYRXEm+0ZVLNDtwJ7NBy71DbRH3BSyaKPj7oT/ybgbQR/6x/rB1Szc+fio4KlyUR/wEkliz4+6kr8O4DPA/tXEGPlTqa6HX1bw7FLbRL9ASeVLPr4qCP5XwgcWUFstarilsAh0qTC4xqOXWqL6A84qWTRx0eVif9iAm7tm6k/oLodvwd4YrPhS60Q/QEnlSz6+MjtfxvwBVrwjX8836G6IuA24IBGo5fKF/0BJ5Us+vjI7X9ZBTGEeTxped+qioAbgAMb3QOpbNEfcFLJoo+P6P7DfYDqCoAh4DfAEY3ugVSuzn/ASJOIPj6i+w83D7iJaouAe0jrDUhd1/kPGGkS0cdHdP9FeA7pvsUqi4CtwNtxnQB1mx8w0sSij4/o/ovxQaotAEba+cDiBvdDKokfMNLEoo+P6P6LMQe4hHqKgF8DL2puV6Ri+AEjTSz6+Ijuvyj7kCbx1VEEDAHfBZ7Q2N5I8fyAkSYWfXxE91+cE0mLG9RVBDwAfAJY2tQOSYH8gJEmFn18RPdfpFcCg9RXBAyRno38P4HfaWifpAh+wEgTiz4+ovsv1ruptwAY3a4ETgeWNLJnUnP8gJEmFn18RPdftI/SXBEwBGwBLiA9YfAIYHb9uyjVyg8YaWLRx0d0/7XKvQd/NvDPwJ9WEMtM3AX8FPgV8EvgemAtsAG4F9hIWm9AKlXuh4TraKifRR8f0f3XqorgZgNnAm+pYFtSGw0C9436/TZS8TliC2ly64iNw/8G4ITMvov+gJEyRSfg6P5rVWVw7wb+W8XblDS5K4A7h9t60hmwkV/fCdwO3MFDBYfUJtEJOLr/WlUd3CuAz5IWDZJUhiFSYfAb0mO5byMVBr8GbgVuGf75YFSA0gSiE3B0/7WqI7gTgf8N7FnDtiXVY4hUINxMKghWD7cbhtttUYGp06ITcHT/taoruMcAX8An/kn9YhMPFQP/MfxzFXAdadKtVIfoBBzdf63qDG4AOAN4D96uJ/WzW0mFwDXDP1cN/3rjZC+SehCdgKP7r1UTwZ0AfAZ4bAN9SSrDIHAj8LNR7Wq8lKDpiU7A0f3Xqqng5gF/BbwT2LmhPiWV507SnQuXA5cN/7xv0leoy6ITcHT/tWo6uIOAs4HnNtyvpHLdBPw/4Crgh6TFvQZDI1IpohNwdP+1igruBcB/BZ4c1L+kct1POktwKQ+dKVgfGpGiRCfg6P5rFR3cScB7gWOD45BUtuuBlcDFwPdIlxLU/6ITcHT/tSoluONID/g5BdgpOBZJZRsEfk4qBi4Gvk+6TVH9JzoBR/dfq9KC2x14MenhQr9HefFJKs920h0GFw23H+Cqhv0iOgFH91+rkoM7BHgp6TbCo/HMgKTebAQuIZ0d+AZp0SK1U3QCju6/VkUHN8oC0jyBZwHHA4cBu0QGJKk1rgPOBc4jTSr0DoP2iE7A0f3XqujgJjEb2B94POlMwcHAgcCupGJhEfAoYCEwNyhGSeW5AzifVAxcxMMf06zyRCfg6P5rVXRwfWI+6ZRkzljvSXdvg5pHmuCVM35LgLuqCWdSj2L8OHclLY09l1Sg7kx6X8wjncmaP/xnC4f/fldgt+Ht7Tbcdh31c2GdO9Ehm4B/JxUDF9DdY6xk0Qk4uv9aFR1cH1lH3tMRn0xaJKWr1gJ7Zbz+KOAnFcVSgp1I76clpHHZa/jXe475/b6kB3O5+ubUdpAWIfoa8CXSkxEVLzoBR/dfq6KD6yNXkLfo0X8CvlpRLG30Y+ApGa//Q9IHe1ftTSoE9gX2G/71suGfB5IupznJ9iE7gO+Snmj6NVyqOFJ0Ao7uv1ZzogPoiFvJKwCWVRVIS91KXgHQ9fFbO9x+OsHfD5AKg8cOtwNH/fog0tmELhkAnjPc/oF0J8EXgG/i7YXqIxYAzbg18/VdT2COX712ALcMt++N8/e7k4qB5cCho359MClZ9rNdgBcNt/tI8wW+DHyLtP6A1FoWAM24JfP1+1cSRXs5frHuIc1BGTsPZRdSEbA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"path": "e40d2c5de0d3c146423f75e59e7c486713025c5f1be2c3a842433d858dab6cdd.png"
} | Generate code for a svg of a a black and white photo of a sheet of paper with a corner | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 72 96"><style/><path d="M0 2v92c0 1.1.9 2 2 2h68c1.1 0 2-.9 2-2V28H50c-1.1 0-2-.9-2-2V0H2C.9 0 0 .9 0 2z"/><path d="M71.9 24c-.1-.4-.2-.7-.4-1L52 1.2V24h19.9zM6 41h60v49H6zm.6-34.6h4.2c3.7 0 5.9 2.6 5.9 7.1s-2.2 7.2-5.9 7.2H6.6V6.4zm4.1 11.4c1.7 0 2.6-1.5 2.6-4.3s-1-4.2-2.6-4.2h-.8v8.5h.8zm10.7-8.5h-3.1V6.4h9.6v2.9h-3.2v11.4h-3.3V9.3zm9.2-2.9h4.2c3.7 0 5.9 2.6 5.9 7.1s-2.2 7.2-5.9 7.2h-4.2V6.4zm4.1 11.4c1.7 0 2.6-1.5 2.6-4.3s-1-4.2-2.6-4.2h-.8v8.5h.8z"/><path stroke-miterlimit="10" stroke-width=".75" d="M30.2 64.4l-11-5.5v-.1l11-5.4v-3.8l-14.6 7.8v3l14.6 7.7zm7.5-3.2l.7-12.8h-4.8l.7 12.8zm-1.7 8c1.6 0 2.7-1.4 2.7-3.1 0-1.9-1.1-3.1-2.7-3.1s-2.7 1.3-2.7 3.1c-.1 1.7 1 3.1 2.7 3.1zm5.8-19.6v3.8L53 58.8v.1l-11.2 5.5v3.7l14.6-7.7v-3.1zM17.8 73h36.5v2.5H17.8zm0 7.1h36.5v2.5H17.8z"/></svg> | |
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"path": "3f5eaa6c05e19ba5318941815b078c03461d350f5d62494848ac23a7e85ac19a.png"
} | Generate code for a svg of a a white background with a black and white logo and a twitter logo | <svg xmlns="http://www.w3.org/2000/svg" width="122.999" height="26.423" viewBox="0 0 122.999 26.423"><defs><style>.a{fill:#1f1f22;}</style></defs><path class="a" d="M32.445,7.492A12.872,12.872,0,0,1,28.789,8.5a6.389,6.389,0,0,0,2.8-3.525,12.651,12.651,0,0,1-4.044,1.545,6.365,6.365,0,0,0-11.015,4.353,6.233,6.233,0,0,0,.164,1.453A18.043,18.043,0,0,1,3.57,5.664,6.379,6.379,0,0,0,5.55,14.173a6.218,6.218,0,0,1-2.893-.8v.079A6.372,6.372,0,0,0,7.766,19.7a6.409,6.409,0,0,1-1.677.224,6.006,6.006,0,0,1-1.2-.118,6.377,6.377,0,0,0,5.951,4.426,12.765,12.765,0,0,1-7.911,2.729,12.906,12.906,0,0,1-1.519-.092,17.8,17.8,0,0,0,9.746,2.88c11.725,0,18.13-9.713,18.13-18.137,0-.276-.007-.552-.02-.822A12.96,12.96,0,0,0,32.445,7.492Z" transform="translate(44.68 -3.329)"/><path class="a" d="M5.54,24.752H.409V8.227H5.54ZM2.972,5.973a2.986,2.986,0,1,1,2.972-3A3,3,0,0,1,2.972,5.973ZM24.746,24.752h-5.12V16.708c0-1.917-.039-4.376-2.668-4.376-2.668,0-3.077,2.083-3.077,4.238v8.182H8.755V8.227h4.922v2.254h.072A5.392,5.392,0,0,1,18.6,7.813c5.193,0,6.148,3.42,6.148,7.862v9.077Z" transform="translate(98.248 1.17)"/><path class="a" d="M23.268,2.25H2.792A2.792,2.792,0,0,0,0,5.042V25.518A2.792,2.792,0,0,0,2.792,28.31h7.984V19.45H7.111V15.28h3.665V12.1c0-3.615,2.152-5.612,5.449-5.612a22.2,22.2,0,0,1,3.23.282v3.548H17.636a2.085,2.085,0,0,0-2.351,2.253V15.28h4l-.64,4.17H15.284v8.86h7.984a2.792,2.792,0,0,0,2.792-2.792V5.042A2.792,2.792,0,0,0,23.268,2.25Z" transform="translate(0 -2.25)"/></svg> | |
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",
"path": "emoji_u1f469_1f3fc_200d_1f91d_200d_1f468_1f3fd.png"
} | Generate code for a svg of a woman and man holding hands: medium-light skin tone, medium skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="couple_x5F_holding_x5F_hands_x5F_man_x5F_right">
<g id="arm_4_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(-0.9876 0.1567 -0.1567 -0.9876 135.9082 118.1856)" gradientUnits="userSpaceOnUse" x1="48.3728" x2="65.0297" y1="71.2562" y2="49.2226">
<stop offset="0" style="stop-color:#A47B62"/>
<stop offset="0.4016" style="stop-color:#BA8D68"/>
</linearGradient>
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"path": "76b5b6f6d5d866f792ea5c0e9b65546e15daeea0ae4286f5c478714e7caf9285.png"
} | Generate code for a svg of a a black and white icon of a document with a line of text | <svg xmlns="http://www.w3.org/2000/svg" width="16" height="16" focusable="false" viewBox="0 0 16 16">
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</svg> | |
{
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",
"path": "emoji_u1f623.png"
} | Generate code for a svg of a persevering 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="1104.9" gradientTransform="matrix(1 0 0 1 0 -1042)" 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="persevering-face">
<g id="eyes">
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"path": "emoji_u1f4a4.png"
} | Generate code for a svg of a ZZZ | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M59.01,92.53c-1.16-3.05-4.71-4.54-7.91-3.32l-16.78,6.38L44.5,59.35c0.36-1.27,0.3-2.58-0.16-3.8 c-1.23-3.23-4.99-4.81-8.39-3.51L8.1,62.62c-1.54,0.58-2.77,1.7-3.48,3.13c-0.73,1.48-0.82,3.13-0.25,4.64 c1.16,3.06,4.73,4.56,7.95,3.34l16.23-6.17L18.28,103.6c-0.37,1.3-0.32,2.64,0.15,3.88c0.95,2.5,3.4,4.02,6.04,4.02 c0.82,0,1.66-0.15,2.48-0.46l28.36-10.78C58.51,99.04,60.17,95.57,59.01,92.53z" style="fill:#176BC6;"/>
<path d="M92.6,61.82c-0.56-3.29-3.83-5.48-7.28-4.9L67.21,60L84.6,25.63c0.61-1.21,0.81-2.54,0.59-3.85 c-0.59-3.49-4.06-5.81-7.73-5.19L47.4,21.72c-1.66,0.28-3.12,1.15-4.12,2.46c-1.03,1.35-1.44,2.98-1.17,4.61 c0.56,3.31,3.85,5.51,7.32,4.92l17.52-2.98L49.5,64.88c-0.63,1.23-0.84,2.59-0.61,3.93c0.46,2.7,2.62,4.71,5.27,5.23 c0.82,0.16,1.69,0.18,2.58,0.03l30.61-5.21C90.8,68.27,93.16,65.11,92.6,61.82z" style="fill:#176BC6;"/>
<path d="M123.94,74.46c-0.18-2.13-2.15-3.71-4.39-3.52l-11.74,0.99l12.97-21.01 c0.46-0.74,0.66-1.58,0.59-2.42c-0.19-2.26-2.28-3.93-4.65-3.73L97.25,46.4c-1.07,0.09-2.05,0.57-2.76,1.35 c-0.73,0.8-1.08,1.83-0.99,2.88c0.18,2.14,2.16,3.73,4.41,3.54l11.35-0.96l-13,20.86c-0.47,0.75-0.68,1.61-0.6,2.47 c0.15,1.75,1.42,3.15,3.08,3.63c0.52,0.15,1.07,0.21,1.64,0.16l19.83-1.67C122.45,78.48,124.12,76.59,123.94,74.46z" style="fill:#176BC6;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a red strawberries placed 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="#f7ede4" d="M0 0h16l5 1-7 2 2 1-1 6 11 5q-3 1 0 4 3-4-1-7l11-2 7 1-3-3 2 1q0-5 3-2l7 1q-3 1 0 2l-6 3 3 3q-5 0-8 3-4-1 0-2l-4-2-1 2q-9 2 0 3l-3 6 3 4q-3 0 0 2l-3 1q-1 1 1 4-3 1-4-1l-3 3-1-2-5 4-3 4 4 4-2 2H4v4h3v1q-1 6 2 12H6q-1 2 2 4v18H5v3h3v3H0z"/><path fill="#f8eee5" d="M16 0h80v96H85l-2-8V72h4q-1-12 2-21H20l2-2-4-4 3-4 5-4 1 2 3-3q1 2 4 1-2-3-1-4l3-1q-3-2 0-2l-3-4 3-6q-9-1 0-3l1-2 4 2q-4 1 0 2 3-3 8-3l-3-3 6-3q-3-1 0-2l-7-1q-3-3-3 2l-2-1 3 3-7-1-11 2q4 3 1 7-3-3 0-4l-11-5 1-6-2-1 7-2z"/><path fill="#f8e2c2" d="M20 51h69q-3 9-2 21h-4q0-2 3-1v-3l-3-1 1-1 1-12q-40-1-78 1H4v-4z"/><path fill="#dec19e" d="M7 55q38-2 78-1l-1 12V56q-13-2-25-1z"/><path fill="#af8d6e" d="M7 56v-1h50l-4 4v3q-7-6-9 2l2 4-16-1q-2-3-5-2h-3q-1-3 1-4z"/><path fill="#b08f71" d="M59 55q12-1 25 1l-8 5q-4 0-6-3l-3 4q-3 2-2 6h-3l-1-8q-2-2-4-1z"/><path fill="#8a915c" d="M57 55h2l-2 4h-4z"/><path fill="#e05e4e" d="M53 59h4q2-1 4 1l1 8h-1l-3-3 1-2q3-2 0-2l-3 1-2 2-1-2z"/><path fill="#cda682" d="M84 56v10l-1 1h-8q0-3 3-4l-2-1v-1z"/><path fill="#75753b" d="M76 61h-9l3-4q2 3 6 3"/><path fill="#e19483" d="m59 63-3-1 3-1q3 0 0 2"/><path fill="#dd4e40" d="M67 62h9l2 1q-3 1-3 4l-10 1q-1-4 2-6"/><path fill="#dd3f35" d="M32 57q12-1 5 9-9-1-5-9"/><path fill="#df4236" d="m53 62-1 5-6 1-2-4q2-8 9-2"/><path fill="#e84d41" d="m56 62 3 1-1 2 3 3h-6q-2-3-1-4z"/><path fill="#caa583" d="m7 56 16 5q-2 1-1 4l-1 3H9q-3-6-2-12"/><path fill="#907153" d="m53 62 1 2q-1 1 1 4l-3-1z"/><path fill="#dd675b" d="M22 65h3v3h-4z"/><path fill="#eccfb1" d="M25 65q3-1 5 2l16 1 6-1 3 1h10l10-1h8l3 1v3q-3-1-3 1v16l-11-1V77l7-5H8q-3-2-2-4h19z"/><path fill="#d1b090" d="M8 73v-1h71l-7 5-12 2H43l-7-2q-10 0-19 3z"/><path fill="#dab794" d="m8 73 9 7q9-3 19-3l7 2h17l12-2v10l11 1-47 1 33 1-19 2-1 4H36l4-3H5v-3h3z"/><path fill="#e6c6a1" d="m83 88 2 8H49l1-4 19-2-33-1z"/><path fill="#cba883" d="M8 93h32l-4 3H8z"/></svg> | |
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"path": "dd4d50cc1ae80345c082e42abe1e2a1b0d9c32f097de1e23dcb0ab01980c04d0.png"
} | Generate code for a svg of a clock face with black outline on white background | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="100px"
height="100px" viewBox="0 0 100 100" enable-background="new 0 0 100 100" xml:space="preserve">
<g id="_x37_7_Essential_Icons">
<path id="Clock" d="M50,12c-21,0-38,17-38,38c0,21,17,38,38,38s38-17,38-38C88,29,71,12,50,12z M52,83.9v-2c0-1.1-0.9-2-2-2
c-1.1,0-2,0.9-2,2v2c-17.2-1-30.9-14.8-31.9-31.9h2c1.1,0,2-0.9,2-2c0-1.1-0.9-2-2-2h-2c1-17.2,14.8-30.9,31.9-31.9v2
c0,1.1,0.9,2,2,2c1.1,0,2-0.9,2-2v-2c17.2,1,30.9,14.8,31.9,31.9h-2c-1.1,0-2,0.9-2,2c0,1.1,0.9,2,2,2h2
C82.9,69.2,69.2,82.9,52,83.9z M62,62c-0.8,0.8-2,0.8-2.8,0L48.6,51.4C48.7,51.5,48,51,48,50V26c0-1.1,0.9-2,2-2c1.1,0,2,0.9,2,2
v23.2l10,10C62.8,60,62.8,61.2,62,62z"/>
</g>
<g id="Guides">
</g>
<g id="Info">
<g id="BORDER">
<path fill="#0000FF" d="M1504-1070V614H-280v-1684H1504 M1512-1078H-288V622h1800V-1078L1512-1078z"/>
</g>
</g>
</svg> | |
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"path": "2afc2758494b2f53354234583518f7c1180dc953540a6eaa49df85a2c665c944.png"
} | Generate code for a svg of a a close up of a black arrow pointing left and right | <svg version="1.0" xmlns="http://www.w3.org/2000/svg"
width="700.000000pt" height="700.000000pt" viewBox="0 0 700.000000 700.000000"
preserveAspectRatio="xMidYMid meet">
<metadata>
Created by potrace 1.14, written by Peter Selinger 2001-2017
</metadata>
<g transform="translate(0.000000,700.000000) scale(0.100000,-0.100000)"
fill="#000000" stroke="none">
<path d="M1460 4375 c-481 -481 -872 -876 -870 -879 3 -3 396 -397 875 -876
l870 -870 202 202 c112 112 203 204 203 205 0 2 -301 304 -670 673 l-670 670
671 671 671 671 -203 204 -204 204 -875 -875z"/>
<path d="M4461 5046 l-203 -204 671 -671 671 -671 -671 -671 -671 -671 203
-204 204 -204 873 873 c479 479 872 875 872 878 0 4 -1727 1734 -1743 1746 -2
1 -94 -89 -206 -201z"/>
</g>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a black and white photo of a folder with a white background:I'm drawn to the visual richness and detail of a black and white photo of a folder. The contrast between the stark white background and the intricate, geometric shapes and textures within the folder is a powerful visual element. I'm interested in capturing the subtle nuances of form, texture, and color to create a sense of depth and realism. The focus is on capturing the overall composition and the interplay of light and shadow, which is crucial for a well-defined and visually appealing image. | {
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"path": "112bdf2860a775f2bbecc9dd2541e8f1287cb36cbecd74afde2e5c2a577e2f94.png"
} | Generate code for a svg of a a black and white photo of a folder with a white background | <svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="841.5px" height="841.5px" viewBox="0 0 841.5 841.5" style="enable-background:new 0 0 841.5 841.5;" xml:space="preserve"
>
<g>
<g>
<path d="M460.8,143.4c-12.9-24.8-38.6-40.4-66.5-40.4H50c-27.6,0-50,22.4-50,50v26.8h479.7L460.8,143.4z"/>
<path d="M791.6,224.8H0v463.7c0,27.601,22.4,50,50,50h741.5c27.6,0,50-22.399,50-50V274.8C841.6,247.2,819.2,224.8,791.6,224.8z"
/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg> |
{
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"path": "a64ddbf154ca49f56cfec07f7d80fa745d63bd1e7855f91be668e562b51d1e48.png"
} | Generate code for a svg of a a close up of a cell phone with a white screen | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 16 16"><path d="M11 0h-1v2H4v14h7V0zM6 14H5v-1h1v1zm0-2H5v-1h1v1zm0-2H5V9h1v1zm2 4H7v-1h1v1zm0-2H7v-1h1v1zm0-2H7V9h1v1zm2 4H9v-1h1v1zm0-2H9v-1h1v1zm0-2H9V9h1v1zm0-2H5V4h5v4z"/></svg> | |
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"path": "abdb60abd056360e4b1d9c20af79b97545786358ce0ff9b7fb87eed6e89f42a8.png"
} | Generate code for a svg of a a close up of a sign with two arrows pointing in opposite directions | <svg xmlns="http://www.w3.org/2000/svg" width="22" height="20" viewBox="0 0 22 20"><path fill="#7A8291" d="M253.102564,19.3198903 L250.051331,16 L253.102564,12.6801097 L251.778331,11.6697083 L247.798462,16 L251.778331,20.3302917 L253.102564,19.3198903 Z M248,10 L260,10 C261.104569,10 262,10.8954305 262,12 L262,20 C262,21.1045695 261.104569,22 260,22 L248,22 C246.895431,22 246,21.1045695 246,20 L246,12 L246,12 C246,10.8954305 246.895431,10 248,10 L248,10 Z M254.927099,19.3198903 L256.144121,20.2553711 L260.12399,15.9250793 L256.144121,11.5947876 L254.927099,12.6801097 L257.978333,16 L254.927099,19.3198903 Z" transform="translate(-243 -6)"/></svg> | |
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"path": "f45ab8c19be5a4183c3389bbcb1009ab290ac0b277b6bd388ba0662095e8f9b6.png"
} | Generate code for a svg of a a black and white image of a exclamation sign | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
viewBox="0 0 18 60"
enable-background="new 0 0 64 64"
version="1.1"
id="svg30"
sodipodi:docname="exclamation.svg"
width="18"
height="60"
inkscape:version="0.92.4 (5da689c313, 2019-01-14)">
<metadata
id="metadata36">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title></dc:title>
</cc:Work>
</rdf:RDF>
</metadata>
<defs
id="defs34" />
<sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="1920"
inkscape:window-height="1027"
id="namedview32"
showgrid="false"
fit-margin-top="0"
fit-margin-left="0"
fit-margin-right="0"
fit-margin-bottom="0"
inkscape:zoom="12.96875"
inkscape:cx="9"
inkscape:cy="30.000001"
inkscape:window-x="-8"
inkscape:window-y="-8"
inkscape:window-maximized="1"
inkscape:current-layer="svg30" />
<g
id="g28"
style="fill:#000000"
transform="translate(-23,-2)">
<path
d="M 37,42.4 H 27 L 23,2 h 18 z"
id="path24"
inkscape:connector-curvature="0" />
<ellipse
cx="32"
cy="54.400002"
rx="7.6999998"
ry="7.5999999"
id="ellipse26" />
</g>
</svg> | |
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5y1wCGJ6VwFeB7dKJSLR3Dfokpea95u4OSpngVaH2d6NsCFwWar9ma4C9gRua+GXOAAzLcsomKW/+GnevphS50dwtBU4Ptn89bgicymLKK5WlOZkAPku+rKVhbB5t+uMKjq+vsZayHJCyGPj+JHkZZXbE2XvNyenkP7iGsWW0aSHwlQqOsa/x2bl3eaOeS74Pao1HzaNfNTAnUHbYpj+0hrFltG0/SrnZ9HH2NU6Ye5c3ZgFwwRR5DT3eP49+/S9OI4y/FZSXpOySTkSaRBfXoCdQygQv7KCtcfMd4CjgvlD7jwb+I9R2ze4E9gR+Np9f4ibA8bYEOBtv/hq2fwFeRPnmpLk5gtJ3KeeSX4qo0fbAs9NJqG7vJT9VZRjTRZdObTj3ocRPKDeclEMpmxLT/VBbfH0+narxdjL5D6hhzBRde9M88x1q/P4ond2gM8j3QY1h2WRtZSVwF/kPp2HMFF1bAPztPPIdaqwCHjBCfzflAJwFmCzeNp9OdQ/A+LHYjzS1DZR3q380nUjP7Ab8ZrD97wN/H2y/Vr/BPO7jPgUwXiaAT1N2PUt9kLoGLQb+Cc+VuVgF7E+ZXUw4ELgcX1++peOA80b5i84AjJfT8IImzcYa4FnAt9OJ9MjuwEuD7f8nztxM5jdG/YvOAIyPEyiPOzk6Vp+kr0F7UnZT7xXOoy9WUYor3R1q/1DgUvzyurkbKZ/jdXP9i3bieFgBfBhv/tJc/QR4KqWwima2O+UJo5TLgY8F26/RgyjLAHPmAKD/LPYjzc83gRcC69OJ9MRrKNedlDdQNnPq50ZaBnAA0H/vBI5OJyH13NmUQkGa2YOBE4PtX0JZ7tTPPR1YNNe/1MX6266U6YnDgUOAgyiPqi2jvHd6zklXJr2G6UhYfZY+fza3APhH4BnpRHrgUkoRmtT15wTg86G2a/VrwL/O5S+0dfI9HHgO5T/S4S22U4P0sTkAUJ+lz58t7QB8g/JlRdM7Hjgn2P7FWAlvc2cAL5nLX2jy5HsgcMrGBA5t8PfWLn0BcwCgPkufP5N5KPA1spXv+uBTwFOC7Z8MvCfYfm1WUzZprpntX2ji5NsJeCXwO5Sp/aFJX8AcAKjP0ufPVE4E/i6dROU2UL7sXRlqf1vgakqVQhUnAF+c7Q/PZxPgAuAFwBWUAjRDvPlLGk8fokypamoLgJcH278XZwC29Otz+eFRR98HAB8EHjni3x8n6W8wzgCoz9Lnz3S2pzwieFA6kYrdAewN3Bpqfw/gR5TSzoLvAQfP9odHmQF4GnAB3vwljbc7gRcB94XzqNlS4KRg+z+lPLmh4iDKOxNmZS4DgAnKqwc/TnmET5LG3VeBv0gnUbnfJltTxmWA+3vibH9wttNvi4EPUB7t0/2lpzBdAlCfpc+f2VgIfIXyeLMm91jg34PtX46Pbm7yBeBXZ/ODsxm1LQY+gTd/ScO0jrIUcE84j5rN6fnzFnww3H5NHk2pZzGjmQYACyjTK7OeUpCkMfRd4M/SSVTsGWSXhs8A1gbbr8li4HGz+cGZBgBvpTzqJ0lD9xeUgYC2th3wzGD71wOfDbZfm1l9aZ9uAPBM4FXN5CJJvbcGeBnuu5nKi8Ptvy/cfk2exCz210z1A/sDFwE7NpnRmEpvYvJipD5Lnz+jeB/5Ne9aHUbZkJewkFIZcM9Q+7U5Evj2dD8w2QzAAuBMvPlL0mT+F3BDOolKvTDY9jrgrGD7tXnMTD8w2QDgJCzyI0lTuQV4XTqJSr2A8k085SPBtmvz6Jl+YMvpt50oL3bYpZV0xlN6CtMlAPVZ+vwZ1TbAtyhvDtT9zemFNC2wJkBxC/AgYP1UP7DlDMCr8OYvSTO5D/iDdBKVeka4/Y+F26/FTpQ9GVPafADwQOAVraYjSePjc8C/ppOo0NMoMyQpLgP83LTLAJsPAE7BV/pK0ly8mrL5TD+3G/DLwfYvBS4Ltl+TWQ8Akrs3JamPvos7zyeTXgb4aLj9WjyaafbZbPqDhwPf6CSd8ZPexOQmQPVZ+vxpwn6UzdPJ3e+1uQ7Yh2k2oLXsYOCKUNu1OYTy+dzKphkAX/QjSaP5AfB36SQq82DgvwXbvxKXATZ5zFR/sGkAMKtXB0qSJvUG3AuwpfQygO8GKI6b6g8mgF2Z4VEBSdK0rgI+lE6iMukBwGfC7dfi2Kn+YIIyOhiHdThJSvpTSn0AFfsChwbb/zJwa7D9WuwN7D7ZH0wAv9BtLpI0lv4T+Hg6icokl5fXAV8Itl+Toyb7lxOU3ZKSpPn7y3QClTkh3L7LAMXRk/3LCeDAjhORpHH1ZXykenOPAbYNtv9Zco8i1mTKAYC1/yWpOe9IJ1CR7YFHBNu/Ebgw2H4tphwA7NBxIpI0zj4KXJtOoiLpZQDf1wB7UUo0388EsLT7XCRpbK0F3p1OoiKPD7d/brj9Wmw1CzABLA4kIknj7Ax8JHCTo8guNX8VWBNsvxaTDgAkSc26Dh9B22QCeGyw/buAi4Lt18IBgCR15APpBCryqHD7LgPAMVv+CwcAktSOTwA3pZOoxC+F23cAUF7Q9KDN/4UDAElqxxrgI+kkKvEw4AHB9s/HlzVBeTXwf3EAIEntOTOdQCUWMUU52o7cAXw72H4tHABIUke+AfwwnUQl0ssA54Xbr8H9Sv87AJCkdv1TOoFKJCsCghUBwQGAJHXq7HQClUjPAPgo4BZLAAuADaFExsWCcPv+91Ofpc+fLkwAPwb2TCdSgX2Bq0NtLwBWAzuG2q/BfZT3M9wLzgBIUtvWAx9PJ1GJ5DLABuDiYPs12AY4YNP/cQAgSe3753QClVgZbt9lgM32ATgAkKT2nQfcnU6iAoeH23cAsNk+AAcAktS+e/AxNIBfCLfvkwDOAEhS53w5EDwE2CHY/n9SigIN2UGb/sEBgCR1wwFA2Yl/yIw/1Z71wJXB9muw96Z/cAAgSd34DvDTdBIVSC8DDH0AsDuwEBwASFJXNuBb6cABQNo2wB7gAECSuvS1dAIVSD8JcEW4/RrsDQ4AJKlLX00nUAFnAPL2AgcAktSlb2E9gD2BBwTb/x5lM+CQOQCQpI6tBb6ZTiJsAZvtRA+4G7gm2H4NHABIUoDLALAi3P7QlwEcAEhSgNXoylsBk34Ubj/NAYAkBVyWTqAC+4TbvzbcfppPAUhSwJXAmnQSYfuG2/9xuP203YEJBwCS1K21lJr0Q5beAzD0GYCFwI4OACSpe0NfBnAAkLfcAYAkdW/oA4A9gUXB9oe+BAAOACQp4vJ0AmHbALsF278LuCXYfg0cAEhSwNXpBCqwc7j9oS8DOACQpAAHAPkBwKpw+2kOACQp4AbKNPSQ7RRuf3W4/TQHAJIUsAE3oqVnABwApDOQpIEa+jKAMwBZDgAkKWTob6RzBiBrmQMAScq4KZ1AmDMAWc4ASFLI0J9DT88ADL3/lzgAkKSMm9MJhC0Ptz/0GYDFDgAkKWPw30DD7d8Wbj/NAYAkhQx9BmBxuP17w+2nLXIAIEkZQ58B2Dbc/ppw+2nOAEhSyN3pBMKSbwMEWBtuP80BgCSFDP0bqDMAWQ4AJClk8DegcPtD73/3AEhSyNBvQOkBgEsA6QwkaaAcAGQNvv8dAEhSxtAfQ3MPQJYDAEmShsgBgCRlpL8Bp6VnQNJLEGlrHABIUsbgb0Dh9gff/w4AJClj8DegcPvpQkRpDgAkKcQBQNbQ+3+tAwBJyhj6Dcg9AFnOAEhSyHbpBMLSMwAuAaQzkKSB2jmdQFh6AOAMQDoDSRooBwBZQ38M0z0AkhSyPJ1A2D3h9ofe/84ASFLILukEwm4Jt+8AIJ2BJA3UTukEwm4Ot78s3H7aPQ4AJClj6HsAVofbH/oA7BYHAJKUsU86gbCbwu0PfQlgtQMAScpYkU4gzD0AWQ4AJClgAbB3Oomw9B4ABwDpDCRpgHYFHpBOIiw9AzD0TYC3OQCQpO4Nffof8jMAe4TbT3MToCQFOADIzwDsFW4/zSUASQo4LJ1A2H3A9cH2t8c9AA4AJCng8HQCYdcBa4PtD30DJjgAkKSIoQ8Arg63P/Tpf3AAIEmdWwwcmE4izAFA1jrgZw4AJKlbBwOL0kmEpQcAQ18C+Cmw3gGAJHVr6NP/ANeE2x/6DMCPARwASFK3Hp5OoAI/Crc/9McwrwMHAJLUtV9KJ1CB9BLAIeH205wBkKSObQscmU4ibAMbb0Ah2+EegGvBAYAkdelhwJJ0EmE/Ae4Ktn8Q3vscAEhSxx6ZTqACl4TbH/r0P7gEIEmde0Q6gQp8N9z+weH2a+AMgCR1aAFwXDqJClwabn/oA4D7gFXgAECSuvIwYPd0EhVIDwCGvgTwU0olQAcAktSRE9IJVGA92SWACcomwCG7dtM/OACQpG44ACgFgO4Mtn8wsDTYfg2u3PQPDgAkqX3bAY9KJ1GB9PT/0eH2a+AAQJI6dBxlEDB0l4XbdwDgAECSOvXUdAKVuDjcvgMAuGLTPyyglGXU6BaE2/e/n/osff50YYKy8WqPdCIVWEHuTYATwK3ADqH2a3AfsD1wLzgDIEltOxZv/lBKACdfA3www775A/yQjTd/cAAgSW17RjqBSnw13L7T/5tN/4MDAElq0wLgv6eTqIQDgLwrN/8/DgAkqT2PwFfPbvL1cPvHhtuvgTMAktSRF6QTqMRa4KJg+zsAK4Pt18IZAEnqwBLgN9JJVOKbwN3B9n8ZWBhsvxbOAEhSB54GLE8nUYmvhdt/dLj9GvwYuHHzf+EAQJLa8eJ0AhX5crh9BwCTLME4AJCk5u0FPDadRCXuA84Jtv8A4Khg+7WYdACwJpCIJI2zk4Bt0klU4iLglmD7jwQWB9uvxaQDgDsCiUjSuFoMvCydREU+H27f6f/im1v+iwng9kAikjSungPsnk6iIl8It//4cPs1+DFw/Zb/cgK4qftcJGlsvSKdQEVuJ1sBcFesAAhT1GCYAL7XcSKSNK4eAxyTTqIi/0EpApTyRNzsDtMMAK6c7A8kSXP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",
"path": "emoji_u1f469_1f3fc_200d_2764_200d_1f469_1f3ff.png"
} | Generate code for a svg of a couple with heart: woman, woman, medium-light skin tone, dark skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="hair_8_">
<path id="hair_9_" d="M5.43,74.62c0.06-0.26,4.95-29.34,30.8-27.08c15.04,1.31,25.48,11.52,25.6,26.61 c0.04,5.32,0.22,14.51-0.22,18.69c-1.83,17.58-7.74,28.43-8.53,28.63c-4.16,1.02-41.34,3.35-44.09-2.23 C2.65,106.44,3.99,83.56,5.43,74.62z" style="fill:#AB872F;"/>
</g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(-1 0 0 1 1241.6432 0)" gradientUnits="userSpaceOnUse" x1="1210.7977" x2="1210.7977" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#530EEB"/>
<stop offset="1" style="stop-color:#651FFF"/>
</linearGradient>
<path d="M27.08,111.11h3.76h3.76c8.69-0.66,21.56,3.24,24.47,12.89H30.85H2.61 C5.52,114.36,18.39,110.45,27.08,111.11z" style="fill:url(#SVGID_1_);"/>
<path id="neck_2_" d="M30.61,117.83L30.61,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C37.41,114.79,34.36,117.83,30.61,117.83z" style="fill:#C48E6A;"/>
<g id="face_1_">
<g id="head_1_">
<path d="M37.51,55.63L37.51,55.63L37.51,55.63C25.36,54.14,13,61.79,10.64,80.95 c-1.89,15.39,6.52,25.66,14.46,29.61c1.89,0.94,3.76,1.53,5.45,1.74c1.68,0.21,3.62,0.09,5.67-0.36 c8.66-1.9,19.33-9.84,21.23-25.25C59.8,67.53,49.66,57.12,37.51,55.63z" style="fill:#E0BB95;"/>
</g>
<path id="nose_1_" d="M36.63,94.22c-0.07-0.04-0.14-0.07-0.22-0.08l-4.94-0.61c-0.08,0-0.15,0.01-0.23,0.03 c-0.47,0.13-0.77,0.56-0.62,1.08c0.15,0.52,0.96,2.03,2.94,2.27c1.98,0.24,3.13-1.02,3.41-1.49 C37.25,94.95,37.06,94.46,36.63,94.22z" style="fill:#C48E6A;"/>
<g id="eyebrows_1_">
<path d="M29.03,80.21c-0.55-0.95-1.91-2.4-4.85-2.76s-4.61,0.71-5.37,1.5c-0.34,0.35-0.32,0.8-0.15,1.09 c0.16,0.27,0.68,0.57,1.31,0.44c0.63-0.13,1.89-0.6,3.88-0.37c1.99,0.26,3.1,1.02,3.68,1.3c0.58,0.28,1.16,0.12,1.38-0.11 C29.14,81.06,29.27,80.63,29.03,80.21z" style="fill:#AB872F;"/>
<path d="M52.23,83.06c-0.55-0.95-1.91-2.4-4.85-2.76s-4.61,0.71-5.37,1.5c-0.34,0.35-0.32,0.8-0.15,1.09 c0.16,0.27,0.68,0.57,1.31,0.44c0.63-0.13,1.89-0.6,3.88-0.37c1.99,0.26,3.1,1.02,3.68,1.3c0.58,0.28,1.16,0.12,1.38-0.11 C52.35,83.91,52.48,83.48,52.23,83.06z" style="fill:#AB872F;"/>
</g>
<g id="eyes_1_">
<ellipse cx="46.34" cy="88.83" rx="3.59" ry="3.46" style="fill:#5D4037;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -47.4729 123.9972)"/>
<ellipse cx="23.13" cy="85.98" rx="3.59" ry="3.46" style="fill:#5D4037;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -65.0243 98.4599)"/>
</g>
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"path": null
} | Generate code for a svg of a black and white icon featuring a head with a target symbol centered within it. | <?xml version="1.0" encoding="iso-8859-1"?>
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} | Generate code for a svg of a a close up of a camera with a white background | <svg class="icon line" width="48" height="48" id="action-cam-alt2" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><title style="stroke-width: 2; stroke: rgb(0, 0, 0);">action cam alt 2</title><line id="primary-upstroke" x1="12" y1="9" x2="12" y2="9" style="fill: none; stroke: rgb(0, 0, 0); stroke-linecap: round; stroke-linejoin: round; stroke-width: 2;"></line><path id="primary" d="M14,21H10V13h4ZM14,3H10V5h4Zm5,9V6a1,1,0,0,0-1-1H6A1,1,0,0,0,5,6v6a1,1,0,0,0,1,1H18A1,1,0,0,0,19,12Z" style="fill: none; stroke: rgb(0, 0, 0); stroke-linecap: round; stroke-linejoin: round; stroke-width: 2;"></path></svg> | |
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"path": "e2bfaa676732bbbc76b4ee90aee2eab9089867b8449cc7181bdce3dc7b07dc89.png"
} | Generate code for a svg of a there are many small boats floating on the water in the ocean | <svg
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xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
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xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
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inkscape:version="0.48.2 r9819"
sodipodi:docname="New document 39">
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"path": "emoji_u1f473.png"
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} | Generate code for a svg of a a black and white photo of a computer chip with a square shape | <svg xmlns="http://www.w3.org/2000/svg" fill="none" viewBox="0 0 24 24">
<path d="M6.75 8.75C6.75 7.64543 7.64543 6.75 8.75 6.75H15.25C16.3546 6.75 17.25 7.64543 17.25 8.75V15.25C17.25 16.3546 16.3546 17.25 15.25 17.25H8.75C7.64543 17.25 6.75 16.3546 6.75 15.25V8.75Z" stroke="currentColor" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M9.75 4.75V6.25" stroke="currentColor" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M19.25 9.75L17.75 9.75" stroke="currentColor" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M9.75 17.75V19.25" stroke="currentColor" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M6.25 9.75L4.75 9.75" stroke="currentColor" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M14.25 4.75V6.25" stroke="currentColor" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M19.25 14.25L17.75 14.25" stroke="currentColor" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M14.25 17.75V19.25" stroke="currentColor" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M6.25 14.25L4.75 14.25" stroke="currentColor" stroke-width="1.5" stroke-linecap="round" stroke-linejoin="round"/>
</svg> | |
{
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",
"path": "emoji_u1fae0.png"
} | Generate code for a svg of a melting 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>
<g>
<radialGradient id="SVGID_1_" cx="64" cy="55.0293" gradientUnits="userSpaceOnUse" r="51.6864">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.9188" style="stop-color:#F7C02B"/>
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"path": "emoji_u1f468_1f3fc_200d_1f3a4.png"
} | Generate code for a svg of a man singer: 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">
<path d="M112.18,123.94v-4.31c0-13.44-23.76-19.9-47.19-19.87c-23.28,0.02-47.19,5.64-47.19,19.87v4.31H112.18z"/>
</g>
<g id="neck">
<path d="M64,90.08h-9.08v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98L64,90.08z" style="fill:#C48E6A;"/>
</g>
<g id="ears">
<path d="M91.33,50.43h-7.37H44.04h-7.37c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41h7.37h39.91 h7.37c5.89,0,10.71-5.14,10.71-11.41S97.22,50.43,91.33,50.43z" style="fill:#C48E6A;"/>
</g>
<g id="head">
<path d="M64,11.07L64,11.07L64,11.07c-17.4,0-33.52,18.61-33.52,45.4c0,26.64,16.61,39.81,33.52,39.81 S97.52,83.1,97.52,56.46C97.52,29.68,81.4,11.07,64,11.07z" style="fill:#E0BB95;"/>
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<stop offset="0" style="stop-color:#1DE9B6"/>
<stop offset="0.1892" style="stop-color:#19DDAF"/>
<stop offset="0.5292" style="stop-color:#10BE9C"/>
<stop offset="0.9781" style="stop-color:#018C7D"/>
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<g id="eyes">
<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">
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</g>
<path id="nose" d="M67.86,68.06c-0.11-0.04-0.21-0.07-0.32-0.08h-7.08c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69s4.25-1.99,4.55-2.69C68.85,68.98,68.5,68.32,67.86,68.06z" style="fill:#C48E6A;"/>
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<g id="hand_2_">
<g id="finger_7_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="111.3727" x2="118.4719" y1="46.9125" y2="46.9125">
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I draw a woman with medium-light skin tone, with curves, shapes, and positioning. | {
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FEYEAABTC3Nwcb0BewZEAAKAJvDE0NPQoDgMEAKAIZmdnn6emd/kDAAAw8ZXh4eGv4TBAAACSY2Zmxqz6pwY3+gEAAHCBCwLHt23bhg6BigObARUcuq7/PsgfAIAEwfMJNguCAwDIjOnp6QlC4R8AAOlgfHR0dAqHAQ4AIGf0j7x/QXDr6luOn+euvOV5zcrta+bNNgJ8Bkbj36Nv5G5q6+h1xBD8Mz9vobWjj/q23YWTVnzw/IJlgXAAANlw/fr1I8bd13EkZCX0t7dIe7VG2rdnztDG2mKdzBeu+TK2HsTses5/nGv72b5thmjo7K0/rgmIwV0PV6MQQzD0QjAo6wLs2LEDLgAEACALrl275rvTH5A+Vhevm6S+ctu6Z5K/TnfWbtPizFkbR+s+rK6HkH0cos9KDWgRX6IF/lZVFGimg9BqiAbznh2FYb7vxeCSDy/u3LnzMzgMEACAJLh69erzhGV/qWJpdtIg9EWav/a2eb84e3aL8B3kq7upWET6EQhfb4zg9bS0gBZnEtEiiwLN73drd+wUsGMwuPOhmnMwTr0QB3njmV27dh3FYYAAAHLGlStXsOwvQcxfP25G7xzVz187Thscxc9O2nhZwKq63iTp+xG+HkzyqbF9g9OJFjTJaA0IAs3nY7Sae/AQdfbuoM6+nTRgCITOvh3mz0DqeGH37t2oBYAAAPLG5cuX0e+/Aawt3jCJfWlu0ozu+TETv4hQdV1EsO5oP5j0GyV8XQqib94yiCwKtDhiQHP9WP3JFAOGEOgdHqce0zEYp9Z2OAYJY3zPnj1TOAwQAEBOuHTpUqUW/QMhZL80N2US/cL1E7RokL5VfKd7yDg68XuifUForgeSvl4Qso85/WgB1r+PO+ARAz6ugFtEWOjq20k9LAiM28CODxj3FYiCJl2AvXv3wgWAAADywsWLFxH9u8CbmCwbZM9Ev3DjnWrufn1RTM66Hp34g2x+vTHS131EQ+mmoyiCQOgMhLgCwiLE+oexS8CCoJ8FwVDFuD+ECyimC7Bv3z64ABAAQNa4cOHCYapW/pcay7fOVQnfIPuF6+8Y0f51G8HqCRO/f7QP0k9uevIG8FoDrkB0IWD/NxYBpijYfsh0CTp6tuO0+ONrY2Nj6A4IAQBkjfPnz3PHv4kyEv7tG+8at3fMmxnd+xG1JzL3sftFxX2BxB8l2gfpJy8GREWHmtcViCwENN/312r/0NG73RQDfOvb8SAEgRPmHgH79+/HHgEQAEBWOHfuHBN/KVr+Lt86T4vTBuFPVwmfLX4PYet6YNSfKvHrujDaB+knPG1pAR0FMhAC1vNVQfAg9dVuEAT0xQMHDryAMQoBAGSEqampwkb/60vTdPvmeybp37r88yrhuxrh1IlZ9z7nJurIdr/gvVzvFynaB+lnLAbEtQLRhEC0tED1ac35fO05FgAsBAb3PE69ow9Sa3tP6aajSqUyjnEJAQBkQ/6Fi/4Xp9+j+auvGVH+u7RiRPxO4nYSu95k1J8G8esC4QFkM5X5pghSEAJuN6CuBeqioHuwYoiBD9LA7seNxwfKcjKeMUTAUYxJCAAA0X8oOKpfuPo6zV9h0n/PGeUzDbujaD2BqD/A7tcFQgPEr9a01qgQ0BwrCSKkBQLcAPdntrX3GkLgg9S3/QFTEBTYHXjBEABYEggBACD6F4Ot/XmD9Gcv/HMtyte90biue7PsMcjfv+rf+znxiR82vxLTm196oEEh0LgbYP+86r/3jT5gCgIWAx09o0U7+MOGCEAxIAQAkKIA+KZx96wq33dl/jzNXfiRSfxrhgAg3R3li8jfJ98vtPzjRv1R7f6IQgIomBDwSwtEdAM0fzHhFhIsAAYNITC8/xepa3B/EQ76VwwB8DWMPQgAIB3yr5ACXf9W5i8YpP/PBukfM6L+G4KcvZf8o+b7wy3/KFF/VOK3PQviL6cQiO0GBKcERL/P/8SFhOwKDI99VGUx8IYhAB7FmIMAANIRANJ2/auSvhHpX6uSvn/BXjTyb8ry94n6Q+1+gYMA4i+4ENBcUb9vWsDPDWgkJSByB+r/XhUDj6kqBsYNETCF8QYBABQ8+l9fvklzF39kEj/n950RdBTyDyn2a8DyjxP1g/ghBKIJgRhuQGhKwFsX4PwMd8+BURrYxc7AL6giBr5mCAB0BoQAABIWAM8bd8/l/T24Wv/WxVcM4n/FzO9bbCkkfxexNkL+kS3/hqJ+XdzOF+RfimlQE673908LNOYGCISBQ2yIUgKi96/WDAwZQoDFQLu8BYToCQABACRM/kO16H8or++wcO0Nk/gXrh1zEnkE8vdG7y7y9yn2i2r5h0b9gXY/iB9CIB03QJQSiFIcGCQCLAHSPbCfRu76OPXvekzGpYWPGiLgDYwtCAAgAVy8ePGbd+7cybzyny3+mal/MInfWqffNPm7l/nFKPYTW/4xo37Y/YBoSoyZFhC5AVFTAtGLA4NFgPWbQ2MfoQFDCPTvkqb+DmkACAAgCVy9evX51dXV53Q9O4K6delVk/QXZ0755++bIn9Rpb/LCYhr+Qtz/SF2P4gf8BUCTpKO7gaIHYVodQGNiwD+P6cFhvf9giEInqL27lxTBFgNAAEAJED+E5ubmy+vra1lEu3PTv2jQf7VaN9J5nKRf2zL312L4HoNALinyNC0gC3HL+ob4KkBcD+Xkgiw3rF35H4aHPsIDe17Kq+DiNUAEABAE+RfMe6Ora+vD21sbKQb7V/6MS3NnPSx2yOSv5uIQ8jfd5lfrHy/v+WPqB/I0g2ImhJoXASIXIZgEcDPc33AtvFfNoTAR6i9eyTLA4imQBAAQBMC4Jhxd3hlZSXx9968s1yL9l81I38P8epugtV9Cb4p8g9wDMTkj6gfkMENiLeUT4tVHBjQK6BBEWC9fmDXYVMM9Gy7L4sD96IhAD6D8QMBAMQn/9837r7Mkf/6+npi78tkf/PM35jEXydw3b/QTtcF5G+xeDLkH6nYLyzfH9B3AFE/kIobEJYSaKAuIHiZYDIigB9yfQALgcG9T6a5gmDOEADDGDsQAEA88p+g2mY/nPvf3Nxs+j2XZ9+nm6e/S0sz7zsIODDPb/7s06dfGMUHpAoaIn//Yr+olj+ifjXR2tpBo6P30bVrbyvhBkROCQS2C44jAuLXBLhFAN8z+Q/ue4q2VX4prfQAtgiWEG04BNKSP6/z/6ZFhM2S//zln9DsuZdpdeGCh4Cdq+KDmvSQMO+fBfkH5vt9LX9E/aqT//33/Tr19IzQ0tJNWli4LNG343FuEaheJVke61tEy+OySrw8vrXav1vky+O7St7W7/LLa6+r/e7Wz+ZLrHex3rf6e/X3sX8n+/dx/o75Hlvfo/56Lvadmfx7mp36B9MNYDHQs+3eJA8YBzMQABAAQEQw+ZvNfpop/GPiZ6ufLf+giN0TPYeRubDiP0vyD8v3g/xVBpP+eGXCvGfs3fM4vXfysmTfsjbeLZIVknX13/Xav2tuEUB1MrfG9ZYwaEoE2AS75v0dsokA93tVi4FfNesDto3/EvXteCSJg/UIRjUEABAt+v9yTTFTIwKAC/uY+OfOv2wQ/0ydUF2R/BYBx43kMyX/qPl+WP5FQX//Hrrn4CdMB6D+3G7zeblcALsrZkXeVCVUsoiXHGRbj8CrToH5zBYBk4vQmxABZEshuESAbmUEat9ry6GwXWb8Vkszp8wb9xQYPfhrpjPQpAMASAbUAMhH/oeNu2P1i1Gn1dXVyMQ/d/4ozZ47ajxe8hKq7q7aj17xH4v8PWIgK/JH1K86RkfvNSN/ERYWrtB7J78t9XQaqy4gpDjQvUxQWBPgqiXw/x33ToP+9QDO711/H64NGDn4KUMI/FeNHiC0BYYAAALIny1/Lvo7bD13584d8xaGmbPfM8m/2qbXIuEQQg+M3kOW+0Xd1S8h8ne6CbD8i4jx8QkaHQnOO58+/RLNzk1JPqtqAasEkhYB4f0FtAaKAv1EAKOF+wlUPkbDBz5GLW3dcY7MFw0B8AJGujxACkAiGKT3nJ38GWH2/8KVnxrk/7dOq9+9bt4v70+uKNpJz0Tk5unkyT/KGn+Qf7FhL/YLw9j+J2l+4bJxXazJfCF7UwIe657q9j+5i/KscRwlHUC1FEL9d/zy+3GKAkXvY3325voyTZ/+Ls1OvUzDphB4JqoQqGC0wwEABLhy5cpELfp3wM/+rxL/92rFfV4yruf97RF8zGjeYf37rfX3adPbCPkHLfMLKPbzNvsBVIEo3x+Gy5dfo0vGTYXp1T8lELRMMI4TIO4YGCeyd7/e6Uz4/K7ttS3t3TRy96+ZQiDYGNGmOjo6Ht29e/ccRj4EAFAnf7b+j7kVMkf/bvt/efY0zU7+HS3Nvi+w0ANy+RHy/nGK/sLqB4Svj0z+4mV+wmI/RP3Kgiv79xi3RnDinW+YSwPVFgEk6PaXjwjwvFetTsDzuwGfy02FRu7+JA3s+bCfACBDAHzNEADYHRACALAJAF7y59nil8nfSgHcWZmh6fdfpMXrb3vJVRh5x8n7N1f0pwctJ9Qj5PyF5I9iv6KCo33O9w8PVRp+DyZ/FgHqzLTuuoCMREDkboGNCwZ3LUNH9wiN3vdZ6tvxsOcwdHZ28t1nDBHwIq4ECACQ/5UrTPzfFP0bd//jor5bF/6JZoyo3xnRh0TiYYV8fp3+ml7uB/IH/MF5/oMHP0GdHf1Nv5c6qYC8RIBfy2D/1weJAOHn+n6mRt3D95iOQPfwwa1D0N7eTi0tLZwCGEcqAAKg7OTP1v8k1Rr+uDF76TWaPvUirRvRv8jOr5NpPOs/EqHX3rextf4Bu/o1Qv4o9isEmrH8/aBOKoBCIuu0RUBjKwN86wFCXmt/zCmBkbt/ldq6tlkCgP/hRUMAYIOgnNGCQ5Arvu5H/owb7/65af2Th+9E1fLkS6yepjiRCD1Cxb+Q/AnkDzhgVfknTf4M7hkQp4Awf/hdc7XBrW/JdcG1F+FailGjI3LsfGt3yN+N836m89rmpmTnf/y/m0XLtjnr2Zr7CUAAlDL6nyBB3t/CyvxF0/537runCy5M+89hS/7Is0zPfyJwT1su8o/S6CdonX9M8tddbgegBjjP/8jDnzc7+aUBTinsTUFYZC8CoqbeolxD/mQfKvxF177Pe4hEv1+AsrG+bC5Xvnr8TxwBUM0FBSAASkX+Q7Xo3xe3r78lVtuOa0y0ZS75RuG6WwzErvh3i4gGyV+PT/5Y5qde1L9/7Ekz3592hL5z50NNFRTmLwL0wHoXXxGg+wUCous9TjovXtGvN0hxBgf2f1uZv2A/CDwP/j6uFgiAsoEb/gTOWPPX3nQROQmq/inE+o8ykXhFhR4QRTRlPYL8SwGOyg8d+qxJzFmBVxVEaSQkpwggCl9B47c7p08U7rieyF8UxJ4HBEFAxFQA/98lABhHam4oAAFQiuifB/uXg17DdhmnALyq2nnx1i8wv2V89gs2gbx/iLUYnfwJ5F9QsB1/6MHPJlLlH9dxUK8eIIIIoCjWPgWI6hAHj2I6gSKHIUYqQBeLAKQCIABKg1DLi3fgshOj82LyIVTP1e2eTMj7nnFyf8IUgmCS8vvZ094X5F+4qN8g/j055uP5O+zf/5SCRy9ABOhiEaAn6cwlVg9A5JsKsP3bmnfVRiUsKAIgAIoQ/T9Prl7/IizOvE+itrfONrk+qp9CtvgNEwp+1b/Coj9ddH0LJhtykT+B/AsY9ctgwfNmQuoVBfqLAEpQBDRUFBiaEiTBBCBIBdh+v+puevCcMT8extUEAVBIXL58uWJcBF+K8lrTAdBJ2C7Xaws2aP1T8CY//gQevtzPazfGaDIE8kfU3yT4+/C2wkUQAcL9N0gwD8TZ0pt8rr2I9QBBSwODUgHW3cr8efFfr+soCIQAKCzMNf98gQbd7qwv0cqti56Lx+mge5f3iYSCLigKEk0GcfL+aa03Bvkj6k8S+8eeUrAoUCQC/Dbh8rnmKHjJbWhRYMD16iTroDnC9dm68705BSCa+wxMGIESUgEQAIWL/nm9/0Sk6P/mKduF49261xWKB1f9k9j6j3Nh66LPT8CCBPkj6k8TVvOhzs5+BY+yHpA281ua60P6gSk68gQXjQYKQakAV5QvKgK04zljvkRBIARAYcg/1lrXJVv+X0TK9Z79IoIVTwh6QB+BSNaenbspZqMfPe76ZEBWQuV1/TJH/aLvfPDuTyi4MkBw3XpqZ0TbcXs5OKpzR42mCkXzhS5IUbpShPVtzD1AbwAIgEKBLa1K1BdzgUykwj9fVR+x6r/JvD8JLv0oYiA4DQDIiP7+PZmv60/SsWAnoFgiQBf2Bwlv2OPXITSgHiBs6W/sVED18Vrw/g1HjMBpAlceBIDq0T8T/3NxfscqABSSsmjNf1ivf1t40Hy7T5+8nt/SxFiVyIBsYPucO/ndf9+nMl/Xn7QI4EZBakKPXUgbdf+N4HoA/8/UA76fHlD8Z/8hJA1AcAEgAIqAr8cj//edqlmY4/OwNvn1+o9n/ftb9H7k7zEjPHlL3TsP+E4WgEzgaJ/tfvVa7IrBf0eRRYDnGiUfESCIxsXXcEAKInYqwDt38D4nITiMgkAIAJWjf55tYs04pir26fgnVvEBvf5jW/8iJyBG3j8wX+m1+rGrn5ww7X6D+Dnfr6Zt7g/uEaC0CHDNC4GNuCIVBUatByDPHBRtVQD5RAdEizdPRvmjURAIAVCO6L8qAC5SYMc/0brepqx/3b+zYOT2ng1U/IP8pYPZStcgR7b71Vw+VwIR0OSmXaHXq1Bo+NfwRAokfAsCIwEFgRAASkb/z1OMwr+6Kj7lpu/Awr/mrX+xeIiz17fvzyB/ZcBr+nnLXibHMqBYIkAUzccsCvTUA0TZNtxHgAiWIIucxMXpk1H/Yi4IRIfAlNCGQ5A4+bNq/VLc3+MNgLaWxoR1/BMV/oUV74RZ/x7VTzHz/j6TCoH8ZQXb/ePjTytd4NeMCGBMTh5VUAQYN812zWna1o/8wLzji03Taq/R+AnzH1kEaNbz1d+y/Z7xb7bXku09dON5TXN9CftrbfOBtvVZZPsd93vGArsAz+CKhQOggEDXueo/dt7KqooNj/5FhX9RcnbO58Kt//C8v3h/AArYkAjkLwO4up+Xxqle3V9eJ8CvUVDEosCwa5bE16wesUGQcGWBoHZp+daFqH/wxKVLl57FlQsHQGoYg7Ri3H1Zb6C8fWtZTOiyv5hr/mNa/4Hr/SMX/VFAfQKQF8xmPvufKo3VX2wnwIrK65F11QmoRd8czVM90q9H/m4Hwfg3rf5a85HdHNgK2F0Rv/V5Vbuh9nvVF1vfwDfirz23sb5IMeZKdgFexIiFAyAzvt7oL5oNgHRRVE+C6J+EjoCw8I8ohvUfst5fGEWEFf2B+2Ug/rLl+cvlBIgb+ugBK3yE9QC+m3s16zCKXQBOe8ZAxQiwnsdohQCQNfrnGaThWaTeGtNn2Z+o419g4V/4ch2v9e8i+Ch5fxLVJiDvLw25jd5rdvHj3v1FW9YHEWC/+vy25qYITYLEAYV/+i5ijZH79a7VAxGaAbnxJWOexbLABIEUQHJ4rplftlYAOC7Mpgr/fCIC3yrd6Ev+KHArYpC/DODGN2P7nyx1jr8REcBQLh3gKPijeipAUNDnTg3UL2RbKmArnSD4CHfqwT5VxC0IjD83MPlzcyA4AXAApIr+jzQT/VfX//upZoq47I9CW3b6NvxpZMmfIO9vCzlQ9JcTuLKfC/y4hS/IvzERwI2QVHNLgooCvU2CyBtshNQaud0BnQLmnEgFgUTrwfsB+AZatVorAAKgGNH/5p2lWNG/b8c/Fwk7SD0R61/sHjidBhT95Un8XNnf378bB6QJqLmBkE89AInqAWKmAihk3gl0HclnTuANgaZzmW8BCICko/+mFGnV/tcjN/1pqPDP84bxrH/f3QFR9Jcr7Bv2gPiTFwFqdUWMXg8gdvb0gG6j7ms7ekGgsOhY96xhioMjxryL5kAQALmTfyKtKq0CQP+mPxGW/QmUvSgyEJJzmPXvUfvI+8tA/Fy09vBDnyvMhj0QAUloAPt169MfwMcJJB9yDk4FhBcEOmqPdPsqgKVm/lK0CIYAyB1ckNJ0VaopAAIjffKJ/hu14PTQhj/iboSiCYOQ98+J+LGkL31wGoBFgEoiy7cegAS9+BtOBfgFIRS++qj235VbF5r5MydqK6+AJoBVAM1F/19K4r3MHgDC6D9s2R8Jon//58Rr/j1XrqsfgfsdkffPA5zj5yV9IP18RACnWSanjtL09CkVJICrUt+9EoBsTXtcDYPMnym0QZCjTTBZrYjdzYhcLYm93YWaBdcCHMUIhQDIQWXrX9Y0LZE1qRtrS9Gi/7jL/sIK/xq1/pH3z5T4uYkP8vv5Y7wyQT3dI3T+wqtqiACqLwc0VwRal7NLGPh2CbQEQe2X7XsFbL13ffMBEnUIDF4W2PSkMXHx4sWJffv2QQRAAGQHY9CZ0b+eAOstzZxqKvoPXILjEQ5R8nvklhM+S/6Q9wfxlw87dz5ErW2ddP78K7SxsSZ7lFKPtEWtgrdUgVMYbAkCYcQvenv/zYKqekHgAtQe31lbpNb2nmb+Sq4FeBQjszGgBqAxJJL7943udR/yFkT/9R+DOv75TA5eV0MoMtyOgO+SRKBpmJ37HvwsqvplPkcj9yqzTDC4VTD5rgoQBwx6QEGg87loriQ10g3QjcNGQHYEoxICINPoP6n32+oA6BuZR2j6I7yY4xX+6aIOgVuf42/9g/ubBxMJR5YPP/y5qs2s1NKzcoLPEe+tIP+5CloaGLFBkOdaFxUEBrUjJ5/nEps80BcAAqBg0b+wU5/gogm56KIW/gkb/ughFz+s/6bAFf3WJj37x9C2V0Xhxk4AuzYK2ADkWRpIIQ2CKKwpmff9vX1JfJyHZOeNClyAxoAagByjfwbXAAijfxJE/ySK/iN23opV+EcCJwLWf1JARX+xRIAKxYHuXvye7XtFqwLslYPWqgDfgkBbfKB59xkgQX0AaYn+iewCvIARCQGgVvSvNxv9k0/0r/t23Yq65t9PwYP7G0OV9O9Dbr+A4BROT88ovX/67yQtDrQtDfQp/quvCrDXDtpWCIjVhOt1fssCySs6UnAB9u3bBxEQA0gB5Bj9M9aWb6YS/ccv/PNu8yvO18H6jwPL5rfy+yD/Ijs7uyXvHOgMNgJTAR6VHyGQaCBVuXzrfNIuAAABoEj0T7YdsWJF/1GLa4IvWv81/xE3IgICyGDPVse+PYYAQH6/HLDaB8taF6D7zi+uFKEjMNCFAsI/voharEy02Vw7YKELgFEYHUgB5Bj9eyL+yNE/UdjyGo/q1/12B3F9ii74PFj/kcD54NHR+2jnzg+A8Es+DuStCxA1CLLSAs7GPY7eAJaxb77U3iGQtmoBHF0H628gfL/6d0l8QuF5+gWMQggA6aP/rTWwQev+o0b/5Bf929V3tMI/v+dg/ftH+yjqA9yQti4gsEGQqCCQPB0Cxc/ZGwLZHge2CE4ch9EdEAIgMVy4cCG16N++G5bvuv+Gov+oy/5EhX+iNf86wn8XOLc/NFRBtA+EiMPd5jLP90+/RAsLlyXTAO69AsinINDbITBwn4A4LkA6Uwr2CIAASAzPGgN/KL0rMeDJhqN/Co7+Awv/SNioA73+q+BIn4kfW/ACUVHtF/ApMx1w7drbskgAcSrA0ybYx9p3LQts2AUgn10Im8OEEbhNjI2NQQRAACSiJlNB1QHQ/Xv+JxT9e6t1A17n+Az79yivAuDCLrZzmfRVaP8KyAlu9sSOwOTkUTlSAq5e/9VNfNzL9KItC6xvAOSwGJwfZD3ncRrgAkAASAhDRR4x7lIL9cR9sHX/x0HRf0DTH+e1KqjuDS38Kx/5s8XPOf0RI+KHxQ8kBRaRPYc+S6dPv0RL1gqgPF0Ax7bBdr72NgISNfippwJcLsDWs86NghzCIt0/jl2Aw2NjY29g1EEASBf9Oyg8aMe/qNG/KKqngOg/VuFfeUif7X0mfvTjB1IbZ4ag5A2f5EgJ2PPx0QoCm3IBXCIj5emFa7e+iBEHAdBI9D+RZvQfKeIn/x+bjv5DO/6Vw/oH6QN5QZaUQHhBoMsZ2FoWSB4XwN5KWOgCuERGyjhizONfHRsbm8JogwCQLvq3WwA6BUX/etPRf/Rlf8Vf8w/SB2SBlRKYnPxBjqsEwgoCKWBZoEdJeGoLAl2AbOZxuAAQALGi/8PG3US2wX+60b9/059yFP6B9AFpx2ZHv7lK4PLl1+iScctJA3iX8fk+l6ALkP4U86wxn39lbGxsDiMNAiAqvpTllSfeWTPt6D942V8RuJ+JngmfG/WA9AHZwS2jeaxOTh2l1dWF7F0A22ZBfssCw5sDxXQB0p9oeAk3N3J7HiMMAiBK9F8x7o5kJ7vJuV93nOifwqL/oJa/Acv+FO34x0v0BowJdGi4YuZWUb0PqAYet1wgyHUBs3NT+dkAIiIXNQcStgiO7gJkGNBBAEAARMKR3D7Zh+xjrfsn/5a/fk1/fIWDArCsfZ440ZwHKAJYyB48+AlzhQCnBLIsEHSSe1hzoBguQFB3wPQxxEu6x8bGXsDoggDwxfnz51Nr++vH94GNf/SAiL+B6N+v6Y/DH5Cc+xHlA2UBN5+yUgLZ9QwQLAsUWPhRXIBI3QGzO5xcDAgBAAEQiHTb/rqwOHOWAtv+knf7zGSjf12J6J8nwQGD7DnSRy4fKBN4vGfdM8C5LNAWZGjxXABPXwCRC8CvyybqqBgB3sT+/fuPYlRBAASpxMywsbboH/2LIv7IFj6FR/8SN/2xCJ/vOcoHgLKDewZwiiubnQVteXvhuv0EXADbKzIEu7sQABAAXrA6pEwa//gxtJfsg6N/Coj+9fDo372yIMfoH4QPAFGuk+rOgpkUCPo0Agp3AZxWgq8LsPX+meJZY56v7N+/fwqjCQJApA5zgH/bX7FW0L0igZqP/rPifs7hDw9XqKd7BMvzAKCB68cqEOS0QPouQG2eiewCUMAeAfYVgVuvzmOe/wpGEgSAPfrnyP/Z/L5BlKV/AdG/Lnf0b5H+zh0PgfABIAFYBYLvnfx2eikBYVQf0wWwhIRfa+HsccSY77+6f/9+NAYy0IJDkGf0T4LeO36Nf7wRuwrR/949j5u25XhlAuQPAAmCr6f77/v1lF0Aa44QdQcVNSbTbfOTX92SnqcCGMo32IMAkBFHcud/XQ+I/t0XjuCfA3f884v+02v5y5PTww9/zuxuxg4AAADpiAAuEMwiQHFOLXH2DxG1Gc/VBngOIwcCwMT58+eP1FRh/hZAWOMfR/Svu1S3pRFEO/75Rf/pXH9sT/LSJazRB4D0YaUD8nQBAgMQ4byT65KjSq3ou/RADUCO9n+kpX9BTK0HCImccv/j4xNm//08sbBwhVbXFmhtdcG8X129bfs3545r3EmwwyZUBmqrEHhC7ejsg4hRHNVxcHvrvM8bY8PCmjk2nD337UTaWTv/HcYY4XuZV6iMjz9Nb731Z+lNVCG1AI6Gv8b8omnulsBk6yaY2zJAO75AWBJYbgFgqEDe9e+wHNG/7ceQxj+6X+OfoOhf9Nl60pNQ9uTPBVDzxuTOpM+TfNyOaUwAdhKoC4TqrmxW58H+2jJF1DHIDT7/C7XxwOMiboGcXSAuCPbj4fNvLVflcSFLeosFyujovTQ9fSolFyB8RYB36aCgPXDQ/JctrGLAKQgARP+5wlP857UIfEVCcPQveDql6J+L/bIk/+mbp2hudir19dBMIPwZ1udYew/s3PkBuAMSRfnXrh2nOeMcpb2LHgsMvlld+bg5D7elztv1YnC9TToCgHzb9/vtFLjlAvg2BiIZGo8doZJvElRaAVDr+59/NWhg8V/Uxj8CV6D2i349/5MU3zwJ8uSTxUR/05jgrhqTb5YbpLgdA578+caRIAsBbEKUD1iUMfG70zpZfwe+nT//Cu3a+RCNGFF4XsKQP5fHYjqiWNAd0Cc1EOQC1H+v3kcgR3wBAqC8YPIfkuOr+BX/eUP46EU4FMM1aBxsgbL1n3YUzruiZdULPSqqVvNl0xXgZY7oYpjVcb9ibpCTdrTfyBjlGxfl7c1p9QsLkNRcMR9yr7oAZFr8zn8Naw+cO7gY8Nn9+/e/CAFQMui6nr/9r1N48Z/P0j/f6N+nq6DjcYKqm8k/zYkujy1RG3EFuCELOwJcjIXUQErHeW2BJid/kGvEH3XMTk+fNEUAi4EswQ4AX4/pXC9hW/7aX2OyfoTGQJltBhTkApRWAJRyGeC5c+dyLv4LjtD9/xsS4YuEhB4iMJoAE15a9jdP9u+d/I7Z7lRm8nc7AidOfEM6p6II4GPKx1Z28rc7Ajx2eQzzWM5UBAxXUntv4bJk8ncv7Y2BEpx6ksSzBh9UynpdlbUPwJfk+SppFP8Jon89jej/6VSOCFuYKk32oon/9OmXlBEush9PPpYqCUGRKEx98x4bhlKtSYnYA0D4UOxJSoAjEADlif4lagWpB3b+i1T857P0L+3ofzSlYieu7i8CefKEn2qf9pKQPx/DLMkzTRHDYzsLDKTWFMjlAuj+bmWwKNBlcwO+AAFQHkhT/Nfa0Wu7Vrzr/e0iQQ8k8rDGP8lH/2lU/fMEyVudFgW8XAwioDnyj9vXQWbw2M5CBHANQH+qIiDABRDWJfn1JNFlEQEVIzAs5f4AZRQA0qi97sEDFLfzX/jSvyB7Lbncf9LRf9HIHyIA5J+nCEi7YZUeGJxQhDlNl60coJQuQKkEQK3YY0KW76NvbvpfWj6d/yLzuaPxT7IXG9v/SYIt3iKSv1sEANFQVPK3i4C00xqpL0n1nZL0gGJA8hQDSiQDnq2lhyEACowjsn2h4LX/FKn4z2/pXwrBv2kvJtn1jKO9IpO/XQRwIRsQDD5GRSZ/uwhIc3VA+i2rde9eJoE7mUoc+0vMDxAAyUIqm8d3W0wfsvcr/sty6V/SS4xkX+OfJK7l2MFQBfCxKcsSyurfejy19+cUXeqNiHwK/WIXA4IfIADSxrlz5yaMu4p0Xyxo7b+ExX9JLzEqQ7Rnx7yCSxtxbNJB2mO/p2c0wxCmmWJAaXC41iOmNChTJ0C51Z0eEKkH5M08xX8pRv8cUQwnLgCmUzuk/H15Emwz74MtUWvb4I2N1VQn5mXjvbF3gP+xSZcQR4wx0Wnet4VEx9a2wTw+03Jt0hz71t+bdi+NakPAate/auM/vza/0rT/DQP3iPkiBECBMDU1NWSoT/mWeeiC9lhBa/8j8rkj+k/w66axvpgJOolJivvxc+FTT/eI+Z7NFkGxIGAhwKQ0X9tqOAn0p7xGW2VUj81rib3XgDEGuntGTCKMu2rFfZZ4/wEm7KXlm+bjJPYhSDtC7+zoyyhy0QTP2vYHsO0EXG0ETFu/09E9mncrYDeehQAoHiTa+McvwI9v/2dZ/FedVJOvLOZJulFy5UiavxNvx5r0skR+P2t3NYsMuHKbJ/9Gt51tjeBElBnVCL2xPvbWNs08HtJwWPh97eOfBSJvR83jodGK/oGUK/XTTwHYJUBtzhLuEmjfQ4BsWwXo1N67XbZhOGQEjM9WKpVS7A9QFgHwaam/XYj9H7v4T1BXIGv0ypul8LroqITKJMG/Y216kiX4M/m2f+zJ6p7w19+mWYMEohJWXjvEqQI+NnyMoq6WMFNShvjbueOhzIUVi0Meh3zj88+b//A4jpo+YsGS9kZBmY01H8K3/9d/m2ApawFKs0FQ4QWAoeYqJE3r30D2F6+bDfkd/+YayXbZSit65fc99OBn6f3TL/k6AebSw9H7jAnzA9LstMfHgrcAHq9UmxhNT58K/P779z+V6PLJosIixaDVISxEuReFLMeTz68lBlgAVMfDycDvf8/BT6RO0NmJIgGxW4Rf2xFwa2tgcm4TLCme5bRxpVKZgwBQH1K3eNQjRPIid8BePpB257/qZJKencgT4f33fWrLVrVPnDxZpt7UpEkwEfGNvz9bwms2N4Nz0Cj6iy8C+MbWur0wsKNW5yHzdstMuvt7njRdogVX7QiP8zTSVWHXVhZLT6MXA5Iq9YDMGy9AAKgPdav/Kar9T6l2/mMMZEDClq2qKsy6gZF+ApKBlXJRFe66gXwEyWhGu2r6FQOyEVCrAhSlAeR1Ab5UBgFQ6D4ANftfiXWdsex/n21/Uwr+t6IvAACA8FhG3ARI4u2ARThc4w8IAIXxJYUuG4ps/zsepLv2fyuS6Eb1OgCohs7Ovuw+zLF/SdAcJHXkb0fhdwgsugCQO/+vbwaSdWT7nyi1zn9bAgDL1wBAPQGQab1E0DwWsN8JAkgIgKQxNTXF1n9FCQGQtP2fsLzuhP0PAEBkCaC70gDiuUmBNEClxiMQAAriC+pdNFvKwJfMw+z/NC6pjg4IAABQEZn3ndAF85pwLlMmDVDoDYIKuwpAyta/LvRtP0Q3z3zX5zqKav87N/5J46LKNI+YIuZu3abZuUXP8+MHdoIpSojJc9c8zw0P9dLQYF9h/sasugE65yfN87jaGrjWE8DVGliXOy/APPIVCACVLuzJSentfzGfN2L/B75hMgJAUQeACf/dkxfo3VMX6Mq1GVpZ8V8PvXvnNtq1c5geuG8/PXDvGNixgOBx8O7J83T12qw5HvzQ1dVhjgceBw/cN1YoQZBN8OXqCRDWGlhuVJhPxsfH34AAUAdK2v/Bllk+9j9Dtfa1HNm9+tN3zAk/KpgQ+HbsrTPmhP/YI3fTk088YJIBoC5Y9L36s3fp9TfPmIIw6u9Mnrtq3v7m+z8zhcCTH3oQTlHCrkBVLCiRB2A+gQBQCEdUvlZksv8Z2duIjUf8f/PSz2IRv9/7/OM/vUmv/PRd+thHHzEm/wcwhyuIV43z948/fDPQ+YnsHBg3FgKf/MQTcAQaJHxvGkCnnuGKCn9QYdMAhRMAk5OTUu/8F+YFBKgCJ+nHfo9igyN3jtaanezdkSC/J0/+n/+NCbgBCkX9f/pXR80IPknwOJg8f40++fEn6NGH71biWOTl3kVNA7S296pwGDkN8Oz4+HjhNggq4iqAp1Ukflnt/zwnkahgkv7rb/8oUfJ3iEqDSP79//XXgXljQA7wOeJzlTT528UFjzUecypAnv4dygcnny7i9VJEAaBe9yZdfK9T9OY/aV5fMjcB4smYrd4soso/+pOXIAIkJ38+R2kJQTt4zPHYA6IQvmvtv2+PAPAKBEAzkZpK1f++l40uYvjAi6ogCruhyJ+t/6wAEQDyt8NKOwE+c5k7ONED5jr5MWTwywQEgNz4gopXiR5C5p6tfzO0/2UFT75ZRP4iEfDNb7+SKdEA8p4THoNZilC1/QCkASAA0oVSNk1rRy9tbm66WF6kjvOz/2WEWe2fY+TF0SZXlwNygM9Fnq4Mj8WoSwzLSPsFEgOFSwMURgCoaP/3DI2TNz8WeO1E+cfC468liMA58hN1kgMyvu7Nng/v5vodqoWBr+BkBM1U7i2C1ZzCKjWegQCQbqDp+hcKefnY9gfQfUVAeldTf/8e6Sb8tCq84+JluAA4B1vj8ioEoa8CEK90qu+GCp6BAGgez3LTHNVuYWSu+wqCmmdQMjNAJtLFpA8xCEEY2QPwI1TV5utCpQEKIQDOnj1bIZWr/2Mt/9NLmwDgPKtMEz6DWw4DOPaWIEQtQJAE0G1xjF5LgSqHisE3hUkDFMUBeFb9i0QPEM3o/sd4JedcrwjcHQ4rArIHH/NmWz6XZYzKoQB0T+pfkS6AheSbogmAQub/dd17AdlJv2xOwJSkdju3hwVwzGUeo3J6AsrOYIVZDqi8ADh79iz3/T+s/sUguiCw/M8e8cnagEe2tEQpBICkxzxs2+lyE36UZ5XA4VraGQJAAihtx3T0bHdcDcHbY5a3+9+Va7PSfrerEn+3okLmY34F48F/5lKzDXDheKdIAkBpO6a9e1TcCTDS7n9lmvDlbb8LBwDHXJWxmq8C0MViALwDAVB2JeavmF2CwLxoyicKVlZhqwIYqwWY0aggFsBELf0MAZAXjBPwbJkuEL1Q1w8AABADCD4hABrHpwtxKUic/19bW8B8BQBA83Ody83sHqqo/ic9DQGQ64DSJ4qtjvXAvoBZYHUVAgAAgORnOYX7AFj8o7wD0KbqFz9z5oy5+Y+ueC/c1vYeH6VMgvy/SBQAAACoQvuam0RV/oOGDB6auPvuu4/CAcgehYj+3TsC+kX6Zc//79q5Td5ZYLAPczuOuRJjVS4xUIiJTOk0tMoCoBDd/ywFHBzXl3f9f33Cl9cu3L1zGPM5jrmUY3Vp6aZk811t/ipOHzOl0wBKCoAzZ84o3v3PTuWbPpwOq9854W+jrq4OKb/b+IFdOEE45iZ4jO6WyAHY2MCSxJRRMfioAgEA1ZWIHCDf/H85+/87Jv39O+WcAQ7sJADHXOYxKtUcJ3gIFwACIA6eLsHlIXhOL7UCeOC+/dJ9J85F70bON3PwMZexDkDGMSoretRfBqg8H8EByBmdPTtcZn9Yvr+8CuDRh++WLg3w1IcewEyOY2+CxyaPUSBakNPa0VuUPwkOQFaoLf8bKsrI6ejdIT2nLyxcwaSPCR+CUEExeGdjVVIFUKxAxuAlJUWAig7ARLF1cfWxqAEQigKJnnziAWkmfZ7wZS1MLAP42MtCuvxdeGzKhmXJVgEUGEqmAVQUAJ8u0qhxNMIIaQAEBVCdaD/58Sdy/x6cf5Zxwi+jIJShFuBjH30EYrChYKcwgAOQNmrL/yaKejHoZblUmgRbv3kvA/sXv/4RTPiSCEI+F3mCx+KTqAUpuwRQcjmgag7ARNFGjbMVMAoAo+LzvzGRW+THDsQ4lv5JAz4XeblCPAZ5LMqKeYnqd9xTWXdxVgEoy0+qCYDCLf/rNlsBA41Efp//zYnMo3B2HxDtyQc+J1kXZOY1BosT/PQW7U9SLj2t1GZARdh9KYo0RgFgNPBa8H/5332C/uhPXqKVlfQ7njHB5G03A/6wzs2xt85kQv489tADool5Ti/crAYHIC2cPn26YtxVinoxoACwcRHwu//Dp1KfiNliBvmrIQLSTgdkNeaSwNLSNAZFdhgyeEopEaBSCmCiyCMHBYBNXHWDfWY0loY1X33vX4HtrxD4XPE5S6NGpPren1BmB0jsBQCeCoJKKYDitv/VeUMgLYT+85MDHEX09++W+hhaywPZpv/b7/+cJs9dbfr9eI35Mx99BFOaguDCwP/p9/4FvfzDN+mVn77bdIqIK/1/9eMfhOUPFIqnVBIAhXUAugfHafnWFKKIBGDVBVy5NkOvGhP/u6cuxJr8+fc5ynvg3jEUdxUALOC4VwCPAx4PPC7iiEAeBzweVCT+1bUFab9b3/ZDhXUATp8+PXTw4ME5CICEYBxQbv9bKeqIqffERgFgkkLAytnzpD917hrN3rpNV6/NOif5znbavWsb7TJezzu5gfSLB6tlM99YDE6ev2aMgxm6cnWGVlbXHa/dtXOYhgf7zN0GVY/211Zv4+TnF6y+CAGA6D8arGpYFACmJgZg3QL2qJ5vAJASnlZFALQodEBLBXA+AADNQMqNgMrjACiBFhxQGcgedA8AQLLARkC54TDXAUAAJIBa/n+oyKOlo2d7SPwPgQAAQHHQv+MDRf8TlWhap4IDMFH0kdLRu0Pq7ydzNTEAAGLcQQ+APKFE2lr6IkBd14uf/zeLAOVdAbCKamIAUA5LEqcAuA1wAVsBKxe4wgGQ9gqp/QfuPwAAgGqovP/++xUIgCZgHMDC5//Jiv1B+AAAlAQF3AlQyeC1BQcwf3QPVrzBPwAAQBNYWLgs75w3VCnDKZA+fd2CAyiDGu4JoH/IAQAAADgAcACAHLCGVQAAAABxIX0dgLQCoCz5fxWwugoBAAAqYQlNgBDEKu4AlCb6b+/Zjk2AAABIDLLv4FmSGgCG1GlsmQVAaTZi93YCBAAAKC5KsgqAcRgCAA5ABGAXQAAAkgG6d8ojAN5//31pU9lSdgKsFU5UyjhawPlAXKyvrNDmxka2kUNrK7V3deHgS4o11O3IFsxKuT2wlAJA1/WJso0QXgq4sbYk7ffjoqKenhFcyhLh9vRNmr9+I3Pyt4uAgR3bqW8U4wKIDs7/F7wNsBtPyyoAZE0BPFK2i6LLbAYkbw+ADWwsIhVmL16iuStXcyN/Bn82fwf+LoBckHkjoBLl/+0OgJRowQEDALWwurhIi7Nz0nwf/i78nQB5gGWAUkHaQkDpBMCpU6eGSPLKSQDIdXKXiPxl/k4AIBGvSRnUyugAlJL8O7qRRwWi4c7aOr4TEIiNjVVpv5t775OSAAJA5QOVNtp7dtQeydkECMuKAEAdyJwCaO3oLeMpkbIhUAsOlBzQNLm/H5YVSRRBDfTjOwGAWpDS2UYKQDagCRAQgp7hIXMJnjSTiPFd+DsBAOCLoVOnTknHbVIJgNoBKuVM0jkwhksEiEy4vP5eFvB3kUmQlB0LC1ek/n69ow/CBYAAQPRvR1t7H4J+IDK4+U5nb/65VP4OaAQEAJEgXXq7BQdIEkheBHAHjYCkw8iBMWrraM9PtBqfzd8BAAA1A1ypWgHrul5aB8DbGlMuPwCNReQD2+4jB/bTjbNTuewFwJ8N618+LC1NS/39zO3P9VL6nYdPnjw5dN9990nTNAMpAEnQO3I/Zi4g/mTa1UXb76pk6gRYn4nNgOSE7G27S779uVQcJ40AMJTRRKmvWq2FAKBRQt5x8O5MagL4M0D+ANAwpOK5NhwYAFAfbMUzMae1QyB2/lMHaNolNaSqc5NJADxS9pHRNTBGK7fOS/nd1jCpKAEmaF6Tf/vmjCkGmhUCTPz8nn0j25DvV0UArN6Wd3xuP1T20yNVCqANB0YetHb0STypQACo5AaY0bpB2ivzC7Q8P2/c4p0/7uzXPTBgiNJ+ED8AJIehkydPVu67774pCIAauDLSuKtgbFSBfgBAUkKA3QCrSx9v2bu+vEKbm5umM8CPGe3dXeZrW1pazMcy9BcAGofMGwEBJiaM2wsQAM4DUnp0dI8SdlUH0gITO8i9+JB5yW5XOXcCdEOadLcspeeHMSaq62MBAACKitb2HhwEifhOFgHwNMYENwOUuxsgmgEBgNzYQMdOFTABAQAHwHsy2lgdy7sTICYXAJAbsov0jt4dOElk1r1JwXm51wC89957FV3XsZcocX5sPw4CAACFRXv3aFnbAIuC3jfgACD6l+x0AAAAAClDikJACACJIHuBzB0sLwIAqbGwcFnq79eBQmcLExAAVaAAsIauAblTAMsoAgQAoFFoGlY6SRb4wgGQ7AIx/oPjAAAAUHC89957ubsALTkfgIpxhwJAG7BOFgCARiHzKoCObkT/LlTK7gBUMAackHklAHYZAwC5cUfipbodvRAALuReCJi3AJjAGJDtlPhjevoURAAASCzQZS8CBBzIPf2dN9s8gjHgUsk9o1J/v8uXX8NJAgBcm7HRNXgAJ0myADjvRkAoAHRB9ipZdgH27HmcOjv6cbICcOKdc3T67CW6fuMWzc9Xt3ga27edDt61hw7evZcGBlDrYcf8/BKdPnPJOGaXjWM2R6ur69TZ2V47Znvp0IMgj7Don69NmdHajo2o3HjvvfcO33///bk1BGrL8Q/HFsAiaPKvAuBIY7wygXMlAJPXt77z6hbp23Hh4g3z9vI/vUmPPXoPPfXhB02SKzVxGUT/+hvv0ys/fkf4b6fPXDZvr/zkHfr0p56kHdtRM6xi9F+b3HCixEFw+QQAon8xZO8FABcgmPz/4hs/MIkrDK8fe59OvDNlRLYVevzwPaVzBDjiP/HuFL1mHIcox4sF1R//6d/Tb332adMVANSK/hm9ow/gZHmRaxocAkAyqGKTwQXwRqtRyd8R/RoEyDcmtUMPVMz7ooqBrYj+7CXzvhF86zuv0L/64idL75yoF/0DMvJgbgJA1/VHNA2WkBdqHBO4AE6wRR2H/N2w0gMMtrn3GUJgbO92UxCoSnZ8PNgVuXjphkn4/DiJ9+Rj/cwvon5YpehfpeAmYx4spwAwUMGuUF70jNyvzHednPwB3X/fp3DSiEw7PykwUfKNnQHGwECvIQoGTWGwfXTIdAhky4VbhXtM9rfml+hG7W9I61hDANSvQVXQObAfOwF6MfTuu+9WHnjggak8PjxPATCBc682eM3xwsIV6u/fXe4ozCC+ZqL/MHD+m29u25yFwaAhBtghsAQBCwTLMbA/3/hnLxmEXi9oZIJnMMnzd7Lusz7e/L3KvpKCrz2s+y8EKsatPALAUDzI/weAd8xaW7quxHc9f+EVOvTgZ0t9vtKKdKMKA0YjOXUWBysmmS4qd8xZlJRdAPC1pwq6BiuY2IOD4aN5fHBejYAwGoIEQO8O0rQWJTYH4t7j0zdPlfp8qbo0jYWLiuSv8jFPCnzNLSm0Oyf2OAlEbvmsvAQAHIAAcHGk1tJCLYYIMB9LXizJVcgbEvcgTxtstbMdD2QDPtZlXgXA15q0lf/mfGXMWy2t1MK31jZqbW2n9q5BDFwJ+TAvAYAKngD0jD7ouKBMF0BiEbC6ukDXrr1d6nP2AXSqw7HOCHyt8TUnJf97fqrOXSr0N8kRFTgAgOsictr/si8OvGREJGXeKOixw/dgbXoG4GPMx7qs4GvskrTr/i3Cr81XGnr/RcW77747USYBUMEp90d7z6jzAtK8gkBGqLQkKQ1i+q8//gQGb8r49KeeKrXQkvkaq5uUtrmqdtc5AIdMRk7MXADkpXSUEgDd221cX7+YZO+bxEuSZuemSnveDt69ByIgRfCxLXMbYL625F32Vyf8evCibc1fKAIMRS5p8TwcAET/YSfFvFi06gXkcAFIARfgaKkLAnnXOoiAdMi/zDsC8jXF15bc0b9GIqeS/61d8m3OJUAuaXEIAAnhLZipX1iyuwA8UV0qeW9yiACQf9K4JPVKG1etkhX92yar9m4IABkFQOaNgHRdfxrnOrqs1nTjmBn/Me8dl5m8LTW5Snl4qFLqDoFMWJyr/t73f5Zql8Aiw6qr4NRKmcEd/6ReZbPF+ppgCqsGLmgBHIqhd955Z+jBBx/MtKsYHABJ0TPygFAQqOACMCanyp0KYDBx8fa12MM+PviY8bErO/mb1r9xLcnM/ppDB3iXLau0v0nZXAAIAJlFteUC1C4oTfwKKcHrlC9hm9ItIjv0IIY9hFN8mMtrVyVeXiuI/jWPNAAgAAy88847EzjH0cA7ZwkvIIVcALYt2b4s/bk0rewPln4JW7Tj9ASOUw3SW//u6J9c0X9NHHSiCVBUZF7okrUDgDAoIsxlM5qT9FVzARhIBTgj23/1xU+W3tYWgZf3/c7nP176Yj8L8lv/guhfE0f/WAIIBwACICbaalWzmk1bq+gCsH2p0q5lWUS5HOHyDfsH1KN+tvzLvrufHXzNSG39+0b/TnHARYCd/XAAZBUAWa8CwAqAiKium+ULqlb+z2yvW0/pyqwIYExPn6KhoYq5MgCouwEc9b7+xvv0yo/fKeUx4LqIZ37xEdj9LnDDH75mpA7+faN/bx8AOACRkflKgKwFABggIlrbehxamynfQfU1QaAZAkGFFTbcxKTn0Geps6MfJ9cW/T754Qfp0AMVevmf3qDTZy6X4u9m4TNhED+K/LzgXv8yN/yxx/x+0b9mi/5NkukewYmN5wJkNgAgAGQlBy4C1LQquRfABeCc5unTLxlR32dxcl1g65tTAhcu3qBXf/KOeV9U4mfBU+Z2vmHga0T2mpk40T//jCZAEAC8AgA7AMYEtwTeWFssjAuwtHSTzl94lfaPPYmT60OQY/ueLpwQ4L+LXQ4U+AWDrw2+RpSK/rXg6L8F9n9cZHqRZOkAIPqP6wL076flmfeCXQBTEdQuQAVUAC9r4g6BqAcIFwLXb8zR62+cphPvTCHiLzg47y/3kj+f6J+Co/8uLAFsxAEongDQdR0OQNPa2+0CWBecrkASoA7OcXbe9+vU04PcYBA4R879A54ySPTEu1N0/J1zND+/KLdo7Wyng3fvNb8zqvqjgaN++fP+zmg/SvTPz7e0daMNMASAiUdwbuOhZ9t9pgMgqgVw7BGgmAtgrXG+3xABra0dONEhYCLlSJpvXCjIYkC2gkEWK48dvsdc3YCq/vjXggq9Mpwxv+aI/jVB9K+hCVAjyLQytq2of1hBQn5yF/hZLoD3srRcADW8gGo9wCs0XpnAeY4BJli+8QZDLAJOn72Umxhg0j/0wAEz4ke03xj4GpA/7y+K/l07/gmifwY7AEA8nDhxYuLQoUNHiyYAMNPHRPfwfVv8H+4CqFUQyOC1zrwscM+ex3GyY4KjbC6q4xuLAS4YvHDpBl007rl2IB0nordan7B3u3kP0m8Oly+/Jv16/3rY4Y3+Rf9KLkcADkBDqBTKATAUDaL/BsAVtNWIn0JdAMczphhQQwXwZicdnf00OnIvTngTYsByBhgsCFgEXLxUFQPz80uxRQGT/aBB8CbR9/eC8BMGF/2pslmWvfAvTvTP/w4HAAKAgQLARib2/rH6BaVrdV4XuAD2FQJueSA7zp9/hXq6R1AUmKAgqK4kcFbfW8IgCIMG8YPo04UyRX9b7O/M90eN/h1zGBAHmdXLQQAo4AJsri95I35TDOhb4kDVZYEMLoB67+S36ZGHP4+iwAyEAZD/WFdjgyzNsS05xYz+0QBIfgcgq82AkAJIwgWwX2hbT2qB1bmYGAEAY7zh4D9w2Z+7HqAW/deeakcLYOkD5qwEADYBasIBqKtucomB+pWqCS5UTVPrb2VrlCdIACgieGwrUfHvCR5EgYUt7HAJA0sIYA+AxnHixIlMXAA4AEo4AAKVbfvJfeFqNpGgmgow86Oy74MOADHBY1ol8g8r/LO7A+T49/rPSAE0hUIJANQANAi20TRXlC9U3Y5/VzcVwOClURABQJHIX43lfuQh97qjSMKgQyPNN0Dp6NuHky85Z6ZeBHj8+PEKWkE2cYK6RogczX8FywLNHgH2gkB1ewPYRUBrayc2DgKUBm/woxL5k+Zn/QcX/mkut4D/gzbATSET1zwLB6CCc9k4OjgFIKy8dRfhaEJtrmoqgMGbo0zfPIVBACgJHrsqbPDjje2DrH//iN89D3VgCWAzyKRuLgsBAPu/mRNkNtIQWXBuNV5X8EVJBTB4vTREAKAi+Suz1t8R/Nusf0F9Uf213mV/misliSZA8gfOWQgAFAA2ie7he/3X34oKAn2W72gaRAAAgPz92N/pJoYX/vlsAmQ81TWMzp4QABlaGYV2Adq7Kaji1lkQGJwKUDATABEAgPzTZX9Hwx/Nd46xv1pziAfNtQwQ0X/zOH78eOrueQsOs/ywt9PU3IU57nxcSCpA1XoAiAAA5J9i8O/I+4sLAcWFf7aX2eafzn6sAEgAqbvnWQiACZzH5sArATTPdpw+FbnkTAVogt9RtR7AEgFqFVYBZQCPSTXJ3zWvCKr+valDu/UvLgKsrl4CmoTaDsDx48eR/09IADiJ20X2AakAu8wvQj0Ag5dWoU8AII0oNcYij0lFQ397CO9T9S+aX8jjMtrdAXQBhAOQiYIpAzosO81vQw4SKHRhoU4x6gEYaBYEyEL+Sq3zd4YO5LX+RXNKgPXveK+6I9A1dA8GR/NIvX4u7UZAcACSUGlbSwH12i6AzmY/9S2BbbsEktU0SHdtG2xdqnpdzSvarMOaePePPYVdBIFMwRv6nL/wirrk78772//rV/Uvsv41p5vAdygAhAMAByBhdA/fQ0R+Cj0sFWB7vageQGErgCdg7CIIZE3+PObUJH+f9f4BDX80Eln/JHASq6/rQAGgMvyZqgNgRKIHcA4TOlFcB6C9X2vtq1WDdtMF0KpB/VYUX28bXL04a22ATRdAr/6L9dhqFWz6BPbfUwvWLoLjlQnq6UHuEUh3rKm1sY+I/TVnAOFe8ufT8Ecj/9UBdiHAcxVaACeDt99+e+ihhx6aU9UBqOAUJiQAzE2BbKrcrymHZ1WAPX8XVg+grhNgiQBlJ2YAYywD8veu9xc3APK1/oWbkpGj5Xhb1zYMFkVcAAgARdDet9dG/E6y1gJTAa7XuIWCQzSofYzYmj3xzjfQKwBIHDymeGypm2ryK/rzyftTPOvfPgehAFAdDoUAUMUB2FpXa3cBfFp2CvYKcNQDeCp5BW6BwuD12EouywKkhLnsVME1/g7y9y36C1ry5zdXiK1/671b4QBAALz99tsg/wTRwQ6ASKX77d3t2StAE7gHPt2/CiACuDHLeye/g+JAoGFUi/2+o3jjKS1a0R9FSRkGWP+2/yIFkChSraNL0wGAAEhNBGjCVIBvUY9vPYBTuW+9d0FEwMLCZdO2RV0AEBc8Znjs8BhSGZrHAdTEUb0g70+e+cEbSNhTi9UVAHsxeOAAQACkAWd7zYBUQJi9R0FFgcUSAaurC+ZEjvbBQFTwWOExw2NHbfJ39fF3ReweF5GceX9ns7Fw65//04oWwBAAEABpOQD7/At2/FIBLmfAKRRIUBRIzsekFeLYcR739OmXkBIAfMFjg8dIEepHHOQfWPTnDiTIs+QvqvVvOgB9cAAgAKpAD4DEBcDegJ7+AqUuqvivX+EkThmIVgYUQwTMzk0hJQAIYVn+PEYKwP6Ox07yDyv60/yDgwDr33pZRy8EQNJIs54ODoBCqFbXBnQDFCl4N7lr/kWBZRABVkrg8uXXMKAAEzwWimD5Owg/rOJfuPInIO9vCy40n2WBDBQAqsWlbSp+6VI7ANa1XdsHgNv8bXUG9OwVoNV6++nVfQHMX7I6CepbF7P5uPZe9Td3fFCto6C63QLduGRM+vMLV2h8/Gnq7OjH4CohVtcWaHLyB8oX+oWSv6jiX1T0F5T3D7H+LZehHSkApbgUDoCSIkDQzENzXYzCvv+CfB+RYGWAN3oomhPAMFcJnECBYBlhFvqd+EaJyN9J9P5Ff+QSCa5VRD7WP//cOXQQAwsCoNq/GOcsJcuma8SrvMml5qMqeGEBkN/ywGKKgOqubq+a6705IgSKH/XzueZzXpiC0Ejkr3muX3HRX0DeP8D6N+emTtj/KSG1erpUUgC6rmMXwJTQ3reHlm++XdvMh6rb+9Y2A6pu/2uegbrNb7r41rbAtcdb2wLrtd+tbTXs3j5467G+lW6obzBUnHSA3Q3Yu+dx2rnzIQy0gkb9nPop1EqQMPInO+GTj+DXhMTuzfu7nUFnQTLn/7EJEBwAIEV0DtptNoHN77s0UBNGBe58oLBHQAmcALsbgJUCxYJV4V+oqD8q+QdV/IuK/kJcw6B5p2Pwbgw2xQRAWkWAEzhnKZ2wzuH6Bahb2/jWtvS1tvfditBtj32LArXaRsD1AsC6Y1A+J8BOGOwEsCPQ2tqBgaeooOOIv5A1HgHkT77k76r4FxX9heT9Hda/q7aovXcPBh0cACBN8FLA1rZu8QXpUuhkuzyDq4HJMzFQiZ0AC0wcb771p9hdUEHwOeNzV0by12KRP7nmgrC8v7j2qMWYk1qseQlIHG+99VYqdXVpCYCnccrSAy+1EVfj+u0I6L7wKaQxiIvY/URAAfsEiKJI3gmu2hf+Cgaf5OBzxOeKz1kRuz5qDZK/cLmfPcL3XMtR8v71NCOi/9SRSl1dG46rggLAuNhWb522Fe/V/mva9379ATRbgY5VAKj5Fw+6LX5ROsDdJ4Cs9EDxwGmB905+m4aHKjS2/0n0DpAMXN1/4fyrxejkJ6Z+gSiPTv6eGiC7sBe1/o6S97cFGZ3I/yuJtAQAVgGk7ADUCZqchEz2egBbYyCyCQJXnp9012qARkUA2WsEigkmGL6Njt5Le/Y8DiEgAfFzJ7/p6SKnaWKSP8Unf1s4T4F5f5cgsMRGKzoApo0J43ZUFQGAPgApOwBku9SdRXrkImNykLi3U6B4eWAcEUCOgsLiiwAGEw7fUCiYDwpd4BeD/D3V/mGNfnxIPXDLcM275M+9BwlSAHAATKRVrAA4BUB9nb9WK8K3Pbav89+6qENWBliPGxABrnYC1YSCLf1QZDABTU+fpOHhChyBDCP+2dmpEuzs2CT5awHkT+JlgZ6iv4C8v/0xBEDqSKWuLg0HAPZ/BuCc28rcGWdUH1AP4O7xX439kxIBXtfBITQKLgKYiCxH4OCuX6OBHTuotaMdgzTJY7y2TvPXr9Ppq98txx/sZ/OHrvMP6PInWOkjLPzV4rQT15D/hwMAZI3Wzm3GBXimFmX71ANYvQIExX7uHL5fj4BoIoB86gC00ogARkfLIC3Ozpm37oF+6hsdoc7eXgzWZiL+xUW6PX2TlucXto7x2uatcpJ/YKQvIn8t0CXwLvcT5fjFfQLsWw63IfrPAsqsApjAucpAufXuJsdufq6d/fyLAm3WvMsdqEb/VBcLASKAHM2CgooBi79CYEuUaZ1bj5mw+Nbe1UX9hhDoGUZmLA6WDBG1YBD/+sqK7zEuIPM7t+iObPM3Sv7e/QHEKwMEv2P7ju3mXASkjFQmkMQFAHpBZwN7zs1BzhRWFChaGRBfBHg7BvoUA1L956LXBbRr3mifCWzm4iWau3LVFAH9IyNID/iAbf6FmzdN8t/c2BC+plMbpGW6XmDy96v0d3ft81vqF4f8SdD0i3yWFdpFhvMz23v2YN7PAG+++ebQI488Mie7A3AApyp9dAzc5aq88y7ncxcF+q8MSEYEOF5PXlFQnTyKmxJge9oPTGhsZfPNcgW6BvqppbW11OOYj8vK/IIw2hdOWC0FTKm4C/MaJv9w18D7OaLiQFFPAb/CQq3mRgIZgNMAR2UXAJVSReLt7eaN0WpM5l3G5M5YXFzces3S0lIqn905cDetzp+pkzt5SdZeFOi/MqBJEUC2FQnkFgV2TVKclMDgjnupvbPfuPUZj++jO6vLtHj8bKTftVwBBtcKdA8MlC5FwOmRpdnZrdx+HJelxZi2NulOgaJ+O9kH5//90wQRyT9orb+9ANC36M/22Sx6B+8CLSsMFAHGABN8T0+PeWOi53s/jI6OOn7eMCKd1dVVUwywOODHGz42Z+TJsHcPrc2frdvuViGgb1Ggk9gTEwGe36WAFQJWqsK+YkAeIcCkzuRunsOxx837ge33mkRv/zc3pt/7KZ2NKADcRMg3ThF09vaYYqCIzoAV6S/Pz9Pq4pKvxR8FDz7xuzQ4/gAtzV8x3u+KIagW6NaNU7S+atxfV6UhkNiKFzb08WnRHZQCCCV/zW9pIYUU/Tlfl2T+nwMpnlM7OjrM+5aWlq2ASgSeS615Nak5VXJMqOAATBTtqA8ODlJ/f795S0I8WOJgxYgEeRBbt7iD17LerPg/UlGgYHlgJBFAwUsEPe2Gg1YIUH0XQso4JWCRuBW5t/H99nsDyT0KZs8215CGCdESA6a709trugOdfb1mykBFsNOxenvR/JtWbY5Y02Li9uqWOBN+bk0IrK/epnkWBjWBsHTrsika8ud+P8vfn/wDi/8SIn93xb9f0Z89HdHW0/gKAIvwe42xzveWkxoVVgDG87J9Tr116xYtLCzQ+vo6olY4AI0T9rZt22h4eNh8nAZY3fKNP8dStDxw+X4lQj7ULATcyv3XLfXAokDB8sBIIqBG1lsigGyrCsgtCmpRvbs40FEXQKmmBJggegZ2U8/gnq0IPog0msHG6jLNXzqd6HsyYVqkyW6AKQaMibK9u0taQcCEv768Yn5vJv3NlKIxFlt8zFs7u31FnnWudx/09k+pioMFunnx9S1RYD2XTdTvJF1xvt9G9omSP/mSv+bjTriL/uzfq2NgPNYRYLJm4ub7uIQfZ07duXOnOY/OzMyYc2pBkHh9XaIC4M0336yA+BuH5RCYk6mhXnngspr1EwNtPbvNLTg37yw7Kv6dRYF+/fubEwFk/yja0gO1CcO5TFBcF+BNCcRdJWBF7RzBdw/uNu+t3HyWmJ2sElJaYCK1+gtYgoBFgOUOdBi3rFcWcMX+GhN+Lcrn+80M7Vc+5qP3f6gxR8+V4nE7B+wWLN+6Yt4nJgw08WY7wfn+gGV+DZO/Jm4IZH+P0G6CtQqCNmPcdQ6Hzqd9fX1NO6jNzKc8l964ccOcSxVH4vzaJvsXzBI8QHfv3p058fvZYyxE+MYDmAfv3Nycx9ZqN0TA6vzZerRvt9upztCaaN0+UWDjniARUH3biCsEHHUB5JsSsMSDyA2wIvqBGuHnQfR+mH73p5l+HhOt3SGwwA5BS2sLtXd3U5sxfixR0GgzIuv9mezvGONufXnZ+OzNRO38Zo55owIgSFDyOHMLA3YI2Clgx+DW9ZNbjkFDUb9DDFCEfH865K8F7iLoX/RnFydB7X+TSJsmOZfu2bOHhoaG6Nq1a5Hc1bIAKYCaSmXil2Gw+g1gznHxzW1r8XLAtflJG/GTqyjQunB1hztQj/4bFQEUb4WANfGFpASsqH5g+z2mdW+RvaxYmr6UuP3fKCxiDqqsbzNEQWu7eOOijfU1urOmRt6Ujzkf+57RvelHkpxKMm5uYTB94TXTJZivuQYeURAp6g+3/B1kH9TbPxXy92kHrGnVpcg2WOlMjvhbJSxiZTdgfHycpqenTUdAQUzILgAmVDuiPGj37duXSj4qC1trdXa3azc/Z2TuXRmQlAgQrP0PLA4kIvfvGP8bMSbVQZPsLcK/R6nxc/XNHyj1fZngVSH5KMf+rl/6fG6fL3ILLFHAbgELg6X5q75Rv9DyD8n3u90CD/k7WvrGIH9bbp9EToPn943ApH98K9pn4u9SpFiVAykWKRcvXix9oaCW5Ju9+eabzxt3z6nyx/PA5WKRVoWXXK0uL9Dkay/Q1dP/WHXSzf9YXf31rWV29U5dujPPruu1l+jWb9jsd+dr7e+x9Vm219s/z/lz9afu/l0m0Y/sfbR6v+9RpS8ejkCP//m/g4WWIz7w2/86Exeg4TEyf8VciXDzwrGqMLh0zEPidV0QNd9vvYNtmV6z5C90DAQ9BmybCB382L+jHbvGlAmePI7XxgadO3fOXD6oCow5ePzw4cNTUgqAN9544/eNuy+rcCA5H8R5oaJg5fZ1eu+H/yfNXn1bSOxuAm9UBGy91i4u3CKg9s8Do3fTNoPkB0YPmqTfPbCrUOTz3jf/QBr7v6wY2HuQ7v/M7yn1nW9ePGY6BCwG+LGbyIPJ3xuJi8k/Wn2A03GIRv67Dn6MKod/i7r6dhRiDF2+fNmsr1IEzxgC4GhSb5Z0CkCJrYCLRv4MvhgP/+r/Shff+TZNHvtzurO26LD4w3f1i5YOCNr8xyT8PYdp297qjZfeFRW8FA3knz/4HPC5GL7rIWW+MztfdveLhcAMi4JLb5iPg/L9XtKmFMmfHOQ/tOsDdPBD/5L6to0XagxZXKCQCEgMpSsCLCL527HvwV+n0f0fpvd/8v/S9PmfeJYHJiYCjPuuvt0G0T9skv7O8Y+YTXXKAF7yd/Yf/hTsKwn4XBze+299+wJILwj2PmrerOqXGUMIXD37Q/N+YfpMCPk3tjLAV0QINhVq6+ilyqO/bcwtnyrsGGJO4JSAAj0DJijBboBJpwAmSeKlgFykcuDAAaVz/nEwd/U4XTjxbZo+92Nvfr7BdMD2ylMG4T9COwzC7+7fWUrCgfUvH1RMBUQBdzO8PvnPhhh407j/Ea2v3Y5E/pFXBpDfWv/q/fCuh+jgh4sX9QuFfa0mQPJlgl89fPjw87IKAGl3d2HSv+uuu5QtWGkGXB8wfe4ndPn9v6fbNydjiYDu/h0m6Q/veZh2GPdlx/kfflO5yv+yYNcjT9P+j36m0H8jOwLXDCFwfepHNXcgbBvhiORv/13jnlOK40bUz/n+MoFXBZw9e1bmPQW+ZgiAr0AAxARH/kGb95QFXBswd+U43Z45S8sL1w1xcM0hBroMwu82Lv6+bXdR/+hdxkSwk4Aqpt/7GU3C+pca47/0eRq9/4lS/K3LC9do9vKbdGPqVUMQvBJK/uL0gZP8+0buMq3+shG/HdxrhZ0ASXHUEADPSCcADPLnAsBjMh6x7du3e3bnA4B45P9Tg/z/DAdCCRHwucS7BKog7FkEsBiYvfJ2tQg4lPyrPzPpbz/wYbN2qAxWf6TrXd5mQYkKgCSLAKXc0Ny++x4ANILLP/s7uvTT7+FAKAIWamsLs7TniV8pzd/MhXp77v24eWMs3DxLt40bp/9YDLDjx2TP1n5X/05qN17PxM+Ez78LOMGcwVsMsxsgGSqJjpsin0TO93OXPwBoBFztz2TCG88AaoEF29KNS6YboOrqgGbQb5A734DGwdwxOTkpW7dAaQXAYRlPYEtLi63YDQCiYW7yOE3+45+lussfkC5YuM3/8Wka/9jnaGj8AzggQCwwd1gioLB/Y4LvJVUKYMeOHdTZ2YlRDMTC2sIMnfzWH9Lpv/0jkH8BwOeQzyWfUz63ABAHzCHMJTLh2LFjibkAiTkAMkXZvKsfb04BAHHAuX6+AcXDwqXT9NYf/29mXUCZagOA5sFcwg2CJKoHYAEwJZUAMPCIDEfG2toXAOKQw4Uffcvc3Acovsjj9M7YRz5N/XsP4oAAkcCpgDNnzsjcHyB3ASBFCmDv3r3I+wORwcR//a1/woEoEVjocUpgx8O/aAoBAAgDcwpzy/nz52VxAKQTALmDrRo0+wGikcBlOvfyn5n3QDnBwu/25dN04JnPUc/oHhwQIBDMLcwxMzO515IkJgBaZPxSjYD7/MtWrAHIO/G/+5f/HuQPmGOAxwJcICAKmGOYa4qCJB2A3AQA2zO7du2C7Q8EYmNtxYj6/9zMAQOAHZwKWrh8hg4889vU2tGFAwL4grmGUwGbm5t5fYUDMjoAuYG7NmHJHxCE5ZuX6dR/+UOQP+ALHhs8RnisAIAfmGty7i6bWLCdiAA4duxYbgWAnJcZHh7GqAT8J/Ypntj/Iy3D8gfChOL0ZXOs8JgBAD8w5xSh3iwpByCXLoCW9Q8Afrh58md09nsvoKkPEBk8VnjM8NgBAD8w9zAHqewAKL0KYGRkhNra2pD7B4S4+tr36crPX8KBABrCuZf/s7mp0K7HP46DAXjJ0+Ae5qAcdg1MTAAoWwPQ3d0N6x/wn7yP/meQP9A0eAzxWAIAEZiDmIuUFTFJvIkRgU9k+aVh/QNh5D9z8uc4EEAisMbSgYn/FgcD8IC5aGpqKs9VAfkKgKwB6x/ww43j/1wq8m9d16hzvtXxXPtSi3nzw3rPpnlzPNftfQ5wioDukT20/QO/gIMBOEk0h1TA66+/PvHYY48dLZ0AQNU/4DtJn/o5XXrlvxSO3C1CN2/LLdXnb7Wm9rmb7TqtDFZ7ni+N3Knej95x/FxG8NjiHgHb7v0gLjbAAeakxcVFmTYMylQADGb1hbdv347RBnjAa7fPH/0LZb8/k3uXQfZM7D0326jLuG8xiD4P8Of2TFenBuueTnodBBYDq4ZQWBnYKI17wGOMnQC+AYCbm86dO1dKAZDJMkC2WdDwB3BjY22ZTn/7/1aO8JnomWD5Psiyl/G7m99/us3jGrAoYLegyE4Bj7UHP/8/U2tHNy4+YAvMTcxRN2/ezOLjmHOPyiIA0p902ttpaGgIeX9AGJWxCFCBOPuvttPghY5ULfw8XQNTFNTcgtu71k0xsGDcF8kh4LHGY67y8d/BxQc4wBw1Pz9P6+vrqX+UTA5A6uDWizk1XQAkBhf93Zo6Ie3343x9n0H62852Fo70w8B/N992HO82UwW3xtYKIwZ4zPHYQ1Eg4BDCBkcxV125ckWJ75uUAKik+SV5nWVfXx9GF+CJxK699vfSEv+wQfpM/Hnl8mUCi58dt7pNMcCuAIsBvqkMHnvb7n0cqQDAKXwNrmLOWl6W35VMKqROVQCg8A8Q4fKr35bO+mfiHz3ZRXf//YB5D/L3gtMEu4/10L1/O2geo1ZFjxGPPR6DAJADZz0tkwOQGgYGBqijowO5f8CBtduzNHPqNbmI7WaV2FQq6Ms1+qiJJXZJZu5apVnjttGu1nXOY3DHY79MHX1YmgzUwZzF3MX1AGVwANL5crV8CgC4ce11uax/JrH9P+oD+TchBNg14eOIsQgUASrUrTX97V5//fVKWl+OKypR+Ae4sbG2QrMSRf8c9XNuG2heCPBx3P+KWkKKxyKPSQBwB7DMYWnRYxJvkkQKoJLWwRscHIT1DwgmXHla/XLEysv6gOTANQLjP+inix9aVKafAI/JkUMfwckDHGAOm5ubS2OfgER67zQts5mg07jxgUP0D4gw874c0X/7lI7IP0U3gFMqqogrWcYkIJ8LYAWySd+kEABpHbQUrRNAYXDx38pNOdbYjr6FrpRpg9MrXFwpO3hM8tgEADdkTmUncWUNlemAAfli8cpZOb7IhTvUtzkgnYReX16jzfU7tHFnw7jfoI31jeAJoLONtNYWam1rpZb2Nmrvli/i3vfTXjrzy/PSrxDgsdlxz+O4SAFhQDszM5Po+7722mtDjz/++FzeAuBw0gcLuX/AD8uSRP/6+Q1qlUCkMsmvLq4Y0eeKQf6rDQiGVYEoaDeFQEdftxSCwCoOvPLokvRjc+gg5i3Ai5RqAZreD0A6bw3RPxCElRk5BEBra77Na+6srtPSzIJJ/Gm8N9+W5xZJM67F7uFe6urvoZb2/FoZ8x4KVzA2AbgAyX4vGZUSAPhGrAty5Fk3ptZpYzOfnvar80s0d/5GKuTvhm78jUs3F2hm6popOPJ0Abok30tBlrEJyOsCyAapHID+/n7SNA32P+ALmQqtFhaWaGgw2z0qOMe/cG0ul7+XhQCLjsF9I6YzkLkIuKNJPzYxdwF+YG5jjltYWJDmOyVxFR9A9A+UDgMtdGP6VvZRZgN5/iRhpQbywMaVdYw7AC5AHU3X3yUhACpJ/CXcO5lvAKDGldxC6+t3MhcBmgT1MetL2e/ix+mWlVtrGHeA0kiY55pegSdNCoCtEQBQDTem56i9vTWzVEDXQLdpxes51R+YIiSHAsgZrj+IscEa1wvYUwbmz+sarQ5uOJYTrndv0nrPJgYykCnX3bx5U4rvIo0A4D2UkT8DVMTlK9WLOQsRwA4A5+BvX5sz7fjMyd/4/J5t2Yp1dlpmZnlXNXHkxI2CuH0w3/MeAo3sI7BpiIIVQxxYgmBp9A6tDmzE7j2AOQyIwnWFEQBJDPje3l4s/QPUQqdXBKwYhLxrR/rbwvI6/aH9282q/OXZxczcgPbuTurdPmB+flZg6//CpRu0sbFJdt+BlwX2XWk37zmybxb8HiwitnCyJj5YDIzcMQUB38MtAJoeayyie3pocbHpWpqmCwqk2AyIDwYAyAqrFe1mWzVKNCPhna3klr4zM/O0tLRCe3aPUFdn+vUsHInzjZcFcjMgzs2nIQY6+rqoe6gv86ZATP7nzl+jlZVa7n9Hi7k3AG8dnNVugfw5g0sdW3sScAqBhcCtsbWtsQAAjXBeAgKg6SJAKQRAV1cXRgSQOVqNqK9zvnUrP2wRvfVzEJjop8h7ATNZnZ28YqYDdu4czqRbYOdAj3kzI9blNXOlAKcHuEtg3DQBW/wc4XOLYI7423s6cik8XFldowsXb5j2P6O3p4v2nNxG7Zv59gLoNMYG34bPdppuwO1d6xADgLKcl3sNAFdEtrW1IXcGZBLJM7mz1cvE30wU2d4efOnM3bpNC7eXaNvwgCEGekNfn1jEakTpokidhUEw8WuZWvtBUT+vrGA3xcL20SHjNkgkmfvO44eFgCUGZu9aJZ2bM/VikygghHgNzmPuW1vLd2VL7gIA0T+Q2thisq8ViPVdTZbcohA65615lQDf2BHYtq0/k9SAnzCQGUz8twzRxOTPx80Cp1OybrbUqBjg/Qr03/kDomcOkWbc6NAYLkIgkPtKLwC6u7GfOpAcuCjMIvy088RsSy8uRWvHy44A37q6OkxHoL+vJzNXQGawxT93a9Gs8rcTP2PXzmElyN+Dl0+QbtxYAGifeozoQwdxYQIedHbm7xTlPgO1trbC/geaAkf5g+c7EqsIT9IFcINrBK7y7dpsacUAR/vcRnnh9rJ57yeuOH2iNE5cIN240Q7j7/itp4gmHsTFCtjmj6ZdyYlcBcDPf/7zpr8Auv8BDV08S9WKcL5lVRHuER49nWZU3yjsYoAFQH9/j0F8ncb7dkmx1XDSkT67JUGkbwdb/4XB9XmiP/ge0XdeI/riM0SH9uECBqTgvrayHwBALXCUz9F+0jn9RsARfJIEyYVv1m6hLAg4Cu7qajfrBlgUqASu4meBs7S0ahK/Vc0fBWz7F9IRmbpB9NxfVGsDfu9XiLYP4IIuObgY8M6dO/l9fp5/PJr/AJGwuEp09ATRd1+nvdd7pflaTMytrS2e3HVSgsB0F245BQcTI38utx/uMB53Gs/l6Rbw96xG96umtb9qkH7Uughfkddf8LogTgv8j/8P0W89SfRrj2HVAARAOQUAA/l/wBc35kkzSJ+OvlMVARKCI/MolnYiUfVKNaoWfV5XTQi0GILEvtKAUwp+31sUtW8KxAyTu4WlGrmv1Yg/DXBNRCnwF69WCwZ/91eQFgDUEwDNkjfIH/Alfp4cmfglR39fd2YCIEwcWLB/nxuKnfok0yrKjPXn/5Lo1x4l/TefhBtQMjAHNsODP/vZz4aeeOKJOWUdAACoh5qrpL1wVAnir0fY6GORJFrLmhb87jHSfnqG9H/z3xBVtmMgAFHB7YCP5iUAKjj+QBLEz/l97W+OSWv1+8HMyRtRqz0CB4CG3YB//SekH3m6WhsAACkjdwGANEC5oRnRvvaffqAc8dvB+XQIACCxa+KFH5A+dYP0LzyNlEDBUepOgCsrKxgBZYUxwbUw8Z+4qPyfws187L3rgcaxsYntdreEsXGNbD73GxABBcWmMdY3cx7vuSfc8lwCAeQAzvP/5Y+p5d/8f4Ugf0Z1WR7KaZIJCuCkOEQyXydTN3AsCjnW8w+Ac5+12ALhdsBACaKady5Syx9+38x1Fg3cxQ8uQDLgpYY9KK6swrhWWr76V7T5bz9LOooDCzbO8189lLsAYBWEDYGKj5a/+okZ+ecNfXOT7qxWXafN9Tu0ualvbYPbzI55SAMkh/nby5kKAN4q+c7qujk2GPzYGhNaS4v5uK2zzXycCxZXqeV/+QZEQMGwvLycxNtUlBYAq6urGAlFj2D+j++Y+cw8sLm+QauLK8Ykv0obxsS+YfwchK6B/5+9c4uN4yrj+Nld79W7Xq8vcey0uYHdNEVpiIVSaEVbNRWoDQK1VLS0Ki+ABC+FF0BIIFFe2ko8gLhUAiEuQipCAVUtraqCaIDSuGqipJAmbSBx0iSOY3t9We/N3l0z/+OOm9gbe3dnzsyZ9f8njVwptfcy35zv/13Od2Kitbut7sUeZQDuBrAHzDHYuCGlXAjmp7IiP5ldcvxXMje7Mj0LIQCRGIyGRSjucIaCIqCpyGazdtX/vS0AUAJAHwBGIpLmQqb8DefvdIc/nH7BcCLFmdyaDn85BeN3EAEmr+usWwQgC3CJAsB6RD5fUloGwP2dPj9R1fGv9Xu4IBxgG5G2qIi2x4U/6FAJEyLAeJ7KT36ejYEeZ3Z2Vov3YdXrbrHjTaAWkkgkaBVNhP/Fo8L/67876zjycyI3kZHRvlUHgQgw3FbfSNpkMi5P9iPWGRufFls22y8AIA4bcf7XzCAYF7JGsY6EM0IAGbXHD4jyEw/RSDwKst66ZL4tFbUWFha2mqMMrVyZTIZW0UQEfvayo84fkf7k8KixsI9bdv5LjqJS/3wKTLFDMyCxIdjNFZbOHbCTXDpj2fkvB1mjtGF/s6NTtv/taqCchmeMeJPJyUlhh9+0OkbYsgCwC5QA2AvQPM7fd/CEYxE/ormMsfDWm+pfi0YaAnF6nw7nAjQLly5PKrAZdeuMFAJnLlftH7BdBBjPmO+N0zQSj4Fg1+3hP1eiTeEdNZFQKEQL8Si+XFEEHv+T8J1V3+yHKAupfqRfVYAmL7MLvB7nf3FkgoZgp0MtzIn05IzoSLXZ9jftForVbHNmJN1wM2m9Yrv0oy+IhRj7AbxAuVwW09PTWr0nbU7eQFckhwJ5OPL/wZ8dcf5mA5cq548FGwt3PcBJ0fmrAb0AOKbYNjt1qGEP2QA7eg1WXzSLwv+bf9BIvGLLY2OuT/7TVgCAmRnuo/ak83/6L8L31gXlr4PUKhZViABVxA3nX0/0D8fPxj+VUVNFfsd2jQhGdscpGt1tUNcCjlKAA88esUY6nRbz80rWrWTTCABmATzo/A+8Lhch1aDRD6lVlYtpoqe95s5/OKTTwyMy9U8UR9OFOTFqk8iqd2eHF0RA4MAQjURj4NdwKWK3lV/WbvM9sgCpVIpW4wH8b5yWE/5Ug2Y/NPqpAmn/tr6Omhv/0J3+7oUxGZ0SZ4DQikSClvsBzEE+KpsBq4mA7NiMiBsCU4n9IgOA0wO3dNFQNAPN7Yj+tV3DdVRL3BHgAXJF0fL0X5W/DCKnWYUpdjiD1Obump0/atLD50avcv4HPjoqXhgcF0MD0+JUL3cBqAKlFjsyLqqb86pmMWZyUsgqywK8eIwGohlI+U9M6N0bpOX4PWQBurs57lJrw4Hzz6kXamj2U9G5DQcQ60yIaHtrjQ9zSUb9y0f9wuH/7UMrFf51ExHjCov+kVbjiomOTJBGYwNms2V7Mt647YaDstdDZVapqmaeyMgJk0oiObkl8C4aiEbOX8emP08IAGQAkAlobW2lJWkIUo5+h/Ygz+fsj5rq3aKFqB+d/tVS/kMD1Z3I+c6CvA4NLG776TQEAITArrMJ0X8xJqJzPAHTTRFg9gI4KQJQdsAkQiUTAw0xjudyYecmGojLYJ//+Pi49s5fWwFgZgEikYjw+/20KN2M5sDrjr1WxaamUDj7cDxS18hW1PoxjOZaB/ykE/NLDn4tJoz/dyIxvfT/7xpOiJsNMbBrON70YuBSX0kUIgvi7PbFLuipVMW4rs7qFKIL4lJvSew+HBGf/sPajt3LIiAcVNOI6D9xQZRu7OMC5XLk7xXnb1kAYBSwz+dT8sYwNAHDgdra2mhVOkX/Yxm50DgFavTl+cbr6tj3HWmPy4Nbao340eE/WkO9uVbnX403t2bkJW5fFAO3nErKn14Gjh3OftRw5MOGs6/m6Nfi6GChJgFgioB5I6Lu7mp8JxREgD/YImYuph0Z41suqRtEJJsB7/sIFykXnT/S/lbH83opA7BV5YdFFgBlgECA6VJd8B92dvwoUvXmKWw1G/V7x7Zica93ot9q6f7lDPXbEzmaYgBlgr2n2sWd/055IiuAqP3kzjkZ2S86fHuc28mb5sSO47U2ZU7J/oyenpQ8i6ExkRkSHds2GCJgUvnuAB8zmk1JPp+XM/69EvnbJQCUgy0UXV3c3qKNAHB46AgWzPbN3XII0Fy2IBsCEalBEJhDXXwBn3T0LSHD8cdCDS2yiPbh/OFMagHNf0jr2wn+3gt7xmRT4c3DcXHPkW7tmgcR1Z+8qSiODRZlyl4FEBS1CgDz3mFa4PWbukUw2NKwnaFBD3aWNexA1cjgcGtE6f3xUvTZLOA0Wzh/L6K9AEBDYKFQkP0ARAdrd+cgi1A8Ii/bHVqdjn8p+h9QVzfOh8qyvIDrzv90iHsOd7meEThqOPy3DcePiF81jQgL9GlgMFNfb6dIxGOW7QynBmL4lJ1CADtO/EFmM+n8KQDqW6SnpsSGDRvYEEhcd/wmx7Y6MwEQ2YArhYCTIMU/dGteOn+70vu1MLy9scwKyjbvnh+TjYFWSgIAzaK4IAIKM3nLpYHFnSdJPnhNBBw/BICX8YQAYEOgTng3xYjmvrQR2cH5N+r4Aer1iNKdAq+F0sCbWzLikYO9csaAag7uy4lDt+Vl974bQARsPd1Y+QP3N5sriE29nSIWs/ZdoY8EF7bvFbMFWSKoRwygNAUhoSJ7tZzKlk5B6PybTgAAcy4AswDuUrlxk/CfuOip94z6sOn47cCtaX+YK/DEfWdkb4CqbAAa8F7an3U04q8GdhM0KgAABB4mNiYSMVkWCFhcN5C6RwrfHByFqX4V4zXQ1b9QRk/KoqA0+1ECLQHZo+Jkyr+yo489AA6AjHQzOH9PCQB0V0IEJBIJWqCLXH79HeGFncaI9jOZnEhPZq65j7/hDIARibuJmQ147PnNtvUGIN3/7AMZR2r8tTDaa48AgQ38N1eQZwhY2S64HDk6OhrSxt4XYmFRHtzGBWr9Of/mOgxorSwABYC7zAydEsFw2NbF1E4yszlj0c8rO6UvLQf6zLv+OZEN+O5D/5MiwGpJAOn23z8641q6v+pCW0cGAt8F7sv5zqKcsoiJi1eJQSNCx3ZB2ATs1srwIG0F7yd3cXFan5G/pROmPCUAkAXADYhGo7RGt+6B4VzHjCsYDGixkJalTRSk04fzV31C3zGXo/8rQW/AD/efE599rUfsfacxQYYGP0T+unGtRkA4epRgzFHLy8sxnf1B8b1nPlj1d1EWwPCg6emsFAJW+wO0if67EmLuM4PYA8gFSmHw2Sxpf88KAIBtgRQA7hEZ3C4Kh0/LhbRQnJcLacDpk9WKc9LpZ3NFmeJ1Et1O+4MI+O3tiz0Z9YqAZx+YlZP3dAVlCdTXT/XlZMmjltkL+Hecyrjad4EGwew5bC0OiY5UwtMZAQjg6Q9fL7hJWuF3XC7LoXTNiOcEQKlUokW6SKi/VwoAGY2lZ4xoalbWVzs6EsqEwJUOH/V8Kx38lgVAn55RAERAdM5f8zhh3Z0/+Ml9F8SZWP3ZiUMDUzWJIdgShCy2g3Ya9ps0hEDAY03GeP+Jvf1cmBSSyWSa9rN5TgBg3jJxj/j+PWLmmVevUMeL9VVc6LhujYVFJBxqKL0KR18x/h4cPZw8LkRruoD0s5Pb/+oXASPisUxwzZ4AbPHT3fmDkR7jWW9g7UWmAPeq1imKsLNLo5NSCGCIEMQsbFj3yP/suVFRSrWKzoFeLkyKMwAUABrBrS7uEezvFZE920XhyOkqSjm3IiXfWoMQ0MnJrwZqzjoDcfLzu8+Lb/1x2zV3B2Cb3yv7vFHLDFjYQocBSve/1lPnQl+RjYK4MFIYWQEIgkbHCyuLSGdzMvLH+009eDfXQ+KOAKDhrU+SX7pLFL5S26FAXnHutQmAovbvETVwZAK+/PJ1K/4Nc/x1bPhTAaYn1isAqmUFcKFXAEIgkYi6mhlAGQxZCvOZaulNibYHb+WC5EDA2ay+roW3l9RLZM82Ebt9p8gdfGtdfe5TvVlPvE/zdMHl/QBw/jpt9VszAxBqPAOAbEi176AR0CuAC2UuZAOQ1YrFwvKn6uyAOc8COxeWi+nU1+/lYkQoAIjzdH7nflkGqGQK6+Yz50PeOerzwC2jVzk/bPdrdMa+W1id+omdA3YIgOWZAbNMIEVKwL/U8xKJBKUgsJIlgMMvGmIDfTCLja/Vn6+oIcAhwglZdwKApQf38cUjUgSMfeN36+Yz694DcCXyaOHB8aWRwQf35dadjeLApkcOqn2NsmxaXemoTWEAwpHQqrsLcu/9Lppga5ljgdQ/nj2ug4QZAOIa0Y/vFIkHPyYyz/xrHUT/3usEHuqfkgLA6dP8dLpn2BGwfDKgE5jCANjdB9P11MPCH+fOf0IBQFwm9bV7xfw7I6Jw5IwW7wfDY1Y7Tz5S8ImNF+s3ey80AFbLAmAozqF9lXVrn+gDcEMAqAKRP2ZxEEIBQLSg66lHxOWv/kLMGULAKXBa3KXespg2IlvUttdy/NcSAjhxrmdk8Wck72u6e/PcvkkRTMXXrW3qNrnRCq337pEXIRQARBuQjux68mFx6dEfK2sKhMOHoz9rXNLhW+xmx+8Pv/e3THa8FRI3HA+L3YfDTXNvyqkWEVzHtmkeFFTLUCBsk4SdjRpCEv+9VtlkoyEcIRqTkwHRPum3dHxxLc4f0T8hFABEP0PqTYkNP/2izATYJQIwtAYOH0fUOlHDxuvgeulTs+KWf0bF3lejS1mBfNibNfRwa3jd2yayAHszyWva2NvGPYcQrNfGqu2qaDfEwGJWafFnI+Wm5WDbLZ0/oQAgWoPapFURgAjs2GBRjqp1a886XhfT8g7dlhefeC4uMwJe7AGA8/f5feveLpEF2CuSV0X62BVx8qai7TYGEXF08H0hgVLTjuNhscUQA8gw1VtmCg30yhIbIRQApClFAOr3iLyHDIdbTx3fCSGA4TnHDDHSdsJ79yIY9Xbyv1yyJ+ti9gGYjt/JcxBgQ3g9XM+K98tMtYgBOH88S+z4J6vwimsCYGFhAS9+B+8BaUQEqIzE7ASp3oWtCyJ8OSyKWe9kAoIRbwuASsme3QvIAMDOdDgDwSwzQQzsPhwRNxhCYMfxlYODUPPHpD86f/fhKGBCGhQB6e8fWLE7wI1IzCpIpbdtbBO5yZzIpr0xErgl7O3Hu1K2LgACLQF53175gH67AczMAPoG9r4akYIAWQE2/BEKANJUmQBTBHjhHPrViKViwt/iF5nLeh+q4/X0PyjNlSx/B8mNSe37INA38NL+rBTFO88lxecevYOLB3EEP78CotTA4hEpAsz9y152/iaRREQkNiT0/t793n+0K/MVS/eova/dU02QKIMdGZgS3zz0bfHLk78S44UJLiCEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIYQQQgghhBBCCCGEEEIIIQ7zfwEGAD01ol2tXCcRAAAAAElFTkSuQmCC",
"path": "emoji_u1f470_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman with veil: 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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I draw images of women in manual wheelchairs, focusing on their curves, shapes, and detail. I aim to capture their movement, posture, and the way they move with the assistance of a wheelchair. I strive to create images that are visually appealing and evoke a sense of freedom and independence. | {
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kTyGAyOsAuImB8oVAX35ACd4AdHJgEyUCqHAQCQACgvxFot8OLflbJPthXf7GRL8y3P1lET+W9FlJvYxCAOWJgWhWfwpvADJB0CEk0HOupvI+z7RFwJM00pMAIPQSvzreL9Bn6TPXeH/3jAEAd5d/THd/AOLPgvQZ9chg4iD4GgDcOtaP9gqUJQRsQwLi7UAxoK7M/qaHCFDPEBDYRdUDSQAQVsh/ok3+ini/Jfk3VPF+S5d/ane/C/F7W/sBSb/EEACL8T08jbFf/qp/dj+0PCEQxxvAEW7+ARHQBES9AOUMAYG9hQjYSaM/CYBhJ3/1/H5Msl8DnOL9TCUMyrD6QxN/CGufReg1ocoCVCgEwAOdJwzRh/UKJBcCMb0ByJBA4ORAqhdAAmCoyX9Hm/zBivwb4BHvj+zyD2X1RyH+xKTPPDphzUMA3OPYJGLAwivgLQRieQNM5+UYb4BDvYCmtQig5EASAENH/uZkv37yb4Bdsl9fhcBgLn8bq79s4jdZ+4mWBVbuyjLv3SlmArhU/k228h9HW/BJhUBwb4BBBDTBPjmwiRYBM21PAIkAEgC1J37h6t+NJn/tND9Jsh9KJAQm/xDu/tyIPyDpB7fs6z4LwNZTEEoM5CwEYngDfPMCmpjkQPQ0QSECRHLgXmIJEgB1Jn91pr8r+RtqAYSK9zMWwep3yerXHlM+6Qex7mkWgLuXIPpiP9xeCNjmAfh6A2xWE+wRAWCRF9D2BDTBPEOgyTEiQGAniQASAET+jTCZ/kyWNFghqz8L4rex8nMsBpRzCMBjBkAQMZCLEMjJG9B0EAGKZMCBaYJNEgEkAIaP/AXp70GRf8Mwza/B0LX/mWSGgB/5R7b6UxK/Z+zfmfApBBD+HBhBEHWxn8hCwMMbECwkYCD3gRkCTdDXCmgaRQBNEyQBUBvyl8/xtyH/gZr+kv0CJ/t5ufwdBYE38Ue09p1In6XqkWV0YR51d6fjQogB1+1lCAEfb4BPXkCTRAAJAEIe5N9g7sl+Pi7/Mqx+F+JPSfrRQgCsnN7tZdHzOOe3TPqLJgZCCYFYYQHXkIAmLwAzQ4BEAAkAIv8U5C9J/mOqZL8ULv+6EX8M0g9Rsq/yIYCAJQYtxEA2QiClNyBESABTA6DJ9fs1SQSQACDyx5N/w0DqDYtM/5Auf1+r35r4VRfr2JpDkH4wwmfD1StdGThCESBnMWC9jaOI3SgEguQGGGYJhEgObJIIIAFA5B+P/CVVAL0z/X1c/r5Wf8nEj3bxe3sDWHm9r7KzALjfNSGtep6JEEjjDQiQF9BEzBBo6kSAQkiQCCABQOSvIH9FgR8mEwa5kX9sd78r8Yey9lkJhJ9jj42+FDB3tvi9vAJBF/UJEBaILQJMwqDP2g8mAnBTBEkEkACoOPmr5vnHJP+Q8X7fDP/ciT8k6VMxIH9xwBOKgRyFQLCpgfITlycCnOsEkAggAUDkP7DNh/zLtPpt3f2WxM8cj0tG+hQCyE8McLuvcxMC3Ei8qbwBXiKgTejKhYRsRAC+YiCJABIANSH/LiveTP6sq/yvG/kPJPulIH8bqz8n4seQfgbFgLKoAlBiESAvMeDqFQi2zG8Eb4BrSMBHBOgKBpEIIAFA5A/ysr025G9T3S9mvN9A0smsfoY/tY+Y8GLcAMWAqthB0bXwQwkCXzEQWgjk6A0IlRwYVQSgFxASEAsIPUZsRAIgNfnra/sDDM7hb0Qi/5jJfrla/S7Eby0KHEnfoxgQy613RwgBcJ9zO88A4OG8AjGFgMEbEC0k4DtDwEcEyIoFNbl8pUE5aO0AEgCZk7+M2Eshf4v5/ZafBbX6UxE/w35BwB4UguxrNgvASRQ4x/ktxEApQsDCGxBcBKy8yU4ENLVPmkSABxp0C6ygJ3+GIH/FCn+VIn8mOSVTHcvkFrXNd6sO14kF9DY26MZgCPFg2qdrP8bkqzGjzs8svq9MM8Lxenuat+V9tX9Gimft0IYYU2hIL1HL1F4yTH/zDusxtbDWnccy5AnYfCdZfZNB7GmHZAkkAKJa/3uM5N9AkL9yVb+I5O86WBiOY0bitiB+bNVCl/OYiD8w6VsRfkySZx5/Ma/BVhAEFwMBhQDWS2PTZhlz97h59/U0IkC7pLlqH41hRiKgPg7FXMl/h9Hyb4B6nn7XPsxU4U+WM+BD/mgLAPeZ2eWf2N2PdvVbxvYtQgAsVW+rayEgm/WDAs37V37gmOXvHRbA5gaEDAm4TBP0DQd0uf25IhlwoM6AuVrgdPG3bfSBgzPEWCQAQpK/IP49RvKXVflrGMhfVdu/UQHyjxHrrwrxxyZ9KgSEXzco0Lz/UoQAutCPPjcgfxGgX0BIKgKaTiWDp4q/+0gE4EEhAD35b0eTv25hHu2qfpmTP/MgfwY4F6Ut+aNdtg6uXsN2o2vf1pVOIQCn59HdtdAhANQ2SWjI5py6/ADMOaTnZXhR7trHNZ3POxyAWcZcFTJQjatyiDDAbmIu8gCEIH/9XH/obbQDMS9MI28wc3nfsskfMOSfgdXPTBfubu2zkL2I1bDH8oTHYzwDAQoAWXkEUnoDQoYELKcJenkCmv1lg7tDAdBXA0BeJ2DFk2CcHvjY6AMHdxGLkQBwJX9B+s8Vf+Mo8le4+7Mgf08xYEw4wrjXkWSejPhTkj4b8p6ZdM5/YDEQUwh45QZwLRFnKQJkawc0BwWBtlAQTQ8MDgoByPG0lvx1bn3ddBade6sB5mzXssifBSZ/ZkH+qOxpT7dt9y1kSPc+Zh/XEIAz+fedhHn8hYoJsAD3xPF59IQIwKFN2LYxXVjApl0bP2OeoTqXMcIzHNCfIK2YDm09nqqxm2YGkAfAxfr3z/jvn8Zi8g5074PtqCnJf2CfcC5/a6tfF1z1SBZkPj0kSQiA5dtjvUr8QaIiQEivgE3RHiur3dIbECAkULonoL9scBNRDrhpKBTUtEoKFMmAt1JSIHkAsOS/A0X+yKQ/cFWzZZA/2oJwTPQLZfVDAIusz9pnjt4C66I1NlWABqxyqEAhIJUXIeA98kz6M3oF0G2JWXu5rLwB6M+Yhwcvsiegf0xD1kABrNfU7AnoVG4lkAfASP7CXfScUS4tJ/1pKlqZ5vo3NJWuyiJ/MJC/r8s/mNXvb/E7W/vB4/6RrfoclwO29RYEygcAHtMjkIM3QJ0XwG0s/9iegP5ywE11yWDj9ED86oGUFEgCQEv+fkl/y++RMwJkFQJLJv9oyX42Vr+2hWZO/FjrnmYBOLCwxfdUTQgkEgFa7VWmCDAVChoIAVBSYEhQCGAJnwdT0h9g3FeS/Kn+uf59/64t+ctc/s5rAHiQvy6xz6cuAHaf/trANkSPTKBjif98rlX9AxC1f0M8E8U2r9AA1juFrRtgExIwCUy0d8/yu3zDASpjSZLH2vsZJQWSAAhr/T9SvEwaByfEoj7MNXaVLfkzM/kjBgvZsgC4gc4z89qH+J1JSBK7dyF7C4K3FhGehYDQhznPAGBmQRCqABBzEALg0WZtcwNs+7VsQSFMfo/zGOIgArQkbzEzQFU8SA7h5d3T9vYSSAC0yF8Q/8P6AWmlUbEYiSs5kD8mucixypiVy58pLjI28WOtRhTpOxC+DWemqubn+D3GXXwEgasYcPAKMJPHytdrFVoEuCYHYrxo0USARxVVxrq6HlUK9Onmw0r+Qgm+DNhKf/2xflXSXwP0K1s1MiR/QJC/w8DEYsT6bVdmQ32ny3bmnRTI6t4zucMmq6Q/7vTd2u0uOQLGmLl9bgAPNnXPYZpgypwAWREgRUXAgaTAnvyBvnwBygcgD4ABe7Tkr437y1xY3cTuEKdyKe+bC/nLSu77xPod1lV3svidrEWkpc9AuRSB0SoORf7Bg/0Bvt/mXqA9A2Gsft3nTjNXPEQtaj0BVN8M4AmIVSwIEFa+McS68oWM9Y7bSu3Hm7uP79bkfJEAqL31/1Dxst08uIBF3B8kSX8W0/2U/QVpPpZJ/piBkpmsfoYcTPuI37bKmlPsn+nJBkn6ZvYLTOwpBITvOXUfo8UAMkTgKQScwwLYNo4Rtk4Je5FEgGZgsiqljRYBmqTAhuK9tLk0xkbWbvg80f8QCoB2JujD2EGKeSX9KQYxE4k6kntU8kcm+9kXNHGw+lMRP8baZyDN+1ISmctqeLFW6ovtZQgkCNBiAOsViC0EXL1czOQJdBfm0nbsKwKYTuxYjmMDIkD2h8wHAHNbWb3+monju+EREgDDB7PrX9oQ0yX9aXt/aPJnSPIHhGixOs7D6o9K/AhrX0P6YGu9hvIKuHoJUnoQbI/xEgMar0BAIZDEG8AQZIrqtylFgKUxw/CGF6ANL40XoLFKiICHT/7f6yZJAAyP9S8U3wSG/MEm7o95j+w8Vkl/Icgf/MjfOt4vO4Gv1Q/Ic6CIPwHp+5JtCvKO8T22x4cQAzpznTm2H19vgLKD6o+V1gvIVgQw++OdplzLPQUYETByxUaRELDn+G4Y2qmBQyMArKb8oV3/ku0QKekvB/KXDMb2SYIB50g7T9FyIH7VaULWsMcScE4IUgTITwzgLXtLIeASFsCcw6Y/mPqCU53/tCLAenqgVdE1SyOsZ7hvwKp1Y+NGXqgxhmIaIKrUb/diFT0FJroUacNUCrh7jQCLMr9VIX+T+zOwxaPN7vf1BAAitq8ZP4P3LpZhzw69HgCPsD/X/NNY2pfbfS+3uAbrcr6WUwUxJYSN0/kQ6wdwz+/QTQ9ElwuWrwXQs3KgdJ+uqYFN9VoBs2dfh+b8pfs274J95AGoJx42kn933B+YXQJKt9dAZq1gyLTW5B8wA9op8Qpp8Svc/CgLE8DdvT2sIYAQ3gGdV4CZrHgHjwBCbEWbCYPpH7l7ArDHeuUDgJU3dvX6TeJlKEMBtRcAbdf/Q/qBBteoWP/gYCpPiSFTpBUahPyhLPIHu6xnm8xn9ECNIH5bEsEKA1fCr3sIwEUwIcUCWryZhIBNm2OI09qEBOoiAro+ZLb5AJip2JhxWSMCGqvWwsjaDeMwhKGAYfAA7MYOQsxm0QlMEQrfjH/TdduSPyuR/ENa/VYxW0/iD2GdBlgPIIr1nrqUcEiLHynIvIWA87x/X28AoOP7QUQAeIoAh7EKJQLA5JkF/XoB/R4EUHkBrhE5AQ8N26yAWgsAm6x/k+vfd9pJ8KQ/6wHZk/yxyUaO5G9l9aMH48DEH5L0o4YAAq37p5kFEz0EEHjlP3sh4OFtskkQNIkAZF/1rx3iOcCETgrsZijZtGxg8vdSA808RotpgavWjQFfmNtDAqAe5G926eiIHgCVbcoUDQ6/Nn2KuH8A8rfq8AwhEAyDl43VLyV+cwVFa+IPSfo+RJ8kAQCpNkKFAEKJgWBCgGkr6Lm0V6uQgOzCESI6qAhIPTNAdax1YbY+A0A1vvehNS0Q+PgwFQiqswdgj3lQYRauf8B5BzCEWlvytxuwILjVj6sCF4T4bS1Up9oAOHZVNk3fP9RPsBAGIbwDLMAzUwkBpefMIiyA8AZASEFddRGAOdYi+Y+5VGZd/umtaYHi9eFhWSuglgKgsP53FC+TGPIHjOtf4W5ydf37udFyJn+L3+xL/lKLLSHxh7DyjWSvcVaxvmJ3iWYB6ESC+eByrH7vNqELC8QWAaaQWhVFgMu+mFLB4D8rYNW6q9vzwGEoQgG1qwNgvcxvQ72YBFMtMNHockXZZP3buP6rSP4W8f5gxA8MVa3QaTCy6SnWqzUy825V7p3988l1O5l3xO3D/bcZ6wioJvlbz/vXnA5TLwBxDPeew8/1z9TmfD7LB/cvHdxeCpj3LwvctRwwl3zWec+X38uXDV6cPQdz549BY2TNzk3/89xe8gBUCw+D1TK/cvXIBmpUe5b6tY37I4gkWf3uUOTPApM/syB/n/rvwZICDdb9QJsMa72XMQug31OgvMiQ7n+PdSFQpXZjewNcZtbk6AkwfpdlPsBAfhYb8A6gQgGg9wKMrN3QSgrkzYXdda8NUCsB0F7p7yH9AGKq9a/YDqB3/aeM+xs7IXM+d1TyDzRoKmP9OteuC/GD5XFI0vcm/CoWAjIKAkcxAAGfrVVYgIGxpkYtRICl8WF9Lvd8AKtQgMyY0xgRYlog580xMNWQIQGQFXbjByKmyBbttCFktT+Xhh+yQ9aF/NEZ0nqrHx/TdbQSUdsVpO9C+FUsBOQoCJzEgGtSIOJzo4hUraQZeyntpCIgTH2SIGOhrHkox3EmSa3RzN5SeAEK1DohsDYCoLD+twMy8Y8plqDUTmuycf0r+w8LIgaYzjJ2PDezOsZymp/lYOhj9RvPGWzZ4P7tCNJPSfZlhgAciwChxYCLV8BTCETxBvgsrpVaBNiMQ45Gi1coALtqqyyJG9RegNbWxkhtEwLr5AHAVfzTWPfoBhPL9e9D/ozhzw0OLkiHQQdcli9Vkn8Aqx8sP7ey9h1IP2YxoFjWfYhV/xD3RSsGfKcCOnyO8gYECAmgiwa5iACvtpAwHwDzu1WhAKP7H5SeX5UXgDcXJ4/v1hiXJABKt/5FnGbcyHCqOf/txqArJJHc9R+S/Jl+wIlB/s5rl2Nc/lbWWQxvQG9DGSjAhyVCHxLOBQmKAA3mDCC9AhHaBDN5srAhAUNfiCICTH0ydFJg7LGxp9IfopCbxGNgSghc9gKwenoBKi8A2tP+HjaqV21in6EmAJTs+vfqtOWQv7UlZOPyx1pk0Yi/b7yPVR64qtMAfYoAGfYxegViCwFU20OEBDB5AVmKAINx4jWuOYYCXJK6VQmBMi8AawDni6JC4A4SAPlBWP9jmMGFadw/+sQ/sC74E831r3M7VoH8URaR2eVvJS5iEn9I0q8zAouBZEIADH1I26Yd8wKyFgEsnIESOhQAYOfdXW5L+lCAqA7YxsNtg5MEQCbW/3jx8nH9YGJj3YN6mgjTNN5QFrxP0l9VyN94Pzxc/sHj/5Zu/tDlgYdBDHjO+1eGB0LlARjamZFIWSARELq/+ooAm3EqVPEtTL9TJQeCrDYAoBYLEmsEsKXqgOOXTh6s1bTAqnsA9EV/uhunzWI/APpM0Viuf6tO5Z7xnzX5a+4DszmXq8UnI36fpLNhsvJjegcQ958xCyEQ0BuACwl4ioAY/dYrez9SPoBnKICh5v7LjDt1jpcgfxEKaOPjdSoOVFkB0Lb+d2Csf2PFv4CJf8FK/doQpcWxrKLkb3UuZ0GgIH5H65RIP4IYsPAKeAsBV28AVgTY1umIIAJYSeOQVT6AzXGyRG+tsYebFtgVBqhVcaAqewBwS/2CRN1FTPwL6epySqyxcAyUNr+YSUZsjAck+LLBHsQPjtsJ9mLA0StgLQQCeQPUbROZHIgyMCKKAM/xJnooQOcFANAuBqRMCASDF6CxqpZegEoKAJT1b5z2B4ZKUQjyt6n1b9mgk8T9UReA9wLaDxbMw6IKNYgz3D0iaz9/r4BKCEjNxDCEb+2xwiQHpqrYqTo8Zj4A9ry6UIBrQiCqQqDGC7AiAMYKQfAwCYDcrX/MtD9jbAjXeEO6/kPH/ZnDIGP8vbHIHzzi/TGsfh9vACGtV0DzDKWzBkK4/8GhDccSAbb3UdcdQ+YDOJ+3TwRgjtO4/5UeAaVY6CPL1eugsWrt0j9486GZ379mnARAzta/htQZqF1GLol/QbaVXisgUNzQk/y15/EOAxDxkxAI6A1gCPGdSgTEnhlQxthlu8202mv7xjGmFgsMNF6AKzYu8T9vwuLchcp7AaroAfCz/gFZDCKU9W/ZgIO4/iMOEknI33m9AIzVr/GKEPEPjxDw9QZYCAOtCGD5iQA3ImdST6dTKCCUF2DA8LPkA0mb6BQGEmguzG6vei5ApQRAMOvfd6nfSGoW5fq3jfvHHBxcSom6LC/qaom5WP1E/PUUAqG9AT7JgSaVHq0fIkW+83d5hAKM38Hwxw0s/CZ39WuLA2m8AF3JgJWfEVA1D4Cb9a9z6aum/WEapy7xL9YUQBvyRx1bUh1xV/K3GYz7rf6Q5YEJ1RIChrCAkzfAIS8ghggIMj3Qp6+b+nnAMdGYECh5PsppgdAnEJBegK4pgQKVnhFQGQHQLsHoZv0DwvrHTPtL7fo3lfr1GRAsB5tsyB9tdUmsfiJ+EgKKz628AR7CICsR4NPnLYk9WShANS0QS/I9JYLlXgAxJVAkBNbBC7CqQtf6UFzrHySNIZBlbtgWOu6fdCCIQf6KQfbgy3Pw/N9ear0ePbZQvM7C+QvN1ubrr1sFN1y3Gm67bQ1suXUtbH3LutZn6DXWTfeUUF0hIMAln3N5W+e8+wMOR48uwP6i3T3/7cutdnfk2Hzrtbvdidct42vgnh+5svVe+h3tfy9/LL0G1n0BynPI/t16a9ofwOncdsf2bez/3eD4HbbblkUAX7qtnXbQucddXgDefta9bab9maQNiSmBc/OXlr0Axd8jVe4eVbD+XwZV2d/Og260n3ej3ZOXX5e2s8bKfj3bl7d1fWay/pnG+rcMBVhb/zaWQMikv1gJf5pzCIL//BfPwJf/4tzyoIuFEAI/9eGN8P73bjC3eCL/+oPjPz9/vgnf+MsL8PkvnGkJTRsIAfBTP7kR/sl7NsDolY3B8/O+r5VdF+f6a9T8m/dvV+7LzefmfZsN+yp/g+43W51z5UOOOU68Npd+BG+2D+r6DNqfLW9rQt92vvQ93ce2cfnUy63ZAG3s3LwL9pIAiCMAdhQv6vWYG90CAEnwXeJg5Ri2EhRxLfqDFQM2tf6R52TofQNk/Ecm/w7xf/7Pzixb+a4Qg/DHfv6alhgg4ifICXfl7Wf+82n406dmgrS7+z+4Ee4vxMDo+oadCOCSDy2IkqMFA0eRLrciaMWBIURAtwDAnqOL3LmM5Je39RJ/RyCsHNN+bWPu/DFYnD3X+ed0IQBuJQEQRwAI63+80ta/jgxDZf2j9i1pyVAL8n/2WxfgN3/7uPcAPOARuG0tfOKhza1XIn8SAf3Y/+1L8Mndx6w9TRiPwK/90ia454ev9BMBFl4AaxFgcy6b65B4Mriz5e/hBTCQvIsXoLkwC7NnDq/YoavW3r/pn88+WaVuMFIB8t9evPyq0foX/zW6CL7Pqmeprf8quf4zIX9B+P/X75+A//czp2BungdvS6dPL8IX//wsjI6OwD+4+woiwWFGX6LeZ/7wNHzysWNwIbDoFBDn3PffL7Ta9w9tW2/ZL5hjP4SgeUMs1HkhVEKgxX7LyRErYf7lJIyuf7f24IjkoE6qQGPVkgegHQbgzcUbPvkleJw8AGEFwNPFy2T21r+luzyq698n7l8i+X/i377eSvBLgfe/bwN8Ytd1RIRDDtHuPvlbx+DZv7yQ5Pu23LoGPvm/3biUG5DAE8DRlrZnPoClF8Du2vL1AixcPgPzF06sWNRrRrdd88/OT1Wl/Wc9DbBd+GcSJWH65/DrMv87m5yL/rBIMwRYhHNakD/4Zvy7kb8g/V/79cPJyF/gy189B7/6zw8HDzMQqkX+/+J/eT0Z+Xfa+if+3eu97c52VkzIRcAs6wPkNa5ZFgcyTRNH8kY3Rtb0hnUW585/vEp9IPc6AB/XPlimqfncX/OfIR4yWJBjaBeYY8Id87mWoMuCWq4K1v63iLcKyz903BU1GL802yIAEgHDS/6iDSRvd04iwLNGgM2xIQwEmxCopyBwWihIUReAaWoFyAzGVk2AzgJBS6hUeeBsBYCx8I9KnakeMJgfZlLr32bOP1bde873dxcSbuQvBsBHfuNIqQQsCOA//McTxIhDhkf+9yOlkH9UEQA2fVazk0+IEKsWmONYE8oLwMJ5AToLBLUxxkZW7yAB4A+R/DdmdCtpHhqzebixrf/AqtdKsCD2jbYUqOZcj/7G0aRufxVEOEAkgRGGAyLTX2T8lw3R9n/v0yct+0/AJcE9xotQ21De0NBeABUPdLwANmJAkGhfGIAvzlcmDJCzAPg4RtEx1VrPKFcOxLP+rRqxo/XvbLHjhbrX4h+aYz/z2dOt6mq54In/dAqe/eYFINQb4hkLwZcLvvz0uVa9C6t+BIkWB3MdM1y8AF5jqcdCQbI1AjQVZZmkfLBYHbAvF2D8+G5D7hoJADXayX8T2odpKPE7qOJAq+KCW/+Atf7tE2Ss1byzdW/ozI5zSJ7/28vwmT/Kz+IWliHlA9QXoqSveMa54T98+iQcnJ6z7JeRlgfH9n+d19AyIRA1LTCVF6D7IyN/rJyyPxmwwIMkAKJZ/4GzOUu1/pHnsN4WwPXv4BnAxP0/+dvHsmx0rWvbfQwI9UTOAu83FX0iyMwAJ9IPGAqwWQwtmRdAYkya1o0ZEAcr+zUGBcCOKiQD5ioAdqAUoCK73zaTMwvrP3fXv07FW7j+hbuzjIx/LISLOIf4MCEshNs/5+cq8gGsQwHMzaWOTx62HB/RgsBxWmBQLwDrXQpaNoNMtbCcxIgUYYC+2QBQhWTA7ARAu/KfPvlPlsVpqeKsG5mH2g3l4rJW77qO67rIjwf5C+LP0fUvsxQJ9YGw+p/4w1PZX6fIizl/seknApD9GEeUiRICU3oBVIYkgHcNmZG1G3pOzxfnsw8D5OgBeFD7wHwemm4/rbp1nH6DtaKDWv+BO22gpL/OAFcFiFhxToliBD98/qkzrWdaBaHS6iO24bVQy4a7GhNO31eSF0BXGIiBVyhZkgcwcep3RidIAOCtf2H5bzcrNvXDMRb+YcgGFshLEGqai5cXIkiH9dv36PGF1pK+VUEVLEYCjlT/9MmZ6oiVP2uHyAL2Pa1WCJR3lGyadIi8g36DUjMLADclsP0yWBRIVAbM2guQmwdgu9HFo8vQxBT+AVzhH/Ryv04CIrD1H8v1rzwQ7OoaFP+uguufvAD1tP6rNrPjTzu5ADbhxJxCAaV6AZifFwBUYmDwWGky4Kor8JyWAVZldj0Poh62IjHDduqGl3pMaP2zAOfwsyIsXf/9ZHrM3/pft3YErhtbC9ddvRau2bCmZ9vCIodTZ+fg2MwsHD19ufXvUF4AsWgQobqwsf5FG7vl+vWt9rVhfe/QeO7iApy9OA+vn7gMp87FLV71laKvfOznru5dMKjTz/jyS9ebvh1k2wb2Db9NuSv2HP2/z7AfanzmyH06KwYy3vXvNreLjxhbWUqwm4d47wWLMIBYIKgL4yd/e+32XJcJzsYDYFz4p63KgpVwrJD1X26sztYSGfy3D/mvGmFw95s3wD9+67Wt137y7+wjhMEP3noV/PDd17T+HcoLQMWBqgvhwcFY/4L4f+juq1ttTAiAfvIXEJ9937XrWvuJdhh1LCyu+SudPmPKB7Dst7X3AjCNFwAUXgCtsWiRDCgIdfW61oyAbjQXZj+cax/JKQSAi/3bkL7L1L8gJO/bKSJ3TqttzP087X+LuKYLxKB7zw9sag3KNseEHKC/9DUKA1RZAJggSF20MZmwVEG0RyE4o3ouuqcEWsXmE6wo6mJkhMgFiDX+mioDYo3LThigEAFobiMBsAxz9r9GqTHFw7Ce+qey/iFEA45l/ZvPge6Yrq5/xXme/dYFpxisIHJhzQvrzBZiULcZ0HUQHgCqDlg9CO+Nad6/aCfCa+TiMXrLrRuDeZqk139soXedDKvpxchZATYJgSGEhK8XwOrcls9GG/+3Cy9LZgOMHd+dpwjIQgAYS/+iK/8Nqjf3qX/lewmcrf8Yrn+buH/Xtme/ddG6PYiBddvtY14D7JbvuzKpJUnIC9/4ywtGgSnI3xWibQoBEdWD8fQ5Yx+zXlrcxiZxTTQO5AUIYd3HSwZUc4zEAyCQZRggFw/AdqP1D2q3DGM4L0EQd5Gr9Y+d9w+BO0wo1z+4DTDCA2AL4cJ3sfy7ITwAvucgAVBdmJ6ZEJi+sAlNuWCg77BI/TflmGNhmVgnUfuM5dj1ARA5ZrLpgADkAdDhw7gHA+plHEMn/7k0aO9O4Gj9u6hxm87omHjk4v4XpB3KshKzBkJArBtPYYDqQLj/xTNTQbSvEOJQnCOUyJT+DhEGQCwS5BQKcPEChBh3QntPEYNm0GRAY7XZNrEOTgfMMgxQugBoF/+ZVD8cxNx/AHzlv8hup1A1/8u1/m0GGfVxLu7/kFaVLJvb2Rqj2QCVgcn9v+XGcOGhdWtGov6WlhfAZjEd18I+OXgBdCsFRh63l7/fZpE5TU2AqoQBcvAAbMe5ZiQPQpucYVn5r/sLU7icyrT+HWr9G4+TXMv+v7VffCWU1d6x0EKBFgiqDnTPKrTVfs1Va6L+FmkILUYoIHbukbc4cD3GIRnQZplgBT/JBABjDfIAWKkiE7GD2RXjnfxnsRNL0dhTxuE85hwL96Xtqn8isSqmS5UEwHDg+efVzyrU7JBUEDMBWuEnn9ocKWcfRRjTQngBrJMBpTllDMcvTL46IOdNEQbIam2AHATApPqJadz/6AIN/sTup06Z1TGlxuACuf5drf+r1q/OdiAWceUqLCgz7DDla4QWmJdmF6P/ppc60wFtQgHg3ufL9QIEKAzk40UwzCqTGqIM5GGAwTwAgazWBihVAJiX/pW4V6Q3XPJwLBqMd+U/nwYX2/r3TPwDxwHl4EtzpTfu0+fmyQswZNj/7ctJvy+FAFCKaas+mrkXIOoxzOpUA7zT9xlDCgVFHsAkCYAV3GulxABRnQmz8E8EYvcq/BPT+vcgdZ85xi+9XL4AELXbQ1uXhPw9ACkRe10Agef/9jKu/9kkBIb2AviOR9gpgb4eAdP3K5cJBn2YWXIehQCYOL4bxkkA6NSQq/vfa+4/y8/iz8H6dywc5BICCEnYnQWCwpLLHBByFwBzySz2Y6fTiI2DL896CfmVbSXNRvIl7SDGm4VX2Nb4VMwGYI1GqyZAzl6A0gSAsfqfNvtfJQzAuvRviMp/6aaqJLD+A8QSDzpa/4K0Qw3Qrxy9GGxVQPIA1McDEFJkijaWZKy80ITzF5tWAxB2pc4kXoCYUwItv5PZHq8oL+8zGwAymg5Ypgdg0lqBmbIyHUr/xlOjzOp4l1OFUe7hK4YdPeY+yIolfUNY/9NHws/bbw3EVBCosuQvIJb1DSEyhfWfwv3fwUBIrWJeAO/CQCmP13mgbWabtRIB15IHQIF7tU9Ia+VLVFpI93/ZjVK3Q4J5t76ZxAc94v8hrKpvv3wmuPVPXoD8gRVnvm1MCAjRxlLiiBDVMWbwxPQCuIxBUYme2R/rGQZorJbOBBDTAbMQAWUKgO1o67S/9r+S6AO5/y0aoVXyn8+CFYmsf+tpf5I8AB8rWQyur51wz7b/25fPRo3N0lTAfPE8cgaAaF+uXgAhLJ/73kw0galsd52aGpb9PEllUuQxSZIBXZKtTedi8iQ/Ztpf7QHIxgtQigA4/8QWEfvXT//T1WXWFf+J6f6Pqk4TdC7XXmE16DDvGQDfefWc9QDdGZh9xIPVQEyoLERbEULRFiJ88OwLJ1uvqaFMboxaGKwkIyXW8TbnUs0GALBcj0aZB3DvMHsA1OqHsUGPjTQRY3AbK8v9H6uRY08UOskmZkZvBCtLkP4z+48nyco+f34RCHli//N48Sfi91gRINqhEKWC/FPM+5fhQrdXLUhCb+DVSVVfmGzKNfZcHmGAfi5SegD6wgCr1mTrAVhV0vfea7zhihhM+OI/oRuiXfop8/h+6abQU3Msrf/WQBygYI6wsr72/x2D665e2yrf2r+wz8ICbyUMHj19Oak7lqYC1gdCOIr2I1YHFG1s1So20AaFUEg13c/L6OCR9ut6rz0cee6e3RTf431ixCHYW7Gyo2B1vvS+89nyR/JtnS9QhQFEHsDmXbBvGAXApJVlzmy2Qc3c/xGm2IRYe9tF0DhADL7ZD8CEykKIR5EUmGpKn7N3o7+uho7BJGQo3V1YsxzD7jZEK/nQkpxDEr3TuXpIvO8GOmxj+jyAUgVA8hCANv6PSexTuGOYjYsnE/d/kLiaC/tG8RKwMPeQQHAlybqXao4Y449q5Lhcgm9NAO1vsQwDMIeQdNdnihCAQOl5AGXkAExo77Zy7iVDTgkM1Adiuf8DewxCZNZaX6fmZ9Y9SY6mARKyEQEhcgFClivPPbEvhIhgGlHBBqisazpgnusClCEA7kUrPuUNBW31peANq7QGy8JfC3pgcLP+jxydhzqDCgER8nQBQEYL9AQKW6YYg03nNfIMQ00HZCPyaHvZ9QDy8gCg4vh6pWVsEJkIg+DJfyGtf4cLJ88/gRAXS941FqFWv2fdkhRjl28YQGO0oA7QzvuXiYXe10ZDudT58AiA809sGVMKAGxdf0NxBmc17Vv7P7j7P4KKxoYyHDL/SQEQCLEFwLxTH7fq78EMngjeS5/rYgHOqVn618RbjTXrVGffOkweALv4v8bqdyUglkODyuFcARMBifsJhJRg+a1CmgvR+9tEhu/QGZ6DeWrL9DWyijwAoF3+V2/1M4zVb5r+x+L1R5vviOpCM91Xsv4JhNrrA10fDlEYKEQyYIhk7CTjt3IdADCXp+8UthtRhgDEugDjwyIAtlo9BMRnVtP/fBU0VNj972uyey0UQiAQQnOVU78ru4YJ5lwWP9J5iWDmcANsFqiTeAMUMwEEJoZFAJQa//dSnBnFqewr/7GwAwJZ/wRCyQqAeYXuoixilrMVH4oXjKsDqnlJ4wWovwBoJwCO66RVkPg/S9kJIzW2BEqdBfh+sv4JhHTY+pZ1eJ2fyiPgea5sjDKr70bmAfRRVUOdB1BaQaCUHoAJ8w1GzP83Ka6IytNZNTP/b0klDKysfwKBUA0vQEihHjIMYH3e0NMBbbjEIg+gZ3s7D0BdEngoQgCTVg/Cdv6/zVPPTlEG6LuJ19RWHdOxUuqKLbetJQIi5KMBPMaaLMIAqUMCvm5LTB6AYjtjSrotLREwpQDYqn1Quvr/EjWlPjaQ6I3QYFkZHSS4x4Al00o5YvTKBhDyxPXXrxrCX80qXY63EmNzIK7S1AIozQuQcjQbN95bRDxlYGdWbt8L2xBZ1h012rUQCAFww3Wr6y1uKkv0LMF3pB7nmZO3WuMFqL0AmFASucZ14upuSR7/L7MR+7r/La/X5Mmos5t8OK1MQo7iJkQyYNIwQDDjqcw8AD3nmCIMbLVybCylImASAdBeAtjwINwqLFUq/u/ZAYK5ypyvF+d1qbOb/Ibr62tlVh1bblszXD84ZDJgFRZPi/b77DmEYcZHWUGgIfUAjDs3EJfs/xQNJ9b0P6hYp5Sc68rR+gqAKykHIFuMjo7U9rctJ9dilwMvcxwJmdycULw430uGnxbYUM8EGK+zAAhTAEgVd4lBvskJlQVu/KHd//jkv9trHAIYOiuzQrj+umEOz0SsblqR8a0U70LAUHQZSwOnEgBbjfeS2TTotAWAgsf/y1TICQROnQdimgWQsQCocX7GW99yRdq+nbrAWbQ8rZj3hukNJkl+gG4mQGNkTXIvQKrRbMxKtTKdMAD3AkA5Zq5nvnARmJ0CA+/rPBBTHQB6NmVAl3uS/aI6lRhrkbPKAiQCqtBcnKutAJjU30hdlYqACYA+DTd2bCloxyp30Yy6FgMi8s8bwjtTVw8NTlRXcJGzUONkUvFhKF2vFAdMNwugNXTWTgCcf2LLuI+aQm+PRb5JGhuLd00leQ/q6AWg+D+JtDIgFdQZJvYFHXZK8uIy151Myyl3dAHTUu5YHT0A4/ibaUgAjE1wIZtJmfH/CNfBLDfWcSAmD0AFyPKt62rY7tYYO2GpOUKlGVAB6wH4/A7LXAGNCJgcHgEQK7ZfhiLMxpPg+BtC1srWWS3kASDEfka3rqlhu1tr19sdx5Ugw07ueQDBf4/FYnAd+1YTBji+O60XoEQPgHscxbsBsnLaT7QOFWt6jMf929qdtVwX67LmCx3VAW+toQdA2e6SjGmhVzst0eAKxQ9oQ5W51G1IWhAohQDY6vLkzYYoc5x7kptgYGkaeOLLF1ZLnRKyiPyrAdHm6hSqEbk0Pfk0IcMAESx3FmCP5ITudG36aepMcw2GPIDxugmAMf1Dw1dR6ncQlILEgoGlvO7A11Ana+yed1xJ7FoZsXZFjX7LulL7ft3H1yCXaxW6ZtDQzwSonQCYcLJUc50B4COJc89hcJ0bq8A7314f0qxjSKOuqJNYs+pDvmsDQBnFdEK6LhKOmR4zAQy4pf4eAN0dZYa7XaX4ffIOw8q7vljWSwYQLliaAVAtq7ku4SepmEluDVvmAWRSpTfpl9kkC+pRHw+AtgaAqxcggwaWVUOMfI98TlMX4qyTJ4O8APX+DdUophOxIFApY6xdwSRdOWCAes0CGA9K/MD8LeashESijlDi7/+pD2+s/ED8/vdtIEYl0Vax38BKGwOyIfBU3GAzjdp83trNApDfMeyayuD7gFj8xlIHYOL/Dr+56pYYuf+raz1XuRqlCGGghWfgMSqroS35uMzcd1OtCZAxV8QWAJO+YlVLTkPbSHEtMofZi1YDWYb4qQ+PAaGa+MD7rqrstRv7TPIhMNBiKLUyrphGCKgNKNPPS7kscAPKbEfhiyhEbkMs3f2oQxEj7GBW5YGYkO+ze+9wCs9KFNPJfFy25hqL4kGNteuHxgNwC/qu+FZfyp/qh6AjyiGysqs4I0CQf11XlxsGiBBAFQVc8vBFDUOerKwvCXPPxusiAMb9vABgnls5zA0wWkcPf/Uf+4WrKzcQP/Dz1xCLVhxVTEL1vmaVF3UYE6CT/xSLRPUhEAB2d7DOSXZV7AABB4+qeQGE5VjHJY2HDSKBs0rtzqqfZDxesmFsbMbnkd9dKccDYHsvhjErv4YdsEpeALL+64NP7LquMtf6a7+8icaPMg0a5/d2tQBMOrC+AsA5bsIyedA5Cg9WiQGgKl6AB37hGrL+awTxLKsQChBep1BTTiuTBJ1y3E71OzFl6hta6k029ajcEIBN0YToqzvVqQHnbY3lnFgnyOL+GhQvIvTiY4Woy7ndiWv7tV++drit6bp4FGTegb59G6vyqC3SyOHe1Z30sut0JROsGIxJoBBSE2zOoYB47c7BqKokWbM8vpcFuarqewDOP7FlUnnDbNa0Zpk+6NoKCRZ9EBDu2BxDAbleFyEMxPS6HKcFiutyrphJ+VHV0h64fZOVA25kdfNMRYCoIdcGj/zbG7KytEXstVIuWIITxDPOqbSzuJYqJSnWlZeD83qA5dTrJwBYqLubz4N3O75Gc2AdIcj/N3/jxixEgLiGR//NDTRiDkm7+8Suzdm0u1yupRwCrtk4WMGBu5HF3WL1vsnUDvO1ujtChLL+hwei3eUgPsU1xPRGlG0I0WDrvu/x3WnyAGL2gAnvG0otsPYCQsRky3KBdsifVvsbThEgxGdZIkC0+Wq2OxqUE3FYkjyAmK1/zL8tMWp3Q9AhOyIg5WBM5E8Q7S61J6DT7miRqToPw6wyQ3a5qwESCCUMxoL0f++3bybyJyyHA1K0BRFmEt9FM03IThteAUDCgFqpZjD+zJ5b3KdEISCm+lHMnyATATGtctGmyxOdkWoB5Pw+hyG0AusBrMrrjpXwUBm9z6mDdTLyn/3mBfjd/+cEHD26EGyQF3XWyfoiqNqdCEMJEfDJ3ceCtTshNMV5o7Y70S+5xfthsWV4Ce8rZvCuqtxDrYtSJBgtJvH35a+egyf+8JTzgCyIX1j9FHMlYCCI+g8+fUur3f3pU2fg4EuzzsQvFpSidkdwxHjVBcDG3NUPIX+IAVT8iYFYDMr7v33ZOCi3Fh166zq45+3rKc5PSNbulpYeviLooj6EqrodEN6ImguACfQ9MwoDUgzDjiUX/sqguv/blwb2EW5cGngJMdudEAHnLzSp3Q0rmdcMq+r9AAl1BcXyCWUJAgKhLvqhkfUNJBAIBAIhV9KoOE816GYRCAQCgTB8/EYLn5NyIRAIBEJCDmkuLGRxVY3K3TviYgKBQCDTpcLgi/MkAAgEAoFAIJAAIBAIBAKBQAKAQCAQCAQCCQACgUAgEAhDJgA4PSgCgUAgVB/N+dlsrqV6HgA+NF9KIBAINHLV7qE0h1QAUGskEAgEAkkx8gCQWCAQCARCZUmDO3x9RtzWoMZAIBAIBEIaDEsOwFQ0BUUgEAgEQgXtTz4kOQBnyJonEAgEQq0YPM1pZ6ouAMLfW/IWEAgEAqFKoqHvY76AWgdgKsUVN7K9aSGEAb2P955AIBCI663HxVwWAspEAJCln72CJRAI1SMjep+hAZTXGNvIshETCAQCgQbXGnoGmgsLQywArBQVpzZMIBAIhNoIg2EJAeyLLxAIdJMIBAKNNzndliD3aLqeHgBf657aH3VxAoFA/bgKN77vITRnL6FOsXlXHQWAq3XP69bxeNSfSx2fQCCULSA43aTsb0gjz5vJB+dOUsMlEAiEoWHPssdxHuGAnMoAxxYAU8HvMjFzOX2T8jIIhGr1U0LSZ8Clz4UPPBfeRJUBnq68ABh94OAM/m7J75u8UfMMelrFiVv7nkYRAqE+woAPSZGvTHjB4LlGVgGsvgBA3TYb8qmj0qUKfQQCgcalobmPOU0BTCEAZryEGg/5BEps/NE7Ba/AGQkEApFhFUQFD/eb+j5A5gDMpHossQVAwCWBecVIOZ/+RiAQhpdvazuqZFUGmKOuEZkDsL8uAgB5v7ijKKAOTBdHIBCoi2csPOys/6RIHwKwJvpqlgPmVepiqlwMiucRCLUjIhr/SroZzcVwvFkRAbDf6dmbGjDPoQHTwEAgECpkhlRoXOBVvc1cbbAuIqsAAjZ0XgEB4HyzZMeVXzKAl3Sfyum4pBEIhMrT/lAaEkmKANnch1b8fzG7+5RxEiDXWP+82r0ySmciuiYQCCVSamlGCy/1tqCLAOFzAGrjAbArBsQVHO8VBuDh2lbFZhfw0CehEAKBUB2Dokp0WsmZW3ZFgLBJgJt31ScHYMZ4+7jFTeXD1LgSXAZVBCQQ6qsQShrfeAk/Ndz47lkDYOAzvuz+z60McHQBMPrAwSn0PY5ZCyBbAufldoRcrQECgZCGfEsZP3OeAeXynhv35XNo9399BIDRC8AdyX3Ye3Yu94XUAYFQ/36XeOzhVX8mfjUAZlJedgoBMOVyw4yzBUqbCsjTdaoA61HyinR6AoEQnniSjXkZeWV5afdfXdCuuYBeA2B/yssv1wPQfwcrMRUw/w4QbgAhticQKqkKch+Dgo2XJa2DYmXAWs0AqJ0HYD/q5pmmAqZOUsuE0Hns35CbkCIQCGnGigjjGk/x47IQN9xqCmCORYBK9gDobqCG450eOM+4mA6P1yFSd0ACgVCOYQJV6fe83PsUwuOJMGB7bNgFqyWAp+smABxyADSEXbGZAOk7nWceAE0HJBAqPGZw5zEwavw/L3ngLxhMMwC6PrBZBGjzrvoJgGn8jUeuClhSRd4gzTQXscLd+ziBQMjXZsjGe1DCuJdNEaOuz5pz+VUATCYARh84OO3cKGzEQVkNIoEnIsu5vRQGIBCyFu2pxwue/DpKTgDEzgDAx/9nUjepVIsBTaFvOyIckMwzncxa54GvKVIYgIieQMhYGPD0OUCp7fOMwr3YPLXm/GXsKZ+pqwCYQT1IruZ9lDgwPa4qrapXZmKfy+8gcUAglO4YcO3ftYr/x0wA1HGJxFjii/PYEsAC03UVAM/obiTHWJ0yd0siQo9q8GdI9KULEwKBkL4PD+sMIhseQRSo411vFi9fsrmS2gqAaTSzomsEZKq7y8wDiDpIENsTCPkKA15qjk8O8X+e/J6bOcxyBsC+1M1nVakCoPuGsb5/dD7r3iYUF2O9x/Qcizi974NnhvdBTt6LQ8fXwzf/bhMcODTaeu+D9WsX4c43n4Ntd56BiTtnWv+2+R3aXYLdaD1enB6FZ/dvglePrINDxZ8Prh2bg5tvuATb7pqBeyZOVZIDnvvORph6cax1X07MrPG+H3eNn4eJ4n5su/tMJe/Hs1PXwHPF/RBtw/d+iLbx5uLvnq0nW/clJ1sDw48XL4/A1IExeO7ARjjw6obWv73ux3UX4c6bzsM9P3ASbt58MbQJU6onwTsBUHJNzcvoezRdRtNiqb7o/BNbuPTbBaE3ipfGyvvl1wZb4vu+z1rHdW9rsMFf0/d++Z+MqX896vjuzxnqWNnu8n16f4cg+889cxMcOLwhyjNZf8UifPBdb8D7fugY8new/rf6YwJDDOiffuoWb9LXkd/PfeBwZYhPEP6e4n74kpzufuz88CvlEZ+DEPrsl26Kdj/Effho0T6EKChNACjzpAbj0l/9q+vgz77+Jm/SV96Pm8/Bjg9Mw6ar5nqT4HXz5VWr5VnPwx90v3MbkSDxcKKOF+H8Jl/6+mb7ni+/9m7ji024dPh72Nu5b/MuuK/OAuDl4mV8YEOjLQBYL7l3kz6TfCZeW6Kh8xnTEzpjMjYHq/fMVwAgCVa8CIv/c8/cDBdnR6I/G+EJ2PkTr7QEgVkUMb2YidSqhFUnyD8F3jlxqkV8OeOPCqL76l9uTvJdH5o8Ah+6942s74cQQt8o2kgK/FLRNpJ6i4wCoJf8BeH/7h9vgRdfGY1+acKD+GAhAia2zJgFAErIJBAAivAmN4kE3t6pCSsCoLnymXjlTVh+37x0CS4fO4S9lY8WAuCR1P2mkfC7ppSt25QIKFVxPJoryKlnBnFPLe0syH/vl8eTkH/rwRwYg9/9ky3u9zDyfU9J/gKCSPYk/L6cyV/gC/tugC888yYi/zZEW3w21fdpxhJVt/vNP7gzCfm3xEYxRv2HL2yBqYNjYQaIXOL/xmRA3Qq17QTAWZsQSfoiQKkFwH7tjUYv/8udKgLyBB0yxDWcPLumZfmnxouvjsKf/fc3IX5A2poAws396RLIWBBKSpLFQri5y7guIQLEd+cGcS9Skn+3CIgVirIbTHrN589+5SY4dDT9dT3+pfHW2BVt+l8O8X8tZw1+1sx8BkAmHgDEg1Z8xr2eXvpGhvm+vV9JZ/kPDPJffxOcPLMG9dt5QGFksnbLgrB6Y8VPXfHZEu9Hmd8ttT6LZ1OmZyJ627S0/kXf/er/uK6cZ1GMWX/2zRuzG0+Dfp+lJ8DGA7B5V/09AFNmReVg+fNBFRyrcQQvljFg/a+NlvBnIwLQPyiyF0BY/2VaWYJgni3BulRBXEusBDcMxHfndD+++q3rShVoon2Kv/Ks/76++9/KDdOI0GXLC2AzPgYg6iRVTrt4hks5qvc8ltb/vrKeWTIB0F4TYEZ3Y0FxY7nSG2BRECi1Suf2jVV0oLIx9d0x9G+M7QUQU/3KxjcyuIYOxNQ2uoZeQVTb+4FyVPaOmyKXp/Tx4+BY+N/Pnek+zpiuLQAElYn/p/YAqH+oLIvTIhQQRSlGJjfZuV58bUPpHVhYVK0YIk9xU/V4tcwYaxuHMriGZbLJIAZfisWraKdlekOStg/E2PPiKxuyCFctezCR42UOC52Fjf8v/WPxotXU2f3DIgCewd9cXCngIHkAmayed2k2j3jzxdlViOvn5lvkef9yId9cSC8X4s0BtW4bDtZ/Nu2jZwxDLu+eaqz1qf9v4wloNq0qAJIHAHFTBxo9Ng8gcIMz5gF4hAF8q/ylHIiSeEcIhGHHMPatWKucut5X6/i/lft/pqwEwHwEAMKt4pwHkKJhhqy7X6lOGt8LQCAMLeFXzPq3HRt5pPNGHeMx8f9LVu7/qTIfVVIB0E4EnJbfeD4gqPQxf4k3INSiFSWGASprgZAXgEAov+/lrGRSGFAxFzHCxv9nrWYAPDM0AgCleNB5AH06wHrFOh5vOqDnbICcrRC0F4AEAYEQjPArY/1Huwee7n+f1U05DFarVXgCmnOzwBfmba5s37AJgGfM5G9eZxmnyCpk0dfApVc9K4VAqIDormq/cihjnGSstTmvzhCVxf/tpv+VsgRw2QJgn9aaRCZaaLeF5toU7qq6ewEIBIJT36ue9R+/+E+Ic3Hr85oN04ULZ20uYarsJ5VcAIw+cHDK6qZ3J/lxnKfAqgk4egpqHwYgLwCBUB3rn1fnN3Hr3+Pg/g89/a/7lcuN0db0vzmr6X/7yn5MjZK+d5/2hhtd/H1hgP48AJ6ws/iet6peAGxdACJ9AmGIrP8IY1xZCYP9XmmuFwaW2f8Cz5T9aMoSAM+YH45EZXEINh0weRigDklxRkHAkfsRCAR8X7HIqK/S762S+1/qie6dnm5Z/Y88AMq7ryR6Hmw6IKiUtW8YgHOrRsmr1GGR27jpPpIIIBD0/YJrvOC8Yr8Ls6kq7n/ptkIILDat5/9v3iVZG2cYBMDoAweFAJhB3XSQWJaY6YCxwwB1ngHgFZOkUACB4Nvn0K7/KomBsj2n1ufi6Ol/Du7/fTk8nkaJ373PrLzk1j1XbosQBnBqgNzqXHX0AnhtIxCGzfofgn5j79FADt4xhIEuF01SndbB/f/UsAuAZ7RWZLfy4oPbcA/JogWELArkcq5h9AKQCCAQ+dfK+l9eDTCSxR/C/W9l+Mk4p4d7nNz/pc//r4gHoPszi9UBqxIGqLL7zriN9zwaIn0CwUYMWLIfhQICH69x//cZng7u/ydzeSylCYB2PYBp8wPLPwwwNDUBKBRQGnJakjiXJYFrQfiDnOMkwE+eWZPNTzx5di2+8p9v8p9v7X9H93/3Zw7u/2dyeVaNkr9/n9EDoHoAGYUBvFRqhgT44qFRrSGCJ3b3UMDJmXwGNCK8Xhw6sq58kqli+4jo+s9JABw6sS7suBhkLHbN/lcYoB33f7NJHgAPqBMheJcLWWXdlxUGQB9fTXO/M7hy22v3CQX0/fvVDEhmWRC9soFIN7NrefXo+mp5Z9Dt3831/+qxfNrH4ePr7a3/mEaW9fEW7v/zZ2yvYHrzLo3nmzwAik5RRhjAuyZAdUi/G1PfHfMkff99p14cy+d+fGdj6dfwjf2bSBBl9kyc2yqX8g1u3JD0mYuzI3Dg1Q353I+DY54Wv+fcf5ddpB5lLvcIdL1Y1v7PyvovXQCMPnBwRnlDUoYBuKonRlSlGYsDMaA8++1NasPEmvT5QP/R3RPhgfjG1DXZ3I8TxfWUGYMX352TB+C5gnzLdME/W7SNExmFAMT90IYB0HF/7iSgv/ZX12UVpjp0Yv1SHgAEKGYU5JgAxX9k7v+Fedva/wJPQUZoZHANmuWBA4cBIruPQlQGzAWf+9pNXoOaVgQY9v2jL92U3f0o85q+8Mybsrsfn37qlnLEadEmc7sf4po+q2ofPnF/RB8TYv2rf31ddu1j6qUxxzwoh+S/UIaaqva/wv0/f9a6kN9MLtP/chIAT1pb56owgE4ooNsGD9vQKuwF2Ptfb1F7ASwHOuy+z+6/pmVR5QZhge8pgfQE2eU0A6DbK/HVv9yc/HsF0eZk/XcgPFbP9nuteJw+0o3f/ZMtWSapfvPvN5l4PaLFP7jRq/b/Mvn3Ff+pcPJfNgJg9IGD06BaF3nA7QLmDE3XtQGiuqeq6QUQuQB7/8steBXuEwrgS+RflmWJHeRTigBBsF/Yd0O290N4RZ5NGKoR9z6n0JDMK7J8PxDk7+v631P0zRdfHc3yXogwwIHXNliOm4Er/9keo+OYvs/E1D8RArDEU7k9pyyk47+6/xrh05tU7sBY+6V4Zb2fidfWu87/+l5bu/V8BiuvkvcM+vYF8zH975l0GzMe/8W/ujG/jnxsfUsI/OBtZ2H9FYuD16+7H8p/s563woL5k7/4PviTr90IuUN4Ag4dXQ9bbrqwcj9Ce1+K+/Ef/+RW+Oq3rsv+fjz34hicPLMW7ho/D6tXxVG3It/gdz57W5aeIdn9uHh5FdxWtA/l/eB+rv9Dx9bBpz53B7zw0lVZ34uT59bCO/7BSS/CjpL8p1nUZ6ACrSK/bP70iUIAzNncDuH+35nbM2I5XMT5J7ZMiL6jvEJBno02hzaW3nc+G9jW89oWDd37owSARARg3vcfxuTEpzrHr/7O27Lu0Pe85SRsu+MMTNwx40D6g/dCzF1+dv8m+Or/2Fy5ufaC/LfdfQbe9yPH4OYbLgUTFyLbX1iRVbwf90ycgnduPRn0fggRlLPVr8K1Y3Nwz9al+7FpYy9RcG5B/l3/njowBs8d2LicoFsF/Pr9L8KdN57DWf8qAYCtQqpI/uOYY8Rrsy0A2q/QXPlMvPL2Z3x+Di699rLtrdhLAkAvAsQdHZdu7CH6PkJvv2c9oqBXDDDWdQ6mJyjGEAIA6wVgck9GVQVAN26+/hKsX7vo3LIOHV1XqwI7wgL2QY5xfrof4cSR6C/W6Er0E/2liti0YQ7+zc+9AOs6Y4WSiLnaS4Jdrl0lADDHCKJvtvftIv1lISDi/+3X+dMnYf7MSdtbcX8hALLLAViV0bWIm/OQsiOw/lfxcFivgut81rMvXyJe3kVKXE1QK5u6zmU4RnECyTFdHyCvJ1dUdUCKhboRON2PcBBC98VXhvN+nDy3phXa/Nl3HcLH/gNO/bOf+y977c0rc5j7P5Mj+Xds61zwOOoBK4ozcEwtANtkQKsGhzgN1b0nEAhDhq/tvx72vzRmNeZGmfqHEQKG2WYL58+6JP89meuzyUYAtBcH0swGMMzP7FZyHLxqAniXrkRMS3FWugQCgVAxPP4Xt8LhE+vDWf8uC6xhk//6uaXrb9He+hd4Ktfn0sitneBUGuhrAsjEQH9GJ4rAudeiPuQFIBAIhKU8ht966q4VERBr3JSU68V7AOTc0TmlqPq3ePmi7U+fztX9n6MAeFL7kEw1mjVrAkTxAjgr1GrWBSAQCIRwIqAk67+HU/hKnRmJ97ibXxbOnQ7LaSQAetEuCrRP/eD7HpajGLADeQEIBAIhmAj4wl1w4PUNca1/7DiN5BG+2GzF/x3wOAmAkDeM94qBAXfNQAEHjRiIYt2TF4BAIBBMnoC/+Pb1JY29ICF70Cf/nXWy/qc271LktZEAUEK4TGa0Cg+TDAgwIBC4rrqTtg2RF4BAIBBC4nPfeDM8/vStcGl2JKj1j5/6p3D/9/OGsP7d3P+P5/4MshMA2iWCLVXb4HZuJn7yAhAIBEISfPPFa+G3vnB3q2yw1ViKNcJQ1r/cS9zZ1Kr732y6/Ly9JADcoJ8NsGzRS8IAvsmAsb0ANPWPQCAQlnHo5Hr4P/74B5byArCE71v4B+1J5i5V/1rkv3kXzOR+77MUAKMPHNxXvEyrH6TGuu9x98vzBIxTAmN6AZxlLYFAINQTl+ZGYPef3Q3/5W++L5z1jzAiTdPGHQv/6I1YEgAofAr1oGNMCSQvAIFAICTHF//mRvi9L9++nBfgZf1brfrXyyO8Y/3POFn/Yu7/virc71UZX9ve4m+3sgG06/533g7U/e/bb2B9AOjaz1SHX1erH1vTX7uN9y4URCAQCEOK/dNXw2+dWwsP3vsy3LTpotRIOnxyPRw6tR5OnVsDF+dG4PCpK5f3u+maC7BuzSJsGp0t3l9s/Q1Y/wjj0cP6/1RV7nXWrHP+iS17ipcdyis3LAVsvUpg/x3xXSpYsU21XPBvPXX3YByMQCAQhhCCxIUI2HrLUgb+/leuLsTBGEwVryJkYHOerW8+DXdefxbefttx9Kp/lw6/7CIARNz/1irE/6sgACaLl6eVO0iXCdaQfJ8YYJ39Op8ZyFy5VLBBOMj2ky0XLLJhSQAQCATCCt5x5wmYmrYjfZ0YeM9dR+C+O9+AdasXlkm/+1W8LJw7A3Mnjrh8hUj+20kegHAi4LniZcLoBei25Mv2AiAEgcwLIApjiLmxBAKBQIjrXXjPHW/Aj//AoSXy71j/bY+Ao/UPbet/uir3oVGBa1THU7oTOnzLA4ecEYA4hywhcOv4DPVMAoFAiAzhTfgvL9wE//7Lb4XDM1dC9ywyj9j/viqRfyUEwOgDB/cCaOIpxsJAvC/bE3qmeXBd/QAtl/MwgqALmzbMwjvuOkG9k0AgEBJAkP+//+pb4envvWmZBhwz//XGKgmAiF4AXWEgiyJBWC8AaqVAxDaZF+An3/Y6rF+7SD2TQCAQEuGPn78V/uO37oZzpy+4Wv9ZL/tbdQHwmHYrwuUf0gvQw9yeXgAu8QL86ge+Sz2SQCAQEuL5N66B3/7rfwSvX7rG5fBHq/ibKzP5XDslsCVlurL7JRn/3jMC+v8deVqgmAsrFsq4ODtCPZNAIBASYd3IHHzwxm/B267+HvaQmcL6v7qKv7VRoWt91OgF4DovAI/kBTBs4+Zt8oTA0/Cvf/YFmLiVEgMJBAIhFS4troHPHXp360+8R+BTVf2tlSo/d/6JLZ8vXrYrfwnz9AL0fxbKC4DwCjDlNtZaKesvnr8ODp1YT3UCCAQCIRFuXHcKPnLT11uvKusfKlT4p+oCYBJ0hYG65vizvloAyyIgZF0AcCwOpNimEwGo8/T9m0m2nTy7thAS62Dq4NXwzb/fVMlOefP1l+Cet56Eu958rvVe2ZL7bqis+NLJmTXw4iuj8NyLY8Xfxkrej7vGz8M7t56Em2+41PrzwaEj61p/39i/CV6cHq3k/dh21xnYdvcM3HXLedg0NreyQZPky/t3ar8cOrquaB8b4NnnN7XeVxHv+P6TMHHbDNy8+SJsumpWfi+Kf4tw4+HCyJh6aaz4u7oYK9YAYSkk8JGbvw4/cNWrss2PFuT/CHkA0okAIQAmg3kB+goHlekFUIqAfuZCnpcZ9hWehb1fGYcDh6vhVdi0cQ52/uQrLeLXE75aBCjvS3uw//QXbmkRYCWEUEH2H/3A4ZYAiAEhAP7oSzdV5n6I+/BLH3qll/TRxD9I/v2bpg6MwZ4v3gIXL1cjL2diywx85N5DBenP9a57qwtLdt2X/YUQ+OL/uLHleSQAvOvav4MP3fit2lj/VRUA7l4ATHXA5W1dn6FFALOy0G1DAS7eBYa4hq89dz187r/dnL3V/y9+/gCsv2LRgvTtvAEd7ClEwDf2X5P1/XjnxCn4uYL8B+5HYAiy+2whAr4xlfn92HoKdn74FSlx21r9uuPF/fjN/3Rn9t4AQfzv3Xas7zdIfic3iKLiH1/8qxtbQiBXvP32E3DnDWdh05Vt4cd5a6Gg5w9dDQeOXhX0u0Qo4MFbvgZXrzlfeeu/kgLA6AUAlUUPeld//zF1CgUgriFnEbBM/qI+gjXhu3kDchYBgvylZBcRv/PZ2+C57+QZIpGSfyCrX/ZZSwT8Yb4iYMf7p1tufyP5S8QAV2w78NoG+L0/vz2rWUnv+f4j8BMTr7XK+vYkbvOVxX0OHN0Af/w343B4JpwXQ4QEfvqmb8y8deN0pa1/gUrOMftX918jevsOvbRpW3pMEhRvj/qMSczuzi7L+9p6ASQioIxQQP+uhn1ve9OFVvzvyOkrsnrWgvT/3S/9fW9xJB8RgBQCIo4s8gLOXlid1f24dmwO/tnPvQSrV/Gk3/uDt5+Fv3rh6uzc38LtL+5HUOI3CAJx73/wtrPw7Lc3wfxCXhOphNv//ne9Zk/+oJ/YtGnDHLztjtPw3dc3wNmL5feJB971Erz/LW/A6hFFhbX2zK5N62fh3bcdhVMX1rZL/vpjgY/A82duveIrR7ddMTU19aUqC4BGFS969IGD+4qXfcodZNUB266h/gYinT7YPS2QB54WaNqmG5e45b+7NyGO/cg/PpTds/7gu96A9WsW5c/X5bOez3udwLxvfxFfzw3C0o3t9pcKseI7P3TvG9ndj4++/7DxWXMZ+Rvbhv4zEVd/39uOZSeWhevfhfwxY4koUvbrH34R3nH3yVJ/pyB/4fYfuNau8Zr3Ten+2Nu+B2+/5XjoS3lo586dTxd/YyQA0sNcFwCgd26/rCywrC4A9AkDpJWgXSeA23U29b7c41j9v1trEXz/yWwesBjQ3vu2Y0aLDPWZcl8+IAQ6H4kscvGXk/UfK+EPg3smTrWuIRvrv3g2rVkgVlY/d2gj8s/e+0PHShFjKmwtrP+VhD878ufIcWJd0ScfvO9lePA906X8RuHy7yF/1TPsGb+X3n/sH30Pbtp4IfQlTRZ/LxciYJIEQHZeAMVKgbxvLOjxDPC+bQYvgDKGFrBMsEkEIDsvRwwGE7edzuYZT9w5o78PToSv8wbwgY+23ZVPiE8QcOnP5O4z2dwPMfVRSfwDSX7csV2o9xUC9c6bz+XTXwoBEJP8u/8tFi37Nz/7QtJ1S+684Rz8xLbX5NcnWxlWUgzup98SRbgID4DwBDxCAiAtdum9ACCt+icj+wGSV3kEbK1ubOcyhQI4GJg9jAi48/vyGdBu3nxJfh9sXP02A7tECNx0/aVs7sddt5yja+huH901D7gj8fu0m+Lfb86ofYi5/inIv/OPmzZdhP/zF/bDzddejP7bRKLfr7z3gHrM7B/rFeP/7Vef1hX18cXDVQsJVFoAjD5wcKp42asnXIkq7CN2ztUNiJvCAJKOgg4F2AgE230dRUBOKxEuF/nh0vEnEOHrhUBOIYAckJPLu+P+51wWyOFW4TsnQSAE8825tQ9uHjsA0Z+Q/xbE/K9/5oXoy5j/6nu/C+tWL2oMPc0439Uc5k+fUBX0CYXJ4u+5QgRMkABIg0dRXgBQKUOVR2DlM5eEQOdQAHLZ4J7f4yAgeNWesmzVZt9B3PQ5z+tO+Vb5qxu4LsbPEeOBpyDguXYSjJHCPU4rGXcenHwZHij+YkC4/e+44az8mlSJf5IwQPPSRVg4KzwA0fOcxtsi4CESAPG9ANNaEaBSh8AHSR7ALiEwWGKfhaC3yQewHQRyG9FkAgcTEgjlDcjsnuRkfedHfB7E79B+eO63w6ffc8s+2X4RXoB//dMvLM3LD4RW3H/iNfNzlYV0u7Y3F5swe/zIktdiJFki6+5CBHw+55BAoyYjwGMAhoIM/dMCJY2ED3zG9dMCTQSr8wL4TA0MlA9QDREQyRtgKwQIw0P8Pm0uc/L3+zc3jkutvICf39969cWm0dnBuL/K+ge1EBD/FK5/vjDfOgy5wl8obIeMQwK1EACjDxycQXkBANSufuDK2JFyO4LIg4UCjPUBeLhOn9uIxrn2fqG8AXUQAlzzV5YYy+F+QKBna2P1V5T8fZL+sONXKy/gp/w9Ab8i4v6yGiAA6iRuyfaO67+D1y8lXwRtvC0CdpAAiCcChBdg2igCEGpRNZ+Ucy4fRGKFAiIlAUoJNHfLl3Nt9j/KMnPOA6iOMRz1r0r3IcRzVrUtXpH7EIz87Q2SwyfXw6U596qRP/Mjr8JN11xEPTPO1cYb73L9d/DC2TeX9VT2FCJgT04hgdoIgDZ24gdJi4RASBgKCJkPUHURwDPwBhCqJX5CeANsrH7O87wfQcnf7Prvx4E33FcY3frm0606/yjXv8FLO9fl+hd46cIN8PqlUtf4EF6Ap3MJCdRKALSLAz2p7xjIhEDlHzIUYFMgKGQ+QO1FgIM3wGXwpxCAnRWdm7UfgPjNbYjIX3W8WGrcBSLu/8C7X1L/Lp3rv+9v4cL5Hte/wFeObsvhKU20RcAOEgDhIYoDzWAGUa3rCNQNDRUKAF1HDJwPEFoE5Ep8WG+ATcyWA4UA6hQG4OAd/8eJRyJ/3fEiBOACMeWvZ3U/iTE14PqXjNW82YS5471rV/z3E98PB8/fkMvTEmGAVkiABEBYL8D0wqXTn+K8qRkgDAmByuQSv1BAjJh+DBGQ9eCO8QYA2MdvKQRQbbg+W5s8EtmKURnfD+7V37n+U8P5LjrE/wXxt+r8a5+VrOAPDIzRs0dea4mADoTr/wuv/0iOT2pHIQJEguA4CYBQ0upXTj0yf+HEtH6wKCEUAJ75ANxhFLC0GASyqQaItuJw3oCqCwHOV/7KsspzqhQZjfiV7n6ebVvpKcfLHWYsmDL+LY0XFw+AiP1j4v6mMMD8mdOweHnlfohpf49PvzdnyhIhASECtpMACITF2XM7iz/UwOEVCjAVCNIq89hJgX0fclznvSlBbW8MNm2ctSzUwsPEdvu25ViAZ0CLSv58XP2qc+ayNsKmjXOJiB+0iafrMhFEy9fBHUpmI8k/dv0DEf9XXhdqvOYF8c/C3MneZZqfeOW9qef+O9mtxZ8oGrSbBEAAbN4F++YvntrbXJg1egEGrH+T4lSFApp4hYzOB0B2Xi8RoLMmyhrgr5pbWto0lDfAQwjc+eYcFuE5D7aB+Tihfr6yRkOZ90P2TFyIX9cnEFb/zdddzMIrcvPmi+WQf4pQIsZjW/yvNeXvaO9qgSLpL1DcX6w7s6/9GhMPtUMCSaYK1lYAtJpEc2HX/IXjM8Z8AO0iEoZQAHRtB3woIG0+gEEE9P17663lL4E7cfsMfoBXegO48f5ihMC2O8pfAre1NLIu7pnqL5MlkpcXabKYAiglfpu2o2h70raaGO+4+6Qn+UNQ8t+0Ydaf9KVjtDrrf/b4Gz1T/sR8/68c9Zptt7f4u3/Pnj2s+NtW/N3XfmXF5/e1t8d4+J1ZAtFFQK0FwOZdMNNcmN05f+EE4Mwkt1BAFvkAvkq9b0ngsr0A7/uHRwPV+eeo/XVC4J63nFxyOZcEEYK4560nkW0Yos8CeO8PHSs1LCKexT0/eBI9BRBP/GDMJZG1ww/e83qpfUX015v6cgDsyZ8HHU82jdr3l5Pn1yrJ3/R+fuY0LF5YWZnx9NwofO7Qu11vqbD0by2IfmfxJ51WXny+T2wX+4Fu6nnmIqDWAqAtAp5cnD335MLlMzgvAKhnBXBNIywlHyDizICffdeh0p7Ze//hMUf3P+jDAq5CoPj76HsPl3Y/PvjuN7LKQxDX8r4fPlba93/0fYfNQsiJ+LlTGxNtVbTZsvCRdx/KivzFvwfi+Qh898gGedzf4KFtzg7G/R93j/vvbVv605idi/1mir/7YWn6eRQRQALAH8ILMIPJBzBVltIVn3CdGpidCOBLVsVHShABIpb5kXsPyRcp8l7mFyEEFOQxccdMyxOQGsLyf19hcWczN7/9nR981xtLYYnUnqHiXohn4SLi0MRv267E/XjH60tx+MR48H3TK9Z/JuQv4LIYkPAA7H/1asWYrFiqfbEJl19/tec8YrqfY7W/vW2r3hrFcaIUvagyNB34EU/ETAwcgSHAJ78El//lj8KLzbnzHx25YiMwxhR7stZ/S+9W3kPf+6XDl3cceM+6P2fQta33q3r+yeTXodof+2+m3M70xwvf1g0XWp8feG1DkuckBtBf/9kDsHoV194K0Dw+q8+lJ1cfJ3IBTp5dA4eOrU9yPwT57/zJV7LtVz9421k4cvKK1l+S+1EIsF/8wCEp8XAsgQPoS146riMh2uwP3X0aXpi+Cs5eXJ2M/N9x9wkcMSck/9b9GOHw9e9cZ/2bpk+Mwnv+wVH0lL/Lr70CfGFh+fi/Pn07/PmRt7nczqmCxH/M53lMTU0d2bZt2+PF27vbf6Hw9uK8zxTnDy0uhkMAtEXAdz7xAT7RnL9096orrtIM+qyLy5lUAKz8Uy4SlOIBLQKYF+mHFAGtfICCmF8+Muq1uIcJH3z7G/A//fjLveRv4ukShMBEIQJEFvwLL10F84txHGjCxf5Tk6/DT0++jrj28iCe1Q9//+lWFvzLr18J8wvx7scvf2gafuztR828nJj4u7GquB//+K0nWgbGgcPxRLMIOfzaj38PJm6bSUf+lrhq3Tz8xQs3wIJlH7k0t6rlCdh602lDtVYOs8eOwOKlC8vHCqv/D1+dhAVuPU6JG3lfQbDeLq3iHJeLv88WhC167GTAxz5ZnPdTodtShsNKPBzf3Zpr+fLI2g1ja0YV6rTRJkbxX6NNDOKv7z1TfN55v3Is6w206Ei7h4cCeAECiYDOZ9/8zrWw/6UxmHo5TF6KEBYTW87AO77/RG/MX3MdpQqBrmMvzo7A1IEx+ObfboIXXx0Ncj/uevP5lltdWLpWMf+UvVhBDBcvj8Cz397U+jt0dF2w+yGS/cQ96Z5qZ0X6CYhfdnrhKfrmC9fC1MGNcOi4v8dI/H4hxrcWpL9s9ackfwdvwBNfvxW++d1r3Uze247Dx37kpRXSb/aS/8KZMz2r/Any//2Xfsw17n+/KtnPBzt37hQC4POwNMc/BB4trvMREgB+IkA8lKdXX3ktrLpio/yOdEhb8EHX+44w6IgExnoFg1Ik6EQA03FQfiJA6b3AHqe6EIZvncxiXxsXv/lL9MeyED2sjj2S++/PXc7rQvy25G+ZK6BmXfOxRuGTEfmL/x04chXs/q/unvA7rjsLH/vhg7Bp/WyXAOCwePEiXH59JT9J1PgX8/0dyT84qfaJAEH+IpEvxOp/wkMhZicES74ZmhBAB5/8Ekz/yx+Fseb8xbc3Vq2FxsgarTXI+smA9frzUfkA0CUSkCSeXgSoWB0vDNxEgOzicMcH8QYYSRfvFQguBqomDHjYY4OTfkjityFvFcO6kr/N1NiSyF/gmtFZ2P/K1XD2kltOxKkLa+HpA2+C12bWt8Jtl+ZXwdWNs/DGK2fgjUtXw9dP/AD86Wv3wP6Z21zc/gL7XJP+sBAhgW3btn22ePujxZ9vRSKRbPNicc5gxYiGzgPQ5Ql4jrHGxJqrbgQhBAbQEwroIvB+j0CjLQIkny97EPo9BTUWAUohgBUBlt6ArISAjRgI2fsyCAGEOg93/c6yid/G6rcgce5k5SPcB5HJv/NWZPX//tfuyJECglvTBk9AZ0qfbzhAJCsGW9N4WKYBSp8J582ZubOvg7RSoGoOKlgUA1IlsSA7U/CFg2wrBlqeVztIctNniMFRZR2p3KMuS8JyMEwh5LgCNFz+EVft6zOlL3EhoCDXZ3NvtOfl+ql8LosFcQer38blj+wbVSd/AbHAz503nIMMcX8q8hcovktY7SGS+CZCrhw4tAJg865WTeddgvylIgBD5AOlglUiQDHSWXWyGogA42dcP1AarC/uMsg7rQroIAYwpBdSFJQFw/WjxZAr6QP2HHbEz52rUnKIEu/PlPxl23/mh7Obyirm++8r4XsfC3SeYKsGDrMHQIiAvaIxiAJBc+eOaAYb8/sBkm+CXiQgOxfPWQQgSh1z7EAb0xuAtfytvQIWYsBCEKBEQcmFgDDXwkMQvi3puzxHV+L3sfoVbZtjk/0yJX+Z1+Kmay7CT0y8ltPQ/2gZX9r2OISYbbCVBEA4iBKOU835SzB3/phWBJgWo+BokdC3cmCuIsBUNRA5OFlbTzbegFRCALPdRgwYGNKK70sMAaB2dREtGNL3fWahid/G6se6/F0z/TMh/w6EABDhgAwwhS3zGwn7A5xjItTFDL0AEAsGFS8iE3RmcfacRgSAsSa1tQiwSEwqRQSAowhQORBCuFBTCgFnr0C/GLBY8tmTdEM5Bpy/w/VCugkfS/opiR8AmeHvEMJydfmryN+pn/v9myOe8wPvfKnlDSgZT5X8/ftIAOQnAqbangAQIkD8qbwApnwA5fsm2K0ciODiUkWAY14AxyZBAdhlUBs+dxICNtuNz69PDNgwtCPTR8n1C6U6uIWVb0v6MYgfJVSxotbQLh09benJn6u7neSYdWsWYdf7/x5uurpUEVCm9R8MoVYJJAGwIgL2QjtJQ3gBlCJAR+RNQCYF9u6PTgqEvpkBrp0X4x6UDi6OeQE5eAOwQsDH6rdlURcPQWimTzELQGnhc/976eENCEf8Aa1+53h/ieSPPUaIgNULsOuf/B3ccf1ZEgAZeAFIAPSKgF0dF41SBICFq78J8acHelr+2lO5JAfaegNiDrouQiCk1W9FnP2CgFd8FgDHu/Rj3FdTCCUV8bsm+qE/41rRwB0MgVjk3/nh61YvwkPv+Tu4764jZbTQ8ZJ7yGRO3ZUEwCDu76hEqQjoInVusJb0MwMU+QSZiIDgyYEqb0CILGtfIeDqFXAlLTSpc4Uw4JnMAuAKoucO50pA+kGIX9LuLM7jtcy1ZbIfDzAWhCP/rubcHgd/ZmIafvmdL7a8AkMkAD5MAiBvL8BMWwTMLIuAuQvKgcaUD2D0FDTBuUZATBFgdh0i8wJ8cgNQAyz3FwIhvAK2Fr+3e50bBEKkP9cLdp4JYHHfwWDtByF+tzoVVlZ/qHh/VuTPu8h/ZQzceuMp+F/f9zzctPFC7Qm4XcAnVAJfkCJGJADkIkAkBS7XiJ4vRICoFTAwqmBEQNNhZkAOIgCdHBjQG+BgUTkLAUR4wNkr4Grx5zDPP6iHwPP3O4oDK2s/JPGnsPpt4v25kb9iHLx65Cx8/NY/gXdd+3cpWmjQSnqWeDjUidqVBUkARBQBomDDriWeW6oWKBUBTUtPgCyJsFmCCHCdIYDNC4jlDQglBJDbgogBV0FgItXMCwEFvyc2pO9T9Ckg8Ttb/UrydxXrDmOAD/kDjvybl2fh8uFXgTcX4UM3fgs+cvPXYd3IXGWI2ML6nyxeduRk/ZMAMIsAMStgb48ImL+k9AQYZwkY9nGtFjgoAngY9W/jVuTI5dx8vQGmz0MLAYkYCE5mQTLsoQKzAMKLJhTpxyB+Qzu0WpsCsy/nHuE6n7HAkfybZuOnm/w7eNvV34Nfue3P4cZ1p2IO7TvahJyK/MWUvc8HPGWw1QBJAJhFgAgFPNkRAbOFCOhJDMTE+zHTA2X7WFQLHBx0uLf7XyYCgoUEYnkDQggBTK6AKUmfQgDRQgDo8gHW3gAL4k9q9etd/nHIn4clf24m/w4E+QsRIMRARHy+vUJfCgjyHwt4vmdIACT24HSrroHZAYgGj104yFsE2FYMdBAGxgEHkyBo6Q0IJwQQA7yFGADsjD0KAfgRfijS92kXIVekdLX6AfChOS/yV2t6J/Jv4si/AxEGEOGAiCEBQchPxxYBxfl3Q/ipf0+GOhEDAgrHdy81GOjK4lwzeh2MrN2wcidZe8148dJYed/66/k3a+3akl+s9/Olz7r26f5c9dRka9Czvh0Y4ukzZAthkk3S/Ri+xVl8zlzOI93G7HoDs+tZjHqjnnwwu/NA5zeZ5dzh3BxZBc/lc0NIzcrqt/IEcO0lpCD/frx+6Rr43OF3t14jQMTTH92zZ89joU9ckP92COv6F5gurvVWEgDliICJtggYM4qAhnirIvf6iICet8r9mPU5MZ+XJgQcxIBXZ6taL+Ueh/DA3xOJ+JWbrUjeQlVgcnFqSP4dXFpcA5879G544eybY7VaYVXvbK/YF4L8x4uX5yCs61/gseIad4U6GYUALNCeHngfdGVhinDA/IUTKx2iq+FzZfIfrHQUWbXArmQZ53AA9HsQuV8OADYk4JsgaLlca5glfhVu4CBlf0FZ+de2HlAlQgCWBf+s6gc5lwe2fL6maaJg6e5HEzUyy9+G6C3Jn0ci/4UzZ5zJX0CEAR4c/1prpkAkCGv9uYAhgdBx/w4+FfJkJAACiICFy2dWVhG0XDiII2YK+IgAkImAUHkBVpaJZsF4j8HUa7639JyadXmx5GRBpEEK+2U8C0BL9jGKAWGeJWDbQl8/4oGI3zLRDyeyffov1wvqAOQ/e/QNZ/LvhqgV8NAdrQX9piMM7+NtEfCQp/W/BwKu2NeFvaGXMqYQgCOO727N6dzT/dnImith9eh1wFhjwJ3fEw7oywdYyhmAgTwCbTiAdT09pGuf9W8M4P6XfcZQ+0bMDzC1bOtYP/PrOSxcD82xw6Ky3p1PZrsvtzsfIgQQLc4PoF5HN6TLX0viFpn+DuQ/f/o0zB0/GrrJ7fyXz+98sj3+bo/UrK1DAu3pfiLpb0eka7qVBEDmIqCxai2suerGFRHQRfasKz9ggOiTiwDpB8GEAMO0shBJgpptzFcIxBADMXodC/tV3HljZMIPRfoxiN+W/A3EL+FoT6KXW/1O5K+r8NdF/rNH3oCFs2eCk3975dYO6T4C8Qr7CPLfVZDuXgT5T7bJP9asApGo+AikGzoIriKANVbBmg03tMRAtwhgfUmCdRcBSb0BPkIgpBhw7VXD0BN5yGO4/fkR27nLsVZWvzkXJ5rVn4j8+WKzRf6L589FJf8+8o0VcxcQVreIvU8VJLyv63sF2YvvfjAi8UP7e7fFODEJgFgioGDylghYva6H7MOLgK79LEjaaYaAzWchvAG5CgHlfix8L6tiD40SAuDu35MF8Se0+rHkb3suDPnPzcPl11+D5uzlJOTfRcadanuTNaMX4YW4L1TtfxIACUWAwPI0QZkIUBG9TgR05REoRYDC8pc9fWNeQEpvQEohUJYYiNHrUvbipCGAuKRvqzeciT+l1a+16D2S/QaSm2EgWbk1ze/Qq0GS/WzIv08IPAIl1PqPiPsL8n8y1slJACQQAUIACCFgLQI0XoJlT0AjpAjIxRvgYE07xvoZthewED2KDXdPdE0uCEX6JmvflfiV2ziKpONb/RHIv9k7a6mV6X/kjRitBk3+XSJgEuKGBFIh6Jx/EgAligARChAhATbSCC8ClvdBiACFMAgqAoJ5AxQbg2b4W3oFbHsN8zxRbUMAAQjfgvSdrf0UxO9r4Ws/84j3y8hfUrdk7tgxmD8dZfEea/LvEgHjbREwAdVEtLg/CYCSREArOfAqkRew1i4nwCgCFDMMLImbMZPJHtYbgBcCDrF1D/d+NDGAPobl24t54AN4pGvgiF2DEz/YxfkTWf3Ky8KSv3TJ8+K/xUWYfe0wLF68mBX59wkBkZn/EFQLIu6/LfSUPxIAOYgA1oDVV14LI+s22IsARQ2BARHgOkNgwPgPIAIQnzP0/o5JdqnEgE+PYlXusjzobs7HxSZ9F+IvxepfecOdjoWBCqX95N+8fBkuF+TP5+ezJf8uEbC9PRZXJSQQNe5PAiCdCBhYO6CDVes2wurRa+UiYIDoQb4ugEQEaKcJyp546LyA2N4AnRCI6BVwEgMhehgro4t7Zvr5Jgo6hAC47zmdY/+BiD+YIDC4/E2fSSqT9pP/wsxMy+0fIdkvOPl3iYBxqEZIIHrcnwRAJiJgqWjQDcBWrZaLANUCQgNiAeR5AdjkQMVnwUMCuQiBssRArB5X5VkALucMRfo5E7+H1a+8PNt4f/+/FxYL4j/aSviLgJk2+UezfBNU6vPFvoL870v5hSQAShYBrZDAhutg5IpRtSsfIwJsagVYEnlwb0CVhAByH+bbo4alJ3rE/Hmo83t5A0oi/phWv4n8m0su/9k33ogxv79D/ve111mJjkII7GgLgZxCAtOwFPefSfmlJADSiYCxtgiQuqBWrRsrhMC1+nh+n9ufqUSATCw02o+7EUgEhLD8ke56ZnVM+WIgiCCocg8NFALgIb/Pax+O9hRw7HcGi/8HJP+m3PJfODMDc0ejufyTkn+XCBDjcKxFe5zuQaxiPyQAKiICWiGBjW8CtmqVRASANFGQKYgfnRwYwxsQQhxIPk8mBGx6RmpBUHYvjhgC4KGvwVsYOBJ/Eqt/5Y0f8YMy3i+y/OeORnP5C0y1yT+p1dslAnIICZRG/iQAyhMCe1SNbikksLk9S0AjArpc/hgREDUkEInwvYUAgD48UJIYSCIKMvcOhJ5NGNYbUA3iD2L1K+L9rSz/w9Gy/AX2FX/3l0X+fUJgB0hmbCWAIP37U0z3IwGQnwh4BDQlK0fWXgmrr7q+VTjIKAL6PQENMIcEfERACG9AciEQwCtg22NYgA5ZgxAAD3CO+OKAW+UGJCV+G6s/APnPHz8BcyeOx2whewvi35lTky0hJPAYLK3wV6oAIgFQrggQylOZjMJGVsOaq66Dxpp17ZK/WAsfmRcQIyQQyhvgKgRQ52RhekUJq/6xsnsxt/o4PNkH9whwq1i9N/GXbvWryV8s5DP7xuuxCvssc22MaX4BhYAwzD4OcVcW3Nm9qiAJgOEWAcoZAh2sWj8Gq0evKURAw1gDAJccqAkt5OYNsNhmbT2HFAM+vYnl08l57AbPExznS/o5EL+E6UNa/f3x/vlTp2D+xIlW3D8ShKUrXP5ZEJ9BBIzDknd2e0AhMN22+LMSPyQA8hAB2uTAbm/AyNp18loBApbJgU4hgRDegNyEQAwxEKJ3Vbl38sTHhyB9E/EHXSgI0O5+a6vfQP4DVv/r0a3+qbblP1WlJtxOEtxR/D0IbqEBIXpEXYPHc7H4SQDkLQKMGaktb8AG4Q0YscsLSBESyEwIRBUDrr2H1aAX8wzOhy0K4Ev6uRI/2upXkH+B+ZPRrX5oE+DOHJL9AoiBybYQ2NrlGZhsW/fTXZb+flgq6pO94CEBkJ8QeKgtBEDrDdgovAHrA4mA2N4A5YdByd5KCIQWAz69aQhnAcQ7jjvPBIhO/EYy56aPnK3+bpd/Iqtf4NGC+B+hUZ0EAMFOBBjzAgRGrriyEAJipsCIltixeQHLIgAy8wb4bAvlFbAVAyF6F4UAwpK+r7Uf1RsQ2OoHucu/leF//Hjspx+9rC+BBEDdRYAgf7F4xaT2ATYasHp0E6y6cmwlF6A/L6BdAZB1/zt0gmAFhYCXGChDEOTSi0tfD8CymABmWmIVid/C6l+8cLFV1EfM74+M1tz2gvynaRQnAUDwFwKPgKZewLI3YM06WL1xMzRWr40TEgCkNyAHIVAFMTCsvZB7HOgxEyA46WdH/HKrv7WAj6jmN3MmxdN9rCD+XUAgAUAIKgIm294A45QU4QlYvWFTq4CQOSSg2A4W3gBVK0KLAE8h4CsUsGLASRB4drGhDQE4lAvkyEuIvlgQnvidyJ9L/j1g9S991pradzx6kp8AufxJABAiiwBUSKD1UEVY4KrNhRi4Sk7y4OENAMDnBuQkBMoUAyFFQQ49mEc4WaCZAKWQfgrit7D6W+7+I0nc/QLk8icBQEgoBIyzBDoQ4YA1IizQqh0A7iEB8PQGhBYCkax+ZzHg05OGakGA/5+9e0tu28jCON7NiyhL1G08C+AOoh2EO4h2YM0KkqxgJiuIU1M1VfPm7GBmB/IOnB1oHmYexoksJ5Ev4qWD0wRsEgRAXBpNEPz/qlSkzYscha3z9ekGUKHYZ7yutqJfdrZfZ+FPnfUbu7tfNvh5avcLdvkTALCFEFDovNXdw6E6OP+z0r3+5iUB5eBIgaYEAVddgYzn6TpH1k6Gg4pFvmzBL/I9vaz9Oyj8abN+83k/hL07nampHNN/d+ej3S9ktv+XXTirHwgAbQ0BsiQgmwO/yfua3vBc9U+fpp5EaGM3QKn0vQEuNgluMwgUHQ26xFt4OwmQy2+Ut89eT7F3UvBddQRcF/68oSCh3R/N+mW2L+1+T4VftOLEPiAAtCUIjMNuwCjX//BOJwgCFzYMrJ4/oEQ3QMVPHqTcLAtUCQIeZv3OAsG+jkBT8mHnpwd22Q2oofArlbrJb/bwoD7+9391Xq43jo1+BAC0pRuw2Cj4VPVOLmKz+03dgORgUMuyQN1BoK4wsOH5eh9Gp3HwNFPP93QbDOos/Gqt3T/7/UFNXr+2G/08YtZPAEDbugH2A9DrL4LApyMGEoKAUuU2CSpPQaDpYSDn6/SujGBTw0vqPkWw825AzYU/1u6fBjP+yf+9F35m/QQAtL0bsBIEhqf5ugFK5V8WcBwEkp+i83+iPe0HcP3aJg9WU9uTK7zW+ZEAJs9ft6HwM+snAKAF3QA5XLDQZSxXgkC8G5BW9NOWBZRKP8lQ1SDgqytQdpToZo3OPG9Vx+H93t+jliMBCs72i4SC6H5snV/W+B+3U/hvFTv8CQBoTRD4W3DztcpxFsG1IHD2VHWfDMOzCuqlIwBU9iZBpTL2B5QIAjke08XaBf5n/LpFI9g06H1r6wiY5IdMhfffVPiVrPG/Cwv/wzZ+XTxXi2P7mfUTANCiEDBSi70B48IfEDlq4ORC9U4vFkFAFVwWUB6DgKsw4CMQ7PMIbNISQNWiXyYUmMYVfpntfxsU/lcKBAC0NghcqcWywKhMEOgeDW1XQPf7m5cF1PaDQPLTdPFPv97SqNrnywGXfZ9SSwAeCn/KjH/y5t4WfjmL3xbch4X/Bb8dCQDYjxAgSwGyQbDwskDEBoHTC9U5PNq8LKCSw4FOWS4oHARcdAV8zPhZAqjnfUt3BEoWfQeFX07aM/n5Tk3u77dV+AXtfhAA9jgIjHSn+72Zz67KvkfnYGCXBnrDs9iyQEIQyAgH2lcQqCMMVB1FLAF47AjUVPTzFn45V38w25/++pvPM/fF3Sja/SAAIAwCY7U4bHBc+kMkywNBCOifXdj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"path": "emoji_u1f910.png"
} | Generate code for a svg of a zipper-mouth 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">
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<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
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<g id="facial_expressions">
<g id="zipper-mouth-face">
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<g id="peepers">
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",
"path": "4733c2b9e070f20b95e3835a9b4f09eda9f5ea1c7ec791372bfa6ffb47bff3d7.png"
} | Generate code for a svg of a a screenshot of a graph with a line graphing function | <svg width="700" height ="500" version="1.1"
xmlns:svg ="http://www.w3.org/2000/svg"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:cc="http://web.resource.org/cc/"
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns ="http://www.w3.org/2000/svg"
>
<clipPath id="plot_window"><rect x="93" y="63" width="419" height="327"/></clipPath>
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d="M218.85,39.43V54.22a5.55,5.55,0,0,0-1.12-2.62,12.43,12.43,0,0,0-5.13-3.86c-5.32-2.46-11-3.65-16.68-5-5.26-1.28-10.56-2.4-15.58-4.53-2.85-1.21-5.5-2.69-7.27-5.49h0l0-2.1a7.7,7.7,0,0,1,3.54-6.66A25.66,25.66,0,0,1,184,20.45a144.6,144.6,0,0,1,17.56-4.06c2.09-.4,4.19-.79,6.27-1.26A45.41,45.41,0,0,1,218.85,39.43Z"/><path class="cls-2" d="M45.89,32.75V33c-1.76,2.63-4.33,4-7.09,5.22-5,2.12-10.32,3.25-15.58,4.53-5.65,1.37-11.36,2.56-16.68,5a12.46,12.46,0,0,0-5.13,3.87A5.56,5.56,0,0,0,.29,54.24V41.47A46.26,46.26,0,0,1,5.63,23.2l0-.05a45.17,45.17,0,0,1,5.64-8c.76.17,1.52.34,2.28.48s1.57.32,2.36.47c1.58.3,3.16.59,4.73.91,2.62.52,5.26,1,7.86,1.61.37.09.75.17,1.12.27.74.18,1.48.37,2.21.58l.83.23a46.3,46.3,0,0,1,5.67,2.06C44.56,24.53,46,26.94,45.89,32.75Z"/><path class="cls-4" d="M45.69,62.87a7.05,7.05,0,0,0,0,.83c-.1.63-.47.9-1.28.9-1.62,0-3.24.16-4.86.16a168.18,168.18,0,0,1-19-.87,55.31,55.31,0,0,1-13.81-3,13.57,13.57,0,0,1-4.85-3,4.8,4.8,0,0,1-1.57-3,3.49,3.49,0,0,1,0-.56v0a5.56,5.56,0,0,1,1.12-2.61,12.46,12.46,0,0,1,5.13-3.87c5.32-2.45,11-3.64,16.68-5,5.26-1.28,10.57-2.41,15.58-4.53,2.76-1.17,5.33-2.59,7.09-5.22-.14,7.11-.11,14.21-.1,21.32C45.73,57.18,45.74,60,45.69,62.87Z"/><path class="cls-5" d="M218.85,54.81a4.78,4.78,0,0,1-1.57,3,13.57,13.57,0,0,1-4.85,3,55.31,55.31,0,0,1-13.81,3,168,168,0,0,1-19,.87c-1.62,0-3.24-.16-4.86-.16-.82,0-1.19-.27-1.29-.9a7.05,7.05,0,0,0,0-.83c-.06-3.13,0-6.26-.11-9.39,0-1.73-.07-3.46-.1-5.19,0-1.13,0-2.25,0-3.38l0-2.85c0-.52,0-1,0-1.55l0-2.59c0-.87,0-1.74,0-2.6s0-1.73,0-2.59c1.77,2.8,4.42,4.28,7.27,5.49,5,2.13,10.32,3.25,15.58,4.53,5.65,1.37,11.36,2.56,16.68,5a12.43,12.43,0,0,1,5.13,3.86,5.55,5.55,0,0,1,1.12,2.62v0A3.49,3.49,0,0,1,218.85,54.81Z"/><path class="cls-6" d="M160.52,143.14a54.63,54.63,0,0,1-17.59,13.44,77.06,77.06,0,0,1-30.33,7.59c-.65,0-1.29.07-1.93.12l-1.14.08h-.13a69.58,69.58,0,0,1-28.86-6.66,71.83,71.83,0,0,1-19.23-13l-.18-.18a6.75,6.75,0,0,1-2.44-4.08A6.17,6.17,0,0,1,62,134a6.78,6.78,0,0,1,7.86,1.29,54.4,54.4,0,0,0,23.87,15,47.23,47.23,0,0,0,18.41,2.13,75.35,75.35,0,0,0,17-3.05,49.79,49.79,0,0,0,19-11.36l.61-.56a38.83,38.83,0,0,1,3.06-2.68,6.22,6.22,0,0,1,4.64-1.29,6.48,6.48,0,0,1,4.3,2.56A5.36,5.36,0,0,1,160.52,143.14Z"/><path class="cls-6" d="M78.84,111.66a3.43,3.43,0,0,1-3.86,0l-1.83-1c-1.09-.57-2.18-1.14-3.26-1.72-4.14-2.21-8.38-2.22-13,0-2.83,1.37-5.12,2.53-7.21,3.68-.37.21-.75.4-1.13.59a4.2,4.2,0,0,1-1.87.49,3.26,3.26,0,0,1-2-.7,3.38,3.38,0,0,1-1-3.82,20.73,20.73,0,0,1,3.83-7.52c3.94-5,9-7.73,14.67-8h.09a18.17,18.17,0,0,1,16.88,11.36,23.4,23.4,0,0,1,.89,2.56A3.35,3.35,0,0,1,78.84,111.66Z"/><path class="cls-6" d="M173.79,111.66a3.38,3.38,0,0,1-3.94.23c-1.78-1-3.57-1.92-5.35-2.86A13.35,13.35,0,0,0,152,109c-2.45,1.14-4.89,2.43-7.26,3.68l-1.19.63a4.56,4.56,0,0,1-2.1.61,3.09,3.09,0,0,1-2.06-.79,3.39,3.39,0,0,1-.88-4c2.77-8.29,8.23-13.32,16.23-15a12.79,12.79,0,0,1,1.93-.2l.68,0h.19a18.17,18.17,0,0,1,17.35,14.2A3.36,3.36,0,0,1,173.79,111.66Z"/></g></g></svg> | |
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} | Generate code for a svg of a a dark nebula hiding distant stars. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#13171e" d="M0 0h96v96H0V57q5-1 9 5l6 4q0-13 3 0 4 3 9 2l4 2 1-3 1 2q1-3-1-5h4l4 6 3 1q0-4 3-7l-1-1q-6-2-11-1v-3h-7q-1 5-5 4l4-7 2 2 4-15-13-1q-3-3-7-3l-3 3-1-1q0 4-3 7-2-3-5-3z"/><path fill="#151a24" d="M71 19q4-1 7 2l8-2-1 5-2-1-6 2q-2-3-5-2-3 3-3 7l-7 2q3 2-1 3-4-2-3-5l1-10h5l5 4q-1-3 2-5"/><path fill="#151922" d="M75 57q4-2 7 4l1-3v12h-6l-4 9q-6 3-11-1-3 2-5 6-3-2-3-5 0-8 5-11h7l3-2q-2-3-2 0-2-4 0-7l8 1z"/><path fill="#141922" d="M0 57V45q3 0 5 3 3-3 3-7l1 1 3-3q4 0 7 3l13 1-4 15-2-2-4 7q4 1 5-4h7v3q5-1 11 1l1 1q-3 3-3 7l-3-1-4-6h-4q2 2 1 5l-1-2-1 3-4-2q-5 1-9-2-3-13-3 0l-6-4q-4-6-9-5"/></svg> | |
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"path": "07fdf0d5c0c03cfae21ae83999a05c5db15c65324c52f8af0f9c2bc6e93cae79.png"
} | Generate code for a svg of a a black and white photo of a battery with a question mark on it | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><path d="M15.07 12.25l-.9.92c-.54.54-.92 1.01-1.08 1.83h-2.04c.11-.9.51-1.72 1.12-2.33l1.24-1.26c.37-.36.59-.86.59-1.41a2 2 0 00-2-2 2 2 0 00-2 2H8a4 4 0 014-4 4 4 0 014 4c0 .88-.36 1.68-.93 2.25M13 19h-2v-2h2m3.67-13H15V2H9v2H7.33A1.33 1.33 0 006 5.33v15.33C6 21.4 6.6 22 7.33 22h9.34c.73 0 1.33-.6 1.33-1.34V5.33C18 4.59 17.4 4 16.67 4z"/></svg> | |
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} | Generate code for a svg of a blue trains passing through the countryside. | <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="#fbfafa" d="M0 0h96v63H66q6-3 14-3h1l1-5h-8q-1-3-3-2v3h-4q-3 0-2 3h-7q-3-3-4-1h-4l-11-3q-3-1-4 2-9-3-18 0L0 55z"/><path fill="#a2d3e0" d="m50 58-15-1q1-3 4-2z"/><path fill="#69a9c4" d="m0 55 17 2q9-3 18 0l15 1h4l-6 2q7 0 13 3h-2q-6-3-11-1l2 2-6 1-1-2q-15-3-27 1l-2-2H0z"/><path fill="#4d7bb5" d="m74 55 7 2q-3 0-3 2l-2-2q-3 3-6 1 0-2 3-2h-2v-3q2-1 3 2"/><path fill="#8cbcdb" d="M74 55h8l-1 5v-3z"/><path fill="#21519b" d="M67 56h6q-3 0-3 2 3 2 6-1l2 2q0-2 3-2v3h-1l-13-1 2-1q-1-3-2 0z"/><path fill="#4380c1" d="M67 56v2q1-3 2 0l-2 1 13 1q-8 0-14 3h-5q-6-3-13-3l6-2q1-2 4 1h7q-1-3 2-3"/><path fill="#295593" d="M0 62h14l2 2q-9-1-16 1z"/><path fill="#a1ced8" d="M59 63h-9l-2-2q5-2 11 1"/><path fill="#2d61ae" d="M96 63v3l-11-1q-5-4-5 3v1q-6-2-10-1l-6-3 2-2z"/><path fill="#8db175" d="m64 65 6 3 2 2q2 6-3 9L59 67q1-3 5-2"/><path fill="#f5f5f5" d="M96 66v16L80 68q0-7 5-3z"/><path fill="#335f9e" d="M50 64h9q-4 0-7 3l-5-1-11 7q6 2 14-1L28 96h-2l10-11-4-3 1-1q-3-3-2-4L0 91v-5l26-12-6-3z"/><path fill="#aac37f" d="M44 65A253 253 0 000 77V65q7-2 16-1 12-4 27-1z"/><path fill="#4f8980" d="m59 67 10 12q-5-3-8 0-2-4-4-2v-9z"/><path fill="#94ba80" d="m52 67 2 1-4 4q-8 3-14 1l11-7z"/><path fill="#275298" d="m20 71 6 3L0 86v-9q9-4 20-6"/><path fill="#4e6c97" d="m80 68 16 14v2z"/><path fill="#214d94" d="M26 96H0v-5l31-14q-1 1 2 4l-1 1 4 3z"/><path fill="#4d888d" d="M69 79q8 7 14 17h-8L57 81v-4q2-2 4 2 3-3 8 0"/><path fill="#1c3779" d="M0 89v-1q13-8 28-12z"/><path fill="#f1f2f4" d="M70 68q4-1 10 1l16 15v9z"/><path fill="#21498e" d="M59 63h7l-2 2q-4-1-5 2l-2 1v13l18 15H28l24-29q3-3 7-3z"/><path fill="#68a08f" d="M72 70q11 12 24 23v3H83q-6-10-14-17 5-3 3-9"/></svg> | |
{
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"path": "d807a5e5a8dc8f800800b74cb0eaa41dac5594e6f4346446f3ec5e90481a99ee.png"
} | Generate code for a svg of a there is a male and female sign on a white background | <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M12.5548 13.6119L16.0486 5.87567L17.3103 9.34209L19.1896 8.65805L16.7955 2.0802L15.3658 2.60058L15.3387 2.58836L15.3268 2.61478L10.2177 4.47434L10.9017 6.35373L14.1765 5.1618L10.7324 12.7879C11.3917 12.9585 12.0062 13.2402 12.5548 13.6119Z" fill="#00BAFF"/>
<path fill-rule="evenodd" clip-rule="evenodd" d="M12.75 18.5C12.75 20.433 11.183 22 9.25 22C7.317 22 5.75 20.433 5.75 18.5C5.75 16.567 7.317 15 9.25 15C11.183 15 12.75 16.567 12.75 18.5ZM10.75 18.5C10.75 19.3284 10.0784 20 9.25 20C8.42157 20 7.75 19.3284 7.75 18.5C7.75 17.6715 8.42157 17 9.25 17C10.0784 17 10.75 17.6715 10.75 18.5Z" fill="#00BAFF"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a dark green fern on a windowsill. | <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="#a1d4bb" d="M0 0h10v13H4l-1-1H0z"/><path fill="#b1ddc6" d="M17 0h79v12H17z"/><path fill="#94c6ae" d="M16 0v12h78v1H16z"/><path fill="#354e56" d="M0 12h3v5H0z"/><path fill="#529b78" d="M4 13h6v5H4z"/><path fill="#5fa582" d="M16 13h79v5H16z"/><path fill="#406960" d="M3 12v5h6l-9 2v-2h3z"/><path fill="#304048" d="M10 0h6v18l80 3v1H82v30q-1 10 1 22h4q0-3 2 0 0-3 2-1 1-3-1-3 2-2 5-1-1 2 1 3v8L9 79l1-21-2-7 2-5-1-23H4v5H0v-9l10-1z"/><path fill="#324a4b" d="M95 12v9q-3 0-1-2l-79-1h79z"/><path fill="#70af93" d="M9 23 8 45q-5-2-8-1v-7q4 2 4-3H0v-6h4v-5z"/><path fill="#496f6a" d="m9 23 1 23-2-1z"/><path fill="#a4d4bc" d="M96 23v25q-8-1-13 3V23z"/><path fill="#a6d2bd" d="M42 73h35v-6l-2-26-2-11-5 3h-6q-6 2-10 6l-3-4q3-4 9-6-4 0-1-2l13-3H19v12l2-8 6-1q2 0 3 2l7-1 4 2q-3 3-4 0-3 3 0 7l3 1 1 5v1q-3 0-2 3v5l-2-2q-2 2 2 4-3 7 0 16l1 3-23 1V22h61v52z"/><path fill="#a7d5bf" d="m52 39-5 5-1 1q0-2-2-3 3-3-1-6l-2 7-1-5-3-1q-3-4 0-7 1 3 4 0l-4-2-7 1q-1-2-3-2l-6 1-2 8V24h51l-13 3q-3 2 1 2-6 2-9 6z"/><path fill="#aed8c2" d="M75 41h-2v2q-4 1-6-1l-4 4q-3-3-5 0l-2 8q-3-4-6 0-2-3-5-2h-4v-1l7-2h-8v-2h9l-4-1 4-2h-2l5-5q4-4 10-6h6l5-3z"/><path fill="#7d9c91" d="M96 22H83v29h-1V22z"/><path fill="#365e56" d="M0 34h4q0 5-4 3z"/><path fill="#b0dbc4" d="m77 67-2-2h-3l-4 2 1 1q-5 2-8 1-6-7-5-15l2-8q2-3 5 0l4-4q2 2 6 1v-2h2l1-3z"/><path fill="#509069" d="M47 44h2l-4 2q-1-2-4-2v-1l2-7q4 3 1 6 2 1 2 3z"/><path fill="#6a977c" d="M41 44q3 0 4 2l4 1H39q-1-3 2-3"/><path fill="#2f4648" d="M0 44q3-1 8 1l2 1-2 5 2 7q-2-3-1-4H0v-2l5-3q-3 0-5 2z"/><path fill="#4d9850" d="M39 47v2l-1 2z"/><path fill="#619d7b" d="M0 52v-1q2-2 5-2z"/><path fill="#3d824b" d="M41 49h7l-7 2z"/><path fill="#499155" d="M39 52v2q-4-2-2-4z"/><path fill="#a9d8c0" d="M45 52q3-1 5 2 3-4 6 0-1 8 5 15 3 1 8-1l-1-1 4-2h3l2 2v6H42l-2-4v-3h6q-3-3-6-2v-7l9-4h-2q-4 2-2-1"/><path fill="#398c4b" d="M32 54q3-1 6 2h-5z"/><path fill="#559c6d" d="M41 52h4q-2 3 2 1h2l-9 4z"/><path fill="#2f8a3f" d="M32 60q1-3 4-1-3 3-4 1"/><path fill="#627774" d="M40 49v3l-1 5v12l-1 1q-3-9 0-16v-3z"/><path fill="#395052" d="M0 60h3v4H0z"/><path fill="#3d914d" d="M41 60h5l-3 3z"/><path fill="#456f61" d="m82 52 10 6-5 5q-3-2-5-1v12q-2-12-1-22"/><path fill="#66b287" d="M83 55q11 5 0 4z"/><path fill="#496b66" d="M9 54q-1 1 1 4L9 79l87 1v1H8q-1-2-3-1-1-5 2-8 2-2 1-4H5q0-4 3-5 1-9-5-4v-1q2-3 6-4"/><path fill="#6cb28f" d="M9 54q-4 1-6 4v1q6-5 5 4-3 1-3 5h3q1 2-1 4-4-2-7-1v-7h3v-4H0v-6z"/><path fill="#3d9654" d="M32 63q3-1 5 2-5 1-5-2"/><path fill="#3a9352" d="M40 64q3-1 6 2h-6z"/><path fill="#7fbfa0" d="M96 48v24q-2-1-1-3-3-1-5 1l-5-4 2 8h-4V62q2-1 5 1l5-5-10-6v-1q5-4 13-3"/><path fill="#527c6b" d="M90 70q2 0 1 3-2-2-2 1-2-3-2 0l-2-8z"/><path fill="#32444a" d="M0 72q6-1 3 3l-3 1z"/><path fill="#65a28a" d="M0 72v-1q3-1 7 1-3 3-2 8 2-1 3 1l-1 2q-4-2-7-1v-6l3-1q3-4-3-3"/><path fill="#c0edd3" d="M8 81h88v3L7 83z"/><path fill="#8ec1ae" d="M0 82q3-1 7 1l89 1v1H0z"/><path fill="#3a7166" d="M42 85h54v3H0v-1z"/><path fill="#437d6e" d="M0 85h42l44 1-86 1z"/><path fill="#2a3842" d="M0 88h96v8H0z"/></svg> | |
{
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"path": "3a94cc7e237bd88be16f858bd2c70d50cb237c2e3ea41a2d42ec65bb059e1b04.png"
} | Generate code for a svg of a a close up of a white and blue logo with a black and white stripe | <svg xmlns="http://www.w3.org/2000/svg" width="140" height="24" viewBox="0 0 140 24"><defs><style>.cls-1{fill:#39a6e6;}.cls-2{fill:#fff;}.cls-3{fill:#737373;}.cls-4{fill:#d7d7d7;}.cls-5{fill:#0089d9;}</style></defs><title>24</title><g id="List_View" data-name="List View"><rect class="cls-1" x="60" y="5" width="2" height="2"/><rect class="cls-1" x="60" y="9" width="2" height="2"/><rect class="cls-1" x="60" y="13" width="2" height="2"/><rect class="cls-1" x="60" y="17" width="2" height="2"/><rect class="cls-1" x="64" y="5" width="14" height="2" rx="1" ry="1"/><rect class="cls-1" x="64" y="9" width="16" height="2" rx="1" ry="1"/><rect class="cls-1" x="64" y="13" width="12" height="2" rx="1" ry="1"/><rect class="cls-1" x="64" y="17" width="16" height="2" rx="1" ry="1"/><rect class="cls-2" x="89" y="5" width="2" height="2"/><rect class="cls-2" x="89" y="9" width="2" height="2"/><rect class="cls-2" x="89" y="13" width="2" height="2"/><rect class="cls-2" x="89" y="17" width="2" height="2"/><rect class="cls-2" x="93" y="5" width="14" height="2" rx="1" ry="1"/><rect class="cls-2" x="93" y="9" width="16" height="2" rx="1" ry="1"/><rect class="cls-2" x="93" y="13" width="12" height="2" rx="1" ry="1"/><rect class="cls-2" x="93" y="17" width="16" height="2" rx="1" ry="1"/><rect class="cls-3" x="118" y="5" width="2" height="2"/><rect class="cls-3" x="118" y="9" width="2" height="2"/><rect class="cls-3" x="118" y="13" width="2" height="2"/><rect class="cls-3" x="118" y="17" width="2" height="2"/><rect class="cls-3" x="122" y="5" width="14" height="2" rx="1" ry="1"/><rect class="cls-3" x="122" y="9" width="16" height="2" rx="1" ry="1"/><rect class="cls-3" x="122" y="13" width="12" height="2" rx="1" ry="1"/><rect class="cls-3" x="122" y="17" width="16" height="2" rx="1" ry="1"/><rect class="cls-4" x="31" y="5" width="2" height="2"/><rect class="cls-4" x="31" y="9" width="2" height="2"/><rect class="cls-4" x="31" y="13" width="2" height="2"/><rect class="cls-4" x="31" y="17" width="2" height="2"/><rect class="cls-4" x="35" y="5" width="14" height="2" rx="1" ry="1"/><rect class="cls-4" x="35" y="9" width="16" height="2" rx="1" ry="1"/><rect class="cls-4" x="35" y="13" width="12" height="2" rx="1" ry="1"/><rect class="cls-4" x="35" y="17" width="16" height="2" rx="1" ry="1"/><rect class="cls-5" x="2" y="5" width="2" height="2"/><rect class="cls-5" x="2" y="9" width="2" height="2"/><rect class="cls-5" x="2" y="13" width="2" height="2"/><rect class="cls-5" x="2" y="17" width="2" height="2"/><rect class="cls-5" x="6" y="5" width="14" height="2" rx="1" ry="1"/><rect class="cls-5" x="6" y="9" width="16" height="2" rx="1" ry="1"/><rect class="cls-5" x="6" y="13" width="12" height="2" rx="1" ry="1"/><rect class="cls-5" x="6" y="17" width="16" height="2" rx="1" ry="1"/></g></svg> | |
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",
"path": "emoji_u1f647_1f3fc_200d_2642.png"
} | Generate code for a svg of a man bowing: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="shirt">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64.2273" x2="64.2273" y1="52.4974" y2="1.6578">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.4701" style="stop-color:#00B29A"/>
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"path": null
} | Generate code for a svg of a black and white lineal illustration of a hand gesture, specifically a thumb pointing downwards, possibly indicating a zoom-in action. The hand appears to be pointing towards the right against a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
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|
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