reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
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"path": "9c99e433d271e4f3976374b01067614578105a4362c820544b33cc43c70da6c9.png"
} | Generate code for a svg of a a black and white image of a magnifying icon | <svg xmlns="http://www.w3.org/2000/svg" enable-background="new 0 0 24 24" viewBox="0 0 24 24" fill="currentColor"><g><path d="M0,0h24v24H0V0z" fill="none"/></g><g><path d="M7,9H2V7h5V9z M7,12H2v2h5V12z M20.59,19l-3.83-3.83C15.96,15.69,15.02,16,14,16c-2.76,0-5-2.24-5-5s2.24-5,5-5s5,2.24,5,5 c0,1.02-0.31,1.96-0.83,2.75L22,17.59L20.59,19z M17,11c0-1.65-1.35-3-3-3s-3,1.35-3,3s1.35,3,3,3S17,12.65,17,11z M2,19h10v-2H2 V19z"/></g></svg> | |
{
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} | Generate code for a svg of a black and white icon featuring a bird inside a cage and a wooden crate. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
{
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} | Generate code for a svg of a a small fishing boat gliding across a quiet bay. | <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="#f9f9f4" d="M0 0h96v96H0z"/><path fill="#c3c4c2" d="m61 55-5 1 1-5H46v3q-2-3-1-4h15l-2 1q0 3 3 4"/><path fill="#636b73" d="m37 54-1 1q5 3 11 3l19-3h-2q1-3 4-1l-2 3q-20 3-38 0l-2-2q3-3 8 1l2-3z"/><path fill="#474e5f" d="m37 54 19 2 5-1h5l-19 3q-6 0-11-3z"/><path fill="#0e101e" d="M28 57q18 3 38 0v3H47q-9 3-18-1z"/><path fill="#494f5a" d="M29 59q9 4 18 1h19v3z"/><path fill="#b7bcbc" d="m29 60 6 2z"/></svg> | |
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"path": null
} | Generate code for a svg of a vector illustration of a red football helmet with a black visor, depicted on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
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{
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a blue security line with passengers in bags:My primary focus is on creating a visually appealing and informative image that conveys the sense of security and protection. I aim to capture the feeling of a secure environment, where passengers are clearly identifiable and the lines of the bag are clearly defined. The color palette is chosen to evoke a sense of security and trustworthiness, with a subtle hint of the bag's functionality. The overall composition is clean and uncluttered, allowing the passengers to easily see and understand the details of the bag. | {
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} | Generate code for a svg of a blue security lines full of passengers with bags. | <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="#d5f0f5" d="M0 0h96v43L65 58l-6-1-9 2q-4-4-9-5l-2-4-9-3q-3-4-7-6-11-8-23-11z"/><path fill="#c4eaf2" d="M0 32q9 1 17 7L0 34z"/><path fill="#3fa3df" d="M0 30q12 3 23 11l-6-2q-8-6-17-7z"/><path fill="#ccedf4" d="m0 40 20 6 11 9v3q-4-6-9-7L0 49z"/><path fill="#b8e6f2" d="M0 36q11 2 21 7 3-1 6 3l-1 3-4-4-22-6z"/><path fill="#4cade0" d="M96 43v3l-17 4z"/><path fill="#65c2e5" d="M0 40v-1l26 10 7 5-2 1-11-9z"/><path fill="#6cbfe6" d="m0 34 17 5 6 2q4 2 7 6l9 3 2 4q-7-6-15-5l1-3q-3-4-6-3-10-5-21-7z"/><path fill="#60bae4" d="m0 49 22 2q5 1 9 7v1l-8-6-23-2z"/><path fill="#81cee8" d="M96 46v4q-9 5-15 12l-3 1q1-4 4-6h-7q24-9-1-3L63 64q0-4 4-6h-2q6-6 14-8z"/><path fill="#c2e9f2" d="m0 51 23 2 8 6q0 2 3 2l-2 9-3-1v-3q-3 2-3 5-1-2-3-2-2-2 0-2 1-7-5-4-2 2 1 5l-2 2-4-2-2 5-7-12 3-2q-4-3-7 0z"/><path fill="#bde9f5" d="M96 50v14q-5 0-8 2l-1-2-8 6 2-8q6-7 15-12"/><path fill="#a1dcec" d="M26 49q8-1 15 5 5 1 9 5l2 1q-6 0-2 3l5 4q0-3 2-3v4h-3l-1 4 2 2v1l-1 1-1-1-4-5q-3 2-2 6h6l-6 1 5 2-8-2 1-4q-3-4-3-8-3-1-5 2v-1q0-5-3-5t-3-2v-4l2-1z"/><path fill="#183a92" d="M34 61q3 0 3 5-4 3-5 8-3-3 0-4z"/><path fill="#2c78ce" d="M44 77h-2q-4-17-9-2h-4l1-3q-3-1-4 1v-2q0-3 3-5v3l3 1q-3 1 0 4 1-5 5-8v1q2-3 5-2 0 4 3 8z"/><path fill="#5dbce1" d="M96 64v2q-10 0-16 6l-1-2 8-6 1 2q3-2 8-2"/><path fill="#c4ecf5" d="M96 66v5l-15 5-1-4q6-6 16-6"/><path fill="#205cbb" d="m78 63 3-1-2 8 1 2 1 4v4l-1 5q4 4-2 4l-2-5q-3 3 1 6l-3 1-2-12q-6 3-7-4 2-6 7-11l1-4h3l-1 3z"/><path fill="#162d7e" d="m23 69-1 5-3-1q-3 1-4-1l2-2 2-2q-3-3-1-5 6-3 5 4-2 0 0 2"/><path fill="#9e53a5" d="m57 68-2 6-2-2 1-4z"/><path fill="#3675be" d="m57 68 1 3h3v6l-6-2v-1z"/><path fill="#3060bf" d="m17 70-2 2q1 2 4 1 3 4 0 10l-3 1q-3-2-6-1l-1 6q-1-7 3-12l-1-4 2-5z"/><path fill="#cbecf4" d="M78 63h-3l1-3h-3l-1 4q-5 5-7 11 1 7 7 4l2 12 3-1q-4-3-1-6l2 5q6 0 2-4l1-5 1-3 14-5v24H42q-1-2-3-1 0-10 3-18h2l8 2-5-2 6-1v-1l1 1q0 7 3 14l1-8 4 8 3-2q-4-7-1-14l-4-10h-3q-2 0-2 3l-5-4q-4-3 2-3l-2-1 9-2 6 1h2q-4 2-4 6l11-10q25-6 1 3h7q-3 2-4 6"/><path fill="#1e48a8" d="m11 73 1 4q-4 5-3 12-2 3-1 7H0V59q3-3 7 0l-3 2z"/><path fill="#217bdd" d="M53 75h-6q-1-4 2-6z"/><path fill="#6dc1e4" d="m96 71-14 5-1 3v-4z"/><path fill="#6e9ac6" d="m19 73 3 1-1 9-2 2-3-1 3-1q3-6 0-10"/><path fill="#1a3b92" d="M57 64h3l4 10q-3 7 1 14l-3 2-4-8-1 8q-3-7-3-14l1-1 6 2v-6h-3l-1-3z"/><path fill="#cbecf5" d="m16 84 3 1v11H8q-1-4 1-7l1-6q3-1 6 1"/><path fill="#245dbe" d="M42 77q-3 8-3 18 2-1 3 1h-5l-2-11-1 10-1-1V82h-5q-3 4-3 10l2 4h-5l1-10q-2 4-2 10h-2V85l2-2 1-9 1-5q2 0 3 2v2q1-2 4-1l-1 3h4q5-15 9 2"/><path fill="#bde4f1" d="M37 96H27l-2-4q0-6 3-10h5v12l1 1 1-10z"/><path fill="#b0dbe3" d="M22 96h-1q0-6 2-10z"/></svg> |
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} | Generate code for a svg of a a small wooden birdhouse hanging from a tree. | <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="#faf8ec" d="M0 0h47l-1 16-13 14v3h3l3 15v4h16q4-9 4-18 3 2 5-1L49 16 48 0h48v96H0z"/><path fill="#b8855b" d="m47 0 1 16 15 17q-2 3-5 1l-1-2-1 8-1-9-6-8q-3-7-4-1l-9 11h-3v-3l13-14z"/><path fill="#4d2f24" d="M50 23h-3l-9 8q3-6 8-9 1-6 4 1"/><path fill="#5f4436" d="M38 31q-1 8 1 17l-3-15z"/><path fill="#cb9767" d="m50 23 6 8 1 9-2 12H39v-4q-2-9-1-17l9-8z"/><path fill="#241d20" d="M48 37q6-1 4 5-8 1-4-5"/><path fill="#211b1d" d="M47 29q3 0 3 4-6 0-3-4"/><path fill="#513a30" d="M59 34q0 9-4 18z"/><path fill="#807165" d="M39 52h16z"/><path fill="#688047" d="M55 60h-1q-1-3 1-4l3 3z"/><path fill="#a9a591" d="M54 60q-2 3-1 8l4-1q3 2-1 4-6-3-8 3 0 2 2 3l-1 1-9-9v-1l4 4q2-9 3 0l3-3q0-6 3-9"/></svg> | |
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} | Generate code for a svg of a black and white icon featuring a pencil and a check mark. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 17.1.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 228.5 228.5" style="enable-background:new 0 0 228.5 228.5;" xml:space="preserve">
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c-1.046,1.941-3.468,2.675-5.413,1.632c-1.944-1.042-2.68-3.457-1.642-5.404c0.951-1.781,6.042-10.605,12.886-9.32
c3.253,0.61,5.232,3.559,7.327,6.68c3.334,4.969,5.294,7.087,8.119,6.527c2.274-0.455,5.817-2.482,9.692-5.531
c-5.594-8.124-7.358-18.289-4.704-28.704c4.367-17.129,13.705-21.746,20.984-20.368c8.21,1.562,13.446,10.265,12.179,20.244
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c-2.399,9.412-0.107,16.49,3.003,21.352c6.919-6.876,13.397-16.002,14.471-24.46c0.798-6.286-2.29-10.722-5.737-11.377
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</svg>
| |
{
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"path": null
} | Generate code for a svg of a a rolled-up blueprint resting 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="#f3ebe0" d="M0 0h96v28q-2 3-5 3-1-4 4-6-6-2-1-5l-3-6q-3-1-4 2 1-3-1-6l-1 2-12 6-8-2q3 5-3 6l-1 3q0-3-2-3l3 7-6 2q2 3-1 6l-1-6-17 8-4-1v4q-7 0-1-2l-1-1-5 2H15L5 39q-3 0-5 3z"/><path fill="#f4eade" d="M96 28v25q-7-2-15-2l4 4q-22 6-42 16H33l-9-3q-3-12-10-20-1-2-3-1L0 48v-6q2-3 5-3l10 2h11l5-2 1 1q-6 2 1 2v-4l4 1 17-8 1 6q3-3 1-6l6-2-3-7q2 0 2 3l1-3q6-1 3-6l8 2 13-8q2 3 1 6 1-3 4-2l3 6q-5 3 1 5-5 2-4 6 3 0 5-3"/><path fill="#c48455" d="M11 47q-5 8 1 17L0 62V48z"/><path fill="#fadcbb" d="M96 53v3H85v-1l-4-4q8 0 15 2"/><path fill="#7e492e" d="m0 62 12 2-12 2z"/><path fill="#b3734b" d="m80 61 5 1-5 3-15 2-3 3 8 3-15-2v4l6 2q-3 0-3 2l-3-1-10-2q15-10 35-15"/><path fill="#ae7046" d="m12 64 6 7h7l1 4q-14 0-26 5V66z"/><path fill="#f1ece8" d="M11 47q2-1 3 1 7 8 10 20l9 3h10q20-10 42-16v1l-1 3-4 2a127 127 0 00-38 16q-3-3-7-3l-2 1-6 2-1-2-1-4h-7l-6-7q-6-9-1-17"/><path fill="#e9b084" d="M96 56v9l-12-1v4h-6l12 3q-2 3 1 5l-4 1-1 4q4 4 10 5v3q-7-1-10-5l-7-1q3-2 0-2-8-4-14 0l-7-2q0-2 3-2l-6-2v-4l15 2-8-3 3-3 15-2 5-3-5-1 4-2 1-3 2-2z"/><path fill="#f2c39d" d="M96 65v21q-6-1-10-5l1-4 4-1q-3-2-1-5l-12-3h6v-4z"/><path fill="#75432b" d="m26 75 1 2 6-2q1-1 4 1l-20 3 3 2q-4 1-6 4l17 7-17-5q-5-4 2-6h-2L0 86v-6q12-5 26-5"/><path fill="#4e2d21" d="m33 75 2-1q4 0 7 3l3-1 10 2-1 3h-2l-12-3-3-2q-3-2-4-1"/><path fill="#8e5f44" d="m55 78 3 1 7 2q6-4 14 0H69l1 1-4 1 30 8v1L54 81z"/><path fill="#915534" d="m52 81-5 7 9 6-17-4q-4 0-6 3l-2-1-17-7q2-3 6-4l20-3z"/><path fill="#c88c64" d="M79 81q3 0 0 2l7 1q3 4 10 5v2l-30-8 4-1-1-1z"/><path fill="#3e1a10" d="m0 88 32 8H0z"/><path fill="#a3633c" d="m31 92 2 1q2-3 6-3l17 4 2-1 8 3H32L0 88v-2l14-5h2q-7 2-2 6z"/><path fill="#d69665" d="M52 81h2l24 7q5 2 9 8H66l-19-8z"/><path fill="#e3b188" d="m78 88 18 4v4h-9q-4-6-9-8"/></svg> | |
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"path": "847464b6f9c72bef23989f50dafef7c9ec6910f0b5293ec72e83548a188e8f29.png"
} | Generate code for a svg of a a close up of a video player's play button on a blue background | <svg width="17" height="13" viewBox="0 0 17 13" fill="none" xmlns="http://www.w3.org/2000/svg">
<path fill-rule="evenodd" clip-rule="evenodd" d="M17 6.5C17 6.5 17 3.4775 16.6115 2.02963C16.3982 1.23175 15.7675 0.602875 14.9642 0.38675C13.5116 0 8.5 0 8.5 0C8.5 0 3.49095 0 2.03575 0.38675C1.2359 0.599625 0.60435 1.22931 0.38845 2.02963C0 3.4775 0 6.5 0 6.5C0 6.5 0 9.5225 0.38845 10.9704C0.6018 11.7683 1.2325 12.3971 2.03575 12.6132C3.49095 13 8.5 13 8.5 13C8.5 13 13.5116 13 14.9642 12.6132C15.7641 12.4004 16.3956 11.7707 16.6115 10.9704C17 9.5225 17 6.5 17 6.5ZM11.9 6.5L6.8 9.34375V3.65625L11.9 6.5Z" fill="#33A0A6"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the warm yellow glow of a lantern. | <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="#f9d155" d="M0 0h96v96H0z"/><path fill="#2c2b22" d="M51 14v3h-6v-3q3-3 6 0"/><path fill="#6a5629" d="M45 14v3h6v-3l1 3q2-1 3 1H42q-6 5-1-1h3q-1-3 1-3"/><path fill="#413527" d="M45 19h6v3q4-1 4 4H41q-1-5 4-4z"/><path fill="#9c7d36" d="M55 18q2 0 3 4l2 10h-1z"/><path fill="#bc7d2a" d="m55 39-1 1-1-11H41l-1-1q7-3 16 0-2 5-1 11"/><path fill="#fee01b" d="M54 40v5l-2 10q0 3 1 0l1 3-11-1q-4-4-3-8l2-20h11z"/><path fill="#f8cd31" d="m39 38-1 16 2-5q-1 4 3 8l11 1-1-3q-1 3-1 0l2-10 1 7-2 7H42l-5-2q0 3 5 4h11l5-1 2-1-4 7-3-2 1-1q-6-3-12 0l1 1v2h-3q-4 1-6-2l1-5-2-3 2-22 1-1 1 8q0-3 2-3"/><path fill="#e68e14" d="m55 39 1 7q-1 7 2 13v1l-5 1v-2l2-7-1-7v-5z"/><path fill="#fbd44b" d="m59 32 1 5q1-2 4-1l-2 11 3 4-3 1q2 3 6 4l-1 10h-3l-1 4-4 2 1 1-11 3q-8 0-14-4l-1 1q-11-9-5-21l1 6 2-2 2 3-1 5q2 3 6 2l6 2 10-2 4-7q3-9 0-18l-1 15-1 3q-3-6-2-13l1-2 1 1z"/><path fill="#342925" d="m53 64-10 1v-1q4-3 10 0"/><path fill="#b08116" d="M53 64q-6-3-10 0l-1-1q6-3 12 0z"/><path fill="#6c4329" d="M42 59h11v2H42z"/><path fill="#d28119" d="M42 59v2q-5-1-5-4z"/><path fill="#f7b417" d="m60 59-2 1v-1l1-3 1-15q3 9 0 18"/><path fill="#b17c27" d="m53 64 3 2H43v-1z"/><path fill="#816936" d="M40 66h16l-10 2z"/></svg> | |
{
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"path": "7b84793b08e6ce5eb4923dfe48502408b573f5f503ecc83c4946ef09239105b2.png"
} | Generate code for a svg of a a black and white image of a gift box with a bow | <svg width="30px" height="31px" viewBox="0 0 30 31" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>svg/black/gift</title>
<desc>Created with Sketch.</desc>
<g id="**-Sticker-Sheets" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd" stroke-linecap="round" stroke-linejoin="round">
<g id="sticker-sheet--all--page-3" transform="translate(-422.000000, -1897.000000)" stroke="#000000" stroke-width="2">
<g id="icon-preview-row-copy-117" transform="translate(0.000000, 1870.000000)">
<g id="Icon-Row">
<g id="gift" transform="translate(413.000000, 18.214286)">
<path d="M35,24.2857143 L35,38.452381 L13,38.452381 L13,24.2857143 M10,17.202381 L38,17.202381 L38,24.2857143 L10,24.2857143 L10,17.202381 Z M24.5,38.452381 L24.5,17.202381 M24,17.202381 L17.5714286,17.202381 C15.598983,17.202381 14,15.6167228 14,13.6607143 C14,11.7047058 15.598983,10.1190476 17.5714286,10.1190476 C22.5714286,10.1190476 24,17.202381 24,17.202381 Z M24,17.202381 L30.4285714,17.202381 C32.401017,17.202381 34,15.6167228 34,13.6607143 C34,11.7047058 32.401017,10.1190476 30.4285714,10.1190476 C25.4285714,10.1190476 24,17.202381 24,17.202381 Z"></path>
</g>
</g>
</g>
</g>
</g>
</svg> | |
I draw images of coffee steaming on a table, focusing on the interplay of form, texture, and the visual experience. I aim to capture the sensory experience of the coffee, its warmth, and the feeling of its presence. The details are carefully considered to create a sense of depth and realism, emphasizing the intricate curve and the subtle texture of the coffee grounds. The overall composition is a dynamic and inviting scene, with the coffee gently resting on the table, creating a sense of calm and relaxation. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a cup of steaming coffee resting on a table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#faf6e6" d="M0 0h96v96H0z"/><path fill="#8c735b" d="M61 45q1 2-1 3-1-3 1-3"/><path fill="#e9e6d8" d="m41 42-4 3 2 2 14 2q9-3 2-7 3-1 6 3-2 0-1 3l2 6 4-8v2l6 1q3 3 0 6l-13 5q-3 3-2 7l-3 2q-12 0-19-9-3-2-4-1 0-2 3-2-4-6-4-13 1 3 4-1z"/><path fill="#714624" d="M50 42h5q7 4-2 7-4-1-6-4z"/><path fill="#5c321a" d="M41 42h9l-3 3q2 3 6 4l-14-2-2-2z"/><path fill="#dcc59c" d="M31 59q1-1 4 1 7 9 19 9l-22 7H21q-12-7 0-14z"/></svg> |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a blue whale with a submarine on its back:My primary focus is on the intricate and dynamic interplay of form, perspective, and detail. I aim to capture the essence of a whale's movement and the surrounding environment. The blue color, a deep, serene blue, is crucial for conveying the vastness and mystery of the ocean. The submarine, a streamlined, streamlined shape, provides a sense of stability and control, while the curves and angles create a sense of movement and depth. The detail is paramount, with meticulous attention to the texture, color, and subtle variations in the shape and size of the whale's body and the surrounding environment. I strive to create a visually compelling and evocative image that evokes a sense of awe and wonder. | {
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} | Generate code for a svg of a a pie chart of the wireless model with the following numbers | <svg xmlns="http://www.w3.org/2000/svg" width="500" height="420" version="1.0" id="ezcGraph"><defs/><g id="ezcGraphChart" color-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="optimizeLegibility"><path d=" M 0.0000,420.0000 L 0.0000,0.0000 L 500.0000,0.0000 L 500.0000,420.0000 L 0.0000,420.0000 z " style="fill: #eeeeec; fill-opacity: 1.00; stroke: none;" id="ezcGraphPolygon_1"/><path d=" M 0.0000,42.0000 L 0.0000,0.0000 L 500.0000,0.0000 L 500.0000,42.0000 L 0.0000,42.0000 z " style="fill: #000000; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_2"/><path d="M 262.06,234.27 L 374.56,234.27 A 112.50,112.50 0 0,1 359.16,291.09 z" style="fill: #3465a4; fill-opacity: 1.00; stroke: none; cursor: pointer;" id="ezcGraphCircleSector_4" onclick="top.location = 'https://linux-hardware.org/?view=computers&type=notebook&f=net_wireless_model&v=Qualcomm+Atheros+QCA9377+802.11ac+Wireless+Network+Adapter&p=-1'"/><path d="M 263.91,234.77 L 374.06,234.77 A 112.00,112.00 0 0,1 358.98,290.41 z" style="fill: none; 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stroke: #3b282e; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphCircleSector_13"/><path d="M 250.00,231.00 L 224.41,340.55 A 112.50,112.50 0 1,1 362.50,231.00 z" style="fill: #f57900; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircleSector_14"/><path d="M 249.60,230.50 L 224.04,339.95 A 112.00,112.00 0 1,1 362.00,230.50 z" style="fill: none; stroke: #7b3d00; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphCircleSector_15"/><path d=" M 198.2070,165.7166 L 166.4049,133.0000" style="fill: none; stroke: #000000; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphLine_16"/><ellipse cx="198.2070" cy="165.7166" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_17"/><ellipse cx="166.4049" cy="133.0000" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_18"/><path d=" M 242.6556,314.0091 L 228.2203,355.0000" style="fill: none; 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stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphLine_28"/><ellipse cx="313.4149" cy="285.0647" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_29"/><ellipse cx="351.2050" cy="312.0000" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_30"/><path d=" M 292.0905,302.9224 L 295.7838,349.5000" style="fill: none; stroke: #000000; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphLine_32"/><ellipse cx="292.0905" cy="302.9224" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_33"/><ellipse cx="295.7838" cy="349.5000" rx="3.0000" ry="3.0000" style="fill: #000000; fill-opacity: 1.00; stroke: none;" id="ezcGraphCircle_34"/><path d=" M 267.5177,312.4713 L 267.5177,387.0000" style="fill: none; stroke: #000000; stroke-width: 1; stroke-opacity: 1.00; stroke-linecap: round; stroke-linejoin: round;" id="ezcGraphLine_36"/><ellipse cx="267.5177" cy="312.4713" rx="3.0000" ry="3.0000" style="fill: #000000; 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stroke: none;">Others (71.3%)</text></g><g id="ezcGraphTextBox_23" style=" cursor: pointer;" onclick="top.location = 'https://linux-hardware.org/?view=computers&type=notebook&f=net_wireless_model&v=Realtek+Semiconductor+RTL8822CE+802.11ac+PCIe+Wireless+Network+Adapter&p=-1'"><path d=" M 51.0603,363.0000 L 51.0603,347.5000 L 223.2203,347.5000 L 223.2203,363.0000 L 51.0603,363.0000 z " style="fill: #ffffff; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_42"/><text id="ezcGraphTextBox_23_text" x="51.5603" text-length="170.6600px" y="359.9000" style="font-size: 14px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">RTL8822CE 802... (4.5%)</text></g><g id="ezcGraphTextBox_27" style=" cursor: pointer;" onclick="top.location = 'https://linux-hardware.org/?view=computers&type=notebook&f=net_wireless_model&v=Qualcomm+Atheros+QCA9377+802.11ac+Wireless+Network+Adapter&p=-1'"><path d=" M 381.5000,281.0500 L 381.5000,251.4500 L 494.3000,251.4500 L 494.3000,281.0500 L 381.5000,281.0500 z " style="fill: #ffffff; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_43"/><text id="ezcGraphTextBox_27_text" x="382.0000" text-length="51.9400px" y="263.8500" style="font-size: 14px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">QCA9377</text><text id="ezcGraphTextBox_27_text" x="382.0000" text-length="111.3000px" y="279.2500" style="font-size: 14px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">802.1... (8.4%)</text></g><g id="ezcGraphTextBox_31" style=" cursor: pointer;" onclick="top.location = 'https://linux-hardware.org/?view=computers&type=notebook&f=net_wireless_model&v=Intel+Wireless+7260&p=-1'"><path d=" M 356.7050,327.0500 L 356.7050,297.4500 L 454.6650,297.4500 L 454.6650,327.0500 L 356.7050,327.0500 z " style="fill: #ffffff; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_44"/><text id="ezcGraphTextBox_31_text" x="357.2050" text-length="96.4600px" y="309.8500" style="font-size: 14px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">Wireless 7260</text><text id="ezcGraphTextBox_31_text" x="357.2050" text-length="44.5200px" y="325.2500" style="font-size: 14px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">(5.6%)</text></g><g id="ezcGraphTextBox_35" style=" cursor: pointer;" onclick="top.location = 'https://linux-hardware.org/?view=computers&type=notebook&f=net_wireless_model&v=Intel+Wireless+8265+%2F+8275&p=-1'"><path d=" M 301.2838,364.5500 L 301.2838,334.9500 L 421.5038,334.9500 L 421.5038,364.5500 L 301.2838,364.5500 z " style="fill: #ffffff; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_45"/><text id="ezcGraphTextBox_35_text" x="301.7838" text-length="118.7200px" y="347.3500" style="font-size: 14px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">Wireless 8265...</text><text id="ezcGraphTextBox_35_text" x="301.7838" text-length="44.5200px" y="362.7500" style="font-size: 14px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">(5.1%)</text></g><g id="ezcGraphTextBox_39" style=" cursor: pointer;" onclick="top.location = 'https://linux-hardware.org/?view=computers&type=notebook&f=net_wireless_model&v=Broadcom+Limited+BCM4360+802.11ac+Wireless+Network+Adapter&p=-1'"><path d=" M 273.0177,395.0000 L 273.0177,379.5000 L 445.1777,379.5000 L 445.1777,395.0000 L 273.0177,395.0000 z " style="fill: #ffffff; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_46"/><text id="ezcGraphTextBox_39_text" x="273.5177" text-length="170.6600px" y="391.9000" style="font-size: 14px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">BCM4360 802.1... 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} | Generate code for a svg of a black and white icon depicting a smartphone with a warning sign on it. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
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} | Generate code for a svg of a black and white icon featuring a drawing board, possibly with a graph displayed on it. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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<g id="Business_1_Bold_38_">
<rect x="212.622" y="123.618" width="64.787" height="171.668"/>
<rect x="108.971" y="198.726" width="64.787" height="96.561"/>
<rect x="316.272" y="230.913" width="64.787" height="64.374"/>
<path d="M245.008,0c-16.369,0-29.89,12.281-32.095,28.068H0.008v30.625h28.711v302.422H0.008v30.625h147.949l-35.862,98.276h30.625
l14.914-40.838h174.762l14.914,40.838h30.625l-35.862-98.26h147.934V361.13h-28.711V58.708h28.711V28.083H277.103
C274.898,12.296,261.377,0,245.008,0z M321.203,418.552h-152.39l9.785-26.797h132.836L321.203,418.552z M430.672,361.13H59.344
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| |
Okay, here's a concise summary of my thoughts on drawing an orange square with glowing purple edges:I'm drawn to the concept of a transparent, glowing orange square. The visual representation of this is a dynamic and visually interesting shape. The edges of the square are not static; they are formed by a combination of curves, shapes, and subtle details. The color of the orange is a key element, contributing to the overall aesthetic and the sense of depth and luminosity. The edges are not just smooth; they are formed by a subtle interplay of light and shadow, creating a sense of movement and depth. This creates a visually captivating and intriguing image. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a transparent orange square with glowing purple edges. | <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="#600b73" d="M61 0h18l6 3q2 1 1 4h4l1-4h3l-3 6v11l2 3q-3 2-3 6l3 6q-3 4 2 8l-3 1q-1 4 2 1l1 5q-4 0-5-3h-3q-1 4 2 7l-1 1q3 1 6-2l1 2-1 12-4-3q-6 1 0 4 3 5 2 12-3-3-5-1l2 3q1-3 4-1-3 3 0 6l-2 3q-1-10-2 0l-1-3-6-1-11-7 5-2-1-1 4-7 1-49q-3-5-8-4-23 3-44 2l-7-2-1-5 3-4q1 3 2 0h3l5 4h7q3 0 5 3 3-1 2-4 1-3 4-3-3-1 0-2l10 2 14-5-5-1-6 1z"/><path fill="#650c75" d="M22 0h39l3 2 6-1 5 1-14 5-10-2q-3 1 0 2-3 0-4 3 1 3-2 4-2-3-5-3h-7l-5-4h-3q-1 3-2 0l-3 4 1 5 7 2q21 1 44-2 5-1 8 4l-1 49v-2l-1-40q-3-7-9-7-24-1-46 1-5 0-5 6v47q-6 0-3-5l-4-2-4 5v-6l-1 1q0-5-3-8l2-3q-6-10-1-20-3-7 0-14-5-4 1-9-4-4 0-9v1q2 2 5 1 0-3-2-3l1-1h2l2 2q3-3 9-4"/><path fill="#a6235a" d="M23 21q22-2 46-1l-3 2H32q-4-2-9-1"/><path fill="#dc4698" d="M69 20q6 0 9 7-2 0-1 3-3 1-5-2t-1-6h-5z"/><path fill="#6f0f7e" d="M39 22h20l4 24q-4 12-4 25H39q-4-24-1-46 3-1 1-3"/><path fill="#dc4798" d="M23 21q5-1 9 1h-8q2 5-1 9l-4 1-1-5q0-6 5-6"/><path fill="#bf269f" d="M65 22h5q-1 3 1 6t5 2v8q-15-3-12-16"/><path fill="#a4199a" d="M63 22h2q-3 13 12 16v23q-10 1-10 11h-4v-1q-2-7 4-12 0-7 5-10l1-3Q63 36 63 22"/><path fill="#991792" d="M30 22h5l-3 23 2 26h29v1H32q0-9-4-15-4-5-8-5v-9q4-1 7-6 1-7 4-13z"/><path fill="#88128e" d="M59 22h4q0 14 10 24l-1 3q-5 3-5 10-6 5-4 12h-4q0-13 4-25z"/><path fill="#83118c" d="M35 22h4q2 2-1 3-3 22 1 46h-5l-2-26z"/><path fill="#b42399" d="m30 22 1 2q-3 6-4 13-3 5-7 6v9q4 0 8 5 4 6 4 15h-4q-1-9-8-12l-1-4V32l4-1q3-4 1-9z"/><path fill="#d57961" d="m18 27 1 5v24q-1 6 1 14l-2-1z"/><path fill="#af466c" d="m78 27 1 40h-1q-2-3-1-6V30q-1-3 1-3"/><path fill="#d64098" d="M77 61q-1 3 1 6l-5 6q-3-2-6-1 0-10 10-11"/><path fill="#660d72" d="M0 0h22q-6 1-9 4l-2-2H9L8 3q2 0 2 3-3 1-5-1V4q-4 5 0 9-6 5-1 9-3 7 0 14-5 10 1 20l-2 3q3 3 3 8l1-1v6l4-5 4 2q-3 5 3 5v-5l2 1 2 2 26 2 11 1 1 2-5 4q1 2-1 3l-3-2h-5q-2 0 1 2l-8 2-3-1-4 2q0-5-2-2l1 1q-3 0-4 3-4 0-7 3l14 1 1 1-5 2H0z"/><path fill="#d8409a" d="m19 56 1 4q7 3 8 12l-8-2q-2-8-1-14"/><path fill="#c33d55" d="m20 70 8 2h39q3-1 6 1H51l-29-1z"/><path fill="#660c70" d="M79 0h17v96H30l5-2-1-1-14-1q3-3 7-3 1-3 4-3l-1-1q2-3 2 2l4-2 3 1 8-2q-3-2-1-2h5l3 2q2-1 1-3l5-4-1-2-11-1 3-1h22l5-6h1v2l-4 7 1 1-5 2 11 7 6 1 1 3q1-10 2 0l2-3q-3-3 0-6-3-2-4 1l-2-3q2-2 5 1 1-7-2-12-6-3 0-4l4 3 1-12-1-2q-3 3-6 2l1-1q-3-3-2-7h3q1 3 5 3l-1-5q-3 3-2-1l3-1q-5-4-2-8l-3-6q0-4 3-6l-2-3V9l3-6h-3l-1 4h-4q1-3-1-4z"/></svg> |
{
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"path": null
} | Generate code for a svg of a a warm woolen scarf draped over a wooden chair. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#f9f7f5" d="M52 51h-6l-2-27h10z"/><path fill="#f3efec" d="M61 36q-1 8-5 16h-1l1-27h5z"/><path fill="#af7649" d="m63 44-2-8V25h-5l-1 27-3-1 2-27H44l2 27-2-1-1-13V24q-3-1-5 1l1 1v17l-1 7-2-2q-1-15 1-27l2 2q9-4 21 0 1-2 4-1z"/><path fill="#bfaa9e" d="M43 37q-2-6-1-12-3-1-3 1l-1-1q2-2 5-1z"/><path fill="#f9f8f7" d="m43 37 1 13h-4l-1-7V26q0-2 3-1-1 6 1 12"/><path fill="#896c53" d="m61 36 2 8v3l-7 5q4-8 5-16"/><path fill="#beb99e" d="m39 43 1 7h4l2 1h6l3 1h1l7-5q2 6-2 12-2-1-2 1-2-1-2 1l-14 2q-1-2-3-1v-1l4-1-4-8v5l-1 1q-1-2-3-2-3-5 0-8l2 2z"/><path fill="#5a5555" d="M40 61v-9l4 8z"/><path fill="#9d9283" d="M36 56q2 0 3 2l1-1v4q-3 0-3 2v5l-1 1-1-6-1 8q0-8-4-11 2-3 6-4"/><path fill="#ebeae8" d="m40 61-3 6v-5q0-2 3-2"/><path fill="#f9f9f9" d="M57 61q4 1 4 7l-1 6-24 5v-3l5-9q-1-3 2-4z"/><path fill="#826551" d="M57 61q0-2 2-1l4 4 3 14-1 3q-2-3-1-5 0-5-3-8 0-6-4-7"/><path fill="#302623" d="M40 62q2-1 3 1-3 1-2 4-4 2-5 6v-4l1-1z"/><path fill="#756b64" d="m41 67-5 9v-3q1-4 5-6"/><path fill="#a2928e" d="M34 73q-2 2-1 5-4 1-7 4l-3-4-1 3-5 2v-4h-3q-1-4 3-7 5-1 11 2z"/><path fill="#5c3435" d="M23 78h-4l1-1q-3-1-2-3 3-3 2 0z"/><path fill="#905f3a" d="M36 69v7l-3 9v-7q-1-3 1-5v-2l1-8z"/><path fill="#d4d4d4" d="M61 68q3 3 3 8-7 0-9 7-15 4-28 1l-5-3 1-3 3 4q3-3 7-4v7l3-9v3l24-5z"/></svg> | |
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"path": null
} | Generate code for a svg of a black and white vector icon of a lightning bolt, featuring a square in the center. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<g>
<path d="M428.791,180.901H300.049L338.501,0H144.732L83.209,289.441h124.851V512L428.791,180.901z M127.888,253.261L174.031,36.18
h119.793l-38.452,180.901h105.817L244.24,392.504V253.261H127.888z"/>
</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>
| |
Okay, here's a concise summary of my thoughts on drawing a simple black and white seal with a tail:I'm drawn to the intricate details and the visual appeal of a seal. The subtle curve of the tail adds a touch of elegance and a sense of movement, making it a visually captivating piece. The overall composition is clean and balanced, with a focus on the form and the subtle details. I aim for a simple, elegant, and visually appealing representation of a seal. | {
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} | Generate code for a svg of a simple black and white image of a seal with a tail. | <?xml version="1.0" encoding="iso-8859-1"?>
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</svg> | |
{
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} | Generate code for a svg of a a piece of toast beside a desk lamp. | <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="#f8f6ee" d="M0 0h96v85l-7-2q0-9 3-17 0-6-4-7 0-3-2-3-1-4-4-5v-5l2-2q-3-3 0-6-4-2 0-2 1-8-2-14-1 6-2 0l-3 3-2-2h-3l-1 2-16-1-9 4-2-2-12 1-7-2q-3-6-7-2l-4-3q-7 0-6 8l1 12 2 1-1 11q0 5 4 11l-3 3 2 2 2 6v4l-3-9q-2 3-1 9H3l-1 6-2 1z"/><path fill="#f8f6ec" d="M82 46q-7 2-12 6 6 2 10 7l3-5 3 2q-1 2 2 3l2 8q-3 3-4 9v7H75v3l-6-1 4 2 5-1q-4-1 0-1l18 1v4l-65-1 4-2q2 3 6 0l-4-1 16-1-17-2q3-13-9-11H17l-1 2h-1l-2-6-2-2 3-3q-4-6-4-11l1-11-2-1-1-12q-1-8 6-8l4 3q4-4 7 2l7 2 12-1 2 2 9-4 16 1 1-2h3l2 2 3-3q1 6 2 0 3 6 2 14-4 0 0 2-3 3 0 6z"/><path fill="#676974" d="M82 46v5q3 1 4 5l-3-2-3 5q-4-5-10-7 5-4 12-6"/><path fill="#636369" d="M86 56q2 0 2 3-3-1-2-3"/><path fill="#61646e" d="M88 59q4 1 4 7l-2 1z"/><path fill="#645247" d="m27 72-1 2q-5-3-8 0h-2l1-2z"/><path fill="#f0e0bd" d="M26 74q3-3 7 0-6 0-11 3-3-3-4-2v-1q3-3 8 0"/><path fill="#b2b3b0" d="M92 66q-3 8-3 17l-3-7q1-6 4-9z"/><path fill="#f7f3e5" d="m33 74 2 9-17 2q-3-6 0-10 1-1 4 2 5-3 11-3"/><path fill="#b89267" d="M27 72q12-2 9 11 0 3-3 3H20l-2-1 17-2-2-9q-4-3-7 0z"/><path fill="#8c8c90" d="m15 78 1 8-3 1h-2L0 86v-1l2-1 1-6h8q-1-6 1-9z"/><path fill="#ad8151" d="M15 74h2v1q-3 4 0 10l2 1h-4l-1-8z"/><path fill="#9a9998" d="M69 85H54v-6h15z"/><path fill="#7d828b" d="m86 76 3 7 7 2v1l-18-1q-4 0 0 1l-5 1-4-2 6 1v-3h11z"/><path fill="#f9f8e0" d="M16 86h17l-1 1H13z"/><path fill="#bebcb6" d="m63 88 1-1 14 1z"/><path fill="#fbf8e3" d="m0 86 11 1 10 2-21 1z"/><path fill="#a6a098" d="m36 83 17 2-16 1 4 1q-4 3-6 0l-4 2 65 1v1H0v-1l21-1-10-2h21l1-1q3 0 3-3"/><path fill="#4b434a" d="M0 92v-1h96v1H61l3 3-23-2 1-1z"/><path fill="#645e65" d="M0 92h42l-1 1 23 2v1H0z"/><path fill="#5d565c" d="M96 92v4H64v-1l-3-3z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a red-breasted robin hopping across the lawn. | <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="#f6f7f6" d="M0 0h96v68q-6 2-1-3h-1l-4 4-1-3q-2 1-2-1l-3 2q7-21-2 0-2-1-1-3 0-3 3-5-5 2-7 6l-3-7-1 4q-3-6-1 1-2 1-2 4l-4-9-3 8-1-5q-2 0-2 3v-2l-2-2q-2 1-2 4-1 4-3 1v1l-2-7q-1 5-1 0-6 0-9 3-1 6-4 1l-2 1 1-1q-3 0-3-2l-2 4-1-3q-1 3-3 0h-5q-2 3-2 0l-6-6q-3 3-3 7-2 0-2-3l-1 2q-2-7-5-1 0-3-2-3l1 3H0z"/><path fill="#6b6e6d" d="M42 36q2-1 4 2z"/><path fill="#49463e" d="M42 40h-2q-1-2-3-1-5-1 1-1 3-3 4 2"/><path fill="#ce694c" d="m42 36 4 2 2 2-4 2q0-2-2-2-1-5-4-2 1-3 4-2"/><path fill="#dd8b78" d="M37 39q2-1 3 1-2-1-2 1z"/><path fill="#47464e" d="m48 40 4 2-7 2-1 1-2-1 2-2z"/><path fill="#9a9a98" d="m52 42 2 1h-1l3 3-11-2z"/><path fill="#484d58" d="m56 46-3-3h1l4 2q2-4 6-4-3 5-8 5"/><path fill="#f36448" d="M40 40h2q2 0 2 2l-2 2 2 1v3q-7-1-6-7 0-2 2-1"/><path fill="#373538" d="M56 49q0-3 3-1l3 3z"/><path fill="#bdbebc" d="M52 49q2-1 1 1l-7 4-2-2z"/><path fill="#cbd2c5" d="M20 62q-3 2-4-1l-5 2q0-4 3-7z"/><path fill="#9eaa9a" d="m8 62-3 3v-3l-3-1-1-3q2 0 2 3 3-6 5 1"/><path fill="#ccd2c6" d="M53 66q-2 2-5 1 2-1 1-3-3 0-3 3l-1-5q-3 3-4 0 3-3 9-3 0 5 1 0z"/><path fill="#b8c1b0" d="M70 67q-1 5-3-1l-2 5-2-5 3-8z"/><path fill="#b5bdb2" d="m60 62-2-1-1 8-1-5q0-3 2-4z"/><path fill="#7a9a4b" d="m11 63 5-2q1 3 4 1 0 3 2 0h5q2 3 3 0l1 3 2-4q0 2 3 2l-1 1 2-1q3 5 4-1 1 3 4 0l1 5q0-3 3-3 1 2-1 3 3 1 5-1v-1q2 3 3-1l1 5 1-8 2 1v2q0-3 2-3l1 5 2 5 2-5q2 6 3 1l2 3 1-2q3 0 5 4h1q2 0 2 3l3-3 2 2q2-7 3-1l7-3v26H0V61h2l3 1v3l3-3 1-2q0 3 2 3"/><path fill="#a6b896" d="m72 63 1 5-1 2-2-3q0-3 2-4"/><path fill="#65854c" d="M81 64q-4 3-3 8-2-4-5-4l-1-5q-2-7 1-1l1-4 3 7q2-4 7-6-3 2-3 5"/><path fill="#aab697" d="M81 64q-1 2 1 3-1 4-3 1v4h-1q-1-5 3-8"/><path fill="#708f51" d="M96 68v2l-7 3q-1-6-3 1l-2-2-3 3q0-3-2-3v-4q2 3 3-1 9-21 2 0l3-2q0 2 2 1l1 3 4-4h1q-5 5 1 3"/><path fill="#4f575e" d="M51 75q2 0 1 2z"/><path fill="#373f35" d="M19 77q4 0 1 3-2-1-1-3"/></svg> | |
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"path": "dc8c2c11f1324a5b30c4159a67023bd7361e98ef2e09f91953c19b6cd970ccb9.png"
} | Generate code for a svg of a a black and white picture of a chinese character with a wave | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 930 1000">
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c55 0 126 0 201 -3v-124h79v120c61 -3 122 -8 174 -16zM693 648v23c0 90 67 179 180 212l-38 62c-90 -30 -151 -90 -182 -162c-27 71 -82 137 -166 169c-85 -32 -139 -96 -166 -168c-31 72 -94 131 -181 161l-39 -62c114 -35 181 -124 181 -212v-23h79v23
c0 74 41 158 125 205c85 -49 127 -132 127 -205v-23h80z" />
</svg> | |
{
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"path": null
} | Generate code for a svg of a black and white silhouette of a dress form and a chair. | <?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 53.423 53.423" style="enable-background:new 0 0 53.423 53.423;" xml:space="preserve">
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c0.881,0,1.657,0.576,1.913,1.418L43.277,50.841z M44.716,3.133C38.939,1.054,32.883,0,26.712,0c-1.396,0-2.856,0.061-4.34,0.181
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c-2.723,0.526-5.382,1.252-7.903,2.16C7.689,3.5,7.147,4.61,7.484,5.638l7.912,24.129c0.27,0.822,1.036,1.377,1.9,1.377h18.829
c0.864,0,1.631-0.555,1.9-1.377l7.912-24.129C46.275,4.61,45.733,3.5,44.716,3.133z"/>
<g>
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| |
{
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} | Generate code for a svg of a a bunch of lavender tied with twine. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v96H0z"/><path fill="#665786" d="M58 40h-4l-1-2q9-21 5 2"/><path fill="#8b81a1" d="M39 33q-1 2 2 4l-2 2q-3-3 0-6"/><path fill="#4d4075" d="m44 40-3 2q-3-1-2-3l2-2q-3-2-2-4l1-11 3 13-1 2h1z"/><path fill="#685b8b" d="m69 37 1 1q-3 3-4 8l-3 1q0-6 6-10"/><path fill="#d2cbc1" d="m44 40 1 5q-3-3-2 1l-2-2v-2z"/><path fill="#9f9fa4" d="M54 40h4l-3 1q3 2-1 3-4-3 0-4"/><path fill="#d09f66" d="m45 45 9 2-1 2q-3-1-3 1l1 4-1-1q-3-4-6-4-2-1-1-3-1-4 2-1"/><path fill="#d5b896" d="m53 49 1-2 2-2-1 2q8 2 3 9 2-8-5-7"/><path fill="#aeb3a1" d="M50 53q5 4-1 1-1 6 1 12-1 4-2 1v10h-3q-1-10 1-19z"/><path fill="#acb8a5" d="m40 64-6 7q-2 2 1 3-3 2-4-1l9-15h2l-3 5z"/><path fill="#627160" d="M47 59q-2 9-1 19h-1q-2-9-1-16l-2 6v-2z"/><path fill="#8d9d8a" d="M44 49q3 0 6 4l-3 6v-8l-5 15v2l2-6q-1 7 1 16h-6l2-5q-2-5-1-9l-1-1 3-5h-2z"/><path fill="#697c65" d="M40 64q-1 4 1 9l-2 5-3-3q2-5-1-1-3-1-1-3z"/></svg> | |
{
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} | Generate code for a svg of a a factory worker using a drill to fix parts in place. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfcfc" d="M0 0h96v96H0z"/><path fill="#2f3745" d="M27 16h5v4h-5z"/><path fill="#b4bec0" d="m53 34-10-3q-4 0-5 4h-5q-4-19 16-16 5 4 6 10z"/><path fill="#ef7858" d="M13 15q2-1 5 1-2 8-1 18h-4z"/><path fill="#dea78a" d="M27 29h5v5h-5z"/><path fill="#fbed98" d="M53 34q-3 3 0 8l-2 6 1 2-6 3q-3-3 0-5l4-3q2-4-1-6-3 0-3 3l-5 2-3-9q1-4 5-4z"/><path fill="#f3a57f" d="M13 15v19h4q-1-10 1-18v21q0 3 2 4l-5 1-1 4q-4-2-6-5h4q-1-14 1-26"/><path fill="#9a9a82" d="m50 45-1-1-1-3-2 1q0-3 3-3 3 2 1 6"/><path fill="#d7d7ca" d="M49 44q-7-2-3 4-3 2 0 5l-2 3-2-2 1-8-2-2 5-2 2-1z"/><path fill="#2b2d36" d="m49 44-4 3q-4-6 3-4"/><path fill="#7e8b8d" d="m53 42 8 4q-3 2-2 6l-7-2-1-2z"/><path fill="#191e2a" d="M61 46q8 3 6 12-4-1-6 1l-2-1v-6q-1-4 2-6"/><path fill="#50606b" d="m52 50 7 2v6l2 1-2 1-14 1-1-5 2-3z"/><path fill="#f97b58" d="M89 55q2 0 1 2z"/><path fill="#3f4750" d="M37 57v4q10 2 2-4l3-3 2 2 1 5 4 2-3 1-3 2v4q-1-2-3-2l3-4q-7-4-9 3l-4-2v-5l-2-6 1-1q3 4 8 4"/><path fill="#ebe894" d="M28 60h2v5h-1l-1-1z"/><path fill="#cfc885" d="M37 57h2q8 6-2 4z"/><path fill="#3d4a59" d="M28 60v4h-8v-4z"/><path fill="#eeeee8" d="m59 60-1 8q-2 2-4 1l1-1-3-1q-2 0-2 2h-1l-3-5 3-1-4-2z"/><path fill="#999282" d="m46 64 3 5h-1l-4 2-1-1v-4z"/><path fill="#f1e795" d="m40 68-6 1v-2q2-7 9-3z"/><path fill="#485770" d="M54 69h-4q0-2 2-2l3 1z"/><path fill="#fcf3af" d="m67 58 2 7q-3-1-3 1l2 5-5 7-10-1q0-6-4-4 2 1 1 3l-2-1q-3-3 0-6h6q2 1 4-1l1-8 2-1q2-2 6-1"/><path fill="#616264" d="m80 70-4 4h-3q-1-3 1-5 3-2 6 1"/><path fill="#f3c7a4" d="M16 73h6v9L9 81q3-2 7-1z"/><path fill="#fcf4ed" d="M18 74h3v5h-3z"/><path fill="#494540" d="M53 77q-5 2-5-2l2 1q1-2-1-3 4-2 4 4"/><path fill="#fabd66" d="M80 70q0 6 5 12l-1 2-11 1-1-4 4-7z"/><path fill="#2e3642" d="m29 65 4 2v2l3 1q-1 3 1 7 3-4 8-1 2 4-3 7-6-2-13-1-1-6 1-10z"/><path fill="#acafb0" d="m69 65 2 2q-3 6-3 15v-5h-4v5q-2-3-1-4l5-7-2-5q0-2 3-1"/><path fill="#d4d3c9" d="M42 77q4 1 1 4-4-2-1-4"/><path fill="#172233" d="M68 82h-4v-5h4z"/><path fill="#686d77" d="M55 79q5-2 5 4l-5-2-2 2q0-3 2-4"/></svg> | |
{
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} | Generate code for a svg of a black and white icon featuring a speech bubble with three lines inside. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
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"path": "emoji_u1faf0.png"
} | Generate code for a svg of a hand with index finger and thumb crossed | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
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",
"path": null
} | Generate code for a svg of a green price tag featuring a black snowflake design, hanging from a string. Represents a christmas sale. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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HfvhdRqdBbRmdsCEeqAWRUTCgFaweA9MegEvK2mq1G/CErRY0F6EdgMAj/kb3eDw8+eSTzJs37+wT/wWc/gaOPydpLiwoWlj1PLDK3kPWNcKVRWtkdBrXk9EJK5KAs6mTHg/0vhzWvgJvDbU1RmAUNjwYaXyjHYDAUhnhra7ExESmTp3Kc889R8S/k9ez/oLkG9Hlt/NHJYH+8Wcy5ErZhhsbd8jo6PP/fFIcuCAOIDoS7roCloyGmvY0VopANT8L0aLN7kM7AIEjDpiKYLBLfHw8M2fOpHfv3hdf9KbC4d6Qc1zKXNjRSOjJcdpcGZ1wIisbDibLaGkHwAKVuagXae1yygm4wp6238WBL1EZAhqb0Q5A4BgLCIWWQUxMDNOmTaNDhw65D0i+BTLXSZkLSzq1ktH5Zr6MTjjx8zLVB8AqsTFQV6i5U1jiAWoA/+pqWTgRvn7INifgclRJdI3NaAcgMAxGNcAQISoqikmTJnHVVVflPuDkWEjTBbas0qyhjM5K3RMgz0yZLaPTsK5qBKSxQCxQk4uKlMdGw4wHoX0dW6yOQMVLaWxEOwD2Uxl4W1LwzTffzH3bH9RT/zFdZluCWtVk+iIcPqZiATT+89sqGZ3WTWV0wp6CQC4xMfExMPMRaCG/y+JBdQ4sIa6s+RvtANhLBPAhUEhKcNiwYYwYMSL3i950ODIQvGekzIU1EREyJWS9XrmUtnDA65WrANhC7NBNQ3kuigcASIqDmQ/bUjioNPC+uKrmb7QDYC+PAe2lxFq3bs24ceN8Dzj2CGSulTKnQe4JcqouwOg3q/+ETKH+9c2EKjpqUM/k1YHIiy8VKwDfPAyFEsSt9gRuFVfVANoBsJNGwNNSYpUrV2b69OnExPjYkz7zE5wMWEPBsOHKdjI6C4Vy2sOBz76X0SlZDMoFppxt+BCHzyS92uVgyr0QKb+qvIGKQtAIox0Ae0hA5bMKnCBDXFwcM2bMoEQJH8dhOSmQPBSd7y+PVCDgnoNwOl1GK9SZtUhGp5U+/7eH0qhOJrlwxaXw8iBxi4nAJ+j29eJoB8AeXgHEso9fffVVLrvMYC8z5U7I3itlTnMBZUpC4YLWdXK88O2v1nVCnaxs+HOnjFYb7QDYR3UuSg08xwPdoV8LcYvNgMfFVcMc7QDIcwUwXEqsd+/evoP+ANImQdoUKXOaXJBqDPTh1zI6ocxPi5UTIEFHoToOmlyIRrXw8cH/3WZLUOCT2NBALZzRDoAsicC7XJQxmz8qVKjA++8bBMHmJMPR+yRMaQy4/moZnd9Xy+iEMuNnyOgUKQQNdAVAeymKz7qmBeNVA6F4kUPQv4lBpQbmEoaoyQ/aAZDlRQz9Yv+Jiopi8uTJFC1qUDn46D2QrbvN2I1UIOCpNLnt7VBlgVD75K5tVRMbjc1UxefJfIOK8OpgcYvNgLvEVcMU7QDI0QJVvUqEUaNG0bJlS98DTv8AqZ9LmdMYULoElCouo/V/Qk+4ocjeQ5ByQkZLymnTmBANVPJ9+c6u0Fc+HuB5VIE1jUW0AyBDDKpghcjPs3HjxjzyyCO+B+SchJTbJUxp/ESqL8BXP8vohCLvfimn1bm1nJbGhJIYljr7v1uhkpADfZZE1FGA3uOxiHYAZBALTomLi+Pjjz8mOtpHiC3AsUche7eEOY2f9LtGRmfHXjiUIqMVakyaJaNTpQKUt6ddrcYX1fB5Ml8oASbeBRGyy3VHYIioYhiiHQDr1AcelRIbM2YMdesa+BLpi+DUe1LmNH7SoaXMDcyL7JNuqHAoBXbtl9G6prOMjiYPxAIVfF9uUwvuvlLc6ptAWXHVMEI7ANaIRG39i8S6tm/fnrvuMohv8aZDylBAoE+qJk8USIQaVWS0PhWqdBdK/HeyXBmrLm2EhDR5ozSQ5PvyiwNUtUBBCqHbBltCOwDWuAMVlWqZpKQkxo8fT0SEwa/kxCuQuVnCnCYfDLpWRmf7Xth3WEYrVPj0OxmduFh9/u8YHlRWgI+dsvgY+PQuiJZN4hsAdBBVDCO0A5B/SgDPSYmNGTOGatWq+R6QtQtOvCRlTpMPBgs5AABjJ8lpBTs798PugzJa3TspJ0DjEImooEAfNKoCTwh+js7yFj7rEmqM0A5A/nkJKCIh1KxZM+644w7jQUfvBW+qhDlNPqlSASoInThKNbwJBcZ8JKfVXyhYU2OBihgux09cCw0ri1qsi64NkC+0A5A/mgI3SQjFxMQwYcIE463/0z/A6a8kzGksMrCnjM7+I7B1j4xWsDN1joxOTDRc1V5GS2OBKHx2DASIioT3bhXvGvgMOiAwz2gHIO9EAv9D6Gf36KOPGkf9e9N1uV8XcdP1clpPj5PTClaWrIPk4zJaXdpAonw/ek1+KIFhQGDTanBfN1GLBYCXRRXDAO0A5J3bgUYSQjVr1mTkyJHGg06Mgaw/JcxpBKhVDUr56MqcV6b/DBmZMlrBymP/ldMaILQ7oxHAJCAQ4NnroVopUauDgPaiiiGOdgDyRjHgWQkhj8fDuHHjiIuL8z0oaxec0E6t25A6BkjPgA/CuEPgsZPw2yoZrchI6KZjwd1FImCwwCfEwvu3ifdseBsdEOg32gHIGy+hnADLDBs2jI4dOxoPOnq3DvxzITddJ6f1yidyWsHGSx9CjlBJi04tVQdAjcuogOFy3KEuDGkrarEugu3YQx1dS9l/mgBLEHCaihQpwp9//knx4gYFss/Mg0OdrJrS2ETFFrB7n4zWH59Dg5oyWsGC1wvFO6pdAAkmvQX9e8hoaYQ5CGzzfTnlFNR6AA4LNYICkoEawFExxRBF7wD4zxiEfl6jR482XvzJ1oF/LueeoXJaI9+R0woWZv4qt/gXTIJr5cvMaqQoCRgEZxZNgpcGiFosBpgEV2lAOwD+0gvVfMIy9evX57bbbjMedGo8ZK6VMKexiVsHqHNnCWYvhpNpMlrBwn/eldMa1g9iRYpxa2zBg2nz3qHtoYXsLtg9QHVRxRBEOwDmRKH6T1vG4/Hw9ttvExUV5XtQzgk4/rSEOY2NFCoA7ZvLaGVnwxNhtAuweSes3SKnN1QwNVNjE4WAwr4vezzw3i2qRoAQMcBoMbUQRTsA5twB1JEQuuGGG2jb1iTi5cQLkC1UF1VjK0/cLac1YQaknZHTczO3C96WG9eHBrXl9DQ2UhnDqLP6FeF22bCnvkArUcUQQzsAxhQE/iMiVLAgY8aMMR6UtR1OjpUwpwkA7ZtD8aIyWmcy4MUPZbTczNY9cql/AMNvkNPS2Ew8hmmBAKP7QcmCYhY9qNgtHezuA+0AGPMYqqaVZZ5++mlKly5tPOjYo+ANk8fAEMDjgTtvlNN741M4nS6n50bufFFlAEgQHwf9rpbR0gSICqhDVR8UToQxg0QttgJ6iyqGENoB8E1FQCQUv3r16tx1l0mvivRFkDZVwpwmgNx5A0QIPV+cTpdtjOM2duyDuUvl9Ab2hKREOT1NAIgCyhsPGdIWWsoGBL6EignQ/AvtAPhmNGrTyjJjxowhJsbo/ec9m/Yn9GikCRilikPnNnJ6r01UFQJDEcmnf4ARQ+S0NAGkNGBQANXjgTduFK0QWB1Vwl3zL7QDkDuXoupKW6Z169b07m2yA5X2JWQIPhppAsroh+S00s7Ayx/L6bmF3QdVuqMUbZtBQ4MeWhoX40EdBRhweXUYKBu+9ziG1QjCE+0A5M6zCPxsPB4PL79sVss/G46PsmpK4yBNL4U6NeT0XvoIUk/L6bmBG5+Sffp/5A45LY0DFEf1CjBgzEDVL0CIMsAIMbUQQTsAF9MEuEZCaMCAAbRo0cJ40KkJkLlRwpzGQZ5/WE7rTDrcbZIwEkwsXQ8LVsrpVa0EV7WX09M4REXjy+WKwgPdRS0+imobrDmLTo+4mFnAFVZF4uLi2LhxI5UrV/Y9yHsG9tWE7N1WzWkcJicHyl0OBw7L6EVEwI5voVxJGT0nqdETtu2V0xv/MtzcT05P4yDrAYMeAKfOQM37YP8xMYtPoQsE/Y3eAfgnrRFY/AHuu+8+48Uf4ORbevEPESIi4IVH5fRycmBgCFQz/3im7OJfphTcoJO6QodKxpeT4lRtAEEeAoSqdwQ/egfgn8wH2lkVKVasGFu3bqVQIYP+pDnHYV81yEm2ak7jErKzoUxTOCz4K505FroFaS2z0+lQugucEuxz8PZzMEKw9oLGBWwGUnxfzvFC48dh1Q4xi88DT4qpBTF6B+A8XRBY/AEee+wx48Uf4MQrevEPMSIj4UXBXQCAIU9BZpasZqC49VnZxb9kMb31H5JUxPBRNMIDrw4WtXgvQgXegh3tAJznOQmRsmXLMmKESbBpzmE49V8JcxqXMaSPWqikSDkBD78ppxco1m6BybNlNZ+4G+LkosI1biEelRVgQKd60Lm+mMUkVEBg2KMdAMU1QDMJoaeeeor4eJP6QcefhRyhZugaVxEVBWNHyWq+MwU275DVtJOcHLj6Xtm0vwpl4A7Zp0CNm6iA6YH08/1EiwPdiSpJFNZoB0C97UZJCFWtWpWbb77ZeFDWTjj1fxLmNC6l3zVQxaTQSV7I8UK3e9TCGgw89hbsEW5o+fwjEBMtq6lxEbGYNgq6vDr0aiJmMR64X0wtSNEOAFwJNJIQeuaZZ4iONrlLnXgBvCFa61UDqKeUD16R1dyxDx4NglOjTTvgjc9kNevWhEG9ZDU1LqQcpivSiwMgKlLM4nCgiJhaEKIdAFUi0jL16tVj4MCBxoOydkLqRxLmNC6nfQto1lBW883PYNVmWU1JsrKh0+3yOxWvPKHSLDUhTgxgUvfikrIwqLWYxQKASZe20CbcP1YtAJFWLs899xwRZnepEy/qp/8w4rOxsgtXjhe6DIczLn0L3fQfOCCc2NK9o676F1b4sQvwzPUQK3ccdC8qKDAsCXcH4CkJkaZNm9KzZ0/jQdm7IfVDCXOaIKFaJbilv6xmygno58L45Rk/w6QfZTWjouB1kU+oJmjwYxegUnG4rZOYxWLALWJqQUY4OwANUef/lnnqqafwmIWnHtdn/+HIa0/K96z/9ld4b5qsphX2H4FBNlQtvHco1Kwqr6txOWUxzQh44lrRRkEPolyPsEMunCL4GAvUsypy2WWX8dprrxk7ANm7IWUYkG3VnCbIiIlRKWwzhJ+Of1gIV7WCcg6XM8nKhvp94ahwVmvpEvDlOJ33H5ZEAZnAKd9DkuLgyElY/JeIxYLALkCwZVVwEK47ANWAPhJC/j/9p0uY0wQhN/SG5iJ5JufJyYHOd8Axh8tJ9LgP9h6S131nNBTSfdvCFz92AR7tAfFyz+2PEYYPxOHqAIxE4Jddt25devUyyU/SZ/8a4It3IDpKVvNUGrS52bn6AM9PgB8Xyev27Aq9RQ7nNEFLLKaxAKULw7D2YharAdeJqQUJ4egAVABEaoo98cQT5pH/x1/UT/8aKpSFUQ/I627YBr0elNc1Y8psePp/8rqJCfD2s/K6miCkPOa7AD0hRs6xfkhMKUgIRwfgLgQCPmrWrEnfvn2NB2XvhdQPrJrShAiPDYda1eR1v/sV7ntVXtcXi9fCDU/Klvo9x2tPQvky8rqaICQG05Y9FYrBTSIt3ABoAgRp7838EW4OQAJCKR8jR44kMtLkFOHkm/rpX/M3ERHw02f2lLR9azKMnSSv+2927lfFfrJtOHbo2hZuM6mlpQkz/MwIENwFuFdMKQgIt6CHWxA456lSpQrvv/++8fZ/znFIvkE7AJp/ULCAinCfOUdee/ZiqFYeGtSQ1wY4fBTqXQ+pp+W1ixRSzlGBsC3JosmVaCAVMHjPFUqA7Ydg1Q4Ri5cAHwPHRdRcTjjtAHiAeySEHnzwQaKiTFzOU+8oJ0Cj+Re3DoCOLeV1vV4Y8jRMmiWvffgo1O4Dxw1Ss6zw3otQxiToSxOmlDMfMrIXRMqsZlGAST/30EGuuaL7uQr43qpI0aJF2bVrF4mJBtVdvOmwrwpk77dqThOinEyFyi0gxQYf0fPTD0YAACAASURBVOOByS/CdZ1l9JKPQ61rVRVCO7ilP7w/xh5tTYiwHjB5//V9E75cLGLtKCpYPFVEzcWE0w6AyNnOiBEjjBd/UGl/evHXGFAgEX781J4mN14v9H8cPrXs7sKhFLjExsW/3iUwdpQ92poQwo9dgIevEbNWBLhBTM3FhEsMQC3gdSzueMTFxfH555+TlGR0UJkNRwZDTooVU5owoGwpSEqA2b/ao//1fChZFJrUyd/3b98L9frat+1fIBHmTVIxERqNIXGo5/JM30PKFYV562DXERGL1YB3RZRcTLjsANyDwHHHoEGDKFWqlPGgtGmQJVOfUhP6PHibfd3uvF4Y8RKMyke+/rINUPd6dVRhBx4PTHgFalSxR18TgpQ1H/Lg1WLWagNdxdRcSjjEABQBdgOWWrJ4PB7WrVtHnTomj1MHmkPGEiumNGFGegbU7gjbd9tno0c7mPGaf2Onz1NHCNk2tq54fAS88Ih9+poQxAusAs74HpLjhdoPwJ8yJ7A/AN1ElFxKOOwA3IzFxR+gW7du5ov/mbl68dfkmdgYWPK1qoJnF9/8Ak0HQ2aW8bhn34e+j9q7+PfsCqPDruaaxjIewKRIVIQHHuguZvEKoJKYmgsJFwfAMg895Mcd68QrEqY0YUiJYvDrVIiyMSpn5SYofyVs2XPxtZwcuOY+eOY9eyr8naNODfjkDXuCHzVhQElUbQADhrSDUoVErEUAw0SUXEqofwzboQIALdGoUSPat29vPChzA5yZbdWUJoxpWBc+f0udj9vFkWNQtw98+M35r+05CJW6w/e/2WcXoFRx+O4jKKiL/WjySwRgEoYVFw13dBGzOIwQDpYP2f/YWUYDDSyLjB5Nw4YNjQcd/w9kLLdqShPm1K0JxYrADz/bZyPHq44EVv+p/t3xdvsi/c9RMAnmTrKnF4ImzIgHDhgPqVMe3polUrK6ILAUCMnI7lAOAiwC7EW9XfIvUqQIe/bsISHB4IA25xjsLQ/ekK8boQkQj70EY8Y5PQsZYmNg1kRo39zpmWhChr8Ak3S/G96BT2VSbL8CrhVRchmhfAQwGIuLP8DQoUONF3+AU+/rxV8jykuPwQ29nZ6FdSIi4NOxevHXCFPafMhwuWOAq/ErCTH4CGUHwHLwn8fj4fbbbzcZlQ2nQuRRTeMqPnkD+spFNAeciAj44BW4LqQTqTSOUAAwiSVpWRMulYnhjwKGiCi5jFB1AJoCl1oV6dy5MzVr1jQelPYNZG23akqjyZUp78KgINx89Hjg3dEwxHLvTY3GB4HdBbiFEDwyD1UH4BYJkeHDh5sPOvWWhCmNxiefvgk393d6Fv7j8cC45+H2QU7PRBPSFMc0JXBQa9UuWICqQHsRJRcRig5AImD5dlm+fHmuucaku0TmOjgz36opjcaU8WNg6PVOz8KcyEi17a8Xf43teDBNCUyKg8GtxSyK1JRxE6HoAFyHSt2wxK233kpUVJTxoJNjUfUpNRr7+eBVeNSPTSmniI+Daf+Dm4LAUdGECKUw3ZgfLlfRvydgY73OwBOKdQDGANWtCERFRTFx4kQKFCjge1BOMiQPw7A9lUYjTOfWUL4MfDfXXa5nkULw/cfQta3TM9GEFZHAaSDN95CSBeHn9bDTepfAGGAtsN6ykksItR2AEkAnqyJdu3albFmTrI/Uj8Fr8K7TaGzilv4qrz7aZIMqUJQrDQu+hNZNnZ6JJizxIxjwNsurwt8EUTSOOaHmAPRFpWxYYsgQPzI+Tk2wakajyTdd2sC6n6CQ5cMuazSsCwtnQL1LnJ2HJowpgGnFl96XiwUDdgOKiii5gFBzAAZYFShUqJB58F/6b6r2v0bjIDWrwt4lqsGOE/S7Bn6bBhVDskSKJqgwCQaMj1FOgAAxqFiAkCCUHIAKQEurIgMGDCA+3sSd1E//GpeQmADr5wQ2TdDjgafvg0lvQYLlWpsajQAlMA0GvKGNmDXLD5puIZQcgH4IFGq48cYbjQfkHIe0L62a0WhEGT8GPn7d/riAksVg1icw6n57uxZqNHkiCtON+XZ1oFJxEWsdMd1zCA5CyQEYaFWgZs2aNG9uUrQ87XNd91/jSm7sA1t/VVkCdtChBfzxg47017iUksaXIzyqMJAAkUBIJLuGigNwCWDSr9ecm266CY/ZY82p8VbNaDS2UaEs7FqknAGpB/TISLXl/9NnUDYknns0IUlhIM54yJB2YtZCIhsgVBwAy7+MiIgIBg8ebDwocw1krLRqSqOxFY9HHQfMmQSFLWYJ1KqmAv1G3a8cAY3G1ZQwvlyzDFxuqUrM37QkBDoEhooDYLldSrt27ahQoYLxoJPvWTWj0QSMji3hyCro3yPv3xsZCQ/frrb8m1veW9NoAkRJTLe+bpQ5wvKgUgKDmlBwACog0PmvT58+xgO8aer8X6MJIiIjVbT+/ClQxM/dgDo14Pdp8PJIiIu1d34ajSgxqKMAA65vDpEyK18QN+tWhIIDYPmXEBERwbXXmmwipE2DnGNWTQUNmVmw9wDsPwRZWU7PRmOVds3hyGoYOULl7ed2A6xeGd74j3rqb6af+jXBikkwYMmC0EqmcFVnIKhd5FBI5JkJXG1FoFWrVvz222/Ggw5dCWd+tGImKFi0EsaMg9kL4PQZ9bW4WGhcH67vDsP6QYFEZ+eosU5WFvy1A/YdhKhIqFJRF/QJJVKOweZtkJoGJYqpXR23lI62HS+wHDB4cHnze7j/ExFrVwJBuzAEuwMQDyRjWgjSmNdff53777/f94Ccw7CnLIbvqCDH64WRL6vF32vQZaZ4UfjvKBgQMrWwNJrQIDUN3vsMPpkGqzf+81qBRFW58fERULWiM/MLKFuBQ74v7zwCVe42vtf5yVvAPZZVHCLYjwA6YnHx93g89O7d23hQ6hRCefEHGP4EvPSu+QfiSAoMvAeeejUw89JoNOb89CvU6ggPjr548Qc4mQrjJ0P9rvDhF4GfX8AxKfhTqTg0rCxiydLus9MEuwNg+fy/SZMmVKpUyXhQ2iSrZlzNuInqySEvjH5LfZ9Go3GWz76CbjfBnv3mY9NOw82PhMFntyAqINCAa2W6V1YB6ogoOUDYOwCm0f9ZOyF9kVUzruXAYXh8TP6+96HnYdc+2floNBr/WbgChj2Ut0BdrxfuGQUr19k2LefxYLoLcK1McyAI4l2AYHYAGgCWT7NMHYC0z1BRJaHJw8/D8ZP5+9600/Cf12Tno9Fo/CMrC25/HDIy8/e9+XX8g4ZixpfrlleFgQQI2noAwewAWP6h16pVi+rVTcpCpYbu9v/hZJg805rGZ1/BX9tl5qPRaPzn0xmwbnP+v3/ObyrVN2RJwjRCTOgYoDmmRYjdSTA7AJbrOXXt2tV4QOY69QpRpn5vPcc/Kwue+6/MfDQajX9kCnzucnLgi29l5uNaTHYBrrBcQg5QtQBkXIkAE6wOQCSqFrMlunTpYjwgNbQr/0l9+D//WuUc+ySqBsGfcarRBJDTxpc/ngrbdlk3E/IOgEkcQMuaEG8SLOgnbURUAkywOgD1gUJWBGJiYmjfvr3BCC+kTbZiwtXsPwQLlspoZWfDK/8zGFDocYi7QsaYRhPq5ACb8Bl6lJEJo4V23Zasgh17ZLRcSTyQ4PtybLRYVUCZRsMBJlgdAMveVsuWLUlKSvI9IGMVZIXu4faX36ktQCk+naEyCi7CEwPxPZUToNFozDkInAF8VB6f/A3s3CtjyusNg10Ak2OAjnVFrLRC7UwHFWHrAJhu/5+2GB3ncqYI//fSM+B/n+ZyIe5KiCgKsW0h1vKpjUYT2niBc/n8R3If8uYEWZPS9wLXUcT4cqd6IlYKonamg4pgdQBaWRUwDQAMYQdg9z5V81+adyee7x/wN4kDz/+9wAPyRjWaUCIZSD/79xTUccAFzFsIf6yXNblyXYhn8iRi2LKncVUoItPfJOjiAILRAagOWGpbUqxYMRo1auR7QPZ+yFhhxYSr+eI7kRrYF3E4GSZOv+ALngSIv6BGRkIviKoqb1ijCRUurOaXAxz95+XX37fH7Jff2aPrGgx2ASIjoG1tEStBFwcQjA6A5R9yx44diYgw+K+f/pZQLv5j54f9zQkXOBfxPcFzoWsdCQXuss+4RhPMnARO/etrFxwDbN4GP8y3x/SUUI8DCMwxgN4BCACWHYDmzZsbDwjh7f/tu2HpKvv0N2654CaVOODiAYm3QISlBA6NJjTJraz2MSBb/fXNCbKBuxeyZqP67IYshTBc7drJVPMvA5QXUQoQwegANLEq0KxZM98XvafhzFyrJlzLlJn2bP9fyOvvAxGFIS6XOIuIApA4zN4JaDTBRjoXbfcD6hggBVKO/et4zQZCOhvAAxT2fblueUgwiBPIA5eJqASIYHMAYgBLpzWRkZFcdpnB7+jMXPCmWTHhagIR8Tv3d1i1tT14fHyiCtwLRNk/EY0mWNiP71PHZHjnE0i1+bY0+Rt79R3HJA6gfgURK9oBsJE6mDZ5NKZevXokJhqEfIbw9v9f22HVhsDYGjvB4G4VVQkSegZmIhqN28kBDvm+nH4Y3v3E/mls2gprN9lvxzGKYFiQtFEVESsyxYUDRLA5AJZ/uJdfbtQD0gunQzccNpCBPlOm/kpKSorvAQXuD9xkNBo3c4C/z/lz44tFPops2UBIBwNGo1ICfdCwsoiVBiIqASLYHADLhRaaNjXo2ZC5AbKFSmy5kECe8Z0+fZoPP/zQ94DYVhDTOHAT0mjciBflABjw7uyAzAQI8TgAMIwDENoBqIpyNYKCYHMALFdtNgwAPDPPqrxrcWJ7b9y4ceQYhS0n3Rm4yWg0buQY5wv/5MKqHbD4r0BNRh0TrgzdBqiGHWTqV4QY66FJUSgnICgINgeghpVvjo+Pp04dg3yPEI7+dyLAZ+vWrcyZM8f3gMQBqkywRhOumDz9vxPAp/9zhHRp4AL4XPVioqCOTBKfTHuhABBMDoBlz+r06dOMHTvWx9VsSF9gRd7VOPWhHjdunO+LnnhIvClgc9FoXMUZ4Ljvy8dS4fPfAzabv/niW/tThR3Dg3ICfFC7nIiVmiIqASCYHICKCJytPPzww0yYkEs3jYyVkJNbIm7ws2ajOgJwgm+//Zbdu3f7HlDgToLrbajRCHEQw4KjHy+ANIPjAbvYscfeYmGOUzD3L/+4GqYtEbEQL6ISAILpziuSOO71ern99tuZOnXqPy+kO+BqBwgnI3uzsrL44IMPfA+IqgZxnQM3IY3GDXgBg8h+rxfG/RSw2VxESGcD5OIALPoT+rwOGVkiFhxw2/JHMDkAPrpj553s7GwGDhzIlClTzn8xfaGUvOtwOrL3ww8/NAkGvCNwk9Fo3MARINP35V83webcSgMHiC+/s6/ssOMk8Y96AGt3QfcxkCq3bO8RU7KZYHIADgMnpMQyMzMZNGjQ+eOA9EVS0q5ixVrYssPZOezcudM4GDDhGoi01OBRowkuDhpfHu9wQtKe/bAwVBuiRvB3PYA/dkCn0XA0VUzdCwTNYhJMDoAX+FFSMDs7m1tvvZU3X38asoPGacsTbonoHT9+vMHVKEi8MWBz0Wgc5Qyq858PjqXCVJmzaEs4vXNoKwVg6Rbo9BwcFnusBGAmsF1U0UYMCiO6ko6ALbl6zzwA/7nXDmXn8HqhSivY6YLaRjExMezZs4cSJUrkPiBrG+yrTii3YdZoANiBqv3vg3dnwwiDsJlAUaYk7F4MkZFOz0Se3+ZA97vgxGlR2X2oXgABqttonWDaAQCYB7xih/DTr8NND0J6hh3qzrBklTsWf4CMjAwmTpzoe0BUVYjrELgJaTRO4EWd/xsw4eeAzMSU/YdgwVKnZyHPnN/gSvnFH+Ahgmjxh+BzAABGAr/aIfzxVOjQL3B1t+3Gbd293n//feMBSbcEZiIajVOkYBj8t2YXrHTRBnKoHQNMmALdhkCq/OI/FZgkrmozwegAZAEDMOyflX8WrYRmPQLXNc8ucnJg6vdicmskRDZt2sTixYt9D4jvAxHFJUxpNO7E5K71nkGsbB4RKeg77QfIkkmNc5TsbHhwNNzyCGTK/382AjeLqwaAYHQAAPYC3YFTdojv2get+6g3f7Dy+3LYa1JmNA/cgFAa5iefGPQ19cRA4mAJMxqN+0jHsPLfmUzRyn/PAX9YFTmcDPOCPEP6VCpcexu8brIBmU+OAb0QzFALJMHqAAAsB/pguKGWf1LT4Prh8NhLwekBC27drUDtAHwmITZlyhTS0w0SbpOC0pHWaMw5jGGM68wVKgNAgKPAN8AUs4H+EMzHAOce5mbK7axcSAZwPfCnLeoBIJgdAIDZwBDAlpIVXi+MGQcte8O2XXZYsIecHNHdi8ln//w/CbGUlBS+/97gbCK6HsRcKmFKo3EXJrFFn8i1IpmCSjachEBazfRZkGHLY5a9zFuojnNXb7RF3gvcBtjjWgSIYHcAQL3JH7XTwLLV0ORq9+TUmzF/sYrgFcALfHH272uAZRKihscAoGsCaEKPk6gl2QeHT6ha9EKc+4DtAixXFDh6XEXOBwtZWfDEK9BlkK0B3Y8CH9umHiBCwQEAeBV43k4DR49D/7ug3wg4kmKnJesIbtktQt1EzmFUzcdvvv/+e5KTk30PSBgMHst9nzQa92DikE9aCJnZIpb+5J+V6Cb7GpgXguXhZ9su6NAfXnjb1lLGz2BTOnqgCRUHAOBJYLTdRr74Fup1UdtibiQrS3T7/99niJMQCLzMyMhg8mSD+1JkSYjratWMRuMOcgADfxdgotz2/7+3175E4Ij069nur5EyfjJcdiX8JrJP6ZMXgFG2WgggoeQAADwFPGu3kYNHoM/tcPVQ2G7Q6dYJ5v4utkORjbp5XMhJhAKLDIsCgT4G0IQOKahPkw827IHl20Qs5QD//mDtAyy7F8dPwqz5VlXsYfc+dS++9VE4KVfTPzdeBp6w1UKACTUHAOBp1PmM7TVlv5undgNefMc93rHg9v8Cci9YKnIMsGTJEjZv3ux7QHwPiCgiYUqjcRaTyn8T5cqazeefR3bnEHHa3dYiOCtLpfbV6azuxTbzH2yONXOCUHQAQHlqw1BFg2wl7TSMfBlqdYBJX6vMAafIyIQZcu2SfO3RLwbWShiYNMmgcJYnDhL6SpjRaJwjA8MKGjle+EwuwM5XUNo0BO6FM+fAaYNAxkDy+3IVmP3gaJXnbyM5wN2ougohR7A1A8or16C83/hAGWx6Kbw8Eto3D5TF83w3T22FCZAJlMX3s8u9wJtWjdSqVYuNGw1ydNJ/g4NtrJoJSzIy4dARlQ1y/KS6cZ9JV1XQzt0wj54tSpOYADHREBsDCfGq+UvBJIiLhVLFoWwpNUaTD/YBO31f/nUTtB0lYikVKI3vGJ1ZwBVWjXw5Dq7rZlUl/2zZoWqzBKhIWxYwFPg0INYcIMrpCdjMTKATMAMoFQiDy1arfgLtmsNT90CnVoGwqhCM1J2D8cblZFTmhaX3z6ZNm1izZg0NGjTIfUBsK4iqBFkGd9AwJe00bN4Gm7bAxi0q+nn/IRWfcvCIfKZKYoLqDlequHpVrgCXVFWvOjWgRDFZeyGDSfDfFLkqezMxDtCdgoADMGWmMw7AoWQV2T9uYsBqEhwH+iHcgt5thPoOwDkqoipjBbzCTPOG8MTd0K0DRNh44HImHUo1ghMyxZFvwjzHVeSJYuTIkTz/vEEG57GH4cSrVs0ENXv2qx4Vi/+AdZth81ZV4czJ46Z/U7TweWegSQNo2Rjq1gzNVrJ+cwbDYrzZOVD+TjggUmSbnqh7nC8KAweAWCtGEuLh4ApISrSi4j97D8Cr/wf/97lyegPEdtTu8fqAWXSIcHEAAJJQEbK9nDBevTIMHwxD+0KRQvL6X/2o6l0LkI7aLTGoWg6o/gAmFX3MqVatGlu2bPE9IGMFHGhi1UzQkJMDK9bCwhVq0V+4QkU5ByMFEqFZQ+UMNG8ErZuqr4UNewCDLKF566GTzMnyUaAM6rNrxNdAD6vGPv8vDOhpVcWYv7bDGxPggykBD7D+HbiWIGvrm1/CyQEAFfT4LKqlsCP/94R4GNgTbrpe3Rg9QrMYcLdY+9+vUB8AM5JQTxSWb+nLli2jSRODRX7fJZAVtOW2TUlNU2VLv52rAq2Eqji6jqgoaHYZXNMZenSB2tWdnpHNrAbSfF++Y7xY978P8K8b3UAEenr0ugJmiBQG/yc5Oeoz8O5EmL3AkR2uD4HhmDtSIUO4OQDnuAr19Opo79lK5aB/D+UQNKidf52001CqsVg07AD8rx72+dnxlnj44Yd5+eWXfQ84/h84HlpBuPsPKYft27nw61JbWpS6ntrV4epO0PdqdWwQUpwGVvm+nJUNZe6AIydFrHUFfvJjXBJwELAU0hkXCwdXqkBRCf7aDpNnqqf9HXtkNPPIaeAulCMVVoSrAwBQHlXZrrXTEwGoWRWubAdXtlcZBPFx/n/vl99B3ztFppGK2v7315XoDljODq5UqRLbt2/H42s7JHMT7LfgIbmE9Az1ZDNxujqyCcdF3xe1q8OQ69SrdAmnZyPALlTTch/MXgNXvCBi6SBQDsNSQ//gC1QHO0t88gbc0Dv/3797H3zxnUqdXiGSVJxv/kL9POQ6MQQR4ewAgIpiHw08got+FnGx0LYZtLkcmjZQT0fFDGriXHeHWFrMFKB/HsZHo25zlm/ZCxcupEWLFr4H7L8UMtdYNeMIqzfC+Enw+deQIhPwFbJERSlHeFg/6NE5iIMIV6GeK31w83vwwc8ilt5G5an7S29UXQBLdO8I337o//j0DLXTNXsB/LgA1m5yRRDrVNTRyQmnJ+IUrln0HKYDMAGo4vREfFG1onIEalWDKhXUv6tWhIIFoHRjsQIdvVEpk3nhbWCEVcP3338/r7/+uu8BJ16AY8FVhfO3Zaqd9HfzXHGzCzqqVIB7h8GtA1TsTNBwCsNSWRlZavs/RSZjpzUqcM1f4lGxOwWtGI2JhgMrfAc0794Hy9fC8jUqNfr35QGN4jfjGHAfIdDNzyraAThPEqqC4B0E0c8lKkqVxBTgOKqQSF5diRaA5WzmKlWqsG2bQUH0rK2wz/1RYzk5asF/4W2VtqexTolicOcNcM9QlW7oenaiCgD5YNZquOpFMUtVyHvZ809QWTyWeOM/0KqJ6ody7rVtF6zeoPL2XcqPwC2oHI2wJ2gWugDSGhUN6v7VRpaPUfn/+eFPoIbVCaxatYpLLzUo1eDyY4CZc+CRF2DTVqdnEpoUSIRHh8MDt+YtRibgmGz/3/4+/N9cEUtjgMfy8X0isTtBRhoq++u/BKBPTLAQqr0ArPAb0Aj1RgmnMC0rDUNEeo5//fXXxgMSLEQd2cimrdD9Juhxs1787eRkKjz5KtRsD59Mc+mxShqGi3+OF2auELOW38/sT6geheHCTKAuMBa9+P8D7QDkzklUvfuGgP19ppwnGVX+N7+IdBv76quvjAck+FOeIHAcTobhT6iOkN/LBHRp/GDPfhjyALTqDUvcdsxisqwu+Qv2ywSC/oVhnUFDMoDpIrNwN38C3VDFj3Y4OxV3oh0AY9ahegn0QJWHDFWmohoA5Zf1gEFvX//4448/2L7d4Mcc3QCiLJ80iPD9z3DplfC/TyHb3wQsjSiLVkKLa+H2x10UYGZy9v3VcjFLeQ3W/TciTrtLSQOeARoAgWkbFKRoB8A/zm0hjcK44Uaw8oWAhsnju3/MnGnS0SjB5hqkJpw4pRac7jeFbsW+YMLrVXXim14DK9c5PJl0DCv/AXwt5wBY/bz9jKohEErkoDr31UTdq8Omol9+0Q6A/5xGeZWVz/5pVis/WDgA/CKgY/WJBPAjDiDeuWOAeQuhfhe14GjcxYa/oEUvePEdB3dkTJ7+N+yBzTJ9HQ4ASyxqZKN2/kKBHFRQY2NUdoNBCSbNhWgHIO8ko7zLaoSGI/AF/lcRM2IpAqk1v/zyC0eOGHQijm0OkWWsmskzYz+AroNVFz6NO8nIhJEvQ/ehcFymxG7eMDn/F97+zxHQCfZjAC/nF/5rMCy+rMkNnQZoneLAQ6gmEpaKazhEXguJGPEOYLko8ccff8yNN97oe0DKcDj1P6tm/CIzC0Y8Ce9PCog5eZJioHgCFI2HuCiIiYT4KHWt4NnOsGmZkJUDmTnq7zleSDl9/pUTfIHT9WvBzA9Uv42AkAmswDDGvNmTsNSg8WUeuBKZPvURqFoC5QW0AkkWKojxOVScliafaAdAjiRgEGoBDJbWJrtQRxpSd/jO+NeUxJA+ffowdarB7uSZ2XDoCqtmTDl6XJVZnme5zJGNFI2HyoWhSmGoVAgqFYYKBc8v+jEWa+l6Oe8I7D8JO47BjuOw85j6+96TrnUQShWHGe9Di0YBMHYQMKhjtTcFKowQSV08DpRERfJL8BrwgJCW3RwExgPvYdhoWeMv2gGwh9aoHYHrgBiH52LEq8DDgnrRqA+pQecCcwoVKsThw4eJjo7OfYA3A/aWhBz7Tl8OJUOHfups2TUUioX6paB+ybOvUlDKcjdma6RmwPrDsO4QrDkEaw/CbveUVo+Lha/ehyva2WxoI6rArA/em6Pa/wrwOepBQ4qmqOM7N/M7andxGnKOjwbtANhNSWAYMBiVReA2GgMrhTVFyoz+8ssvtG3b1veAI9dBmuWeJrly7AR0GuCCqPLICKhdHFqWh5YVoFk59TW3czgNlu+Dhbvhl51wwNnEmfg4+P5j1WXTFnKAZRieyvd6VSwDoC/wpYiSwoOqKVBNUFOCw6j4pPcJ0059gUA7AIGjPqrT3vUIlM0VYAXQxAbdaxEoMvL444/zwgsG/VJPTYCUW6yauYgTp6DzQNXAxBESY6BTFbiqOrSqoM7tgxkvsP4Q/LBFvfY4sztQIBFmfwbNG9ogfhTY5PtyRhYUvxVOWq9VcAbVd5KkRgAAIABJREFUeVPaoxoJPC+smR+SUSnXk4G5hFclVkfQDoAz1EIVF7oa1Uwn0Hf5bFQHxF9t0E5Aee8JVkQaNmzIypUGmxPZ+2FvOSQre54+oyL9f1smJukfkRHQsTL0qgVtK0FssPbA9YM1B+G7v2DGJjgm08LSXwoXhPlfwKW1hYW3oxLzfDB/A3R4VsTSt6hod2kSgDU4swuwGfgO+AZVhl2X1Qog2gFwniSgLdARaI8KIPRx+C2CF1Xm+C0bbcwAelkR8Hg87Nu3j9KlS/sedKAhZMhl/tz6KIwX6WrgJyUS4NpaMKA+lCsQQMMuICMb5m6HKevVUUGAqFQOVn4v3FXwDwx7aD72OYz5RsTSzcAHIkoXUw9VHKi4Tfrn2Ipa6OedfemufA6iHQD3EY9qRnT52T/ronYMJDqiHwPuAj4T0DLiRgR6bX/00UcMGTLE94BjT8AJg2OCPDBxOtx4v4iUOVWKwJ1N4OoawXGmbzdrD8E7y+Dn7QFp1dLrCpj+Hngk7n6nMc0+v+xRWL3TsqVsoAxqd80uLgEmoXqgWCUbtTeyHnWGv/Tsy875a/KIdgCCgwhU3+9LgEpAxbOv8kBRoNjZP2N9fP8WVODQWAJT/rPYWTuW9rL79+/PpEkGCfjpv8HBNlZMACrS//IekGpSxtUyVc8u/N1rQqT+6F3E+sPwzlK1M2CzI/Dak6qtsGX2oTLpfV0+CuXvFEn/+xW1U2g3Uaig5VuAZuR+PJmDKnuUgjq3P4T6KZx7bUNFRbilQ4PGB/ouFFokcj7t8Fwq3hHAicir34GWVgSKFSvGwYMHiYz05Udkw56SkJP/zqbpGdC4O6z/M98S5hSKhXuawcB6+onfH5bvg+cWwEaDipAWiY6ChTOgidWKHRswrAX64XwYJlOz6nHgJREl/4lFZTJFA6mcT8E7GuB5aGxC341Ci1TUh/MoygvfhjOLP8AsqwLJycksX26UOxUJcV0s2Xj5fzYu/h7g+jrw42C4oYFe/P2lSVmY3g+ebqecJxvIzII7RlrsG5CN6adrllw2yfdiSv6Tjiq4sw21o3fu3qIJEfQdSWMXIm04Z80y8SPir8q39o498MLb+f52Y0okwvge8HxHVZFPkzciPTCoPnwzAJrbU6l2xVqLjZ2OY3hUkZ0Dc9Za0D/PHkBGSaO5AO0AaOxiJeps0BKzZ882HhB3Ffl9G496A87Y0TC0UxX4dgC0qWiDeJhRJgk+6gkPt4Qo+dvVs2MtxH4YVP4DVfc/RSZj/wcCEh6pCTe0A6CxixwEjgGWLVtGamqq7wGRJSHm0jzrbt4Gn4o0MP4Xw5vAu92hSJwN4mFKhAdubQQTepxvYCTEgcPwdn7zVUwcgJ/kntlFdtM0mn+jHQCNnVh2ADIzM/n9d5NmhbEd8qz75gThvvHRkfBiJ7i/uQ6ttYsW5WFyHygn23TzrY9UTECeSD/7MuDn9fmc0D/JAOaIKGk0/0I7ABo7mY1A3/L58+cbD4jLmwNw7AR8ItlGINIDr3WBPtIl5jQXUb0ofN4bysoVTtp7AKblNcTOJPjvTCYslmkk9TtwUkRJo/kX2gHQ2EkyAo08FixYYDwgth15qaY87QdIk8pQ9gDPdoArqwsJakwpkwQf91KBlkLk+TjIZPt/8V/KCRBAP/1rbCPIO41ogoC5WKwstnTpUlJTU0lM9HHDjygAMY0gw7+uppNlyrIq7miiUv3cxOFU2HUCjp6GTMsbMCqeoWSiqmDoluONSoVgXDfoPw2yrP8ff1wAR1KgeFE/v8FkB2D+BstTOod2ADS2oR0Ajd3MBR6yIpCZmcnChQvp0sUg5z+ug18OQGoa/CrV/fzSUnD35UJiFsnKgekb4dO1sPmIPTHjJRLg6ppwSyP1d6dpUAoeaA4vL7QslZUFc36D/j38GHwG0670v8g4AMdQXTs1GlvQRwAau1mAabiUOb/88ovxAD/jAH5epKr/WSYuCt68wpbUtDxzMBX6TYUnf4ZNNi3+AIfT4MNV0PVT+GmbTUbyyM2NVOEgAWb72xvToPIfQLrc+f9cdHc8jY244O6lCXHSgMVWRUwDAWPbgCfGeAywVKp54KD64tHo+eL4GRg0XTXUCRSpGXD3DzB/R+Bs+sIDPNZK5GhiyR9+DjRxABbJnf/PFVHRaHygHQBNILB8IzOtB+BJgBjz7fg/JFKz4qPgtsYCQgI8NR92maxIdpDjhYfnwAk7KinlkQaloG0lyzKbt/kZHKrP/zUhgnYANIFgnlWBjIwMFi1aZDzIj2OALTuszgRoX9kdhX42J8OPW5yzf/wMfCxX7N4SvWpZlsjOhu27TQalASZP90Ln/7sAmYMEjcYH2gHQBIJlCLQGNT8GMHcAdu2zOgugc1UBEQFmbXG+QOwsBx2QC2lXCWIsdZ8GYOdekwEmmy2C+f8mQS8ajXW0A6AJBBnAEqsipjsAsS3A47tU7OkzQvn/9UsKiAiwYr/TM4C/UtROgNMkxUCVwpZlks163Zls/y/dInb+rx0Aje1oB0ATKH6zKrBs2TKyjer3euIgxnfJAbHiP6XkCtBY4qBBTEQgOZTfbjrClE6yLGH6HjFp7rNQrrX0fDEljcYH2gHQBAp/k6x8cvLkSTZt2mQ8KKa5z0vZAjVxiPCIbDWLkOmSDLH0vBbSt4n4aMsSWUY/0nRM8/+XypyI7Ae2iihpNAZoB0ATKBYClleKJUtMThJim/m8FC8Rt5fjVfnwbsANgYgAxVxQFAjggPXeuwlGP1I/KvIvlVm2fxZR0WhM0A6AJlCcAixn4S9dalLGL6aFz0sJcRAp8fDuRNpdbtQs5vQMoNDZMsFO4wV2W/+9FDA6RTDxL/akwN4Uy1MAff6vCRDaAdAEEsvHAKY7AFGVILJMrpciI6GMRPzezzsERARoZz333TKtK6huiE6z6gAkWw/yqJD7W0dhsgOwTG7T3qT7lUYjg3YANIHEJIzfnLVr1xoXBAKI9R0HULm81RkAP25VRwFO06UaVLYe+W6JoZc5a/8cP8qsvpV8vT+8gMnbTij9LxnYLKKk0ZigHQBNILGcCpidnc3KlSuNB8X4jgNoUNvqDIA9J+AHF+S/R3rgqbbOPYEPqKeq8DnNsTPwhfUSj6WKQ+kSPi6mYlpzQSgAcJG5JY1GBu0AaALJLsByKR7zQEDfcQCN61u1fpaxS4TSCizSpiI80x4iA/xR7lwVnmwTWJu+eG8FnLLe4alJA4OLJtv/OV5Yud3yFECgb4ZG4y/aAdAEmmVWBUwdgJgm+Op03cG3b5A3dhyDd5cLiVmkb1349NrAFCgqFg9PtIF3ukG0C9Ih1x+GT9aISHVoaXDRJABw/W44IVNnwvIxmUbjL7nfJTUa+1gC9LQkYOYAeBIgpgFkXHxUUKUC1KwKf0p0s313GbQoL9aO1hKNy8C0vrD6IPy6C3Ydg5TTkCWwm1w4FkolweXloGUF1QzJDaRlwv0/itVD6Gq0oWGyA7BEZvs/B3CJV6kJB1zySdaEESZ5fObs3r2b/fv3U6aMQch2TPNcHQCA67rBC29bnQWQ7VUL0OTroFwBAUEBLi2lXqFOthcemaN2YgS4pCrU99VPKBNVBMgAoQyA9ZgWG9Zo5NBHAJpAswz1pGOJNWtMtn1jm/i8NKiXVesXcDAVhn7tnuJA4YAXeGIezJbLuxvc2+CiH/WFhBwAvf2vCSjaAdAEmhOAST1fc9auXWs8INp3RFedGtDmcqszuIAdx5QTcMgltflDmWwvjJoP0zeKSUZHwdDrDQaY/FqzsmGDWRdB/7CcJaPR5AXtAGic4A+rAuvWrTMeEF0PoxOu+2+xOoN/8Wcy9P5CBaVp7OF0Joz4HiaZ/O7zSP8eUK60kV3j7/9zP6TLdADU5/+agKIdAI0TrLYqYOoAeGIhuobPyz27GJz55pdDqTB4BsyVyQfTXMCeEzBgOsyT/dlGRsJjd5oMMtkBWLtbZCrpgNy2hkbjB9oB0DiB5Z4AGzZsMG4NDIbHABER8PzDVmeRC6kZMPw7eOQn9cSqsc4PW+DaKbBBfnflxj7qSMgnOcAZY411Mg7Amv9v706D7Lzy+o5/e1/U2tWtvdVarNWSJcsayRu2GZgZIGQKAgUhIZlKgCqgpshambxIkaTIQl4MkBACRVKVmUCAGZKaQCgIzBQYz4LHy9hjS7Zla7Fly7KsxZIsS73nxWlZLVt9z9N9zr3P7Xu/n6pbLVnPnPMUSM/9Pf+zEaYbSjVjAFAZIlv5xV27do1jxyIzrzor7/rz/d8F312tvWy+9BL8wBfgW2eq1EETOH8trLL4uT+BS5Fp+HOwqA9+4Z9ELnqP6L58z72W5XaS/01Is2UAUBnOA8nTplImAt7wa78A3V2pdzKD4xfhR38fPvMVOOcqgcLGJ+Dzz8LHfwv+KM8G+7fzr/8xrImtmCywuU+mAJA8L0aaLQOAypI8DBCfCBgPAFuG4LP/IvVOKpgkzFj/+G/Bf33aYYGYR1+FT/4e/MJjcDn/W/8N3/0gfPpTBS6MjP9fHYaTeUYmrACo5gwAKktyAIhWANoHoTV+Wt5P/zj87R9IvZuIKyPwH74OD38O/tM3w+9109dPwQ99EX7yD8OKiipa1Q+f/6UwDyQqUrh5/lSWgyHHgMhfZik/A4DKkvzAiwYAWqCj2Ok/v/Zvwm5wVXfxeggA3/V5+OxfwRuRPWYb2bUx+OIR+OTvwqf+D3z7rap32d4OX/wvFU79+6ACASCDl4hONZTycytglSV5ydOxY8e4du0aPT09M1/UuQeGH4u2tXBB+GK47wfh3Vrs53PxOvz6k/CbT8F3bIAf2w0PDJZ3tG8tvXIBfvcwfOnFqpb5b+cXPwMPHCh48QjRefmZxv/TzzKW5sAAoLIcBcaBOR8pNz4+zpEjR9i/f//MFxWsAEDYF+BPPg8f/3G4Wqs5e+OT8Ocnw2dxNzyyAT6xBR7aUPsjfqvpjcvw5RNhSd/Tb5ZyC//wJ+Af/eQs/gcF/g5kqgC4/l+lMACoLNeBk8DmlEaOHj0aCQC7ZtXe/ffA//p1+ORPwHCth+kvXQ/LB7/0EvT3wsND4fS9e9fBsgpVjno0Mh6+6L92Kkzse/Fcqbfz6U/NYbJngQCQqQJwJEsr0iwZAFSmF0kMACdORHaGa5998x9/CH7vP8MP/zSMjs3xxlK9/V4YH//iEWhtgR0r4NA62LsK7hyon9MHb7gyAofPwrfPwjdfhydOhzH+OvD3fwR+5V/O4X8YGZ24cg3O5jm7zyEAlcIAoDK9AHxfSgPRANC2CloWwOTsBvY/+TH4/V+Hv/VzNZoTUMnEZDhjYPo5A8t6YPcA7OiHjUtgaAlsWFz9SsG1MXjtUjgA6eQ7Ycb+c2fh1XeiG+aU4dOfgl/+eWiZy9SKyLS8Y3nmLI4Br2RpSZolA4DKlDz2efz48cgVLdC+EUZnf4DMX/9ueOz34fv/HrxezrD1zC5cC6X1R1+99b8v6oJ1i8IQwrKe8Lnx66526GyDnvZQVejrDP+b4XEYHoOxybCV8fhEmKR44VrYwOj8e3DhOpy+AmcKnI1bB9rb4Vd+Hn7m7yQ0EgkAx88mtH3Ty0RrDVJ1GABUphoEAMIwwBwCAMDenfDNPwhzAp5IPsKoBi4PV2XP/Plk4QL4nV+F7/vOhEYmiX4tn8gTABz/V2kaaJqx5qHkfV5PnTrF6GhkrdYc5gFMt3oAHv1CODhG9W3XVnj8DxK//CEsAYwMaWQKAEeztCLNgQFAZToHJO2EMz4+zmuvRaZit6fv8NPTDZ/7bJgXsGJZcnPKrKUFfurHQrVmx5YMDRbYlifTEEDkRCupegwAKtvJ1AaiwwAdaRWA6f7G98DhL4f5AaoPg2vgK78Dv/HvoDfXHMgCASBTBcAAoNIYAFS2yDT+Ag1UYSlgJQPL4Uu/Cb/5i1YDytTWFt76v/2n8Mi9mRuPjP9PTmY7BKjAJBapOgwAKtvJ1AbiSwGHSNhw8LZaWuAnfhRefhT+2U9DV2fW5hXxnffBk/83vPUvrsaWCJEKwOmLcD39YMdhMhyLLc2VAUBlS64ARIcAWjqgfV1qN7e1ZBH8+8/A838GP5y0o4GKuGMjfOHXQsl/784qdlSbJYAnCdthS6UwAKhsJ1MbKLwUsIq2DIUvpke/AJ94eI4bz2hGW4bC2/7hL9coaMUCQJ5NgCz/q1QGAJUt+SF48uTJ+EVVDgA3fMdB+OPPwTN/DD/+g2FDGs3d3p1h9cULXwnj/R21+L/nGNH3csf/1QgMACrb66kNnD9/npGRyMk9bdUZApjJnh3w+V8KcwQ+/akwVKBi2trgex+BL/9P+NYfh/0XahqkCuzLlykA5DlKSJojA4DKdoFCi65mNjk5yZkzZypf1LY6pYs5G1oH//FfwZmn4A/+WyhfWxW4vW2b4Of/ARx7DP7ov8NH7y/pRgpM7jt9MUtPp7O0Is2RjyLVg7eADSkNnDlzhsHBwZkvKCkA3NDVCd//XeHzxhn4H/8bfvtL8PxLpd5W6fqXh70V/u4PwaF9Zd/NlALHQL/5TpaeDAAqlQFA9eBNEgPAm29GTutpW5PSfFZrV8FnfiZ8Tr4Of/qX8Idfhj97DIYLfPnMd5sG4a99NIShhw/VYUWkQAXgTJ4AUG9HTKnJ1Ns/PTWnSP2+QAN1OgQQM7QuTG77qR8Lxw7/6WPw/x6Frz8FR16GiYmy7zDd6gG49+5Q0v++j8KGtWXfUUQkhI2Ow/mkDazfZwVApTIAqB7UIAAMEDYDqt9l130L4Ac/ET4QAsEzR+BrT8JXn4BvPA3n84w9V017O2zdCA8cgPvvgf27wwE980okAJy9BBORg4IKuAZcSm5FSmAAUD1ILoWeO3cuckUbtC6DiflzVG7fgvBF+sCBsNsgwMVLcPhoqA4cf+3mr0+cCtvT1kpXJ2zeEL7cd94Rfm4aDL/u6a7dfVRFZAjA8X81CgOA6kFyBeDChQvxi9qWz6sAcDtLF98MBdNduw5vnYM3z8LZc3D6rfD7t86FqsHYGFy5GoYULk2Vr9+5HEJD34Kwvr63J3yxd3WGX/f2wKr+8BlYAWtXhp+r+sN9NKxIADhn+V8NwgCgehB7fY8qFABal6d2U7d6usN8gqHabnfQmCKjRO9czdJL8t95KZX7AKgeJBdVmz0AKKOxyn+cqQJQ57M51AwMAKoHyZOhDADKYhyIzKW4mKcCkGcmgZTAAKB6kBwAzp8/H7+ozQCgiAJ7AFx8N0tPBgCVzgCgepAcAC5fvsxkbBp869LUbtToCqwSvZCnAuASQJXOAKB6kPwwHB8fZ3g4copLy4LUbtToCgSAS+9l6ck5ACqdAUD1YISwMUqSq1cjr2YGAMUU2HnxatLRVe9zCEClMwCoXiRXAaIBoLUvtQs1ugIVgKsFjgsuwACg0hkAVC+SR1bffTcyO6vFAKCIAgHgvTwHNuWZSSAlMACoXhSYf12ZQwBKVmAI4N08QwBNcO6j6p0BQPUi+YEYHwIwACiiSAUgzxBAcuCVUhkAVC+SA8DoaOyZ2pHahRpdgQOVMg0BGABUOgOA6kXyA3F8PPL61uLRF4ooEABGI1sFF+QQgEpnAFC9SA4A8QqAAUDpxgrMEyjAAKDSGQBUL5IfiGNjkVezFocAFFGgAjCeJwA4BKDSGQBUL5IfiNEAYAVAMbULAFYAVDoDgOrFytQG4hUAA4AiIgFgfAJiR04UtCpLK1ICA4DqwRLgrtRGJiYir2Zjx1K7UKPrrvzHYwWWCRb0ULaWpDkyAKgePAC0pTbS0REZ47/+56ldqNEtqvzHeV7+AQOA6oABQPXg4RyNHDp0qPIF1/8iRzdqZL1U3C6ivRU684wkGQBUOgOA6kHyw3D79u0MDg7OfMHkdRh5PLUbNYMKVYD2Nrh/W5ZeNkx9pNIYAFS2RcC+1EY+9rGPVb5g+OshBEgxkWGA79mbraeHs7UkzYEBQGV7kAzj//EA8BepXahZLK78x9+bHFff5zCASmUAUNmSH4KdnZ089FCkmeuPpnajZtFDxXkAu9bBhhVZejIAqFQGAJUt+SF433330dfXN/MFk8Mw8s3UbtRMFlb+4+/JUwXYBKzP0pI0BwYAlWkhcHdqI4888kjlC0Yed/xfsxOZB/CxPdl6sgqg0hgAVKb7ybA/b7z8/5epXajZRALAQzugtSVLT9+RpRVpDgwAKtODqQ10d3dz8ODByhcNP5bajZpNLxWnpi7rgz15FvEl/xuQ5soAoDI9kNrAoUOH6O6utH/rGIx8I7UbNZsWovMAHt6ZpadtwECWlqRZMgCoLF3AR1IbiZb/R56GiSup3agZRYYBMgWAFsJQmFRzBgCV5R6iR6/EPfzww5UvcPxfc1VgHkBbnieowwAqhQFAZUl+6HV1dTn+r+rpo+ITcskCuMt5AJrHDAAqS/JD79ChQ/T09FS4YhKGv5bajZpV7eYB7I33JOVnAFAZWoH7UhuJjv+PPgcT51O7UTOLfC0/sitLL+1A5ChLKT8DgMqwG1iS2ojr/1V1kXkAD253HoDmLwOAypD8sOvs7OTQochLk+P/SrWQMBQwg8W9sG8oS08GANWcAUBlSH7YHTx4kN7e3soXDX81tRs1u1ZgQeVLMg0DHAQ6s7QkFWQAUBmSNwCKLv8bexnGT6d2I0WPB840EbCHDOdiSLNhAFCtbQbWpDYSH/+3/K9MCswDaK+wbfAsOAygmjIAqNaS3/47Ozu59957K1/k+L9yicwDWNgD+zdm6cmDgVRTBgDVWvJbzv79+wuM/389tRspaCMU6Ct4KM8wwP34TFYN+ZdNtZb8lvPgg5EMMXEuzAGQconsB/DAtiy9LAXyRAmpAAOAamklcEdqI/ffHzk7ZfhrwGRqN9JNsQCwHVorDBPMgvMAVDMGANVS8vh/S0tLgfF/y//KLBIAli6AHWuz9GQAUM0YAFRLyQFg27Zt9Pf3V77I/f+VWzfQUfmSB7Zn6Sn534hUlAFAtZS8//8DD0Sej5PDMPJUajfSh0WqAPfnmQewHliXpSUpwgCgWukhnHqWJDr+P/IUTF5P7Ub6sNpMBIQMQVkqwgCgWrmHDFudRisAjv+rWiIBYOMArFuWpafIJBcpDwOAaiX5rWblypVs2bKl8kWO/6ta+og+MTMNA1gBUE0YAFQryW810bd/gJG/Su1Gur0WogcDZQoA+4DITldSOgOAauVgagPR8f+xV2D8TGo30swK7AeQQQceDKQaMACoFjYDq1IbKbYBkFRFkQCwZxAW53l3dxhAVWcAUC0kP8x6e3vZuzeyiMAJgKq2SABoa4VDyXtdAk4EVA0YAFQLyQ+zgwcP0tkZWURgBUDV1kH0YCAnAmq+MACoFqq/AdDEOzD6Qmo3Ulxt9gMYADZlaUmagQFA1bYQuDO1kfj4/zeAidRupLhIADh0B3S2Z+nJKoCqygCgajtIOFF9zlpbWzl06FDliyz/q1YiAaCnE/YNZenJeQCqKgOAqi35IbZnzx4WL15c+aIRJwCqRnqAyBt+puWAVgBUVQYAVVtyAIiW/xmD4SdSu5GKq83BQLvjPUlzZwBQNbVQiw2ARp6ByXdTu5GK66v8xw9uh5aW5F7agAPJrUgzMAComnYAycejxA8AcvxfNbao8h+vWAhbV2fpyWEAVY0BQNWU/PAaHBxk/fr1lS9yAyDVWh+hvlVBpuWATgRU1RgAVE2Rqftx991XIEMMfyO1G2l2WqnVwUCHiEYNaW4MAKqm5ArAvfdGXoDG34TxU6ndSLMXmQdw79YsvSwD8qwpkD7AAKBqWQokvwMdPBiZQzjs8b8qSWR+/rbVsDRSJSjIYQBVhQFA1XIviX+/Ojs74wcAjXwzpQtp7iIVgJYWOLA5S08GAFWFAUDVkvzQ2rt3L11dXZUvMgCoLN2Ew4EqOLglS0+uBFBVGABULckPrej2v0zAyJOp3UhzF6kCHMxzNHCW5bTSBxkAVA1ZNjA5cCDSxOiLMHE5tRtp7mIBYEuWDYFagI8ktyJ9gAFA1bCLDFuYRlcAjDye2oWUJhIAViyETQNZekreUVP6IAOAqiH5YbV8+XI2bYoch+7+/yrbQqKr9A/lGQawAqDsDACqhuSH1cGDB2mJ1U6dAKiytREmA1aQaSLgQdwQSJkZAFQNWQJARZPXYfS51G6kdJHBrkwBYDkQKYlJs2MAUG4LgJ2pjUQDwMjTMDmS2o2ULjIPYO8QdEeWCxbkMICyMgAot3uA9pQGWlpauOeeeypfZPlf9SJSAehsDyEgAwOAsjIAKLfkh9Qdd9zB8uXLK1804gRA1YkewlyACjJNBHQlgLIyACi36o//Awy7BFB1ooXoyYCZ5gHsAzqztCRhAFB+yW8p0QAwcQHGjqd2I+VTYEOgDLqB3VlakjAAKK9VwPrURqJbAA8/DkymdiPlEwkAGwdg5eIsPTkMoGwMAMop+eHU3d3N7t2RlxwnAKreRAIAwEfyVAGcCKhsDADKKfnhdPfdd9PZGRnmNACo3nRRq5MBDQDKxgCgnKo//g+eAKj6VJuJgNuBJVlaUtMzACiXVsIeAEk+8pHIC87YcRg/m9qNlF9kGODAZmjNczJg8r8zCQwAymcrkDzNKToB0PK/6lUkACzuhR1rs/SUfNS2BAYA5ZP8VjIwMMDQ0FDli4YNAKpTBSYCHsyzIdD+LK2o6RkAlEvyQ6nY+L8BQHWqg+g2PZnmATgEoCwMAMql+gFgchRGvpXajVQ9tdkQaAMwkKUlNTUDgHJoBfamNhINAKPPweR7qd1I1RMJAHeuh77uLD05DKBkBgDlsIPomWiVeQKgGkLkX0FbK+zflKUnhwGUzACgHJIfRjt27GDJksjyZk8AVL3rIyzUq+BQnmEAKwBKZgBQDnenNhBd/w+eAKj610o4sqeCTCsBrAAomQGJqTV1AAAT90lEQVRAOSSvS46W/yeuwOiLqd1I1ReZB3BPniGAtcCaLC2paRkAlKoNuCu1kf37IxXN0W8B46ndSNUX2RJ4/XIYWJSlJ6sASmIAUKpdQG9KA+3t7dx1VyRDuP+/5osCGwLdvTFLT84DUBIDgFIlv4Xs3LmTnp6eyheNPJ3ajVQbvUQnAt6zOUtPVgCUxACgVMlvIdHxfzAAaP5oIzoRcH+eCoBnAiiJAUCpkt9CouP/k1dh9GhqN1LtROYBZNoLoB8YzNKSmpIBQCk6gD2pjdx9d2QV4cgzOAFQ84oTATUPGACUYhfRYmdlxSYAPpXShVR7BSYCZqoC7MvSipqSAUApkh8+u3btcgKgGk+kAgDZAkDyJlxqXgYApUgOAE4AVEOq3URAKwCaMwOAUiQ/fOITAK/DmDsAah6KDANkqgCsBlZlaUlNxwCguWqlJjsAPguTo6ndSLUX2R5r/XJYFTn/qqDko7jVnAwAmqstJB4B3NHRwe7duytf5ARAzVcFJgLuG8rSk8MAmhMDgObKCYBSJQUmAmY6GMgAoDkxAGiuksuO0fX/YADQ/NUOdFW+JNOZAAYAzYkBQHOVvAVwNABMjsDo4dRupPJEqgCZAsBmYHGWltRUDACaq+QKwN69kSZGnwshQJqvIgFgcAWsSJpJA4Sjh5In5Kr5GAA0F+sI+5DPWWtrK3v2RHYRHvlWShdS+QpMBNyTZzd/hwE0awYAzUXy7mObN29m4cLIq8/oM6ndSOWKLAUE2Oc8AJXEAKC5SH7YRMv/ACPPpnYjlauTcGRWBXdtyNKTAUCzZgDQXNQgAEyGOQDSfBepAmTaC2AniQdzqfkYADQX1Q8AYydh4lJqN1L5IhMBt6+B7kiVoIB24M7kVtRUDACarWVA8rSl+BHAjv+rQUQqAO1tcOf6LD25JbBmxQCg2UpebtTf38/atWsrXzTq+L8aRIGJgHuHsvQUWVYj3coAoNmKbN4ft29fgREEJwCqUfQSVupXYABQGQwAmq3kAFBoBYAVADWKFiBy5MXePCsBDACaFQOAZiv5IRMNABOXwyRAqVFEJgLetQFaI1WCApYSNumSCjEAaDZagV2pjcS3AP42MJnajVQ/IvMA+rphy6osPVkFUGEGAM3GFgodcjqznp4etm7dWvkix//VaAr8q3EegGrNAKDZSH647Nmzh7a2tsoXOf6vRlMgAGTaETB5jo6ahwFAs5G80Uh0/T9YAVDjaSdsC1xBph0BrQCoMAOAZiN5D4Ddu2MvKOMw+nxqN1L9icwD2J3nVMDtQFeWltTwDACajeTyYjQAjL4Mk++ldiPVn8gwwLplsKzA8cER7cCO5FbUFAwAKqoPSD649M47I6MIjv+rURXYEXBXnkV8DgOoEAOAitpN4t+XNWvWsHz58soXWf5XoyowETDTmQBOBFQhBgAVlfxWEX37BxgxAKhBdRPdEjjTPAArACrEAKCiqj/+DzB6OLUbqT4V2BI4UwXAAKBCDAAqqvoVgMnrMHY8tRupfsVWAqyHlvQtgVcBA8mtqOEZAFRU8h4A8QmALwDjqd1I9StSAViyIKwGyMB5AIoyAKiINYSDRuasra2NnTt3Vr7ICYBqdLVbCRD5xyYZAFRM8sNk8+bN9PZGnn6O/6vRFQgAmSYCuheAogwAKiI5ABRaAWAAUKPrIvrUzTQR0AqAogwAKiL5baLYCgCHANTgWgjLASvIVAFIPrZbjc8AoCKqXwGYvApjr6V2I9W/yDDAzrXQHjkws4AVQH9yK2poBgAVkRwA4mcAHAYmUruR6l8kAHR1wOaVWXpyGEAVGQAUM0B4m5iz7u5utmzZUvkix//VLCJLASHsB5CBAUAVGQAUk/wQ2blzJ21tkZqmAUDNonYrAQwAqsgAoJjkyUTR9f8AIwYANYkuIJKHd+bZC8ClgKrIAKCY5IfI9u3b4xe5AkDNosBKgO1rsvRkBUAVGQAUk/wQiQaAiUsw/kZqN9L8ERkG2Lo6y0qA1UCejYXVkAwAiql+ABg9DEymdiPNH5EA0NkOG/Ms4nMYQDMyAKiS5UDSgqT29vYCKwBeSOlCmn8KrATYvjZLTw4DaEYGAFWS/PDYtGkTXV1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} | Generate code for a svg of a yellow shirt or soccer jersey featuring a green eye design or logo on the chest area. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": "emoji_u1fae8.png"
} | Generate code for a svg of a shaking 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">
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} | Generate code for a svg of a arrows pointing in opposite directions on a white background | <svg xmlns="http://www.w3.org/2000/svg" height="18" viewBox="0 0 18 18" width="18">
<defs>
<style>
.a {
fill: #6E6E6E;
}
</style>
</defs>
<title>S Switch 18 N</title>
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</svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white image of a flask with a liquid inside:My primary focus is on the visual representation of the liquid within a closed container. I aim to capture the fluidity and the subtle interplay of shapes and textures, emphasizing the visual form and the dynamic interplay of light and shadow. The key is to create a sense of depth and realism, with the liquid appearing as a subtle, almost imperceptible element. I'm interested in the way the shape of the flask itself contributes to the overall visual impact, whether it's a smooth, defined curve or a more organic, flowing form. | {
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",
"path": "00aee9904ad56a00490a2621430cc87ba4e3961f5102c90b9b811770360f00b9.png"
} | Generate code for a svg of a a black and white image of a flask with a liquid inside | <svg xmlns="http://www.w3.org/2000/svg" width="378" height="378" viewBox="0 0 100 100"><path style="line-height:normal;font-variant-ligatures:normal;font-variant-position:normal;font-variant-caps:normal;font-variant-numeric:normal;font-variant-alternates:normal;font-variant-east-asian:normal;font-feature-settings:normal;font-variation-settings:normal;text-indent:0;text-align:start;text-decoration-line:none;text-decoration-style:solid;text-decoration-color:#000;text-transform:none;text-orientation:mixed;white-space:normal;shape-padding:0;shape-margin:0;inline-size:0;isolation:auto;mix-blend-mode:normal;solid-color:#000;solid-opacity:1" d="m33 .3 5.9 5v29.8a33.2 33.2 0 1 0 19.4-.3v-29l6-5.5zm10.7 4.8h9.8v33.5l1.8.4A28.4 28.4 0 0 1 46 95 24.6 24.6 0 0 0 65 56.5H22.4c3.3-8.3 10.4-15 19.5-17.3l1.8-.5V8.4Z" color="#000" font-weight="400" font-family="sans-serif" overflow="visible"/></svg> |
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} | Generate code for a svg of a a small ceramic dish filled with olives. | <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="#fcfcf5" d="M0 0h96v96H0z"/><path fill="#e0d7c2" d="m68 39-3 4-1-1q-3-4-7-3-4-6-9-1-3-5-7-2-3 0-3 3-4-1-6 2-6 10 8 13l8 2 16-3q-3 8-11 9-23 1-26-21 9-12 23-11l13 4z"/><path fill="#493c2e" d="M41 36q3-1 2 2l3 3v1q-7 3-8-3 0-3 3-3"/><path fill="#7d6851" d="M41 36q4-3 7 2l-1 2-1 1-3-3q1-3-2-2"/><path fill="#664031" d="M57 39v3l-10-2 1-2q5-5 9 1"/><path fill="#8c6234" d="M57 39q4-1 7 3-1 3 2 5l-1 2-3-1-3-1-2-5z"/><path fill="#351f13" d="m47 40 10 2-1 6-2-1-6-3-1-1-1-1v-1z"/><path fill="#8f7e66" d="M68 39q2 6-2 12l-4-3 3 1 1-2q-3-2-2-5l1 1z"/><path fill="#886131" d="M38 39q1 6 8 3l1 1q-6 0-1 3l2-1v3h-7q-3-3-7-3l-2-4q2-3 6-2"/><path fill="#5c4124" d="m32 41 2 4q4 0 7 3h7v-4l6 3h-5q0 8 7 5v-4l1-6 2 5 3 1 4 3-2 2-16 3q-1-4-4-4l-4 2q-14-3-8-13"/><path fill="#886441" d="m54 47 2 1v4q-7 3-7-5z"/><path fill="#d3b07e" d="M47 43v1l-2 1q-5-3 1-3"/><path fill="#8f6542" d="m48 56-8-2 4-2q3 0 4 4"/></svg> | |
I draw images of women swimming, focusing on medium-light skin tones, with a focus on curves, shapes, and detail. I aim to capture the fluidity and movement of the figure, emphasizing the soft, graceful curves and the subtle details of the skin. The overall aesthetic is clean and balanced, with a sense of serenity and tranquility. | {
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VS4A/od0X+uxC/BzrrEXAlpVNK8bvAk8QP8u66jFgo8qmJbXQ+4jfEeuuG4D9qxpYgCuJn2Fd9Y8VzqlpOwE/In6GddenqhqY1FbTgV8TvzPWXctJK960ca3Y3yd+fnXV4RXOqSnTgFNIT7WJnl/dtYh04Z/Uex8kfodsquYAb6lmbI3ZlHTAip5d1XUX7VsO7VXAzcTPrqn6QjVjk9pvQ7qzcsigdS5pAfK2aPtC2muqj1Y6oXptBnyVdFV19NyaqkV0e01laWgnE79jNl3zgdNJX6WV7kTi51VlLSddKdoGx9K/D5JPAZ+oYnhSl0yjO8vaDVs3AIeNP8JabU53lkJ7Cvi3asdTi33o9i0fuZoLPG/8EUrd0+X7Kgep80gLxpfqYuJnVFUdV/FsqrQN8DXa/dzWcevksacoddi/EL+TRtZS0tWxLxx3kDXoytfjD1Hm4tozgY8DC4ifUWRdQ7fW3ZUqtyXpBuPonTW65pGeSlLSjdYvIn4uVdQXqx7MmKYBJwEPED+b6FoGvGy8cUr98F7id9hS6l7ShTSlfMKeRfxMxq2S7p18C2kd0+iZlFKfHG+cUn9M0M0F08epn5N+w432KeJnMU7NpYwlBQ8GLiN+HiXVzynzK3GpWFvQjxV7RjmYHEvckxSOGKDHkuus6kcylIOAHxA/h9JqEfCSMeYq9dbR9OsG62HqauDI0Uc7svVJ939Gv/5RK+qs/JX0Y13WUcurXKUx/CXxO3HJdS3pDLPJpdjaepvIYmBGDfPIOQL4cQW9d7m+MfJ0JQHpIpYLid+ZS6/bgN+jmd94Tm/4tVVVl9QwizVZj3Sf5nUNvKa21y/oxkOzpXCb0N9Ve4at+4APA88fadKDOayA1zlKnVbHMFYyg/SklTsKeK1tqAeA7UcZtKQ125F+rnc5ai0EvgK8dJRhr8N00kOpo1/jsHVADbMAeDHwaeDRAl5jW2oB9b0fUq8dCDxJ/E7etvoJ8DvAc4ee+Nq17WHOi6j2a+n1SBdTnUe/l5obpZYCbx5+5JIGdRjpbCl6Z29jPUa6PaKKs8xPFPB6hqmrKnjNkNZhPY30LMvo19TGmgR+d+ipSxraG2jnV38l1VXAKaQlA0fRtgXsPzfi64T0FIt3kq729Xal0WsSbwORGnUUnllWUctIV4P+HulRWoPaooDeh6mThnhtkBYofwfpAduLCui/7bUceM9Q74CkShyKv1lWWcuAK4A/AfZl3av/tGkR7yPW8VoAdgNOJT2r0g9h1dVS4L8PMH8VKmoZMFXnFaQlwV4Q3UgH3Q9cTgrPK4HrSV95P+3HlLXAeM5OwJ0r/f9TgT1JV14eQPrte/vm2+q8ecDbgfOjG9HoDMpu2AH4IemMQPVZTLpH8PYV//eVpLVL2+B9wNakMNwB2Jt0m4vqcz/pt+zroxvReAzK7tgE+C7pzEBSrBuBNwKzoxvR+Ep5xp/Gtwj4JuleuVfihyApyjnAm0iPNFMHeDDtpjcCZwMbRzci9cgy4COke2zVIQZld+0C/Avpgg1J9ZoLvA24NLoRVa/JRxOpWbeRLjT5TnQjUsddDuyDIdlZ/kbZbUtIF/gsBF6DH4ykqn2OdI/k49GNqD5+9dof+5MeELtzdCNSB8wlreb0/ehGVD/PKPvjXuDvgI3w8T7SOH5EenLKtdGNSKrP60kPOI5e2suy2lQLSAvp+01cz/iG99cWpDPMo6MbkVrgGuB44NboRtQ8L+7orwdJ91u+E5gf3ItUqmWk+yJ/A0OytzyjFKQ1Yr8CHBzdiFSQW4ATqe6h15JabgI4AXiY+N+CLCuylgBnkpaDlKTVbEla/i76YGVZEXUZsAeSNICjSU8+iD5wWVYT9Rjpilav29BqvI9Sa3Mb8Lekv5GD8ACi7joPOAq4iBSakjS0lwHXEf+p37KqrHuBtyJJFZkGfAB4lPgDnGWNUwuBM4AZSFINNgU+Cywl/oBnWcPWD4AdkaQG7AacT/yBz7IGqeuAVyFJAY4AbiL+QGhZa6r7gJPwwkVJwaaRDkZziT8wWtZTwGLSTwQzkaSCbAb8NWllk+gDpdXPmgTOAbZDkgq2HXAWaUHp6AOn1Z+6CNgPSWqRPYBvkz7lRx9Ere7WFcChSFKLHQhcSPwB1epWXQ0ciSR1yEGk+9g8w7TGqStIaxH7mEBJnbUPfiVrDV+XkwJSknrjpcA3cJUfa+01SVq0/NVIUo9tCZyO68haz9Ri0nNR90SS9F82Af4YmEP8gdqKqYeAM4GtkCSt1RTSb1EX4e+YfalbSA9Ono4kaSj7kB4gPZ/4g7lVbS0hXdR1CJKksc0krSd7GfEHeGu8uhU4DXgBkqRa7EH6HctF2NtTC0lnj0fg/Y+S1Jj1Sb9lng08SXwYWM+uZaTfmU8ANlrLeygVr42f7KYDG+KOp2ebARwDvJ10xrmqu0gHb1VrW2DqKv/bbOBbwD8DDzfekUo2f0XNi25kGG0Iyl2BN5FuON4b2Ca2HbXUdNLXf6rWHGDr6CbUOg+SHvj+U+Bc4IbYdvJKDcoJ4I3Ah4CDg3tRNxiU9TAoVYVfAP+H9CzRpcG9rKbEoNwb+BIGpKplUNbDoFSVZgHvJZ1pFmNKdAOrOBm4BkNSkvpoT+BS4C+A9YJ7+S+lBOUE8Bngr0lXMkqS+mkK8BHSBWFF5EEpQfkp0vJVkiQB/DbwHVa/qrpxJQTl+4A/jG5CklSco0mLi4SKvphnH+BqCjm9Vqd5MU89vJhHdXsKOAq4IKqByDPKKaSrWw1JSdLaTABfJPDJMpFB+RbgwMDtS5LaYXvg96M2HhmUHwzctiSpXf6IoAt7ooJyD2D/oG1LktpnK+C1ERuOCsq3BG1XktReb47YaFRQviZou5Kk9jo0YqNRQfmSoO1KktprR9Ij9RoVEZQzgecHbFeS1G4TwE5NbzQiKDcO2KYkqRsaz5CIoNwgYJuSpG5ofOGBEtZ6lSRpUI0vvWpQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlGFQSpKUYVBKkpRhUEqSlBERlMsDtilJ6oZlTW8wIijnBWxTktQNTza9wYigfBhYGrBdSVL7PdD0BiOCchlwR8B2JUnttgC4u+mNRl3Mc1XQdiVJ7XUVMNn0RqOC8qKg7UqS2uvCiI1GBeW5BPwgK0lqraeAb0dsOCoo5wP/ELRtSVL7nAfcFbHhyAUHPgksCty+JKkdJoE/j9p4ZFDeDZwZuH1JUjt8Fbg2auMTURteYRrw78BBwX2o+6YDC6Ob6KA5wNbRTajT7gb2BR6JaiB6rdelwO8QcAOpJKl484A3ExiSEB+UAL8CjiSt2CNJEqRvgN4KXB/dSAlBCfAz4BCCrmiSJBVlLvCbBN03uapSghLgFmA/4LvRjUiSwlxC+k3y8uhGnlZSUAI8ChwLvAG4KbgXSVJz7gKOB44A7g3u5Vmir3rNmQCOAt5F+g1zemg3ajuveq2HV71qHEuAi4GzSd8mNv6syUGUHJQrWx84ANgL2AXYaEWN6xDghRX8OyqfQVkPg7If5gEXVPTvPAncSfrW8ErSE0GK1pagrMsFwOujm1AjDMp6GJT9cDvpJKWXSvuNUpKkohiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGUYlJIkZRiUkiRlGJSSJGU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"path": null
} | Generate code for a svg of a black and white illustration of a gift box, adorned with a decorative ribbon. | <?xml version="1.0" encoding="iso-8859-1"?>
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QKBlJguEl5gXs2zsxOzW178cpL4BAAoDQDeT/pH/xuLD2dUs/Jv4fJu3ZiD98nGH1O7L8zVh/XJvfsh0uWfw24ldbAeuEzsBl8DMji49BzHTfGLJnTTqleaLH1C4KuDYTwCIGHOWD4X1mfoAsErSugKCPF46SBXnJDBfIYYFSNW+ARvz2kIBLCFBeAIEEAKF7iL8c74dTAclrWf1eZPFHJK/W+Ye1+sJTAOWmPl4Kyx/AMuiHqTF+qemPXtqnuvyZQbx6V0A3mTNDKCRL4WNNsu6zFgkJBUGMGJDHBpuvm7EQsDYJciQH2rwBIaFrQkBPELQLgOBS9gYgxsdGF48dO/wwiQACCQBCp5H/KQi6+p2qavXLbn/Z5e95yfv7O8v85Gl90f0K8UtWvh7rV5P9VDJmpulvkL5C3JbOf9VOR8Y6+RTVmglxnsI7oGf7m/eb3QTlNsChO0GvCAAj1g+WfYonoEpOgKs0UEkWLJnX9VJB2QsQioCBgX44euTQE4ePzHySVhUCCQBCp5D/00ayX1UBYI/1Vzr6yYIAIFHTH3A2/IlIW23/G0P8DNQe/1ZS1/v/A8TTvqvOnzXhtOfa+/AGv6eeQ8ATeAdsDYEsYqAWIaAPGNIbCiklge68AC73HQiteEe7YFkIKF4ArUogFAPlCgESAQQSAISOIP9Hy5b/uEr6kWs/uG5r+GOx/hN0+HPW+VeEgGf28Tda/qrEH1YVxBG/ka2vtgBwOPgdzXobQPrZdgdkTgu+HkHAkzQW0i39pEIgNkmQKxUFanlgUm9AODXQ5hUoqfF/OTfAyAuICwkEIgCTA48eOfjJO07c/QStMgQSAIR2JP/Hkfxl0q/U+Cdw+3u6la819/Gs2f3SY+KsfmW4j2TZy5a/Yv0zpRufqgeY09q3N/RpLOmzFp/B2egCbpQEVhcC0T08sRDQpw5yY5KgNSwQ4w2IHxwUELhc7ufuDmgXAHLnQBIBBBIAhI4lfznZLy7e74WDfTy9rt+LL/XT4vuMae5+Y8qfK9O/CvFr8X4zQa9aP/80px1XXpO1+RlbnyCIFwIK5fM4IaDPA9C9B6oQ0OcFxAkAqzegZIYFACxtgkv2vICI+N2JgSQCCCQACJ1B/kajn2TJfkm6/Nlc/2Ar+3O4+e0lfhYRkJj4q1j7sSEBF9lHT2YdfobWJghsVQTcKQTcMwj0pkCyEFDDAdH4YDDbBAM3OwdqjymVG/2YIYGSMipYaQBUJScgEAQkAggkAAhtTv6V2H5C8g+9AXHxfs/i8mdhcx7mVbr9mVa/xbqv3K8Ra0LiN6L5LIb4jVJAlpDwsyT9VvQDyFoMVBcC5iRBXQio+QOqECgpj9O9AVF5YeQNKGkiQPYIxIYDpDHB5thgOT/AHQogEUAgAUBoM/K3Jfup5C9n9isWv2L9x8f7jZh/1Vi/nNwnjeFlatN9NRSgZewzZoztZQzqJH7uPBVrJ/7qT6zltZMRdm3CQK0EqO4ZsRcOcOMxav8A3eWvVglE93FDBNgaBSlNg7htlLBtOqDD+nd4AGwiIBALpgg44ouAEyQCCCQACG1l+Sv7zfI+9brU+a/KgB+D/PVkPr2UL0WynzvLX6LzKkN83MSfJemzzAi+MdY8r+F1eMIlqZoQ0GYGxAkBrr6WERZw9QqIEwCSCHCVC9qEQOTmJxFAIAFA2G3k7yVs8MOYw8r3JG+ASfAeY6ZFLz1GbeQXR/zSKeMM97MERJiW+FnLCb82QcBTPj+ZEOCWKYNWIcDNvgJK22GuvxZXhEFcs6Ag7l+yewHk5EE9L0ALBegxfrlvgFEiSCKAQAKA0A7kb034s5F/eL9B/GbZHzNc/HbyV7P+w5wAFhPzt9wvE3HMJD7D6o8lfl71dEtO3KwBhF9L9UFWgoCneB5P8Ll5bEvhiNANR0AkBKRKAm6MGNbCAZoYsPULiLwHVXIC6hQBRUti4PGZIx8/NnOCJgkSSAAQGkL+osOfT+zjjSB/V8JfcNWzu/zlUj9tTK+twY+13M8ozXOQP6vnBEpK/PWSfrNO51rc/Ome7+4WyFILAb1ToC0soIuA8HlmToA8XRCsFQE8kQjQ5geEhF6pAHCLAFt1wEB/Pxw5evCJI0eOf5JWKwIJAELm5B91+FMT/0zyd7n/6yd/ObFPJn8l5g/6QB9zSh+LIf7o+e5TpD2Iv51O3zQWftZCgMdMHDS7CEYawBQB0W2uvD/XBIBteJAzL8AlBiwiQC0BTCICwksgEUAgAUDInPxxqt9Zn2xnKuRfyfAPrnu5hJa/MuqXKZP/5BHAUdKf5yjrK78WQIKEP4n8rVa/g3xdLMyTETRLxOIsJeknlB0NOquTl/HxlK+VjRDg+v3c5g2QrX/TG1DOBVRFAIBG/JoIqIQAqosAbhkhnFoEaLkActvgMZwiePTQw/v2H6QpggQSAIS6yf/pYKqfbvVrQsAgf2n0r5Lh71Ul/4jgHSV+csa/i/xtVj/ozXv0zP8Yq79MFNWJPYnVn4b4WUvIPjtRwDMTAnFDhOTkS3fEgVtfJ7k3QBMBoIYHQhGg3E4iAlx9AqyTA+39AcINMTExvnj40PRpXwTM0SpGiEMPfQWEGHzMJ5hTaiOfsLaflRv5sNTk71U8AeAc5esif08f8yuxoJX8matzHzMvbORfIf4kZFxdHCQjbpYB4TenEZD+eUxBED9xMHx+8DyW4L2YQwhEPQWYLgIqL8sqvyXn0XuJvcHOynEWCgnmPy54miT+ePhh5KoDPDi1XXi75P5GlbvxvEIyD/eIttclYCU8X3CegP+PV/L/Dy7x/XAfY6XgnMAHQTB3YGFhcbyvt/czN29cQU/AIi1jhLhjkECwWf8f8S8eD4hasvq9qHTPK98nt/E1hvoY5O9p5O+Z5O+ZoqCS9e/I9vf0x8tWPWgT/mxeAZ3geRryZ1XIP3pvxuJInIGr5C/Z85jzNbJxFlZ/j/jPWv151R5nCjm7UHG+vaOnQ6UXBAOrmIzmTJS7T2qtp8PrniZaxbHslc+JyqWnCmTpXPGY2ihLnqQpn3cek3JvlGmbwee8eu3GqZXVtSdpJSOQACCkJX8c6/thmfT1dr5RK1811s88m4tfXcyqkr+R7Fel0Y9i9YORB2C07WWgufylKxLxJyH/aOBQvCWelviTEWmjyL5WUZBUDFR/TjLBUEUoOD+yTQRUukJoIkBuHx0JUCMvpTJ7IjiubZUqRllrmbxNEcCU+Rie4jmLBIW8PxLWXuV4f+ONy49evvT6R2hFIzTLT0jofPKvlPvJjX7isv3lckAls18LHZh1/Z4j7m+SP8R2+QO7ELC17jVc/uUrllqyalZ9Ujd+PPHbrNtsTtWs8gNqHeiT7rWqPZ5X+Xw85ScBLdNffbTeMEjuHWC2DeZGomA0OEjvHhglCiafFVDS2gbLSYHunICwPPCuu47/+L79B5+i1Y1AAoAQR/5a0l9E8F5I4nIyYEj6nun699KSP9PL+tTHG/H+2Ix/C0EzrUmvQf7csOzrJf/6iT/56VlvMmEK2qxBFPCEz08iGnhNIqDyGGZ5T+7qVSDNF3CJAO6eJ2AXAVDJ6jc6BsZUBygVAaEYCJMCi1HVgNooqCjeg5ICCS5QEiBBxsd08q+4FT3VPVmx8KuSP0tI/lDxABgjfC1d/JTBPpaa/kTkz+1JZ7WTf/OIP0tPQfrX4QmS/2yvxY3Pz3n848zH2jsuRgmCPOY740Hyn+EV4tGrcu23FHWf4X2snDDI8SlRIqBIFPTvQ1IWl1GtKA9fg0fJherfWb4eZPpFH01kCPrnTzkt0POClMFSKUg2ZOVkQLxk4moJM2T9R3jBU/G1/DtQMGBS4ODgwGf83adpiSPIoBwAQmj9P+6vWY+rrXmlWn/PU5P/PHtjH4/ppX2e2c7XlSRlm+RnJX/mIH8Gem//SszWSv48FfnHx/vTkX98bNxN+vYYebPzAcz3rJ6oCNbPmeZ7sA5jsvxG8eKNW352ZskJiT6HkigqjidPSgoMQ11gn2MB5uTKuDkXej6A2SpbzQeo5Od4apVNxXNXrg64evXGqdfnXv0YrXSERpgLhM4m/xn/4qy/WIy74v2elzPL/ZTEPj3ur+YE2BbGSszfYfm7yF/u4a839FHIH1iqA7wa+Vc7jZJY82ktfjs5tjN4Cs9AksfXlhsQHxLgkTeBae/Fbekg6mwBuYGQHBIw8gHK+6L+ANVyAkqV3gGuxkDKGOFKXwC5S6DZG4DyAQjkASDE4TNB0h/T3PRRlr+nWyAsfoKfQv4QQ/4M7OQPetJfdfIHbapf48k/+jy1kX/asrjayV+20JNs2XgHknoF4jwjtXkD4qs3Qk+O7g2IkkrVl1ZDS/JLM3mkNJjhKrmyxeoJAL3tte18KnvhdM+AEWqTy3KZlLwb7NvY3IRLl68+efPGlXFa8ggkAAii3h/j/lG9v9zcx9PG9drL/Zzd/kAie33Bg2jRA6lEyjrIR2rsE0f+zGbUNZT8k9W7JyU1N/HXQvTafAVIt9ld1bWKgfT9AZJ4PjITAYrZL31ehwiIHEx6QmqMCHCFAzxbqaAjFKDk4Jg5N54SEvAsxwCIfIClpeXP0MpHIAFA5O8TP9b729ryMq3+3+z4F7vZrH6lux9onf7kBdNN/kxp8asO9zGTAVtF/umIrB7i1wm/0Y2AdFGQrVcgiXDKVgREkL0BTH0Esx8XqUSAVyUnAPRBWK4BWaoYUASBJNo9puYBKPkA126cuXRp7oO0AhJIAOxuPBm5DbUpf3qXP2tCkj32HycGwna+UWmfpa1vDPmbq3FEAjr5c8u1eHLOjvzTuLLTEn9zCD8ZsdcuBtIlTCbzFqQXAervzKULFtsmOk4EQKwIgEQiAKxhNkvybSjGY5IC9W17uwDXrt388M0bV2ZoCSQBQNid1n/Z9W+L30d9/lm1xD4Ac5FyZETL7Xztrn5m6ecPDvKXY68W8ufl8ivgMZZjElJIQv6m5VrN6k9L/CbptxvSioH03oBkIiELEcDl0QKqCGAuEVD5FiRvlC0c4JkiwNEpEBzhHLcQ96x5A55WGYD3Ly0tj8/P36ZWwSQACLuQ/JH4jVa/eiKREWtklnI/IxxgL/kD67CfJORvmdwnk79tcB8Par7jyDdb8k9urZpklYz4O6tgJ2neQNKwQJxXxSaqahEBxlEU9YnQckxBby0NWgthPVdFOcYloo9iBpVcGM9RNut5Di+AfA56poivlNhq5zXi2vWbFAogAUDYhXjStNrtcf+Ka1FJ1tMI3rPVPoPUyAcqOQBmtj9ooQCT/A1SdtRsV7q2QbuQfzWrv9uI307wyeYl1JpXkfY3jhMtMSJA/6RMfy9migCd/KWDgGkhANCFcgLL30gaLB/DntKDwzMSBMOtWCzCzZvzFAogAUDYRdb/B/2T/5TnMTCT/8zpfrYcAC8u1g+WxCXJIvKYjfxBdZtKC7VJ/gxMnwBTarNrG7VbO/mnT1ar1uwnS+JndW7ZewWq/TaNFwHVKgN0EQCW1BOmiQAwRYB+rCqDhGIaBFmqMOyVGcwYLKSK9oj4mVHiGzwWqwJuLy5RgyASAIRdQP7j6PpX3YFSCMBWawzMamXEEb+5mIGSxWy29mUW8tcIiIHRClhaoi3kz+pc+JOTfzWiStbBLgvi18ibsfr5nzG5DV4GoiDZ6OQkHQKriYC4/dW8PWDRAZa/xPJwpu1nRsIgA7XyBVwiQDn31Fba4BDjnv4YTxf3nlEaeP36zUdv3rjyKK2QJAAI3Q3s9T/OrO16ZavdU0MArgx/r4pr0pjs5+jr79nJ3+L5t5C/bZhPuil72ZB/tez02sfaJiJ9jewz4X7QXN6yKKi7MVE23oBqOQHZigPHK1jEirrfLgLM0cJq06tKOE1JGIT4c9DzFOtfCe1pYb5ww6qAK1euf4waBJEAIHSv9X/GP9kfN13/4cLgWWqLWWw2vz2730X+Mploff2rWv72pr5isEs0qs1JKOljwrWQP6Qkn2o16ulIv9ETAdyCoJ53ZXXMV6hfBNSWK2D1A4A5cILFiwBQx1wzKauVyb9rTGKtqxrH03Jz5GqeykwPLRRwe3FpZm1tnRICSQAQuhFxrn+muf6jhcdzlB15zoEnHpOJSR3rq9T4g7TYWRZjxuxLujoZjick3DSWXuPJv3arX2X7VnYByFYMtFoEJPcOhMcct30fMSJAFjwgW/96TwDQewJA8nCbdTiXZ0321c9tkRB4a4ESAkkAELrQ+scpf2fMWn3PPmlMb+4DoHgDZMtdaWMKcnMfplg15lQ+vVu/0shfu8o0yz/5ol3L2NxGk39NxG+x9ttGXNrEQOpPyTJpvlSbCEgrELWhQXJjauPPDpsAqa+rlAXK16UqGV0MmB44L5EIUHIJtFCA/Jzl5RXsD0C9AUgAELrP+rd0Fasay3e4/b2Ybn/aIshAXeQU64dZFu6Ynv6M2ck/veufpZjKlyX5pyfFKEms/Yg/TgzUKgTcIYFqyYFpREByQeg+tmJEAIBWpyof7/rsCmYpEQSjTNC0/EF9nETs4fcYHwpgxuhgfOyNG/Nnbt64coZWTRIAhC7Al770pY/4J/iMnvhjdA+TXf8ec2YZ613KFMuUgdri1/AM6EulvigyC/kzzfLnKRbwLOL+SYkrCfnXTvwdJzqtQiCNNwBSegPSVAekyQeICxPpIsAUsfrfxGxTBHUPmTKaERTxba0YcHXmlEoDRR8PsE8alMOCODHw5s15KgskAUDodJTL/j5gnOgQDRMBLRTguRYTS5kSgJ7xz7S4v7q4yUQY29vf+RfxlNZ/OqFQv2Xpav6TlPwiH3/2xN+aHgCqEEjzuqyG8A1LcVywFMdSnDCQRYCW5Gdzb8nngOI1MHMDZMtfEQKetB9iBgbFlAjaSgLDbX7h9qmLFy88TisoCQBCJ/+4HvtgUPbn2UuHPDWr2LOEBxTro7JASa5FkDL+Qeryp1v18kLKmEn+eo6AsUjzlJZ+Gtd/48g/DeEBqyaA6iH7LF6nvk8ksWImIiDdAKKk3pq0oQBdBKiPNw9z5hYX1twAcIYCzFkB6nkMoHkOEoT6wmFBC/OLH6YVlAQAoUPxpS99adw/5T8QG/u3ZPRDojak0QpnlAHKi7OW8e8kxpi+/skW8nq8ArXH/bMh/6ys/ipEnYnxX58gqM0bwKpMbaz3t0v6u1XbF4qAJM9VEx6ZngxYEQHqOSk/FhhLHAowqnbKswX0PAD5MVgWePnS6x+hlZQEAKED4Z/EH1Sb/mg1/zGNfQBi2pLqixPY4/7Kwq2X/hnk71407UVXtVhxaVz/TST/uqx+Bxln4QBI9Bq1C4F03gDWsH4N6UIB1farbgC3F8DyeuE5Y/GaRaWCcq8AtRJHtfbNfB1XOaCnDRCS5wTML9z+ADUHIgFA6DA8/TRa//AB+QT3KjH/uPah9mYjoJC+XgJoKQOXypjUBZ+Baz12TvVzJv25Fu9aXLjpSCJT8q/Plk7sAMhGVbreI/2b27PlmyECGiMiZU8A58z26QEsnSPN0JnlfGHKMxxjuGURD7F5PM5ZHvIsEC+YE7C9XaDmQCQACB1m/yvWP57MYCT+2Yg+3vK3uf6VjGWp3MkY5iO3PVUWNfuialr+1UmitiSudKRR3XJMTv7p+dreJbHaizRkDFCsGEjpDWiCCKgu5iDD/bxSrmo0tIoTAeqJU/EGeFqzLTkHALRYv2uYkG1ip72XAFSEQKlEXgASAITOo38GHzDa/SZMABIHhcXyB821CLqVoSf/aQ3SbQ19mGNR5WXzP8sM/9oXc5aC5NORf93En5DwszD4WYqPV4s3ICsRkOy3ztLid783j/lbncceOGYGSOW0wNweOUUMgOrFq4T4lIRAiGkO5pEXgAQAoZPw9NNPPx5Z/57WpMfexAdie/2DkpUsTT6XXP+WuD+AkQDILM3+zEXT1u0na0uOZWotur0M9ZJ/cuJvaQQgAyGQVgQkFwesxmMkg/1GjwDHxCDFCwDG4CDF4wZqKEAV6WBp5x0TLqiSIIwbeQFIABA6yvq3dP2Tyv5iLQSbC1Hr5a+6HpmSza1mKptlgCb5OwL/AA20/mtz/dfWT75e8q/OebVF3uuv/0+XG5i9CIgTXLWIu8bsKysA16RAp3ixeM+kWQHWqgAAYPp/VfsBsOothctegM2tLRoXTAKA0ObW/6P+OTsTJfNA/CAfz106FC3kWoax3IJECUPKJgxYyL96cp69x386t349Flwt75ss7l8H+TtYtjpV11MKkO65sUIgpVRJJwLcb9p0a9+6n1ncAEw3/q2fXW8mpDTXkjprxs8KcHsCFMFv9AHRvQAl6gtAAoDQAdb/B1hMHb960pvuf7AuAiDF+UFJ+WdStxKmuSetCyOrNmMtS0Kvx/qvt2a8VvK3uPxTEX+zBgInl0y1eAOSiwCW2W+fzT5IdXQrrX8tx5oRCtBcB4wxyzRGiJnR4T7PvSqdBLEvAHUHJAFAaFPMzs76lj+cUa1/s+mPbcY4WC1/iKx9PQkQmDLmRKn3t9b+g9XlqSyPPKmF3uhabtf+WkggLfm7WT4Z8dfI6Rk+Mbk3IDsRkJUHqP79NRwjTH+Y2mhLDQWoY4PBGBGs9g2oiAgthGd6BLxyr4A4L0ARVpZXP0ArLQkAQnviw6b1D/HWP1Tr+w/GJDq5k5ur5a8e92fV3P/OIT+1l/412tpLVCZYK/knpzioqwYwzWNqEALNEgG1lHk20uK3Hxv2klb7N8gMXcA0N5rSZ4OZbbbVXgCsSkJgZCxATC4AzgigSYEkAAjtZ/2P++foo2o5D4ux/h2d/JjWyc/iAQC14Ki6FVTN9V8h/zRlXLUt1llZfqksu4aQf4o6wHpRWx2ge2/DREAr9qcVCjxmliUzG2MxfXiQfC5pFQBgSQhkMUm/1n3xXoBCoQA3b82TF4AEAKHN8Kit7a/b+ge79a9Z9+qCouYA6G5KY7Y5QEyzG3eb37pIN5VXoB7rP5lbmqX5DIld/h1VB2j/xDVUCDTbw9OwY41XmWjJHH4zpo7PZjYvAFi8dxahD04vAKvqBVhZXn305o0rM7TkkgAgtAmw8Q+AeSJbrX+LdQAxlQCMac1HZOtfW7MSLv/Rbl4f2WdhlWXrFYhUT73kn9jqbzTpp+N6t2iqQwS0ixcgC29TpAFYsm+N6SOGmZmXopyjklgAC+En8ALEDQFbXVuH9fUN8gKQACC0A2ZnZ0/5p+wpV6c/m9q3Ej6Yi4fsemRSFxJlkBvTFiHN+nevgrL1n537vy7izsIyTEvGick/g/cCS6249l92QqAVIqCxXoD68k3k1+AxdQFgVtQ6pgdp2hzkAJ08YdA12jtZcyDzcQu3Fx+nlZcEAKE9rP/HlIQ+qGL9O2L/ENcHwGX9M+a0/plz0VQy/1IssFkuxtlakvrrJrb+ayX/FFZ/WoKvWRBkIgKyOB9Yxr9p7aIz9nncHvqK+8bkc8psGuTwAshuf6MkEKxeADnlxyYElpZWxm/euEIigAQAoQ0kwOP2eeCyxR5n/UsLkM36Z6r1D0bPf1A7lyh31bq6Z/u87JL8qlifaV3/tZJ/ChKv++hK81p1i4BGhQIaMQyq9uPOoQEsf6d8W04IZKoXAPRNGrylewHAHP5llhPavQDh47Ex0PUbtx6jtZcEAKGFmJ2dVZL/wol/1pM4xvp3dQFUroM6mtRp/bNqedC69d94938WCz/LxFJl1a7WRf5ZkX5dr59wQmDKdkJOcmy2EMwuDODyg2ma0uYZUCICaoUOaFM6meYy0M93RRAwSBweWFtdO0PJgCQACK20/Rl7j6u2354BbFr3euMRZWEAiMb+VEoDLdZ/GkJ2mD1ZZP/Xugg3z/pP+uekI/9GE3/NQiCNCEhdGcAyOBbaQHxy+2NYzAdimjKQvf42LwCzeAFALx1k0ahwzzZETBcA6xuwtrb+OK3CJAAIrbH+y7X/tiQ/N/nLLkFjep9m8Ufcz9QxpgyMHIDk1n/9C3uacbCMNer9ahQjVeP+qVoApo/TZzMLKJkQSBvwZym+SVabwMvieMjC6yCfFTzusQ5PEdPlQowXAKxeAD0UAFp7b3A3DSs/f35hkcIAJAAIrbH+4VH/33Gm1ew73XagJfwxcPYDqKwX1az/tEsnT0emzXH/1/Z+6az/pE7+NOOCUsTl65kFlPCz1CoCas0HyNrib0wYIOHn5FXelZkeN7UPh9qnw9B0Fi+AtVGQkS8EsVMF19fXZ6gzIAkAQksEgO7+l0907eQGsCT+MaNzGFSsevvConoHmJrpX2Wh55laW/WRfWPCDek+UiLyZ3VY/U3tBJixCEjlBajXc8MyPCdrPQZ5bEIggyReAPl3UNL4Vbe/NkiIMWZISnfZMCiNxAqFHUoGJAFAaDaeeWZ23D8BH40ygs1YnXGSS937GJgtQw2Lglmsf1af9d8466tV7v/arf9aeam2JLxqzJ7wSVmGIxIJhnpzAeo/LmrzCtUCuTdAlTCQrLiZWhGgt96ORLrqBYjEvtkYCEBPDASD/MP7Nze3HqUVuXPRQ19B5+Halvf4WB5gfZsD80r+6Vi+1Nx7W8USbO1wJWY/MdhXIfh8zoOxgT5xfaivB4b6e9V4P6g9yuXxpeqkv3iXPOft8K01wv3fIOu/FvLPJLbNkqk2FncXs7e5qdL5sWpjyEyPA3ciatJj1f5Y+2urj435SxN+P7brwXsE3z6E/4p9PCByXpYY/vWN7QKsb+1Ayb9veWMbCv46wYUXgsPiRkFcBucth9HenLhUt+C9elEALK9jT4BH9+0/+BStzJ0HRl9B5+B3P//lU/7FZ/xtplHvMdjbA4N9eRj3hUJvTw72jQ764iAfiAOL+z8cIGIuetK4Xx4N+2GWbG/XyF3GbPuS9uZnVd7LZuml7PvPWHLr3ykAGkn+WZ3e6QmLJ34OT3AXj/9kPO4xNve6vo9bxGr8vui4hir7uEUE85jXZc73kv9MHr5XZX+ZnPG/EsDa1ra/FeDm8rog+KX1Ld9g2BFbAzDnb0/88o++c5ZWaRIAhMaR/9P+Nt6K98/7YmCPLwrGh/phT3kbH+7X4ogmccrT/lwxUpsAcIuCJCSdldiIO0VSuP8baf2zZp7WvH4RwON38MwFQBakLB/HaQWAW3DYRQiLfX/5OaFFfnttExb9TVz6RI/XkfRbABQBn6TVmgQAIVvyR4v/bKvI3wX0EKAgmBob8rdB2O9f6tZ3tCCyKtZ37Ra5TQA0SmxkKwCaS/5JT3aekQhorhcgawFg8wJUFwVZeBxsYYKKAPD/vbG4Bjd8y/760pog/cJOsZ2WhdO+CDhHq3ZngHIAOgNPthv5I7b9heeGvwjh9mJ5H4oBFAJT4/7l6FC2arVma7cBOjcT6z/J29RH/jVn2Dtp12KhOsLateQD1J4LkCa2n00eQKPAtd8Aif76YnCe4fU2B4Yoj9OSTR4AQjbW/xkIXP8dCRQEhydHfFEwDBPD/TEWeXUPgN0rYLf2643/N939n8b6z4r8WWKz33E3r90TkNQL0LQ8AJsXILs8gDTvtbC6Kcj+0vxyJxC+DRQKIA8AISN09Ozt65LVgomEKAiO+ILg8ORYJpY8a/R4uRZq71rJv9Z+RnFEzpzegOqegLSmvnJX5UY9dQJJsvMb/GtXeS8k+4vzK+JcWdvc7vQ168P+RgKAPACEOq1/dPvf7ta/7/DkKBzZ62/+ZW9Pj4XUG58A2Jj4f/3Wf3LXfwLyr6oIkmf58zRegI1vA1s/D7B9GWD1q8G+nRVg/v7KwwfuAciNBNvgSf/2SbGP9x6swQvQromA5ntt7+wI0n/j1rK47EJQLgB5AAh14kw3/3G48OH2t/71I0IMjAlR0JfPtc1nnF9ZF7kO24UdWFhdV4jz6m114Z4cGVSEzOTokEiUHBnoE1vdurvmtrrV3tdR/58o3C/t2b4CbPGLACtfBeZvUFyp/idJYgCWvlR5y5Xcm2F58Idgc+idML+WU4gTfxMZ03tGlQ86Mez/Dvke8d3jb2K3wJN4FGp7jOu98DgSlv6tJd/aX94NaxcJABIAhDrwfbvlD70oXKDBohh4BcaEIMBFPDVP1jBZ7trtFUEsq5tbsOBfhsSfBlcX4hf1yZEhXxQMBpf+Nj0xmtn3F8/1tU7O41aOU276JM/mnxIbrH+7ps9+pXAS5guH4dbOEZj3N7yUvtW6v/dQCEz423B/n7h+YM9IU45rPIYCwve3W8u7be36OC3hJAAItePUbvyjcaEUi+X5i0IEoHfgzumJJLSXCKub24Lwr/obWvULmkXZOG/CmtgAbkbWqy8CZqYmxCWKguCvShL7T9oYqJ4oH3OLALTwQ+JP+z34BH9l+264sH1aXDaDhK+Wf28ZKAjQWzDtiwEUBMP9eYcFnx6vXlsIRK1P/rsU40AgAUAg1CcGlsT2tVevCDFw54EJmBofTk0A1xZX4I2bi4L4V9soyQqt19CCxTDBMV8MHJwYg5n9E7Vb/5mQv0ME3PJJ/8ongrh+CsxtnRKW/gX/cqU42RbfPQo/3F65ekvcHu7vFULg2L5x/xgbSeR9ksXC9cVVeAWJ3z9et9urNr8VOEOrFwkAAiEzKw6tKtxwoT7hC4E7D0zC8ECv8/FI+G/4izFedgJWNrbgm3NXxYZiAD0Ddx/aX/EMpLP+M8zvLa4Cu/4fhMUPW8mJHy3985vfC+c3vge2+GDbf/8oDF+5Oi82xFFfCBz1RSdeRmJAdYWEz8HjcrXzs/cJuwxUBdDG+N3Pf/lpUtLxODA+DCemJ4VnQJB+2WPQKaSfBJhMiELg5KF9IrlNqWJwns0ZnNoY30fixy1BQp8QXj7RI+Ej8aux/M5GKAbCvBS09F/1if+ab/UTrJj75R99JzUEIg8AoQ6cIwEQD1yAcfvqy5cqln+3YX55Df52+QL8wysXRWjgO+46qlUVpNf1tkfwOogf3fpfW/sx4ervBGs/LYQ3yd9CTwC5+BOtXQQSAIQ68Iy/fZC+hgSW5y5YkLEU8aXLN8SGeQLfcdcRcZkGzggBL++68jupiB/j+kj8zUjmo+Oso/BZ+graHxQCaHP87ue/jEOATtE3QbABBcDdh/fDSX+rdkqr5K897tZnAvJPGOMXsX1/2y3ET0iOkb4eWNna2fPLP/rORfo2SAAQ6hMA4/v72dnBHjaztbkBpWIRlpdXYHt7CzYWbwFjnuha52FnOrzuMXGblW8jvOBGtB+C27x3AMK++cX8gDgY8BJR7OmnL7+TFt2BPvjee++AmanJ+JNdJ/+Vvwe48K8TEz+6+J9f/em2yeQnJEOusBmsBYUNQHcP2w4usYKBba2LeQ3heOGw42GphFdK4lK+r1QqidKHkr+N7J2C3t5eGBwchIGBQdgGD0a8HTj1wJse3rf/4Cx98yQACHXiueee457nAW65XHAZbsvLy7C1tQXra2uw5m+r/lb0RQILCR9CMRDchrIAkK+HnXOCx0tHBctBqacXSrleKPob93pgh4RBe3sEJsdEjoAtNBD8tuUfF5v2vPEbgQBIgN3m6u9U9OxsAivtgFf0qXhnS1yyUlEQd9guWQxnKt/mvAS8FA5sCkkfJMIP7sd1Z3BoGMbGxnzCz8PQ0JAg/JL/2igIisWSuAy2Ihw4sP9Db3rT/dQIqN2PF/oK2hvPPvvsmbIBX+5Pz5RGMePj44EYQC+AF3gAUBAIMbDqi4LVVf9yFTY3N+2uX2ZXguK2f+bn/AUFFxW5vR6KARQFO7m+ijggtAeuzC/524tCCHzvm+4QFQSK4Y+WPrr60eWfAFjKhxY/EX8bWvU+uQdbQPR4PZyKWFLmFjDtunofY9G0QlxjcrkcDA8HZD88PARDg0PQ29cnyB1FQQnJ3l8b8LKyJjGmzNXYWN+kToAkAAgZ4Exw0ga0Xz7fIiseohM3XOUHBgbESTu1v3xi+qIAQwcoBG7fXoQVFAUrK4EoSOQOYtaFpxeCEqgS80TIAAUBXnarIMiXojrvHu5bWVq7uB2vB0rgVa7zFjrYUAj82XNn4eThKV8IHIc+byNI7kuY4IflfM+vvE/E+VsNr7QOPZsXo+tbF5X7uTcAhb6j0WcfPNm1hI9iHAlfWPpomoN9WoExoQCXB7T6wzvKl/meHhgeGYE9viExPDIsLPv+/v6KNS8IHy99RYFriRh0VHkNFiSPsmh8digEdnZ2ztDSTQKAUCf8k+lY5QRjpslecdtX1Ly0ArDo/p58HvZMTMDk5KR4MfQY7BR3AkHgi4GFhdvicmenkFAUSI/xF6KewrrYgh2eCBXs9AyIy5LXOYcZ8xe4Xp/oe3gBcqUdyPEi9JQK0ioa+2xjz4742z3Y9vLi+g7rgSJr3rCj85euw4Xr8/DW0Vl4c+4/JHrOi+uPCHd/s8v5coVbkPfJHQm+d/3bvlVrkn0a7PQdgWJ+LxT6j4rrKAxKXueUKHr+8dcjPHAbCuGnP6gjNTCKZD+xB0Z8Cx+JHy8xls/LcX607MNphgHhly8ZlxpCMmmJYdE1afHZ3i6M37xxZWbf/oNztIqTACDUTkmn5BOMVUg/OuEq8XxJFMgnKrDoNJVpKt+Th6n9++HA1FTlMRubm3B7YUHkFgSiIH6ACXcIgrwvBvJlQVBC8sv7Vlp+UHgJ2hnc/x5KKJCKRegrbqZ9tiEC8v4irnsP8D22vV4o+N/LltfXcEGA5YNfmX8IXuo5Bg+PfhIme+ykiu7+p5cfb1oDHyT8/tWzPtmfFxsrZTuToacsJkq5Qdge6Azy7/Gt+7wQ0xtCAFSfRhjjsfJF/4Qv+gPSn4CJPXui2D6USV8ckFyyKwIrP7T2w1bHwYrDK2KgIgqY7AGAigdgu1CAjY1NrF4iAUACgFAHTim2JTM9AArZA1hvA9POVMlLIEOEDw4f8q8dqogCFALzFVGwAIVCIbUl07e9IjbOPCj0DMJW7wgUc/m2/MILSM69vbDOh2GwsAr9xY3aBYXFL4Behj5/oe8rbcEwrAoBgEJgM9cvPASNAhL7pxf+Dbx58Ivw1qG/hF4WEC66+9Hi/4Zv+TcaaOEPLD0PfT7xowBoJDbG3g6rk+8WXoB2Rq5YEOdGfmc9cuvXwPt47k4i0Zc3vM3lpD9uywkI1woeZQWErn75NuPGlKTQEAmPcDkHAO+7Nb+Aa9dTQCABQEgPOQEQQqvfRvBSeIAxe5KfsY/pgoGDfQ4dE4vJ5GQ0nGZjYwPm5xd8MTCPJ7m4ndzCxvBAX9uSvwwk5pXeMSEEBvzFeYTtwPjYqDMMsLS05IujnfQEwIswWFwXW6ksBtZzAw3zDCDR41Ae9AYg0OpvZFkfEv3Q7b/JhPSxE/LYkDsOs7gxAMtDb4e1PT/Q9sRfOc78cwHPiZ6i7ubnVm9b+NePjo6K8zIg/Enf4u+JMv1t45u1+L9B9LossNwfWflRPgBj0SIkJwOWSnzXjDMnAUDIHP6JNKOcVFJcX47vM02ByyEBpngJVPHA9BIAQxS4LY3Dhw+JTRYE874gwMtNiyDAPIDNvjHYzg913O+ARLyaH4HtnhxMH5iG+44dgD7npLjgW7s1Py88JcvLS7DsC4P19Q0hEKqLgZIvBDbEhnkDm14/bOSyL71Ewv/c7X/Z0O8NLf2B5eeFez8NkODHhgEG+/3LoYD0947FZ6OgFwOFzU1/68RWxHhe4NZbWIP+rSVgRVNICsL3yX7v3klB+ujiD2r5I+o2k/9Y5OIvRbcDh36QpspDAq/k93Epz68cCggfb4gCexUA3i5sb1MDMxIAhDoww5hh5hsqwVbex7THMydd1Z+prgoCBpubKAgCMXD15jysev7i1jvU8T8GtoF94dVL8M3Xr8L9x6b97YBzZCwu0ojp6QPKN3zr1rz4bm7duiU2/esPFt9gZ2+pILaR4iqs5wZhLTfQ0sqCJMAs/UHf2h9a+ELimD6S+95xfxurTvQu4n+xQ4nfKQS212CPtwV794wJK39qagp6egLCN7x8KSyKgPxVkRCSO0gWvojz83B/UELApBAAq2QFcIP4w9vbBUoEJAFAqMcH8H2Raw3sCYCa8W6GAOxWvewNtEqEBIsMdwgLFAR79k3BpQ0GC/25rvtV0ggBUxjsFdvJk0Gp2tVrV4UguHr1Kqyv2wkTcwaGimti2/D6fSEw2NRKgiRA1/7w/OeE1V8Ng/2+MJpkYktL+N1K/Mbf5wvm64A1+OP+ubRfWPuh4c25fnpy1fa31QDakglNJRC9nHR/wPvBDQagJADKj1GFAIjmQGtr6zNAiYAkAAi1eQAUak6bAKhcMPP5YL+Eqn4DcK1EsLa1Dd+8eBNeu979bcDtQqDaKaXKpunpabHdf//9IkRw8eJFuHb1mlMMDOwswuDC52GjtNEWCW5JiT8k/aNTLDaGv9uJXweeR7jdMTUO9x/ZB0N9+SrHlSoCtLC/JR8g8gqor6R7BcqhAksiIDgTAQFW19bP+DdmaSknAUBIa/+zcgiAMYXmEycAukz/OAu/xrX5xtI6vOgT/42ltaZ8N30767Dj5aHotT6Z0BQC04FHgMV7SvQ7sfMabg/c/4DwCFy7dg3eeOON6HFr/wBs/vMAPvnjxAYk3fU974LVve9ueokbuvqHb30OBm9/IfZxSPi41Wrptzvx92zfhJw3BFs9jf1MoRDYPzYED/hCYGp8qKLB1YMpxuKv4hDQyT0k+GqJgFFOceStDB+9vLxyjFbyNuYY+graE88+++wpz/POumYAsHLr31y5/W9lX3kgkBfOAsD9uGD7l2EDIAgHB+EB4LFKj3gGrNLrJlL2sl6I2CrMNp67uQSv3VhqKvEPbC/7BBSMZcXsaVx8G70ApwF6AdAbcP/MdCU0EJteaUvtKO/ERMLXvvHncPEbvwfry1fsGsIn/7WJdwmPQDOAFn9cjB+t/RMHPUH8+TpNjHYlfj3Bsdh3GFb3/KAoPWwGpnwhcHxqHI7vG7OyeolHjXuCMsCgMqDSA6B8f4nLg36khkBhF0CudgMUHQLLt6ONBzMBiiUoSvMA8DKfz8++/e0PPUwrOgkAQgo89xyWAHpP68SvbJX+/3ibVURBRQggmZdvh5snVxCEj9EFAJN7fcnWQCAA0OK9cGMRzl9ZgLWtQlO+j97COgwWIuLXj2AsL9zMDwshUGqT+DgKgQfvPCzEQGx4xSUAtq+A9/p/D7DyVbHvjescvv1GCdYd/YkwHLB04Ocb1goXyW7s2h84S/nQyg8t/izQqo6ELuDfPbD8lVjxg78BCrFmCQEMCZw8OAnH94+XxaY8zMciACAYABT2BQgFQDjdzy0AgsFAEeEHgqCIg4bEZUT88mCggYF+eNvbvpt4hgQAIaUA+IhP5h8OyD5X8QKEJB9tTPEIROTPpNHAEfkrUwErAkCeDGi2Fw6xuL7hk/5tuLywIkRAs4g/sPh37CEOZu5AEbDtb4U2mUmAo3ofPHEY7j60L5kXAIn/6ieAzX/W+npX5zm8epnDrSW7m3dr+DQs7/+ZzPIDkPhGb/yJqON3Ef89x+p384fA+QNI/O0ychiFD1r7SRIcWyUEkPwPTYz4YmAC9gz1WwRAaP2rAiAUASCJAR6Sffm67gUoynMCwsFA2kRAnEgaXn/g/nuOUyUACQBCKgHwXEUA5EKyR28ACy7F1C7d/W8RABHpe8pYYFZO2/XC2J1DABR2SnDh5pKw+G+vbTbt78d6aNnVX3ZSwOTkXpE1X00E4C7MEdjMD7VNeEAVAhYBUFwB78YfArvxfyYa2IMC4IWX7B4BDAtgbsDannfVZ2He/oKI9dss3m4nfiR8/PuTziPA70EXZc0WAggUADP7x0R4IJ8LvAJcEgCguf1DASDfNog/9AKElr4RBpDJX/UG3HH86MMzx++cpVWdBAAhuQB42if0M7b4vxkCiNz/uvVvCABPKiOUBACThMCOf9JeXlgVlv6lhZWm/t2iEYpP/DnRBz06PI8c8Ynz7rthcHBQNB66ePESXLp0UTTYcQmAECXWA1t5/3m+EMBQQasxPTEK3+ELgemJsegT3/xDYfUnIX4dcaEBDAdgWCCtNwCtfnT325r4YIz/gTs8kdWfBa4UTgrib4eRw2EfAyT/JF0Lw3wH/C7wOv4G+Fvgb9JqIYBAr8ChiWE4uGcE8h5TBQBELn9uEQBhCCAUALxC+jby59YQAHoCJif2fOgtp07TaGASAAQXfvfzXx73Lx73t/fg7eEedmo4z8ZHenMw3JcTSj509yvuf2ZJArQKAC0koDTtYLC0sQU3ltdh7uYyLDbR0teJ3ysPz8GPhbXPhw8fgTvuOC56CzBLw6Nr167DpcuXRMa8SwCE+5D8t3oGYCM/1BZ5AigEzszchrEbvy7c/vUAOxC/egVDAyXQuxGjN2Bp+udhc/h0otfCAT1jV//AsPoxoe+eox6cOJTNsoGW/tMrT7QF8YftipH4kzQwCksaXSKo3YQAYnywD2b2jcHekQEYG+xVkv6iIUFQcfUbSYBaGEAJAVQSAItCDIQhgK2dEgz05j76jne88yO0ypMAILjJ/2koD/6xoS/HYMgXA7iN9+dhxN96e8KKAE0MKC7+qBIgSAhEC5/7hL8Nt1Y2YHF9C276xF8ollryt+vED2Xiv+P4cTjub0G7U+mAteQB4L71jQ248NprcPHSpUo/fmvmffkChcB6fqQthMDJ/q+I4Twjufm6XwuJ58XXSiJPQAeSzsr+n3GWDKL1O3LjT6yxbiQ7tPrzGRQOI/GjxY8u/3Yg/qQNjPBvP3HIg6P7A2u/HmHWSiEg/pacB/uEEOiDyeF+GPXXkx5/n0z2Ni9ApRpACwEUdoqwul2ENX9b90l/fYfDppomNOdvH/rlH30nDQciAUDQBACS/5m0z+vvyflCoAdG+np8ld0Dg/4mx/g3CkXYLARn4bJP+AX/xF3yCb9VZG8Q/1aZ+FlE/Ej6x2dmoLc3bz1EXQJABoqAC69dENMLXQIgxHauX+QJ4ATAVqKPrcMDg18Uk/rCKX31wJUfsNN3BJamfwEKferIX5zSN3b19414NxLdg3d7mcT526mkD0MbGN93JTbKwMZF6PWop7qhXYWALgpGB3pFqGCkH88HLtaY/rwnhQVKsOGTPK4tGz7pbxVKsOZf3yklHl/4hC8CPkmrPgkAQkD+aPWf3S1/bzjsxJNi/IL475jxiV+1+G0uf9s+tflItA+nFb7mC4EgPBBfdreT6xUegXYQAt878qfCK1AvkGjQDY0VAzL0kIDL5X/PMQ/uOZpdgt9XVt7XFsQ/PP/ZRAOKsmpilEQI7AzeByv7H4OtvsluXwKwRehpXwTM0epPAoAEwOe//BH/4sNdT/zba9DnE3+Oq65+YfEfn5GIn2UmAMJ9mCj40ksviXwBbKwDMdWEhVyfLwSGWy4EMByA43oP5s/X/VoubwCGA8R73fgTw+J98GR9LXtDYIJfo8cNZ0n86OZH0sfEvsH+xn0emxDg+QOwsfcXYLN/qiuGZ8UAQwGUFEgCoHtw+RNwAQ/sQ++HVDEuXwB8xr94tCsPLl6CfGFdEH9o8SMpB8Q/AzOSxa9OPYwj+2RhALM3OYjcgAsXLogKgvWNdcfJUO7AJzwCrRcCB3tfgodHnqw7PwBJBnMD9KQ0HejqxkS/emP97ZLgl5T4s+xeWI8QKPkiYHvi56CYG4atvjEo5NujciVjPOULgB+vcZ3FtfJj6EXw19ruHzhCAqBjBEC4ss762xP+wTmXUADUFP9vd+Lv3V7xiX9ZXA8xMDAId999lyjpcxO1LgBsXoBkosD0DEQ3Ll26BOdfekkZumNrftQuQgBzAzBRsN78ABQAKAT0SgEkPYz111vah3F+TPDDWH+nED8Knqy6F9YjBPC3efVKCVZLM7DliwDhFcDKlb5R2O4d6SYhMOsLgFTtgf31dca/eDJcK/31lbgrA9AwoOyBB+gF/4D9qH/58QQq9Vy3CAC08tHaz2+vKjQ6OjoqLH4s6UsDy7DB8B5DFLgfa38eihDc0BuAE/huzc9bh/bki9swXloQAmCthUIACfX8xvfUnR8gpvENe/DCeQ5La4FmRVf/2+6t3+XdDnH+pMSfdROjehFUGGCyYc4XAm/At25+Dhb73i0EdN/motgKvYFXoOTtnmXbX0exQuqDsAvCpOQB6A4PgAz0AsSGBX73819Gl9ZnOvlvR8LvLaxCbmdL2T85OQl333WXfznhsPbj90X7k+QBJAsDuPZhd8Hz58+XuwzaXrtsqfkCYDU/CjstXIT39lwUQqCe/AC0ODEvAImn3vI+jPMj8d/aOdK6Y3DrIozc+OOOI/7YNSX3T3wh8KAQpzKKPf2wjZUrviDoUHzyl3/0nU8kWFNDd/+Mfh95AEgAdIIACDELMWEBXwRcsB3k7W7t924tC/IXbv4yKWNMf2pqvyB+dPnHJefZyb76PjvZpw8D2F4bBQAmDN66NW8VAAI7t2Frew7WRr8zs377tQA9AW/3hUAWZYO1AN39z/vE38p6/qR1/I3I6G8G1g7/e1iBk/DSyy/D9es3giRWBJblMc8XASOw3TfSaV6Bh30BMBuzluJaWHH320ACgARAJwmAENawQKeUAoqkPp/w89srkCuqUwAHBgdERv/hQ4eUjP7qAsBmldcmALJ4v3D//PwCvPrqa0qHQW/7ArDVF4CtvVDZh/XbWMedlRAYXrkGI/42cetl6NsKQilXDwXlelcPmn2isGwQcwOwh0AzETepb/rKueDycnBIb/UNw8Leu2Bl5ACs+luziR9j/I3M6G8kuDcMK8f/TFwi+V+6fBkuXJiDjTB3pXwQF3N5KGCIqne43XMFnPH/NO5+EgAkADpRACDQC2CEBcqhAFS94+1m6ed2NkU2f4+/BXFyXjl8Dh8+5G+HYWJioubs/CSE3IwwgE10YJLgy3//Cbj00heAFa46FulBWJt4F6zv+QFnlz0XJudfgQM+UR6bew4mfdLvLZO+C/N774RrB08LMfD68XdU9mcRFkgCm7v/2IVnBekfuHLW/xteifca+GJg3hcDr888BNd8YTM/eWfK4zHo1R83krcbiF9GYfgdsD79G/IRJwQqJrJeunylss9n/sBBlR/0xcCACBW0mWfgXNn6X7Ssn053PwkAEgDdJAAqShi0sIAvAvDg/3CxuPO+XK51I+yQ8Htw216HXGlbJTt/Gx0ZEUl9U1NTWuOe+tzyafIAsni/ONHhFa6Ad+uPIXf7c2JADybMvfiqewRvKASSTOBD0r/r/F/7pP+ssPhrxbZv7V31xcDLJ3/YJ9RADDQqLKC7+/Gzo2hB8u/dXq35ddEjgJ/95ZM/UlUMxE0m7Ebil4ECAIWAOM54dAzu7OzA9evX4cLcHCwvrWhnqn/oer1Q6B0UYgC3VmFzefFW/+j4XTr5J3H3kwAgAdAJAgD9nadqeKoRFvjEJz5xYaPIZ3qGxiA3OAq54cY5BdDC94rbYssVNgTx20h5dHREWPr79+93DuappUlPEkJuThgg2Je7/Zfg4bb2Nev3hQLg26/HCwEMB2CTHXn4DpLkXS/9Ndz/4qdhePVa5r8jioGX7/4R+Ob9PwWF0dHMugkiwuz+/PIy3P/NT4u/ox7Sd4qB4QPwzQd+Svwd21KCG3YqxGZFcdP5sHwRkxm7jfhDlPLTsHr0SREKkAVAcA4Et7HhFeYJXLp0GZaXl8piQQwDjo7NshAo5nqh1NPnv17jPATFzTXYWVuCwsoSjPXCuV/6pX92Wlov68nuP+evl6eBQAKgjQRAPfX8SP4YFvgk3virv/q/+be+9a3ykJ/y2N/+QfB8McDyvcB6fQL2cj6rDFR/ZV4Cr5ydzwTZF/zLYpn4t8ATCXzMRq8iex+t/AMHpnzS74eK899fVeoVAC6Lv9lhACGCtl6C3K3/CLnl2cTjeJMIARzFuzr5Hvier/2FIM1m4er0aXjhwSeAHRusq4lQ2MyHv74OD77wJExfbV6aCoqAv33rT1Qt6eukrP56sTX587A58QRwrp4EeFZG+4LvYWNjPZiU6YuBpbIYiJYEXvERcP/5JV8McC8vwgU81yOui1HB+X6cIFZ9idnZBl7YAo4TALfWobgREH9ppyBmB+B0wO/+7rfB93//I6y8Vj4Ogbu/Vstm1l8rHwYCCYAuEQCVAxuFwIU3P3f21q1b8Morr1QEgJjsV57mVxn764EQCcG+4EQNHlveX1kgyqTIyoNyy/uC2xEzDvqWPZL+xMSk4t4P7i5H/wMFUGd2fn1x+fTvZwoRjOcj4efm/xhYHaN4kwiB8fVB+I5//EcY2Co09ZhEi/qF00/A6KkdkSiYBpjgt3yuBx48+2RDPBZx2OjLwz/cey8sDq4T8ctEiwmBM5/2iXpYOUVY2dKPzo/oWMT9mDx47fo1WJhfgPmFBVhfW68IAOEfKD9ZDPsRuQQghv+I+0qBB4GXbyOZAw+mAcpjhEvlQUHh9cpEQX/DteTo0aNwz/lHTpeJv+51kgQACYBuFAACc295TpA9uvTm5uZgBafaNUAATPhkPzY6Khr1YM3+4OBADFHXLgAaGwZI7nVA0u9ZmRVufrb5Uqa/P3Zxw8E7er/9EPmdEtx9cR6OX21+91IUAq9/5w/AvtMrVZMEMcnv5tkROPbVv2k68SMuTI/DS0cmodBjtzyznE7YidjY+6uwNf5TiQRAuK8SAuDBNRQAKARwWiZuovcFD3ILshIAeL23t08Q//j4eKl342VvZu6XsvoaSACQAOheAXDl7idhZ+ikT/g5yOU8kYm+IE7YFVhbW4VisZhMALCg/S5a9limNzg4KMgeb4+NjUqeAAasqlWuCgAX+daeB2DzAtTq8o/2VSz9xc+DlzHp1yIEJpc34NSr15vuDQiFwO13fRccOnHJSBLEJL/Lrx6GwWf+ESYXXmk+sflW/7kTUzA/OuAk/nZo2dtq4KyA5WOfrksABCEAXskPQNJeWloWpYVL/hqDl+sbG8Glb4QkFQC4VuEaMzIyCnv2jEN//0ARthdKe258Kr/n9l9k+TWQACAB0HYCAF1bH8zq9Vb2/zSsHPxFYL1jZbJnkPMFAV6iJ6BUKvpiYN2/zgKPAHoHILg+6pN7b2+vuF7ZyqQYbKFHgClegvjs/HBRYbECoBohu8k+fl+8MNAy+H2iz608I7ZmkL4O18jXijegWIK7L83D8eutmWWyevAIDHz/CPRNBXMaVm6PQvE/XYXhKxdb8nkuTPlW/2Hf6s+ZVn/QIje7scTdgPWpfw3bIz+i870BqwDgUCFzWQAI939FIJQigi/vL1Ws+5LYVyo/RlxWNi7WpaJ/fBd3traGbn0uN3n9f+3ximtZfwWYNP0hOhLqB80CyA5LWb7YyI3/C4bm/8pX+/8Ctva927Iw5oXKDsICLLosW/7VpF6y3vm2x+qrDU+kI833cz/P9dmcn7m4Aj1I9usvCNJnCRP5GgUkLSSsEwdzwhvw6mX1O0Oi+9axfXBx3yicunAdRte3mvr5hq/6RP9HvjX5YNCieeCFb7fEHBBW/3Hf6h+xW/33HPP877C50/k6AfnVZyMBUIX8mw3uq4e+xecK41d+p69380JHrLUkAAhtCc8nsvHXPgrbtz4Pq8f/FfDhN9VxZtaywMc/Kc2wnuTiglV9LSR4QfblrRVWflIhgKVpJw4Gfff1RMHlwT748n1H4eSVBbj76nzTPx8/txB8ny1oHPfS9CScPzhhvQ/j+xjn79aSvrqPq7Vnwdu5BqWeqWxUW0ZigW1eLe15/X/xBhe/1Ee/EgkAQkboXf4HmPj6z8DmwZ+FjWPv93eMpZXlic39NJ6BdK+RjNxtr+FhHB+JfuvltiZ8F5DIHnqzJzwB6BHQwwJIhFf3DMHp16/D6MZWVx/LywN9cPbYlLi0CaYsRhLvFi/A1vhPpmL3hnkFeBGGXv9tGLz+aY8V1+nHIQGwK3Gu0W/Qf+WPoO/G52Bz5v2wc+Sx+tnc4N/0bvk0Fn8ScYE1+V7hGuRCsvdvs+JqVxwgOO716FROeAOuznODGJ+55yicvLYAd1+b78oT5KUDvtV/wG71I+kj+ZO7P6FRsPJXCQVADeo9DYHc/v9g+KV/A9729a5aa0kAENKiKRldbGcFBl75TShd+yxs3f3fAZ/87prIOMWKANmFAaJ9PRtnRew+t/WKsPDRpYmE3/WWm3/Gve1eTwgAFAKGN8AnyKtjQ3D64nUY3ewOb8Byv2/1H7Fb/bu9rK9WBOfNNdEhMB2H89ibaTF48feaTf5NW2tJABDaFt7qt2Hghcdg87ufAj56b028jzm/zPKkWEu9UnNkyfQvrQrLvXJwbb8i9kEx2i+InyAs3h/8TnuSoPAG3H0UTt5YgLtvdLY34KX9vtW/f8LpEcHSPrL6axSTaxgGeF9ysq+T77lFWbCdZfohSAAQWqZKC+kz3qvY9A7L3Vf7138Delf+mn7pDL0BmCQ4PRl4A/TeAUicV0eH4PTlzvMGCKv/0JS41DE2xOCBE4ys/jqB52IkAKpYAA7Dn9cgCXilJJhDbu18K/70Ofr1MzIk6SvIBofe35q4FNu8nFit2x+X/L1y2y/TD90AIBE+fDonyt5sRPrMiaPCkt7pKTd/avMNPyt+Zhv549/48IPk8s8CYRgg+fnMnY/lHfR3yxNUCeQB2N0KbuMylMqqnPHysB6WMhpg8fnruwL3/iv0hTfQG4C9A6YnPXjhPBfjhxVvwL4JuDg+AqevXofJ9Y22/BvmBwfgm1P7YKmvzypyqLSvAQv45lnYzv9wdbKvheJ5Hc8lkADYhcAwwHhz37LGEztl7b0c2yc0Dugef/hBZi0ZXM/n4fmjh+GO24twcn4e8qVSW3zmgufB+clJeG3PuEPYeCLeT2iAcBRNgX443vrn8WtHbWEAaJX7nxIASQC0LTAMcKatPlHV2juWKH8wv0mVN80EEub0ZM7aQAiJ9trwEJy+fh0mN1rrDZgfGICzU1NCnOjAREfMcSCrv4ELuDWpNgGhc/sunsKk8HZa0nGTFiISAASV47ljCp9p00eZ/9EeZ+2/dE/PBp13zUbYQAgHDL34msUbcPgw3LG4CCdvN98bIKz+Pb7VP263+qmhT3MQhuaKfXc59X9NAsGyxlRej6v7CCQACAHmmr4A2JIAaykJtPXq51EyAYUAWgecgBd6A/QGQkjAwhtw4zpMbjbHGzDf71v9+32rvydv/axo9VNpX/OA5YA7vXelM/eriQBe/X5v68quWGNJABCS4vWmC4CNy9Ip7ajrN6z/FMIAD5Ktcj0/oXWLvNRACL0BcskgEvHzBw/DiaVFOLnYOG+AsPrHJ+HVsXGrt4Ia+rRoEUfv3J7k1r3C7RW/P3ec/9wpHHKbLREAr9MvTgKAYJzUZhggPFWrdvAVl+5kQCr/ax+gW33vmL2BEBLz1aEhOH3rOuzN2BtwC63+vXarnxr6tFoAnE1uxPMqMsFQBxCTL0AhgE4H9QHIFrNtpAjqf0pZHFD8v/28Aehmx/wAPcFOeAMOHBZkjWOHxW9Yx4av8c2JfeI1dfIPKhY8cvm3jQiIY3yeYh3gsetDSPw9qy2pApilX5s8AIRQwWk5AE43v9y+l8W6Aoy1o4c8AG0JdLcH7YQ5fPt11e3/xvAoXB0chtPz12F6o7bwzdWBYfjmnr0G8SPZnzjkib4FhDYRhZtnYWfgVFX9z40rdgugEhXgsqXPleex1lQBEEgAtC3mmv2Gcg5AxN8SkTvKAKvXAAR3sPLAHkL7Imwg9OKrXCkZxJj93++bFgLg9ML1xLkB+LyzE1NCANhEBzX0aUcPgJwHYGd5HlG7Ysmn9grwUAC0ZA7AHP3aGRqQ9BVkh1a1qNTDdpyHCj7mBHf1BtdeCwf6ENof6I7HkIDNHY9E/oXp48IjIM74mA0fIx6rkX9c2IHQesRV6cRa/a7dzse2dg4AtQEmD0C7o0XdAFm8+9/aJ6B6F8BOjP9vbHpw+XoPXLqWD65f64GNrUDrrm8y/7bq0j50oOCTWrCwDfSV/Ns7MNBfgsP+/kNTwfVOgauBkPAGTE7D9OYqPHj7OuS5+jcVmAcv7PGt/n7T6sfEQ7T6Oy3Ov5uOg6gfwJ0x4X5uEf6qX4A7CD+BNmjW2kogAdDWaHo3QG/l28BH31RDMyC3RyF8KYwttjsWFnPw8uu98Mpcn7jE22mgE8E3NMNmYrwIdx3bhjtntsQl3m5nhA2EsGQQhYDcQAgJ/v+dGoQHl64LMRDue2FsSogE3ervpIY+u/04wLkAKABsNJ0qJ5jrz9WaAPlXeha/2qq1lUACgKCo/51lZbynIPcy28unspX8rckA0Y12jf+jRfd3Xx8Qm75wN4JY/m4xeK/QUnzbWzbE1s5WIRI3JgnqDYSQ6P9uz7QiAGyehE4o7aPjQFrM/XN1s4oBoEgDvQcArzZAiMr+SAAQquGZZnsAuKTUq3kB0rwmxv/brQEQLsJ//cxIZRFuBZBo/gK3/2dULP5n3rYmyKAdETYQwnAACgG5gZCN+DuloQ/+BrN/N0THgbyYYykgtxA115z7calBXJMJFm0QDAL6dqvWVgIJAIIMHAlc1JR74AUo+/LlS6kUUDX+9RJALiyKdiL+P/rcOLw819tW331ofd41sw0/++7Ftg0PIKE/fNreQCjEPcfav7SPjoOYdWDnmhDs3BuKsdtd2X3JSgDD21QCSAKAYMesv324mW+I8wAqcXupFJCXRYDTK2Ap+5cf2dMG8X908f71M8PC2mtnICF95Lf3CyvwR75vtS1DA2Em/9EpDi+c57C0FizmWEHw4EkmLtsVdBwk/I03zsL20ENVjX05+a8aKjkAUhKh15o2wLNELyQA2h3Nz1TlAEolAC/b80xT+NIOcyqgiVbH/195vRf+8LPjqZO5Wqr+fIL6xvl++CfvWYQ7j2235WcMOvgxOPtySYiC+4+3dzUwHQfJkcOyXUkAKKn9SSsAtI5/NkHQojkAVAWQMagPQMY49P7mZ6qG3QCNuv+kPbwdC0QrewDgAvrbn5rsqEU/BH5m/OyYq9DOOH2X1/bkj98hHQcpPACG187Rtd81BIirTYL0CoDwtrd1eVesreQBINSqVJvWC4BVaQesVwIkW0had679kW/ttTK5KzvyGhYk8LPvIcOFjoPmHAey145zS12/MybA4y0HbV8LQgB0EpEHoGPQdPaMKnm0Np/ccin5+1TjP7IUWiUAumXRD4F/C/5NBDoOmnEciIZAFc+dvYyPg8Pq51xNAJSt//LzOJjzR7p1TSUBQKgVc039EVf+c3B6Wgp907YEtlkStOiTCKDjoHOOA6zeMdYCS/w/SQtgHpUDtDoBcI7ODBIAnYLXm/lmoiSHawqfW9x9nGtrgmV14K3xAGAtdTcu+vLij38jgY6DRh8HOTG9k8crfOneJC2AlRkAqy3pAfA6nR0kADoFzXdXlSdzmSEA+4nuTASEqJ64WcAs73Yv78oCYWY4wQ78bug4yMADUJ7f4XQCuDoAJkwAbFEPgFk6Q0gAdArmmv5D4jwALQ9At/yV2zF5AM22/v98F1nGmBBGoO+mkX+rvXqHV+0AqIQLFU0glQtig7CllswBoCRAEgCdgdaUq5jtPrk8+5tzdwqw1j602fH/RvdwbydcLk+mI6gIpvXtruOgkRAi3hrh42r8n3OHVtA6AEqPa4UHgEoAGyQW6StoGPCAPdWsN8O4XGnibZV5AHJDIKz9Y/IJz1jsZMBmegAavRBiS9ZJfwvHu8YBS7UWlnIwj5cNrDvHEbXt2iSoZYR4vacpx8HEWLFqm95wbHDDjwP/2G/U7ABRCdD3Fnv9v2YyuBoAcUdIoGftfCvWUgIJgI7CXDMFABRWIvKXRUANkwGb2QAoywUQXwvHtOLl4amdul8bF+hLPjHhJY6XzUqsEPk39jvplOOgkYOD8hvnYGPkvWA19GuJ/0uGRovWUgIJgI7C1/3t0Wa9WdQNMJz7o4uAZIOBelpQ/48DVGoZ7oJ91t98ckvMZ8fLrPuu4wItFum3bIjb6Kb+xvk+MW8eL2tx5ePfSqDjoNHHgSrik9b/u+P/eEOsKa1JAPw6nR0kADoNTWVS0Q1QsLhE7K7BQLa5AJyJ5/ZuNv9c+4kfXIbf/N/3Jn78m09uwgP3bIoRrM0EEks4//1nIcha//tzA6kyuvFvJWR3HHzXqQ1x2crjAEv7Xvx2f1sdB5XJgExNNuRSZhAHQyNU4v9y/X8oEIRnYelrXb+WkgAgZIG5pgoAX5lX4v6WPAB9IKA8/FMOA+Ra0P8fratf+6Vb8Ht/uscZc8W4LU5Yw0W3XSbtIfHghhYgkgCWd8V9fhwM08p58e0O/G5+9bH52ME/7XgchGIAP3NYyhj3+X/xfbebchxgLs/WwEPu8r9wHVBuu+v/hbBoTRfAOTo7GsQb9BU0Dpc/kWjaZmZYPvMtYB4Dz/OEAKhcsuAS7xOX4SaEQXQbd+y7+O6m9gAwvrNrecWSwkU+jOd2xG9ejhPLbmEUCUT8dBw0+zhYH38c1sZ+rlz1K1nzocu/VIJSuToI95XCS39/cMmDx5Qfh5ejL/5C070Ah95PPEUegM7ErL+dadabCctfeABseQBluW8JAYRKv6dwvaXkH1qBnUyWnf756Xvsns8vqnl8ASCf47byP3f//6hkMNzfghDALJ0NjQMVJDcWTY1d9Sx+tRLhU5oCcan3j5H1G7n58luUa0MgdAtQANjc/8nK/3hl7aiQBQ0BIgFASIWmMmqYtKucwFClLbDUFbCnBfF/AoHQQKPAP6etY38UQ4DHlv+FYYMWDQEiq4QEAHkAknsAQBkEpIoAbtb/SujdIrFNIHQTwqoem/s/fvyvWv4nPApUAUACgJAczW5fyZURgOnDAD3br9KPRiB0ESotgWtw/8vlf2IKYPM7AFILYBIAHY/Zpp3si19TXHZpwgCtqP8nEAiNRU/BIuqTuP8BjOZAua2mhwBm6Rds8PFBX0HDgQr2TNO8AEj+5RK/uGqASo+gcjWAdaHoMly7nRObjlN3UHe+XXlivmZ2HTywpyi2bkFu55poCrSTm1Jq/qu6/0OPQcUTwGkGAAkAQg14xt8+2JQfc+mr0dS/cmc/zlkkAsA+HAgFQ28XVgAg2T/3rX54/lt98MqVPKxuuMuJ7zy4428FePt9W/DQfZt01HYh5GPhlSvupW94gCvHQqcLAjy3dwbeFVn1lXM/vIh3/+OVFsX/n6GjlgRAN3gAmgbREbB3rBL3Z4yXPQHacCAIiD9sD5zvogoAtOz+/Nkhf8HvS/wcJATc/tPXBsSC/8Nv3YD3PrTuk0GJjuAOxuqGB3/+3KD4XW3eH/tzGJx7tVdsv/O5EV8EbMF737HWsZ6i3s1zsI4CQGr6kzT7P7yvBdY/eQCawRf0FTQelz8BF/yLmWa81/Kbfx+K498lugB6ovuff1nuABh1BmTC9R9e7yndgKnr/2VXWPy/87nRVMQfB7QEH3vXKvzkQ2t0EHcg/uy5IfjUF4ZjPT9pgELgV9693HEegWJuCq4f+MMK8YuOf6XI0i9xqfMfDzr/4f3FSkfAEgxd+HcwePU/NvNjzx16Pxyno7ixoCTA5mC2aYquPBY4jNspiYBSNYCcDJjvgvg/Wni/+PG9mZF/aAmiBfih/21CWJKEzrH68TfD3y4r8kfgsYXHGB5rnYRc8brIBQirAGy9//XmP3L2f4s8ALN0JJMA6BY0LZaVW5PmdXPVjReKAq7O++z4+D9a/b/5p2OZLvYy0BX8X/zP+0TsmNDewN8Ifyv8zRojLpg41vCY6ySE57g8+leeD6AaCJF3IFwqepf/oWvXTBIAhK5Rs7nNK8YJzOWmP1LWb7gQdLIHABfjP3tusAlWJRNWJYmA9ib/wFvT+MgmHnN47HUK+nwBYCT/hQaBvFZovf9blP1PHgASAN2DQ+8X4yznmvKDlmt1ZYJXp4BxtSeAv69v+xsda/k30x1LIoDIXwYee53iCcBzPC75LyR7m9ewBRUAc+U1k0ACgLwAaYBqneu1vnpXQIhaA3cq+ePi2wzL3yYCgnADnTrtAvwtGhkCquYJ6IScAMwD6C28CpIGUDL/dW+h7EXsWXuJrH8SAIQ68dlmvAmWAUJhWWn3a3QFlJIB84XXOu6LFNn+f9k6ywvLBTG7nNAewN8irq6/0cBjMWmJYSvRK4n9uNp/RQzgkLD1pocAPktHNQkA8gDU6QWoNPOISQbsK3SeB6BV1p5u+dk6yRGaC/wNWuEJUj0QrCPyAfrLYQCbta8n/8mewvw6eQBIABDqwqH3wyI0qbEF5gEYJ3PlBAflpO/d6SwPAC74jcrwrsXyJNBvII5LbBzU5oJwYOtvK6RuJP9xM/kPr/cuNT37/1x5rSSQAOgu3B5/T1MO7LASQD+x9VAAxgV7/I0W/O5d9Lvd+m8XMdgpgnBg6yvW+L/e+S80FvIrTRcAn6IjmwRAV2Kz/2RTalvzy1+LrHwAZyigd6ezyv8wztpOCz4CWw4T6LsPBWG75wL0F17UrH/VG6B6DdH9Tw2ASAAQMsHS2A9BIX+g8T/qzopR42uGArhYDGjBrw/YHY4qApoP/M6z7Pq4WwTh4NbfKiN+XaV/uA9bBvcuv9DMj4flf9T/nwRA12JudfjtDX+TnvWXIteeMf4zygPoxPg/fS4CHQt1rA2lGyLsFxkIdvLnZevfK6407bOtD75ljo5sEgBdLQDQC9CUE12uBNDmeoelgQM73+woi6+VpV5x+PqrJADoOw+Ax2i7e4SGtv+uQvig5QjJ60Sz2/8ujf4Qtf8lAdDd2Ow70ZQwQA47Atq8AOV9A4VvdtT39srVHvpsBDoeMsDI9hfjS//CDoBNLP/DNbFZxhGBBECrIOJbzQkDODwAobovdpb7v53b754jDwB95x1yrCL6ihekMICjXTjG/1eaF/8vr4lzdGSTAOhaPPLII6IMcGHPTzT8vfJrL4kkHpcXABeBTsJaixv/EAjddKwOF/4u1vr3Nq9Az/bVpn2e8ppIAoAEQNdjEd1dW30nGisAhPuOO70Ag8Vv0S9BIOxSjBaeVqz/Ei8p60NfE63/rSaFRQkkANoB5wLF+96GvknOV++8pM78DlW+x9cgX7pBvwSBsEvRX5qLwgB6AyB/3ehbbV4CYLgWPvLII7P0y5AA2BVYHXk7lLzGdg7rXfkHu/W/8036AQiEXY6R4t9brX8xI2TlbFM+A66BuBYSSADsKg9A0T/wVxp84GMYoOSreT0XANU/gUDY3diz84wgf9367+U3mxb/xzWwGBhC1P+fBMCuwFJ45dbkzzX0jUQYQB/36W9Dpc6L/584uNO2n+3AniId1fSdd8SxKqOfzwljQIQKJet/rPS1pn2G+b2PKYYRgQTArgEmvqwPvqWhHgA8qXUvwFDpH2nBzxB3dsiC3024kwRhJpgoPaNY/6JHyPrXm/LeG0OnKPmPBMCuw6x849bkY41T+KtnlcEepQ52/995sADDA7wtP9tbTmzTUU3fuQAeo3isdo4A+HI0M6R8OeY1ZwDQwv4n5JvkASABsPuAHoCmeAHKQmC4A63/EKfu2KbPRaBjIUPkYF2IgFLZ+h+B89Dj72s0NodPw+bQ6WgwkRQaJZAA6GYYJvitvY3zAvRuvCzF/0swAK937Bf39vs22+4zobu3kyy+bgF+5+3oam/HY7QaJuHZSqhwgr0ApWKp4e+5OPULMvkTSADsDjzyyCOGANgYPCXiYQ3xAGy8VCF/ofD5f+7Y7+6H37rRdmGA975jnQ5q+u4F8NjEY7TTMArfhl64WXH/F9YbK2K2Rh4UHgANs3REkwDYlcATb2HfEw3yALxSJv+gAVAv3Oro7+onH1prrwX/OzboAG6VIPyO9hKE7XRspsVh9lno80XAELvY8Pdanv7FyrpHIAGwG2GoXfQArI+9I/M3Glg7W/EAjPhKv+OtvofW22bRxwV/eKBER3PLBFipbUgXj0k8NjsV+73nYTr3xYa/z+aeM8IDYCH/OTqiSQDsaiwc/EBDXje/8bKI7w3y1zv+O8JF/1d+bLnlnwPjz5284HcL8Ddoh1yAx9612vFi8FDub8Tl9krjjuvlo/9SaT0cwhYaJZAA6FYYXa/wZNjpnYaV/T+T+ZuFiYCj7HxXfHkYZz3V4jKwX/vpJbL+20QQ4m/RSuCx2Mnu/2Zhffpnodg3TV8ECYBdD2unDSTp5el/CqXcSKZvNrB2rqn1vc3Ar//cYsssv1959wqV/rUR8LfA36QVwGMQj0VCPHjPCKwf+efKWid5AGbpGyIBsLtPkPLJUMoNw/Kxf5Hpa/dtviK8AN1m+f36Y4tNzwdA7wNZe+0H/E2anYGPx15wDHaXJ2irASGAteP/jVjbNOInkADYlYjterWx98egMPrWTAXA0PKzXfclYi34x/7ZQtNEABLMr72P+pW0K/C3aZYIwGMOjz3qAVEdO+PfCVtT77EaPGWQC4UEwK6CNQdAPilWjv+rTN9w8tanoLC+1ZUi4Pc+eKvhveHRxUzk3xkioNHhADzWgmOu+8i/EWvExon/No78EV+nI5cEwK4WALoQ2Bm8G9aP/nKmb8qL3Tm1DuOwaI39ZAOy8sVr//MFcvt3EPC3wt+sETkieIzhsdatEyCzXiO2j/9XUBp5k2HkUCigPcDoK2gNvvjFLypHP2MMenp6IJ/Pi0txHdZh7Oz7wNu8nMl7jh+fhsHJsa7+Xl+5koff+csROPdqb12vgy5eJBIs7yJ0Lj71hWH4s+eGYHWjvqUOM/1/5cdWut7lvz6/BIsXrmYjJgYOwdp3PgU7bBB2dnag6IsLvCwUCuIStzJ+/JFHHnmKjtbmo4e+gjZR3pbaWKwGWD/5b2H4649n8h7Fre6PV4Z5ASgE/vy5QXjuW/2pFn90777XJ/6H7tuiMr8uAAo47BXw3Lf6/ONhyD8uki95KAIfum9TPH+3xPqzXCO27vtNkf0PZa+C7gGQQDkAJAB2Heb8bcYlAsLrxT3fJdxovRf+ff0n9/buSVjCBRvjwb8GS0IMnHutF64v5OCVq+ohP9wfjG894RM/lpMR6Xcf8DfF5EDcVjc8cSy86gsBPC5WN1VxeOf0DkxNFMWxsBsT/LJaI3ZO/CqU9rxNkD+5+kkAEBIIAF0Zh0Jg+47/GnpufRG8lfoG+ewGD4BLDFC2NiEUA2jVP3QffReNWiP46L2wc+cHrPkEttj/I488MkvffGtASYBtBJ385evbwp02Wp8q3yYSJBAIDVwj8qOw88C/M9YxnfjJK0ACYLfjmSRCIARm0u7c8z+QB4BAILStB6B47/8oPABxZK/dnqNvnQQAQTo5XCdP8dB7oXToJ+t6/W7sBUAgEOpHvWsDP/JTwA//VKxRY0kCJAFAAmBXYjHO8nfVzBbv/TdCYdd8knZpLwACgVCn9V+P+3/sPuD3fcQgeZsxQ+5/EgAESztgW4KMcbtnFEpv/T0Ra6sFWys0wpZAINg8AJu1PdFfi/h3/b5zTaoS+3+GvnkSAIQY0jcU9MBh4N/5fzRf5RMIBPIA6HjbHwD4a1K1NY26AJIAIMR4ABSSr3KS8MnvATj9sfQnOSUCEgiEjNYG9uDHge39XivJJyR7agJEAmD34ZFHHkl04IcnkDV+dvR9ACf+aar3pRAAgUDIYm1gd/4isGM/HWvExO2LM4QIJAB2AxZdZJ/UTcYe+J+AHf3pdEqfwgAEAqGONQGJ33vzr7tI3WnMpHk8gQTA/8/emYDJWVV5/1RV793p7qS7syd0FggkgYSwhASRQCtBcYGgoI6DMIoojuOGOt+MfsjoLOooqJ+o4wLizKhs4oKQSEgHzB6y72tn7zW9Vy9VXfXdc6ur6XRX1bvUu7//3/Pcpzud6uq33veee/7n3HvP9To7sjGc5L8DVz1Ggaqlqv8otgICAPSOCTzWBK/6niann+7fyABAAIAMRpMunTbSkILXPUmBsvkqjb0XNxkAoHlMCJTPp9CSJ1UFKyO/TzWWqZ0KBRAAXqROjQEpKOgEuaUUfOvz0kCV6Mc6AACAxjFBOn8xxlBuWcZgRdV4BSAAAJ1QygAoGdEF/ydEQEiFCMCZAACACzMAfYY5/0zbmEcENrW48xAAIEMGQHMlLWGgSiKAt/tgISAAQI4HYiyIZagQmsr5ax3TsADQmeA4YHthBfywFmGgikERMPDaCoq37Umr+EN5uXgCHonerC7xHAiFKLcoHzff49E/rysK3qDe+WcKYFJQh7sPAQBSqGWl9NrInwUCgdEioGY1DWz9B4qf+G0Ko++lgvIS3HAX093QSp1nmzNGb2YSFCJgzORKKp4wFg/D1QIg9QJA3l4cvPp7o8cWjcFJhoOATuDu2wumAOylTo2KVmN46V7H23VSFevAQkB301Z3jtpPNdjm/Bn+23wNfC3AvaQaC9j58/ZirYFLpiBFjVgAEAC+oaampk5vVkAtrN6lCBhhzKgI6O4BO9zc7pjr4WuBoHQvI8cCWVdEg/NXE/Wncf61uPsQACCD4Ri1tUYq+uueuODELhQEcifhlnZcEzCEC8YA3kp8w3OKlUUzOfV04xUyABAAIDU71KhnNcaoKAIm3ZpY0FM2byiSBO7DiQc64ZApdzI0BogxQY4NlUsNe28V4gBFgCAAfE+bGpWt45St1AwaOqt8TAMA4G94DJCL/YYFBkMBg8LiPzWBS6aMZk1NDcoA2wx2AThQAKRz8oalz3JL5Rxf5MxbiGI/xBNwGQXlYxwn3viagPuIXPJvFJjyvqwj/EzRPtL+yACA9OxUMi4txqbJgIXhR3Nn4wm4jMLKMrkFzzGDiLgWvibgLtj24wY7f6VxatjPEP1DAIBMxqXHsWv9nf6ChbjhbjPaUFDuv3cKfC18TcBdqLF9rdMAqcajNNOVmP+HAABKSjjVqVrZRP2jBoH8BXgCLoSL7+SPKbL9OvgaUAjIpQLAYNtXqgKIqQAIADCatkxOP5PxaNoBkEbJ9xa+BU/ApYydPZVC+faVc+a/zdcA3IkRtq92DErxurV4AhAAQEX0r2Y9gO5dATISwDSAK403FKRxs6bash6A/2bib2MIcWf0b5zNq533z2aMAhAAnqSmpqZWi7I2w4D6Cq/Hg3ApfCBPxZzplmYCcosK5N/EYUDuxWibT7VtWWEnQB2eAgQA0GhUeoSA0kIeLAR0vwiomjvDkjUB/Dfg/D2QATDA5rOsAggBAAEAUhmD1rRZtlmBSO5sGsiZiKfgZkMOBaVjLps2wZQpAX5Pfm/+G0j7uxu29YjO7b9ZzPkDCACgRgAoZQDMmFPrw2JAT8Ar8sdfMWtwa172QiB55C+/J1b7ewM1tm5EFcBUY1eSdFOfwFpQCdChqC2uYRS9hddTUeezuPEeyQaw0y6eMI562zqpt7VLftUCV/YrGFsivyLi9xa9Jq/5Mb2SKYAA8Bi8JWaZkhBQ83O98KrgeLCEArEuPA0PCYGiijLZ5DPuDMvT32IDA6LFKBruTQwCRQXytRzt89x+ngPqCwCTnLOw8Wx3AKipTaKwPgBFgCAAgBZDU3L6/H/JtN3w77VFBm+hwu6XceM9Cjt2OHe/R//qp/qMqAKY6iuhDLBzggTcAkfQlinCN7saYBJsBwTA2/RZkP7PdBoggAAAo9mRSUGryQAYoeg5OuAUIQDAe7Btm1X5U+NYhQwABABQY1BKawCMzgigNDAA3sRo21azPXlkG6QdTwMCAKjMAGjZ7petCAiPuRNPAwAPYoZtm709GUAAeJ6ampo2LcamJ+JXu6AHRYEA8B7ZFP/JNiuQ4me1eCIQAECls7daUfcU34oHAICHMMKmNWzzS5sdABAAIDW1eo3RaAPrKVqOpwGAlwSAhTatYmyqwxOBAAA6VHeqbTZGq2tOF+KIYAC8Aduylmm9bMoAj/w+VQagpqYGAgACACipYqVFNWam1XqKkQUAwBPRv8G2rFScDOl+CACgnRNKxqZkXEbW3eY5Q9QEAMDdsA0buaZH6xklKbKWtXgqEABAg7GlS/2bnwXAYkAA3B3967NhI8oAYwEgBABQT60W47KC7hLUBADAzVhhw5kClRTgICAHgcOAHJ4ByHQgULpTuDKpd/4/tQIiuRgwrw+VO7WybU8J7TtSROca86i1PWFmM6f10mUXh2nu7DCNLYviJg2D7xHfr/2Hi+isuGe9fUEqyI/RzOm98n4tmo9TKrWidfGfHqevRhSMeP1OPBkIAKBSGautrmXEaYCp4OphEADqYYf/3y+MH3L6wzl2qkC2F18dR9df1UE117dJJ+dn2NGve6OUVq8rT/l/+4Qg4LZ6fTl9+PZGmjS+H51Mg+1aEaBkCkbUiAVgHwHcAuewevXq+MhoPScnh3Jzc+VXbqFQaOhrsgWDwaHGvzO8ZVLlaqk690EKRevxgFQ4/5/+ZqJ0XGpg53+ViGyXCjHgt4wAC6Rte0to3dZS1feLuf8D9TRjWi86mwIc+TdN+rU+p5Bi7Bju8LnFYrEL2sDAwFCLRqNDXyORiPzKbZA7ampqXsATQgYAqFDYSg5bazlgPWq8q/QjVHb+m3ggCpGsFuc/PPrlxtMDnOZm5+ZVMTAU0R9JRPV6+NXvxtOXHjjt+8yJGps1YyxKNeZorAKINQAQACANnGtfmE4EqJl3Myr1P5w+eUzwDykQwzxsOjiFrcX5jyQ5PcBwmpsFAYsBngN3q7Pj+8FZEf5c7PD5eyPek+/1bTefR6dLNw4ES6TN2hm06AlQAASA32lTo77Tnb5lhvNnYmJA6R7zPippfxJPKA1v7DGuZgI7Sm6cGWA4I8CiQLaq/qF/O4lzgwv32Nlzej/5Gcy61xAA6WFbjems4ZFNFcB0PxtRBbAWTwgCAKgUAOkyAFYr63DJnVTc+SyyAGmi0myifyXYocpV8iPS5iwExpZGqaAgNiQIWCAUFiQyBpw5yFYo8N9t68i5IFMx9HO+ro6clAsezb7f/DexkyJ19B82ceuf2qkARP4QAEA7vEXm9kxGp/R/ZmUCkAXIHP3aQVIYMHrm1FkcJJ2p65RyBwSA0dG/XuevJAqG/awOT8hZoBCQ0xV9hhSbFoM1KgsAUjtStwoXNzp/N99zN0T/RlUBxCmAEABAG3VqDCvV91bAkUVYRBjgQjjVjmjUOvheYxeAtdG/mgAlldPHVAAEAMhCAKg1Kq3bAfXC24twSNBoUKkO99oL0b8Wp6/jdWvxpCAAQJZKO52RadkymE0WoBtZgFFwZT9EpebD95jvNbA/+s80VlkxFgEIAE+RbouM00pqcqSBLMBox/S+dzTjRpjM397RCKFlY/SfzsmrdPYoAgQBALLJAAw3ND3CwIgdAsgCpGbuxWGIABPhe4sywM6K/pXqAIwYm3CoCAQAUKAuk9JWewqXFVkAs04aczM8Pw0RYI7zx9z/aNgGzY7+1e5AQh0ACABgsABIZ2jZbA80Ao44jK43DhEA4Py1wTbopOhfIRhBBgACAOgxNKWV/3Yo7p7iW+WZ4yC1CODjazFfrR++d3wP4fxTw7bHNmgU2UwPptsOOKIMMNYAQAAABXZkIwQsj0DKkAVIB68J4ONrUbRGO3zP+N7xPQT2256aGiSoAQABALKnPZPCVmNcVmYGjI5CvOrIEMVCOBmJWdk3o8qIpxAItXhqEABAGcUDgTKdvGUHneWfwrbADCS3CGJKAPfJEOcqbI1tzjHXo3BaKYAAAOrZoSYDkK2BGXlgEBYEqo9sv/TAaaS1UzBzWi99+iNnkSlRgZ0L/9Q4/jTU4ck5D5wG6AbFrzDfNjJDwM7drFMB08F7kQu7V1JO5AgemEKUyxEun9734ppxrj2Mx8j78a6bz8PxqySaO9vWGhxqtiGnyQKcwNODAABZZgC0lNa0WgS0V3yZKurvxxNUmQ2YOb2X1r1RSqvXlfvyHrDTZ+ePdL82G3NCQJKqCqBWsQDsB1MADkPtVhm7qwGmIiKik66ye/EQNUS/NUvb6Isf99e0QDLdz/P9cP7qYdtiG3MaKmuS1OIJIgMAslDcblhcw/OTBeG/YipAA3y8LU8LHD9VILMBx8RXrzr+muvbUM5XB5z6t2OdjdZtflgECAEAsofV8jIlg8xkmFam/keCqQB9sGP82AfqPScE2PFzuh/z/NnZlNODFIVxCkWAIACAkWo81ZZAu50/k5wKKGl/Eg8tCyFwrjFPrhHYtsedWywR8RuDFal/rWNGuqJAGaoAogwwBABQSZ0ag1PKDNg6aGEqIGu4EA7Pk/M6gW17S6QQcPquAZ7T5/UMfM08tQGyw67Uv1LwASAAgHmcUDJCJUMcngmwKyvQWvl1qmy4nwIxpH6zgR0pO1RuvH2QxQB/dZpYuf6qDun8sbDPIKcbLJE25FTnn+n7EYEKon8IAGCEEdp9CqAW+KjSjvJPUdn5b+IBGgQ7WG69fUEpAvYdKbJNDLDT53n9ubPDiPZNgG3HyiO3sw0SMmxRxvw/BADQwI5sFblT4JrleX07qbD7ZTxVA+EoO7mwjsXAsZMFcvEgLxzktQNmZSJ4Pp/n9vkrnL65duPkMzYylSd3clACIADcQJsada10JoBS6j9ZMdBsuG55bv8RrAcwUQwkMwMMCwIWAUkxwOsGtIoCdu5jS4XDn96b+AqHbxk87++kWv9qnXqG7X9r8VQhAEAWAmCk2nb6/P9wuG45b2Ma1/g5rAewSBDMGIzSh5MUBpkoF84ejt5GJztoKzGHHq6ltM9fT8VSAAEAhsFbZlavXq3ZIJ0Mb2PCegBnCAPgXNhGnFjtT2n8UZiKrMOTdSYoBewiQxtpXNnMu9mRFeA5zbCNB5kA4GTYNpw0729gFUAIAAgAoJEdmUSA2vk4J0Y4/fkL8XQBGAbbRIcD5/21CgUAAQCMoU2NKk+1PdDpBtlW+XW50AkAkFj012bjfv9sqgCqCU5qampq8ZQhAIBBSlvFnJujSS4KjAdL8FCBv23a4Yv+tET/qBYIAQCMY202xuh0I+SFTufHP4qnDHwN24CTF/2lqvWv5OxHBCgoAgQBAMwwSC1O3olioPWlF+nk75vxUIEvOf3HZmpb+aIjrsWIKoBpxhmUAXYw2AboXOoyOXE1ytzJRA5tpPCfHqOwHHyIpr2nEk8c+IYzf2qitt1dRLsfpbxLFlPuJde5KgjJFIwg/Y8MADBJAKjdjmOV8tc1gPR0UPuPHpCOn1vbri5q3tyBJw58QcuWDun8k/2/+1cPSZtwg9NX+j9kACAAgIUKXMkQnbgroPOXDxH1dlBA9L5AMC5b/SstUggA4GXY8Te82jLY9xMt1nqaws/+i+vHpDRjTjueOgQA0Ei6rTNuT7NFDm+kyK5VIvKJDzYaamdeHEyLAuBB2vd00bmXmob6e3BYi2x+lqLCNtzk5J0aYAAIAF9kAIYboB5hYEf6P/yrhy6Ifka2s3+GCADedP71wvkPd/qBEa3nfx9y1fijcv6/Fk8fAgDooy2TAndbNcC+2l/IdGcgxeA3fGDkgZIHTAC8QMfeTmpY2ZRG9MaHWrz1lMwEODHI0CsMAAQA0M8OrxgeL3Lqe+mxCxx9pmio/mWIAOAh5z805TWyXdjv+1Y+6vgFgZnGHBwEBAEAbFDn6bYIOoX+tb8Qo1tHxvT/8GiIB8eGlY1yAAXAjXTu66TGvzQp9PkLG7WdpoE9qyy7Rr1lgEeOPemmIWtqaiAAIACAURkApSkAp2YBIlueyRAFpY6GuHH01LYNC4mBu2jf3p5w/in6tFKLrHJOhUy3jjcAAsAT44iSClcyQifU545seVZGNloioeGt+bUWalzVhN4AXEHTK03U8nqLLufPLS5sJbrV/rUA6caLTD8fIRRq0RsgAIB+2pQUuRsqcQ1sfUb3YJhsnfsT6VQAnEzzK43UdaBTg8CNj2pB0WJvPGPZNevZDaR0KilwBygF7Gx26DFIJxFvPU2xYxspqx2Hg7/LA2ukuY8mrZhMwXxoV+AcYn0xqn/hLPWL/pmqr2vt/vHjG6TtBMZOdZY9a1trhIOAkAEARhtgpgOB9JwPYGY9gOhff551NBQMvNkiLX1U/7vEQAuAE+C+2PD7sxQVfTPlLhedU1+xfSsd5/TVjEnDXr8TvQMCAOinLpNBalntb1eGgAexkYv9gmmb8vZAuUhKDLQNItrqPdODHgJspe9sDzX+4SxFzvclRtNULaCtDa0F2P6MYz5nuiqAThlnAASA51C7hSZVVkAtZkb/MoXZdtqQaGhki0dicuDt3IUdAsAeOne3yz4Y74+p9+8q1rskXxyv3ycXBDqRTNUAh4GDgCAAgJmG52QVHt+/0rBoKF1rW99M59c0UkwMwgBYAfe187WN1C76nuYFrRpNQNqQTWNMqrEk3XiTZjzCGgAIAJAltWrUtxpjtnwgOb7RsGgoU+s+1JlIw7ZgXQAwF+5jTX88Q+FDHaLvxU1vvBjQ6cGI0wIPoB7sAnB5JmC4Ak91VoAdB/4MXVfdBjL0z2d4r+h5HpjPUvnSSiq6ZAw6CDCcsBCa7RuaZAbAMrOqM08A6K0CmGqcSVMFsBa9BgIAZDkEqDFEx8Fzl73t2vc/6dcAFO8foNa1DdR3rofKllRSMA8JLpA97PA7NjRT+HDHoOO08I/3dSRsqdz67YBOKCIGIAD8zgkl41QyVjsyAfG2U2RX8oHTsywCxt44nvInFaIHAd30i37U+lojDXRFDBez6sX0KcsFgNI243TjzLCf1aH3QAAAE41T5Upce8RA3UaycfaBYmLAbnnxDBXPL6ey6yrRaYBmOjY1U/feNuuj/lEhwEai6iWmvHW2Y0GGHUgQABAAwAB2ZKvUbcGE9H/aQSxTNkAM4P31PVS2uJLykA0AaqJ+0V86NjVR9Hy/AY4/bowtOSzwSOX0MU0AAQCMpy2d6lYyPi0GyZGAoQbcsM/eqGkYvECw5aUzVDyvnEquHIe1ASC1g+uPUdeOlqGoX7XKNJuGvbY7fR2vW4seBQEATBAAI4WA0nqA4c7dqrUAAY58AiZEQ1kQ3tdKfSe7qHRxJeVPL0HPAkNwv+jc3Czn+g0xEYN3v9hpOWrn/R29KBmkBKGQw6mpqdmhRZk7xgDbT6fY10yWtXR1BWLdEWp79Ry1vnw6sbAL+BruA60rT1PbmnM00B1RXYDK6II/GWth9HXYnx1Js+04w7iDIkDIAACrjVKPEDA8/c/v2X7KnGjIIPobeqj5uToqWVhBRZeVUwDTAv6ynf4Yhfe3UffOlkEbcO61Bhr2WpYBMLAKIMoAQwAAg6gTrTqd0Tlm5f8FoiKbX7buOtkBhPe3UvGChBAA3qeHHf+ulkQN/wDuR7ZCAUAAAAsFgFIGwBHVAAPO+ztpXxqJUffWJukYiheMo4JZpehxHqT3WAeFheCTqX4dfdRLWiGbKoCZsgDIAEAAAIsVuBMrdjk2sspwXbFwhDo3NFBYRIdFCyqoYCaEgBfoY8e/603Hj6jfmLEn07RjTU0N1gBAAACD4C01y5SEgJqfW0b51AvXAbgIFgJdG+qph4XAFRWUDyHgXse/u0Uu/HSz44+Pn2e5g09X9z/d+IIpAQgAYIMSVxv9D58KsGRagEuXdjhbACjdAXYcLATYiRRdDiHgVsfvegrM6XdGVAFM9ZVSnGAKIACAfuoyRfhqFLvlzjXgnVSrFAIb66l7WyMVzhlLBaJh14DDxHB/jHoPtVLvgVaKR2Kujvg1K1UHBB3IAEAAAIsFgJOrAcbLpolxy6KzzC0aINmxhPe0yFYwo5TyZ5ZRzniUF7aTaGOPiPjbqe94h2c/Y7x0miMcv4ZxpQ49EwIA2GCY6TIESedu2Y4AFgAeXmzFDodbaGw+5bMYmFGGrIBVfV4Isb7j7TLVP9DW57go2fDPW26PAFCzvXhkG+QEeikEADCOjNUAtZTgtEoExMfPdd9d1nFb2AGFtzfJxkIgd2oJ5U1BmWEziJzpov7Tog2L9v2woD9eZZ8tZdpeDCAAgAXwlprVq1erNlY983JGVwPkKQCnjs5mXRY7Jm7hvCDlChGQJ8RALsSAIU6fv8b7B+x7uHYKgLJpzrkWddOMtei5EADAWHhfbXkqZ+9ERc5bl+wfi+25J/HIAPXXtcsWyBViYOoYmRXIGV8k/w0y3bsYRRvD1C8cfuR059CCPt+E+yn0jFXbAA0sAwwgAIDB8DTAMr1K3Y6KgLHpSyh4ar3vHVr/8XbZouOIQjNKKH9MEeWJlluUj17NUX64j/o7w9Qn2sDxLso9b5PPd6DAiE1b6rw+rSwOUAQIAgDYodpTbdOxqxxwfNoSIgMFgBcCwN62TtmYYChEBWNLKLewwFeCIOnwIz291NvaRbGBN1P7uRTwZaSfXgAsMV7nZFEGeOT3qTIA6U4wBRAAwMAMgNKiHLvTchy95AS+gyeX7v4IxxdubhfftQ8JAhYBLAY4SxDKz6VQXq6rP+NAf4QG+iIyupdOXzj/4Q7fqxilt2NTrc8AKBUXQ7ofAgBYT7uSsSoZp9XVAGX0kl/qiPPM3SII+gZT4Z2DP0uKgpyiAsoRYiD5fTAUdNi1xyga7pUOPiqcfvJ7Pc4etfoH7VXYjhkZAD3OP9N24xEBCKJ/CABgpbGmS/07Qa0PzL6VcvY9jYel07ENFwUj4SyBNOJBQcAZg5zBjIGR2YNkFM9EB79POnwm1bXZHTl7QhAK2zGvL2ZfBjjNGIP5fwgAYAK1oj2sVcU7YhCDABj0pMa+XdLxqnXAuSoyB+zYI4OO3Z4OQ7auAXCS/hgwUQAYFWgACABgo2FmOhAo3SlemdS/0fUAeBDjVGbAiGkAl0eHQZvPprHVsask1I81gNJOhc0MzLJPAKipAphmjFmLpwcBAIynTo06z2Swlp4GOCILgGkAODbcKNXu1xHRf7oqgJkCDOCyoAS3wB3U1NTU6c0K2E100f3OczA2tGAE/VgxAxCJU6KAk74W8EQTNnPl/Y57NplEgFKgApABABYYZLrXqPKLBqf/hzIAVfPkaubgaT2nA7ozukgVxAZiiRaH7E59zwbvj9+zBANTl0qbsWMsSTVmaKwCCAGADAAwidpMIkDtvJ0tWYC5d+mOhhzdAqlb2ixAPzpx2sEoouHGe5joZXc5PuhwwpgCIAAApa4GqFUcmC8A7n7zgCAvNY2EMA2Q/t702y/c7G58jDbbimlZliyqAKb72YgqgLXoyRAAwBza1GYAnKjM+xd/wfE32GzHk9OHTpwOeW8cKtz8YiNqpwIQ+UMAAOvZqWS0Sv9n7zTA3TLCcWr0FbDA8YQgANJnAHx+b+Kl0yhy2d32/X0VVQBTjSfDfoYiQG4T3bgFLh801K3MTfu7VmwHzG3cSzmNeyh4dANFmwOUm+ff58WL3DjSjeIgwFHRv+oFgB6lc8sZ6n99LgXnLnmzXWT8YkCjqgCmGGdQBhgCAJjIDjWGmep7SzuVcPh5p9ZTbN8GGhAt2tZBnZ0Big1Wwhs7T4iAUv+mEHN6IABS3RM/E+kIUO95dswdFNu6kogbO+uiUikEQlffSiHxNVA11bYAI5XTx1QABACwjrZMTj+TUZq5HVA6/JNvOvy+lk7q6BweZVw409R5PEjjFgz41+jY2ZWjM0MAXGgTFB8dmce7O2lgyyrZpG0KARC6ZrkUAywMWCCY5fR1vA4ZAAgAYKUAGCkElBbuDHfuelOBXNa34PBLwtlvlA6//8zpEQ4/8/tGuwMUPhekokn+zPkGo4NZgEJ06KTz53viGCxeJBg+G5Q2ocrpNp2m6J9/LpvsS5wdEIIg5+rlpmUHMs37jxhz2tGbIQCASdTU1OxYvXq1asVuZHqOU/qBnSsTKf2j+6i5Xb3DT0XXySDlj4tTKN+fKcT8LgiA4ffCr+V/B/oC0hb0WsHAYNat/5dfkwKAhUAyQ5Ct00+1vRg7ASAAgANJVwtAq6EmMwQc5eftfznh8LeupM6mTor2GxcixUXE13E4SGMv9+dUAK94D4qPHgv5u9/yPfDz6v+OQ0FpC4aMAY2nKfLnn8sWKC6lkBADOdckBIFR0X+qsWYYtRiJIQCAudSJVp3K2autBpgu9R9qP0XBPS9R/66NFN2yUi7cyybKV6KvPUDhs3EqmuzPqYD8DqKesT6P/jv8e/ZP99mgsAFzdmLz2oHY2mcpIhqLgWRmIPfa5Vocuq7XAQgAYJEASGeoao8CDgqnH9j5MvWveYbCB/eKKD9gmsNPRdeJEOWVxSmn2NgBxQ1OJa+bqL+EaCDXnx2ZqyLyPfAjke4AdRy1Jv0T7+qgSO0zsvWxGLj2VsrldQPXLlcV/SudBTBibAIQAMBK0kX+6Zw/R/oDW1dR9K/PUs+RvRSx2OkPZyBK1HYwRBVXRCnow95Y0CYiwSp/9tsCn5aNiQ32eTti6Hh3hxD7T8vGmYFcIQby3vlRClbPVS0G0mUC1J5YCiAAgH7WirZMqxAI9nVQfNtqir/6BHUe3k+xgaSzt78YZCIayqHyOVH/GWAfUW6PuAc+WxDIn9mvZZG5r0e67bc7nibgzB+3IC8gvPF9FLrxTqKKyaoKjGEaAAIAOCgLkOrfOXteIVr/e4q+sTqr9H7ptW+TX7t2b6BYj/F523BDkHJKQlQyxX+LAgtbE4WB/HJMMFf848/sR7rOhGRfN4NgYTGVXJ5Y/d+x+RVtWYnG09T/zGNEogXnLqbgDSuIFt1MlF+cNhMwYtypxSgMAQDMR/lAoJazlL/hN0R//RP1d3bqdvrDmfChz8uvVcL5t659QTajhUD70RDllsQpv8xfiwKTDjFc4R/B48eyv7zgr92EeX92/GNvvF02/l7akkYBMJyBfZtko6JSCggREH/bhyk+eXZaEQAgAIB1pKy2FervpLztG6l4/bNEJw+TkeNrMqpIDjYVt/6NHGxaXvofKQSMpGVPDlUtiEgh4Cc4JZ4XJuov8vbn5M+Y68Oqf5GugOzbRk/8sx1WvONvhhz/kM3OXyKzdVnR3UHx14V9ixacNodiN32Q6Np3qA5MAAQAMNtx1B+jkg2/p8L9GyjQ2zU4vhi7mC9/6qyUUUfVio9T8RVL6MzPvm5YNoD3RLfszaXxV/X7blFg4fnEjgCv7grgVf/8GR2FBeteY4N9OhY17o+x/U352FepaPblaW22c/dG4z7EqUOU89QjFHrmO9R/4100sOjtFC+pGJ4F2InRGAIAWJQBKNr+imz5dbvMd0xpBhl5HeL/qr/0AyECvkF9Z44Z8veivQFq2pFHVQt9JAIGfUNxE1HXBO8VCOKCP8XN5LtN/+z8uS9znzZMkE+ZKZz/Vyh33ARdNptVN+3povyXfyFbz6JbqHtBDfXNuJwABAAwmf1L86vpq++8N15QLKL9RMRtRaK8QAw4GbMQYiCa/un/oJPf/0fqNUgE9HcNioAr/ZUJCIgHWtRC1F3pnUWBPN/Pn8lv8/7S+W/Pk33ZSFtkWxuZ8k/1OrOn6AveWCVb/4wraKC4rAwjtGvjDuBsx1+wULiDz4hv77Xj71/6/RfVDXg93XT8m5+myPkG47IPlTGqvDziu2fO0wBeEAHs9DnyD/nvEVL9ljw5928ULLRnfPkHis4/yYF/uM3qj1wnnvgjl63vfRKjtjsI4hY4l31LCpaJtkaE+dspHrhXHhdqccsdO1F9ZxID09SPfYWCBSWG/f2ephC17PdfqTx2mOw43Rw1+9n5c5+NdAYNswO2KWlbKp2/FAxsu9aOF9VirHpCjFnHRfusaDj0GgIA6HD890rHT8RtGWfy7Go5FeM1XXv+1JlU+c4PGXoN3edC1LQ7z9BFVG4RAWMa3OlA3Xzt2cB9tH5zvuyzRtoA2xTblhbYdu0YMyhRqvxR0VgIfA1CAAIAqGDvddLxHxffPkFpqv25gXHL3ktFFxu7MKinKUgN2/wnAtwYRXshe6HX+XMfNXLOn2FbYptyIez4HxZtO49tGOEhAEBKx1+4TLTtYsh8Ih4PVItGTmkytaeDCSvuN/xa+jv9LQJ4D73T4Wv0tfMXfdTofs+2pAvnjCPVPLaJMe64aBACEABg0PEvFC2Z6l/oxGsc0Lm/v2DqTCq/rsbw60mKAP7qNxHAFfScLAL42orENQZjidXFfmkRE/sk21CBxtR/trZrIkIIEAuBNRz0wAPYD7YB2sCexYWcGns0HrdnVb8Wek7p39ZX9Y4PUeuG1YZfU19HkOrfyKOJV/VT/hh/hZrSwQ4Q9Y5x1nUVdIrW4T9bZqd/7g3zslJsQ3bYrsmw818mxkEuI/q5+Zt66uAVkAHwi/P/rPjC8/z3uuWa9UYSuRXjacyC60y5JrnYSgy8XedCvutD7GiLHHSYDl+La5y/gaE/9z0znT/bTq7GRbgOjv5Tcbto2wfHRAAB4F3q78it3r24aE1uxYRHxehR7qYkZ+/p47o/d/niGtOuKxYNUtPefGo95rJtggZ8/Lwe4Xjb7J1rlwV+2hLX4prubBCtR3Nl3+M+aNbFJmxHHwmbdf4DKRoTL586u//RgU/RvfGtr1TDU1gLpgDMjp4/JVfCfnZgIPpwKBSncG4RTf/494SBHqPuQ3uoY+dGx6v17kO7qfji+bp+t1REMcGCYlM/Iw/GnIqtms9VA/1ziBDPufOK+64K6wsGsfMvafHnNr+mPXnU3Whu5ilUWCxtJxubdfJhfeWVUaqqzqe8i28gmrSAAuNmPRF78TM7xHh5X+iHqQ88A+bEIsAs5/8gLRN3mLf0XaBsw32lVHjLQxSauXRIrbduXC2NNpto2ywKps6g2f/0Pd2/f/In/yaFjulqtjBOExf2UZ7P1gVw1UArRYBfnT+LzPod+RTtMX/YZOc//YF/0v37R/7tM44bS3Lz41R+yUVUsWAe5Vx6C9G4xCFj8ZPrKP76t7n+d/Klj1GcHgk9jhMGIQDc6fjlIj9SmOcPXHQ9BW74ogjlSt4cZFoapbNMZgecwpxv/IzydM5Hsrg5/cvvWXKdQeEMK+f005gpUV/1OXb+LALMPkmQnX6JD+v6d57JoeaDeRSzSPRM/chnaKzOXTQ8hhz8ysccc+9YzJTOnU9jFy0WnWfYAUbC4bPjj59Yl+rX2PnfJ0TACwQgAFzk/HlhC0f96qpfCecfWPwgBS6+ZfR79XQPCYGOHZtsnSqovPndNOn9+gaVxIB0v6XXywKg8lJ/TQmYLQL86Pw55d+4O9/0lP9owf1T3YL73DM/o+ZX/2jbPZPTFwsXS8dffMl8+e9RffXwKopvenx41J8OuVNACIE6eBcIAKdH/Vz1SteK1gDPgwkhkEyLpYJTeuc3rBaCYJN0qlYb9aX/+tOUxqyGvZ//kOUCJpenBK7s9dVWQRYBPaViXC0y9n15vUFhh7+cfx+n/LcXUKQnYLmtzfvu/+obh4SNHfjn+y23NRYrpQsW07glNXLKMC3nj0rHHz+3U8vbczaApwQeg6eBAHCe8/+kLOLzOxox16/rgcxbQYFF91wwLZAuqmYhwPvse05ZM9c3dsnNNO0jn9H1u8e++8/UdWiPPdmLy/qp/CJ/TViHy40TAbLAj89mY88fyRPNnt0lJSJqnvn5f9X1u6d++T0xJrxqyXUWTpshxoQa6fgVsxWc7t/2FMX3Pp/Nn6wV7Y7Qj7A2AALAOc7/a4ORv4FyuoQC84UQuPIe1aqfpwjahSDgr2Yy8/PfkAOUVs4+83NqXm1fWrJw3ABNWtTrqykBLhaUbcEgWeCn0z/2zCn/c9sKqOe8ffUlKmveTZPf/1HNv8cC+9h3v2LqtXFqv0w4fP6qNhsY3y4c/57n1aT71WYD7hMiAGsDIABsdfzlg1H/MvNCgYkyG5BqfUAmMdC+IyEE2k0QA6GiYrrsX/9LftVCw59+Q/V//I2tzyyYG6fJQgSwGPALnAUI6zyLTe7xD/vHptnpnxXOPxaxd1ic+O4P0IR3fUDbeBTupv3//HH51WjKFiYcfpkGpy8dP8/zi6ifuurNuE08HfAIsgEQANY7/0/QQnHnDEn5q2LcLApe96DcL6uVITGwc5NhgwOn/mZ9/huaRABfR92P/t0Rz2/cxf1UMbvfVyKA1wWo3SYozx3o8Jfzb+GU/+E8R1xL9Sf/j3S2Wpz/URH5GzUVyHadjPK1XMcQ53ZSbOPjcr7fZHZQnO4L/Rh1AyAArHP+91Jilb/1D4sXCvL6AB1CIOmEz2941ZDMQCHXBviCehHA6ckj3/mKY55j0bgBmQ3grIAv+q3KWgF+2+Mf6QlSw658Cp93Tklptiu102zs/NmuegzY88/OftySm/U5/UHHL+f5tS3wyxbOAHxOiIAn4Z0gAMx2/ry33/a61dkKAR402uUUweasxABnAmZ/4euqRIAUAP/5VUc9T3b+U67q8c2UgJII8Jvz72rIofpd9qf8RwmAh76uSgAknP9Xs4r8y2SUf20ivV+kb4ePTY5/JI8JEfA5eCkIADMcf/lg1H+7ox7eJcsTQmB4cQ2N8G4CFgGNr/xJ19ZCXv0788F/lGJASQAcdpgASFLJUwIX9/miL6erFeC3Pf6N+/KptS7Pkdd2sQoBwE7/2OP/odtmx7/tXdLp6601MKigEo7/0Eqn3Lpa4l0CP8a6AAgAo5z/A9L5rxFtoWMfYlIIjJmQ1ft0HdxDLevX0Pn12rcRTXrPB2jiu+/O+Jrt99/h2OecXxqjKVf3UG6h9z3gSBHgJ+fPKf8zWwvlkdJO5cqf/i7j/9f/8bd07g/aF9SOW3ozVSy9iUrmzM/uAjsd5/iHUydFwE+wLgACIHvnv3Aw8l/oiodpkBDg1CKLABYDPafqNEQWVTRRCAEeZFILgBWOvn/JKYGiCu+XEU4WDGL8UuCHU/7ndhY6LuU/WgCk3ivP9lgvHH9/S5Pq9yqcVi3tkZ2/7hS/Oxz/cNoGRUAtvBgEgD4n+HHp9NfwqZyue6i8RuAq/WsEhsOpRp4eaNuxWfUuAk4rTnrP3aOEwDaHCAC+Ph4M082dVl7SR5U+mRLwC437Cuj88bw0TnKG7NtWV9dMx6IRAoAd/7k//Fb19XHfLl94rUzzK03NqYLn+N+wfY5fh8ql+0L/hcWBEAB6nT+5z/lf8HAnGycEeIBkEdD4lz+pXnTEAxGLgLIrF1NOURHtf+QLtt8TFibc+DNkup6iigGacnWYQrlxGISbbVlE+yc3FFFfR/pV/pc9/B3pKNnJcrObi7/4dfm1ffsm6fzVCm/+DOPf/i7p/LOO9oc7/rM73dwFIAIgADQMGPfLPf6ud/4pMwKTFxjyfuHBrEDLujWuuQdFYnC86O/+Xn4dGt/EYH82w4DPzn/q1f6YEvAi4ZYcOr21UIqAdEweFIRJOg/upaM//A9TCuqYRcX1N8lov8iIaJ8569KIPz2PCRGAHQIQACqcP3nL+V84UsyiwOV3UmDOLcbcLzFIcoTS8Jc/aZqXtJryK6+l6vv+flRUxNe/+8ufVDw4pYqnBC7phYG4iOZDBdR0KD/ja7iq3eXf/NGofsEC98Qv/p/4WufYz8frbSaIaJ8zbIZE+4L4wVUU3/0cUctRL3aJJ0M/pftgGRAA/nT+wxkzUWYEjBICTNv2zTIj0Cq+OolKER1Vi8g/bbDzh6fp7O+V077FFVGaeg2mBBxvxyLaP72liLpF9K/E5PfeTZPfc1dacXvwW//XcSJgrBCzHPGzqDUK6fhFxE+d9V7vHhABEAApjP1j0ukf94XzH05+CQUuX0GBK1Yonj6olv7mRmp45UVqXrfG9jSqkvNPXu+uL39S1fux879oaTcVlA7AaBxIb0eITqwvzpjyH84VIvrPq0y/D577775HHqK+ZnsXB3KEz315wttuy3i92gy1i+K7nhcR//NEfV1+6iZPhn4GEQABcKHzd/Q+f0uEwJxb5PRAtlsIhw+enBU48/unpZO1msLpM+jSLz2iKj3KkV7ngb2q33vC/F6qmIldAk6i5Vg+NewpUP36MZfOozlf+hfF14VP1sn+YYeYZWc/5b13yWjfqDS/3Mq3+zkZ9fvM8Q/nc0IEPAa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"path": "998f49fd2b1f4d4dff991a9a00c8783cc02701e28e43c0f7b53ce911a5db0ac8.png"
} | Generate code for a svg of a a close up of a red and white sign with the words oh dear | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 1749 336">
<title>Oh Dear</title>
<path fill="#e32929" d="M1196.5776 88c34.146 0 65.3546 13.1145 87.8746 36.9149 22.0733 23.3438 33.5947 54.7311 32.473 88.3917l-.6654 19.9146h-187.8982c8.489 32.0188 35.3913 53.1186 68.6057 53.1186 25.6095 0 47.6448-10.0253 60.478-27.4919l12.1013-16.4951 38.4904 29.493-11.9588 16.4854C1274.0811 318.6306 1237.8057 336 1196.5776 336 1129.5214 336 1077 281.6283 1077 212.1991 1077 142.5563 1129.5214 88 1196.5776 88zm-859.6864 8C405.3224 96 461 149.8343 461 216s-55.6776 120-124.1088 120c-59.7762 0-109.817-41.0794-121.5191-95.5726H45V191.902h170.2942C226.8698 137.2488 276.9884 96 336.8912 96zM534.823 0v104.6674c16.2275-10.3784 36.002-15.822 57.7675-15.822C638.9148 88.8453 693 119.9517 693 207.6257V328h-49.823V207.6258c0-27.631-6.7558-47.4181-20.0838-58.8238-10.4962-8.9863-22.8093-10.868-31.2952-10.868-25.9891 0-56.975 12.0873-56.975 69.6918V328H485V0h49.823zM1053 0v326.0341h-49.741v-21.5486C982.8472 319.7165 958.0442 328 932.4016 328 865.453 328 813 275.4456 813 208.3568c0-67.3082 52.453-120.044 119.4016-120.044 25.9322 0 50.7062 8.1308 70.8574 23.0564V0H1053zm407.006 88c25.9514 0 50.8798 8.151 71.253 23.1247V89.978H1581v236.0535h-49.741V304.885C1510.8858 319.8586 1485.9574 328 1460.006 328 1393.2695 328 1341 275.377 1341 208.2007 1341 140.8046 1393.2696 88 1460.006 88zM1749 88v50.0542l-21.2287-.395c-17.1085-.2313-32.7848 5.3282-42.9577 15.1174-8.672 8.3536-13.2532 19.4532-13.2532 32.1233V328H1621V89.9848h50.5604v11.9475C1688.0509 92.7886 1707.4255 88 1728.1735 88H1749zM336.8912 145.0995c-40.4414 0-73.3281 31.8073-73.3281 70.9005 0 39.0932 32.8867 70.9005 73.3281 70.9005 40.4318 0 73.3184-31.8073 73.3184-70.9005 0-39.0932-32.8866-70.9005-73.3184-70.9005zm596.3018-7.9923c-39.5013 0-70.452 31.2922-70.452 71.2496 0 39.7284 30.9507 70.8488 70.452 70.8488 39.2987 0 70.066-31.1204 70.066-70.8488 0-39.9574-30.7673-71.2496-70.066-71.2496zm527.6043-.2491c-39.2794 0-70.0563 31.333-70.0563 71.3426 0 39.7802 30.777 70.9412 70.0563 70.9412 39.511 0 70.4617-31.161 70.4617-70.9412 0-40.0096-30.9506-71.3426-70.4617-71.3426zm-264.2197.4136c-29.9348 0-55.763 18.6711-66.0771 47.0859h133.8273c-9.8674-28.4148-36.342-47.086-67.7502-47.086z"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a soft light pouring through an open door. | <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="#eceadc" d="M0 0h96v71q-3 1-3-2l-2-23q-12 8-22 18l-1-35-3 3-1-17q-3 0-3 3l-27-1-1 42 2 13q-3 0-3 2-3-1-4 1H0z"/><path fill="#f2ede0" d="M61 18v52q-8 0-14 3-6-2-12-1l-2-13 1-42z"/><path fill="#f7f4e7" d="M65 32v9q-4 1-1 4l1 21-4 4V18q0-3 3-3z"/><path fill="#e9e8df" d="m69 64-4 2-1-21q-3-3 1-4v-9l3-3q-3-6 0-11z"/><path fill="#b9bdad" d="M65 41q2 0 1 2z"/><path fill="#f9f4e6" d="M96 71v2H77q-4 0-7 2-2-6-1-11 10-10 22-18l2 23q0 3 3 2"/><path fill="#f6f5ee" d="M69 64q-1 5 1 11l10 2-5 1-20-2q-3-4-8-3 6-3 14-3l4-4z"/><path fill="#f4f1e4" d="M96 73v18q-7 1-13-2l-8-11 5-1-10-2q3-2 7-2z"/><path fill="#d1cec9" d="M0 75h28l9 3v7l2 4q-3 3-1 7H0z"/><path fill="#ebeae2" d="M35 72q6-1 12 1 5-1 8 3l20 2 8 11q6 3 13 2v5H64l-3-8 2-2-7-7q-4-2-9-1l-5-1-6-4-4 1q0-2 3-2"/><path fill="#dbdbd4" d="M47 78q4 5 4 11 3 3 1 7H38q-2-4 1-7l-2-4v-7l-9-3q1-2 4-1l4-1 6 4z"/><path fill="#e4e4db" d="M47 78q5-1 9 1l7 7-2 2 3 8H52q2-4-1-7 0-6-4-11"/></svg> | |
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",
"path": "ea3500c662f5f97b2997de05533209c0880ce6ad434692aab2fd59ea10752df7.png"
} | Generate code for a svg of a a black and white image of a d20 dice with twenty twenty twenty twenty twenty twenty twenty twenty | <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"
inkscape:export-ydpi="96"
inkscape:export-xdpi="96"
inkscape:export-filename="C:\Users\stvergen\Projects\ttrpg-mre\src\art\d20-graphic.png"
sodipodi:docname="d20-graphic.svg"
inkscape:version="1.0 (4035a4fb49, 2020-05-01)"
id="svg8"
version="1.1"
viewBox="0 0 270.93333 270.93334"
height="1024"
width="1024">
<defs
id="defs2">
<marker
inkscape:isstock="true"
style="overflow:visible"
id="Arrow1Lstart"
refX="0.0"
refY="0.0"
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"path": null
} | Generate code for a svg of a vector illustration featuring a hand with a thumbs up icon, juxtaposed with a thumbs down icon. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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<polyline style="fill:#0D4C5B;" points="168,223.135 200,223.135 200,415.135 "/>
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<polyline style="fill:#1EA4C4;" points="0,207.135 184,207.135 184,423.135 "/>
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<circle style="fill:#FFC114;" cx="121.6" cy="315.135" r="17.6"/>
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</svg>
| |
{
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"path": null
} | Generate code for a svg of a a plastic shovel and pail by the ocean. | <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="#f5f8f7" d="M0 0h96v57l-29 1H57q-1-4 2-7l-2-2 1-1-9-3V22q3-6-1-7l-3 1 1 6v2l-1 22h-7q-2 2-1 3-2-1-2 1l2 8-7 1h6v2q-12-2-21 1l10 4q5-3 11-1 4 8 13 9l5-2 2-10q7 3 13 0l2 2q3 3 9 5l-1 3-13-5q-5-2-8-1-1 1 1 4l7-2q1-1 4 1-12 9-26 6h-1l-8-9q-6 0-10 2L0 59z"/><path fill="#e7ad56" d="M49 22h-3l-1-6 3-1q4 1 1 7"/><path fill="#f5e6d5" d="M46 17q2-1 3 1-3 1-3-1"/><path fill="#dbc293" d="M46 22h3v23h-1l-2-21z"/><path fill="#edc16e" d="m46 24 2 21v5h-3v-4z"/><path fill="#9ec8c7" d="M45 46v4l-8-1q-1-1 1-3z"/><path fill="#9ac5c6" d="m48 45 9 3-1 1-9 1z"/><path fill="#a0d5da" d="m37 49 8 1h3l9-1 2 2q-3 3-2 7h10l5 3-1 3-2-2q-6 3-13 0l-2 10-5 2q-9-1-13-9v-6H10l27-1-2-8q0-2 2-1"/><path fill="#83c9d6" d="M96 57v17l-14-1-2-4q-6-2-9-5l1-3-5-3z"/><path fill="#7fc7d5" d="m0 59 25 9q4-2 10-2l8 9-2 1q-6-4-11-4L16 87 3 83l-3 8z"/><path fill="#81bfc9" d="M36 61v4q-6-2-11 1l-10-4q9-3 21-1"/><path fill="#73b1bb" d="m66 67-7 2q-2-3-1-4 3-1 8 1"/><path fill="#79c5d6" d="m43 75 12 3q6-2 13-1 3 2 1 6l1 3 11 10H0v-5l3-8 13 4 14-15q5 0 11 4z"/><path fill="#b4e1e2" d="M66 68v-1l13 5 1-3 2 4 14 1v22H82L71 86l-1-3q2-4-1-6-7-1-13 1l-12-3q14 3 26-6-3-2-4-1"/></svg> | |
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",
"path": "emoji_u1fac5.png"
} | Generate code for a svg of a person with crown | <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="crown_back">
<g>
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"path": "4f5831d2844657d7c7edadcb4073fee66779375f857547d498ed6a96713a3647.png"
} | Generate code for a svg of a a blue and white icon of a drink with a straw | <svg height="512" viewBox="0 0 64 64" width="512" xmlns="http://www.w3.org/2000/svg"><g id="Blue"><path d="m42 61h-20l-4-40h28z" fill="#cdeef6"/><path d="m24 46h2v2h-2z" fill="#4f83d1"/><path d="m28 44h2v2h-2z" fill="#4f83d1"/><path d="m40 29h2v2h-2z" fill="#4f83d1"/><path d="m37 33h2v2h-2z" fill="#4f83d1"/><path d="m40 36h2v2h-2z" fill="#4f83d1"/><path d="m15 15h34v6h-34z" fill="#cdeef6"/><path d="m35 3h4v12h-4z" fill="#7cb8eb"/><rect fill="#fff" height="6" rx="2" width="6" x="24" y="34"/><rect fill="#fff" height="6" rx="2" width="6" x="33" y="42"/><rect fill="#fff" height="6" rx="2" width="6" x="26" y="51"/><path d="m25 29c7.252 0 6.748-3.2 14-3.2a14.38 14.38 0 0 1 6.392 1.277l.608-6.077h-28l.675 6.749a15.891 15.891 0 0 0 6.325 1.251z" fill="#7cb8eb"/><g fill="#4f83d1"><path d="m24 46h2v2h-2z"/><path d="m28 44h2v2h-2z"/><path d="m40 29h2v2h-2z"/><path d="m37 33h2v2h-2z"/><path d="m40 36h2v2h-2z"/><path d="m39 2h-4a1 1 0 0 0 -1 1v11h-19a1 1 0 0 0 -1 1v6a1 1 0 0 0 1 1h2.1l3.91 39.1a1 1 0 0 0 1 .9h19.99a1 1 0 0 0 1-.9l3.905-39.1h2.095a1 1 0 0 0 1-1v-6a1 1 0 0 0 -1-1h-9v-11a1 1 0 0 0 -1-1zm-3 2h2v10h-2zm5.1 56h-18.195l-3.076-30.761a17.458 17.458 0 0 0 5.171.761 14.892 14.892 0 0 0 7.429-1.7 13.01 13.01 0 0 1 6.571-1.5 13.068 13.068 0 0 1 5.322.926zm3.433-34.334a15.33 15.33 0 0 0 -5.533-.866 14.892 14.892 0 0 0 -7.429 1.7 13.01 13.01 0 0 1 -6.571 1.5 15.36 15.36 0 0 1 -5.39-.947l-.505-5.053h25.795zm3.467-9.666v4h-32v-4z"/><path d="m28 41a2.9 2.9 0 0 0 3-3v-2a2.9 2.9 0 0 0 -3-3h-2a2.9 2.9 0 0 0 -3 3v2a2.9 2.9 0 0 0 3 3zm-3-3v-2a.91.91 0 0 1 1-1h2a.91.91 0 0 1 1 1v2a.91.91 0 0 1 -1 1h-2a.91.91 0 0 1 -1-1z"/><path d="m35 41a2.9 2.9 0 0 0 -3 3v2a2.9 2.9 0 0 0 3 3h2a2.9 2.9 0 0 0 3-3v-2a2.9 2.9 0 0 0 -3-3zm3 3v2a.91.91 0 0 1 -1 1h-2a.91.91 0 0 1 -1-1v-2a.91.91 0 0 1 1-1h2a.91.91 0 0 1 1 1z"/><path d="m30 50h-2a2.9 2.9 0 0 0 -3 3v2a2.9 2.9 0 0 0 3 3h2a2.9 2.9 0 0 0 3-3v-2a2.9 2.9 0 0 0 -3-3zm1 5a.91.91 0 0 1 -1 1h-2a.91.91 0 0 1 -1-1v-2a.91.91 0 0 1 1-1h2a.91.91 0 0 1 1 1z"/></g></g></svg> | |
{
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"path": "2b001de6a4c0eb5a501888bbc9110f31d7f938093b109a720d30224b57eb7f13.png"
} | Generate code for a svg of a a close up of a computer server with three different servers | <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 40 40"><defs><style>.cls-1{fill:none;stroke:#403294;stroke-linecap:round;stroke-linejoin:round}</style></defs><title>Artboard 7</title><g id="_Group_" data-name="<Group>"><rect id="_Rectangle_" data-name="<Rectangle>" class="cls-1" x="10.29" y="9.53" width="19.38" height="7.08" rx="1.16" ry="1.16"/><circle id="_Path_" data-name="<Path>" class="cls-1" cx="14.02" cy="13.07" r=".37"/><g id="_Group_2" data-name="<Group>"><rect id="_Rectangle_2" data-name="<Rectangle>" class="cls-1" x="10.29" y="16.61" width="19.38" height="7.08" rx="1.16" ry="1.16"/><circle id="_Path_2" data-name="<Path>" class="cls-1" cx="14.02" cy="20.22" r=".37"/></g><g id="_Group_3" data-name="<Group>"><rect id="_Rectangle_3" data-name="<Rectangle>" class="cls-1" x="10.29" y="23.83" width="19.38" height="7.08" rx="1.16" ry="1.16"/><circle id="_Path_3" data-name="<Path>" class="cls-1" cx="14.02" cy="27.44" r=".37"/></g></g></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a couple dancing slowly in the kitchen. | <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="#f9f1e1" d="M0 0h96v96H0z"/><path fill="#382d3d" d="M38 29v2q-3 0-3 3-3-2-2-4z"/><path fill="#eeaf7c" d="M38 31v6l-3-1v-2q0-3 3-3"/><path fill="#ce7956" d="m48 33-2 5-2 1-4-2q2-6 6-6z"/><path fill="#878d95" d="M53 39v-4q2-2 6-1-1 3 1 6z"/><path fill="#efb78e" d="M48 33q0 9 4 1l1 1v4l-3 2q-3 0-3 2l-2-1-1-3 2-1z"/><path fill="#f3efe2" d="m38 29-5 1q-1 2 2 4v2q-2 5 1 11l-3 15q-3 3-7 3H7q-1-9 2-18-3-5-1-8h12l-8 1v9q9 0 2-3l1-5 8-1q2 5 6 0-2 0-2-2l4-3-3-5q4-7 10-1"/><path fill="#e2762f" d="m59 47-4-1 2-1z"/><path fill="#da6632" d="M50 41q-2 3-1 7l6 14q-3 2 0 6h-1l-2-2-2-1v-1l1-6h-4q-9-4-3-12l-4-3q2-2 5-1l2 1q0-2 3-2"/><path fill="#2b3045" d="m35 36 3 1h2l4 2 1 3q-3-1-5 1v5q-3-1-3 1l2 5q-3 3 0 8-6 4-11 10l-1-5-1-2q4 0 7-3l3-15q-3-6-1-11"/><path fill="#aba69e" d="m55 46 4 1 1 1v15l-5-1-6-14z"/><path fill="#d6cbbb" d="m60 48 1 16h-6l5 1-1 7-4-4q-3-4 0-6l5 1z"/><path fill="#c9c6bd" d="M8 39q-2 3 1 8-3 9-2 18h3l-3 2-1 23V64q0-13 2-25"/><path fill="#eeeadd" d="m40 43 4 3q-6 8 3 12 2 3-3 6l-4-16z"/><path fill="#1e2237" d="m40 48 4 16q5-3 3-6h4l-1 6q-8 2-11 9l1 1-4 1-1-4q-3 1-2 4l-3-2 9-8v-3q-3-5 0-8l-2-5q0-2 3-1"/><path fill="#6b717c" d="M10 65h16l1 2H7z"/><path fill="#efa762" d="m50 65 2 1q-4 2-6 6 0-6 4-7"/><path fill="#e6a771" d="m54 68 4 4q-5 0-5-4"/><path fill="#757f8a" d="M10 89h14l-8 2-7-1z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a yellow cheetah racing across the plains. | <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="#f6d87e" d="M0 0h96v46q-6-1-1-4l-6-2 1-1H78q-2-7-7-10-22-6-43 1l-13 1q-3 3-4 1l-2 2q-4-2-9-1z"/><path fill="#f4da87" d="M78 39q-3-1-5 1l-3-1q-4-3-9-2l-28 1-5 3-2-2H5l11 2 1 2q-9 0-17-3v-7q5-1 9 1l2-2q1 2 4-1l13-1q21-7 43-1 5 3 7 10"/><path fill="#9d7922" d="m70 39 3 1q3 0 3 5-2-5-6-2z"/><path fill="#f5dc71" d="M28 41q-2 1-2 4h-1l-8-2-1-2-11-2q-3-2 0-2z"/><path fill="#f8d85b" d="M0 40q8 3 17 3l8 2-7 3q-3-4-2 0l-4 1-12-2z"/><path fill="#f7d96a" d="M78 39h12l-1 1 6 2q-5 3 1 4v12h-4q-4-2-9-1l-2-4 1-1q-7-3-15 0l-3-2 4-5 5 5 4-5h-1q0-5-3-5 2-2 5-1"/><path fill="#e3b825" d="m26 49 1-3 3-4 2 2q-3 1-2 4l1-2 1 4z"/><path fill="#c09a28" d="M70 39v4q4-3 6 2h1l-4 5-5-5-4 5 3 2 7 1q5 1 0 4l-6-2q-4 0-7 3v-1l4-3-9-2q-1-3 2-4-2 0-3-2l-5 6-10-3-8 5 6 3q-7 0-11-5l-4 1q0-3 3-4l6 1-1-4-1 2q-1-3 2-4l-2-2-3 4-1-1q0-3 2-4l5-3 28-1q5-1 9 2"/><path fill="#a39047" d="M25 45q-1 3-4 3h-6q-1-4 2 0z"/><path fill="#837229" d="M56 52q-3-3-6 0l5-6q1 2 3 2-3 1-2 4"/><path fill="#f3d96a" d="m26 45-1 3q-3 1-3 4l-2-1-9 4 1-4-10-1 2-1H0v-3l12 2 4-1h6q3 0 4-3"/><path fill="#fcdb5f" d="M0 50h5l-2 1 10 1-1 4 3 1-15 2z"/><path fill="#f9de67" d="M50 52q3-3 6 0l9 2-4 3-16 2-29 1 7-7 4-1q4 5 11 5l-6-3 8-5z"/><path fill="#72692e" d="m61 57-14 2-2-1z"/><path fill="#f7d357" d="M92 58H69l3 1-2 7 1 3-7 2q-2 1-1 4-3-1-4 1l-2-5q-2 1-1 4h-4l6 3-3 1q-7-4-15-4 0-2 2-2 11-3-1-3l-1-3-12 2-11-1q-2-1 1-3l-7-1q6-3 13-1 11-3 23-3l14-2q3-3 7-3l6 2q5-3 0-4l-7-1q8-3 15 0l-1 1 2 4q5-1 9 1"/><path fill="#f4c952" d="M92 58h4v38H50q0-3 2-3l1-12 2-2 3-1-6-3h4q-1-3 1-4l2 5q1-2 4-1-1-3 1-4l7-2q1 3 2 0l-3-3 2-7-3-1z"/><path fill="#e5bc4d" d="M40 75q8 0 15 4l-2 2-1 12q-2 0-2 3H34q-3-4-2-7l-8-3-4-6-8-5 6-2q-4-2-1-2l19 3 2-1z"/><path fill="#eac14d" d="m23 53-7 7h31q-12 0-23 3-7-2-13 1l7 1q-3 2-1 3l11 1 12-2 1 3q12 0 1 3-2 0-2 2l-2-2-2 1-19-3q-3 0 1 2l-6 2 8 5 4 6 8 3q-1 3 2 7H0V59l15-2z"/></svg> | |
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"path": "emoji_u1f9da_1f3fc_200d_2642.png"
} | Generate code for a svg of a man fairy: 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="wings_3_">
<g>
<g>
<g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(-0.9779 -0.2092 0.2092 -0.9779 242.3158 303.0994)" gradientUnits="userSpaceOnUse" x1="181.1517" x2="210.3171" y1="182.7275" y2="197.8754">
<stop offset="0" style="stop-color:#80FFEE"/>
<stop offset="0.1557" style="stop-color:#85FCED"/>
<stop offset="0.34" style="stop-color:#93F1E8"/>
<stop offset="0.5386" style="stop-color:#ABE1E1"/>
<stop offset="0.7476" style="stop-color:#CCC9D8"/>
<stop offset="0.9624" style="stop-color:#F7ACCB"/>
<stop offset="1" style="stop-color:#FFA6C9"/>
</linearGradient>
<path d="M103.62,85.2c-11.04,11.24-47.55-18.37-39.7-24.6C73.41,53.06,118.66,69.89,103.62,85.2z" style="fill:url(#SVGID_1_);"/>
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"path": "emoji_u1f929.png"
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} | Generate code for a svg of a black and white vector illustration of a Christmas tree, adorned with a star at the top. | <?xml version="1.0" encoding="iso-8859-1"?>
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| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pile of office paperwork stacked on a desk. | <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="#fafaf9" d="M0 0h96v52q-7-1-12 1v3q-8 0-2-4l-1-1-23-4 11-2q3-1 1-3-3-1 0-1l3-4-6-2h1q0-3 3-5h-7l2-1q-3-1 0-2h-2l-16-4-29 2-1 4 3 6h1l-4 1q0 6-4 10-4 2-2 6l-2 2 1 1q-3 2-2 5H8q-2 5-1 11H0z"/><path fill="#efebe4" d="M64 27q-4 3-8 3l-10-3q-13-2-25-1v4l20 2H25q-3 0-4 3l-3-6 1-4 29-2z"/><path fill="#c6bcb8" d="M64 27h2q-3 1 0 2l-2 1h7q-3 2-3 5-2-2-5-2-7-3-12 0l-8 1 5-2h-7l7-2H21v-4q12-1 25 1l-17 1 27 2q4 0 8-3"/><path fill="#a3908d" d="M41 32h7l-5 2-21 1h-1q1-3 4-3z"/><path fill="#948989" d="M51 33q5-3 12 0 3 0 5 2h-1q-15 0-27 2l-9-1 25-3z"/><path fill="#bab4b6" d="m31 36 9 1 5 1-18 1 7-1-12-1z"/><path fill="#ded9d6" d="m67 35 6 2-3 4-3-4q-9-3-18 0v3h9l-11 2h14l8 2 1-2q2 2-1 3l-31-1-7-1 10-2-22 1v-5h3l12 1-7 1 18-1-5-1q12-2 27-2"/><path fill="#b5acaa" d="M70 41q-3 0 0 1l-1 2-8-2H47l11-2h-9v-3q9-3 18 0z"/><path fill="#bcb3b2" d="m69 45-11 2H43l-24-2v-3l22-1-10 2 7 1z"/><path fill="#f3eee9" d="M51 33h5l-25 3-9 1h-3v8l24 2 1 2-30 1v-4q4-4 4-10l4-1z"/><path fill="#d1cbc8" d="M14 46v4q-2 1-1 4l43-1-11-3q11 0 0-3l-1 2-1-2h15l23 4 1 1q-6 4 2 4v-3l1 8q-8 4-14 10l-2-1q0-3 2-4 3-3 8-3l-1-1-21-2 12-1-2-1 6-4q-8-2-14 0l-45 1 2 2q8-2 17-1l1 2q3-3 2 1l17 1q-22 0-42 3 1-4-2-3-1-3 2-5l-1-1 2-2q-2-4 2-6"/><path fill="#b9b0ad" d="m14 50 30-1 1-2q11 3 0 3l11 3-43 1q-1-3 1-4"/><path fill="#a9a4a4" d="m73 54-40 2q-9-1-17 1l-2-2 45-1q6-2 14 0"/><path fill="#e8a988" d="M84 53q5-2 12-1v4q-6 0-9 5h-2z"/><path fill="#d9d4d1" d="m73 54-6 4 2 1-12 1 21 2 1 1q-5 0-8 3-2 1-2 4l-8 5 7-7q-3-1-4 1-6-2 0-4l-12-3-17 1 22 5v3l3 4-5-1q-4-4-9-4-13-1-25 1h-2q-10 1-8-8l25-4q1-4-2-1l-1-2z"/><path fill="#f5f1ee" d="M96 56v7l-9-2q3-5 9-5"/><path fill="#f4f1ed" d="M61 75h-1l-3-4v-3l-22-5 17-1 12 3q-6 2 0 4 1-2 4-1z"/><path fill="#e2bda9" d="M8 60v12H0v-1h7q-1-6 1-11"/><path fill="#cdbeb9" d="M21 71q12-2 25-1 5 0 9 4z"/><path fill="#d38b6a" d="M85 61h2l9 2v21L18 73l1-2h2l39 4h1l8-5 2 1q6-6 14-10"/><path fill="#daa183" d="M8 60q3-1 2 3-2 9 8 8l-1 2-10-1z"/><path fill="#c37758" d="M0 72h8l10 1 43 7q-4 2-5 6l-17-8-1 1-11-3q-3 2-5-1v5l-8 5-6 2q-7-3-7 7l-1-1z"/><path fill="#c47354" d="M56 86q-3 2 0 5l-2 5H0v-3l1 1q0-10 7-7l6-2 8-5v-5q2 3 5 1l11 3 1-1 7 2z"/><path fill="#b8684c" d="m61 79 35 5v12H54l2-5q-3-3 0-5 1-4 5-6-6-1 0-1"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a picture of a white card with a man:I'm drawn to the visual interplay of form and texture. The white card, with its clean, almost ethereal quality, evokes a sense of calm and serenity. The man's figure, a silhouette against the white background, is a visual embodiment of a man's presence. The curve and the subtle details of the card's shape, the way the lines are arranged, and the overall composition all contribute to the feeling of a carefully crafted and inviting image. The contrast between the white and the man's form creates a visual tension, suggesting a sense of depth and a subtle, yet significant, element. | {
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"path": "73b47696c000fe620829c54d879cb0aef27864f248e699a7621fe279381b710d.png"
} | Generate code for a svg of a there is a picture of a white card with a picture of a man | <svg width="426px" height="264px" viewBox="0 0 426 264" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>Group 9 Copy</title>
<desc>Created with Sketch.</desc>
<defs>
<path d="M12,0 L382,0 C388.627417,-1.21743675e-15 394,5.372583 394,12 L394,220 C394,226.627417 388.627417,232 382,232 L12,232 C5.372583,232 8.11624501e-16,226.627417 0,220 L0,12 C-8.11624501e-16,5.372583 5.372583,1.21743675e-15 12,0 Z" id="path-1"></path>
<filter x="-5.8%" y="-10.3%" width="112.7%" height="121.6%" filterUnits="objectBoundingBox" id="filter-3">
<feMorphology radius="1" operator="dilate" in="SourceAlpha" result="shadowSpreadOuter1"></feMorphology>
<feOffset dx="2" dy="1" in="shadowSpreadOuter1" result="shadowOffsetOuter1"></feOffset>
<feGaussianBlur stdDeviation="7" in="shadowOffsetOuter1" result="shadowBlurOuter1"></feGaussianBlur>
<feColorMatrix values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.1 0" type="matrix" in="shadowBlurOuter1"></feColorMatrix>
</filter>
</defs>
<g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="Group-9-Copy" transform="translate(14.000000, 15.000000)">
<g id="Oval">
<mask id="mask-2" fill="white">
<use xlink:href="#path-1"></use>
</mask>
<g id="Mask">
<use fill="black" fill-opacity="1" filter="url(#filter-3)" xlink:href="#path-1"></use>
<use fill="#FFFFFF" fill-rule="evenodd" xlink:href="#path-1"></use>
</g>
<ellipse fill="#19B955" opacity="0.200000003" mask="url(#mask-2)" cx="365.5" cy="240" rx="69.5" ry="60"></ellipse>
<ellipse id="Oval-Copy-2" fill="#19B955" opacity="0.200000003" mask="url(#mask-2)" cx="333.5" cy="-18" rx="180.5" ry="60"></ellipse>
<ellipse id="Oval-Copy" fill="#19B955" opacity="0.200000003" mask="url(#mask-2)" cx="295.5" cy="268" rx="69.5" ry="60"></ellipse>
<ellipse id="Oval-Copy-3" fill="#19B955" opacity="0.200000003" mask="url(#mask-2)" cx="-38.5" cy="220" rx="69.5" ry="60"></ellipse>
</g>
</g>
</g>
</svg> |
Okay, here's a concise summary of my thoughts on drawing a close-up of a pair of black and white skateboards:I'm drawn to the intricate details and the subtle nuances of the skateboards. The way they are positioned and the way they interact with the environment are key. I want to capture the feeling of movement, the interplay of form and texture, and the overall sense of movement and energy. The focus is on capturing the subtle details that make these boards unique and captivating. | {
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"path": "ea93cc69cb57c68a825ee568536e110232daa0876ca9fa2587039ef67af34343.png"
} | Generate code for a svg of a a close up of a pair of black and white skateboards | <svg version="1.1" id="Calque_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 100 100" style="enable-background:new 0 0 100 100;" xml:space="preserve">
<g>
<path d="M21.5,100L21.5,100C15,100,10,95,10,88.5v-77C10,5,15,0,21.5,0l0,0C28,0,33,5,33,11.5v77C33,95,27.5,100,21.5,100z"/>
<path d="M78.5,100L78.5,100C72,100,67,95,67,88.5v-77C67,5,72,0,78.5,0l0,0C85,0,90,5,90,11.5v77C90,95,85,100,78.5,100z"/>
</g>
</svg> |
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"path": "emoji_u1f630.png"
} | Generate code for a svg of a anxious face with sweat | <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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<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
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<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_);"/>
</g>
<g id="faces">
<g id="anxious-with-sweat-face">
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<stop offset="0.39" style="stop-color:#40C0E7;stop-opacity:0"/>
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<path id="effect" 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(#effect_1_);"/>
</g>
</g>
<g id="facial_expressions">
<g id="anxious-with-sweat-face-2">
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</g>
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<path d="M28.67,97.65c-1.91,3-6.25,2.4-6.25-2.51c0-3.14,0.64-19.26,3.34-17 C30.14,81.81,31.39,93.47,28.67,97.65z" style="fill:#81D4FA;"/>
<path d="M27.39,39.77c-2.2,0.39-2.31,3.59,0.09,3.7c5.3,0.08,10.42-1.88,14.32-5.47 c1.48-1.28,2.74-2.79,3.71-4.49c0.58-0.83,0.38-1.97-0.44-2.56s-1.97-0.38-2.56,0.44l-0.1,0.1C38.48,35.88,33.19,38.79,27.39,39.77 z" style="fill:#422B0D;"/>
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<path d="M44,49.94L44,49.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.2,0,8-3.54,8-9.41 S48.24,49.94,44,49.94z" style="fill:#422B0D;"/>
<g id="peepers">
<path d="M43.65,53.87L43.65,53.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C44.78,56.06,44.54,54.73,43.65,53.87z" style="fill:#896024;"/>
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<g id="peepers-2">
<path d="M82,53.87L82,53.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C83.13,56.06,82.89,54.73,82,53.87z" style="fill:#896024;"/>
</g>
</g>
</svg> | |
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Service Request...</text></switch></g><image x="9.19" y="129.5" width="64" height="64" xlink:href="https://app.diagrams.net/img/lib/azure2/app_services/App_Service_Plans.svg"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe flex-start; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 201px; margin-left: 42px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; background-color: white; white-space: nowrap; ">Resource Client</div></div></div></foreignObject><text x="42" y="213" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle">Resource C...</text></switch></g><path d="M 359.02 353.02 Q 359 370 194 370 Q 29 370 29 200.37" fill="none" stroke="#000000" stroke-miterlimit="10" stroke-dasharray="3 3" pointer-events="stroke"/><path d="M 29 195.12 L 32.5 202.12 L 29 200.37 L 25.5 202.12 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 381px; margin-left: 179px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 11px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; background-color: #ffffff; white-space: nowrap; ">8. Service Response</div></div></div></foreignObject><text x="179" y="384" fill="#000000" font-family="Helvetica" font-size="11px" text-anchor="middle">8. Service Response</text></switch></g><image x="360.5" y="319.5" width="64" height="64" xlink:href="https://app.diagrams.net/img/lib/azure2/app_services/App_Service_Plans.svg"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe flex-start; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 391px; margin-left: 393px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; background-color: white; white-space: nowrap; ">Resource Server</div></div></div></foreignObject><text x="393" y="403" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle">Resource S...</text></switch></g><path d="M 41.4 72.23 L 41.4 101.1 L 41.7 130" fill="none" stroke="#000000" stroke-miterlimit="10" pointer-events="stroke"/><image x="8.5" y="-0.5" width="64.69" height="72.23" xlink:href="https://app.diagrams.net/img/lib/azure2/integration/Azure_Data_Catalog.svg"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe flex-start; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 79px; margin-left: 41px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; background-color: white; white-space: nowrap; "><div>Resource <br /></div><div>Cache/Store</div></div></div></div></foreignObject><text x="41" y="91" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle">Resource...</text></switch></g><path d="M 361 162 Q 361 87 217.5 87 Q 74 87 74 155.63" fill="none" stroke="#000000" stroke-miterlimit="10" stroke-dasharray="3 3" pointer-events="stroke"/><path d="M 74 160.88 L 70.5 153.88 L 74 155.63 L 77.5 153.88 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 78px; margin-left: 224px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 11px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; background-color: #ffffff; white-space: nowrap; ">5. Grant Response</div></div></div></foreignObject><text x="224" y="81" fill="#000000" font-family="Helvetica" font-size="11px" text-anchor="middle">5. Grant Response</text></switch></g><path d="M 425 152 Q 459 152 459 162 Q 459 172 431.37 172" fill="none" stroke="#000000" stroke-miterlimit="10" stroke-dasharray="3 3" pointer-events="stroke"/><path d="M 426.12 172 L 433.12 168.5 L 431.37 172 L 433.12 175.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 140px; margin-left: 479px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 11px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; background-color: #ffffff; white-space: nowrap; "><div>4. Client Secret <br /></div><div>Verification</div></div></div></div></foreignObject><text x="479" y="143" fill="#000000" font-family="Helvetica" font-size="11px" text-anchor="middle">4. Client Secret...</text></switch></g><path d="M 425 342 Q 459 342 459 352 Q 459 362 431.37 362" fill="none" stroke="#000000" stroke-miterlimit="10" stroke-dasharray="3 3" pointer-events="stroke"/><path d="M 426.12 362 L 433.12 358.5 L 431.37 362 L 433.12 365.5 Z" fill="#000000" stroke="#000000" stroke-miterlimit="10" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 1px; height: 1px; padding-top: 330px; margin-left: 479px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 11px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; background-color: #ffffff; white-space: nowrap; "><div>7. Bearer Token <br /></div><div>Verification</div></div></div></div></foreignObject><text x="479" y="333" fill="#000000" font-family="Helvetica" font-size="11px" text-anchor="middle">7. Bearer Token...</text></switch></g></g><switch><g requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"/><a transform="translate(0,-5)" xlink:href="https://www.diagrams.net/doc/faq/svg-export-text-problems" target="_blank"><text text-anchor="middle" font-size="10px" x="50%" y="100%">Viewer does not support full SVG 1.1</text></a></switch></svg> | |
{
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} | Generate code for a svg of a a sharp-edged orange hexagon at the center of the page. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfefe" d="M0 0h96v96H0z"/><path fill="#fa8620" d="m61 38 1 15q-8 2-15 7l-12-7q-3-7 0-15l13-6z"/><path fill="#f9ddba" d="m61 38 2 7-1 8z"/></svg> | |
{
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} | Generate code for a svg of a a blue oval with glowing white edges. | <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="#092d62" d="M0 0h42l-9 5-1-1-13 4L6 21q0 8-6 12z"/><path fill="#0a3066" d="M42 0h21l1 2q5 0 6 4l12 8 8-5q1 3 2 0l1 1 3-2v29q-4 0-6-4l-5-1-1 1q0-4-3-6l-1 2-2-3-1-2-2-4Q60 6 42 9q-7 0-11 4l-7 4q-4-1-7 3-6 10-7 22l2 12q-1 2 1 3 0 6 4 12 0 3 4 6 2 6 9 8l6 3v1q-8-1-5 5 1-5 4-2l-1 1q8 1 0 4l-1-1-7 2H0V33q6-4 6-12L19 8l13-4 1 1z"/><path fill="#0a2d61" d="M63 0h33v8l-3 2-1-1q-1 3-2 0l-8 5-12-8q-1-4-6-4z"/><path fill="#155aaa" d="m42 9-3 1 1 6q0-7 4-3l2-1 9 7 1-2q1-1 4 1l-2 2 4 6-2 3v16l1 24-4-16 1-5q-5-5-2-11l-2-4-8-7q-6 2-6 8v12l2 7-1 2-1-3-1 1 1 4q-5 5-5 12l4 14 1-1 3 3-7 1-6-3 1-1 1-10v-2l4-10q3-21-3-40 3-4-2-7 4-4 11-4"/><path fill="#1760af" d="M42 9q18-3 33 11h-2q-3-2-6-1l-1 7q-3 3-3 8l1 36h-1l-3-41 2-3-4-6 2-2q-3-2-4-1l-1 2-9-7-2 1q-4-4-4 3l-1-6z"/><path fill="#3c91cf" d="M73 20q-4-1-5 2 0-4 5-3"/><path fill="#62b0e3" d="M23 21q2-1 3 1-3-1-3 1l-2 2h-1v-2z"/><path fill="#1761af" d="M31 13q5 3 2 7 6 19 3 40l-1-26-6-15h-6l1-2z"/><path fill="#337cbb" d="M73 21v-1h2l2 4h-1z"/><path fill="#e9f3f7" d="M23 23q2-1 3 1v6q-4 2-5-1v-4z"/><path fill="#acdcf5" d="m74 22 2 2v2q-9-6-5 5v2q-3-4-2-9 2-3 5-2"/><path fill="#2a7fc5" d="M73 20q-5-1-5 3v3q-2 1-1 4h-1v-4l1-7q3-1 6 1"/><path fill="#1355a4" d="M63 70h2l2 12q-15 9-32 5v-1l7-1-3-3-1 1-4-14q0-7 5-12l-1-4 1-1 1 3 1-2-2-7V34q0-6 6-8l8 7 2 4q-3 6 2 11l-1 5 4 16z"/><path fill="#ecf5f8" d="M76 26v5h-5q-4-11 5-5"/><path fill="#0b336e" d="m24 17-1 2q-3 1-3 4-3 2-3 5-8 12-5 26l-2-12q1-12 7-22 3-4 7-3"/><path fill="#73b4e2" d="m76 24 1 2v4h-1l-1-2v-4"/><path fill="#3a87c5" d="m78 26 2 3v3h-1l-1-2z"/><path fill="#3586c7" d="M20 23v2l-1 4q-2 0-1 2h-1v-3q0-3 3-5"/><path fill="#0a3570" d="M96 37v22q-1-1-3 1l-2-2q-1 5-6 4-3 11-11 18l-3 1 4-5q0-3 2-3l5-12V36l-2-6v-1l1-2q3 2 3 6l1-1 5 1q2 4 6 4"/><path fill="#1b5fa8" d="M17 28v5l-1 1-3 7v16q-2-1-1-3-3-14 5-26"/><path fill="#1d6db6" d="m36 60-4 10q2-18 1-36 0-3-2-3l-4-11q-3-2-4 1l-3 2q0-3 3-4h6l6 15z"/><path fill="#c2e6f8" d="m76 28 1 2-1 5q-2-3-5-2v-2h5z"/><path fill="#83c6ed" d="M23 23q0-2 3-1l2 2v6q-2 2-2 6-9 1-7-7l1-4h1v4q-3 5 4 3l1-2v-6q-1-2-3-1"/><path fill="#b0dcf4" d="M21 29q1 3 5 1l-1 2q-7 2-4-3"/><path fill="#73bdea" d="M19 29q-2 8 7 7l-2 3-6 1v-9q-1-2 1-2"/><path fill="#3c96d3" d="M79 32q2 20-3 41-2 0-2 3-6 2-7-4l2 1q3 3 5-1l1-3 1-2 1-7z"/><path fill="#65b4e5" d="M28 30q0 7-4 13l-6 2q-3 10 7 13 4 6 2 13 1-10-8-9v6q-2-3-1-4-2-16-1-31v-2h1v9l6-1 2-3q0-4 2-6"/><path fill="#4398d5" d="M17 33q-1 15 1 31l-2-4V34z"/><path fill="#2273bc" d="M66 26v4q-3 19 0 40h-2l-1-36q0-5 3-8"/><path fill="#348aca" d="M66 30v11l1 22v9l-2-2q-3-21 0-40"/><path fill="#51a5dd" d="M28 24q2 12-1 26l2 19-1 5-4 3-3-2v-2l2 1q4 2 4-3 2-7-2-13-10-3-7-13l6-2q4-6 4-13z"/><path fill="#52a7de" d="m68 26 1 13 4 12q0 4-3 7 2-10-3-17V30q-1-3 1-4"/><path fill="#469bd7" d="M67 41q5 7 3 17-2 0-1 3l-1 2z"/><path fill="#5db0e5" d="M69 39q9 6 7 18l-7 4q-1-3 1-3 3-3 3-7z"/><path fill="#3a91d0" d="M23 21q1-3 4-1l4 11 1 4-3 34-2-19q3-14 1-26l-2-2q-1-2-3-1"/><path fill="#2072be" d="M16 34v26l1 9q-4-6-4-12V41z"/><path fill="#267ac0" d="M31 31q2 0 2 3 1 18-1 36v2l-5 5h-3l4-3 2-3q3-19 2-36z"/><path fill="#71bdea" d="M73 21q-3-1-5 2-1 5 2 9v2q0 2 2 3l4 3 1-4v-7l1 2-2 35v-5q-5-1-7 2v9l-2-1v-9l1-2 7-4q2-12-7-18l-1-13v-3q1-3 5-2"/><path fill="#8ecdf2" d="m71 35 7 2-1 4-4-3q-2-1-2-3"/><path fill="#a5d9f6" d="M77 30v7l-7-2v-2q3-1 5 2z"/><path fill="#2076c0" d="m80 30 2 6v25l-5 12q5-21 3-41z"/><path fill="#8bcdf0" d="m77 67-1 2q0-8-6-5 2-3 7-2z"/><path fill="#8ec9ec" d="M27 71q0 5-4 3l2-1v-8q-3-2-5-1v7q-2-1-1-3v-6q9-1 8 9"/><path fill="#0a3066" d="M96 59v37H26l7-2 1 1q8-3 0-4l1-1q-3-3-4 2-3-6 5-5 17 4 32-5l3-1 3-1q8-7 11-18 5 1 6-4l2 2q2-2 3-1"/><path fill="#2e84c6" d="M32 35q1 17-2 36l-2 3 1-5 1-5z"/><path fill="#f7f7f7" d="M21 66h4l-1 6-2-1q-2-3-1-5"/><path fill="#d9eef6" d="M70 64q6-3 6 5l-2 1v-4h-3v5h-1z"/><path fill="#dceef6" d="M21 66q1-2 4-1v8q-3 0-3-2l2 1 1-6z"/><path fill="#f4f7f8" d="M74 70v2l-3-1v-5h3z"/><path fill="#abd7ef" d="M25 65q-3-1-4 1t1 5q0 2 3 2l-2 1-2-1-1-2v-7q2-1 5 1"/><path fill="#9ad1ee" d="m76 69-1 3h-1v-2z"/><path fill="#2e7ec6" d="m16 60 2 4q-1 1 1 4-1 2 1 3l1 2v2q-4-3-4-6z"/><path fill="#9cd0ee" d="m70 71 3 1-4 1z"/><path fill="#6ab2e1" d="M74 72q-2 4-5 1z"/><path fill="#1b69b9" d="m32 72-1 10-1 1q-7-2-9-8l3 2h3z"/><path fill="#1b69b6" d="m66 70 2 2q1 6 7 4l-4 5-3 1z"/></svg> | |
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"path": "09786ba3721f4ad7daa384cad3b7bef0e4df035eb6a5c46b05770a2d998429c0.png"
} | Generate code for a svg of a a close up of a logo with a speech bubble | <svg width="586px" height="583px" viewBox="0 0 586 583" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>sb-awesome-v3</title>
<desc>Created with Sketch.</desc>
<g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="Artboard" transform="translate(-2228.000000, -290.000000)">
<g id="sb-awesome-v3" transform="translate(2228.000000, 290.000000)">
<g id="Group-2" fill-rule="nonzero">
<g id="icon" transform="translate(89.000000, 0.000000)" fill="#09B3AF">
<path d="M389.689298,0 L21.127733,0 C9.39010357,0 0,9.37621832 0,20.6276803 L0,389.11306 C0,400.364522 9.39010357,407.396686 20.6582278,407.396686 L75.1208285,407.396686 L75.1208285,481 L142.729574,407.865497 L389.689298,407.865497 C400.957422,407.865497 408,400.833333 408,389.11306 L408,21.0964912 C408,9.84502924 400.957422,0.468810916 389.219793,0.468810916 L389.689298,0 Z" id="Shape"></path>
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"path": "f170c479461c53fe85c7e15d403dac79398a0f0e52cb8e8782feb61973985f4a.png"
} | Generate code for a svg of a a black and white image of a diamond ring | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 53.08 68.15"><defs><style>.cls-1{fill:#fdffff;}.cls-2{stroke:#fdffff;stroke-miterlimit:10;}</style></defs><g id="Layer_2" data-name="Layer 2"><g id="Layer_1-2" data-name="Layer 1"><path d="M26.54,15.06A26.55,26.55,0,1,0,53.08,41.6,26.54,26.54,0,0,0,26.54,15.06Zm0,48.34a21.8,21.8,0,1,1,21.8-21.8A21.8,21.8,0,0,1,26.54,63.4Z"/><polygon class="cls-1" points="15.33 25.71 8.21 19.33 14.32 14.8 22.82 13.6 30.04 13.97 38.36 14.15 43.54 18.13 37.62 25.62 27.08 28.21 15.33 25.71"/><path class="cls-2" d="M23.2,25.86,9.73,13H19.81l4.55,12.79c.52,0,1.05-.07,1.58-.08L21.53,13H32.64L27.41,25.67c.47,0,.94,0,1.41.08L34.38,13h9L29.85,25.86c.77.09,1.52.22,2.26.37l14.78-14L38.84.5H14.24l-8,11.69L21,26.23C21.71,26.08,22.45,26,23.2,25.86ZM43.36,11.27H35.05l3.17-7.45ZM36.79,2.88,33.51,10.6,28.36,2.88ZM32,11.27h-10l4.66-8ZM24.87,2.88,20.49,10.4,16.41,2.88ZM15,3.7l4.11,7.57H9.73Z"/></g></g></svg> | |
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"path": null
} | Generate code for a svg of a black and white icon featuring a square with an arrow pointing towards it, set against a contrasting 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">
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c-0.245,0.101-0.44,0.296-0.541,0.541C0.027,0.74,0,0.87,0,1v18.546c0,0.553,0.448,1,1,1s1-0.447,1-1V3.414l26,26V53h25V28H29.414z
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| |
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"path": null
} | Generate code for a svg of an airplane in flight against a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
{
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} | Generate code for a svg of a a yellow daisy growing on the side of the road. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f0e9ce" d="M0 0h96v50q-19 0-36 4l4 1 32 12v23L54 54h-4q-1-4 1-7 5 2 8-4-4-3 0-4h-5q-2-6-4-1l-2-2-5 4v3q3 1 1 4h3l2 7h-3l-3-3q-2 2 1 3l-2 1H32L0 54z"/><path fill="#f8db3e" d="M51 47q-3-3-4 0h-3q2-3-1-4v-3l5-4 2 2q2-5 4 1h5q-4 1 0 4-3 6-8 4"/><path fill="#3d332f" d="M49 41q2-1 3 1-3 1-3-1"/><path fill="#fade59" d="M96 50v4H60q17-4 36-4"/><path fill="#5a754b" d="m59 56-6 9h-3v-9l4-2q0-2 3-2-1 1 2 4"/><path fill="#f9dc56" d="m0 54 32 1-1 2-31 4z"/><path fill="#dfcb7a" d="M32 55h6l-7 2z"/><path fill="#7f7465" d="M38 55h4l4 12q-6 0-1 2l-2 2q3 3 8 3-2-1-1-3t4-1v-3l-1-2 6-9 37 34v6H0V61z"/><path fill="#b8a727" d="m46 55 2 3-1 4q-2-4-1-7"/><path fill="#8b816c" d="M96 54v13L64 55q15-2 32-1"/><path fill="#506b48" d="M46 54q-1 3 1 7-1 3 1 7l2 2q-1 2 1 3-5 0-8-3l2-2q-5-2 1-2l-4-12 2-1q-3-1-1-3z"/><path fill="#ac9e4f" d="M47 47q1-3 4 0-2 3-1 7h4l-4 2v9h3l1 2q-3-2-6-1v3q-2-4-1-7l1-4-2-3v-1h3z"/><path fill="#ecc82f" d="M54 67v3q-3-1-4 1l-2-2v-3q3-1 6 1"/></svg> | |
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<title>Linker-Cursor</title>
<desc>Created with Sketch.</desc>
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",
"path": "cf0e05be9ffa78bdaa1189d093b360f6d6ee9c77c145207b3e6243dea17b438b.png"
} | Generate code for a svg of a a green circle with a pill and a pill on it | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 297 297" style="enable-background:new 0 0 297 297;" xml:space="preserve">
<g>
<g>
<g>
<circle style="fill:#345F41;" cx="148.5" cy="148.5" r="148.5"/>
</g>
</g>
<path style="fill:#1F4429;" d="M203.735,62.932L65.332,201.294l95.18,95.221c73.929-5.918,132.589-65.976,136.3-140.506
L203.735,62.932z"/>
<path style="fill:#D0D5D9;" d="M173.25,214.5L173.25,214.5c-22.782,0-41.25-18.468-41.25-41.25v-82.5
c0-22.782,18.468-41.25,41.25-41.25l0,0c22.782,0,41.25,18.468,41.25,41.25v82.5C214.5,196.032,196.032,214.5,173.25,214.5z"/>
<path style="fill:#BEC3C6;" d="M173.25,49.5L173.25,49.5c-0.812,0-1.616,0.03-2.416,0.076v164.848
c0.8,0.046,1.605,0.076,2.416,0.076l0,0c22.782,0,41.25-18.468,41.25-41.25v-82.5C214.5,67.968,196.032,49.5,173.25,49.5z"/>
<path style="fill:#1ABC9C;" d="M132,130.5v42.75c0,22.782,18.468,41.25,41.25,41.25l0,0c22.782,0,41.25-18.468,41.25-41.25V130.5
H132z"/>
<path style="fill:#19A58A;" d="M170.834,130.5v83.924c0.8,0.046,1.605,0.076,2.416,0.076l0,0c22.782,0,41.25-18.468,41.25-41.25
V130.5H170.834z"/>
<circle style="fill:#FFFFFF;" cx="99" cy="165" r="49.5"/>
<path style="fill:#D0D5D9;" d="M127.675,205.342c2.217-1.579,4.338-3.352,6.327-5.34c1.989-1.989,3.761-4.11,5.34-6.327
l-69.017-69.017c-2.217,1.58-4.338,3.352-6.327,5.34s-3.761,4.11-5.34,6.327L127.675,205.342z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a small silver bell resting 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="#fafafa" d="M0 0h96v96h-5l-1-19-2-8v-7q0-3 3-3 3-1 2-3-4-2-7-1l-14-2-6 2-2-2q-3 0 0 2l-2 1q-7-7-7-16h3q-1 4 2 10l-2-11-7-8q-2-4-5-4l-2 7q-8 3-7 12L7 42H0z"/><path fill="#73777e" d="m51 31 7 8 2 11q-3-6-2-10h-3q0 9 7 16l2-1q-3-2 0-2l2 2 3 3q0 3-3 4l-1-1 2-2-1-2-9 1-5-23h-1l-2-4z"/><path fill="#dbb594" d="M0 42h7q2 2-1 2l-6 1z"/><path fill="#909297" d="M51 31h-2l2 4q-7-1-11 4l-2 18q-4 0-6 2l4 3-1 1q-5-2-5-5l7-12q-1-9 7-12l2-7q3 0 5 4"/><path fill="#c7ab95" d="M0 53v-1q15-5 33-5z"/><path fill="#f7ebdc" d="m7 42 30 4-7 12q0 3 5 5h1q-13 6-27 8l-9-3V45l6-1q3 0 1-2"/><path fill="#f5e6d4" d="m72 53 1-1 13 3-16 6-1-3q0-4 4-5z"/><path fill="#af9784" d="M72 53q-4 1-4 5l-3-3z"/><path fill="#eff0f1" d="M51 35q-1 9 2 20l-1 5 4 2H36l-4-3q2-2 6-2l2-18q4-5 11-4"/><path fill="#bfc4c9" d="m52 35 5 23 9-1 1 2-2 2-8 1-4-2 1-5q-3-11-2-20"/><path fill="#e0c7b0" d="M86 55q3-1 7 1 1 2-2 3l-1-1q-12 3-23 9h-1l-11-2v-1l11-2q3-1 3-4l1 3z"/><path fill="#312628" d="m65 61-11 2-19-1h-1l1-1h21z"/><path fill="#f4e6d7" d="m55 65 11 2v9l-11 8-10-1-31-10 21-8z"/><path fill="#3a2c2f" d="m81 65 2 31H73l-1-15q-3-6-2-12 5-3 11-4"/><path fill="#714b3c" d="M91 59q-3 0-3 3v7l-1 1v-6l-6 1q-6 1-11 4-4 1-3-2z"/><path fill="#a58674" d="m36 63 19 1v1H35l-21 8-5-2q14-2 27-8"/><path fill="#3f3032" d="m0 74 49 17v5H38l-1-7-10-3-1-1q-2 5-1 11H0z"/><path fill="#f1dcc8" d="M87 70q3 12 3 26h-7l-2-31 6-1z"/><path fill="#9d908b" d="m88 69 2 8 1 19h-1q0-14-3-26z"/><path fill="#835743" d="m0 68 9 3 5 2 31 10 10 1h1q-4 3 0 6l-3 1h-4L0 74z"/><path fill="#886452" d="M66 67q-1 3 3 2-1 6 2 12l-3-4-8 10-5 3q-4-3 0-6h-1l11-8z"/><path fill="#f6f5f3" d="m27 86 10 3 1 7H26q-1-6 1-10"/><path fill="#ece0d3" d="m72 81 1 15H60q0-5 2-8l7-11z"/><path fill="#372b2e" d="M62 88q-2 3-2 8h-7v-5l3-1 5-3z"/><path fill="#b7afad" d="M27 86q-2 4-1 10h-1q-1-6 1-11z"/><path fill="#b5a9a7" d="M49 92v-1h4v5h-1v-4z"/><path fill="#f8f5f0" d="M49 92h3v4h-3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a quiet evening spent with someone special. | <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="#efe6d2" d="M0 0h96v96H82L39 77l-19-2q2-4-1-5-4 1-1 4L8 75l-2 2v19H0z"/><path fill="#f7d6a6" d="M69 65q3-4 0-9-1-5 3-8h21v41l-11-2q-4-7-5-15l-6-3q-3-2-2-4"/><path fill="#fbf0c8" d="M69 56q3 5 0 9-10 0-6-9z"/><path fill="#1a2a42" d="M82 96H6V77l2-2 10-1q-3-3 1-4 3 1 1 5l19 2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a crimson shadows stretching from a dark enchanted stone. | <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="#020102" d="M0 0h96v54q-9-7-13 3l-7 3q-6 2-9 7 1 2-2 4l-1-1-6 6-2-2-2-2q5-6-3-7l-5-1q-2-3-1-6l4-27-1-1-4 8q-2-4-4 0v-2l8-9Q23 42 0 60v-6q16-12 34-21l9-7-13 1L0 39z"/><path fill="#18060a" d="M0 54V39l30-12 13-1-9 7Q16 42 0 54"/><path fill="#19070b" d="m45 58-4 14 5 5q-2 2-4 1l-7-8H17l21-28q-4 10-11 20v6h3v-4l18-34 1 1z"/><path fill="#19070a" d="M40 36 7 74l-7 1V60q23-18 48-33z"/><path fill="#280e0b" d="M96 56v4q-6-3 0-4"/><path fill="#8b191b" d="M96 54v2q-6 1 0 4v4l-4-1-1 2q-2-3-4-2l2-2q-3-2 0-4-6-3-3 3h-2l-1-3q4-10 13-3"/><path fill="#060202" d="M40 36v2q2-4 4 0L30 68h-3v-6q7-10 11-20L17 70h18l7 8q2 1 4-1l-5-5 4-14q-1 3 1 6l5 1q-4 3 0 6-4 2-3 6l8-3 2 2 6-6 1 1q3-2 2-4 3-5 9-7h10q-3-6 3-3-3 2 0 4l-2 2q-8 2-8 9l-3 2q-5 0-7 5l3-1q2-3 6-2l2 2q1-3-1-4 6-2 9-8 2-2 3-1l1-2 4 1v8q-1-1-3 1-5-6-7 0 0 3 3 4l-4 1q-4-1-4 3 3 5 8 2l1 3 6-1v11H0V75l7-1z"/><path fill="#320b0d" d="m83 57 1 3h-8z"/><path fill="#530d10" d="M51 65q8 1 3 7l-3-1q-4-3 0-6"/><path fill="#b21c1d" d="M87 63q2-1 4 2-1-1-3 1-3 6-9 8 2 1 1 4l-2-2-2-2 3-2q0-7 8-9"/><path fill="#b22321" d="m51 71 3 1 2 2-8 3q-1-4 3-6"/><path fill="#7b1417" d="M96 72v8l-5-2-1 1-5-1 4-1q-3-1-3-4 2-6 7 0 2-2 3-1"/><path fill="#6d2b2a" d="m76 74 2 2q-4-1-6 2l-3 1q2-5 7-5"/><path fill="#750f13" d="m69 79-3 2-2-1q2-2 5-1"/><path fill="#100303" d="m90 79 1-1 5 2v2z"/><path fill="#9e191c" d="m85 78 5 1 6 3v3l-6 1-1-3q-5 3-8-2 0-4 4-3"/><path fill="#b72221" d="M72 78q7 0 1 4l4 3q0 2 2 3l-3 1-1-3q-5 2-8 1z"/><path fill="#b9453f" d="M77 85q0-3 2-3 6 5-2 3"/></svg> | |
{
"bytes": 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"path": "bc7840530908cf4dd2c1ae1bb513ba41b801821d8715392c3d233e91f643120d.png"
} | Generate code for a svg of a a black and white photo of a square and a square | <svg id="Ebene_1" data-name="Ebene 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 40 40"><defs><style>.cls-1{fill:#010101;}</style></defs><path class="cls-1" d="M34.8,23.43a1,1,0,0,1-.18,1.37l-14,10.63a1,1,0,0,1-1.18,0L5.38,24.8a1,1,0,0,1,1.19-1.55L20,33.44,33.44,23.25A1,1,0,0,1,34.8,23.43ZM5.38,18a1,1,0,0,1,0-1.54l14-10.63a1,1,0,0,1,1.18,0l14,10.63a1,1,0,0,1,0,1.54l-14,10.64a1,1,0,0,1-1.18,0Zm2.2-.77L20,26.64l12.42-9.41L20,7.82Z"/></svg> | |
{
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IFKiGQIFqCBSohkCBaggUqIZAgWoIFKiGQIFqCBSohkCBaggUqIZAgWoIFKj2X9BLSTcpSPwMAAAAAElFTkSuQmCC",
"path": "2eaa949b00751c690d21ee546c2124dd72bbd97417e8c6aa563be9d2f1891ee7.png"
} | Generate code for a svg of a a black and white image of a wifi symbol | <svg focusable="false" viewBox="0 0 100 100">
<circle class="wifi-bottom-circle" cx="50" cy="81" r="7"/>
<path d="M4,37 c12.1-12.6,27.2-20,46-20c18.7,0,33.9,7.7,46,20"/>
<path d="M18,52 c8.5-8.8,18.8-14,32-14c13.1,0,23.5,5.4,32,14"/>
<path d="M34,65c4.2-4.4,9.4-7,16-7 c6.5,0,11.8,2.7,16,7"/>
</svg> | |
{
"bytes": 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",
"path": "b9278df5331dfa2cafef01ceb1cb2682e78adcf59da67198f3052118200b1432.png"
} | Generate code for a svg of a a close up of a lightning bolt on a white background | <svg xmlns="http://www.w3.org/2000/svg" width="15.326" height="28.454" viewBox="0 0 15.326 28.454">
<g id="lightning-bolt-shadow" transform="translate(-109.597)">
<path id="Path_29" data-name="Path 29" d="M124.732,7.49a.8.8,0,0,0-.581-.257.944.944,0,0,0-.206.034l-6.771,1.676L120.1,1.026a.7.7,0,0,0,.086-.308.678.678,0,0,0-.222-.5A.758.758,0,0,0,119.414,0h-5.609a.776.776,0,0,0-.479.154.733.733,0,0,0-.274.393l-3.437,14.108a.638.638,0,0,0,.222.667.792.792,0,0,0,.53.188.909.909,0,0,0,.205-.017l6.942-1.727-3.369,13.817a.648.648,0,0,0,.077.513.729.729,0,0,0,.436.325,1.461,1.461,0,0,0,.24.034.752.752,0,0,0,.718-.427l9.234-19.785A.642.642,0,0,0,124.732,7.49Z" fill="#302e45"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a orange carrots lying on the ground after harvest. | <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="#fdfdf7" d="M0 0h96v49q-18 0-35 6L0 52z"/><path fill="#fbf6e3" d="M96 49v47H75V85l1-3-4-2q-5 2-8-1v-3h-7q0-2 3-2l-5-5q2-7 7-13-6-1-9 2l-7-3q-4-1-9 1L0 53v-1l61 3q17-6 35-6"/><path fill="#f7f0d5" d="m0 53 37 3q5-2 9-1l7 3q3-3 9-2-5 6-7 13l5 5q-3 0-3 2l-3-1q-5-6 2-9l-9 5h-6l4-3-4-2 4-2-1-1-19 13-1-7v-1l-3-6q-4 3-5 7l-6 4-1-1q-3-1-5 1l-1-1q4-5 11-7-3-2-5 1l-1-4q-3 1-3 4l-5 2z"/><path fill="#91a45f" d="M24 68q-3-3-5 0l-1 1h-2q1-4 5-7z"/><path fill="#a3b678" d="M4 73q-3 0-4 3v-3l5-7q0-3 3-4l1 4q2-3 5-1-7 2-11 7z"/><path fill="#ea842e" d="m5 66-5 7v-5z"/><path fill="#95af70" d="M41 71q-4-1-6 2h-1q-3-2-4-1l14-9 1 1-4 2 4 2z"/><path fill="#9eac6f" d="M54 75h-3v5h-2v-3q0-4-2-5v-1l9-5q-7 3-2 9"/><path fill="#f1a230" d="M9 72q-3 5-9 8v-4q1-3 4-3 2-2 5-1"/><path fill="#c48437" d="m19 68 2 9-2-1-1-2q-3 3-7 3l6-4 1-4z"/><path fill="#f8ebcb" d="M47 72q2 1 2 5-9 3-15 7 3-10 13-12"/><path fill="#e8953c" d="m24 69 1 7 5-4q1-1 4 1l-5 3q0 3-3 5-3-6-2-12"/><path fill="#f69329" d="M24 68q-1 6 2 12 3-2 3-5l5-3h1l-9 10q-3 0-3 2l-1-6-1-1v-1l-2-9q2-3 5 0"/><path fill="#c1934b" d="M9 72 0 82v-2q6-3 9-8"/><path fill="#b4a975" d="M57 76h7v3q-2 0-2 2z"/><path fill="#9d7946" d="m19 76 2 1v1l-5 3h-2z"/><path fill="#f29a30" d="m54 75 3 1 5 5 1 1-1 1-9-3-2-2v-3z"/><path fill="#a28256" d="m51 78 2 2-1 3-1-3z"/><path fill="#f39227" d="M16 69h2l-1 4-6 4q4 0 7-3l1 2-5 5q-4 1-6 4v-4q-2 0-2 2l-6 3v-4l10-9z"/><path fill="#b59b74" d="M41 71h6v1q-10 2-13 12-3 1 0 2 3-2 6-1l-1 2q-6-1-11 2-5 2-8 6v-1l1-2 5-9 9-10q2-3 6-2"/><path fill="#f6a12f" d="m21 78 1 1 1 6q0-2 3-2l-5 9v-8q-10 8-21 9v-1l5-2 11-9z"/><path fill="#f9eed4" d="M64 79q3 3 8 1l4 2-1 3v11H24l4-7q5-3 11-2l9-4h4l1-3 9 3 5 2-4-3-1-1q0-2 2-2"/><path fill="#a6926c" d="M14 81h2L5 90l-1-1 4-4q2-3 6-4"/><path fill="#f39a27" d="M49 77v3l-9 5q-3-1-6 1-3-1 0-2 6-4 15-7"/><path fill="#cdc09c" d="M49 80h2l1 3h-4l-9 4 1-2z"/><path fill="#e3ac5e" d="m63 82 4 3-5-2z"/><path fill="#a1986f" d="m6 83-6 8v-5z"/><path fill="#dda455" d="m8 85-4 4 1 1-5 2v-1l6-8q0-2 2-2z"/><path fill="#d0ab80" d="M21 89q-6 2-10 7H0v-3q11-1 21-9z"/><path fill="#d2b88e" d="m28 89-4 7h-5q-1-2 1-2v1q3-4 8-6"/><path fill="#fbe4b6" d="M21 89v3l-1 2q-2 0-1 2h-8q4-5 10-7"/></svg> | |
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| |
{
"bytes": "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",
"path": "9d1b1b12f6f1e79e399d79df6d656de607b5b70a3151f7b86eb636fae956f6b7.png"
} | Generate code for a svg of a a close up of a green tick symbol on 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"
viewBox="0 0 177 177.5" style="enable-background:new 0 0 177 177.5;" xml:space="preserve">
<style type="text/css">
.st0{fill:#707070;}
.st1{fill:#FBA75F;}
.st2{fill:#666666;}
.st3{fill:#757575;}
.st4{fill:#F38539;}
.st5{fill:#F38335;}
.st6{fill:#FF0101;}
.st7{fill:#6A85D2;}
.st8{fill:#4876ED;}
.st9{fill:#00A651;}
.st10{fill:#F98928;}
.st11{fill:#A186BE;}
.st12{fill:#2CA3FF;}
.st13{fill:#39C4B5;}
.st14{fill:#7A9D52;}
</style>
<path class="st13" d="M74,142.8c-1.3,1.3-3.1,2.1-5,2.1c-1.9,0-3.7-0.7-5-2.1L24.3,103c-4.1-4.1-4.1-10.8,0-14.9l5-5
c4.1-4.1,10.8-4.1,14.9,0l24.8,24.8l67-67c4.1-4.1,10.8-4.1,14.9,0l5,5c4.1,4.1,4.1,10.8,0,14.9L74,142.8z"/>
</svg> | |
{
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"path": "26e00a86135deb153fb580ae0cefb44151b80656f8fd60fb95bd4e18b0af5e56.png"
} | Generate code for a svg of a a black and white image of a padlock and a file | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" id="mdi-file-lock" width="24" height="24" viewBox="0 0 24 24"><path d="M18 13C16.6 13 15.2 14.1 15.2 15.5V17C14.6 17 14 17.6 14 18.2V21.7C14 22.4 14.6 23 15.2 23H20.7C21.4 23 22 22.4 22 21.8V18.3C22 17.6 21.4 17 20.8 17V15.5C20.8 14.1 19.4 13 18 13M18 14.2C18.8 14.2 19.5 14.7 19.5 15.5V17H16.5V15.5C16.5 14.7 17.2 14.2 18 14.2M6 2C4.9 2 4 2.9 4 4V20C4 21.1 4.9 22 6 22H12V18.2C12 17.2 12.4 16.5 13 16C13.1 15.9 13.2 15.9 13.2 15.8V15.5C13.2 12.8 15.6 11 18 11C18.7 11 19.4 11.2 20 11.4V8L14 2H6M13 3.5L18.5 9H13V3.5Z" /></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a small stone sculpture in a peaceful garden. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfd" d="M0 0h96v55l-3 4q-1-3-1 0l2 5-1 1q-3-6-5 0l-2 4v-9q-5 3-1 6l-1 3-1-1-3-6h-1q2 4 1 9l-4-4 1 3q-8 4-13-2h-8l4-2-3-5 1-2q2-6-1-11l2-5-5-14q-7-6-15-6-5 2-6 8-2 16-1 34 3 3-2 4-4-1-6 1-2 0-1 3-3-1-5 2l1 1-19 1v-4h6l5-16q0-6-2-1-3 17-3-1L5 69q0-6-3-11v9l-2-6z"/><path fill="#babeb9" d="M38 35q21 1 0 2z"/><path fill="#677b87" d="m39 23-1 12v31l6 4-3 1-11-2q5-1 2-4-1-18 1-34 1-6 6-8"/><path fill="#60727c" d="m58 59-1 2q-4-1-6-4z"/><path fill="#9dbb9e" d="M0 73V61l2 6v-9q3 5 3 11l1-14q0 18 3 1 2-5 2 1L6 73z"/><path fill="#cfdad1" d="M96 55v11q-2 0-2 3l-1-4 1-1-2-5q0-3 1 0z"/><path fill="#b0bea5" d="M15 54h2l-4 9 2 2-7 8z"/><path fill="#becdbd" d="M88 65v5q-1-1-3 1l-1-2 1-3q-4-3 1-6v9z"/><path fill="#f0f0ee" d="M39 23q8 0 15 6l5 14-2 5q3 5 1 11l-7-2q2 3 6 4l3 5-4 2-7 1 6 1 9-2q5 6 13 2 1 2 5 2l6-2v-5q2-6 5 0l-2 4-1-1v4q-5 0-8 4l-2-3H68v3q-7 4-14 1l-7 3h-4l-3-2-1-6-15-2q2-2 6-1l11 2 3-1-6-4V37q21-1 0-2z"/><path fill="#bbc1bc" d="M56 68h8l-9 2-6-1z"/><path fill="#aec4b2" d="M83 68q-2 1-1 4-4 0-5-2l-1-3 4 4q1-5-1-9h1z"/><path fill="#a3a5a1" d="M52 37q6 0 1 3-2-1-1-3"/><path fill="#789f7c" d="m83 68 1 2q2-2 3-1l-6 2q-1-3 1-4"/><path fill="#79a387" d="m93 65 1 4q0-3 2-3v7l-6-1v-4l1 1z"/><path fill="#f8f8f7" d="m90 72 6 1v23h-6l3-6-2-1v-4h-2q-2 5-3 0l-1 4-2-5v3q-3-1-3 1l1 1 5 7H41l2-3q-4 0-1-2l2-2 2-1q-3-3 0-6l9-1h3q4-1 1 1 3 10 9 1-3-3-4 1v-4l4-4v-3h12l2 3q3-4 8-4"/><path fill="#738590" d="m24 70 15 2 1 6 3 2q2 3-1 2l-17-4q0-4-2-5-1-3 1-3"/><path fill="#687471" d="M23 73q2 1 2 5l17 4-1 1-21-1-20 2v-7l19-1-1-1q2-3 5-2"/><path fill="#566f6c" d="m68 76-4 4q-4-1-6 1h-3l-8-1 7-3q7 3 14-1"/><path fill="#e5e9e6" d="m41 83 3 6-2 2-5-1q-2 0-1 2l-2-1q-1 2-3 1l2-4-4 4v-5l-2 3q-4-3-7 0v-6l-2 1q1 2-1 2l-1 5 3 3v1h-8l1-5q-3-7-5-1-1-4-3 0H2v6H0V84l20-2z"/><path fill="#a3b3a6" d="M43 80h4l8 1-9 1q-3 3 0 6l-2 1-3-6 1-1q3 1 1-2"/><path fill="#a3baa4" d="M58 81q2-2 6-1v4q1-4 4-1-6 9-9-1 3-2-1-1"/><path fill="#dba1ab" d="M38 86q2-1 3 1-3 1-3-1"/><path fill="#ed9dc4" d="M7 90H4q2-4 3 0"/><path fill="#527f67" d="M85 89h-4l-1-1q0-2 3-1v-3z"/><path fill="#739e7f" d="m29 92-8-1q-3 1-2 4l-3-3 1-5q2 0 1-2l2-1v6q3-3 7 0l2-3z"/><path fill="#799f82" d="M90 96h-4l-5-7h4l1-4q1 5 3 0h2v4l2 1z"/><path fill="#7ba384" d="M11 96H2v-6h5q2-6 5 1 2-3 3 0z"/><path fill="#5a856d" d="m36 92 2 4h-2q-2-6-4 0H19v-1q-1-3 2-4l8 1 4-4-2 4q2 1 3-1z"/><path fill="#89b18d" d="M42 91q-3 2 1 2l-2 3h-3l-2-4q-1-2 1-2z"/><path fill="#f0f2f1" d="M36 96h-4q2-6 4 0"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a yellow sunflower nodding in the breeze. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fae8a3" d="M0 0h96v96H0z"/><path fill="#faebac" d="M63 35q-3-1-4 1-1-9-6-2-3-9-6 0-5-9-5 2-6-7-3 1l-5 1-5 2v-6l4-2 1-3h3q-1-13 9-6l3-5 12 5 2 6q2-1 4 1 1 5 6 9-2 4-5 4z"/><path fill="#fbd925" d="M63 35q3 6-1 11l1 2h-6l4-3-1-5-5 5-2-4h-1v-5q-1 5-6 6-3 2-3 5l-2 3-5 2q4 0 1 2l3 1q-3 1 0 2 4-4 1 2l-6 2q-1-3 1-4-6-2-1-5-9-4 1-6-2-1-2-3v-5l5-1q-3-8 3-1 0-11 5-2 3-9 6 0 5-7 6 2 1-2 4-1"/><path fill="#c6aa1f" d="M55 45q2 8-6 11-7-3-6-9 0-3 3-5 5-1 6-6v5h1z"/><path fill="#f6cf22" d="m63 48 5 1-5 5 2 4v2q-3-2-5-1l-4-1v6l-5-3-3 6-7-1v-7q3-6-1-2-3-1 0-2l-3-1q3-2-1-2l5-2 2-3q-1 6 6 9 8-3 6-11l5-5 1 5-4 3z"/><path fill="#86a43a" d="m68 49 1 1-4 8-2-4z"/><path fill="#eee7a9" d="m60 59-1 5h-3v-6z"/><path fill="#7a9e38" d="M60 59q2-1 5 1-4 0-5 4l-2 25q-2-7-1-15-12-3 0-4l-1-6h3z"/></svg> | |
{
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",
"path": "dd96718806687148bf2651407ab8c0d330548362e88b0fe9bf7df2859c163d01.png"
} | Generate code for a svg of a a close up of a person in a circle with a 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"
id="svg7384"
height="24"
width="24"
version="1.1">
<title
id="title9167">elementary Symbolic Icon Theme</title>
<defs
id="defs11" />
<metadata
id="metadata90">
<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>elementary Symbolic Icon Theme</dc:title>
</cc:Work>
</rdf:RDF>
</metadata>
<path
style="color:#bebebe;display:inline;overflow:visible;visibility:visible;fill:#bebebe;fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-width:1;marker:none;enable-background:accumulate"
id="path2990"
d="m 12,4 c -4.418278,0 -8,3.581722 -8,8 0,4.418278 3.581722,8 8,8 4.418278,0 8,-3.581722 8,-8 0,-4.418278 -3.581722,-8 -8,-8 z m 0,2 c 3.313708,0 6,2.686291 6,6 0,3.313708 -2.686292,6 -6,6 C 8.6862915,18 6,15.313708 6,12 6,8.686291 8.6862915,6 12,6 Z" />
<path
id="path2986"
d="M 12.0625 6.5 C 11.349478 6.5 10.78125 7.054708 10.78125 7.75 C 10.78125 8.445291 11.349478 9.03125 12.0625 9.03125 C 12.775522 9.03125 13.34375 8.445291 13.34375 7.75 C 13.34375 7.054708 12.775522 6.5 12.0625 6.5 z M 7.40625 9.09375 C 7.33635 9.08515 7.2821301 9.09525 7.21875 9.125 C 7.09199 9.184567 7.0017477 9.303153 7 9.4375 C 6.9984 9.571866 7.0935658 9.687478 7.21875 9.75 L 10.65625 10.8125 L 10.625 13.28125 L 9.40625 16.9375 C 9.2893824 17.104044 9.324703 17.295219 9.5 17.40625 C 9.6753044 17.517298 9.94562 17.47906 10.0625 17.3125 L 12 13.375 L 13.9375 17.3125 C 14.041388 17.485243 14.255704 17.536206 14.4375 17.4375 C 14.619297 17.33879 14.697634 17.141494 14.59375 16.96875 L 13.40625 13.28125 L 13.34375 11 L 16.84375 9.75 C 16.984644 9.65612 17.029775 9.465353 16.96875 9.3125 C 16.90772 9.15963 16.73347 9.075227 16.5625 9.09375 C 16.50276 9.10315 16.454633 9.12164 16.40625 9.15625 L 12 9.84375 L 7.625 9.15625 C 7.568278 9.11613 7.4761498 9.10234 7.40625 9.09375 z "
style="color:#bebebe;display:inline;overflow:visible;visibility:visible;fill:#bebebe;fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-width:1;marker:none;enable-background:accumulate" />
</svg> |
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