reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": "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",
"path": "d8e3224c5a2f239b94c6d2b5eeec094b8acd29200cd8ffdcad2ea0e1af4ce0b4.png"
} | Generate code for a svg of a purple flag with a yellow pole and a white circle | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 196 164" style="enable-background:new 0 0 196 164;" xml:space="preserve">
<g id="Layer_1">
<g>
<polygon style="fill:#7F33B5;" points="129.8,30 62.9,30 42.3,59.2 62.9,88.4 129.8,88.4 "/>
<rect x="122" y="30" style="opacity:0.1;" width="10.7" height="58.4"/>
<path style="fill:#F7BA0F;" d="M132.7,27.3v119.6c0,1.6-1.3,2.9-2.9,2.9c-1.6,0-2.9-1.3-2.9-2.9V27.3c0-1.6,1.3-2.9,2.9-2.9
c0.8,0,1.5,0.3,2.1,0.9C132.4,25.8,132.7,26.5,132.7,27.3z"/>
<path style="opacity:0.1;" d="M129.8,24.4v125.4c-1.6,0-2.9-1.3-2.9-2.9V27.3C126.9,25.7,128.2,24.4,129.8,24.4z"/>
<circle style="fill:#F9D812;" cx="129.8" cy="21" r="6"/>
<circle style="fill:#66259E;stroke:#FFFFFF;stroke-width:6;stroke-miterlimit:10;" cx="90.4" cy="59.2" r="14.7"/>
</g>
</g>
<g id="Layer_2">
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the soft hum of a wind chime 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="#fefefe" d="M0 0h96v96H0z"/><path fill="#b3b0b3" d="m48 22 2 4-2 3q-3-4 0-7"/><path fill="#ab9991" d="M47 32q2-1 5 1l-3 1q-1 4 2 7l-1 2h-1q-1-3-2 0z"/><path fill="#d1bfb8" d="M52 33v12l-2-2 1-2q-3-3-2-7z"/><path fill="#c4b7af" d="M47 32v11q1-3 2 0l1 5h-3q0-3-3-4-2-6 1-11z"/><path fill="#8e969b" d="M50 78q4 2 1 6-2-3-1-6"/><path fill="#bfc1c1" d="M42 85q0-3 3 0z"/></svg> | |
{
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",
"path": "f3e78a9f043a4f8617105b062ce1f3bccc3fff2c93db626f277e556aa62ef574.png"
} | Generate code for a svg of a a green smiley face with two eyes and a smile on it | <svg width="24" height="25" viewBox="0 0 24 25" fill="none" xmlns="http://www.w3.org/2000/svg">
<path fill-rule="evenodd" clip-rule="evenodd" d="M1 12.5C1 18.5751 5.92487 23.5 12 23.5C18.0751 23.5 23 18.5751 23 12.5C23 6.42487 18.0751 1.5 12 1.5C5.92487 1.5 1 6.42487 1 12.5ZM21 12.5C21 17.4706 16.9706 21.5 12 21.5C7.02944 21.5 3 17.4706 3 12.5C3 7.52944 7.02944 3.5 12 3.5C16.9706 3.5 21 7.52944 21 12.5ZM12.0321 19.5C8.67459 19.5 6.80643 17.7316 6.80643 14.5V13.5H17.1158L17.1434 14.4715C17.2358 17.7145 15.4003 19.5 12.0321 19.5ZM15.0875 15.5C14.8526 16.8955 13.9089 17.5 12.0321 17.5C10.1563 17.5 9.18179 16.8902 8.89677 15.5H15.0875ZM14 8.5H17V10.5H14V8.5ZM10 8.5H7V10.5H10V8.5Z" fill="#27AE60"/>
</svg> | |
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"path": "emoji_u1f468_1f3fc_200d_2764_200d_1f468_1f3fb.png"
} | Generate code for a svg of a couple with heart: man, man, medium-light skin tone, light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g id="face_1_">
<g id="ears_1_">
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<g id="head_1_">
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<g id="eyebrows_1_">
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</g>
<g id="eyes_1_">
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</g>
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<path id="mouth_1_" d="M36.9,100.49c-2.4,1.06-9.73,0.16-11.81-1.45c-1.19-0.92-2.65,0.09-2.26,1.32 c0.38,1.21,4.06,4.36,7.52,4.79s7.74-1.75,8.4-2.84C39.43,101.21,38.28,99.88,36.9,100.49z" style="fill:#6D4C41;"/>
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<g>
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} | Generate code for a svg of a a small asteroid dodging a giant space rock. | <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="#ebecec" d="M0 0h96v96H0z"/><path fill="#969d9e" d="M75 19q6-1 4 5-8 1-4-5"/><path fill="#262c3a" d="m46 34 5 2-7 2q-3-3 2-4"/><path fill="#81888c" d="M46 34q-5 1-2 4l7-2q3-1 5 2l1 10-7 10v4h-7q-12-6-9-18 3-8 10-11z"/><path fill="#242935" d="M56 38q8 3 9 12-6 17-22 12h7v-4l7-10z"/><path fill="#2d3035" d="M28 66q2 0 1 2z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a close-up logo with a red and blue arrow:My primary goal is to capture the essence of a logo, focusing on its visual form and the subtle details that define its personality. I aim to create a visual representation that is both visually appealing and easily recognizable. The red and blue arrow, a classic symbol of dynamism and movement, is a key element. It symbolizes the movement and the potential of the logo, while the blue arrow represents the direction and the direction it will take. The overall effect should be a dynamic and engaging image, conveying a sense of innovation and forward-thinking. | {
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} | Generate code for a svg of a a close up of a logo with a red and blue arrow | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 1000 182.54387"><title>Logo</title><path d="M155.79991,88.90588a14.40505,14.40505,0,0,1-2.4105-20.141l19.03906-24.366A10.66138,10.66138,0,0,0,155.626,31.27129L133.5541,59.52449a30.72392,30.72392,0,0,0,4.68222,42.71813l98.576,77.01774a15.22278,15.22278,0,0,0,21.456-2.67592l3.69538-4.73274Z" fill="#e94057"/><path d="M92.28457,133.991A10.66139,10.66139,0,1,0,79.157,150.79355l36.44917,28.46682a15.222,15.222,0,0,0,21.45532-2.67592L139.117,173.952a2.66571,2.66571,0,0,0-.4592-3.74079Z" fill="#e94057"/><path d="M66.97717,119.41865a10.661,10.661,0,0,0-19.06209-6.5638L.56526,173.4602a2.66463,2.66463,0,0,0,.4592,3.74079l2.6772,2.09264a15.22232,15.22232,0,0,0,21.50073-2.73476l39.51522-50.57641A10.61175,10.61175,0,0,0,66.97717,119.41865Z" fill="#2e2c76"/><path d="M200.81151,65.00936a10.66172,10.66172,0,0,0-19.06273-6.56444L168.62117,75.24808a2.66521,2.66521,0,0,0,.4592,3.74079l2.67784,2.09264a15.22214,15.22214,0,0,0,21.50009-2.73412l5.293-6.77486A10.60268,10.60268,0,0,0,200.81151,65.00936Z" fill="#2e2c76"/><path d="M199.27145,170.22467,103.42058,95.33922a14.40168,14.40168,0,0,1-2.40986-20.14039c.00767-.00959,45.95431-58.88174,45.38574-58.15392A10.61687,10.61687,0,0,0,129.70331,3.92626L81.17413,65.95847A30.72577,30.72577,0,0,0,85.857,108.676l90.3628,70.59784a15.22375,15.22375,0,0,0,21.456-2.67656l2.05555-2.63179A2.66516,2.66516,0,0,0,199.27145,170.22467Z" fill="#2e2c76"/><path d="M366.12461,68.50436H323.78883V45.6203H433.63311V68.50436H391.29734V179.11153H366.12461Z" fill="#2e2c76"/><path d="M508.76484,73.6532,462.42422,179.11153H435.15388L495.03431,45.6203h27.46107l59.88026,133.49123H554.91457Z" fill="#2e2c76"/><path d="M681.53292,45.42958h25.17273v133.682h-15.6376v.19072L620.88977,89.10041v90.01112H595.7172V45.6203h20.405l65.41072,82.76432Z" fill="#2e2c76"/><path d="M828.94139,78.23055c-8.963-8.58186-22.31206-13.34926-33.945-13.34926-28.60524,0-45.95917,21.73972-45.95917,49.20113,0,21.93044,12.77709,44.62378,45.95917,44.62378,10.48858,0,19.64227-2.288,30.13085-10.67914V124.38011H790.99174V101.8775h57.21048V158.134c-13.15837,15.06576-29.74941,24.02839-53.2058,24.02839-50.15457,0-70.55974-32.991-70.55974-68.08,0-37.56837,23.45639-72.27591,70.55974-72.27591A70.50334,70.50334,0,0,1,844.579,62.21118Z" fill="#2e2c76"/><path d="M999.99531,113.12881c-.38145,34.51681-21.54933,69.03362-68.462,69.03362-46.91279,0-68.65268-33.75392-68.65268-68.8429s22.50278-70.36935,68.65268-70.36935C977.49253,42.95018,1000.37676,78.23055,999.99531,113.12881ZM887.6718,113.701c.57217,21.93044,12.39564,45.38667,43.86156,45.38667,31.46575,0,43.28922-23.64695,43.67067-45.57739.38145-22.50328-12.20492-47.67534-43.67067-47.67534C900.06744,65.83491,887.0998,91.19769,887.6718,113.701Z" fill="#2e2c76"/></svg> |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a close-up of a button with the number 2013:My primary focus is on capturing the intricate details and the subtle nuances of a button's design. I aim to create a visual representation of the button's shape, texture, and the way it's positioned within a context. The number 2013 is a crucial element, representing the button's position and the overall shape it occupies. I want to capture the subtle interplay of curves, lines, and the overall visual harmony of the button's design. | {
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"path": "c82caaa6272281f9e1673fb91d4747a42277039715fb16b183f5326caac3b989.png"
} | Generate code for a svg of a a close up of a button with the number 2013 on it | <svg xmlns="http://www.w3.org/2000/svg" width="88.804" height="39.775" viewBox="0 0 83.254072 37.288975"><g transform="translate(-2193.09 -8029.006) scale(17.642)" style="line-height:125%;-inkscape-font-specification:'DejaVu Sans, Normal';text-align:start" font-weight="400" font-size="9.69" font-family="DejaVu Sans" letter-spacing="0" word-spacing="0"><rect style="line-height:125%;-inkscape-font-specification:'DejaVu Sans, Normal';text-align:start" width="4.719" height="2.114" x="138.651" y="456.033" ry=".628" fill="#82abc9" fill-rule="evenodd"/><text style="line-height:125%;-inkscape-font-specification:'open sans';text-align:start" x="139.383" y="457.601" font-size="4.986" font-family="open sans" fill="#fff"><tspan x="139.383" y="457.601" font-size="1.429">2013</tspan></text><rect style="line-height:125%;-inkscape-font-specification:'DejaVu Sans, Normal';text-align:start" width="4.719" height="2.114" x="124.311" y="455.107" ry=".628" fill="#82abc9" fill-rule="evenodd"/><path d="M125.783 456.675h-.67v-.1l.268-.27q.123-.124.162-.177.039-.053.058-.103.02-.05.02-.108 0-.082-.05-.13-.05-.047-.137-.047-.064 0-.12.02-.057.022-.127.077l-.061-.08q.14-.116.306-.116.144 0 .226.074.081.073.081.197 0 .097-.054.192t-.204.24l-.223.218v.006h.525v.108zm.823-.511q0 .264-.084.395-.083.13-.255.13-.164 0-.25-.133-.086-.134-.086-.392 0-.267.083-.396t.253-.129q.166 0 .252.135.087.135.087.39zm-.558 0q0 .222.053.324.052.101.166.101.116 0 .168-.102.052-.103.052-.323 0-.22-.052-.322-.052-.102-.168-.102-.114 0-.166.1-.053.101-.053.324zm1.128.511h-.113v-.727q0-.09.006-.171l-.033.03q-.018.017-.166.136l-.06-.079.269-.209h.098v1.02zm1.021-.78q0 .098-.055.16t-.155.083v.006q.123.015.182.078.06.063.06.165 0 .146-.102.224-.101.079-.287.079-.081 0-.149-.013-.067-.012-.13-.043v-.11q.066.033.14.05.076.017.143.017.264 0 .264-.207 0-.186-.291-.186h-.1v-.1h.101q.12 0 .19-.052.069-.053.069-.146 0-.075-.052-.117-.05-.043-.139-.043-.067 0-.126.018-.06.018-.135.067l-.059-.078q.063-.05.145-.077.082-.029.173-.029.148 0 .23.069.083.067.083.186z" style="line-height:125%;-inkscape-font-specification:'open sans';text-align:start" font-size="1.429" font-family="open sans" fill="#fff"/></g></svg> |
{
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",
"path": "a1c23a3349fb5a8174e044f75f52cbac4c78b8142f1daa054dc5d2cc3a96922f.png"
} | Generate code for a svg of a a close up of a black cell phone on a white surface | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="500" height="500" viewBox="-100 -100 700 700">
<g transform="translate(-130 130) rotate(-20)">
<g transform="scale(0.8 1) skewX(20) skewY(0)">
<image x="20" y="140" width="305px" height="194px" xlink:href="img_Personalausweis.png" transform="rotate(5)" />
<rect x="180" y="40" width="280" height="467" rx="20" ry="20" fill="#000000" />
<rect x="163" y="-143" width="60" height="60" rx="20" ry="20" fill="#000000" transform="rotate(45)" />
<rect x="616" y="-11" width="60" height="60" rx="20" ry="20" fill="#0000" transform="rotate(45)" />
<rect x="200" y="20" width="280" height="467" rx="20" ry="20" fill="#444445" />
<image x="220" y="40" width="240px" height="427px" xlink:href="img_Remote_Display.png" />
</g>
</g>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a love-you gesture:My primary focus is on capturing the essence of a loving and affectionate gesture. I aim to create a visual representation of a deep and meaningful connection, emphasizing the physical and emotional aspects of the gesture. I'm interested in the subtle nuances of the skin tone, the shape, and the overall feeling of warmth and affection. I want to convey a sense of intimacy and connection, highlighting the physical closeness and the emotional resonance of the gesture. | {
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"path": "emoji_u1f91f_1f3fc.png"
} | Generate code for a svg of a love-you gesture: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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1ERCefyxIxZx590n2P2f6tVVHQMQ+hCIQ3viX+MMJz4NLkNfCvE/TvxXC+2Y+ZKw8VX/e1stYsRftNAwmT5s91a4V1s7g4t7t+9L6+37v/fzcfVRgnF9rpdvVR4AIAIgR99m4aZR7aZ0+8Pk+JALGNHC1pdy7l2Lod16W5Ebb92mDoJ1olRAAIF7vf5B53fDHzcDgJQEw7sEtrO8Y1t+3vE9qR7uMQzBKbSG1maTbWVrERHAGtbNHAAQAiMH4x6u6JY/vkRL8HAlGCRABiGngKkZXh4m187gMvRTgteYgCgABAGKClvz1+ersCXltqR4wQ4oS2O4GqOAK5TKUtdweQ/sQ3dDH3//7cWIgBACI3vsv8Qf/mbfReQDpGJwSHvgbNqgB4VdxWwzevbiGOFHHRItOAggAEBHZ24ZThLwCl7+PaYCIm4psibTk1bsPQ2SEL/yDOScAAgA09f4HGMtRso1oeQWsyfp0EK33n0dD72VHwPg+52OIAkAAgGjwl2gT9WmAWREGIUQJTBEA7AIYOoUOH209q4Y+nZDx346WCgEAwvX+BxmLeO9tv0IBwsDZQ0UCX6hJgLXwf9p34su+oW/GNi1XCUAAgJAQT1XnSRjoL8nVC0RUlYUIxW6eDX340waIAkAAgJC8f0qsyY6iljL4OaQmUQAQ3qDVEaCOpZjblJTSNh7P5xpEFAACAAQ3/v7m1EQJJ2YwSoCVABFVUTGl7QinqiAKAAEAIoK8/3CyatOyB0DGhQFWAkRUFQWG+XqxQBQAAgAE9P4fQ0mIJQxqEQAk74WaBBhbZEVUQ5/Oz4rxCwIAJO7950kYJP1REAEQo1yzYOjT/7kHsS8ABACAes7NAAkBENGA1RZy28iywJVCfs0/fQy7A0IAAG9o6/7To5yzMOcZozDAmQAJCyt493BkAASAwKQ3gzZrCVARfB/sBRBBmRZyYzCzRh9OCoQAAN68/1JejWcWPDAsBQx5sOqAAEUUAEAAMHQWDGTp/25quBrZ+6FdmYuo5C9a0a8dZgYgAEAT7586ST9KQuzBG1MAIQ9WbfloNxnnUbRkCAAgivcvJfS7GRjUkQQYcjEXs9U+cgo2BoIAAE28f+ocWyIfgDAoxTPgo4eFV6wFlEFWRACKAAIAJOn945z6WMq2OA/FEdpghYhKVsA0AAQAiE0dKwn9bg4NfsPruELdCjhT7SO/lJTDIUc5AQSA8HYkbRv/YOADAETDQygCCABgRvzQWJaNvgJxA9A/QgLnA0AAAIP3X+IPAxjU8N1ATuoFbQvTABAAQEOsjX+yNnjBu4chxXfAmAcBABJiEIMUvg+AkMtRu+zHngAQABizqhmxmA/LolFA9n46VgGIKgzCXsET5LVowDQABEDuwbrYrHl/iC7A20Z0A2NfysF+cMl7/+T5j0Veu1IIr6XxPq2fg6jwaw5tPDTaXRjDKO7j/ntR3gd5LTrWSrezUTRwRADySPIhsGRDgGJ5P14+B6IA2fDakSCa/TEQAgAkRHQhMBEMexYMPchnPaGNpH8MBE3BFECSY1c1A/ZELDWctumAqP7dtHwOoswwBRAmHS0MbxrD+XH/PS/h/PRMARCYBkAEIHfkK/SVRY8eXqBYbSju+kpr+8BqAAABkDjZDH1lPSwLQ589QYnpg6TB2QAQADkau6rh/34hFL+S8kEsDkOPQTo/ohN5BUkwgLMBIABy1eBz73WlZXAM+u9CKKS37WVlusfr3xazHWIaAAIgNyDkJZqh9zrAQgykVwzkURikb97fyiY07HjBKoAkxq4oN/9pVsNus/qztBIgid/Xn88xrAIIkw4Xhi/MDPygv5+2lQHpXQGgMy7dzhaioSMCkHUGEvWUsp6YF4d3D28//d5/Eu0gbREDsdplH3eO+tHAIQCyTjbD/yIbeiXk34EgSK8YUARo21l3CtLgHAEIgIRId7JLqwEiD4Y+CY8TxG9A07piIA2Jpcn8XeRGQQBkeIyqhrj6UtOh0745SVLGAEY//UZeibAuRRYGitDtFBEACAB4/5k0ylnx7r0YHlzhXmHWY9LtNY3RjxQIBe4kQQRAAGSWdCx1iaPzp9XQh20sEAVIlzBNIi8gTVEC8YEAgADI4JhVXf4Xf+NWIv534gh3JukVBYkCgPSIARGjBErI5SJG28R+ABAAULapjgaIvhNfGMbc7TpvkG7vP21tM+6IQfqEAiIAEACZJHllm5WtfJPK5ofnn18xwBJuv377lYDtEvsBQAAgAiBKNCCugVKJ6XcgCMRon4rPukjb6oEkcgHSLxQQBYiBIoogNkVL8//pUrXU4aWQfsf4etB/N8zP5ffvhPUziIBkvP2w8zVEixKIHwnYgAaPCAC8/zgGT7+/k3QYP85sfr/GByQvBsL4mQhRgmxtYY0IAARApkhPZmvcSX9JLLeKOptf8fgcRNd+oxYDaV49oMTcd+KjpEVNAQRAJhAnqUVJ6N9Iw978MPoQAyzk98VthMM6FhhjJgQACI2BzBj7MM8FSEM2v+LzZzD66WqvUYgBJaG2G6aYELedDqDBRwuSAOMYs9KytWWrRDm7n/tJyGv1b0eZsBdXYp/bzwKBkA5vP87oUFryAsSPBCAREAIgE6QvlBVlpn0cfyOM9/n9WRCBkH2vrREpovYbtRgQdfVAdtoUpgAgADJBure29OP5O3ndYXv3aTH6rYy88XklJA8vq557UNEQZFomiuWCaVo9kPSunuFSgumIFuQA5E3JJumRRH3yXhiDd6v5f/0q82uOX7PaNcOvKe2a0a45hmmAIG3FehnLVy/3Oa0unE4MjHu5YFpWD4hr9M0fEycDIgIg9DhWXcqSTiUb1PNPm3cfhjevtHgE6REHRsoOEQTjY6s2EZf3H3aUICwBnt6VAMNo9BAA8P7TLAaSmu/3mwBoHewqaKiZEwnNjJqXKYawvf+oogTZjATcgMYMASAyA0IY+yh+J4iRDmOuHtvygig99zh3ovQiIDIS/hfKgYIAAA6keylLHNMAcbxPcuHZAeAVt1MGSa8eUCL+OQQABADwRUkor0jy6JXHOd8vWQw9jD1IShBYI0uKzb0XMeDnfdk1+kawHXCEYBVAXhVsHINHkAGOWmZBu0imtmn3snbB+IM0iQLZ0GbbtDZbMLTZKL3/7Bl980fGSgBEAEREmIYbNOQfNApgNOow7iArosAuWlaxPIYhBrIfCSihQUEAiIh4DTeM+f9mvytbvCUYe5AnUVCw6RNlTRDolxtDnY/wPwQABAAEgHCev/FeH/QK8O4BsBUFRZsoQZnVNzhya8gzGP7XwJkAEABCskmYTxpWmL9guQAA3qMEBQdBkE9RgERACABEABIRA62EAXn1bTD4AMQiCJhBCMyy+g6IYYqC9IGlgBAAEACJG3uFNWY5I6QPQLzogqCdNZ5LUcmc948IQIRgGWBUdvWw4KpVMXggZPC7+dXLrx5+dWoCAMYfgOQjBEWtT/ZoV7fWZyWhjX62xlNEAHKHOKrV6vnrXn47WggAwrl07drFtMiAfnpiGeMpgACIiwGhPm27wegjLgRAdkZ4fZSvGMTAtHDfpITKhAAQiQWp/nR6aL9DM/oI5wtFpdzFZiZX2bzezWanVjn+3tzMIn4tth8M2i/y60PH323rPM3kwrWG1zvnv4UKESU60Kld8zUxMK0JAmwGBAEAQiV9c1aSweC3o4LSZMDpXql0155PXVlver/1eTSE9zesosD4XJKvsfau07XndC8XJtEokhgLOvQGaBAEODUTAgAEpi9VHR1GP3LIsyYPm5i+enODoXfy2rOIXwFjFAPG+455x7QoxYdqpAKEjD4+zE+tGNiESorGPIAIUA4n3HU6YfTDhAy3bsDJUzeG0uPxzoFTlEGfutAjCyQajBEGEKTha9dU4p9kWLqdbUaFIAIggvFPxvtvZ5jTD2jgdc9dN+ow7iJEGda3FAn0CIEQIDIwzxAVmEnkk2AVACIAwgiAAf6wP5Y/VtC8fTL8yN53beR1b75ZUhzIuPejRQ50UUDTDBAHLqhoQoCiAjEuLZRuh71CBADU5/U7UYNOniEZ9fLsYvU+T3PvwD3VnI3FhkjCF+qOryYKKHJQaLuoigWsdtAgR6NLu+Y0IYDkQQgAUGMgkn+1jdXn9qGFVaNOl27o4c2DMNuWLibtogYkBmhZJD3PdcSALAglDupTBCQGZtF+IABAeN5+p6a2cxzip4GYBmVa464bfgCSjxrUIwZ0kSigx9xFC4zLCmmKYFITAyFGBWhqVbqdDaMVQgCknRtCqZmufHr7YRr76ZkJNjN9hU1MvK8+vzxxpu7l8Z9NT0/UnhcK7ay7e0nteXf3Ylbkr3Xxx472HvU5SD/Xrl1U632SP86VZ9Tn9Z9dYOVyPYuto6OHtbf31J739ixXH3t6VrD2jvlqvbuNGFjbaW5FgaxFBLq1qACJgTm0y7TqNhAyXKlSAuCAr1/WE/ra8lFW+sBJxl43/EEH//HxUdXQWwf7MCDDQEKghxuKhX0lNPYUMMbre0Kt74s1oRcWuigkYdDH6zuoCNSFgC4KcjN9oG8/HGw54WZEACAAsicAchTmJyNPWfgzkyv5fTUbPwyP78LFY6rhN3r0UUPGYeHCkmoYIAbiN/pU32Njo6GLvGZQxIDqe8nim0OJCFUTDY9xIfCeugoh81GCYNMDEAAQAEIIgDHmZt2qvoSvM7s1oRt8egx7TT0Z/XPnfmYK8SYFGQYyCsuWfVQVBiB8yNBTfVO9xyn0nCABQPVN9R4mJALoyrQgUDQR4G0p4RNcAOxAT4AASLsAUFoafpof64DB92v433//J6kwAnZRgeu5UYAQCN/wn+VXnN6+F/G3YsVdoQuB3AgCmhq45koIQABAAAgsANo0w5+h+X2asydDP3l5Q+S75pGnf2J0OBUevxujsHr13ZgaCAiF+k+dejWVYs8uIrC2NBB5siiJgK7eQ+pjpnIIZjUhMAsBAAEgrvGnEf9EVg3/7EyBvX9yATt/Zh5rkzaxvt67Y/m75PG/xy/RIAGwdu0AogE+vP4TJ4ZVASAaK1fcpUYE4kDfoKhj3luse8GhbJyq6CwEIAAgAFIvAAaYvg1wRgz/+MUudv7sfG74e7nhn197/dZbvqRmw0dtCN48+l0hvP5m0YB1N92PZYQuobo+/vYLQnj9zaIB1D/iFn6Zig40CgEIgLAFJIogAjJg+MnQk8Enb//qlWS81ywYAoI+P4mYNWvuiWyeOCtQfse7776Syrl+r233jcPfiV34GXNvpMIZNnblr9mKGy6zpcuviDmOLmBupgYABEAKvP8P1PD/Y6J+fjL2ZPTf448U6nfj5UQ5gJLRFN0QGCMZFNImIAKcjb9eRllAF34UCUgi+qOUl7N33lzJ3npjKWtrL7OVN1xSxcAK/iikEKiwTTTGStexUfSWcMAUQHiGfzu/BrNu9I18/Od+A8bfB5QTABGQbeNvhKYBkhIBbx59pmFzJKHFQJUhRtMBEAIQAAkbflrrv03z+oU5r5rC+yffWujL6OvQjni33vJgJJ6y6HP+aTYIaSTrgo9IKifg3VOvqksoHZ1rTQzcsH5MtGmCcX7t5tcuLgTG0YsgAOI2/uTt7xTF8FMiHxn9sOb0Kbt93br7Q/+cx4+/IGTmt1coMfCO238x96sDyOjTXLnoeR5J9plmeImszJs/o0YESAz0LRZmNQEZ/8e5CBiCVfIOcgC8G/5+/rCHX/1p/6zk3Y++tUg1/CQAwvZoovAE82D8CTJ4Fy4cVTcMyjNUBnkw/gS1bWrjcUZ+3B5mRJBjQPkCdJEAICFQWv+hGiVIMeSA7eHj8qOaEBiBlYIAiMr4b9GMf6q9fn1en4x/VLR39IT+b47nxPjr0AE2eRcAE4bTGfMAtfE4BYDfZbrkMNB16IcrVBEgQL7AAL/28zF6KxcBe2GtIADCNv7UwJ5Os7dPyv3ksYWxLNvz4lmkBcpb0KMXxRahd/3Y4ChOFNSZy/CcdxrKwHi8c28LQ2g8NjjsEwWThqabgkRZyJGgi6YIbrh5jK2/43xaowLkmD3Nx+rNXAQMw2pBAIRl/PvSavz1hL4ovf0wPYtWA3aYxp4Gfa/nuuusMNyXNeNAYoA81svcQIQhCorYHTC0MqC208vrmtolGX0SeUHa0/TMBJuZvqKKARKDYYmCJHI+2tt7QplmIcfi8E+XqRdFBVKcOEgiYC2SAyEAwiJ1yX4n31rMPf4lbPxiZyIeRSTyfWFJzVr2+5n0Y3nDFic0aPeoYmJ5LWSvnz1PSVZ+VyzQ9807VAZ+8z7IyNNyShJ5YYfVSTDSRXWui0ESf/oxxH4NahJ1TkI47KiGHhWgXIH1d1zgYuDDtEUCaMzeCtPVHKwCcOf9j6Xhs1CY//jhZez4G0u5dyIzhc4cUpTYP0eU2cytli1ZDfOSJbeEdjZ7EG9xfGyUnfvgddeGgT4vrQIATF0F4FZEkdBbdt1HVEOa5DQUfV4Sf5TE6DYaROJxzeq7Y/+sUe+xIEkya++osHV3nGfrbj+XpumBhYgCQAAEFQDbNDWZ3GBzpYO9eWglO3l8Mbf3FdXoK+pVSeTzRH3YCR380+zoVxIgi5fcnMqT9sgwnPvgZ2yMCwKnz7+Ef/Y1q+/BAUEaVE7vnnqFG9NjjkJvITf4y677aCr3TqCowEX+2Z0iGfoR0XEdEGSFIhe0z0J0AoCbES4C6JH+u2H9RXbrhvdZ9/zppKuGVgXsQg+DAAgiAGjuf0sSf/vCuV526u2l3PAvUQ0+7YWpaMafKRXttfgh7z9q40tGgQbUGYNHTSsP6O+KYjjp808aPFv6/BRSFjGBMs5IilE4dXGDL8qRymlusz/+//4yQitSNfySJgLU5/xas+4iW3PTebZk2eWkvvZeLgAeRs+CAAgiACj8H+v8/8VzC9jR11az8+d6zN6+yfNXEhMAd975KzBiAAjETw8ORbjTYtXg142/QQgwmS25/jK79c7TbPGy2JcRjnMBsBC17wySAFsTm/G/+AE3/D+7gV0821s3+DTPz6qG3vR/JbkCgfEHQCxoZUR0yxv1kUnSPEqKUGq+paSoDs0/vNSnRgJuufNdtvi62IRAH2oeAiCI9x9LA5q82slGfnSL2lFUD59VrH2r9qQuApJRAPpaegCASAJgcQz7G9QNvyIZ5UD1nhycV793JxcAl1n/J4+yrnlTqBgIgPx6/2T433pjLTv1zjItnG817AZvP0mX3zKQAAAEG+gjzkGg4UnSPP76zLLlnosDeoWEwMvf/SRbdeM5dvMdJyAEIADSCR03qXwQ/r87O1tkJ4+tYce48WfafH7d0pt9fVMYQBMCSUoBCAAAxKMauftJtN6/xeOv3demA8y/cfrE9ey90eVs/R2jrHTzu6ytbQ4VBQGQbU6+dQN76/CN2jG8FdZg8hu8/cb5/yQVQHcXBAAAohHPKgSj6W8MAph/qv2APxznjtDJt9ZwIfAOu2H9u6gsCIBUMcyqB00E4sMLi9ibh25ll8fm15bxNXj4FiOv2AiBVgpA5lVaYdEp6SxFAE6cPNfw2vJlC1lnJ9bnZ5GpqRl25lzjnl5rb1iW+e8ee79VNHMvWVSAdl+dMlCY9gY1KnqEj4/vnVzFbt3wJlu0NJSdBYfR6iEAgjISRADMzbaxN1+7jTfsleZwv8Hbtw/8G719myiADW3SPDa/uIaNzR6JpCBETwA8cuwUO3L0XdXwj19y3sOcBMDaNcvYbbesYbfdvBqCQGCDX6vzd8+pz53oWzBfFQJ6nWc1ClCO8PAl1bQrmrG3GH6T96/UDb81LjBxqYf9+Ac/z1be8D679c4jrNg2G3TsBk3APgCtGnX1CGBfBwG9/+5qdpQbf1K3Dev4DffWTX4c38vq9w2dW+pgS9r72UzlcmQCIKmtTIMagVd/fIS98o9HmhqAZmy88yZ2370bVCMB0g+Ju5e/f4gdfO1tX79Pgu+en7+N3f3x2zIl/t48+kzEKwGM+wHItXvaF8C4WRAzvG59L8Uw9XvaUviWOw+zFWtO+/1AD+NoYAiAMESAp82Apq51szcO9rMPzy+yMd6Nu/nV7pnV6GviwPp7ligAhf0XtX9EjQBcKZ9iE3PRzKOtXTug7rsvCvt/cCiQ4bcTAl/47McREUix2PvbF3/s2/A7CYHNn9mQifI5MTrsuN1yaAbFtBugdm/YJdAqAExigNlsJMTvaTrgjo0jrLP7micdiE2AWoMpAHcM8Wubmzeeeucm9s7RW7QkP91QK6z5uT1OCYCmn9b/LQu9xbWq8Y8aURIAyQP81lPD7My5cE8oI8NCIeVf/aXNuZg3Fsq4nTzHvvXt/aGJPV1QUCThyFFe548MCB8BimcDL/MaAKuPaZsIyKrjniLZ/97YhcXsR8Ob2I23HmOrb3Qt7obQK1ojowhcsduN3Tl88OdGj73xUXXev7XxbrKcryEB0JmuwnXqFQciJACS0f9P33wmdONvNAp//V//LjQvE4QjzKhOwjT+cbapuOiKPRHQ6M84rGxSFMOPFOZ0N8vH1GOvf4S9wcdYGmtDGrMhAFAEraH9AFooymF+rT3z7orxFqbdZlMfpYUkcE4ApHl/8v7jQIQEQDIE3+ADdVSGwMj/+O4/QASkpM6pLqKG2hS1LZHrvFjoiMPmNzHqlnFPafkvNdyeO72Kxti1rHmG/5A2ZgMIgNB4wkF5PsEb22Y6d3quPNPv1PgbWrvNCoAGo99ix9++4np1/h/ef9VLo/nfOIEIyIfxN0JtTNRIQCx92M3Y1/BSi2io6adSP421NOZqY7KVcYfXAQRA4CjAbktDoyzTHa37RAsh0Oq9NjsAUti/XV4Q2/enY2zTSjUs/0Isnr+dCLDbTwBEC5V53MY/6bYWlKg2AzKPQ0ozs1+LDjgvaXafD6WNvQ9bHLPd8P4hAKISAdTgaG0pNbDNTZeYtJzCVzy82bwDIHn9cYX+RYgAfOvbw4kOyGSIRDQIokJlnYTxN/59anOIAlRZ2HarQyTSEv5Xmo1uSovhUHEak2kM3qyNySNuHDIAARCErfzayBvaSEuvX3GpDWqhfqVZt6gxr7gittC/7jmk9Qhgyso/cfJsop9BXXf+g0PoGTFBZd1sI6d4IhBn1bYnXhQg/DwAGotoTLL30+0GPZcOj3vHjMbijdrYDCAAIo0CkMocd91uNePeMuTlSvkqauLf/EK8O5X1pjgB8G9f+HEqPser/3gkcaOUB6iMqazR9tIRAdAdERqTaGyyHb+aznr6mBK1H5fHWzllAAIgWnEgSeN2RttFO7f0F+eG3lNY01zhs47UDxphQUlgaTK6tGYc5KeMqe2JlgQa9rHARXle87FJaZkVYHCUlKbvpVfKs9Pj6AUQAKmk0NYx0ryFu+gIjmJBUdV2R2FR888ghS8A0roEMC2eoFGQIBcgOqhs02Zw09YGW9EVegSgULunsak+NelumV9t2aDLAbFQbIeXDwGQUpqGr5j7da8OxD33XxcA6VsBQN5XGpdjiTgvLAppLFtqgyJN/YS9F0CbPN9gTKq5AA3pTM32OmmSLKB4HyIBBECC9l8p+1YM9o3d/GqXfF3s3ymt4X/anjWdnwvnmeetbNPaFu1o7wh3O2PrlKM6Rrk21OEmAwIIgESZnZls2mi9hruMtx3yokjC+8IKgJR62nTsLMhX2YoU9Ql7NY91TKLnnfIiGHAIgPxRbOsYUdwoWRexLcUSCah3qnhJ6/x/Wndjo3lqrAYIHyrTtOZXiLYzYEdHeCLAbjOyTts8pQC7ARreW6nMIQcAAiClhSkXLzVt8KYG3aLBW37qVgAUpM5wIwApPQEwzcl2Y+NX0RlyVKaiJX62hxQFcDqBtMMwVrlyiFqhOI2xAAIgTQPBtWhWqHRKi5jkMvkvzGkC2gAojVMAad9696zgp8ahTLPXJo2EtRTQuATQbFSKrR0WxZsM0N2lSnkOnQECIJ10dvcNe0r8d2jkDYpd7k3k+/QKcAJgKoXgNJYCokzTS1ii3ikCoI5ZUq/LEdDbkmi5UBhGDUIApJKJ8bPeGrtLddAuLRB6oAAAZI9mh5E1dVo8nZMCIAAEYW52KvQEFUkqsKLUHZoy90IPIgAAZI4w+jWF+ZuNM0X+M8mwSZBXnCTA2PmTSAKEAEgnj3z90Hh5LtxQpR9jLknFkAaKdB4BvLBvXqrbwfXLFqEz5KxM094mw/f+W09LhuWI1ESBUlHHWPQGCIDUUii2D4fa0aRk5v/THP7vWzA/1W2gs6MdHSFnZZr2Nhl2324W/vciErw5NtIwegIEQKqZm50MVaF6Df8THXLwnIG0h/+Xp9gjXHvDMnSEHJXpcsEiPoUQVgF0yq1FRJGFHAGolOH9QwCkHSnU48qCzKMFEwDLU13KpZQahOUI/+eubEsCCr4gmwHRUmM3y40pfynUsVAu4LhNCICUm39JCjVJxc8UQDGEube0rwBYe8P1MAY5I61lm9a22HRcCbAZkBvv3+/YVXd8GinPzSABEAIg3UyMnx3x28ol22bvp1KDKW/yDsLeMzxsbrt5NevsTN+88MY7b0InyFHZUhuktigaQTYDCrwtueTvDbMzkxAAEADp5pGvHxqtlOfGfbZ8iyff7eszBN0OOO3hf6MISBOUCIYpgOigsk1bsp2Ixp/wG+Gj5X/tHnKMWq8EkNz+ePxLj31/FL0AAiD1KIoy4s/km1u+zPwt5wu6HXBa9/+3ct+9G/B5cgbqPFk6Ct4ErmMOk+RtbFQqFXj/EACiCIDygdbKNqyAv1/l3SwCIMYGQOQNpiUsnKbPkmWojNMSBUjTZ4mrj7ud/w/k9duJBVk+gNYPASCIAGDDTRu81LpDSMHCB743A0rrAUBOfOGzH09FLsA//dKn0PBzVNbU5qjt5QmKLPqf/5davNTSIRpGy4cAEIKrlz8YoV2r/OleyZdItuJ3LwDRDgCigThpg3D3z9+Gtf8xQmVNZQ7h6R8/It+f9y+FEgm4dPEUpgAgAMSAtqtUKuURB9fctgOEPR1QYB2xDQxJQ4lYSYXfKTHtvs9g7j9uqMyTSriktib6dI+fzYC6CtcFNv/eJj6r76X5f2wBDAEgFIpSGZZahv79qWFXHdxnIqCoBwBRFCDujGwyQL/+z+4X2hMUFSpzKvu4RQC1saxM93gRAZRT5D+vSPLwI8lmLFWG0eIhAAQTAMo+54Yt+e4vbmn3OQUgyhJAJxEQl2cG458/EUBtK0u5Ht3dSyL1/vWxTGoyyFVznaSmw6AsF/ahtUMACMUXvvbScKUy52jUJacWL9XDZGUl2MmCXqMAoh//q+cDRD0/TDu/wfinSwREvRsftSlqW3mtc78CoKxMGwY7qfnYxxonRbkjxe7/zWcRAYAAEBFpry6BnZu+ZMj4N/+8zKYD/XWvIbtegb1/k/j67MfZrz6yOZLBmtZ9w/inUwREsSaf/m1qS1nM+Hfb38n4+92TpMxmmvj2lnupMVwgSTSGgqgoogiiQ1Eq+yRZ3sKUVjqB3mz/osK7kN8Dgdrk+Wyq8qF7lS9gAqATNFf7L7/2T9mrPz7CXvnHI2xqKlg0hcK/ZGBEXfedBzZ/ZoNaTy9//xA7+NrbgQ3/Pdzrv/vjt+Ve7HXL/rx/GrtMw5nrqU3TGxH+hwAQkyuXzg33LlrpYO+NVr9+T/EAxfD6nHKNe/L+9uX3ehhHr+BTAHaDOBkFGsTJINB15px7QUTG/rZbVquGAIZfDKieKFRPYo2E35Gjp9j4pSuuf5/yCfQs/6wb/nYXJwLSNKLffCIau+pjnvPy5oboqPk9w2jV0SGhCKLluW/cf1CSC/1MqajzWXTV7uk/2i9AqT5Wf2a+75FLrFNa4utvV9gcOzf9I3cqn3v/d9z+i5mvDzIGJ06eqz1auX7ZQraQGxE6eQ77+mcDEn2jvK7HeJ2fPTfW8HPaV4CEg/6YFyYmzrA3j363uaAqrvc9/z+lXGCXKyeYJMkUyq/ufqrdS9Xt/ar3kvHe8F4mjXzuK89tRAtGBEBknuTNud8hwu/g+9d/qKponzKN5u0oD2BWudryvT0Z8/6beYgb76wO8ps/g8aZB0jIQczZePctlgHS+OF173+nCECj62nOA3AY4p5ELUULkgAjZnZmcq8x2CLZNH7be+12jl0L9Pfdhu96MpIACABwR6tNv4Ik/+ljl2TK6/e8LwoSACEAxObL234wWqlU6iJAaqF6LUsBZ5SJQH/f7UqA3pxEAAAA7phXCDYmqGOX5Ozo1Jwhm/fwuxc/95XnRlELEADio1T2NVe8TksBq/ezAUSAmxAeeQJ+tgYFAIiN09Qfef9BjhU3jVkSc4gCmJcAGs2/wpRvoXYgADLB57/24hBv0+OSVf1a18A6dJIZ5XKACi62jAJ0Z2j5HwAgOH6X/tW9/8vm8cxhGaBpHKw7QOMdnT1PoRYgADIUBKg4z2c1C5Pxh2kl2DkYrfIAehD+ByCXdHTMtx0v/C7905lWxuzHtKabotVe3rt58KmrqB0IgMxQnpvZ3WDxJWYJfTUcka1CyTRBdgVsLQCQAAhALgVAe0/o3j+NVU0TAB1XAFTvJVn+K9QMBECmePB3h+l44OFa+2+2EsCSCKgq6sqY77/dKS9yzObt6OixHQQAANnHmvtD8/6+D/4xjVVSy8im/Rgo/fhzv/m3r6BmIAAyR6U892Qr9euUCEibagRS+g7JgPD+Acgv1hMBg2b+W8cqyZDlbxvrbIiCKt9ArUAAZJIv/Pb3hnhDH/WaCEj3c2yy+cYarQSAtMBBAGD+H4C80m7IAaAoYVDvn8ao+jjlFPZnjeNfVQh80NHV+zeoFQiAzKIwttuuc0iSvek3PlxTzgaKANhNAyACAEB+oem/devuZ8uW3MkWtX8k0MY/tTFKYvbz/5KuA+wTAPmruzcPPnUNtQIBkFl4Ix/iD+PNNsFgpg5Tf32qcsF3MqDdtp6Y/wcALOwrsb7umzwfH26lrEyzycp51nz+32kzNGlGURD+hwDIOA989e9oTd9uh05QTwGQbDqOJgL80ikvhvcPAGhgdnIy8L8xpZw3j2YO8/+SHgowjoGS/Jef/60XxlETEAB5YBdFARo8fsZs8gDMWbPXKmfN52x7EgCLTLt7Yf4fAKAKgKmpQL9PY9LVylnmOKY5HQNQPQ1wRi4U/wi1AAGQC6pKV9rd2BHsogLmaQDqaBPlUd9/m473pH0BFi1cp4b+AAD5plIus7mZ2UD/Bo1JqmOiH+9rM5JVX7dbEij95/t/45n3URPxg+OAE40CSI/xPtCnpgYqeodQ6p1DUnSrb/rZpHKBdSvLWVHq9vxHyfgv5tfS60vY/z9D3hsN4rF6DoUCa+vsROHD+1ez/mnuX5Jki2232fy8Nr2pSwNpGt4/BEAuowDP/afP7uYmfXu1MyiaeScFrd0rkmb2lZqCrr6uqIp7YfF2339/+uo11jFvHipCYK5cuMguf3A+duNvFAG91y1l85fgLAmRobEgCJcpItmwv4lx/3/n9f98MPvj+3/j2TOohWTAFECCdM7r+xP+MNqgkJlRIevRAHP3oqM2r1X895vpK9hqW2TGTr/Hxs+cTcz4E/S36TPQZwECC4AAYwGNQbP6wT+24X+pYfmf4f/nuuYt/BPUAARALtk8+NSkJMm/b1bEzbYFNqkAdqV8Wl1644egYT+QpMd2lV0dS0/CNH0W+kxATPyOBTT20BhU8/hNTr7V2Dcu/5MLxT+kMRA1AAGQWz7/Wy/8N274hxsWyhjCZ41La6rPKelmfO6ob+8NIkBMro2N4zOB0Iy/3yjS+NybrKIm/hktv3P437j8jzs+rz3wleex7h8CAMhy8bfsz8W2ioLG8Nosu+Z7VcDsJASAiATN2M7LZwLRjQGXyyfYrHKtySqm5uF/7v0PovQhAACjzYGeP8J7yZ/UD8awTgNYw2eSKap2tXyGTVY+8Px3EbYFIN/4GQMmyx+wa3zMqWfzO23+Y3BkDOOXLBf+8nNfee4gSh8CAOgoyh/zzjHa4PFLZo/fGCEwvnZ5bpQr8quRd36QPF29PfhMIBEBQGMMef/WXUsbc5Skxt1Mq6+drVTKv4eShwAABr7w298blyT5q3pHaQynMcPZAJaEG3V5YJl9OPu6JxFAYdsyQrfC0b2wT12Cl5pBhH8W+kxALKjve5m6obHlw5nXtQ1/Gscmx5wlQyyAe/9f/SIf61D6EADAKgK+9uLzrLpNsKnT2E0N1JMB66+qImDGmwhAFEDATqutv08L9FnSJEhA+H1fN/5q0p9top91arJxG3Pu4Ax9/rde2IuShwAATkjsCd5V3jS4/CYj37jWlhnCbRLvoHOeRMDk5csocwGhzXfSsJETfQZsBCQmbvt+3fjP2axOapL8ZwgN8DFrVFGUx1HqEACgCV/87ZfHuS//K7zHTEl2c2iG58YlgZIhMuBFBATdBQwkx+IbVrNie1tif5/+Nn0GIGoEoHXfNxr/Bk+/YSyqywBT8rI6lsm//MXfeRmhfwgA0FIE/M7+Ed6htjXrXA1LAg1RAEIXAZSx2wzsByBw5y0UuAFek0j4Pcm/DYLjZv0/jR11489M3n89V6nZMb/V12S5sP0LX3vpRyh1CADgPhLwn/nDkOSw/K9VFEAXAeNzb7HLcyead/TLEyhwQaEDeZbeWIr1YJ4k/iYIl1Z9nsYMGjt042/1/htXK5nX+evJf9zzf5ob/3+PEocAAN55nHeiEfudAVtHAXSult9nF2ZGHLcNnryEPIAsiIA4cgLob8D4Z0AAOPR5GiNorKAxw4hr79+cqHxEUSq/jtJOLxKKIN088x8H+hSmnGCK0qcoinoSoMJ1ee2eHln1kXe2htfMaq/I5hdXs3mFFQ1/Z/ktN7NCgvPJIByiOiEQJ/9lB1r+d+bosYbXyehfmTtl8PrNXr7u6Ru8+/prBlFQPRZYGm/v7N7wud987l2UOAQACCQCNvVzY76fG/U+RTfwJkNvEASs8edW2uUFrKewWn3UWbRqJdZyZwQy/lcufqiKgaBCgAw/Gf35ixdhvj8j0LkNHxpOcJypXGIT5VPqo62RUI28XI09NogAzeCbRcA4v9n8pccOjKC0IQBACHx396Z+plQOqua8aRSgHiWo/8yersJ1XAisYQWpQ93JjZK6QLaEwNTlCXW5l9c8D2oPXb29rJM/wvBni4sn31XbA4X7J8rvNk8U1gy72fDL5oiAxfsvFDt+4Qtfe/F7KGkIABCqCLh3kFv1PfZRAG0KwBIBoP9YExGgCwGaFrjhjrsw2GcY2viFDn+pVCrV1R/aQTBtXZ1qvcuyrN6nYX8BEJ0oPPnGT9Rwf6sVQlX7L9eNO3Pl/W/90mPfH0JJQwCACPifOz+9jfeynfVwv828v8n4V5pGAYysXTvAliy+GYUMQEa5cPEYO3Fi2J1xMBh6bSc/swhoiA7Iv8eNPzL+BQKrAATjy4///S5u0YdM+wIYVLlxAw7zkpzWjI+NooAByDDu+7jF+Dvt+V9feTQE4w8BAOIRAVu5Vz9cM/7WfbfthIELETA2PsrK5RkUMAAZhPo29XF33j8zH/drDP0z68ZkbPjL236wFSUMAQBiQpLkh3nfGzHsCdQYsjOu2XX577odIAAAYuHe+BvOH7Ee+GMRBTQG8f89jNKFAABxRgG2/WC8Up7bymjJjWTdHKh+IIfXqQBMAwCQTVz1bQcnwnosiXbiH+3tv5XGIpQuBACImS3/8ocjilJ5vFBoY5JcMO/MZZmnM0UHWngJmAYAIFu4C/9Lph39bMcOSd3bn1XHHPnxL2/7e6z1hwAASfHQ468M8Y64q1hsZ4W2Dibzjkkd1GkqwHKYgC0XLhxFwQKQIdz0ackYMTTkAOi7/smFIisWO1iBjzV8nNmF5X4QACAFXJu4+ASX4yOyXOSds612GZftaCE7TdG3GCwuHkOhApAlAdCiT1vn9vWsIdobolDQxhVyLvg9H2dG5mamnkCpQgCAFPDI1w+NV8qzWyXeWUkEqJ20oHXYYtGwZ3dVz7faFuDatYvqBQDIgIPgoj+re4UY1/ZbxpJqZFE1/jSebP3y43+PeX8IAJAWHvzdYVoR8ISm0NVpgFqn5a9J1HH5f07nA1g598HPUKgAZADXfZmPDSbjX9QFQLG6U6Q6tshPPPDV5zHvDwEA0sbE+Nld3MCP1pV7odaBCyQAuChwuyvgGFYDACA8avKfy75Mu4pSpNA4ZtScier4MXrpw/d2oVQhAEAKoakA/vC4pHVY4yUVClrnriYIuhk4kAsAgNh4WdVD40Y1y79u9GWDCKiU5x7XxhgAAQDSyANfeW6vUikPU4etCoHqZZ7XcycCzp3DNAAAIuO2D+tjhaStINKdBhorpOrrww989fm9KNFsUUQRZI+5uendHW0dA6TuaFaPgv7qMh7ZUN38xUqlzJrlA+jJQ93di1GoHnnj8El2/J332AfnL7HLl6+qr61etZStu3EFW3fTStbb241CMjA9PcvLbJSX2fu8zMbV5x0dbVqZrWR33H4DCskjbpN5q46BPsdfVJ/XnAW6lwqsPDezGyWaPXAaYEZ56ZsPneCqvaRwI887r2rsK+U5/jhneSw3/XeWLLmZrS0NoEBdQsZr3zOv1oy+Ex/buJ7d84nbVSOXd8P/05G32Cs/PNz0fb2989hDD97Nrlvah0bmkhOjw+zChVbL/+Sa4a8+1vOGaG8RMv5cDIzet/U7a1Gi2QOHv2eUf/7l26RCofBA1f1vlHuK8U5pHgUgEVAsdKBQXRj/v/nOAV5mUy3fe+bsh+zQz95hV69Ns8ULe3MnBC5fvqYa/mee+xEbPXnOlVB4jZcXRQQWcDEAWpTXzAQ7ceJAC+MvGZb6GUWAtnJIKmiP8hNP7j38Q5QqBAAQhP/1/hVn29q7t+m7/kjMIdivMNZqWSAZ/56eFSjUFgbqv3zrJfXRLeVyRRUCZAhPv3deraXOjvbMigEqm6PHTrNXf3SYvfTyT9mp0+fVMvACTRFs+OhN3DvF0NVUjJ57nU1MnGn6HpPx17P+C1YRoKaJfZULACT/ZRBMAWSYl7655USh2Fai5T16uL9SnlXvy/oUQLk+JeCoEgvtbMOdv6o+Anv2f/8Q++nBt0L5tyjMvYp7uqtXLlU9XlEFARl8ioqQuDn+dnVuPwzuuL3EHvjsz6HROQrLGXbotW81zf7XQ/+G3f1sIgEFplTKo/f9+v9A+D+jIAkww3BjP0ICoJoAyDszpQQqBX4pTKawv6xU1/4qsnrRvdOAQsuJliy+GYXqACWwhea9cUNJly4oaP77uqULVGGwdEmfmkCYtrlwPXGPjP2ly9fYee07RMHxt99jDALAEdr3v/nSP8mQ9S9Xdwo1rBiqXtUFYnyUwKY/EABASCTpEP//FvWWsnq58a8afRICVcMvS1wYyNV7pUk49v33fwIB0MTT9RL69wolFNJFXrQREgYLuBigCIEuCEgg6BED4+v+//Y1btDrCY3VqQqmGnn6TPpj3OVNnwsrKew598HrzYcFNcNfM/ySvlxYNogBmbHaWQCFQyhRCAAgILMz11hbe5dB9Vc9/WrHl+vPDa85RQGmpyfUjYEgAuy93yTQhUHVK37f8++TOJhSjelV4cqcRAkEgI33z/so9dWm3r+x/8uG8UCLBGjz/iAHoKZzFRCodnJZkgwd3zAgtDgmkKIAwN6QiipcRDT+Ipd51LTqo9X+bu7zZhFgHgMoZwhAAAABaWvvth0AmLGzS2Yh0OysYD0KAMxQqL0XS9Nig8o67/sn+PP+mamfS5KdE2A2CXSgGIAAACKiKBsaRwCtwzOpfm8cFBiiAH74CHaqQ1mn3Ptnlj7P9L7PpNpRwFYqlfIGlCwEABCQYltHf6MHwOqdn5k7f21gaAKiAPZ8rH89vNIYoDKmsgZ+vH/WaPhZ874vy4V+lC4EABCM5//igX7aCtjWC7AaftNWga23hkAUwN4wPfTgPSiIiKEyhtDy2ycNfb/B8Dv2/dL+oUcgAiAAgEgUCm2PtRoL6nsEasOCJLnaGoo8DYiARmjTngc++3EURERQ2VIZg0bj38r710MAVSdfFwJm0d+k6z+GUoYAAILw7J/fVyoU2gfdvFcyqwHXUYCz537m+pzxPEGn1kEERGP8cSJgI9QHz7o98rehr5tx2hBcqVQG9w89UkJpQwAAAWjvmL9Tkp2qVrF5pvgaeNyeNQ4RAGD8o+E97v0HE+KK5bIRDtWxZCdKGwIApJzn/+KBwWJbxxbH7k6H/7HqboCKYuj03jWAOvjQqWPAXgT8L7+4CfPVAdDzKmD87aG+512E10//rPV+hbkZA7bsH3pkEKUOAQBSCiXrtLfP29O8/yv1SxsMav8pzT0BO069+yoK3gGaryYRgE1rvENlRmW37iacQulEq+N+7Xz9eteujwM1h4A1P5lRqVT2ICEQAgCkkOe+cT95/fudQ//VTk9b/apXrdM3CgIv0CFBrY4dhSHbpJ5gB9xBRh/CqTnU5yYmPG7/bDT2pnttTNDundDGlv0v/tWXtqAGsgEO1c4AL31zy7a2ts49kiR1Nu//Ch3vqXX2cv2+Uqk/VirM63zAxJUzbNmyj6IiHKCz68mokUEbPXmWlcsVFIoNFPL/7H13sc986qNqmQFnjh57xvvcv6QdAywbNwCTDDsAGjYFc6ZTLhR/eXDLHZee3Hv4h6gJsZFQBOJC2f6d3X17ZLkw0Fr8k/Gfo529qldZv59jin7PH8v8udcoALFyxV1sBb9Ac+gku+df/LGvw3uyjL6EEgf8tIaW/b3ncxmuetRvocgfi9pjoXZfPxK4yJpHEmsM82vr5sGnRlErEAAgJvYPPdLHjfV2rtS3uemouudPRl5/rGhiQDEIAV0U+OXOO3+FdbT3oIJcQAJg//cPCXsYT5he/+Z7+5Ho51ZAzkyw1177b/4HfIoA6IbfIAAkw3NdCHg4FfAJfu3iQmAcNQQBACKCdvdra+96TGLyoEuFXgvtq8ZeIS/fRgQYIgLN5gBb0dOzgt16y4OoKA/RgJ+OvMVe+eHhXH5/yovYfO8GrJTwwJtHn/E+928Z8uVC3dNXDX1NCBiMPz1qRwa7MRM0xvD3Dk1PTex+4CvPj6CmIABASEa/o7NngN8+yi/XGbim5B7VyBtEgDESUNamAbTnQVmz+m7kA3jk8uVr7JUfHWZvHB7NxfelcP8AN/xI8vMGLfl791TwVTfVPICCJexvZ/wLpqOCPUAC4EkuBoYhBiAAgEue+qMNfb0LV9Ae/v28w22QZXmAP5aYab/upla/MbO3YhEBijECYL73M/dvpVBoZ3fc8YuYCvDBqdPn2atcCNBjFiGDT4Yf2/l6h0L/b7zxndB237Qz/Pq9JBWqiYIG418TAS4ODKuuNtLGI6Uyyq9hPr4c4s7HiFJRRh746vOYKoAAAEb2/ek924rtnTvV+ThJ73xS7bxuWrFZ36tfauhwTNvgh9WMv70IqFQqDVGA6moAJbTvgqkACAGr4acT/DDP75/gof/Gob9q5K3ev8y9f93zL1THIFk2HRcu1Y4O9jcOlWenH//Sth/sQq0mTxFFkA5mpq/unZud2tne2VMNzVUkg/KWmDEKYKfA9U18FMW7CAjT+BM0UFG4ElMB/iAPefWqTeyD8+PspyPHhZ0aoO9x9yduh8cfEOpL4Rr/qrGmcYAC+xXGtEeFSUqBP6k+SvRI446ie/5y/RRRxhrGodo4UotEVupjkTYFOT15mR73olYRAQAWnvqjDbSWf7CtvYsViu0Up6sJALPxtxzooW3x1SgCjJt81EVApbb+P3zjr4OpgPCgHIE3joyy1w+fTP2qAUroW3fTSnYPN/xY0hecsEP/zpEAzeM3RQCk5mOQ0YKYxiBNDBickHJ5ls1OX6XnQ498/dBW1CwEAGgUACX+cILuKQpQbOtUO2c9/K+d5e1qGsCiwA0ioKL42/DHK93di9kdt/8iKjZEaPkgiYG07SOgh/lpwyNk9YfHG4e/w65duxi9IZDqIkAdcyRzBNJk/Guef4MXUht7dDFA48zc3DQrz9UEzFouAEZRsxAAwCEKwB8G9eoptrWry3Wsxr9hGkANuzHbCID6WqVi2vIzLrBBUESe4fSsKgKOv/NeYmKAjP4dt92gevzw9sMnyIY/fs2BOfeoft9q/KmPKfXxhyKNZW78DeMNvP+UgRyA9EGbatBe233UmeZmp3lnm1XX7hq36zRId9MpHw3TAKa5OCX2L0MDGCUF9vQsR82GCHnZlFRHF4kBShg89d55dpo/Uu5AFPT2zqvmJ6xcqj7C6EcH7fUfr/HXjDdNC6pjTMUwBeCQf6Tf104X1KKQNM1YnrPuKTKujW0AEQDQIgqwjdmcv13rkKYcANMkXD0SYDzoJ2EoH2DDnb+qPoJ4ogMkAk6/VxUDlEPgVRSQsV/ADbxq6HvmweDHCM33H3rtWxHO+3uMCpi8fuvYoxjDAM0ijI9z7x+Z/xAAwKUI2M8fBrLyfbA0MD3CoBkLuOGHoU+W8Jf8Jc4wN/6bUbPpA1MA6YXmyg4ydSpAfGhAo13MaKdAkAw0bYAleemG+kjGjP+4NpaBFCKjCNKJlin7cJa+E61nvnDxGCoXABuob1AfyRgPI+sfAgD4EwHDWVPP7777SizLmgAQCeoT1DcyxlZtDAMQAMCnCBjKkgigxKbjb7+QkgQnANAnIjT+Q6hdCAAQngjIxCEa09MT7M2j34UIADD+vA9QX6A+kRHGYfwhAEA0IoAyaUez8H3UkOepV1CxINdQH8jQlBiNTZth/CEAQDQigM7W3sivTKynvXDhGDsxOoyKBbmE2j71gYxAY9JGbYwCgoB9AATlqT/a0M+qmwUNRNY4tI0/LDt6hc7atQNsyeKbUakgN1DG/4kT0Ypffde+iHcApS/xOAw/BABIRgiQAHiU1c4PCG/woDPC62cKVLcYhggAQATjL9eOEI/o1M8hfj2JLH8IAJAOIVBi1TMESAz0B20WhaJ2opv1UCEFIgCA9Bp/qb53v36QD6c8NxuGgCcv/0l+7cXafggAkH4xsIlVpwg87SZYbOtQB47avt61Q4XqZ3xHBR0fTMcIA5A1KNmPjveNzuuXDAKgHgHQh/m52Smv/yRl9JNaOQCjDwEAxBUE/VpUoKSJAsYccgfI+MuFNvMJgjanCkY1JUAHBt16y5cgAkDmjH+US1+NBr96WJjUcJQvHc/bRAToYQky9mToRzCvDwEA8hEtKOnPOzrnP80HjL6a4beG//XXWHTRAIgAAOPv3eu3PbpXEwHaCaLj05MTxu3FR+HVQwAAUOO7u+/t50b9oPpEP96TKU2jAVHkBkAEABj/5kO3aa7f6vWbBEBNEGz80mPfh1cPIACAM/v+9J5BuVDcY5771z1/G8NvigqEJwRIBKxZcw8SA4GQUMIf7e8frvE3G3aj4bf3+ms/2/qlxw4MoVaAaYxFEQAr//3vTo388v0r+7gI+GRVI9YHGm0Iqg82hp/pr4clKxWlzMbHR1lHRw8iAUA440/Z/tSGwzP83KjLsvooS7LpebOfKZXKri9v+8GfoFYAIgDANXv/9O49xWLHoNnbr5i8/YZIgN3rIYAlgkA04x+6x8/sQ/4NUwDMtARw6MHfHd6KWgEQAMAzz/7Z5j0KbTJUM+oV27B/HEJg2bKPsjWr70algNTy7qlX2blzPws+MFtD+szG8NvP89eX/knS0IO/sx/GH0AAgAAi4M/v28Nt+KA5819pLQTUR2YWBAHzBJYsuZmtLQ2gUkDqCL63v1SdZXNj8Jmz4dceh774Oy/D+AMIABCcfTs/tafY1jnIGpYA6kZeXy3AamcHNEQDrI+qDvAuBigfgFYIUJIgAEmjH+nr71Q/zejbGPdmP3M0/NX3DH3ht78H4w8gAEB4/M9dn9lZbOvY1jTMb2voDULBVgwwz5EBSgxcd9P9SA4EiUJG//jbL7Dp6Qn/Rr9m1M2vNRp21hgNsIiDSmVu14O/e+Bx1AyAAACh8+yf3TcoydIetelYw/8Wg28y8HZTAw1igGkiwF10gCIAlBy4sK+EigGxMzY+qib7tV7mVzfuJkNuXFljMurMOfzfLBrA2NbPf+3FIdQMgAAAkfHMfxwYKBTbn+YGus8+GmBn8OsevvVntQiAJRpgEgS1+0ZWrriLreAXAHHx/vs/Ye/xq7XBZ41LaO3C+5b3Sg5RgYZM/+rjeKU8u/WLv7N/L2oGQACAyHn6P3yiv2te3x5uk/vtDH09pN8oCpxC/w3RAdN7mCYE6vd1TaCwnp4VbP26+5EXACKFvP23jr/AJibeN3jqFmOvvV57ZvHyW3v8xmiB9ZFZowIjc7NTWx/83QPY4Q9AAID4eOqPNvTNX7BsjyTJWxpEAGMOYoDZe//679gIgvo9s0QMmOn3yPivu/GzXAwsR+WA0JmYOMOOv/0iK1dm6obe1vDrnrz151Yv3yAU7ISAQ1RAv1eUyl5Jlrc+8JXnx1E7AAIAJMJz37h/GxcBO9XByS70bxADptfsjL3tdEA9ImDKDTAKgdr7GFu+vJ8tv34jKgaExpmzB9n7Zw6aDbs+iErOYsB8zxrC/435AU55ApYlgow9/rmvPLcLNQMgAEDiPPtn9/UX2zroJMGSMcTfPPHPrcevm3l777/h/ZyurkXsxtJm1t4+H5UDfDMzc4W9M7qfTU5+aB4yjYbeRRTA2eA3RgHqUwWN+wLwhj7KxfbD9//mswj5AwgAkB5oSqBn4YrtslzY5pzdXzfUtXurYDCJB6PHbxYCdSmgGIIC9ehAodDGrl+2gS1dcisqB3jm/IU32dlzh6pZ/jWjXjf49WfG8y+Mxt48799g8G0iAs0SAjnk8T9x/288g5A/gAAA6eS5b9w/UCi2UW5AyW6uvzE6YCcIrB6/xeiblgkqhmCAYniovnf+vGVs9apPsva2eagc0Nrrn73KTp3+Ibty9ZzBrkumYVOye804NWCXHGgbGbBOF9gZfzbKf7D1s//7d4dROwACAAgRDViweNV2WS5uM2f/Gzx+W++/Hi1wSvYzP2eGqQDja0aBwJgst7Fl132ELVmEA4WAMxc+PMbOffA6q1RmG4ZKSbIMm5JBDBiNukkcOEQE7HIFbKIASrm8Sy4Un/iFf7EPXj+AAABi8bff+Gx/e8e8nfx2wH4lAGPOqwGsooA1CgOH8L/R+BtkAevs6GOrln+cdXb2oXJAjampcXb6zI/VR3N43zBUStYIgPEdjQLB6N03LAls2ASoISJA3v7jv/C/7cVcP4AAAGLzwl8+OCjLhZ2SJPdZPX3FtK7fJvnP6O037ANg3BzIbnVA48+IRQvXsaVLbmMFuQ2Vk2PK3NM/f+EI+3DsuGVUlKz+v0kA1O4s0wAtkwENgsBueaCiVMYlWX78n/z600OoHQABADIDTQssvn7dNn77GB/p+hQH779p8p/pOTOvBHCIAJgjCnVoWuD6pR9lC3pXo3JyyIfj77DzF99sDPebMvwtQ6VkiQ00Sw5sujxQf70mCijEv5tfu+7b+h2E+wEEAMgmz/75faX2jnnb5ULboCTJzCnLv3G5n80ZAUYxYJMAaIoAOBwt0FbsYtdf18+6u3CwUB64NnmRnf1ghM3OTTYZFSXLIClZRkzJYP8dDL2zsa/HFfhtpVwempq89MQXf/vlUdQOgAAAuRIChUL7oCTLJkOt2BpzpdG4WxMArasBLAKg2fFCXZ2L2JKF69VHkD0mpz5kF8be4o8Xmw59kmQ3NDpEAKxG3iAgmiUDagzx64nNg0/B8AMIAJBvIVBs69zCnzpk5xkNuM1KAMscf0MEoOlRw0qDEFi2+COsWOxC5WSAOe7pn7v4uioAXA9/kmTzLptEwIb3SrY5BAbGK5W5vbJchOEHEAAA6OwfeqRvdmZyW1t716P8acn9byoWO29j7BWlicm3Fwc981bwaznr6liIyhHR458eYxNXz/Dr/ZbDn9REABjfb37Z0/BJxv5Jfu3ihh9z/AACAAAnXvrmQ4OSXHhUlgsD0f4lpeU7OrkAWNhTUpcQgvQzNT3OxiZG+eNYGobBYTL83OgPoWYABAAA3qICpUp57jFJkkgQJGqB29vmswXzV7H53dejYlLIlWtn2aUrp9nM7JWkPwp5+GTwdyPMDyAAAAhHDGypVMqPSkzaUk8ajJ9ioZP1zLteFQJ0D5JjrjylGv6Jq2fV+yThbXOvLBfI29+LmgEQAABEAO0nsHBpiYuAwkNJi4HuziWqGKBHEB/Xpi6oRp8eE4aM/T56xNw+gAAAIGYxsGT5zQP89iGlUt6S1DQBRQK6u5aoUwSICkTn7VOI/9rkhSS9/XGD0R+G0QcQAACkhP1Dj/RXyrNbmCRvij6B0B7KFejpvl4VBBADwY0+GfyJa2eTnNsf5m3qgFxoIy8fe/MDCAAABBEEA3zwHtAEQT9z3GcgWjFAKwjoHrSGDD1l8idk9MmjJyN/QPPwh1EjAAIAgAzw/F880F8sdvRLkrxBLhRJEMQmCtrLfWxe2/WsY948fnUzuVBAhTB1K1w2ffUav66yq7Pc6BfiiaorlQrXhfKwZvAP0SM8fAABAECOoJ0Iu+cvLlGkQC60LdBEQYl52oyoNYXJeUye7K49V4XA/KoYoPs8QcZeNfpXrqr3NTHQdY2Vu66G/edGtYuM+yVWXZs/iiV6AAIAANA0YtDR2dNnEQSbDG8Z8CsArLR1dqqCoJ0/tnV1qs+zwOzUFJudnGIz/JEMPj13jAZ4FwDDhvsDFoM/Do8eAAgAAGKBkhCZw5RC8fLCR6W54qCXf48iAyQGim1tNVGQ1qkDCuXrxn5udlZ9NHr3blCKc0NzvWNPOvwYBh0ACAAA0skv/HtlwCE6sOHz8lP9n5CHS2H8HX3KgCIGevRALsiqOIgqckDGnYx8pVypefHk0auPV8MJ2x+s3D2yr/LP9ukGn1XD9ur9S/+HBOMPQIgUUQQAtDT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",
"path": "6757f0e55d50d02d238158c53928202f285a7b3ecb0419eb090d2568fda6814b.png"
} | Generate code for a svg of a a black and white picture of a plant in a pot | <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M7 15H17V19C17 19.5304 16.7893 20.0391 16.4142 20.4142C16.0391 20.7893 15.5304 21 15 21H9C8.46957 21 7.96086 20.7893 7.58579 20.4142C7.21071 20.0391 7 19.5304 7 19V15Z" stroke="black" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M12 9C12 7.4087 11.3679 5.88258 10.2426 4.75736C9.11742 3.63214 7.5913 3 6 3H3V5C3 6.5913 3.63214 8.11742 4.75736 9.24264C5.88258 10.3679 7.4087 11 9 11H12" stroke="black" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M12 11C12 9.4087 12.6321 7.88258 13.7574 6.75736C14.8826 5.63214 16.4087 5 18 5H21V6C21 7.5913 20.3679 9.11742 19.2426 10.2426C18.1174 11.3679 16.5913 12 15 12H12" stroke="black" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M12 15V9" stroke="black" stroke-width="2" stroke-linecap="round" stroke-linejoin="round"/>
</svg> | |
{
"bytes": 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",
"path": "f780ed3f9b16bffaf5f5ee50d037fabef243a3d1bf33e41523fff40daafc8bea.png"
} | Generate code for a svg of a a close up of a black and white button with three dots | <svg xmlns="http://www.w3.org/2000/svg" width="60" height="60" fill="none" viewBox="0 0 60 60">
<g filter="url(#filter0_d)">
<circle cx="30" cy="30" r="23" fill="#3D3D3D"/>
<path stroke="#fff" stroke-linecap="round" stroke-linejoin="round" stroke-width="2" d="M37 31c.552 0 1-.448 1-1s-.448-1-1-1-1 .448-1 1 .448 1 1 1zM30 31c.552 0 1-.448 1-1s-.448-1-1-1-1 .448-1 1 .448 1 1 1zM23 31c.552 0 1-.448 1-1s-.448-1-1-1-1 .448-1 1 .448 1 1 1z"/>
</g>
<defs>
<filter id="filter0_d" width="60" height="60" x="0" y="0" color-interpolation-filters="sRGB" filterUnits="userSpaceOnUse">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feColorMatrix in="SourceAlpha" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0"/>
<feOffset/>
<feGaussianBlur stdDeviation="3.5"/>
<feColorMatrix values="0 0 0 0 0.11485 0 0 0 0 0.09875 0 0 0 0 0.3 0 0 0 0.13 0"/>
<feBlend in2="BackgroundImageFix" result="effect1_dropShadow"/>
<feBlend in="SourceGraphic" in2="effect1_dropShadow" result="shape"/>
</filter>
</defs>
</svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white silhouette of a handbag with a handle:My primary focus is on the visual representation of the handbag's shape, its form, and its overall structure. I aim to capture the delicate curves, the smooth, rounded edges, and the subtle details that define its unique character. The key to this is to avoid harsh lines and emphasize the overall form, creating a sense of elegance and sophistication. I'm interested in the interplay of light and shadow, the subtle texture of the fabric, and the overall feeling of a well-crafted object. | {
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a colorful cityscape with a bridge spanning a river:My primary focus is on creating a visually appealing and dynamic cityscape. I aim to capture the essence of a vibrant, bustling urban environment. The bridge, a prominent landmark, serves as a visual focal point, drawing the viewer's eye and highlighting the city's energy and scale. The skyline, with its curves, shapes, and detail, adds a sense of dynamism and movement. The overall composition is intended to be balanced and harmonious, with the bridge seamlessly integrated into the landscape. I aim for a sense of both grandeur and tranquility, creating a visually captivating and memorable image. | {
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"path": "09abaf3c71fc4cd7aef0ccd084cc4f21471ca493c58a7ce6a3334ba3a97d7a39.png"
} | Generate code for a svg of a a close up of a polka dot pattern with a white background | <svg id="Слой_1" data-name="Слой 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 104 104"><defs><style>.cls-1{fill:#f79433;}.cls-2{fill:#8656a3;}.cls-3{fill:#f27390;}.cls-4{fill:#8657a3;}</style></defs><title>bg-about</title><circle class="cls-1" cx="4" cy="4" r="4"/><circle class="cls-2" cx="52" cy="4" r="4"/><circle class="cls-2" cx="4" cy="52" r="4"/><circle class="cls-3" cx="4" cy="100" r="4"/><circle class="cls-3" cx="52" cy="52" r="4"/><circle class="cls-4" cx="100" cy="100" r="4"/><circle class="cls-1" cx="52" cy="100" r="4"/><circle class="cls-1" cx="100" cy="52" r="4"/><circle class="cls-3" cx="100" cy="4" r="4"/></svg> | |
{
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{
"bytes": "",
"path": null
} | Generate code for a svg of a a cup of tea shared by two friends. | <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="#e8e3de" d="m63 39-2 1q-4 2-6 7l-2-4-8-1 14-3h-2l-1-2H40q-6 1-1 4l-5-2v3q-3-3-1-6 11-6 23-4 6 1 7 7"/><path fill="#efa96b" d="M57 39q-10-1-17 2h-1q-5-3 1-4h16z"/><path fill="#e96c36" d="M57 39h2l-14 3-5-1q7-3 17-2"/><path fill="#bfc3c8" d="M63 39q9-2 6 7-5 4-11 4l8-4q6-4-1-6-3-1-4 2v-2z"/><path fill="#a7aeb2" d="M39 41q2 9 9 15l-2 1q3 1 8-1h1q-5 3-11 2-5-3-7-8l-3-11z"/><path fill="#ebded8" d="M37 50q2 5 7 8 6 1 11-2h-1q5-9 9 1l-1 2q-16 5-31 3-10-3-3-9z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a golden lotus bathed in the glow of a velvet amber moon. | <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="#fdcd4f" d="M50 0h46v96H0V43l2 4q0-3 2-3l4 2q3 6 11 10l12 20 4 4 1-1 4 7q3-3 6 0v-3q4-1 7 2 3-3 1-6l2-2-1-1h2q3 0 5 3 1-3 4-1 1-5 5-8l-1-2q5 5 3-2l6-6-3-4q1-3 4 0 0-4 4-7-3-4-4 0-1-3-2 0v-2q2-3 5-3 1 4 4 1v-3l-4-3q-6 10-4-2 3-4-1-5l-12 5q-1-4 1-9l-2-3 2-2q-3-1-1-4-3 0-1-2l-3-2q2-4-3-6l-2 4-2-3q-3 6-7-1-2-1-4 1l-2-2 3-4 1 2 6-4q-1-3-2 0z"/><path fill="#fecd46" d="m66 37-1 1q0-22-21-20-10 3-13 14l-2 9V29l-2-5 2-5q3 0 2-2l4-3q-3-2-1-2 4 4 9 1 2 1 3-1-2 0-2-2 2-2 4-1 4 7 7 1l2 3 2-4q5 2 3 6l3 2q-2 2 1 2-2 3 1 4l-2 2 2 3q-2 5-1 9"/><path fill="#fecf4e" d="M0 0h50v2q1-3 2 0l-6 4-1-2-3 4 2 2q0 2 2 2-1 2-3 1-5 3-9-1-2 0 1 2l-4 3q1 2-2 2l-2 5 2 5v12l2-9 2 12v2l-1 2q-2-3-5-3l6 12-1 1q-5-5-10-5l6 6 10 2 3-1q2-3 5 0l2 6-3 1q-4-1-6 1l1 1h9q4 2 8-3h-7l-3-8 7 2q5 3 11 1l10-9h-4l-6 4 1-3 1-8-3 3-1-4 2-6 1-1 1 1 11-6q4 1 1 5-2 12 4 2l4 3v3q-3 3-4-1-3 0-5 3v2q1-3 2 0 1-4 4 0-4 3-4 7-3-3-4 0l3 4-6 6q2 7-3 2l1 2q-4 3-5 8-3-2-4 1-2-3-5-3h-2l1 1-2 2q2 3-1 6-3-3-7-2v3q-3-3-6 0l-4-7-1 1-4-4q-1-1 1-3-6 0-1-2L19 56q-8-4-11-10l-4-2q-2 0-2 3l-2-4z"/><path fill="#febd15" d="m65 38-2 6-2 2-3-6q-3 0-3 2l-1 11q0-4-2-5-3-6-6-2l-3 3q-2-3 1-6 3-2 8-1l-5-5q-3 2-5 6l-5-3q-3 1-3 4h-1l-2-12q3-11 13-14 21-2 21 20"/><path fill="#ea840e" d="m63 44 1 4 3-3-1 8q-1-1-3 1l-1-3-1 1v-6z"/><path fill="#cb610b" d="m33 44 3 4q1 2-2 4l-2-6z"/><path fill="#ef980a" d="m33 46 2 6q3-2 2-4 0-3 2-1 5 4 7 11-7 0-11-4v2l6 4-3 1-6-3 1-1-6-12q3 0 5 3z"/><path fill="#fab00b" d="M46 46q2 3 6 2 2 1 2 5l1-11q3 5 4 13l-5 5-7-2 3 8-1 3h-1l-3-2 3-1-2-6q-3-3-5 0l-6-4v-2q4 4 11 4-2-7-7-11-2-2-2 1l-3-4q0-3 3-4l5 3q2-4 5-6l5 5q-5-1-8 1-3 3-1 6z"/><path fill="#ec8009" d="M52 48q-4 1-6-2 3-4 6 2"/><path fill="#ec7709" d="m32 58 6 3-10-2-6-6q5 0 10 5"/><path fill="#f2a011" d="M61 46v6l1-1 1 3q2-2 3-1l-1 3-7 4 7 1q-6 2-11-1l5-5q-1-8-4-13 0-2 3-2z"/><path fill="#ed8208" d="m65 61-7-1 7-4 6-4h4z"/><path fill="#f68709" d="M50 66h7q-4 5-8 3z"/><path fill="#f78b12" d="m45 67 3 2h-8l-1-1q2-2 6-1"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a white sleigh ride through the frosty woods. | <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="#e6e7e7" d="M20 0h58v8q-6-2-10-1-1 2 1 5 2-4 7-4l-2 5q0-2-2-2l-4 6q0-5-4-8-2-3-5-3v7l-2 2 9 5q7 3 12 11l1 5v22h3l-1-27-9-9 2-6 1 5 4 1v3q-1 2 1 3l1-12-1-5q6 3 6 11-3 8-1 18l2-4q-3-6 0-12L86 0h10v60q-3-8-3-16V17q-3-2-4-1l2 26-1-3-1 20-2-14v19h-1l-1-21-1 18q-2-2-1 1-7-1-1-3l-10-2q2-4 1-9 0-3 3-4h-2l-9 8 1 1-2 1 7-2v3l-13 3-1 1q4 2 1 3l-13-1 2-3q20-1 0-2l16-1q-3-2-4-1l4-2 2-4-3-8q-1-2-3-1-3-1 0-3l5-2q-9-2-8 7-2 1-2 4-6-3-8 2l-9 1h-4l-1-14v-8l6-2-4-1q-2 1-2-1l-1 3-1-2 3-9q-4 4-1-2l-3-4-1 16q-1-7-3-1l-1-6-1 8-1-9 1-2-3-4z"/><path fill="#d9dbdb" d="M80 0h5l-1 13-4-3z"/><path fill="#8e9293" d="M78 0h2v10l-2-2z"/><path fill="#95999c" d="M17 0h2l-2 12-2-1q3-2 0-5z"/><path fill="#959798" d="M85 0v22q0-8-6-11v-1l4 3z"/><path fill="#acafb0" d="m10 11 1-1 1 9q-1 2-2 1z"/><path fill="#6b6e74" d="M10 11v9q-3-4 0-9"/><path fill="#d7d8d7" d="m78 8 2 2v1l1 5-4-2v1q3 4 2 10v-3l-4-1-1-5-2 6-5-3-1 1-9-5 2-2V6a13 13 0 019 11l4-6q2 0 2 2l2-5q-5 0-7 4-2-3-1-5 4-1 10 1"/><path fill="#b4b7b8" d="m30 23-1-2V8l3 4q-3 6 1 2z"/><path fill="#979b9d" d="m81 16-1 12q-2-1-1-3 1-6-2-10v-1z"/><path fill="#d7dada" d="m23 14-1 2 1 9 1-8 1 6q2-6 3 1-2 0-1 3l-1 1-7 4-2-9q-4 2-1 5v23l2 8-2 2q-3-2-3-5V21q1-6 5-7l1 4z"/><path fill="#96999b" d="M17 23v-5q3 2 0 5"/><path fill="#8e9497" d="m9 23 2 5-1 5-1-2z"/><path fill="#bcc0bf" d="m86 22 1 2q-3 6 0 12l-2 4q-2-10 1-18"/><path fill="#c1c4c4" d="m57 18 7 3-1 2 4 2v10q-2-4-1-9l-4-1z"/><path fill="#828487" d="m66 20 1-1 5 3 9 9-1 8-1-3-1-5q-5-8-12-11"/><path fill="#949597" d="m29 21 1 2 1 2 1-3q0 2 2 1l4 1-6 2v8l-1 15-2 3q-3-13-2-25-1-3 1-3z"/><path fill="#afb0b0" d="m59 39-3 1q-1-9 8-7l-5 2q-3 2 0 3"/><path fill="#989ca0" d="m17 23 2 9-1 27-2-8V28q-3-3 1-5"/><path fill="#8b858a" d="M59 39q2-1 3 1l3 8-2 4-4 2-10-1-12-5 9-1q2-5 8-2v3z"/><path fill="#9fa4a7" d="m81 31 1 27h-3V36l1 3z"/><path fill="#b38a8f" d="m59 40-5 8v-3q0-3 2-4z"/><path fill="#a2a0a4" d="m73 48-7 5-1-1 9-8h2q-3 1-3 4"/><path fill="#83898b" d="m86 64-1 1q-2-3-1-4l1-18z"/><path fill="#eceeed" d="M96 60q-6 0-9 3V45l2 14 1-20 1 3-2-26q1-1 4 1v27q0 8 3 16"/><path fill="#e9eaea" d="M0 0h17l-2 6q3 3 0 5l2 1-5 7-1-9-1 1q-3 5 0 9-6-1-1 3v8l-3-3q-3-2-3 1l9 6H9l1 13q-3 9 0 21l1-1 2-7q4 5 13 6l48-2q4-2 1-4l-4 1q-1-3 1-5l10 2q-6 2 1 3l-2 4q-13 5-25 5-2 1-1 4l29-2q0-3 3-4l9-1v28H0z"/><path fill="#f2f2f0" d="M19 0v10l3 4-4 4-1-4q-4 1-5 7v35q0 3 3 5l4 3h19q-8-2-11-8-3 2-3 6 0-6 2-11-2-12-1-23l1-1q-1 12 2 25l2-3 1-15 1 14h4l12 5 10 1q1-1 4 1l-16 1q20 1 0 2l-2 3 13 1q3-1-1-3l1-1 13-3v-3l-7 2 2-1 7-5q1 5-1 9-2 2-1 5l4-1q3 2-1 4l-5-2q-9 0 0 2l-43 2q-9-1-13-6-4-14-1-26l-9-6q0-3 3-1l3 3 1 2 1-5-2-5q-5-4 1-3 1 1 2-1l5-7z"/><path fill="#e4e6e5" d="M26 28q-1 11 1 23-2 5-2 11 0-4 3-6 3 6 11 8H20l-4-3 2-2 1-27z"/><path fill="#8c8d91" d="M12 35q-3 12 1 26l-2 7q-2-11-1-20L9 35z"/><path fill="#fbfbfc" d="M84 61q-1 1 1 4l1-1h1q3-3 9-3v7l-9 1q-3 1-3 4l-29 2q-1-3 1-4 12 0 25-5l2-4q-1-3 1-1"/><path fill="#b2b3b6" d="M10 48q-1 9 1 20l-1 1q-3-12 0-21"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a fresh loaf of bread resting on a cutting board. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbf9f4" d="M0 0h96v96H0z"/><path fill="#c67d41" d="m52 48 4 4-8-2q-3 0-4 3l-1-1 3-3q2-2 6-1"/><path fill="#f1c584" d="m52 48 4 1 5 4-1 1-4-2z"/><path fill="#f0b267" d="m37 53 2 1-5 2q0-3 3-3"/><path fill="#f4b96d" d="m46 49-3 3 1 1q1-3 4-3l8 2 2 2 6 4q-4 2-7 6l-5-7-14-5q3-4 8-3"/><path fill="#de9a5b" d="m56 49 10 3v5l-2 1-6-4-2-2 4 2 1-1z"/><path fill="#f4bb70" d="M56 65q-2 0-1 3l-8-1-15-4q-2-3-1-5l2-2 4-1q12-3 19 9"/><path fill="#ab6331" d="m37 53 1-1 14 5 5 7-1 1q-7-12-19-9l-4 1 1-1 5-2z"/><path fill="#f6dcbc" d="M31 59q-1 2 1 5l21 6-19 3-15-5-1 1q-2-2 1-3l8-1 1-1-4-2z"/><path fill="#f5d6ae" d="m66 57 1 1-7 7 8 1-11 2 24-1-2 3-17 3v-3h-6v-5l1-1q3-4 7-6z"/><path fill="#f2cb9c" d="M56 66v4h6v3l-23 3-6-2 1-1 19-3-6-2 8 1q-1-3 1-3"/><path fill="#e4b079" d="m18 69 1-1 15 5-1 1z"/></svg> | |
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",
"path": "emoji_u1f44f.png"
} | Generate code for a svg of a clapping hands | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M48.19,35.19c-1.75-3.15-4.94-8.89-1.99-12.73c2.63-3.42,7.13-2.32,10.75,1.41l2.12,2.3 c0,0-1.79-6.58,3.44-8.37c3.51-1.2,6.42,0.07,11.13,5.72c8.49,10.18,26.5,41.25,26.5,41.25c0.84,1.38,1.67,2.63,2.28,2.42 c0.49-0.17,1.82-5.06,1.82-5.06c-0.1-6.74,0.39-14.57,2.74-18.88c2.41-4.42,6.76-6.02,9.79-5.04c2.65,0.86,4.04,2.94,3.2,7.56 c-0.71,3.92-0.92,13.89-0.07,23.62c0.68,7.81,1,12.89,0.43,19.16c-1.09,11.91-5.8,23.67-19.36,30.81 c-7.49,3.95-15.52,4.74-22.99,3.54C77.97,122.91,48.87,36.41,48.19,35.19z" style="fill:#D69513;"/>
<path d="M78.51,54.39c-2.77-6.12-5.93-10.83-9.41-16.16c-2.48-3.8-6.83-10.18-8.18-13.38 c-0.93-2.2-0.91-3.96-0.79-4.9c0.03-0.2-0.23-0.3-0.35-0.14c-1.1,1.59-1.68,4.17-0.55,6.94c1.73,4.2,5.45,9.56,7.97,13.41 c3.68,5.63,6.25,9.73,8.6,15.39l3.84,2.9C79.65,58.46,79.54,56.68,78.51,54.39z" style="fill:#FFB300;"/>
</g>
<path d="M53.41,118.35c-2.68-1.72-9.71-6.98-17.26-15.2c-11.2-12.2-16.63-24.8-18.91-29.53 c-2.19-4.55-2.73-9.95-0.11-11.8c2.95-2.08,5.69,0.01,5.69,0.01l0,0c-2.54-3.97-4.19-7.88-4.62-11.05c-0.59-4.42,2.1-6.47,2.59-6.74 c2.32-1.28,4.42,0.36,4.42,0.36l0,0c0,0-2.77-3.89-3.48-8.05c-0.44-2.56,0.52-5.2,2.69-6.7c2.75-1.89,5.35-1.34,9.41,2.24l1.65,1.26 c0,0-0.76-2.13-0.77-4.38c-0.01-2.05,0.97-4.35,3.37-5.28c3.09-1.2,5.45-0.41,9.69,3.97c3.8,3.93,16.43,16.96,25.13,24 c6.13,4.97,12.93,9.92,16.45,12.02c1.12,0.67,2.07-0.22,1.76-1.8c-1.93-9.75-2.68-17.27-0.84-22.96c1.84-5.7,5.35-8.81,9.3-8.5 c1.86,0.15,3.71,1.26,4.51,3.42c0.71,1.94,0.73,5.17,0.82,7.22c0.32,7.93,6.86,30.69,8.2,36.95c2.56,11.88,1.56,24.72-9.43,35.76 C88.94,128.41,65.52,126.11,53.41,118.35z" style="fill:#FFCA28;"/>
<path d="M44.41,91.29c-0.41,1.39-1.17,2.95-2.23,2.06c-1.45-1.22-1.25-2.47-2.87-4.14 C34.65,84.4,26,71.99,24.01,67.03c-1.37-3.42-1.18-5.2-1.18-5.2S34.1,79.13,44.28,88.6C45.18,89.44,44.46,91.13,44.41,91.29z" style="fill:#D69513;"/>
<path d="M50.45,79.78c-1.51-0.58-1.82-2.91-2.94-3.99c-5.49-5.26-17.28-19.76-20.79-26.48 c-1.43-2.75-1.45-4.03-1.55-4.97c0,0,16.52,20.68,25.33,28.71c0.56,0.51,2.32,1.08,2.7,1.92C53.93,76.59,51.67,80.24,50.45,79.78z" style="fill:#D69513;"/>
<path d="M62.21,61.89C52.83,54.05,35.3,33.06,35.3,33.06s0.36,2.95,2.45,6.18 c3.63,5.63,14.16,18.69,21.19,25.33c1.35,1.28,1.27,2.85,2.7,2.97c1.53,0.13,3.39-1.68,3.49-3.06 C65.22,63.3,63.77,63.19,62.21,61.89z" style="fill:#D69513;"/>
<line style="fill:none;stroke:#B0BEC5;stroke-width:5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;" x1="5" x2="17.78" y1="93.87" y2="92.96"/>
<line style="fill:none;stroke:#B0BEC5;stroke-width:5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;" x1="30.43" x2="26.24" y1="108.37" y2="120.48"/>
<line style="fill:none;stroke:#B0BEC5;stroke-width:5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;" x1="6.3" x2="22.96" y1="113.24" y2="101.55"/>
<line style="fill:none;stroke:#B0BEC5;stroke-width:5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;" x1="120.97" x2="111.1" y1="18.54" y2="26.71"/>
<line style="fill:none;stroke:#B0BEC5;stroke-width:5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;" x1="91.85" x2="88.22" y1="21.53" y2="9.24"/>
<line style="fill:none;stroke:#B0BEC5;stroke-width:5;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;" x1="108.64" x2="101.89" y1="3.54" y2="22.73"/>
<path d="M108.43,57.21c-1.18-4.81-2.36-10.07-2.74-13.63c-0.3-2.81-0.49-7.37-0.76-8.37 c-0.95-3.6-3.04-4.23-3.04-4.23s1.32,1.39,1.35,5.24c0.03,4.08,0.15,12.07,2.49,20.91c1.54,5.82,4.04,14.2,5.18,20.9 c2.41,14.11,0.21,24.04-8.22,34.5c-4.89,6.06-15.46,10.53-15.46,10.53s8.69-0.55,16.28-7.85c10.08-9.7,13.73-22.28,10.49-37.36 C112.9,72.74,108.81,58.77,108.43,57.21z" style="fill:#D69513;"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a blue and yellow bike lanes marked on 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="#07879d" d="M0 0h96v71q-3 1-2 4 0 3 2 4v6q-2 1-2 5 0 3 2 5v1H60l-9-12-2-11q6-9 15-14l2 1q-7 5 1 10 9 5 19 0l7-25q-6 0-11 3l-14 1-20-1 9-2-3-2q-10-1-18 2-7-2-15-2l8-4H0z"/><path fill="#499372" d="m21 44-1 1-1 1-10-3 17-2-4-1h7z"/><path fill="#9db942" d="m20 45 1-1q8 0 15 2 8-3 18-2l3 2-9 2 17 2-6-1q-3 0 0 1-9 1-16-2 0-2 3-2l-11 1z"/><path fill="#edcd0b" d="M0 40h22l4 1-17 2 10 3q8 0 1 2L0 49z"/><path fill="#0a8699" d="m19 46 1-1 23 3q7 3 16 2-3-1 0-1l6 1 6 1q-16 8-28 22-1 6 1 13l6 10h-7v-5q-3-1-2-4l-2-17q-4-6-10-3l-5-2-6 5q-6-3-2 1l-2 3-10-2q16-9 35-15l11-6-15-2-1 1 8 2q3 0 0 2L0 69V49l20-1q7-2-1-2"/><path fill="#f3ca0b" d="M60 96H50l-6-10q-2-7-1-13 12-14 28-22l-6-1q0-2 3-1l14-1q5-3 11-3l-7 25q-10 5-19 0-8-5-1-10l-2-1q-9 5-15 14l2 11z"/><path fill="#439a78" d="M74 51h2l-7 6h-4q3-4 9-6"/><path fill="#d6cd23" d="M4 72q-3-1-4 1v-4l42-17-8-2 1-1 15 2-11 6Q20 63 4 72"/><path fill="#018098" d="M43 96H0V73q1-2 4-1l10 2 2-3q-4-4 2-1l6-5 5 2q6-3 10 3l-1 3z"/><path fill="#c2c12a" d="M55 71q2-1 3 2l2-2 1 2 3-1q-6 4-9 1l-2 2q0-3 2-4"/><path fill="#71a55f" d="M66 72v4q-4-3 0-4"/><path fill="#bfd436" d="M96 71v8q-2-1-2-4-1-3 2-4"/><path fill="#f0eb13" d="M96 85v10q-2-2-2-5 0-4 2-5"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a blue and white striped background with a white stripe:I'm drawn to the visual interplay of blue and white, a harmonious blend that evokes a sense of calm and sophistication. The contrast creates a visual hierarchy, with the blue providing a strong, authoritative presence, while the white adds a subtle, refined element. The stripes, while seemingly simple, contribute to the overall visual harmony, adding a touch of texture and visual interest. The overall effect is a visually appealing and conceptually interesting image that suggests a sense of calm and sophistication. | {
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"path": "7b13d8eb2832b0f882ca10a1373b979b6d6d9a667fee6de0024e9478e3effc91.png"
} | Generate code for a svg of a there is a blue and white striped background with a white stripe | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 20 20"><defs><style>.a{fill:#0c8be8;fill-rule:evenodd;opacity:0.54;}</style></defs><path class="a" d="M3,26H23V22.667H3V26Zm0-8.333H23V14.333H3v3.333ZM3,6V9.333H23V6Z" transform="translate(-3 -6)"/></svg> |
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"path": "7ac13b8f24262185d7dccd4b75fee939677ede42f8eecbef28ec978379259330.png"
} | Generate code for a svg of a a diagram of a computer system with several different types of information | <svg width="782pt" height="137pt"
viewBox="0.00 0.00 782.00 137.00" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="graph0" class="graph" transform="scale(1 1) rotate(0) translate(4 133)">
<title>ItemBase::mouseReleaseEvent</title>
<polygon fill="#ffffff" stroke="transparent" points="-4,4 -4,-133 778,-133 778,4 -4,4"/>
<g id="node1" class="node">
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"path": "82bef6b183196d198821832c523bab7912d62fdeba3938bbbe271dafea8a2da0.png"
} | Generate code for a svg of a a black and white picture of a purse with a handle | <svg width="24" height="24" viewBox="0 0 24 24" version="1.1" xmlns="http://www.w3.org/2000/svg"><path id="personal-item-a" d="M12,4 C9.7593752,4 8,5.7593752 8,8 L9.6,8 C9.6,6.6406248 10.6406248,5.6 12,5.6 C13.3593752,5.6 14.4,6.6406248 14.4,8 L16,8 C16,5.7593752 14.2406248,4 12,4 Z M5.6,8.8 L4.875,13.275 C4.9562504,13.5156248 5.2062504,13.7593752 5.525,14 C5.7656248,14.1593752 6.0812504,14.3187504 6.4,14.4 C6.5593752,14.4812504 6.7093752,14.55 6.95,14.55 C8.3906248,14.95 10.1562504,15.125 11.275,15.125 C11.275,15.6062504 11.5937504,15.925 12.075,15.925 C12.5562504,15.925 12.875,15.6062504 12.875,15.125 C13.9937504,15.125 15.9093752,14.9562504 17.35,14.475 C17.5093752,14.475 17.5937504,14.4062504 17.675,14.325 C18.075,14.1656248 18.4062504,13.9906248 18.725,13.75 C18.8843752,13.5906248 19.0437504,13.4406248 19.125,13.2 L18.4,8.8 L5.6,8.8 Z M6.875,10.4 L17.05,10.4 L17.35,12.8 C16.7093752,13.1187504 14.8812504,13.6 12,13.6 C9.1187504,13.6 7.2687504,13.1187504 6.55,12.8 L6.875,10.4 Z M19.275,14.65 C18.9562504,14.8906248 18.55,15.0406248 18.15,15.2 C17.9906248,15.2812504 17.9093752,15.2687504 17.75,15.35 L18.075,17.6 L5.925,17.6 L6.25,15.45 C6.0093752,15.3687504 5.8406248,15.2812504 5.6,15.2 C5.2812504,15.0406248 4.9687504,14.9656248 4.65,14.725 L4,19.2 L20,19.2 L19.275,14.65 Z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the light dusting of snow covering a park bench. | <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="#507087" d="m72 50-35-1 17-1z"/><path fill="#c7d3d8" d="m37 49 35 1-1 3q-17-3-35-2-1-2 1-2"/><path fill="#2f5474" d="M36 51q18-1 35 2H36z"/><path fill="#b2c2cf" d="M36 54v-1h35l-1 3z"/><path fill="#446484" d="m36 54 34 2H52l-13-1z"/><path fill="#abbac4" d="m36 54 3 1 13 1v1H35q-1-3 1-3"/><path fill="#627383" d="M35 58h21l-10 2h-9q-3 11-3 0l-4-1q2-2 5-1"/><path fill="#395368" d="M35 58v-1h35l-1 2-1 3q-11-3-22-2l10-2z"/><path fill="#707d8c" d="M69 59h2l-2 7q-2 2-4 1 3-2 3-5z"/></svg> | |
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",
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} | Generate code for a svg of a a close up of a person with headphones on and a green background | <svg width="100%" height="100%" viewBox="0 0 267 267" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xml:space="preserve" xmlns:serif="http://www.serif.com/" style="fill-rule:evenodd;clip-rule:evenodd;stroke-linejoin:round;stroke-miterlimit:2;"><use xlink:href="#_Image1" x="0" y="0" width="63px" height="64px" transform="matrix(4.16667,0,0,4.16667,0,0)"/><defs><image id="_Image1" width="63px" height="64px" xlink:href="data:image/png;base64,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| |
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"path": "73adc23bcd3a2e4c593dab1c49ca7acf5ca1d3c50d43903ff186790d4b8284cc.png"
} | Generate code for a svg of a a close up of a brown and white logo with a white circle | <svg width="50" height="50" viewBox="0 0 50 50" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M25.5003 48H4V1H25.5003C36.2531 1 47 11.5219 47 24.4967C47 37.4715 36.2531 48 25.5003 48ZM25.5003 13.8217C23.5556 13.8225 21.6548 14.4496 20.0383 15.6236C18.4217 16.7977 17.1621 18.4659 16.4185 20.4175C15.675 22.369 15.481 24.5162 15.8611 26.5874C16.2412 28.6587 17.1783 30.5611 18.5539 32.0539C19.9295 33.5468 21.6818 34.5632 23.5893 34.9745C25.4967 35.3858 27.4736 35.1735 29.27 34.3646C31.0664 33.5557 32.6016 32.1865 33.6815 30.43C34.7613 28.6735 35.3374 26.6087 35.3367 24.4967C35.3368 23.0942 35.0824 21.7054 34.588 20.4097C34.0936 19.114 33.3689 17.9368 32.4554 16.9454C31.5419 15.9541 30.4575 15.1679 29.2641 14.6319C28.0707 14.0959 26.7917 13.8206 25.5003 13.8217Z" fill="url(#paint0_linear)"/>
<defs>
<linearGradient id="paint0_linear" x1="4" y1="24.5003" x2="47" y2="24.5003" gradientUnits="userSpaceOnUse">
<stop stop-color="#FF593D"/>
<stop offset="1" stop-color="#FF7751"/>
</linearGradient>
</defs>
</svg> | |
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"path": null
} | Generate code for a svg of an icon of a pair of pliers, prominently displayed against a blue circle background, with a noticeable long shadow effect. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<circle style="fill:#273B7A;" cx="256" cy="256" r="256"/>
<path style="fill:#121149;" d="M506.271,310.019L293.716,97.461l-67.022,2.238l-30.455,30.456v40.224l-0.183-0.183l-27.648,256.471
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C199.528,285.68,194.269,290.373,188.107,290.373z"/>
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<path style="fill:#D0D1D3;" d="M323.891,290.373c-6.161,0-11.421-4.694-12.002-10.952l-11.274-121.31
c-0.617-6.635,4.263-12.516,10.899-13.131c6.611-0.629,12.516,4.261,13.131,10.899l11.274,121.31
c0.617,6.635-4.263,12.516-10.899,13.131C324.641,290.357,324.265,290.373,323.891,290.373z"/>
<path style="fill:#FF5419;" d="M316.216,434.502h12.791c9.664,0,17.498-7.833,17.498-17.498V284.746
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<path style="fill:#D0D1D3;" d="M256,223.203c-37.795,0-68.542-30.748-68.542-68.542S218.205,86.118,256,86.118
s68.542,30.748,68.542,68.542S293.795,223.203,256,223.203z M256,110.252c-24.486,0-44.408,19.921-44.408,44.408
s19.921,44.408,44.408,44.408s44.408-19.921,44.408-44.408S280.486,110.252,256,110.252z"/>
<path style="fill:#A6A8AA;" d="M324.542,154.66c0-37.795-30.748-68.542-68.542-68.542v24.135c24.486,0,44.408,19.921,44.408,44.408
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<g>
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</svg>
| |
{
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"path": null
} | Generate code for a svg of a a glowing orange sunset over the horizon. | <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="#e88c4c" d="M0 0h46l-1 2q-7 0-6 7-4 6-12 6l-8 5-4 7q0 5 6 3l4 3q11-8 25-8l4 1q-3-1-3 2-25 0-23 25l1 2q-1 2 1 3l1 3h-4q-7-1-13 1L0 63z"/><path fill="#ea8b48" d="M46 0h8l4 3v5l11 11-1 1q5 5 6 12-4 5-6-1l-18-6q-14 0-25 8l-4-3q-6 2-6-3l4-7 8-5q8 0 12-6-1-7 6-7z"/><path fill="#e98c4c" d="M54 0h42v64l-11-2q-4-3-9-2l-6 1h-5v-1l2-5 1-2v-1q1-19-17-24 0-3 3-2l20 6q-1-7-6-12l1-1L58 8V3z"/><path fill="#f8a533" d="M51 28q18 5 17 24L53 38q-15-4-17 11l-8 4q-2-25 23-25"/><path fill="#f8a034" d="M68 52q-4-2-6-5-14-3-26 1 2-15 17-11z"/><path fill="#f9942d" d="m68 53-1 2-14-2H40l-11 2-1-2 8-4q12-4 26-1 2 3 6 5"/><path fill="#f98827" d="m67 55-2 5q-12-3-25-4l-10 2q-2-1-1-3l11-2h13z"/><path fill="#f87c20" d="M65 60H31l-1-3 10-2q13 1 25 4"/><path fill="#682f2a" d="M76 60q5-1 9 2l2 1q-6 2-10 6l1 2-22 2q-1-2 1-2l15-5q1-3 4-4-3-2 0-2"/><path fill="#5d302f" d="m85 62 11 2v4l-18 3-1-2q4-4 10-6z"/><path fill="#542f31" d="m0 64 3 3 9 3 14 1q2-1 3 1L0 71z"/><path fill="#63322e" d="M5 62q4 3 11 3l10 6-14-1-9-3-3-3v-1z"/><path fill="#6e2c25" d="M76 60q-3 0 0 2-3 1-4 4l-15 5q-2 0-1 2l-30-2-10-6q-7 0-11-3h9l11 4 27 3 16-4v-3l2-1z"/><path fill="#7b2d21" d="M14 62q6-2 13-1v3l22 2q10 0 19-4v3l-16 4-27-3z"/><path fill="#8d3521" d="M27 61h6q5 3 12 3l19-3h6l-2 1q-9 4-19 4l-22-2z"/><path fill="#c44d24" d="M33 61h31l-1 1-18 2q-7 0-12-3"/><path fill="#121425" d="M96 68v28H0V71l29 1a221 221 0 0067-4"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a black and white map with a pin:I'm drawn to create a visually appealing and informative map, focusing on the intricate details of shape, size, and position. The pin acts as a visual guide, providing a clear and concise representation of the map's layout. I aim for a balanced and balanced composition, with clear lines and a sense of depth. The focus is on capturing the essence of the map's purpose and the visual impact it evokes. | {
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M1bIwDjpz5kyGtzlBa6rF2dkZMZLGCCWfz1+zZk3Hjh2bjTQ1NV22bJmdnR1uEej30djZ2aEcF8WCoJaWlrj7oxukbmvaYgeknJycECOvXbuGO1FOUZStra1UKp00aVITMV999dXPP/9Mby0f+mprxH+K7MwkzZgxw9PTk5WsNK2pn59fy2xN0c96rayspHepnIWFxYoVK7Zu3Tpw4MC6XZ9AIHBxcYmIiEhLS3NxcaGRs1qtRl9IiigoOyvq+Xz+jz/+KJFInjx5wkqGmtb0xIkTU6dODQ4OtrKyYiVb8nF2djY3N0ccrj979iz6+svPGD58+PDhwymKKisre/DggUgk6tq1K+0jGjX8888/6IdNIA5QsjYXb21tvWfPHhsbG7YypOq0pi2n0zc1Ne3Tpw9i8OnTp5nfk/Tll196e3v37NmToZ2a+iBGmpiY9OvXDyWSzcUinTp1SklJobFOsWkMQtPq6urLly+npaWlpaVdvny5urqadlboB9O9evUKfQMT19TW1p45cwYxuGfPnogjvixvmrOyskpMTExNTd2/fz/6tDIKGk2lUilpnb5cLk9JScnMzKy79MHc3DwoKEgikZiamuJmiL7ml6Koo0ePsvX2zxCZTIbefKDXmekZ9Y3x8uXLvXv3njx5ksYaxGYRCoVTpkwJCQlB15SLM+o1amZkZFRVVTUY0Lt374SEBNxlR2q1esKECYj7d/l8/vHjx9FXuHFHSEgI+kfb4cOHEb/DuFoP2rFjx1WrVmVmZk6YMEEgYLmdrqqqSk1N9fPz27Fjh146fblcvmPHDj8/v9TU1MbspCjq9u3bq1atws2cx+ONHj0aMVilUh05cgS3CNa5desWup0ODg7oowTcLli2tbVdvXp1Zmamv7+/cWiKqKaWCxcuZGdn45YyZswY9GCpVPry5UvcIthl79696MFYfztdrKi3tbXVtKYGrSmumlqOHz+OW5aTkxN6G6NUKlNSUnCLYJEbN26gH0vL4/FGjhyJnrnutnwYrqa01dRw+/ZtGoVOmTIFPfjXX3/FPSycLdRqNeJpIho8PT2xdlPpek+SYWkql8vj4+Npq6nhzZs3NFKJxWL03QpKpZLeHRrMOX36NNa/wKCgIKz89bNpjnxNtWqmpKTQVlMDvZU0rVq18vf3R4+XyWS6vyOvuroaq/m0t7cfNGgQVhH63NVJpqYsqqnBzc2NXsLAwECs2Z2YmBjcDW4MSUpKevbsGXp8UFAQ7vo9rsZBcSkvL09OTuZu3BRdNaxgFOLi4kaMGEEvbXR0tFQqRY8PDw8PCwujVxYuRUVFQUFB6L8vkUh0/Phx3AlVUvbFc92achTcLJ6enpo1GfSYNWsW1m90//796GeTMEGlUm3YsAGrNZFIJDSm+0kRVAOnmuqebt26RUdHM7kqUyQSNb128zOUSuXKlSt10NEnJyejr02mKMrGxgb3whoNZAmqwQg0FQgE06ZNS05ORv8Sb4ywsDCUvTta7t+/v3v3boaFNk1+fv5PP/2ElSQyMpLGsgSKnHfQxnj27NmhQ4cyMzPR74XQLwKBYNSoUWFhYfb29mzleejQoe3bt6PH83i8HTt2DB06lK0K1OXdu3czZszAGnZ1d3dPTk6m15OQLqgGg9CUCzU11NbWBgQEYG3jtLKySk9P5+LSzhUrVvz555/o8Xw+/+DBg7RvejAMQTUQqyl3amq5fPky7qbhIUOGxMfHs3JZvJbjx49v2LABK4m/vz+NFTNaDElQDZwOSOEiEAjEYrFEItHBgjfcpouiqKioqNDQULYq8ODBg9mzZ2ONclhbW2dkZDDZ9Gt4gmrQu6a6VFPDmzdvpkyZgnV6AJ/Pj4uL++abb5iX/vbt2+DgYKwLGimKio6OpnGQfl0MVVANeun0ddChN0ZWVtbq1auxkpibmx88eBB9s2iD1NTUzJ0799atW1ipvLy8sL7tGsSwBdWgM031qKYWGh19586dU1JSmNyFvHHjxszMTKwkbH2lGYOgGjjVlAQ1Nbx//37GjBm4XW2fPn327NlDbyQyLS1t27ZtWEn4fP6uXbvQd/81gfEIqoF1TclRU8vt27fnzJmDe6yIn5/f6tWrcT/qL1y4sHjxYtzNzSEhIQsWLMBK0hjGJqiGp0+fHjhwICsri8n231atWo0ZM2b27NkkbEn7jKSkpMTERNxUoaGhWGNVd+7cCQ8Px12c4OrqeuDAAXqtdX2MU1ANb9++PXbs2LFjx3CPx7ezs/P39584cSLziUqOUKlUERERWNfOavj++++Dg4NRIouLi8PCwhQKBVb+5ubmhw4dwr2BpAmMWVAtjx8//vvvv3Nzc4uLi58/f95gTKdOnbp06dK/f/9hw4ahn+ClR168eDF9+nTcY2x5PN7atWvHjRvXdFh5efns2bNpnI21fv16eqeONUaLELQu79+/f/bs2aNHjzR3tjo7Ozs7O9vY2KAfbUwOOTk5UVFRuC+jJiYmcXFxXl5ejQX8999/9I7ZmjZt2pIlS3BTNU2LE9TISE9Pj42NxU1lamq6ZcuWBh2Vy+Vz586lcTrugAEDEhIS6N0l0gQkLrcD0Jk2bRrWglENNTU1S5cuvXz58mc/r6iooGennZ1ddHQ063ZS0IIaAbW1tRERETR2zJmZmW3fvn3gwIGa/5XL5eHh4UVFRbj5WFhYHDx4kKMXd2hBDR6BQLBlyxYaY2FKpXLRokVZWVm1tbWFhYVhYWE07OTz+Zs2beLusxJaUCOhuLhYIpG8e/dOx+UuWrQId6s7FtCCGgldunRJSEgQCoW6LDQ0NJRTOykQ1Jhwc3PbvHkzF18qDSIWiyMjI7kuBQQ1KoYNG7Z27Vp2V9E3iJeX15o1a3RQEAhqbIwdOxZ3cwguffv25WhQqT4gqBEyc+ZMFnd6fIarq+v27dtbtWrFUf6fAV/xRsvu3buTk5PZzdPFxSUxMVGXa2igBTVa5s2bN2vWLBYz7Natm47tpEBQ4yYyMpKtvr5r1666t5MCQY2eqKiosLAwhp/b7u7uiYmJ7dq1Y6lSGMA7aItAJpOtW7eO3s1VkydPXrx4MfN76OgBgrYUiouLY2NjsRbhd+rUKTIyEutSDtYBQVsW169f37t3761bt5r+vYtEopCQkEmTJumr4dQCgrZEXr16lZ2dfeXKladPn75+/Voul1tYWFhbW3fo0KFfv35Dhw51cXHRwSwRCiAoQDTwFQ8QDQgKEA0IChANCAoQDQgKEA0IChANCAoQDQgKEA0IChANCAoQDQgKEA0IChANCAoQDQgKEA0IChANCAoQDQgKEA0IChANCAoQDQgKEM3/AQtWoreqMW+HAAAAAElFTkSuQmCC",
"path": "6a869f1c8dd387be17a00877762b18d55a6ee8c0312f018df5b502747b48ce93.png"
} | Generate code for a svg of a a black and white image of a map with a pin | <svg version="1.1" viewBox="0 0 24 24" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><g fill="none"><path d="M24 24h-24v-24h24v24Z" transform="matrix(-1 -4.48687e-11 4.48687e-11 -1 24 24)"></path><path d="M0 0h24v24h-24v-24Z"></path><path stroke="#323232" stroke-linecap="round" stroke-linejoin="round" stroke-width="1.5" d="M15 3.01v5.99"></path><path stroke="#323232" stroke-linecap="round" stroke-linejoin="round" stroke-width="1.5" d="M9 4.78v14.22"></path><path stroke="#323232" stroke-linecap="round" stroke-linejoin="round" stroke-width="1.5" d="M21 10v-4.387c0-.431-.276-.813-.684-.949l-4.684-1.561c-.412-.137-.856-.137-1.268 0l-4.732 1.577c-.411.137-.854.137-1.265 0l-4.051-1.35c-.647-.216-1.316.266-1.316.949v11.339c0 .379.214.726.553.895l4.553 2.276c.563.282 1.226.281 1.789 0l2.105-1.053"></path><path stroke="#323232" stroke-linecap="round" stroke-linejoin="round" stroke-width="1.5" d="M19.192 20.719c-.386.375-.997.375-1.383 0 -1.021-.991-2.809-2.995-2.809-4.871 0-1.933 1.567-3.5 3.5-3.5 1.933 0 3.5 1.567 3.5 3.5 0 1.876-1.788 3.88-2.808 4.871Z"></path><path stroke="#323232" stroke-linecap="round" stroke-linejoin="round" stroke-width="1.5" d="M18.499 15.485c-.144 0-.26.117-.259.26 0 .144.117.26.26.26 .143 0 .26-.117.26-.26 -3.55271e-15-.144-.116-.26-.261-.26"></path></g></svg> |
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} | Generate code for a svg of a a handwoven rug unrolled across a hardwood floor. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfafb" d="M0 0h96v55h-1q0-6-5-3-4-2-9-2L14 65q-8 2-5 9-6 0-9 3z"/><path fill="#b9afa6" d="m86 58-5 1q2-6-3-7h4z"/><path fill="#6e4e43" d="m95 55-5 2-5 1v-1z"/><path fill="#eae4dd" d="m95 55-9 3-4-5h-4q5 1 3 7l-3 1q-1-6-5-6L32 65q8 1 0 4-3-6-6-1-4-2-7 1h-1l-2-3 2-1h-4l67-15q5 0 9 2 5-3 5 3"/><path fill="#ccc1b6" d="M78 61q-10 2-18 7-7 0-13 3l-2-1-3 1q2-6-4-6l1 1q-5 3-2 9h-1l-2-4v3q-5 0-2-2-1-3-2 0l-1-3-1 5-2-6q3-5 6 1 8-3 0-4l41-10q4 0 5 6"/><path fill="#827268" d="M60 61q4 0 1 4z"/><path fill="#6c321f" d="m86 59-9 4-17 5z"/><path fill="#ead4c5" d="M85 63q-2 2-1 4l3 3-6 4q-1-5 4-5-3-1-6 1l-3-3q3-3 9-4"/><path fill="#bcada1" d="M14 65h4l-2 1 2 3q-7 0-4 6l9 4q2-4-1-6l-3-4q3-3 7-1l2 6 1-5 1 3q1-3 2 0-3 2 2 2v-3l2 4-13 7h-2L9 74q-3-7 5-9"/><path fill="#b0a399" d="m47 71-2 2q-5 0-8 2-3-6 2-9l-1-1q6 0 4 6l3-1z"/><path fill="#2d1412" d="m60 68-10 4-5 1 2-2q6-3 13-3"/><path fill="#281816" d="m18 69 3 4-8 2q-3-6 4-6"/><path fill="#f4f3f3" d="M96 56v40H49q1-3 4-4l11-1q3-2-1-5l4-3 14-9 6-4-3-3q-1-2 1-4l6-5z"/><path fill="#735a4f" d="M22 73q3 2 1 6l-9-4z"/><path fill="#2d1210" d="M45 73q-7 2-12 6l-3 1-7 2 13-7h1q3-2 8-2"/><path fill="#8d4425" d="m50 72-13 7h-4q5-4 12-6z"/><path fill="#e0a985" d="m91 58-6 5q-6 1-9 4l3 3q3-2 6-1-5 0-4 5l-14 9q-2-3-5-3v-2l7-4q0-4 5-6l-3-1 6-4 9-4z"/><path fill="#be7248" d="m77 63-6 4h-2q-10 1-17 7-3 2-1 5l-9 5q0 2 3 2l-7 8 1 2H19q0-7 7-11H15l1 3-4-2q-9 4-1-2l-3-1-8 4V77q3-3 9-3l1 1q-2 3-1 7l19 2q-3 1 0 2 3-5 9-7l13-7 10-4z"/><path fill="#a75a34" d="m10 75 11 7h7l2-2 3-1h4q-6 2-9 7-3-1 0-2L9 82q-1-4 1-7"/><path fill="#591d0d" d="m30 80-2 2h-7 2z"/><path fill="#d18b60" d="m69 67-4 3 2 1q-9 3-15 8l1 5-4 3v4q-4 1-6 5h-4l-1-2 7-8q-3 0-3-2l9-5q-2-3 1-5 7-6 17-7"/><path fill="#c57c52" d="M19 96H0v-9l8-4 3 1q-8 6 1 2l4 2-1-3h11q-7 4-7 11"/><path fill="#d99b73" d="M69 67h2l3 1q-5 2-5 6l-7 4v2q3 0 5 3l-4 3q4 3 1 5l-11 1q-3 1-4 4h-6q2-4 6-5v-4l4-3-1-5q6-5 15-8l-2-1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a red neon signs flickering on a busy downtown street. | <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="#030000" d="M0 0h7Q4 6 4 14l8 10 3 29h-3v3q-3 1 0 4l1 7v17q21-1 42 2l15-2-2-3-13 1-1-3-2-2q0-3 2-3h2v2h9q-3-2 0-2 2 0 2 3 3 6 11 8l-1-12 2-4-1-4v-1l2-14 1-3q0-7-4-2l-5-3q6-3-1-2-5 4-4-2 2-1 5 1l2-2 1 2 3-1 1-5q4 2 7 7 1-3-2-4v-5h4v15l1-16 1-30h6v96H0z"/><path fill="#050001" d="M23 0h54l-2 20-2 7-5-5v-1l-2-1q-5 2-2 6v32h5v-3q-4-2-3-5h5q-1-3 1-5l1 3 1-1-1 9q-3 1-2 4h-1q-2-2-2 1l2 2v2l-3-1q-3-2-5-1V33h-3q-1 2 1 4l-2 2v22q0 3-3 4l-3-3q-1-4-4-3-1-4-4-4h-2v-1q-1-4-6-6 1-9-5-15-3-7 5-7-4-3-6 1v10q-1 7 3 13l1 3h-1l-2-2-1 3q-3-4-2-7V27l-1-17z"/><path fill="#9f2335" d="M15 0h4q4 6 4 14l-1-3-2-5-2-3-1 11-1-4v16h-1z"/><path fill="#2a050a" d="M77 0h4l-1 29-2-1v-8h-3z"/><path fill="#500513" d="M19 0h4l4 10 1 17h-1q0-6-3-10v6l-3-2-1 2h-2q-2 0-1 3h-1V10l1 4 1-11 2 3q-3 6 1 14l1-9 1 3q0-8-4-14"/><path fill="#200001" d="m20 6 2 5-1 9q-4-8-1-14"/><path fill="#590209" d="M7 0v9l3 4q-1 2-3 0 0 3 3 5l2-2 1-16h2v26l-3-2-8-10Q4 6 7 0"/><path fill="#ba2427" d="M8 0h5l-1 16-2 2q-3-2-3-5 2 2 3 0L7 9z"/><path fill="#e3d7d9" d="M75 20h3v8h-1l-2-1z"/><path fill="#270405" d="M27 27q-4-1-3-4v-6q3 4 3 10"/><path fill="#6a0818" d="M24 23q-1 3 3 4h1v13q-1-7-6-12l-2-4v-1l1-2z"/><path fill="#9d97a0" d="M68 21v7h-2q-1-5 2-8"/><path fill="#894b5b" d="M75 20v7l2 1 1 3v1l-2-1q-2 3-1 8l-1-2q2-9-6-13v-2l5 5z"/><path fill="#1c0104" d="m12 24 3 2h2v13l6 6-7 1q-1 3 1 6l6 3-11 1v-3h3z"/><path fill="#de646e" d="m20 24 2 4-2 2q-3-4 0-6"/><path fill="#a01128" d="m80 29 1-7 6-2v9l-3-3z"/><path fill="#5b010f" d="M81 0v18h6l1-18h1l-1 30q-6-1-10 2l-1-1-1-3h1l2 1 4-3 3 3v-9l-6 2z"/><path fill="#ad1328" d="M82 0h7l-1 18h-6z"/><path fill="#e8a7a6" d="M18 23h2v1q-3 2 0 6l2-2q5 5 6 12v5l-9-8q-2-8-1-14"/><path fill="#cbbcbd" d="M78 32v6l-3 1q-1-5 1-8z"/><path fill="#2b0308" d="m89 30-1 16V31h-4v5q3 1 2 4-3-5-7-7l-1 5v-7l1 1q4-3 10-2"/><path fill="#86071a" d="M18 23q-1 6 1 14l9 8v2q-4 0-5-2l-6-6V26q-1-3 1-3"/><path fill="#ab111f" d="m21 31 3 6-1 2q-5-3-2-8"/><path fill="#270a11" d="m42 54-3-2-7-6-2-9V27q2-4 6-1-8 0-5 7 6 6 5 15 5 2 6 6"/><path fill="#430312" d="m30 37 2 9 7 6-5 1-1-3q-4-6-3-13"/><path fill="#2a0a0f" d="M68 21q-3 3-2 8-1 4 2 7h5l-2-6-3-1v-5q8 4 6 13l-2 2q-3-2-5-1-1 6 4 2 7-1 1 2l5 3q4-5 4 2-3-2-5-1v10h3q-1-4 1-6l-2 14h-1l-2-4-2-4 1-9-1 1-1-3q-2 2-1 5h-5q-1 3 3 5h-4l-1-29q-3-4 2-6z"/><path fill="#6a0515" d="m71 30 2 6h-5q0-2 3-1z"/><path fill="#d03a4c" d="M66 29h2l3 1v5q-3-1-3 1-3-3-2-7"/><path fill="#300710" d="m62 63-3-3-1 1V39l2-2q-2-2-1-4h3z"/><path fill="#44040d" d="M23 45q1 2 5 2-1 3 2 7l1-3 2 2q0 8-7 7l-11-3q-3 0-3 2v1q-3-3 0-4l11-1-6-3q-2-3-1-6z"/><path fill="#b22332" d="M66 44h4v5h-4z"/><path fill="#c33d4a" d="m81 47-1 3q-2 2-1 6h-3V46q2-1 5 1"/><path fill="#802731" d="M65 55h4v3h-5q-1-3 1-3"/><path fill="#9a1624" d="M44 55q3 0 4 4v2q3-1 0 2-2-2-4-1z"/><path fill="#c04b5e" d="M26 60q4 0 4 6h-1l-1-4z"/><path fill="#690310" d="m33 53-1 7q-4 2-1 7v2q-3-1-2-3 0-6-4-6 7 1 7-7"/><path fill="#269194" d="M70 60v3l-2-2q0-3 2-1"/><path fill="#c61f34" d="M29 66h-1q-1-3-3-2-3 0-2 3H13l-1-7v-1l2-1 14 4z"/><path fill="#514f55" d="m73 56 2 4-2 2-2-2q-1-3 2-4"/><path fill="#b61d33" d="m39 52 3 2v1l-2 4q-3-2-5-1-1 1 1 4l-1 4-3 1q-3-5 1-7l1-7z"/><path fill="#d0233e" d="m40 63 2 1-4 2q-1-3 2-3"/><path fill="#370405" d="M42 55h2v7q2-1 4 1 3-3 0-2v-2q3-1 4 3l-1 1 3 4-1 1q-3-3-4 0l-2-2q-1 2-3 1l-2-3-2-1q-3-2-4-1-2-3-1-4 2-1 5 1z"/><path fill="#89adaa" d="M74 64v2q-4-2 0-2"/><path fill="#a32f37" d="M25 64q2-1 3 2l-1 1v1l-2 7q-3-3 0-5z"/><path fill="#b51c2d" d="m52 62 3 3 9 5-4 1-5-2q-3 3-2-1l1-1-3-4z"/><path fill="#711f2e" d="M74 64h4v1l-1 6-2 2q-2-4-1-7z"/><path fill="#210104" d="m27 67 2 4-1 5q-2-5-1-8z"/><path fill="#190002" d="M35 66q3 0 4 5l2-1-6 2q-3 1-3 4v-9z"/><path fill="#5d0714" d="M62 63q2-1 5 1l3 1-1 8-2 4q0-3-2-3-3 0 0 2h-9v-2q3-3 9-3l-1-1-9-5q3-1 3-4l1-1z"/><path fill="#a4292c" d="m67 64 2 5q-5-1-5-5z"/><path fill="#405754" d="m78 65 1 4-2 4v-2z"/><path fill="#6f0916" d="M36 62q1-1 4 1-3 0-2 3l4-2 2 3q2 1 3-1l2 2q1-3 4 0-1 4 2 1l5 2 4-1 1 1q-6 0-9 3h-2q-3-1-2-3h-5v3l-6-4-2 1q-1-5-4-5z"/><path fill="#650f1d" d="M25 64v6l-2-2-3 9q-1-8-7-8v-2h10q-1-3 2-3"/><path fill="#4a0915" d="m27 67 1-1h2q-1 2 2 3v7q0-3 3-4l6-2 6 4v-3h5q-1 2 2 3-2 0-2 3l2 2-6 1-5-2h8v-3l-10-1q-4-1-6 1 1 2-2 4l-14 3-6-2V69q6 0 7 8l3-9 2 2q-3 2 0 5zq-1 3 1 8l1-5z"/><path fill="#5f0a18" d="m41 74 10 1v3h-8l-4-1z"/><path fill="#420b16" d="m70 60 2 2 2-2 2 4h-3q-4 0 0 2-1 3 1 7l2-2v2l1 12q-8-2-11-8l2-4 1-8v-5"/><path fill="#210208" d="m41 74-2 3 4 1 5 2 6-1 1 3 13-1 2 3-15 2q-21-3-42-2v-4l6 2 14-3q3-2 2-4 2-2 6-1"/></svg> | |
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"path": "46f03f37d1487d0ce0097d6b7cc3892c58a548471bea3c450ccc070f7b49bbee.png"
} | Generate code for a svg of a a close up of a black and white logo with a white background | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="188.464844pt" height="593.5pt" viewBox="0 0 188.464844 593.5" version="1.1">
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<use xlink:href="#glyph0-1" x="16" y="331.5"/>
</g>
</g>
</svg> | |
{
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"path": null
} | Generate code for a svg of a a tiny spacecraft drifting near a massive sun. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#eed2b9" d="M0 0h96v96H0z"/><path fill="#f5ce8e" d="M45 22q36 2 28 38-16 21-39 8-20-21-1-42z"/><path fill="#fde970" d="M43 29q17-3 24 14 2 14-10 22-21 7-28-12-2-18 14-24"/><path fill="#2b2c3e" d="m51 45 4 2 1 3-2 3h-4q-4-3-4-6 1-3 5-2"/><path fill="#a1978a" d="m56 50-1-3-4-2q2-3 4 0l2-2z"/><path fill="#d0cca4" d="m54 53-1 2-3-2z"/></svg> | |
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"path": "2f95e6f83d2cbb68eb2a734697e17d3cfc89a23bd37423419b47c68f35598da1.png"
} | Generate code for a svg of a a black and white photo of an envelope with a white background | <svg width="20" height="20" viewBox="0 0 20 20" fill="none" xmlns="http://www.w3.org/2000/svg">
<path fill-rule="evenodd" clip-rule="evenodd" d="M3 4.25C2.58579 4.25 2.25 4.58579 2.25 5V15C2.25 15.4142 2.58579 15.75 3 15.75H17C17.4142 15.75 17.75 15.4142 17.75 15V5C17.75 4.58579 17.4142 4.25 17 4.25H3ZM3.75 6.71589V14.25H16.25V6.71591L11.802 10.1371C11.2854 10.5346 10.6518 10.75 10 10.75C9.3482 10.75 8.71468 10.5346 8.19805 10.1371L3.75 6.71589ZM15.0455 5.75H4.95456L9.1126 8.94818L9.11265 8.94821C9.36706 9.14393 9.67903 9.25004 10 9.25004C10.321 9.25004 10.633 9.14393 10.8874 8.94821L10.8874 8.94818L15.0455 5.75Z" fill="currentColor"/>
</svg> | |
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"bytes": "",
"path": null
} | Generate code for a svg of a a spiral galaxy glows within a swirling circular mandala. | <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="#010417" d="M0 0h96v96H0z"/><path fill="#05071d" d="m45 8 20 4q-3 1 0 2l5 3 1-1 9 9q2-3 4 1-3-1-4 1l4 1-1 3q0 6 4 15-3 2 1 3l-2 2v5h-2l-1 2 2 3q-3-1-5 1-19 26-48 14l-7-5q-3-6-8-9l-4-13V33l5-12q4 0 7-4l1 1 2-5 2 2 7-5q5 2 8-2"/><path fill="#1b1a35" d="M42 21q1 2-1 3l-5 2-9 9-3 24 2 6q-3-2-3-5-3-9 0-16l-2-2 3-12-5 7q0-6 3-11l5 1q2-4 7-4z"/><path fill="#111029" d="m64 72 10-12q-1-2 1-2 5-8 2-17-3-11-11-16-5-4 2-3 3 2 0-2H58q-4-2-7-1l-11-1-6 5q-5 0-7 4l-5-1q-3 5-3 11v1l-1 12 3 4q-3 2 0 5-8-7-4-16-4-6-1-12Q34 3 66 16l11 11q0 9 4 18l-1 9q0-3 2-3 0 5-4 9-6 4-11 11z"/><path fill="#b3786e" d="M53 36q4 3 4 11h-1q0-12-3 0l-2 1q3-4 1-9l-3-1q-3-3-6 0-6 0-7 6v-3q4-12 16-5"/><path fill="#544054" d="M60 46h-2q0-8-4-11 0-4 3 0z"/><path fill="#382b3e" d="M66 25q8 5 11 16 3 9-2 17 5-19-9-33"/><path fill="#624652" d="m58 30 3 1q3 5 3 12-3 2-2-1v-3h-2l2-3z"/><path fill="#835156" d="m23 36-4 2v-1l5-7z"/><path fill="#313050" d="M42 21q3-2 7-1l2 1h-5l1 1q-5 2-5 6l-7 3-5 11-2 6q-2-4 1-7-1-3-2 0-1 7 3 14h-3l-2-1 2-19 9-9 5-2q2-1 1-3"/><path fill="#394365" d="M51 21h7v1l5 4 6 10v6l-4-8-4-3-3-1-3-3q-7-1-13 1 0-4 5-6l-1-1z"/><path fill="#38314e" d="m58 30 4 6-2 3h2v3l-2 4-3-10q-3-4-3 0h-1l-4-2q7-2-1-2l1-1h-6l-8 7 1 3v6h3l4 7h12l4-1-2 2q-9 1-16-1l-3-5q-3 0-3 3-1-6-4-9v-1q8-18 27-12"/><path fill="#5e475e" d="M53 36q-12-7-16 5h-1l-1-3 8-7h6l-1 1q8 0 1 2z"/><path fill="#71525b" d="M58 30q-19-6-27 12h-1l5-11 7-3q6-2 13-1z"/><path fill="#412739" d="M58 20h10q3 4 0 2-7-1-2 3l-8-3z"/><path fill="#644452" d="M49 20q0-2 2-1 3-1 7 1v1h-7z"/><path fill="#3d2e40" d="M51 19q-2-1-2 1-4-1-7 1l-8 2 6-5z"/><path fill="#35273e" d="m23 36-2 6 2 2q-3 7 0 16l-2-1q-3-3 0-5l-3-4 1-12z"/><path fill="#eaaf79" d="m50 38 3 1q2 5-1 9h-1l-1-5h-5q2-3 5-3z"/><path fill="#f4d48d" d="M50 40q-3 0-5 3h5l1 5q-7 1-8-5 1-4 7-3"/><path fill="#55445d" d="M30 42v8l-1 4q-4-7-3-14 1-3 2 0-3 3-1 7z"/><path fill="#c98e71" d="M50 38v2q-6-1-7 3 1 6 8 5h1q-9 3-11-6l3-4q3-3 6 0"/><path fill="#eaa871" d="M57 47q-5 3-11 3-6-3-5-9 2 9 11 6l2-1q3-12 3 0"/><path fill="#b37e75" d="M62 42q-1 3 2 1l-5 10-4 1-1-1 6-6v-1z"/><path fill="#6f5161" d="m44 38-3 4q-1 6 5 9 6 5 11-3v-1h3l-6 6 1 1H43l-4-7h-3v-6h1v3q1-6 7-6"/><path fill="#2d3253" d="M63 26q5 1 6 8 2-1 3 1l-2 11-5 10-5 3v2l-10 3-7-2q-1-5-6-5l-6-6v-8q3 3 4 9 0-3 3-3l3 5q7 2 16 1l2-2 5-10q0-7-3-12l4 3 4 8v-6z"/><path fill="#aa796f" d="M57 48q-5 8-11 3 6 0 11-3"/><path fill="#2a2440" d="m31 51 6 6q5 0 6 5l-4-1 4 2 1 3-6-2-5-4q-2-1-2 1l1 4q-4-5-5-10h3z"/><path fill="#1f1b39" d="m58 22 8 3q14 14 9 33-2 0-1 2-9 8-19 5l2-1 10-7-2-1 5-10 2-11q-1-2-3-1-1-7-6-8z"/><path fill="#584152" d="m65 56 2 1-10 7h-7l10-3v-2z"/><path fill="#3e283c" d="M74 60 64 72l-4 2-1-1q5-3-1-3v-1l5-2-18-1h-1l-1-3-4-2 4 1 7 2h7l-2 1q10 3 19-5"/><path fill="#573846" d="m33 60 5 4 6 2h1l13 3v1q-18 3-25-10"/><path fill="#15132c" d="m25 54 2 1q1 5 5 10l-1-4q0-2 2-1 7 13 25 10 6 0 1 3l1 1q-15 6-29-3-4-3-5-6l-2-6 2-2z"/><path fill="#8b5e5f" d="M47 71q2 0 1 2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pair of boots resting in the doorway. | <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="#d6d0d1" d="M55 57h-2l-1-1-2 2 3-20 1 3z"/><path fill="#ded9db" d="m63 68-1-11q-1-13 1-25z"/><path fill="#cfc5c3" d="M46 64q5 3-2 4-5-3-4 3v1l-5 2V32q5-3 9 0z"/><path fill="#92898d" d="M53 57h5l-7 8 2 2q-5-1-5 4h-8q-1-6 4-3 7-1 2-4l1-1q5 0 6-6"/><path fill="#5a5558" d="M53 57q-1 6-6 6l3-5 2-2z"/><path fill="#676267" d="M58 57h4l1 11-4 2q-3 8-11 5-2-1-1-3h-7v-1h8q3 2 8-1 2-6-3-3l-2-2z"/><path fill="#eceaea" d="M48 71q0-5 5-4 5-3 3 3-5 3-8 1"/></svg> | |
{
"bytes": "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",
"path": "856075d96302452aa9c49c585c96c5d3a5575cbe0875b3d95ea12533a9869fc5.png"
} | Generate code for a svg of a a close up of a blue cross symbol on a white background | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0,0,1024,1024">
<desc>add icon - Licensed under Apache License v2.0 (http://www.apache.org/licenses/LICENSE-2.0) - Created with Iconfu.com - Derivative work of Material icons (Copyright Google Inc.)</desc>
<g fill="none" fill-rule="nonzero" style="mix-blend-mode: normal">
<g color="#039be5" class="teamapps-color-1">
<path d="M774.83,610.99h-163.84v163.84c0,33.93 -27.51,61.44 -61.44,61.44h-75.1c-33.93,0 -61.44,-27.51 -61.44,-61.44v-163.84h-163.84c-33.93,0 -61.44,-27.51 -61.44,-61.44v-75.1c0,-33.93 27.51,-61.44 61.44,-61.44h163.84v-163.84c0,-33.93 27.51,-61.44 61.44,-61.44h75.1c33.93,0 61.44,27.51 61.44,61.44v163.84h163.84c33.93,0 61.44,27.51 61.44,61.44v75.1c0,33.93 -27.51,61.44 -61.44,61.44zM774.83,474.45h-225.28v-225.28h-75.1v225.28h-225.28v75.1h225.28v225.28h75.1v-225.28h225.28z" fill="currentColor"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow trains departing with a loud whistle. | <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="#f9e291" d="M0 0h96v50h-4l-5-2-1-2 5-4-5-4q4-1 4-5l-9 2-4-6-8-2q-3 1-3 4-1-9-6-2-2-3-5-3l1-3h5l2-2q2 2 6 1l-2-2q2-2 4 1l2-2q-4-6-10-8v-1l-5 5q-2-4-4 0l-1-1-1 3q-1-3-1 0 2 2-2 3l-16-6-2 2 4 4 1 5q2-2 5-1l1 8-1 1q-2-3-1-4l-6-1 1 1-4 4-1-1v3q1-1 4 1l-1 1 2 4h-3v-3q-6 0-6 5-3 0-5 3l-3-3-3 4q4 5 10 3l1 1q-3 0-3 2h4q2 0 2 3h-9v5h9v9l-4 1v-4q3-2 3-5-3-1-5 2-4-4-3 2-3 2 0 5L0 77z"/><path fill="#f8e394" d="m92 50-12 1v33l-8-3v-6l3 1 1-8v-8q-2-3-5 0v14h-1l-1-13-1 6-3-7h-1q-8-1-14 2l-12-3-9-3q0-3-2-3h-4q0-2 3-2l-1-1q-6 2-10-3l3-4 3 3q2-3 5-3 0-5 6-5v3h3l-2-4 1-1q-3-2-4-1v-3l1 1 4-4-1-1 6 1q-1 1 1 4l1-1-1-8q-3-1-5 1l-1-5-4-4 2-2 16 6q4-1 2-3 0-3 1 0l1-3 1 1q2-4 4 0l5-5v1q6 2 10 8l-2 2q-2-3-4-1l2 2q-4 1-6-1l-2 2h-5l-1 3q3 0 5 3 5-7 6 2 0-3 3-4l8 2 4 6 9-2q0 4-4 5l5 4-5 4 1 2z"/><path fill="#727551" d="M29 56v5h-9v-5z"/><path fill="#7f7748" d="M85 58q5-2 11-1v4h-1v-3z"/><path fill="#f0dc36" d="m29 56 9 3-1 2-1 1-3-3-3 2v4h7v3l-5 2h-3z"/><path fill="#2b4e76" d="M21 58q3-1 7 1l-4 1z"/><path fill="#fbeb9e" d="M85 58h10v3l-3 8h-7z"/><path fill="#ec9a5d" d="M76 60v8h-3v-8z"/><path fill="#505858" d="m37 61 5 1-4 2-3-1 1-1z"/><path fill="#a49b5c" d="m36 62-1 1 3 1 4-2q5-1 9 2l-13 1v3h-1v-3h-7v-4l3-2z"/><path fill="#151c3e" d="m25 67-5-1q-1-6 3-2 2-3 5-2 0 3-3 5"/><path fill="#b4ac71" d="M60 62q-3 0 0 2l-2 1h5l-5 2-1 4v-4h-5v-6z"/><path fill="#373e62" d="M60 62h2l1 3h-5l2-1q-3-2 0-2"/><path fill="#a89b65" d="M85 58v11h7l-7 1q-3-6 0-12"/><path fill="#a4ac85" d="m65 60 3 7 1-6 1 13-5-1z"/><path fill="#f3d51b" d="m20 66 5 1v4h-5q-3-3 0-5"/><path fill="#f1db68" d="m38 59 12 3q6-3 14-2l-2 2h-2l-8-1v6h5v4q-4-3-5 1-2-3-1-5l-2-1-11 2v-3l13-1q-4-3-9-2l-5-1z"/><path fill="#b2a757" d="M64 60v13l1 6-3-2V65l-1-3z"/><path fill="#3a3430" d="m51 67-15 4q-3-2-4-1l5-2h1l11-2z"/><path fill="#f3d22b" d="M63 65v12l-11-4v-1q1-4 5-1l1-4z"/><path fill="#c1a12a" d="M95 61v10l-11-1 7-1z"/><path fill="#f8e191" d="M51 67q-1 2 1 5v1l4 3 36 20H0V83l30-10 6-2z"/><path fill="#150f1e" d="M29 70h3q1-1 4 1l-6 2-9-1 4-1z"/><path fill="#929483" d="M76 60h-3v8h3l-1 8-3-1-1-1V60q3-3 5 0"/><path fill="#3f3532" d="M20 71h5l-4 1 9 1-2 1q-14-1-26 6l-2-1v-2z"/><path fill="#fddb27" d="M92 50h4v7q-6-1-11 1-3 6 0 12l11 1v14l-16-1V51z"/><path fill="#eccd27" d="m65 73 5 1h1l1 1v6l-6-2z"/><path fill="#8b795d" d="M28 74 0 83v-4l2 1q12-7 26-6"/><path fill="#1f1b25" d="m52 73 11 4 3 2 6 2 8 3 16 1v11h-4z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a soft kiss on the forehead in the morning light. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9e4c6" d="M0 0h96v96H83q-12-7-24-11l-14-1q-6-9-14-14H19L0 77z"/><path fill="#f4d9af" d="m37 34-1 2q3 5 2 12-3 0-3 2-11-2-8-11 0-3 3-5z"/><path fill="#37262f" d="m42 50-4-2q1-7-2-12l1-2q5-3 9 0-1 5 1 11l-1 4q-3-2-4 1"/><path fill="#957d70" d="m38 48 4 2h-7q0-2 3-2"/><path fill="#281f2f" d="M64 47q-3 3-4 8-5-5-1-8-1-2-3-1 0-4-3-4l-2-4q11-3 13 9"/><path fill="#e8b17a" d="M27 39q-3 9 8 11h5q0 11-10 8-9-6-6-16 0-3 3-3"/><path fill="#f6e4cb" d="M53 42q3 0 3 4 2-1 3 1-4 3 1 8 1-5 4-8l1 2q2-6 4 0l-1 2 10 4-9 6q3 2 0 5-4 3-9 2l-2 2 6 7q3 1 6-1 3 2 0 3l-3 6-11-3q-3-1-1 1h-6l4-1q-10 0-6-8l1 2 2-11 6-6-5-9q0-2 3-1l-1-4h-4v-3z"/><path fill="#50222c" d="m45 84 5 12H0V77l19-7h12q8 5 14 14"/><path fill="#e7b06c" d="m45 84 14 1q12 4 24 11H50z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pack of sticky notes resting on the edge of a monitor. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfd" d="M0 0h96v96H0z"/><path fill="#1c1b33" d="m15 25 66 2v33H29v-2h50V29H52q-3-2-5-1H25q-5-2-8-1-1 15 1 30l5 2q-2-1-2 1h-6z"/><path fill="#fbe26f" d="M47 28q2-1 5 1l8 12-3 3 2 5-7 6q-2-5-5-5l-2-2h-4l-8-13z"/><path fill="#59aac5" d="M52 29h9v3h4v-3h14v29H61l-9-3 7-6-2-5 3-3z"/><path fill="#f5e060" d="M61 29h4v3h-4z"/><path fill="#f1f8e2" d="M70 35v9h-8v-9z"/><path fill="#426983" d="M25 28h-7v29q-2-15-1-30 3-1 8 1"/><path fill="#b0ced2" d="m70 35 1 10-9-1h8z"/><path fill="#5aadc7" d="M25 28h22l-14 7 8 13h4l2 2h-4l4 6-14 1 5-2q1-16-11-6l4 8v1h-2l-6 1-5-2V28z"/><path fill="#f7ca6d" d="M33 57h-2l-4-8q12-10 11 6z"/><path fill="#4a7a97" d="M47 50q3 0 5 5l9 3H31v-1h2l14-1-4-6z"/><path fill="#4e4f64" d="M15 25v35h6l-1 3-6-1q-2-19 1-37"/><path fill="#58627b" d="M29 60h52v4q-17-1-32 1-2-1-1-3-10-1-18 1-2-1-1-3"/><path fill="#f9d57d" d="M29 58v2q-1 2 1 3v4l-8 1q-1-6 1-9z"/><path fill="#dbdddd" d="M30 63h7l-1 3-6 1z"/><path fill="#dddde6" d="M23 59q-2 3-1 9l8-1q-3 2 0 3L7 71v-5l9-1 4-2 1-3q0-2 2-1"/><path fill="#2a2a40" d="M30 63q8-2 18-1-1 2 1 3l1 1 10 1v3H30q-3-1 0-3l6-1 1-3z"/></svg> | |
{
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I draw images of silhouettes of flowers with elongated petals, rendered in black and white with a white center. The image should be visually appealing and evoke a sense of depth and form. The central focus should be on the petals, with the overall composition being a balanced and harmonious arrangement. The white background provides a clean and uncluttered space, enhancing the visual interest and creating a sense of depth. | {
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"path": "c57f08e2f94136c8e870c9e587906a7d1e362376df923305784173ec4b624688.png"
} | Generate code for a svg of a a black and white picture of a chinese language sign | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 930 1000">
<path fill="currentColor"
d="M823 57v524h-78v-524h78zM589 577v-195h-91v-64h91v-81h-91v-64h91v-99h77v503h-77zM546 478l-42 58c-57 -35 -93 -90 -114 -149c-15 61 -45 122 -102 159c-56 -38 -86 -101 -101 -163c-21 61 -57 117 -115 152l-41 -57c90 -57 123 -170 123 -246v-112h73v112
c0 48 6 145 61 216c53 -66 61 -158 61 -216v-112h74v112c0 80 33 190 123 246zM289 876h546v68h-629v-316h622v67h-539v181z" />
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a set of wind chimes 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="#fcfcfc" d="M0 0h35l8 5v8q-2 0-2 2 3 7-1 13l1 2v4q1-3 2 0-3 0-3 2l1 3v15h6q-1-9 1-17l2 5 2-2 2 6v50H0z"/><path fill="#fcfbfc" d="M61 0h35v96H61l-1-53-4-13-3-24 2-3z"/><path fill="#b0a9ae" d="M43 5q2-1 3 1-2 0-2 2l1 5h-2z"/><path fill="#9d7877" d="M73 13q2 0 1 3-2-1-1-3"/><path fill="#c28680" d="M20 14q2 0 1 2z"/><path fill="#f8d9b0" d="M23 14q7-1 16 1l-2 2z"/><path fill="#fbd9a1" d="M62 14h9l-5 2z"/><path fill="#533642" d="M35 0h6l6 2 3-2h1q1 3 4 0h6l-6 3-2 3 3 24 4 13 1 53h-7l-2-56-2-30q-1-4-4-4-1-2-3-1z"/><path fill="#a29498" d="M51 0h4q-3 3-4 0"/><path fill="#d4cdce" d="M41 0h9l-3 2z"/><path fill="#ecebeb" d="M46 6q3 0 4 4l2 30-2 2-2-5-2-1h-6q0-2 3-2-1-3-2 0v-4q5 2 6-3-1-2-3-1-1-6 2-11l-1-2-1-5q0-2 2-2"/><path fill="#3c2e3e" d="M28 21q2 0 1 3-2-1-1-3"/><path fill="#fae1ac" d="M62 21q5 3 0 7-4-4 0-7"/><path fill="#554152" d="M43 13h2l1 2q-3 5-2 11 2-1 3 1-1 5-6 3l-1-2q4-6 1-13 0-2 2-2"/><path fill="#e4d2c8" d="M27 29q2-1 3 1-3 2 0 3l-3 1z"/><path fill="#c17560" d="M40 36h6l-3 13z"/><path fill="#bc8475" d="m46 36 2 1q-2 8-1 17h-6V39l2 10z"/><path fill="#c7afb3" d="M34 61h4v3z"/><path fill="#f89788" d="m34 61 4 3v1q-3 0-5 3-7-4 1-7"/><path fill="#ac7f83" d="M38 65v3h-5q2-3 5-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green Christmas tree shining with lights. | <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="#fcfdfd" d="M0 0h96v96H0z"/><path fill="#9bde8c" d="M45 26v4l-4-1z"/><path fill="#41b130" d="m52 37 2 3q-3 2 0 3-4 5 2 3 3-1 6 1l-8 3v1l10 3-2 1 4 2-6-1q-3 2 0 3l4 2q0 3 4 3l-6 1h-1q-1-4-3 0 2 5 8 6 3-1 6 1l-22 1h-3v-4l-11 5-7-1 1-1-2-1 5-3h-8l4-1 2-1q6-2 2 4 3 1 6-1l4-3q4-3 5-8 3-2 0-2-3-5-4-1l-4 2-1-2q-3 0 0 2l-5 4v-3h-6q3-1 2-4h2l5-2v-3l-3-2q10-4 1-5l9-5q-1-2-3-1v-4l4-2v-4q1-5 5-2-3 1-2 4 9 0 3 7z"/><path fill="#e3f3d7" d="M48 31q2 0 1 2z"/><path fill="#c4f1ad" d="M46 38q2-1 3 1-3 1-3-1"/><path fill="#86d074" d="m52 37 6 2-3 1 6 2-6 2 1 2q-6 2-2-3-3-1 0-3z"/><path fill="#cdeac1" d="M45 42v3q-3-1 0-3"/><path fill="#9cd097" d="M37 49v3l-5 2q0-5 5-5"/><path fill="#f5faf1" d="m44 55-2-2 1-4z"/><path fill="#178418" d="M48 48q2-1 3 1l7 8-1 2q-7-5-9-11"/><path fill="#eff9e1" d="M40 57h-1q-3-2 0-2z"/><path fill="#edfae2" d="M48 56q3 0 0 2z"/><path fill="#1d9117" d="M48 56v2q-1 5-5 8l2-6q-1-4-3 0l-2 1-7 2-5-1 6-1 5-4h1l4-2q1-4 4 1"/><path fill="#cff4bd" d="m66 57-6 2q-3-1 0-3z"/><path fill="#f0fbe5" d="M42 60q2 0-1 3l-1-2z"/><path fill="#f2fce4" d="M54 61q7 0 1 4-4-2-1-4"/><path fill="#acdaab" d="m28 62 5 1-2 3-2 1q-1-1 1-3l-3-1z"/><path fill="#f7fdf2" d="M61 65h-3q2-4 3 0"/><path fill="#d2f2cc" d="m64 61 5 2v3q-4-1-6 1l-1-2 6-1q-4 0-4-3"/><path fill="#39b32b" d="m43 66-4 3q-3 2-6 1 4-6-2-4l2-3 7-2 1 2q3-3 1-3 2-4 3 0z"/><path fill="#f4fded" d="M50 65q2 0 1 3-2-1-1-3"/><path fill="#86da75" d="M58 65h4l1 2 8 1-5 3q-6-1-8-6"/><path fill="#eefbe4" d="M39 69q-6-1-1-3z"/><path fill="#0d0f0a" d="M47 73h2l-2 5z"/><path fill="#546b4d" d="M49 73v4l-3 2v-1z"/><path fill="#b2f4ad" d="m50 73 5 2 1-1 11 3H50z"/><path fill="#bef3b7" d="M47 73v6H28l9 2-10-1-7-2 8-3-3-3q0-2 3-1l2 1-1 1 7 1 11-5z"/><path fill="#9be88b" d="M50 77h17q3-1 8 1l-9 2-38-1h19z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a yellow rectangle covered with blue dots. | <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="#f4ee5f" d="M96 7v89h-1V84q-4 0-6 2-3-3 0-4 2-2 4 1 4-8-2-13l2-1-1-9 3-4q-4-3-7-1-1-4-3-4l-5-5q3-3 0-4 3-3 0-4l2-2-2-1 3-6 1 3 1-2 1 1q-4 4 0 10l3 1v-3l3-1q-2-3-4-2l1-7q3 2 6-1l-1-7z"/><path fill="#f4f05a" d="M11 12q-1 5 2 9v4l2 4q1-3 3-1-3 2 0 3l-2 1q2 1 1 3l-3-3q-2 0-1 3l-1 2q3 10-1 20l2 4q-3 5 0 12l-2 11 3 12h-2L2 90l2-6v4h3q-3-3 2-3l-3-2 2-5-5-9 4-1-1-2 4-4-4-3 2-3-4-7 5-3H5q-2-6 4-5l-1-7q-3-2-2-5l2-5q-2-3 1-4-3 0-3-2l4-7z"/><path fill="#f6ed5c" d="M0 0h96v7l-2 14 1 7q-3 3-6 1l-1 7q2-1 4 2l-3 1v3l-3-1q-4-6 0-10l-1-1v-8l2-2q-4-3-2-6l-3-3 5-2-6-7q-1 3-3-1H54L39 4l-4-2-8 5-16 5-1-1-4 7q0 2 3 2-3 1-1 4l-2 5q-3-3-4 0l-2-6z"/><path fill="#f5ed61" d="M82 11H53l-1-3-7 2-10-4-8 1 8-5 4 2 15-3 27 1 6 7z"/><path fill="#f7ef60" d="m0 23 2 6q1-3 4 0-1 3 2 5l1 7q-6-1-4 5h4l-5 3 4 7-2 3 4 3-4 4 1 2-4 1 5 9-2 5 3 2q-5 0-2 3H4v-4l-2 6 10 6H0z"/><path fill="#f8fa39" d="M43 46q0 3-2 1l-2 2-2-2-5 11q0 2 2 3l-2 2 6 3q-4 2-5 0l-6 3-1-2-1-2 2-2q1 2 4 1l-1-6-1 2q-1-3-3-2-1-6-4-1-1-2-3-1v3q-6 0-1-2l-2-3 2-2V38q-2-2-3 1l-2-4q-1-3 1-3l3 3q1-2-1-3l2-1q-3-1 0-3-2-2-3 1l-2-4v-4l1-2-2-5 5 4 1-3h-3v-3h6l-2 4 1 12 3-4-3-2 3-1 4 1v4q0-3-2-3v5l5 3q-3 1-2 4l4-2 2 3h-6q-1 2 2 3-3 1-3 4l-2-3v-3q-2 0-1 3h-4q-1 1 2 4l-2 2h2l3 4 2-3 6 6q1-2-1-3h3v-4l4-1-5-3 1-1 2 2q1-3-1-4l2-2 4 3q-4 2 0 3-5 2 1 3"/><path fill="#e4ec58" d="m82 11 3 3q-2 3 2 6l-2 2v8l-1 2-1-3-3 6 2 1-2 2q3 1 0 4 3 1 0 4l5 5-3 6H68l-1-1q3-3 6 0l3-2q-2 0-3-2l-2 2h-8v-7l1 1q2-4 6-4 1 2-1 3l3 2 1-4q11-3-1-3l1-2-4-2v-2q-2 0-1 3-7-1-1-3-2-4 1-1 5-4 0-3l-2-2-2 2q-2-1-1-3-3 0-3 3l-3-2-1 3-2-8 2-2v2q2 1 2 3l3-2q-3-1-1-3 2 3 3 0 1 2-1 3l3 3q0-3 3-4-3-1-1-2l2 2q1-4 4-1l3-2-7-3q-3 5-4-1-1 6-3 0-3 3-7 2l2-2q-3-3-2-6h-7l-5 5-1-1q0-3 3-3-5-2-8-1 0 3-2 2-3 0 0 2l-3 1 6 4-4 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"path": "emoji_u1f9cd_1f3fc.png"
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"path": "emoji_u1f468_1f3ff_200d_2764_200d_1f468_1f3fc.png"
} | Generate code for a svg of a couple with heart: man, man, dark skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g id="face_1_">
<g id="ears_1_">
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<g id="head_1_">
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<g id="eyebrows_1_">
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</g>
<g id="eyes_1_">
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</g>
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<path id="mouth_1_" d="M36.9,100.49c-2.4,1.06-9.73,0.16-11.81-1.45c-1.19-0.92-2.65,0.09-2.26,1.32 c0.38,1.21,4.06,4.36,7.52,4.79s7.74-1.75,8.4-2.84C39.43,101.21,38.28,99.88,36.9,100.49z" style="fill:#1A1717;"/>
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<g>
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<linearGradient id="SVGID_2_" gradientUnits="userSpaceOnUse" x1="97.2363" x2="97.2363" y1="123.5179" y2="110.8654">
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<path d="M101,111.11h-3.76h-3.76C84.78,110.45,71.91,114.36,69,124h28.23h28.23 C122.57,114.36,109.69,110.45,101,111.11z" style="fill:url(#SVGID_2_);"/>
<path id="neck" d="M97,117.83L97,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C103.8,114.79,100.75,117.83,97,117.83z" style="fill:#C48E6A;"/>
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<g id="ears_152_">
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<g id="head_344_">
<path d="M89.33,53.67L89.33,53.67L89.33,53.67c-12.22,1.5-21.94,15.96-19.63,34.77 c2.3,18.71,15.09,26.52,26.97,25.07c11.88-1.46,22.4-12.14,20.11-30.85C114.47,63.85,101.55,52.17,89.33,53.67z" style="fill:#E0BB95;"/>
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<g id="eyebrows_174_">
<path d="M74.86,84.31c1.85-3.44,7.08-4.19,10.05-1.82c0.51,0.41,1.07,0.96,0.81,1.68 c-0.29,0.8-1.08,0.77-1.75,0.59c-1.79-0.48-3.59-0.57-5.38,0.03c-0.77,0.26-1.41,0.67-2.13,1.03 C75.49,86.3,74.33,85.37,74.86,84.31z" style="fill:#AB872F;"/>
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<g id="eyes_171_">
<ellipse cx="80.86" cy="89.34" rx="3.49" ry="3.61" style="fill:#5D4037;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -10.2849 10.5202)"/>
<ellipse cx="104.22" cy="86.47" rx="3.49" ry="3.61" style="fill:#5D4037;" transform="matrix(0.9925 -0.1219 0.1219 0.9925 -9.7613 13.3453)"/>
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<path id="nose_173_" d="M96.04,94.06c-0.08-0.02-0.16-0.03-0.23-0.03l-4.97,0.61 c-0.07,0.02-0.15,0.05-0.22,0.09c-0.43,0.24-0.62,0.73-0.34,1.21c0.27,0.47,1.43,1.74,3.43,1.5c1.99-0.24,2.81-1.76,2.96-2.28 C96.82,94.63,96.52,94.19,96.04,94.06z" style="fill:#C48E6A;"/>
<path id="mouth_99_" d="M99.94,99.35c-2.07,1.61-9.41,2.51-11.81,1.45c-1.38-0.61-2.55,0.72-1.87,1.83 c0.66,1.08,4.99,3.25,8.45,2.83c3.46-0.42,7.08-3.57,7.47-4.78C102.57,99.44,101.13,98.43,99.94,99.35z" style="fill:#6D4C41;"/>
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<g id="hair">
<path id="hair_588_" d="M88.81,49.43L88.81,49.43c0,0-0.01,0-0.01,0c0,0-0.01,0-0.01,0l0,0 C56.9,53.53,67.91,89.17,67.91,89.17s1.89,3.58,2.75,5.16c0.12,0.23,0.47,0.16,0.49-0.1c0.31-3.13,0.44-14.24,1.27-17.67 c0.49-2.03,2.36-3.39,4.44-3.28c5.19,0.28,13.86-0.41,13.88-0.42c5.5-0.67,11.38-1.99,14.44-2.94c1.99-0.62,4.14,0.26,5.1,2.11 c1.63,3.12,5.39,13.57,6.46,16.57c0.09,0.25,0.44,0.23,0.5-0.03l1.43-5.64C118.68,82.93,120.74,45.69,88.81,49.43z" style="fill:#AB872F;"/>
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<path id="hairHighlights_1_" d="M118.68,82.93c0,0,2.06-37.25-29.87-33.5l0,0 c0,0-0.01,0-0.01,0l0,0c0,0-0.01,0-0.01,0l0,0c-0.5,0.06-0.98,0.13-1.46,0.21c-0.95,0.16-1.85,0.34-2.72,0.56 c-0.01,0-0.02,0-0.03,0.01c-0.06,0.02-0.12,0.03-0.18,0.05c-26.45,6.68-16.49,38.91-16.49,38.91l2.75,5.13 c0.12,0.23,0.46,0.16,0.49-0.1c0.31-3.16,0.44-14.22,1.27-17.65c0.49-2.03,2.36-3.4,4.44-3.28c3.2,0.18,8.26,0.27,13.76-0.4 c0.02,0,1.03-0.01,1.05-0.01c0.02,0,0.04,0,0.06-0.01c5.5-0.67,10.39-1.99,13.45-2.94c1.99-0.62,4.14,0.26,5.1,2.11 c1.64,3.14,5.42,13.66,6.47,16.61c0.09,0.24,0.43,0.23,0.5-0.02C117.7,86.88,118.68,82.93,118.68,82.93z" style="fill:url(#hairHighlights_3_);"/>
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</svg> | |
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} | Generate code for a svg of a vectorized image of a medium-dark skin tone square with a black border, prominently displayed against a white background. The square appears to be filled with a brown color, giving the impression of a brown paint swatch. | <svg width="72px" height="72px" viewBox="0 0 72 72" id="emoji" xmlns="http://www.w3.org/2000/svg">
<g id="color">
<path fill="#a57939" d="M59.0349,60h-46.07A.9679.9679,0,0,1,12,59.0349v-46.07A.9679.9679,0,0,1,12.9651,12h46.07A.9679.9679,0,0,1,60,12.9651v46.07A.9679.9679,0,0,1,59.0349,60Z"/>
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<g id="line">
<path fill="none" stroke="#000" stroke-linejoin="round" stroke-width="2" d="M59.0349,60h-46.07A.9679.9679,0,0,1,12,59.0349v-46.07A.9679.9679,0,0,1,12.9651,12h46.07A.9679.9679,0,0,1,60,12.9651v46.07A.9679.9679,0,0,1,59.0349,60Z"/>
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</svg>
| |
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} | Generate code for a svg of a a black and white panda rolling in the grass. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfb" d="M0 0h96v96H0z"/><path fill="#201f21" d="M33 34q3-1 5 2l-7 6q-3-3-1-5z"/><path fill="#807e80" d="M43 35q4-1 10 2l-11-1z"/><path fill="#2c2b2d" d="m54 40 2-1 10 2q1 7 5 13 0 4-3 8l-3-5q-2 0-1 3l-5 5-6 3-5-3v3l-7-1 1-2q3-2 1-4 12-4 12-18z"/><path fill="#323132" d="M30 46q2 2 1 6-2-1-2-3z"/><path fill="#141314" d="M36 46q6-1 6 6-5 0-8-3 0-3 2-3"/><path fill="#dedede" d="m27 54-1 6-6-5v1l7 26q-2 0-2 3l-2-6q0-7-3-12l-6-6 5 3q0-6-4-9l-4 6 1 9 1-2 2 4q-3 3 0 6-2 0-2 3-3-19-4-1l-5-7 1-2-2-5 4 7q0-8-4-14h3l-1-9q2 0 2 3l2-1q6 4 1-2l4 3 3-4-2-4q5 2 8 6l1-2z"/><path fill="#0e0d0f" d="m54 40 1 3q0 14-12 18 2 2-1 4l-2 2q-2 0-2-2l2-2-4-4 2-1q7-1 10-6z"/><path fill="#626162" d="M71 54q3 5-1 9l-2-1q3-4 3-8"/><path fill="#a2a3a2" d="m26 60 1 3q-3 0 0 2v17l-7-26v-1z"/><path fill="#292829" d="m27 54 2 2q6-6 5 2h4l-2 1 4 4-2 2q-4 0 0-3h-4q-1 3-3-1l-1 4-3-2-1-3z"/><path fill="#656465" d="M68 62q-2 3-5 1l1-3q-1-3 1-3z"/><path fill="#b3b4b3" d="m23 79-3-4-2 6q-2-5-2 1l-1-4q-3-3 0-6l-2-4-1 2-1-9 4-6q4 3 4 9l-5-3 6 6q3 5 3 12"/><path fill="#808081" d="M38 65q0 2 2 2-3 2-5 6l-2-5-1 3-2-6 1-4q2 4 3 1h4q-4 3 0 3"/><path fill="#c6c7c6" d="M27 65q-3-2 0-2l3 2 2 6 1-3 2 5 7-8-1 2 7 1v-3l5 3 6-3 5-5-1 3q3 2 5-1l2 1-2 2 3 1 9-13 1 5 5-3-1 5q2-3 5-3l-8 11-4 12-4-8 4-11q-6 5-7 12l3 5-4 5q-1-6-3 1-1-6-3 1l-1-9q-4 3 0 4-3 6-4 1-3 3-4 9-2-16-5-1l-2-15-1 14-3-11-3 7q0-3-2-1l-2-7-3 8-1-10-3 16q-1-4 1-7z"/></svg> | |
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} | Generate code for a svg of a black and white line icon of a surfboard. | <?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 mystical trees with glowing fruit hanging from the branches. | <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="#f0e8ce" d="M88 30q-4-1-7 1-1-3 2-4-4-3-3 3-4 5-6 12h-1q-1-7 3-12l-1-1-2 2q-2-3-1-5 3 0 2-3-2-6-4 0-2 5 2 9l-2 1 1 5-1 2q-1-3-1 0 4 5 1 12l-4-11q2-1 1-3l-2 1 1-5q-3-3-2-7l1-1-5-3v4l-5-2 1 1q-5 5-2 9-3 5-5 0 2-1 1-2l-3 1q6-9-3-3-2-1-2 1h-3q-2-2 1-2l6-5h-2v-3q1-3-1-3 1-3-2-2 0-5 3-2h5q6-5 13-5 8 0 6 7l5-1q3 3 4 0 3 2 2 5l6 2q-3 2-1 3t3-1v2q3 0 1 3"/><path fill="#686558" d="M62 27h2q-1 4 2 7l-1 5v2q-3-2-5-1v4h5v1h-5v3l-1 1q-1-8-7-7l6-1q-3-2-4-1-1-3 1-4 1 3 5 2h4z"/><path fill="#8d8973" d="M74 23q-4 0-2 3-1 2 1 5l2-2 1 1q-4 5-3 12l-2-4-1-5 2-1q-4-4-2-9 2-6 4 0"/><path fill="#e3e2c6" d="m62 28 2 10h-4q-4-5 0-8-3-1-4 3v-5z"/><path fill="#d8ca9f" d="M39 32h3l-1 2-1 3q1-3 4 0l-2 1q3 3-2 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"path": "emoji_u1f9dd_200d_2640.png"
} | Generate code for a svg of a woman elf | <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="hair_x5F_white_1_">
<radialGradient id="SVGID_1_" cx="64.1129" cy="114.2229" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="32.8393">
<stop offset="0" style="stop-color:#FFFFFF"/>
<stop offset="0.4363" style="stop-color:#F8F8F8"/>
<stop offset="0.9953" style="stop-color:#E8E8E8"/>
</radialGradient>
<path d="M103.63,42.65c0-0.6,0.31-37.86-39.62-38.51C24.07,4.79,24.38,42.05,24.38,42.65 c0,24.56-10.89,52.35,1.86,71.85c3.65,5.58,21.28,6.76,21.28,6.76L64,121.23l16.49,0.02c0,0,17.63-1.18,21.28-6.76 C114.52,95,103.63,67.21,103.63,42.65z" style="fill:url(#SVGID_1_);"/>
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"path": "5ad175e4aa2111de8adb0e1bee067b436bb69d35a6d097b198c749a4cbc7fea8.png"
} | Generate code for a svg of a a close up of a green arrow pointing to a gray button | <svg xmlns="http://www.w3.org/2000/svg" width="64" height="64" version="1">
<rect style="opacity:0.2" width="56" height="50" x="4" y="8" rx="4.2" ry="4.167"/>
<rect style="fill:#4f4f4f" width="56" height="50" x="4" y="7" rx="4.2" ry="4.167"/>
<rect style="opacity:0.2" width="17" height="6" x="26" y="30" rx="1.417" ry="1.5"/>
<rect style="fill:#33c839" width="17" height="6" x="26" y="29" rx="1.417" ry="1.5"/>
<rect style="opacity:0.2" width="16.763" height="5.588" x="-17.21" y="30.21" rx="1.397" ry="1.397" transform="matrix(0.72400601,-0.68979366,0.72400601,0.68979366,0,0)"/>
<rect style="fill:#24873b" width="16.763" height="5.588" x="-16.49" y="29.48" rx="1.397" ry="1.397" transform="matrix(0.72400601,-0.68979366,0.72400601,0.68979366,0,0)"/>
<rect style="opacity:0.2" width="16.763" height="5.588" x="19.03" y="-6.04" rx="1.397" ry="1.397" transform="matrix(0.72400601,0.68979366,0.72400601,-0.68979366,0,0)"/>
<rect style="fill:#33c839" width="16.763" height="5.588" x="18.31" y="-5.31" rx="1.397" ry="1.397" transform="matrix(0.72400601,0.68979366,0.72400601,-0.68979366,0,0)"/>
<path style="opacity:0.1;fill:#ffffff" d="M 8.1992188 7 C 5.8724187 7 4 8.8596354 4 11.167969 L 4 12.167969 C 4 9.8596354 5.8724187 8 8.1992188 8 L 55.800781 8 C 58.127581 8 60 9.8596354 60 12.167969 L 60 11.167969 C 60 8.8596354 58.127581 7 55.800781 7 L 8.1992188 7 z"/>
<path style="fill:#ffffff;opacity:0.2" d="M 27.417969 29 C 26.632951 29 26 29.669 26 30.5 L 26 31.5 C 26 30.669 26.632951 30 27.417969 30 L 41.582031 30 C 42.367049 30 43 30.669 43 31.5 L 43 30.5 C 43 29.669 42.367049 29 41.582031 29 L 27.417969 29 z"/>
<path style="fill:#ffffff;opacity:0.2" d="M 13.457031 13.001953 C 13.091397 13.001953 12.727433 13.135415 12.447266 13.402344 L 10.423828 15.330078 C 10.006856 15.727347 9.8999097 16.303407 10.103516 16.792969 C 10.173519 16.624648 10.280465 16.466667 10.423828 16.330078 L 12.447266 14.402344 C 13.007601 13.868486 13.908414 13.868486 14.46875 14.402344 L 24.582031 24.037109 C 24.725863 24.174145 24.832352 24.333013 24.902344 24.501953 C 25.10595 24.012391 24.999004 23.434378 24.582031 23.037109 L 14.46875 13.402344 C 14.188582 13.135415 13.822665 13.001953 13.457031 13.001953 z"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a small wooden crate filled with ripe peaches. | <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="#faf7f0" d="M0 0h96v96H0z"/><path fill="#c85c36" d="M44 38q-5 3-5 8-1-4 1-7 1-2 4-1"/><path fill="#dc8957" d="M48 40q3-1 9 1l-6 1v3h-1z"/><path fill="#f4c973" d="M57 41q1 6 8 4l3 3-5 1h-4q-2-7-8-4v-3z"/><path fill="#bb643f" d="m57 41 13 5-2 2-3-3q-7 2-8-4"/><path fill="#f4a04a" d="m59 49-1 1-4-5v2l-3 2v4l-2-4 1-4h1q6-3 8 4"/><path fill="#8f5e4b" d="M31 45h2v2q-2 0-2-2"/><path fill="#eaaf6e" d="m44 38 4 2q-3-1-4 1l-2 8q-2-4-2 0l-7-2v-2l7-6q-2 3-1 7 0-5 5-8"/><path fill="#b74e40" d="m48 40 2 5-1 4 2 4q-5-4-11-4 0-4 2 0l2-8q1-2 4-1"/><path fill="#b36e41" d="M59 49h4l-6 3-3-5v-2l4 5z"/><path fill="#ddb987" d="M28 45h3q0 2 2 2l7 2q6 0 11 4v-4l3-2 3 5 6-3 5-1 2-2h3l-1 20-23 7h3V60q-10-5-21-7h-1l20 7-3 1 4 2-20-2h-3z"/><path fill="#563a2e" d="M52 60h-2l-20-7h1q11 2 21 7"/><path fill="#3d2222" d="M62 55h8l-15 6q-2-3-1-4z"/><path fill="#e0c197" d="M28 45v16h3q10 0 19 5l-1 2q2 1-1 2l-11-4 3 5q-7-1-12-6-3-11 0-20"/><path fill="#bea07a" d="m31 61 2-1 18 3-4-2 3-1h2v13h-3l-9-2-3-5 11 4q3-1 1-2l1-2q-9-5-19-5"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green balconies covered in flowers. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#b6e39e" d="M26 0h32v40h-8v-6l-2-3 2-2-1-1v-3h4v-4q1-3-2-4-5-3-8 0l-4-2-1-5q2-1 1-3-2-3-4 0l1 5h-3q-2-6-4-1l1 2h-1l-6-1 2-1z"/><path fill="#d6cab0" d="M75 0h2l-1 9-2-1z"/><path fill="#304e4d" d="M78 0h4l-3 3q-2-1-1-3"/><path fill="#688f6e" d="M13 0h5v7l-6 7q-2-3-1-4z"/><path fill="#d1e1cc" d="M18 0h8l-1 11-2 1-6-1 1-4z"/><path fill="#adc1aa" d="M82 0v9h-5q-1-4 1-6z"/><path fill="#bb6e5f" d="m39 15-4-2-6 1v-1h1l3-1h3l-1-5q2-3 4 0 1 2-1 3z"/><path fill="#c08563" d="M73 8q-2 5-4 2 1-3 4-2"/><path fill="#bbe8a3" d="M0 0h13l-2 10q-2 1-2 4l1 4h3l-2 5q-4 8 0 17H0z"/><path fill="#4e923c" d="m33 12-3 1-1-2q2-5 4 1"/><path fill="#77ba78" d="M77 0q-1 2 1 3-2 2-1 6h5l2 2 1 9q-3-1-3 1-5-5-11-2-2 0-1 2h-6v-8q1-3 4-3 2 3 4-2h1l2 1z"/><path fill="#7fc974" d="m18 7-1 4 6 1 6 1v1l-16 2q-3-1-3 2l-1-4q0-3 2-4-1 1 1 4z"/><path fill="#6b9865" d="m39 15 4 2 4 3-4 4-2-3 3-1-5-2q-2 0-2 2-4-2-7-1v5q-4-2-3-5h-4l-5-1 8-2H13l16-2 6-1z"/><path fill="#c27359" d="M53 21h-3l1 2-7 2-1-1 4-4-4-3q3-3 8 0 3 1 2 4"/><path fill="#448737" d="M50 21q-6-3 0-3z"/><path fill="#cd7268" d="M43 24q-4-1-3-4h-3q0-2 2-2l5 2-3 1z"/><path fill="#53775a" d="M83 21q3 1 5 4-7-1-12 2 1-3 5-5-6-2-10-1-1-2 1-2 6-3 11 2"/><path fill="#406559" d="M13 16h13l-8 2 5 1v3l-4-1q-2 3-1 9-9 2-7-7l2-5h-3q0-3 3-2"/><path fill="#8dad90" d="M23 22v7l7-2 5 3H18q-1-6 1-9z"/><path fill="#dae7cd" d="M23 19h4q-1 3 3 5v3l-7 2z"/><path fill="#455a54" d="m37 20-2 10h-1l-5-3v-8q3-1 7 1"/><path fill="#86b076" d="m88 25-1 6-1-1-13 5q-4-2-6 2l1 2-5-1v-5l7-1q-4-2 0-2 3 2 6-3 5-3 12-2"/><path fill="#53884d" d="M38 20h2q-1 3 3 4l1 1 7-2-1-2h3v4h-4v3q-6 0-2 4l-1 1q-6 0-1 4l2-2 3-1v7l-3-3q-2 6-5 2l2-2q-4-1-4 3H13l-1-1q11-3 24-2v-8z"/><path fill="#c04552" d="M40 26q3 0 1 2z"/><path fill="#345144" d="M80 27q10 0 1 3-4-1-1-3"/><path fill="#b2e29d" d="M83 0h13v40q-14 1-26 5l-1-3h-8l2-2 2 2 5-3 12-5 5-3 1-6q-2-3-5-4 0-2 3-1l-1-9-2-2z"/><path fill="#cc9275" d="M76 27q-3 5-6 3-4 0 0 2l-7 1q1-2 4-1-1-3 1-4z"/><path fill="#9d8861" d="m49 28-2 2 2 3-3 1-1-2 1-1q-4-4 2-4"/><path fill="#92d187" d="M11 23q-2 9 7 7h18v8q-13-1-24 2h-1q-4-9 0-17"/><path fill="#c76857" d="m38 28 4 3-2 3q-3-3-2-6"/><path fill="#e5705c" d="m46 33 1 2-2 2q-5-4 1-4"/><path fill="#607d61" d="m87 31-5 3-12 5h-2l-1-2q2-4 6-2l13-5z"/><path fill="#ca5d57" d="m39 35 2 1q-5 6-2-1"/><path fill="#c37364" d="m63 38 5 1h2l-5 3-2-2z"/><path fill="#bb8869" d="m50 41-1 2q-3-1-5 2l-4-4q0-4 4-3l-2 2q3 4 5-2z"/><path fill="#c5ecac" d="M60 0h15l-1 8h-1q-3-1-4 2-3 0-4 3v8h6q4-1 10 1-4 2-5 5l-8 1q-2 1-1 4-3-1-4 1v7l-2 2h8l1 3q12-4 26-5v56h-4l-1-2q-11-3-17-11l1-9 3-2v-5l-3-4 2-2q-3-1 0-3l-2-3q2-3 5-4l-6-1 1-1q-7-4-15-3z"/><path fill="#98d286" d="M13 41h27l4 4q2-3 5-2l-6 11h-3l-6-1q-3-2-4-1l-3 2-2-2q-1-3-3-2-2-4-5-2l1 12v1h-1q-2-3-5 0-2-11 1-20"/><path fill="#ccecb0" d="M58 0h2v46q8-1 15 3l-1 1 6 1q-3 1-5 4l2 3q-3 2 0 3l-2 2 3 4v5l-3 2-1 9q6 8 17 11l1 2H14v-3l19-1q3 3 8 0l1-10 8-5-3-3 1-3q2-1 3 1-2 0-2 3 1-2 4-1l-1-16-3-2-1 1h-3l-2-1v-2l6-11 1-2v-1h8z"/><path fill="#f5f4d8" d="M22 50h-3l-1 10-1-12q3-2 5 2"/><path fill="#b37f64" d="M30 52q1-1 4 1 2 2-1 4-3-1 0-3-1-1-3 1z"/><path fill="#8da186" d="M22 50q2-1 3 2l-5 1v7h6l-6 1h-2v-1l1-10z"/><path fill="#ab8a62" d="M40 54h3v2q-1 2-3 1l2-1q-2 0-2-2"/><path fill="#c7d9c7" d="m25 52 2 2-1 6h-6v-7z"/><path fill="#52894a" d="M30 52v3q2-2 3-1-3 2 0 3 3-2 1-4l6 1q0 2 2 2l-2 1q2 1 3-1l2 1q-1 5 5 4-4-2-2-4l1-1 3 2-1 12q-3-1-3 1l-1 3q-4-4-9-3h-4q-3 0-3 3l-3-2-1 1h-9l-4-2h6l4-1q-3-3-4 0l-6-2 1-2h3q-1-4 2-5l6-1 1-6z"/><path fill="#c2604e" d="M28 61h-3q0-2 2-1"/><path fill="#e99a8b" d="M40 59q5 2 0 3z"/><path fill="#e85859" d="M33 59q2-1 3 1-3 1-3-1"/><path fill="#b38967" d="M45 57h3q-2 2 2 4-6 1-5-4"/><path fill="#cc8678" d="M36 55q5 2 0 3z"/><path fill="#d6edb7" d="M0 40h12l1 1q-3 9-1 20 3-3 5 0-9 0-5 9l1 15 1 5h-3v3h3v3H0z"/><path fill="#c77463" d="M45 64q0-3 3 0v5z"/><path fill="#d47067" d="M17 61h2q-3 1-2 5h-3l-2-2 4-3"/><path fill="#db8166" d="M23 64q3 0 0 3z"/><path fill="#61b764" d="m17 61-4 3 2 2-1 2 6 2h-8q-4-9 5-9"/><path fill="#c17167" d="M34 68q-3-3 1-4h1q-4 0-1 3 5-1 2-4h3l1 4q-4-2-7 1"/><path fill="#8e8354" d="m28 61 1-1 6 4q-4 1-1 4l-7 1 5-2q-3-3-5 0 0-3 3-4z"/><path fill="#cc786e" d="M20 71v-1q1-3 4 0z"/><path fill="#9bd688" d="M48 71q0-2 3-1l1-12 1 16q-3-1-4 1 0-3 2-3-1-2-3-1"/><path fill="#dce9cd" d="M18 73h9l1 12h-2V75h-6v4l-2 7z"/><path fill="#b2e29a" d="m34 71 2 2 2-2q5-1 9 3l3 3-8 5-1 10-1-4-2-13h-3v14l-4-1-3-3-1-12 1-1 3 2q0-3 3-3"/><path fill="#3c6449" d="M34 71h4l-2 2z"/><path fill="#a5d78a" d="M12 70h8v1h-6l4 2v12h-1q-2-4-2 0h-2z"/><path fill="#364a4b" d="m38 75-2 14h-1V75z"/><path fill="#617663" d="M20 79h5l-1 8q-4-1-6 2l-2-1 2-2z"/><path fill="#6c9466" d="M26 85v5H14l-1-5h5v1l-2 2 2 1q2-3 6-2l1-8h-5v-4h6z"/><path fill="#db7e67" d="M17 85h-2q0-4 2 0"/><path fill="#88986f" d="m38 75 2 13q-2 3-4 1z"/><path fill="#8fd37f" d="M26 85h2l3 3 4 1h1q2 2 4-1l1 4q-5 3-8 0l-19 1h-3v-3h15z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a metal parts being polished to a shiny finish. | <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="#fafafb" d="M0 0h96v96H50l5-4q3-2 8-1-2-9 7-11 11-7 12-19l-2-3H31l-6-4 1 3-24 1v3H0z"/><path fill="#e7e9ea" d="m80 58-12 9-10 6v-1q3-6-1-11 2-3-1-2H42q-6 2-5 8l-8 4-4-4-2-4q-1-6 2-1 2-3 6-4z"/><path fill="#121112" d="M42 59h14v3q-3-1-4 1h-2l-6 5q-3-4-2-9"/><path fill="#bcbdbe" d="M31 58q-4 1-6 4-3-5-2 1-4 0-5 4-1 5 1 9h2q1-6 4-9l4 4-1 3q-5 3-2 9-1 6-3 1l-1 4-9-14-10-2q-2-6-1-11v-3l24-1-1-3z"/><path fill="#f4f4f5" d="M50 63h2q1-1 4 1l-5 5q-2 0-2-2z"/><path fill="#121213" d="m80 58 2 3q-1 12-12 19-6-1-6-6l4-7z"/><path fill="#161516" d="m23 63 2 4-6 9q-2-4-1-9 1-4 5-4"/><path fill="#212121" d="M11 65q2-1 2 2-5 1-2-2"/><path fill="#909192" d="M56 59q3-1 1 2 4 5 1 11l-12 6h-3q2-6 8-9l5-5q-3-2-4-1 1-2 4-1z"/><path fill="#111011" d="M37 67q3 0 1 3l-1 1 6 9 2 7-9 5q-4 1-6-1h7l-1-5q-2-7-8-9v-3l1-3z"/><path fill="#a2a4a6" d="M42 59q-1 5 2 9l6-5-1 4-7 6-1-1q5-5-3-2 2-3-1-3-1-6 5-8"/><path fill="#7e8082" d="m68 67-4 7-5 1-1-2z"/><path fill="#c7c9cc" d="M49 67q0 2 2 2-6 3-8 9h3v2h-3l-6-9 1-1q8-3 3 2l1 1z"/><path fill="#333233" d="M0 61h2q-1 5 1 11v24H0z"/><path fill="#131213" d="m58 72 1 2q-3-1-4 1l1 1q-4 5-10 3v-2z"/><path fill="#0a0a0b" d="m3 72 10 2 9 14 12 8H3z"/><path fill="#737375" d="M28 74v3q6 2 8 9-6-2-6 4l-4-7q-3-6 2-9"/><path fill="#545456" d="M64 74q0 5 6 6-9 2-7 11-5-1-8 1 0-3 5-3v-2l-2-4 2-2q-2-3-1-5-3-1-3 1l-1-1q1-2 4-1z"/><path fill="#111011" d="m58 83 2 4h-3q-1-3 1-4"/><path fill="#9b9c9d" d="M58 83q-2 1-1 4h3v2q-5 0-5 3l-5 4H38l7-9-2-7h3q6 2 10-3 0-2 3-1-1 2 1 5z"/><path fill="#f4f5f6" d="m36 86 1 5h-7v-1q0-6 6-4"/><path fill="#4a494b" d="M30 90q2 2 6 1l9-5-7 9h-4l-12-8 1-4q2 5 3-1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a small stone bridge arching over a creek. | <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="#fbfbfa" d="M0 0h96v52l-2-1-2 4v-5l-2-1-6 2q-9-6-19-1h-1v-4q-12-3-23-1l-5 4-3-4-2 6h-8l1-9q-9-4-18-5l-6 2z"/><path fill="#d7d9cf" d="M64 50h-4l-2-1q-2-5-5-2 3 4-2 4v-6h-6q-3 3-4 0 11-2 23 1z"/><path fill="#8c9799" d="M41 45q1 3 4 0h6v6q-6-1-9 1v-3h-4q0 3-2 2-3 0-3 2-2 0-2-2l2-6 3 4z"/><path fill="#d4d6d1" d="M47 47h3v3h-3z"/><path fill="#f2f3ec" d="M24 42q-2 0-2 3l-2-1q-1 5 2 11l-2 8q1 2-2 2-1-2-3-1-1-4 1-9l-2-2v12q-3-1-3 1l9 1q4 0 8 3-6 0-10 3v9q7-3 13 3l4 1 3 1-4 4 3 5H0V39l6-2q9 1 18 5"/><path fill="#dbddd5" d="M92 50q-6 0-7 5 3 3-1 4l-1-3q-3-2-4 1l2 2-2 3h-3l-3-10-2 1-6-3q10-5 19 1l6-2z"/><path fill="#f4f4ef" d="M92 50v5l2-4 2 1v44H74q-5-7-11-8h-1v-2q3-4 9-6-5 0-2-2l11-8-3-1q2-4 6-6l-2-1 3-3q4-1 1-4 1-5 7-5"/><path fill="#778284" d="M58 49q-3 0-3 4l-4-2q5 0 2-4 3-3 5 2"/><path fill="#b0b9bb" d="m58 49 2 1 1 2q2-3 3 0-4 0-5 4h-1l-3-3q0-4 3-4"/><path fill="#253640" d="m51 51 4 2 3 3q-12-1 0 2l-3 1 3 2-10 2 3 1-5 1-1-1H35l-2-1q0-8 9-11 3-2 9-1"/><path fill="#dfe0d8" d="M64 52q5 0 3 5-3-2-5 2l-3-3q1-4 5-4"/><path fill="#6e7e84" d="m64 50 6 3 2-1 3 10h3l-3 2-10-6-4 1q2-4 5-2 2-5-3-5-1-3-3 0l-1-2z"/><path fill="#7d95a1" d="m24 42-1 9h6l-1 3-4 2-2-1q-3-6-2-11l2 1q0-3 2-3"/><path fill="#d0d6d5" d="M70 54q5 1 3 7-4-3-3-7"/><path fill="#596b75" d="M29 51h2q0 2 2 2l-3 1q0 5-3 2-3 0 0 3l-2 3q-2-3-1-6l4-2z"/><path fill="#b2bcbc" d="M42 52q-9 3-9 11-3 3-7 3l-6-3 2-8 2 1q-1 3 1 6l2-3q-3-3 0-3 3 3 3-2l3-1q0-2 3-2 2 1 2-2h4z"/><path fill="#384c5a" d="m58 56 3 3 3 4q-3 2-7 1l3-3h-3l-3-2 3-1q-12-3 0-2"/><path fill="#d2d7d3" d="M76 64q-4-1-5 2h-5l-1-3-3-4 4-1z"/><path fill="#9ca3a1" d="M18 65h-4V53l2 2q-2 5-1 9 2-1 3 1"/><path fill="#abb8c0" d="M45 64q-6 2-11 1l1-1z"/><path fill="#344450" d="m83 56-6 13h-5l3-2-4-1q1-3 5-2l3-2 2-3-2-2q1-3 4-1"/><path fill="#a8aead" d="m14 65 6 2-9-1q0-2 3-1"/><path fill="#b4b9b6" d="m28 70-1 3h-9q4-3 10-3"/><path fill="#4d6374" d="m20 63 6 3q4 0 7-3l2 1-1 1q5 1 11-1l1 1-4 4-12 1 8 2-2 3-5-1q-3-2-4-1l1-3q-4-3-8-3l-6-2h4q3 0 2-2"/><path fill="#3f4d5b" d="M18 73h9q1-1 4 1-10 1-3 7l8 1q-2 3-5 3-6-6-13-3z"/><path fill="#96acba" d="M58 61h3l-3 3q4 1 7-1l1 3h5l4 1-3 2q-6 2-6 6l-13-1q-2 1 1 2l-6 2-10-1-2-2 2-3-8-2 12-1 4-4 5-1-3-1z"/><path fill="#454f58" d="m55 68 7 1q-5 3-7-1"/><path fill="#43596e" d="m66 75-1 1H54q-3-1-1-2z"/><path fill="#b5bcbd" d="m31 74 5 1 2 2v3l-10 1q-7-6 3-7"/><path fill="#c7c8bf" d="M63 82H53q2-3 6-2z"/><path fill="#5a6d7e" d="m35 86-4-1q3 0 5-3l-8-1 10-1q1-3 5-2-5 2 1 3l-5 1z"/><path fill="#7e9ab0" d="M72 69h5l3 1-17 12-4-2q-4-1-6 2-3 2 2 3l5 2 2-1v2q-3 0-1 3 3 1 5 5H38q2-3 6-5l-6-4-3-1 4-4 5-1q-6-1-1-3-4-1-5 2v-3l10 1 6-2h11l1-1q0-4 6-6"/><path fill="#506576" d="M69 78q-3 2 2 2-6 2-9 6l-2 1-5-2q-5-1-2-3h10l5-5z"/><path fill="#c1c4c0" d="M57 91q-4 3-7 0 0-3 3-2 3-1 4 2"/><path fill="#4a6275" d="m38 87 6 4q-4 2-6 5h-1l-3-5z"/><path fill="#516371" d="m62 88 6 8h-3q-2-4-5-5-2-3 1-3"/><path fill="#bec2c2" d="M63 88q6 1 11 8h-5z"/><path fill="#546d7f" d="M50 91q3 3 7 0 3 0 0 2h-7q-3-2 0-2"/></svg> | |
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",
"path": "6e42f015af5b67a950b2565a8f6c10354a732ffdad3b69d8320c8e9db28bc3b0.png"
} | Generate code for a svg of a a close up of a white sign with a cross and a red circle | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 64 64">
<title>Japanese “congratulations” button</title>
<circle cx="32" cy="32" r="30" fill="#ff5a79"/>
<g fill="#fff">
<path d="M27.4 39.2c-.7-1-1.9-2.5-3.2-3.9v14.2h-4.8V37.2c-1.4 1.2-2.7 2.3-4.1 3.2-.4-1.3-1.5-3.8-2.2-4.6 3.8-2.1 7.5-5.8 9.8-9.9h-8.2v-4.6h4.8v-6.8h4.9v6.8h1.3l.9-.2 2.7 1.7c-1 2.7-2.3 5.2-3.9 7.6 1.8 1.4 4.5 3.9 5.3 4.7l-3.3 4.1"/>
<path d="M47.3 39.2c-.1 4.7-.3 5.4-.9 5.4h-1.2c-.6 0-.6-.1-.6-1.4V31.3h4.1V15H31.1v16.3h3c-.4 6.8-1.4 11.1-6.5 13.8 1 .9 2.2 2.7 2.8 3.9 6.3-3.4 7.7-9.1 8.2-17.7h1.8v11.9c0 4.1.8 5.4 4.1 5.4H47c2.7 0 3.7-1.6 4-7.7-1.1-.3-2.9-1-3.7-1.7m-3.2-12.5h-8.5v-7.1h8.5v7.1"/>
</g>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a face with tongue:Drawing a face with a tongue is a fascinating and expressive process. It's a visual representation of the human body's intricate structure, with the tongue acting as a crucial tool for shaping, defining, and conveying emotion. The tongue's ability to create a dynamic and nuanced form is a key element, allowing for a wide range of expressions and nuances. It's a testament to the human ability to manipulate and express themselves through the physical act of drawing. | {
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"path": "emoji_u1f61b.png"
} | Generate code for a svg of a face with tongue | <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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<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
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</g>
<g id="facial_expressions">
<g id="mouth">
<g>
<defs>
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</defs>
<clipPath id="SVGID_2_">
<use style="overflow:visible;" xlink:href="#SVGID_1_"/>
</clipPath>
<g style="clip-path:url(#SVGID_2_);">
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</g>
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</g>
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<g id="peepers">
<path d="M43.65,50.87L43.65,50.87c-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 c1.42,0.68,3.13,0.08,3.82-1.34C44.78,53.06,44.54,51.73,43.65,50.87z" style="fill:#896024;"/>
</g>
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<g id="peepers-2">
<path d="M82,50.87L82,50.87c-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 c1.42,0.68,3.13,0.08,3.82-1.34C83.13,53.06,82.89,51.73,82,50.87z" style="fill:#896024;"/>
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<path d="M65.54,85h-4c-5.73,0-11.38-0.27-16.81-0.72v3.55 c4.74,1.07,18.8,3.48,37.61-0.22v-3.46C76.93,84.64,71.29,84.93,65.54,85z" style="opacity:0.3;fill:#AB3F2E;enable-background:new ;"/>
</g>
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</svg> |
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} | Generate code for a svg of a the yellow of ripe squash growing in the summer heat. | <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="#fadf5a" d="M0 0h65l5 1-4 5q8 1 0 3 3 4 0 7h3l1 1q-4 9-8 1l-1 1q-5-3-7-7-1-1-3 1l-2-4-5-2q0 3-2 1l-3 5 1 1q-3 3-2 6l-7 1q-4 5-10 7 0 3 3 1l3 2q-4 1-6 4l-7-3-4 10q-3-2-4-1-1-8-3-1l-3 1z"/><path fill="#f9de5a" d="M65 0h31v46q-18-1-30 12-5 2-7 6v-2l1-16 1 1 11-5 5 1 3-2q-3-2 0-2l7-1q6-10-4-14l1-1-3-6q8-7-3-10l-9 9h-3q3-3 0-7 8-2 0-3l4-5z"/><path fill="#f8dd5c" d="m69 16 9-9q11 3 3 10l3 6-1 1q10 4 4 14l-7 1q-3 0 0 2l-3 2-5-1-11 5-1-1-1-1q-1-6-6-8l-2-2v-3l2-2-1-1-12-1-6 6 1 1-4 10q-1-4-4-5l1-1-4-3q-4 3-3-1 2-3 6-4l-3-2q-3 2-3-1 6-2 10-7l7-1q-1-3 2-6l-1-1 3-5q2 2 2-1l5 2 2 4q2-2 3-1 2 4 7 7l1-1q4 8 8-1z"/><path fill="#f8e360" d="M53 37q-2-1-2 1l-2-1 1-1-2-5h-4v5q-4-1-6 3-1 10-6 20l-3 11q-6 0-6-5-2 2-2 6h-3v-3h-4v3q3 0 6 4l-2 2q2 6-3 2l-1-2v-4q-5 0-8 2v5l3 1v2l-6 4 2 2-5 4V74q3-2 3-5 3 0 5-4h5q0-3 3-4l13-11 2-5 9-17 12 1 1 1-2 2v3z"/><path fill="#f8de60" d="M21 35q-1 4 3 1l4 3-1 1q3 1 4 5l-2 5-13 11q-3 1-3 4H8q-2 4-5 4 0 3-3 5V41l3-1q2-7 3 1 1-1 4 1l4-10z"/><path fill="#7da337" d="M49 37h-5v-6h4l2 5z"/><path fill="#fbe844" d="M44 37h5l2 1 3 8v9q0-9-2-1-3-5-8-2l-6 6 3-15 4-4q-3-1-1-2"/><path fill="#f9ed50" d="M51 38q0-2 2-1 5 2 6 8-3 8 0 17v2l-3 10-3 2-1-1q5-10 5-20 2-11-6-17"/><path fill="#fbea74" d="M96 46v46l-8-3h-9q-1-3 2-6l-1-1q-4 2-4 6l-19-7q-4-3-1-5l3 3 1-1 2 4q3-3 7-2v-3l3-1q4-9 10-15-4-5-10-7l-6 4q12-13 30-12"/><path fill="#fbe94e" d="m54 55-3 14-5 6h-3q-4-1-6-6-2-6 1-11l6-6q5-3 8 2 2-8 2 1"/><path fill="#f7c71a" d="M44 36q-2 1 1 2l-4 4-3 15q-3 5-1 11 2 5 6 6v2h-1q-7-2-10-8v-9q5-10 6-20 2-4 6-3"/><path fill="#fae572" d="M56 76v-2l3-10q2-4 7-6l6-4q6 2 10 7-6 6-10 15l-3 1v3q-4-1-7 2l-2-4-1 1z"/><path fill="#f9f373" d="m59 45-1 16q-3-9 0-17"/><path fill="#f5d62a" d="M29 70v3h-8q-2-1-1 2-3-4-6-4v-3h4v3h3q0-4 2-6 0 5 6 5"/><path fill="#f5c214" d="M51 38q8 6 6 17 0 10-5 20h-6l5-6 3-14v-9z"/><path fill="#fbef6b" d="M83 79v2q-4-3-9-2 0-10 9-6-3 3 0 6"/><path fill="#f5d11f" d="M14 77q-5 0-8 3v-5q3-2 8-2z"/><path fill="#f7e651" d="M32 59v10q3 6 10 8-4 3-9 2l-9-2-2 1q-2-3-1-5h8v-3z"/><path fill="#7ba832" d="M43 75h2v4q-2 0-2-2z"/><path fill="#a88a14" d="m14 77 1 2-6 2-3-1q3-3 8-3"/><path fill="#fdee34" d="M83 81v-2q1-2 4-1 0 5-4 3"/><path fill="#e4cf3e" d="M21 73q-1 2 1 5l2-1 9 2q-6-1-9 3h-6l-2 2-3-2-2 1H9v-2l6-2q5 4 3-2l2-2q-1-3 1-2"/><path fill="#cfb225" d="M42 77q0 2 2 2 3 1 0 3l-8 4-6-4q-3-2-3 1l-4-1q3-4 9-3 5 1 9-2"/><path fill="#f2db2d" d="M9 83h2l2 1q-4 1-6 5-2-3-2 0l-2-2z"/><path fill="#cbad2e" d="m11 83 2-1 3 2 2-2h6l4 1v2q-3-1-3 1l4 4h3q0-2 3-2v5l4 3H0v-3l5-4q0-3 2 0 2-4 6-5z"/><path fill="#e1c133" d="M56 74v2q-3 2 1 5l22 8h9l8 3v4H61L37 86l8-4q3-2 0-3v-4h7l1 1z"/><path fill="#f2e42d" d="M28 85q4 0 7 3-3 0-3 2h-3l-4-4q0-2 3-1"/><path fill="#f3e643" d="m79 89-3-1q0-4 4-6l1 1q-3 3-2 6"/><path fill="#c5a52f" d="m37 86 24 10H39l-4-3v-5q-3-3-7-3v-2q0-3 3-1z"/></svg> | |
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",
"path": "8cfe6032de338121eaab12416aef2b70d189026a7bc3ef5359c1230ebc816516.png"
} | Generate code for a svg of a a close up of a chess piece with a white background | <svg width="50mm" height="50mm" clip-rule="evenodd" fill-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" version="1.1" viewBox="0 0 50 50" xmlns="http://www.w3.org/2000/svg" xmlns:cc="http://creativecommons.org/ns#" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns:xlink="http://www.w3.org/1999/xlink">
<defs>
<linearGradient id="linearGradient4452-2" x1="-639.4" x2="-612.91" y1="-465.15" y2="-465.15" gradientTransform="matrix(.94331 0 0 1 615.66 493.37)" gradientUnits="userSpaceOnUse">
<stop stop-color="#796c60" offset="0"/>
<stop stop-color="#4b403b" offset="1"/>
</linearGradient>
</defs>
<metadata>
<rdf:RDF>
<cc:Work rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
<dc:title/>
</cc:Work>
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"path": "emoji_u1f485.png"
} | Generate code for a svg of a nail polish | <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 d="M87.81,61.34c-0.58,0.02-1.13-0.07-1.97,0.9c-1.58,1.79-3.89,3.76-7.51,5.14 c-1.13,0.43-2.66,1.18-2.6,2.39c0.13,2.67,5.1,6.17,8.81,5.18c3.3-0.88,6.29-6.55,6.52-7.69c0.23-1.14,0.64-2.59,0.34-3.48 C90.94,62.42,89.24,61.3,87.81,61.34z" style="fill:#F44336;"/>
<path d="M78.76,71c0.5,0.18,0.98-0.26,1.47-0.48c0.72-0.33,1.57-0.14,2.3,0.17c0.73,0.31,1.42,0.73,2.2,0.89 c1.16,0.24,2.39-0.17,3.35-0.88c0.95-0.71,2.8-5.6,3.39-6.63c0.06,0.29,0.14,0.74,0.07,1.27c-0.54,4.21-4.03,9.12-6.83,9.82 c-1.09,0.27-2.74,0.31-3.84,0.09c-1.11-0.22-2.41-0.83-3.34-1.48c-0.93-0.65-1.58-1.48-2.09-2.5c-0.25-0.5-0.16-1.26,0.13-1.78 c0.2-0.37,0.6-0.59,1.01-0.62c0.48-0.04,0.99,0.19,1.27,0.59c0.29,0.41,0.29,0.98,0.64,1.35C78.55,70.89,78.65,70.96,78.76,71z" style="fill:#C62828;"/>
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<path d="M87.77,26.04c1.57-0.2,4.33-0.07,6.41,0.22c0.73,0.1,1.44-0.28,1.74-0.95 c1.98-4.31,6.02-13.71,6.78-15.92c0.74-2.17-6.41-3.19-8.04-0.49c-1.95,3.24-7.57,14.79-7.57,14.79 C86.22,25.09,86.44,26.22,87.77,26.04z" style="fill:#78909C;"/>
<path d="M87.55,59.75c-0.56-0.2-0.88-0.86-0.69-1.46c1.32-4.08,6.62-19.09,7.47-20.98 c1-2.2,3.71-1.69,3.17,0c-0.46,1.44-6.82,17.48-8.42,21.76C88.86,59.69,88.11,59.95,87.55,59.75z" style="fill:#78909C;"/>
</g>
</svg> | |
{
"bytes": 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"path": "b176cf5fe91adbd579e2f65809760fd09550f27198f580a8addbfc8c86dd0a9a.png"
} | Generate code for a svg of a a close up of a white button with a gray background | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
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+ncMAPr3/rAV+2cJ3kJvyBCUBMunwU3fMjXefgPqSP/8qQGMhiCnysgEJAJD+GsDCdjP/s9b7T2rg9z7H2nBAXEmA8+jq+kSQ+nuVz+l6ZgCQAACpDv9GrawH/TYz/wn88ZIJiFIJuP2uOar08PDAqwCGwI8c4WxH5q277O1mtj4HoPKYrScC7s+llYzrFy+eSU3g93P3AyPqS/fH0yfRWtuPId143/6f/Tlt7yBsvb9i04M/mOQVBCoAQDqD/6jxbgfbuBFA6nv/EvAl8A96Yl8Y5G6DshuhVAOiXyHgWRGgarcNqC0G1PLuKK8gkAAAKVXb171p4xeT3nX/UuZfXe3tD3Sf/QhcdO6MuuXjlSQgynkB9uHWzhJoI/Dr2gmjWREAEgAg5UmAq9/X1OdPSwXgonNn1crz0l3m70RtmaAkAY88Hu1K5dotoLUrFagFf0ZIQQIApDf41y7z3qV/nt3f6O0nS+UmQkfUvRMjatNXorlMmWoZQGt3OljfGIgCAEgAgHRnAMbV3/P0/xN4xz/ZIEdK4VcXZyK5OU+ayD0KZH7Dp+6Yo15+RUd1ivguCWQIACQAQBYyANNc9E9S6b8W9FeeN2u/RUNl06BohgQk+XMt/6vPC2AIACQAQNrDf6Pfb5I1+U9K+ivPtQL+edmYxR9tghTdkIA71Jvqx1oZCgAgAQBSngG4Lu3e5CBeEugvsnr58jbv5f1e1IYEwl4l4FoDUK0WaYYAQAIApDn+N3r+7n3/47oFrrED1jlvorQfXptWVgncff+Iunei/90DK8MAjcJ/bRiA8A8SACALSYBSnn3/o5n8Vwv2Evjfar0vpWuET9p1/LqjdluHsXFQ414AjTNGG+YAgAQASHP0dyUB3gt+WGSZnuzBn6eleklQ2zhIbijU/+6BjfF/5gCCBADIQPz3m/0fpus/fLSvzXme2jXX9fGpr59WC+Zna37AwUND6rkX3Zeb5acfCeVny5DA1cXpvu4j4DcMwCAASACAtKcA9ZJ/Y/Z/WOX/boP/c7vnqB//fL4d9J/dPWIHxiCnnnxUnWYlA+eefUid9+ZDqWp1+Rsff2K+etYK+vI3B5FE57STp+1kQP5G+Zt7cdWqGXVvaaSvKkBTp5/4DxIAIN0VAG+vP6zreje33f3h9gWq9MNFLYOhX7IgD/leCZTFiw9Yj/2JrQ5IMiN/Y+mHC1smNt7v2VGeaz/unzjGTgDkb7z4/O4iucwJkGPR76RA4749EC8gkAAAaS8AuP/bP5nsJ3ev6ySIf+Vfj7MDXL/BVQKkBNcPX7MncRUB6fHftWVxx4G/VXvdtWVUPbx9obruite6qgjIXRH7SQBqwwC1SgBzAJF1QzQBclIGCHXvv/Hr2gd/CYp//YUlfQd/byJwxxePt4NkUshzkefUb/B3kjaTtpM27JTMBeh3EqZxvWUMACQAQIpjf+P2v2Et/5NSc7tNfGSMP+yg6CTDAklIAuQ5yHOJQi3Z8U6SbCWMHRUJ+yABALJVAAjt4i5j/+0C1z9YgStqEni76SGHTX53VMHf6R+6SKRkX4BwzhjDVsDIPOYAIAfRP7yCbie35ZXlbp0GrNoseKdfTw2rV6Y6G8uWMfNBzQfoZkLjktEZdcKoe8Jku1UQzoRK2rSTZYP9VgCc8wCGhvQULyCQAAApNWdk+KdHpqdDG/+XW/S2DXaLg79GJrW9SZa8nX2o7Xp/CbA7ds1VT5XnBvb0B7kioNXvlqRkeeGI/be2mshXC+47yvOsv3FeYFLRqk2dJDmTRxi3Dv6X7zw6ySsIWcY8V2TeBy+9wMxW1/7P9lHXle19P/2Jwx19rZTG75841u7JS+9XAqIsbet1nbsESgmQzqWE8vOue/drA0sC5Dl95RvH1YcBakv4znvz4Z6fU23Zozzk58vPkb+xm2WBn7pjbl+3DdZaqyHr8cXv/ojrI0gAgDT7PSsBMCEkADLzX+5Gh2S7+4GRvnYFlARAHl8iAUDGMQkQudHvAEA/2/0iPlKpGfzZApAAAJkI/udwZ7/U6HsvAGOI/8gFJgEiJ+G/vyv6RedFM87+wKML1C+en6OeeqHyUjxmvlHnn3lEXXrOIXXy8dmoOOx+dVg99NP5avsv5qp9hypV9eVLp9WZpxxVV154MPTf126PBgAkAMhT7796E6BerTw33GAsgf/2rx2n9h1sHmZ+6Kfz1O1fPdYOjte/b686ZkE6A9q+g0PW33is/bd6Tf6isrmPtMH173st9ERAhgHKz+n+zhmABADIQgbQ+0W9trQsLP/zS4t9g6JfkiCB8r+vnVLLTzmaqiZ/6vk56r/cOWr3/lsnCdpuj+1Pz1V/+YE9of3+ynANc/iAVpgDALTt/YfXA7/9q8d1FPxrJIBKIJXedJp6/p0Ef2+yI20TlnB2BARIAICsFAEGGkwmrV7ulx9a2PX3SSCVXnJayHPtJvjXSNtIGwEgAQDC8pN+vvmty8NJAO785jE9f6/MC5CyetLJc5TnOog2CvOYGWNKvGxAAgCkvvdvftXr98pksjCW/0mPuDbxrVffeHRB4tu63+cobZSGRAcgAQAyLqwlZbIMru/e9QvJn7MbxnMMYxggnM2AABIAIO0lgN4DyWnhBJL9B/ufkd5vBSEOYTzHMNqKTZsAEgCgryyATWXSa9EC2gAgAQB67BCeszw5CcAxKejVJuk5krwBJABAT/E/zHHkM0/p/y6CadgMKIznGEZbASABAMRDvXxTmLv/jZ1xpO+fcck5hxPf0GE8xzDaKoTjN8HLBiQAQPp7/z1t5L/stPBKyLKffz/73Utp/coLDia+reU59jMMIG0U1r0PTjqBiYAACQDQg7CXkq29fF/PwbHyvckf05bnKM+11ySn1+8FQAIAhCbMIQAht/ft5YY30iv+3Uv3p6bd5Ln2Uu2QtsnKLZABEgAg1RWA8Hvcl55zyL67X6eVAAmkYd4lLy7ynDtNAqQtpE2kbcL01uWsAgBa4XbAyINyt98Q5RpyCXRj/+mIuv1rx9o7BO7z2fhm7Mwjdjk8rAlxg0oC3m0lAbK/v98GQRL4pS2uf9/eJA5vTPKyAQkAkMMEYH/E8+0k4EmA/Eu1x976dvcrw+rFV4fV+VbglzJ4VkrhksCM/fEr9r0Q5LHdSgReL3/fkpmkJzdTvGxAAgDkNWt4biiWzWTsQHhGttuyltSkuaIBZA1zAIAAP32Kl0easRUwQAIA9JYA7ODlkWZsBQyQACDnTl4y2tNOgP9GBSC3vvz9yRKtABIAIOU+9/WtPW0uLxMBZR4A0okhHIAEAFC93mG+9MNhGi+lHvkxxw5ohVUAyEemOzSkjPyvuv+OMZ1txJP2XuTRA4fV/pdeUTOHu7tL3/C8OWrRSUvUnIXzUvu3P/x4d8dOa20nivIWIAEAMmJ4aOihWWMurSQBpuPbA5ef0+rlV3To2wLHYXZmVv3657+03vawp8BepQ69uk+ddN6Zamg4fUmQDN3Icesm+A9JAlB5lHjFIBcdI5oAOTHda8fu4cfTWUqePnCot+BfTyBm7J+RRgzdACQAQLWLV+vpVd7vJhm4t5TOYCJl/CT8jEHouvyvGucHAwAgAQCyZapyaXc+OiOl5DSuBhieO0ctev2Snr9fvld+RtrIvI2uyv/Kc0ro7reOBkgAgOTa7u3tdSOtVYDFbzhJzVk4v+vvk++R702jrsv/1bKQbpwZu3i5gAQAyAjX5b2HJOCRx4fV/oPpLA6f8OY3qoWvW9zx18vXyvekkRyj0sPDPZwf/aSHAAkAkPQsQPU6EVA2BeolsCTiRT48pEYLS9XrrKA+f/TYwK+Tf5Ovka9N48x/cd9EP8G/+r7hpYJ8YBkg8hL8S9aFfb39rq5c46Um0Ol+AEKGAa5eNZ3aJph77EK1xHqII3sPNP1bFmztY/Z/fYKoYhkgqAAAWer8VwcBmsZ7OyYTy9JaBfBLBpyPLJBj083kv0rQ182VIUYBQAIAZDMR6MeX7qdollS9HhtvYkj8BwkAkCH/NPFISXn2AOjlQp+lKkCW9NL7954D2nmuACQAQDZ7/5XxXt3Tvu9UAbLR+9eOd3T320MAJABAupIAZ7m3N1QBkuXeiZGeev+Vbf/cRX9tbxgF5ANdGeQp/JeUMkW53BtHL7CXVV+bvjJHXXTurFq0IP41Yz/6yTH2Q4wunlaXvWNKHb843tUJr+4ZUd977Dj1wktz7Y9/8zf22Y+4ybr/u/uoyGhXamh/NMnrBCQAQNbCf/VqbxwX/l6WA1YCT2XN+fuvjDfwfvn+19WDv+2ZSkIgwfetyw+ot77pQKS/XwL+d63A73oOlqefmW8/fvc9v4q1PST4y7HoJ/jXK//anRIAJABAdpRrfT13BaC3XryMO0sVoHDqbGy9bm/g9VYF5s+bVWe88ZBaetIRtfTEI3ZlQN7vNdgfOjxkB3Z5/+lfzrc/blWZiLMaIfdnuHeit6EYXSv/O8b+q9NCyrxMQAIAZM+uWsgPYxhAbPrKiLrl40diefJTr7V/uUqA/rcdC+2HlyQCC+a1TlYOWt9fK+v3+hzjSgBuv6u/GxVpR/+f+wCABADIMPsiryuh3j0MULn8dzsMIOTOczIJLY4dAufP66/S0E9gj+s5duruB0ZU+Tnd43ngc/vf6n96OQeAtGIVAPKUAZRcyUCfqwHqwej+Hmehd0l68FGP8fdDnluvww3dkNJ/X0sx6+X/xoYQ1fK/GtJDJV4oIAEAMhf/nYG/cdH3vt8tmYT2qTvmxvI3yCS7OIJsL8lJXBMAwyj9a0ci6EoBmQMIEgAge0aGh39W2/RFO6KA9n6ip16ptpcGRk1K7B/9vd3qjDccSky7ynOR5xRH+V/auNfSf+NYq6bNf3SjIsAyQOSqUwTkxtrVF5tZY5QM9Rr7rVGz1be19/vxiT88qi46dyaWv+Vb3xtV3/ru6EDb87JLpuyZ/3F45PFh9ak7+uz9W0F+qBrsK+83gr88vrD1h1wTQQUAyGjOW9be5V+6v62BnaQ8LWPUsQRfK/B+fO3zAxkSkJn+0uuPK/hLm/Zd+tc+a//dNwEq8/oACQCQ1fDvWOfdfIvg/ktiMh9AApXsUBcHCf6SBFz9rldiKcHL75Be/1/80bNqWUzDENKWlTbt++g3Sv1NyZ99cpAAIFdYBoi8mar1/OxivzauXQFVH0sCG71VrT59x5zY9gcQl1zwmrrgN/bZu/R999HjWm7Y02vgv+TC1+zfE9dSv5pbPje3r3F/b+9fOfv8rjoAFQDkC3c0Qa6sOOMNb7HeFL3h3Xj6/v2uBpdlgfJYeV58wXJkxNgT8i4e26tOXHJUvfraiNq3v7+XuFQYVl28R73/ql+ps5YdtH9HnKTnP/lE/8mMe+y/eS6A/VBqy+TOZ0u8SkAFAMhoBUA5+n2N3QCN/Unj6CH2uylM7Y6B13/4aKx/oPTQazfnke2D/+2phepnOxbaW/p2GvRlTb/cW2CQSw4l+Idx18Xg3r9y9v4lCaACABIAIKu0LPPStcDv7vcb4wwLRoXR1x1UElAjk/WkbC8PsdNKAg4eGlIvvOzet+D446btr12WkOWFYQX/esh39P6bl/7VjzoJAEgAgKwaGh56cWZm1h34nfUAHd5cgKQkAU61AJ/kHQXDDP5BvX/t/RrNKgDkskME5Mvv//bb7bjuXP/f2AdAeT4Ob8y7uHImEUlAkoXb8/cf+69/TjU+Lx9//lvf53qIfHWIaALkMO8t17LfpvXgIe8L4K0E9LuWneDfXfB3bfXs7f3rRu/f0PtHDjEEgPyFf7nYa1VomgQojM/nZFggpEKABDhZ1y6VgEULuPOckPaQZZNyZ8WQj3O9l+9e91+b9e+8JwQTAEEFAMhDBjCp3eu/G2vCHRUAn0lioXjk8SF7bXscdxBMOtnhT9oi9OBfP4i1N7ppq6faMVbcAwAkAEBe4r/e0xQAGm+al4nVvi7UwKfVX3xqXuiBL03kbw9jk5/m4N9BYudNALXexSsDJABA1hMArUq+QaAW+D3LxHRI2wR7yda2EgDvfiB/I3HyN8vf3v/2vgEpnmviXyMRaAR8Z/JHBQD5xBwA5DEFKMsWwKoeEipqK/+1cWwOrGvv1d4Jf9z+S/ePqJ/uGLLnBZy4JNvzAmTYQyb7RVX5cK31dyR1zomdqrHznzMhKPO6QO6uhDQB8uijV1xqvMv97FsEqxbLAlXjNsJRWLSgsldAXLcTjtu9EyPqbivZiabX7xjr194KgFZDqnkpYGOJoFL/8K/f5VoIKgBALjJfrR613lzorgOY+l7ApjZu7FgTUHnXhLoqwEkCo9zv/pzlw5mqBkTd63f2Z/xK/77DOq4NgnSJVwRIAID8eNa68F9YD/zVrMC1BNBUA7/9xvEvxvE9EZBAKRMEry5Oq6tWzaR2uaAs77tvYtge4og+oWss93Ot+feZ+FdL+RzJQJmXA0gAgLxUAJTebgX1NY5wb3frtaNEoOrJgW70+O3bB1fTBhNdYJZqgATOrT8cVh94z7S9i2CayH4H8vzjWOro7NFr93IO1+Y/rqWdjcUB8q+sAAAJAJCbBEDrRxsVf1ON945gZRy3C9KNuwU4hwFUCHcMbKdWPpdgmoZEIM7AXw/+rh69f+m/eeKf699LvCJAAgDkx0+UVs2Bvdr7dw8FNA8DNBKB6JMAZyLwlgVPqmNPeZ1aeMLiRDXmgV/vUXuf/5X1HM+JL4mrx/bmwO8t/WtXtcD77wwBIJ/YBwC59HcPfLvsLQ871oS37FW6t5N1jBbEYObwUTW18wW1e9sOO+DOHBnczYXkd+955iX7uchzkucWK+cmTi0Cf1PpX7mGBqb+7oHvkACACgCQJ7pS+i3Wxvi1o7Rf4ZgIqGsVgmrv36caEOdUvdmZGTsBkMe8YxeqBa9brOaPHiu3O4486B96dZ/d4z964NAAj51zNr9z3N+1CUDTrH/vvQGs/7ABEEgAgByyLv666DvGrxpdewnt2jTmA1Q+6RwWiG6ToE4c3nvAfij1gpqzcL6VCBxjJwVzrUcYjlR//qGpfQMN+u7g71elaa7QdFDNIQEACQCQvwqA3q6CxvhVY5Z/9XaxjfkAvtWA6FcGdEICtDz2Vj+WRGDESgpG5s6xkoN5Sg8P22+DAn3lZxxW01ZPf9r6OYern0vQMfNs+OMM6H7l/4BVAY3v284rASQAQA4rAJVeortXb7zbBBujXMMA9WEBo7wTAsNIAvTssWp4+s1qaPoUNTxzihqaWWo9TrE/VurUHqsD8Rjd/W01M+fn9vvTcx9Ts0N77Y9nh5+3H6EHf++8DJ9x/8D7PFQ+pgIAEgAgb/72vonJ669aVenb13v13nsBeOYDuD7WnrkA3ScBI0cuVMNH36xGjp5lB/mRwxemu6piJS+1v8Hvb6klAzNznlRH5z2qZkZ+rszQ3t6Df4vyf2NaQPPX1Q6ZnAO8EkACAOSRlm1gTVH7Tfar9f6dEwObqgHeIQFH0mDcEwMl0A9bgb4S9M+yP/aKdyph+No9/yFJdKQNDhXVvL1/ZH+ulhBMz3208nbeo/0Hf+X9et9VHCVeACABAPIa/2UioNZFV6++UgZw9Oz9qgEtkoDqW2316IcP/abdE55jBTzpHWdeD/mLDG3IY87BYv1z0/MeU0fnb1Uz8x9Ts3OfDA7+tf68dz2md4mgbl4iODs7S+8fJABAfgsAesLqqd/o7v2r4Fn+bZKAoemlaujAKjVn/3vV0JGzaOBeL0yHL7Afao9SsyMvqJkFJSsZ+JGaXTjRuOWv0s27/Pks+3MuEXTOERjWwxO0NEgAgPxqTASsDgOY6l0Aje+a/8YSwdqqAG0FfX3gnWp479UE/QjYSdXeD6o51kPmC8wcc6+aPfZeZebt8GzIpNuuEnAmDPsOHqICABIAIK8+9/Wt5Y+/d3XZCgiF+u7/prrsr82af2319PVrV6mh/e+kIWNiTzJ87feUsh6SAMwu/qIyx3xH6eF9AWP//vMDLOWN3/p+mRYFCQCQbyXrMa79hgG8a/5nj1F6z3uUnnq/UkeX0nKDTAYOv0kNv3SzUr/ap8zi+5Q6/m6l5+wOnijoqBRUjzlAAgDk3ISdANTn73nG+cXsIqVeeX/lYSUBSBBJyl79gFLyWHy/0idutBKBFwPuC6CdxxwgAQCoAFR7lVo3LfWbfeV31ezL40rNHNNIDBBgwG2z50o1az2GlnxZ6ZPuVHp4v2tjIL9jDuQVdwNE7sk8AOW4JWytbGz2j6mjT/6Lmtn9MWWs4G+q4W2QjzSE/yQ8ZqykbXqHdexe+Xeu+wJUlavHHCABANDoEUqwP7Lrv6kjT39GmSMnJyeqWY/yL1cltgHt55agtjLTx6jp569Xh3f8bzV78Ex6/wAJAODLHhOe2XOJOvSzf7LfJtELL44ltgGT+twk+B968u/V0Rc/4jrWQN4xBwCQwD+1anLmwDlq+uXrEv08tz2+Vr39otsS+9yS7Ojuj6jZfeeroWO2l5TaykmP3NM0AfLuD94wU7De3GM9xtLwfP/8T89Uo4vLiXpOU3sK6jN/+4u0HPIp67H6H58ZZiMg5BpDAMh78Jegvy0twV9s/c5/5Tn1Z1SOuXXsx3kFgAQAyGXwn7YCgNlaDQipIaV26XEnqfef9PJ/gI3WOXALrwSQAAC5C/5qYyX4J2jqeoePe77+j4lpy8pzMSl9qPXWubCRVwRIAIAc+H0r+FuX/o1pDVnyePqXq9T3H/mzgbelPAd5LmluS+sx/vskASABALIf/Ks9/9S77/99Rm378eBK7/K75TlkhCQBt/IKQZ6wCgD5Cf6nTctEv9SN+bdz3Xv/QK04787Yg/9XEjQMEaJ1n392ZBOvFpAAANkJ/gVVme0/msW/76rL/1y9/aK/juV3Sdn/vm9+Jsuny2orCSjxqgEJAJD+4D9a7fmPZfnvfMtZW6xE4D9GtkeAzPa/75v/S/3syWuyfsrIPgErrCSgzKsHJABAuhMAGfMfz8PfOn/+lHrHRX9tVwPk/TAcOjRq9/q/Zz3k/ZyYtBKAFbx6QAIApDb4H5XAn8sZ3ivO+4JdFVj2xm93nQxIoN/5y3favf1tP/5IXk+fz37+2Tk38SoCCQCQvuBfUBke9+/Gya/fro5fvMt+28ruF89Xr+453X4L22orCSjRDCABAFJk3WlHZdy/SEugD2XrsWLjs3OmaApkDfsAIKvB/0aCP0JQsB7raQZQAQDSEPxPPSol/52K0j/Cs3rjcwwFgAoAkHS3EvwRwTkFkAAACe79F1VOlvwhVmPWucV5hUxhCAAZSwCOMPEPUSkrmRD43FwmBIIKAJCw4L+G4I8IFazHjTQDSACA5GGcFlG7YfzUI8wvQSaM0ATIAuuiPG4qPTQgSqPVKsAtNAWoAADJwFptUAUASACQs96/jP3T+0fcVQAg1RgCQPoZdQONgJitVQwDIOVYBoh09/5POVy03mylJTAA6zY9P28TzYC0YggAWeiJAYNA5QlUAIAB9f4LqrLnPzAoqzc9P69EM4AKABAjw5a/GPw5SAUKVACAuK095fCripv+YPCW3fn8vDLNACoAQDzBf5zgj4QYpwlAAgDEmAPQBOBcBEgAkKer7dJDBcVNf5AcBeucXEMzIG3YCAhpdIMyhlZA0qoAm2kGUAEAojVOEyBh1qxdeog5KSABACLrZlVKrVxoQWIKkAAgT1h3Dc5NIBzsA4DU+Ehl8h87/yHJVnzhhfmTNAOoAADhYqY1ko4qAEgAAC6uyKFxmgBpwRAAUuEjSw+OWW+20RJIgWu/8MIClgQi8dgHAOlgVNn67yZVGQZgFQCSSs5R5gCACgAQeiXg5IOjl131pXu2P3pp8VcvnUKDYOAWLtqrzjjrp5t/su1tN31h94IyLQISACCqYsDDZ8tQwNiPfrBafeNrH1JPPH4hjYLYve6k59W1H/x7dellX5UPS3rlE6tpFZAAANEFfyn/v+r83C93vll946sfUt/51u/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} | Generate code for a svg of a a black and white photo of a camera with a mountain in the background | <svg width="16" height="16" viewBox="0 0 16 16" fill="none" xmlns="http://www.w3.org/2000/svg">
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</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of this is an image of a black arrow icon, pointing to the left, set against a white background. It is suitable for use in iOS and Android interfaces. | <?xml version="1.0" encoding="UTF-8"?>
<svg width="24px" height="24px" viewBox="0 0 24 24" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<!-- Uploaded to SVGRepo https://www.svgrepo.com -->
<title>ic_fluent_ios_arrow_left_24_filled</title>
<desc>Created with Sketch.</desc>
<g id="🔍-Product-Icons" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="ic_fluent_ios_arrow_left_24_filled" fill="#212121" fill-rule="nonzero">
<path d="M12.7270006,3.68663679 C13.1062197,3.28512543 13.0881482,2.6522184 12.6866368,2.27299937 C12.2851254,1.89378034 11.6522184,1.91185185 11.2729994,2.31336321 L2.77268886,11.3133632 C2.40871099,11.6987375 2.4086868,12.3011749 2.77263373,12.6865784 L11.2729442,21.6880264 C11.652131,22.0895682 12.2850366,22.1076905 12.6865784,21.7285038 C13.0881202,21.349317 13.1062426,20.7164114 12.7270558,20.3148696 L4.87515196,12.0000552 L12.7270006,3.68663679 Z" id="🎨-Color"></path>
</g>
</g>
</svg> | |
{
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"path": "8560dd6dc83f0ab2fd2c356d751ebf9455bccf826012eeee4222da9baa893512.png"
} | Generate code for a svg of a a close up of a speech bubble with a arrow pointing to the right | <svg xmlns="http://www.w3.org/2000/svg" width="100" height="100" viewBox="0 0 100 100"><title></title><desc></desc><path d="m48.7 50.9c-0.7 0.2-1.1 1.1-0.5 1.7l5.5 5.6c0.6 0.6 0.6 1.5 0 2.1l-2.1 2.1c-0.6 0.6-1.5 0.6-2.1 0l-13.5-13.5c-0.6-0.6-0.6-1.5 0-2.1l13.5-13.5c0.6-0.6 1.5-0.6 2.1 0l2.1 2.2c0.6 0.6 0.6 1.5 0 2.1l-5.6 5.6c-0.6 0.6 0.5 1.7 0.5 1.7 12.8 0.4 22.7 8.8 25.8 20.3 3.3-4.4 5.3-9.8 5.3-15.6-0.1-15.5-13.5-27.7-30.1-27.7-16.7 0-30 12.3-30 27.4 0 4.8 1.4 9.3 3.6 13.3 0.4 0.6 0.5 1.4 0.3 2.1l-3.9 10.7c-0.4 1 0.6 1.9 1.6 1.6l10.8-4.1c0.6-0.3 1.4-0.1 2.1 0.3 4.5 2.5 9.9 4 15.7 4 7.5-0.1 14.3-2.7 19.5-6.9-1.2-10.7-9.9-19-20.6-19.4z"></path></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a spiral galaxy swirls within a circular ceramic tile. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8f8f8" d="M0 0h96v96H0z"/><path fill="#f1ece1" d="m81 40-5 16-8 10q-2-1 1-3-1-2-3-1v-1l4-4q7-17-5-29-17-15-35-5L14 34Q33-2 69 18q9 9 12 22"/><path fill="#d7d2c6" d="m30 23 14 2-1 1 6 4h-3l-3-1q-9-3-15 3l-4-5q2-3 6-4"/><path fill="#545c65" d="m65 28-1 3q3 9 0 21-8 8-19 6l-1-2 8-1 5-2q3-1 4-5l-2-1V37q-4-6-9-10l-6-2-14-2q18-10 35 5"/><path fill="#83827f" d="M46 30h3l5 3q-3 0-1 2-6-2-10 1-8 2-7 9l-1-3-1-3q5-7 14-6-3-1-2-3"/><path fill="#4e555f" d="m43 29 3 1q-1 2 2 3-9-1-14 6-3 2-3 5-3 11 7 19l10 5-11 2h-1L26 58q-6-14 4-25 5-4 13-4"/><path fill="#8f8a7f" d="M40 48q-2 0-2 2l-2-1q1-7 8-11h5q-9 1-9 10"/><path fill="#a7a094" d="m44 25 6 2q5 4 9 10v10l2 1q-1 4-4 5l2-3-2-1q3-4 0-9-1-3-1 0l1 5-1-1q-4-9-13-8 4-3 10-1-2-2 1-2l-5-3-6-4z"/><path fill="#afa99f" d="m34 39 1 3q-2 3-1 7l-3-5q0-3 3-5"/><path fill="#cec0a5" d="M43 36q9-1 13 8h-1l-2-2q0 8-7 6l-1-5-1 2q-3-1-1 3l-2-3-1 6v-3q0-9 9-10h-5q-7 4-8 11v-4q-1-7 7-9"/><path fill="#3f4754" d="M65 28q12 12 5 29-7 0-12 3-9 1-16-1 0-3-2-3l-2-6q0-2 2-2v3l4 5 1 2q11 2 19-6 3-12 0-21z"/><path fill="#b8bcb2" d="M27 46q2 0 1 3-2-1-1-3"/><path fill="#838585" d="M55 44q-1 8-9 5-3-2-2-4l1-2 1 5q7 2 7-6z"/><path fill="#b5b2a8" d="M43 29q-8 0-13 4-10 11-4 25l10 12q-6-1-9-4-18-18 1-34 6-6 15-3"/><path fill="#efe8d9" d="m24 27 4 5Q9 48 27 66q3 3 9 4h1l6 1-11 1 13 4-10 4-10-5Q9 61 11 41l3-7z"/><path fill="#e7d3a9" d="M44 45q-1 2 2 4 8 3 9-5h1l1 1q-2 5-5 6l2 1q-8 3-11-4-2-4 1-3"/><path fill="#5d6366" d="m35 42 1 3v4q0 4 4 7 2 0 2 3-8-3-8-10-1-4 1-7"/><path fill="#858681" d="m57 53-5 2-8 1-4-5 1-6 2 3q3 7 11 4l-2-1q3-1 5-6l-1-5q0-3 1 0 3 5 0 9l2 1z"/><path fill="#515961" d="M66 61q-10 3-20 2l19-4z"/><path fill="#afaaa2" d="M81 40q1 12-5 24L64 74l-3-2q-7 3-14 2l17-5 4-3 8-10z"/><path fill="#dbd6ca" d="m31 44 3 5q0 7 8 10 7 2 16 1 5-3 12-3l-4 4-1-1-19 4q10 1 20-2 2-1 3 1-3 2-1 3l-4 3-17 5q7 1 14-2l3 2 12-10-10 10-19 6H35l10-4-13-4 11-1-6-1 11-2-10-5q-10-8-7-19"/></svg> | |
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</g>
<g id="bowtie">
<polygon points="52.66,106 56.51,124 64.22,124 64.66,124 71.9,124 75.34,106 " style="fill:#E0E0E0;"/>
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<circle cx="63.75" cy="120" r="2" style="fill:#212121;"/>
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<path d="M91.33,50.43H36.67c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41h54.65 c5.89,0,10.71-5.14,10.71-11.41S97.22,50.43,91.33,50.43z" style="fill:#C48E6A;"/>
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<g id="head_1_">
<path d="M64,11.07L64,11.07L64,11.07c-17.4,0-33.52,18.61-33.52,45.4c0,26.64,16.61,39.81,33.52,39.81 S97.52,83.1,97.52,56.46C97.52,29.68,81.4,11.07,64,11.07z" style="fill:#E0BB95;"/>
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<g id="eyebrows_2_">
<path d="M54.8,49.82c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18c0.86,0.29,1.64-0.03,1.9-0.39 C55.1,50.99,55.21,50.36,54.8,49.82z" style="fill:#AB872F;"/>
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<g id="eyes_2_">
<ellipse cx="47.56" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
<ellipse cx="80.44" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
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<g id="hairHighlights">
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</g>
</g>
</svg> | |
{
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} | Generate code for a svg of a a glowing orange circle surrounded by purple lines. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#1e0c33" d="M60 81q13-7 19-19l2-24q-4-12-13-19-6-1-9-6-3-2-5 1-7-4-15 0l-1-1-15 9q-6 6-9 14-3 3 0 6l-2 6q2 10 7 19l7 8q14 8 32 6-3 4-8 2l-6 1q-3 3 2 5l-2 2-6-2q6-4-1-6h-6l-2 2q-1-3-3 0 2-7-5-9 1-3-2 0-1-4-3-1 3 3-1 3-2-4 1-6l-4-10 1-7-3-3q-1 5-3-1l1-1H4q-1-3 2-4-2 0-3-2 0 3-3 3V23l2 7q3-4 1-7l6-1 1-3-4-1-1-4 4-4-1-5q5-4 12 0 28-5 58-2 2 5 3 0 5 6 5 13 2-3 3 0l-2 2v2l5 5-2 1-5-5q-2 2 1 5l-2 1v4l1 4 3 3h-2q-3 8-2 18 1-4 2-1-3 3-2 7-6 2-9 9l-1 7z"/><path fill="#23093b" d="M60 81h-2q-18 2-32-6l-7-8q-5-9-7-19l2-6q-3-3 0-6 3-8 9-14l15-9 1 1q8-4 15 0 2-3 5-1 3 5 9 6 9 7 13 19l-2 24q-6 12-19 19"/><path fill="#320944" d="m65 22 10 11q6 17-3 34l-4 4-15 6H43l-9-2-10-8q-9-14-5-29l5-9q17-18 41-7"/><path fill="#e94612" d="M54 23q18 3 21 24-1 17-17 24H37q-3 0-3-2-9-7-9-16 0 3-2 1-4-18 10-28l6-2q6-2 15-1"/><path fill="#7f2333" d="M65 22q7 3 10 11z"/><path fill="#7f212e" d="m24 29-5 9q0-6 5-9"/><path fill="#671536" d="M19 38q-4 15 5 29-6-6-7-12V41q0-3 2-3"/><path fill="#7d2032" d="m75 33 3 6q3 13-4 26l-2 2q9-17 3-34"/><path fill="#1e0c31" d="M0 0h96v96H0V47q3 0 3-3 1 2 3 2-3 1-2 4h4l-1 1q2 6 3 1l3 3-1 7 4 10q-3 2-1 6 4 0 1-3 2-3 3 1 3-3 2 0 7 2 5 9 2-3 3 0l2-2h6q7 2 1 6l6 2 2-2q-5-2-2-5l6-1q5 2 8-2h2l14-3 1-7q3-7 9-9-1-4 2-7-1-3-2 1-1-10 2-18h2l-3-3-1-4v-4l2-1q-3-3-1-5l5 5 2-1-5-5v-2l2-2q-1-3-3 0 0-7-5-13-1 5-3 0-30-3-58 2-7-4-12 0l1 5-4 4 1 4 4 1-1 3-6 1q2 3-1 7l-2-7z"/><path fill="#da8320" d="M37 71h21l-11 2z"/><path fill="#d2661b" d="M34 69q-9-6-11-15 2 2 2-1 0 9 9 16"/><path fill="#c67030" d="M54 23q-9-1-15 1 3-3 9-2z"/><path fill="#832131" d="M65 22q-24-11-41 7 11-16 30-13 6 2 11 6"/><path fill="#7d1f2e" d="M68 71q-10 10-24 7l9-1z"/><path fill="#7f2029" d="m34 75 9 2q-6 1-9-2"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a blue ceramic bowl filled with fruit. | <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="#3b4d50" d="M57 42v-2q2-3 5 0z"/><path fill="#d14844" d="M36 41h5v4l-2 1-4-2q3-1 1-3"/><path fill="#edd972" d="m52 40-1 2-2 2v-4z"/><path fill="#b8ba97" d="M57 40v4h-1q-3-2-4-1l1-2h2q-5-10 2-1"/><path fill="#cf9a90" d="M36 41q2 2-1 3h-1q0-3 2-3"/><path fill="#edac56" d="m52 40-2 1q-2 0-2 2v7h-1q0-4-2-5-3-4 2-6 2-2 5 1"/><path fill="#316b9d" d="m34 44-1 5q-7-1-2-4z"/><path fill="#e16f3c" d="M56 44h3q2 1 2 5h-1z"/><path fill="#3d668f" d="m60 44 4 1q5 3-2 4 0-4-2-5"/><path fill="#8a3442" d="m34 44 4 2v3h-6z"/><path fill="#ab4340" d="M50 41v4l2-2q1-1 4 1l5 5-13 1v-7q0-2 2-2"/><path fill="#6dc0e6" d="M31 45q-5 3 2 4h6l8 1h1l13-1h1q7-1 2-4 9 0 3 9-15 15-34 4l-6-5q-5-8 4-8"/><path fill="#ebf1d1" d="M41 45h4q2 1 2 5l-8-1v-3z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a white bench with vines creeping up the sides. | <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 0h96v44l-2 4-8 7q2 2 1 5l-1-2q-1-2-3-1l-1 4h-6q-1-3 1-3h4q-3-2-6-1v-4h-3l-7-1q-6 4-13 5v3q-4 0-6 2h10q4-1 10 1l-40-2q-7-3-13 1l4 2-2 2-12-2-3 3z"/><path fill="#b7cab3" d="M78 24h5q-2 2-1 3z"/><path fill="#cad7c9" d="M78 24q-6-1-8 3l-1-1 2-4q3-1 7 2"/><path fill="#7ea675" d="M82 27h2l-2 3q-3-1 0-3"/><path fill="#cdd8cc" d="m82 30 3 9q-3 5 2 9h-3q0 2 2 3l-3 1-1-13h-2q4-2 1-6z"/><path fill="#c7e5ae" d="M12 43q2 0 1 3-2-1-1-3"/><path fill="#fbfbfb" d="M96 44v52H0V73h6q-1-3 1-3v1l2 1q-5 6 1 1h47q6-2 10 4V66l-48-2q3-5 6 1l1-1 20-2q2-2 6-2v-3q7-1 13-5l7 1 2 2v6q-3-1-4 1l6 1 6-2 1-4q2-1 3 1l1 2q1-3-1-5l8-7z"/><path fill="#c4d1be" d="M12 43q-3 0-2 3v12l2 1q-3 5-6 0v-3l2 1 2-7-3-1q2-3 1-6H6l4-4 3 2z"/><path fill="#ccecc2" d="M14 51q3-3 8 0z"/><path fill="#c7e2be" d="M79 49q2 1 2 5l-3-1z"/><path fill="#b7d7b3" d="M24 52q6 0 1 3l-9-2z"/><path fill="#cfe3ca" d="M15 57q6-1 14 1l-7 1z"/><path fill="#92c185" d="M86 58q-1 2-2 1 0-2 2-1"/><path fill="#d1e5cb" d="m26 64-1 1q-3-6-6-1h-2l-4-2q6-4 13-1-3 2 0 3"/><path fill="#c7d9c2" d="M72 53h3v4q3-1 6 1h-4q-2 0-1 3h6l-6 2-6-1q1-2 4-1v-6z"/><path fill="#8db386" d="M17 64h2l1 1q-4 0-1 2l-2 3-1-2q-6 1-1-2z"/><path fill="#d5d2d3" d="m20 65 47 1v11q-4-6-10-4l-40-2q-2-1-1-3l1 2 2-3q-3-2 1-2"/><path fill="#708578" d="m86 71-2-1v-3q2-1 3 1z"/><path fill="#eaeae9" d="M15 66q-5 3 1 2-1 2 1 3l-7 2q-6 5-1-1l-2-1 2-4q-5-1-2 3-2 0-1 3H0v-6l3-3z"/><path fill="#43574c" d="M7 71v-1q-3-4 2-3z"/><path fill="#769e75" d="m80 69 2 1q-2 3-2-1"/><path fill="#d7d5d2" d="M80 69q0 4 2 1h2l2 1-1 2q-1-3-1 0l1 3q-8-3-16-3l1-6q5-1 10 2"/></svg> | |
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} | Generate code for a svg of a yellow and orange gymnasts flipping in the air. | <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="#facc3c" d="M0 0h32q-3 3-3 7l2 2-6 5-3-4-1 5 3 2-4 3q2-1 3 2-9 6 0 14h-5v3h3v3q-3-1-4 1-4-3-5-6v-5l-4-1-1 1q0-3-2-3H3q0-2 3-1-2-6-1-9-3-2-5 1z"/><path fill="#facd40" d="M32 0h15l-6 1 3 2-1 1h-6l-2 6q0 3 3 2l3 4-6 2v11q-6-1-1 2-6 5-5 13l-11 2q-6-3-6-9 1 3 5 6 1-2 4-1v-3h-3v-3h5q-9-8 0-14-1-3-3-2l4-3-3-2 1-5 3 4 6-5-2-2q0-4 3-7"/><path fill="#f8cd44" d="m47 0 4 1-2 1 4 3q0 4 4 8-6 5 0 11-6 1-9 5-1-3-3-2l-4-2q-1 3 2 6-1 3 1 8l-1 2q-5-3-7 1-9 0 0-4-3-1 0-3l-3-4q-5-3 1-2V18l6-2-3-4q-3 1-3-2l2-6h6l1-1-3-2z"/><path fill="#fbcd3d" d="M83 0h13v47q-3 3-4-1l-9-9q0-3 3-5 2-1 3 1v-3l3-3q-4-5-1-8-3-3-6-2v-4l3 3 5-3q-4-3-9-2V8q3-2 2-5l6-1z"/><path fill="#fccf3a" d="M84 11q5-1 9 2l-5 3-3-3v4q3-1 6 2-3 3 1 8l-3 3v3q-1-2-3-1l-3-2-3 4q-6-7-14-10L60 9q-1-7 6-6 11-2 18 8"/><path fill="#face40" d="M48 0h35l9 2-6 1q1 3-2 5v3Q77 1 66 3q-7-1-6 6l6 15q8 3 14 10l3-4 3 2q-3 2-3 5l9 9q-15-3-25-10l-4 1-4-2 1-5-3-4 2-2h-1q-6-6 0-11-4-4-4-8l-4-3 2-1z"/><path fill="#f8cd41" d="M12 37q0 6 6 9l11-2 3 3-7 2-5 11-6 4-1-1q-5 0-8 3 2 5-3 6l-2 3V20q2-3 5-1-1 3 1 9-3-1-3 1h2q2 0 2 3l1-1 4 1z"/><path fill="#e9c975" d="m58 24-2 2-11 6-2-1q-3-3-2-6l4 2q0 2 3 2 3-4 9-5"/><path fill="#f7d149" d="m57 26 3 4-1 5 7 9q1-3 2 0l1 3-14 8q-7 16-24 12l-4-3-3-1q-1-8 6-11l-1-1 13 1 4-5 6-1q-4-2-7-1l3-4v-2l1-2-3-5z"/><path fill="#493925" d="M46 27q2-1 3 2-3 0-3-2"/><path fill="#f8cf40" d="m34 31 3 4q-3 2 0 3-9 4 0 4 5 0 9 5l-4 5-13-1 1 1q-7 3-6 11l3 1 4 3q17 4 24-12l14-8-1-3q-1-3-2 0l-7-9 4 2 4-1q10 7 25 10 1 4 4 1v8l-2-2h-4l-11-7h-7Q57 58 45 71l12-6 1 1-4 15h-3q-15-6-27-13-3-2-5 1L0 80v-5l2-3q5-1 3-6 3-3 8-3l1 1 6-4 5-11 7-2-3-3q-1-8 5-13"/><path fill="#fdc01b" d="m44 31 2 1 2 7h-3q-2-5-1-8"/><path fill="#f2e3a2" d="M45 39h3v2l-3 4q-2-2-1-4z"/><path fill="#fb8f1a" d="M44 41q-1 2 1 4 3-1 7 1l-6 1q-4-5-9-5 2-4 7-1"/><path fill="#fecb2b" d="M90 53 57 65l-12 6q12-13 27-25h7z"/><path fill="#facc3c" d="M90 54v-1h4l2 2v41H82l-14-7q0-6 3-9l3 4z"/><path fill="#feb528" d="M90 54 74 84l-3-4q-3 3-3 9l-17-8h3l4-15z"/><path fill="#efe59f" d="M26 59h7v3l-6-1z"/><path fill="#f3e297" d="m34 58 8 1 1 3h-9z"/><path fill="#fe8103" d="M19 69q2-3 5-1 12 7 27 13l17 8 14 7H20z"/><path fill="#fe7c03" d="m19 69 1 27H0V80z"/></svg> | |
I draw images of silver stars hanging from the ceiling, focusing on their graceful curves, defined shapes, and the subtle details of their placement. I aim to capture the essence of the celestial object, emphasizing its ethereal beauty and the way it appears in the light. The overall effect is a visually captivating and ethereal image, evoking a sense of wonder and contemplation about the cosmos. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a silver star hanging from the ceiling. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfdfe" d="M0 0h47l-3 19 3 7 1 19h-1l-3-4 2 3-8 1 5 2q-5 0-2 3-4 4-3 10l1-1 9-6 11 5-4-8q3-5 9-8h-2l-8-1q-3 0-4 3l1-5q-4-8-3-17l2-4q-3-9-2-18h48v96H16V41h-3v53l-1-46-2-8 1-1H5L4 74Q2 61 3 47H0z"/><path fill="#eceded" d="M47 0q-1 9 2 18l-2 4q-2 1-1 4l-3-7z"/><path fill="#c6c7ca" d="M48 22q-1 9 3 17l-1 5-2 1-1-19q-1-3 1-4"/><path fill="#e2e4e5" d="m62 42-4 2-9 2-1-1 2-1q1-3 4-3z"/><path fill="#d6d7d9" d="M62 42h2q-6 3-9 8l4 8-11-5-1-6v-2h1l1 1 9-2z"/><path fill="#ebeced" d="M47 45v2l-9 11 1 1-1 1q-1-6 3-10-3-3 2-3l-5-2 8-1-2-3z"/><path fill="#c5c6ca" d="m47 47 1 6-9 6-1-1z"/><path fill="#aab3bc" d="M0 62q3 0 0 2z"/><path fill="#f0f2f3" d="M16 96H0V64q3-2 0-2V47h3Q2 61 4 74l1-35h6l-1 1 2 8 1 46V41h3z"/><path fill="#b7bcc1" d="M1 74q2 0 1 2z"/></svg> |
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