reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": "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",
"path": null
} | Generate code for a svg of a blue shopping cart with a yellow handle on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<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">
<rect x="60.348" y="74.457" transform="matrix(-0.6119 -0.791 0.791 -0.6119 89.6814 231.1195)" style="fill:#333E48;" width="82.398" height="38.197"/>
<path style="fill:#0071CE;" d="M503.585,118.884c2.569-12.876-6.074-23.411-19.204-23.411H122.796
c-13.129,0-21.77,10.535-19.202,23.411l41.904,210.074c2.567,12.876,15.412,23.411,28.541,23.411h259.101
c13.131,0,25.975-10.535,28.543-23.411L503.585,118.884z"/>
<polygon style="fill:#4BB6AA;" points="120.181,202.037 131.134,256.949 476.046,256.949 486.997,202.037 "/>
<circle style="fill:#333E48;" cx="224.812" cy="428.361" r="41.781"/>
<circle style="fill:#FFFFFF;" cx="224.812" cy="428.361" r="8.327"/>
<circle style="fill:#333E48;" cx="382.359" cy="428.361" r="41.781"/>
<circle style="fill:#FFFFFF;" cx="382.359" cy="428.361" r="8.327"/>
<path style="fill:#FF9E16;" d="M76.346,80.056H27.072c-10.547,0-19.098-8.552-19.098-19.098c0-10.549,8.551-19.098,19.098-19.098
h49.275c10.547,0,19.098,8.55,19.098,19.098C95.444,71.504,86.893,80.056,76.346,80.056z"/>
<path style="fill:#1E252B;" d="M506.035,97.293c-5.105-6.225-12.998-9.795-21.653-9.795H131.104L97.758,44.393l-0.014,0.011
c-4.956-6.392-12.702-10.518-21.399-10.518H27.072C12.144,33.887,0,46.031,0,60.958S12.144,88.03,27.072,88.03h35.991l35.368,45.72
l38.922,195.128h-0.438c-17.972,0-32.595,14.621-32.595,32.595c0,17.974,14.622,32.595,32.595,32.595h51.913
c-8.516,8.933-13.76,21.009-13.76,34.295c0,27.432,22.317,49.751,49.751,49.751c27.432,0,49.75-22.319,49.75-49.751
c0-13.286-5.246-25.362-13.76-34.295h85.565c-8.516,8.933-13.76,21.009-13.76,34.295c0,27.432,22.319,49.751,49.752,49.751
c27.432,0,49.749-22.319,49.749-49.751c0-13.286-5.246-25.362-13.759-34.295h22.51c4.405,0,7.974-3.57,7.974-7.974
s-3.569-7.974-7.974-7.974h-303.95c-9.18,0-16.648-7.469-16.648-16.648c0-9.179,7.468-16.648,16.648-16.648h7.227
c6.946,9.315,18.166,15.517,29.899,15.517h259.101c17.054,0,33.025-13.1,36.363-29.824l41.903-210.074
C513.097,111.955,511.141,103.517,506.035,97.293z M382.363,394.56c18.638,0,33.802,15.165,33.802,33.804
c0,18.639-15.164,33.804-33.802,33.804c-18.64,0-33.805-15.165-33.805-33.804C348.559,409.723,363.722,394.56,382.363,394.56z
M224.816,394.56c18.639,0,33.803,15.165,33.803,33.804c0,18.639-15.164,33.804-33.803,33.804s-33.804-15.165-33.804-33.804
C191.013,409.723,206.177,394.56,224.816,394.56z M27.072,72.082c-6.134,0-11.125-4.989-11.125-11.124s4.99-11.125,11.125-11.125
h49.275c6.134,0,11.125,4.99,11.125,11.125s-4.99,11.125-11.125,11.125H27.072V72.082z M101.145,97.292
c-1.979,2.412-3.478,5.159-4.482,8.111L82.644,87.282c7.617-1.823,13.993-6.87,17.596-13.617l12.136,15.688
C107.965,91.002,104.09,93.702,101.145,97.292z M495.765,117.324l-41.903,210.074c-1.838,9.214-11.328,16.998-20.723,16.998H174.039
c-9.395,0-18.885-7.783-20.721-16.998l-41.904-210.073c-0.767-3.842-0.034-7.364,2.06-9.918c2.094-2.554,5.405-3.96,9.322-3.96
h361.585c3.918,0,7.229,1.407,9.324,3.961C495.8,109.961,496.531,113.482,495.765,117.324z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white graphic featuring a symbol of a dog bone, enclosed within a square. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 186.178 186.178" style="enable-background:new 0 0 186.178 186.178;" xml:space="preserve">
<g>
<path d="M178.678,0H7.5C3.358,0,0,3.358,0,7.5v171.178c0,4.143,3.358,7.5,7.5,7.5h171.178c4.143,0,7.5-3.357,7.5-7.5V7.5
C186.178,3.358,182.82,0,178.678,0z M171.178,171.178H15V15h156.178V171.178z"/>
<path d="M49.613,136.559c0.628,5.563,3.108,10.849,7.22,14.96c4.756,4.756,11.081,7.375,17.811,7.375c0.001,0,0.001,0,0.001,0
c6.729,0,13.053-2.618,17.808-7.372c4.761-4.76,7.383-11.087,7.383-17.816c0.001-5.333-1.646-10.412-4.694-14.656l23.905-23.91
c4.247,3.05,9.326,4.695,14.658,4.695c6.73,0,13.056-2.621,17.814-7.38c4.756-4.755,7.375-11.079,7.375-17.81
c0-6.73-2.621-13.058-7.38-17.817c-4.073-4.072-9.301-6.576-14.948-7.208c-0.628-5.563-3.108-10.849-7.22-14.96
c-4.757-4.756-11.082-7.375-17.813-7.375c-6.729,0-13.054,2.618-17.809,7.372c-4.761,4.76-7.383,11.087-7.383,17.817
c0,5.329,1.644,10.406,4.694,14.654L67.131,91.039c-4.247-3.05-9.327-4.695-14.658-4.695c-6.729,0-13.057,2.621-17.814,7.38
c-4.756,4.755-7.375,11.08-7.374,17.81c0,6.73,2.621,13.058,7.38,17.817C38.738,133.423,43.966,135.927,49.613,136.559z
M45.266,104.33c1.925-1.926,4.485-2.986,7.208-2.986c2.725,0,5.287,1.062,7.21,2.985c0.443,0.443,0.859,0.952,1.238,1.513
c1.253,1.855,3.27,3.053,5.499,3.267c2.228,0.21,4.436-0.58,6.019-2.163l34.502-34.512c1.584-1.584,2.377-3.793,2.162-6.022
c-0.215-2.229-1.415-4.246-3.272-5.498c-0.562-0.379-1.055-0.783-1.504-1.231c-1.926-1.926-2.986-4.486-2.986-7.208
c0-2.723,1.062-5.282,2.988-7.209c1.923-1.922,4.481-2.98,7.204-2.98c2.724,0,5.282,1.059,7.206,2.982
c2.687,2.687,3.647,6.62,2.509,10.267c-0.832,2.662-0.118,5.567,1.854,7.54c1.974,1.973,4.88,2.69,7.54,1.854
c0.993-0.31,2.026-0.467,3.071-0.467c2.721,0,5.276,1.056,7.193,2.973c1.926,1.926,2.986,4.487,2.986,7.212
c0,2.722-1.059,5.279-2.982,7.202c-1.925,1.926-4.484,2.986-7.207,2.986c-2.725,0-5.286-1.061-7.213-2.989
c-0.441-0.44-0.857-0.949-1.236-1.509c-1.254-1.855-3.271-3.053-5.499-3.267c-2.225-0.21-4.436,0.58-6.019,2.163l-34.503,34.512
c-1.584,1.584-2.377,3.794-2.161,6.024c0.215,2.229,1.416,4.246,3.274,5.498c0.56,0.378,1.049,0.778,1.502,1.232
c1.925,1.925,2.986,4.484,2.986,7.205c0,2.723-1.061,5.282-2.989,7.209c-1.923,1.923-4.481,2.98-7.203,2.98h0
c-2.724,0-5.282-1.059-7.206-2.982c-2.687-2.687-3.647-6.62-2.508-10.267c0.832-2.662,0.117-5.566-1.855-7.539
c-1.428-1.429-3.344-2.197-5.304-2.197c-0.747,0-1.5,0.111-2.235,0.341c-0.993,0.311-2.026,0.468-3.071,0.468
c-2.721,0-5.276-1.056-7.193-2.973c-1.926-1.926-2.986-4.487-2.986-7.212C42.285,108.81,43.343,106.252,45.266,104.33z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green towels folded and stacked in the bathroom aisle. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#dfebca" d="M0 0h82l2 50-5 1-1 12-2-3v7q-6 0-9 3l-4-1-2-4q-3-2-4-1v-6q-1-2-3-1h-3l-20-1q-3 3 0 7-4-1-7 1-3-1-3 2H0z"/><path fill="#83d06f" d="M82 0h7v50h-5z"/><path fill="#e0edca" d="M90 0h6v50h-7v-1l6-1-5-6z"/><path fill="#b9dda1" d="M89 0v42l5 6-6 1z"/><path fill="#ede5b1" d="M84 50h4l-1 21-7-4-2-4 1-12z"/><path fill="#f5f4d4" d="M88 50h7v46H84l-4-7V67l7 4z"/><path fill="#93d173" d="m31 56 3-1 17 2-10 1z"/><path fill="#3a853a" d="M54 57q2-1 3 1-1 4-3 1l-2 1q0-3 2-3"/><path fill="#55a74e" d="m31 56 10 2 10-1h3q-2 0-2 3l2-1q2 3 3-1v4l-4 1q-6-3-15-4-4-1 0 2l10 1 1 3-18-2q-3-4 0-7"/><path fill="#74c764" d="M57 62v2l-5 3-6-2-2 1 6 2-2 2h9l1 4q-7 0-12 2h-7l2-5h6q-6 0-8-4l-8-4 17-1-10-1q-4-3 0-2 9 1 15 4z"/><path fill="#dbe9c6" d="m78 63 2 4v22l4 7H0V66h21q0 4-3 6l1 2q7 5 17 8 10-4 22-4l7-1-1-2-1-6 4 1q3-3 9-3v-7z"/><path fill="#83c775" d="m65 77-7 1 5-2z"/><path fill="#439946" d="m64 75 1 2-2-1-5 2q-12 0-22 4 2-3 5-3z"/><path fill="#60bc5a" d="m24 64 15 3q-7 1-12 5l-5-4v4h4q5 4 13 7l7-3q5-2 12-2l-1-4h-9l2-2-6-2 2-1 6 2 5-3q1-1 4 1l2 4 1 6-28 7q-10-3-17-8l-1-2q3-2 3-6 0-3 3-2"/><path fill="#359546" d="M39 67q2 4 8 4h-6l-2 5h7l-7 3q-8-3-13-7h-4v-4l5 4q5-4 12-5"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pale pink cloud drifting in the sky. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#ebd8d9" d="M0 0h88l-4 2 7 5-4 7-4-2q-3 0-3 3l-1-5-1 4 2 4v7l-9-7h-5q-2 3-5 3 2-6 9-7-1-4-4-5 0-3 2 0 2-3 5-3h-1l-1-4-1 1-3-2h-6q-5 0-7 5-3-1 0-2L44 1q-3 3-6 0-1 3-2 0H25l-4 2q-1 5 3 10l-2 9h4l3 3q-1 2 2 3-3 2-4 6-2-3-2 0l2 2q-1 5-3 0h-3l-2-7q3-3-1-1-6-3-1-6v-5l2-2q-2-3-1-5-11 0-4 8l-3 3 2 6-6-1-1 2q-2-6 4-9l-5-3q-2 9-5 1z"/><path fill="#e9d8da" d="M72 6q-3-1-4 1-2-5-5-2l2 2-3 4q0 6-4 2l-2 6-8 3-1 3q2-3 3 0l-4 1q-1 3 3 4l6-5q2 3-1 6h-7l-10 5-5-3q-3 2-4 6l5-1 8 2q-1-6 5-4l2 4q2-3 3 0-4 3 0 5l-5 1q-4-1-6-4l-8-1q-3 0-4 3-3 1-2 5l-4-1q1-6-2-2 1 3-1 5l-8-2q-3 1-3 5H6q-3 6-2 13-3 1-3-2l1 7q2-2 3 1-3 3 1 4-3 0-3 3v4l-3-1V17q3 8 5-1l5 3q-6 3-4 9l1-2 6 1-2-6 3-3q-7-8 4-8-1 2 1 5l-2 2v5q-5 3 1 6 4-2 1 1l2 7h3q2 5 3 0l-2-2q0-3 2 0 1-4 4-6l5 1-1-4h3l-2 5 2 3q7-4 7-11l-7-5q-2 0-1 3l-8 5-3-3h-4l2-9q-4-5-3-10l4-2h11q1 3 2 0 3 3 6 0l10 3q-3 1 0 2 2-5 7-5h6l3 2 1-1z"/><path fill="#eedada" d="M88 0h8v12l-2-2q-2 2 1 3-6 3-1 8l-1 2-4-4v-3q-4-3-3 2h-6l-2-4 1-4 1 5q0-3 3-3l4 2 4-7-7-5z"/><path fill="#ebd9d9" d="M96 12v57H82l1-3v-3l2-2 3 3 2-6-1-1 1-3 1 2v-4l2-3q-3-5 0-10-3-5-5 1l-4-3-1-2h8l-2-3-1 1-6-4-2-4v-7h6q-1-5 3-2v3l4 4 1-2q-5-5 1-8-3-1-1-3z"/><path fill="#e5d9da" d="M72 6q-3 0-5 3-2-3-2 0 3 1 4 5-7 1-9 7 3 0 5-3h5l9 7 2 4-8 1 6 4-1 1 8 6h-4q-3 1-3 5-5-3-8 1l4 2q-3 1-1 4l5 3 3 10q-6-1-7-6-1-1-3 1-1-7-7-5l-2-3-4-2-3-2q-3-3 0-5l9-2-9-1q-1-6 4-10h-5l-1 5h-2l-2 4q-1-3-3 0l-2-4q-6-2-5 4l-8-2-5 1q1-4 4-6l5 3 10-5h7q3-3 1-6l-6 5q-4-1-3-4l4-1q-1-3-3 0l1-3 8-3 2-6q4 4 4-2l3-4-2-2q3-3 5 2 1-2 4-1"/><path fill="#e5d9da" d="M31 28q-3-1-2-3l8-5q-1-3 1-3l7 5q0 7-7 11l-2-3 2-5h-3l1 4z"/><path fill="#e8d8da" d="M62 26q3 1 4 4-3 2-2 6 5 0 0 2-6-3-1-6-4-3-1-6"/><path fill="#e9d7da" d="m57 49-3-2q-1-2-3-1v-1l2-9h2l1-5h5q-5 4-4 10l9 1-9 2q-3 2 0 5"/><path fill="#e9d9da" d="m82 29 6 4 1-1 2 3h-8l1 2 4 3q2-6 5-1-3 5 0 10l-2 3v4l-1-2-1 3 1 1-2 6-3-3-2 2-3-7-5-3q-2-3 1-4l-4-2q3-4 8-1 0-4 3-5h4l-8-6 1-1-6-4z"/><path fill="#e6d8d9" d="m51 45-7 2q-3 0-5 3-1-3-3 0l-7 6-1 1q-5-4 1-7-4-4 2-5l-3-2q1-3 4-3l8 1q2 3 6 4z"/><path fill="#e9d8d9" d="m28 44 3 2q-6 1-2 5-6 3-1 7v3q-2 0-2 2-3 0-1 2l6 3q-5-1-7 2l2 9q3 1 3-2 3 0 5-3l4 10q2-3 5-3 0-6 5-5-1 3 1 8 4-5 11-4-1-3 1-4l12 6q0 6-5 2-4 1 0 4l-1 1h8q-3-1 0-1l2 1q3-4-1-3V75q6 2 12-4l-2-2h10v27H0V83l3 1 6-2 5 2 1-6-5-2-4 1q-4-1-1-4-1-3-3-1l-1-7q0 3 3 2-1-7 2-13h2q0-4 3-5l8 2q2-2 1-5 3-4 2 2l4 1q-1-4 2-5"/><path fill="#f5d0cf" d="m54 47 3 2 3 2-5 3q-4-3-5-6z"/><path fill="#f7e7e1" d="M44 48q-1 4-6 4l-2 4-7 1 7-6q2-3 3 0 2-3 5-3"/><path fill="#efc8c9" d="m60 51 4 2-3 4-2 1-4-2v-2z"/><path fill="#ecd0d1" d="m64 53 2 3v2l-5-1z"/><path fill="#f9e7e1" d="M66 56q6-2 7 5 2-2 3-1 1 5 7 6l-1 3-6-2-1 3-3-4-9 3 2-6 3-2q-2-1-2-3z"/><path fill="#f6d9d7" d="M51 46q2-1 3 1l-4 1q1 3 5 6v2l-2 2q0-3-2-1-4-5-6 1l-2-1-2 4-3-3q-3 2-4 6 5 0 8 5l-7-2-4 1-6-3q-2-2 1-2l2-2v-3l1-1 7-1 2-4q5 0 6-4z"/><path fill="#f7d6d5" d="m61 57 5 1q0 2 2 3l-3 2-2 6 9-3 3 4-11 3-5-2-2 2-8-1 1-1q0-6 5-10l1 2q0-4 3-5z"/><path fill="#f8d3d2" d="m55 56 4 2q-3 1-3 5l-1-2q-5 4-5 10l-4-5q1-4 4-1v-4q-4 1-6 4 0 3 3 5l-5-1q-3-5-8-5 1-4 4-6l3 3 2-4 2 1q2-6 6-1 2-2 2 1z"/><path fill="#f7e8de" d="m28 61-2 2q0-2 2-2"/><path fill="#f1cdcd" d="m50 71-1 1-2-2q-3-2-3-5 2-3 6-4v4q-3-3-4 1z"/><path fill="#e6d9da" d="m42 69 5 1 2 2 8 1 2-2 5 2 11-3 1-3 6 2h4l2 2q-6 6-12 4v11q4-1 1 3l-2-1q-3 0 0 1h-8l1-1q-4-3 0-4 5 4 5-2l-12-6q-2 1-1 4-7-1-11 4-2-5-1-8-5-1-5 5-3 0-5 3l-4-10q-2 3-5 3 0 3-3 2l-2-9q2-3 7-2l4-1z"/><path fill="#e5d9d9" d="M3 84v-4q0-3 3-3l4-1 5 2-1 6-1 1-4-3z"/><path fill="#e6d9da" d="m46 85 2 1 3 6 3-1 2 1q-9 4-17 1-5 1-8-2l2-2q6 2 12 1-1-3 1-5"/></svg> | |
{
"bytes": "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",
"path": "50f423074bfafa40f39a88804b80c3d3281e07ee385244eba54da15671849e79.png"
} | Generate code for a svg of a there is a picture of a nail brush and a nail polish | <svg xmlns="http://www.w3.org/2000/svg" width="64" height="64" viewBox="0 0 64 64"><path fill="#D6A57C" d="M20.615 35.117c-1.672-2.309-4.178-9.721-1.867-11.393l.672-.484c.363 2.736 1.68 6.016 2.695 7.418L44.777 62h13.619v-4.27L34.68 24.932c-1.674-2.311-7.926-7.014-10.236-5.342l-5.717 4.135c-2.311 1.672.195 9.084 1.867 11.393L40.031 62h.021L20.615 35.117z"/><path fill="#B58360" d="M19.42 23.24l-.672.484c-2.311 1.672.195 9.084 1.867 11.393L40.053 62h4.725L22.115 30.658c-1.015-1.402-2.332-4.681-2.695-7.418z"/><path fill="#D6A57C" d="M48.168 16.693l-5.77 3.471c-2.332 1.404-.543 8.652.859 10.982l15.139 25.16v-.02L43.27 31.146c-1.402-2.33-3.189-9.578-.857-10.982l.422-.252c.215 2.527 1.137 5.447 1.936 6.775l13.627 22.646V24.139l-.928-1.543c-1.406-2.33-6.972-7.305-9.302-5.903z"/><path fill="#B58360" d="M42.834 19.912l-.422.252c-2.332 1.404-.545 8.652.857 10.982l15.127 25.141v-6.953L44.77 26.688c-.799-1.329-1.721-4.249-1.936-6.776z"/><path fill="#D6A57C" d="M14.252 43.119l-5.129 4.363c-2.07 1.764.871 8.623 2.635 10.695L15.012 62h.018l-3.254-3.822c-1.764-2.072-4.705-8.932-2.635-10.695l.965-.82c.516 2.617 2.07 5.766 3.17 7.057L20.324 62h16.467L24.389 47.428c-1.766-2.071-8.069-6.073-10.137-4.309z"/><path fill="#B58360" d="M13.275 53.719c-1.1-1.291-2.654-4.439-3.17-7.057l-.965.82c-2.07 1.764.871 8.623 2.635 10.695L15.029 62h5.295l-7.049-8.281z"/><path fill="#FF8736" d="M21.072 32.4c3.434 4.748 7.006 4.559 10.008 2.387 3.004-2.172 4.303-5.506.871-10.252-3.436-4.748-9.971-8.656-12.975-6.484-3.001 2.172-1.337 9.603 2.096 14.349z"/><path fill="#FFB77B" d="M27.613 27.346c3.074 4.252 2.992 5.762 3.992 5.037 1.002-.725 2.311-3.121-.764-7.373s-8.813-7.143-9.813-6.42c-1.001.724 3.509 4.504 6.585 8.756z"/><g><path fill="#FF8736" d="M43.932 28.602c2.881 4.791 6.293 4.896 9.322 3.074 3.031-1.824 4.535-4.887 1.652-9.676-2.883-4.791-8.783-9.031-11.813-7.209-3.03 1.824-2.044 9.022.839 13.811z"/><path fill="#FFB77B" d="M50.557 24.322c2.582 4.289 2.381 5.717 3.391 5.111 1.012-.609 2.447-2.783-.135-7.072-2.58-4.289-7.801-7.5-8.813-6.893-1.008.608 2.975 4.565 5.557 8.854z"/></g><g><path fill="#FF8736" d="M12.008 55.557c3.623 4.256 7.008 3.807 9.699 1.516 2.693-2.293 3.678-5.561.057-9.816-3.623-4.258-10.135-7.48-12.83-5.189-2.694 2.291-.551 9.233 3.074 13.489z"/><path fill="#FFB77B" d="M17.848 50.256c3.246 3.813 3.281 5.254 4.18 4.492.896-.768 1.961-3.145-1.283-6.957-3.246-3.811-8.92-6.131-9.818-5.367-.896.765 3.677 4.019 6.921 7.832z"/></g><path fill="#FF8736" d="M21.33 27.516s-1.258-.756-2.963-2.309c.35-.189.668-.416.941-.688 0 0-7.871-5.629-9.813-17.791 0 0-3.904 8.453-3.893 15.732.012 8.379 8.912 11.008 12.133 7.787 0 0-.66-.473-1.641-1.434 2.074.154 4.019-.276 5.236-1.297z"/><path fill="#D8681D" d="M22.131 26.846s-2.031-.082-3.736-1.633c0 0 1.504.131 2.066-.713 0 0-8.996-5.605-10.938-17.766 0 0-.582 1.264-1.293 3.225 1.729 11.541 8.744 14.496 8.744 14.496-.273.273-5.035-.893-5.035-.893 1.527 2.309 7.328 3.619 7.328 3.619-4.854 1.107-9.037-.6-9.037-.6.979 2.512 5.006 3.705 5.006 3.705s-1.246 1.051-3.396.939c2.258.68 4.582.367 5.924-.973 0 0-.66-.473-1.641-1.434 2.072.155 4.789-.271 6.008-1.972z"/><path fill="#454749" d="M7.02 2h4.523v11.527H7.02z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green snake slithering through the leaves. | <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="#aedb89" d="M57 0h39v4h-9l-4 2 2 1q-3 2 0 3l-8 6-2 8 3 4-5 8 2 3q-3 3-1 7l5 8 6-13q8-9 9-19l2 9v11q-3 8-2 19-1 9-6 17v-4l1-13q-4-4-9-5-1 6 3 11l-7 4v-3q-6 0-7 6l4 1q2-1 3 1-6 0-9 4-11-6-17 5l-6-1q5-2 3-8-10-3-12 8l-5 4-1-2q0-5 4-8-6-3-11 0 0-3 3-3l-3-6 3 1 2 1q11 2 20-6 3-3 3-7l-3-10q11-1 12-11l1-2-5-7 2-2-6-3 6-1-1-4 2-3q-8 0-7-6l4-1q-3-1-1-3-10-1 0-2 3 2 3-3"/><path fill="#addc88" d="M51 9q-1 6 7 6l-2 3 1 4-6 1 6 3-2 2 5 7-1 2q-3-5-8-5 4 3 4 9l-11 6v13l-6 3-3-3q-3-4-6-5-6-2-11 1-1-7 3-12l5-9 9 5q3-4 8-4-6-7-14-6l-3 3-1-3-1-7q-4-2-9-1-3 0-4 2-4-3 0-7-2-3-4-1l-3-6q2-4 7-6l9-3 8 3 2-2h8l5 6 3-2 3 8z"/><path fill="#b0dc87" d="M96 4v27l-2-9q-1 10-9 19l-6 13-5-8q-2-4 1-7l-2-3 5-8-3-4 2-8 8-6q-3-1 0-3l-2-1 4-2z"/><path fill="#addc89" d="M0 0h57q0 5-3 3-10 1 0 2-2 2 1 3l-4 1-2 5-3-8-3 2-5-6h-8l-2 2-8-3-9 3q-5 2-7 6l3 6q2-2 4 1-4 4 0 7 1-2 4-2 1 9 10 8l-3 10h-3l-7-6q-1 4 2 10l2-1 2 4q-4 5-4 12l-9 8 1-8 3-1 5-10Q2 46 5 58l-2 6-3-4z"/><path fill="#3aad45" d="M29 20h5q-1 6-7 9v-6z"/><path fill="#3cb148" d="M15 22q5-1 9 1l1 7q-9 1-10-8"/><path fill="#2aa144" d="M26 35v-2l3-3q8-1 14 6-5 0-8 4z"/><path fill="#2fb143" d="M19 40q-3 1-4-1l1 4-2 1q-3-6-2-10z"/><path fill="#51a156" d="m19 40 1 3-2 4-2-4-1-4q1 2 4 1"/><path fill="#4d7d56" d="m25 30 1 3v2l-5 9-1-1-1-3h3z"/><path fill="#9ca196" d="M96 42v18l-2 1q-1-11 2-19"/><path fill="#3bb14a" d="M75 52h3q-1 9-10 10-3 5-4-1 3-7 11-9"/><path fill="#154341" d="M20 43q-4 5-3 12-3 0-4 3 0-7 4-12z"/><path fill="#2eb345" d="M9 58H5q-3-12 9-10z"/><path fill="#1c9142" d="M35 60q-5-1-7 2l-1 1q-5 2-2 7l-3-1-5-4 4-4q-7 3-11 9v1q8-9 3 0l1 3-5 2v-3q-6-1-4-6l9-8q1-3 4-3 5-3 11-1 3 1 6 5"/><path fill="#579358" d="M5 58h4zl-1 8-5-5v-2l3 4z"/><path fill="#144940" d="m35 60 3 3-5 1q-4 0-5-2 2-3 7-2"/><path fill="#b1c57f" d="M28 62q1 2 5 2l-3 1q-3 0-3-2z"/><path fill="#31ac4b" d="m88 74-6 5q-2-1-1-3-3-1-5 1v-1q-1-2-3-1v-1l2-2 1-1 7-4q-4-5-3-11 5 1 9 5z"/><path fill="#157b42" d="m22 69-8 5-1-3q5-9-3 0v-1q4-6 11-9l-4 4z"/><path fill="#3baa44" d="M59 37q-1 10-12 11l3 10q0 4-3 7-9 8-20 6l-2-1q-3-5 2-7 0 2 3 2l3-1 5-1 6-3V47l11-6q0-6-4-9 5 0 8 5"/><path fill="#79cc5f" d="M65 67h-5q-2 0-2 2-4-1-1-4 4-1 8 2"/><path fill="#499550" d="m65 67-5 4-2-2q0-2 2-2z"/><path fill="#094643" d="M96 60v36H78v-7l7-7 3-4q5-8 6-17z"/><path fill="#556b51" d="m76 71-1 1-1-2-3 3 2 1v1l-4-1q1-6 7-6z"/><path fill="#223c49" d="m75 72-2 2-2-1 3-3z"/><path fill="#144843" d="m22 69 3 6q-3 0-3 3h-2L9 76l5-2z"/><path fill="#2fa849" d="m44 84-5-1 2-3-6 4q2-11 12-8 2 6-3 8"/><path fill="#87c973" d="M88 74v4l-3 4q-10-3-16 5v-1q2-6 7-9 2-2 5-1-1 2 1 3z"/><path fill="#3aac4b" d="m67 80-4 5H50q6-11 17-5"/><path fill="#133f43" d="M76 76q-5 3-7 9l-6 1v-2l4-5q3-4 9-4"/><path fill="#a8d987" d="m0 62 5 5q-2 5 4 6v3l11 2q-4 2-7 6-1 3 1 7h10l3-2q2 1 3-1l6-2v5l-6-1 3 4 11-2v-6h1q4 0 8 5h3l2 1 3 4H0z"/><path fill="#448250" d="m44 84 6 1h4q0 3 4 5v2l-2-1q-4-8-11-5h-9l-6 2 5-4 6-4-2 3z"/><path fill="#40ad56" d="m85 82-7 7q-4-2-9-2 6-8 16-5"/><path fill="#a4d582" d="M54 85h9v2q-5-1-5 3-4-2-4-5"/><path fill="#40b052" d="M29 86q-3 0-2 3l-3 2H14q-2-4-1-7 3-4 7-6h2q5-3 11 0-4 3-4 8"/><path fill="#6cc666" d="M45 86q7-3 11 5h-3q-4-5-8-5"/><path fill="#22934d" d="M69 86q5 0 9 2v7H61l-3-4v-2q0-4 5-3z"/><path fill="#588160" d="m29 86 1 2q-1 2-3 1-1-3 2-3"/><path fill="#4db155" d="M36 86h8v6l-11 2-3-4 6 1z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of silhouettes of a fork, knife, and spoon arranged closely on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="380.904px" height="380.904px" viewBox="0 0 380.904 380.904" style="enable-background:new 0 0 380.904 380.904;"
xml:space="preserve">
<g>
<g>
<path d="M322.758,126.478c0-10.84,0-29.686,0-39.928c0-10.242-9.364-31.446-9.364-31.446h-2.824v59.895h-8.295V55.104h-5.299
h-4.589v59.895h-8.308V55.104h-3.532c0,0-9.364,21.204-9.364,31.446c0,10.242,0,27.676,0,39.928
c0,11.7,17.056,29.07,18.578,30.592c5.507,30.941-0.871,127.295-7.029,143.921c0,8.946,0,58.454,0,58.454h0.035
c-0.012,0.092-0.035,0.197-0.035,0.301c0,8.389,4.764,15.441,13.164,15.453c0.43-0.012,2.045-0.012,2.475-0.012
c8.4,0,12.873-6.809,12.873-15.197c0-0.104-0.012-0.209-0.023-0.312h0.023c0,0,0-49.484,0-58.443
c-6.192-16.684-12.361-114.054-6.669-144.57C307.48,153.451,322.758,136.284,322.758,126.478z"/>
<path d="M233.422,36.904v85.508h-6.367V36.904c-2.638,0-4.718,0-4.718,0s-1.486,0-3.531,0v85.508h-6.344V36.904
c-2.736,0-5.177,0-5.891,0c-1.883,0-11.543,91.619-7.07,99.869c3.097,5.699,11.148,15.667,15.807,21.297
c5.206,31.992-1.127,126.493-7.203,142.933c0,8.946,0,58.453,0,58.453h0.035c-0.012,0.093-0.035,0.198-0.035,0.313
c0,8.377,4.752,15.43,13.164,15.441c0.43-0.012,2.045-0.012,2.463-0.012c8.412,0,12.874-6.809,12.874-15.197
c0-0.104-0.012-0.209-0.023-0.313h0.023c0,0,0-49.483,0-58.442c-6.112-16.51-12.224-112.067-6.844-143.618
c4.729-5.688,12.433-15.279,15.453-20.833c4.473-8.243-5.194-99.868-7.076-99.868C237.523,36.904,235.653,36.904,233.422,36.904z"
/>
<path d="M163.884,2.007c-0.836,0-2.428,0-4.368,0v107.792h-8.471V2.007c-2.294,0-4.52,0-6.367,0v107.792h-8.47V2.007
c-1.917,0-4.316,0-6.832,0v107.031h-8.482V2.007c-1.94,0-3.521,0-4.351,0c-3.893,0-16.255,112.347-11.306,126.016
c3.044,8.412,13.031,18.811,20.275,25.573h-0.511c0.273,0.104,0.546,0.197,0.831,0.296c0.941,0.865,1.795,1.655,2.608,2.376
c8.145,14.576,1.986,45.116-4.665,63.054c0,8.946,0,146.082,0,146.082l0.035-0.012c-0.011,0.093-0.035,0.197-0.035,0.302
c0,8.4,6.803,15.197,15.203,15.209c0.43,0,2.045,0,2.475,0c8.4,0,15.215-6.809,15.215-15.186c0-0.116-0.012-0.221-0.035-0.313
h0.035c0,0,0-137.124,0-146.07c-6.646-17.938-12.81-48.479-4.671-63.055c0.808-0.732,1.673-1.51,2.603-2.376
c0.273-0.11,0.546-0.191,0.831-0.296h-0.523c7.25-6.774,17.23-17.173,20.275-25.567C180.133,114.354,167.771,2.007,163.884,2.007z
"/>
<path d="M73.863,141.937c0.36-6.762-14.157-16.696-14.512-26.392c-0.349-9.684-0.906-36.227-1.202-47.602
C57.864,56.568,77.325,4.063,78.388,1.165c1.058-2.893,5.896-0.041,4.758,4.624C81.99,10.442,69.75,59.653,70.069,72.655
c0.332,13.007,0.668,26.38,1.022,40.485c0.36,14.128,13.693,16.086,13.983,27.461c0.296,11.375-5.948,56.229-7.227,106.398
c-1.261,50.181,8.365,130.873,3.369,133.522c-4.984,2.672-16.736-12.212-16.405-49.311
C65.12,294.113,73.532,148.693,73.863,141.937z"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAl8dJREFUeNrsvQmcFNW9Nvw/PfsC9ICAqEgPiluiDK5RowxqXGIikJvkxnzv/Rxyk9zfm7xGuEm+bN4PuFeTvMn9fWAS3+RmmyHrvTEJQ1azSXOjaBRl3AARmGZfBphhH2bp+s6pruquqq61u6q6uud5tKie6urqquo653n+y/kfIgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAHMBwC4ByxM2PvdIuSZnXUuZF6tkls1O4MwAAABAAQBni9m9tjnM6b+Ok3sb/jPP1XOIb+P/tgugF1yuET+rf2teZv+XXPXzbgBAG/PVO/rpHbHvps1dDJAAAAEAAAKXGnd99g5M9tXPSnp1ZUyJH8Jl/JEuyl7SEbyoOTPYZUMTAOv5Xsufz1ybxKwAAAAEAACHg7u9vXcD5eL6w6jkJJxQLP0f6pCf7zPt6Qs8n9jwPgIt95bXwEggRsIYv3S9/4doB/EIAAEAAAIBPeGfnm22ccx/iLxfwJZ59QyH33Gut1a8nbTshYBUecPu+Bt18WcWFQDd+NQAAIAAAoEDcu2qbIHxB/O26N7KcbyR/ZZuG7J2J37sIMPMMGJASQoAvK+EVAAAAAgAAXOJdP9jewVdL+QOWsNony7mKxa8nf70nIOsB0OUEaIg8LVG6CBEgmSgADbr4spwLgRR+WQAAIAAAwATv/uF2Yemv4A9Wm/x4MfMHTdK9MBEAJq/tSTzzOp2WChQBpl4AMyGwBB4BAAAgAABAwX0/2iEs/U6+tDPlyWJW7G9J/gZvgGEEgM4LoKzTZqGAtHG78j0uQgcuRIAg/8e4CFiGXx0AAAgAYCwTf5w/RIv5y6VZ0lcNf8YcH7A80teEAPIIn8zJPiME7D0BTqTvMhSgRYovi7gQSOIpAAAAAgAYU5j/ox3t/Anq5DSfkEnfKAB0r63JX7PKWv1WHgBLUk+TYvWbiQD3eQAuvQBarKRMfgDCAgAAQAAAFU/8cf7kLOVkv1iQvmrpa18bQwAsj/i1fxsS/0w9APlknef+T+s9ARkB4Mby1woGT14AFT2KN6AHTwcAABAAQKWSfxvn+E5O9HzNslZ/hvw1r4nyQwBMqwDMyF+b+Gfm9tdb/FmitxABWg9AOk0eQgKevQACwgMgEgS78JQAAAABAFQa+XOLn62QSV8lf8ZI7wVgKveTuxCAIgPyPAD5CX+mln/a6m8t6XvzBqifKxCibsASPC0AAEAAAJVA/MLlv4JTfAeLqaSvt/6zQkDjAdCLAXvyV7jflvhNRUA2CTA/F0CbCGiVD+CULFggurgIWIQnBwAACACgvMmfaC2LZVz+MWYQAGYegOwoAE0egEYIaIlVN/GPdlKfbBVAs1h/vghI60IABnK38ApYeQGKyAXQQuQDzENyIAAAEABA2eE+Ee8nWs3JP2FN/kYhoM0DYKbWv84ToBEAxtfW7n+DCFAIO51H9nrSN/MC2AuCorwAEAEAAEAAAGVI/j/cLiz+tXyJcwGQT/6xzGt1OxnCAUT2IQCj1a+KAcmt+99A+trtxiTA/LWNwEgXXBcAIgAAgLJCNW4BYMS7OfmTSv7q+H4D+cdMrH9tXgAxtwKAZclW7JcNAUikIXz+RjojFrJBBZb5m2m+IBd2yOQRyJslxQuhOT5jUlb/GgmeqTsTUfHcL6ONL6uFCMCTBQBAlBDDLQB05P+D7cLtz8mf4iqpxxzJn2X3k98T+5guMWXRbGO519pj6Y+b8ziI79T/rZ6HXqhQdk250ATTipGcOMklMOqkgGH/otA++9ENnXi6AACAAAAiiXf9QFj+pFj+ZgSbT/4Z8qYMgccM5M+M5G/1ntlCNiKAmRO+ZtghM1lnSJ0ZCJ/prP980vctStbBRcBiPGUAAEQFyAEAMuS/aluCM99GTr7xmIbctWtjLkBMZ5UrAsAsFKCY2ro6QGYlf7VxfbOx/Nrkv7y4vyb+r/yti/2bbXNMBiy6JoAZ5qBiIAAA8AAAkcC9XdvEUL/VsttfJWudG51pLGkT8lctf2ZYrKx/s0U9puJNiGW/h3Qhhjx3v2rVEzOUISZNPYKc1NVtMwxRtAoD+IzVsx/dEMdTBwAABAAQBWRK+xrI0yy2bnTBZ70ETEPeLslemy/ADCIiP9eAcomFNvF9pqtBQLqiREzZObfOd4SZ5QP4LAISJGZOBAAAgAAASol3dr25mPPfgpybXh9Tz1nZ+YIgxgzkz3KhAuYY64/pLX0N8WerDWrFhfY8yBjj1+YA6F9nr4dMvAKWln9geQAqFs9+dEM7nj4AACAAgJLgns43xRC1FXkWs5kLnayz9LPkryV9TajAddKfThDYeyGI6S15q2vQTEiYFwbIJ3ymI30WbIYMRgUAAAABAJQMnXpL2YQ4TYbQaUlZlxSoidu7CgXE9EMAY3nDDPPDDkQGN7/ZNjK/BiP5m+UB2HsCfEVi9qMbluERBAAAAgAIFXd/f6sgnza9dWziOte50W28AGZJew7xf32yn5Xlz/LyEvJFQE6lMNK/zp635rV5HoAV4QfqCXgICYEAAEAAAKHhru+9kRDkkyV+O3c5mVj+ZHC1m7jptcmBObLPjQbIjunX5g5YWP1MmwWoJfIs4ZN+2mGb67G26vWJgCF5AgT5ozYAAAAQAEBIkOQs9LiONG2IP48AmUY4ZOcAYKahAGaV/BfTjgQwi/frhQZjFh4Aw2vTa7IgcmZD7iy8ChkP4YEEAAACAAgcd35Htv47yIb4raxlXSKe9j8jQRtHCliEAswsfr2yYPoAvsU5kRn5G16biQFnr0AoiM9+dEMHnkwAACAAgICNf2mpGTnqidLC5U7M1AtAeXF0ZjpHgNHqjzHDcD4z65/0BYiYlXnveE3eCR9eAAAAIACAisAd396SZ/1nSd7A5k7cZ03QzNx9H8uf9CffyncjMJgp/9sY965RQi9A2+xHNyTwhAIAAAEABIUOLUUyJ5o0sZiZKbkye4Wgfpudha8REs7snb9P8Nwd+DfACwAAAAQA4D9u+9bmOEmShmQkUqbjsYbmbXU+HEm/OX9H7SbNzvK3SZRbyGJR33Q6McnxDHxG4N/QjqcUAAAIACAILJAyw85MmVoyMLYT3ZkRt27JblfeS2dm4MvNwqdVA1K+tJDyRYSRiCUPdO2GviWppL8PwgAAAEAAAEEYsBrrX2tAS/ksKZGelCVPBE266XQzU/ZSdirerAhIU2bqXkkrFGw8BJqpesni3O2uycqjETFBAC8AAAAQAICPrPJ/Xm+TlKp/ZkQpWbw2kqCO2LX/SSYErlr9BuJPp9OZbVlxYPQcKJSf5x2wPicrEWB3nYUIghAwF08rAABhoRq3YCxY//SAmsMmeI4ZOJBpXysbVKucGV5rrf8sRzO9CMgQKqO0UJjCzBfHkPP2cuEFnZhI67k+zwtg1AOUe9/42lIE2DgEzMi/RIKgDQ8rAAAQAICP/J+Z7tdI4jIpS4bXzCAEJP1rSdk3u4/OjZ9x9wu3Ejf05UqAac2xtPqBpNz++nCBlJ9PIFmEJCRNIqMN8UuurH1NboHJDiEJAggAAABCA0IAFY5bv/6aIJVEnitfw3mSslH9L/tayhGu8bU5YZMS21feU93+kmGt2S5p9jV6A3ReAbLwAEhkIghMrsGQy5C7Hieil0L1Bsx+dEM7nloAAOABAPyw/h8QDKZa/lkvgMGSl0RxHjNvgBoGMJKvpBEOymvV6qc04/9LpvX7tSSbFQ2aZEE7L4A5+ZtsM1j92jSC/PwBydbKL0EoALMDAgAAAQD4IAAkaQFTAvlG8mcalz5TBYGkf50TAVKeGMjwJ8tY/TEp6/qXJ/chZZHcCgAN+We9A5l901L+yAIyeiVI7ykgyTq5UbIYuWAMHJQwD6DbzY4PvmueEAurKTN6oOfrv1k7B088AABugRBABePmx15JkOL+z0uYM4uZa93mBqLNy/A3ZvIrrn+VwKW0MfvfZDSAGhbQLBnyV4g/nT9CQDdskAyeCO25G8MAWnFAhvthOozR4EeJJpZSbuhgGxcEHXjqAQCABwAQaM9Z/QYL3tQDwEyt/8xa0ljKTHH3S7pkv1g6c6C0xvWfObZmOIHGHM9Z65Ji6WtzCQy5BRrxoRcnpBs5QMZQQHab3mOgt/AjkQCYaZBDJxyHAn7snrkJxtgKNbnTIAi68NgDAAAPwBgHJ67ZOhc5kWUc3czCJ8mMhI3b1MI+Bmvezvq3eF9SCwRpEgTTaTLNBciFITT1A7Jrm1CAbq0n/nxPQPhhgLqT+9v/x9zrVv9D+/UJ43sfvevtiX+66xZO/NJGviwwObnEg++atwBPPgAA8AAAbVorVsoMyTd4AqSs1Z9bs5wXQPlw7mVuMF/G+s8kFcjD/dKGKX21w/+YoeKAzlI3yQVIS/mCI20lQmwEjC4UYCKCTEMAUkkLAymW/YL/e94NPTHGBjLTJ8dEKCfBmL4+g8kURfPJZQ4BAAAQAEDFegCk9uz0vmqxHpaz+plC6LqcAIl0VnTmQLkSPuo4f+XTmaQ/eXpffdZ/dlI/lks8NJYSthMAViME7D0S1jkCqsWfX1JYciD+EigB5Zz5fWtTz0CEUSQN6YvfTb2/BggPwCI8/QAAOAEhgArF2/6/lxNaRjG1fsngRrdJ+NPG5tMmBC0ZxvTbufr1tQHS+jCAFfmnc9vNxIAukdEkTyDf2pc0XgDJcvy/VBL+19QyMI5ikLTTNUlmOQvxB981L4EWAAAAPABj1vonHQkwprWCcyJAtSYVQz/n7s8SDdOFAOS/BVlrh/pRbrhfNvlPGToo3mXM8hwNRGvmCTD3CDh6AQwVCo3Jf9mEwnyvScmIX+cByFr7kqaCI9PUbbAMAQiI3z6FVgAAAATA2JQAbaqbXiYOhdGEu16XA6AwMaNchr+6La26iERhn5h4LelEQIb5mWawf46smCaHwI0AINKONLAWAtlhhra5AJLBq2H0AOiL/9h5AUrA/XlzMrCsKFB+J2L57wMAAEAAAAqxxY30wPKG86lWf470s7SnegVUEpSL/TBZHsRMSCvnBciIDW3xHztrWn8+kiG738T6TxvEQN4QQuswhtH6lyymByylF6DmzBHNebDcZEway58Z3gcAAIAAAGzsStULwPQCwIr0FfM/zfePaUSAbPwLEhJiQMol/mVn/JO0IQBrL4A2Fq+rDKhauw5hgLRm7gGnsABJkivr3yxHIHQBcPqw9hdTToPpJ2kijRCQFI8AhAAAABAAQI7YGZk7iSXdtL0ZbueWfZbnFdI3/k2UO2Y6d1iJNMSvEwGZPxhZ1NlXWFg/CkHSeQDIcjRALjEwbVunIJcHYG/9U8mtf60wURwzhjwAprvfpHnf8Bv3oAUAAAABABGgWId6QWCMv8vbZKtfypF+bsyf/DcjSZ/4RzkvADGDm1r5g2WHENqdo3FmP4PlTyaegLTBE2Ayh4BZ0aJ8q18yyQEoHfs3HnnDguRV3wzLVVOQTPMrUl//zdoBPP0AAEAAjFny106+Y/QG5Kx5rSWcCwMYRICe9TWJfypB5YRAXkEh9buY/pvJNASQ+zvnASALEjeQv8NIAUMdYjNfRCSs/9jIab3XxlA/KRsDsE79QxEgAAAgAGD9szzL30h8xmp+MfkfvQhQLf+YchyJ8of/6Vz/pK4zG7JZ7HmUS+YhAI03wNT6N1ruaZNiQWmHz0Qs9q+i7tjuzJwMTBVlLJ//mcYXkE0MzOIx9YUyW+BivjxEmWGBi77+m7UIDwAAAAEwVkSAfhrefGGgDv+zEgEq0hriVz+uko/e9a9fW1Fq1u9gUYUwO4ufIS/AGAbIrxRI+lwBiRxd/1Gw/uuO7843+BWG15J8zrujDwlQJvavzgcgJhXSzgsgqgqKyYIWomUAAAABUNHkTwPGEABjxjyAzFpU4IvF9CJA1PWPWbn8NaV+mVYISCZr9YSYKfvnQgQGD0A2AZBM4vQmhK8j/7S51W8lQezDA+EKAN2pMc0fBjNft2PuPUHya22+og0tAwAACIDKlwA9ksRMLX51zbLFe/JFQMbit0j8oxzD61z/GvInifS16iW9ZatVKlrvu24ooHEkgItKgUby135j1ck+qt/3EtUM7KLqU4dppHESnR1/IZ08t42GGyaVtvqfEADHdpnyvzbTX18YyDw50AYJtAsAACAAKt8D0GNH/tp1ZqIgRQTIwX5mYg2z7Pg0owcgS0Qa0s8MY2PZKoNm9rVTCEDrDdBa/7Z1AQzkL9bV/bso3vNjurR2MyXOTxNNJeo7yii1N0andj1Dk177KR2ffjMdveQ+WQiUCg3KCAByY/ibOTNQCwAAAAgAYOPnrhmY86UXe9SSwNZJgQYRIGxJ3bS+hpn+jBYo33huzUGaWnuIrmp6jQ4NT6GDfDk0PFVeM7VunccQABlHArieJ0BP/o29T9NNp35ID37sGE2emG/iJ5+vop/9njeD3c9Q84GNdHD2Ijp57pzQfy9RAVAOATBmyeWZCovM1kMAAAAAAQAIMlxDctxX7+536xkwjYkrxN827jW6ecLf6Ca+CPI3gxAAr566krqP3Ec7BmdanqQuBGCcG8BQyIdcjQzIHEyQ/0L2Lfr4Pw1b3qP260fpuivTtOzrtZTae5qmbXicDrZ9iI5fcFNprH+Lwf2w+gEAgAAAvEiALk74S7Vb7GsD2JP+rKYU3X3OWrq6/gU61HucXn2xnr55sIaODkzT7T4xPkqzZgzRDW0DdMeMv9Ad8b/QK1wI/PjgB+Q16b5F0g0RNJsgyGmmQKJ88h+3/0Wa9tp3qGPpiONdamqQaNmDQ/Tpr9TKoYGpPd+Xt4cpApoObDTn9zySL4r1USAIAIAsqnALKhcH/vLtgam3fVQ46tsV+ldlgMbING5jGuOc0bS6PnrvtN/S51ofp4Uta2jbc/vpP39RR6++UU8Hj1TTmcFY3veKbXu5MPjby420bWcdTeKC4PLJ++kdLU/RzIYd9MLxq2koXaOr9EcS5Vv+JgRPZFa9T//3Bfv+TJP2/Dfde91Bars87epe1dZwEm4keuHVTJMQ4YCRxnPo7Pjpgf9OseHTdO7LnRqRxvIWMtlmup89nnx+a+q/0DIAACCCA3FMYPajGzZycmjLxfRz88vrt2Ueh/Pq++jWSRvonVOSstUvsPdADX3nZy3c2i9MM7bfcIrumXuSGurTdHK0ib666xO0/tgNJiEA0g8FJKPr314UCPKPD2ymkVMn6CsPvGIa97dDx2fr6dSZzOt0TSPtufHTgYuA8XvWZ70OsiCIMYqxmPx7xMQSY7rXVu+5EACiEFAXWgQAAAIIAYwNzOMU2ckt+gVaF7Ka+Ce2Tas/THPP2UDvmrouS/pa/OhXEwomf4Hk35rozZ219JmPHqbmqlO0vPVL9MtD76bH9yzSDb8zCwFQHvHnTyMcGzlLrTt/SfWDmdn0EudLnslf4IqL0/TCq7GsZT5t049p9/X/TKOx2uAEwO5nwngGhPsfZYIBAIAAGEt4+QvXis5/YdsXN7QpImAGp//4fdOSiVnNu9uuiW+iS5p3Wn7+by83yB6AYiGO8cob9XTVpYPy3++Z8ms5JPC/ex+k/Wcna0SA5EIM5N5rOrWXLtzzW6oaPZs9xpnRuoLOsfWCnAAQaDx7mM7v30C7JgWTDyCy/7XD/5jmXy18cNU9hkmCAACAABij6Pn8taJUbLYW/IvPX9bBV51Onzs64O4xEe79C87NJN2dHmSmouHMoJ7K2sa9Tt95yyepc+/76Yn996oSwHSCIOPfgvDPPfhXahnYnPc9R07U+XLPqhoaaerxV6i/KUEn6s/z/TeZuPVXlu8xU+YvSAqI33wlWgAAABAAgIpuNwLAjvBvmH2GrrpskC6eMWQjIKro6LEqaqiT6Pxz84fkiZDAgxd2yiMMOne/n/776HWkn6o4n/gnHe3hy8s6qz+QBtI4LuMZ6FtLr5//Pl9DAcL6z3P/e+F3d/sKq38RrH8AACAAgBx/XL9lQHr+MiECFtjtNytxln6/rlm3TRD/e+46LosARys3PiovTpjVmKIvXvoVORzwVy4Cfvb6NXQs3aL4BDKu/vrBPhp/Yoer6zs9VE2NtSNF3aOq+kZ5XTdyQhYB26beFbD176qkr24fZk/+8zADIAAAEACAGdY4CQBh3X/igSP0ZirjVhcxfDNL3i+IoYfvn/Y7uuDEi9SZnFXwcXYfaaJLpx0r+POxmjpiVbnEx5bTvXThkfW+5AOIqn9ukv90RG+X5Z//XoovC0H+AABAAABWXoAu6fnLVvCXcScRYObmf/r1enr8V+PoQH8VNTdI9N63n6K/e/tp/jpd9LnddMlBemPfBFq/dUpo9+P1N2Ma678h732RD3C6bhIdbr60qO/RDvtzxf5GO183R0Ce10DE+5fD7Q8AgK2Rg1sAcDxWyIe27auhf1kVl8lf4OQZRl1/aqYl/zGRv/bn0fr7m3bQpHGFxfm3cvHgFYeO5qi0ummc6T4iFCA8AYVi8uv/qZ/618GgZxq2Nx0fkNvYJU6PE/8SkD8AABAAgBsIi9EzYaz6U7OFMKi2fM8rRAz/43duCuUmiDLAfS4EgOoJuGz/r6gqPeTpO0TRn3jvn10Z/UxD8MxUHDB1YqYeSZJaOOmLZL8UHmcAACAAAFcQyYCFeAGeft16qN3Pn26knh3+ZMxPn3SK3n/jDkqn0/KSmwBIvxjxhkcPwOvbcs1BxP7VBEArjBvcR1ds+gZN2voruWiQbUMbzkw05M31z5x3ykzPmPzGb5Ow+AEA8ATkAABaL8BD5JALoMINuf9hQwO1zRzy5eTeceU+emlHnLbsHW+ZDGfcfnLQm759/pVcwp86/M8JQ3u308ThTbJVL6YRPjPpUhpumJR9v4oTf9PBHnluASeRwLIGP8vZ/yz//byYv1RYCAcAAAgAAFCHBHbxl4v9OqZIEPwMHfPtHB+8+w361A/a5OF9ZuRv9ALs7GtwfWzh+tdWAKxqGqc7npnoGBo4Qunhs1kLX2T1F1XWV9Tz19YCNMb9Ne9rxEHX479LpvAEAwDgFQgBAFq4tiSb653r7IukQDVB0A801o3SP96eCwW4WXYdbnR17J/9Xi8qqprGOx57qP9wgIrMegigKg7qYxJ9/uJ9bf3/PHMZXzr6PzmzDY8wAADwAACFeAFS0vOXiXHjjkRy8Xnu6gAIAXBuy6hv53jNzH6686oD9GTPlDwPgBl29jXShefYu95F7D/5fE6osJpargCqZZK38i6Mnj5JI6dP+M35WsueMq7+7NSNutSABk7+H55xmJqqR9v439nfq/9TM8UqyT+yjjIlgJPxr+5AfgAAABAAgCNck0XbRUPUs7029BN8z9v20QvbxlPf8VpHAZA6VE+3XG59rNTeGH31u7UG639clvytjj10+EAwVj/LET8z9QSI6ZqH6f3nD9A0vs6pBp14aJcXZdvAZ2bKQoAv6/j7yQlfhiAAAAACACgCd11zxlEAuAkVeIUIBfzzfTvoMz+4xFEAbNrdZLr91BkmW/1P/L6avzbwcFPcVgBIQ4M0euakr9c0vTFN+wariTTEryV/cQoTa9N059STdG3LaSviN7gSclqNZbwEcn7Hsc/lBMGEL+3AFMEAMEbBcAuALLE9f5kYAdDv5TP3f2myZZxfVAb89fKDgZ3vE+un0hPPTLEVAGL79/7Xa9RUlwtDiIS/T3+lLo/45f1r66n6vNa8Y2gx0reP0if9M6IvGTdKn7z0NJ0ZZbRnsIq2nayRCV3+Xv5/Y7VEFzcP0/kNw6YEz5gl8ee/R2b7SEIMiJLQyfGP9qJ0MADAAwCMQXgeAfBvDwzQR1ZOMn1PlAUOEu+76SD97Y1m2c1vJgDU2P0Lb46n9rfmdE2jzeAA1qy3/vMEwMiwr+Qv8P7pg/K6gRP9rOYRLghGTEheyv1dKPHrSV97CiJc0C5eHH+4NSV7BxitGf9vvfAOAAA8AMAYsf57yWUdAC1ETYB/WdUiZ/2ruPi8EfrO4sOBn3fqYD398/dbLQWAwHWzjtNn3qMvvSvc/4//uEb/gViM6NwEsViVpQCQjh4g6dRx387/3ecN0bvOO6sndTPyd2n12xE/U8oGmrZ+i56Af6Zb8Q50j/vXXuQOAAAEAFCBAmAZXy0t9POi9r+oDHiwv4qmtozS3deeCe3c//Ov59B/8cVKAAh862PbaMoE/cgFkf0vRIBa/lca10I0bqL1cUa5ZX4g5dt533jOMHUkBjXJf3pC11n9RiL3RPzuSJ85Fx7MiYHlEAMAAAEAVAL5JxTrv2yx+DszqPdgnaUAePf1/fSP7zhk+lnhDVi7oY5e7b+AKFZlKQDYQB+xM/4M/bt96hC9f7q15W9G/q6tfg/Ez1jBPUK3CBPIYmAZxAAAlCNQCAgQ6Cz3C/jEuw/YFu1Z89wEOjRQY/rZ9utHqX5ynNKc0YyfEzkE8uvhIV/IX03485X8DQtjJjkDee8bjmn0KjgvC5Tnpv/EstZOvixAMwIAeACA8rL+OypBAAj8JNlCP+aLmQdAYOa5Z+lLD+yjpnp9kt/KNVPoqVfMJw5Sj3HH5YcoNniKXni1ynT0gB0m1aWpLT7Crf5hmlSbNidwM/I3s/DdWv3Mwdp3a/kzdx2F8q0D/EUX33nVuKUYTQAAEABAlMm/4MS/qOLj3zyPduyvNRUAsgiYNkT/dPcRujIxSAcHqunbT06i57Y02Q4jFLkD33toZ3abKB4k8gcOHSDa9qr556Y3jspj+y9oyKxNSdVH8s8m+BU4FDB7HP9+CiEARGnp7ualCBEAAAQAEDUBICz/jkq6pld66+nT37OuDeB2JkHt9iUL+uiOtpz7f7RfosHNaRranSZpqPCWx3Ru+QLI38HqdxoKaEv6xfYMufQDQf4iefCxZngFAAACAIgE+SeozBP/rPDVn0+kP21s8kz0Zrho2jA9/rF9WeI//cIoDR+UfG2BrCp/qJ8l+buoD2DlJdBfr5ueQPLWS0g2B5NyXgEuBLrQAgEAAgCA9e87RGXCf/raFDo1GCtaAPz7hw/RleefpTOvjMpWf2ANsUqShYBn8vdo9dvmAWhDCL49aCZfJMleAREeWInwAABAAACw/n3Fqj8106o/jytKANz8lkFauuAwnUiOytZ/4I2R65VYjZSXlV9scSB74rcgfeato5AcN5iIgcw+whuwnAuBFFomAIQLDAMcm6j4IVt/9/ZT1Fg7Yjs00G4REw599KZ+OvbbkVDIX+bDNFF6mOWTuiFR0CxcYDYcUPu+0aOQIX4p31OgHk97KBfDAm0/ozu+RLrQApO9UL0nl7eu5ks7miYAQAAAwWJ2pV+gmIhIWPCFCoD/6+pj1PjC2cKT/IoRAUMsw89F1AdQxQMzEj8zEL8JgZsKCVcuDIMosBIDZkIgI0rXchGw9gSEAABAAACBITEWLnJq3J0HIFvsR1kS44bozjPHQyd/nQg4y/TESuSe/M3eUy1+MngOzEjfgtBdLyafzxMDRiGQ297OV0IErD2xDEIAACAAAL8xJoZjGYnd+LfV8uC5/SUj/zxPgEXM364yoLnVn0/8jhUAvQgBK0+AlRgwFQKkLTwkZigUIgBCAAAgAAAfsXwsiIA39sQ8u/4/cO4Jam0YjsT5p/lpSCPeyN/S6mcW4oBcEL4b/rfJQbA6vqlQ0XgDFKEgyB9CAAACAEYBjFEoVQBXE1HFdqq3fapZN0Wx0wiAmY0j9I23RmtUmhgZUN2c1sXqXZG/0d1v1uKthgoW2ztIulX+H5LFvpJ2G9O/n3svyf9dNG45Rg0AAAQAUKwQEALgAcokYVVMSeDky1X0qW/VmxK9lQD45jXHqbVmJHLXUlUvUaxeyhF9IeTvQPyOpO95HGBuu1shIOVtsxQBAl18vXzcv0IIAAAEAOCHGBAiYK7iFWgr52tZ2lVDv3622rUAeOj2s3TvmTORbaU1E9LeyN/M6rcifss6AFLhJyw5eAXMhICpN8BWBIjJh+SCQlwIoKAQAEAAAD6JAeEN6ODLinI7931HGL3zs7WWlr4R116appU3nqGz29ORvabqJolidVLx5G9H/Gak77WHkBzEgBnJFyMCMq9TfNuS8f/W242WCwAQAIB/QkDkCdgWDho8G6NnXhxPvbsyLver33pSXkqFb66J0Td/VeVKAIxvJPrdl4do5NfDJc/8t0OsVqLqZsk9+VsMHTQlfy3xM4tOgjmTvn01QGbu8jchfycRkJcvkBMGSRJC4BFMOgQAEACAHwIgQTZlgze92Ui/XTuR+o/l3O31dWn6fz+xqyTne+I00Z2fitGJM+5mAvz+Z0ZpTjxNx/84EvnforYlnRm3YyR5l+TvhfhZkT2DJFmJAb0QkKQCRYDJ/ppty/mycvyjCAsAgK1hgVsA2CrE67ekKFOvXWfxv/RaM3312xfQj7qn6MhfoKG+dK70H/yB6NgpybHYj1j+532jdN2lkjytb1mIsVFmwtWFkn9eAZ7s+HxWaDEgg4BgxlCEKjg0SYosT8yYeCtMXArMrvgR0VL+98bjX2hdgBYMANaoxi0AXGDNX9bHOwTR7z9UKy92uHfe0ZKc5N7DRF/7RdrU0jduu/0aoo8p9DB8QCqLHyE9whtsrcF6NyVKG/I3sfptRwl4UosmVj/LfWV2dJ+kChCW20dSDHxJu4/ZWqmRrK6072vPQ5KrXa4+9vmZIi9g0YQv7oA3AADgAQAK8AJ0P/vi+JSw+p3IX8T+r5h1uiTn+cUfZlhAWPvGRWv5Xzpdoi99ROGoIQptsp/iPQDmVrLd2pT87WYa9DMo6DgpkeRwrvbbyUS4sLy/JSHzeo99bmYHWjIAQAAABeDcyUOrnPa597aj9N57Dpfk/J7fTPTnF52JXCT9femjjMY1Ktb/wXT5/AhpbbUeySNxSnkeAxYU8dsIgbywQEEiQMp3OhinPtZfT5z/3clFwNpjn50ZR2sGAAgAwANaLxzsEsl9ZmiZMEIf+cABuvma4yU7v89+2x2Rf+mfGF0+I/f38G6pvH4IgwvfE2FaWf2hnruJN8CLCLA4HpHF9WhnUczUt+jlIgC5AQAAAQC4xR2Ln0vV1Ehd2m3TpgzJFv+nP7qHWqcPluzcvvFLifb2Oe/3+f/B6I5r9AwxfFAqvx+D2ZOr3Zr5Eev36dztRIDzdXr2Aqj7yCWwBz4zc/XA/wNvADC2gWGAgGt87n13J7iV3yuIXxC+sPxLDZH4d9tiZ+t/4a2MvvxR/eOePinRwOqRsrn/sRqimvho/mQ6Lq1rxiLU6q2GAtqN9zduV7MK87ZRbligrk4Ay/6tvJfi/y6Kf2VHEq0bgAAAAKd++/nLOilTITAS+IdHJXp+s70VL6z+x5fkP+qi8t+p9aNlJAAkqmlJ51u4dq7/KJI/2ZA6kWPRn7x9LSoE5v/NrN5bHv/qjmVo3cBYA0IAgFcsIVGDPQJY9aQz+Yt4v4j7m6Hc4v+s2obEbSYEiqzKd5vpb/iMftiiZLk/s5nYyPDe0v5PzdzIlwSaNwABAABWfef1WwT5Lyr1eQjXv4j9O5H/D74QkzP/TQVAOY0AEPe+SrImUXKu/x9JJWB6jpJ5jQI74WN826ykscYjkv+ePPnVxv5PIkEQgAAAADsRIIqrrCzlOXx8RZqO25QbyAz3syZ/MfY/yrX/TRtrLVlW/LOyilmUyd9A1nqrXHL2AlgRvtkkR3bTHOfekxME+/955jK0cgACAACsRYAIBXSV4ruF5b95pz35C8tfO9zPiKEyHP7Hql3M1GfnESija9UJA8drlSzviYcwgBZLuQhYe3TJRRglAEAAAICFCBChgCVhfqcg/q/buP7dkL/AyIHycv9XKVMBuyLDcrD6C/UCFBkGcHVfMu+382Xj0cUXtaGlAxAAAGAuAkQoYA5fkmF83+dsCv64JX+Bchv/H6uTnN3hlWD9W1nyJkLAUxgga/Vb/+4mtQMSfFl79KGLOtDSAQgAADAXAT18mcdfLgxACIjjrVSO3bJ5p+Xxe+55G1vIyX85ZUITlnPCl8vsf1riitW5cP/buMLL1gvgYPGbhgEKt/rNIMIAnVwELENLByqu78YtAPyG9PxlwnJq58tcxYpqd/jIgELYKb7sVF8LYWH1gUsuuSR7zK1btyYtzkN03m2ac5E/c3rDKA1uLh8RUFUvUfX4tEmRHzJsK7PkPxsNY1YcSDIU+nFVFEh7POd6AOb7Ufa9rklf274ILRyAAAAA78JAJWRSCD5VgnNoH1g9sjp9UiqbBK+aCWnZA2A2c59Z4R+meb88HxQX1QEls31ZPuGTK2K3FgD54kCI0nmTvr4d0wsDEAAAUE448uBFwiPRW04ttG7yqHmxnDyyl8y9BGUoAPQkziwsfgcBQJ6I3aR8MDN/L+OhWshFQAotCihnIAcAGGtoL6eTraqzL/7jOgY+VswYF6KHMY/HzIdcNIiLSYwQACAAAKCMMLesGmidB2Iv9Ux/gZG7VKLrs733IoS0FiIAgAAAAHgAgmmgNWPQsi+Y3CWXx5b8+v644gnoQLMCIAAAIMJQrLVEWVn/MW/EhKSe4m4OK+wGdkIEABAAAADr37/GWWtPZpVO9qxkH4YIACAAAKDSUFbxf20CIHNLdnABlBIQAQAEAADAA1Cs9S+5J3PJ4jUAEQAAEADAWAfvlAX5l03xn1idNccDHkURRAAAQAAAsP7LBVW1kr11L1W+KCjF9Uk+fWlfVXw+mhwAAQAA0UDZdMie3P+RMnxLzfzM5XFZoDfxLKulJ5puX/Dwww93otkBUQZShoCKx5EHLxKu//5yOd/qZkmeAMixxn+lTQRkIGDbUsDqWlceWDNngE0pYMsSv5JxDgFm/Z4N/tDwNtpU26r+meTLwkceeQRzBwDwAABACdBeVqrcqfiPZGHVjqVEgSISH125+Qu8l3uqp2jJX3321j788MNxNEMAAgAAwkfZDP9j1XyJFUlylSAE/Lh2qbh7VEg+QLL+arPNbRABAAQAAJQGC8qmQdZ6YB1tIqBUIfwvWV+DZELwUjH6x2dPwMa6S6mvqsXqbSECkBMAQAAAQFhQpv9NlJsAkKxI0YmQKqkmgJdrkQr7nF/hAJH492zdWx2F6MMPP7wMrRKAAACAcNBeLifKqizc/64Jj1UG+euujbkkZGZP8k7hgCKFwh8abpBFgAss5SKgHc0SgAAAgOBRPsP/zKb+lTTkJjnwpWS/rVyI35X7vxDLX3IhFArwBIjEv+01F3i50k7kAwAQAAAAD0CuMdZIjqQtORId0w+TK1fr30n4FJj/4N4b4G4MpbD6xbA/j0jwZTGaJgABAAABQZn+tywsraz7X7KwSN1av+XqBTDTPq4z/JjlPbG06iV7i9/tCAAR9z8eayrkih96+OGHE2ilAAQAAAQDUXylS1lHuyHWSrZk5doatvICRFkESAbSNVyvZfa/lyF/ks/vEckZ/yLzv0AIYboUTRQoqeGBWwCMFW9Aw1tGNw7tjdHoQPQe++rmdKYGgGWlP4WRlPcZ6ffL3yZZHCOiAiCvyp+JAJDIYhuz3k9XyY/pv89Y5Y8M+zpUAPxR8912w/7cogVVAoGS9Tu4BcBYwMS/H5I72Ya3jFD6FKPhQ3zZF6OhvVWlV+GxTAhAR4gsZxVnCVzeKOne11nFTOF9ptlXewwpgiLA1PVvY/3nWfwe3f9FWPxaPFd/pR/kLyByAZahhQIQAAAQHNrVF7EmieoSab6MyH8Lr8BIHxcD+6plcRC6AKiWdITHmAU5GbguS/ZawaBxFsgHkjJeg0iKADvXP5nU/deKArP3zMSCBanbJQNmrX8LCOJ3MebfLR6AAABKBeQAAGMFlsMBa88bpcbZQxS/5xRNuP00f32WqiaMhtcIa+ytXEkyt44trWKLtRSlfAAr8rc7xzyPANMTOll/1pLUHRIFjchk/d/g551IPPzww21ongA8AAAQggfADlXxNF9Gqf6isyQNM9krMNJXRUP7a+S/fbf+Y/kyXJIM8XyjF0DKcWWeF8AYClD/UD9Tak+A2SgHKyvfQQzYWf+WFr7H0IDxOMLy98n1b/QC9KCJAhAAAOA35zx9oTIc0JvpK2blq5sxRHUXSiQGeqlCYPhwDY0e8yd3QErTSr5aI5OARB1kJH4jcWd3kEzIvgARQCEKAVvyZ/bkb2b9Sy6sf23ynyvCZ7YFf4rI+i9anAKA7wYIbgEwBgSASLRaoTP/tKadLh3caCaaf0bkCgztr6WRIzXyugjMmfT17bL1d/wLrQneIh/iixAC8eyIAKWVmo4IIJMsf+1ndNsl3X55IwlCIH7zGL5H8ncaIWCT0Z/3c+d91nxf4fr/3rh3uy33WwgwGgAIHcgBAMYCfC8HHGtMU/1FZ6j5uuPUcs9har7+GNVNH+TbPeUOpFTyFxj/aG9q/CO9S/hLMaH8chL1C4xklCVCZls613QCIUP+gET5ZOlrfoCUb/XryZ85k7+VmHBKALSo6GcXGrDb10Ot/0KBPAAAAgAAAkB7kAcXoYLac89SU9txit9+mCbceoQaLjlJVeOHnT7abbZx/L/1DvBlWZ4QIJOCPw6Ws7kIsLCILYjbF+KXTIjZ0r1v4jGwS/yzif17yQWw2le4/T3W+o/cMwoAEADAmIP0zIwFYX+nIH4hACbcepjGv+2IIPBFCtkbXbxr7I4z7l97B/hiKgS8uM/zRYC1N0AyEwKShYfA7n3JiviV77Yjf7eufyJz13/2b2ZL+JZiR7OvSPhL1l8dxmMzA60VCBtIAgQqHXNL2sAmnV056evb1ZLEoiLhAuWc2vn2pJtjjFveKz6/7MSyVnGMpZycOpgh6c88+Y+09YAMhYLUDaRnRpb3p/loBLKx1i33Ze5GATiQP1kJBrIRKQ7eDbPkv7NUS0803RbWo5JAUwUgAADAX7SX8Lt72N1ndFY/J/1usnD9OwqBZb0p4U3gQmAVJ88VXAS0GQv+mIoA0gsEkozFAlkusVAy4Wuv4QC7GQptLHi35G/p+rch9EJCA79qvCXouD8AlBQIAQAVC+mZGWLClVImV60K4qBcCCT5MkfShQXcu9XV940Z8BnXvGYIgZ3732hR5+3DcsczhgWMlrjJubkuZmSVX2BC6NZ/5w+BEG5/MewvRCAJEIAAAAAfsaDE398d5MHHLZXzA+YIvrIVATZuc4mskgCZQRAYkgd1ZMsMhM9M6/JLFmLEeD6mCYvkHDKwTGok8hQa2FTTShtrLw37WYmjuQIQAADgH0oZ/+9hd51OBf0lzUt7U3yZR8IbYDW0zo50zYSAZGflmxC9TSJdnsVv4/KXjImCDpa/GdlLJh4H3Wk5hAoOxVroDw1vQ8sBIAAAoMzRXsLvXhXmlzWr3gCJUkYCtXS7m9QAkMgwIsBjCEAys/atLG8zl3+h5G+X9W95Dvr9Bfk/0XgbWg0AAQAA5QzpmUSCd/CJEp5Cd9hfyEVAjyICurNEaggJSDbkb0roxk2SYTEeQnI4poH4TfMQiiF/M7InK29B7m95kp/6G0qZ9JdCqwUgAADAH5Qy/t/D7jpVkg6di4ABvizkxLYks0UfErAUAkTexvp7qRFAZP39OqvfpECRFfmbELwl2Tsk/onhfj/jln8Ak/xAAAAQAABQApQu/s/Cdf9bCIGVnOjm8WXAzBtgKgSciN/S3eJOCFh7IBxKFFt5BLLbmAPZGz+T+74s+cda0GIACAAAqBC0l/C7u6NwA7gISFImJNCjSxDMmyzHwYXv5A2w2UcbOjAnfpuyxFZufzfk7zIUkKy7Oirkj+mAAQgAACgW0vrWds4rpRpWlWJ3lsb9byECxLmIUQJd+WP084nbGNf3GgIw5gvkEzEzJ36yKhtsLQzckL9douAf6t5Gr9e0RuWn2omWC0AAAACsf79FwMDi3bcveerEjJ68MfyStRggm2Q/q+RA6zBAfi4CkUUiIOV/v6/kL0WO/OEBACAAAMAnlHL8/6qo3YwPf/jDHXzV+6uBi9u+d/gqOp2uzre07Qr5uPEEkAXhm1UWtCJ+V1X/mD35k+GzRLq4v4j5/7Dx7qiRPz3yyCNJNFsgbGAuAKCiIK1vjZfQA5Bid56MjCXHiV/chxWkKTP76pnJdPTQ1XT/xM10fs0JYsyEwNWJAqRifwyTTZLNPo7Z/8xEEJD9Ns0x5YS/hkgm/IH8AQgAAPAB7SX87ki4/znxJxTiNx0KuXd4HD3edzUtiG+l6xv3Z0mf2RA3Me9kb0n6FsQfHPkzmfSfrLshqtn+69BsAQgAACgeY9b9z4lfeD8W8+UhcqgtfyZdTT89egVtH2yRhUBDbCRv5l4d77v0BtjOHmhj/Xsh/rz9HYYI7olNoTX1kZ7ZrxvNFigFGG4BUEmQ1rf2kjy3uqbGrGRiIkpm2WIFfCaXKp9i7zhRssAyJ/8FitWf8PrZiVWD9KFJr8ghAd97BDekb+ER8IP8X6q5lJK1V0f5kU098sgjrWi5ADwAAFAozzx7Ebd4pU7e+SeKD16XjxXHib9NIf72Qo9xdLSe/v3Q9XT3+F66a9yOwkwFyf17vhC/gyAYpDq5tO+2qgui/ug+htYLQAAAQOHkL6ze1VTaOdVDd/8rVv9qv4735PFWev7UNLq/ZRNdXNuvJ363mspiP3fle1n+do9zAgjsjk2lJ+veRsdZU9QfXVGlsQstGIAAAIBCyP+5i9s4C6yl0s6nPsDecaIU2f9JhUR8u3bhDXj88NV0ZX0fLRi/lSZWD3r/TZyS/vwifsN2keW/vuZK2e1fJuh+5JFHBtCKgVIBdQCAMib/WR18tZGbqfESn0pJ3P/f/e53BXkE4kJ+dXAy/fvhG+jJEzPp9Gh1/iyANkuWmG1nBWT6Mf2mZX7dk79w9f+g4Z5yIn+B5WjFADwAAOCV/P82axnv+JdG5HTWlPC7V5KLrP9CIEYK/OFEK/33qel0a+NuurVpFzWwEQ8/knEDcz+Tn0vi3101lZ7lVv/u2JRye4SXc+s/hZYMlBIYBQCUGfFfKpL9RNJbh0kmvvnrYEcBDLB3HCvp4PJP/68PLOsfbA5cDImhgrIQaHQrBJh94R8zcrcQBkbyP8Ra6KXqS+n16pnl+BgLz00r3P8ABAAAuCX/5zn5S7SWv2ozkHApBUAXFwCLSnE/jvyE1HH/S7+8/gPERUBo331dw366rn4/XVQz4NELQB6HAur/Fq7+l6ovK0eLX4tFnPy70KIBCAAAcEX+l3HSl1brhvlFQQAQLWR3HAs9B4CTfwdlhv/Jrv8X919CP9t8a+i/i6gh8Na6Prqubj+dV33SlQiw9ApYCANh7b9eNVMm/zLI7HdCkpP/PLRoIApADgBQDuQvhrt1ZpL9pCid2kDY5M+Jv50M9f0Frpm2lf7Ue3WoXgABMWrgv09Pp6cHZ9BF5zTQDNZH06VDNEXqlxdTwrew9tV9BcmL2L6w8sWQvgogfS2WoEUDEAAA4I78FyuEF0WERv6c+BN8JeL8HVb7vP+KdfQfL91bkhvR2NhIJ2LN9BqNo9dYLi4vxIC8Th+0/byw8sUwvjJ37TthJbf+Me0vAAEAAC7Iv9OO8CKAwLP/NXF+x0z/mfH9NLNlP+3onxbqTaiqqqLmZnPPw26WIfTdVVPG+uMskiUw7A+IFFAHAIgi8cf5sjbi5C+QDJj8xfVvVCx/V8P83tH6Uug3YcKECXhonbEEWf8APAAAYE/+IrYtLP+2iJ9qF7vjWCAdOif+guv7h+0FqK2tlRfAXigi6x+ABwAA7MlfEN7aMiB/Ad9r/wt3P186Fau/vdDjvHvWc7D+o4VFuAUABAAAWJN/h0L+8TI43SS7YyDpM/kv4ysxlXFHscc6r/kIXTPtzcBvgoj7i/g/YAtU/AMiC4QAgCiQv3B3Ly6nTt1H4heWvrD6E36eoMgFeHH/rOAsh1iMmpqa8PDaI8XJfxluAwABAAD5xB9XyG9BGZ32SnZ7f9HWvzKsT1x7exAn2VJ/QvYCBCUCxo0bR4yhjpgD4PoHIAAAwIT8BQGKuezbyui0ezj5F1XIRRnWJ7L6A/d4vHvWs7SpbwadGfE3Sa+mpoYaGhrwENuji1v/SdwGIMpADgBQCvIXpL+x3MifL0WVcFWG9fVSSOGOhuohevv01wKx/gFbiNEhqPgHQAAAgIH8BQmWS7Jf1poT5M9uP1rQsD8R5+eLEDydYV/3zVwACCHgm6jglj+G/TkCY/6BsgBCAECY5L+MMu7vckGKL4vYbUeSBRJ/gjLj+UuW46B6AcQ8AUVbC7GYZcU/IAuM+QcgAADAQP5RL+trxHI2r29ZgcTvunxvWF6ADfsvKXqiIFHvH8P+HIHEPwACAAAU4hcEWC7FfQR6ZKt/Xl9Bk7Zw8l+gWP2JqFyQ8AKIYYHFTBdsV+8fyIlGjPkHygkYxwMESf6C9Ff7Soby3LKS/rX8p81rSTPhvCRZH4eklWzuwYKSt4Ie1ucHvrz+AwV7AVpaWqiurg4PtTXEmP9W3AYAHgCgHMg5YSDmHnb9lgEfj7+ASpD0VmjnLVv9cw8mi7D6I3+thXoBRNIfyN8RcP0DEABAJMleEFMHX+bbWah8P/WlEAKqC3yd5m9XIkHJ9O8sk9uzkkS8f+6BQjP8y+Zar5m2lTYcmOV5oiDU+3d+hjDmH4AAAKJI/oW44eMaodBuOF5KEQNCGCS5IOgxvF8uyX4Zq//WfQV33OVE/lovwH/03+t6f1HuF4l/thDCcTluA1COQA5AZZN/GAQlOsBuRRA8QEHHwP3JAVjJ18vZrXsLDnmUI/mr+I+N97ryAohhf5MnT0bJX3ss5NZ/N24DAAEARIn8y22CnTAEQIq/XsRu2ZMs5hQ4+auVDMsSOwam0X+85OwFEK5/lPy1hRjzPw+3AShXIARQmeTvyQ1/aqiGUv25/LWm2iFKtByrtNuSifXfsqeoREdljP/qcr4RM+P7HScKQr1/R4jnCIl/AAQAEBnidz27Xt+pRkpun0HJHTP4a/NpXa+7YB+1z9xJ103fV863JSU6avb2XUmfjicqGSbK/Vlxmi4Y9f4dgTH/QNkDIYDKEgCi4E67035PvHI5/XbLxXRmpC7zADCWXWcOJGWc6GLNlyum9FHHtS9HwyvgLQTArX5pObt5py/DG5Wx/r2V8rz8bPNcUxFQX19P8XgcDcoaPZz85+A2AOUOTAZUOeS/won8hat/2Z9upSdevYIGR+vlJK9YVRVVadbG12LZ3DeFlv95ruwtKCOrfx67ObXEL/LXWP8VA+EFyOsQ+O8N698RcP0DFQGM76kM8hfE/y035L/9yKQM8RsX4QXga5HxLb/W/C38AsPpKnp+9zSa3Hw66vkBItZ/P7sptcXPgyrWf1clPTeiRLD4bUVSoAox7E94AABLCNf/f+I2APAAAFGB43C0rhevop0DcZnUVcKPaaz8KtXq52vZA6B6Bgz7r3pxNqX6I1kYZkC2+m/asYTd1BvEVKwLKvHB0U4XLH5zIQAAS6QUgQkAEABAJKx/QUwJu31ePziZ1u1I5Fn9Vca/zYjfIALODNdS14bZUbsNYhx2K7txRzLA73igEp8fdbpggfHjx2PMvz0Wcet/ALcBgAAAogJHYhJJf0xx68fURUP61WKprs6slUX2BGhDA5pF5AQIURERq38hu3EbX7YH1jEr7v+2Sn2AhBdgQiOh3r89ulDuF4AAAKIGW9e0GO636dDk/Ni+xguQtfy5CMguBhGQ/aySE7Cu9AmBGav/bdvCqMLWVskPkPACXDgFlr+D0FyC2wBUGlAHoIyhJP/Z4vnd58mEzbQErvUCaFz+Yrs6/E8lerWKnnabWL+w57xSdsaL2A1bwyy/WtECYOPR66lvcCoalAX27N49wLF6wfz56vP3ssludt6BVPeaNSncSQACAPATjgJATtjTjPPXkng2tq+IADX+mxZkr5K+umjEgzjO6aEa2bswuel0aBf74q74wI/+duHClV/9WTLk+zy7Uh+gs6P19GzfrWhJFjh16hRx8k+QPs/GzOtmO0RUEQ89lJtIq5uLAuQTABAAQHDoO6lkdasiwMYbIFz+gvQpnSaJL2J7Wvs55Tjq8Q7xY4chAE6erab//YdL6entk0R1mrXt939UdJxdfFme/Om3w+hEK7YqTt/ZqbIIAPIxOjpKe/fs8fOQbcrSwZcVXBQ8xtcrIQSAUgE5AGMAuuiuQuCqta/zDKj5Aer72gqBmuzwMKPFnPTp/u9dL68NhCwmOurlYmAxfuHCcUHjTvrHWd+gC5p24mYYcOjQIRoaGgpSVAqvQS8XAgtwtwEIAMB3NNUOq4VzM9DE9LUlf4Xbf5Rb/Wlu9aglgCXN+9kZ9ZRtYVj9//Krt8iLeG3Tia7gIqATv3ThGF8zQO+b8UO6b/oTVFc1iBvCMTg4SEcOHw7jq+TJpbgIWIG7DkAAAL4i0TKQR9wquQvSF67+tEL8oyMjsttzVNkmqYt2bgDNMd4ytS9Mq98OHRABxeOicW/QP178DbrhvI1j/l7s2b077K9czEUAnmEAAgBwDcfYoSjbq7PotQsnd9XqH1WWEfW1KgyUfbMCQvk7KyzCt/rtRABcqUWiuWGU3nXZs/Shq9fQtObDY/IeCNe/8ACUAB0QAQAEAOAWPU47iKl8G2uGdLP7yda/Sv5irRD/iNYLYBABqrdA/fzcmf7GjAuw+s0QlBs1NVYeqKYJzSSyPFrj++hj1/+M3jnraaqvPjtmGtTw0FBYrn87EYC8FgACAPAH9162Tef2TysCQEv+owr5y0JAIwKMoQDxWSEo2n0SAMLSfzx5UaFWf57Do/3+j3YEcAvHRIZcfVM9xaq0XQKjG6e/Sh+//gm6fHLvmGgre/bskZ/7EkOMEGgjAIAAABw8AI6++HdyAXBO48ksmWetekUAjCqkP6IJBajknzZ6Afjy3is3ycmFRZ/8njh95EdX0883nu/nPZkfwH1OVvqDxGKMGpobTd+L15+gD175pLyI15UKYfmLcf8RAZICAQgAwKbTvn6LXBXPaT9B1p+e+6xsuesS/wyLGfGPGva59vy9skehWAjSX/LEVXTguO9j0H3PA5j0wcoXAIL8nSYCEl4A4Q24rXVDxV2/eO5F7D9CaF8wf34HejkAAgCwEwHdbkSASAZsn5layUl8wEjuoyr5m7zWegsun3yIPnZj4Z2/cPE/uWmqHOsXbv/Aes77P5oI4LDdFdsJVMWovtGdEBP5APNaX6CPcSHQ2rKvYu7B3mi4/o1Yih4OCJQ/cAsqA8q0wCKD2KpqXRcXC4ve+4nPt3FLbzVfErryvpqHIZvtT7nEwXsu3Uod17zi+byEhS8S+57Zdg717JkQ1u2Yl/zpt3212o/8RK7eVpEZ2uMnjqfq2pqCPrtx/6X0uzdvpsGR8p1J8Pjx47RrZ2TTPOZ1r1mTJACAAAAcRIAgf0FUIg6uJhGJzmMNJ/8u7b5cCCzjxP+AEALyg2Bw/6rE31J3nD5xS4/nMf+C+Fc9O0O2+EvRafotABQRIDLhEpX0zNRw4h/HBUAxEOQvRIAQA+UGYfVvfeONKFr/WeHOBcAiAgAIAMBvcCHQzsm/nb8U8/smhoeG24eGhyg9mqbh4WH61B2b6O4rDno6piB94eL3Iau/IHDyD+S55gJgGVWYWzY+eaIh87/wOo+9A+fRLzfdRgOD48rm+vfv31/qYX9OEDMJtqKnAiAAgMDRfv9HhRdBCIK5Yv3rj61va64bcf15MWlPiaz+bIfJBUBgHWYleQHqmxqocVyTxbuFC4G1vdfR+t1XRj4sIDL+e3fsKIefqhXTCQNBALMBAkbrWYws6FYWal5ymWsmiAD5EwWfrLeEL6vLXvnbDPvT2wbehYBIEpwzbQv9cvNt1Nt/XmTvgc8z/QUJITghAADfgVEAgBNE/NG21oA6XW8EyF/gsSAPPumDssBYWe4/qjzsL8Zc+AAZFeIoFPUCPjRnjVw7IIqVBAOe6c9vtKMbAiAAgPAtxUzy4ByyLoaTTG6dvJCT/xLF+i7l3OYrkz/9duCWEhcB4lp7yrbRV1XJ7n9vHF+YEBC1Az5504/pxumvROb6RZ3/QwcPonEDYx4IAQBuRIAg1XnS85cJS0QdYSAIUIwu4MJgC3+5llTLWBmHL/adq6wTIZymOJ/lId6WeXwR+QDxcvs9m+PN1hwvIDkJAceddBAegHfOeobmTHuDVm+aR/tPnlPS6y/BTH8AEM2+HbcACBqf/Mr8trdecXjjnr3jaOubLbR7r+9Z4sLrMCcM61+LIz+RhdDachIB8rC/SXF3JO6K473nCDy7+yp6qvfakiQJiox/kflfZljevWbNMvQkADwAQNnhI4te0XkAzpyp5kJgIm3d1lK0IJgy+XTqUF/jHCV5MVRM+iD1cBEgwgFlUyCoKT7OvTXP3PC8d4+ACAeI0ICoHbC5L7wRbmKmv4iV+3WLFHoRAAIAKFfM1f7R0DBCs686JC8qMmIgJwocyXfiGbr3nh104/X7Hrt8Sm/J8g64COjiIkAInMjXBxBxfxH/L4jEHXfxJgTUCYbCrB2wJ5rlfiEAgJIBIQAgcGzpa/U8dl4VBLv3NNOZM7kytZfM6qdZFx+lSy7uVzfN4QKg5Al5XAQIL0BHZBt6jFF88qRM5r8jJB92ce8REKEANSwQFAb6+2UBUI7oXrMG/TQADwBQluSfoAKSAAXBz7qo37FfjwL5KxChgDbKlWCOFBqam1ySf/geAXWCocsm99Lv37zZ99oBwuovw7h/lv/RiwBBAcMAgaDRHuCxk1G5yEkflBMRF1Jph0GaN3LjsD/3fgNydBI67sLI7RDCac2H5doB77n8KV9rB+wtX9e/wBp0IQAEAFCumBvgsddF6UK5CEhRZnhgpNAcLza+7ocQcL2TPFxQ1A4Q62IhZvoTS5liAB4AAAIAgAfAHJHrHMXIAMpUT4wEamprqZovhRbyKZUQEB4A4Qn40NVr5ITBQiCs/gPl6/oXeKx7zZoBdCEABABQdtjS1yri4YmADp+6fEpvKorXLUYGUETKBTe1jDNwrZ9CgAUuBFrj++iTN/2Ibmvd4DksUGblfvOeb6qAktMABAAA6z8IJKN84Uq54JJ6KOqbGnPD/vK41g8h4OI4PgkBkST48eufoNaWfa7OSsz0F/Fpfp2wCNY/AAEAlDPGTPzfqhOnEs0ZIM/2ZzbVbxkLAXWCoasmPuuY1Le3TIf8KVjJyT+J7gOAAADgATBH5JOjSjkyQJC/7bA/SyEQcJ5AkULg1NlqWvNcPW194w1LC7/MXf9dnPyXoOsAIACAsoUS/w+qRn5PKav/eRQBKQp5ZEBm2F9jEXwdohBg3o7RVDeykIuAeaOjo8v379+f3L5t24CY3U9Fmc/0J8h/EXoPICygEBAQFBYEefDNh1qFdyFKhYDsRICYM0B07KHMGZBx/Qvi9DBRj2ndHu91/l0e2OMu2R262W1HupWh8cnsgzZ/ftull166oKa29iHF9R8vw/YC8gdCB0pMAkF5AMQsee3FHENyzzspZRFi4JhCDpETB1wErOCrxUFb//GpZtPteiRxiYo/BhV4DPNdhMenld122NHz0/mzt/Tu6R2X2Le7mfbvbiqH5rKEkz8y/gEIAKBiBEDRbCFJvpyKKg7WKSQiREHJhhByEbCaAvSONMXHU11jQ3EE7PiRkgiBhZz8HfM+fvtX2TO0Vvvx/buaaee28bR/TxMdOdQQpWaSVMi/Bz0GAAEAVAr5ZzvhCAgAO/QooiA0ccAFQFy5N77PGSBP+DNlsn8T/kRHCHRz8l/o5mi/fbp1Ld+/XXdkzVecHaySvQL79zTTAb4+0lcSQSCer+Wc+LvQWwAQAEClCQBfXN0hCICSiANl+uCN5HOsura+jponej1k5IVAxvU/z9n1z8k/IzwlwxElw7cYBcGeJi4GmukoFwPidcDP1GMgfgACAKhkAbDRDwu3xALAqSMXQuBl0uQfeBmZwEVAmyICfIOz+78shcBCTv6uhnxyAZCZktmDADB7zvbLYqBe9g6I9dHivATiWRFZiyLJL4XeAYAAACqZ/IUJ2u/HsSIsAOyQVKxWR3HARUAH+TgyYMLkSVRVU+zAnqgIAfk43Zz83br+E3zVq/36QgWA7m/ltRAD2ze3rHx94zkiyXQGWZe41iai9qCaHwABAIwlASAS3FaPYQHgSRyc89ddD8TOjnb4cfCJ55+bYSxf7lvJhYDi+u9zRaBZ6z8gASAp57Pgtl4QOlAxQB0AwG/Mxy2wRLuyzo4C6Hv7hfK6tn+Q2Eiaak4OUfWJs/Jrsc0tqmpqcpqekQ9CoIAaAHkfKaqOwCK35P+7p1vjUsB1JzgeA/kDEAAA4I7kAA8YaqmX12cn6yv4yaLgxBBVDY7Ii5U4iOVl/kdRCLg+Tjcnfy+lnhfzb4gH6DASxI9x+gAEAABYYUtfa4KCm/53TEKqjmXFQR7PasRB4+lRGjdswcaREQKujiPI1nVFPGH989VDAf8M3bD+AQgAAID1H0lxwE6niXadtWfj8hACrl3/CoTrP+jSv8vxtAGVCEwGBPiJubgFUYcQAsyH9N8CZg90nnjIq+tffHRpwDesa/5tpakaCQAQAEA5YQFuwVgTAlS4ENBPR+zJ9S/wu2daOyjokBOjVXhWAAgAALBBwNP/Ag443VhoUy6hENB/xKvrXyDo2H9y/rzeJJ4uAAIAAOzRjltQWoxWFcPiGiHgW3jANbrZvEOeXP/c+hfPW1vAtxSxfwACAABcAPH/EuNsXcwH9mbkf56ALTy7/hUEHftPwfoHKh0YBQDAA1BxKKoAj8EroBwnoJEDr9fXDRyoql79pxda1/G3BySJeviSuutt1ol33PpvC+F5g/UPjJmeAgAKhl/T/xpRgaWAA73GqYdGaOLREbNv8etsfS0z3FddRa/W18v3QC3RK2kWUkon89e6eRX4fiskteyv5vIkh7+zL51LAQvrvxUtG4AHAABg/ZcF0jE3Or8YBvfXI3CyqsrtcxX26JLH8DQBYwHIAQD8AOL/EcBQjRuHnh9Zfv7kCAyySDogRU5CF54mAAIAABygTP8LD0AEMFzjhVBLLwQGY5Hsfh6bPw9lfwEIAABwA5B/RJCuKoSMo+MRiAhg/QMQAADgEnD/RwSDdawITocQEOR/XzvK/gIQAAAAD0BZghXJ6eEJgeHoCQUM/QPGFDAKACgYSvy/rYxOuUfTyYvznkGZWvIVU8ZYeAHqs5MCSnpN4Clz349aAvajBk6KHIDoDPXshvUPQAAAgHuU2+Q/gujnXj6ld4no8I1vbj4k1zOIl7M4kPMAsqzKoicEij1UcMDQP2DMAYWAgGI8AJ2kLcjiMwIsBLSQiwBPtectxEF71K7xvAMjNOHYqNW32f7p8oz9+nXpqebGXPEf1VGgLwRkfo+MDoXiCwElufU/Dy0agAcAANyjvUzPu5MTeg8XASm3H+D7JpWX3QZhoIqChLLMVoRCSe6N/VDAqHgEImd7wPoHIAAAwIP1rxJeOUIQtPBeFG31cWEgxownLbwGoYuDUVdpvaUXAgNVkco/TqFFA2MRCAEAhQqAxXy1IsjvCGEugOWcwJeV4v6p4oBfo6/ioPF0mmbsHvZ6p11tKug4NgLgpYa6qIQARHLovPvaUQAIgAcAANygEsb/L+VEnNS490ODnedg08FWVRSoCYhzKZd/EKAdIBVp4PsVHggdbYqYXYRmDcADAADOHoB+Ci47XhBje0izAQoiblUIOfJwIw4uf+Nskd8SvEcgYh4AFYvua+/tQusGIAAAwJr8BdlsDOjwKb7MEcdX3ONhoJsLgIXl/ruo4uDyN4bW+joFcABCYE9NNW2tq4maABAiUIQCetDKgbEAVAIECkF7kGR82WTZGg+TkBdsPiTnNJQ1rpjam+JLMiOi/Kjop9oI/lcXHInmTIBycuiata1xNHEAAgAAzDE/wGOvE/9wESCssCUhXtMKLgLaKuT3SRXJ2KEJgQhCPANL0cQBCAAACN8DkFRfXD6ldyVZJMoFhE4lO7/cMWBNvj7U+fdFCEQai9esbV2AZg5AAACABlv6WoMk/x7F/a/FQnNCC8z6W1H2PxKjl4O3xIsTAmdikRcBIhSQQIsHIAAAIGTrX+MFCDsfoGPzodaOChABLgi5dEJgMPoCQHiCVqO5AxAAAJBDkPH/NWYblXH6K0O8RpEPUM7WXzLqQqCloYMmNnbQuPq7qaGmjWKsOYr3sW3NU60r0OSBSgWGAQKuoUz/2x/U8S+b3Gv7PHJSFkMPw0rUE3MFzCnH30n66/ntfLXW/E1XR/DjLGz/PDj1cRqsv1q3bU//Ejo91FPKYYD5f2deL5x/m7fJowAAHgCg0tAeitVqjVDzAbjgKFfrL1WcsR+gR0DZNFI9Tbf32ZFtdGY4ssPvO7ufak2g+QMQAMBYRpDlf9c57aDM3hfm0MDFyjTAZQV2y96UI4GXSggom4wCYOD0L6J8S5EPAEAAAGMeQQ6NcuVi5SKgi6+6Qrzm1WU6NHDAFYG7Gh0YkBBQMDJ6gI6ffTLq97Ot+6nWZegCAAgAYMwh4Ol/B5TCP24hvABh+YvL1frr8UzgJRICA2d+US73dCkXAe3oDQAIAGCsIciOL+llZ2VoYJgzt7VXQqngqAiBdCyX8Z+WTpaD9Z+DRKu7/4JSwQAEADC2UNL4v4kIQKnggu9paYXAUO0lOus/nT5ZTu0A+QAABAAAD4CPKGiIlVIqOMzhWasrpFRwQELAuxg4dubnZdkWuv+CfAAAAgAYA1Cm/00EdPjUZZPl7P5CIUIBYQ0NFPegs0x+Ng/31C8h4M0rcOLsk3IIoBwhES1d/RfkAwDljWrcgvLHez/x+YSBoAVhO1mqKQNJ9Pz8a18cKIH1nyzmwyIfgFvloj7A2pBut5g6uEMZjVAhAkBL3gq9Fb2b8079p1eVe9NbzUVA68LbewfKrL+Ik76gVsKFwBfXqE28TfH+IkUABAAQWoNVG+rcIIiZf4+2oYu1mFQmder0L+c3NZ4N6vLWFXsAUSqYk/JyCm8aV5EP0KPkIUQVRZBSsELgbN0c2fofTh8o96YZF0mBfD0vgn1Gu6a/mK0YBG4MA6/9hVbEr9MYFnYGBRARoBRwNAm/XSH32Rrid/9DMg8/q1L31K4Pf/jTv6D6+qGgLre1yBBAFigVbPhp/zpd8qesrwsx4HIXsdOxCf9Im9lrdFpU/lPK/qoleiXNYnhEdd8Tcilgp2MvWXhH78oS9xdtimGQcNsGWED9hdZLoBgTwpBIckGQRO8OAQDkN+AFSuNtt2u8zGtj9QHnTu2nj3/k94GRKCd/30hUmcBno59WjgNWchGwJKrPVUYAeGLnUITAgaZruAB4NcMlwQmApKR6yIIXAAJzuAjoCam/UA0Etc+ITH+RuX+2D0CP4jFYxwUB5leAABiThC+ISiV90+p6jEXjp7nt1ldpHl+CIlAuAHwlUC4CxP0Mc5jWQi4CItmRSU9PXysThOTZTA9UCKRqq6iXLwEKAGF5zpEyeSFtIQmAFH855z13+J8PoIQAxXM9XyH8eFTI3gdRINqOCB10I6cAAmAskP4DZla+n4Tv9khuqOBD//AXap1xMDDy5ALAd/JUJvEJq3CP6PDnKPMURFMAWP7gAcz652K31xqqqa8qFpgA+OP6D9CmHdeu/Ls7vrnmginbV2sJM0ABIF52cwGwMADSXxAk4TN/f+liBIHwDqyCGIAAqCTi7zBrxIU24ILidoW1UHn1rw//JMhvaeECwHeLSRmrv5bCywdIcgEQuUQwLgDEkMUO5548XCHQ01hD/TEWiAA4fnIifb87m5zWo4iApSEJAPHPkve8o/B8ACUcON/sd2PF9BdB9xnecgPyPiuZewbWcCHQBRaBAChHa/8hpRHHCyX90MjeApdfsofuf9+6oA7va/zfRAS0KSIgrHyA5VwELIuYABDns9Q9Z4cjBHoaghMA6zbMp41bbtF5aN73jm+kzpucagtJAAjM4SKgx2N/IfoK4R1MFEr6pe4vPJC7l/2FgSBEwGPwCkAARJ342xXiX1BII45aHO+ed7xIN16/JZBjP/XfV9JT696qNuxAkqeU+v0rQrxl88SQxAgJAPfX73uegBS6ABgcapCt/7N8rUVd7RnquO9Lqfra04mQBEBKEQEDDv1Fm8ZQKPv+wm9BYBImEG1rOUYTQABEjfg7lIbc5rVxFh0K0PccBTdKs+77Yx/+nTwKIAh87we3U+/OKYE3bC4CVlOw0xhrIXf8ymRFURAA7eS1QFIIQuC5xho6w/wXAM++cic9xxczTJm4Z+D+u1eKXeMhCACBbi4AFtoYCsIz015J/UWQgsAgBnoUw6EL7AMBUGriFw054UW9e2nEzK9G6xH1dUP0uU/+LLDj/8sjHzRr2L4LASUfYCMFV8rYiG4uABZG4fksSACEIASSzbU5kvdRAHyv+wt0/GSL5RnMvvTp1NxruhMhCQCBRVwEdNkSf4X0F1Y3sEj3v5MQSCn9BYQABECoxC8acKcX4vek8EvZeBVcdsluuv+9wcT/N79xAf3kiVvtGravQkDJB9gY4u1bokxUFAERcKFUFIkHIASCEACbdlxHf1j/947f/r53fKNn2jmptpAEwAA/1ryf/ub+uFfiL7f+wldBUJgQWITQgHdgMiBvxN/Gl7WKVZVQG7JVY2ba920aJ9PsS9rFoeEHuYgEwKDQu3Nq/vXo76NsufJ73akkSBUFpWTv8hAflaXRmzq4sNn69B8r8Bgh2BzPWrj+jfj1ug/FqaB5EgpCfGi4dnVtzVB2OKZdf0Fl3F/Yf3nuHOXrc/qMup+yr+19yiCh9BdrlbwKAB4AX4lfdBoimarDjYJ3o969ZOz6Gr9zicUfW03xCcHM1PZ/vvtOOnAgbqvyNQpfxNMf48vKYmuLc1LWj4sPFkJ0zCt1PoD09IW9ZBr+KI1HYIQ/tk831fjqAdi+6630q3Udrs/hginbk++5/ZvtIXgA5GP17mmlv718Y0X3FwXnBbgdPujgFTB4BLr4sgRzEcAD4Af5i56lVyV/NxY/2b1vVO4u1DoZlX7AjVkQf1DkPzhYSwcOtuisAQeFr7pPNyqhl2KwkMKbOriNwh2BYIVUlDwCJ2P+P7sv6Yf9OWLPoYvat6SuCa16Y+sFvXzZUbH9BVl8pysvgVvPgMYr4MIjIPfZSt8NQAAURPwJxd0vYv1xZmP1u2rINo3RsQG76I/9dOUlLgys8h/17ppi3rDthIByWpRx861WPDKeoVjji0J8jDqU0sSlxIAHRg9NCPiFPQcvkhev+OOz97edOducDOs8r77iJWoZ3+9Lf0ER6y/cigJmEAWFigFHIaDYMaLvVsICCTAaBIAX8hfjp0XSWDvZNFbm9J6b9102YNsGaKb4C1mUYyaCK/1LW96Ybtn4LYWAvsEvUNR9QcSq1O0PM0GvU5mkqFR4uQBGL1IIhCcGXtp8S6EfTfzot58SnuVUGOdZUzNEN8x+jmprhgvqL2z7jBL3F56EgYWHwFIMOAkB5/6iXfEeLiYAAsCl1b/Czup3Q+zk9n23bj27huuzG0+MAAgKqV3n2jdsGyFgUPerlSRBz94AZQa/npAeK/lcy6cV+CEErI8z4uPzKsr+bt/91oI/f+Zsc/uf//aBVWHd2fj4fppzxYsF9RdOfUYp+ws3wqBgMWDwCnjuL3JhxBXwBkAA2JH/AldWfwHEzzw29ELieH658s6delSuARAEBo4186XJU8N22N6hqPtCMn9FKCC0fIDNh1qXlejRTkZJCPiZA+A2898Om3uvfejA4RmheYRELsD5U/d47y+cxIFLT6Jf/YVbK991PoCJeCjES2glBAzegFKH5SAAIkb+KxQrzdnqL4D4rRqlbQP22Gi9KnSrYwcZ/0/tnGrdeC2uw4U3IFGIi08ZGrgkxMdMDA1sD9+gZ0V65At06+c/3ORnaECU+920/VpfDPMn/vygsBBDSwq84apnqanxlOf+gsjn0KHbPsOjiHA8rt3+JqLBsxBw5z2MQoJuJPx9Y5n4dbPG2SWWWN48i0ZKFu/l3XSn4YR2DSoA/P171tKls3YFcuzu39xEPa9eZD/0x2a4j9Wc4prtXeRx+A8nZfMZ84KBOK/WMIcGSs/MEAKpl9Q77sucroUPIUzVxuSl2GGAwvp/9uU7fbtPD37gUy2KBzDh9zBA0wfheAv98Zl7y76/cLxQp6fFTZEgh/7Ca1+i6S/kobpjebjgmPUAKG7jXjvy95oDEIhbz6Uq98udFxT5C2x5c7rueqwsABdWv5VAE0TuNc4nvACpkB670PMB2M07U7qnpGiPQBHWvE8cJKz/IpL/THFfe7gjROR8gMs3FJ0vVOr+ws13Mo8Wv2UegMN7Vp4Cm/5C5oCxXDxoTAoAZXzoRqVDtn5I7AjeI/GTi4buJpZX0HAcl31z4sIDgd1zMfb/7GCtp4ZtJxBsxIFc9tdto1as8TBr97crsxSGiYG8X5sxH8MDHk6kqvin9fXt1+bN+OeTCEhykzG0ipGzElvkfABHQyGi/YXjcV0IAtP9CxQCLgwEs/4irvQXHTQGMeYEAP+hl1FmbL+phW9n9Vs9yIUQv9v4f0HKu8Al0Pi/yP732rBt1L1pY9dn/bpu1CXIB1gRcqngHtuuvARCoBi8tOVWvw+Zjf/fN69X9A/JsK7luqvWU1PDyfD6C5/7DDfCgGzOuaA8ABeGg8f+QqBT4QYIgAomf0H8S+0sfC9WP9ntbyMYmIsG4UpR++Da02JGgB6AnbvPdafwvXoD7BV/pwcRsDLMjp9jtTJTYURQHkLg9e3X2c74V6B3xGj1h1YxsqZ6iG66OulI/L71F0X2GVRkn2QlBnx1/1t5A5xDAksVjoAAqFDy77BzCVkKAhdWvxviJ7fCwIMLrVjXnvq5hrohmjE9QAGwa6o7V59Xb4Bzo+700KjDLBWcoPBKBa/z9EREWAj4mfin/Nbz/vStv9N5SObP6x14ZsONoYnB+Lh+mn35BmdDIYD+ghX4y7q29J08GW76S5dWfwEGgtm2jrEkAipeAIhMf75sdCR/kwfdi9VfDPGTSzdZIeU33brwArX+d50rzwFgdz+8egOCaNQlyAcQpYI7otlyghECJ4vIARAlf320/oXbv9VI/qqxsGN3YsErW64M7W7PmrGZJk88GP3+wsOwQLtztBU6BXoJLQ0Ei/6C2fcXGwstOQ4BECHyJ4dhfm7I39Hqd+MNsHN1ea2iVURMzupYQQqAlJP734XVz1y4+Fw0ajciQFh+oRWGkSRaselg4PkAqagIgZHSW/9ytj8n/oV8GbDzFAoBcPDw1ND6q5vmrJVLBkepv/B0PDd9j4MYKMpLaOUNsAsJWPcXok2urXQRULECwIn8bRMADWTuaPWbbbcSEV6EQZGuPebBhVcq979rde/WG+CPCAi7VHDALkeWKt4l75cQKAx9R8+j3QcuKvZGCHE3hxN/l0WfkRcmXPf8LTQ0XBvKgyDyAW6ck3S29u08Aj73F54+5zUXwE1SYKGGgz/9RcWLgEr2ANiSP3nZVkQOQNFhAJtJN/zChAknaeqUo4H8CINna+UQgF0jLToHIAARQCFPHbzpYGuQ+QADDpQRshDwjpc2F535v4QTv4j3p9ySv4Ag/3XP3xradU5uOUBXXPSyd0MhxP7CjUhwEgRu8xysjClHA8G//qJN4RIIgDKy/jt9I38Hq78Q4vfFrefk2jNOw2nzftDx/4LvVxEqvlgRcPmUXkEUYU4dvJiLgEBqlLObUz3m3XW4QmCwwN5GTPrzeuFlf3sUq3+lQ3/RYdVfHDoyld7YcVloD8LlF/XI+QDFkH6Q/UUhJYitLH7yIgSK6C9YkSKgUhMDK04AODVmJ6JnHr0BjgrVZXGLQhqw16E7JXH/7z7Xc8N24w3woVF3OA0RVKYO7grx8e3kIiBEd2O4QmCwwHK0RcT+V3Lin2OW6KfpLzrc9BcvvnYN9R9rCe2XeVvbU1RbPVQc6QfUXxQycZmTxV+MEHDlPfSnv6g4EVBRAkAp5FAU+ZMXQWBH8AUQv9cG7BdmTN8fqAfAqWGbNVQ3DdiHRu2mTkClTB2cjIoQ8AJR8W/b7rd4/Zjw3gh3/xKH/kL89p1u+4u/vjA31HwAIQI8GQoh9RdO1r7b8sVWXoEI9xcdlVYsqGIEgNKYl/pN/paCwOUDaOXm91ob21UDLmBIj4j/Txh/MpDfRMT/D/ZNsr13TttDEgFtNl6AUGvEc7RvOliqqYP9FAL+iAFR899j2V/htRFWf9Khv2izIn+y6C9OnWmmv718Y2i/xjktB+RwgCtDIqT+wu2kQm7EgKc8AJeGlmN/YewLvPcXSyupbHBFzAaoNOaNYZC/G5Ii8pDJ7vQ5h/0V63SA5Yq9yH8rrwdWfflhnfX6wGcfaddanHfevv6ha9o2twfxu7zy2sX0q98rk7YYZgvT/WU1I5jZTF8etuXNBGayTZkZTNyvOT//2hdTVtei1O/3PVHPZhK1OVdM7fXN8yCtT3Tyi/fYcUl+fbv8/+FqRq/VxbLX7TQboCD+7/zi824FgDq8r9tFf5FQ+ou4af/g0F9c/ZYNdEnrlrxb5GU2QC9Y+7f5dOzERPf9iX1/IZ7xFMv0E8cM/QXx/iJp6C/aFM+U6qFSxfJcSf+3q4uVHG6Ol37BVT/gti/w1l+Q0l+E5RmEALBpzOIh7C20MVuSussEQMcG6Qfx5/YTjTfJ/xJpwj3GxloItvS1CpdzIMlnv+bkL0SArlFaCYHSN2rHqUG5CPD9Xtn0mSlFBPgyEoELgGWqh8w7t/sjBHbWMOqtYa4FwOvbrqMnn/l7N4dOKuSfctlfyCOEiukv7rr1t/KMfmEIgNODzbT2ufk0PFrntb8YUPqLdX71F2ZQjAohBGbzyxWvE24uXnIjBLwaDjb9iM/9hTy1d7lPJVxdAQ6AtUWRv1uBYOdW8tMbkP/5bv5qjWjIvAGnArh/7UH9MNkEQOVaJe11KQ3VbDvTNmCx3bhNddMZG6dxm8U+xk5FOYc2xcK3c/cvUjq6RAjPtfgO4aL2qzLhgKmidUVQzB8x4NHcWO+c/CfX8bfL8DfBiqzVWoSx8PSGdrrrlt/Ksfqg0Vh/kq5+y9P0/Cu3u+kvkpr+IhQLVREWSY0gEM9uu8TY/KxgNiH57CNo6BPs3jPrG+z6EWNfYNuHuOlTlOeEiwBVSM6BB6B01r9ozItNG68Pln9BMehCvQHmpN/NG1dgCpNb/9nQid84dryZvvHt97u2+gv2BhSo7CXjd+f+XsJV/UobL0A7+Tgu2IWFuOSKqb1FVyaU1ovzltb6Z+R7FwI7axn1VrvzALwmrP+nba3/HsXq7/HQX2TDOH70FxdM3U03X5MM3AOg4rWtN9B2Y0Jk5nx6+L+PBd1fFOgdEES5gN8GWzEQlNVfUB/ior/Q7LOS9xdLqExRtgKAN2bxMK0OnPyDFAT690VcbhVfdwVk6ZsJgEDi2gKvvD6LfqPE/wsi/NKKANv4HhcBy0jrTg9WAMgT1hSbDzDw6vKOuqGeTlvydklWadZMw7UXez+HGFHv0CpXAuC/nvyfdpX/hNW/zGN/4TpPyEt/0Xb5C3RJYnMoAkA2759fQMdOyom1Iu+ni68fC6u/8EEMCM9AB78lD8gerkKFQBg5Q976i4W8v+imMkRZCgBdEo+PjdkV+fufAyBcdqt4I+4K+z5yASAswvYgjv3z7ttp67YZ+Q04wEbtYyN3kw/gy71zSRA9iggo2LpLpVKB/dZuMZI+QLuP3e8oAHbtv0gWAGaXoVj9SY/9RVzpLxKu+gcP/YWo3T/v+j9SfPzRUASAyAd4duM9S06dGd8VNWvfoxjo4KuH5NCbnRDww3sYvAhwTCKOKsp1GGAnqXH/EpB/UUUpcu8J4p/3gy8/PK8U5K8gMELYtec8c7VpN9eC1f2lAob/udyHmSviNhcW/iIKsVSwDx6HkmcsCwHgBut7TGP/oo3M8Ur+CpaSmrdhHMbm9LdDfzEyXEsvvHoTDY+EUx9A5APcfuMTc8uZ/AVEn8eXOaIP5EZckuwmZXNZit1Nv237OxO57R80u8hbQpjPAwJAVfPLssTlpvF6aMyFPkSuKtXlHlrh6l+oEH+yVPeRW/9BWoM9Z8/WLuLXOmBZ7ctLHQAPwsCxkbsngMX8WbO8R2VYKvhYObTvYycnGl3/8hTNnPgXmc3e56K/EPfMfZ6Qk0Fhsv/AiUnUs/m6MG/Tgl/8UQ7flT1EH8iXeaJP5L9Hyk1/4bavpgL7C69Gg2pMKTkmEAABkn/WEmJFZvwzFw9KIVao5QPCyZBvX86Jv5U/8FGIF80P8NiiUXfx621lYmpdD+o+iEbtUsWb/d1pNxOYUip4ZYi/mSgVnKhkD8D6jTrrX9zfVjdj+y36i6xlVhDZu3nmlL9Tey+mnXsvDvN2LuUioI0qBKJP5IvoL5ZbGQ5h9RdejEjDs7VUCU9DAASEFXZK3HNjtnloHImePExGwZjI6p/DH/BlEbqXQXoA1iiNWhQiWiKund+DHr9UvGOj9kMUZFYJcna9L6fyKBVccpfxSPqgo/X/2rZr1XMVs/ctLMTqN/QXcSqkf3AxJbhxn5e3XEcDxoI9wT4LnVwEVNRUtaKPlPsLIf5ceg8DNxrsKwNq/y67UEDZJAG6HcJTrJJ387A4PkB6q39RRCz+LLb0yZ1Gf1DHv2xyr+nteOCzjyyTBKFaFf5wOxrATVJPAUk+Nlm+IiEwaXW9mw+1qlOGeu6MC0wSW37F1F7PYjKVSkmlfO4GBldR/5mu7HUbkwCfem4+bXj9FiGmFrop6uPQX7Qrv4mzt9Cv/oH/HR93lG697slsfQAp+Dve9Xd39i6iCgTvL8TwQTnfyzTpz2Gbpz6kkKRA6/7DdigxPADeG3OcXLr+/3/2ri9Grqu8n7GdEGgKG4RL2qpkVqDKSpAybmlTpCKPQxPRJ4+bPNAnz0pUylPWbl9ShLS7KGpRhbRrJETah+76BUqL67XUUmooHou2Igoo46YYJ5B6goHGuMEToIkdmkzvmTnjnb177z3fOec7f+/3k9a7szM73r3n/H7f7/vOd84FZHWVZR6U4D/J+nsi6w9xe4jN7L8ndfdl1QDMph5gZQAYGGS3DuZBy+Ve4KULV6z2cFjBG6Pye07cuPFm9p0X3rsi7t43QPjv1kHBv9i4V2b6VQaBH9n7Hxd/2+Vl7Z48M99N0QBw7RTVgB54SUBXQ3SWB6qXAqKozMSyBDAu5amW/k3JbHDjmZUTkya/QaDX84DF9z4nIfV4S9t4D7PGrZlVS/+Vc4Ex8FKA7C5gmQngqa1Ls3dK49bBPZ+T7rXXv1v63Jve9OrKFz75kWWM/0eMVZMp6oVp9XD6+IUfvmf84VIfU+oHyOnFQDQJroGXECHLN0B9kM6h8qWA1Riub/AGQJTyuqBgboHMisGfl/wPB7bWX4SOxffeBJCa9wYsNHjWjODsUdf3yufYIsDV81KsK9MX7dajEmwg6QUP/ItF4qysHxXBRjbnnnn2vvHdA13OhdT6AXKawXuJDo8bBA1NgFG/EKB/aFqZqdpFRAYADrzSP0bwL+v0n2zvOxhoyf8mLl6dbzJ7Z9kP9+2Fn1iXXas1KKmNqjdMrbSn6+rFrYMPOxzOzoUrStvBzoUa/B/4rUsDRL2YayhqgrY+lOgFPxfgyfMfdHkNW7FknQYmYFOcGzA0Pd/FNGlgMP1YCv2aBm0AxH2X26AAD3T7OmSWikej0Rfr/THcHtKmK+3ZIrXRep5Oaa/c1TclJoDPgRWH47mamYAoyr/X/69fdvFXkPSCX4euVravqh+A1/B+gGeeu8/lJU62H2BGL/gkmh/fztimCYCaxOrXtsU5FGQAMLN/Y3IXjiiM8DseT4L/wYhO5vK2/i8hNV/nG2hv1wRUD0xc/swclGZZmQlYZm7X29eB/QC9AOfj5u+9Dy37L94mbLp0WKEXskzyvy7fw/776l0uryfvB2gmbgKGQi/6Ots1oXrBHOkFGYDy7L+p4rzQSv/wstA4cEV2LGdQFYCcCdhfSGrFygDTmROAnxXoANf2+FKAy6OCYy3/HkfSizYrOCEUJasz1IunL3xgfIa/I5icFZGcCQAH+KI5oB/0Z9+rKWIZGQDs7B+l9K8T/CfPRxf8xe1/bWUHA5X1fwmphyilPFURgBNcurYn+gFc7s/uXrhSXf5tNpveKgAlOwB6H3zfpZ4rvbCiH4DAwfsBvvmttsvlwdbJM/NJ9wOATACGkdNLEvJzKdhegCANADT73/EckNxKWWFxw1+MmX+w2X+pCZCNrwLJwa4eNufakCqAh6OCVwFHBXuZs0VnADRsZP9AXque+6+dJU6+N7z28ju5GXR5VsTRzAR0WOKoNAEY/UL6SUIUVYBQKwB62T8koAOzgwoyDxpxBn+O4Nb/S0g9NliFuwN0+jsU5wSQ4Ecg/29mArjoh3RUcCiNqoP7f/MS1o6ZRS29kOmHRnAomE9DoRf9hx68xM2gy11C66n3A6AkDSZ6wcBnkQRZBQjOAIiuSXn272gpoIDMhyO+FWfwFYBZE8CPUVY5wMPE5VcG/eJfsatw4w+n/QAXrlSWf73M3YIbAWF1/vMx6AArN3AjiVEunsyrhdzuINdnRSTfDzBrAmRJg4l+QPWClVcB2qFdtxArADA3r+HGVBvCAGSOBuL2v7YOCunv24vWyT1L6s38YUFGY6j7nOE+X3HrYKfl34qjgs/7mH+vj7bdCGh4/2+MT07EwJJWgmAh0yt4fCx/LshDDzrvDalFPwA0aUBLEiSxhUVSBQjKAIh9vG0TNw8dTCYnb/7xSuiH/KSS/edIvZa/MxjKPm6cKkAHeua3OCp4w+F4lx0VHEL1Cmvtn/99XeUEAWGuAPRjg8/dot8hMwE95vasiFr0A8wkDSsmSQPoOfhhQNs0OLTbBYdWAVjEdPOITq8XwfG+MkSx/l+ChUaubGpStq0aa8UqAA9AKsLKqwADR+NdVv71UsGaaQLkBgSrMbIrE2fd7F+7yXTrGldWfDITsMwcnxVRh34AYQKW8zcQspIkKFQBQj0dMBgDINx8B8vNYzV4iDWlwwnwIsoKgCD0ZAwMjn+GunqNnwMT2sNRwe0LV+aXQ6gAzGwD3Di4/xLW77BYkW3p6YXpDaS2lgohf6PL3pDU7h0BSRqGygkhZhWg+Kc6Id0pMKQKQIcVrVFbyP4Z1OGpkTlYXLxqtfzH1/+tXx+xvrfiwtVXzYcCNMXSFdQE+Lh18M3fr9lsOqkAPPu9n7LP/8tl9vH1b7PFtT771vPvmF5CzK1/TakOqOiFarZfvlQIusaiH8CpITx5ZochTLUKMGC5fgBQkmCzarhlxIJZjgnJAOC7eZVMsdjpb0a+7j+FzfL/aYekXq7a74vl6hvA32dmri6q/B2ZCVhjbsu/+X6AAfZ/8NLLr7GvfONH7NN///w44H/ys8+xrzz1I3b5yivsleuvs8998UPs77600G+30JpFj8gCfkM+gGbZfoEZVl0q9NAPsJSZgHZNTMCmrH8IFPQZUtVQcQtxbQyAaIxoobp5w/UcUfpfSIQLNgnfc/y3HGNQwiERHPA6HUfvsvzL+bWOaQBeufE6639nOM7yH/vMM+OPz3/lMus/NxwH/CI8N7in9cAjJ89mHxglUPlyoUb10LRaqPOHeOgHOJXyrYML9GKonAgwq1XDYJoBQ6kAdLHcPMqAbpXyhrHP/otXx0S3dre4fXvRjnKFuvoe77DWPfVRofojc/Gzz82p3vXL062DuyYG4PKPXhln+Ty7X1zts0+ffH6c5fPsX9GMchOgPSfFqWry5cKqcTfJ/ov1Y81wi7DrfoC6nA8wUFk6dFg1DGIZIBQDcMSYwAYCX4B+2RaeCGFzovU8/U3qrh5AcIlrlxmCQ6p/RGYC+PXzcevgFyAv5oH93595ia3/42Bc1v/4X397nOXz9X1DtAxNwKGcmMrHCzP73zmPhqbjSP0AVk3AWqPC9HqqGgaxDODdAIhSSFMqwlUE1nDzkuz/WELzP4n1/xyhh+Nz5E1cPX5ZT8to3f3OcfnX5VHB66PGD0rN02zzHi/r8+DPTUBZWd/wd1E2Adt2C1XxW2O5EJpM2KoWin4Al4lHbfoBWFFDIHLVEJAkbDPBISwDhFAB6KiUXjDcvITufM9/L6GJb5PgPq+TuatnSGU9EdBUlwFm4PSo4Ndu+cyR2Sx/2rz3R5/45rbmPUeGhJuApvF8drVcuBMDzGphZgJc3juCoxb9AGLpsGfURyaZUzEuA4RgAI4oE9jQzUuy/5VUJv3Fq/PF1RUcDE1v/2taBWCQtT3FuaJV1tt6Tqvacvc7x53xzhpOn3uBtXhmn2/e84TxerRCYyBa+R8a8Bvu9YLOB7CDFencQKwaAnTlkO8L4tUAiHKevARYRWBcN0/ZfxzZ/9QEbDRkQmko/oCgPwttR5+ZAL7ddMP2NftS70H2qROHx2V9xeY9q1UJhSDUlpo2rOVCWPaPPmYPPejWEPJ5e/LM/FGqAhgmCep60fZ9KJDvCkBHJtrQ8n/Abt4nbDrMc4H8jcel5wIoGkaQwy+eV03DdT1r5d8fvPgr7C8+88fsn84+GOpc7TzwyMmOJGHgRqEJ1QuwOOuI/WRuHLd1MTITwA2hy36A1cwEtFj6OCE1hbpJgrpe2E7SgjcABybXraH8g8oEhrn5XmKT3ebkCuWApDWjNV8Dh1/yPiZVgOnZE6jlX5718+DPTUDgWJcsBbSVg7xh9bBC3PkYbdi8GNQPYKUKsNGQbYPFShIsLhumYgDaUvHFIrDczSeV/V+8Onbztsg8sHH7X01CT4QYq6wHmG+S+WRE6MwEcMFHmYsRZP158Pl6VJYwQA//sZbpsZunhLpYp/d5YFSqMK4aYi4D1NIAQLb/6WRiBqWazcQmuc2J1QuO0CZir+DwXRA6MwFrpvMxoqw/j8WKKgDKnNYxhQXjftzFxaB+ACvYMJtAOMsAAi2ffQA+KwAtZdIqZGcqbp5N7t09TGySx3z7X9UqQN+orNdooPweM9sBmwhvx0VfucoSYdZfVAXoFCQMxRUtrH4hNfQNT/1TNQHUD4CrF8P8PQKU9AJpHs0sfXurAvg0AGbr/4o/Jyn/n05wntvcYxpiteS4zp3flF08zIRiVAGU70URcdYPMa8tbaFFThgauUYyR+DLQtQPgOgDymKKh2VDb2YrqAqA0vp/mesHDEi+mSeRO/7dxMWrVk/3cnL7X1NTotMAhhZcGLsX4w/KTECPAfoBEsj6Ieb1XlWxNXlOUv53rhfiqGD0BtEKNFnC/QDiToFDJL7Df6Z4HnprBPRpANpVRGy4+z02E5zfNg1AL1BCDxqyDEmxrFdmGiHHfGL9XeKo4F4Nsv5ZzBUcESxPGBTF2KD8P/BxUTITwOe3y2PKeT9AN+EqQE97GQC5D6BWBkB1jdTa+n+65f867P9XJzTAHCABm9A7Mr8Es36ZiQUnDDb7hXzrRWYCNpiDA6NmkHI/wGlrmb7az8z5agT0VQFoerjIZc6sl9KMtn3738Cv1+ky44jaBwAjdBPrj8ofFZxo1l9qYkUDoDNI+j9CqBi6PB9gfFRwov0APVeJJuA5LybLlwFoY1w0hI7ufoLd/22bhAl0/X8McdSnctavXBaGzdsm5t/Gjwr+1rN3bySe9W+bxzPbAeeMzL+BzhT0C/V9XxgP/QA8OK2mNsFAy4ZISSjg570YgD2erv1dji5qzNmsLmqz/a9iTNsu/0M+90bFhEabX1kwXP6rz7IuqxEOHdy49idH5tlo9LntT4xy13u07VPp45tf5gZrVPV4+3vN/cED8yOT944Y3ZNn5s+JJYiU0M+MXqt0oLhBzJ4r5Lh4rurnJBpRGRNTrgA0nTgsubs/x9KD1QpABH//OVuNPYpzFKVkypvhso+nsy+XWM3w3cvvZYSgkGI/wDnHmb71xuE4DYDuEZ4qd3Arcn8JQdz+19pE2rf3UgwGoB8IoY0rMTzrzz49zTx2CfvE5RffTSE3LKTYD9BXije6GuEoYUiiAmBFwAuaunxt54k0+98kQrsBX/vOPk7VMeufxU9+dkf28XYKu2EhqX4AcYqoUhzRTUYB1zV9A2C83QFvAHoJkrPu6//Txp7YCX2W2T3JMRp893v30EUID7wfIKX5qRwLEM6T8Jpk+KwAoDgdhIs2SJCY7ZBIUnNCaxndLPNfZzUt+Rfh8hVaBggUKS0FDC0mAuBEw/V2V18GAN31aG4PeiElNor1/6YtguzbeymufolGI7r3z4I/z6q6FFu2cOO1N9NFCBOyWzfHhPOBxCznhmqXp4ljX1zljiu1CkDdbv5ThXOQuWHNImw5+rZC8B83WFFc2Y633n6NLkK4OJJMBSDURCNBA9DKXzhP1YDUDEDt1/+9FhzM3+Io89QJHDLuefdTdBHCRTORbYH9Mi47jk3NOhgAgh20Lb53L7JroW/u/Dn6RZrCueD/nm+wX7vzeboQ9dUdj44epwqt+C7ODcCeGg9SMmcAXLw6duG2ssfBvr2XBpFdkkHeeY8Kvg4FYu2fsn+Bt91+LQv+T7H333uGLkb4oHmrG7sCOCZyT9LXuORrjsTuAWBz/b9HhCufX0jveIjVHO/65efZe971n+OMf+8dP0zpCF1C4OD3EDny2OOsjlNuTy3+ysgbNQCwuf5/mhFsu/babft72y9eY79+Vxbws8D/rizo33rrq5Mz/keMgj+BUFcD0KAx0UGbKgDu5qeF+JS8AWi88Rrb9doVdufbB6zT+Rp76+0/ngT6adCnqRUrSB/IABASRT/k2/+mgAceOdlM9W/b9fMfs91Z0N99/XL2+cXx91599fUs+/8xZfkJaQRdAjIAaBhRFYDcfcCwELeSMQA8y999Iwv2N14cf+aP87hxfTf7/uB29qt3/YwmU/zYeOhBShDIAASv2qM69AHYAO3/J1RikuF/b/yZZ/wQfH/wC2QA0sAJugRxozbnAOQztyOPPU7bVyTYt/fSZjoTYIT+HhjVgC8/8VAvqiz/9Z+xW/732+y2a2fZW678DbvtpX8eP4YGf46fDG8lcsWPtSz776Xwh2SxoF3XFam4KwCSzF6ynMAbr3qJjCMP1NhbAWO+Nq2yQE1Lz4oBXzTv8TX8Pdcvjw2AKX5KBiB28HX/FboMnhOS2hsAwhSnLRiAmLf/zUVGTG622qFcvKLmPQJhJvgfTH7tH0kHFN9lUAcDwMVuaTZ7x2z8U3ivZkLTlVcAVhneqVyc3BukdcZEh4rkOZ8GANK8h4l33PkqTZg4sZIF/uUE/y47FUP1JcNaGAB3Dq668S8ZA8C36l28Or8iTAAK0SPf/ncAQsyRzbmX4Quf+jPoFqmJKXYIneY9LLx17jVGiAYDkWAcz4L/ING/MbaKYfwGoDJTV+zaV64gTN7/rpRmcBaw1zITwAOf6VLAJn+v6Altm5iI788bAR945OSQWTxXna/d7xElfb6mbzvLrxSdW944zBRuwfrFr37w7PhvKKkYNiZP5r9T8tzO7998dnzS49YLZm/lsueWn/ff3/rysboF/4SD/izuhcYZzPhXAOdJlw8D0Me6gA2zn28mOJEXRGWjZTA2Cwlch5YJIUc45FYlc48h9nHYaN5DQu/Rj3xTaXfJw4/+Eps1ADu+zgdzwHOzQV/69eRxq3N/Gl3vhB1oVhp6R8mEQsUQDc63AWZ/5BDjYiEMVDu1WczL9tnH/uxLnQx+jf9s7Cf/HXns8dbIz3wyNbrGZy7wUv54i95LZyZb9K6dHT8OKPhz6HSPuw+82dgXbB1OMWkgGCYMpjrjcxHB1zkAA4PMiggtNwK8VHmQTdbuZOCvOSh+Jg03jxjIDeacqpFSPnOBZ/l7Xn2evWn4b+OA/+b/+Qd260+eCrlzf23z9GmcYF4ypiO74127mzalDoyEYYSTMPR8/P2+egAGO4S6ZN1/XOo3OMlPslTAqwAbiZoAPqF6F6/ON8Xf2SwYg80Ez/o/UCbojp32eZUXf/mJhwYPPHKSV26OVr3OZ/OeIXpZ8Nc1mX1WUbFTWg4s0BLQz09+rqVj1AjxZP+WDWRw8GUA3BC6yjhMnrs39dmdBfgBq9eWvhaEwCOFrHL6XKmZKP45ZWOVmYBjmQl4OftykW01BA5E0Dn3lit/u9h443o7wjHhfD9s8PMvG2mEgZbk/s8DjJAaDgQSzL0cu+7LALghtDwItGn+J4e2VOTdBT1lZCZgOfu0nBkB/ncMeGVg+lzn0KHFCMdjI8v8TRtLeyx3dohq8M5rjKbekF6kqBeAPqAQEwYM+OoB6EEuoEoWp7kO06J7AqSDbCw7OuFdeZmg6oCPreeMOnr51sDZ4B8huKAtIAR/joFRRqarM8V9Q2QC0tGLps5uMKRdQigJQ6wGQJvQOms0owpCM/wjdAn+cEBprljYATDdAmi82yUgkdDJ+rOP/Vnw38B4s+xaahuhEebPTObEIaJZQtm/oZEcaf4cdsIQlQEQhMYTSN2yLhE6NXQqu8PdOX1bZD4f+PXvZR8HedaffQwsvHcp70eGxg9aQaRlw6RwqCxh0NnmZ6AxA0sJQ7AVgGKR1CW0JOsnQqcPsZ2nCTGKDtbzbDX09ALP+A+ibfNzYKo0DV6LzgNIQi/mqhIGI70IJ2EI2gCcw87SQEF/p1Ob42vHRIn4Oc00TKOlbYJWCC2y6lBMAP9d+La+O0TGb1vEzlclCRDeq4g5LRsmj461qqB6wuCtsufzZkD9mxdEsbNX52yA0q7fyfvw4EH7eyMntFL5H6k3wEYDoAT8JL22x6DPeXLCQcAv1Aud7n3ozyhsH+a7MdaIclFDrfyPtP5f8jPeTH3D13/88KMf5SWYa+NfAuOMb/F42409GIOe880f33HiEx8bEi8iTP0fe7ydEevsjuxwltB5ckueG5U5+ry7n/0/J1/z9bx5q07n0KGzDk0AD7wn2OQgH69NiJlmcL2Ys3UfAEW92J/pRZ/YF6VeNLNPl0ZVeqGiEWZ6wXFH7XoAxB88qHJMOn0AOiUagS5RI15OM0dzBVDOc+HmbR/bzLN8vn1vPgv6fG1/zXfwh1xbaEkXumxYJfBsclgTIU50RwDeq1QDJLGl0mD7Cv5eDcCM0FST2Ma6XvGgEaHjdfNd0/I/0nneHNZP9BLBGPOujVyANrKPw9l7N7IP/nnDQic/zrXV6ANQNoXy5uEunSESccIgy/4lcUbHbHpMGII1AOfyZRGmc2FxhL2ZEZqqAOTmZfvAZeR2Qmixx37F9G1E0J828oXeB9NTFl+ssx6KM7ujRL/oEoYudLeQwbyQ64XDhCFkA6AklhguXlLWO0IUiYrMPANbLHPzygZShdzF7zcwObRGwwQss8kZ+yolxGl5/w6R6UfT/Crulz6oElprywDFc2ORqgDRYQkaU2xu/5smvdmc9sq/XZ4JPWQKB3woZ3eKg8fPBKCjPqPC0dHWTXNghtHsEBjZXHJOZhHA50VQ38wFyCm/1oRRuGOmvB9rw2tPKtSOlgHYZO5RFSCehKE9zv41Aj6o/K/eL+TdfO8JYFxOs+kNGUQn7o5tO1XbAYsGDHq7Tz5gsx2+k59dYuEeuELQzP4dlf9P+7gWIphvsHrc9ZFf4y7PoBqAbcDSLcPiuaqtgrPbA/N6kT3mVYA12kEUBVZ1Aj4DBnywXmyfy16xK4BB2QRfcAWR1yrrbVUB6KCPFLJ/RDcPyBj5+f9kHC1DlEyHVYKr1aBVphdUBUglYeBr/62y8QXpBVI/ychxv1DQBkCsmcqPBVYp66mUeYt7AVaJMkGTuQnK/nGXh2SvpYOkHCcNlcEcSy9kxpB6AWLBEkb2D00sAXrRd9kvFHIFgOOErotnCINV8BzfEbBMnAkWq8bZfyLl/5ridC6TkuuASdVQXg2ao6Qh6IRhuXDt3zBBMCz/nwjh2oRiAKTLANJDgUzcW7mrbxJ9giNzm+WO/TWeD5IsD/AeQ9/dvHUCyjIAfhWgSw3EQeoF13D1aqGt5cKt/3eDDMAWoXkppFdxsapKKfgZ35arXycKBUXm8ZgoB3XZXFBo5imZgxs0On6Shsqx17g1tMocKagErdNSQHBYV64WAjQArEEly4U+T/8LsQKwVRJBLusZVgF4QyA1+ISDpXwpz3b2DyT3CRoa5zhemCSUjJVK1lc1TySv5dnmEg1NMAnD0dF0h5nF7L/qcajd/yEagHFZr8rF6zYDKgb9/OMlWgoIgsxtxrutK8q8KHNAwc2LR31xQA3BIcoOBTKqGgKSBIB+HKWlgCD0YmLGgAZRJfuXGs3Stxo/y5cLN8gA7CT0kEHKephVANhE4OWjU0Qpr2Qej4FK5y5K9g9z88dphPxWAYyqhiZVgPL5eIqWArzjVL70j5X9g5v/Ilgu3BXYoK3IXPwIieCKVYFWRmjq8vVNZmApz0n2H6CbryH4tTerGgKrAIq9AZQ0+E0Y1vN7/keQeQEY66qxB2T/wSUMQRmA0mZAU4Krng1fXtrrEr2ck3m1cB1PM0Oj7D8doFUNcZKE/OM2bSX2ohf8wJ+uLb0wbBbeDGHvf8gVgPIqgAnBga5eVtobTbp8W0Qzp2Q+WjieQNFGyf7L3Txl/6HqhWYVwCQYlPQPUdLgTi+4Nq9X6YU10yeZC6EmDMEZAHGc6qBCdGEE1xhgaYCYvOYsmQB/ZDYp/SueBlk+90TwD83N17QKMCgyYrpVADSDSUmDD704K2sM1hp7gJkAVA97IR4VvivQ8TSvAui8FuDyxPoe7fcNkMxW5kQ5+VdopILBcStVAGCgoKTBu15Mm4TnVPRBpbxf9Vrg+wSpF0EaANFYZVQF0O34BJqCliA1mQB7wV+PzKaVHkn2P6LsP0S94FsCeyZVAJNlAmnSMBrNkQmwGvzPFp4PoqAPWNXCEv0YhHqjsF0Bj63R2h7DmgBkAsII/lhjyQyO9KTsn6WkFyZLh0p6wW5WDskE2An+rUK90EgGlPQCYAYFFkK9hsEagNIqgIGrV+3gBDh9MgGugr8qmeHVnIp4T9l/RFUAnmFJdwRoiTle0kAmwHHwLzWCOgmBXrWwF/JtwncFPs4LmK5eNcBLf2bLBDxNpLYf/JXIrHeKG4TclP2Hi2MyvVDVDwtJA5kAHL14Oh/8weOrYOrA+lH+OwStF0EbAOGceiiuHsnFl7ymSaTWJnNXkFka/LXJbJL9bccKZf9B6wUfmw2QSdRo8IMmDVJNGY3mRpOkoUujpp0sNGU7hLQrOjpxJsLsP4YKAJ6r150IUBNApNYhMz9dcX08tjaDv2K2X3bqX/axRqMWhV4MRxKBVhF61bkGCS4zWwTphFGEZAE1OYAd9CTTC46F0K9pI4aBf/jRj/Lb8nbHv2yjsf2XN308873Sx+J7+ceFF3DyOp6FHDvxiY8NibaFRJ5u22mXnrinE/w1ySsLFuLxAh37GwcyveB38Fyd0NGfXkg1ZOt7PEs8THpRqRer+RP+KvWiIvgrGYSCx0C94NXC5dCv7a5I5kCxq4eUaIDNYgyS5ctes/U67lRpSaCYzO3s0yWs4K801pAbvRSTuUfBPx5kY8UrNX1Qpq/TD6BTCSgJHtNjgzkn6C6ChXoxLfm7D/5VcaVaLwYskmrh7hh+yQtPfu363fd94Er2ZQfF1dtx8fnv3Zn9++HW795/4/y/fvXrROTH57Jr8efZl09kFLkNcsIfJPiblvqqDMIMuQ9nc/BFkuN4kOnFs2xixLfphZZ+VOgFmoZwTjQa3YwjnCdPZppxnTTjcV7JWS9d78cM/iX6oLl0uBDLLcIbMU2Ihx/96NnsU3sHoXVMgCGBgaSeLfHxJYF+TYncLiOybqCHZGBIpf8oSnmEQr3gywBHQyj9g763pRc8g1zI9KJX46x/tahKWJksmAR/PL3gN/w5HMu13hPZ3OBNFU/zhrtZEzDKEWn8mA+GeA3o8XRiZN/b9n4K3xsVkXry/XZj0iDIt4Ss1WWtb7p2xzMxCGkDDP5ciKnxL15wvnW48dyhD6p6UfTzhnqx43tbetFkkyXEDVajXiKhFzzrX/KtF6yqMlCuF0MWQeNftBUA4eoLG3xkj0tLdxYqAaUXduLuh4LUGzUg8mK+Y9cXmUcV5N1xX++t5/fHUsojlOoFrz6dBekFVmVAL+sv1AseVBqTex0knTiIDv9VH3qBmFAczvRikwyAfVJPlgIMCWub1BIjwLPLlZSMgG7gdxn8FaoBVPpPxwSAlgIwkgaohmgmDskZARH4l8RZKky35I8S/NX0If84qtJ/7AaAB5pL2cecqatHMQE61YCcEeATKFZi7wj8VUQuI2hYZO5nZN5PoTMZAzAnqgAtrawfwQQYVwMSMgJCLzqgwB+HXvBxmM80I7rxaERMaj6BThUGfSySI5IaYAT45OHVgOMZsQeRELnNP7GSNX6jrF+RuMhk3k8n/iVnAlrCBOglDSYagpFMFJsErhcnYmkWzPSCB/tFoRdKiYK2jtjXC46DoZ/4l5wBEKReFZmnexMgIbUuscXzfN35hKgKDAIkcUdk+6XuHURYFRfvjszRreMRwHrRzT6tY+gFmgkwNALi+YGoCoSsF0fEfVPw9cJBslDxmqiXChsJkLqwHyBYUkOIvdMMnBbk7nsiMc/0D/HrLCNxFZFdVQMMyLyWkfkYhcqkTcD4VFHrJkA1QTBJHHbqBc9GT/uqDIhtfB2hGa3Kw7tY9dkczvWCyZuEZ14T5bp/agaAl5KeZnyrj4SczkmNYQS2v24oyH1efO5jrwMKx94SHwdE0GeyoA8O/ADSQgmuENghZOan/R2kEFkLE8D1omUraShKHDzpBRM6cY5NjEEfu0Ig1vO5VvAk4V6hF3Mh6gVy8OfX82CM6/5JGQBB6PL1PSQTgFENkBFbhdwzrx+KyciJ/QLbIr0MU+IyQdy5bcFeNegrElmbtHaCP792+2MnM0EpabhkpBem39OtBqjqRfHruT4MRSIxDWaQud8Wn+9ik+U/rh9zIwW90A38NqoBOhoy0yd0MIUtwo2ESN1lZet7JiYAi9RQ4qqSu8QYKANyjwQgicFE1iAtyBCoBf9kyExwnDRoaoNqD0BSemES+G0lC8BqQApNf3nsToXQF578Wv/u+z7AM+COkQlw4eKhpNUltwVAKwNYRNY2BOrk/v2MzLW/V0PdwO/tIO4X8OGY9MKKGYhML7Szfpzgv5BSk/DuxEjNTcC0NGWV1CCyYxFb9bUOCQx5rSrJy97PQvBfoI7/WpuAi66SBhS90EweUtcL7WShINAXfm/r8Yq402Qy2J0gqU/bMAGVP4tMbBBhJSW8hiphFQgMJbwxkSuCOlLw36AwWHsTwJOGl7MvP6SrF1JtsFEldKwXUs3A1gtAgEdPFlhlE+BGijuEdidKamMToEJq0PdVHDyGe5et8Smu4am4fHDgV836FQK9JPgfy8j8BIU/gtCLr3vTC1MjkJpeAAM8NMNHDP4LKc793QmTGs8EqFQINIyACrmNSG5CXgMS65LcUvDnZP5TCnsEV3qhWg2IUS9KNUNTL4yzfkO9qEPwT9oA+CK1KbGlZAV07zZMCKvg/CGExwr8JgTPBf8FRiBo6IWShtjSC9WMn/SCgn9dDYAuqbXMgQViKzl3R9t6oC4fpaynQlp58F+hU/4IvvXCphGojV5Q8CcD4JXUCt+XEVuF3EoER4LKUoCM7NaIzKTdvAupde8SrOtFaWMgql5Agn0E5f/Y9IIqhTUyANgmQMfdQ4itQ24MopuU9rTKelWEVSQtMPhvUFgjKOrF16u2CKJn/RHpBUgzsLYBAvUCMVmoVaWwUTdiV50YqBrwQeQ1yPhNt/bos3ukTn5Fh49BZAnB+Ql/h1M5sYvgTS86Qi/mfOmFsRkIUS8sB35NQ1C7ZKFRe1KXkQk761cpzwVS/lclMOS1VqsBW98biOBPx/sSMPRi69hgV3phmDwEqRfQoO9KLyhZqKcBmCH1KSbuaQ9dErBFbFVy2xhE3aUAiEFAIzKTlvB6gsx0Yx8Cpl7MCRPQ0gr4pBdoeqGU9ZfoxYy+9EXmX8tkoUGkHpuAtqusvwEkrOnWHhyGj/TIbxj4VU3BDMHXqNOfYFkzeOWwW5kg2KwSVnC/kbheIGf9HJsi+Nc2WWgQpcekXs4+LamSusogYBJbebBUCK9y+04TEsuCu0bWP/P9IaNz/Qnu9IIbgFVWtSSg+H1lvQDw3JdegDRDQS+UA79cLziO0c4gMgCzpG6LasCcajXAlNg65LY1gCNNIYA4fJ3AD3DxvHTHS/4DmsUEh3rBlwJ4NaDlOnEgvVDXC+oPIgMAIfWcIHXHiLw2SnkNz0Olspan4PANqwF8y84yzVyCR83glYCjRlk/6YUrvah9yZ8MAIzUN3cJ6Lh7GbFVyC0dJGyi667jQUksIzIDle8Ggsg9mq2EAPSiLfSiaSvrD1YvKjTDt17M/BwtEZZgN12CnRD3Cf/L7Mt94qOavJBAj2QGXLi3kSb5jcp6VUTe/hxft/vDjMwXaaYSAtGLQaYXJ7Ivb8s+fgcl649IL5Q0A1EvFLL+g1TypwqASTVgVebuZc9BqgKFA9IIbIhU1vJwA3+tt+sQoqoGcL1ooeiFihmoiV4AA/+AUZWQDAASqflSAF/nWwJl/QjErhwgj9t6VHYEjKQvAwV+Xr5boY5dQmSaMdWLOaleQIN8zfUC2APA9eI4m2wJprV+MgCopG4Kd98BExfRDCgNmuz9sLb/YZJ45/NrIvgTkQmxJg5LInmQJw4qeqGgGTXSiw2hFwOafWQAbBK7LYjdxjICJoZAdXBHGBcBupZHRCaQXjSFXnQhRgDyPOnFtud7Qi96NNvIAHgzAiBim2T7vtb3VNfxoCRmO5YBKPATSC9i1wudgA/UCwr8ZACSILYOuUsHDYvouoFelcQU+An11gveILioUhFA1QsszdBd8zfXCwr8ZAAiITaQbJilPMjAjrD+aOha3k6yD0XgP06Bn1BTvWjO6MWcapBvxKgXCkG/4HWUKJABiILY010DR5jYPgh1+bYMASZ5VQUh5975Nj7epbtJzX0Ewk296Agz0NIJ8AnrxUDoxQbpBRmAGMnNiX1otiqgaga8kVyDvCUk5sTdFNk+7eMnEMr1YlpF7EyrArrZfgJ6cYLK/GQAUnP5h8RnZkJuzMHE6vLNvc+UxKfpCE4CwSh5MDYDEegFm+oFo+ogGYCamIEDeXJjEty22y8g8ECQ+BwFfQLBihlos5llxcj1YjgT9HsU9MkA1JXcLUFsTvBW3hB4J3l50w4nbI8HfOHaBzSaBIIzvTggPoelF6z0lM9ZvejRciAZAEI1we8Vbr8tHURTssM6czl5OWnPCwJTwCcQ/OtFc0YvWq70YvxJrhcDEfD7FPDJABDMTMGcIPfbZioFLeT/qic+c7K+PCUxBXsCITpT0MzpBZOZAw30RWY/qxdDCvZkAAh+CD+LouWEgfjYRmJafyMQaqUXRclDkYZMg/s2DaGEgEAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEAoFAIBAIBAKBQCAQCAQCgUAgEAgEQkT4fwEGANeRseb6nhdrAAAAAElFTkSuQmCC",
"path": "emoji_u1f6b4.png"
} | Generate code for a svg of a person biking | <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">
<path id="shoe" d="M80.28,80.98l-1.63-2.34c-1.1-1.59-3.98-2.28-3.98-2.28l-5.85,4.06l-4.06,5.4 c-0.93,1.39-0.92,3.2,0.03,4.57l0.73,1.06c0.2,0.29,0.52,0.44,0.84,0.44c0.2,0,0.4-0.06,0.58-0.18l13.05-9.1 C80.52,82.24,80.65,81.51,80.28,80.98z" style="fill:#4568AD;"/>
<path id="head" d="M51.68,10.35c-3.24-3.37-9.33-5.24-13.7-3.56c-4.89,1.88-6.85,6.07-6.6,10.81 c0.09,1.72,0.49,3.37,1.03,4.49c0.06,0.13,0.56,1.1,0.65,1.42c0.45,1.2-1.7,2.93-1.7,4.36c0,1.07,2.31,1.28,2.51,1.43 c1.04,0.75,0.63,5.39,6.66,4.62c2.03-0.26,2.13-0.47,2.86-0.51c1.9-0.12,7.26,1.63,7.26,1.63l2.12-4.44c0,0-1.74-0.8-0.04-6.17 C54.04,20.31,53.76,12.51,51.68,10.35z" style="fill:#FFCA28;"/>
<path id="mouth" d="M35.01,31.63c0.83-0.12,1.61-0.48,2.19-1.14c0.64-0.72-0.01-1.23-0.8-0.69 c-0.48,0.33-1.2,0.6-1.9,0.61L35.01,31.63z" style="fill:#795548;"/>
<ellipse id="eye" cx="36.88" cy="23.43" rx="1.11" ry="1.69" style="fill:#404040;" transform="matrix(0.9705 -0.2411 0.2411 0.9705 -4.5615 9.5828)"/>
<path id="eyebrow" d="M35.65,21.34c-0.93,0.64-1.39,0.05-1.23-0.61c0.12-0.48,0.63-1.02,1.91-1.19 c1.2-0.15,1.89,0.34,2.32,0.63c0.44,0.29,0.53,0.7,0.28,0.82C38.59,21.16,36.8,20.55,35.65,21.34z" style="fill:#6D4C41;"/>
<path id="hair" d="M53.13,12.16c-0.43-0.58-0.9-1.12-1.44-1.6c-0.76-0.68-1.64-1.21-2.56-1.64 c-2.44-1.13-5.24-1.5-7.88-0.96s-5.08,2.02-6.73,4.15c-1.27,1.65-2.05,3.91-1.25,5.83c0.99-0.29,1.72-1.15,2.8-1.37 c1.4-0.3,2.93-0.32,4.12-1.11c0.46-0.3,0.85-0.71,1.28-1.05c0.11-0.03,0.18-0.04,0.18-0.04c1.91,0.55,0.5,5.03,2.91,6.98 c0.48,0.39,1.04,0.71,1.04,0.71s-0.41-3.16,1.61-3.19c2.1-0.03,2.27,2.12,1.67,3.95c-0.62,1.9-1.69,1.23-1.31,1.86 c0.62,1.03,3.81,1.33,4.81,1.12c1.34-0.27,2.2-1.73,3-2.84c0.93-1.28,0.85-2.8,0.71-4.38c-0.16-1.74-0.99-3.35-1.91-4.84 C53.85,13.19,53.5,12.66,53.13,12.16z" style="fill:#543930;"/>
<g id="hair_1_">
<path d="M48.57,25.35l0.76-0.78c-0.09-0.03-0.19-0.05-0.27-0.08c0.27-0.3,0.54-0.74,0.75-1.39 c0.26-0.79,0.75-2.77-0.25-4.15c-0.36-0.49-1.05-1.09-2.3-1.09H47.2c-0.72,0.01-1.35,0.29-1.8,0.82c-0.35,0.4-0.55,0.9-0.67,1.4 c-0.44-0.63-0.63-1.47-0.76-2.34l-0.92,0.42c0.2,1.18,0.55,2.38,1.51,3.16c0.48,0.39,1.04,0.71,1.04,0.71s-0.41-3.16,1.61-3.19 h0.05c2.05,0,2.22,2.13,1.63,3.95c-0.62,1.9-1.69,1.23-1.31,1.86C47.73,24.95,48.11,25.17,48.57,25.35z" style="fill:#543930;"/>
</g>
<path id="tone" d="M83.56,49.62l-6.21-11.67L53.3,51.86v0.01c-2.74,1.45-3.77,4.85-2.32,7.59 c0.15,0.29,0.33,0.55,0.53,0.8l0.04,0.05c0.05,0.06,0.1,0.12,0.15,0.19l16.86,20.27l7.08-5.21L64.26,59.01L83.56,49.62z" style="fill:#EDA600;"/>
<path id="pants_1_" d="M87.51,40.02c-1.4-2.64-4.13-4.16-6.94-4.16c-1.25,0-2.51,0.3-3.69,0.92v-0.01 l-16.97,9.86l7.04,13.24l17.31-9.21C88.1,48.62,89.55,43.86,87.51,40.02z" style="fill:#646464;"/>
<polygon id="sock_1_" points="71.3,69.26 63.66,74.88 68.56,80.77 75.64,75.56 " style="fill:#E0E0E0;"/>
<g id="bike">
<radialGradient id="SVGID_1_" cx="97.515" cy="28.26" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="23.3325">
<stop offset="0" style="stop-color:#78909C"/>
<stop offset="0.5619" style="stop-color:#617A86"/>
<stop offset="1" style="stop-color:#546E7A"/>
</radialGradient>
<path d="M97.52,76.41c-12.87,0-23.34,10.47-23.34,23.33c0,12.87,10.47,23.33,23.34,23.33 c12.86,0,23.33-10.47,23.33-23.33C120.85,86.87,110.39,76.41,97.52,76.41z M97.52,114.74c-8.26,0-15.01-6.73-15.01-15 s6.74-15,15.01-15s15,6.73,15,15S105.79,114.74,97.52,114.74z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="30.475" cy="28.26" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="23.3325">
<stop offset="0" style="stop-color:#78909C"/>
<stop offset="0.5619" style="stop-color:#617A86"/>
<stop offset="1" style="stop-color:#546E7A"/>
</radialGradient>
<path d="M30.48,76.41c-12.87,0-23.34,10.47-23.34,23.33c0,12.87,10.47,23.33,23.34,23.33 c12.86,0,23.33-10.47,23.33-23.33C53.81,86.87,43.35,76.41,30.48,76.41z M30.48,114.74c-8.26,0-15.01-6.73-15.01-15 s6.74-15,15.01-15s15,6.73,15,15S38.75,114.74,30.48,114.74z" style="fill:url(#SVGID_2_);"/>
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="34.6812" x2="99.0914" y1="48.2315" y2="48.2315">
<stop offset="0" style="stop-color:#D8EB21"/>
<stop offset="0.4414" style="stop-color:#D6E921"/>
<stop offset="0.6058" style="stop-color:#B8C721"/>
<stop offset="0.8038" style="stop-color:#ADBA21"/>
</linearGradient>
<path d="M99.92,98.07c-0.09-0.24-0.21-0.46-0.37-0.67l-9.17-12.34L80.19,71.32l3.74-8.13 c0.08-0.17,0.14-0.35,0.18-0.53c0.04-0.18,0.07-0.36,0.07-0.54c0.01-0.18-0.01-0.36-0.04-0.53c-0.06-0.35-0.18-0.68-0.37-0.98 c-0.28-0.45-0.68-0.83-1.2-1.06c-0.18-0.08-0.36-0.14-0.55-0.18c-0.07-0.01-0.13-0.02-0.2-0.03c-0.12-0.02-0.24-0.04-0.36-0.04 c-0.01,0-0.02,0-0.04,0c-0.03,0-0.06,0.01-0.08,0.01c-0.2,0.01-0.4,0.03-0.59,0.08c-0.05,0.01-0.1,0.02-0.15,0.04 c-0.22,0.07-0.43,0.16-0.63,0.28c-0.01,0.01-0.03,0.02-0.04,0.03c-0.18,0.12-0.34,0.26-0.49,0.41c-0.04,0.04-0.08,0.09-0.12,0.13 c-0.15,0.18-0.29,0.38-0.39,0.6l-0.02,0.04l-3.61,7.85l-31.97-4.62l1.07-4.05c0.39-1.46-0.49-2.96-1.96-3.35 c-0.01,0-0.03,0-0.04-0.01c-0.22-0.06-0.44-0.09-0.66-0.09c-1.21,0-2.32,0.81-2.65,2.04l-2.26,8.55l-8.5,32.17 c-0.38,1.46,0.49,2.96,1.95,3.35c0.24,0.06,0.47,0.09,0.71,0.09c0,0,0,0,0.01,0c0,0,0,0,0,0c1.21,0,2.32-0.81,2.65-2.04l7.62-28.86 l20.94,28.69c0.05,0.07,0.12,0.13,0.18,0.19c0.06,0.06,0.11,0.12,0.17,0.18c0.06,0.06,0.12,0.11,0.19,0.16l0.02,0.02 c0.01,0.01,0.03,0.02,0.04,0.03c0.06,0.05,0.12,0.09,0.19,0.13c0.03,0.02,0.05,0.04,0.08,0.05c0.03,0.01,0.06,0.03,0.09,0.05 c0.01,0,0.02,0.01,0.03,0.02c0.02,0.01,0.04,0.02,0.06,0.03c0.03,0.01,0.05,0.02,0.08,0.03c0.03,0.01,0.07,0.03,0.1,0.04 c0.07,0.03,0.15,0.06,0.22,0.08c0.05,0.02,0.1,0.04,0.16,0.05c0.19,0.04,0.4,0.07,0.6,0.07h32.92c1.04,0,1.99-0.58,2.45-1.51 C100.15,99.59,100.19,98.78,99.92,98.07z M46.79,70.21l16.47,2.38l9.66,1.4L63.9,93.64L46.79,70.21z M68.72,96.29l8.86-19.27 l14.32,19.27H68.72z" style="fill:url(#SVGID_3_);"/>
<path d="M71.04,99.48c-0.47-1.02-1.33-1.74-2.25-1.89c-1.18-0.2-6.06,1.39-6.78,1.72 c-1.75,0.78-3.88,3-2.91,5.31c0.61,1.42,1.48,1.85,2.41,1.85c0.78,0,1.59-0.3,2.33-0.57l0.56-0.2c0.37-0.13,0.8-0.26,1.25-0.39 c1.96-0.58,4.4-1.31,5.4-2.99C71.5,101.54,71.51,100.48,71.04,99.48z" style="fill:#504F4F;"/>
<path d="M43.16,56.25l-8.54-2.05c-0.21-0.06-0.43-0.08-0.64-0.08c-1.24,0-2.37,0.84-2.67,2.1 c-0.35,1.48,0.55,2.96,2.03,3.31l8.54,2.05c0.21,0.05,0.42,0.08,0.64,0.08c1.24,0,2.36-0.84,2.67-2.1 C45.54,58.09,44.63,56.61,43.16,56.25z" style="fill:#405966;"/>
<path d="M88.44,56.77c-0.13-0.1-0.27-0.2-0.41-0.28c-1.15-0.65-2.44-0.5-3.76-0.56 c-1.6-0.08-3.22-0.15-4.82-0.25c-0.88-0.06-1.76-0.07-2.64-0.07c-1.03,0-2.07,0.02-3.09,0.02c-0.78,0-1.55-0.01-2.32-0.05 c-0.04-0.01-0.1-0.01-0.16-0.01c-1.47,0-2.86,1.11-3.37,2.43c-0.72,1.87,0.55,3.05,2.14,3.91c1.95,1.06,4.14,1.56,6.27,2.08 c2.32,0.56,4.64,1.3,7.02,1.62c0.3,0.04,0.6,0.06,0.91,0.06c2.06,0,4.19-0.91,5.36-2.62C90.97,61.01,90.39,58.29,88.44,56.77z" style="fill:#504F4F;"/>
</g>
<linearGradient id="leg_1_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="102.0275" x2="36.1995" y1="1.2203" y2="138.8736">
<stop offset="0.1952" style="stop-color:#FFB300"/>
<stop offset="0.6908" style="stop-color:#FFCA28"/>
</linearGradient>
<path id="leg" d="M86.54,46.67L75.3,39.71L61.53,63.85h0.01c-0.76,1.23-0.98,2.63-0.74,3.95l2.77,25.84 l6.79-0.09l1.48-24.9L86.54,46.67z" style="fill:url(#leg_1_);"/>
<polygon id="sock" points="62.59,85.99 63.57,93.63 70.36,93.54 70.95,85.9 " style="fill:#E0E0E0;"/>
<path id="pants" d="M85.13,36.38c-1.29-0.79-2.72-1.17-4.13-1.17c-2.63,0-5.21,1.32-6.7,3.73L64.17,56.35 l12.75,7.89c0,0,9.56-14.8,10.76-17.03C89.61,43.61,88.83,38.67,85.13,36.38z" style="fill:#7C7C7C;"/>
<path id="shoe_1_" d="M74.11,97.52l-0.77-2.75c-0.51-1.88-3-3.49-3-3.49l-6.86,1.9l-5.61,3.75 c-1.33,1-1.92,2.71-1.49,4.33l0.34,1.25c0.12,0.45,0.54,0.75,0.98,0.75c0.09,0,0.18-0.01,0.27-0.04l15.33-4.26 C73.92,98.79,74.29,98.14,74.11,97.52z" style="fill:#4568AD;"/>
<radialGradient id="shirt_2_" cx="67.4515" cy="92.12" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="15.7197">
<stop offset="0.3666" style="stop-color:#F78C1F"/>
<stop offset="0.6798" style="stop-color:#F37F21"/>
<stop offset="1" style="stop-color:#ED6D23"/>
</radialGradient>
<path id="shirt" d="M61.1,23.54c-1.18-0.25-2.36-0.4-3.47-0.4c-2.52,0-4.63,0.78-5.53,2.82 c-0.73,1.62-1.49,3.27-2.28,4.92c-1.41,2.99-0.26,7.58,3.24,8.68c9.09,2.89,8.84,5.59,14.12,8.04c1.53,0.71,2.98,1.02,4.34,1.02 c6.66,0,11.37-7.4,14.15-12.12C79.56,30.27,71.42,25.81,61.1,23.54z" style="fill:url(#shirt_2_);"/>
<linearGradient id="arm_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="27.8908" x2="57.483" y1="83.1755" y2="83.1755">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="arm" d="M57.46,31.31L57.46,31.31l-7.78-2.3l-4.63,17.22l-8.32,7.01 c-1.44-0.49-3.34-0.75-4.69-0.75c0,0,0,0-0.01,0c-0.01,0-0.01,0-0.02,0c-0.14,0-0.27,0-0.39,0.01c-0.06,0-0.11,0.01-0.16,0.01 c-0.07,0.01-0.14,0.01-0.2,0.02c-0.07,0.01-0.15,0.02-0.21,0.03c-0.02,0-0.04,0.01-0.07,0.01c-0.18,0.03-0.34,0.08-0.44,0.14 c-0.37,0.22-0.94,0.72-1.48,1.21c-0.83,0.77-1.26,1.88-1.17,3.01l0.06,0.82c-0.07,0.25,0.31,0.83,0.88,1.17 c0.03,0.02,0.07,0.04,0.1,0.06c0.03,0.02,0.07,0.03,0.11,0.05c0.44,0.21,0.97,0.26,1.49-0.1c0.68-0.45-0.05-1.7,0.27-2.23 c0.37-0.63,1.01-1.27,1.01-1.27s1.98-0.15,2.41,0.16c0.76,0.63,0.98,1.19,0.55,2.39c-0.31,0.86-1.02,1.75-0.66,2.04 c0.13,0.11,0.26,0.2,0.38,0.28c0.01,0.01,0.02,0.01,0.03,0.02c0.09,0.06,0.18,0.12,0.27,0.16c0.05,0.03,0.11,0.04,0.16,0.07 c0.04,0.02,0.08,0.03,0.13,0.04c0.08,0.02,0.16,0.03,0.24,0.03c0.01,0,0.02,0,0.03,0c0,0,0.01,0,0.01,0 c0.46,0.01,0.96-0.28,1.69-1.01c1.03-1.04,2.01-0.69,2.8-1.48l9.9-6.65l0.12-0.08c0.19-0.1,0.38-0.22,0.55-0.35l0.04-0.02l0,0 c0.57-0.45,0.99-1.07,1.2-1.78l0.01,0l5.82-17.95L57.46,31.31z" style="fill:url(#arm_1_);"/>
<radialGradient id="handle_1_" cx="32.94" cy="71.45" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="2.84">
<stop offset="0" style="stop-color:#78909C"/>
<stop offset="0.5619" style="stop-color:#617A86"/>
<stop offset="1" style="stop-color:#546E7A"/>
</radialGradient>
<path id="handle" d="M32.94,53.71c-1.57,0-2.84,1.27-2.84,2.84s1.27,2.84,2.84,2.84 s2.84-1.27,2.84-2.84S34.5,53.71,32.94,53.71z" style="fill:url(#handle_1_);"/>
<path id="shirt_1_" d="M55.11,26.23c-0.51-0.15-1.02-0.22-1.52-0.22c-2.3,0-4.42,1.5-5.1,3.81l-2.55,9.49 l9.73,2.88l3.03-9.35C59.53,30.02,57.93,27.06,55.11,26.23z" style="fill:#ED6D23;"/>
<g id="hair_2_">
<path d="M62.89,18.14c-0.03-0.14-0.12-0.25-0.25-0.3c-0.06-0.02-0.11-0.04-0.18-0.04s-0.15,0.02-0.22,0.06 c-0.46,0.26-0.84,0.34-1.12,0.34c-0.12,0-0.23-0.02-0.32-0.04c0.68-0.93,0.67-2.5-0.1-3.7c-0.04-0.12-0.17-0.19-0.32-0.19 c-0.03,0-0.05,0-0.08,0.01c-0.17,0.03-0.31,0.17-0.35,0.34c0,0-0.77,0.74-1.73,0.74c-0.26,0-0.54-0.06-0.83-0.2 c-1.51-1.45-5.34-6.49-6.82-6.54c-0.66-0.02,0.46,9.56,0.55,10.37c0.19,1.8,0.1,3.95,0.21,5.83c-0.11-0.03-0.2-0.05-0.24-0.06 l-0.42,1.02c0.15,0.05,0.94,0.4,2.07,0.4c0.68,0,1.48-0.13,2.34-0.52c0.85-0.38,1.23-1.08,1.42-1.54c0.35,0.12,0.85,0.24,1.38,0.24 c0.38,0,0.77-0.06,1.13-0.24c1.02-0.5,1.34-1.36,1.43-1.83C61.66,21.89,63.43,20.63,62.89,18.14z" style="fill:#543930;"/>
</g>
<radialGradient id="hairHighlights_1_" cx="43.5867" cy="107.8685" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="17.1874">
<stop offset="0.7836" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights" d="M62.89,18.14c-0.03-0.14-0.12-0.25-0.25-0.3 c-0.06-0.02-0.11-0.04-0.18-0.04s-0.15,0.02-0.22,0.06c-0.46,0.26-0.84,0.34-1.12,0.34c-0.12,0-0.23-0.02-0.32-0.04 c0.68-0.93,0.67-2.5-0.1-3.7c-0.04-0.12-0.17-0.19-0.32-0.19c-0.03,0-0.05,0-0.08,0.01c-0.17,0.03-0.31,0.17-0.35,0.34 c0,0-0.77,0.74-1.73,0.74c-0.26,0-0.54-0.06-0.83-0.2c-1.51-1.45-5.34-6.49-6.82-6.54c-0.66-0.02,0.46,9.56,0.55,10.37 c0.19,1.8,0.1,3.95,0.21,5.83c-0.11-0.03-0.2-0.05-0.24-0.06l-0.42,1.02c0.15,0.05,0.94,0.4,2.07,0.4c0.68,0,1.48-0.13,2.34-0.52 c0.85-0.38,1.23-1.08,1.42-1.54c0.35,0.12,0.85,0.24,1.38,0.24c0.38,0,0.77-0.06,1.13-0.24c1.02-0.5,1.34-1.36,1.43-1.83 C61.66,21.89,63.43,20.63,62.89,18.14z" style="fill:url(#hairHighlights_1_);"/>
<g id="helmet">
<linearGradient id="SVGID_4_" gradientTransform="matrix(0.9962 0.0868 -0.0868 0.9962 -23.09 -2.9101)" gradientUnits="userSpaceOnUse" x1="72.0201" x2="72.0201" y1="19.4426" y2="27.2906">
<stop offset="0" style="stop-color:#646464"/>
<stop offset="0.9947" style="stop-color:#262626"/>
</linearGradient>
<path d="M45.93,27.8c0.11,1.66-2.8,5.42-2.88,5.65c-0.16,0.38,1.43,0.44,1.78,0.08 s3.57-3.53,5.64-7.49c0.93-1.78,3.03-6.51,3.03-6.51l-2.93-1.43c0,0-0.86,8.22-2.93,8.19c-2.08-0.03-2.04-7.99-2.04-7.99 l-4.67,1.94C40.93,20.24,45.87,26.77,45.93,27.8z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="38.9441" cy="115.9132" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="11.8136">
<stop offset="0" style="stop-color:#81D4FA"/>
<stop offset="0.3601" style="stop-color:#5EB3E7"/>
<stop offset="0.7751" style="stop-color:#3C92D3"/>
<stop offset="1" style="stop-color:#2F85CC"/>
</radialGradient>
<path d="M53.64,7.63c-2.6-2.44-6.08-3.64-9.58-3.64c-1.64,0-3.3,0.26-4.87,0.79 c-1.44,0.48-5.97,2.71-7.91,6.57c-0.81,1.62-1.45,3.39-1.61,5.19c-0.09,0.98-0.1,2.73,0.69,3.59c0.35,0.38,0.77,0.5,1.17,0.5 c0.21,0,0.42-0.03,0.62-0.07c1.05-0.23,3.7-1.35,4.49-1.43c0.11-0.01,0.21-0.01,0.32-0.01c1.66,0,2.89,1.19,3.22,1.43 c0.67,0.48,1.34,0.86,2.12,0.86c0.67,0,1.43-0.27,2.36-0.99c1.21-0.93,1.48-1.65,2.56-1.84c0.12-0.02,0.26-0.04,0.4-0.04 c0.73,0,1.73,0.38,2.9,2.2c0.99,1.54,2.14,2.19,3.12,2.19c0.57,0,1.08-0.21,1.47-0.59C56.6,20.92,59.5,13.07,53.64,7.63z" style="fill:url(#SVGID_5_);"/>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white icon featuring a flask with a drop of liquid falling from it. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 297 297" style="enable-background:new 0 0 297 297;" xml:space="preserve">
<g>
<g>
<g>
<path d="M279.239,139.455c0-4.946-2.312-7.701-3.046-7.899l-273.2,0.006C2.312,131.754,0,134.509,0,139.455
c0,4.946,2.312,7.701,3.046,7.899l273.167-0.006C276.967,147.108,279.239,144.359,279.239,139.455z"/>
<path d="M246.278,163.136H110.911c9.967,27.767,36.529,47.692,67.684,47.692C209.75,210.828,236.311,190.903,246.278,163.136z"/>
<path d="M178.595,271.894c5.622,0,10.196-4.574,10.196-10.196c0-2.874-4.336-10.707-10.193-18.871
c-5.86,8.17-10.199,16.006-10.199,18.871C168.399,267.32,172.973,271.894,178.595,271.894z"/>
<path d="M61.834,12.827c0-5.449-4.418-9.867-9.867-9.867h-36.18c-5.449,0-9.867,4.418-9.867,9.867v102.947h55.914V12.827z"/>
<path d="M211.115,74.755V12.827c0-4.905-3.976-8.88-8.88-8.88h-47.279c-4.905,0-8.88,3.976-8.88,8.88v61.928
c-17.048,8.614-29.672,23.411-35.613,41.019h136.265C240.787,98.166,228.163,83.369,211.115,74.755z"/>
<path d="M287.133,274.306h-85.83c-4.442,7.97-12.954,13.376-22.709,13.376s-18.266-5.405-22.709-13.376H61.834v-111.17H5.92
v121.037c0,5.449,4.418,9.867,9.867,9.867h36.18h235.166c5.449,0,9.867-4.418,9.867-9.867
C297,278.724,292.582,274.306,287.133,274.306z"/>
</g>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a black triangle with glowing white corners. | <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="#020202" d="M0 0h96v96H0z"/><path fill="#e3e3e3" d="M32 24H20v10l-2 3V23q8-2 14 1"/><path fill="#f8f8f7" d="M64 24q6-2 14-1l-1 13v-1l-1-11z"/><path fill="#716256" d="m31 25-6 2-4 6v-8z"/><path fill="#403832" d="M66 25h7l1 5q-4-5-8-5"/><path fill="#bfb6ad" d="m32 24-1 1H21v8l-1 1V24z"/><path fill="#aca398" d="M64 24h12l1 11-3-5-1-5h-7z"/><path fill="#646462" d="M78 23v14l-1-1z"/><path fill="#d2d1cd" d="M19 64q12 0 2 3l-5-1q-3-3-1-4 15-27 33-51l32 54q-6 3-11 0 3-3 9-2-2-7-6-12-11-19-24-36z"/><path fill="#444e54" d="M19 64q3-3 9-1l2 3q-6 0-9 3l-5-3 5 1q10-3-2-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a purple spiral pattern inside a glowing blue rectangle. | <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="#2f00a6" d="M0 0h96v96H0z"/><path fill="#2f00ab" d="M10 1h77q5 0 6 6l1-3v27q-1-3-3 0-3 2-3 6l1 1-2 4-1-1-2 3-1 17-1-7-1-41H20q-3-2-2-4 6-3 1-4l-5 2-3-3 1-1z"/><path fill="#2f00aa" d="m10 1 2 2-1 1 3 3 5-2q5 1-1 4-1 2 2 4l-5 2-2 20-1-8-1 13v20l-1 1 2 5-1 9-6-3-2-11v-9q6-4 2-9 0-4 2-7l-3-1v-6q1-2 2 1l2-8-1-2 3 3q1-5-2-5 0-4 4-5-4-3-5-8V2q0-2 3-1"/><path fill="#5394f3" d="M62 17h16l2 2-2 58h-1V20z"/><path fill="#72e5fb" d="M19 19q29-1 58 1v57h-1l-58-1q-2-30 1-57"/><path fill="#4282f4" d="M28 18q-6-1-9 1-3 27-1 57l-1 1V17q5-1 11 1"/><path fill="#3e4cd9" d="M62 17H17v60h61l-1 1-62-1V67l1-51z"/><path fill="#320cb5" d="M20 13h61a416 416 0 010 63l-3 8-10 2-10-2-3-4H36l1 1 17 1-3 3H34l-1-2h-7q-2-2 1-2l-8-2 59-2 2-2a393 393 0 00-2-58H62l-46-1-4 60-1-1 1-9-2-5 1-1V40l1-13 1 8 2-20z"/><path fill="#479cfc" d="M77 56q0 22-21 19l6-2-3-1 5-2 9-5 2-3z"/><path fill="#4042d9" d="m76 30-2 27-1-21q0-6-5-7l-4-3 2 3q-3 0-2 3-10-13-24-8h-2q-7 0-11 4-4 5-6 11v1l3-2q-7 12 1 25l2-3 2 2 1-1v6q2 3 5 2 6 6 15 3l-3-2 13-4 4-4v-2l2-5-4-2-4 2-9-4 10 1 4-4 2 2 3-6q2 6-1 14l2 4q-4 6-12 8h7l-5 2 3 1-6 2H41q-11-1-17-10l-4-10V31q2-9 11-10 18-2 36 1z"/><path fill="#2a1db4" d="m73 65-9 5q2-3 6-4l2-2z"/><path fill="#448cf5" d="m59 65-13 4 3 2q-9 3-15-3-3 1-5-2v-6q-1-6 1-11l6 15 1-2q9 6 21 2"/><path fill="#59a3f2" d="M71 57q1 4-2 7l1 2q-4 1-6 4h-7a18 18 0 0014-13"/><path fill="#60b5fb" d="M64 60v2l-4 4-1-1q0-5 5-5"/><path fill="#4388fb" d="M20 35v20l4 10q6 9 17 10-13 2-20-7-4-18-1-33"/><path fill="#3f75f7" d="M68 29q5 1 5 7l2 19v7l-2 3-1-1-2 2-1-2q3-3 2-7l1-11q2-10-4-17"/><path fill="#3c10bd" d="M43 39q4 0 1 3l1 5q0 3 3 3l1 1 9 4 4-2 4 2-2 5q-5 0-5 5-12 4-21-2l-1 2-6-15q-2 5-1 11l-1 1-2-2q-3-6-2-12h3q2-3 6-5v4q2-7 9-8"/><path fill="#4b45c1" d="M39 43q6-1 2 3 3 6 11 8l-3 2-6-1q-2 0-3 2l-3-7-1-1z"/><path fill="#625ed6" d="M43 39v-1q5 0 6 6l1-6 3 6-3 1q5 1 9-2 1 2-2 3-9 0-1 2l-1 1-6 2-1-1q0-6-3-3l-1-5q3-3-1-3"/><path fill="#8ddbf7" d="M48 50q-3 0-3-3 3-3 3 3"/><path fill="#4559e1" d="M27 35v3l4-1v2q-3 3 2 2l1 2q-4 2-6 5h-3q-1 6 2 12l-2 3q-8-13-1-25v-1z"/><path fill="#6cbeea" d="M43 38q-7 1-9 8v-3q2-6 9-6"/><path fill="#70b3e5" d="M31 39v-2q8-5 17-2-10-2-17 4"/><path fill="#53b1f5" d="M68 29q6 7 4 17l-2 5q-2-8 1-14l-5-8-2-3z"/><path fill="#5fcffa" d="M38 24h2l2 1q-10 1-15 10l-3 2-1-1q5-9 15-12"/><path fill="#4faafa" d="M40 24q14-5 24 8l2 8-3-6-8-8q-7-3-13-1z"/><path fill="#5092f8" d="M38 24q-10 3-15 12l1 1v1l-3 2v-1q2-6 6-11 4-4 11-4"/><path fill="#3e12c1" d="M64 32q-1-3 2-3l5 8q-3 6-1 14l2-5-1 11-2 5-2-4q3-8 1-14l-3 6-2-2-4 4-10-1 6-2 1-1q-8-2 1-2 3-1 2-3-4 3-9 2l3-1-3-6-1 6q-1-6-6-6-7 0-9 6v-1l-1-2q-5 1-2-2 7-6 17-4-9-3-17 2l-4 1v-3q5-9 15-10 6-2 13 1l8 8 3 6z"/><path fill="#6ddbf4" d="m51 30 2 1q3 4 3 10l-2 2q2-8-3-13"/><path fill="#49b5fe" d="m76 30-9-8q-18-3-36-1-9 1-11 10V20h56z"/><path fill="#538ece" d="m51 30-6-3q3-1 6 3"/></svg> | |
{
"bytes": "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",
"path": "fbee2a03d98f37aa74c18b6a80b66eee5cb2182e2fb01d853e9a5a6cd56d1985.png"
} | Generate code for a svg of a a yellow icon of a sheet of paper with three circles | <svg t="1576821010847" class="icon" viewBox="0 0 1024 1024" version="1.1" xmlns="http://www.w3.org/2000/svg" p-id="6699" xmlns:xlink="http://www.w3.org/1999/xlink" width="200" height="200"><defs><style type="text/css"></style></defs><path d="M847.6 64.5H176.4c-30.9 0-55.9 25-55.9 55.9v783.1c0 30.9 25 55.9 55.9 55.9h671.2c30.9 0 55.9-25 55.9-55.9V120.4c0.1-30.9-25-55.9-55.9-55.9zM253.9 735.8c-23.2 0-42-18.8-42-42s18.8-42 42-42 42 18.8 42 42-18.8 42-42 42z m0-181.8c-23.2 0-42-18.8-42-42s18.8-42 42-42 42 18.8 42 42-18.8 42-42 42z m0-181.8c-23.2 0-42-18.8-42-42s18.8-42 42-42 42 18.8 42 42-18.8 42-42 42zM812 714.8H378.5c-11.6 0-21-9.4-21-21s9.4-21 21-21H812c11.6 0 21 9.4 21 21s-9.4 21-21 21z m0-181.8H378.5c-11.6 0-21-9.4-21-21s9.4-21 21-21H812c11.6 0 21 9.4 21 21s-9.4 21-21 21z m0-181.8H378.5c-11.6 0-21-9.4-21-21s9.4-21 21-21H812c11.6 0 21 9.4 21 21s-9.4 21-21 21z" p-id="6700" fill="#ffd04b"></path></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a swirling galaxy far in the distance. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f6f7f8" d="M84 3q-5-1-7 2l4 3q3-3 8-1-3 1-1 4l-2 1q4 1 1 4l5 27-2 9-2-14q-7-18-23-27l-7-1q-7-3-13-2l7-2-8-1q7-1 16 2l3-4 1 1q10-5 20-1"/><path fill="#f8f9fa" d="M93 0h3v96H31q0-3 2-3h22l-12-1q22 0 37-15 7-12 10-25l2-9q-3-6-1-13l-5-18 2-1q-2-3 1-4-5-2-8 1l-4-3q2-3 7-2z"/><path fill="#f8f9fa" d="M0 0h93l-9 3Q74-1 64 4l-1-1-3 4q-9-3-16-2l8 1-7 2Q9 12 6 48q0 20 15 33l2 1q8 7 20 10l12 1H33q-2 0-2 3H0z"/><path fill="#27375c" d="m58 10 7 1q16 9 23 27-1 5-2 0l-2 8q-3-4 0-9-3-1-3 1l-2 6-2-5q0-2 3-2l-4-2q-3 2-5 1-3 1 0 4l-3 2 3 3q-3 1-4 4l-2-5q4-4 1-9l4-2-7-3-1-1-2-2v-2q-5 3-11 0l-11 4q0-4-3-4-2-3-1-5 5-1 5-6h12z"/><path fill="#293a5f" d="M45 8q6-1 13 2l-7 4H39q0 5-5 6-1 2 1 5 3 0 3 4h-5l-1 4q-6 2-8 8-2 9 4 17l3 4 7 4-3 1-7-3-7-11q-1-6 2-10h-1l-3 4q-2-3-4-2-1 3 1 8h2l4 5h-5l-3-4 3 7-3 2q4 8 11 15l-2 4-2-1Q6 68 6 48 9 12 45 8"/><path fill="#33466c" d="M62 29H46l-6 3h10q-9 1 0 3-3 0 0 2-4 0-4 4-5 3 1 4-3 3-6 1v-6q-3 1-3 4 1 3 5 5-3-1-5 2-5-5-2-11l-3 2-1 7 1 5q-4-7-3-14l5-8 12-5z"/><path fill="#28395f" d="m88 38 2 14q-3 13-10 25-2-4-4 0l-3-2 3-1-1-1h-4v4l-6 1q-2 1 1 4-3 1-4-1l-2 3h-8q-3 0-1-2-15-1 0-2-1-2-3-1l12-4 7-5 2-1q2 0 2 3l4-6 3-1q-1-3-4-4-3-6 1-10 3 2 3 6l-1-8-6-9q-3-3 0-4 2 1 5-1l4 2q-3 0-3 2l2 5 2-6q0-2 3-1-3 5 0 9l2-8q1 5 2 0"/><path fill="#3b4f71" d="M32 33q-15 18 6 30-7-1-10-5-6-8-4-17 2-6 8-8"/><path fill="#26375d" d="m62 29-15-1-12 5-5 8q-1 7 3 14l-1-5 1-7q3-7 11-7l-8 5q-3 6 2 11 2-3 5-2 8-2 3-8 0-4 4-4-3-2 0-2-9-2 0-3H40l6-3zl7 3-4 2q3 5-1 9l2 5q1-3 4-4l2 4q-3 3-3 8l-1-3-1 7q0-3-2-1l-1-7-2 5-1-8-4 9-4 2q-4 0-6 3l-10-1q-21-12-6-30l-2-2 3-2h5l11-4q6 3 11 0v2z"/><path fill="#6c7f9a" d="M49 45q2-3 6-1 4 3 4 8h-6v-6z"/><path fill="#788ba2" d="M46 42q5 6-3 8-4-2-5-5 0-3 3-4v6q3 2 6-1-6-1-1-4"/><path fill="#304269" d="m71 40 6 9 1 8q0-4-3-6-4 4-1 10 3 1 4 4l-3 1-4 6q0-3-2-3l-2 1-1-1q-2 3-5 3l2-4-6 3 1-2 7-7-3-1V50l1 8 2-5 1 7q2-2 2 1l1-7 1 3q0-5 3-8l-2-4-3-3z"/><path fill="#485b7e" d="M62 50v11l3 1-7 7-10 3 11-6-2-1q3-5-2-2 2-3-1-2l4-2z"/><path fill="#617590" d="M28 58q3 4 10 5l10 1q2-3 6-3 3-1 1 2-4 0-4 3l-13 2-11-1q-4-2-4-5l4 3 1-1 7 3 3-1-7-4z"/><path fill="#24345a" d="m58 69-1 2-2 3q-15 6-29-1 0-2 2-1 8 3 18 2l-19-5 11-1 13-2q0-3 4-3 5-3 2 2l2 1-11 6z"/><path fill="#2b3c62" d="m28 64-1 1-4-3q0 3 4 5l11 1-11 1 2 2-1 1q-2-1-2 1-9-7-1 1 10 8 23 5 2-1 3 1-15 1 0 2-2 2 1 2h8l2-3q1 2 4 1-3-3-1-4l6-1v-4h4l1 1-3 1 3 2q2-4 4 0a46 46 0 01-37 15q-12-3-20-10l2-4q-7-7-11-15l3-2-3-7 3 4h5l-4-5h-2q-2-5-1-8 2-1 4 2l3-4h1q-3 4-2 10z"/><path fill="#55698a" d="m67 70-7 5-12 4q-13 3-23-5-8-8 1-1 14 7 29 1l2-3 6-3-2 4q3 0 5-3z"/><path fill="#4b5e7f" d="m28 72 1-1 17 3q-10 1-18-2"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f63f.png"
} | Generate code for a svg of a crying cat | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g>
<path d="M114.11,70.76C112.31,44.78,94.44,26.3,64,26.3S15.69,44.78,13.89,70.76 c-1.05,15.14,5.05,28.01,17.09,36.21c0,0,12.21,9.88,33.02,10.14c20.81-0.26,33.02-10.14,33.02-10.14 C109.05,98.77,115.16,85.9,114.11,70.76z" style="fill:#FFC022;"/>
<path d="M54.12,45.02c1.13,0.96,3.42,0.82,4.75-0.72c1.61-1.87,3.29-8.17,2.24-17.91 c-4.67,0.17-9.09,0.84-13.21,1.97C51.23,33.82,52.03,43.24,54.12,45.02z" style="opacity:0.47;fill:#FF7043;"/>
<path d="M73.88,45.02c-1.13,0.96-3.42,0.82-4.75-0.72c-1.61-1.87-3.29-8.17-2.24-17.91 c4.67,0.17,9.09,0.84,13.21,1.97C76.77,33.82,75.97,43.24,73.88,45.02z" style="opacity:0.47;fill:#FF7043;"/>
<path d="M55.96,74.54c-0.05-2.86,4.06-4.24,7.95-4.3s8.07,1.2,8.12,4.06c0.05,2.86-4.86,6.64-7.95,6.64 C61,80.94,56.01,77.4,55.96,74.54z"/>
<g>
<g>
<path d="M4.12,74.76 c0,0,6.65-5.17,17.94-5.07" style="fill:none;stroke:#9E9E9E;stroke-width:3;stroke-linecap:round;stroke-miterlimit:10;"/>
<path d="M5.58,89.09 c0,0,4.63-10.06,17.75-12.32" style="fill:none;stroke:#9E9E9E;stroke-width:3;stroke-linecap:round;stroke-miterlimit:10;"/>
<path d="M15.04,98.29 c0,0,3.31-10.47,10.24-14.73" style="fill:none;stroke:#9E9E9E;stroke-width:3;stroke-linecap:round;stroke-miterlimit:10;"/>
</g>
<g>
<path d="M123.88,74.76 c0,0-6.65-5.17-17.94-5.07" style="fill:none;stroke:#9E9E9E;stroke-width:3;stroke-linecap:round;stroke-miterlimit:10;"/>
<path d="M122.42,89.09 c0,0-4.63-10.06-17.75-12.32" style="fill:none;stroke:#9E9E9E;stroke-width:3;stroke-linecap:round;stroke-miterlimit:10;"/>
<path d="M112.96,98.29 c0,0-3.31-10.47-10.24-14.73" style="fill:none;stroke:#9E9E9E;stroke-width:3;stroke-linecap:round;stroke-miterlimit:10;"/>
</g>
</g>
<g>
<path d="M33.78,61.77c0.33-1.63,1.45-3.65,3.63-4.37c3.75-1.25,6.53-2.5,7.94-3.18c0.58-0.28,1.26,0.02,1.45,0.63 c0.36,1.17,0.88,3.13,1.13,5.49c0.57,5.25-3.06,8.44-6.99,8.68C36.34,69.3,33.06,65.37,33.78,61.77z"/>
<path d="M94.22,61.77c-0.33-1.63-1.45-3.65-3.63-4.37c-3.75-1.25-6.53-2.5-7.94-3.18c-0.58-0.28-1.26,0.02-1.45,0.63 c-0.36,1.17-0.88,3.13-1.13,5.49c-0.57,5.25,3.06,8.44,6.99,8.68C91.66,69.3,94.94,65.37,94.22,61.77z"/>
</g>
<path d="M65.98,83.98v-4.45h-4v4.44c0,2.41-1.29,4.59-3.31,5.91c-4.03,2.63-6.07,4.8-7.95,7.01c-1.18,1.38-0.67,3.51,1.01,4.2h0 c1.23,0.51,2.65,0.05,3.32-1.11c1.76-3.05,5.07-7.3,8.94-7.3c3.76,0,7,4.03,8.79,7.06c0.74,1.24,2.32,1.67,3.58,0.98l0.18-0.1 c1.52-0.84,1.85-2.88,0.67-4.16c-1.85-2.01-4.71-4.39-7.9-6.58C67.32,88.52,65.98,86.39,65.98,83.98z"/>
<g>
<path d="M34.78,73.43c0.66-1.34,2.53-1.33,3.18,0.01c2.21,4.59,6.11,13.13,7.45,19.02 c2.01,8.81-2.13,17.11-9.19,16.95c-8.86-0.19-12.26-10.61-8.85-19.71C29.04,85.27,32.68,77.71,34.78,73.43z" style="fill:#28B3F2;"/>
<path d="M40.15,107.38c-8.86,0.59-12.97-9.19-10.19-18.3c1.35-4.43,4.47-12.07,6.27-16.39 c0.04-0.1,0.1-0.17,0.15-0.26c-0.63,0-1.27,0.33-1.6,1c-2.1,4.28-5.74,11.84-7.4,16.27c-3.41,9.1-0.01,19.52,8.85,19.71 c2.39,0.05,4.44-0.88,6.03-2.46C41.59,107.17,40.9,107.33,40.15,107.38z" style="fill:#0277BD;"/>
<path d="M39.27,85.81c2.04-0.03,3.51,4.44,3.77,9.56c0.31,6.08-4.78,7.54-6.05,1.85 C36.06,93.07,37.18,85.84,39.27,85.81z" style="fill:#81D4FA;"/>
</g>
</g>
<g>
<g>
<path d="M19.91,58.62C5.73,40.06,4.92,22.48,6.11,16.64c0.51-2.49,2.71-3.93,5.17-4.05 c5.59-0.26,20.9,4.06,34.85,16.48L19.91,58.62z" style="fill:#FFC022;"/>
<path d="M15.22,23.77c-0.65-0.2-1.3,0.3-1.29,0.97c0.06,5.09,0.64,11.37,6.85,20.03 c0.95,1.33,2.08,3.09,4.77,0.13c1.49-1.64,5.92-6.36,5.92-6.36c1.19-1.07,3.61-2.94,1.86-4.58 C33.25,33.89,26.71,27.3,15.22,23.77z" style="fill:#FFD1D1;"/>
</g>
<g>
<path d="M108.09,58.62c14.18-18.56,14.99-36.15,13.8-41.98c-0.51-2.49-2.71-3.93-5.17-4.05 c-5.59-0.26-20.9,4.06-34.85,16.48L108.09,58.62z" style="fill:#FFC022;"/>
<path d="M112.78,23.77c0.65-0.2,1.3,0.3,1.29,0.97c-0.06,5.09-0.64,11.37-6.85,20.03 c-0.95,1.33-2.08,3.09-4.77,0.13c-1.49-1.64-5.92-6.36-5.92-6.36c-1.19-1.07-3.61-2.94-1.86-4.58 C94.75,33.89,101.29,27.3,112.78,23.77z" style="fill:#FFD1D1;"/>
</g>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the first signs of spring on a tree branch. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfbfb" d="M0 0h96v96h-2l-2-16q3-19-4-35l2-5-1-9 1-1q0-14 3-26-2 3-2-1l-3 5q0-5-4-5l-6 4-2-5q-2-3-2-1 5 14 4 29 3 2 1 6l-3 1q-4-6-9-6-3-1 0-3-4-1 0-3-5 2-8 6-4-3-2-7-2 0-1 3l-4 11-3 4-4-7 3 7-3 7-17 6q-2 1-1 4l7-3 1 5 3-3h19l6-2q-3-1 0-1h6l-9-3 7-2 9 3 2 2q2-3 5-3l-1 2 4 7 2 35H0z"/><path fill="#f9f5f3" d="M94 96h-6l-2-35-4-7 1-2q-3 0-5 3l-2-2v-2l-7-2-2 1-7 2-7-2 10 5q-3 0 0 1l-6 2H47l-1-3q1-5 7-8 6 0 11-4h-1l-4 2-2-1 2-4-11 9v-2q1-6 7-9l-1-1 2-10q-1-3 1-3-2 4 2 7 3-4 8-6-4 2 0 3-3 2 0 3 5 0 9 6l3-1q2-4-1-6 1-15-4-29 0-2 2 1l2 5 6-4q4 0 4 5l3-5q0 4 2 1-3 12-3 26l-1 1 1 9-2 5q7 16 4 35z"/><path fill="#de6760" d="M39 19q6-1 4 5-8 1-4-5"/><path fill="#827371" d="M49 42h-1l-3-7z"/><path fill="#c2bbb5" d="M33 41q4 0 7 5l-6-4q-2 2-4 1z"/><path fill="#ab9f9a" d="m59 45-6 1 6-6-2 4z"/><path fill="#674d50" d="m56 27-2 10 1 1q-6 3-7 9v2l5-3 6-1 4-2h1q-5 4-11 4-6 3-7 8l-2 2v-5l-7 2q-3-1-3 2l-7 3q-1-3 1-4l17-6 3-7h1l3-4z"/><path fill="#a99f9a" d="m67 50 2-1 7 2v2z"/><path fill="#bcb2ad" d="m60 52 9 3h-6l-10-5z"/><path fill="#f3f2f0" d="M44 56q-5 2-8-1l1-1 7-2z"/><path fill="#c2b6af" d="m37 54-1 1q3 3 8 1v1l2-2 1 3h-9l-3 3-1-5q0-3 3-2"/><path fill="#8b8c8b" d="m12 57 14 1-7 1z"/><path fill="#8b8e84" d="M28 68q5 3 0 7-3-4 0-7"/></svg> | |
{
"bytes": "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",
"path": "e1e3f38e408a894315f83ccdf664b10c931ec3f8251de9bbccfcbc0d49c07936.png"
} | Generate code for a svg of a a black and white photo of a vase with a flower inside | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 54.76 96.85"><defs><style>.cls-1{fill:#fff;stroke:#000;stroke-miterlimit:10;}</style></defs><g id="Livello_2" data-name="Livello 2"><g id="Livello_1-2" data-name="Livello 1"><path class="cls-1" d="M.62,69.47h0c1,6.89,4.82,13,6.66,18.74h0l2.92,8.15,16.58-.12h0l17.25-.11,3-8.19h0C49,82.21,53,76,54,69.11h0c1.48-9.18-4.59-25.94-5.78-36C46.4,17.56,46.43.91,27.3.5h0C8.19,1.17,8.11,17.37,6.48,32.9,5.42,43.07.09,55.46.54,65.87A21.56,21.56,0,0,0,.62,69.47Z"/></g></g></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a set of colorful sticky notes stuck to the edge of a laptop. | <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 0h96v69l-11-4v-1l-1-14-1-22-1-1a463 463 0 00-66-1q-3 12-2 24-2 8-1 17h11v1h-6l-9 2-9-2z"/><path fill="#565a72" d="m39 26 11 2h-1z"/><path fill="#5a5351" d="M50 28h11l-1 3z"/><path fill="#f6c451" d="m49 28 10 3-1 9h-3q-5-2-8-1v-6q-1-3 1-5"/><path fill="#f3d784" d="M28 31q0 3 5 3v1h-3l1 8H21q-3-6-2-12z"/><path fill="#e98941" d="M38 31q4-1 10 2v6l-9 1z"/><path fill="#8694d3" d="M71 45q-1-4-3 0l-3-1-2-1V31h17l-1 13q-5-1-8 1"/><path fill="#f18768" d="M33 35h4l1 9h-7v-1l-1-8z"/><path fill="#805e45" d="m38 31 1 9 9-1q3-1 8 1v1l-7-1-1 3q0-2-2-2h-7v4h-5l-1 4-2-5h7l-1-9h-4v-1h4q-1-3 1-3"/><path fill="#1f2545" d="m39 26 10 2q-2 2-1 5-6-3-10-2-2 0-1 3h-4v-3H19q-1 6 2 12l2 7q-2 2-1 5 6 1 5-5h4l1 8h-9l1 6H14V50q-1-12 2-24z"/><path fill="#c8dcc7" d="M28 31h5v3q-5 0-5-3"/><path fill="#1a132d" d="M46 41q2 0 2 2v1q-3-1-2-3"/><path fill="#a1e2c9" d="M46 41q-1 2 2 3l-2 5h-6l-1-4v-4z"/><path fill="#bbd8e1" d="M21 43h10v1l2 5q-2-1-2 1h-8z"/><path fill="#f4bf50" d="m56 41 5 1-1 10q-7 1-13-1l-1-2 2-5v-1l1-3z"/><path fill="#e6caae" d="m71 45-3-1q2-4 3 0"/><path fill="#243b6c" d="m65 44 3 1 3 1q3-1 7 1l-2 14V51l-11-2z"/><path fill="#a9c8d7" d="m61 42 2 1 2 1v8h-5z"/><path fill="#f3ba49" d="m39 45 1 4h5v6l-9 2-4 1-1-8q0-2 2-1l1-4z"/><path fill="#dd854e" d="M23 50h4q1 6-5 5-1-3 1-5"/><path fill="#16203e" d="M50 28h33l1 22v13H36v-6l9-2v-6h1l1 2q6 2 13 1h2l5 8 9 1 2-14q-4-2-7-1v-1q3-2 8-1l1-13H63v12l-2-1-5-1v-1h3l1-9 1-3z"/><path fill="#7aabe5" d="M76 51v10l-9-1v-9z"/><path fill="#43679b" d="m65 49 11 2h-9v9l-5-8h3z"/><path fill="#ec8d51" d="M36 57v11H24v-4l-1-6h9z"/><path fill="#434771" d="M14 64h10v2z"/><path fill="#445074" d="m84 50 1 14q-5-1-8 2-21-2-41-1v-2h48z"/><path fill="#9b95aa" d="m85 64-7 3-1-2q3-3 8-2"/><path fill="#828597" d="M14 50v14l10 2v1H13q-1-9 1-17"/><path fill="#35406a" d="m36 65 42 3 1 2-17-1q5-3 9 0l3-2H36z"/><path fill="#252749" d="M18 68h18q12-1 24 1l-20 1h-9l-15-1z"/><path fill="#d9dae1" d="m0 68 9 2 7-1 15 1q-2 1-1 4H11L0 73z"/><path fill="#e9eef4" d="m85 65 11 4v7H42l12-2v-3l25-1-1-2z"/><path fill="#edcab8" d="M31 70h9v4H30q-1-3 1-4"/><path fill="#fcfcfe" d="m0 73 11 1 31 2h54v20H0z"/><path fill="#bec1d1" d="M36 68v-1l26 2 17 1-25 1v3l-12 2-31-2h29v-4l20-1q-12-2-24-1"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white icon featuring a clock and a box on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 490 490" style="enable-background:new 0 0 490 490;" xml:space="preserve">
<g>
<path d="M427.978,106.769C427.978,47.892,380.086,0,321.209,0C262.331,0,214.44,47.892,214.44,106.769
c0,55.434,42.455,101.123,96.561,106.278v256.536H62.022V490h304.745v-20.417h-35.35V213.047
C385.522,207.892,427.978,162.203,427.978,106.769z M321.209,193.121c-47.613,0-86.352-38.739-86.352-86.352
c0-47.612,38.74-86.352,86.352-86.352c47.612,0,86.352,38.741,86.352,86.352C407.561,154.382,368.82,193.121,321.209,193.121z"/>
<rect x="311" y="27.426" width="20.417" height="19.858"/>
<rect x="311" y="166.255" width="20.417" height="19.858"/>
<rect x="380.694" y="96.561" width="19.858" height="20.417"/>
<rect x="241.865" y="96.561" width="19.858" height="20.417"/>
<path d="M327.18,115.044l-44.053,31.78l-11.943-16.547l44.053-31.782L327.18,115.044z"/>
<path d="M99.387,448.818H259.67c5.642,0,10.208-4.566,10.208-10.208V299.541c0-1.257-0.383-4.476-2.471-6.651
c-0.008-0.008-0.014-0.019-0.022-0.028l-29.548-34.124c-1.935-2.243-4.755-3.529-7.717-3.529H128.935
c-2.96,0-5.782,1.286-7.715,3.529L91.67,292.862c-0.01,0.011-0.018,0.024-0.028,0.036c-0.51,0.594-2.464,2.92-2.464,6.643V438.61
C89.178,444.252,93.745,448.818,99.387,448.818z M133.601,275.625h91.854l11.873,13.708H121.728L133.601,275.625z M109.595,309.75
h139.867v118.652H109.595V309.75z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": null
} | Generate code for a svg of this is an image of the flag of Burkina Faso, prominently featuring a star. | <?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">
<path style="fill:#FF4B55;" d="M473.651,88.257H38.292c-20.485,0-37.215,16.061-38.292,36.277V256h512V126.606
C512,105.426,494.831,88.257,473.651,88.257z"/>
<path style="fill:#73AF00;" d="M0,387.466c1.077,20.215,17.807,36.277,38.292,36.277h435.359c21.18,0,38.349-17.169,38.349-38.349
V256H0V387.466z"/>
<path style="fill:#FFE15A;" d="M258.715,207.849l11.107,33.304l35.106,0.273c2.72,0.021,3.847,3.492,1.66,5.107l-28.242,20.855
l10.59,33.472c0.82,2.593-2.132,4.739-4.345,3.156l-28.563-20.414l-28.562,20.415c-2.213,1.581-5.166-0.564-4.345-3.156
l10.59-33.472l-28.242-20.855c-2.188-1.616-1.061-5.086,1.66-5.107l35.106-0.273l11.107-33.304
C254.204,205.269,257.854,205.269,258.715,207.849z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a vector illustration of a grey and black syringe, releasing a droplet of liquid. | <?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 0 460.001 460.001" style="enable-background:new 0 0 460.001 460.001;" xml:space="preserve">
<g id="XMLID_1328_">
<g id="Drip">
<path id="XMLID_1235_" style="fill:#3C3B42;" d="M102.161,446.272L102.161,446.272c-18.224,18.306-47.77,18.306-65.993,0l0,0
c-18.223-18.306-18.223-47.985,0-66.291l32.997-33.146l32.997,33.146C120.384,398.286,120.384,427.966,102.161,446.272z"/>
<path id="XMLID_1268_" style="fill:#66646D;" d="M91.13,413.028L91.13,413.028c-12.131,12.186-31.8,12.186-43.931,0l0,0
c-12.131-12.186-12.131-31.943,0-44.129l21.965-22.065l21.965,22.065C103.261,381.085,103.261,400.843,91.13,413.028z"/>
</g>
<g id="Dropper">
<path id="XMLID_1004_" style="fill:#AAAFAD;" d="M100.573,338.45L100.573,338.45c-5.832-5.858-5.832-15.355,0-21.213
l49.275-49.497c5.832-5.858,15.286-5.858,21.118,0l0,0c5.832,5.858,5.832,15.355,0,21.213l-49.275,49.497
C115.859,344.308,106.404,344.308,100.573,338.45z"/>
<path id="XMLID_1005_" style="fill:#AAAFAD;" d="M424.379,76.821l-73.912,74.246l14.079,14.142c5.831,5.858,5.831,15.355,0,21.213
l0,0c-5.831,5.858-15.286,5.858-21.118,0l-46.222-46.431l32.143,32.289L206.162,296.024c-17.495,17.573-45.859,17.573-63.353,0
l0,0c-17.495-17.574-17.495-46.066,0-63.64l123.187-123.743l-14.079-14.142c-5.832-5.858-5.832-15.355,0-21.213l0,0
c5.831-5.858,15.286-5.858,21.118,0l14.079,14.142l73.912-74.246c17.495-17.574,45.859-17.574,63.353,0l0,0
C441.874,30.755,441.874,59.247,424.379,76.821z"/>
<path id="XMLID_1009_" style="fill:#C3C9C7;" d="M163.926,246.525l141.255-141.893l28.157,28.284L192.083,274.811
c-7.775,7.81-20.382,7.81-28.157,0l0,0C156.151,267,156.151,254.337,163.926,246.525z"/>
<path id="XMLID_1008_" style="fill:#3C3B42;" d="M163.926,246.525l42.236-42.426c7.775-7.81,20.382-7.81,28.157,0l0,0
c7.775,7.81,7.775,20.474,0,28.284l-42.236,42.426c-7.775,7.81-20.382,7.81-28.157,0l0,0
C156.151,267,156.151,254.337,163.926,246.525z"/>
<path id="XMLID_1193_" style="fill:#8A8E8C;" d="M424.379,76.821l-80.952,81.317l-63.353-63.64l80.952-81.317
c17.495-17.574,45.859-17.574,63.353,0l0,0C441.874,30.755,441.874,59.247,424.379,76.821z"/>
<path id="XMLID_1187_" style="fill:#8A8E8C;" d="M364.545,186.422L364.545,186.422c-5.832,5.858-15.286,5.858-21.118,0
l-91.51-91.924c-5.832-5.858-5.832-15.355,0-21.213l0,0c5.832-5.858,15.286-5.858,21.118,0l91.51,91.924
C370.377,171.066,370.377,180.564,364.545,186.422z"/>
<path id="XMLID_1016_" style="fill:#9CA09E;" d="M305.181,104.634l69.923-70.239c7.775-7.81,20.382-7.81,28.157,0l0,0
c7.775,7.81,7.775,20.474,0,28.284l-69.923,70.239c-0.259,0.26-0.679,0.26-0.939,0l-27.219-27.341
C304.922,105.316,304.922,104.894,305.181,104.634z"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "emoji_u1f469_1f3fc_200d_2764_200d_1f48b_200d_1f469_1f3fe.png"
} | Generate code for a svg of a kiss: woman, woman, medium-light skin tone, medium-dark skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="hair_607_">
<path id="hair_608_" d="M67.5,124c-0.48-13.19,0.05-47.32,0.19-55.55c0-0.63-1.68-40.31,37.99-40.57 c7.24-0.05,13.27,1.08,18.32,3V124H67.5z" style="fill:#3C2C23;"/>
<radialGradient id="hairHighlights_1_" cx="1230.4161" cy="94.5182" gradientTransform="matrix(-1 0 0 0.9979 1327.1893 0.194)" gradientUnits="userSpaceOnUse" r="34.5101">
<stop offset="0.7945" style="stop-color:#554138;stop-opacity:0"/>
<stop offset="1" style="stop-color:#554138"/>
</radialGradient>
<path id="hairHighlights_33_" d="M67.69,68.45c0-1.77,56.31,38.6,56.31,38.6V124H67.5 C67.02,110.81,67.55,76.68,67.69,68.45z" style="fill:url(#hairHighlights_1_);"/>
</g>
<g id="head_350_">
<path d="M106.47,39.45L106.47,39.45L106.47,39.45c6.21,0,12.27,1.59,17.53,4.84v71.69 c-3.88,2.79-8.08,4.79-12.18,5.98c-3.59,1.04-6.42,1.56-11.42,1.56c-2.98,0-6.71-1.39-9.36-3c-11.72-7.13-19.31-18.02-19.31-39.23 C71.73,52.86,88.43,39.45,106.47,39.45z" style="fill:#A56C43;"/>
</g>
<g id="eyebrows_178_">
<path d="M106.65,77.36c0.97-1.29,3.22-3.16,7.58-3.16c4.36,0,6.61,1.87,7.58,3.16 c0.43,0.57,0.32,1.23,0.02,1.62c-0.28,0.37-1.09,0.71-1.99,0.41c-0.9-0.31-2.66-1.22-5.61-1.24c-2.95,0.02-4.71,0.93-5.61,1.24 c-0.9,0.31-1.72-0.04-1.99-0.41C106.33,78.59,106.22,77.93,106.65,77.36z" style="fill:#42312C;"/>
<path d="M73.67,77.36c0.97-1.29,3.22-3.16,7.58-3.16c4.36,0,6.61,1.87,7.58,3.16 c0.43,0.57,0.32,1.23,0.02,1.62c-0.28,0.37-1.09,0.71-1.99,0.41c-0.9-0.31-2.66-1.22-5.61-1.24c-2.95,0.02-4.71,0.93-5.61,1.24 c-0.9,0.31-1.72-0.04-1.99-0.41C73.35,78.59,73.24,77.93,73.67,77.36z" style="fill:#42312C;"/>
</g>
<g id="eyes_175_">
<path d="M108.65,85.64c-0.67-0.79-1.07-0.16-1.2,0.36c-0.45,1.76,0.25,4.54,3.47,5.43 c4.36,1.2,8.76-1.42,9.25-4.98c0.06-0.44-0.43-0.77-0.82-0.55c-1.31,0.72-2.93,2.23-6.3,1.88 C109.76,87.45,109.37,86.49,108.65,85.64z" style="fill:#42312C;"/>
<path d="M75.8,85.64c-0.67-0.79-1.07-0.16-1.2,0.36c-0.45,1.76,0.25,4.54,3.47,5.43 c4.36,1.2,8.76-1.42,9.25-4.98c0.06-0.44-0.43-0.77-0.82-0.55c-1.31,0.72-2.93,2.23-6.3,1.88C76.92,87.45,76.52,86.49,75.8,85.64z " style="fill:#42312C;"/>
</g>
<path id="mouth_103_" d="M91.65,114.85c-3.02,0.38-8.02-2.23-6.91-5.19c0.42-1.12,2.1-1.45,2.1-1.45 s-2.76-3.12-1.34-4.76c1.91-2.21,5.07-0.59,7.43-1.27c0.48-0.14,0.99-0.36,1.46-0.2c-0.2,0.94-0.76,1.62-1.95,2.04 c-1.34,0.47-2.8,0.2-3.54,0.83c-0.76,0.66-0.11,1.59,0.87,2.17c1.39,0.82,3.47,1.24,3.37,1.9c-0.11,0.72-2.49,0.8-3.02,0.95 c-0.48,0.14-1.18,0.32-1.39,0.83c-0.38,0.89,0.93,1.85,1.6,2.25c0.74,0.44,2.61,0.93,2.68,0.99c0.14,0.12,0.11,0.37-0.02,0.51 C92.86,114.6,91.94,114.81,91.65,114.85z" style="fill:#473530;"/>
<path id="nose_176_" d="M89.65,93.53c0.11-0.04,0.22-0.07,0.33-0.09h7.33c0.11,0.01,0.22,0.04,0.33,0.09 c0.66,0.27,1.03,0.96,0.72,1.69c-0.31,0.73-1.77,2.79-4.71,2.79c-2.94,0-4.4-2.06-4.71-2.79C88.62,94.49,88.99,93.8,89.65,93.53z" style="fill:#875334;"/>
<g id="hair_601_">
<path id="hair_586_" d="M67.69,68.45c0-0.63-2.36-40.02,37.99-40.57c7.23-0.1,13.27,1.06,18.32,3.04V74.2 c-4.45-5.54-10.85-19.78-10.85-19.78c-12.89,9.6-36.62,10.48-41.41,21.01c0,0-0.63,7.35,0.97,19.48c0,0-5.26-0.08-5.26-0.14 C67.16,86.06,67.69,76.53,67.69,68.45z" style="fill:#3C2C23;"/>
<radialGradient id="hairHighlights_2_" cx="1223.4459" cy="86.4971" gradientTransform="matrix(-1 0 0 1.1286 1327.1893 -11.122)" gradientUnits="userSpaceOnUse" r="43.7467">
<stop offset="0.7945" style="stop-color:#554138;stop-opacity:0"/>
<stop offset="1" style="stop-color:#554138"/>
</radialGradient>
<path id="hairHighlights_32_" d="M67.69,68.45c0-0.63-2.36-40.02,37.99-40.57 c7.23-0.1,13.27,1.06,18.32,3.04V74.2c-4.45-5.54-10.85-19.78-10.85-19.78c-12.89,9.6-36.62,10.48-41.41,21.01 c0,0-0.63,7.35,0.97,19.48c0,0-5.26-0.08-5.26-0.14C67.16,86.06,67.69,76.53,67.69,68.45z" style="fill:url(#hairHighlights_2_);"/>
</g>
</g>
<g>
<g id="hair_599_">
<path id="hair_600_" d="M60.5,124c0.48-13.19-0.05-47.32-0.19-55.55c0-0.63,1.68-40.31-37.99-40.57 c-7.24-0.05-13.27,1.08-18.32,3V124H60.5z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_3_" cx="31.2265" cy="94.5182" gradientTransform="matrix(1 0 0 0.9979 0 0.194)" gradientUnits="userSpaceOnUse" r="34.5101">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_31_" d="M60.31,68.45c0-1.77-56.31,38.6-56.31,38.6V124h56.5 C60.98,110.81,60.45,76.68,60.31,68.45z" style="fill:url(#hairHighlights_3_);"/>
</g>
<g id="head_349_">
<path d="M21.53,39.45L21.53,39.45L21.53,39.45c-6.21,0-12.27,1.59-17.53,4.84v71.69 c3.88,2.79,8.08,4.79,12.18,5.98c3.59,1.04,6.42,1.56,11.42,1.56c2.98,0,6.71-1.39,9.36-3c11.72-7.13,19.31-18.02,19.31-39.23 C56.27,52.86,39.57,39.45,21.53,39.45z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows_177_">
<path d="M21.35,77.36c-0.97-1.29-3.22-3.16-7.58-3.16s-6.61,1.87-7.58,3.16c-0.43,0.57-0.32,1.23-0.02,1.62 c0.28,0.37,1.09,0.71,1.99,0.41c0.9-0.31,2.66-1.22,5.61-1.24c2.95,0.02,4.71,0.93,5.61,1.24c0.9,0.31,1.72-0.04,1.99-0.41 C21.67,78.59,21.78,77.93,21.35,77.36z" style="fill:#AB872F;"/>
<path d="M54.33,77.36c-0.97-1.29-3.22-3.16-7.58-3.16s-6.61,1.87-7.58,3.16c-0.43,0.57-0.32,1.23-0.02,1.62 c0.28,0.37,1.09,0.71,1.99,0.41c0.9-0.31,2.66-1.22,5.61-1.24c2.95,0.02,4.71,0.93,5.61,1.24c0.9,0.31,1.72-0.04,1.99-0.41 C54.65,78.59,54.76,77.93,54.33,77.36z" style="fill:#AB872F;"/>
</g>
<g id="eyes_174_">
<path d="M19.35,85.64c0.67-0.79,1.07-0.16,1.2,0.36c0.45,1.76-0.25,4.54-3.47,5.43 c-4.36,1.2-8.76-1.42-9.25-4.98c-0.06-0.44,0.43-0.77,0.82-0.55c1.31,0.72,2.93,2.23,6.3,1.88 C18.23,87.45,18.63,86.49,19.35,85.64z" style="fill:#5D4037;"/>
<path d="M52.2,85.64c0.67-0.79,1.07-0.16,1.2,0.36c0.45,1.76-0.25,4.54-3.47,5.43 c-4.36,1.2-8.76-1.42-9.25-4.98c-0.06-0.44,0.43-0.77,0.82-0.55c1.31,0.72,2.93,2.23,6.3,1.88C51.08,87.45,51.48,86.49,52.2,85.64 z" style="fill:#5D4037;"/>
</g>
<path id="mouth_102_" d="M36.35,114.85c3.02,0.38,8.02-2.23,6.91-5.19c-0.42-1.12-2.1-1.45-2.1-1.45 s2.76-3.12,1.34-4.76c-1.91-2.21-5.07-0.59-7.43-1.27c-0.48-0.14-0.99-0.36-1.46-0.2c0.2,0.94,0.76,1.62,1.95,2.04 c1.34,0.47,2.8,0.2,3.54,0.83c0.76,0.66,0.11,1.59-0.87,2.17c-1.39,0.82-3.47,1.24-3.37,1.9c0.11,0.72,2.49,0.8,3.02,0.95 c0.48,0.14,1.18,0.32,1.39,0.83c0.38,0.89-0.93,1.85-1.6,2.25c-0.74,0.44-2.61,0.93-2.68,0.99c-0.14,0.12-0.11,0.37,0.02,0.51 C35.14,114.6,36.06,114.81,36.35,114.85z" style="fill:#6D4C41;"/>
<path id="nose_175_" d="M38.35,93.53c-0.11-0.04-0.22-0.07-0.33-0.09h-7.33c-0.11,0.01-0.22,0.04-0.33,0.09 c-0.66,0.27-1.03,0.96-0.72,1.69c0.31,0.73,1.77,2.79,4.71,2.79c2.94,0,4.4-2.06,4.71-2.79C39.37,94.49,39.01,93.8,38.35,93.53z" style="fill:#C48E6A;"/>
<g id="hair_597_">
<path id="hair_598_" d="M60.31,68.45c0-0.63,2.36-40.02-37.99-40.57C15.09,27.78,9.05,28.94,4,30.92v45.73 c0.57-2.44,2.53-6.75,9.27-8.17c20.37-4.31,28.6-14.06,28.6-14.06c3.45,7.53,17.17,8.56,13.43,40.48c0,0,5.26-0.08,5.26-0.14 C60.83,86.06,60.31,76.53,60.31,68.45z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_4_" cx="24.2562" cy="86.4971" gradientTransform="matrix(1 0 0 1.1286 0 -11.122)" gradientUnits="userSpaceOnUse" r="43.7467">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_30_" d="M60.31,68.45c0-0.63,2.36-40.02-37.99-40.57 C15.09,27.78,9.05,28.94,4,30.92v45.73c0.57-2.44,2.53-6.75,9.27-8.17c20.37-4.31,28.6-14.06,28.6-14.06 c3.45,7.53,17.17,8.56,13.43,40.48c0,0,5.26-0.08,5.26-0.14C60.83,86.06,60.31,76.53,60.31,68.45z" style="fill:url(#hairHighlights_4_);"/>
</g>
</g>
<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a set of number flashcards stacked on a desk. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#ece6d5" d="M0 0h96v33l-4 1 1 1h-8q-3-11-12-11-2-3-5-3l-2 2-3-3H50l-8-2-1 2H28q-3 0-1 3-1 3-3 0-2 4-5 1h-4l-1 4q-3-3-3 1-2-5-2 1l-1-4-3 1-1 4h3q3 1 0 4-2-3-4 0 6 9-3 15z"/><path fill="#ebe4d3" d="M96 33v34l-5-6V48l-1 3q0-3-2-3H77v3q-2-3-1-4H63l-1 2q-3 3-2 9-4-1-7 1-7-1-13 1l-5-1q2-2-1-2l-2 2q-2-4-2 0l-3 3-2-1q2-1 1-3l-5 4 1 2-4 1-18-5V50q9-6 3-15 2-3 4 0 3-3 0-4H4l1-4 3-1 1 4q0-6 2-1 0-4 3-1l1-4h4q3 3 5-1 2 3 3 0-2-3 1-3h13l1-2 8 2h13l3 3 2-2q3 0 5 3 9 0 12 11h8l-1-1z"/><path fill="#eeefec" d="M77 51q4 2 4-3h5l2 4v-4q2 0 2 3v4l-15-1-1-5-2 4-9 1-1-5 1-2h13q-1 1 1 4"/><path fill="#65749a" d="M86 48h2v4z"/><path fill="#627ea5" d="m66 48 3 3q-6 2-3-3"/><path fill="#dc6562" d="M81 48q0 5-4 3v-3z"/><path fill="#c0c3c5" d="M96 67v8l-12 3-2-2 5-1 8-5-7-11q1-4-2-3v3q-3-1-3 1h-3v4h3v2q-4-1-6 2-3-4-1-9-3-3-5 0v-3l3-1-13-1v8l-1-3q-3-1-4 2-1-2-3-2 3-2 7-1-1-6 2-9l1 5 9-1 2-4 1 5 15 1v-4l1-3v13z"/><path fill="#61708f" d="M88 59h-2v-3q3-1 2 3"/><path fill="#322f3d" d="M32 59h-2q0-4 2 0"/><path fill="#b2aba7" d="m27 62 12 4-15-2q-2 0-1 2l-2 2-3-3 4-1-1-2 5-4q1 2-1 3z"/><path fill="#3063a5" d="M77 68q-6 2-6-3l2-2-1-1q-2-1-1-3 2-3 5 0-2 5 1 9"/><path fill="#959496" d="m44 65-7 4-14-3q-1-2 1-2l15 2q5-1 0-3 2-2 6-1-2 2-1 3"/><path fill="#a7a2a0" d="m21 68 13 3-5 1 3 2-1 1q-1-2-3-1l-6-2q-2-3-1-4"/><path fill="#c8c8c6" d="m44 65-5 7v4q-2 0-1 2l-1-1q-1-3 1-5-3-2-4-1l-13-3 2-2 14 3z"/><path fill="#e7e7e5" d="M71 59q-1 2 1 3l-11 1 4 2v3h3q0-3 3-3 0 5 6 3 2-3 6-2 4-1 7 3l1-4h-8v-5q0-2 3-1h2l7 11-8 5-5 1q-1-2 2-2l-16-3q-6-4-10-2 3-4-1-7l1 3q-6 5-4 12h15q15-1 1 3-9-3-18-2l-13-2v-4l5-7q-1-1 1-3-4-1-6 1 5 2 0 3l-12-4 3-3h2l2-2q3 0 1 2l5 1q6-2 13-1 2 0 3 2l4-2 1 3v-8l13 1-3 1z"/><path fill="#878a92" d="M83 66v-1h8l-1 4q-3-4-7-3"/><path fill="#1f5dad" d="M65 65h3v3-3z"/><path fill="#4a495d" d="M46 64q4-1 1 2z"/><path fill="#a7adb6" d="m72 62-2 2q-3 0-3 3v-3h-3l-4-2z"/><path fill="#3570b4" d="M83 60v4h-3v-4z"/><path fill="#49567f" d="m60 59-4 2q1-3 4-2"/><path fill="#4e6fa2" d="M65 56q3-1 3 3-4 2-3-3"/><path fill="#a84d27" d="m0 60 18 5 3 3q-1 1 1 4l6 2q-3 15 14 12 5-3 11-1l12 3 1 1 3 1 14 6H0z"/><path fill="#7b7472" d="M34 71q1-1 4 1-2 2-1 5l-6-2 1-1-3-2z"/><path fill="#a9aaac" d="m68 71-1 3q-5-3-10-2l-1 2-1 1 5 2h-6q-2-7 4-12l-1-3q4 3 1 7 4-2 10 2"/><path fill="#d2cfcb" d="m67 74 8 1-6 1-13-2 1-2q5-1 10 2"/><path fill="#4f4b4f" d="m56 74 13 2v1h-9l-5-2z"/><path fill="#4f494b" d="M52 78q9-1 18 2v1l-5 2 1 6-1-1-1-3-4-2 8-2q-10-2-19-1l-5-2z"/><path fill="#8d8d8d" d="m68 71 16 3q-3 0-2 2l2 2q-8 0-14 3v-1q14-4-1-3v-1l6-1-8-1z"/><path fill="#dededb" d="M96 75v2l-15 5-11-1q6-3 14-3z"/><path fill="#96897d" d="m39 76 13 2h-8l5 2-1 2-10-4q-1-2 1-2"/><path fill="#c2c0bc" d="M49 80q9-1 19 1l-8 2q-4-1-7 1l-5-2z"/><path fill="#692610" d="M28 74q2-1 3 1l6 2 1 1 10 4 5 2v1q-6-2-11 1-17 3-14-12"/><path fill="#b2b2b1" d="M96 77v2q-9 2-16 6-4-2-9 1l3 1q-3 0-5 3l-3-1-1-6 5-2 11 1z"/><path fill="#b39f8c" d="m60 83 4 2 1 3-12-3v-1q3-2 7-1"/><path fill="#e2d9c7" d="M96 79v17H83l-14-6q2-3 5-3l-3-1q5-3 9-1 7-4 16-6"/></svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAAc1ElEQVR4nO2deVwTZ97AJ/cFISThUuRGCJcX3larrfYQRERBoFbr1W1rW3vu9u12u2133913u+32sIe2XqiAR1dbtVarXalVq4iKCuGQQ24IRyAJIee8f8SyghAmk7l5vn/5KZOZp+TLzPP8fs/8fiwYhiEAgKqwyR4AAOAMICiA0nDJHgAAd/Rm280WY6fRYrNDcjE3xFsQKOWTPSikAEEZi8UG/1CpParuKm/vsw9cafh58B4Mky6NkVPfVBZYJDGSi3X6HVdajRarDYZhmGW0wp1G26Bj2CxoUaRs41RfHwmPlEEiAQjKQHKutnx9qb7wTtd//xMLig/wVnp56kyDNRVw2cnR3lkTFNTUFAjKKOwwvPlI2VeX6of8qbeIPzUsoNNovf9HPA5rcZT3ExOVfh7U0hQIyhzMNvu6/bcO3Whxckywt2Ssj9xstQ/5Ux6b9ch42aqJyjGUmZsCQRmCwWzL2lt8qqJ9xCMfjR3TbmQ5OYDNguaFStcn+gbJBNgNECVAUCagNVpSd1379Y4WycF8Lnt2RKDOPHgyOgg2i/VwuPTJyT7BpGoKBKU9rTrTkh1XbzTrkH9k+aSg2u4RBHXAZkEzxnmuS/QdrxSiHaBbAEHpTU2nMWl7UXVHr0ufmhQo4/AlyI9nQdDcUOnqyT6RCqI1BYLSGHWbPunroqYek6sfjA+QCkSeKK6YOFayYapfjK8IxWfRAQSlK0UN3Sk7r3YYLCg+GxsgFaES1EG8v3h9ou/kMS7cg1EDBKUlZ6s603Ou60xDRDSREOMvFYvRC+og3l+8borvlLH4agoEpR9HS9qezLvRN0wsEwnRfp4eEikmg4n3F2dPUM4Odlf34QCC0oy9RU3PfFNitbv1rUX6enp5YCOogzg/8RMTlbOCPZ3FV1EBBKUTHxTUvPVDpfvfWISPh8zTC4sRDSBSIVw1yefBMCmGmgJB6QEMQ3/8oeLDglpMzham9JBLsRfUQbhcuDJBsShSxsbCUyAoDbDZ4ReOqHdcbsDqhKEKicJLhtXZhiRMLshMUC6K9GKz3PIUCEp1zDb7mvybh2+2YnjOYLnYR+aN4QmHI8RbkD1BuTDCi4P2dgoEpTQGs23lnuunKzuwPe04b7GfNxGCOhgj5WdPUC6OkqHQFAhKXbRGy9Kd1y7VaTE/c6BM7C8nTlAH/p689HjFUpWcx3FBUyAoRWnRmZK3F91q0eNx8jEy8RjCBXXg58HLSFCkqOR8ZJoCQakIui0gyPHzEo1TyHE6ORLkIm56vGJ5nFzAHeHFdyAo5Shp1SdvL2p2fQsIcnylwiClAr/zI8RbxM2IV6TFyYXDawoEpRbna7rSdl/r7kOZZEeIj4cw2Jd8QR3IRdwV8YoUlbengHP/T4GgFOJEmSZ7X7HRgj7JjhCFRBDqp8T7Ki7hKeBsnOqbEiMfNDMFglKF/debNxy8ZbER8XXIJYIwignq4MEw6Z/mB967zAe1mSjB1ov1a/cTZCcEQXaq3pXOVve8+WP9vcMDgpLPBwU1m79VEymNe3uh8OVinW5f8X8TE0BQMoFh6PfHy/94opLw61LYUAjaWdTWX10CCEoaNjv8zDcln5y7Q8KlKe0nZLHBJ8q1jn8DQcnBZLVn597YfaWR7IFQlHO1PY5/gPKLJKA32zJyrv90G+MtIEyirtvs+AcQlGi6ei0pO68W1neTPRBKYzDfDQYDQQmlXtuXtL2oQmMgeyDU5+40GQhKHOUaQ9LXRQ3dfWQPhE4AQQniWmPPkh1X2w1msgdCM4CgRHCuumv57ms9aOssjGaAoLhzXK1ZlUvEFhBGAgTFl7xrzRsP3nKzzsJoBgTqceTzC3XrDwA73QLcQfHig4Ia4pPszAMIij0wDL1+vHzLLyQk2ZkHEBRjzDb7+gO3DhY7a7UBQA4QFEt6LbasvcUny0dutQFACBAUM7RG67JdVy8ia7UBQAgQFBva9ObkHUU3mlxotQFAAhAUA+50GZO2F91ux6vOwmgGCOou6jZ98varjWALCD4AQd3CnVYbACQAQdHjZqsNABKAoChxv9UGAAmYCarRW46qO262GOwwFOsnfjxaHuhFfq9cnMCk1QYACRgIaoPhzy80b73UbPrtdvJ9Ween55teemDsmkR/TCrpUwqsWm0AkOCuoH1W+8tHq3+s7Lr/v//tP/W/1PZ8mBQmEzFkIoFtqw0AEtzabtdjsq09WHG/nf2cq+lO3lVyvQmXMsEEY7PDmw6XAjsJBr2gGoPlibyywvoRcictOvPK3LJtl5pRX4gKmG32J/NuYNgIBoAQlILWa02ZuWp1G6Lcic0Ov1/Q8PKxapq+9mAw29J2Xfs3po1gAAhBI+itFsOKveo7Xa7VqD5a2rE0p6Sy3YjiiiSiNVoWf12EeSMYAEJcFvTXup5V+eUdvWhyJ9UdfSv2qo+XdaL4LCk09ZgWfFGIRyMYcnGlDwzJuCboqcqu9Ycq9WYb6usZzLbN31W9dbKWsGKtqKntNC7cWqhuY8IK716UEv7HS1VkjwIpLgi692rb80dum7DIneQXa1bmqht7qFvFoKRVv+DLy/g1giGLmcGyyy/OnBYkI3sgSEEq6LZLze+cvoNh6uRGsyF1d8kvtVSsoVVY371wayGujWBIYd20wB82JgZI6ZThG1lQGwy/dar2/QLsIyxdRuv6g5WfnG+kVMrwRJnm0W1XulBNsimLB5+Tk5mwZVkMn0OzF81HyPGYbfCrx6pPlOO1rLHB8Kfnm2629P5zcaiXkPyEE5GtNggjUinOWzUx1s+D7IGgwdnfU6/ZvvGbCvzs7OdslXbJrpIbzSQXJSS41QYxJMX4/PzcDJraCTkRVGOwZOapz/9WiRlvmnrMmbnq3UWkBcOJb7WBNxw26y+PRR5YNYnWeyGGHnpDt+mpAxW1XYS+xmC2wX85U3erxfDuohARj7ipEgxDb3xf8fG5WsKuSABKCX93ZvyCCKr0O0TNEILebDFs/KaynaTXGI6UdJRpjFtSIoK9iVhs2uzwc/8uZVgzg5nBsn3ZE+i1Wh+OwTeqqg7jUwcqyLLTQVlbb2pOyelKLd4XYmSrDTrGkpwwQFCbHd78XTXerXaRoDPZnj1c+Y+CBhtuISi92bZs17VvbzFnCwh9Y0lOGPCI/7FSW6ahSu4EhqCvLjUXN+k/WhLuI+Fhe3LmtdqgdSzJCQP+1K40UK4wxuV6XfLOkgt3sAwm1Gv7HvziMpPsTIrxObeJxrEkJwwQ1ODGLhD86Oi1rD1Ysb2wBZOHfbnGsOCLy4xpBMP9LZZEhTQHHgwQNM5fQtY4nGOzw3//T/2mI7fd2UgFQdC1xp6HvyxkTCMYpYT/3dopr8wLZdFn+5yrDBB0aawC89kehpyq6ErdXYp6lnyuuuvRbVcY0wjGsS9pfoSc7IHgywBBJXzOJykRYj5114C1XX3pe9WHb7lcgPO4WpOys4gxjWAYFktywmAXEwM9cjKiqZwcM1rsr39f89bJWjPipHneteaVe67T9I2oQXjwOXuymBZLcsIQ/5MTAiT5WdEBnnziR4Oc/GLNir2l9dqRt2wyqdVGpFJ89rnpyxP8yR4IcQz9VxiuEOVlq0LlQoJH4xKlrb0pu0tODf9WPgRBHxTUvPJdGTO2gDA4luSEYR8TY6X8vKzoGD8xkaNxFZ3Jtunw7fcLGmz3KQjD0GvHypnRCIbxsSQnOJvHKMS8vEzVrGApYaNBAQxB2y41r95frrln/4DZZl+df4MZjWBGQyzJCSNMtMV89lfLxy8a703MaFBzqU6Xurv0aqMegqBeiy095zozGsHMChkVsSQnjLwS5HNYn6SEL49XEjAad2jVm7PyyrZcaEz6uogZjWA2zQn+YcPU0RBLcgKiUAWHxfrfx0LXTaX64tFmhz/+pYnL5RG53xkPHLGk95OieDQqsYAPSL9IFgT9Yf641+YF4joaTKjpsqr8FYFelA5BOGEUxpKc4NqdZuP0gHcWBlO/Jm2bwSoQimlUnqCf5BjfURhLcoLLj8KsSb4fJIVzKS+pyQI36Vhzw5Ucyg/VgSOWtH/VxFEYS3ICmrlakkq+fcV4Kqfs78KCqrtsiUFKJYV3wDgY5bEkJ6CUbFawdA+1U/b9NPZYlZ6eKj9PsgcyLCCW5AT0d8GEAEluZrSfB6VT9g70Zlhn4c4Jo2KkbN20QBBLcoJbj+lIpWh/dnSINz3Wy7Va24wQHwmfQ/ZA7tK/LwnEkpzg7jxyrJcgNyta5UvplH0/DT3WMKUsTEH+aEEsCSEYLHR8JLy9mdGJgfSIjHT12e0sQeI4GYljALEk5GCzEpcKODtWRM0L88LkbHhjtUMtBta8CF/i9/yCWJKrYPYNiXjsrcsil8VRcSEyJFWdltix3mMITDiBWBIKsLyFcNisvz8euibRD8Nz4opGbxcLxBPGELGfEMSS0IHxM44FQW8uCKJFyt5BnxXuMHJmhSrYeN7WQCwJNbhMwjZOD3j7YRqk7O/Cguq67dOCFV5C7BNOIJbkJnhN1Z+Y7CsVcn7/fQ1d3lZr6LGN8Zb6W03lGsz6zjC1XhKR4LiMXRKj+Dw1QsilfMr+N3Qmu9HOnxaMzesDIJaECfjaMz9ctmPFeE8BVZI3I2KH4SYdNDvMR8RDP2YQS8IQ3G9vU8d55merfD2ovp/oXu5oreE+srGoIlAgloQtRDx/xytF+VmqIBmd1rDaPjufL54c6FrqAcSSMIegCeI4mSA/SxXtQ34SHDkWG9xmYM8KVSDc8gxiSXhA3ArGx4O3NzNq8lhaLRpYUF23fVKgQilxtqsQxJLwg9AltpeQuys96oFQeqTs+2nR22QSj2jfof+0wL4kXCE6BuRI2T8eTbNZWp8V1lt5M0MGtx0CsSS8ISFIyeOwPkwOWznBh/hLu0l9j31GiI9UwIVALIkoyPnlclisdx8JEXDg3VdpVgKkocca4C0NY1v/mRw1O5TqFYEYAGlpnnOV7VtPl8d4QSyIHrnQfgxmuMvMLWnro9m46Qk5gh6/2ZK+7bLeZP25rDVSArNps6/kLjY7/H5Bw7OHK3tMVOyLwiRIEDSvsGHNriKT9W5B7gu3NUE8M5+GAZrTldq0nNJyjZHsgTAZogX96EzVc3nXB21xulLbqYD6xPTZVtJPbVdf2p7SQzdpNpOmEYR2vf7zUfU7x9RD1uO+2aAVWfReAvo5arLa3zhR89rx6j4rE5o0UA2ChLDZ4c0Hbnz8U5WTY8pbdDZdj4+INluf7uVIScfKfeqG7pGbOgBcgghBzTb7upyrOb/WjXhkbYehXdMR6EHLyGJJa29qTmlBNXNagFIB3AXtNdsyvyr8trgZ4fEanam2oS3Mi5aOao3WDYcqhmzqAEAHvoJ29VqWfvHrT+Ualz6lNVpKalojZbR01NHUYc3+ivZ7mjoAUIOjoK09pqQtFwprnfUxGg6DyXq1slklp6WjEAT9WteTmlN6rQmz15tGLXgJWtvR+9in50ub0TegN1ntF9RNcbR1tEVnzswt23YJ6dwGMCS4CFrc0L3oo/M17SjbEvdjs8MFpY1xcvrFnhw4Ek4vHa3qNYMIFEqw/+4vVHUu+eyiRo9NwAWGobMlzXEyiEXbVccxdefSnJKKdpBwQgPGgp4saU3beqmnD+Ou12fVrZGedtql7Pup6exbsbf0mLqT7IHQDywFPVjUuGrnlT4LLvsnLlRqgvkWPg3ToQ56zfaXjla9dbLWgriLOADCUNCvztX+bt91XH/7hTUdPnCvmM5NuvKLNRn71I0g4YQYbL7sj85Uvf7vWwR0vS5u6BZbDFIapuz7udliSM0p/aUWJJwQ4e43DcPQ/xwpeeeYGpPRIKGsuceu71HQM2XvoMtoXXug4v2CBprUrSITtwS12uHn8q5/UVCD1WgQUttu0HV0BtAzZe/AkXB6+puKbqwXlAwDvaBGsy3z68K8wgYMR4Ocpu6+5ub2ICmN76MQBJ2t7k7eWVLcbCB7INQFpaDdRsuyrZdOq9uwHY1LtOtNZbVtoVIa30chCGrWmbNy1buLWskeCEVBI2ibzpT82cVfq8mP6vWarDeqmlVyOlUmux+zDf7LmbpXj1cbLSDhNBiXBa3r7H380ws3G3vwGA0KTFb7BXVjLG1T9v18W9KRmlNa1QESTgNwTdDyFt1jn16o0lBrzmSzwz+XNsbL6T0fhSCoqsOYtkd9opz8RxN1cEHQq3XaxVsuNmn78BsNamAY+k9JU5yM7HG4jcFse/HbqvfO1NGldDreIBX0TJkm+bOLHQYzrqNxk7Pq1tkBPNpm7O8CQ1BOUeuq/PI2PdjyjEzQ4zdbsrcX9pqpXqTgsTi/j5fHfpAUxqW7pBB0pUGXvOvWhTtUmeuTxciC5l6uv7fOAjXhsllvJ6n2rZ3qJeIlqRTbV4wX82mcDnXQ2Wtde6Dik/ONo/lpP8K3+NGZqk35xRSfD/l4CA49PX3zQ+H9ZeFnBUv3ZETLRLRf2ttg+NPzTc8crhy1CadhBYVh6O3h6yxQh1nh8nOvzZ03fnCP0IQASW5mtJ+Hs8rIdOGn29q0PaVlbe6+oUBHhhbUUWfhE6d1FkiHxYKenht65JmZfsOUhY9UivKzo4O9mVA0/k6Xafle9YEbrr0fywCGENRkRVpngUQ8BNydq6f8PTXWeVn4QC9BXpYq2pdOzRuGw2S1v/lD7WujLOE0WFCj2Za+7TLyOgukEDtGWvDqAykTApAc7CPh7cuMnkKv5g3Dc6SkY2Wuul47WrY8Dxb0ve/Lfq6kdK22zKmBP744O0wpQf4RqYCzMz1qXhjNmjcMR2lr75JdJacq0BQcoB0DBDVZ7TsvUPfJLuCy/5We8HnWRBHf5aymiMf+IjUySUWz5g3DoTfbNh25/d6ZOhu1AyzuM0DQao0Bp1fe3CdILv7hhdlrZgahPgOPw/owOXxNoh+GoyIRR8Lpyf3lGkbX2BkgqNj1OxMxLFT5nn3lgYnj3H1GsyDozQVBr80LxGRUVOByvS51d2lRI2Nr7AwQNFghDlZQa8HLYkGbHwrP3zDVW4zZps+N0wP+9HAw/bOhd2nVm7PzyrZdambkw37wImn1DPTPUMxRevC/eXr620kqNtatg1dN9v3H40xI2Tvob+qgY1xTh8GCPjc/LHKYnn8EM3Gc15mX5syPwqvfV0qs4vPUCCFtK0Hcz+lKbdoepjV1GPz18DnsAxunhSpJftCvmRl08sXZQXJ8hzE/XLZjxXhPAUVn3iio6exbzqymDkPcP0IU4hPPz44J8CR+NBAECXmcLZkT/pWewOcQcW+bOs5zz8poBXYTXNLps9rfOFHDmBo7Q0vgJxUc2zRragjRrf4ifCRnXpqTPW0ckReN9RMffEIVJGNCyr6f/GJNOiOaOgx7l/IW8448M2MBblPA+3k8zv/Myw+QcuceJxPkZ6mifETEXxo/brUYUnNKf66hd40dZ49RMZ+Tt2EqwpS3Ozi2G+9dmyglr3OwjwdvX2b0pDGUWCBihdZoXX+Q3jV2Rpjn8Tns7U9OfhLP2FOAl/DYppn3bjcmCy8hd3dG1JwQhqTsHThq7KzeX07Tpg4jL0Q4bNZH6QkvLgjH4/KzwxVnX3lgeihVUuQiHntbWuRjUVQZD1Y4mjpcp2FTB0QrZRYL+nOy6u0kFYY3Ocd248PPzPD1pNbqhMdh/WtJWMYE4ibfxNCiM2fnldGuxo4LoZzND4V/ljkRk+yLp5C7C8F2Y7LgsFjvPRLy/OwxZA8EYxw1dl4+Vk3xVyDvxbVFSebUQKmQuy7nqjv/h/FjpbvXJJKeC3AOC4JemD1WzOP842w9bRcYQ3O0tKNFT+n6BvficjB8cbz/gY3TPAQol9sZiYEnX5hNcTv7WT/N//8eD+UwJWXfj7aXNil7NNmauZHKb5+doZC49sKkgMv+W2rsl9lothuTSGqc8rOlEQIGpezpBcrf++Qg2fFNM8fIhAiPD/QWHX9+1u/mhqK7HLk8FCHbvny8B63+rhgD+htDlL/niednhfuM/G7Qohjfc6/OnRIkQ30t0pke5JmzMkoupn0lCNrh1pMrSC7+/vlZcWOkwx3A57DfTlLlr58mo/9ujHh/SV6mKsCTCZUgaIS7UytfT8GxTTMXqnzv/1FMgOfpl+ZQIUWEFWEKYX62KlSOdGIDcB8WjFFpm9PqtoNXG8ua9XwuO8xHnD4l8MHxSuatfyEI6u6zrjtYQevOB5FKsY7atZ7YLKhgQyyEoaCjil6z/dkjledr6VobkUaCgugJGsR89ra08Y+MJ3q/7CgECIoSPof1cUr4igSmpeypBhAUPRwW66+Phqyf5k/2QJgMENQtWBD0+wfHMakSBNUAgmLAxukB7y5iTiUISgEExYbMib5bQMoeB8AvFDMWRnp/lRYpASl7TAGCYsnMYGlORpQ3/Zs3UAcgKMYkBEhys6L9QcoeI4Cg2BOhEOVnRYd4g5Q9BgBBcWGslyAvK1rFiOYN5AIExQulhLc3MzoxkFGVIIgHCIojUgFnd0b0okiQskcPEBRf+BzWJynhafGDG+EBEAIExR0Om/W3x0LXTgUpezQAQYmABUFvzAcpezQAQYlj4/SAPy8EKXtEwDDk2EgPBCWU7Em+/1zMnOYNuOJ41wMISjTJMYovUiNEPPCbd4ZCzHW0dgG/JhJ4MFy2Z2W0DKTshyfmtxwHEJQcJgRIcjOjfT1oXy4AJx6KuFtsAQhKGpFK0f5sVbA3tcqjUoEAT/4DwUBQChDoJcjLUkWDlP1AXpjp3184FghKMj4S3t6VUVPGgpT9XZaovOeE/LfTCxCUfLyE3J3pUXNDGdW8AR0PhHi+MmdAVxkgKCUQ8dhfLotcHM205g0usUTl/e7D4wY1DgaRDqrA47A+SA7zFHLyr2vIHgvR+HnwNk7zWxQxxDME1GaiHNsuNb9f0IDrJahTm8nXg7cyQZGikvOHaacB7qCUY+P0ACGP/dczdfRtD4eEEdV0AASlIk9O9vMScP9wosbKREnlIm56vGJFvMK5mg6AoBQlJVbhKeC8+F1VH316Go2It4ibEa9YHidHXuECzEEpzeV63dPfVOrNGHeNIX4OikJNB0BQqnOrxbD+UGVHL5atYIkUFLWaDoCgNKBea1p9oLxea8LqhMQI6qaaDoCg9ECjtzx1sLxcY8TkbHgLiomaDoCgtKG7z7rhUOU1LFpq4yeoTMhdmYCNmg6AoHTCaLE/e/j2L7Xdbp4HD0EdaqbFyYWY1qAEgtIMiw1+5Vj1ifJOd06CraA4qekACEo/bDD89qk7+4vRp+yxEhRXNR2AQD394LBY7z0SIhVyv7rUTNYYvISczAQlrmo6AILSEhYEvT4v0M+D99czdQQ/Ab2EnGWx8ox4pYRPxF5NICiNWT3FT8Rj/+nkHZuL8zR0ThOspgMgKL1JT/CRi3ibj1aZXEnZi/hsvSvHk6KmA7BIYgIX7vQ8c7iy14zUuVmhsuouM5IjZUJu5gTFsljc55rDAQRlCDeaDesOVWiNiBbnsQHSjpGOJPGueS9AUOZwu8P41IGKFt0It8ap46T1ToNMXkLOygRlWqycCvV5gKCMorHH/NSB8prOvuEOCJIJ+Hz+cPv3vIScjATlcmqo6QAIyjQ6ei1rD1aUtvbe/6OEAE+jHdKZhrDTS8jJiFekxSnElFHTARCUgehMtrUHK9WaXjsMQxDk58EPkAqsMNSsG2JTqZeQkx6vWE49NR0AQZlJr8X+5qm6K40GJ8dIBZyMBOqq6QAIylhsdjjnWntucfv9bzVJBXfvmuSu0JEABGU4Hb3WH293Fzbom3rMdgiS8NlzQ6Qr6KCmAyAogNL8P9TGCTBC2rl+AAAAAElFTkSuQmCC",
"path": "0153c93657dabbc049d686f3897376c89e60bb4c85d666649c19e40c579d5c07.png"
} | Generate code for a svg of a a blue logo with a cross on it | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="150pt" height="150pt" viewBox="0 0 150 150" version="1.1">
<g id="surface1">
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(14.117647%,53.72549%,79.215686%);fill-opacity:1;" d="M 4.285156 53.621094 C 4.285156 53.621094 0.734375 51.015625 4.996094 47.535156 L 14.925781 38.496094 C 14.925781 38.496094 17.765625 35.449219 20.769531 38.101562 L 112.378906 108.734375 L 112.378906 142.601562 C 112.378906 142.601562 112.335938 147.921875 105.632812 147.332031 Z M 4.285156 53.621094 "/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(6.27451%,43.921569%,70.196078%);fill-opacity:1;" d="M 27.898438 75.453125 L 4.285156 97.3125 C 4.285156 97.3125 1.859375 99.152344 4.285156 102.4375 L 15.25 112.589844 C 15.25 112.589844 17.855469 115.4375 21.699219 112.199219 L 46.734375 92.867188 Z M 27.898438 75.453125 "/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(3.137255%,46.666667%,72.54902%);fill-opacity:1;" d="M 69.355469 75.632812 L 112.660156 41.960938 L 112.378906 8.269531 C 112.378906 8.269531 110.53125 0.917969 104.359375 4.746094 L 46.734375 58.15625 Z M 69.355469 75.632812 "/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(23.529412%,60%,83.137255%);fill-opacity:1;" d="M 105.632812 147.378906 C 108.148438 150 111.195312 149.140625 111.195312 149.140625 L 144.945312 132.207031 C 149.265625 129.207031 148.65625 125.488281 148.65625 125.488281 L 148.65625 24.363281 C 148.65625 19.917969 144.1875 18.382812 144.1875 18.382812 L 114.9375 4.023438 C 108.546875 0 104.359375 4.746094 104.359375 4.746094 C 104.359375 4.746094 109.746094 0.796875 112.378906 8.269531 L 112.378906 141.984375 C 112.378906 142.902344 112.1875 143.808594 111.804688 144.621094 C 111.035156 146.203125 109.363281 147.679688 105.351562 147.0625 Z M 105.632812 147.378906 "/>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a yellow watering can, presumably filled with oil given the context, with a single droplet falling from its spout. | <?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 0 511.998 511.998" style="enable-background:new 0 0 511.998 511.998;" xml:space="preserve">
<g>
<path style="fill:#FECA09;" d="M301.991,266.497l-41.852-50.22H61.792v141.241H340.17l115.906-173.85
c3.566-5.358-2.684-11.794-8.139-8.386L301.991,266.497z"/>
<g>
<path style="fill:#FC5923;" d="M441.388,198.618c-2.851,0-5.658-1.377-7.353-3.928c-2.71-4.061-1.615-9.543,2.445-12.244
l26.483-17.655c3.487-2.33,8.157-1.871,11.14,1.103l17.655,17.655c3.452,3.452,3.452,9.031,0,12.482
c-3.452,3.452-9.031,3.452-12.482,0l-12.535-12.535l-20.462,13.639C444.769,198.141,443.065,198.618,441.388,198.618"/>
<path style="fill:#FC5923;" d="M158.897,233.928c-4.882,0-8.828-3.955-8.828-8.828v-44.138c0-4.873,3.946-8.828,8.828-8.828
s8.828,3.955,8.828,8.828V225.1C167.724,229.973,163.778,233.928,158.897,233.928"/>
<path style="fill:#FC5923;" d="M185.379,189.79h-52.966c-4.882,0-8.828-3.955-8.828-8.828s3.946-8.828,8.828-8.828h52.966
c4.882,0,8.828,3.955,8.828,8.828S190.261,189.79,185.379,189.79"/>
<polygon style="fill:#FC5923;" points="70.621,242.756 0,198.618 17.655,154.48 70.621,189.79 "/>
<path style="fill:#FC5923;" d="M494.97,279.317l-9.454-18.909l-7.574,15.166c-4.299,8.58-8.642,17.231-14.513,24.823
c-2.454,3.16-4.008,6.691-4.334,11.185c-0.918,12.871,8.139,25.088,20.78,27.692c17.09,3.531,32.124-9.428,32.124-25.9
c0-4.29-1.245-7.865-3.249-11.043C503.983,294.756,498.978,287.323,494.97,279.317"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "d024e1aa442c550490ef1a5318d26cb59e110f8ad4aab5602a944b74616e8643.png"
} | Generate code for a svg of a a black star with a white outline on it | <svg xmlns="http://www.w3.org/2000/svg" width="64" height="64" viewBox="0 0 64 64"><style>.st0{fill-rule:evenodd;clip-rule:evenodd}</style><path class="st0" d="M47.375,40.732L51.844,64L31.931,51.852L12,64l4.604-23.253L0,24.001l22-2L32,0l10,22.001l22,2L47.375,40.732z M36,28.005l-4-12v28l12,8l-4-12l8-12H36z" id="star-half_1_"/></svg> | |
{
"bytes": "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",
"path": "2d128b59c990e65c2e97604e7ef805971d8f7380fce71b9ee152d786a03b7f89.png"
} | Generate code for a svg of a a close up of a black and white picture of a refrigerator | <svg xmlns="http://www.w3.org/2000/svg" width="32" height="32" viewBox="0 0 128 128">
<style>path{fill:#000}@media (prefers-color-scheme:dark){path{fill:#fff}}</style>
<path id="Colore_riempimento_1" data-name="Colore riempimento 1" class="cls-1" d="M93,74H35c-0.212-21.476.547-44.214,4-62a19.9,19.9,0,0,0,3-3H86l2,3h1v2h1l1,14c1.639,5.824.953,15.548,1,23ZM67,68c2.208-12.017,2.193-38.979,0-51a12.7,12.7,0,0,0-5-1c-4.2,8.154-2.065,38.259-2,51a7.485,7.485,0,0,1,3,2ZM93,81c0.186,13.43-1.824,26.776-4,38l-3,1v1H84v1H72c-10.687,0-24.359,1.113-32-2-4.247-9.794-4.944-25.164-5-39,8.01-1.467,19.415-1,29-1S84.987,79.542,93,81ZM61,89l-1,5c2.612,1.382,1.693,1.769,6,2,1.094-2.078,1.611-1.771,2-5-1.139-1.139-.4,0-1-2H61Z"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a blue motorbike speeding past the old factory. | <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="#fafbfb" d="M0 0h96v96H48l24-19 4-7 1-5 8-6q-6 1-9 5 0-4 6-6-4 0-7 2l-2-1 12-5h-3l2-4 2 2q1-10-8-9-4-3-4-6l-2 2-1-4-5-3v-3h-7l-2 5-1-1q-5 6-13 5v2q-3-6-2-13h-3v14q-3 8-3 17l7 1-1 3h-3q-3-2-6-1v-5h-3l-1-10q-3-3-5 0-2 5-1 11h-5v5q-6-1-10 1l2 1q14-3 27 0l-5 5q-16 6-31 7z"/><path fill="#f1efeb" d="m82 54-12 3q-2-3-5-2l2-4 2-3V37q-2 0-1 3-7 1-8-5-2 1-1 4-9-3-1 2l-1 1q-5-2-10-1h-4v-3q8 1 13-5l1 1 2-5h7v3l5 3 1 4 2-2q0 3 4 6 9-1 8 9l-2-2z"/><path fill="#7b8cb6" d="M43 40q-3 2-2 7l-3-7V27h3q-1 7 2 13"/><path fill="#1e59b2" d="m43 41 1 2-2 2q0 2 2 2v1h-4q-1-5 2-7"/><path fill="#aaaebc" d="M69 48q-3-3-6-2l5-2-9-1v-4q-1-3 1-4 1 6 8 5-1-3 1-3z"/><path fill="#3179bd" d="M44 41h3v7h-2v-1l1-1q-1-2-3-1l2-2z"/><path fill="#d4d0cc" d="M59 39v4l9 1-5 2h-7l-7 4-2-2v-7q5-1 10 1l1-1q-8-5 1-2"/><path fill="#91cdda" d="M43 45q2-1 3 1l-1 1q-2 0-2-2"/><path fill="#4397d5" d="M28 46v10h-5V46q2-3 5 0"/><path fill="#2461a9" d="M63 46q3-1 6 2l-2 3q-3-3-6 0l-8 5 1-3q3-2 2-5l-5 4-1-1-1-1 7-4z"/><path fill="#b0c2c7" d="m54 53-4-2 1 1 5-4q1 3-2 5"/><path fill="#13489f" d="m67 51-2 4q-4 0-7 3-4 0-5-2l8-5q3-3 6 0"/><path fill="#d1d2cf" d="m38 41 3 7h4l-5 2v2q3 1 6-2l2 2q-6 1-6 7l-7-1q0-9 3-17"/><path fill="#82b2bd" d="M49 54h3q-2 2-1 3-5 0-2-3"/><path fill="#7382a2" d="M82 54h3l-12 5-3-2z"/><path fill="#7fb4cb" d="M65 55q3-1 5 2-8-3-11 5-3-3-1-4 3-3 7-3"/><path fill="#cdd8de" d="M23 46v10h5V46l1 10h3v5q3-1 6 1l-2 2q-13-3-27 0l-2-1q4-2 10-1v-5h5q-1-6 1-11"/><path fill="#142f77" d="M45 48h2l2 2 1 1 4 2-1 3q1 2 5 2-2 1 1 4 3-8 11-5l3 2 2 1q3-2 7-2-6 2-6 6v6l-4 7q-8-1-11-7-1-2-3-1 0 4-4 1 2-2 1-4l-3 5 1-7-2-7q-1-1 1-3h-3l-1-2-2-2q-3 3-6 2v-2z"/><path fill="#abc9d0" d="M66 61q2-3 5-1v3z"/><path fill="#387ca9" d="m66 61 5 2-1 4-2-4q-2 0-1 3l-8-1 7-1-2-1z"/><path fill="#517faf" d="M76 70v-6q3-4 9-5l-8 6z"/><path fill="#1b67b0" d="m48 52 1 2q-3 3 2 3l2 7-1 7-3-1v-2q-2-4-5-3l-3-3 1-3q0-6 6-7"/><path fill="#62b3c7" d="m64 63 2 1-7 1q1-3 5-2"/><path fill="#b7d3db" d="M72 68q-1 4-6 4l-2-3z"/><path fill="#4177a2" d="M66 72q5 0 6-4t2 0q-2 9-8 4"/><path fill="#73bbda" d="m61 70-2 2q-8 2-14 6l2-7q-3-8 2-1l3 1 3-5q1 2-1 4 4 3 4-1 2-1 3 1"/><path fill="#143983" d="M38 62h3l3 3q3-1 5 3v2q-5-7-2 1l-2 7q6-4 14-6l2-2q3 6 11 7l-3 3-25 5q-4 4-3 11H0V76q15-1 31-7l5-5z"/><path fill="#72bbca" d="M41 77h-6l-1-3q4 3 7 0z"/><path fill="#6ca1bb" d="m42 67 2 2-1 3q-2-3-1-5"/><path fill="#3a7ea8" d="m39 65 2 1-2 8q-3-6 0-9"/><path fill="#6ca9c2" d="M35 77q3 3 6 0h2q-4 3-8 2-3-2 0-2"/><path fill="#1c3b77" d="M35 77h6q-3 3-6 0"/><path fill="#3e98d4" d="M69 80 48 96h-7q-1-7 3-11z"/></svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AABK7ElEQVR4nO29e7Qtx10e+FVVd+/ej/M+59577r3SlSwJCVmWhWxs+SEbzBvCAmeSOATDkITEgRlWMskKMFngYdYaYCWZZEIWDI8wZBESAivAxAjwgLHBkmXLWBJYD9uSLEu67/Pe735W1fzR3bWrH/t59j737KP7rbvO7d27d+/a3V9/v0f9qopIKXETN3FcQW90A27iJgbBuNENuJHwAB/wgRAI0n85IIEQkMl29FcAGYvDkw1S9LgzAIABkGTbTPaYAAPMZNsELMAE7Fn93LnEiSWoALqAA7iAkxAxSCgYJoRTkEDk7Ej1EiDqGNnbPy5I9JekXybv0uQF0T6SJ64FlAEbqADl15Phm2+CSqADdJO/biKKEQXVMVLGhJOIqaZ2IuFl5rQZ7kLj61hOOyXxB3X+ZTiqgxCQ5G/vJVI7kXDXAkpAGagAFaAGlMdo2nxgbggaAk2gldDRTRRRkUwgxTz1N4JMS6MSSykB0mNwP6jDJgDJCWTqXQCaIhZSU/+4zuDeMSQ+AwFKCWurQBVYAGr9v/34gxzPKL4FNBI6RmY6UkQJCAkAItqIeClhAesENgGAjsS2gB8dUES+Ho8jmkrINPl0rZ0FeixM/upuAAEIzYputJ+S3n6qETQCVawloMnxSFhbBsrAIrAILM+Pk3AsCNoGGkBTs9Qi4ZBISBnxSVfBiJqLBG+iOEdTt1MCFzmeDlGXKfue+a0pKU32KB9AGXWZuKKFV0rfWWy18+8qYpEcRzVvNT42Z+Uj2lHtMKLxNUPcmKwJaxXFrcQrWABWgIWilh8H3DCCNoBrwAHQUeooIRJplDJWSqDHUSFjXkaQwJ0Ubzf6igEHHvXwpTAlmRHb+nmZBezU4ySS+0w/qCNlTESkPVGdnUizTX2aokflDE17R0a0SyhItFNF2zQ5v55koBFfCSjACAAwoAqsAGeAlYG/7Ihx1ARtAheBbcCPcjcyZl4hHYVGHQkIEcthtP8uhq+zhn/jR118MQCSr1AUz2inDoEsfwUZxMjonQFepkzbYuQI2tuJnjepPAFKAJJ6DklCX10vSZrxVLmnVKOmIq5G2YisLKGsBZwCLhwPWT06gl4HXgEaUX5RQgjwxJvkaTpCJ2jyF2mjv0jwdypxZnEwAolfbqEpNIOeuApZpva5ErGykkRWtU/1g1JNpcTFoVLyVsa+93iZpp2urFSLjVKqmRCOaG4olIhGfzXKsoSvLDmMURgEBFgG7gA2Bv3QmeMoovhd4EtAG+ASoQQXsUaGMs5yS4CLhI5a9qenpkg7oBJfWx6JnQBMgnda+H/byetEDlMcRbInCap013MwhvqgBSAgUqMjgZSJZ5mch6T1VUU/RKOvbu5Jws5YbjXFVfuVGxr9bJq8jP4BYACjYBwBYFDsE9QJloB7gaURf9q0MVuC+sAXgOuAkAgSaoYSgdJOEcsnEiJyLUkU7cxwVAIWwZ3jNPy+Ev5bC0HCPAXlzirrD5naH2UJMkQd3eIUWnAVu+jbunZmPhUpouI0zXmikSICmk1PC6rSTqp9BSGxdqpvZ4BBwQUAmARSIAQYRZ3iCWATeCNGFYUpYoYE3QaejdLmEgGHBAKJUAJAKGAASwAjIIAHNAUaAlKCa6RUDqIApOhF7psGjFHFCgAsgg2KV/xUyimbeEqsP9IHpA7Op6L6oMczjSvI8S+WSQIiUy6pbvFJ4jAoq91zNNUBirt6GlVLNpHoK/pQNhJOQRByEMCgkBSBjGnKBUyGqwQHwNcAi/1/9SwwK4K+ALwKhBK+gJDggC9AgU2CCwRnTVRyDAslLnO8HOBZHy0e01HIAge0PA47I1QJPJ7KN/WYmss96Tt1BY38SZE+npB4D81l8vNmGhpxUy+1bZrYZqpxFGlHE7nIXRFX36P7qUpZqeYeREeyhAc0YqdAKGBSgCKUsCjAwQkkwxPAvcD5Phd5FpgJQZ8Brkbs5BBAIADgHop7WQEve00huM3AbQa+voxnPHyigx2eSjAhoZcn+p6kHxwOT6RUOaYp6WXskWNYv1RU/l0dRPMJ8rFRod1H4jtCgsqCcF6drUes5FOpGCthJKW9Y6CF7Uw7oYrcOUHAwQgMAiEQACaFFAgkLAopwACLwuWwKJ4j8IA7+vz2qWP6BH0a2AYCiYDHwnmK4CEDCyPLHgUeKOE+Cx/v4E86CJIsvQrzt8MhZ8jjio9uUnekqCYA6NF9LiE6I0QmW8XvukGHppoZZ4BqG0Q7DCpa12w6lb3viiWTxhlTJGpKZeKGIo7cQwKWsJMDJoUnYRBYDK5AicLjKDG8RICj4uiUCfpMmp2ewH0UbzZGDm/1lhF8Sw13WPjlvdg9VRb/ixwdgerIvXV1jhfdXu/UDYeS4Wxjcm3Tyarkk2rcVWras9paSitKJ+mUVXafETCCAKARO5OQyCDgiWTyyNADgqPE4ArYGkct4JaZXSKFaRL0FeBqws4Q8AW+luHuwwV+d1r4Zxv4l1vY43E/kwSEwKNtfNvI7vqfNOPgbO6QeqIyDq6upjR2DHRBJQCVSV4p2p/kO/VEfcTOKK9kcHACRmFScAGLAIAgsCjcECUjpaNfIKgAazO+AlNL1O8DnwNCCS9h5wMU902J/1cC/MRVtLVAfoHi52/B4gjs3w/xjy6iM77bOo/oRe6IbbpOWZX4JIm+mglTjSQ5b0YbBBYFI2BAiYEAdvKXEtgUFLAZbIKHkxLsGWE6RS0CeBbgEh6HAHyBW8nU2AngnIn/eQMuh8PhcfgCeyF+5vpwXfQlfvr664WdAKSMe0N8CY/D4XAEvOSfL+AJOByuQCARCrgcTohAIhBwOQIJX8AV4AI+RyDAAZdDSLgcAnGg6QpIwBfwgWdn/IumQ9AvAQ4QiDjELhE8NO3o6y0VfGu6N+NZB//iCg54nw8AuyF+7DK+5E65JfOFHmUFHA6Hw9eY6glwCZ/D4QgEAgGPg0t4Imatz8EBV0BE6iPhC0gJX4JLBBLbwNYs2z8FE+8CjwK+hM/hS4QSDzHcOYM+hxbHP7iIVpqRFYq/voxvWMQp7ZG4HuBPW/jvdTivG+0cFwRgBCaNrb9F4l54k4ARGBQmgUFhAYzCYrFNjyw+IygxmAQmQYmhRvCeXPpsau08PEH/CrgGODwWf1vgr9uzqof9L/v4zf3it86aWDMggd0Q14PZfP1JBCOwaOyGmhFZaRzOR25oicZUNhQvKUoUjKKc7LwHuG02zTsskXxgGwglIBEICImv6l+geXh8x1Jcv5jH1QDPOnjOucnO8cAlHJ64pCKx7yL2CqKXUfkEB0KBQEJIeJGhF+ASXOKVcUoUxsJhufQVxH1FHOBAIGZi3BWWGd588gaGHQMEAq6Iw6BQxv6o4mhUg8Y1dgJxMZoAQgEPuDKbhh02lrmeyGcoICSWyKDOzKngayp4ujvbr1Bouf5B1+0GgROEQRg7v5QQy2CWwcqmUS1ZVdMsW3Mz9nAAolA96tsEBQQIAAoqAQFG4UtQwBewGUIJCBgUgQClEBKXyUz66A91ZRuAG5UbI9b/U7Ovx7pn9hMbeCF/Zbd+vdXp+iO5CwajS+XSsm2vVO21SpnRGT+jM0OchGHwFUcJAgHK4AnYBIEAoQgFCMAYQgFCIYBQokHgzmDWiUMR9FpSaxwVcYYSi7O/NbfMNC8MXKm3vnh9z+f901c5hFzstZ29toNdUEJWK/ZarbJeLS+VS7Nr5+zgcZRozEWPgzB4HDZDIEEEBEEAGACXCARMAi7j6qcrM+igPxRBD5Las6gYGUcybUuNRc/29MGFePLi9b2Oc5iTCCl3O85ux3kBqFjm6YXqLSsLtdIIg6eOE3wByuBLlEjPphNl01ksokbEWgmTQEjskGNG0FZi3xG5zHK8OuLJQACbojtthkrIJy8dlp0ZdP3glb36K3v15bJ9y8rC2aUao7PLcEwTEnFpSORi6nSkElwgpLGI0mQYI5doEIhpj7ifnKDtpKCYJwXwPBnLMWv4M/iW1/abe+0h7KwZlBE0grEfjrrj1h33C9f3zi7VLqwuLdpzIKhSIpAg6GmnL+N6bS7BklFlTEIiTjZJYB9Yn2ozJidoHYCqJhZAlFGbPUE7YvqlSaEQL24XdAA8uFT6wLna+zbKt1WMdSsOAH0hd3x+zeUvtYMX2v6zTf9zde+SM7xGlQtx6aB56aB5eqF658bK8fdQQwGDIRBxPARAMIQATUaPMQlEAx5pXA95jAja1caa8WQCj70xQosJcWUGefitZifkKV0sM/Lz92/83VsLyqwtSs7ZxjnbeOtyj2HXXP7nu84fbXX/eKe74w25Clutzlarc2qh8sYzG8c8ReUL2DS2jZFNDwUsBiEQUpiJQvGkMrA5bR/vUARVI9pEErVcGb/WfVy8MIPij512NrP679+0/vduHWPigk2bfc/52vecrwmJz9Xdj251/2Cr+1TdG/CR7VZ3r33pnjOrF1aXBhx2YxGRL5QwJEIBCpgsdj2N5F2e6JQAOtNuwOQeraONkVAcvc5nbuU/P4MsfSbfWTPo998y4bQalODtK/ZP3bP65HvPP/v1t/zjNyytWX2Tw1yK56/tfu7iNT+cvemZFFEXTORlRne5N/JWDb5Nxjs4006wTE5QD9pYNplMqAQ8P0g1DouOwFMzIChPV8xsWMyaRrL9vkXr371p/cq3XPitt57+xo2+Y1F3Wt3Hv3K57fmH/8ZZQCW5oxkMIqYiuem9CYWS7cZUv/1QBJWaiCJp7l+4Mxxu9rHmTEL4splyda64IZ/et5Qo+cC52sfeefbJrzv//s1qIU2dIPz0K1emm+SaIkI1uYaaISu53VKTpzgOCafp501IUD8ZepEatw5A4lqIL8xGRD2J363P5MxlM9U95Qv5cmf6sdiDS6Xfe9uZz7zn3NtWCuL3kIsnL17Le8PHAXomMbLgXAs8oog+8lGERH1gJ9y45Z0TErQdTWGQni5GOSK/35pJQvS397E/myAso6AAHtublZi9fcV+4j3n/+19a6WcF8GFfOri9e3WseNopJS66ym1mYT1abME0CFEiL6OqO+P58lMTtB48Hhm9jkAwC7HR5qTnbgvXnRnJZ8AlnMpycf2ZjhShAD/yx3LT7zn3K3l7IMhpHz60vWt5tSj4cOCKzue3hZJ0R0SsnqG4bp9rx4hhI9T5zAhQR1tOGxqro7k8fpEB09MTwj2RxsiNzGWKzZNT2z86CwJGuGBpdJn33teT6ZGEFI+fXnruHFUJMZdRcNA4nfKXgQiJQSlLa+vk2cYRqczxk+bkKCePq1Xeo5ttf0f9qcTcdc5fvIqdmaZYaWELFVSRHmlG4zSOXRInCmxP3vX2a9bz9ZgSyn/8vLWVusYcVQPOVQ8JNTEg1q/N4C6lP18TUqp53mje6J9CTr4FK4WwuszdgiNplzg327jY60RW1KMyz7++WW8OvsMzGoly5KZWnmFmkH/4KEz78txVEj5l5e2jo8/qjzOnkHPSGnidkrAMYwg6BtlMsYG+AAZ9CUoIYMSgX7asvcmR9a8UgmEwM9v499sZYdijgIJfKyJf3IZV49kjNFqJVsqOLs4KYMqo488tPmNGwUcffrS9eOjoxkj2cvSJxG9CuQ9wxgQDBmG0e2O+uBNnmZK+aBJbgxFM8J9ooUPXcQjjTFSmM86+LHL+HfbRzdueLViZ+aMPwI3VKHCyO+/ffMb+nD04sG0Q86JwJMsDbQ52pF4or04CcMJ6vv+gEhfx4QEDXTh1NdxS3K5eg8YgAbHL+3gB17Fr+zieadvuHM1wEfq+CeX8ONX8PzRTrjAKF0sp6rgvtjyt4eVfUwRZUZ+/+2beVsvJZ67uvPC1t6RtaQfpEREqt6CAgk1hSZMQiJgLOyfrjcMA4DXP5BKHTxBQz0l9ZpqCo2v0B0AjYsNjo/U8ZE6bIpbTGyaqFAYBK7EboCLwazSnCNitVJuOL2rJoHH9933b1aPrAEVRh55aPOvPXHtz3az3sXLu3Uv5Ped3aADXa+ZQiBeiEekOzl7gbzqF2Us4FwIQYsKtBljADzPK5eHj9CdhKCOaq6KihA3UYVKenI0D1fgJQ8vzbLXfgKsVuxX0jr16J5zlARFbOvPfOdnr/95jqOX662m6z9wy+maNeNhWX0gEKeTVEyclU8BsPgA1zTDMLSsgtJsxhildMSM/SQmPra9Unt60qGSnhadI6xU83HSDZjYqWbQP37H5t8+V8u/1XS9T3350ks7B+JGTHPaSy3pt1hbYI1rwuQwNjiQ55yPkrEvVlAp5YAo3tXMt97NhYSm0J6tOYLFWK1k6VVFf9XwGoFYMo96IJFFyW++9fQtZeNff7meeUtI+dL2/uWD5hvWl29ZWTykxfdC3vWD5F8oId90boOR/snHpJNTMVI9KKqCBCQO5Ae7oUEQBEEQmfsBmMTE+5r51sOjzBoavbnf5werVVsnKJf49L77bacro5/B933P84IgEEIQQhhjhmGYpmlZ1uDMXQYE+FdvXFu32I9/YS9/FZ0gfP7a7ovb+5tLtc3F2nLZHjwYX0q4Ydj1go4fdIOg6wXdIOj4IddCaZPRd9x+bgA7ofqTknschU2Sap5e8i8wjKB/j1EUJwVBYNtDBgJPStC4hTF6WXq1eKvs7Z8jrFbKF/dTOZ3H9kYlqO/7jUZjsGyUSiXLskql0ohk/dG7lh9cLn3wqa2tonxCwMXF/ebF/SYlZNEuVUtmxTRKphHdGC5lN6KjHzh+ONgrIIR8zS1nhg6PjhnJtGEeJNkvewZTAv4IgfyAA3pHDj0iD7UyNrRsbbRLF0499TAvWM25oY+Olq7vdDrN5pBsZRiGYRhGPdGWZUVMLQwjdHzjRvnJ957/u3+5/ac7fVsipIwGjo7S1EK8cXN9vTo8po4pqEVIvbBJt6sSAaVSSs55oRGPdg5wUhWK9Xz0bqS4wVppPZKIHrNcKGNGsA2jko6RP1f3nGHVy47jDGVnBr7vt9vtvb29ra2tg4ODbrc7IGI4XzY+9s6z//ktp0+XZjK10B3ry7eujDTjf+x9knQsn1al6F/IGPprZERQzvnQdP0k7n+gG/e0NZckST+RXsA0X8j0efpCfvZgkDJJKcdlpw4hhOu6jUZje3t7e3u7Xq93u93C+/q952svf9OtP/em9U17mjTdXKx91alRl0JQMqR3KalAPjoidvMIGZCup5RGKdKhVn6iRL2QAJGaH5pyRjNR/bxhtVq+XE9VuDy65+YLjhQcxxmx124oOOeO4ziOA4AQYiSgCUqU/tAtle/bLP3ulfZvXO58qhmKw13h5bJ9/7lTY2UCdGuOdEpRJfCjVnUZW+rPP8aYEKJfrlRhEoIGJF6jrVdTnY6HxBzzs6Bq5NE9B1jpd/y4JeIjQkoZJWIK3/2OKr7jbuu6bzzRlp9tic80wlc8OWAUg0WJn+NyxTTfeuuZcefi0wN2vbMmaXbv1vsDM02MsQE/UGESgkqQTApJFVcDqVBuHlGxTNswXO3KPrHvBUKafW7ktORzApyx6Hev4rtXGWByid1QXvWkJwkQrfEnNky6YcpLLv7Oi9kxoyajb71wxjLG9hb0gWhQDmhi95UFFRI+Y2H/sjqVaRr8dWMTNARAtK6tIsxdH1IGq1X7akMtMI8OF081vIdWijN2A1LNQiIEschRXAxGcNokp039KWIAnu/I73vJbacDMELIg+eHJ5UKodekc42sKquj7n7ImBBicI/8JD7o4G6kqP9cV/hsul4dMLckXa2UdYICeHTX7UdQy7Iy1Y1fduV/3eWPN8MXu9IVsszIuoEHasbX1uiDNfbGMkpH1TP1dFv+wEteI8eBN53dWKtNOJV6NixOJxwVBBAkYVC/HnkAA1JREcYmqBsfU9xKJe9yDnNMCiv54uV950exXHiwfvW7Ah++GPzmdspsOVxe4rjkBY/sAYBJyYNV9p4l+p5F+kCNzm5K6l/fCj980c87pnesr5xfnnDeFGRUSfbuOJL+TyR/wxEIGh0wHkEHQ69ASoVyMu0skzkm6IJtWYzpkyx/as8VEoVeKGMsKn1ocrz/i+4Xh81cGgj52Vb42Rb+NbDIyHuX2dcvsXcv0vPW1OroXvPE/3Ep/MOi4sXNpdrdp1cPc3I996k7o0LP4UTuTZLsLDyPIuXgkpGxCeqjwNtAxr7LOB82v1ip2PpYi3ognml6DywVT5hoWVbXcT70ZX8oOzNocvnIXvjIXgjgNpu8d8l49wJ9aJGuTToR8FYg/8P18FevB4WDF1Yq9v1nT012ZgV1i3WzqdtMkQgqpwT9+UcIoZRGmaYBXzeJgmYqRfTCVWimf575idWqnRkM9NieO4CgH93qfDLv642DV135qhv8+hYIcG+Vvq3GHqzR+yr0DTYxh9F1KxCfa+O/7QQfr0eTIRegVrLecsvYSaVCqAgkfplx8yRAIAAQ4lNq9RfICQk6uJ8zzEToysrLXjcSENcQzC/ygzwf3XN/5A1LhQdblvVbO9nbQAiW7FLZNH3Bm44X8FHFVQLPd8TzHfEftwCAEdxeIndV2IZJzli0mqwH70ts+fy6j893+CVP3ZPi6765VLv/7Ma0JiDXHVCZrhDNTIg0uGSEMRbVJwz4rrEVlCdNhCaivYarzTlX0MWyZVAaajnOx/Yc2ef+G4bxTNq4M0LffvvmcrkXbLU9v+54+x3noOt2RlvdJgKX+LIrv+xOKM8E5J4zq7evLU/28UKItH1Pdcqk4+OAUhEE/cJu1SM/IC4fW0EzQhGFR+rpgdYtO9cEJSArFVufymvL4y+2g7trxcMtKKX6tbEMqrMTQK1k1UpWFD53g2C37ey0u3ttJ5xlnn+9Vvnq02sLM5gSX8VDSk2hCZYiQGgY8DzOeZSWz0AP5E2z+MKOraCOkJKQjIKqp0cAIPNaDJrBapqgAB7dc/oR9Lay8RVtQjwnCN0gtHNzkkWomOatK+atK4tSygPH3Ws7ux2n7owx38ZQLNjWPafWNhbGKLUeHXp9nZ5s0iOn6KXKNBUSVCXwp0lQT0qZSGymNCRS0/lWTg0rufrIx/bcf3ChuCztoVX7E+lhbvtd9+xSwbgiHYSQ1Up5tVK+C+BC7Hfc3Y6z33Garj+Zi2RQurlUO7+8kE/lThd6sklJEnKdNRFBD5NpGj/NlLluer6TpHw0SeabrMvlEiVEL0QfMNfIw2tZQhyMQFAdjNKNhUqkeVzIpus1XK/l+m3f77jBgJXvTEaX7NJKxV6u2KtHshCjzBExQmYqRkXQfuUKSkGnSdAwrZEpo5R0J/RezjMoIctle7/bI+Wr3fCiE+bnTATwzlWbEeiVzfoHxwWjZKVi6yoopPRD7oU8SG42AymZrGQYR780aGZEvCpVRrqKGcMUVDfx/b5r7LyDPttJDJl6NxvazzMKSu9yw9UjLBr0/sVUlrTl+qOnloaCEmKbxlK5tF4tR/9WqnbFMm/gwrXZhHfaH0WkoGRQrn4UBc0SdKifHvdhJta8FyedDEqmkR+i9Nh+3/qxQis//TYdA+g2Xe2ROfsuJYKBBCWEkOSAvtM1Zr97ONFIhpH55+bEcHWlYmeSbv0UFMC7cwQ9jJU/5lB3OWVRk0vV6/Ykg3xQaHFSXz81+8XDCMpo3IJszjr98mRwlFG6lE4ivtAOCkcAA3h4LRv1n1QFjZBXonwNe1RfI6UcGif1Hb00brOois2zrRv4cm6RSTbJ/rH8mRK7s5pK5tUdjx9y0NBxhUz30RTH9RIkSZlP7IaOR1AJQGXptc4DtdFL3o513mOMooltR3VDpZSHGat+nJGy77kOJGgvOSE4RKZpPIKGQC+5qRyOE0THPFYr5UzX70CCvl6sfL7WQresevVdVBV6RARVfXkqBwZtj9qYxzlF+sFkNDN25/NNr95nyfh8IL9/QgkKrR8xm8aR2gEAP1yufmwFVd8t06TsNezEKWqm9E5IPN4n2XRn1Txrp9L4B113zuu6ipG940gXWGq/OBho4lWSZNQofpRmFV7worT9CcFY6yu8azV1MBei6RzTVWIPg6w8JZ2IeU9UHKUPWhi+oyhLf5Ly9qu5qpEB6yu8Xqx8poKJ9MQr05UoB/Z2kl7hUXEqary++ELWxR1L2tsniJwAUDJY1TL1KuMn616HiyoreLwL+pM6zu1rS7NtIiABR8AR8CQCCV8gkPAlAokg52SEEgZJ/iHeMAlsijJBhY42MDo6KeltokjCRlTQ6Jj8CPopEBSKnyT18iRhpWLrBA2E/OyBl1+RA8D9i6Vlk+pR1P4MMk1dgRZHW6Cb/HPFNHWBkZipZYpFhiWGBZa7rcnMoClSarmd6N3BaSa9o66wrjn7enA5fe8SZErppN62E4j8jGKP7bmFBKUE71i1P7rVq3T2Q97xg+ohVj6QQJOjwdHiaHK0xAyXLY3AJdoSbY1UjGCRYokl/4ziaqH8U8IxqoIWugHjETRIDw7PCruWXzhhVr64rOnu4hnF3p0mKID9jjMuQblEk2Of4yDEPp85I0dpzwHHQUKhCsV5G7eVcI6iRFIj4nVIoBvF+H2CEp1vU/BBuzwhaNHX9b7rxGlpxTJt03CDXn/xZw5cX0irqNotn67f77q3jDBDLJfY59gNsRuizY/1Q+5JXA/QkbgY4rSFTQubBmytKxEJR3z0wqC8/EUFTRF9p0BQR38OMkQ9WT2ceaxWUjOKOVw+WffeuVowsuJtKyWbElfrhT/oDHJDGwkpD8J5m/JXQkg0BIIA+wIrwDkTZyn0wliVYxNCFE5xM5ig2aBpyOTfudIHNXPbvA/wGIrRk00lSt66kipe7gaBrr4AhMRuiC84+EQLj7fxgou9uWJnrJEkiUYkAAQSOxwvBfgKx76IB7mqMUJD56kciaCD4Qup6gNi6HxOOHoiiTpWuv7h1QIrDyCQuOzjqS4+1sJfdPCqD3eOWJkDUQZd0UACgCexK3FRYEfC7UUmQ9zQwiBp3K5OspVe5aP3NVrJ6olzQQGgVrIy071+as/tt7xCPht6ueU+2cHHm3jGwVaAYesyHHtobibRX5Jev7wEukAzGfcyWW/neAQVEj5wVSJElqGSnExe6siIaDMUzzSL1xt915rN0pdjt+tsz5URH4IoAsnEISSiaBwuR5afa0FS8ZmmSFAOSYAQuCh6M9lC90jinMJYZ50b5Aeb93NDFw36pvQYOoQ+btxk4VNHqipDZo1m3MdEAG26lckyTWMqaLLBgYscTiZuVw09oVqan1FsjJHyEvBPUKd80s8ZO6BKmNKj0wgQjqygmAJBtd52DrwaoqGeIV07T6iCLtolI93//uie2++35t1QeCdoDF3Szxk5oIWTGUa81WZpnD1B1eDQ+LsJXg1xMYzrWU6qcCoQkrXyOx7/Uqu4mi6frod30hSUkHTyOzO1TCJk8csRCJo/ZqJ60KQxUoJI7HK8ECAQgEw6k04uU4tWUSqmXX4MHQLv5LjnmoKm+r5l9ig1bHCUqdEOq6D6dxAtXmsLPOejJXpvnTxwiSs+tuhh3FB5ctxQTUGzlUMJ0jWYIxF0iIIOn1ZE9qIg3aZLwJd4zsNrfi8NdjIgJLYC/FUXf9rC5x3UaQnpzrZP9i9efnfeyp8YgiaIfNDokpCciQegZl+bzAcdry9eD5L054MkifrXArwqcLuFyWvLjgcksBfiaoCtAKmVXAiBZevhzmUnfLUb3lYpuJJFcZKLyVeAOUYgye3PRvG6IyoBjJdby5N4zNntko+rzoMe+QlAQAhaAp9tY5HizhKmt7LK0aHBccXHtQBePztQsjPx+KN7zm2VAt7dVTU3bXbN1XrwfLcgbTi3ICSho+pB1Ca4i94aGsXrmJ4PSrQHhcQvtYbjWoDHWrjoz03GqcHxJRd/1sLjbbzq92cngFLBxLb9jn1XplNeCMxm8dkbAilT/o5MaJraOY7DN0RBB68xh8TEx/Kp1QeQfIUygSfwnIOveLirhLPWcRQNCeyHuB5gKxynaMOyQYjuaD86ME76naupVRXhubCKl7OZO5Bk3WuiJDNTPETARSyDR+KDFs40lCgoTRqtoyvweQcvenhDCedMTLpC1TThS+yG2AmwHWLAEtZ9QQjMkh7uvNgOrrphZkR8hAI31HeApfG/9XiBZP7qQ5HSiwyKKSroKGeA7nlE7ZMgabcqn7N3BJ538EUHp02cM7FhHrWgSqDJsRtiL8ReCAlAcPAQYRhvxDOlyNhuEQpC4w1KYZgwTKgBNCU7E49/as/9W+cKJvy+f7G0ZNKGPhPJyQjkk/tHSK8mmGhBvbq/XEiMvCDpYQma4ZUSy1S1cv8BSQK4FuBaAJvinInTJpbyYwWnBy5R59gPccBR5wh9H74L30PoI5iodIMxGCYMCzL72cf6EJQRvGPF/v+2tSFKnCMMYMx3noNkRJRo+0ns8sXVzOMk6vPI+qCDjzaTITgqy4BcKIecfObhCrzs4WUPBsEqw6qBNQOLhyZrINHkaHG0BJocTQ4pOJwO3C48F2LQoqUjgXNwXthjOdgNTREUgOfMO0H1IIQQQGoWVe2MuxuP0MQXX1S9e35MhBLbIbZDAKBAhaLKUKXxiGyTwABYMsVAKCGBUEJIcMATcCUcAVfAkfHY8BiCo9OG00bgHk0e4bmWv++LVatwKoeiTvnq8DF0xxlR5hsaEUG0l5rdH9pto5PysATVr38vZIvapBwRknJBRocA2iI1FnsSeA7aTbidI+7OEhKP7zvfeaaafys/hu4kuKHKxuupccRS2lNTgrEGDxy2WKRENEuupZmilySz54jhdLB9GTtX4bRvSGdrv2xofgwdwgD8UEsj33AQzZTrQXNWSjFex/ehFZRkyQnNB9WTYQPTqdOG56C+h6B49EUejOD2ivnGBevuBfOcbWza7KxtLBm0wohJSc2grVB0QtHhsh6IDhdbLn+xE7zQ9l9oBa90w7DPFf/kwDF0n8rQ13dRHmOZr+MG3ePU05+RcdfvPjlKE29ScBGPPsrEcdFWb+fRSBgP0dhHtzX0wCWTPrxmv3u1/PCa/eByyR64vNCK2dewBEJ+sR382a7ziR3nk3uOnj96uu63Q1EzimcU+9mX0ru8uSeokqGIDalKEe3uqyh+cB9Q7/h0b1GKoNEQ+gEnsigJROoBiVqVut2kp/OzRbeF+u7gbNE52/juzep3bVa/bs02p7HmlUnJ/YvW/YvWP37DEpd4qu79wVbn1y+2LjphKOVnDrxv2iiYsCm/Dt3cV9eTZDkiZFUpa/QPt4zEmApKiBuKkknz8tkL37SXs4IQqO+g2+73PiV433r5H962+P7NqjGzpjCCt62U3rZS+qm7Vz9z4P6nS62n68UEXTLpfYvW5xtaL3w0hi432+C8IGah6nwHqO6VanbfEGKwXA3OQ42noCaFG0rb1PSc9HKzCnSmAhoG2L2GMCh806bk711Y/NE7ly8U1b/NCJTgXav2u1btAWLxnrVyiqAS8F3YM1ku+wiQydJnUk56JscSAmCY1MSnnuChp7AocUNBVPem9qDoD9MM6em52L5cyE5K8A9vW3z5m279hfvXj5KdmTb0w7vzszjNs5WP/LqU/SQ91uo5qNKwnM4YCjr06MjEx9UhykFOh0RU2z9leA52rhUmsd6+Yv/8/etvXT6+VUInbAydStpQ9VLjZXwMgRcKuxfgF5NiMOXG84FMSrxIQZNmEi0kUvsLy5oOC9/F7vU8Ow1Cfuqe1ccfPnec2Qlg02Z3nKAxdNHNpRolU8kmgBJQoBuIcjLFymQEHbsnyQ2lap+y8jRpl87XaabrAx+71/IlGufLxu987em3rxTMgXgM8fCa/XJHc06khOugPJduKEEqVI/NfTJ7rKKiE4izwzQwQ9DMy/EWkzVIoqBamUjvXLLXbkxRQaXE/lY+nXTfovX4w+fmhZ0otPL17XnsUlJ2Ug+G9N4ZkrzrBMKmh1LQsdMcIRcqhFchkeqUj5uQGa50SNR3EWSHSbxj1X784XO3lm9MMDQZCoqXOcfe9bkz9Eom9exSJKJU4ysFWj4vJxSbDkGHjzwWqa4jFIVyevx0WHgOOs3MvvsXrT98aHOxqM/mOOOuqvld+WoS30O7cSOaMzlUtE7Tt1txFImNbXt8MalWPiIFjR53ksRxqTSTzJJ1CqjvZnacKrGPvmNzQG/kccZvvOXUGxes7N7m/nwZekJ6CTWS5mgv30RACVo+X0xG+RyRghIhUyxEz6xnEkxT4GenmTHulOA/PXiqcPTPXGDBoP/97WeyT5eUaB7coBZNgigeglJQbX8cMSd2daiC5vmWOWxsgrJ0Tl73i6U2GGU6AtqqZ3Z86LbFbzk1l2Gvwp1V89/ct57d223NkYhSEvfRRnSMMkpI/E49tO/4ojIwSBo6cf3YBFXaleo6SmSfSs13PiRDPSfTY7Rs0v/97tXDnfRY4AduXcgmH6QcpSbrmIAkHicAQrMmnmrZexH2htnklznECHwbm6BWTtJ1yUwNnhp8oqHIxUb/9I7ljdLIAwSPMQjwL27LRfSduSEoJVrwLpPYKHlLZXgAgPcEckQFHWLihyLy8JW291IMehqMHJqgEnBTA80MQv7+hRMxrREA4B1lcXc5fYXCoF8FzHGDUlAVElHSC94pAUvIwPiRK2iUa+6VWkUXWWYTTIRMkCDQkJvR/VtPl+c3NspACBGG4d/YyIXzXrfo8GOHiI5KNZUeUS3tSAEhYYyvoNnvGrdxpaQvU0/S6t6xsvWH8kFzhRTfuDHfsZEOz/MAPLyQu0D+qKNWbiBSSVACqDhJM6fRv4Ybrmoe2YgKelgTX6UIVKaJ9BqkJ0SnYOLDbNdR4aKDcwrHcQDcW6HZpT6DOTDxEc2oZuiRViUVIh+44ZrZ+4FHpKALBu34PI7Ztf0EWu2IxtcJkZtkITud9twiCIJIQQ2C2zMFWPOQaVIVFwWqmbaodSdcS7L0hfKJnILmSTwJQdt+UrOsFFT3SqF5J+OeXSH9YBmAzU/IrIXtdm+kylqmt3YeFlJS8VDPckb7E9YqNT1w+HqioP26kTLLHw4n6NCi+gWDtn3eqxchPb9TtVI39xMi/WCVKGk1m5NN7nOs4Lqu6/bc69w4vjn4gb2AHaAA02pHqNaNRIG6ZuL7KWjGxE9BQWsGaXtcOR9QzkfyIpMcnRDp39MR0gl5o9GY+HzHAUKIZjOV3N0L05JJ5yDLG9lxpjhKe3ecatmb2AdNTHzhQtyYgKCjKGjHFxS5iv8koEtlQydmaO5WHYTScZxudz4SMXlIKQ8ODjIWbSczPek8EJQQMJVmUn+ju0+1bk+grpn4qSnoUIIupk080q5xHMRFZ5WHUNDcA/dcVwJoNBpRhDF3aDQafnry761AbvlpgvaRmWMFFQypCCRWzejWJ4l6ALvdYGiQNH0Tv2axjs+VI0x1+x59R5qvE8LMJpU+l8wqdnBwMHccrdfrUWpJx1PtnMd57KcGV94nU6GSjN3QVNKeIBTS98PlpGulXxJ07Cg+Gho/oInrFu34Qh+TBM2+U5kqsZ68M6lkZ+T3kb0wGnUupdzf358XWx9Z9jw7AfzhQW6+0tzyDMcNLAmAqB4SaQUiav9eNzytJUELCTq0Ix55glJKh4w8poQn/VeZZJjegUSRnURqPFAKI9UT+Ior/kKbmrHRaDSPfVzPOd/b29PDdoW9UP7BfjrrSchcKChBtv89tvLqJQUl2O0Gm9psnVMjKCFkaHLfSvdqxh/ULD4UdwefaDByKw/94vXUHe10Ont7e2F4TJPb3W53Z2cn6NM59OvbPMjMQ2JXQY77MAGahO2qP7NnPBP7Hm3sdsJNa2wFzR82tokHUEqGdOpjUFRBU/SE6f0KE6K6kFHgjx2En2qlflIQBLu7u61W61hJaRiG+/v7jUajX6u2Avl/X831O9TmYM5lSnqJT6bd5ejus+SOM2C3G2xqJr4wzZTJaWBaClpNqqmh1YukIjvZE9TJQRnK2SFmP/Gq56SFR0rZbrd3dnaOg1cqhGg0Gjs7O4PDuA9fDLqZa2yYsI67AwpNOFU2XuVBmSaohGC3G55JfDRCSKGC5gk6koIOJegSpaGQJPGRofJhmqespPRQPfKLq5nPv+jIn7pYYDQ55xEzOp3O0PbPAlEDtre3hz4n/3mHP7KXc0uWVg9d4D1zxERMOpAAMJLuSdJikt1OcLYUs6tfln4UBS2osBxqLtdLtOnximUojdQLllXHkoqcJre+honqYmZU7m9shw/W2AfWC35zGIbNZrPVatm2XalULCtXcDltSCk9z+t2uyNmvp5uy598NXekZc/FZLYsESNGexpEoeXtk38S2O4Em2Z8/UdMghYeOQlB1yxWd8OqZaiwncg49YBkj3pJteVEJ8HiKpw20o/aP3vFW2Clb18pfi6llI7jOI5jGEapVCqVSpZljTj334iIeOm6rud5owv2S678vhfd7CqghGA5N4buWCIKz6FImezU45BIUOtO6Ibi1huloGsmu+Ly80u9DtleeKQeIy1yOlQJBKVYPY3dq/pJhMQPf9n7xbvsb1se5OWGYRiGYafTIYRYlmVZlmmahmH0u16DwTkPgsD3fd/3+8XmA/BsR37wJfcgzF2LxdXjn12KwHSDmeRElffJtBzT9XawaBCVpR+doCMp6FCsl2jdDXsl9CQtn1q0RCboqsqjVMbCSmbkuC/xgy+6P37e/JGzw+tEI8FTVpgQYhhGxFRKKaWUEKKe3ej5lFJyzoUQnHPOeRiGh0kUfLwhPvSSmw2MANgVLCxPfNojRiScTIXwmpHUY2VKsNX2bx2WY8p3I2FEBR2KdYs1Gj7R++JVrl720k/Q2n1YLK4iDDJzfkvgZy8HX3Dkv7zNWhxHE6WUQRBMoIITIJTyF6/zf3XZL1gtyCxh9fQRtGFaYFoIH0kmTcYcs8QxBUCB6+3ggt278yPmmAqPnETg1izWcEO91j9VWa11dRIyvdzzyqnCCbM/shd+83POX+T7tY8BXvHk//Al/2cvFbHTMLG+OUdz1Me5zyRyj/Yw2YuclI5SgustXzmgGCcJOlKxyNB4Yt2idZf3GJkbfJwvrZ8CCMHamUKOXvTkd3/B+cGXvGv+caGpI+TPb4n3PeN8rlW0QKhpYePsXNQuKTCtz12VzVMaZ50iXqoKkuvt4BYtg2IYBYZ6FAcUhSZ+KEGjKB5RQ2V65JQ2vJNqbsp0QAjWN1HfQbuZf/OPDvgnG+4PnjF+8IyxduOWpXeE/O1d/u+vBtf7PS2WjfUzc1H6qcOIhDMx7kx5nwSMAhpBPS7qTnjBjiO/yMXPnzDfRz0GQQev9VGiRIQCioXJgSlnOV3Qeri1ctJY3gAz0djPZwc6Qv7c1eBXrgf/42nzgxvsDfaRGtCdQP7OHv+l68HOACGvLmJ5/XC9FzcGjPZ8UJX4VBUXTCsfudrwJXBh/BzTqASllAohBudilikJhIxchrj7VbPvseNMQTlAwA6ZCs1jYRl2GXtbhVNxOAK/dC34pWvBuxbZ954y3rdIF2cpqL7E4y3xWzvhR/d5v1USAYBQrGygMgcJ+TwiFhqJ98kSZxSIQyWqpZyuNH2TEmXiC+07Zk3QTdtouGG1ZPbid/0fSVyT6PGiCA69VHsWZgmnz6Oxh06zX5718SZ/vMlNgvcssW9bYQ8t0NsHL4E4DrYC+Rct8cd18ScHYXvogr52Bcsb6HOrjj+MRCANCkaAJIRnSeSkHFMGXGn6t5WIGg84EwUdWsN21mYNly/YpsoxkUTqkTQ3arFBYBLMZMEVQrG8geoiDnYHLHAdSHy8zj9e5wDWDbxj0XigRu+0yVeVyXmLspEJez2QL7vyS13xha78dCt8zR3Na2EGllbzpYPzBZOC0VgglTWPa5dI0vmZaNOVpn/nsByTEGKUfk4MUNDBLT5rG3U3vFWVL6Vz9epnMApDwifIrlQ5RZglnDqHbhutg/xU9hnshnhkP3xkP/koJadNnDXpKYusGDApqSWq0OCQEvuh3PHltUBe88SIhOyBGagtY2FxWrngG4XobpqJA2pSRKP5GYVJk5STFo1cbfnfvNqj2oghPMYKkoYSdNNmr7m8N8Y04SgSB0V5LQZACSwKZ+pWXkelhkoNTgetg9FnOAqEvOzhsjftlhkmakuozT01I5gUlMAksJJud0MJkC6oBIyg4fKWx+8o91RzdIIWam2xVzS0W++sbTQans5OVSPCKJgEBAwKE3AJTAJB4YmpxvKFKFdRriLw0W2h08rPnzNbEAK7ikotX8Y6vyCASRFVHpsEJovdtsimU42jUdh0uekBUCa+XyVooQ85BkGHYtNmjS2uV1ZHHknETgKYBJzCFzApBOAJWBTu0RDGtLC0hsVVeF04HTjd2TKVENgVlKuwq3PUMzQiSgwUsCgsCkJgEpg04Why9w0t5XS16QO4M1HQfiH8YQk6ioLudAJoXQhR+4xk26BgMjbugUCUFPOPQEQVIj2zq1gBfBeeC9+B505n/iNCYNmwbJRslMrzmNfMwKZ4ZxW3WtgwsB3iVR+faSOUCTWjOEk5owAj8Z4oQlIW/5UD75RJVGnE6AQt7OfExAp6zja22gEShY8eJoPCkABgEQgCQlBiEBIGhQR8gTJD54YMcYvIhGVIgAcIfQQBAh88BA8h+CDWEgJmgDIYBgwThgXLAjNPACkj3FnChzfx/hXU0urf4PhIA//nNvZFrDuRmjICi8aZJjPhpZEEl185cO+vDImQUOSD9stGTUjQMiOGlA2X2yaLWmZScBmLv2TwRExTSlCiCAVsBoejxDD1mGQMEMAwYZjIzAshBWQy56MQyRoWUQL6pFltBQL8r2fwU2dhFj1rSwzfv4q/vYKf3cZvN2NTHqmpQWGReCO2+IBBsdMJDpzw3uVeAWQhQQtzTP0IWnz1RxnbedY2Xt53Ymc5Me6RvxLR1KKggE3jhy9yX0oUN66fvD8IBaUxd61SvMHYyWbnr92Gnz5XzE4Fi+B/O42f3ICtnFEGQmBRGDTJOkVOHcFz210A92hz7xcStNAB7TcspM/ekVKh7KU9N3KQTRLTzmIwCChQYiBAicYPmUVhEJQpKFA24vKCm7iB+PAmfmBt1IO/ZxkfXEKJxtQ0aUzWyLszEmf0ua0ugK/WTHyhLo4eIaEfQRljhZkqHWdt4/PXO1LpvGp65KyQ2L9mBDaL/xKCCgMjqDDM20KbJwpvKuPDZ8f7yA+v4DYrNo8lElv86L5HGy2Pf3HHMQi5K1k+1jCMEeuYMC5BR1TQvW54ueFFz5ORhHsWgUnASGwLYtVkYARVA4yiGnGUYj6X2zwJ+OlzY9fpGgTfvxiLTkqDSBzjP3mlzYW83SalhJOmWTwa54gUdNM2AHzmUssgoAQWiVsciWiZgQA2A00UtGyAAhUGClQpDIoyiw+7iaPEmoFvm2gSk3eVUSUo0djvVHoUbXzqtSbS9n2sJGi/gydX0PNlA8BnLrY8LiIX0yAoUVCKMovDo2iPSeLYSNfRCovZXDNvSumR4psXJ4xTTYIH7DjAYKSXvbcont/uXm76AO7VIqRCBY1GI+b3jxckYYRc/V1VE0A3EJ++2IpUM2puifZab1JYLCZo9ORFPmiVwaSwKWosJm7NgDm1IXY3MQh3HGKQ8xkWh/M2A0HP4v/xS/XogLfUhiho4VhFxli/AvlDELQWl/x99MWDgMtSIvsWBaNxdqkcBUkGDIoShU1h0FhBI/sekbXCYFKUGRYYyizuOruJGWH9EFWpyyzOFUZRb6Smz293X9h1ABiEPFCNGUUpPXwIjwEEHToyyabk3gULQMPlf/pyPer4KtHE0SSxu1mhYECZxcmmSEFrBkoMFsWCCZvBJKgy1AyUKEoMFQMLJmoGyslhplZBc5O8I0L1QhtJBtpmqBjoHqK3OQAMmmS1CUoMUsrfe34vevfBGqkmBbb9fMpCBe13MCbuSYrw8Jr9XNMH8IcvHLzlbG2janZCVBjaHBUDHfWXoMvjUMnlqBnwBACYFD4HEPfXBzJ+XIQEB4SEAKSEBKRMDRqRiHf2NtR2soKNOuCEgeizEGhzukQzEhROyg5tdjcCbB+it7kukwAjcUP/+KVG5H0CeN9STwinEsJjAEGjqZYH6+jXrZV/8ZUmgFDI3/irnX/6rrO2ASdEhcHhKFM4ElWGLkeFxaSMOEooTAJPgDJYFIEEJTAlJAUHuICICJpmWIqU6L2rdgoJkMwSS+lj1EfUSkwkfjf+S3rHq8+mTlV08gzylyxzFYm2kwBIpqJW0wRlKagfnDtPati39hFK4jPrn6IETzjR2r9jQwCXodlGA9da/h+8sK8O+Obl4QTt54P2+9JBBOWcD9BeAN9+umJT4goJ4KU955Ev7X/XV68KBvC4fIkQdEJUDTghCAUj8DgqBnyBQMRl9r4AlShF1OTgEpxmi54iLir+SaSUNa+UMvmU2pbaS6nxWH1Qpg8+GkQeC0nWiu7t1EZyIxnejWSiK8W8/NlIUrjTY7YibvIVTYlnXLx5/KVPv8LhARUaszMU8lef2lKTUryxQu/RckyFUwtyzgtjm0lMPGNsaKapZtBvOVX5yPVO9PKjLx2cW7Teeq4mExlwOKomnDAmJQQM0rPvYUJTGwgluESY8A8SgiS2Oxq1HHEUgIRM3lXQZRI5LupMVdTXaVoImdtIvavvJQUHZQmkUWqwepG08hFNIPX9anq2PFkp4qFC0ert+sERU3+ljl84M7AROUjgz3kc10ZW/tee3r7c6I2x+Vta8NVvhrZ+0w1NqKCjTP/+gxcWFUGlxH98ertmsXs2ygAgQBIrH5HSIHBFnN31ZVxqICRCERM0AgekgCAxKWOZTLuY8TfqpETMXZkx62nHtBDK3EcfIck46Tx9s1Kdfl2gajnu6tOuQNGr/4ITJP2R+KU+A6umlEizn2gTDPZGsku8EODjXXzDOAucPxliHzAJbAaT4nee33vySm+qrCojH9jocalUKk5lFRI0mr+t3/cOUtDC5Sky+PbTldsr5ivd+ItDIX/hs9c+9LVn7jtdoQQuUAUcxCXMLkeFgFN4AlTARhwbMYLIHvBIHSUEBRLOiTS3In2VGmVFwuOe4ZaQJMtm9XEJEJ3H0QkTJqlP6G5G9jSZ16T/zqIdWZ9S8zij/2j0nBSl22JjLUFosrw06e2ECpLSjI8ZHE0BAoDgl5o4Z+Ce0ab4/YrAowKMoGKAEfz+l/Y/9uW6fsAH1pk+f5ttFzsQ44bwAAaV1dXr9eXl5UENBwD88qvNf/T5HX0Po+SDb954560LoYTLY0fTF5BAIOHxOEIPBEIRC6eQCBOlFCKmS8bDiLmY0CiWTF1HI14WBknoqWPP7msHK35LApLwNXuqIlM+mJbFAZNm60n6MKLtl+mgp5CsSM87pIRZDQIuiOgRB/slig8t4B3D8vafF/gEBwgqDFzK33pm97HXUlMPlQg+/eayWtPDMIyNjY3CU12/fj3Pt0qlsrS01O/bBxF0d3d3fX345L+BkF/9iUsvd7IPx8MXFj9w/7pJicvhC0gJX8a2PpSxdkYM4xE7Zcy/VIOUMxqxM7H7egif95R7bEvUFLK3AcWqTPZKJlH87PNTmUBeatKoSEp065+8JCh2CdQJI2NJc3Y/Mu69Z4MAEozgzRa+u4xzRU7gVYlPcVySsBhKFA2X/8qT17+8l7WrP7xp/sQtvZh9YWGhViuYQMX3/b29vfz+xcXFarXvMMNBBN3b21teXh5lPuI/2up+xxPX8vs3quYH37xxz0Y5EtEgoWmQGO5QpPJKCiro1sMdkZhjkXNGoZl13QHQQytoXgHUYSQ29wOQf3eUuWxjFzOzZ9hnCJL1+5R8Jm9RFfUDSLpYSGKy8+fpzamhMVVN4alHbJRik+EehjWKCoEj0QQuStQRZ/gpwVNX27/5+d22n+1GP22RT76prOw7IeTUqVOFPmWr1Wq32/n9q6ur/XxWDDXxpVKpXB5peZS/8bnrv3u1U/AFwFvP1b7zntXTNVMkth6ITbyQ4JqMibTJltoeiISgCmlPVFe+OPekkVIdPAhRS0jWSdUPSL0iBSfsMUw7LG/3FX1pQsd+IBove1FRmr66D5Ca3Cc92SAUa7WPqxQsS4bCReRS/ewXG97vPb/3xZ2C1RwB/OpdqcUCBtjrnZ2dwrD71KlTA0RwEEFbrVYYhisrK/0OSH29x7/mzy9fcYsDf0rIW85W33v74l1rZQChjL1PrmKaKHjXCUriCCnjVmZic9311EMlJbEF+qedCpqmSu1tUfiBBKMMDM17jTKtW4URUsb0588JFTyljb76eC/HlG+M7ptqGyz5RpoMhYvGOb6w43ziK41ntjr9OPKBdfZ/vaEnfoSQjY2Nfl3wOzs7+f2EkDNnBmW8BhHUcZxGo3H69OkRl8j41J77vk9fza7wl8bpmvnAZvWBM9ULyyVGCQAue3l4meFo8ildAoV2DJLsPZKMPYpSm5kIKc9Iiax7OlQ+i3bEKLhYGVsv0xRMplmFtlP3R3UKpk6pRet65E7U1K0kJa7qg3qPKElSUVGpg5Dytbr3l9c6T1/t7OTiCh33VOgf3muXNWNerVYXF4tLTZvNZqdTYGBN0xwc5wwiaMT65eXlEa08gP9yqfX9f7k9yuB3k5ELy6Xzi6WNqrFeMRdKrGqxmkWrVm8+L10Fdeuvx+9IUxnJnshS62l5nXOFH1TOADTbPcU1FnWvlCSN6DEvCn2K5DMT66BInlM6munzVBvpz7ihaHm85fO2J3a7wU4nuNz0XzvwPD7cQpwyySP32reUemdkjG1sbBRqmZRye3u7sN+nXC4PzhQNSkEZhkEp7XQ6oxP0e29ZuNrxfuyFxtDbGnD55T03HxISoFZiVZNWLVazWM2itVK0waoWVRtVk2UuhS66itkZKiNt94WmqaNDIiueMiJN7ixjDZ3XFVTZ64xLQDSaZhxQHaGQbZ+3fdHxedPjbZ93fNH2eNvnLY9Hb7V9Hk46i8YSw2/cXdLZCWBpaamfpXUcp1+vZL8ue4Uh1UyWZbmuGwTB0BMp/PN71hcI/5EXOoNmc+0PCbQ83vI4MGQVjpJBbYPYBi0btGzSsslsg5QNaps02lmxqG3E2xYjlkENSixGjP6ThMrUf0UJrMzL9GtdI3t7kN1D0u/1a42Q0g0lF9ILhcelGwonENHfbrQRCjfZcALhBPGewV7WIbFukt+62763kmp1tVodEIkXGvcIg7P0GEpQ27Zd1221Wqurq4OP1PGhrzq1TK7/0Evd+iznEfFC4YVoYJJ5ICKalgzKKCkxYlBiMWpQWIwalJQMwhISUwI7PQLVYtRMU7xiUgk4QYrPAjKzR0o4YbxHSLiBEFK6oRAS0V8nFEL09kzwu2aNr67Q/+dO6zY79fMty1pY6DsBquM4A/rMD6ugpVKJEOJ5nu/7oy99SQj5m3ecuqu8+0Mvdj/XPo4X2ufS57IbHMe2HVv8zXXjZy6YVZZiJ2NsZWWln3GXUrZarX4nHNwLHx8z5G1KI142mwULawwAY+zNm2u/f1/1Zy6YY62ydRPHEGct8utfVfq5N1h5dq6trQ0gWafTGTA8eBS/cfgUN57n7e/vY1iXVCE45/v7+3te+IvXgl/bGmEu95s4Zlg28D9tWn//tJFfMcUwjNXV1QE59jAMd3d3BxBsQFpKYThBAWxvb3POCSFra2ujR0sRpJT1et113TaXv7vLf3MnfLZgzcqbOHZ4oEo/eMp4/5pRLtLHUqm0vLw8QDullHt7e4PXmxwlgzkSQbvdbqPRAGAYxvr6+gRLW3e73WazGX3XJU/+SZ0/0eJPtcT14KamHiNsmOQtNfqOBfatKyyTRVIghNRqtcJyEB39MvOpr9vYGBrFj0RQaB2ppVJprIhegXPearUcJ9WlexDK1zx50RW7IQ5CuR/I/VDuhXI/lAch9gOZXV39Jg4BSrBqkFWDrBhYNciaSdYMEm1cKJELJbI+eKo7oFQqLS4uDmWV4zj1en3wMUM7OePDRiSo8kQxQvZ/AIIgaLfbo5RCR+gKeRBiL5D7odwPcRDKg1Duh6iHos3R5mhx2RaoB6ItZraQyPGGRbBgkAWKRYMsMiwwssDIskFWDaybJGLkqklWGFbNyWfdtSyrVqsNSHYq+L6/v78/lFcjKt2oBEW6GmVwkelQcM4dx4m6ACY+SR6OQIvLiLVNjmYo21y2BVpcdrj0JRwBX8AR8IR0RLzHE3AlXC5dIT0J9wg95BKBTWEzYlNik3huixKBTYlNiU1RoihTWAQLjCwYpEaxwEiNYZElXDSINTHpRgBjzLbtcrk8YuwxIjsxcsw9BkF1EQVg2/by8vIE/qgOzrnv+77vB0HAOR86TO9okKGpK6SbFueMWvNkVWoFQrCYjh8oIfqKjBE1jyEIIYwxwzAsy7Isa6yY2HXder0+IqNGcUAxFkEBbG1t6RwyTXNlZWWUiuYREc0sJRJEL6WUIo1pfd3rEHQYJr6b7XZ7QE4+A8bYqVOnRjlyPILW6/VMlEMpXVxcHL2aZCrI8FVKGZFY/c1sHGXbjhjRQkTqb+al+qswizYIIRqNxuhxBYBarTagd1THeFPf2LadIagQImLt0tLSFKV0MMa91nm+yjQG79HPk3meC1/m3Z7MnsySK9FvIQmG7tG5OPpFmBEcx2k2m+OqwOiKNp6CDijsI4RUKpVarXYcrtpNHAF83282mxOEuZZlra2NOj/+eARF/6FP8ekIsW27UqmMXllyE/MFKaXrup1OZ+IMzMrKSr+B83mMTVDO+fb29tDDovSEbdumaR4y0r+J4wApped5rut6nncYt37AqPlCjE1QAI1Go9vtjvoFhBiGYZpmNF8PYyzyIG+y9thCpU0452EYRqnAUeZBGgVjyScmmx+0Vqs5jjMis6WUQRAMmJRH8VWlOTKx5wQtvIl+0FMfEQXzLyfQrBFhmuZY7MRkBGWMVavVAZ7oiBglqamYms+h9MutvH60OZ9WK8y16RnlG9vgocV1eUw4w3KtVnNdd1qyPwDRlR26Jk4Giq8oStao/fk9eX4X7ik8IP+w5QmROUblvNT2gD0ZzF1+t1qtThA6T+KDRgiCYG9v74Y/lDcxF5i4UHNyD880zRE7A27idQ5CyMRlG4cKQarVaqUyziyoN/G6xNLS0rgDMRQOGyMvLS2NG5fdxOsKCwsLhynVmEISZ3l5+SZHb6IQ/eYKHR2TB0kZ5AudbuJ1jgmGAecxNYIiPTLuJl7PiKKiqdjVaRIUgO/7jUbjCPKjN3FsYZrm8vLyKNXyo2DKBAUgpWy3251O56aUvt4w4ojk8c45Ixpxztvt9ug1JTcx74iqgadetD4rgkaIRm92u91x+ypvYl4QFapXq9UZjaeYLUEVPM+LqglvMvVkgFIa1ftaljXT6pwjIqiCECIqLoxqDW8O1Dz+iMpuWIJoRPKRjT87aoL2g14VlqlZ1MsWb3QzTxoy9bh6Oblem3sDW3hcCDoidOKOWA15o5t8dBg8+DjzkjE2F4Wzc0bQCaD4mhlVPGL9pX6ezJnzY47zFzM/ImBAvalekErSQP+xyHrx68nD/w8JMt/QaOOaVQAAAABJRU5ErkJggg==",
"path": "1389ee9a62b65e3539706f68fd08a0072b180e916540d92e0668e3783f44dc66.png"
} | Generate code for a svg of a a close up of a blue button with a musical note on it | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="26.983px" height="28.206px" viewBox="0 0 26.983 28.206" enable-background="new 0 0 26.983 28.206" xml:space="preserve">
<g>
<g>
<path opacity="0.1" fill-rule="evenodd" clip-rule="evenodd" d="M4.65,2.828c6.058-1.074,12.048-1.088,17.97,0
c1.895,0.348,3.135,1.61,3.5,3.501c1.158,5.99,1.141,11.979,0,17.971c-0.359,1.892-1.582,3.324-3.5,3.501
c-5.922,0.544-11.913,0.537-17.97,0c-1.918-0.17-3.285-1.588-3.501-3.501c-0.675-5.991-0.812-11.98,0-17.971
C1.407,4.421,2.755,3.164,4.65,2.828z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#E6E6E6" d="M4.06,1.465c6.058-1.074,12.049-1.088,17.969,0
c1.895,0.347,3.137,1.61,3.502,3.501c1.158,5.989,1.141,11.979,0,17.97c-0.359,1.892-1.584,3.325-3.502,3.501
c-5.922,0.544-11.912,0.537-17.969,0c-1.918-0.17-3.285-1.588-3.501-3.501c-0.675-5.99-0.812-11.979,0-17.97
C0.817,3.058,2.164,1.8,4.06,1.465z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#FFFFFF" d="M4.06,0.811c6.058-1.074,12.049-1.088,17.969,0
c1.895,0.347,3.137,1.61,3.502,3.5c1.158,5.99,1.141,11.98,0,17.971c-0.359,1.892-1.584,3.325-3.502,3.501
c-5.922,0.544-11.912,0.537-17.969,0c-1.918-0.17-3.285-1.588-3.501-3.501c-0.675-5.99-0.812-11.979,0-17.971
C0.817,2.404,2.164,1.146,4.06,0.811z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#E6E6E6" d="M5.4,2.55c5.431-0.963,10.802-0.975,16.113,0
c1.699,0.313,2.813,1.444,3.141,3.141c1.037,5.37,1.021,10.742,0,16.113c-0.324,1.695-1.42,2.981-3.141,3.14
c-5.311,0.487-10.682,0.481-16.113,0c-1.721-0.153-2.947-1.424-3.14-3.14c-0.605-5.371-0.728-10.743,0-16.113
C2.492,3.979,3.699,2.852,5.4,2.55z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#00B0DC" d="M5.004,2.079c5.432-0.962,10.804-0.975,16.113,0
c1.699,0.313,2.813,1.445,3.141,3.141c1.037,5.371,1.021,10.742,0,16.112c-0.324,1.697-1.42,2.982-3.141,3.141
c-5.311,0.487-10.681,0.481-16.113,0c-1.72-0.152-2.946-1.424-3.14-3.141c-0.604-5.37-0.728-10.741,0-16.112
C2.096,3.507,3.304,2.38,5.004,2.079z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#99FFFF" d="M5.004,0.99c5.432-0.963,10.804-0.977,16.113,0
c1.699,0.312,2.813,1.443,3.141,3.139c1.037,5.371,1.021,10.742,0,16.113c-0.324,1.697-1.42,2.982-3.141,3.141
c-5.311,0.487-10.681,0.48-16.113,0c-1.72-0.152-2.946-1.424-3.14-3.141C1.26,14.871,1.137,9.5,1.864,4.128
C2.096,2.417,3.304,1.291,5.004,0.99z"/>
<g>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#8BFAFF" d="M5.112,1.134c5.359-0.949,10.661-0.962,15.901,0
c1.676,0.309,2.773,1.426,3.098,3.099c1.023,5.3,1.008,10.601,0,15.899c-0.318,1.675-1.4,2.943-3.098,3.099
c-5.24,0.481-10.542,0.476-15.901,0c-1.697-0.15-2.907-1.405-3.098-3.099c-0.597-5.3-0.718-10.6,0-15.899
C2.243,2.544,3.435,1.432,5.112,1.134z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#7DF6FF" d="M5.221,1.281c5.288-0.938,10.517-0.949,15.687,0
c1.654,0.303,2.738,1.405,3.057,3.057c1.01,5.229,0.996,10.457,0,15.687c-0.314,1.651-1.383,2.902-3.057,3.057
c-5.17,0.475-10.399,0.469-15.687,0c-1.674-0.148-2.868-1.386-3.057-3.057c-0.589-5.229-0.708-10.458,0-15.687
C2.39,2.671,3.565,1.574,5.221,1.281z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#6FF1FF" d="M5.329,1.426c5.216-0.925,10.375-0.937,15.473,0
c1.631,0.3,2.701,1.387,3.016,3.015c0.996,5.158,0.982,10.316,0,15.475c-0.311,1.628-1.363,2.862-3.016,3.014
c-5.1,0.47-10.257,0.463-15.473,0c-1.651-0.146-2.829-1.367-3.015-3.014c-0.581-5.158-0.699-10.316,0-15.475
C2.537,2.798,3.696,1.715,5.329,1.426z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#61ECFF" d="M5.438,1.572c5.145-0.911,10.232-0.924,15.261,0
c1.607,0.296,2.662,1.368,2.973,2.974c0.982,5.087,0.969,10.174,0,15.261c-0.305,1.605-1.344,2.823-2.973,2.973
c-5.029,0.463-10.117,0.456-15.261,0c-1.629-0.145-2.79-1.348-2.973-2.973c-0.573-5.087-0.689-10.174,0-15.261
C2.684,2.925,3.827,1.857,5.438,1.572z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#53E8FF" d="M5.546,1.718c5.072-0.899,10.088-0.911,15.047,0
c1.586,0.291,2.627,1.348,2.932,2.932c0.969,5.016,0.955,10.031,0,15.047c-0.301,1.584-1.326,2.784-2.932,2.932
c-4.959,0.456-9.975,0.45-15.047,0c-1.605-0.142-2.751-1.329-2.932-2.932c-0.564-5.016-0.68-10.031,0-15.047
C2.831,3.052,3.958,1.999,5.546,1.718z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#46E3FF" d="M5.654,1.864c5.001-0.887,9.947-0.898,14.833,0
c1.564,0.287,2.59,1.329,2.891,2.89c0.955,4.945,0.941,9.89,0,14.834c-0.297,1.563-1.307,2.745-2.891,2.891
c-4.887,0.449-9.833,0.443-14.833,0c-1.583-0.141-2.712-1.311-2.89-2.891c-0.557-4.944-0.67-9.889,0-14.834
C2.978,3.179,4.09,2.141,5.654,1.864z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#38DFFF" d="M5.763,2.009c4.929-0.873,9.803-0.885,14.622,0
c1.541,0.283,2.551,1.311,2.848,2.849c0.941,4.874,0.928,9.747,0,14.62c-0.293,1.54-1.287,2.706-2.848,2.85
c-4.818,0.442-9.693,0.437-14.622,0c-1.561-0.139-2.673-1.292-2.849-2.85c-0.548-4.873-0.659-9.746,0-14.62
C3.125,3.305,4.221,2.283,5.763,2.009z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#2ADAFF" d="M5.871,2.155c4.856-0.86,9.66-0.872,14.408,0
c1.52,0.279,2.514,1.292,2.807,2.808c0.928,4.803,0.914,9.605,0,14.407c-0.289,1.517-1.27,2.666-2.807,2.808
c-4.748,0.436-9.551,0.43-14.408,0c-1.537-0.137-2.634-1.273-2.807-2.808c-0.541-4.803-0.65-9.604,0-14.407
C3.271,3.432,4.352,2.425,5.871,2.155z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#1CD5FF" d="M5.979,2.3c4.785-0.848,9.518-0.859,14.194,0
c1.496,0.275,2.479,1.272,2.766,2.766c0.914,4.732,0.9,9.463,0,14.194c-0.283,1.495-1.25,2.627-2.766,2.766
c-4.678,0.431-9.409,0.425-14.194,0c-1.515-0.134-2.595-1.254-2.765-2.766c-0.533-4.731-0.642-9.462,0-14.194
C3.419,3.559,4.482,2.566,5.979,2.3z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#0ED1FF" d="M6.088,2.447c4.713-0.835,9.375-0.847,13.982,0
c1.473,0.271,2.439,1.253,2.723,2.724c0.9,4.661,0.887,9.321,0,13.981c-0.279,1.472-1.23,2.586-2.723,2.724
c-4.607,0.424-9.269,0.418-13.982,0c-1.492-0.132-2.556-1.235-2.724-2.724c-0.524-4.66-0.631-9.32,0-13.981
C3.565,3.686,4.613,2.708,6.088,2.447z"/>
</g>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#00CCFF" d="M6.196,2.593c4.641-0.823,9.231-0.834,13.768,0
c1.451,0.266,2.402,1.233,2.682,2.682c0.887,4.59,0.873,9.179,0,13.768c-0.275,1.449-1.213,2.548-2.682,2.684
c-4.537,0.416-9.127,0.41-13.768,0c-1.47-0.131-2.517-1.217-2.683-2.684c-0.517-4.589-0.621-9.178,0-13.768
C3.712,3.814,4.744,2.85,6.196,2.593z"/>
<path opacity="0.29" fill-rule="evenodd" clip-rule="evenodd" fill="#FFFFFF" d="M5.004,0.99c5.432-0.963,10.804-0.977,16.113,0
c1.699,0.312,2.813,1.443,3.141,3.139c0.469,2.432,0.723,4.862,0.766,7.293c-10.07-4.117-16.867,6.872-23.658-0.045
C1.382,8.96,1.537,6.544,1.864,4.128C2.096,2.417,3.304,1.291,5.004,0.99z"/>
<circle fill-rule="evenodd" clip-rule="evenodd" fill="#FFFFFF" cx="4.827" cy="3.849" r="2.125"/>
<circle fill-rule="evenodd" clip-rule="evenodd" fill="#FFFFFF" cx="8.075" cy="1.878" r="1.056"/>
<circle fill-rule="evenodd" clip-rule="evenodd" fill="#FFFFFF" cx="21.611" cy="21.607" r="1.268"/>
</g>
<g>
<g>
<path fill-rule="evenodd" clip-rule="evenodd" fill="none" stroke="#00B0DC" stroke-width="1.438" stroke-miterlimit="22.9256" d="
M10.924,13.986c0.936,0,1.806,0.186,2.524,0.505c-0.717-2.926-1.616-6.733-2.338-9.674c-0.38-1.416,2.829-0.656,4.016,0.103
c1.186,0.759,1.969,2.777,4.707,2.375c-1.512,1.818-3.746,0.561-5.381,0.275c-0.893-0.156-1.455,0.508-1.308,1.056l1.607,6.753
c0.422,0.445,0.664,0.969,0.664,1.529c0,1.613-2.011,2.922-4.492,2.922c-2.481,0-4.492-1.309-4.492-2.922
C6.432,15.293,8.442,13.986,10.924,13.986z"/>
<path fill-rule="evenodd" clip-rule="evenodd" fill="#FFFFFF" d="M10.924,13.986c0.936,0,1.806,0.186,2.524,0.505
c-0.717-2.926-1.616-6.733-2.338-9.674c-0.38-1.416,2.829-0.656,4.016,0.103c1.186,0.759,1.969,2.777,4.707,2.375
c-1.512,1.818-3.746,0.561-5.381,0.275c-0.893-0.156-1.455,0.508-1.308,1.056l1.607,6.753c0.422,0.445,0.664,0.969,0.664,1.529
c0,1.613-2.011,2.922-4.492,2.922c-2.481,0-4.492-1.309-4.492-2.922C6.432,15.293,8.442,13.986,10.924,13.986z"/>
</g>
<path opacity="0.1" fill-rule="evenodd" clip-rule="evenodd" d="M15.183,15.979c-0.135,1.534-2.09,2.751-4.484,2.751
c-1.981,0-3.664-0.835-4.26-1.994c-0.006,0.057-0.008,0.113-0.008,0.172c0,0.787,0.478,1.5,1.255,2.025
c0.646,0.438,1.498,0.743,2.455,0.853c0.254,0.029,0.516,0.044,0.782,0.044c2.481,0,4.492-1.309,4.492-2.922
C15.416,16.583,15.333,16.271,15.183,15.979z"/>
<path opacity="0.1" fill-rule="evenodd" clip-rule="evenodd" d="M16.187,8.016c1.273,0.331,2.625,0.508,3.646-0.722
c-0.391,0.058-0.74,0.065-1.059,0.035C18.46,7.3,18.177,7.232,17.919,7.136c-1.234,0.15-2.596-0.476-3.691-0.666
c-0.548-0.096-0.97,0.116-1.182,0.421c-0.134,0.192-0.184,0.422-0.127,0.634l0.204,0.856c0.039-0.424,0.45-0.835,1.07-0.835
c0.083,0,0.168,0.008,0.258,0.023C14.982,7.662,15.576,7.857,16.187,8.016z"/>
</g>
</g>
</svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAAJ4klEQVR4nO3dS48cVxXA8XOr+jE9b79iG8QrOEJCRCwQWQSExCfICsFnY4eE2BGJLRsEkUiUFShCEImXExAY22Te3T1dXZeFx3ZPPF3nTubQPlX3/1smFV8r+k9V3TtVt0KMUQCvipf9FwCaEChcI1C4RqBwjUDhGoHCNQKFawQK1wgUrhEoXCNQuEagcI1A4RqBwjUChWsECtcIFK4RKFwjULhGoHCNQOEagcI1AoVrBArXCBSuEShcI1C4RqBwjUDhGoHCNQKFawQK1wgUrhEoXCNQuEagcI1A4RqBwjUChWsECtcIFK4RKFwjULhGoHCNQOEagcI1AoVrBArXCBSuEShcI1C4RqBwjUDhGoHCNQKFawQK1wgUrhEoXCNQuEagcI1A4RqBwjUChWu9l/0XaIE4PpCjPen1ZTCSEM7+aTWTOJdqJr1B2L71/J/DFIEq4sGj6p2fST1vOKb33R+Fa3cNBptN6vsfxNl02b8Pg1HxpdelNzAYqyUIVFF/9EFznSIig5HJWPM//bb++++VgzZ2ijv3TIZrBe5BFXHvgXJE2QvrOzZjHf1XPSZsXjcZqy0IVBGP95oPCJvXzW5Ajz5RDgjB6oehLQi0UTWT03HzIWHrps1Y8ypOj5Wx1rakKG2GawkCbRJP9tVjwtYNo7H2JEbloI28Tp9CoM2SAt02CvQ4Yaz1XZOxWoRAG53s6cdYXeK1m10RCZxBsSieHChH9AZhtGUzVkKgktkMSQi0mXrZDRvX7MbaU48JG7tWw7UFgTbS7kHD5q7ZWCmBcgbFIv0Sb3UGredxcqgcMxhJf2gzXHsQ6FJxciR11XyM1TU3nuyra0wZzpCEQJukrDEZnUGTbkDzW2MSAm2QtAhqdQ+aMoXPb4YkBNpAXznvr0l/zWisPfWY3B4TeYJAl1On8OvbVkMlBbpFoFigXuLDyCxQ/X43BMM11xYh0KX0e1CrM2is41hZzwqjbSlzfLqcQJeoK5loD79Z/ZLz5EDqWjloM8fTpxDoMinPFpn9ZpwZ0nIEukTKGtMKHxMhUJyTtAhqdA8aEx7qI1Cck/Kg3WoXQbkHxaIVLoLq96D9NRmumw3XKgR6Mf2sZrUIGqN6ts5zif4JAr3I6TgeK28Am82QxofqxhBWY7VRTmu/1SwePpbqtPmoWFf1336nLkyaPTusvWqcuWwCnU1nv/qJZQ31PO5rm46o5nN9rxuR+t9/kT/8RopCZlOZTeJsGp49udzrSyik7IfBWvHF17t3qxqi+i52J8RHH1Xv/vxl/y3+v4qvfqv8+vde9t/CWDb3oHNtA7AO0DZBaaNsAkU7EShcI1C4RqBwjUDhGoHCtWwCzWLf1w5+aSSX3ySF3dth93bSc/Lzmf7VBJc6+UheLr9JSle993Z8eL/5mLB5PWzduOLW9PHwcTx8rBwUQvm1N/UtG0IIw41w7W73PteUyxn0EtSvJlz/XO87PzQZavbLHzc/HlDcuVe89obJWC2VzT1oorqOY2WXOZtvdj0RtWemdl4xG6udCPScOD7QozH6bJdUp/pvzw2f228nAj0vZRMvo0CT3ssz3LyknQj0nJRozAJN2pSeQLFgpZt4qWteRS8MN2zGai0CPU8NtCjNvsypvQ4f1re6t2x0WQR6jr6j3cauBJv/afrtRPY3oEKg58SYFKgV9Rs3+X3T40UE+lycHMlc+WqC2T7cKQuuGb9t/AyBLljhl4pSFlwz/K7ciwj0uaSFSasz6Ao3J2s1An0uaWHS6sNIKWdrJkkEek7KGpNRNPqDf0VP1nJfBBUCXaRP4de3zRYmUxZBQaCL9Muu3bfeVrd7XssR6FPTE3VfMcNFUH3LRabwIkKgz6RN4e12tJvPlLFYBBURAn0maVptNoVPeGYqyy9zvohAz6x0jSnlqwkEKiIE+lzKxwhXtsbEPehTBHpGPYOG0bbZy/XqD8NgJM+2qM0bgZ7RL/GGU3j1h4Hr+1MEKiJJ768ZXnMJNB2Biqx2Cp/0w0CgTxGoyKqn8KwxXQKBikjiw29GT4ImTeF3TcbqAAIVSb3EG92DrvKp0/YjUJGUWcvappR9m7HUQPtDGdh8prYDCFREEs5qTOFfEgIVqas4OWo+xDIa/alTu7Haj0AlHu+Ltkmq2Q1ojOrLnEzhFxFo2rqP0VktTo70bxtb/TB0AoGmvW28ypc5OYMuINCVrjElPRbNPeiCzm4BXv/zw6QX3Oaz+l9/Vo7pD6Vvs+6jvukhIrGuct8xbEE3P6IQDx5Wv/6p4R8Ybn4hrO9e4jMvZV+KMpQ96fWlHEh/GPrDOK/qP74Tjz5R/tuiVNdcQ39YvvmDHF4L6egZdDa1/fPio4+jfGz7Zy5Vz9WJVJxN4sHDHALlHrS12vkxp8siULhGoHCNQOEagcI1AoVrHQ00+49jdEZHAx3Z7ZPoVSg7uoZ9Xjd/kyQicXwopyfL/7XE8UH94bv6B7FFiruvXfURuFjHx/+Iew/0I8t+yvYQYedW79tvSc/mIX/POhtoivjgr9X7v2g+prj9avnGWwZjPbxfvfe2MtaXv1l+4/udP/dfSkcv8YlSPsm1dcNkqHg6UY8p7tyjzk/JOlD94XbDLRcT7iX4dOyLMg9Uf/jNbMebw0faSCGHhz8uK+tAU55vF6tHlbUzaFjbNNs9r0OyDlR/fLgow5rFWW1e8enYzybzQLU3gEc2H8SO4wP9xVFuQC+ScaDzSqbLF0qfsHp/LWE2xgzpQvkGusoZUtJyAZf4i+Qb6Ep3tEsJlDPoRfINNOUFS6spfNIlnjPoRXIOdHWvqOu3EyyCLpFvoJJwBjW77GpnUBZBl8k3UP0SP1yX3sBmLPUSz/V9iYwDHavbIBrdgE6O9Q3DmCEtkWug1alojxfZTeETZmMEukSmgaZN4XdtxkpZcOUSv0S2gaZM4Y2iOWER9LPLNNCkKfwKz6BMkpbJNNC0+8JV/RqJRdDlMg1U/z1n0QvDDZuxtB8GFkEbZBqoOkkKGztWrwexCHoVuQaqXuKtFkGrU3WzUmZIDbIMdDbRozHblJ5F0CvJMdCUaMLaps1YLIJeDYEuYTVr4VHlq8kxUJke68cYrftwib+iLDag+pRw/fNh+6ZUs7PvaZSlPNmIazaV6ThWp+Ha3eKVr9gMpj5ot7HLGbRB1nszrUDc/0/TUyllL+zcsvrQdycRKFzL8h4U7UGgcI1A4RqBwjUChWsECtcIFK4RKFwjULhGoHCNQOEagcI1AoVrBArXCBSuEShcI1C4RqBwjUDhGoHCNQKFawQK1wgUrhEoXCNQuEagcI1A4RqBwjUChWsECtcIFK4RKFwjULhGoHCNQOEagcI1AoVrBArXCBSuEShcI1C4RqBw7X/epfs4pMRFqQAAAABJRU5ErkJggg==",
"path": "08117d70eb5cf730b0f2aeb50abe2e17f4cf0fdbcb6b89693e29f10befaf5532.png"
} | Generate code for a svg of a a close up of a hash sign on a white background | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" id="Layer_1" width="64px" height="64px" x="0px" y="0px" enable-background="new 0 0 64 64" version="1.1" viewBox="0 0 64 64" xml:space="preserve">
<path fill="#FAB28E" d="M43.4,26.7c-0.8,0-1.697-0.103-2.6,0c-0.6,0.1-0.7-0.103-0.6-0.7c0.397-2.3,0.697-4.5,1-6.8
c0.1-0.303,0.1-0.5-0.4-0.5c-0.8,0-1.7,0-2.5,0c-0.4,0-0.5,0.197-0.5,0.5c-0.3,2.397-0.7,4.697-1,7.1c0,0.3,0,0.5-0.4,0.5
c-2.197,0-4.397,0-6.6,0c0.3-2.6,0.6-5.1,1.1-7.8c0.103-0.5,0-0.5-0.397-0.5c-0.7,0-1.5,0.1-2.2,0c-0.6-0.103-0.7,0.2-0.8,0.7
c-0.3,2.3-0.603,4.5-0.9,6.8c-0.1,0.397-0.2,0.5-0.6,0.5c-1.103,0-2.103,0-3.2,0c-0.5,0-0.6,0.2-0.6,0.6c0,0.7,0,1.4,0,2.103
c0,0.397,0.1,0.5,0.5,0.5c1.1,0,2.3,0,3.397,0C25.6,33.1,25.2,36.4,24.7,39.8c0,0.4-0.2,0.4-0.5,0.4c-1,0-2.103,0-3.2,0
c-0.4-0.103-0.5,0-0.5,0.397c0,0.7,0,1.4,0,2.103c0,0.5,0.1,0.5,0.5,0.5c0.8,0,1.7,0,2.6,0c0.5,0,0.7,0.197,0.603,0.697
C23.9,46.3,23.6,48.6,23.3,51c0,0.3,0.1,0.397,0.4,0.397c0.697,0,1.5-0.1,2.197,0C26.5,51.5,26.7,51.3,26.7,50.7
c0-0.103,0-0.2,0-0.303C27,48.2,27.3,45.9,27.6,43.7c0-0.2,0.103-0.4,0.4-0.4c2.1,0,4.1,0,6.2,0c0.3,0,0.3,0.1,0.3,0.4
c-0.2,0.897-0.3,1.897-0.4,2.8c-0.2,1.7-0.397,3.3-0.6,5c1,0,1.897,0,2.897,0c0.4,0,0.5-0.2,0.5-0.5c0.303-2.4,0.603-4.8,0.9-7.2
c0-0.3,0.2-0.4,0.5-0.4c1.1,0,2.3,0,3.4,0c0.3,0,0.397-0.197,0.397-0.5c0-0.697,0-1.397,0-2.1c0-0.5-0.1-0.5-0.5-0.5c-1,0-2,0-3,0
c-0.2,0-0.3,0-0.3-0.3c0.5-3.3,0.899-6.5,1.3-9.8c0.103-0.303,0.2-0.4,0.5-0.4c1.103,0,2.2,0,3.3,0c0.4,0,0.5-0.1,0.5-0.5
c0-0.7,0-1.4,0-2.1C43.9,26.8,43.8,26.7,43.4,26.7z M36.3,30.5c-0.3,2.2-0.6,4.397-0.9,6.6c-0.1,1-0.3,2-0.397,3
c0,0.3-0.103,0.4-0.4,0.4C33.5,40.4,32.4,40.4,31.4,40.4s-2,0-3,0C28,40.4,27.9,40.3,28,40c0.397-2.603,0.7-5.3,1.1-7.9
c0.103-0.6,0.2-1.1,0.2-1.7c0-0.397,0.2-0.5,0.6-0.5c2,0,3.9,0,5.9,0C36.3,29.9,36.4,30,36.3,30.5z"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a dollhouse full of tiny furniture. | <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="#fbfaef" d="M0 0h96v96H0z"/><path fill="#674f60" d="M35 38h9v3h-9q-3-1 0-3"/><path fill="#ada5a8" d="m35 38 1-1h12q-7 2 1 3l-5 1v-3z"/><path fill="#d1d1c4" d="M72 64q-1 2 2 6l-4 3q-1-3-3-2 0-2 3-2-10-6-21-1l-6-3v6l-5-5V56h-4q2-3 7-2l-2 7q5-1 9 1 4-5 5-10l1 5h4l-1-10q4-9-5-7l-3-7-1 4v-4h-3v4h-9q6-6 13-9l13 12 1 25z"/><path fill="#44303d" d="M48 37h-3v-4h3z"/><path fill="#e6e8dc" d="M34 56h-4l-1-2q0-3 3-3l1-9q2 7 2-1h9l5-1q-8-1-1-3l1-4 3 7q9-2 5 7l1 10h-4l-1-5q-1 5-5 10-4-2-9-1l2-7q-5-1-7 2"/><path fill="#c7ac90" d="m40 43 7 1v4h-9q-1-4 2-5"/><path fill="#a2867e" d="m29 54 1 2v1h-5l2-5z"/><path fill="#d6ac8f" d="M30 57v-1h8v10h-5v-9z"/><path fill="#b97958" d="M53 58h7v5h-7z"/><path fill="#d0a79d" d="m86 60-1 12-1-5v-6h-8v6l-1 3h-1q-3-4-2-6v-5h12q-1-4 1-6z"/><path fill="#351924" d="M84 67h-8v-6h8z"/><path fill="#f1e1d6" d="m86 60 1 6-2 7 2 1h-9q1-7-2-1-2-1-1-3l1-3h8l1 5z"/><path fill="#dfccbf" d="M67 71q-1 7 3 2v3q2-3 3 0l-6 1q-2 3-5 0v-4z"/><path fill="#8f8183" d="M67 71q2-1 3 2-4 5-3-2"/></svg> | |
{
"bytes": "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",
"path": "emoji_u26f9_1f3fc_200d_2642.png"
} | Generate code for a svg of a man bouncing ball: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="head">
<path d="M60.56,11.89c-2.78-3.94-8.7-6.78-13.4-5.72c-5.26,1.19-7.9,5.19-8.37,10.09 c-0.17,1.77-0.01,3.53,0.36,4.76c0.04,0.15,0.4,1.21,0.44,1.55c0.28,1.3-2.18,2.75-2.39,4.21c-0.16,1.1,2.15,1.66,2.34,1.84 c0.95,0.92-0.19,5.65,6.07,5.75c2.4,0.04,1.93-0.08,2.65,0.15c1.12,0.35,2.7,3.65,2.7,3.65s-0.61,4.42,3.43,2.9 c4.61-1.73,5.98-5.04,5.98-5.04s-4.53-6.71-0.88-9.54C63.02,23.75,62.35,14.43,60.56,11.89z" style="fill:#E0BB95;"/>
</g>
<path id="mouth_2_" d="M40.33,31.19c0.87,0,1.71-0.25,2.41-0.84c0.76-0.64,0.18-1.27-0.71-0.83 c-0.54,0.27-1.31,0.43-2.03,0.34L40.33,31.19z" style="fill:#6D4C41;"/>
<ellipse id="eye_2_" cx="43.5" cy="23.07" rx="1.14" ry="1.76" style="fill:#5D4037;" transform="matrix(0.9959 -0.0905 0.0905 0.9959 -1.909 4.0312)"/>
<path id="eyebrow_2_" d="M42.46,20.53c-1.11,0.33-1.38-0.4-1.01-1c0.27-0.44,0.95-0.81,2.25-0.56 c1.23,0.24,1.74,0.94,2.07,1.37c0.33,0.43,0.29,0.86,0.01,0.9C45.39,21.29,43.83,20.12,42.46,20.53z" style="fill:#AB872F;"/>
<g id="hairGroup">
<path id="hair" d="M60.92,9.05c-2.49-2.7-6.83-4.31-10.88-4.24c-2.72,0.05-5.3,0.71-7.47,1.93 c-0.04,0.02-4.16,2.38-4.97,4.5c-0.87,2.27,0.14,3.49,0.38,3.7c0.38,0.33,1.18,0.17,1.18,0.17c1.58-0.23,6.63-0.91,9.23-0.57 c0.41,0.05,0.87,0.15,1.08,0.5c0.09,0.15,0.23,1.18,0.26,1.36c0.34,2.31,0.26,3.79,1.06,5.2c0.13,0.23,0.62,0.5,0.62,0.5l0.84-1.53 c0.54-0.88,1.03-1.64,1.81-1.55c2.32,0.28,2.3,4.37-0.3,5.53c0,0,0.71,3.16,3.67,3.5c2.6,0.3,2.9-0.29,3.06-1.28 c0.37-2.13,0.88-3.08,1.43-4.08c0.65-1.19,1.31-2.41,1.62-5.51C63.88,14.08,62.97,11.27,60.92,9.05z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_1_" cx="50.3814" cy="99.6914" gradientTransform="matrix(0.9984 0.0572 0.0564 -0.9846 -5.7412 115.1806)" gradientUnits="userSpaceOnUse" r="16.3727">
<stop offset="0.5264" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights" d="M60.92,9.05c-2.49-2.7-6.83-4.31-10.88-4.24 c-2.72,0.05-5.3,0.71-7.47,1.93c-0.04,0.02-4.16,2.38-4.97,4.5c-0.87,2.27,0.14,3.49,0.38,3.7c0.38,0.33,1.18,0.17,1.18,0.17 c1.58-0.23,6.63-0.91,9.23-0.57c0.41,0.05,0.87,0.15,1.08,0.5c0.09,0.15,0.23,1.18,0.26,1.36c0.34,2.31,0.26,3.79,1.06,5.2 c0.13,0.23,0.62,0.5,0.62,0.5l0.84-1.53c0.54-0.88,1.03-1.64,1.81-1.55c2.32,0.28,2.3,4.37-0.3,5.53c0,0,0.71,3.16,3.67,3.5 c2.6,0.3,2.9-0.29,3.06-1.28c0.37-2.13,0.88-3.08,1.43-4.08c0.65-1.19,1.31-2.41,1.62-5.51C63.88,14.08,62.97,11.27,60.92,9.05z" style="fill:url(#hairHighlights_1_);"/>
</g>
<path id="tone_1_" d="M37.61,61.86l-0.37-1.34c-0.07-0.24-0.3-0.4-0.55-0.36c-3.61,0.49-12.1,1.71-12.86,2.4 c-0.43,0.39-0.58,0.9-0.43,1.4c0.17,0.56,0.71,1.01,1.31,1.09c0.36,0.06,0.83,0.08,1.23,0.1c-0.04,0.2-0.03,0.39,0.02,0.58 c0.11,0.38,0.4,0.65,0.78,0.73c0.17,0.04,0.35,0.05,0.55,0.05c2.97,0,9.33-3.64,10.08-4.08C37.58,62.31,37.67,62.08,37.61,61.86z" style="fill:#BA8F63;"/>
<linearGradient id="arm_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="32.5788" x2="47.509" y1="64.5629" y2="76.0047">
<stop offset="0" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="arm_1_" d="M48.81,42.8l-6.25,11.81c-0.01,0-0.01,0.01-0.02,0.01L31.8,60.33 c-1.84,0.88-0.01,5.63,1.86,5.63c0.16,0,0.32-0.04,0.48-0.11l12.27-4.92l-0.01-0.02c0.76-0.34,1.37-0.9,1.76-1.59l0.03,0.02 l7.12-13.09L48.81,42.8z" style="fill:url(#arm_2_);"/>
<linearGradient id="hand_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="38.1879" x2="24.2345" y1="64.5657" y2="63.682">
<stop offset="0" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="hand" d="M36.71,60.5c-1.26-1.48-2.21-1.4-3.52-1.11c-0.3,0.07-0.61,0.15-0.95,0.24 c-0.96,0.25-2.16,0.56-4.09,0.79c-2.57,0.3-5.7,0.18-5.73,0.18c-0.05-0.01-0.1,0-0.15,0.01c-0.56,0.14-0.98,0.53-1.13,1.03 c-0.14,0.47-0.02,0.96,0.32,1.32c0.96,1.02,4.46,1.21,6.58,1.08c0.6-0.04,1.65-0.08,2.49-0.11c0.12-0.03,0.21,0.09,0.23,0.14 c0.02,0.05,0.05,0.15-0.03,0.25c-0.39,0.45-0.89,0.86-1.48,1.2c-0.75,0.43-1.11,0.9-1.08,1.43c0.02,0.53,0.44,0.98,1.19,1.32 c0.22,0.1,0.47,0.14,0.75,0.14c1.75,0,4.43-1.72,5.34-2.61C36.58,64.68,37.96,61.96,36.71,60.5z" style="fill:url(#hand_1_);"/>
<path id="shirt" d="M55.53,38.89l-1.07-0.54c-0.75-0.39-1.55-0.57-2.33-0.57c-1.89,0-3.71,1.04-4.62,2.84 l-4.91,9.69l10.29,5.22l4.91-9.69C59.09,43.29,58.07,40.18,55.53,38.89z" style="fill:#04A287;"/>
<path id="tone" d="M85.91,82.6L71.26,60.94l-10.82,7.9l17.4,22.12h0.01c0.95,1.3,2.35,2.07,3.83,2.27 l-0.01,0.06l26.81,3.36l1.63-8.75L85.91,82.6z" style="fill:#BA8F63;"/>
<polygon id="sock" points="102.53,86.23 100.77,95.67 108.47,96.63 110.1,87.88 " style="fill:#BDBDBD;"/>
<linearGradient id="leg_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="59.1815" x2="53.6931" y1="51.8078" y2="19.6219">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="1" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="leg" d="M60.54,61.5L47.89,82.61c-1.94,3.24-2.77,7.03-2.35,10.78l2.74,24.78l7.61,0.02 l0.86-27.53l15.1-21.97L60.54,61.5z" style="fill:url(#leg_1_);"/>
<polygon id="sock_1_" points="47.21,108.21 47.98,116.64 55.88,116.66 56.27,108.23 " style="fill:#E0E0E0;"/>
<g id="pants">
<path d="M72.21,60.07c-1.56-2.13-3.98-3.26-6.44-3.26c-1.63,0-3.27,0.5-4.69,1.53 c-3.55,2.59-4.33,7.58-1.74,11.13l8.97,11.66l12.27-8.96L72.21,60.07z" style="fill:#646464;"/>
<path d="M70.56,58.25c-1.34-0.84-2.82-1.24-4.28-1.24c-2.63,0-5.21,1.31-6.73,3.69l-7.57,12.61l12.82,8.15 l8.21-12.21C75.37,65.54,74.27,60.61,70.56,58.25z" style="fill:#7C7C7C;"/>
</g>
<radialGradient id="shirt_3_" cx="57.5565" cy="81.7156" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="15.2457">
<stop offset="0.3637" style="stop-color:#00BFA5"/>
<stop offset="0.8121" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#00AB94"/>
</radialGradient>
<path id="shirt_1_" d="M74.16,61.36c-1.95-7.87-5.37-15.74-8.89-23.61c-1.18-2.97-4.22-4.74-7.24-4.74 c-0.86,0-1.71,0.14-2.52,0.44c-4.97,1.84-7.53,6.41-5.97,11.9c2.3,8.12,3.44,12.94,4.29,20.93c0.11,1.03,1.01,1.77,2.03,1.77 c0.18,0,0.36-0.02,0.55-0.07c5.19-1.38,11.04-2.83,16.32-4.23C73.77,63.47,74.42,62.41,74.16,61.36z" style="fill:url(#shirt_3_);"/>
<linearGradient id="arm_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="62.7608" x2="96.9216" y1="76.9695" y2="76.9695">
<stop offset="6.800000e-03" style="stop-color:#CCA47A"/>
<stop offset="1" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="arm" d="M96.6,59.89L96.6,59.89c-0.32-0.8-0.8-1.59-1.41-2.6c-0.47-0.77-3.99-4.78-5.45-5.48 c-0.88-1.48-5.73-7.51-7.9-10.19c-0.51-0.63-1.19-1.1-1.97-1.36l-14.28-4.5c-0.13-0.04-0.26-0.03-0.38,0.03 c-0.12,0.06-0.21,0.17-0.25,0.3l-2.18,7.08c-0.08,0.26,0.07,0.54,0.33,0.62l13.05,4.03c2.11,2.03,7.18,6.92,7.88,7.6 c0.35,1.17,0.27,2.65,0.21,3.96c-0.07,1.42-0.13,2.54,0.33,3.16c0.44,0.59,0.94,0.62,1.2,0.59c0.69-0.09,1.19-0.74,1.41-1.28 c0.29-0.7,0.28-1.42,0.27-1.95c0-0.09,0-0.2,0-0.3c0.62,0.42,0.85,2.05,1.03,3.37c0.24,1.7,0.44,3.17,1.47,3.35 c0.05,0.01,0.1,0.01,0.15,0.01c0.21,0,0.4-0.08,0.56-0.23c0.51-0.48,0.55-1.74,0.51-2.65c0.07,0.31,0.09,0.62,0.11,0.93 c0.06,0.77,0.14,1.81,1.23,1.85c0.33,0.01,0.55-0.11,0.73-0.34c0.31-0.38,0.37-1.03,0.33-1.69c0.26,0.52,0.57,0.82,1.06,0.66 c0.18-0.06,0.44-0.21,0.61-0.59c0.16-0.35,0.22-0.83,0.2-1.33c0.06,0.06,0.12,0.11,0.2,0.14c0.12,0.05,0.3,0.06,0.42,0.02 c0.2-0.07,0.47-0.23,0.65-0.63C97.03,61.84,96.97,60.85,96.6,59.89z" style="fill:url(#arm_3_);"/>
<path id="shirt_2_" d="M62.33,33.19c-0.47-0.14-0.96-0.21-1.43-0.21c-2.25,0-4.31,1.47-4.97,3.74l-0.36,1.23 c-0.79,2.74,0.79,5.61,3.53,6.4l10.54,3.04l3.22-11.17L62.33,33.19z" style="fill:#04A287;"/>
<path id="shoe" d="M55.96,115.81h-7.93l-5.48,2.07c-1.54,0.6-2.55,2.06-2.57,3.69l-0.01,1.27 c0,0.55,0.45,1,1.01,1l15.76-0.02c0.64,0,1.16-0.51,1.16-1.15v-2.8C57.91,117.98,55.96,115.81,55.96,115.81z" style="fill:#4568AD;"/>
<path id="shoe_1_" d="M116.29,87.42l-2.75-0.51c-0.21-0.04-0.41-0.05-0.62-0.05c-1.76,0-3.76,1.22-3.76,1.22 l-1.46,7.8l1.03,5.76c0.3,1.62,1.55,2.89,3.16,3.2l1.24,0.24c0.06,0.01,0.13,0.02,0.19,0.02c0.47,0,0.9-0.34,0.99-0.83l2.89-15.5 C117.32,88.14,116.91,87.54,116.29,87.42z" style="fill:#325599;"/>
<g id="ball">
<radialGradient id="SVGID_1_" cx="19.3181" cy="74.9729" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" r="12.7638">
<stop offset="0.0169" style="stop-color:#FB8C00"/>
<stop offset="0.4423" style="stop-color:#F47900"/>
<stop offset="0.8381" style="stop-color:#D95A1E"/>
</radialGradient>
<path d="M35.35,80.95c0,6.34-5.3,11.49-11.83,11.49c-6.53,0-11.82-5.15-11.82-11.49 s5.3-11.49,11.82-11.49C30.06,69.46,35.35,74.6,35.35,80.95z" style="fill:url(#SVGID_1_);"/>
<g>
<radialGradient id="SVGID_2_" cx="17.0331" cy="55.3322" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="21.5485">
<stop offset="0.0169" style="stop-color:#FFA726"/>
<stop offset="0.4938" style="stop-color:#FC950D"/>
<stop offset="0.8381" style="stop-color:#FB8C00"/>
</radialGradient>
<path d="M23.83,92.43c-0.1,0.01-0.21,0.01-0.31,0.01c-1.16,0-2.29-0.17-3.34-0.47h-0.01 c-1.43-1.98-4.09-6.5-3.93-12.54c0.01-0.46,0.04-0.94,0.09-1.42c0.05-0.62,0.15-1.24,0.27-1.88c0.07-0.38,0.16-0.76,0.26-1.15 c0.01-0.03,0.02-0.06,0.03-0.09c0.11-0.46,0.26-0.88,0.43-1.26h0.01c0.14-0.35,0.29-0.66,0.46-0.95h0.01 c0.8-1.41,1.85-2.29,2.64-2.81c0.93-0.25,1.91-0.39,2.91-0.4c-1.01,0.37-2.8,1.24-4.04,3.18c-0.21,0.31-0.4,0.66-0.55,1.03h-0.01 c-0.15,0.33-0.28,0.7-0.4,1.09c-0.09,0.29-0.17,0.61-0.23,0.94c-0.02,0.1-0.04,0.21-0.05,0.3c-0.1,0.63-0.17,1.23-0.2,1.83 c-0.03,0.48-0.03,0.96,0,1.43C18.11,85.57,22,90.46,23.83,92.43z" style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="17.0331" cy="55.3322" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="21.5485">
<stop offset="0.0169" style="stop-color:#FFA726"/>
<stop offset="0.4938" style="stop-color:#FC950D"/>
<stop offset="0.8381" style="stop-color:#FB8C00"/>
</radialGradient>
<path d="M29.46,71.02c-3.44-0.05-6.28,2.42-10.69,2.65h-0.01c-0.22,0.01-0.43,0.02-0.66,0.02 c-0.29,0-0.53-0.02-0.76-0.07h-0.01c-1.09-0.2-1.45-0.86-1.56-1.34c0.3-0.26,0.62-0.5,0.94-0.72c-0.03,0.44,0.15,0.94,1.09,1.11 h0.01c0.21,0.03,0.45,0.04,0.74,0.04c0.24,0,0.5-0.03,0.77-0.07c2.53-0.36,5.95-2.1,6.99-2.43c0.3-0.09,0.62-0.15,0.91-0.17 C28.01,70.29,28.76,70.61,29.46,71.02z" style="fill:url(#SVGID_3_);"/>
<radialGradient id="SVGID_4_" cx="17.0331" cy="55.3322" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="21.5485">
<stop offset="0.0169" style="stop-color:#FFA726"/>
<stop offset="0.4938" style="stop-color:#FC950D"/>
<stop offset="0.8381" style="stop-color:#FB8C00"/>
</radialGradient>
<path d="M32.81,88.06c-0.53,0.66-1.14,1.26-1.82,1.81c-0.92-1.65-2.7-4.3-6.03-7.39 c-1.88-1.75-4.42-3.17-7.08-3.22c-0.3-0.02-0.61-0.01-0.91,0.02c-0.26,0.02-0.5,0.07-0.73,0.15c-2.65,0.79-3.25,4.31-3.36,6.51 c-0.51-1.02-0.88-2.12-1.06-3.28c0.64-1.7,1.96-4.05,4.51-4.65c0.21-0.05,0.42-0.09,0.65-0.11c0.3-0.03,0.61-0.05,0.9-0.06 c3.48-0.07,6.04,1.64,8.49,3.43C29.7,83.67,31.81,86.54,32.81,88.06z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="17.0331" cy="55.3322" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="21.5485">
<stop offset="0.0169" style="stop-color:#FFA726"/>
<stop offset="0.4938" style="stop-color:#FC950D"/>
<stop offset="0.8381" style="stop-color:#FB8C00"/>
</radialGradient>
<path d="M35.35,80.8v0.15c0,0.9-0.1,1.76-0.31,2.6c-3.14-2.91-9.53-7.8-16.96-7.55 c-0.23,0.01-0.46,0.02-0.69,0.04c-0.27,0.02-0.53,0.05-0.78,0.08c-2.25,0.31-3.67,1.17-4.53,1.95c0.18-0.69,0.43-1.35,0.73-1.98 c0.95-0.5,2.29-1,4.09-1.21c0.19-0.03,0.38-0.04,0.57-0.06c0.3-0.02,0.59-0.04,0.89-0.06C26.62,74.38,32.88,78.75,35.35,80.8z" style="fill:url(#SVGID_5_);"/>
</g>
</g>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f9d9_200d_2640.png"
} | Generate code for a svg of a woman mage | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<linearGradient id="hat_x5F_back_2_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="55.843" x2="55.843" y1="90.8252" y2="56.1261">
<stop offset="5.450581e-05" style="stop-color:#05080F"/>
<stop offset="0.1125" style="stop-color:#070A15"/>
<stop offset="0.2637" style="stop-color:#0B1026"/>
<stop offset="0.4371" style="stop-color:#131A42"/>
<stop offset="0.6268" style="stop-color:#1D286A"/>
<stop offset="0.8276" style="stop-color:#2B399B"/>
<stop offset="1" style="stop-color:#384ACC"/>
</linearGradient>
<ellipse id="hat_x5F_back_1_" cx="55.84" cy="56.69" rx="49.85" ry="18.32" style="fill:url(#hat_x5F_back_2_);"/>
<g id="hair_x5F_back">
<path d="M55.58,30.4c0,0-22.96,1.09-35.75,4.97c-0.47,3.17-3.83,66.52,6,80.17 c3.9,5.41,13.19,5.71,13.19,5.71l16.56-0.03V30.4z" style="fill:#E7E7E7;"/>
<path d="M55.65,30.4c0,0,22.96,1.09,35.75,4.97c0.47,3.17,3.83,66.52-6,80.17 c-3.9,5.41-13.19,5.71-13.19,5.71l-16.56-0.03V30.4z" style="fill:#E7E7E7;"/>
</g>
<g id="hair_x5F_back_1_">
<g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="18.9019" x2="55.583" y1="54.1705" y2="54.1705">
<stop offset="0" style="stop-color:#BDBDBD"/>
<stop offset="0.1386" style="stop-color:#FFFFFF;stop-opacity:0"/>
</linearGradient>
<path d="M55.58,30.4c0,0-22.96,1.09-35.75,4.97c-0.47,3.17-3.83,66.52,6,80.17 c3.9,5.41,13.19,5.71,13.19,5.71l16.56-0.03V30.4z" style="fill:url(#SVGID_1_);"/>
</g>
<g>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="55.652" x2="92.3331" y1="54.1705" y2="54.1705">
<stop offset="0.8614" style="stop-color:#FFFFFF;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BDBDBD"/>
</linearGradient>
<path d="M55.65,30.4c0,0,22.96,1.09,35.75,4.97c0.47,3.17,3.83,66.52-6,80.17 c-3.9,5.41-13.19,5.71-13.19,5.71l-16.56-0.03V30.4z" style="fill:url(#SVGID_2_);"/>
</g>
</g>
<linearGradient id="shirt_2_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="55.306" x2="55.306" y1="34.0131" y2="-7.8038">
<stop offset="0" style="stop-color:#384ACC"/>
<stop offset="0.216" style="stop-color:#3548BF"/>
<stop offset="0.6146" style="stop-color:#2F449D"/>
<stop offset="0.9606" style="stop-color:#283F7A"/>
</linearGradient>
<path id="shirt_1_" d="M104.62,124.03v-2.98c0-16.79-24.99-25.09-49.31-25.06 C31.14,96.02,6,103.27,6,121.04v2.98H104.62z" style="fill:url(#shirt_2_);"/>
<g id="robe_1_">
<g>
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="96.2588" x2="120.7042" y1="16.9275" y2="16.9275">
<stop offset="0" style="stop-color:#384ACC"/>
<stop offset="0.216" style="stop-color:#3548BF"/>
<stop offset="0.6146" style="stop-color:#2F449D"/>
<stop offset="0.9606" style="stop-color:#283F7A"/>
</linearGradient>
<path d="M112.3,102.32c-0.59-0.31-1.31-0.11-1.65,0.46c-1.88,3.15-5.56,5.48-9.12,7.74 c-1.64,1.04-3.32,2.11-4.78,3.23c-0.45,0.35-0.61,0.96-0.38,1.48l3.83,8.73h1.36h2.49h13.92h1.3h1.25 C121.03,118.84,121.16,107.03,112.3,102.32z" style="fill:url(#SVGID_3_);"/>
</g>
<polygon points="36.68,102.22 38.73,104.54 41.8,104.16 40.24,106.82 41.54,109.62 38.53,108.96 36.27,111.07 35.96,108 33.26,106.5 36.09,105.26 " style="fill:#F9F722;"/>
<polygon points="33.4,114.54 33.9,117.2 36.37,118.3 33.99,119.59 33.71,122.28 31.75,120.43 29.1,120.99 30.26,118.55 28.91,116.21 31.59,116.56 " style="fill:#F9F722;"/>
<polygon points="57.18,123.97 64.03,123.97 63.78,122.98 66.8,119.52 62.22,119.22 59.86,115.28 58.17,119.54 53.69,120.56 57.22,123.5 " style="fill:#F9F722;"/>
<polygon points="17.12,109.56 19.27,111.76 22.3,111.25 20.87,113.97 22.3,116.69 19.27,116.17 17.12,118.38 16.68,115.33 13.92,113.97 16.68,112.61 " style="fill:#F9F722;"/>
<polygon points="79.25,107.19 79.39,110.52 82.21,112.29 79.09,113.45 78.27,116.68 76.2,114.07 72.88,114.3 74.72,111.52 73.48,108.43 76.69,109.32 " style="fill:#F9F722;"/>
</g>
<g id="neck_1_">
<path id="neck" d="M55.61,88.1h-9.08v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17V88.1 L55.61,88.1z" style="fill:#E59600;"/>
</g>
<g id="face">
<g id="head_1_">
<path id="head_3_" d="M55.61,15.04L55.61,15.04L55.61,15.04c-17.2,0-33.13,12.79-33.13,39.91 c0,21.78,13.49,34.67,25.23,38.83c2.8,0.99,5.5,1.49,7.9,1.49c2.38,0,5.07-0.49,7.85-1.47c11.76-4.14,25.28-17.03,25.28-38.84 C88.74,27.83,72.81,15.04,55.61,15.04z" style="fill:#FFCA28;"/>
</g>
<g id="hair_x5F_white_2_">
<radialGradient id="SVGID_4_" cx="55.7895" cy="126.3224" gradientTransform="matrix(1 0 0 -0.9637 0 125.4521)" gradientUnits="userSpaceOnUse" r="33.9296">
<stop offset="0" style="stop-color:#FFFFFF"/>
<stop offset="0.4129" style="stop-color:#FAF9F8"/>
<stop offset="0.9948" style="stop-color:#EBEAE6"/>
<stop offset="0.9953" style="stop-color:#EBEAE6"/>
</radialGradient>
<path d="M89.88,40.78l-3.05,47.8l-3.78,0.02l2.18-27.98c0.06-3.83,0.49-12.84-2.55-15.03 c-3.69-2.66-13.98-9.67-17.27-16.86c0,0-12.65,11.86-35.01,16.89c-6.09,1.37-5.21,12.18-5.16,15.09 c0.14,7.28,0.89,19.33,1.48,28.12l-3.36,0.01c-1.83-14.29-2.02-49.78-1.19-53.67c2.04-0.85,17.97-8.69,26.3-9.72 C60.68,23.94,82.03,36.02,89.88,40.78z" style="fill:url(#SVGID_4_);"/>
</g>
<path id="mouth_2_" d="M64.14,76.15c-3.12,1.86-13.37,1.86-16.5,0c-1.79-1.07-3.63,0.57-2.88,2.2 c0.73,1.6,6.32,5.32,11.16,5.32S66.27,79.95,67,78.35C67.75,76.72,65.93,75.08,64.14,76.15z" style="fill:#795548;"/>
<path id="nose_2_" d="M59.67,68.38c-0.1-0.04-0.21-0.07-0.32-0.08h-6.94c-0.11,0.01-0.21,0.04-0.32,0.08 c-0.63,0.25-0.97,0.91-0.68,1.6s1.68,2.64,4.46,2.64s4.17-1.95,4.46-2.64C60.64,69.29,60.3,68.64,59.67,68.38z" style="fill:#E59600;"/>
<g id="eyes_2_">
<ellipse cx="39.69" cy="59.26" rx="4.83" ry="5.01" style="fill:#404040;"/>
<ellipse cx="72.32" cy="59.26" rx="4.83" ry="5.01" style="fill:#404040;"/>
</g>
<g id="eyebrows_x5F_white_2_">
<path d="M46.4,51.12c-0.86-1.14-2.85-2.8-6.72-2.8s-5.86,1.66-6.72,2.8c-0.38,0.51-0.28,1.09-0.02,1.44 c0.24,0.33,0.97,0.63,1.77,0.36s2.36-1.08,4.97-1.1c2.61,0.02,4.17,0.83,4.97,1.1c0.8,0.27,1.52-0.03,1.77-0.36 C46.69,52.21,46.78,51.63,46.4,51.12z" style="fill:#FFFFFF;"/>
<path d="M79.03,51.12c-0.86-1.14-2.85-2.8-6.72-2.8c-3.86,0-5.86,1.66-6.72,2.8 c-0.38,0.51-0.28,1.09-0.02,1.44c0.25,0.33,0.97,0.63,1.77,0.36c0.8-0.27,2.36-1.08,4.97-1.1c2.61,0.02,4.17,0.83,4.97,1.1 c0.8,0.27,1.52-0.03,1.77-0.36C79.32,52.21,79.41,51.63,79.03,51.12z" style="fill:#FFFFFF;"/>
</g>
</g>
<g id="hat_1_">
<g>
<linearGradient id="SVGID_5_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="58.1389" x2="57.7181" y1="125.9875" y2="107.4699">
<stop offset="0.3696" style="stop-color:#3649BF"/>
<stop offset="1" style="stop-color:#2C4585"/>
</linearGradient>
<path d="M74.15,17.45c0.54-1.04,11.23,1.32,12.35-0.44c1.17-1.85-4.65-9.64-17.2-12.09 c-4.22-0.83-9.96-1.95-17.09,0.41c-4.2,1.39-22.87,8.1-27,32.75c-0.01,0.06,64.32,0.24,64.32,0.24 C86.95,29.75,73.61,18.49,74.15,17.45z" style="fill:url(#SVGID_5_);"/>
</g>
<linearGradient id="SVGID_6_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="55.8605" x2="55.8605" y1="108.0865" y2="71.2712">
<stop offset="0.2075" style="stop-color:#384ACC"/>
<stop offset="1" style="stop-color:#1D3678"/>
</linearGradient>
<path d="M105.82,54.92c-6.7-28.45-46.53-40.31-73.16-28.41c-8.47,3.54-17.15,9.65-22.75,18.47 c-1.84,2.59-8.84,17.02,1.55,13.08C68.95,24.43,106.18,70.86,105.82,54.92z" style="fill:url(#SVGID_6_);"/>
</g>
<g id="wand">
<path d="M112.17,81.48l-3.02,2.73l2.42,6.03l7.63-0.11l4.14-11.68l-13.25-11.24L95.5,78.62l7.36,15.37 c-0.55,2.18-3.66,14.45-4.49,17.74c-0.73,2.89-1.71,7.54-2.64,12.17h0.97h0.97h3.82h1h1l8.85-28.81l-7.86-14.19l5.43-3.64 l5.41,2.39l-0.14,2.44L112.17,81.48z" style="fill:#CF8900;"/>
</g>
<g id="hand">
<linearGradient id="hand_2_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="89.2016" x2="112.7829" y1="27.949" y2="12.1816">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="hand_1_" d="M115.57,111.13c-0.14-1.41-0.63-2.76-1.1-3.89c-1.46-3.57-3.14-6.34-6.94-9.14 c-3.86-2.85-8.11-3.42-10.03-3.11c-2.15,0.35-3.52,1.19-4.08,2.5c-0.43,1-0.25,2.03,0.01,2.79c-1.1,0.37-2.59,1.12-3.07,2.47 c-0.56,1.58-0.1,2.87,0.56,3.74c-0.94,0.6-2.13,1.55-2.47,2.74c-0.45,1.58,1.02,3.35,2,4.31c-0.48,0.64-1.06,1.51-1.19,2.14 c-0.68,3.33,3.66,5.21,6.33,5.79c0.41,0.09,0.83-0.1,1.05-0.46l0.93-1.62c3.43,1.06,8.45,2.48,10.54,2.48 c0.28,0,0.51-0.03,0.68-0.08c1.92-0.67,3.17-2.23,4.27-3.61c0.17-0.21,0.34-0.43,0.51-0.64 C115.07,115.73,115.79,113.39,115.57,111.13z" style="fill:url(#hand_2_);"/>
</g>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a silver reindeer standing on the porch:I'm drawn to the idea of a silver reindeer, a majestic creature with a gentle, graceful posture. The overall composition is a blend of smooth, flowing lines and a subtle, almost ethereal quality. The reindeer's form is defined by its slender, graceful body, with a soft, almost ethereal glow emanating from its antlers. The background is a soft, warm light, creating a sense of tranquility and peacefulness. The overall feeling is one of serene beauty and a gentle, almost mystical quality. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a silver reindeer standing on the porch. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#7a7b7f" d="M0 0h7v8H0z"/><path fill="#66686e" d="M27 0h38v6q-3-1-5 2l-8 13-4-3h-4l1-1q-5-6-11-8-3-6-7-7z"/><path fill="#fbfbfc" d="M68 0h28v96H81l-10-9q-2-6-1-10-4 0-5-2v-3h3z"/><path fill="#6c6e73" d="M65 0h2v71h-3v3H49q-1-8 1-14l-2-1 3-3V44l3-1-2-1 5-7-3 2-1-5v2q-1 6-6 7l-3-3 2 1 1-2q-3-2-4-5l-1 3q-1-2-3-2v-4l3-4-3-6Q29 12 27 2q4 1 7 7 6 2 11 8l-1 1h4l4 3 8-13q2-3 5-2z"/><path fill="#f6f7f8" d="M7 0h20v2q2 10 12 17l-1 4q-5-5-11-8l2 9q-1 5 1 11-3 17-2 36-9 8-15 17l5 4 6 4H0V75h4V9l3-1z"/><path fill="#e1e2e4" d="m12 12 4 3 1 57-6 1z"/><path fill="#96999c" d="m39 19 3 6-3 4-2 2-2-5v4q-1-4-3 0l-3-6-2-9q6 3 11 8z"/><path fill="#b3b5b9" d="m29 24 3 6v18l-2-13q-2-6-1-11"/><path fill="#a0a5a6" d="M46 27v2l-4 1z"/><path fill="#c7cacb" d="M39 29v4l-4-3v-4l2 5z"/><path fill="#b0b3b4" d="m57 35-2-6 3 4z"/><path fill="#7d8085" d="m35 30 4 3 3 4q-2 2 1 3l4 1v3q-2 1-1 4H32V30q2-4 3 0"/><path fill="#9da1a4" d="m44 38-2-1-3-4q2 0 3 2l1-3q1 3 4 5l-1 2z"/><path fill="#e0e2e3" d="m42 37 2 1 3 3-4-1q-3-1-1-3"/><path fill="#b4b6b8" d="m57 35-5 7-5 2v-3q5-1 6-7v-2l1 5z"/><path fill="#dcdddf" d="M0 8h7L4 9v66H0z"/><path fill="#b3b5b7" d="M36 48h10v14l-1-3q-6-1-9 1l-1-6q3 0 5-3l-2-1 6-1z"/><path fill="#bfc2c3" d="m30 35 2 13h4l8 1-6 1 2 1q-2 3-5 3l1 6q-5 6 1 14l-1 1-4-8q-1-2-3-1v8q-2-1-1-3-1-19 2-36"/><path fill="#c6c9cb" d="m52 42 2 1-3 1v12l-3 3 2 1q-2 6-1 14v1l-2-1-2-15 1 3V48q-1-3 1-4z"/><path fill="#797b80" d="m45 59 2 15 2 1v3q-3-3-4 0v-6 3q-6-1-9 1v-1l1-1q-6-8-1-14 3-2 9-1"/><path fill="#e0e2e2" d="m87 56 8 2v16q-6 0 0 3-9 1-16-2l11-3q-2 0-3-2z"/><path fill="#8d8f92" d="M36 75q-4-1-7 1V66q2-1 3 1z"/><path fill="#9fa0a3" d="M67 0v72h-3v3H49v-1h15v-3h3z"/><path fill="#c8c9cb" d="M28 71q-1 2 1 3v3q3-2 7-1 3-2 9-1v-3 6q1-3 4 0v-3h15q-3 2 0 5-5 4-8 1-2 1-1 4-6 0-10 5-5-2-5 1-4 0-6 3l-4-2H18l-5-4q6-9 15-17"/><path fill="#cecfd1" d="M64 75q1 2 5 2-1 4 1 10l10 9H24l-6-4h12l4 2q2-3 6-3 0-3 5-1 4-5 10-5-1-3 1-4 3 3 8-1-3-3 0-5"/></svg> |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAdX9JREFUeNrsvQmcFOd17n2qe3pWlhl2hIAGgYSFJEa2QItlMwhLXhRLyJKdxM5nDQlZbCcS5Ea2PocY5Mi+ztX9GWR/iWNbCaPkc3JtyxZ4l2zMYMtaQDKDJCSQgGlAYhmWGWZfurvue6qreqq7a+2u6vX58yuqu3qrqa6u5znnPe/7EgEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKB8kHAIASp8/Wbm8OVRV1Sh+0C2SJM0Wv+zLA5I0QSKpWdyuEttI+SeewLcDfF9K/vw7xNKjri+KpZ1vf/0nu3pwZAGAAQAAFJfgh8VqjVjuFELekhB4/kUn1pq4S7r7iUXbNm4CtG0GdKhm4HFhBjpw1AGAAQAAFIA/uvldjWLVKrT6XjWyT/6MJfXXbCv+JOnuswkg3W3JzAgwETYCYtmKzAAAMAAAgPxE+5ePRmN/L36snzT7FasWgCTVCYyL/XjEL0mUIv7pzQGBFGNgeWloE8sGGAEASpsgDgEA2dF6yw2tHZ1v+ZYa/9PVN11x1fxLvhGLx74Rj8vL4rJMssFCvCYa36bdVtdxfgol7lPi6epzE7fHt43fTnoLYyPQLJa/uv7yBXV73oi040wAABkAACqCe1dd3yzEeIsQyhahjyv+s33PXi/f/y/ef3OjeO8vjUWjn47GYhSNxYnXrn/cyWxAZlNAerSffpvXgYCjpgE2QGtRIwBA6RHAIQDAVdS/Xoj/PiHILSzK4vZSL9//Mx9a+TdCbjvj8fintSg9rg/JXaBF+uK9KJZcYol1bHyJarfjqUs0bZtsvB+cDdj1N3+wqhVnBwClBZoAAHDI2tU3bhNC+OBYNCGiHBMHA4Gel4+d3JHrewsBbVmxOPykEPu1sbhcOy68CQH3imT6X7uvLtpjShNA2vOTt9UqQ4NsQK1Y1lx/+QIJTQIAlA5oAgDAAX/6vpu2iIh/PYs/R/4sokL8qSoY7PnOb/Y25SD8XNm/SSzr42rUHeUoXU37a2bDtwuAQepfUtP/6c0BASmQ8ZgBbV//ya61OGMAQAYAgJJn3W3vXhOPy1ujOvFPiCexGNY2L7j04suRt5/PQvy5H/+TYvkAp/mVaF9ORP0s+nF17TfJgkGDyF82iBXkcfdgZAKakQkAABkAAEqev/zAexqF8HeOxWKNo2PRlGI8Fr+qYICCgWCPMALX/seuFyIOhT8sVlsoMZCP0saf0gavK/zLhwFIzwgYZgECgUQmQJ8NUB83yQZwYWAbziAAihcUAQJgGR5Tq4h4G+NKRB7PiJzVrnmN4nlPtt5yQ9hO+MWyTdzsZPHnSDoeHy/Ai+vb/eV41sV/uWYDxo1IfDwTkVIQKCf3Nx5PHoP0t9oi/tZmnEAAFC9VOAQAWOm/fK8mdEZV8DILoBQnSaZmSQ7sW7v6xkergsHvffvpZ17jxz/zoZarSaJVIj6+S7y6RVVZtbo/IfJxvaDGbKvu82YE4vzXxwMki78vMTAQVwCK+/yIuM9FgbJE6no8S6DCtQ1sdq7FWQRAcYImAABM+NQHVzbGYrHukbExGklL/+vhYkBlCQYUEQxqYhiQUkfhI7XqXhuYR42e47pqf323u6K5SCRT/wFdE0D6/UDKWgePGLgVZxMAxQeaAAAwj4ObteI4mcyjcaVwT05P4+v712tt+lrf+kQxYTQeT66VbUUo/slsgGpU4nJqM0BKk0VynbL/m9SeDgAAGAAASsgCaB3jZSuBpGQaP9lWnhxkJ6YagYTox5L3x4v8YjqjUGzirzcBmuDrhV6fwUgaAzll7AIW//U4kwCAAQCgdH4cknSlqyhZH/0rYh4br+pXtsWT1f0JMzDe7z+qCmuxE1ebKhJrOcUEJNf8N6eagHtxNgEAAwBAySAE7TUpOceuExNAKan/ZNpfNQEJI6BvDoip2wtb8JfFcdEJvpEJkJO9A1QTEFbHPAAAFBHoBQCACclJdGh8ul2n2QCOgLXXkzT+aq1JQZupr4TNEacDeCQksVa2qLfVtRwnKR5IhBiJboJ3ilvbcVYBUETXOBwCAIwRUeuk0bHoRe4FwIMAjUajOChpBHQ9HpI9AcQSNOgVMDw6FhGrdnH/0X/75bOYPRAAGAAAipe/+sB7jwrhXzCqmoB4CUftvpkAndAnhT/ZRTBxnw8bH0OtS6EgIh576NtPP9OGIwhAYcBcAABYsHzx/LAsyzfEta5wMACZyNqkQmpMobSZJGILbTvXOei7B4rt3DtgzXWL57eK5eJLh48jIwAADAAAxcOKy8NnOBEgq8PdwgDYIGmDHqmGQDUCY+okSlrKUecVFCOwfHH4wysWh1/fe/jYcRxEAPIDegEAYMHI6FiPFJB6eKS/UFWQaqtDVB2qErereCpg/dC3lZ0EUA2SrMuUaPe1rpC6uRPUNekW+V1i228+/aGV/xtHE4A8+XUcAgAy+bP33dQqVveLpVnr2ianCVsiG6CN6y+XdFW/VxeTjIJAYZBGo4khlJMzC/JaP9Ng2jbx2hfFm936zz9t78GZCAAMAAB54ZOrrg/XVldvk+V4S7Ivuzw+bn+6CVAWoooXfw194R/Dbf/KhSZtmuGU+ynbApoZiIj1mq//ZNd+HFUAYAAA8JVPffC9HO3vEmLfmDKwjUEGQG8CQOoFRVLGARivlzAT/9RtgeQ23XN6xHqVMAEoEAQABgAAf/j0B1eGhWDtE0tj+sh2siynzHsP8c8uM2Ac/QdSTUGyaSDZhMDNANcKExDBUQTA498lDgEASkv+k2JpTKT0NYEnw3Z/WY5D/F0SzziuummRk00p+seS27mXwJOYURAAGAAAvI/+P7Rys1g1j4sOUaoRSK9sxzHLymQpxZKUJvj6xeCxxEubxbIFRxAAb8E4AKCi+evbW+YLkXlSiI0UT49I00UJaX9P0A0PMD7Pgn7eBUmbe0EbU0CpI2i+/vIF+/e8ETmIIwgAMgAAeBGVfoHFf1zoyVT4If5eHO90c5XeDEBpGRgi3VHfgqYAAGAAAMgZISaThcTcZZTyl3X9+7W0NfDIBGSIfGp3Sm07pZkDQVgs63EEAYABACDXaPTDQleaUgvQMoVI1xYNvMwCUGpNhVEWgOSMLMD9a1ffGMZRBAAGAIAchIjuUmPMhAiliD/phquF/PtjAsyaAFKNQCIVkDRhjaFgcBOOIAAwAADkIkN3pnQ7o7Q2akK7v29HnjLrATKzAGl1AOqTQqGqNffc2IxaAABgAABwz1/fvupmoSdBVWrGh/NNppzVNmgYAD/TAOPpfs1syWQg/qnNMAFJamyorWnFAQQABgCALLQnvnBc5CmlrVlfDwDykAWg1OaA8XQAGQ4OxNRUh+7HEQQABgCAbMRnYTK6pFThJ12TAPD/mzDq9qfvCTD+pYy/qioYDN9zY3MYxw8AGAAAXBGNxZYR6aN/WZMj0qQfGYA8yL9O4FMLAtNrM3QGTRAMBKihtmYNjiAAMAAAuKIqEGzUt/8nBV8nPCBfOQB9tT+l9v8nXZYm0wSsxNEDAAYAAJeiI+uyyjoTkNwC8pcFSCv4Szn6yS4Aum8lsQ4Gg2EcPQBgAABwRTQWJ10X82QRoBZ9gnybADKoATDfrly8JKkZRw6A7KnCIQCVSDAQ2B2X4y2UElPKOlNQnCZg6aI41dcRLbg0TgfeDNCBw2Xk4fmQS3zw1RmA+Dvg2YBMtgeDiF8AgAEAwG0GIB6LiAjSMNrPp/Q3CDEPz4mnbNMEXrvNj8+YItP0Kal79tEPED3wv2oo8rZUBhkA8U3w96HoPEf8kqL35tsThYAAABgAANxmANrj8dT2/lxb/zk6X7o4TleKtZGw+2MglPC4TDIA1hF/cntiY/n83QDAAACQP775i99G/vy2m/cKHVmun23GrQlg0W+5PkYtK2I4qLnqv1EmgCRdTwBpvC5AgvwDAAMAQNYBp/wvYrUtKfkugn8W/s98YiwjLQ+8sgKSQVaA0rIAAIBcQCMaqFge++Xv2uKy3JEZhpq/hlP7n103Rpv/ZhTi770hs6z8T6nXENu4JwcAABkAALIiFo9vCEjSLifPDc+RhfhD+H12AYmIPz0ToN7VFwIGA1I7DhgAyAAAkBX/sesFLgZ8KLlBIsPsMos+ov58GoG0tUFaJhaXIzhQAMAAAJC9CWh/YbMQmDar53DaP1FxX1xE3i6vn3DK0L+626mGIHEnIEm7cfYCAAMAQE78Z/uetWLVJiXTAON87IPRvHTpy4aBoUqI/g2MQcIItOPMBQAGAICc+c5v9q4V6vKQfhsX/X1oJbr4Fc4FJNU+rRVAjvzzz3ZHcJwAgAEAwBP++5mXNgvBuVbcVKLL5VfHijL1XxHCb/2U7ThWAMAAAOAp33t2X8cTz3WsEjfX8iA/II/yL9uZAVl73qM4WgDkBkbTAMBKkPYsKerw/6P315ZfVBIIUFCSSApIYh0Q9yVlG8/dwLclSWr/1lPPrMLZCQAyAABULFyjUJbGS7eWMx98CN88ALmDgYAAyJHDx6qp/fkGevlQajReVxunS2dF6eorhukasUxp9L45gXsnlNWUwHaGQKb2b//ymXacdQDAAABQUF7YX0ff2dFo+NjQcIDejFQryw+fmkSLw6P0wZV9tGj+KA5cFkiSRDWhUAeOBADegCYAAHKI/M3E3wg2Al97fKpiBryivq5yjnd1qIqrllrvubG5EWcfADAAAPiNacT58sHsCvDaX2igf/rWNCVDkCsLLi3PCXHSq5NDgYAyKZDY3jh7atManJYAwAAA4Dc9Zg9c6Alm/aZvnw7Rd3ZMznnneIKichN+Sb0hJe9LSg0Az/4Xi8fZCNyJ0xIAGAAA/CZi9sCK5tzG4eWiwZ/vnpijAcgtA8C9CFpWxNThjovATEhSqh1Q745FoxQX4h+Py2wCkAEAwCPDDQAwQd6zZLNYbTJ7nOsAXuiopwsXgzRlciyl0p8zBG+Kx+0yBZvv68qph8CnH6qhsxfc/5RvXxmjjwrh1490yO+z7Ych2vtKYWIDLvTT+vsHpIByPxqLUVUwIJagsoSqghSLxVd962n0BgAgF9ALAABr2q0MAFf021X1c7qf2/25x4ARXBS47g+7s97BpYvi1L7HXXPEZz4xpkT+6fB0x59dN0ptwgT8dHewgIc9YWhGo2PK6IBsCuKSTPGAWMSGqqogCgEByBE0AQBgTc7dzubMGqNP3NmjRPrXL8tsNkgfP8AtK65x1wzQ+pGoofinPmeMll+d/wJDpc1fTWZE4zEl5c/FfzE5LoRfaf9PLETNODUBgAEAwD9BWnGQiwAjbl93ujtIh0+GUrZxmp+NwOf+4pwyJoBXJCYscvZcFv7bV0YdZwkKFf0roh8bNyCyYgRINQCUPmkAACAL0AQAgLMsQNjJE1n0//nHE6njSLVyf1ZTjD73hxepeeFoSkbgbz55PjmCoBcjBN7eEqXv/dz658xFfm5EnWsD2DC4bV7ITftV8Y+nZh8SQwLLyTUAABkAAPLBfidP6h8K0IZvTkmKv5YJ+IfHmzKyAQzXDnDb/0fe35vzDn5opXUWgB/jtn23LF2cv2YASc39x2XjWQD1W4VJ6MFpCQAMAAD5yADYwpF//5BkYAwk5TE/4WidK/rN4DZ9LvBzS767BspqO7+B/qfbBQwJDAAMAAC+YxttcqT/ixfNQ3DOChhlAbyE2/a5R0A6XMxnV/RnbgDyWAiote8bpweSfZbVWzAAAMAAAOA7tl3O9Gl/M353oMb3HX1g3VhKUwDfLlwxn0v9t3hMGxFQShiBjn/9xW/QBAAADAAAvmM79OyZbvtCuY6j1b7vKDcFPPLZESXi52zAA+tGUwb6cUuxTDWsCL8ySBBxl8DHcUoCkDvoBQCAVVS6Zwn3N28tBnF3Crf1exX1Dw4Vx2ChutEBe4KBQBvOTACQAQDAT/Hn1P+2Sj4GB94s/CVCifwDAcUECB795lO/RfofABgAAHzlSXI44tyi2dGyPAB7Xin8JSLI4i+if7GO9PQPbMVpCYA3oAkAAOPonyP/FqfPnznFvspePxhQKbD3lWBWkwx5EfEra/W2NhGQ2HDXE891IPoHABkAAHwV/1Y3r7l56bDtc969dKSkjsNP2/MzAqCW4k/M9FelzPZXLdbVoSqqrQ6JdYij/7X/9stn0fUPAGQAAPBF+LnN/0k3kb8GD/nbfNmoaXdAfmzRJWMlcyx+urvK9x4Akm7a32BASk4FrGQAxBJUHxfi//C//uK3bThDAUAGAAC/xH9XNuKv8ZkP99EEgy53vI0fKxUibwfo+z/3NzZgYefUfkiJ+oO66D+xVFcl7ovtG4T4/wPOUAC8J4hDACD+SfHPaYrZKRPjtOKKUdp7qIb6hwPJzMA//Vl3yUT/A0MSPfJYta9t/0q6P5AQ/dQloCxBZQlyJmDtN36++19xhgLgDxIOAYD45y7+6WjjApRS4R9H/v/8nZBY+yn+kiL+isir7f6JKv/xZgCVtV//ya42nKEA+AdqAECls8Vr8S814We4zZ/T/gNDPkYbUqK9PyH2gaQJ0NY6IP4AwAAA4Gv0v55cVvuXE5zu3/tKgL4nhD8f3f2SRX8BadwEBDLEfyvEH4D8gCYAUKniz6n/TnIw0U+58v1fVCnin7doQ+3Pr2/z57b+wHjav0OI/7U4OwHID+gFACqV1koW/8JEGpL6b3yQHyk1BtmAIwUADAAAfnNnpR+A+rqi2p12Ef2347QEAAYAAL+p+CFlebrgfCGr/yf+Je7Lspx8RIApfgGAAQAgL+yo9AMQnhNXpg7OF3GZFzl1iSc/P4JTEgAYAAB8R1pxsE2s2ir9OHzsg/mbxZAjfjmeEP14PK6sY2LNiyzjnAQABgCA/LGh0k1Ay4pY3rIAbABiclwRfxb9aCyWMAAxZdvtOB0ByHMghEMAKh11PIAtlfr386Q/m79enbfPC6YPBJQYCfCc+CYWf/vp32G6XwCQAQAgTy54xcGtYrVALO2V+PdzMWA+mwKU6F/NAPAyllimxeLyt3A2AoAMAACFyga0iNUmymFWwFKF5wFo35O/+cG0kQGDyvDAyemAfyHL8h//R/seZAIAgAEAoCBGYI1YbaMKGywo3yYgaQSkhAFIDAootf/3b19chbMQAH9BEwAARqK04uB2qsACwc98YoxaPxLN62cqxYFqk8BYNNYxFo3ehTMQABgAAApJRQ5Oc/vKKD3y2dG8DhSkwoZr1RPPdSD9D0A+Ah0cAgAsotM9Syq6h/reV4L00/ag0lPAR1jw1wrh344zDgAYAACKxQDsE6tmq+ec6qqm4ZEA1dbEafaM0bI8DpG3A4oRYEMwMOSp8D8qlq2I+gGAAQCgqHjum8t3zZw21tI4KUpNkxNt450naqn7YpUi/K8drldua1y5eJD+ZE1XWR8TNgOcETjwZoDOXpDEfVeXkQglulvuFqLfhjMMgMJRhUMAgDm7nm+M9PU7r4p/7c36sj8mPIcAL7evHN82MGRsBE51SW3f/G5Iq6XoQKQPAAwAACWBEP9jbp6/cO5wRR6nhjqZli7KLJdYuoiO3br+QDvOJACKD/QCAMCCq68YiDh9Lrf//8ldXThoAABkAAAodQYGg7YGgIv/3n1dL62+CdltAAAMAABlwbo/Ot3x+UfCho9xwd+ViwaVNZsAAACAAQCgTJBWHOw59N26SKhKDusj/nLt7ucDy3AIAIABAKAkuXzBULtYteJIZEUjDgEAxQmKAAGwZwcOQdY04xAAUJxgICAAHCDvWdKNaDZrFkgrDkZwGABABgCAUqQNhwBZAABgAACoPB6ixNj1wD0rcQgAgAEAoCTh3gCUmLgGuKcFhwCAIryu4RAA4BwnswMCQ1AHAAAyAACUNKvE0oHD4Jo1OAQAwAAAULKoTQEwAe65F4cAgCK7nuEQAOAeec8S7hL4JFVw+3Z8UBaLWA8k1smool4sDVJiXZ9yiUEzAAAwAACUjRFYL1abqALGCIhdlCl6Tqaxk3FlnXkwMjexAaiaLpZpYpkhbQ2uPLQBZw0AMAAAlFM2gI3A/eVmBOQxotHjcRo9HFcifsvn2j/IzSfbxfJQ01eOIBMAAAwAAGVlBlrF6k4q8aI3FvuRg3FF/LM/GJbGYKt4gI0AxlYAAAYAgLLLCrRQosvgSnVd9NmBhPDHxoXfzRVCdnCJSTUFLP5rm/7nke04YwCAAQCg3E2BNoZAi8OXRdRFua0V0Yn3ClNihkLPmh1GDsVo5EhMSft7+4ebXHLGt7c1/s8ja3GGAAADAABwbirYUOzKxQRwQd/Qvmiijd/LK4Ls5LHkB3K3ylWNX0aTAAAwAAAANyZgX7ZR/7BYTC8OLpsA5GxMwbgZgAkAII9gICAASt3FrzjIwvmQm9dwtN+/e0wRf9Z4ScpcXIcHkvH7SOmuIv29k/dlYWTkXT2fX4hplwFABgAA4CIT0ClWYbvnxc7LNLh3zLitPx9NAEaZgtQNiUzAl44iEwAAMgAAAAfYZgHGTsRp4Fmd+EsmUblZuJDL840yBRlZAAWlrqHn75EJAAAGAABgi7TiYBuN9xjIYKgjSkP7o+YCLtksTk2B0/dPMwNpz2ETsA3fKgAwAACAHLIAwwdiNPZW3FmE7lbos8kCZEb9RlmBNT0bF27GVwoADAAAwB4eVCel7Tx6Ok6jnbFMQTYQa8mikM90kVwUEVoVAaZnBRL3NgkTgKmEAfABFAECUGbIe5Zw6rxVuT1G1P/rUZKjJoKf45VCjvFnSCTHxTpq/CSpSlZCDSkoi8Vsp83vy7JiaK5tfPhoBN8uAN5RhUMAQNmxQzMAI2/GUsXfSvQdugEW+/iQRPHRhPDbMjYe2ktsBKplClSnmQEpTfh19yWJtKmXr8VXCwAyAAAA6yxAd3xIbuz/9Zgnos/P40g/NiiE36OhgqUQUbBWGIGQbJkB0N1/aPI/Ht2MbxcAb0ANAADlyfbh/bHMgXg00XfTC0AQ7Zdo7KJ34q9ounivaJ8wFf1SQuANBwdKMSqbLv7DwmZ8tQDAAAAATBh+NbojdiHuTvQN4DT/6IUAxYf9SxbyZ4xdTHyGJFkYgcRtdA0EAAYAAGDG2PH4nYaRtJ3o6x6LCUGO9koOBvj3Ih1ASvMCGwGKkbERSNB88QvoGgiAF6AGAIAyo/ehhWGx6nT0S5eMn6Kk5ocLd3ng2oBgXWJ2Qtm4HuDayV882oFvGwBkAAAA47RmRPQGUX56/37tMW7vL6T4M/z5SrPAqGSWDdiCrxkAGAAAQCr3Wgo/GYzBr0v7x4aKIzHIXQzZjPBCcd1wwYn9brm4aeF6fNUAZA+aAAAoI3q/uLBFrHal/8olB796Hi9gtDuQnzb/LK5U3CTATQO6JgEeIGjB5IcwayAAyAAAAO5NEX7zGffUbXJyGctXwV9W6QBdkWA8+XfwAEFoCgAABgAAIGjRp/pthV+F0/5mQ/kWlQ+IUaI2YDC5r60XNy1swdcOAAwAABVL7z8ubBZCH07qvWGf+lTh17bHBkrrUqB0URRGQE4MM7wJ3z4AMAAAVCxCCtekRP3pwq/P7+sK/3hcfzlWen+vViQY65dauv/fy1pxBgAAAwBApbIyM+o3EX7dzdhgadcCx3mOggFpy7n7FqFXAADuggYAQDnQ9/BCOVX4jX/pku4+R/4jXcFyOgw8ONDaaV87jEGCAIABAKAixL+FtO5/kmwr/Boicqax3rJMBG4Vy0PCCKCLIAAmoAkAgPKgebytP1X8lc0mAwPxSHtlCjcH7Dt336I1ODUAgAEAoHyR5PkZbf0mUb++DqCMDQATFsuTwgTwEsZJAgAMAADlmQHQibth1G9wX45XxLFZo2YDUCQIAGXECQCAUqbvSwu6xa+50TLqT7sdH5Fo9FzFxQAoEgQAGQAAysrKG4u/8Ux6iZuVaf+b1WwAdxtsxIkDYAAAAKUb/X95QYup+BsYAalyxV8PigQBDAAOAQClHvw7EH991A/x1wgTigQBDAAAoIQdQKOd+GdE/Xw7iEOnohUJNuNQgEqiCocAgJKnOUP8rdr61fuBkIwjN04EhYEAGQAAQKlmAqzF3yD9LyEE0FiLQwBgAAAA5Sn+RhcAZAGYrYj+AQwAAKB0xZ/cib9yAaipeAMQEctDOIkADAAAoOSNgFPxZ4J1FW8ANmDCIAADAACoKPFXnlJV0c0A24X4b8fJA2AAAAAlLf6220yomliRBoCj/g04eQAMAACglGnPiP5dEGyQK643QP3i8zT11sOtOHUADAAAoLSTAC5T/+mEJsUr5lhVTRyhunA3zwOwSf5JoFP+abAFZxCAAQAAlJ74J9LZWYu/lgWolB4BDUu79K4pLJZd8s9C28SCyYEADAAAoIQE7XOdnvRhr54SJ6nMrwi183qUDEByVKTxyRFaxe1O+ee1rTijAAwAAKCUiOQ6yQ/XAYQay7cpIFAXpfrLLoxH/5LOBCRu85wK2+Rf1O2Sn2oI45QCMAAAgOJHIk+yANwUUK4moOHys8LkxFMLJpIZgBRD0CJu7JOfnrgZJxaAAQAAFDv7vXoj7hZYbl0Dq2cMKEtK1J8yeEKGCeBswCb5l5P2yb+ajFkCAQwAAKBoaffyzTgLwDUB5QBH/ROWnjES+fFsgESZjyduC/GX9sk7m7bIv56CIkFQVkg4BACUBwOPLPA8bI+PSDR6IUBytHSPS8MV55Tiv4SwB8za/3W3DZ6TWEdICqyVVp1tx9kGkAEAABQTng9ry10Da2bGSrZJINQ0pBN/KXVKZKPUv/YcLT5KNQdh4i6D7TO2yO0zkQ0AMAAAgKJhtx9vyl0DuUmgZka85OYNqBfRv0lqP6nxmXUBuscNt0vrxXqf/JtLWnDKARgAAEBZZgAysgGz4hSaLJfEeAHc5U/p828p8mmFgBlNAqbZgkQ24Ldztsi/vRTZAAADAAAoHA0PdEYoMb+9r1RNiivNAsU8ciD3+U9J/VuJPNkWAuqyBRlZgUQ24Jl5yAYAGAAAQPlmATR40CBuEqieVpyjB3LVv1QlOxP5FEOQ/AstagQyXhcW613y78JbcPoBGAAAQKHYkc8PC9bJVDO7uIoEub8/F/+ZV/vrnYyZsJODbAGlv269/NzCffJzl4VxGoJSAN0AASgzBh5Z0C1WeW+X5i6DY90SxccKd1nhPv9N74mQFNJF/0qKQjLr2mf+ePJ2wLr5IPM9uO3hLumGN9txNgJkAAAA+WR7IT60GIoEufAvRfytR/tz0RvAyXvo5xSQdskvXNGKUxHAAAAA8smOQn54oYoEE33+L1IWo/1RRo1AtoWClGIktsl7lmAYYVC0oAkAgDKkUM0A6cSGJBrjkQTzMKrw5BtOCPMxSq5G+8s29a9P+Vu9B1GPWK6VVhyM4KwEyAAAAPLB9mLYiXwVCSp9/hXxdznaX3rq36wQ0E22QP+chAnbhtMRwAAAAPLFo8WyI36PJJjo83+RLPvvW6b+JQdGwW7Y4LTnpNIi71myGackKDbQBABAmTLwyIJOsQoX235FewMU7ZM8axaYdN3bFJoyTPapfwfV/paPO+1RYMoCNAUAZAAAAPng8WLcKS+LBJU+/4r4S9bp/NxG+3PXo8AcDBQEYAAAAHmhrVh3zIuRBLnP/4SlXeTPaH+UnZGwZg16BQAYAACA76hzA2wv5n3MpUgw2ec/p9H+yETkLacFptRiQ0fRv8b9ODMBDAAAIB/sKPYdzKZIUOnzP/+ivcg77r8vZTcQULrZsKdV3rMEswcCGAAAgO9ZgDZK9EUv/ouRi5EE65ecp6xS/5LjQXzcjRjojhacmQAGAACQD9pKaWftigS5uUAeqrNI/Xsx2h+Ro0JAKauOVCtxSgIYAABAPni01HbYrEhQCgoDMCFOo12NNPTmbJLHqgyifrKp5HfSvm/VJJBuFFyDQkAAAwAA8B+1GLC9FPddKRKcFROin8gGhJriSeGND4Vo6I2ZNHZuAmU92p9tpE/kYLQ/GAAAAwAAQBbAU2S1SHCyWiSY1iwgxwI0+tZkGu5sUm5n13+fzB93PtqfG1AECGAAAAB5ywJwd8BIqe6/MsEv9xCQdRvUNd+MdtfS4CvTKdpTQ9bt+1bD/5KLwYQAgAEAAJQOj5fU3rocGkCOSTT8ZiONdE7MzAZIbkf7I7LsUQAADAAAoIRoK8no3yDqt/IIY2draejlRor1hsjxRD+SxWiAuXX5AwAGAABQWEphZMAMZZddPEceF+f4SIAGD0yk0RO1NiJvMhBQbqP92dGOsxHAAAAA8k3xNwMYRfgOo3/tAVldjxyvpYF9Eyg+EKQ8jvZnRwSnIYABAADkOwvAGYDiHRlQL/BWWYCMx8wVOt4fpMH9dTT6VihV5K1G+/M39b8fZyKAAQAAFIK2ok8C2Ii+bGcI0p4gRyUaOVxNg/tqKT7sYEbAjCF/PaUdpyCAAQAAFILibAYwEm9HWQDJLImQ8fpoT4AGXqghdwMBeUpEWnGwA6cgKAZQ0gpABTLwyIJOsQoXo/jLZG0E5IzHpJTnyBYGgh8LTpSp4YYopab+A8aFgt5H/22rH7yEB2VyOhhQz69//WtHhqF/9Qr+PteIZT4lRhvk1x0Ty/YJO/dEcNYDGAAAABuALWK1vmiE3434m0X/6eYgXfzV/2oWxqjmMtmiFiDgl/jT335rGu0/Wp3ty1nQWch5iuftwhj06MTf7vvcKpaHhBHowdkPYAAAqGwDwBHivpIRf8PoX7LJDJBhZqDhuhgFpxCZjvbn04A/p7uD9Il/mulpNkEsG34k9T9JzqYY7hAG4Fqc/UADNQAAVCAND3Rq0WSJij85rA9IvcuzDAabZF34k7/R/n74uwlev2VrA8ndnRRocfj85v7VKzbj7AcwAACA9oIIf1pXv+zE36Dwz4EhUMS/AKP99Q8H6KmX6jx/3wGxr5+X65S1Q+4XJgCTEQEYAAAqGpl2uB1v3yvhV0TdQvANswNG4m9kDtLeR/85VVNkytNofyn87kAt9Q/5c7ll8X9MrnH6dBb/NTj5AQwAAMgAZIqzn8JvFPU7EX+Toj9T8yAbJAPEnaoZlK/R/lL4j19N9PWL3ElV1OX8cr4Mpz6AAQCggmn4bCdXhHdkiHWuZkC2EH6rqD8L8Tfs80/GhiBQJ5Z69X4eJ/p56qV6pQDQb54nx5/RjLMfwAAAUOEIQe6QjURfzmFJex9D4bcxAnL688zE3yILkD6aYFCf/s9T6j8f0b/Gq3IQJzRwRRUOAQAVzf50MU0GxzlkAGSyiMYt7hsXBNqIv8F7GmUGQjNMon4fU//5iv6ZM4jnAAwAAMCFWI83AUjm4iql33EyK5/Vg16Kv8MhhINTJfNpgUs8+mc6YQCAS3DGAFDBTHiwsz1FNE1qAFKy/LJNuYBFc4BZbwAvxd9oIqGqJiHzIb2J8W2o34JE/wDAAAAAsskCRKwVn7KvASBrM2DeG8CF+JOJ+OvMQXAqUR4m+skwAADAAAAAipmIrYi7MxS2WQCZDAr9NOF3K/4OJgGqmpmf0f409h+tyWXMfwBgAAAAeckAdOQjAyBbCb9R1J/+/CzFnyudgpPSMwD+hv+P57HtH4BsQREgABWv/3SR/8so9MslA2Cg1cYbKGNYX8tKf7s2f6P2/2Txn94E+MeRUyFE/wAGAABQEkQytFPOzgPIjjfaCL+DqN9S/HWZgapZRPno8qfxg2cacEYBGAAAQEmkACIZ26QcSgGsXihL9hkDq/ECXIq/cpGbkr/UP1f9o/gPwAAAAEoEKVN1ZY/fXyZ74beK+rMUf2X43wb/u/xp/Afa/gEMAACghDIAqZGxlKsDsEkf2Am/VdRvZRLSCwLFOjQrQPlK/Sem/EX0D0oH9AIAoMKZuPFoe4b4at3xslpMRD+tsl82GRjItfjLxuLPKKP/5SH1z/wQbf8AGQAAQGlmAfQZAA/fj1zM2mf2ejcFgbp11bT8pP45+v/B72AAAAwAAKBE9T/n7L8b0XdgBpyk/I2nDmbxD5BULeXl+D31Uh31DyGhCmAAAAAl6gBkmwyA5EDTbR90kAFw2hvAfAAgiapm5yf1z/zwmQk4hwAMAACgTNIBLnU9q/fMUvhTxD/jcSmZAchP9I9JfwAMAACgHETfhxoAu8dshT8twpcNo/7EzrMx4Jn/gpPzE/2j6x+AAQAAlH0GwOv3dCX8ZJ3y1z8emp2f6J8n/UH0D2AAAADIADgwEbLZ4zapf/PBgqSMx5Xq/zyASX8ADAAAABkAu7dz2hPASRdAfbWinGkqqqb7bwDePFayk/7sxkkOYAAAAJkiK2WfCLAVe6vHXfX9l0yzAtz2H6j33wAcOlBcl88ZvrTdABgAAEDFZQBkn97Xbput8Ouj/oysQH7S//EBorcOFle//5kUx7kLYAAAAM65+IWF4bz2ArCL9g2F3zrqTxkAKA/p/8GX4zQQw8A/AAYAAFDahF2Jt4fRv0wOhZ+s+v2nvl/oEn+FWR4lGj0Rp2PD1ThzAAwAAKCEMRN8ycP3Mov0jV6TJvxOon5tlY/0//DBuGICAIABAACUtv6rApoxZ47s3XtnI/opm22ifu129Rz/o/+hg4m29gMDNTh5AAwAAKCkabQUa4uEgGOPYGsEDKJ9G+FPrvLY/W/0LRnRP4ABAACUSwqAmp0ovuzsvVw8bhLtZyH8fDvQIFGw0V8DwMV/zNkxXDoBDAAAoPQNgHGIL3v43ukfYCf6JvetmgT8jv5HjsoU70982NlRXDoBDAAAoOSRHKhxFu9HZC34DkU/ZbNFZiDktwE4gn72AAYAAFBOCQCZVmZKt5RzLwDZNiPgjfBrq9Cl/hUAjp2RlUWjfXiW+B+GAMAAAABK2gGMa75nSQC3gm8n+hbCz/8FmyRlCmC/GD44LvZP111PR6r40nkC5w6AAQAAlDSNngl+DkbAjfDrxZ+dS2i6f9E/D/s7ekKmEamanqi/hc4GGyka7cRZA2AAAAAlnwFw1AsgJ6G3ivTtRN9C+LUN1Zf61/7Plf9Hqi5VIv8RNc0wODiI8wbAAAAASt4AGAu+D00Atk0MLoU/eSGb4Y8BGB4L0ROnrqMj9XNwngAYAABA+XDhs5e1pKfefZkLSHbxZEPRNxZ+v6P/544uFtF/pvgPDw/j5AEwAACAMoj+jTb53ARgmymwEf7kRWymf9H/s8IAGDEyMoJzB8AAAABK2gCMt//noQkgJ9E3yQ74lf7fdyKsmAAAYAAAAOVIo6eCn02mwSjl4LBZgIf/rWryxwAg+gcwAACA8k0AyLTMUj7daKvs8GGb4YFNMwQGj9cu9C/67xmsL1cD0I4zH8AAAFDxDoAazdr8pSyyAtbFfw5mF7JsFiBlsJ/quQGl8C80UyKp2p/D8tzRRTg3AAwAAKB8mfrVI6vO/+2isLjZrNYDrBSKK+5LYTmrNgHJfYbARvSZ0AyJai4LUM1Cyfdj0nl+Op262IiTA8AAAADK3QQcjogVL9v124UxaPlRzXt2zYh30yR5gCbFBxJrsbgSeAfPk0221ywMUP01AQo05O947Dp0peXjFy9exEkDYAAAAGVtDNo3bvwjOhLM7AevGQJmbrwrIdbyGE0XZkFjeqxHbBs19wAWGQGO9vMt/MpHdwdoTkcvheplGq5K9ADoqp8obuNSCWAAAABlzsaNG8NixUuz2XN6pQbqDSbU+a3gDNefMT0+bg54jP2zgUTKvbF+kD5y7V5aMPVsQf720Z01dPOJI4aPjQgTcKZ+El0YGaHXpTHqkgPURRIdpQANkIQTB8AAAAByEl8WXa0BWn/biGU2j+vRRL0o0ARfzztmnVTEvzY0VpB9koclir5k3u+/Jhqleb0XaJ7mjHSazwagUxgBNgOdcjCxpkBe979xcIRORodpQk0VNVQHKRiAKQEwAAAUg7C3pIn6fJ0g2wl9WTNzoI+unRehd684VND9kGplCi6MUexo0PVrG0imqyimLCSNG5hXKUiviKVTDihrPzMFoViMzvWPKgvTVB+iKfXV1FATxA8QwAAAkCehb1YFvrnSxd2IySNDIpLupssvdCkRdf28Eap990BR7Fto9YgwAPWevd+4KUjc56wAG4EX5Cpl7Sfdg2PKwhmB2ZNrqC4EIwBgAADwSuxZ2FnwV6rrZhwVc9Fnwb/67EmaISJ+PTX3DBXNfgYXRikwO0bxU/6I5QKKK8sdapbgeXEJZjPwvI/Zgf6RKL3ZFaWZk2po5sQanIwABgCAHER/jVjuVNcgC9HXYLGVmuLFdVFcGqXRU/mJlm+gKN0gRel+NTvwI7k6azPQFItZPn6md4SGRmM0fQJMAIABAMCN8LPY3wvRt4cFn4V/8YUu2+cGZhbfsLqBBbGCfC5nBu6XhhUzoGUGdrq4RDfG7Pe7dziqLADAAABgL/ytYrWJiqiCvlijfRb+q7tOKrcdi+3kc0TROnElKp6oNHBJrOD7oGUG1pGkmADODHShqyGAAQAAwl9Mws/95ln8sxLb6YNEF3vEG80uGhPAvQGKBe5dcAeNKTUDOylEv85D8SCAAQCgUoW/Ray2Qfit4Sp+Fn6u4s+F4KW9RJyRPt8prka1RBOmEdVMwAE2YLUwAquFEeCuhf8tV8MIABgAADwS/kY14l+Po+G/8Cvif1l36obocGIpsAGInypuYeVuhV+ShhQj8G25Ju8DDgEYAADKSfy5+96TiPrNyTXVbxz9G/QMiI0V/G/tHJ5NF2dNodqx8XkMZvaeS7lfLEbgUWlQaRp4THY+LzKPCwAADACA+Cfa+rfhSBhTG43SzW8doetOHfP+4pOeAWCGLhKF6onqJhfsb3525Dp6bfki4+MhTMDM3vPK7fnnTybuXzxfUIPATQNcMPgyOetOuXBaPU5sAAMAKl78WfhbcSSM4Wj/fZGDyhj4XsPRvzTJpAtg7ymiQWEOqoVQBUOJJoFgKC9/83C0hl67sMj88VA1HZs6W7mtrdPNARsDNgWaQcgHXCy4YkotnemTkkMBAwADAADE3xWc7r/98AFP2vlNLzxX2sz2p9UDMH1niKYuyEsvgaO9c7M3D6o50BuDxsE+YQROKWaA15MH+3zbd57855LJtTRtQjW91T2sjABoQg/OcgADACD+IAVO95tNh+utATjn7gUjfXkxAK9dWOzp+/XUT1SW/XMvV+4rGYJzJ+mK08cUU+AH1cGAkubnTMCZvhGKxVO7NU7YuacDZzqAAQAQf5AQpoE+uv3Iq6ZD9hacPBUHHrBI/3vBmUlTlWXPwquV5oErTkfocrHw2ms4E8AzAXI2YGgshpMcwAAAiD+ORCrLTx1TIn8/2vrNkPvqEjUAMkenDgbeGe4nahjztRaA2/65BiBfcJMBZwZ4YTNwzYlDtOzEG8kiQy/gGQA5G3D03CBMAMgAY0uCShF/Fn5U++vgCn+O+p2M2e8VF9V0eHTJEN264IdUGxgU+h93ZgR4oKDGOb6ZgCcOf5Be6lpa8O+FDcD1R19RMgNeFRFyM4BmAm46eBDXfYAMAKgY8W+G+KeJzEAffeRQh6tx+3Ph2NRLaM/Cq+jQrHBig9D8WwM7iAJBofvSuAFImgEDuCjwfEQ4lwmJroLK+4wR1UzMuT6AI/9iEH+Gmwh+1NySbCJ47xsv5Vw8yAWCWiYAABgAUCnizyP8PYkjMY6f3fvSeVlE+y8svFoRNT0LGw5TbUhEtzIbgMC48EuqGdCW9KyAHEuMFcCLxqgQtaZ5Oe3nAY+L/7xA30TARmDF0VdzKhzUTAAAMACgUsC4/jreFznky6A+RsL/m8vfpVTAG7Gw4agQe3H5kVTh17IAbAaS22RnzQNsAHipzl7cdp64qai/N86c8MJdCd976KWsjQCbAABgAEAlRP9rxGoNjkT+2vvthF/jysmvq+l/TfB1WQDS3XbaPNAn/q4p88R7uR8Xn/v+d49MKonvkccY+M+b/iBnIwAADAAoZ/FvJLT7J8X/46/t9bWLH7fx/7h5pa3wM03VPTS7oUtN/7Og66L/jKYAh80DSn1AZ6IeQD+ZUKjW1hQUe/RvZwTu6Gj3dYAhAAMAQKnBM/s1VvpB8Lt/P1f1c8Fa+rC4ltF/48HU4r+UtL/TbQbNAzxWwOCFxJK8wgkDMDVsui8vdV1FRy/OLdnvl4/711f/Ma04+opSLFhsExYBGAAA8h398xW/4qf1ZfHnyN+PYj8uUOPBbDjd75a6qpHx9H9SxA0ifi+aB5QhhUeMewmI1+w8fn1ZfNf8Xbw89wrFBLAZAAAGAFQqWyD+/ok/F6P9cumNjtL9RjTW9qkGwCy6tzEGbpsHuMfAxBmZ4n+kmbpHm8rmO2dT9rT4Xvj7ue3VZz0dUAjAAABQCtF/C1V44Z9f4s8C8+PmlvG+/FlSx93/kj0AjCJ+2dvmAW4SCATGxw6IjdGpC3X0q67byvL752aBb6+8W8kGcKEgADAAoFLYBPH3XvxZ9Fn82QTkytHe+XTllCMJ8ZbS0/4G27xoHuhPnXzo+6fL/zTh5hn+3u7Y145sADAEnUJBOUX/HJp2Qvy9E38W/F8uvSk5m50VwZoaqmlsIikYpOjgII30dJs+98+v+i4tnHRCFWhdxK6Idtximz66z2abTDu7P0y/unBHRZ0btx14LlkbMGHnHlz3ATIAANF/ucBd/XhoXy/Fn0fv+/7y22zb+lnwGy6ZQ/UzZ6VsZxPQGzmqrNP59qt/SO+acYCaai7Su2e/RLVVwzqRDvjWPBDvqqXRPXPovZRIjT+3/NaU/bpx7y9T7nP3Rs0IpY9mWEpotQEf3fsUrhIAGQBQdtE/d/nrrlTx97qfP1eVs2jYfva0aTRx7nzFBBjB4n/htVct3+N9c5+l1WJJokXvGdkBg21GEb9RFkG8Th6SaPi7C4UJqEt+1Fc/879S9uVv//mzthmRM5Om0ZnJU6mnboJYT1OMgRdNI3k5V8ZGeV9XfWX9unZcNQAyAKBcaK3UP5wjf6/E32nKv6q+XhH+0MSJts/jxSgLoHFyIK1Cnyv6paBO7HWRPMWz7j0w9tyMFPHPVkB59L30EfjYBLAp4IwBF+Fl20PCb1SjsuvBrY9tECZgKy4bMAAAlAP3V+IfffvhV2le7wVP3osH9fne8ttsU92c7ufFKYGg9WXmVLoBGHcCqhmQcm4eiB1qoLEX/Uvhc5EdL9eceCN5LNkIaGP4FyFbhAlYJtZsBHpw+ahMgjgEoNRRu/5V3MA/y08doxtORjx5Lxb9bTevUYTLKppvXHwF1U5xJ6SDXacpPjZmHpXGaqhnZDJdOeVwxmN9eyZS9dQxkkJSYkhfNgNJYxAYNwhG29SF2/1HnphNFM1s8XxuhXUNQC6ZAjYES08eoRWdr9Cc7i4KxWNKlqCI4GmyP3DzB+747jO/+NEwriTIAABQitxbaX/wvN5uWh055Ml78QQ+Ty+9ybIdmwv8OOo3a+s3g1P/Vul/jZe6lioT8rxz+gFq7j9I8VMBGvtdNQW6JYqOhSj0bnWIW5fNA/II0ciPp5M8HCjYd8VmgKfz5eXWA8/SG7PCtH/uFa6GT/bZBOx7cOtjd31l/boOXEpgAAAoNSpq4J/JI0N096F9nok/j+VvBgv+pAULle59bomNjii9AJzQONhHl77RReGjp2l4LHVaXzYCVe8aI6lWP9SvJMRdmIRf1ZHUGKfQTcMZzQPyENHw41MofjpUNN8dmwFuJuCFsy1aX/0CFxGGKVEXsAomAAYAgJJBnfK3oib9uduj7n5c5c/V/qYXh/p6mhReqKzdIMdiNHjmNA2cfNv2uZwmv/7oK8m2c8P36w7Q0D9NUExA8Erxd/Pw/q+FKHagSkT2alpfRPhV7x4hqSYmthHFjwZp5GcNJPcUbysnz+D34Y52ulWdV+HlSy8vZPFgo5oJWCtMQBuuLJUBugGCUjcAPOVvazHuW1SI9KCD9LdGPVfMV1l78vdFDtF1p47lvG88qp9VpT9H/Bz5u035D58/R33HjykmwIp8zGc/GKyi47UTaTAg1nUJYT0XqhNLbfI5b825LOU1l759JHl73nAf1ccTRmvJQHfK2i84I8NZgQL3IoAJgAEAoCQMAI/8Fy6W/RkYGKBTp07RxYsXaWRkxNP3frfwBp+L9fsu/tzeP2HuPFfvyen+vs5OGu3rtQ4zlah3t+fCz0KfWCYkbw8G/UlwThsbpmmjQ7RksJvmDfUJo9Avtg15+hnaTIsFbBqACYABAKCoxV8pYCqGfWGxP3z4sCL8ftBAMj0mDSprP8Wfo/7aqdPcRdpqut8q6ue279sOPGuZ6ncr+AcbmhJLfZNvYu/GFHB2QFu8MATalMt7FlxdKCMAEwADAEDRGoDNVATD/3LUf+DAASXl7xefl4bpBsrt/a3En1P9E+fNdyX+TqN+bY56NgG5iv4zjbPp95NmpKTxixFuPri55xS9s/dszmaAiwW1oXxhAgAMAAAJA7BLrFrKXfzvoDFaJ+XWnGAn/k1XvMNVsR9P9NPbedQy6ud2/lznpfdK9JX2/Jjanj843o5vNheAUjdQq9YNVNfl/NlemAE2AL8URqAA9QEwATAAABSV+Bd87H8W/d///ve+iv8MkunRHFP/VuP6ZyP+/SeOK2l/MzjS16L+bHmm8RJ6eurcpAi7EVtuk0+s+2ja6LCl6LqZC0CrK+BmB63OwK0xeGffWbrt/PGsiwm5KYBrA6x6b/jEtegiWH6gGyAoVVoKvQPc5u+n+DMc+eci/olBfrwRf472Lx5+0zLlz9H+x/Y+rXRxcwuL69NT59HTU+Y5btNX2twHx9ve/YQNhfaZ+n3mGgStHsHOsPx+4nRl4ZqBNV1H6eYed8WQiVqK5+iK08eUmRrzWBuAcQJgAAAoGu4s5If39vbShQsXfP0MbvPPpd2fJ6YxG+THrfhbTe2rwVE/d+1zC3fN2z5joSKMdsLPaXyOolmE39nXlUzrFwptf3jR/pbfT5qumAH+e8z/5lp6bM6Vyt/NJoCzAm7+Fu5F8dc7/0tp2slTbUCjagIWYO4AGAAACk1BR/87ceKEr+/PUf86KfuiOR7bnyNEM9yKf/eh103b+zkq/aiI+t127XMT8Ssi23vWdcScb7i5gcWcF/6buCmDaxjMMgNsBLZPX6gcg4+ffsPV36cdd6dTN3toAlbBBMAAAFAQ1O5/BRv9jwv//Orup3GHNEYzeGz7LOC08I+ubTFND3NXP6fizwP7cLGfGZzy/3+e/bHrCn8WfhY+K+HnNDkL4s3dpzzvZ5+v7IBmBtgA8N9sluXgbVpGYN3bB1w1Z3CtxfxzJ+k/b/pwPpoE+Le3RSxrcSUqfTAbICg53vve936OOENeIN5++23q7+/37f258O/vpewnZ3vyXauV9L+Z+Dvt6mcn/stOvEF//MLPqSoec7xvnBr/yoLr6IXJM2ksEDAVfo6GNSHURuPzA79mA0xncnRUyWKs6n6LQnJcMQRGf7+WNeDjtGSgx/HfPmFkiN557DU6MmMuDdTU+/0TaL75A3dIz/ziR+24GsEAAJBvA/CvhcwAHD16lGKxmG/vz+I/I8vCv99c8S76/fwrDR+rnTZNmdHPC/HnQrRbXt/jeL9Y2L4/cxE9fsk7TKN+Fvt1J19TxF8ruPObfBkADRZ//jtvPxdRjA4PUWx0PLjrIRsBNglOswFsxHj6YTYAeZh2uEWYgN3CBERwRSpdAjgEoJTYuHFjmAo49C+n/70e4lfP1RSjqyg7c8FRP3cRM6J64iRlYh8vxP+OjnZXXfw4mv27xTcrKXCziH/d26/Rg5GXfK/kLya4eeOLR56nNWePGhYAsjHgZpIvXHa94+6Q3BTDEwwt82jERRuefHDrY40EShbUAIBSo6DFf1z97yf3ZzngD7f9mhX9BWtqaPKixTmLv9tiP03AzIRfaSO/cFzpDlep8DHgv5/rBMyOFYv/V8LvUowCP88JbAK4PsPn4kAW/yfFsgqXJWQAAMgHBe3+52fx32qKZl349/3l7zctAJt82WJHs/ppo/sZIQUCVDNzDtU7HDpMEy0z8ef28P/95jMVLf7pRoCbPr545AXD5g82U/8163L62rxljsdIaKiuoeqpM/3e9ZYHtz62Gd9gaYKRAEHJUAyj/7300ku+NQHwZD/ZGACrbmBOi/6suvop4j9jDgWEoNSMDNHHtn+Tpp8zzwJwpftjc5YaChULHRf3af3m/Wbv8Bj1xeJ0aDSm3k/trXDVw99Kuf/qxr9Q1strE2bqiuogTQwGxP1QXs8zNk4s+EawQeAmE6s6iQNLrqOnVn8s8d0O9NHo+TN+7zJGCixB0AQASomCpv951D+/xD/b6J8nijFr969pbHIk/jypjxPxV7IENXX0vTV/aWoCuBsbp7LNon4Wf78G72Gxf3FojA6ORungSJRORu1rKa5Kfw/xev1azyVVQVpSU0VLqqvourqQr6ZAGy6Yuwamt/9r2RUzI6UXf+Ui35B4vc8mYBvGB4ABAMBPCpr+H7QYBS9X/jjLQX94pD+j1D+3+3P0b4c2vK/ZID/rdn2fOpavVkRFw8wEcNTPg94YRf1uB7lxAgs9C/6vB0cMBdtr2FDw8uuBkWQearkwArfU19AtDdWKQfASjvC5SYAzAelNKZxd4eYAzgToj2u6+GssO3GImjpf97MmgMcHWC+WzbhMlQ7oBghKBrX7X8HmgeXov6ury5fof7XkXsA49f/7+e8wfKxx0eUUrLU/VH3HIzRqUtfA1f6XnX2LFnUeoN5JTXR22vjYArGqEB1avIwWHH+DpJEh+seFy+mVCVMNRey+Ey/T1f3nPTlWLMD/0j1I/3iun/69Z5B+NzQqtsWzfr9r35+aVOp4eofL/Ykr+/D/XxyiXQOjNCoTLaiuohrJu9ZVPnZ8HF+ZMC1j7AAedpi7DHImwEz8lx58kd6/83s0p7uLzk5s6jk3scmv3xB3DdzxzC9+dBpXK2QAAPCMjRs38pW6LLscZRP9W6X+62fOotBE+25jPKPf8LlzpuJ/ja4rGQuIFmHqMwH//Qd/Rud++7RhNzWvUv59cVmJullkOeovVpSmh/P99E9iuXNirbJ41UzAx5K7SRo1CXDWpXdik3CSd5iKv8bdL/3q0Ycv+Yv54marT4dhG/sqXLFKA/QCAKXCneX4R2Xb9s+pXLPUv5PBfrjoj6f1NYL7kF9j0I+chYQFJZkFiEbp9ddfNRT/m3tO0X3H9+ck/iz83xDR/vuPn6eNZ/uKWvzT2dE3TH96sof+9FSPUpvgBZwFMBsr4eVgLZ04+Kql+OvYwMkOn/705ge3PrYelysYAAC8pAXRfwIe8MdsBjge7Meuy5/S7n/kTcPH5p8/pfQhN0MzASz+Rzv20lB/ZiU6t0tz5J+L8LPg3xQ5R//SPaDcz5bq6mqqra2lpqYmZZk6dSrNnj07uaTDj2vP5dfx63OBaxO8NAJsqNgEsMFKp/v0yaQJsBB/Ugv1uO++XwV7mzBAUGmAJgBQ9KiT/4QLvR/BoLclMzzqXzbR/4+bVxpu56p/J6l/7usfM+jN0DjYRx/d+5Tt69/T/kP6+fk+GhrLFLSP9Z3KutiPhZ7T/P95cTAr0dfEvqamRrmdjXhPmjRp/Hg0jmvY8PAwjY6OKnUgfJt7hLg1AnuHeuiWhhr63NSGnAsG2WBx2p8j/3QTMLmvm96/58eWr2cTwFX74uY+H34qfOAwYRAyAAB4wppi2ImGhoaCR/9c+NdTnynyHPU7qfrnwX54MYJH+bOb1Y+rz7kLWo+B+M9dchV13vaxlGJBp3DKnFP9biP++vp6mj59Os2fP5/mzJmjRPATJkzIOXJPh40FmwP+rLlz5yY/y+3ncC3DPW91K00buaDUYqy+g5pmZR7ryMCQ0iPDDrXf/gaffi6twmA049IFAwBArpRd+z9P9uN2zH9u87cq/HOS+jcb6Y8n9+GhY+34r1lXGLb5s/izGGldBJ2aAK7q5/Q4p/ydCj+Lrib6M2fOVAQ/EMjvpYz3gQ0BGwE2BHzb6T7w38lG56PCCGRT16Cv9teOezpcGMiTCTkwAVvFartPh2kLLl0wAABkjTr5T9FEEl5lAbKN/nMp/GPxN+rvf8XpiKPJfbg/ulE//xsn1qWIkFMTwOl+joad9uFnoed2exbdQoi+GVVVVUo2gA0JGxOnWQEWf64P4OOQjfjrzVe4oS7judxjgEdldACn6iM+HBoeJrgFVzEYAACyZU0x7Qy3L+dsIkT0fwO5i/xY+PcsuNr4/RyIv1nqX5s9zg6OJo3G9eeCv798/scpvQPsTABHwPef6VW6yzmJ+lnsOcpmca2trS3qk5X3lQ0KGxUn+8p/Px8HJxkQq37+m/f82LAwkJsC7GYSVIsC/Wqv34RLGAwAANmysph2xosMwA0UU0yAF9E/T/NrN9wvR/1mXf5Y/O3a/VlAOJrMcGZnjyYL/tK7CJqZAI56OepXRtOzgQWUhZSFn6PsUsLtvmvdBs2GL7Yb5Cdhxg5kdBHURgy0m0BImAB2gVuRBYABAKAoUCf/KaoMwJQpU3J+jztcpv9zjf55wB+jqn9O/fNi+VpVQNLhaDN9Jj87E2AncsmLUiCQ7K5X7BG/04wAdyu0QzNH6XUBTsRf474T+zMmCToXqnVUFCh4iPxpCkAWAAYAAPfRQ7HtEGcAcmkGWEBxZfEq+rfr9scT/bAByIhQHab+WThYQPSwwHz89CHD51uZgK+GmmzT3Cz4LJj67nglf5EVhoa7FPLfZVcfwMeHTZI2ZoAb8WcSsy2+ljEAE9cCmE3NrMsC+NUUgCwADAAArinK6v8FCxZk/Vq3Y/7nGv0PnHzbsPDvvW+8ZJv6Z8FILyJjYbnv+MuWI/yZmYAPfvpzNOUScxHiKJmj/lJL9zuFxd9JNkAzAY+Hl7kSf71BMxqIKVHEeYmdCWBX2IYsAAwAAIVmTTHuFDcDZNsUsNpl8d/Lc68wjP6r6usdRf9GY/1zdz+7qv9zoTrDaX1ZWKaN2VetG5mA6rp6QxPAETJ359MPvFPO8N/JRseqF8Oi5TfT+ds/4Vr8NXjuAK7RSOexOVc6MdU8NoDXowS2YFwAGAAAHLFx48YWKuLJfxYtWuS6IJAr/10X/y24ynA79/u3o/+4ceHfba8+Z/taLvpLLxzjOeqN5p8347f/59/o8N5nLE0AiyCLIQ/oU0loTR1GTQIs/u/5oz/LWvyT7rnraEY9gKD5nvs+v9kmC8Di/6gPf/b9uLLBAADghKIe/GdOVxd9sreX/u7MGXrnoLNR3a6X3A38w+P9G436x/3+7Sr/ebIfo25/XPQ3/7z1UL2cJj7YkJqmTrT7v+F437lvOxf9WZmAWQsWKd37vB61r1Tgpo5082Mm/vNe2+tK/DVMmms2CRMQtjEBbBIiHv/JrZgjAAYAAEcBTLHtUJ0Q1cWvvUa37thB73r2WZojxL8xFqOP9PTQxtOn6W6xfsfwsOFrs+n7//Lcy42jRxvxZwa7jKdk5xH/LF8non5uK06HC8ucwsLPfdvtMgG3/vn/oEkzLqnok1xr/uDeAmbiz8fuq9u+kdX8CNxcY9QUQIlpe+14yIc/uRWXNhgAAExRR/8LF8v+hMbG6JoXX6RVP/uZYgBCBuPg18bjdK0wCJ+4cIEePnmSPnP2rHL7lr4+ZfmwWNyk/y+KyN9sxj+79L9Z2z9P8zt5sM/ytdzun576ZwExSCUbwl3Y9OJvZQKqamqp+a5P0oRpsyr+nL/6ve8zFX8+dlphYDYmgJtuDKYQbrnnvs+vsckCtPmQBUAzAAwAAMUf/ddGo3TzW0fog798ii6NuLsOzhYmgbMBmgG4YXTY1ev3m0X/06bZjvnPlf9GcOW/FVz4l95VbNrYsCIgTlBG+DvdaypSMAHGzHrHMlqy+k5T8bczV04wab5xMla/11mAMLoEwgAAYMW9BY/Izp6kT+37Dd184gjVxqI5v19DjbvpX1++1NgA1E21Htudu/yNdHdnFf0bjfb38VOHLLv86eHhbO0G+Tm8+2d0+uB+mACX4q/BzSu8uIUzOAZNAWEHBYF+ZAHuJQADAECGiCRG/ytYd6GZA3308QMv0u2HX6Uadc73SbW590ufUO38Pc5Mmmpa/GfX9W/o3FnTfv9WcNFfeuEfp42dVv13iktJrLaO3tM0Kblwf3ce0Icr3nnRxvI/+KsdMAEW4s/HZt9Pvmv6Os4CZDOLIGdyDMzc/cIE2BXmeZ0FWEMABgCAYro4LD91jNa+/BzN672Qsr2pPkTBgJTTe9eGnP/UeOQ/I2oa7YeTHeo6k7Ft/vlTjtr+M6J/F1X/PLrh/zc5RP/SVJNcftNURb+bVkN7L5moLL8W3uVRaZC+LA3RJ3f+n4xxAjQT8L7p05TxEq6mWMridgTFUhV/Nkhslsy6RnITyz909bn+TBb/Fb1n2tI2s/ivd5AF8HJcgMYHtz7Wiktd4anCIQBFRt67/3Fb/0cOdWQIfzLyFuI/t6mOIucHs3r/ulDQlYEwK/6rmznT8nVjfX2GY/6/95D76J/H+nda+OcGvYhfpXZr4+Fu9SYguGYtfWz7N2n6uZOO3vNVymxeecVgW6ccoAGSCn6C24m/BpuAU6dO0eho5oiNnAH4RvcgfarJ3fgJrSdff7y9aU4LpRbZchZg6xNf+7KVyPO4AJs8/p234XIHAwBAwTIAnPJn8Z88Yj26HTcDTJtQTef6R11/hpv2f07/m438F6y2noNg6Hxmur5RRP52/f6NxohPn+jHL95vYAK0uQOcmoCrKOZom5H2fzXt/o+kfuqigFhSn9wv7ncaJExflZ2ZD7fiz2hdBN9++22KxzOzH//SPUB3TqyhS6qCbg87p/S3GWQBNlu8ps1jA4BmABgAAMbZuHFjXi8KXOj3vsjBZFu/HZdMrqVYXKbuQXfj+XMGwClm1f9O0v9GxX8rOl+1fA1X/qeP98/Rv5PhfovJBHjJDIqLJZMbjJ7sMKHA5mHPkuX0toH4hw++RLN3PknXivfqktPMR5VEc2dOp2dPnTH+zZzto3+f7XxsnQk797TTzj0kIv5NaVmAe60MwFfWr4s8uPWx7V4Kt3i/NeJ9t+PKBwMAAJO39D+LPxf6uYWbAhg3JsBNBuANk/Q/z/xnxfD5c4bFf3bT/W6fsbBg0X8xmwCvGVzyTiH+d2dszxje18hQ8Cm3MLP3x3jTh+MRJjsssgDcI6D1ia99uc3i9Y97HLnz7x0GoICgCBAUEy3FLP56E8DNAU6oDgaUxQk8+I9R9b8TjKJ/Fn+r4j8e8Cc9+ufK/3xG/+kmwGwq4bPTSnfEQLdT+jqFmzmuIlfDS+sNAAtvepu/Zfc8NVrvKbXfO4ABAEXOxo0buetfuNjFX4ObA8JT622L+9xU/5sV/zFxm774o329rqP/30+cYTjhTyEpNxPgl/hnSbLIQC34S4/2W+zmCPA4Yg9jhkAYAABso49iEn8NLgxcMnMCzZxUYxrlT6ipMorC+CLKKdi1Ylkllmsn7NwjPb30RtOL69CZM+aR/JnThun/+edPPaR+Di9bxdKuX56eOjfl+Tzqn5vZ/mACSkr8I+IcSz+/jGb8sxuqd4fH+4UsQAFBDQAoFny9EHgt/hqcAZg5sUZZhsZiNDwWp9FYomI7LlPPhJogi+1uFn6lACvLY8ARfm/kKE2cOz9lKGBu++8/YRi1b5/z452bzd5PjfQ6U7IMCZOgv8AbDcq0Mu1+M/kwbXOp1wQUmfgzj6dveOJrX46I8yC9sI9vbzB7E24GEFF7j4ff+UrVnAIYAFCJqJP/+JYK5K5+XO3vN1ztL5YeNcLfYRBxmaKmQi0vqjzBD7f1h+oblPs86Y9Rv3+HkVpGMdeFUO2jYp8j6UbCzTHoX72Cv8uwSxOR/pqSNgFFKP5sPjdbnCf6c4GLAZuFOeiweD8+J1qRAYABAMALfOv+x4P8fPy1vY67+uUAR/ePiwttm58XQk71G7X3m1ykrUhvcungiDDXg6AaiFxNRNI0sGAKQb1XLziaCbj7x/8WmXXmeMTKRED8laK9tTbnyZY088nH28oA7PDQAPCogM1fWb+uA5dBGABQmaz06439Fv/jk6bQ8clND32g7b835/hWy7yM+MQF1bRaW03/p0fljxfLySBMRI9qqBLsbGn/4g+Vuykm4L/u+WsWrQ1f+EhLh5WJONc/2tw7HN3CBZn6ok2nvTNKXPxXieNpKq5cDKg2A7SmGfINNmbXS5ptDAeAAQDliDr5jy8ZgPdFDtGMgT5f9vuiEKCfLrpKGABlgB4v2jC9bAKxu0CvySJjUFCEyK9NNwFq1LpLbF+VbgL0JuLZJUsSpmDE/nNefjs1u6IVcS6cVr9K9z3po+X5nHl4een1zb9qubuxiMSfj8daK/HXsTvtuFo2A7C5FFF7h4fnLAcAbbgawgCAysMX8Z/X203XnTrmyw4/M/cyenHWfBquUn4+bQ8//LAXfaO9NAC7XWZcPEn/F5sJ8IL+kahmKNrNzJX4bN6fFoOXt939+b9b2796RbppCFNqc8Vkg++/Jctd1upP2ly+ZpvB53fYmEyvztkwLoMwAKAy8Tz9z+3+flT8jwjB/8EV12pRv0bOqXMRTbV4vKt2GYD0z9tRKidLIUyAFar4bzMSf95X1TzkvE8GJiKdnmw/R20GaE87L+yq89lkrvfoMLYQgAEAyAB4werIQdvJfdzS1TCR/uvK5VrUrxER0X+7B2/vZfRv1/5vJCTtpXTCeGUCLk6aRLHe8ynbBuvrqX7Q2ayPTsTfK7wwETbsThNiO1H29JxBIWBhwEBAoGCok/942oecU//c599LXpl+Cf37NTemi78n0b/KfC8NgNtoS0SA7aV27qgC25a2WTMBhoaKxf3IwoX025tuoic//GH69cqVNHjg+ZTlqdWr6Scf+AA9v3w5HZ87l8ZCoYKLf55IPwcaVbNoiGoyIx5+fhhXRBgAUFl4mv73I/XP4s/Ffia0efQxXmYA9ts8vqyUo/9sTEBk/vzGl5qbFXF/eelSOjd1quX7suifmjWLtNccvOIKeuCBBxrLWPzNTKBdFsDLiB1DAhcANAGAQuJp+v+608c8Tf3biP/2hx9+2KsIyMvox20GYHcpn0B2zQF9z/10zb4c5rFnM/D65coUzZ3CBKydeOPtjeUm/mlmsMXCLBqZTa9+w/MJIAMAKgOvJ/9h4b/5xBHP9u/NKTOsxJ/xsnAunwYg7GMUVzSZADk61jh44Hmh/dmLv0Fm4cmRyGvlKv5G54LdedlepL8BAAMAipwWL9/MS/Hngr+fXmYp/j0i+m/z4rMe3PqYlxe+HpsCwJYsDEPJmQAh/jT42vMZBX5eMHqqk4YP7y9H8dcieje/US+nBoYBgAEAFYRns/95WfiX6OrXbFTwl3LRL5Pon0qh/79bE8DiHx/o9e1zxs6+RSOR18pN/JmIgWk0PT89rtqHAYABAJWA15P/eBn9c+TPo/zZ4OWwuV72grAT8/SLbHu5nVt9z/20x0/x12cCxGftKKdjZ1IIGM7xnHPMg1sfayQAAwDKnhYvo/95vRc8ea8XZ8+nN6bMsI2yH3744WKtfrYb+rCsC60eeOABPq/W5/Ejt+l7B5QJPS7Pz0iR/hYADAAoUu4stuifo/5nLr3MyVMfL+Hjnh7N7S6z82pLnj+PxX9TmR3DDoO/0Y1hADAAAFjiSdchL6N/rvi3affXaCvi49ruQLDKNfpfU6AIcn0ZZgH0TLZ5fD8BGAAAnKCO/ldU0T93+Usb399U/D2a+EfPyjwe/mabaK+UubeAn91aRsdxt8054yctuELCAIDyxpP0v1fRP1f923T507OjzL6LskjfqhH4mgLuwr34WQMYAADs8eRCfXXX257szN7Z852m/nnin+1FfmwjFXpONVf45xcSTOADAwCAPerofzm3l/Kof170++fCvxdnOS6ML3bx537ZlWoAWgq9A2oPhHIERYBlDOYCAPnEk1Tp8lPHPdmZZ+Ze5jT6Zx4t9oP7xR+27zJ7rPdcV2Pk1dRg7cp3r9ryxZbbSv4CPvxmR3js3NsF3Yfay67ZIo5/yR9Lg/Ok2eq8ig0NNI6cPYUrGwwAALbknP7nGf+uPpv7xZ6jf57sxyEdHk78U5BIOFiVOa1tVShUFqnr+OhwwfdBHh0ui2NpdJ5YnVdSAEnkUgbfHsgL6uh/4VzfZ3F3F9UIE+BF9O+CR/ENAgBgAAAoUPTPLD91LOf3cBn9c1p3O76+4kWqKoJEZhDJVFB64KwF+SLn7n8zB/pohlhy5ZUZl7h5+nYf+v77xSqzB0YGB5TpbPXbzr19fMO0OfNKvopbHhnm2pLWgu7D8OAGKoOKeHFO8O90fZoBvsvs+dHBfm762EIABgAAIzZu3Mji05Lr+1znQfTP/f5dVP4zJTP07xc+0tJu9fg9930+5f7JNw92fO1vPtle6ufXAw88EC60ARg9Hdn+pf/xmUipH0uDKaM7rM6rB7c+hgtcCYMmAJAPPCn+u7y7K+cdeaNphpvKf+77XzICKS7GLRV6fhX6O4o88sgjkQo99pjABwYAAEtyTv8XqPjvcXx1xY8qvoUU4PYKPvyYwhcGAABLco5Mr+7KfeCf45OmKAWALmjLR/SYx+/B7VSvpcTjFfrZXrPM5pwpl98CgAEAfqNO/pNTlMAj/3kx7r/L4r/2PPX9P+bhe4VtHnc71WspsZUKMypd+yOPPFJOGYD0c8Jutr/JHn42DAAMACgzcp7t7vILubf9c/Gfi65/pRrVhV0+f365nGRChFn8CzFew0Nl9nt1ew6hBgAGAABTci4A9GLc/1emz3Hz9Hz2/fcyarWLxnbneLEvhSxAPqPI7WUW/RudE/ns2oh5BWAAQLmgTv6Tk8hw+t+Lvv97Z89zdWHPY99/Ly+wzT4/v+izALWLlj0uGQ9n6+2Fs2ES1S+9oaxGiLznvs+HsxDlFq8+/yvr12FmQRgAgOjf2+i/q2Gi2+K/Ui3qsmvTT49WG8VFv2zqAL74w/bW0PRLN9WEr/T1c9hg1F22jIKTpj4pPrOcTFSGAXjia19uN3vyg1sfQw8AGAAATMm5+58X7f8u2/7z2vdfRD1efpadGEXKNQvA4i9W2/i2MAFUu2iZb+Jff+UNSgZANVy7ysgEtDg4X/w6d9oJwACA8kCd/CenC4RX6X+X7f8l3aVLRGWmx1xEc3xBL7uugHrx12ATUPeO67eTtzUB7Q3LVrap4q9RTiZgWQENAIABAGVESzFE/29OcTXyH9NWgGPlZfQTtnk8vZ11ZSmfZEbir32PX/zTe3gM+2spURyYC2yaNjzyyCOrNv3R+9canCPlYgLS93+3zfO97EWymwAMACgbck7/e9H+/4YwAG6EOE99/40Exq+LuN2FtmRFy0r8v/CRFhZqpTBQLDxRzwJyP1YAnwvKa8V7JE2E+t5lZQLUAsCwS2PaXKS/AeAQTAYEPEed/CenAkCv0v9vNrkyAIVK/+8nj6ZLdhDRp2cAwnzxV5sHykr89ajDBbOYb3jggQea1eM9Pzhpaqv+ebHe8yz0PDjTdqvx/fkzxD7wzVYDE7BKPF5qFe0tDs4VJ6/JFvQAgAEAZULOFwYvon+X6f989v338+JnF5W1m3xfbeUq/gZmoEM75up76YV9g9P9KDMTkG4cO4QpNI3KrWpNYABKBzQBAD/IPf3flff0fz77/vt58Wu0KQTsMfi8O0vlxMpV/L2mjJoDWhwYRb+i/8hX1q9DEwAMACgTckpnzxzoU5oAcqVU+v6Li1+EvG0Dtbs4t/t4Ma8Y8S8XE3DPfZ83GrDLrijPy+JRRP8wAKAc2LhxYwvlOMmMF+l/5uMH9tKnfv9b5f1qracSzmvf/zxcBO0uzjvSxUqIwJpiPq+KVfzLxATcm77hia992a45zEvTuJ8ADAAoC3JOJy/2oPufBmcSbj/8Kn1q32/o5reOmBmBYuj772U3KMuLszq6W4/X31ulin8ZmIB082cp/moTk5ejALYTgAEAZUFRpP/TqRHCf/OJI4oRMMgwtBXBcfO6DsAuQtvu5fdW6eJfqibAJP2/w8/fuM/nPoABAIVAHf0vnMt7eJX+tzICnBH4+IEXFbNBhev773cUZBfRF30zQKmJf4magHsdmEO355Yr8UcBIAwAQPSv4GX634p5vRfo46/tpXsO7isG8Sf1ItiRr+9CbePtcSAGEP/yNgGt6eJv0/2PDT7mAIABAJXMrX/1g2axtOiXN/sW9FwYaWwfiVdn9Z489K8f6X+rbMCi7rOt/atXbCuSw+rlxTDsoK92ukCtMZkSFuJfhiZAfNetlNmWb1cP43WWCEMAFxAMBFRZos0/3pWqg2/x+v2F+CsLU181RNNrzlNTzUWqCYwWVfRvFAUJE8DHZNWEnXsKmY7ktPx6D9/vXpuswuMGn8eisBni750JKOLBgtIzPj0Oqv+9zhIhA4AMAPBR9BvFslksneLuk+oFv8Xvzx2M1tGxgUup48JSeqVnCZ0dmUIxOWidAejuKuShYgOwSxiBgs1x7vHUwLbRmrjYdxhcgO8XkWFBjkG5iX8xZwLEd9xicB141Oo1fqT/0f4PAwD8jfhZ+DdRjsV5uZqBo33z6cXz19AbvQsNzQCn/2us++pXhAkgb4cj5mYAu5Tt4wbClPdiwHIV/yI2AUaRfJvNa+73eB92EIABAL6I/zY14m8spv3qHp2cYgb4PlPA9H+xmQCvL4r32mQB+KIfSdu8CeJfviZArfNoTT/WDiaE8toYbicAAwA8FX5O+e8y+IEXHSz+bALYDBQ4/W9kAraUQQZAuWirqVsr0lO/YbVADOJfnibAyOBZFv+Jc4i/p7CH+9ChDoENYACAh/DFtKWUdvi6vqPFkP5PhwsD1+f7Q9U2Ua9NgJ2YsyClt8Vu8rsWoNLEvxhMgEn0366ODmmF18V/jxOAAQCeRv+bqUhHdLNiVd8rxbprW9TeAfnG62aA+0UEZyrmar/vjCwAedsjAeJfHCbA6Jg/ZBP9+9FrCOl/GADgofjzj3RTqe13Q3yEru9/s5h3sRBjBHh9cXRS2LfVIAvgS4+AShf/QpkAk8p/J9G/18V/SP/DAACvo9VS3Onr+98o9l1s7l+9YnM+P1BtBmjz+G0tzaGaBdhgIEaenlcQ/4KaAKPjvtYm+g+T9/VESP/DAAAPo38jZ18SrBjIPfr/3YzF9KOFy+j4pCl+7eb9BegV4HUzQFgt5LIyASxE6ZFZqxo5QvxL2ASI75BNbDj9uDuo/Pcjq9hGAAYAeMa9pbjTXqX/f1B7M20LfoA2z/0YPXrZ++lC9QSvd9XzSNhBFmC7gRj7mgWwiAi35doUAPEvnAlQC//Sv3ujjE8+ov82DP4DAwC8ZU0p7rQX6f+u0GTqrJmh3OZuhe2BZvqz+Z9h4dzq8e62FiAL4HWqlLMA622yAO2UWYMQziUShPgX3AQYFv5ZTfrjY/SP9D8MAPAKdbS/xlLcdy/S/y80LDYUursWf+5RNZr1MtrId7fANh/ec5NVjwBdFiD9uK3PpikA4l9YE6Cm/tO/Ny7822oT/bf4EP1HfBjuGsAAVDR3luJOzxi76En6f9ekq80eWjNh5x6+kK7y0ATcn89jpFZKe20CGu2MjBoZGnUNc9UUAPEvrAkQ35VZz6ANToyiD3/aQ/h2YQCAB6xbt675gQceaAmOnFpD8ZGS2//rPYj+OfWvpf8N4FkPSZiADocXPEfi2b96Rb6bWx71KQsQtjEBHCEaNQU46hYJ8S+sCVCN2pNG4q9OAmUV/beS90XFPcLQtuGbhQEAWXLLLbe0iGXb3Xff3d3U1LSPLwZXTzvWGJZ3UVPvzyhw4TmSR86VxN+yqjf3wX8son/SX8DUTIBX0UdeMy7iomk0Y58XOBFyo6aANUJc1kP8i94EbKPMqn8nqX+/Cl4fxTcKAwCyF3/+USpj/E+fPj0lDdvY2Ejz50yha+ZLdEX9yzRt4CkKXdxTtGaA0/8LRnIf+9+k/T95WG79qx+EdSZgs1h5Mfd6IQou/UidttjNFKg2Bdxl8NAWYQLWQPyL0wSo7f7p308P2fT5V9lE3tcU8WdvxbcJAwCyE3+O9pNR19DQkOlz6+vr6dJZk2nppfGiNQNepf+5B4AN6RdIL5oCuBmgJc9ZgHa/sgB2BYFqrwCzeoBmiH9xmQB1Eiej9vu77Pr8q4V/fhS6PoqufzAAIPvIP+VHfvLkSerq6qLR0VHL16abgZmDP6Xa3udI7u8s6N+Uh/S/oQGYsHOPV0LaUoDD5kcWoJEcNAUI4dhscNwUAdKKAiH+hTcBqiEz6/LXbiP+js4FRP8wACB/4m/oyGOxGJ04cYJeeeUVev311x2bgdkzp9KSORItnXqCLhn5RUHMQJ7S/34L6bJ8nws+ZgHW2I0QqEWQlNmEogjQ33/nZ+sh/oU1AZ/56r/xd7jL6DtQDZwdHGiEEf3DAIDiwXaEv8HBQddmoLq6mmZMayyIGbil79Wc38Nh+t9QqNUsQCTHXWi2az8voSyAcvF30CtAa0NOv5g3Hz+wf0ssczpniH+eTMBQf1/jubeObaPMtntHPWDUc7nVh91F9A8DAHKJztw8WW8GeOHbvM2pGbhmxkmaG/0VTRp8luTeg+RH90Iv0v8/abzO6VMb0y50rWLZt+f/snd2v1GcVxg/xjakZoF17fJVoGtTIFH58JaGIiIVY6KqqdTElnrTqhKLxD3sbVUJnH8ArN5FkWxUtb2JYkMvegN4qZSIGFEvSqSkasFr2ogEYXkDxgTbeDtnfAaGZWd3vt758D4/aWUD9jA77+w8z3ve857TucfrTId/f1g71rT2OlNLPH2OAqhoo2q1ZazcBLCgHCn/e02A6Hb+OplMAMQ/IBNQ4dobsMk9Uqvan9y7qjpe9mP2DwMA3MyUe3q6yEM2LkcBOBrAUQG7ZqCxsZHaWhPUuWEF7d045bsZ4NA/LwF45ZPETkc/L8I/IQ+6rsm2Td4Vc/ahIZyccDWhHX/QRoU9P8gqOi5HNezkA+SpQja5IUTzc08g/gGZgIfTUyMW4q/v3rAh/obxU3HfctU/zP5hAICHWZkvVDIDxWKxthloa3vBDLQ+GaMVnMHv0gz4Mfv/JLGDHq1YZetn166eL/KMn8r2RBdb1ng+j3WPZ8r/KiNGQGm5YKkOqGopIGMnH2Bv989p66u7qZIJ+Pzjq11eGweB2nDC38TNG93l4t/Y1EQ79h/Ux8gGLyUYx8CoAhgA4NUM3Lp1i/L5PBUKBdtm4Afti7oZ0AsPsRng9fz5h7b/bz+2/43ZTP7b3P4t7dg601vpAff12jaVpo3X00cVRwPOkb89DsxwJMNSFIxs/9aNmyuaALne4+VbBIGv4s9jMFo+SWDx7+x6nb6zZm3NYkFiVDOKTjEn3SwBDABwSV71f8C7CaamphyZAV3luPAQm4HNM5Ra8RG1zlyqaQaCCv83NpZo+5YZ2tT+OMyx65ZogBIRlHVVlWH20Up5DeVb/aqYAP7dUTfNg0BN8Td2XFQW/8QasxmtaAIk6U9Ve2vV9yaAAVj+XLlypRiECahkBm7cuKF/5T/z39c0A5sSuhnY+cp1an88Ss2zX7xkBoII/7P479z2kJKJ+SgMYVKEVJUJ4BlWTuG5D5ujGFb7/DUTMGTxwDfqBJzCp9kX4U9qr0EL4S4+XVhIa+I/VGkMzCZA7sdBhac6IMtUIAY04BJEl56enlMKnbp9NdBE3njxcoAd7t69S3en5qgh0UmU6KD37n7gOQLwxw2/pCsWBYAM8W9Z9dTWsf7wt/c8ncufDv2KbCYTspE7IjX9fUVm6eOkrh20nvXfsu2HvVRjn7+E/EctzoXNynEb/ecDRxPHkvnP2vuJ3DPRVOCny2qMjGurvR/+uUyle3D2zn+oyhj5cr9o93kaT25EAIA/sKMP3U3zsgAvD/AyAUcG7NQa2LRpk15+eHFqjA5M/tmz+PPMv1r434n4L5dIgOKEQKaroal5nGwU+TFtEax0v7KBQF6AO/HPiGhXunY5KtvqZ1UsqLS4yMdQlfFvgNA/DADwC1kG6IvSObEZsFN4yLx08NMG78LM4m8V/t+6YTaq4m82AcMqEgNlq1VO1YmXFuZTc1P3qop/mQlIW5xPSkzAGXyybQk/h/yHqcJ6v3BOu94V9/mXmwBN/OnJvS+TpKbSn0G/iigXUEsTLkHkTUC+p6enr8qDIDS4roBRfIhLDfNOgUQiQU1NTXq/AoODtOD5/7LK/k+umaf1rc63JX5GjXSx1EyPHK6C7dbMzNvkKscgJWOowtDxA1/ZUsDCowf615Vt6y3F32QC9HCzJl68dFVp/f+09m/cUjlbqz59HYt/b5XPe1Gu3VC1Y/AYvfthjsU/o4k/Lc49UXnKHPqHsYshyAGICZoJMASkO07nzeL/+4ZvPR2DZ/6/2/6ylvC6/57t31DjipKj493/7226PX7N9fmspxL95I0euu+uoFCfii1Sktk9rHIsV6xcVdSEpMNudbcaQqbPYmmpUU1ouQFRygHQrletz7hehEkiLXbuCV7CGS0tzKucOPDYpZH4F0+wBBCfSEBBe/Eaa1oenLH4wPkV/q/E1vWzjsX/6fwcTX72T0/nc0/zzWN3Jt3++qCipQA2FUMqx1ITfyOfwdb5a0LF59RB1ksU7Oom6n2ngIT7OWIyUUX8+TN/xIn481gpFn8mC/GHAQDBGYG89spqrw55uGYpwO2CbiIAXrk2c4cWv7r8QrOilc2L1LZuzvGxZh8UdRPglbnHj9z+apLU9FyngO6FLrKoE2BhAoq8Vi3nVrS4Hmc1AZyQhLd6E/4zIvxW90RBhD9rN1KijQ2bCJXZ/gZDmvgPEYgtWAJYJsgSAYdcj5G68p6Oxd9z+F+7RX9TWv3iTZvooM69P6a29lWOj/dw6h59/tElz+9tbfsGevXQUbe/zg/yDhWNUgLYGmh+D462N0qI+yxVb3LFgtdfa43bL8JYApBSySz4J2uMk+MlEinlPBjApcOWPxgAADNgDYu/1wjAZWqmgdKLQr+qZTXte/MdV8fj2f+Nv38QtgHQZ+uqmqUEkQ9gMgFZp7NAyQ2o1X+ejcB5Wsp2V5YjEKQBEAPEop+pIfw5Wkr0yzsc97OkLrpUPu5Y94cBADEwA0kxA++Qw/bCXlhNJfprwyPPxzlZaqGJspWqjZ27aNvu/a6POXbxL1EwANwtrUPV9Zda70EVkTqnvRfHzV8k/F1rFsywwTivYtdAEAZAljbYjHfXuidE+EccjrXR1a87oPFOY8sfDACAGbDkqDbzP+kx/H9PE/4TmgEoZ/fht6hlXWvcDYDyB6m0980EdHvx++hzOit0EA43BHJEzIAv102VAZAoh/E5s/O+XC17yHq/6gI/Zo5j3R8GAMAMVMWP8P9Faqb3fQz/G3zx8WV6cP/rKBiArOqe6dyZMMCZYVEEwvE2R4dGwBBNjghc4K9ulwn8MgAS3ufrfNim6HsSfhlbjqCcDvCx4SrSA2AAQPTNQLeDGUtVVIb/27d2Umf64HIxANw29YhiA6Bv3aNgc0FGxAg4FmUxAr0ibCmHEQg2BDf5e7sRArcGQDod8jXdJ58dJ+fK5zngNNRvGtNqvQFUwRn/KPULAwDqwBA4CV++hMrwP6/9cw6AF7gIEBcD8sL3d+3RX15nzNpDtVX1eIZkAlxHA8pE9pgHU5qT87gpXw1TUDQMgpUBKGtlbHx/WM7DzXUsiDFi4S94GMugZ/26odPGsY8ADACAGaiFqvA/89obb9KapZK0rvnyX5/qrwgYAKYjiGxqozAMBV9OmkXPU7EYU1Qg0ERWn0wQv/8Lbmf7pvFjE3KWgt/Vozd5UrFlFcAAgPiZAWONM1XpZ7hM7vuKwv/M/rd+TY3NK5eTAeCHay6I8QvRBLB4DNDSGrInIREz0C1moJvUNrhxK5g5Ef2cD2OWkhl/JqT3AvGHAQDgJTPAYnKs3Axwo5wTDd4aj1iF/5kDb//W87n7UQzIRwOgpDdABE0Aw1GAfj+zyMuS77pCmCHnRCivkodkxArj5DQpEuIPYABAuGZgoGE21UGLno7HoX9eAqgTA9AfdCe1kE2AEiNQZgqMyAC/9tHzdfukh/M1XpMijgW/tiJGTPgh/jAAADhn5ugBfmBNez3OidJqveGOKgPwZPYR3bx0oW4NgMkEDFO4IXSlRqCKQXhmBrZ3vT5q/rdb+evGroyCl2S9mAq/EdHog/jXB024BMBHPIdfed3/nmJfyrUE6h0uQKSJTpqC3x1ghs0Hd0fkNW7OERgKQnjMM/d3P8yV/1suYCOWInvlgYMAW/3qDHQDBJHicqk5FufJdQB8nAWHZQL0hj4UfjdJFkHOcJ/m6oUSnVjWcL8G7TVMzzsBQvwBIgCgvrkW0C3JAu61GFDcDYDJBKQDLhtcDT6HjHY+BYkKjCyXpjNibI5FZLZvBuV9YQAA8Ebi8lhu5ugB179vJ/zPCXxe6wAwyY1bPBmAlrW+Pb8jsdbKsz9NoDjB7XREbicjKnBWOy+OUHBnwFzcmtDI/n2jfkEqYqfnuVgTgAEAwMwIuSzW8gpRVh5KlgVfFubnfDnJ723t0GsBPHVxPK5E6LUWgUl4IyNonIwoYjsYsRnqs+19EhnIkWy7i1p0QGb5LPqH5Wsyop/TvIg/uvrVMdgFAHxl5ugBfuiNuvhVfpCnE5fH9BmxVbMir62AzUx/9T/699g/nM3817XSa4eO+mUA8toDOB3BWWsYtebdUqDn+/Dzck1tR1W8NAOSBL6UCP2+iAt+uUk/jkx/AAMAVJgADt2ecvhrR3gJweofjZLEq5Pf7f3Rz37h20OWewJwbwA7tG7cojci8mv2TxHuribb0ngcMzG8BY26/2wOJun5Hn4qNwjVDIBJ4I0oRJKe1xXojunHU3kHSgADAGAC7CaV8cM4q4n/kANxmvZzpjX7zbS+HMARgUpwwuCGzl26AfCZvqivv2rXOiNGIIm7OtYU5H5DyB/AAIBATECviEfK4kd4xn9cE/+CQ1FSkrHO+QCzD4rPkgM53N+ytlVV3YBAOgH6ZAJ4/AZjPOutd3jG34+QP4ABAGEYASMxKmmajeScCr9JkPh443F/KEc1/F/luvOyzmlEA2IDsvwBDABYfmhiNBrzGWlHHPe3IxqAWT+AAQAgbCHi5YXhmJ5+7KuuITcgsvAafzaoFtMABgAARAHqYPZf4fqz+POSwCncjaHDM/2BMBpLgfiCXgAgzmRjeM7nlktpWw4vSx4D1zLAjDM8hsRUQvwBIgCgrqIAbmoOhAULf3q5rstK2Vsejy7cmYHAyX3Z5WIoAQwAAG6EZzwmopOuh33Ykh/ASwMp3J1KyNFSgl8OlwLAAIB6NwAsNGwCopyQVncd18QIcPe7btylvsD3z3kIP4ABAOBFseEIwGhETUDs9vz7PDZsAE6SyyZRdQ4vF43IjL+AywFgAACIjwmI/ZY/H8cnJUYgQ9g+WAsW+wG5f7CXH8AAABAzE4DGK9bjxCYAywMVDCMhzA9gAABwLS5JMQFhJQaiBKuzqECvmIF63T3A98kF/orZPoABAMAfcTlDS9noQZIT8S9gBGAGIPoABgCAcEUliNr1LPhZzPp9G7ekmIHDMnapmL+lvJjDq7hHAAwAAMEKCouIikx0Fv7+etviF5KR4zHcJ1+jHiHIiehf5e8xywcwAABEQ0i8hpmNrVlI1grf1KXEFHTJ90FHCvJyP1wVM5ivh2JPAAYAgLgLSNI0m2QRSZaJSFEe8MaDflJmc3jAR3tcuyqMpTG+BskqBrDc1BVk7M2CX0CeBwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABAnfN/AQYAs+IztG68DV0AAAAASUVORK5CYII=",
"path": "emoji_u1f9d1_200d_1f9bd.png"
} | Generate code for a svg of a person in manual wheelchair | <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">
<path id="head" d="M72.59,18.83c-2.37-4.24-8-7.71-12.82-7.14c-5.4,0.64-8.46,4.37-9.44,9.23 c-0.36,1.76-0.38,3.53-0.14,4.8c0.03,0.15,0.28,1.26,0.28,1.6c0.14,1.33-2.47,2.52-2.84,3.97c-0.28,1.09,1.98,1.89,2.15,2.09 c0.85,1.02-0.78,5.69,5.47,6.4c2.18,0.25,3.54-0.12,4.3-0.06c1.8,0.15,2.8,6.11,2.8,6.11l9.21-5.57c0,0-3.07-4.51-0.39-9.14 C73.76,27.44,74.11,21.56,72.59,18.83z" style="fill:#FFCA28;"/>
<path id="mouth_1_" d="M50.31,36.04c0.87,0.09,1.74-0.08,2.5-0.59c0.83-0.56,0.31-1.25-0.63-0.9 c-0.57,0.21-1.36,0.29-2.07,0.13L50.31,36.04z" style="fill:#795548;"/>
<ellipse id="eye_1_" cx="53.76" cy="28.26" rx="1.77" ry="1.15" style="fill:#404040;" transform="matrix(0.0138 -0.9999 0.9999 0.0138 24.7651 81.6267)"/>
<path id="eyebrow_1_" d="M52.99,25.61c-1.15,0.22-1.34-0.55-0.91-1.1c0.32-0.41,1.03-0.71,2.31-0.32 c1.21,0.36,1.64,1.12,1.93,1.59c0.29,0.46,0.21,0.89-0.08,0.9C55.85,26.68,54.41,25.34,52.99,25.61z" style="fill:#6D4C41;"/>
<path id="hair_1_" d="M75.59,18.68c-1.51-3.77-4.94-4.42-4.94-4.42s-1.31-5.87-9.82-4.55 c-2.61,0.41-4.28,2.04-5.83,2.76c-1.34,0.62-2.75,0.48-3.02-1.81c-1.79,0.93-2.58,2.37-1.61,4.78c-1.7,0.4-2.32,1.87-2.67,3.55 c-0.39,1.87,0.63,3.61,2.37,4.38c0.39-1.85,2.55-2.66,4.26-2.65c1.5,0,3.27-0.06,4.19-0.2c0.92-0.14,1.26-0.27,1.5-0.06 c0.46,0.41-0.77,4.61,1.26,7.11c0.4,0.5,0.74,0.32,0.74,0.32l0.82-1.18c0.62-0.81,1.19-1.5,1.96-1.33c2.28,0.51,1.86,4.51-0.85,5.38 c-0.27,0.09,0.18,4.3,6.43,4.03c1.95-0.09,3.07-1.45,3.07-1.45c0,0-2.38-1.11,0.52-3.63c2.87-2.49,1.08-5.39,1.08-5.39 S76.76,21.6,75.59,18.68z" style="fill:#543930;"/>
<g id="hairHighlights_1_">
<radialGradient id="SVGID_1_" cx="65.5301" cy="107.3668" gradientTransform="matrix(0.2137 0.9769 0.7248 -0.1585 -25.8631 -24.0411)" gradientUnits="userSpaceOnUse" r="13.4951">
<stop offset="0.6985" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M72.45,27.83c1.7-2.24,4.98-5.18,2.79-9.88c-0.86-1.84-2.51-3.14-4.58-3.68 c0,0,0.04,0.7-0.33,1.28c-0.47,0.75-1.68,0.78-1.68,0.78C72.49,21,72.17,23.96,72.45,27.83z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="54.5939" cy="121.6298" gradientTransform="matrix(0.9123 0.4094 0.4855 -1.0818 -53.7281 119.4878)" gradientUnits="userSpaceOnUse" r="3.4626">
<stop offset="0.58" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M58.77,10.31c-0.77,0.3-2.27,1.26-2.57,1.45c-0.34,0.22-1.66,1.12-2.65,1.01 c-1.44-0.15-1.52-1.86-1.58-2.12c-0.21,0.89-0.43,4.8,2.51,4.82c1.73,0.01,2.68-1.58,3.22-2.89C57.9,12.11,58.69,10.5,58.77,10.31z " style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="52.3816" cy="117.6553" gradientTransform="matrix(0.9975 -0.0703 -0.086 -1.2202 10.7375 160.7993)" gradientUnits="userSpaceOnUse" r="3.0927">
<stop offset="0.7016" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M50.36,15.44c0,0,0.95-0.3,2.21,0.14c-1.23-0.88-0.61-4.91-0.61-4.91 C51.72,10.81,48.88,12,50.36,15.44z" style="fill:url(#SVGID_3_);"/>
<radialGradient id="SVGID_4_" cx="41.2523" cy="108.9783" gradientTransform="matrix(0.9163 0.1363 0.1772 -1.3921 -3.9475 167.2742)" gradientUnits="userSpaceOnUse" r="6.544">
<stop offset="0.5981" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M50.36,15.44c-1.92,0.44-2.61,2.56-2.72,3.84c-0.06,0.72,0,1.5,0.35,2.14 c0.77,1.43,1.75,1.77,2.07,1.95l2.52-7.79C51.97,15.41,51.54,15.17,50.36,15.44z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="155.8104" cy="51.2847" gradientTransform="matrix(-0.9378 -0.3944 -0.2182 0.5285 219.4577 49.8126)" gradientUnits="userSpaceOnUse" r="10.6722">
<stop offset="0.6985" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M65.99,9.87c2.54,0.69,4.22,2.63,4.63,4.35c0.12,0.51-0.1,4.75-9.12-0.62 c-3.35-2-3.07-3.12-2.69-3.29C60.13,9.71,63.15,9.1,65.99,9.87z" style="fill:url(#SVGID_5_);"/>
<radialGradient id="SVGID_6_" cx="360.6833" cy="21.3108" gradientTransform="matrix(-1 -4.600000e-03 3.400000e-03 -0.7418 434.4985 48.6936)" gradientUnits="userSpaceOnUse" r="3.2999">
<stop offset="0.5385" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M69.82,32.01c-0.49-3.44,4.89-3.08,4.89-3.08s-0.31,0.36-0.85,0.87 c-0.76,0.71-1.24,1.33-1.33,2c-0.13,1.02,0.91,1.53,0.91,1.53S70.63,34.16,69.82,32.01z" style="fill:url(#SVGID_6_);"/>
<radialGradient id="SVGID_7_" cx="71.3604" cy="100.0265" gradientTransform="matrix(0.6672 -0.7449 -0.5526 -0.4949 79.5921 130.4753)" gradientUnits="userSpaceOnUse" r="4.4142">
<stop offset="0.6985" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M75.04,24.32c0,0-2.15,3.44-2.85,3.68c-0.84,0.28,1.77,1.71,1.77,1.71 S76.74,27.61,75.04,24.32z" style="fill:url(#SVGID_7_);"/>
</g>
<g id="shoe_1_">
<path d="M43.43,116.74c0.6,0.19,1.25-0.14,1.44-0.74l0.85-2.67c0.58-1.81-0.59-4.47-0.59-4.47l-6.64-2.14 l-6.61,0.05c-1.63,0.1-3.04,1.19-3.55,2.74l-0.39,1.2c-0.17,0.53,0.12,1.09,0.65,1.26L43.43,116.74z" style="fill:#4568AD;"/>
</g>
<g id="pants_1_">
<path d="M83.14,67.06l-17.02,3.62l-0.13,2.55l-7.94,0.18c-4.88,0.48-11.67,0.17-14.27,10.49l-6.89,22.59 l9.85,3.43c0,0,7.9-21.46,8.4-21.43c0.5,0.02,15.14,0.81,24.77-0.5C89.51,86.7,83.14,67.06,83.14,67.06z" style="fill:#7C7C7C;"/>
</g>
<g id="shirt_2_">
<radialGradient id="SVGID_8_" cx="67.5601" cy="75.8868" gradientTransform="matrix(0.9502 -0.3117 -0.3117 -0.9502 26.8023 147.5889)" gradientUnits="userSpaceOnUse" r="19.4836">
<stop offset="0.3666" style="stop-color:#F58B21"/>
<stop offset="0.6967" style="stop-color:#F17E22"/>
<stop offset="1" style="stop-color:#EC6E24"/>
</radialGradient>
<path d="M64.09,72.18c1.55-12.08-1.22-12.23-3.31-20.12c-1.06-4,0.37-8.61,1.95-10.5 c3.47-3.15,7.2-3.97,10.19-1.2c5.89,5.48,12.5,26.92,12.5,26.92C80.71,75.96,64.09,72.18,64.09,72.18z" style="fill:url(#SVGID_8_);"/>
</g>
<g>
<rect height="7.14" style="fill:#C62828;" width="4" x="78.47" y="93.17"/>
<path d="M43.24,119.99l-15.98-5.19c-1.16-0.38-1.8-1.63-1.42-2.79l0,0c0.38-1.16,1.63-1.8,2.79-1.42 l15.98,5.19c1.16,0.38,1.8,1.63,1.42,2.79l0,0C45.65,119.73,44.4,120.37,43.24,119.99z" style="fill:#424242;"/>
<path d="M49.54,111.63c-3.61,0-6.53,2.93-6.53,6.53c0,3.61,2.93,6.53,6.53,6.53c3.61,0,6.53-2.93,6.53-6.53 C56.08,114.56,53.15,111.63,49.54,111.63z" style="fill:#78909C;"/>
<path d="M93.62,59.87c-1.81,0-1.81,1.94-1.81,2.59l-0.25,29.21L58.89,89.9c-9.36,0-13.66,3.58-17.04,14.18 l-4.78,13.87c-0.17,0.5-0.14,1.05,0.09,1.53s0.64,0.84,1.15,1.01c0.21,0.07,0.43,0.11,0.65,0.11c0.85,0,1.61-0.54,1.89-1.35 l3.55-10.29c1.84,0.6,3.14,2.35,3.14,4.32v4.88c0,1.1,0.9,2,2,2s2-0.9,2-2v-4.88c0-3.68-2.38-6.94-5.84-8.1 c2.84-8.85,5.68-11.28,13.07-11.29l32.85,1.91c1.25,0,1.92-0.14,2.63-0.96c0.79-0.95,0.8-2.47,0.8-2.48l0.38-30.19 C95.43,60.17,94.3,59.87,93.62,59.87z" style="fill:#F44336;"/>
<path d="M49.52,120.33L49.52,120.33c-0.99,0-1.8-0.66-1.96-1.65l-0.33-3.35c-0.08-0.53,0.37-1,0.95-1h2.54 c0.57,0,1.01,0.45,0.96,0.97l-0.12,3.39C51.56,119.59,50.51,120.33,49.52,120.33z" style="fill:#424242;"/>
<path d="M92.97,62.84c0-2.46-1.34-2.85-3.55-2.85h-1.64c-2.31,0.03-2.69,1.07-3.11,2.57 c-0.75,2.67-2.18,16.77-1.07,20.67c0.03,0.1,0.08,0.22,0.12,0.32l-28.96-0.85c-1.73,0-3.19,0.63-3.77,4.09c0,0-0.11,0.44,0.09,2.12 c0.2,1.68,1.31,2.44,2.76,2.51l38.84,1.88l-0.05-0.13c0.06,0.05,0.1,0.08,0.1,0.08L92.97,62.84z" style="fill:#424242;"/>
<path d="M70.79,92.15c2.22-2.9,5.67-4.56,10.02-4.35c5.04,0.23,8.15,3.31,9.74,5.4l3.4,0.07 c0.07-3.89,0.26-13.9,0.26-13.9c-2.54-4.26-29.74-11.62-38.87,12.08L70.79,92.15z" style="fill:#212121;"/>
<path d="M92.66,93.95l1.81-0.56c0-2.09-0.26-15.91-0.26-15.91c-2.67-4.46-31.97-12.63-40.07,15.72l5.24-0.02 l8.37,0.49c2.02-4.53,7.42-7.66,13.19-7.4C89.52,86.67,92.66,93.95,92.66,93.95z" style="fill:#F44336;"/>
<g>
<g>
<radialGradient id="SVGID_9_" cx="76.4697" cy="100.3062" gradientTransform="matrix(1 0 0 1 4 0)" gradientUnits="userSpaceOnUse" r="1.1067">
<stop offset="0" style="stop-color:#78909C"/>
<stop offset="0.5619" style="stop-color:#617A86"/>
<stop offset="1" style="stop-color:#546E7A"/>
</radialGradient>
<path d="M80.47,101.41c-0.61,0-1.11-0.5-1.11-1.11s0.5-1.11,1.11-1.11s1.11,0.5,1.11,1.11 S81.08,101.41,80.47,101.41z" style="fill:url(#SVGID_9_);"/>
<path d="M80.47,99.7c0.33,0,0.61,0.27,0.61,0.61c0,0.33-0.27,0.61-0.61,0.61s-0.61-0.27-0.61-0.61 C79.86,99.97,80.14,99.7,80.47,99.7 M80.47,98.7c-0.89,0-1.61,0.72-1.61,1.61c0,0.89,0.72,1.61,1.61,1.61 c0.89,0,1.61-0.72,1.61-1.61C82.08,99.42,81.36,98.7,80.47,98.7L80.47,98.7z" style="fill:#82AEC0;"/>
</g>
<line style="fill:none;stroke:#82AEC0;stroke-linecap:round;stroke-miterlimit:10;" x1="80.47" x2="80.47" y1="79.6" y2="121.02"/>
<line style="fill:none;stroke:#82AEC0;stroke-linecap:round;stroke-miterlimit:10;" x1="95.11" x2="65.83" y1="85.66" y2="114.95"/>
<line style="fill:none;stroke:#82AEC0;stroke-linecap:round;stroke-miterlimit:10;" x1="95.11" x2="65.83" y1="114.95" y2="85.66"/>
<line style="fill:none;stroke:#82AEC0;stroke-linecap:round;stroke-miterlimit:10;" x1="59.76" x2="101.18" y1="100.31" y2="100.31"/>
</g>
<path d="M80.47,75.91c-13.47,0-24.39,10.92-24.39,24.39S67,124.7,80.47,124.7s24.39-10.92,24.39-24.39 S93.94,75.91,80.47,75.91z M80.47,120.05c-10.9,0-19.74-8.84-19.74-19.74c0-10.9,8.84-19.74,19.74-19.74 c10.9,0,19.74,8.84,19.74,19.74C100.21,111.21,91.37,120.05,80.47,120.05z" style="fill:#78909C;"/>
<path d="M80.47,83.58c9.22,0,16.73,7.5,16.73,16.73s-7.5,16.73-16.73,16.73s-16.73-7.5-16.73-16.73 S71.25,83.58,80.47,83.58 M80.47,82.58c-9.79,0-17.73,7.94-17.73,17.73s7.94,17.73,17.73,17.73s17.73-7.94,17.73-17.73 S90.26,82.58,80.47,82.58L80.47,82.58z" style="fill:#546E7A;"/>
<circle cx="80.47" cy="100.31" r="4.11" style="fill:#757575;"/>
<line style="fill:none;stroke:#757575;stroke-linecap:round;stroke-miterlimit:10;" x1="27.82" x2="37.27" y1="110.93" y2="113.97"/>
<path d="M92.86,76.21c0,0,1.49,0.66,2.35,1.81l0.07-3.51c-0.96-0.96-2.39-1.17-2.39-1.17L92.86,76.21z" style="fill:#C62828;"/>
<path d="M54.7,91.41l-0.69,2.95c0,0-1.28,0.12-2.23-0.66c-1.64-1.35-1.45-2.12-1.45-2.12 c0.45-0.35,1.73-0.78,1.73-0.78s0.72,0.35,1.38,0.49S54.7,91.41,54.7,91.41z" style="fill:#C62828;"/>
<path d="M59.54,93.59 c1.51-4.89,4.89-9.53,9.79-12.21" style="opacity:0.8;fill:none;stroke:#94D1E0;stroke-width:2;stroke-linecap:round;stroke-miterlimit:10;"/>
</g>
<linearGradient id="arm_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="85.9353" x2="73.9354" y1="62.9207" y2="71.2928">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="arm" d="M74.85,47.14l-5.16,5.54l9.88,6.89l-3.68,13.42l4.41,1.78c0,0,5.14-11.34,6.1-13.23 c1.58-3.14,1.44-5.08-0.53-7.32C84.82,53.04,74.85,47.14,74.85,47.14z" style="fill:url(#arm_1_);"/>
<linearGradient id="hand_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="74.2264" x2="75.3427" y1="48.6803" y2="51.2849">
<stop offset="0" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="hand" d="M80.63,73.49c-0.23-0.18-0.43-0.35-0.62-0.51c-0.39-0.33-0.76-0.64-1.35-1.01 c-0.72-0.44-4.15,0.93-4.93,1.22c-0.26,0.1-0.5,0.19-0.72,0.29c-0.3,0.13-0.53,0.36-0.63,0.63c-0.04,0.05-0.08,0.11-0.12,0.2 c-0.01,0.04-0.02,0.07-0.02,0.11c0,0.01-0.25,1.5-0.65,2.31c-0.16,0.31-0.07,0.84,0.26,0.96c0,0-0.19,0.77-0.33,1.16 c-0.17,0.46-0.12,0.61-0.14,0.82c-0.04,0.36,0.1,0.63,0.36,0.8c0.32,0.21,0.44,0.08,0.59,0.19s0.1,0.29,0.14,0.5 c0.11,0.56,0.58,0.71,0.77,0.73c0.62,0.06,0.8-0.33,0.91-0.33c0.2,0.01,0.24,0.18,0.26,0.31c0.06,0.28,0.36,0.43,0.64,0.52 c0.73,0.08,1.26-0.54,1.28-0.44c0.08,0.37,0.72,0.65,1.09,0.5c0.31-0.13,0.5,0.12,2.35-2.72c0.37-0.5,0.97-1.84,1.37-3.12l0.19-0.61 C81.63,75.04,81.36,74.06,80.63,73.49z" style="fill:url(#hand_1_);"/>
<linearGradient id="hand_3_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="75.552" x2="73.3194" y1="52.2048" y2="48.2978">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="hand_2_" d="M78.94,71.88c-1.76-0.67-6.6,1.02-6.72,2.61c-0.03,0.36,0.46,0.92,0.9,0.73 c0,0,0,0.43,0.03,0.53c0.14,0.54,0.76,0.57,0.95,0.6c0.35,0.05,0.52,0.13,0.53,0.48c0.01,0.33,0.23,0.7,0.52,0.87 c0.32,0.18,0.57,0.22,0.96,0.12c0.18-0.05,0.28,0.06,0.34,0.24c0.08,0.25,0.28,0.59,0.49,0.69c0.39,0.2,0.64,0.16,0.92,0.15 c0.18,0,0.26,0.02,0.38,0.16c0.09,0.12,0.08,0.59,0.39,0.76c1.39,0.73,2.2-2.24,2.73-3.97C81.75,74.59,80.93,72.64,78.94,71.88z" style="fill:url(#hand_3_);"/>
<g id="shirt_x5F_arm_1_">
<path d="M74.92,57.53l5.87-9.39l-8.35-5.22c-2.59-1.62-6.01-0.83-7.63,1.76l0,0 c-1.62,2.59-0.83,6.01,1.76,7.63L74.92,57.53z" style="fill:#EC6E24;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f9b9_1f3fc.png"
} | Generate code for a svg of a supervillain: medium-light skin tone | <svg width="128" height="128" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<linearGradient id="l" gradientTransform="matrix(1 0 0 -1 0 131.43)" gradientUnits="userSpaceOnUse" x1="63.901" x2="63.901" y1="97.118" y2="20.572">
<stop offset="0" stop-color="#691B66"/>
<stop offset="1" stop-color="#C735C1"/>
</linearGradient>
<path d="m48.65 31.81-17.25 76.36c5.32 1.53 10.92 3.01 16.42 3.6 8.01 0.87 15.75-3.36 23.77-1.92 5.83 1.05 9.46 2.13 15.28 0.37 3.26-0.98 6.47-2.24 9.54-3.71l-20.51-74.7h-27.25z" fill="url(#l)" stroke="#611A5E" stroke-miterlimit="10" stroke-width="2"/>
<g stroke="#0E2B52" stroke-miterlimit="10">
<linearGradient id="g" gradientTransform="matrix(1.0651 -.1281 -.1293 -1.0755 55.328 104.29)" gradientUnits="userSpaceOnUse" x1="3.9661" x2="3.9661" y1="87.091" y2="64.879">
<stop offset=".0028045" stop-color="#0063B2"/>
<stop offset=".1363" stop-color="#0160AC"/>
<stop offset=".3109" stop-color="#03569C"/>
<stop offset=".5082" stop-color="#084681"/>
<stop offset=".7223" stop-color="#0E305B"/>
<stop offset=".9475" stop-color="#15142B"/>
<stop offset="1" stop-color="#170D1F"/>
</linearGradient>
<polygon fill="url(#g)" points="35.64 14.45 48.2 10.02 64.21 32.99 57.46 33.53 47.59 13.59" stroke-width="1.3676"/>
<linearGradient id="f" gradientTransform="matrix(.9919 -.2786 -.2895 -1.0307 73.709 35.757)" gradientUnits="userSpaceOnUse" x1="-21.097" x2="-21.097" y1="23.341" y2="4.4704">
<stop offset=".0028045" stop-color="#0063B2"/>
<stop offset=".1363" stop-color="#0160AC"/>
<stop offset=".3109" stop-color="#03569C"/>
<stop offset=".5082" stop-color="#084681"/>
<stop offset=".7223" stop-color="#0E305B"/>
<stop offset=".9475" stop-color="#15142B"/>
<stop offset="1" stop-color="#170D1F"/>
</linearGradient>
<polygon fill="url(#f)" points="36.62 21.46 46.97 17.22 61.34 34.75 55.52 36.12 46.36 20.6" stroke-width="1.2251"/>
<linearGradient id="e" gradientTransform="matrix(.909 -.4169 -.4169 -.909 80.062 -44.444)" gradientUnits="userSpaceOnUse" x1="-61.047" x2="-61.047" y1="-47.842" y2="-65.908">
<stop offset=".0028045" stop-color="#0063B2"/>
<stop offset=".1363" stop-color="#0160AC"/>
<stop offset=".3109" stop-color="#03569C"/>
<stop offset=".5082" stop-color="#084681"/>
<stop offset=".7223" stop-color="#0E305B"/>
<stop offset=".9475" stop-color="#15142B"/>
<stop offset="1" stop-color="#170D1F"/>
</linearGradient>
<polygon fill="url(#e)" points="36.81 29.32 44.48 24.43 60.41 37.54 55.04 39.75 44.29 28.03" stroke-width="1.1665"/>
<linearGradient id="d" gradientTransform="matrix(-1.0651 -.1281 .1293 -1.0755 -659.98 104.29)" gradientUnits="userSpaceOnUse" x1="-673.92" x2="-673.92" y1="167.83" y2="145.62">
<stop offset=".0028045" stop-color="#0063B2"/>
<stop offset=".1363" stop-color="#0160AC"/>
<stop offset=".3109" stop-color="#03569C"/>
<stop offset=".5082" stop-color="#084681"/>
<stop offset=".7223" stop-color="#0E305B"/>
<stop offset=".9475" stop-color="#15142B"/>
<stop offset="1" stop-color="#170D1F"/>
</linearGradient>
<polygon fill="url(#d)" points="92.16 14.45 79.61 10.02 63.59 32.99 70.34 33.53 80.22 13.59" stroke-width="1.3676"/>
<linearGradient id="c" gradientTransform="matrix(-.9919 -.2786 .2895 -1.0307 -678.37 35.757)" gradientUnits="userSpaceOnUse" x1="-705.54" x2="-705.54" y1="208.35" y2="189.48">
<stop offset=".0028045" stop-color="#0063B2"/>
<stop offset=".1363" stop-color="#0160AC"/>
<stop offset=".3109" stop-color="#03569C"/>
<stop offset=".5082" stop-color="#084681"/>
<stop offset=".7223" stop-color="#0E305B"/>
<stop offset=".9475" stop-color="#15142B"/>
<stop offset="1" stop-color="#170D1F"/>
</linearGradient>
<polygon fill="url(#c)" points="91.18 21.46 80.84 17.22 66.46 34.75 72.28 36.12 81.45 20.6" stroke-width="1.2251"/>
<linearGradient id="b" gradientTransform="matrix(-.909 -.4169 .4169 -.909 -684.72 -44.444)" gradientUnits="userSpaceOnUse" x1="-726.79" x2="-726.79" y1="257.49" y2="239.43">
<stop offset=".0028045" stop-color="#0063B2"/>
<stop offset=".1363" stop-color="#0160AC"/>
<stop offset=".3109" stop-color="#03569C"/>
<stop offset=".5082" stop-color="#084681"/>
<stop offset=".7223" stop-color="#0E305B"/>
<stop offset=".9475" stop-color="#15142B"/>
<stop offset="1" stop-color="#170D1F"/>
</linearGradient>
<polygon fill="url(#b)" points="90.99 29.32 83.33 24.43 67.39 37.54 72.76 39.75 83.52 28.03" stroke-width="1.1665"/>
</g>
<linearGradient id="a" gradientTransform="matrix(1 0 0 -1 0 131.43)" gradientUnits="userSpaceOnUse" x1="78.727" x2="84.184" y1="81.85" y2="95.143">
<stop offset=".0028045" stop-color="#0063B2"/>
<stop offset="1" stop-color="#170D1F"/>
</linearGradient>
<path d="m86.25 52.93c-0.67 0-1.3-0.25-1.76-0.72l-14.15-14.14c-0.97-0.97-0.97-2.56 0-3.54l1.94-1.94c0.31-0.31 0.99-0.49 1.87-0.49 1.44 0 3.04 0.47 3.64 1.07l9.85 13.81 3.19-4.09c0.38-0.32 0.96-0.53 1.56-0.53 0.73 0 1.42 0.32 1.9 0.87l0.22 0.25c0.9 1.04 0.78 2.63-0.26 3.53l-6.19 5.33c-0.45 0.39-1.01 0.59-1.62 0.59h-0.19z" fill="url(#a)"/>
<path d="m74.16 32.6c1.36 0 2.74 0.45 3.24 0.88l9.44 13.25 0.78 1.09 0.82-1.06 2.71-3.48c0.35-0.27 0.78-0.42 1.23-0.42 0.59 0 1.14 0.25 1.52 0.69l0.22 0.25c0.72 0.84 0.63 2.1-0.21 2.82l-6.19 5.33c-0.45 0.39-0.96 0.47-1.31 0.47h-0.18c-0.54 0-1.04-0.2-1.41-0.57l-14.12-14.14c-0.78-0.78-0.78-2.05 0-2.83l1.94-1.94c0.17-0.17 0.71-0.34 1.52-0.34m0-1c-0.94 0-1.78 0.19-2.23 0.64l-1.94 1.94c-1.17 1.17-1.17 3.08 0 4.24l14.14 14.14c0.58 0.58 1.35 0.86 2.12 0.86h0.18c0.69 0 1.39-0.22 1.95-0.71l6.19-5.33c1.25-1.08 1.39-2.98 0.32-4.23l-0.22-0.25c-0.59-0.69-1.43-1.04-2.28-1.04-0.69 0-1.39 0.24-1.95 0.72l-2.78 3.56-9.5-13.33c-0.73-0.72-2.49-1.21-4-1.21z" fill="#0E2B52"/>
<linearGradient id="v" gradientTransform="matrix(1 0 0 -1 0 131.43)" gradientUnits="userSpaceOnUse" x1="63.076" x2="63.076" y1="75.415" y2="39.824">
<stop offset="0" stop-color="#170D1F"/>
<stop offset=".9972" stop-color="#0063B2"/>
</linearGradient>
<path d="m83.08 89.35c-1.68-2.64-9.48-11.79-14.32-16.87-0.82-0.86-1.93-1.34-3.12-1.34-1.14 0-2.22 0.45-3.02 1.25-6.19 6.2-13.52 13.79-15.4 15.89-3.62-0.65-8.31-2.38-9.86-2.97 1.12-2.11 5.6-10.49 9.47-16.72 0.03-0.05 0.45-0.67 1.08-1.62 5.25-7.88 6.92-10.42 7.46-11.29 0.99 0.35 3.94 1.48 8.28 3.93 0.76 0.43 1.54 0.65 2.31 0.65 2.25 0 3.81-1.83 4.5-2.82 0.23 0.24 0.55 0.58 1.01 1.07 0.47 0.49 1.1 1.15 1.22 1.31 0.87 1.87 12.23 17.46 16.12 22.78-0.72 1.08-3.36 4.98-5.73 6.75z" fill="url(#v)"/>
<path d="m55.58 56.27c1.23 0.46 3.97 1.58 7.83 3.76 0.84 0.47 1.7 0.71 2.55 0.71 2.12 0 3.68-1.46 4.54-2.55 0.17 0.18 0.37 0.39 0.6 0.63 0.45 0.47 1.07 1.12 1.18 1.27-0.01-0.01-0.1-0.14-0.14-0.33 0.22 1.04 8.74 12.85 16.03 22.83-0.84 1.26-2.99 4.33-5 6.02-2.36-3.43-10.13-12.34-14.07-16.49-0.92-0.96-2.15-1.5-3.48-1.5-1.28 0-2.48 0.5-3.38 1.4-6 6.01-13.08 13.34-15.23 15.7-3.19-0.61-7.12-2.01-8.97-2.7 1.44-2.71 5.58-10.38 9.18-16.18 0.04-0.07 0.45-0.68 1.07-1.6 4.65-6.94 6.52-9.77 7.29-10.97m-0.43-1.21c-0.04 0.2-8.65 13.1-8.75 13.25-4.5 7.25-9.75 17.25-9.75 17.25s6.25 2.5 10.75 3.25c1.53-1.75 9.16-9.66 15.57-16.08 0.74-0.74 1.7-1.11 2.67-1.11 1 0 2.01 0.4 2.76 1.18 5.55 5.86 14.17 16.09 14.5 17.26 2.97-1.89 6.5-7.5 6.5-7.5s-16.04-21.93-16.27-23c-0.04-0.18-2.69-2.8-2.73-3 0 0-1.69 3.18-4.44 3.18-0.63 0-1.32-0.17-2.06-0.58-5.5-3.1-8.75-4.1-8.75-4.1z" fill="#0E2B52"/>
<linearGradient id="u" gradientTransform="matrix(1 0 0 -1 0 131.43)" gradientUnits="userSpaceOnUse" x1="63.596" x2="63.596" y1="107.47" y2="67.274">
<stop offset=".0028045" stop-color="#0063B2"/>
<stop offset="1" stop-color="#170D1F"/>
</linearGradient>
<path d="m66.09 63.87c-0.97 0-1.89-0.37-2.59-1.04l-7.09-6.78c-0.63-0.6-1.03-1.4-1.13-2.26-0.17-1.42-0.55-3.75-1.38-6.86-1.4-5.21-3.1-9.75-4.22-12.76-0.41-1.1-0.73-1.96-0.91-2.52-0.75-2.32-0.7-4.08 0.13-5.22 0.85-1.17 2.58-1.77 5.12-1.77 4.58 0 10.17 1.97 10.23 1.99 1.08 0.41 2.26 0.78 3.51 1.17 5.56 1.75 11.87 3.73 11.13 10.02-0.02 0.21-0.07 0.43-0.15 0.69-0.8 2.51-4.81 15.26-5.76 19.22-0.17 0.7-0.52 1.33-1.01 1.82-0.83 0.82-2.06 2.05-3.21 3.2-0.73 0.71-1.67 1.1-2.67 1.1z" fill="url(#u)"/>
<path d="m54.01 25.17c4.49 0 10.01 1.94 10.04 1.95 1.1 0.42 2.29 0.79 3.55 1.18 5.64 1.77 11.48 3.61 10.79 9.48-0.02 0.18-0.07 0.38-0.13 0.6-0.8 2.52-4.82 15.28-5.77 19.26-0.15 0.61-0.45 1.15-0.88 1.58-0.83 0.82-2.07 2.05-3.22 3.2-0.61 0.61-1.43 0.95-2.3 0.95-0.84 0-1.64-0.32-2.25-0.9l-7.1-6.78c-0.54-0.52-0.89-1.21-0.98-1.96-0.17-1.43-0.55-3.79-1.4-6.93-1.41-5.23-3.11-9.79-4.24-12.8-0.41-1.09-0.73-1.95-0.9-2.49-0.7-2.16-0.68-3.77 0.06-4.77 0.76-1.04 2.35-1.57 4.73-1.57m0-1c-4.21 0-7.67 1.6-5.73 7.64 0.66 2.06 3.2 8.1 5.12 15.25 0.83 3.1 1.2 5.41 1.37 6.79 0.12 0.98 0.57 1.88 1.28 2.56l7.1 6.78c0.82 0.79 1.88 1.18 2.94 1.18 1.09 0 2.17-0.41 3-1.24 1.15-1.15 2.39-2.38 3.21-3.2 0.57-0.56 0.96-1.27 1.15-2.05 0.95-3.96 5-16.83 5.75-19.19 0.08-0.25 0.14-0.52 0.17-0.78 0.95-8.14-8.9-9.42-14.97-11.72 0 0-5.67-2.02-10.39-2.02z" fill="#0E2B52"/>
<radialGradient id="t" cx="63.81" cy="19.352" gradientUnits="userSpaceOnUse" r="8.9538">
<stop offset="0" stop-color="#BFA055"/>
<stop offset="1" stop-color="#AB872F"/>
</radialGradient>
<path d="m72.03 22.73c-0.37-0.81 0.11-1.53 0.91-2.32 0.9-0.89 2.44-4.27 1-7.13-0.29-0.05-4.47 0.15-5.53 0.12-1.28-0.04-3.23-0.1-4.52-0.15-1.28-0.04-3.23-0.1-4.52-0.15-1.06-0.03-5.24-0.51-5.53-0.48-1.62 2.76-0.28 6.24 0.56 7.19 0.75 0.84 1.18 1.59 0.76 2.38-0.28 0.52-0.68 0.68-0.96 0.72 0.07 0.12 0.17 0.23 0.28 0.3 0.4 0.26 0.91 0.33 1.24 0.35 0.2 0.01 0.34 0.15 0.47 0.31 1.36 1.65 2.33 2.01 7.29 2.17s5.95-0.14 7.41-1.7c0.14-0.15 0.29-0.28 0.49-0.28 0.33 0 0.85-0.04 1.26-0.27 0.12-0.07 0.22-0.17 0.3-0.28-0.28-0.06-0.66-0.25-0.91-0.78z" fill="url(#t)"/>
<path d="m72.03 22.73c-0.37-0.81 0.11-1.53 0.91-2.32 0.9-0.89 2.68-3.99 0.72-7.41-0.29-0.05-19.53-0.14-19.82-0.1-1.82 3.05-0.28 5.96 0.56 6.91 0.75 0.84 1.18 1.59 0.76 2.38-0.28 0.52-0.68 0.68-0.96 0.72 0.07 0.12 0.17 0.23 0.28 0.3 0.4 0.26 0.91 0.33 1.24 0.35 0.2 0.01 0.34 0.15 0.47 0.31 1.36 1.65 2.33 2.01 7.29 2.17s5.95-0.14 7.41-1.7c0.14-0.15 0.29-0.28 0.49-0.28 0.33 0 0.85-0.04 1.26-0.27 0.12-0.07 0.22-0.17 0.3-0.28-0.28-0.06-0.66-0.25-0.91-0.78z" fill="none" stroke="#8F7635" stroke-miterlimit="10"/>
<path d="m63.98 30.46c-1.42 0-2.58-1.14-2.58-2.54v-3.19h5.74v3.19c0 1.4-1.16 2.54-2.57 2.54h-0.59z" fill="#C48E6A"/>
<path d="m66.79 25.08v2.83c0 1.21-1 2.19-2.22 2.19h-0.59c-1.22 0-2.22-0.98-2.22-2.19v-2.83h5.03m0.71-0.71h-6.44v3.54c0 1.6 1.31 2.9 2.93 2.9h0.59c1.62 0 2.93-1.3 2.93-2.9v-3.54h-0.01z" fill="#B07853"/>
<path d="m56.75 20.46c-1.4 0-2.54-1.22-2.54-2.72s1.14-2.72 2.54-2.72h14.28c1.4 0 2.54 1.22 2.54 2.72s-1.14 2.72-2.54 2.72h-14.28z" fill="#C48E6A"/>
<path d="m71.02 15.28c1.26 0 2.28 1.1 2.28 2.46s-1.02 2.46-2.28 2.46h-14.27c-1.26 0-2.28-1.1-2.28-2.46s1.02-2.46 2.28-2.46h14.27m0-0.53h-14.27c-1.54 0-2.8 1.34-2.8 2.98s1.26 2.98 2.8 2.98h14.28c1.54 0 2.8-1.34 2.8-2.98s-1.27-2.98-2.81-2.98z" fill="#B07853"/>
<linearGradient id="s" gradientTransform="matrix(1 0 0 -1 0 131.43)" gradientUnits="userSpaceOnUse" x1="63.891" x2="63.891" y1="105.13" y2="126.5">
<stop offset=".0020528" stop-color="#CCA47A"/>
<stop offset=".2584" stop-color="#D6B088"/>
<stop offset=".5901" stop-color="#DEB892"/>
<stop offset="1" stop-color="#E0BB95"/>
</linearGradient>
<path d="m63.89 26.48c-4.09 0-8.5-3.17-8.5-10.14 0-5.58 3.25-11.6 8.5-11.6s8.5 6.02 8.5 11.6c-0.01 6.95-4.41 10.14-8.5 10.14z" fill="url(#s)"/>
<path d="m63.89 4.99c5.09 0 8.23 5.88 8.23 11.34 0 4.76-2.58 9.88-8.23 9.88-5.66 0-8.23-5.12-8.23-9.88-0.01-5.45 3.14-11.34 8.23-11.34m0-0.52c-4.55 0-8.76 4.86-8.76 11.86 0 6.96 4.34 10.4 8.76 10.4s8.76-3.44 8.76-10.4c-0.01-7-4.22-11.86-8.76-11.86z" fill="#BA8F63"/>
<path d="m62.68 19.71c0.08 0.19 1.21 1.21 1.21 1.21s1.13-1.02 1.21-1.21c0.07-0.19-2.5-0.19-2.42 0z" fill="#C48E6A"/>
<linearGradient id="r" gradientTransform="matrix(1 0 0 -1 0 131.43)" gradientUnits="userSpaceOnUse" x1="63.886" x2="63.886" y1="110.7" y2="107.26">
<stop offset="0" stop-color="#4D4D4D"/>
<stop offset=".2554" stop-color="#2F2F2F"/>
<stop offset=".5415" stop-color="#151515"/>
<stop offset=".7987" stop-color="#060606"/>
<stop offset="1"/>
</linearGradient>
<path d="m68.82 20.72c-3.13 1.71-6.4 1.71-9.87 0-0.24-0.12 1.1 3.43 4.94 3.43 3.84 0.01 5.17-3.56 4.93-3.43z" fill="url(#r)"/>
<radialGradient id="q" cx="62.98" cy="15.055" gradientTransform="matrix(.9997 -.0245 .0212 .8639 .3841 -1.5028)" gradientUnits="userSpaceOnUse" r="9.2066">
<stop offset="0" stop-color="#BFA055"/>
<stop offset="1" stop-color="#AB872F"/>
</radialGradient>
<path d="m60.47 4.25c-3.08 1.18-3.43-0.76-3.43-0.76-1.66 0.88-0.51 2.66-0.51 2.66s-1.71-0.08-2.41 1.41c-0.73 1.56-0.02 2.73-0.02 2.73s-1.62 1.08-0.93 2.97c0.46 1.25 1.75 1.72 1.75 1.72-0.09 2.72 0.8 4.02 0.8 4.02s0.2-3.26 0.48-5.23 0.63-3.08 2.57-3.84c1.62-0.63 5.23 1.18 5.23 1.18s1.81-1.39 3.5-1.6 3.46 0.13 4.09 3.58c0.25 1.37 0.35 5.37 0.35 5.37-0.02-0.12 0.85-1.64 0.97-3.16 0.04-0.57 0.87-1.96 1.1-2.99 0.51-2.24-0.27-3.98-0.63-4.49-0.66-0.94-2.2-2.23-3.33-2 0.03-1.22-0.96-2.32-2.12-2.68-3.19-1-6.55 0.76-7.46 1.11z" fill="url(#q)"/>
<defs>
<polygon id="p" points="55.52 1.99 52.56 7.38 52.24 13.88 53.62 14.73 54.35 12.61 66.49 6.66 71.96 10.28 73.57 13.76 74.97 12.51 74.18 1.53"/>
</defs>
<clipPath id="o">
<use xlink:href="#p"/>
</clipPath>
<g clip-path="url(#o)">
<path d="m60.47 4.25c-3.08 1.18-3.43-0.76-3.43-0.76-1.66 0.88-0.51 2.66-0.51 2.66s-1.71-0.08-2.41 1.41c-0.73 1.56-0.02 2.73-0.02 2.73s-1.62 1.08-0.93 2.97c0.46 1.25 1.75 1.72 1.75 1.72-0.09 2.72 0.8 4.02 0.8 4.02s0.95-4.69 0.83-5.41c0 0 1.95-0.44 4.15-1.77 1.48-0.9 2.49-1.94 4.17-2.36 2.56-0.64 3.18 1.21 3.18 1.21s2.37-0.52 3.17 2.78c0.33 1.35 0.51 3.63 0.71 5.01-0.02-0.12 0.85-1.64 0.97-3.16 0.04-0.57 0.87-1.96 1.1-2.99 0.51-2.24-0.27-3.98-0.63-4.49-0.66-0.94-2.2-2.23-3.33-2 0.03-1.22-0.96-2.32-2.12-2.68-3.18-1-6.54 0.76-7.45 1.11z" fill="none" stroke="#8F7635" stroke-miterlimit="10"/>
</g>
<path d="m62.38 16.47c-0.24 0-0.48-0.02-0.71-0.05l-0.34-0.05-0.33-0.07c-0.22-0.04-0.43-0.11-0.65-0.17s-0.42-0.13-0.63-0.2c-0.82-0.31-1.61-0.69-2.35-1.17l-0.51-0.33 0.13-0.43c0.06-0.19 0.12-0.37 0.2-0.55l0.11-0.28 0.13-0.27c0.08-0.18 0.18-0.36 0.28-0.54s0.22-0.35 0.35-0.53l0.09 0.02c-0.06 0.38-0.12 0.77-0.18 1.15l-0.2 1.15-0.04-0.08 1.17 0.55 1.18 0.58 1.18 0.59c0.39 0.19 0.78 0.4 1.17 0.6l-0.05 0.08z"/>
<radialGradient id="n" cx="114.04" cy="189.41" gradientTransform="matrix(.9263 .3768 .1497 -.368 -73.765 43.835)" gradientUnits="userSpaceOnUse" r="3.3762">
<stop offset=".0026442" stop-color="#f00"/>
<stop offset=".0722" stop-color="#F50000"/>
<stop offset=".7116" stop-color="#980000"/>
<stop offset="1" stop-color="#730000"/>
</radialGradient>
<path d="m60.53 18.01c-0.42 0-0.89-0.11-1.3-0.31-1.13-0.54-1.95-1.51-1.99-1.55l-0.34-0.4 0.52-0.06s0.36-0.04 0.85-0.04c0.63 0 1.17 0.07 1.6 0.21s1.46 0.52 1.75 1.09c0.08 0.17 0.1 0.34 0.05 0.5-0.11 0.35-0.54 0.56-1.14 0.56z" fill="url(#n)"/>
<path d="m58.28 15.93c0.46 0 1.03 0.04 1.51 0.19 0.97 0.31 1.75 0.81 1.62 1.23-0.08 0.24-0.42 0.38-0.87 0.38-0.35 0-0.77-0.09-1.18-0.28-1.1-0.52-1.9-1.48-1.9-1.48s0.35-0.04 0.82-0.04m0-0.57c-0.5 0-0.87 0.04-0.89 0.05l-1.05 0.12 0.68 0.81c0.04 0.04 0.9 1.06 2.08 1.63 0.45 0.22 0.96 0.34 1.43 0.34 0.73 0 1.26-0.29 1.41-0.77 0.24-0.75-0.48-1.46-1.98-1.95-0.45-0.16-1.02-0.23-1.68-0.23z"/>
<path d="m65.39 16.47c0.24 0 0.48-0.02 0.71-0.05l0.34-0.05 0.33-0.07c0.22-0.04 0.43-0.11 0.65-0.17s0.42-0.13 0.63-0.2c0.82-0.31 1.61-0.69 2.35-1.17l0.51-0.33-0.13-0.43c-0.06-0.19-0.12-0.37-0.2-0.55l-0.11-0.28-0.13-0.27c-0.08-0.18-0.18-0.36-0.28-0.54s-0.22-0.35-0.35-0.53l-0.09 0.02c0.06 0.38 0.12 0.77 0.18 1.15l0.2 1.15 0.04-0.08-1.18 0.57-1.18 0.58-1.18 0.59c-0.39 0.19-0.78 0.4-1.17 0.6l0.06 0.06z"/>
<radialGradient id="m" cx="-574.46" cy="-540.81" gradientTransform="matrix(-.9263 .3768 -.1497 -.368 -545.53 34.54)" gradientUnits="userSpaceOnUse" r="3.3762">
<stop offset=".0026442" stop-color="#f00"/>
<stop offset=".0722" stop-color="#F50000"/>
<stop offset=".7116" stop-color="#980000"/>
<stop offset="1" stop-color="#730000"/>
</radialGradient>
<path d="m67.24 18.01c-0.6 0-1.03-0.21-1.14-0.57-0.05-0.16-0.03-0.33 0.05-0.5 0.29-0.57 1.32-0.96 1.75-1.09 0.43-0.14 0.96-0.21 1.6-0.21 0.49 0 0.85 0.04 0.85 0.04l0.52 0.06-0.34 0.4c-0.04 0.04-0.86 1.01-1.99 1.55-0.41 0.22-0.88 0.32-1.3 0.32z" fill="url(#m)"/>
<path d="m69.49 15.93c0.47 0 0.82 0.04 0.82 0.04s-0.81 0.96-1.89 1.48c-0.41 0.19-0.83 0.28-1.18 0.28-0.45 0-0.8-0.14-0.87-0.38-0.14-0.42 0.64-0.92 1.62-1.23 0.47-0.15 1.04-0.19 1.5-0.19m0-0.57c-0.66 0-1.23 0.07-1.68 0.22-1.5 0.48-2.22 1.2-1.98 1.95 0.16 0.48 0.68 0.77 1.41 0.77 0.47 0 0.97-0.12 1.43-0.34 1.19-0.57 2.05-1.58 2.08-1.63l0.68-0.81-1.05-0.12c-0.02 0-0.39-0.04-0.89-0.04z"/>
<path d="m62.79 16.44-0.45-0.28c0.51-0.83 0.1-2.41 0.1-2.42l0.51-0.14c0.03 0.08 0.48 1.82-0.16 2.84z" fill="#B07853"/>
<path d="m64.95 16.44c-0.63-1.02-0.18-2.76-0.16-2.84l0.51 0.14c0 0.02-0.41 1.59 0.1 2.42l-0.45 0.28z" fill="#B07853"/>
<radialGradient id="k" cx="58.609" cy="97.642" gradientTransform="matrix(.9649 -.0175 -.0701 -1.0351 16.575 139.75)" gradientUnits="userSpaceOnUse" r="3.8375">
<stop offset=".0026442" stop-color="#f00"/>
<stop offset=".0722" stop-color="#F50000"/>
<stop offset=".7116" stop-color="#980000"/>
<stop offset="1" stop-color="#730000"/>
</radialGradient>
<polygon fill="url(#k)" points="64.23 36.37 65.9 32.45 68.16 36.27 66.59 42.87"/>
<path d="m65.94 33.16 1.88 3.16-1.29 5.44-1.96-5.38 1.37-3.22m-0.09-1.41-0.5 1.16-1.37 3.22-0.1 0.23 0.09 0.24 1.95 5.38 0.73 2.01 0.49-2.08 1.29-5.44 0.06-0.25-0.13-0.22-1.88-3.16-0.63-1.09z"/>
<linearGradient id="j" gradientTransform="matrix(1 0 0 -1 0 131.43)" gradientUnits="userSpaceOnUse" x1="29.379" x2="55.438" y1="99.582" y2="103.6">
<stop offset=".0028045" stop-color="#0063B2"/>
<stop offset="1" stop-color="#170D1F"/>
</linearGradient>
<path d="m33.44 39.98c-1.67 0-3.2-1.04-3.8-2.59l-4.12-10.63c-0.19-0.5-0.18-1.04 0.04-1.54 0.22-0.49 0.61-0.87 1.11-1.06l2.74-1.07c0.23-0.09 0.47-0.14 0.72-0.14 0.83 0 1.58 0.52 1.88 1.28l2.82 7.26 16.09-4.28c0.33-0.09 0.67-0.13 1.02-0.13 1.81 0 3.39 1.22 3.85 2.96 0.27 1.02 0.13 2.09-0.41 3.02-0.54 0.92-1.39 1.58-2.42 1.85l-18 4.79c-0.55 0.19-1.03 0.28-1.52 0.28z" fill="url(#j)"/>
<path d="m30.12 23.34c0.67 0 1.28 0.41 1.51 1.03l2.69 6.93 0.26 0.66 0.68-0.18 15.75-4.19c0.3-0.08 0.61-0.12 0.91-0.12 1.63 0 3.06 1.1 3.47 2.66 0.24 0.92 0.11 1.89-0.37 2.72s-1.25 1.42-2.18 1.67l-17.96 4.78h-0.04l-0.1 0.02-0.04 0.02c-0.41 0.16-0.85 0.24-1.29 0.24-1.51 0-2.89-0.94-3.44-2.34l-4.12-10.63c-0.32-0.83 0.09-1.77 0.92-2.09l2.74-1.06c0.22-0.09 0.41-0.12 0.61-0.12m0-0.79c-0.29 0-0.58 0.05-0.86 0.16l-2.74 1.06c-1.23 0.48-1.85 1.88-1.37 3.11l4.12 10.63c0.68 1.76 2.38 2.85 4.17 2.85 0.52 0 1.05-0.09 1.57-0.29 0.02 0 0.04 0 0.06-0.01l18-4.79c2.33-0.62 3.72-3.03 3.1-5.35-0.52-1.95-2.3-3.25-4.23-3.25-0.37 0-0.74 0.05-1.12 0.15l-15.75 4.19-2.69-6.93c-0.38-0.95-1.29-1.53-2.26-1.53z" fill="#0E2B52"/>
<path d="m40.87 123.2c-5.94 0-9.06-1.2-10.64-2.2-0.28-0.18-0.25-0.45-0.24-0.53 0.02-0.1 0.09-0.34 0.4-0.4 17.72-3.73 18.31-5.13 18.53-5.66 0.12-0.28 0.09-0.58-0.07-0.84-3.9-6.06-12.39-21.71-15.86-28.15-0.12-0.22-0.05-0.41 0.01-0.5 0.07-0.12 0.23-0.25 0.43-0.25 0.05 0 0.1 0.01 0.15 0.02l13.13 3.78c0.17 0.05 0.29 0.17 0.35 0.34l9.65 31.01c0.06 0.29 0.01 0.56-0.17 0.81-0.9 1.25-4.5 1.63-6.43 1.84-0.42 0.04-0.8 0.08-1.1 0.12-2.96 0.4-5.7 0.61-8.14 0.61z" fill="#0E2B52"/>
<path d="m33.69 85.38 12.78 3.68 9.61 30.89c0.03 0.17-0.01 0.24-0.06 0.31-0.73 1.02-4.41 1.41-5.99 1.58-0.43 0.05-0.81 0.09-1.12 0.13-2.94 0.4-5.65 0.6-8.05 0.6-5.47 0-8.46-1.02-10.04-1.94 17.75-3.75 18.35-5.19 18.68-5.97 0.2-0.48 0.15-0.99-0.12-1.42-3.83-5.98-12.14-21.27-15.69-27.86m-0.26-1.35c-0.82 0-1.43 0.9-1 1.69 3.27 6.08 11.94 22.06 15.88 28.2 0.89 1.39-12.71 4.41-18.06 5.53-1.01 0.21-1.24 1.54-0.37 2.09 1.7 1.08 4.96 2.3 10.98 2.3 2.31 0 5.03-0.18 8.23-0.61 2.28-0.31 8.91-0.54 8.22-3.6l-9.65-31.01c-0.11-0.37-0.41-0.65-0.78-0.76l-13.13-3.78c-0.11-0.04-0.22-0.05-0.32-0.05z"/>
<path d="m101.36 118.52c-0.75 0-1.53-0.02-2.33-0.07-6.89-0.39-9.03-1.91-9.62-3.11l-8.55-23.95c-0.04-0.12-0.02-0.25 0.07-0.34l8.83-9.88c0.07-0.08 0.15-0.12 0.25-0.12 0.15 0 0.32 0.09 0.34 0.3 0.75 6.56 2.59 22.44 3.39 28.2 0.07 0.51 0.24 1.7 15.39 7.56 0.21 0.08 0.22 0.27 0.22 0.35-0.01 0.08-0.04 0.25-0.26 0.3-1.68 0.34-4.39 0.76-7.73 0.76z" fill="#0E2B52"/>
<path d="m89.85 81.88c0.78 6.79 2.54 22.04 3.34 27.75 0.11 0.79 0.28 1.99 15.06 7.73-1.66 0.3-4.04 0.61-6.9 0.61-0.76 0-1.54-0.02-2.3-0.07-7.08-0.4-8.75-2.02-9.14-2.76l-8.5-23.82 8.44-9.44m0.15-1.38c-0.24 0-0.47 0.09-0.66 0.3l-8.83 9.88c-0.22 0.24-0.28 0.58-0.17 0.89l8.57 24.01c1.41 2.89 8.08 3.3 10.08 3.42 0.82 0.05 1.61 0.07 2.36 0.07 3.3 0 5.99-0.39 7.83-0.77 0.87-0.18 0.96-1.38 0.13-1.7-4.86-1.88-14.87-5.89-15.05-7.12-0.83-5.94-2.74-22.49-3.39-28.19-0.04-0.49-0.45-0.79-0.87-0.79z"/>
<linearGradient id="i" gradientTransform="matrix(1 0 0 -1 0 131.43)" gradientUnits="userSpaceOnUse" x1="23.308" x2="34.921" y1="127.19" y2="101.44">
<stop offset="0" stop-color="#17CB1F"/>
<stop offset=".356" stop-color="#0BB42E"/>
<stop offset=".7189" stop-color="#03A438"/>
<stop offset=".9972" stop-color="#009E3C"/>
</linearGradient>
<path d="m34.13 9.11c0.36 0.36 0.96 0.36 1.33 0 0.36-0.36 0.36-0.96 0-1.33l-1.27-1.57c-1.32-1.57-2.54-0.82-2.54-0.82 0.03-0.16 0.03-0.32-0.03-0.48-0.18-0.48-0.72-0.73-1.2-0.55 0 0-1.58 0.26-1.68 0.13-0.32-0.4-0.92-0.46-1.32-0.14l-2.23 1.82c-0.25 0.2-2.31 4.39-2.71 7.97-0.67 6 0.7 13.92 4.17 21.01 0 0 1.39-3.67 3.04-5.4 1.18-1.26 3.18-2.39 5.26-2.43 0 0-0.53-2.46-4.36-8.13-1.65-2.44-2.19-4.07-2.13-5.37h2.87c0.52 0 0.94-0.42 0.94-0.94s-0.42-0.94-0.94-0.94h-1.63c-2.12-1.19 0.04-3.15 1.15-3.92 0.67-0.47 1.35-0.22 1.35-0.22l1.93 1.31z" fill="url(#i)" stroke="#009245" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/>
<linearGradient id="h" gradientTransform="matrix(1 0 0 -1 0 131.43)" gradientUnits="userSpaceOnUse" x1="90.434" x2="101.31" y1="107.37" y2="83.242">
<stop offset="0" stop-color="#17CB1F"/>
<stop offset=".356" stop-color="#0BB42E"/>
<stop offset=".7189" stop-color="#03A438"/>
<stop offset=".9972" stop-color="#009E3C"/>
</linearGradient>
<path d="m103.83 24.65-2.92-2.59c-0.92-0.42-0.78-0.55-1.42 0-1.17 1 1.17 2.5 1.17 2.5-0.07 0.09-2.78-1.57-2.78-1.57-0.38-0.28-0.91-0.19-1.19 0.19l-0.03 0.04c-0.28 0.38-0.19 0.91 0.19 1.19l1.82 1.33c0.11 0.08-2.85-0.89-2.85-0.89-0.45-0.14-0.93 0.1-1.07 0.55l-0.02 0.05c-0.15 0.45 0.1 0.93 0.55 1.07l1.85 0.6c0 0.01 0 0.01 0.01 0.02 0 0 0.33 0.82 0.67 1.71 0.43 1.12 0.39 2.46-0.81 2.54l-1.33-0.08c-0.81-0.06-2.25 1.5 0.08 1.92l3.28 0.45c-0.2 1.44-1.16 2.86-4.27 4.78-5.51 3.42-6.97 5.3-6.97 5.3 1.7 0.76 2.87 2.4 3.33 3.87 0.64 2.03-0.22 6.58-0.22 6.58 5.79-4.73 10.22-13.04 11.86-17.59v0c1.28-3.55 0.76-7.55 0.84-7.96 0 0 0.43-3.71 0.23-4.01v0z" fill="url(#h)" stroke="#009245" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f640.png"
} | Generate code for a svg of a weary cat | <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="M114.11,70.76C112.31,44.78,94.44,26.3,64,26.3S15.69,44.78,13.89,70.76 c-1.05,15.14,5.05,28.01,17.09,36.21c0,0,12.21,9.88,33.02,10.14c20.81-0.26,33.02-10.14,33.02-10.14 C109.05,98.77,115.16,85.9,114.11,70.76z" style="fill:#FFC022;"/>
<path d="M54.12,45.02c1.13,0.96,3.42,0.82,4.75-0.72c1.61-1.87,3.29-8.17,2.24-17.91 c-4.67,0.17-9.09,0.84-13.21,1.97C51.23,33.82,52.03,43.24,54.12,45.02z" style="opacity:0.47;fill:#FF7043;"/>
<path d="M73.88,45.02c-1.13,0.96-3.42,0.82-4.75-0.72c-1.61-1.87-3.29-8.17-2.24-17.91 c4.67,0.17,9.09,0.84,13.21,1.97C76.77,33.82,75.97,43.24,73.88,45.02z" style="opacity:0.47;fill:#FF7043;"/>
<g>
<g>
<path d="M16.38,60.19c-5.26-36.84,8.59-52.2,15.33-55.51c2.13-1.04,4.36-0.91,6.1,0.6 c3.19,2.77,1.55,11.99,9.96,23.09" style="fill:#FFC022;"/>
<path d="M25.37,44.52c-1.13,1.34-2.29,0.17-2.36-1.58c-0.49-12.24,3.45-21.32,6.7-25.58 c1.13-1.48,3.48-0.96,3.86,0.87c0.73,3.54,2.17,8.62,4.88,12.86c0.56,0.87,0.33,2.03-0.53,2.6c-1.89,1.27-5.1,3.51-7.64,5.71 C28.52,40.91,26.77,42.85,25.37,44.52z" style="fill:#FFD1D1;"/>
</g>
<g>
<path d="M111.62,60.19c5.26-36.84-8.59-52.2-15.33-55.51c-2.13-1.04-4.36-0.91-6.1,0.6 c-3.19,2.77-1.55,11.99-9.96,23.09" style="fill:#FFC022;"/>
<path d="M102.63,44.52c1.13,1.34,2.29,0.17,2.36-1.58c0.49-12.24-3.45-21.32-6.7-25.58 c-1.13-1.48-3.48-0.96-3.86,0.87c-0.73,3.54-2.17,8.62-4.88,12.86c-0.56,0.87-0.33,2.03,0.53,2.6c1.89,1.27,5.1,3.51,7.64,5.71 C99.48,40.91,101.23,42.85,102.63,44.52z" style="fill:#FFD1D1;"/>
</g>
</g>
<path d="M55.96,68.97c-0.05-2.86,4.06-4.24,7.95-4.3s8.07,1.2,8.12,4.06c0.05,2.86-4.86,6.64-7.95,6.64 C61,75.37,56.01,71.83,55.96,68.97z"/>
<g>
<path d="M86.82,68.76c-5.2,0-9.65-3.87-10.59-9.21c-0.51-2.92,0.1-5.85,1.73-8.26 c1.62-2.39,4.04-3.97,6.82-4.46c0.59-0.1,1.18-0.15,1.77-0.15c5.2,0,9.65,3.87,10.59,9.21c0.51,2.92-0.1,5.85-1.73,8.26 c-1.62,2.39-4.04,3.97-6.82,4.46C88.01,68.71,87.42,68.76,86.82,68.76L86.82,68.76z" style="fill:#FFFDE7;"/>
<path d="M86.56,48.18c4.47,0,8.3,3.35,9.11,7.97c0.44,2.53-0.09,5.07-1.5,7.16 c-1.39,2.05-3.46,3.41-5.84,3.82c-0.5,0.09-1.01,0.13-1.51,0.13c-4.47,0-8.3-3.35-9.11-7.97c-0.44-2.53,0.09-5.07,1.5-7.16 c1.39-2.05,3.46-3.41,5.84-3.82C85.55,48.23,86.06,48.18,86.56,48.18 M86.56,45.18c-0.67,0-1.35,0.06-2.03,0.18 c-6.59,1.15-10.97,7.62-9.77,14.45c1.07,6.12,6.25,10.45,12.06,10.45c0.67,0,1.35-0.06,2.03-0.18 c6.59-1.15,10.97-7.62,9.77-14.45C97.56,49.51,92.37,45.18,86.56,45.18L86.56,45.18z" style="fill:#EF6C00;"/>
</g>
<g>
<path d="M40.62,68.76c-0.59,0-1.19-0.05-1.77-0.15c-2.78-0.49-5.21-2.07-6.82-4.46 c-1.63-2.41-2.24-5.34-1.73-8.26c0.93-5.34,5.39-9.21,10.59-9.21c0.59,0,1.19,0.05,1.77,0.15c5.77,1.01,9.6,6.71,8.55,12.72 C50.27,64.89,45.82,68.76,40.62,68.76z" style="fill:#FFFDE7;"/>
<path d="M40.88,48.18L40.88,48.18c0.5,0,1.01,0.04,1.51,0.13c2.38,0.42,4.45,1.77,5.84,3.82 c1.41,2.08,1.94,4.62,1.5,7.16c-0.81,4.62-4.64,7.97-9.11,7.97c-0.5,0-1.01-0.04-1.51-0.13c-4.95-0.87-8.24-5.79-7.33-10.98 C32.58,51.53,36.41,48.18,40.88,48.18 M40.88,45.18c-5.81,0-10.99,4.33-12.06,10.45c-1.19,6.83,3.18,13.3,9.77,14.45 c0.68,0.12,1.36,0.18,2.03,0.18c5.81,0,10.99-4.33,12.06-10.45c1.19-6.83-3.18-13.3-9.77-14.45 C42.23,45.24,41.55,45.18,40.88,45.18L40.88,45.18z" style="fill:#EF6C00;"/>
</g>
<path d="M65.98,80.55l-3.95,0.03c0,2.82-1.22,4.86-3.23,7c-2.84,3.02-5.48,6.59-5.48,12c0,7.96,4.79,12.59,10.68,12.59 s10.68-4.63,10.68-12.59c0-5.42-2.61-8.84-5.5-12.01C67.35,85.56,65.98,83.38,65.98,80.55z"/>
<line style="fill:none;stroke:#000000;stroke-width:4;stroke-linecap:round;stroke-miterlimit:10;" x1="64" x2="64" y1="70.02" y2="89.84"/>
<g>
<line style="fill:none;stroke:#9E9E9E;stroke-width:3;stroke-linecap:round;stroke-miterlimit:10;" x1="108.72" x2="123.2" y1="83.22" y2="84.89"/>
<line style="fill:none;stroke:#9E9E9E;stroke-width:3;stroke-linecap:round;stroke-miterlimit:10;" x1="105.54" x2="119.62" y1="69.26" y2="54.75"/>
<line style="fill:none;stroke:#9E9E9E;stroke-width:3;stroke-linecap:round;stroke-miterlimit:10;" x1="108.02" x2="124.5" y1="75.37" y2="69.26"/>
<line style="fill:none;stroke:#9E9E9E;stroke-width:3;stroke-linecap:round;stroke-miterlimit:10;" x1="19.28" x2="4.8" y1="83.22" y2="84.89"/>
<line style="fill:none;stroke:#9E9E9E;stroke-width:3;stroke-linecap:round;stroke-miterlimit:10;" x1="22.46" x2="8.38" y1="69.26" y2="54.75"/>
<line style="fill:none;stroke:#9E9E9E;stroke-width:3;stroke-linecap:round;stroke-miterlimit:10;" x1="19.98" x2="3.5" y1="75.37" y2="69.26"/>
</g>
<g>
<g>
<path d="M105.06,87.29c-0.08,1.08-0.24,2.15-0.46,3.2c-1.63,7.66-2.96,13.88-0.47,21.49 c1.36,4.16,3.19,8.31,5.53,12.02l-25.29,0c0,0-6.18-26.67-7.56-33.66c-2.38-12.09,14.16-23.38,24.04-14.94 C104.4,78.44,105.39,82.9,105.06,87.29z" style="fill:#FF9B17;"/>
<path d="M81.11,91.67c-2.36-11.16,8.34-18.79,19.01-15.12c0.84,0.29,2.14,0.91,2.31,0.83 c0.35-0.16-0.71-1.24-1.58-1.97c-9.88-8.45-26.43,2.84-24.04,14.94c1.38,6.98,7.56,33.66,7.56,33.66l4.38,0 C87.48,118.76,82.39,97.74,81.11,91.67z" style="fill:#EF6C00;"/>
</g>
<g>
<path d="M22.94,87.29c0.08,1.08,0.24,2.15,0.46,3.2c1.63,7.66,2.96,13.88,0.47,21.49 c-1.36,4.16-3.19,8.31-5.53,12.02l25.29,0c0,0,6.18-26.67,7.56-33.66c2.38-12.09-14.16-23.38-24.04-14.94 C23.6,78.44,22.61,82.9,22.94,87.29z" style="fill:#FF9B17;"/>
<path d="M46.89,91.67c2.36-11.16-8.34-18.79-19.01-15.12c-0.84,0.29-2.14,0.91-2.31,0.83 c-0.35-0.16,0.71-1.24,1.58-1.97c9.88-8.45,26.43,2.84,24.04,14.94C49.82,97.33,43.63,124,43.63,124l-4.38,0 C40.52,118.76,45.61,97.74,46.89,91.67z" style="fill:#EF6C00;"/>
</g>
</g>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white icon of a lollipop, possibly accompanied by a magnifying lens. | <?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 0 187.079 187.079" style="enable-background:new 0 0 187.079 187.079;" xml:space="preserve">
<g>
<g>
<g>
<path d="M111.668,46.659c-5.986-12.788-17.147-20.715-29.144-20.715c-0.033,0-0.069,0.004-0.101,0.004
c-11.092,0.04-20.802,6.791-25.98,18.06C49.414,59.315,54.3,73.86,62.465,79.774c6.542,4.741,14.563,4.02,20.932-1.891
c5.596-5.189,8.263-10.529,7.92-15.869c-0.44-6.935-5.936-10.933-6.17-11.099c-1.656-1.187-3.922-0.797-5.117,0.841
s-0.83,3.94,0.794,5.153c0.029,0.022,2.941,2.226,3.125,5.643c0.159,2.955-1.768,6.383-5.575,9.912
c-3.789,3.511-7.902,3.987-11.575,1.324c-5.784-4.189-9.024-14.967-3.637-26.698c3.998-8.71,11.031-13.723,19.29-13.751
c0.022,0,0.047-0.004,0.072-0.004c9.097,0,17.695,6.3,22.454,16.458c4.146,8.859,2.991,19.878-3.172,30.238
c-7.166,12.041-19.182,20.257-30.613,20.935c-10.359,0.624-19.467-2.327-26.294-8.508c-7-6.343-11.085-15.754-11.507-26.5
C32.57,44.977,54.375,26.849,54.595,26.665c1.58-1.292,1.811-3.619,0.52-5.196c-1.292-1.584-3.623-1.808-5.196-0.523
c-1.014,0.83-24.879,20.614-23.909,45.299c0.498,12.745,5.445,23.999,13.928,31.685c7.617,6.906,17.439,10.504,28.556,10.504
c1.032,0,2.082-0.029,3.139-0.094c13.805-0.819,28.141-10.446,36.524-24.533C115.594,71.311,116.875,57.769,111.668,46.659z"/>
<path d="M183.466,171.334l-63.799-63.799c8.905-11.315,14.268-25.544,14.268-41.026C133.935,29.837,104.098,0,67.427,0
S0.918,29.837,0.918,66.508s29.837,66.508,66.508,66.508c14.54,0,27.962-4.745,38.92-12.692c0.011,0.011,0.014,0.026,0.025,0.037
l64.033,64.033c1.79,1.79,4.142,2.685,6.499,2.685c2.367,0,4.738-0.902,6.542-2.706c1.75-1.75,2.714-4.067,2.717-6.524
C186.164,175.386,185.208,173.073,183.466,171.334z M67.427,125.627c-32.598,0-59.119-26.521-59.119-59.119
S34.828,7.389,67.427,7.389s59.119,26.521,59.119,59.119S100.025,125.627,67.427,125.627z M178.22,179.149
c-0.473,0.473-1.025,0.545-1.31,0.548c-0.004,0-0.004,0-0.004,0c-0.285,0-0.819-0.072-1.277-0.527l-61.421-61.421l2.612-2.612
l61.424,61.424c0.339,0.339,0.53,0.794,0.527,1.274C178.772,178.327,178.577,178.792,178.22,179.149z"/>
</g>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "df12977373b443b9fb88b6dff741eb1e4e67a1cdb2692a3156d2b928c4607be1.png"
} | Generate code for a svg of a a black and white photo of a black arrow pointing left | <svg xmlns="http://www.w3.org/2000/svg" width="10" height="10" viewBox="0 0 10 10" aria-hidden="true">
<g fill-rule="evenodd">
<path d="M0 5h7" stroke="currentColor" stroke-width="2px"></path>
<path d="M1 1l4 4-4 4" stroke="currentColor" stroke-width="2px" fill="none"></path>
</g>
</svg> | |
{
"bytes": "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",
"path": "48f5debf6fdfd7864cf45415094c9fdeeb3f5a836c02fe955492e42043a849b9.png"
} | Generate code for a svg of a a black and blue mug with a blue handle on a white background | <svg width="48" height="48" viewBox="0 0 48 48" fill="none" xmlns="http://www.w3.org/2000/svg">
<rect width="48" height="48" fill="white" fill-opacity="0.01"/>
<path d="M34 22V15M34 15V15C34 10.3088 34 7.96327 32.7601 6.34743C32.4409 5.93144 32.0686 5.55908 31.6526 5.23988C30.0367 4 27.6912 4 23 4H22C16.3431 4 13.5147 4 11.7574 5.75736C10 7.51472 10 10.3431 10 16V38H34V32C34 32 41 32 41 26C41 24 41 24 41 21C41 15 34 15 34 15Z" stroke="black" stroke-width="4" stroke-linecap="round" stroke-linejoin="round"/>
<path d="M9 38H35C36.6569 38 38 39.3431 38 41C38 42.6569 36.6569 44 35 44H9C7.34315 44 6 42.6569 6 41C6 39.3431 7.34315 38 9 38Z" fill="#2F88FF" stroke="black" stroke-width="4" stroke-linecap="round" stroke-linejoin="round"/>
</svg> | |
{
"bytes": "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",
"path": "2816018757a90320f8d703aeed6cee6510bb1163934d658e0ff7a125f6752e5a.png"
} | Generate code for a svg of a a black and white photo of a wifi symbol | <svg width="56" height="56" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 100 100" preserveAspectRatio="xMidYMid" class="uil-blank"><path fill="none" class="bk" d="M0 0h100v100H0z"/><g transform="scale(.55)"><circle cx="30" cy="150" r="30"><animate attributeName="opacity" from="0" to="1" dur="1.1s" begin="0" repeatCount="indefinite" keyTimes="0;0.5;1" values="0;1;1"/></circle><path d="M90 150h30c0-49.7-40.3-90-90-90v30c33.1 0 60 26.9 60 60z"><animate attributeName="opacity" from="0" to="1" dur="1.1s" begin=".11" repeatCount="indefinite" keyTimes="0;0.5;1" values="0;1;1"/></path><path d="M150 150h30C180 67.2 112.8 0 30 0v30c66.3 0 120 53.7 120 120z"><animate attributeName="opacity" from="0" to="1" dur="1.1s" begin=".22" repeatCount="indefinite" keyTimes="0;0.5;1" values="0;1;1"/></path></g></svg> | |
{
"bytes": "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",
"path": "8c04659cb3b1a76535ae2e33cf3f23f6592ce182eab3cdd7516df5ab0b9b43a2.png"
} | Generate code for a svg of a gesundd zusammen logo on a blue background | <svg width="368" height="200" fill="none" xmlns="http://www.w3.org/2000/svg"><rect width="368" height="200" rx="4" fill="#003269"/><path fill-rule="evenodd" clip-rule="evenodd" d="M78.105 79.58c-4.402 2.025-8.42 5.465-10.764 8.018l-.027.029-22.025 20.329L44 106.56l21.968-20.276c2.462-2.675 6.664-6.278 11.343-8.43 4.675-2.151 10.07-2.948 14.6.479 2.025 1.334 4.405 4.038 5.103 7.89.707 3.905-.344 8.82-4.912 14.472l-.035.044-24.762 24.167-1.327-1.359 24.681-24.089c4.279-5.313 5.07-9.668 4.485-12.897-.593-3.275-2.632-5.566-4.3-6.657l-.029-.019-.027-.02c-3.717-2.827-8.271-2.315-12.683-.285z" fill="#fff"/><path fill-rule="evenodd" clip-rule="evenodd" d="M68.178 79.58c4.402 2.025 8.42 5.465 10.764 8.018l.027.029 22.025 20.329 1.289-1.396-21.969-20.276c-2.461-2.675-6.663-6.278-11.342-8.43-4.676-2.151-10.07-2.948-14.6.479-2.025 1.334-4.405 4.038-5.103 7.89-.708 3.905.344 8.82 4.912 14.472l.035.044 24.762 24.167 1.327-1.359-24.682-24.089c-4.278-5.313-5.07-9.668-4.485-12.897.594-3.275 2.633-5.566 4.301-6.657l.029-.019.026-.02c3.718-2.827 8.272-2.315 12.684-.285z" fill="#fff"/><path d="M126.005 90.822c1.6 0 2.983.309 4.151.927 1.693.89 2.728 2.447 3.107 4.673h-2.284c-.278-1.244-.854-2.149-1.728-2.713-.873-.572-1.975-.858-3.304-.858-1.577 0-2.907.591-3.989 1.774-1.074 1.183-1.612 2.945-1.612 5.287 0 2.026.445 3.676 1.334 4.951.889 1.268 2.338 1.902 4.348 1.902 1.538 0 2.81-.445 3.815-1.333 1.012-.897 1.53-2.343 1.553-4.337h-5.333v-1.913h7.478v9.113h-1.484l-.556-2.191c-.781.858-1.473 1.453-2.076 1.786-1.012.572-2.299.858-3.861.858-2.017 0-3.753-.654-5.206-1.96-1.585-1.639-2.377-3.888-2.377-6.748 0-2.853.773-5.121 2.319-6.806 1.469-1.608 3.37-2.412 5.705-2.412zm16.012 4.777c.882 0 1.736.209 2.563.626.827.41 1.457.943 1.89 1.6.417.626.696 1.357.835 2.192.123.572.185 1.484.185 2.736h-9.102c.039 1.26.336 2.273.893 3.038.557.757 1.418 1.136 2.586 1.136 1.09 0 1.959-.359 2.608-1.078a3.63 3.63 0 00.789-1.449h2.052c-.054.456-.235.966-.545 1.53-.301.557-.641 1.013-1.02 1.368-.634.619-1.419 1.036-2.354 1.253a7.18 7.18 0 01-1.704.185c-1.546 0-2.857-.56-3.931-1.681-1.074-1.129-1.612-2.706-1.612-4.731 0-1.994.541-3.614 1.624-4.858 1.082-1.245 2.496-1.867 4.243-1.867zm3.328 5.496c-.085-.904-.282-1.627-.591-2.168-.572-1.005-1.527-1.508-2.864-1.508-.959 0-1.763.348-2.412 1.044-.649.688-.993 1.565-1.032 2.632h6.899zm5.96 3.305c.062.695.236 1.229.522 1.6.525.672 1.437 1.008 2.736 1.008.773 0 1.453-.166 2.041-.498.587-.34.881-.862.881-1.565 0-.534-.236-.94-.707-1.218-.302-.17-.897-.367-1.786-.591l-1.658-.418c-1.059-.263-1.84-.556-2.342-.881-.897-.564-1.345-1.345-1.345-2.342 0-1.175.421-2.126 1.264-2.853.85-.726 1.99-1.09 3.42-1.09 1.871 0 3.22.55 4.047 1.647.518.696.769 1.446.754 2.25h-1.972a2.407 2.407 0 00-.498-1.287c-.479-.55-1.31-.824-2.493-.824-.789 0-1.388.151-1.797.452-.402.302-.603.7-.603 1.195 0 .54.266.974.8 1.298.309.194.765.364 1.368.511l1.38.336c1.499.363 2.504.715 3.015 1.055.811.533 1.217 1.372 1.217 2.516 0 1.105-.421 2.06-1.264 2.864-.835.804-2.11 1.206-3.826 1.206-1.848 0-3.158-.418-3.931-1.252-.765-.843-1.175-1.883-1.229-3.119h2.006zm12.72-8.523v8.244c0 .634.1 1.152.301 1.554.371.742 1.063 1.113 2.076 1.113 1.453 0 2.442-.649 2.968-1.948.286-.696.429-1.65.429-2.864v-6.099h2.087v12.418h-1.971l.023-1.832c-.27.472-.607.87-1.009 1.195-.796.649-1.762.974-2.898.974-1.771 0-2.976-.592-3.618-1.774-.348-.634-.522-1.481-.522-2.54v-8.44h2.134zm11.131 0h1.983v1.763c.587-.727 1.209-1.249 1.866-1.566.657-.317 1.388-.475 2.192-.475 1.762 0 2.953.614 3.571 1.844.34.672.51 1.635.51 2.887v7.965h-2.122v-7.826c0-.758-.112-1.368-.336-1.832-.371-.773-1.043-1.16-2.017-1.16-.495 0-.901.05-1.218.151-.572.17-1.074.51-1.507 1.02-.348.41-.576.835-.684 1.276-.101.433-.151 1.055-.151 1.867v6.504h-2.087V95.877zm14.54 6.354c0 1.33.282 2.443.846 3.34.565.896 1.469 1.345 2.714 1.345.966 0 1.758-.414 2.377-1.241.626-.835.939-2.029.939-3.583 0-1.569-.321-2.728-.963-3.478-.641-.758-1.434-1.137-2.377-1.137-1.051 0-1.905.402-2.562 1.206-.649.804-.974 1.987-.974 3.548zm3.142-6.574c.951 0 1.747.2 2.389.603.371.232.792.638 1.264 1.217v-6.273h2.006v17.091h-1.879v-1.727c-.487.765-1.063 1.318-1.728 1.658-.664.34-1.426.51-2.284.51-1.383 0-2.582-.58-3.594-1.739-1.013-1.167-1.519-2.717-1.519-4.65 0-1.809.46-3.374 1.38-4.696.927-1.33 2.249-1.994 3.965-1.994zm7.827 9.624l8.824-11.05h-8.604v-3.026h13.056v2.863l-8.94 11.213h8.963v3.014h-13.299v-3.014zm18.749-9.624v7.618c0 .719.085 1.26.255 1.623.301.642.893.963 1.774.963 1.129 0 1.902-.457 2.319-1.369.216-.494.325-1.148.325-1.959v-6.876h3.351v12.638h-3.212v-1.785a5.699 5.699 0 00-.232.348 2.347 2.347 0 01-.441.51c-.518.464-1.02.781-1.507.951-.479.17-1.044.255-1.693.255-1.871 0-3.131-.673-3.78-2.018-.363-.742-.545-1.836-.545-3.281v-7.618h3.386zm13.798 8.603c.069.588.22 1.005.452 1.253.41.44 1.167.661 2.273.661.649 0 1.163-.097 1.542-.29.386-.194.58-.483.58-.87a.937.937 0 00-.464-.846c-.309-.194-1.457-.526-3.444-.998-1.43-.355-2.439-.8-3.026-1.333-.588-.526-.881-1.283-.881-2.273 0-1.167.456-2.168 1.368-3.003.92-.842 2.211-1.264 3.873-1.264 1.576 0 2.86.317 3.849.951.997.626 1.569 1.712 1.716 3.258h-3.304c-.047-.425-.167-.76-.36-1.008-.363-.449-.982-.673-1.855-.673-.719 0-1.233.112-1.542.337-.302.224-.452.486-.452.788 0 .379.162.653.487.823.324.178 1.472.483 3.443.916 1.314.309 2.3.777 2.957 1.403.649.634.974 1.426.974 2.377 0 1.252-.468 2.277-1.403 3.073-.928.788-2.365 1.182-4.313 1.182-1.987 0-3.456-.417-4.406-1.252-.944-.842-1.415-1.913-1.415-3.212h3.351zm17.613-2.11a3.8 3.8 0 01-.638.325 5.569 5.569 0 01-.87.22l-.742.139c-.695.124-1.194.275-1.496.452-.51.302-.765.77-.765 1.403 0 .565.155.974.464 1.23.317.247.7.371 1.148.371.711 0 1.364-.209 1.959-.627.603-.417.916-1.178.94-2.284v-1.229zm-2.006-1.542c.61-.077 1.047-.174 1.31-.29.472-.201.707-.514.707-.94 0-.517-.181-.873-.545-1.066-.355-.2-.881-.301-1.577-.301-.78 0-1.333.193-1.658.58-.232.285-.386.672-.463 1.159h-3.189c.069-1.105.379-2.014.927-2.725.874-1.113 2.374-1.67 4.499-1.67 1.384 0 2.613.275 3.688.824 1.074.549 1.611 1.584 1.611 3.107v5.798c0 .402.008.889.023 1.461.024.433.089.726.198.881.108.154.27.282.487.382v.487h-3.595c-.1-.255-.17-.494-.209-.718a8.925 8.925 0 01-.092-.766 6.79 6.79 0 01-1.577 1.264c-.711.41-1.515.615-2.412.615-1.144 0-2.091-.325-2.841-.974-.742-.657-1.113-1.585-1.113-2.783 0-1.554.599-2.679 1.797-3.374.657-.379 1.624-.65 2.899-.812l1.125-.139zm22.378-5.229c.557 0 1.105.108 1.647.324.541.217 1.032.596 1.472 1.137.356.44.595.981.719 1.623.077.425.116 1.047.116 1.867l-.023 7.965h-3.386v-8.046c0-.48-.077-.874-.232-1.183-.294-.588-.835-.881-1.623-.881-.912 0-1.542.378-1.89 1.136-.178.402-.267.885-.267 1.449v7.525h-3.328v-7.525c0-.749-.077-1.294-.231-1.635-.279-.61-.824-.916-1.635-.916-.943 0-1.577.306-1.902.916-.178.348-.267.866-.267 1.554v7.606h-3.351V95.68h3.212v1.844c.41-.657.796-1.125 1.16-1.403.641-.495 1.472-.742 2.493-.742.966 0 1.747.212 2.342.637.479.395.842.9 1.09 1.52.433-.743.97-1.288 1.611-1.636.681-.347 1.438-.521 2.273-.521zm21.126 0a4.4 4.4 0 011.647.324c.541.217 1.032.596 1.472 1.137.356.44.595.981.719 1.623.077.425.116 1.047.116 1.867l-.023 7.965h-3.386v-8.046c0-.48-.077-.874-.232-1.183-.294-.588-.835-.881-1.623-.881-.912 0-1.542.378-1.89 1.136-.178.402-.267.885-.267 1.449v7.525h-3.328v-7.525c0-.749-.077-1.294-.231-1.635-.279-.61-.824-.916-1.635-.916-.943 0-1.577.306-1.902.916-.178.348-.267.866-.267 1.554v7.606h-3.351V95.68h3.212v1.844c.41-.657.796-1.125 1.16-1.403.641-.495 1.472-.742 2.493-.742.966 0 1.747.212 2.342.637.479.395.842.9 1.09 1.52.433-.743.97-1.288 1.612-1.636.68-.347 1.437-.521 2.272-.521zm11.989 2.667c-.765 0-1.36.24-1.785.718-.418.48-.681 1.129-.789 1.948h5.137c-.054-.873-.321-1.534-.8-1.982-.472-.457-1.059-.684-1.763-.684zm0-2.725c1.052 0 1.999.197 2.841.591.843.394 1.538 1.016 2.087 1.867.495.75.816 1.62.963 2.609.085.579.119 1.414.104 2.504h-8.65c.046 1.268.445 2.157 1.194 2.667.456.317 1.005.475 1.647.475.68 0 1.233-.193 1.658-.579.232-.209.437-.499.614-.87h3.375c-.085.75-.476 1.511-1.171 2.284-1.083 1.229-2.598 1.844-4.546 1.844-1.608 0-3.026-.518-4.255-1.554s-1.844-2.721-1.844-5.055c0-2.188.553-3.865 1.658-5.032 1.114-1.168 2.555-1.751 4.325-1.751zm15.236.035c1.307 0 2.373.344 3.2 1.031.835.68 1.253 1.813 1.253 3.398v8.51h-3.386v-7.687c0-.665-.089-1.175-.267-1.53-.324-.65-.943-.975-1.855-.975-1.121 0-1.89.476-2.307 1.427-.217.502-.325 1.144-.325 1.924v6.841h-3.293V95.68h3.189v1.844c.425-.65.827-1.117 1.205-1.403.681-.51 1.543-.765 2.586-.765z" fill="#fff"/></svg> | |
{
"bytes": "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",
"path": "1027798fd7b844967a5e27e2f31cf0402f13f5ef92e13c6d2e08976525a10fc7.png"
} | Generate code for a svg of a a close up of a red and black logo with a white background | <svg xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns="http://www.w3.org/2000/svg" version="1.1" xmlns:cc="http://creativecommons.org/ns#" xmlns:dc="http://purl.org/dc/elements/1.1/" viewBox="0 0 39.5591 40.7535">
<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>
</rdf:RDF>
</metadata>
<g fill-rule="nonzero" transform="translate(-265.93475,-743.41399)">
<path d="m288.681,743.45c9.0625-0.55176,16.25,5.33203,16.7822,14.4434,0.60058,10.3662-7.65625,20.9912-18.4522,23.7402-3.73535,0.94239-7.23144,0.83497-10.2686-0.122-0.21973-4.0918,0.57617-8.3545,2.3291-11.333,2.85645-4.85351,7.18261-4.43847,9.6582,0.92285,0.93262,2.0166,1.46972,4.44824,1.62597,6.95313,0.86426-0.45899,1.70411-0.97657,2.50489-1.5332-2.67578-6.49414-3.87208-14.1846,5.71777-27.6904-2.78808-2.23144-7.0752-3.31543-12.4268-2.62695,0.79103-0.92285,1.63086-1.8457,2.5293-2.7539z" fill="#000"/>
<path d="m286.474,754.446c-0.77638,1.63087-0.46388,2.97364,0.69335,2.99805,1.15235,0.0195,2.71972-1.28906,3.4961-2.9248,0.77636-1.63086,0.46875-2.97364-0.68848-2.99805-1.15722-0.0195-2.72461,1.28906-3.50097,2.9248zm-0.78614-4.6289c-8.10548,9.93653-11.5478,22.8418-11.0644,34.3506-4.78516-1.91406-8.29103-6.52832-8.65723-12.3779v-0.0684c-0.60547-10.376,7.67089-21.0058,18.4814-23.7451,4.19923-1.05957,8.16406-0.77636,11.4746,0.57618-0.68847,1.96289-1.84082,4.20899-2.9834,5.90331-2.39257,3.55469-5.83007,5.7959-7.67577,5.00978-1.84083-0.79103-1.39649-4.31641,1.00097-7.87598,0.55175-0.82031,1.1621-1.57227,1.79688-2.23145-0.78125,0.10738-1.57228,0.25879-2.37305,0.45899z" fill="#b80017"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f601.png"
} | Generate code for a svg of a beaming face with smiling eyes | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="216.9" gradientTransform="matrix(1 0 0 1 0 -154)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</g>
<g id="facial_expressions">
<path d="M101.7,72.21c-1.4-2.52-4.44-3.63-7.14-2.6c-9,2.8-20,3.83-31.08,3.84 C52.79,73.49,42.15,72,31.89,69c-2.7-1.03-5.74,0.08-7.14,2.6c-1.36,2.51-0.37,5.42,0.77,7.93C32,93.65,46.1,102.09,63.4,102.14 h0.16c17.3,0,30.94-7.9,37.37-22C102.07,77.63,103.06,74.72,101.7,72.21z" style="fill:#FFFFFF;"/>
<g id="smiling-eyes-grinning-face">
<g id="eyes">
<path d="M49,56.89l-0.15-0.2l-0.43-0.55l-0.53-0.57c-0.22-0.25-0.48-0.49-0.73-0.75s-0.56-0.51-0.84-0.72 c-0.26-0.2-0.54-0.39-0.84-0.54c-0.2-0.11-0.42-0.2-0.65-0.25c-0.07-0.01-0.14-0.01-0.21,0c0,0-0.06,0-0.09,0h-0.08 c0.12,0-0.27,0,0.27,0h-0.55c-0.15,0-0.05,0,0,0h0.08c0.08,0,0,0,0,0h-0.11c-0.23,0.05-0.45,0.13-0.66,0.25 c-0.29,0.16-0.58,0.34-0.84,0.54c-0.29,0.22-0.57,0.46-0.83,0.72c-0.53,0.51-1,1-1.3,1.39l-0.52,0.6l-0.23,0.27 c-1.44,1.61-3.87,1.87-5.62,0.61c-1.12-0.78-1.69-2.13-1.47-3.48c0,0,0.07-0.4,0.26-1.11c0.3-1.01,0.72-1.99,1.25-2.91 c0.85-1.5,2-2.81,3.38-3.85c0.91-0.7,1.92-1.26,3-1.65c0.3-0.12,0.61-0.21,0.92-0.29c0.33-0.1,0.66-0.17,1-0.23l0.61-0.09 l0.51-0.06h0.55h0.79h0.51c0.34,0,0.67,0.09,1,0.14c0.64,0.11,1.28,0.28,1.89,0.51c1.08,0.39,2.09,0.95,3,1.65 c1.38,1.04,2.53,2.35,3.38,3.85c0.31,0.52,0.58,1.07,0.8,1.63c0.19,0.45,0.35,0.9,0.48,1.37c0.07,0.24,0.13,0.48,0.16,0.72v0.25 c0.3,2.04-1.12,3.94-3.16,4.24c-0.05,0.01-0.1,0.01-0.15,0.02C51.39,58.61,49.93,58.03,49,56.89z" style="fill:#422B0D;"/>
<path d="M88.46,56.89l-0.16-0.2l-0.43-0.55l-0.53-0.57c-0.22-0.25-0.48-0.49-0.73-0.75 s-0.56-0.51-0.84-0.72c-0.26-0.2-0.54-0.39-0.84-0.54c-0.2-0.11-0.42-0.2-0.65-0.25c-0.07-0.01-0.14-0.01-0.21,0 c0,0-0.06,0-0.09,0H83.9c0.12,0-0.27,0,0.27,0h-0.55c-0.15,0-0.05,0,0,0h0.08c0.08,0,0,0,0,0h-0.11 c-0.23,0.05-0.45,0.13-0.66,0.25c-0.29,0.15-0.57,0.34-0.83,0.54c-0.3,0.22-0.58,0.46-0.84,0.72c-0.53,0.51-1,1-1.3,1.39 l-0.52,0.6l-0.22,0.27c-1.45,1.61-3.87,1.87-5.63,0.61c-1.12-0.78-1.69-2.13-1.47-3.48c0,0,0.07-0.4,0.27-1.11 c0.3-1.02,0.71-2,1.25-2.91c0.85-1.5,1.99-2.81,3.37-3.85c0.91-0.7,1.92-1.26,3-1.65c0.3-0.12,0.61-0.21,0.92-0.29 c0.33-0.1,0.66-0.17,1-0.23l0.62-0.09l0.5-0.06h0.55h0.79h0.51c0.34,0,0.67,0.09,1,0.14c0.65,0.11,1.28,0.28,1.89,0.51 c1.08,0.39,2.09,0.95,3,1.65c1.38,1.04,2.53,2.35,3.38,3.85c0.31,0.52,0.58,1.07,0.8,1.63c0.19,0.44,0.35,0.89,0.48,1.35 c0.07,0.24,0.13,0.48,0.16,0.72v0.25c0.32,2.04-1.08,3.95-3.12,4.27c-0.03,0-0.06,0.01-0.09,0.01 C90.91,58.65,89.4,58.07,88.46,56.89z" style="fill:#422B0D;"/>
</g>
</g>
<path d="M62.84,74.7" style="fill:#422B0D;"/>
<path d="M62.84,74.7" style="fill:#422B0D;"/>
<path d="M63.42,100.89" style="fill:#422B0D;"/>
<path d="M63.49,74.7" style="fill:#422B0D;"/>
<path d="M63.49,74.7" style="fill:#422B0D;"/>
<path d="M63.42,100.89" style="fill:#422B0D;"/>
</g>
<path d="M100.89,75.83c-0.09,0.06-6.2,4.63-17.69,7.59v-11.3c-1.31,0.2-2.65,0.37-4,0.52v11.68 c-4.65,0.92-9.38,1.43-14.12,1.53V73.43H63.5c-0.81,0-1.61,0-2.42,0v12.42c0.43,0.01,0.43,0.02,0,0.02l-0.02-0.02 c-4.63-0.08-9.24-0.52-13.8-1.33V72.33c-1.36-0.18-2.69-0.39-4-0.62v11.97c-11.82-2.81-17.76-7.3-17.84-7.37 c-0.33-0.26-0.74-0.41-1.16-0.42c0.28,1.26,0.7,2.49,1.26,3.66c0.35,0.77,0.73,1.51,1.13,2.25c5.23,2.77,10.82,4.79,16.61,6v0.02 v9.84c1.3,0.63,2.64,1.2,4,1.69V88.6c4.56,0.76,9.18,1.18,13.8,1.25l0.02,0.02c-0.01,0-0.01,0-0.02,0v12.21 c0.77,0,1.55,0.08,2.34,0.08h0.16c0.51,0,1,0,1.5,0V89.85l-0.06,0l0.06,0c4.74-0.09,9.47-0.57,14.14-1.43v11.21 c1.36-0.46,2.7-1,4-1.61V87.57c6.1-1.4,11.97-3.69,17.41-6.79c0.1-0.22,0.22-0.42,0.32-0.64c0.73-1.48,1.21-3.07,1.4-4.71 C101.82,75.37,101.3,75.52,100.89,75.83z" style="fill:#B3B3B3;"/>
<path d="M102.11,71.63c-1.42-2.53-4.47-3.65-7.19-2.63c-10.26,2.99-20.9,4.48-31.58,4.43 C52.65,73.48,42.01,71.99,31.75,69c-2.69-1.02-5.73,0.08-7.13,2.6c-1.36,2.51-0.38,5.42,0.77,7.93c0.51,1.13,1.08,2.24,1.71,3.31 c0,0-2.1-7.78-0.28-10.04c0.62-0.96,1.66-1.56,2.8-1.62c0.47,0,0.93,0.08,1.38,0.22c10.44,3.07,21.27,4.62,32.16,4.6h0.35 c10.89,0.02,21.72-1.53,32.16-4.6c0.45-0.14,0.91-0.22,1.38-0.22c1.14,0.06,2.19,0.66,2.81,1.62c1.85,2.26-0.28,10.07-0.28,10.07 c0.62-1.07,1.24-2.17,1.76-3.31C102.48,77.05,103.47,74.15,102.11,71.63z" style="fill:#EB8F00;"/>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1faf0_1f3fc.png"
} | Generate code for a svg of a hand with index finger and thumb crossed: 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">
<path d="M34.25,4.58c-0.01,0-0.02,0-0.03,0c-1.42,0.12-8.21,0.14-5.73,8.86c0.9,3.16,3.68,6.02,5.01,14.46 c0.71,4.5,0.56,18.95,0.56,18.95s18.99-12.98,17.88-22.79S41.79,4.57,34.25,4.58z" style="fill:#CCA47A;"/>
<path d="M106.43,70.65c-5.88-3.73-11.14-1-11.14-1s0.82-8.81-5.7-12.4c-5.32-2.93-11.32,1.38-11.32,1.38 s0.66-9.26-6.2-12.27c-7.72-3.38-12.72,1.82-12.72,1.82S72.3,23.65,73.9,18.12c2.52-8.7-1.47-12.72-4.26-13.86 c-2.35-0.96-5.09,0.8-7.7,3.73S50.66,20.56,43.98,29.59S22.8,59.55,19.55,70.14c-1.38,4.52-3.12,12.16-1.24,17.81 c2.56,7.7,11.82,16.74,18.49,21.15c2.72,1.79,9.16,5.12,13.08,7.02c4.88,2.22,9.89,4.11,13.74,5.01 c27.01,6.28,33.94-0.59,35.83-2.76c3.6-4.14,5.71-10.11,8.38-19.85S111.74,74.01,106.43,70.65z" style="fill:#E0BB95;"/>
<path d="M106.43,70.65c-5.88-3.73-11.14-1-11.14-1s0.82-8.81-5.7-12.4c-5.32-2.93-11.32,1.38-11.32,1.38 s0.66-9.26-6.2-12.27c-7.72-3.38-12.72,1.82-12.72,1.82l-2.71,2.88c3.29-2.86,8.45-2.76,12.27-0.64s6.45,5.88,8.35,9.81 c3.78-0.82,7.87-0.04,11.08,2.1c3.22,2.14,5.51,5.61,6.22,9.41c2.27-1.2,5.11-0.76,7.41,0.4c2.3,1.15,4.2,2.94,6.22,4.52 c0.45,0.35,1.05,0.71,1.56,0.54C109.24,74.16,108.2,71.77,106.43,70.65z" style="fill:#CCA47A;"/>
<g>
<path d="M34.06,44.02v-4.75c0,0,5.72-12.81,8.98-16.16c3.26-3.36,4.19-4.1,4.19-4.1L44.7,9.8 c0,0,3.66,3.84,4.92,6.8s1.5,3.67,1.5,3.67L34.06,44.02z" style="fill:#BA8F63;"/>
<path d="M108.74,73.58c0,0-1.36,15.23-3.38,22c-5.84,19.61-10.67,29.6-41.76,22.14 c-23.74-5.69-42.62-24.65-42.62-24.65c14.54,25.82,59.15,36.69,75.13,27.96c7.43-4.06,13.26-18.51,14.35-37.61 C110.86,76.44,108.74,73.58,108.74,73.58z" style="fill:#BA8F63;"/>
<path d="M76.56,66.11c2.26-5.05,1.68-7.58,1.68-7.58s-2.72,1.44-5.19,6.19c-1.78,3.42-3.84,7.86-6.01,12.53 c-1.04,1.77-3.45,2.39-3.05,4.75c0.4,2.36,2.79,2.51,4.08,2.66c1.57,0.19,1.63-2.85,1.85-4.47C72.66,75.22,74.63,70.42,76.56,66.11 z" style="fill:#BA8F63;"/>
<path d="M94.92,75.4c1.2-3.21,0.58-6.03,0.58-6.03s-2.35,1.36-4,4.63c-1.73,3.44-3.8,8.61-5.77,13.37 c-0.96,1.82-3.35,2.53-2.85,4.87c0.5,2.34,2.9,2.39,4.19,2.49c1.58,0.12,1.51-2.92,1.66-4.54C91.25,85.11,93.26,79.83,94.92,75.4z" style="fill:#BA8F63;"/>
<path d="M59.36,48.18c0,0,12.94-24.53,14.54-30.06c0.88-3.02,1.08-5.87,0.63-7.9 C74.07,8.19,72.99,7,72.64,6.55c0,0,0.77,3.69-1.48,8.44c-1.91,4.03-24.28,47.35-25.53,49.23c-1.65,2.49-3.92,4.15-2.66,6.9 c0.51,1.12,3.21,2.12,4.64,0.93c1.7-1.41,1.36-4.3,2.13-5.92s2.19-4.34,4.56-9.66C56.68,51.15,59.36,48.18,59.36,48.18z" style="fill:#BA8F63;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow racing car screeching around the bend. | <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="#f8e69f" d="M0 0h9l3 2 9-1q-9 1-2 5 3-2 5 0-2 3-1 8 7 0 8 8l-2 3 5 1-1 3-9-3q2-3 3 1l1-3-4-1q-3 5-3 11-4-3-2 2l-3 2 1 1-4 5 1 1q-4 1-4 4l10 18-2 8-7-1-10 3q-1 2 1 4h7q-6 2-9 6z"/><path fill="#f9e69d" d="M9 0h68q1 2-2 2l2 1-12 8V8q5 0 0-3-5-1-10 1-1-4-3-1l1 5q3 3-1 4 3 2 3 6l4-1 3 3q-6 3-6 7 1 2 4 1 1 2 3 2-6 0-10 5v-6l-2-3 5-3q-6-2-7-5-3 0 0 2h-4l-4 3q0 2 2 3l-2 3q-10-1-6 7-3 0-3 2l-1 5q-6 2 1 3h11l-4 2-9-1q3 1 0 2-3-1-2-3-3-1-4 2l-1 3h-8q2 6 9 5l23 5 16 3-6 1q0 3 3 4-6 2-11-1-4 6-9 1l1-1q-6 1-11-3l-4 2q0 4-5 5l-1 3q-1-3-1 0l4 1-10 2q3-3-1-3-3 0-4 3-2-3-4 0l-3-3 10-3 7 1 2-8-10-18q0-3 4-4l-1-1 4-5-1-1 3-2q-2-5 2-2 0-6 3-11l4 1-1 3q-1-4-3-1l9 3 1-3-5-1 2-3q-1-8-8-8-1-5 1-8-2-2-5 0-7-4 2-5l-9 1z"/><path fill="#f9e7a0" d="M77 0h19v96H23l38-15q12-4 23-15-27 15-56 23l-14 7H0v-9q3-4 9-6H2q-2-2-1-4l3 3q2-3 4 0 1-3 4-3 4 0 1 3l6-3q0-3 1 0l1-3q5-1 5-5l4-2q5 4 11 3l-1 1q5 5 9-1 5 3 11 1-3-1-3-4l6-1 18-5h-2v-1q2-3 6-4v-7q2-2-1-2-3-2-5-1l-4-2H61q-6-2-12-1-2-1-2 1l2 4h-2l-2-5 10-2q-12-2-13 1l-1 1q-7-1-9 5-7-1-1-3l1-5q0-2 3-2-4-8 6-7l2-3q-2-1-2-3l4-3h4q-3-2 0-2 1 3 7 5l-5 3 2 3v6q4-5 10-5-2 0-3-2-3 1-4-1 0-4 6-7l-3-3-4 1q0-4-3-6 4-1 1-4l-1-5q2-3 3 1 5-2 10-1 5 3 0 3v3l12-8-2-1q3 0 2-2"/><path fill="#fcf055" d="M45 43q-1-2-3-1 1-3 13-1z"/><path fill="#f9d840" d="M61 44h14v3q-6-2-11-1-3 0-3-2"/><path fill="#faf7db" d="m41 43-1 5h-8q2-6 9-5"/><path fill="#2c2226" d="M42 42q2-1 3 1l2 5h-7l1-5z"/><path fill="#2a2031" d="M49 43q3 0 5 5h-5l-2-4q0-2 2-1"/><path fill="#8e8172" d="M49 43q6-1 12 1 0 2 3 2l2 1-7 1h-5q-2-5-5-5"/><path fill="#ecdc79" d="m75 44 4 2h-2l3 2v1q-5 1-8-1-2 0-1 2l-3-1h-9v-1l7-1-2-1q5-1 11 1z"/><path fill="#fade33" d="M79 46q2-1 5 1 3 0 1 2-3-2-5-1l-3-2z"/><path fill="#967b34" d="M50 48h9v1h-2l5 2q-7 0-12-3"/><path fill="#fce937" d="M80 49q2 3-3 3l-6-2q-1-2 1-2 3 2 8 1"/><path fill="#c8b763" d="M80 48q2-1 5 1v7q-4 1-6 4-1-3 2-4l-11-3 2-1-4-3 3 1 6 2q5 0 3-3z"/><path fill="#f3c31d" d="M30 51h13l4 2q-1 4 2 8l-2 1-19-4-2-6-2-2q1-3 4-2-1 2 2 3"/><path fill="#fde35a" d="M23 53q-1 2 1 5-7 1-9-5z"/><path fill="#f7dd2e" d="M43 48h7q5 3 12 3l-5-2h11l4 3-2 1 11 3q-3 1-2 4v1l-5 1v-1q5-4-1-2l-4-1q-4 3-7 0l5-1-1-1q0-3 2-3l-4-1-2 2q-3-3-6 0l4 3q-2 3-1 6h-3l-2-8q-3-5-6-2h-1l-4-2H30q3-1 0-2l9 1z"/><path fill="#3b3536" d="m66 56-6-1q2-3 5 0"/><path fill="#483731" d="m24 50 2 2 2 6 19 4v1l-23-5q-2-3-1-5z"/><path fill="#544037" d="M48 53q3-3 6 2-4-1-1 2l-2 1v4z"/><path fill="#e3b922" d="M66 56q-3-3-5 0zl-5 1q3 3 7 0l4 1q-8 3 1 2v1q-6 3-11 0h-2v2l-5-1h3q-1-3 1-6l-4-3q3-3 6 0l2-2 4 1q-2 0-2 3"/><path fill="#4c2c28" d="M74 61q-9 1-1-2 6-2 1 2"/><path fill="#1d1621" d="m47 53 3 9v-4l2-1q-3-3 1-2l2 8 5 1 2 2-16-3v-1l2-1q-3-4-2-8"/><path fill="#a18c56" d="M79 61h2l-18 5-2-2v-2h2q5 3 11 0z"/><path fill="#f4d368" d="M23 96h-9l14-7q29-8 56-23-11 11-23 15z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a sticky note on the monitor with a brief reminder. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfc" d="M0 0h96v96H0z"/><path fill="#1b2e44" d="M49 24H19l-2 40V24z"/><path fill="#fde797" d="m82 53-1-15q-1 8-1 0-6 2-11 6-5-4-11-3-3-6-4 0l-5-16v-1q15-2 33-1z"/><path fill="#fee588" d="m82 53-12 1-7 6-1-5-8-14q1-6 4 0 6-1 11 3 5-4 11-6 0 8 1 0z"/><path fill="#94979b" d="M24 49q6-3 7 5h-2l-4-3-1 2z"/><path fill="#f6986f" d="M45 49q2 0 1 2z"/><path fill="#838285" d="M34 52q2-1 5 1-4 3-5-1"/><path fill="#7c7e82" d="M45 58q3 0 2 4l-4 1z"/><path fill="#7b7d82" d="m30 57 3 3q0-2 3-2-3 1 0 4 1-6 2 0 5 0-1 1l-4-2q-1 2-3 1z"/><path fill="#536d7e" d="M33 66h48l-21 1H47l-1 4q-8-1-14 1v-1l-6-2 2-1-4-1z"/><path fill="#374f62" d="M19 25v41h14l-9 1 4 1-2 1 6 2H17v-6z"/><path fill="#93a7b2" d="m81 66 1 5H60v-4z"/><path fill="#bec7cd" d="M60 67v4h22l-31 2 6 2H28h22v-4h-4l1-4z"/><path fill="#233f54" d="M46 71h4v4H28q1-3 4-3 6-2 14-1"/></svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAAF7klEQVR4nO3dwUqUaxjA8ZlDkjIupF2GBi4UFGrhum0uxCC6ARfWQq/BixBtIQoatXbnpgtok6ILkXIh5MJdJDFQtug7iw4jx2P5zXB8n/873/93A9/D+/6ZHmacqV4URU2i+it6AOlPDFRoBio0AxWagQrNQIVmoEIzUKEZqNAMVGgGKjQDFZqBCs1AhWagQjNQoRmo0AxUaAYqNAMVmoEKzUCFZqBCM1ChGajQDFRoBio0AxWagQrNQIVmoEIzUKEZqNAMVGiZBdpsNicmJurqyNjY2NevX6PvsD2ZBTo/P394eBg9Ra6Ojo5evHgRPUWbinwsLy9Hn1Y3WF5ejr7JNmQT6Pv372/fvh19ud2gp6fn3bt30fdZVr3I4b+hOTs7m5ycPD4+jh6kSwwPD+/t7d25cyd6kOvlsYPOzc1Z5//o5ORkdnY2i9emDP6JX1paij6k7rS0tBR9t9ejB+rqeXOyWEbRO6ir503jL6PoHdTV86ZlsIxGv4T/lqtnMuRlFBqoq2dK5GWUGOiXL19GRkaib61ahoeHP3/+HH3zVyAG+uzZs+j7qqKZmZmfP39GX/5luEA7WD0bjcbBwUH6UctPmH62g4ODRqPR7kkCl1FWoJ2tnhsbGyHTlp8wZLyNjY12TxK4jIIC7Wz1/PUuSYjyQ0ZNODs72+550pZRUKAdrJ7j4+PNZjNq4PJzRk3YbDbHx8fbPVXUMkoJNKPVs6X8qIFD5r6MIgLNa/VsKT9q7JxZL6PxgWa3eraUnzZ60oyX0fizy271bCk/cPSkGS+jwWeX4+rZUn7m6EmLIttlNPLsMl09W8rPHD3pP3JcRsPOLt/Vs6X82NGTXshuGQ07u3xXz5byk0dPeiG7ZTTm7LJePVvKDx896b/ktYwGnF3uq2dL+eGjJ70so2U09dn5t575CllGUwfq33pmLf0ymjRQv2bUBRIvo+kC9WtG3SHxMpouUFfPrjEyMpIsm3Q/3FCv19M8SAkkywb9ww2SgQrNQIVmoEIzUKEZqNAMVGgGKrRb0QNcIdmbwLoE+GGKr6BCM1ChGajQDFRoBio0AxWagQrNQIVmoEIzUKEZqNAMVGgGKjQDrZ2fn6+urj569Ki/v78ebWBg4OHDh4uLiycnJ9EHw5DsG/jAkYqi+PDhw8TExM0db8cajcbm5mbKoyiQd1TpQD99+nT37t3240lnfX092WkUyDsi/rJIspGmpqbevn2b5lmd6e3t3d/fHxsbS/M44B1Vdwfd3d2F11mr1b5///7y5cvoKSJVN9Dt7e3oEUrZ2tqKHiFSdQM9OjqKHqGU09PTb9++RU8RprqBKgvVDXR0dDR6hFLu3bvX19cXPUWY6gY6PT0dPUIpT58+jR4hUnUDnZycfPz4cfQU1+jt7V1YWIieIlJ1A63Vamtra4ODg9FT/MnKykqyN0Ghkn0kABypKIqPHz8+ePDg5o63Y41G49WrVymPokDeUaU/Sfrlx48fr1+/fvPmzc7OTrPZTPno/xoYGLh///6TJ0+eP38+NDSU+OnAOzJQXQDeUaV3UPEZqNAMVGgGKjQDFZqBCs1AhWagQjNQoRmo0AxUaAYqNAMVmoEKzUCFZqBCM1ChGajQDFRoBio0AxWagQrNQIVmoEIzUKEZqNAMVGgGKjQDFZqBCs1AhWagQjNQoRmo0AxUaAYqNAMVmoEKzUCFZqBCM1ChGajQDFRoBio0AxWagQrNQIVmoEIzUKEZqNAMVGgGKjQDFZqBCs1AhWagQjNQoRmo0AxUaAYqNAMVmoEKzUCFZqBCM1ChGajQDFRoBio0AxXaregBrlCv16NHEIWvoEIzUKEZqNAMVGgGKjQDFZqBCs1AhWagQjNQoRmo0AxUaAYqtHpRFNEzSL/lK6jQDFRoBio0AxWagQrNQIVmoEIzUKEZqNAMVGgGKjQDFZqBCs1AhWagQjNQoRmo0AxUaAYqNAMVmoEKzUCFZqBCM1ChGajQDFRoBio0AxWagQrNQIVmoEIzUKEZqNAMVGh/A69edu2WtznyAAAAAElFTkSuQmCC",
"path": "6dd9ba2d69e214aff21f43f5d23518f114e077d9bb3f9cf93c83795ff8e626f2.png"
} | Generate code for a svg of a a black and white picture of a box with a window | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 32 32"><path d="M 8.5 5 L 8.1875 5.40625 L 5 9.65625 L 5 27 L 27 27 L 27 9.65625 L 23.8125 5.40625 L 23.5 5 Z M 9.5 7 L 15 7 L 15 9 L 8 9 Z M 17 7 L 22.5 7 L 24 9 L 17 9 Z M 7 11 L 25 11 L 25 25 L 7 25 Z M 12.8125 13 C 12.261719 13.050781 11.855469 13.542969 11.90625 14.09375 C 11.957031 14.644531 12.449219 15.050781 13 15 L 19 15 C 19.359375 15.003906 19.695313 14.816406 19.878906 14.503906 C 20.058594 14.191406 20.058594 13.808594 19.878906 13.496094 C 19.695313 13.183594 19.359375 12.996094 19 13 L 13 13 C 12.96875 13 12.9375 13 12.90625 13 C 12.875 13 12.84375 13 12.8125 13 Z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f9d1_1f3fc_200d_1f9bd.png"
} | Generate code for a svg of a person in manual wheelchair: 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">
<path id="head" d="M72.59,18.83c-2.37-4.24-8-7.71-12.82-7.14c-5.4,0.64-8.46,4.37-9.44,9.23 c-0.36,1.76-0.38,3.53-0.14,4.8c0.03,0.15,0.28,1.26,0.28,1.6c0.14,1.33-2.47,2.52-2.84,3.97c-0.28,1.09,1.98,1.89,2.15,2.09 c0.85,1.02-0.78,5.69,5.47,6.4c2.18,0.25,3.54-0.12,4.3-0.06c1.8,0.15,2.8,6.11,2.8,6.11l9.21-5.57c0,0-3.07-4.51-0.39-9.14 C73.76,27.44,74.11,21.56,72.59,18.83z" style="fill:#E0BB95;"/>
<path id="mouth_1_" d="M50.31,36.04c0.87,0.09,1.74-0.08,2.5-0.59c0.83-0.56,0.31-1.25-0.63-0.9 c-0.57,0.21-1.36,0.29-2.07,0.13L50.31,36.04z" style="fill:#6D4C41;"/>
<ellipse id="eye_1_" cx="53.76" cy="28.26" rx="1.77" ry="1.15" style="fill:#5D4037;" transform="matrix(0.0138 -0.9999 0.9999 0.0138 24.7651 81.6267)"/>
<path id="eyebrow_1_" d="M52.99,25.61c-1.15,0.22-1.34-0.55-0.91-1.1c0.32-0.41,1.03-0.71,2.31-0.32 c1.21,0.36,1.64,1.12,1.93,1.59c0.29,0.46,0.21,0.89-0.08,0.9C55.85,26.68,54.41,25.34,52.99,25.61z" style="fill:#AB872F;"/>
<path id="hair_1_" d="M75.59,18.68c-1.51-3.77-4.94-4.42-4.94-4.42s-1.31-5.87-9.82-4.55 c-2.61,0.41-4.28,2.04-5.83,2.76c-1.34,0.62-2.75,0.48-3.02-1.81c-1.79,0.93-2.58,2.37-1.61,4.78c-1.7,0.4-2.32,1.87-2.67,3.55 c-0.39,1.87,0.63,3.61,2.37,4.38c0.39-1.85,2.55-2.66,4.26-2.65c1.5,0,3.27-0.06,4.19-0.2c0.92-0.14,1.26-0.27,1.5-0.06 c0.46,0.41-0.77,4.61,1.26,7.11c0.4,0.5,0.74,0.32,0.74,0.32l0.82-1.18c0.62-0.81,1.19-1.5,1.96-1.33c2.28,0.51,1.86,4.51-0.85,5.38 c-0.27,0.09,0.18,4.3,6.43,4.03c1.95-0.09,3.07-1.45,3.07-1.45c0,0-2.38-1.11,0.52-3.63c2.87-2.49,1.08-5.39,1.08-5.39 S76.76,21.6,75.59,18.68z" style="fill:#AB872F;"/>
<g id="hairHighlights_1_">
<radialGradient id="SVGID_1_" cx="65.5301" cy="107.3668" gradientTransform="matrix(0.2137 0.9769 0.7248 -0.1585 -25.8631 -24.0411)" gradientUnits="userSpaceOnUse" r="13.4951">
<stop offset="0.6985" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M72.45,27.83c1.7-2.24,4.98-5.18,2.79-9.88c-0.86-1.84-2.51-3.14-4.58-3.68 c0,0,0.04,0.7-0.33,1.28c-0.47,0.75-1.68,0.78-1.68,0.78C72.49,21,72.17,23.96,72.45,27.83z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="54.5939" cy="121.6298" gradientTransform="matrix(0.9123 0.4094 0.4855 -1.0818 -53.7281 119.4878)" gradientUnits="userSpaceOnUse" r="3.4626">
<stop offset="0.58" style="stop-color:#BFA055"/>
<stop offset="1" style="stop-color:#BFA055;stop-opacity:0"/>
</radialGradient>
<path d="M58.77,10.31c-0.77,0.3-2.27,1.26-2.57,1.45c-0.34,0.22-1.66,1.12-2.65,1.01 c-1.44-0.15-1.52-1.86-1.58-2.12c-0.21,0.89-0.43,4.8,2.51,4.82c1.73,0.01,2.68-1.58,3.22-2.89C57.9,12.11,58.69,10.5,58.77,10.31z " style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="52.3816" cy="117.6553" gradientTransform="matrix(0.9975 -0.0703 -0.086 -1.2202 10.7375 160.7993)" gradientUnits="userSpaceOnUse" r="3.0927">
<stop offset="0.7016" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M50.36,15.44c0,0,0.95-0.3,2.21,0.14c-1.23-0.88-0.61-4.91-0.61-4.91 C51.72,10.81,48.88,12,50.36,15.44z" style="fill:url(#SVGID_3_);"/>
<radialGradient id="SVGID_4_" cx="41.2523" cy="108.9783" gradientTransform="matrix(0.9163 0.1363 0.1772 -1.3921 -3.9475 167.2742)" gradientUnits="userSpaceOnUse" r="6.544">
<stop offset="0.5981" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M50.36,15.44c-1.92,0.44-2.61,2.56-2.72,3.84c-0.06,0.72,0,1.5,0.35,2.14 c0.77,1.43,1.75,1.77,2.07,1.95l2.52-7.79C51.97,15.41,51.54,15.17,50.36,15.44z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="155.8104" cy="51.2847" gradientTransform="matrix(-0.9378 -0.3944 -0.2182 0.5285 219.4577 49.8126)" gradientUnits="userSpaceOnUse" r="10.6722">
<stop offset="0.6985" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M65.99,9.87c2.54,0.69,4.22,2.63,4.63,4.35c0.12,0.51-0.1,4.75-9.12-0.62 c-3.35-2-3.07-3.12-2.69-3.29C60.13,9.71,63.15,9.1,65.99,9.87z" style="fill:url(#SVGID_5_);"/>
<radialGradient id="SVGID_6_" cx="360.6833" cy="21.3108" gradientTransform="matrix(-1 -4.600000e-03 3.400000e-03 -0.7418 434.4985 48.6936)" gradientUnits="userSpaceOnUse" r="3.2999">
<stop offset="0.5385" style="stop-color:#BFA055"/>
<stop offset="1" style="stop-color:#BFA055;stop-opacity:0"/>
</radialGradient>
<path d="M69.82,32.01c-0.49-3.44,4.89-3.08,4.89-3.08s-0.31,0.36-0.85,0.87 c-0.76,0.71-1.24,1.33-1.33,2c-0.13,1.02,0.91,1.53,0.91,1.53S70.63,34.16,69.82,32.01z" style="fill:url(#SVGID_6_);"/>
<radialGradient id="SVGID_7_" cx="71.3604" cy="100.0265" gradientTransform="matrix(0.6672 -0.7449 -0.5526 -0.4949 79.5921 130.4753)" gradientUnits="userSpaceOnUse" r="4.4142">
<stop offset="0.6985" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path d="M75.04,24.32c0,0-2.15,3.44-2.85,3.68c-0.84,0.28,1.77,1.71,1.77,1.71 S76.74,27.61,75.04,24.32z" style="fill:url(#SVGID_7_);"/>
</g>
<g id="shoe_1_">
<path d="M43.43,116.74c0.6,0.19,1.25-0.14,1.44-0.74l0.85-2.67c0.58-1.81-0.59-4.47-0.59-4.47l-6.64-2.14 l-6.61,0.05c-1.63,0.1-3.04,1.19-3.55,2.74l-0.39,1.2c-0.17,0.53,0.12,1.09,0.65,1.26L43.43,116.74z" style="fill:#4568AD;"/>
</g>
<g id="pants_1_">
<path d="M83.14,67.06l-17.02,3.62l-0.13,2.55l-7.94,0.18c-4.88,0.48-11.67,0.17-14.27,10.49l-6.89,22.59 l9.85,3.43c0,0,7.9-21.46,8.4-21.43c0.5,0.02,15.14,0.81,24.77-0.5C89.51,86.7,83.14,67.06,83.14,67.06z" style="fill:#7C7C7C;"/>
</g>
<g id="shirt_2_">
<radialGradient id="SVGID_8_" cx="67.5601" cy="75.8868" gradientTransform="matrix(0.9502 -0.3117 -0.3117 -0.9502 26.8023 147.5889)" gradientUnits="userSpaceOnUse" r="19.4836">
<stop offset="0.3666" style="stop-color:#F58B21"/>
<stop offset="0.6967" style="stop-color:#F17E22"/>
<stop offset="1" style="stop-color:#EC6E24"/>
</radialGradient>
<path d="M64.09,72.18c1.55-12.08-1.22-12.23-3.31-20.12c-1.06-4,0.37-8.61,1.95-10.5 c3.47-3.15,7.2-3.97,10.19-1.2c5.89,5.48,12.5,26.92,12.5,26.92C80.71,75.96,64.09,72.18,64.09,72.18z" style="fill:url(#SVGID_8_);"/>
</g>
<g>
<rect height="7.14" style="fill:#C62828;" width="4" x="78.47" y="93.17"/>
<path d="M43.24,119.99l-15.98-5.19c-1.16-0.38-1.8-1.63-1.42-2.79l0,0c0.38-1.16,1.63-1.8,2.79-1.42 l15.98,5.19c1.16,0.38,1.8,1.63,1.42,2.79l0,0C45.65,119.73,44.4,120.37,43.24,119.99z" style="fill:#424242;"/>
<path d="M49.54,111.63c-3.61,0-6.53,2.93-6.53,6.53c0,3.61,2.93,6.53,6.53,6.53c3.61,0,6.53-2.93,6.53-6.53 C56.08,114.56,53.15,111.63,49.54,111.63z" style="fill:#78909C;"/>
<path d="M93.62,59.87c-1.81,0-1.81,1.94-1.81,2.59l-0.25,29.21L58.89,89.9c-9.36,0-13.66,3.58-17.04,14.18 l-4.78,13.87c-0.17,0.5-0.14,1.05,0.09,1.53s0.64,0.84,1.15,1.01c0.21,0.07,0.43,0.11,0.65,0.11c0.85,0,1.61-0.54,1.89-1.35 l3.55-10.29c1.84,0.6,3.14,2.35,3.14,4.32v4.88c0,1.1,0.9,2,2,2s2-0.9,2-2v-4.88c0-3.68-2.38-6.94-5.84-8.1 c2.84-8.85,5.68-11.28,13.07-11.29l32.85,1.91c1.25,0,1.92-0.14,2.63-0.96c0.79-0.95,0.8-2.47,0.8-2.48l0.38-30.19 C95.43,60.17,94.3,59.87,93.62,59.87z" style="fill:#F44336;"/>
<path d="M49.52,120.33L49.52,120.33c-0.99,0-1.8-0.66-1.96-1.65l-0.33-3.35c-0.08-0.53,0.37-1,0.95-1h2.54 c0.57,0,1.01,0.45,0.96,0.97l-0.12,3.39C51.56,119.59,50.51,120.33,49.52,120.33z" style="fill:#424242;"/>
<path d="M92.97,62.84c0-2.46-1.34-2.85-3.55-2.85h-1.64c-2.31,0.03-2.69,1.07-3.11,2.57 c-0.75,2.67-2.18,16.77-1.07,20.67c0.03,0.1,0.08,0.22,0.12,0.32l-28.96-0.85c-1.73,0-3.19,0.63-3.77,4.09c0,0-0.11,0.44,0.09,2.12 c0.2,1.68,1.31,2.44,2.76,2.51l38.84,1.88l-0.05-0.13c0.06,0.05,0.1,0.08,0.1,0.08L92.97,62.84z" style="fill:#424242;"/>
<path d="M70.79,92.15c2.22-2.9,5.67-4.56,10.02-4.35c5.04,0.23,8.15,3.31,9.74,5.4l3.4,0.07 c0.07-3.89,0.26-13.9,0.26-13.9c-2.54-4.26-29.74-11.62-38.87,12.08L70.79,92.15z" style="fill:#212121;"/>
<path d="M92.66,93.95l1.81-0.56c0-2.09-0.26-15.91-0.26-15.91c-2.67-4.46-31.97-12.63-40.07,15.72l5.24-0.02 l8.37,0.49c2.02-4.53,7.42-7.66,13.19-7.4C89.52,86.67,92.66,93.95,92.66,93.95z" style="fill:#F44336;"/>
<g>
<g>
<radialGradient id="SVGID_9_" cx="76.4697" cy="100.3062" gradientTransform="matrix(1 0 0 1 4 0)" gradientUnits="userSpaceOnUse" r="1.1067">
<stop offset="0" style="stop-color:#78909C"/>
<stop offset="0.5619" style="stop-color:#617A86"/>
<stop offset="1" style="stop-color:#546E7A"/>
</radialGradient>
<path d="M80.47,101.41c-0.61,0-1.11-0.5-1.11-1.11s0.5-1.11,1.11-1.11s1.11,0.5,1.11,1.11 S81.08,101.41,80.47,101.41z" style="fill:url(#SVGID_9_);"/>
<path d="M80.47,99.7c0.33,0,0.61,0.27,0.61,0.61c0,0.33-0.27,0.61-0.61,0.61s-0.61-0.27-0.61-0.61 C79.86,99.97,80.14,99.7,80.47,99.7 M80.47,98.7c-0.89,0-1.61,0.72-1.61,1.61c0,0.89,0.72,1.61,1.61,1.61 c0.89,0,1.61-0.72,1.61-1.61C82.08,99.42,81.36,98.7,80.47,98.7L80.47,98.7z" style="fill:#82AEC0;"/>
</g>
<line style="fill:none;stroke:#82AEC0;stroke-linecap:round;stroke-miterlimit:10;" x1="80.47" x2="80.47" y1="79.6" y2="121.02"/>
<line style="fill:none;stroke:#82AEC0;stroke-linecap:round;stroke-miterlimit:10;" x1="95.11" x2="65.83" y1="85.66" y2="114.95"/>
<line style="fill:none;stroke:#82AEC0;stroke-linecap:round;stroke-miterlimit:10;" x1="95.11" x2="65.83" y1="114.95" y2="85.66"/>
<line style="fill:none;stroke:#82AEC0;stroke-linecap:round;stroke-miterlimit:10;" x1="59.76" x2="101.18" y1="100.31" y2="100.31"/>
</g>
<path d="M80.47,75.91c-13.47,0-24.39,10.92-24.39,24.39S67,124.7,80.47,124.7s24.39-10.92,24.39-24.39 S93.94,75.91,80.47,75.91z M80.47,120.05c-10.9,0-19.74-8.84-19.74-19.74c0-10.9,8.84-19.74,19.74-19.74 c10.9,0,19.74,8.84,19.74,19.74C100.21,111.21,91.37,120.05,80.47,120.05z" style="fill:#78909C;"/>
<path d="M80.47,83.58c9.22,0,16.73,7.5,16.73,16.73s-7.5,16.73-16.73,16.73s-16.73-7.5-16.73-16.73 S71.25,83.58,80.47,83.58 M80.47,82.58c-9.79,0-17.73,7.94-17.73,17.73s7.94,17.73,17.73,17.73s17.73-7.94,17.73-17.73 S90.26,82.58,80.47,82.58L80.47,82.58z" style="fill:#546E7A;"/>
<circle cx="80.47" cy="100.31" r="4.11" style="fill:#757575;"/>
<line style="fill:none;stroke:#757575;stroke-linecap:round;stroke-miterlimit:10;" x1="27.82" x2="37.27" y1="110.93" y2="113.97"/>
<path d="M92.86,76.21c0,0,1.49,0.66,2.35,1.81l0.07-3.51c-0.96-0.96-2.39-1.17-2.39-1.17L92.86,76.21z" style="fill:#C62828;"/>
<path d="M54.7,91.41l-0.69,2.95c0,0-1.28,0.12-2.23-0.66c-1.64-1.35-1.45-2.12-1.45-2.12 c0.45-0.35,1.73-0.78,1.73-0.78s0.72,0.35,1.38,0.49S54.7,91.41,54.7,91.41z" style="fill:#C62828;"/>
<path d="M59.54,93.59 c1.51-4.89,4.89-9.53,9.79-12.21" style="opacity:0.8;fill:none;stroke:#94D1E0;stroke-width:2;stroke-linecap:round;stroke-miterlimit:10;"/>
</g>
<linearGradient id="arm_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="85.9353" x2="73.9354" y1="62.9207" y2="71.2928">
<stop offset="0.5" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="arm" d="M74.85,47.14l-5.16,5.54l9.88,6.89l-3.68,13.42l4.41,1.78c0,0,5.14-11.34,6.1-13.23 c1.58-3.14,1.44-5.08-0.53-7.32C84.82,53.04,74.85,47.14,74.85,47.14z" style="fill:url(#arm_1_);"/>
<linearGradient id="hand_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="74.2264" x2="75.3427" y1="48.6803" y2="51.2849">
<stop offset="0" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="hand" d="M80.63,73.49c-0.23-0.18-0.43-0.35-0.62-0.51c-0.39-0.33-0.76-0.64-1.35-1.01 c-0.72-0.44-4.15,0.93-4.93,1.22c-0.26,0.1-0.5,0.19-0.72,0.29c-0.3,0.13-0.53,0.36-0.63,0.63c-0.04,0.05-0.08,0.11-0.12,0.2 c-0.01,0.04-0.02,0.07-0.02,0.11c0,0.01-0.25,1.5-0.65,2.31c-0.16,0.31-0.07,0.84,0.26,0.96c0,0-0.19,0.77-0.33,1.16 c-0.17,0.46-0.12,0.61-0.14,0.82c-0.04,0.36,0.1,0.63,0.36,0.8c0.32,0.21,0.44,0.08,0.59,0.19s0.1,0.29,0.14,0.5 c0.11,0.56,0.58,0.71,0.77,0.73c0.62,0.06,0.8-0.33,0.91-0.33c0.2,0.01,0.24,0.18,0.26,0.31c0.06,0.28,0.36,0.43,0.64,0.52 c0.73,0.08,1.26-0.54,1.28-0.44c0.08,0.37,0.72,0.65,1.09,0.5c0.31-0.13,0.5,0.12,2.35-2.72c0.37-0.5,0.97-1.84,1.37-3.12l0.19-0.61 C81.63,75.04,81.36,74.06,80.63,73.49z" style="fill:url(#hand_1_);"/>
<linearGradient id="hand_3_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="75.552" x2="73.3194" y1="52.2048" y2="48.2978">
<stop offset="0.5" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="hand_2_" d="M78.94,71.88c-1.76-0.67-6.6,1.02-6.72,2.61c-0.03,0.36,0.46,0.92,0.9,0.73 c0,0,0,0.43,0.03,0.53c0.14,0.54,0.76,0.57,0.95,0.6c0.35,0.05,0.52,0.13,0.53,0.48c0.01,0.33,0.23,0.7,0.52,0.87 c0.32,0.18,0.57,0.22,0.96,0.12c0.18-0.05,0.28,0.06,0.34,0.24c0.08,0.25,0.28,0.59,0.49,0.69c0.39,0.2,0.64,0.16,0.92,0.15 c0.18,0,0.26,0.02,0.38,0.16c0.09,0.12,0.08,0.59,0.39,0.76c1.39,0.73,2.2-2.24,2.73-3.97C81.75,74.59,80.93,72.64,78.94,71.88z" style="fill:url(#hand_3_);"/>
<g id="shirt_x5F_arm_1_">
<path d="M74.92,57.53l5.87-9.39l-8.35-5.22c-2.59-1.62-6.01-0.83-7.63,1.76l0,0 c-1.62,2.59-0.83,6.01,1.76,7.63L74.92,57.53z" style="fill:#EC6E24;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "f12e2bc0daf1abdb1697eb99f8cef3a5a2262ba0c44c71b2ecfb09506345c72f.png"
} | Generate code for a svg of a a black and white photo of a floppy disk with a letter h | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24" width="24" height="24"><path d="m18 3 2.707 2.707a1 1 0 0 1 .293.707V20a1 1 0 0 1-1 1H4a1 1 0 0 1-1-1V4a1 1 0 0 1 1-1h14ZM7 5H5v14h1v-7h12v7h1V6.828L17.172 5H16v4H7V5Zm9 9H8v5h8v-5Z"/></svg> | |
{
"bytes": "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",
"path": "88872699e18c97f15b5aba01181f1814b989bc5ec5641dadd9fbedaa3bfd558d.png"
} | Generate code for a svg of a a gray circle with a black book icon on it | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><defs><style>.fa-secondary{opacity:.4}</style></defs><path d="M256 16C123.451 16 16 123.451 16 256S123.451 496 256 496S496 388.549 496 256S388.549 16 256 16ZM240 352C228.188 345.041 189.08 326.289 138.562 348.266C133.643 350.406 128 346.908 128 341.861V185.547C128 180.092 131.379 175.002 136.752 172.803C157.977 164.127 178.324 159.689 195.896 160.018C215.014 160.338 230.098 164.891 240 168.951V352ZM384 341.861C384 346.908 378.357 350.406 373.438 348.266C322.902 326.283 283.809 345.035 272 351.996V168.951C281.902 164.891 296.986 160.338 316.104 160.018C333.607 159.863 354.012 164.154 375.242 172.805C380.621 174.998 384 180.096 384 185.553V341.861Z" class="fa-secondary"/><path d="M375.242 172.805C354.012 164.154 333.607 159.863 316.104 160.018C296.986 160.338 281.902 164.891 272 168.951V351.996C283.809 345.035 322.902 326.283 373.438 348.266C378.357 350.406 384 346.908 384 341.861V185.553C384 180.096 380.621 174.998 375.242 172.805ZM136.752 172.803C131.379 175.002 128 180.092 128 185.547V341.861C128 346.908 133.643 350.406 138.562 348.266C189.08 326.289 228.188 345.041 240 352V168.951C230.098 164.891 215.014 160.338 195.896 160.018C178.324 159.689 157.977 164.127 136.752 172.803Z" class="fa-primary"/></svg> | |
{
"bytes": "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",
"path": "37d55a61f15944da63c66397d66312e60e3349d8e7fc5c6f2398579c321f5088.png"
} | Generate code for a svg of a a close up of a blue square with squares on it | <svg clip-rule="evenodd" fill-rule="evenodd" stroke-linejoin="round" stroke-miterlimit="2" viewBox="0 0 48 48" xmlns="http://www.w3.org/2000/svg">
<linearGradient id="a" x2="1" gradientTransform="matrix(0 -43.3373 43.3373 0 302.963 45.6687)" gradientUnits="userSpaceOnUse">
<stop stop-color="#0d4263" offset="0"/>
<stop stop-color="#547b94" offset="1"/>
</linearGradient>
<path d="m45.668 8.56c0-3.438-2.79-6.228-6.228-6.228h-30.88c-3.438 0-6.228 2.79-6.228 6.228v30.88c0 3.438 2.79 6.228 6.228 6.228h30.88c3.438 0 6.228-2.79 6.228-6.228z" fill="url(#a)"/>
<path transform="matrix(.875375 0 0 .875375 -4.01202 -4.01202)" d="m37 41h-10v10h10zm-14 0h-10v10h10zm14-14h-10v10h10zm14 0h-10v10h10zm-28 0h-10v10h10zm14-14h-10v10h10zm14 0h-10v10h10z" fill="#fff"/>
</svg> | |
{
"bytes": "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",
"path": "4c679b5b07271f155bf41b992ec5adf0be11a2310a92eb5817fe2c62b0bb6477.png"
} | Generate code for a svg of a a black and white image of a document with a line of text | <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">
<title>icon/document</title>
<desc>Created with sketchtool.</desc>
<g id="Icons" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="icon/document" fill="#404040">
<path d="M15,2.00841361 L19.9970671,7 L20,7 L20,22 L4,22 L4,2 L15,2 L15,2.00841361 Z M15,5 L15,7 L17,7 L15,5 L15,5 Z M13,4 L6,4 L6,20 L18,20 L18,9 L13,9 L13,4 Z M8,16 L16,16 L16,18 L8,18 L8,16 Z M8,12 L16,12 L16,14 L8,14 L8,12 Z M8,8 L11,8 L11,10 L8,10 L8,8 Z" id="document"></path>
</g>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white shield icon featuring a question mark. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 17.1.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 217.379 217.379" style="enable-background:new 0 0 217.379 217.379;" xml:space="preserve">
<path d="M108.689,217.379c-0.143,0-0.285-0.006-0.427-0.019c-1.938-0.166-47.818-4.732-76.854-62.348
C2.818,98.286,20.843,15.497,21.625,12c0.451-2.019,2.099-3.551,4.145-3.854c0.317-0.048,31.95-4.731,54.439-6.428
C102.707,0.02,108.456,0,108.689,0s5.983,0.02,28.481,1.718c22.489,1.696,54.122,6.38,54.439,6.428
c2.046,0.304,3.693,1.836,4.145,3.854c0.781,3.497,18.807,86.286-9.783,143.013l0,0c-29.036,57.615-74.916,62.182-76.854,62.348
C108.975,217.373,108.832,217.379,108.689,217.379z M30.713,17.534c-3.028,15.999-14.232,85.641,9.625,132.979
c25.095,49.794,63.822,56.246,68.346,56.834c2.1-0.277,11.815-1.857,23.967-8.513c12.626-6.915,30.578-20.912,44.391-48.321l0,0
c23.882-47.389,12.66-116.983,9.626-132.979c-8.789-1.251-32.474-4.504-50.25-5.846C114.531,10.037,108.737,10,108.681,10
c-0.039,0-5.833,0.037-27.72,1.688C63.187,13.03,39.503,16.283,30.713,17.534z M108.689,197.026c-0.145,0-0.29-0.006-0.434-0.019
c-1.582-0.138-38.997-3.919-62.569-51.427C22.574,99,37.122,31.129,37.752,28.263c0.445-2.022,2.09-3.561,4.137-3.87
c0.255-0.038,25.717-3.866,43.829-5.255c18.122-1.39,22.781-1.405,22.971-1.405s4.849,0.016,22.971,1.405
c18.112,1.389,43.574,5.217,43.829,5.255c2.047,0.31,3.692,1.848,4.137,3.87c0.63,2.866,15.179,70.737-7.934,117.318
c-23.572,47.508-60.988,51.289-62.569,51.427C108.979,197.021,108.834,197.026,108.689,197.026z M46.865,33.771
c-2.576,14.12-10.976,69.564,7.78,107.364c19.802,39.91,50.119,45.319,54.055,45.858c4.169-0.543,34.155-5.792,54.035-45.858
c18.781-37.852,10.363-93.256,7.781-107.364c-7.541-1.083-25.811-3.604-39.62-4.663c-17.505-1.342-22.171-1.376-22.217-1.376
c-0.024,0-4.69,0.034-22.195,1.376C72.67,30.167,54.406,32.688,46.865,33.771z M107.377,158.877c-2.761,0-5-2.238-5-5v-1
c0-2.762,2.239-5,5-5c2.761,0,5,2.238,5,5v1C112.377,156.639,110.138,158.877,107.377,158.877z M107.439,141.689
c-2.761,0-5-2.238-5-5v-8.901c0-6.935,2.7-13.453,7.604-18.356l11.472-11.472c3.015-3.015,4.675-7.022,4.675-11.286V68.856
c0-9.649-7.851-17.5-17.5-17.5s-17.5,7.851-17.5,17.5v5.833c0,2.762-2.239,5-5,5s-5-2.238-5-5v-5.833
c0-15.163,12.336-27.5,27.5-27.5s27.5,12.337,27.5,27.5v17.817c0,6.935-2.7,13.453-7.604,18.356l-11.472,11.472
c-3.015,3.015-4.675,7.022-4.675,11.286v8.901C112.439,139.451,110.201,141.689,107.439,141.689z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "emoji_u1f62d.png"
} | Generate code for a svg of a loudly crying face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<radialGradient id="face_1_" cx="63.6" cy="-2088.8999" gradientTransform="matrix(1 0 0 -1 0 -2026)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.9188" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face_126_" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37.04-7.35-48.18-22.94c10.76,17.66,30.99,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
<g id="prop_24_">
<path d="M38.53,48C38.58,48,38.55,48,38.53,48L38.53,48z" style="fill:#5F7AFF;"/>
<path d="M95.86,48C95.9,48,95.88,48,95.86,48L95.86,48z" style="fill:#5F7AFF;"/>
</g>
<radialGradient id="face_2_" cx="63.6" cy="-2088.8999" gradientTransform="matrix(1 0 0 -1 0 -2026)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.9188" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face_125_" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_2_);"/>
<g id="mouth_85_">
<path d="M89.74,79.1c-7.32-2.35-16.21-3.6-25.74-3.6c-9.68,0-18.63,1.37-26.07,3.75 c-2.82,4.67-4.53,10.08-4.53,15.85c0,4.9,4.9,7.8,9.2,5.8c5.4-2.5,13.3-5,21.4-5s16.1,2.5,21.4,5c4.3,2,9.2-0.9,9.2-5.8 C94.6,89.27,92.73,83.8,89.74,79.1z" style="fill:#422B0D;"/>
<path d="M89.74,79.1C83.7,69.6,73.09,67.2,64,67.2c-9.88,0-20.3,2.47-26.07,12.05 C45.37,76.87,54.32,75.5,64,75.5C73.52,75.5,82.42,76.75,89.74,79.1z" style="fill:#FFFFFF;"/>
</g>
<path d="M63.94,65.7c3.5,0.09,7.03,0.41,10.46,1.3c3.44,0.84,6.78,2.28,9.71,4.34 c2.9,2.11,5.34,4.85,7.01,7.97c1.7,3.07,2.94,6.4,3.56,9.85c0.32,1.72,0.49,3.47,0.49,5.22c0.03,0.84-0.05,1.83-0.3,2.72 c-0.26,0.9-0.72,1.73-1.31,2.45c-1.18,1.45-2.98,2.31-4.81,2.44c-0.91,0.05-1.83-0.07-2.69-0.35c-0.87-0.32-1.6-0.71-2.38-1.05 c-6.2-2.74-12.91-4.52-19.74-4.68c6.84-0.09,13.66,1.44,20.04,3.99c0.8,0.31,1.6,0.7,2.34,0.94c0.77,0.22,1.58,0.29,2.36,0.22 c1.57-0.17,3.07-0.97,4.01-2.21c0.47-0.62,0.83-1.32,1.01-2.07c0.18-0.77,0.22-1.5,0.17-2.36c-0.07-1.67-0.29-3.33-0.65-4.95 c-0.71-3.25-2-6.37-3.71-9.21c-1.68-2.85-3.98-5.23-6.67-7.05c-2.73-1.77-5.81-2.98-9.03-3.64c-3.21-0.7-6.54-0.89-9.87-0.85V65.7z " style="fill:#EB8F00;"/>
<path d="M64.19,68.7c-3.32-0.04-6.66,0.15-9.87,0.85c-3.22,0.66-6.3,1.87-9.03,3.64 c-2.69,1.82-4.99,4.2-6.67,7.05c-1.72,2.84-3,5.95-3.71,9.21c-0.36,1.63-0.59,3.28-0.65,4.95c-0.06,0.86-0.01,1.59,0.17,2.36 c0.19,0.75,0.55,1.45,1.01,2.07c0.94,1.24,2.44,2.04,4.01,2.21c0.79,0.07,1.59,0,2.36-0.22c0.74-0.24,1.54-0.62,2.34-0.94 c6.37-2.55,13.2-4.08,20.04-3.99c-6.84,0.16-13.55,1.94-19.74,4.68c-0.78,0.34-1.51,0.73-2.38,1.05c-0.86,0.28-1.78,0.4-2.69,0.35 c-1.82-0.12-3.62-0.99-4.81-2.44c-0.59-0.72-1.05-1.55-1.31-2.45c-0.25-0.88-0.33-1.87-0.3-2.72c0.01-1.75,0.18-3.49,0.49-5.22 c0.63-3.45,1.86-6.78,3.56-9.85c1.68-3.11,4.12-5.86,7.01-7.97c2.93-2.06,6.27-3.51,9.71-4.34c3.44-0.88,6.97-1.21,10.46-1.3V68.7z " style="fill:#EB8F00;"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37.04-7.35-48.18-22.94c10.76,17.66,30.99,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
<g id="prop_23_">
<path d="M36.53,48C36.58,48,36.55,48,36.53,48L36.53,48z" style="fill:#5F7AFF;"/>
<path d="M93.86,48C93.9,48,93.88,48,93.86,48L93.86,48z" style="fill:#5F7AFF;"/>
</g>
<path id="left-eyebrow_6_" d="M22.19,45.91c-0.52,0.09-1.06,0.01-1.52-0.21c-0.91-0.44-1.6-1.51-1.08-2.91 c1.91-4.94,5.86-9.08,10.84-11.38c1.85-0.86,3.79-1.43,5.78-1.7c1.49-0.17,2.36,0.74,2.57,1.71c0.23,1.08-0.26,2.4-1.66,2.86 L37,34.32c-5.39,1.86-10.2,5.67-13.18,10.44C23.41,45.44,22.81,45.8,22.19,45.91z" style="fill:#422B0D;"/>
<path id="left-eyebrow_5_" d="M103.53,44.76c-2.98-4.77-7.79-8.58-13.18-10.44l-0.12-0.04 c-1.4-0.45-1.9-1.78-1.66-2.86c0.21-0.98,1.09-1.88,2.57-1.71c1.98,0.26,3.93,0.84,5.78,1.7c4.98,2.3,8.93,6.44,10.84,11.38 c0.52,1.4-0.17,2.47-1.08,2.91c-0.45,0.22-0.99,0.3-1.52,0.21C104.54,45.8,103.94,45.44,103.53,44.76z" style="fill:#422B0D;"/>
<path d="M111.74,111c0-3.07-5.55-5.62-12.52-5.78l-2.15-52.55c-0.21-0.16-0.42-0.35-0.59-0.56 c0,0-0.06-0.08-0.18-0.22c-0.06-0.07-0.13-0.16-0.21-0.27c-0.09-0.11-0.18-0.23-0.26-0.29c-0.17-0.17-0.38-0.38-0.62-0.62 c-0.25-0.25-0.55-0.52-0.86-0.79c-0.64-0.54-1.4-1.04-2.2-1.39c-0.8-0.33-1.61-0.53-2.44-0.52l-0.13,0l-0.29,0.01 c-0.26,0-0.21,0.02-0.29,0.03c-0.07-0.01-0.35,0.06-0.54,0.09c-0.4,0.1-0.82,0.22-1.22,0.39c-0.8,0.35-5.09,0.54-5.37,0.71 l-0.46,61.25c-4.53,1.37-9.49,3.67-9.49,6.24c0,4.19,7.83,7.6,17.49,7.6c9.66,0,17.49-3.39,17.49-7.58c0-0.42-0.1-0.82-0.25-1.22 C109.75,114.47,111.74,112.84,111.74,111z" style="fill:#29B6F6;"/>
<path d="M86.38,106.87c0.09,3.25-1.87,6.19-4.89,7.4c-3.67,1.47-7.17,3.54-1.93,4.78c0,0,3.95,1.94,5.96,0.93 c0.9-0.45,0.59-1.19-0.03-1.86c-0.68-0.73-0.34-1.91,0.63-2.13l0.86-0.19c2.18-0.48,3.71-2.45,3.65-4.68l-1.61-65.63l-3.29-0.27 L86.38,106.87z" style="fill:#81D4FA;"/>
<path d="M46.88,110.49l-0.45-61.13c-0.49-0.22-1.33,2.67-1.45,2.52c-0.06-0.07-0.13-0.16-0.21-0.27 c-0.09-0.11-0.18-0.23-0.26-0.29c-0.17-0.17-0.38-0.38-0.62-0.62c-0.25-0.25-0.55-0.52-0.86-0.79c-0.64-0.54-1.4-1.04-2.2-1.39 c-0.8-0.33-1.61-0.53-2.44-0.52l-0.13,0l-0.29,0.01c-0.26,0-0.21,0.02-0.29,0.03c-0.07-0.01-0.35,0.06-0.54,0.09 c-0.4,0.1-0.82,0.22-1.22,0.39c-0.8,0.35-1.56,0.85-2.2,1.39c-0.63,0.54-1.16,1.07-1.52,1.47c-0.36,0.41-0.57,0.64-0.57,0.64 l-0.3,0.34c-0.03,0.03-0.06,0.05-0.09,0.08l-2.16,52.77c-6.98,0.16-12.52,2.69-12.52,5.76c0,1.84,1.99,3.49,5.08,4.54 c-0.15,0.4-0.25,0.81-0.25,1.23c0,4.19,7.83,7.59,17.49,7.59s17.49-3.42,17.49-7.61C56.37,114.15,51.4,111.86,46.88,110.49z" style="fill:#29B6F6;"/>
<path d="M35.25,49.14L33.5,104.4c-0.05,1.61-1.4,2.87-3,2.8c-2.08-0.09-4.93,0.15-7.27,1.6 c-1.26,0.78-1.78,2.77-0.63,3.88c1.26,1.21,4.56,0.16,6.21-0.01c0.72-0.07,1.67,0,1.86,0.7c0.11,0.4-0.13,0.83-0.46,1.07 c-0.33,0.25-0.74,0.35-1.14,0.47c-0.66,0.19-1.32,0.42-1.84,0.87c-0.51,0.45-0.84,1.17-0.66,1.83c0.24,0.85,1.18,1.26,2.01,1.55 c1.46,0.53,2.95,1.06,4.5,1.13c0.09-1.1-1.62-1.86-1.28-2.91c0.12-0.37,0.47-0.61,0.82-0.78c0.94-0.44,2.01-0.53,3.02-0.77 c1.66-0.39,4.66-1.23,3.88-3.51c-0.26-0.75-0.79-1.36-1.24-2.02c-1.69-2.5-2.02-4.7-1.72-7.7c0.24-2.34,0.84-39.37,1.24-54.6 c0.1-3.65-1.09-0.29-2.28-0.2C35.42,47.93,35.35,49.02,35.25,49.14z" style="fill:#81D4FA;"/>
<path d="M48.6,54.43l-0.2-0.2c-0.1-0.1-0.4-0.4-0.5-0.5c-0.2-0.2-0.4-0.3-0.7-0.6c-0.3-0.2-0.6-0.5-1-0.7 s-0.8-0.5-1.2-0.7s-0.9-0.4-1.4-0.6s-1-0.3-1.5-0.4s-1-0.1-1.6-0.1h0.1l0,0l0,0l0,0h-0.1h-0.2H40c-0.3,0-0.3,0-0.4,0 c-0.2,0-0.5,0.1-0.7,0.1c-0.5,0.1-1,0.2-1.5,0.4c-0.5,0.2-1,0.3-1.4,0.6c-0.4,0.2-0.8,0.4-1.2,0.7c-0.7,0.5-1.3,1-1.7,1.3 c-0.4,0.4-0.6,0.6-0.6,0.6l-0.2,0.2c-1.2,1.2-3.2,1.2-4.6,0.2c-1-0.8-1.3-2.2-0.8-3.2l0.1-0.3c0.1-0.2,0.2-0.5,0.4-0.8 c0.4-0.7,1.1-1.7,2.2-2.8c0.5-0.5,1.2-1.1,1.9-1.6c0.7-0.5,1.6-1,2.5-1.4s2-0.8,3-1c0.5-0.1,1.1-0.2,1.7-0.3c0.3,0,0.7-0.1,0.8-0.1 h0.8c1.1,0,2.2,0.1,3.3,0.3c1.1,0.2,2.1,0.6,3,1s1.8,0.9,2.5,1.4c0.8,0.5,1.4,1,1.9,1.6c0.5,0.5,1,1,1.3,1.5 c0.2,0.2,0.3,0.5,0.5,0.7c0.1,0.2,0.3,0.4,0.4,0.6c0.3,0.4,0.3,0.6,0.4,0.8c0.1,0.2,0.1,0.2,0.1,0.2c0.7,1.5-0.1,3.2-1.8,3.8 C51,55.63,49.5,55.33,48.6,54.43L48.6,54.43z" style="fill:#422B0D;"/>
<path d="M95.51,54.07c0,0-0.07-0.07-0.2-0.2c-0.11-0.11-0.36-0.39-0.51-0.5c-0.19-0.16-0.42-0.35-0.69-0.57 c-0.29-0.22-0.62-0.46-0.98-0.71c-0.37-0.23-0.77-0.47-1.2-0.68c-0.42-0.23-0.9-0.39-1.38-0.57c-0.48-0.17-0.99-0.26-1.5-0.37 c-0.51-0.08-1.04-0.12-1.57-0.12c0.3,0,0.08,0,0.14,0l-0.01,0l-0.02,0l-0.04,0l-0.08,0l-0.16,0l-0.31,0.01 c-0.26,0-0.3,0.02-0.4,0.03c-0.16,0-0.45,0.05-0.7,0.09c-0.51,0.11-1.02,0.2-1.5,0.37c-0.47,0.18-0.95,0.34-1.37,0.57 c-0.43,0.22-0.83,0.45-1.2,0.68c-0.72,0.48-1.31,0.96-1.7,1.32c-0.4,0.36-0.63,0.58-0.63,0.58l-0.25,0.25 c-1.21,1.17-3.25,1.24-4.57,0.17c-1.04-0.85-1.3-2.16-0.78-3.25c0,0,0.05-0.1,0.15-0.3c0.1-0.19,0.22-0.49,0.44-0.84 c0.41-0.71,1.09-1.71,2.17-2.76c0.54-0.52,1.17-1.07,1.92-1.57c0.73-0.52,1.58-0.99,2.52-1.4c0.94-0.4,1.96-0.75,3.04-0.97 c0.55-0.1,1.06-0.2,1.73-0.26c0.31-0.03,0.68-0.06,0.84-0.07l0.77-0.03c1.13,0.02,2.25,0.14,3.34,0.35c1.08,0.22,2.1,0.57,3.04,0.97 c0.93,0.41,1.79,0.88,2.52,1.4c0.75,0.5,1.37,1.04,1.91,1.57c0.54,0.52,0.97,1.04,1.33,1.51c0.17,0.24,0.33,0.46,0.48,0.67 c0.14,0.23,0.28,0.44,0.39,0.63c0.27,0.42,0.29,0.58,0.39,0.77c0.07,0.16,0.11,0.25,0.11,0.25c0.67,1.49-0.14,3.18-1.81,3.78 C97.87,55.34,96.4,54.98,95.51,54.07z" style="fill:#422B0D;"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a wooden rocking chair on a porch. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#eeebe6" d="M0 0h7v25H0z"/><path fill="#c3b3ab" d="M8 0h71l-2 5q3 7 8 1l-1-6h12v11q-5-1-8 2-3-2-7-2l-25 6-33-3-3 2-9-7 3-1-6-3z"/><path fill="#f3f0ee" d="M79 0h5l1 6q-5 6-8-1z"/><path fill="#c5b7ad" d="m8 5 6 3-3 1 9 7 3-2 33 3 25-6q4 0 7 2 3-3 8-2v21l-6-1q-3-1 0-2l4-1q-7-2-12 1 3 3-2 1v-3q4 0 1-3l10-1-21-1 2-1-3-2-6 2 3 1-17 2 20 3-24 1q-5 0-7-3l4-2-27-1 10-1-3-1-6 1q-2-3-4-2v-3H9L8 62z"/><path fill="#c7bab1" d="M96 32v37l-4-2V36h-5v29H65l9-5-8 1-2-9q0-2 2-2l1-1-3-1-12 3q-3-4 0-7-2-6-8-4-3 0-5 2l-3-10 7-2 2-2 24-1-20-3 17-2-3-1 6-2 3 2-2 1 21 1-10 1q3 3-1 3v3q5 2 2-1 5-3 12-1l-4 1q-3 1 0 2z"/><path fill="#c9bcb3" d="m45 28-2 2-7 2-2-3q-6-3-11 0h-3l10 32 1 2v2H10l-2 1v-4l1-46h3v3q2-1 4 2l6-1 3 1-10 1 27 1-4 2q2 3 7 3"/><path fill="#f9f7f6" d="M70 31q12-1 5 9-11 0-5-9"/><path fill="#f8f6f3" d="m36 32 3 10v2l-4 2h-6l-2-4-4-13q5-3 11 0z"/><path fill="#ba8a62" d="m23 29 4 13-1 2-3-8 2 10h10q-3 0-5 3l-1 1q-1-3-3-2l3 9-1 1q-6-15-8-29z"/><path fill="#d7bca2" d="m27 42 2 4h-4l-2-10 3 8z"/><path fill="#d1b098" d="m52 51-4 1q0-2 3-2l-2-4 1-1q-6-2-11-1v-2q2-2 5-2 6-2 8 4-3 3 0 7"/><path fill="#b78b69" d="M39 44q5-1 11 1l-1 1q-6-3-10 0h-4z"/><path fill="#c2ada2" d="M39 46q4-3 10 0l2 4q-3 0-3 2l-5 2q-1-6-4-8"/><path fill="#f1e8e0" d="M35 46h4q3 2 4 8-5 0-8 3l-5-8q2-3 5-3"/><path fill="#ece2d9" d="m29 50 2 5-2 2-3-9q2-1 3 2"/><path fill="#ca996b" d="M66 50q-7-1-12 3v2q-5-3-5 2-2-1-1-3-10 1-18 7l-2-3 1-1 2-2-2-5 1-1 5 8 29-9 3 1z"/><path fill="#bb7c4d" d="M66 50q-2 0-2 2l2 9h-2l-1-9-9 1q5-4 12-3"/><path fill="#cdb39f" d="m54 55 2 9h-5l-2-7q0-5 5-2"/><path fill="#d2c2b7" d="m64 61-6 2-4-8v-2l9-1z"/><path fill="#a9764e" d="m49 57 2 7-2 3 1-2-1-1v-2l-3-6-10 4 3 1h1q-5 0-5 4-3 0 0 3h2l-1-2v-1l2 2v1l8 2q-2-1-2 1h-7l-5-1q-2 0-2-2 3-1 1-3v-2l-1-2q8-6 18-7-1 2 1 3"/><path fill="#eee3d6" d="m46 56-1 2q-4 0-6 3l-3-1z"/><path fill="#b58b67" d="m46 56 3 6q-3-1-5 1-3 0-5 2l-1 1v1l-2-2v1l-1-1q0-4 5-4h-1q2-3 6-3z"/><path fill="#dacfc8" d="M49 62v2l-5-1q2-2 5-1"/><path fill="#b77c4d" d="m54 55 4 8-2 1z"/><path fill="#d0b49a" d="M31 63q0-4 3-1-1 3-3 1"/><path fill="#b49a8e" d="m44 63 5 1 1 1H39q2-2 5-2"/><path fill="#d4c1b3" d="m38 66 1-1h11l-1 2h-4q-4-2-7-1"/><path fill="#e0b17c" d="m65 65-16 2 2-3h5l2-1 6-2h2l8-1z"/><path fill="#e7ded6" d="m35 65 1 2h-2q-3-3 0-3"/><path fill="#faf7f4" d="M38 66q3-1 7 1l-7 1z"/><path fill="#f4f3ef" d="M96 69v27H0V72l4 2q-3 0-1 2 10 2 1 3 7 0 13 3 3-2 7-2h6l-1 1 3 1q-42 3 0 3v2q14 3 30 0-3-1 0-2 12-2 26 1l6-2-45-2 15-3-2-2 8-2-9-1 8-1-8-2q-2-2-5-2l-12 2q0-2 2-1l5-2q6-3 14-3h22V36h5v31z"/><path fill="#d9d3cf" d="M7 0v66l2-1 10 2 11-2q2 2-1 3-12-1-21 1l-1 2q-3-2-6-1-1-6 5-4V0"/><path fill="#faf8f3" d="M10 65h21l-11 2z"/><path fill="#b98658" d="M45 67h4l2 1-5 2-8-2z"/><path fill="#bfbdba" d="M30 68q0 2 2 2l5 1q4 3 10 3l-16 2-15-2-7-5q9-2 21-1"/><path fill="#acaaac" d="M61 71q-6 0-11 3l-8-3h2l12-2q3 0 5 2"/><path fill="#f3f2ee" d="M0 25h7v41q-6-2-5 4 3-1 6 1 3 3 8 3l15 2 16-2h3q5-3 11-3l8 2-8 1 9 1-8 2 2 2-15 3 39 4q-14-3-26-1-3 1 0 2-16 3-30 0v-2q-42 0 0-3l-3-1 1-1h-6q-4 0-7 2-6-3-13-3 9-1-1-3-2-2 1-2l-4-2z"/><path fill="#918e93" d="M37 71h5l8 3h-3q-6 0-10-3"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a dark wooden fence in a garden of roses:I'm drawn to the intricate beauty of the roses, their delicate forms and vibrant colors. The dark wood, with its weathered grain and subtle imperfections, evokes a sense of age and history. The fence, a simple yet elegant structure, provides a sense of order and stability, while the roses themselves contribute to the overall visual harmony. The interplay of light and shadow, the subtle texture of the wood, and the overall feeling of tranquility and peace are all contributing to the captivating image. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a dark wooden fence in a garden of roses. | <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="#fafbfb" d="M0 0h96v43q-2 0-1 2-3 1-2 4 1 2-3 3-3-1 0-3-1-2-3-1-6-3-9 2l-2-3q-2 1-1 4h-4q1-7-5-4v4h-3l-1-5q-4 0-3 5h-5v-5h-3v5h-5v-5h-3l-2 20q-3 0-3 3V47q-6-3-4 4h-4q-2-10-2 0h-3q-2-10-2 0h-5q-1-9-1 0h-3v-6h-4l-2 7q-3-1 0-3l-2-2q-3 0 0 3l-3 1-1-5-2-1z"/><path fill="#efa491" d="M9 44q-1-2-3-1l-2-2q2-3 6-2 3 3-1 5"/><path fill="#2b3939" d="M6 43q2-1 3 1-3 1-3-1"/><path fill="#606a65" d="m95 45-2 4q-1-3 2-4"/><path fill="#f2997b" d="M87 48q0 5-5 5-3-8 5-5"/><path fill="#575553" d="m59 51-1 2h-5q-2 2-1 6l-5-1q-2-3-1-6l5-1v-5h3v5z"/><path fill="#484943" d="m62 46 1 5h3v-4q6-3 5 4h4q-1-3 1-4l2 3h2l-2 3q-8-3-8 6l-2 1q-1-3 1-5l-2-2h-4v6q-4-7-1-13"/><path fill="#576d53" d="m8 52-3 3q0-2-2-2v-2l3-1q-3-3 0-3l2 2q-3 2 0 3"/><path fill="#f1dacd" d="M96 43v17l-4-3q-4 0-3-3h-7v-1q5 0 5-5 2-1 3 1-3 2 0 3 4-1 3-3l2-4q-1-2 1-2"/><path fill="#ece8e5" d="M34 58v4l-1 2q0-3-2-3-3-2-2-5v-2q2-2 5-1z"/><path fill="#aaa8a6" d="M43 46v21l-2-1z"/><path fill="#9ca78f" d="M8 52q4-1 1 2v3q-3-2-6-1v-3q2 0 2 2z"/><path fill="#f6b9a6" d="M87 48q-8-3-5 5v1l-3 3q-14-1-1-4l2-3h-2q3-5 9-2"/><path fill="#ede8dd" d="M19 53h4v4q-3-1-3 2-2-3-1-6"/><path fill="#cd6d64" d="M4 58q3 0 2 3H3q-1-3 1-3"/><path fill="#d9dad8" d="M14 56h3v5h-3z"/><path fill="#8d9688" d="M23 53q2-1 5 1-6 0 0 2h1q-1 3 2 5l-1 1 4 5-2 3-3-2 1-2-2-4-3 3-2-5q-1-3-3 0v-1q0-3 3-2z"/><path fill="#d0cec8" d="M53 53h5l1 6h-6z"/><path fill="#e87d6b" d="M34 58h2l-2 3z"/><path fill="#cfcfcf" d="M23 60q-1 3-3 0 2-3 3 0"/><path fill="#383b3b" d="M62 46q-3 6 1 13l4-1v-5l2 2q-2 2-1 5l-1 2q-2-3-4-2-1 3 2 5-3 0-4 3l3 1-2 2h2l1 3q-3 2-3 6-2-3-4-2v-5q1-4-1-6 6-4-1-6h-2l5-2-1-6 1-2q-1-5 3-5"/><path fill="#e4e3df" d="M67 53v5l-4 1v-6z"/><path fill="#798472" d="M3 61h3l1 1q-3 2-4 5z"/><path fill="#363d3b" d="m38 47-2 1v10h-2v-5q-3-1-5 1v2h-1v-2q-3-2-5-1h-9v8h3q2-3 2 2 2 3-3 2l1-3h-3v5q-6 1-4 7l-2-4v3H3v-6q1-3 4-5l-1-1q1-3-2-3l-1-2q3-1 6 1v-3q3-3-1-2l2-7h4v6h3q0-9 1 0h5q0-10 2 0h3q0-10 2 0h4q-2-7 4-4"/><path fill="#dc5e60" d="M9 58q3 0 3 4-6 0-3-4"/><path fill="#f79996" d="M17 53v3h-3v-3z"/><path fill="#d95c61" d="M28 54v2q-6-2 0-2"/><path fill="#52644d" d="M82 54h7q-1 3 3 3l4 3v10l-2-2-1 3-3-3-1-1q3-4 2-8l-1 1-1-1q-1-3-3-1l-8 9q0-3 2-5l2-2q-3 0-3-3z"/><path fill="#decabf" d="M54 61h2q0 2 2 2-1 2-3 1l1 2-3 2q-1-4 1-7"/><path fill="#495648" d="M17 53h2q-1 3 1 6v1q2 3 3 0l2 5 3-3 2 4-1 2-2 2-4-3-2-2q1-3-2-2 0-5-2-2z"/><path fill="#96947c" d="M19 63q3-1 2 2l2 2h-9v-5h3l-1 3q5 1 3-2"/><path fill="#e48d7a" d="M56 61q7 2 1 6 2 2 1 6-6 1-5-5l3-2-1-2q2 1 3-1-2 0-2-2"/><path fill="#eadad1" d="M78 53q-13 3 1 4 0 3 3 3l-2 2q-4-5-8-2v1q-4 2 0 5l6 1h2l6-9q2-2 3 1-5 0-4 5h5v-4l1-1q1 4-2 8l1 1v4l6 1v7q-4 5-9 0v-6q-6 0-8-3l-3-3-6 2-3-4-2-1q-3-2-2-5 2-1 4 2l1-2 2-1q0-9 8-6"/><path fill="#f8a690" d="M72 60q4-3 8 2-2 2-2 5l-6-1q-4-3 0-5l1 2h5q-3-4-6-3"/><path fill="#dd6a52" d="M72 60q3-1 6 3h-5z"/><path fill="#ec8568" d="M89 59v4h-5q-1-5 4-5"/><path fill="#d9575a" d="M6 67q3 0 0 3-3-1 0-3"/><path fill="#db7462" d="M21 67h2l4 3-2 2q5 0 3 5h-3l-2-4-4-1-2-1z"/><path fill="#e97760" d="M82 67h5q2 3-1 4-7 2-4-4"/><path fill="#3b4e3e" d="M31 61q2 0 2 3l1-2v12h-4q0-3 2-4l2-3-4-5z"/><path fill="#556752" d="m65 65 2 1-2 8-1-3h-2l2-2-3-1q1-3 4-3"/><path fill="#4b654a" d="M79 71q-3 0-5 2l-3-1-1-2 6-2z"/><path fill="#2c3930" d="m90 68 3 3 1-3 2 2v3l-6-1z"/><path fill="#252b2f" d="m0 45 2 1 1 5v5l1 2q-2 0-1 3v12h5v-3l2 4 3 1-1 1-1 1q4 0 1 3l4 1v-4l3 6q-3-1-5 2l2 2-3 6q-1-5-4-2l1 5H0z"/><path fill="#ee9f86" d="M14 67h7l-4 4 2 1q-3 5-7 4l1-1-3-1q-2-6 4-7"/><path fill="#282a2e" d="M43 46h3v5h5l-5 1q-1 3 1 6l5 1q-1-4 1-6v6h6l-5 2q-2 3-1 7h-1l-1-7q-3-3-5 0v13l6-2q2 3 6 2v4q2-1 4 2 0-4 3-6l2-8 3 4 1 2 4 2-5 3h4l1 2v2q-3-1-4 1l-5-2q-2 3 1 4l-3 1-1-4-6-2q-1 3-5 3 0 4-4 4-9-1-19 2l-6-1 1-7h-3l-1 4-1-8 4-3 2 4h3q2-5-3-5l2-2 2-2 3 2q-2 1-2 4h4V61l2-3V48l2-1v27l4-1 1-6z"/><path fill="#d2b4a6" d="M52 68q-1 6 5 5v1q-4 1-6-2l-2-3z"/><path fill="#60735f" d="m41 66 2 1-1 6-4 1v-5q0-3 3-3"/><path fill="#4f5f51" d="m51 61 1 7-2 1 2 3-6 2V64h2q0 2 3 2z"/><path fill="#bf5c56" d="M46 61q2 0 2 3h-2z"/><path fill="#e1dcda" d="M46 61q2-3 5 0v5q-3 0-3-2 0-3-2-3"/><path fill="#f7f6f0" d="M47 58v-5h4v5z"/><path fill="#e9705c" d="M90 75q5-2 4 4-7 2-4-4"/><path fill="#5a7c59" d="M79 78v4q-3-2-4-1v-2q1-3 4-1"/><path fill="#3d4f41" d="M79 71q2 3 8 3v6q5 5 9 0v16H79v-3l-3 1q1-9 7-2 2-4 5 0 1-2 4-1 1-2-3-8v6q-7 1-3-5-6-1-7-6-3-2-4 1l-1-2h-4l5-3-4-2 3 1q2-2 5-2"/><path fill="#2a3733" d="m19 72 4 1-4 3 1 8 1-4h3l-1 7 6 1q10-3 19-2 4 0 4-4 4 0 5-3l6 2 1 4 3-1q-3-1-1-4l5 2q-6 2 0 6v1q1 2 4 1 4-3 4-8v-4q1 5 7 6-4 6 3 5v-6q4 6 3 8-3-1-4 1-3-4-5 0-6-7-7 2l3-1v3H10l-1-5q3-3 4 2l3-6-2-2q2-3 5-2l-3-6v4l-4-1q3-3-1-3l1-1q4 1 7-4"/><path fill="#e3d9d2" d="M75 81q1-1 4 1 0 5-4 8-3 1-4-1l6-3q-2-4-5-3l-1 5q-6-4 0-6 1-2 4-1"/><path fill="#c85e55" d="M4 83q8-1 3 5-9 1-3-5"/><path fill="#f1a48c" d="M71 89v-1l1-5q3-1 5 3z"/></svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a white swan swimming gently in the water. | <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="#e3e8ed" d="M0 0h96v96H0z"/><path fill="#5c4f4d" d="M26 30q2-1 3 2l-2 1-1-1z"/><path fill="#cab18e" d="M26 32q-2 2-5 1z"/><path fill="#fafafb" d="m71 55-25 4q-13 1-24-1 0-10 7-16l4-10h-4q-1-3-3-2 5-7 10 1v6l-6 12q-2 1 1 4l11-10 10-2q3 3 6-1l2 4q5-3 12 0-4 5-1 11"/><path fill="#c9d3d9" d="M22 58q11 2 24 1l25-4v-3q8-1 12 6l-6 5-20 3 5 1q-16 2-31 1l7-2-10-3q3-2 6 1v-2q-6-1-9 1l-7-3q-3-1 0-3l2 3z"/></svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAADkAAAA5CAYAAACMGIOFAAAABmJLR0QA/wD/AP+gvaeTAAAFQ0lEQVRoge2abWxTZRTHf8+9dy8CYbzOYIyCohNBE4iSKOqALAQ/kLhAi4iDDnCYEFHwFbKQZxoWlQSJ4AdAR4EMdR1IUBONiRsixhjUmDAIKDCUwYDwIoLMbb3HD1tH27VldLctXfb7tHvOc885//W5z/P09EIvicdVXD7UVVw+NJE5VCKDx2Km582HbWWvRxjbbvpNCYurNuvvnM6VEpEz5+sxtp99QFaYq8kW46Htm1fUOZnPcDJYV7FbeY/OAgGyDWWvdjpfSkSieDSGd4LT6VIjEi7H6YuLlIhUwq5oPiG6L15SItLMYhnCHxFcv2dkstzpfCnbQp7y6AEZcCHY1gIDd3r1RadzpUwkgMujJfja59UJqSdVC09S6RWZbhQVreo7rUT3Cbf3GJEuT9mLTeaV89nNnHfPLVsU7OsRIt3F+hWQNUAmkCVK1s0oLlsW8Ke9SJen7FURVoXblUi526OXA1jJL8s53B69XJCV0fwCK12espa0/STd83SBQFSB15B30lak7WdcF4eqtBUpJtXA+fZLf4QhAdvZTs/krAUrb/X7W58RkQKEO1AYwAlRqlb5zS2+LaUNCar7htheoY8WFulRpqnyRdQBQ9n7QwYoHgTub/Vn1gSfFZXbU/aaiJSi6Bcldguwliv9S32+pVe7W6iTZ9dYsQwArbXh9uitgrwdQyBABrCUvpdqXfP1oHgLSjYGwIF6VgjMvoH7xuNnh8tVZSaoLkexXEVvjRD8bwQbM7Ms8h8ZxV3DcxGg/s+z7P3xEFf+/S94WL70O7gAWJ/MguPBUob/OQnqnN2Sncn8okkMyLl2zs0d0p+8u4fx4dYarjY1d9iVyJLp8/Q3cWe3Qy+nz9N3ORUrGEsUTwYbCiaOCREYICenD5PzR/Pl178Gm/MMmyNxFxaGk7FC4gIjgg33jhwWdXDeyNsSUUPCMWhbMTuwrOhrSUYM382MBTQA9wQMJxrOMeLO3IiD/2o4F24S4Fg38oc/g0cdjNWBJVCrgkR+u6eOubcPwTJDT3ytrX5q9nT6iWKfz6vHx1tVhA18JG3/uHhi2URpzBkovMGGU40X8W6r5eSpa93Ck6cvUFm1l1OnQ7uFCrUxnoKSjVW9Sf/g9mifgCtgbDz9NxWVtWRntz2uTU0tke79+cxw2ZSkOiMyUWtr4BEGfbZVn4nkn1Wih3y8QZ9TALNn6/7NGXwPPNDF+Mf9ppW/46PS490pMsJ0NejidC0s0rmWyW7gPuAXYCyh0/UnYDxQZwBUVupLLfAEwhfXja6o8Vs81l2B3cUyeZY2gQDj6Pw8BtaK0R1ftdrb89NcHj0VRQnCFKAvAMJlFLsRNvi8+nPiXBwcxVbHMLpWRsyvNoVzygcjzWa0Od9dujNdAVzFej1CSawxAh/cbL+F3JBIQM3w6LUKFkVyCmys9uqFadv+aEeqvfoFhHWdPIoN1V69EJB0Fwkgvs16sYI1gWtgtW+Tfr797/RvLrcjVV69xLDJszHzfF79MkHTPq2by+F8ukUfjmTvKZ9kTHpF9hR6RfYUknri0VobdccoRTFBKfWViIS9R6deApkK7B49nHe11jF6cF0nqVtIXT1PoygDEJEpnUdIYEOfur+ew8AOJ/ImdboKRG4eRUKpHKfyJlVkK3ijvG4WiuJgs8qudipvUkXu9OqLKB5HcTDGsMOmomBXxev/OJU36aurz6sbESYDByK4D5kGkz6p0CedzJmSLcTn1Y2WlREu9JBpMNlpgZDiFwgL55QPtszmxSLKzmzOfH/btmUXrn9XLxH5H/jOuKSn1LrgAAAAAElFTkSuQmCC",
"path": null
} | Generate code for a svg of a cross anchor symbol, accompanied by two arrows pointing in opposite directions, all presented in a blue and white color scheme. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 57.487 57.487" style="enable-background:new 0 0 57.487 57.487;" xml:space="preserve">
<path style="fill:#556080;" d="M54,34.512V20.871c0.776,0.772,2.129,0.638,2.905-0.134c0.776-0.771,0.776-2.022,0-2.794
l-3.513-3.494c-0.777-0.773-2.033-0.773-2.81,0l-1.405,1.397l0,0l-2.108,2.096c-0.776,0.771-0.776,2.022,0,2.794v0
c0.776,0.771,2.155,0.905,2.931,0.133v6H35V9.313c1.19-0.694,2-1.969,2-3.444c0-2.206-1.794-4-4-4s-4,1.794-4,4
c0,1.474,0.81,2.75,2,3.444v17.557L16,26.87c-0.973-3.321-4.364-5.747-8-5.747c-4.418,0-8,3.582-8,8s3.582,8,8,8
c3.817,0,7.202-2.676,8-6.253l15,0.001v18c-0.776-0.771-2.155-0.892-2.931-0.121v0c-0.776,0.771-0.776,2.022,0,2.794l2.108,2.096
l0,0l1.405,1.397c0.777,0.773,2.033,0.773,2.81,0l3.404-3.385c0.573-0.57,0.824-1.426,0.553-2.188
c-0.535-1.507-2.386-1.552-3.349-0.595v-18h15v3.642c-0.776-0.771-2.155-0.892-2.931-0.121v0c-0.776,0.771-0.776,2.022,0,2.794
l2.108,2.096l0,0l1.405,1.397c0.777,0.773,2.033,0.773,2.81,0l3.404-3.385c0.573-0.57,0.824-1.426,0.553-2.188
C56.814,33.6,54.963,33.555,54,34.512z"/>
<path style="fill:#D1D4D1;" d="M8,33.123c-2.206,0-4-1.794-4-4s1.794-4,4-4s4,1.794,4,4S10.206,33.123,8,33.123z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "898b6d97920053f82c68a5a0fdf93c0743fd326582f5b3528867aa3c7a16aff4.png"
} | Generate code for a svg of a the w plus logo is shown on a black square | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 42 42"><path d="M5 0h32c2.623 0 5 2.377 5 5v32c0 2.623-2.377 5-5 5H5c-2.623 0-5-2.377-5-5V5c0-2.623 2.377-5 5-5zm9.725 32.083h3.174L21 16.026l3.035 16.057h3.31l3.774-21.28h-2.936L25.73 25.817l-2.838-15.014h-3.778l-2.846 14.718-2.456-14.718H10.88l3.844 21.28zm20.525 6.334h1.583V35.25h.792v-1.583h-.792V30.5H35.25v3.167h-1.583V30.5h-1.584v4.75h3.167v3.167z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow flowers blooming in urban flower beds. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9faf9" d="M0 0h96v60l-2 1q-2-3-4-2-3-4 2-6l-4-1 1-1q-1-3-4-3l-5 1v3q-2-1-2 1l-6 2q-3-1-2-3-3-1-4 1l-4-1q-3 2 1 4v6l-3-1q2-1 1-3l-2 2v-8q1-2-1-2-1-1-3 1l-5-4-5 4h-1v-1l5-5-1-1q-4-3-6 1l-1 2q-6 0-1 3l1 3q-3 2 1 3l-2 5-2-2-2 3v-5q2-1 1-2-3-3-5 0l-1-2 1-1q-1-2-3-1-6 2-1 6h-4v4l-1 4h-2v-3l-1-6-2 6-1-6-1 2q-1-9 1-15l4-1-1-2H7q-1 1 1 4l1-2 7 1-2 7-3 4 1 8-2-1q-3 1-2-2H0z"/><path fill="#f8ef61" d="M17 43h-1l-7-1-1 2q-2-3-1-4h13l1 2z"/><path fill="#fce632" d="m48 44-6 1q2-4 6-1"/><path fill="#cdd69f" d="m48 44-5 5-3-3 1-2z"/><path fill="#f5e035" d="m41 47 3 3v1l-4-1q-5-3 1-3"/><path fill="#f8eb57" d="M58 50v2l-8 1-5-2 5-4 5 4q2-2 3-1"/><path fill="#fbef52" d="M89 51q-3-1-4 2l-2-2-3 1v-3l5-1q3 0 4 3"/><path fill="#f4f577" d="M17 48q5 2 0 4z"/><path fill="#f7d851" d="M29 51q2-1 3 1l-1 1q-4 1-2-2"/><path fill="#86a65e" d="M58 50q2 0 1 2h-1z"/><path fill="#d3d78c" d="m40 50 4 1h1l5 2-1 3v-3h-8z"/><path fill="#a8c3a6" d="M16 43q-2 6-1 15l1-2 1 6 2-6 1 6-6 1 1-2q-1-3-2 0V50z"/><path fill="#fbec4b" d="M41 53h8v3h-7q-4-1-1-3"/><path fill="#84a778" d="M14 50v11q1-3 2 0l-1 2v3h-3l-3 7-2-7v-2l2 4q0-3 3-4v-2l-1-8z"/><path fill="#ebe94c" d="M36 57q-2-1-2 1-3-1-2-3 2-3 5 0 1 1-1 2"/><path fill="#f8ee64" d="M66 53q2-1 3 1l-2 1q-3-1-4 1-4-2-1-4z"/><path fill="#e8edbd" d="M66 53q1-2 4-1-1 2 2 3-3 2 1 3l-1 2-2-1-3-4 2-1q-1-2-3-1"/><path fill="#ebe882" d="m89 51-1 1 4 1q-5 2-2 6h-5q-3-3 0-4-3-4-3 0h-2q0-2-2-2 0-2 2-1l3-1 2 2q1-3 4-2"/><path fill="#839d72" d="M85 59v2l-1 3-2-9q0-4 3 0-3 1 0 4"/><path fill="#cbe0c9" d="M29 51q-2 3 2 2l1 2q-1 2 2 3v8h-1q-2-1-2-3v-3q-3-1-4 1-1 1 2 2v4l-1 1-3 1-1-2 1-8-1 2v-4h4q-5-4 1-6"/><path fill="#cddaca" d="M58 52v8h-4v-3q-3 2-3 5l-2-3-3 5v-8h2l1-3z"/><path fill="#fbec5e" d="M78 53q2 0 2 2l-1 1q3 4-3 4 0-5-3-2-4-1-1-3z"/><path fill="#9ebc91" d="M42 56h5v8l3-5 2 3v2q-2 1-1 4h-1q-2-1-1-3-4-1-6 2 0-3-2-3l-1-2v-1z"/><path fill="#dee591" d="m60 61-3-1h2l2-2q1 2-1 3"/><path fill="#88ac7a" d="m76 60 2 4-3 4-1-2q-2 5-3 0v-2h4q0-4-3-4l1-2q3-3 3 2"/><path fill="#e5d948" d="M31 63h-2q-3-1-2-2 1-2 4-1z"/><path fill="#7ba876" d="m55 60-3 2q0-3 3-5z"/><path fill="#f5e15a" d="m70 59 2 1q3 0 3 4h-6q-3-4 1-5"/><path fill="#f6ee57" d="M90 59q2-1 4 2l2-1v3l-4-1-4-2-3 1v-2z"/><path fill="#eaed96" d="m40 61-5 5q-2-3 1-5l2-3z"/><path fill="#ebedae" d="M0 59h8q-1 3 2 2-1 2 2 3-3 1-3 4l-2-4v2l-2-2-2 5-2-3 4-5q-3-3-4 0l2 1-3 3z"/><path fill="#f7ef6c" d="m5 61-2 1-2-1q1-3 4 0"/><path fill="#fae941" d="m10 61 2 1v2q-3-1-2-3"/><path fill="#f9e54b" d="M55 60h2l3 1 3 1-6 3-5-1v-2z"/><path fill="#e7ebd3" d="m88 60 4 2-1 4q-3 0 0 4-3 1-4-2z"/><path fill="#dce2b3" d="M80 55h2l2 9q-3-1-4 1v5l-3 1q-1-3 2-5l-1-2-2-4q6 0 3-4z"/><path fill="#8faf60" d="M29 63h2q0 2 2 3l-2 3q0-2-2-2z"/><path fill="#cddcc1" d="m63 57 1 7 1-7 1 4-3 8q-3-2-4 1l-2-5 6-3z"/><path fill="#b4d0c4" d="m41 64-2 5q-1-4 2-5"/><path fill="#eceec2" d="m52 64 5 1-2 4q-1-2-3-1h-1q-1-3 1-4"/><path fill="#89b184" d="m92 62 4 1v9h-3v-7q-1 2-2 1z"/><path fill="#4b735b" d="m78 64 1 2q-3 2-2 5v1q-3-1-4 1l-1-1q-2-3-1-6 1 5 3 0l1 2z"/><path fill="#406950" d="M91 66q1 1 2-1v7l-2-2q-3-4 0-4"/><path fill="#f6ec67" d="M29 67q2 0 2 2l-3 1v-2z"/><path fill="#dce59b" d="M41 64q2 0 2 3v3q-3-1-3 2-3-1-1-3z"/><path fill="#85a882" d="m57 65 2 5q1 3 4 5l-2 2-3-4q0-3-1-1l-4 4-2-3-1 8q-2-3-1-6l3-7q2-1 3 1z"/><path fill="#bbcb96" d="m24 67 1 2 3-1v2l3-1 3 9-4-6-2-1h-7q0-3 3-4"/><path fill="#c8ddc8" d="M69 64h2v2q-1 3 1 6-1 7-4 1-2-6 1-9"/><path fill="#ebe149" d="M63 69q2-3 3 1l-3 5q-3-2-4-5 1-3 4-1"/><path fill="#ece56f" d="M21 62v3q-4 1-1 4l-4 7-2-4-3 3H7q-4-2-1-5l-3-1 2-5 2 2 2 7 3-7h3v-3z"/><path fill="#d5e5d6" d="M25 71h3v10q-3 0-3-2l-4-2q1-4 4-6"/><path fill="#497463" d="M33 66q3 6 0 12l-3-9z"/><path fill="#f9e44d" d="M50 68h1l-3 7q-2-2-2 1-3-1-2-3l-3-1 3-5q0-2 3-1-1 2 1 3z"/><path fill="#f7e750" d="m16 76-1 1-6 2-2-4h4l3-3z"/><path fill="#f0e76e" d="m50 68-1 1q-2-1-1-3-3-1-3 1l-3 5 3 1q-1 2 2 3l-4 1h-2l-2-2 1-3q0-3 3-2v-3q2-3 6-2-1 2 1 3"/><path fill="#8aae87" d="m67 55 3 4q-4 1-1 5-3 3-1 9 3 6 4-1l1 1v4h-5q-1 3 3 6-3 0-4 3l-2 1 1-9q-3 5-1-1l-2-2 3-5q-1-4-3-1l3-8-1-4-1 7-1-7v-1q1-2 4-1"/><path fill="#f3e55f" d="m88 60-1 8q1 3 4 2l2 2h3v15l-3-1v-6l-3 3h-3q-1-4 2-7l-8-3q-2-1-1-3v-5q1-2 4-1l1-3z"/><path fill="#558163" d="M24 67q-3 1-3 4h4q-3 2-4 6l4 2q-3-1-3 1-2-1-2 1l-3 3V74q0-2 3-5-3-3 1-4h2l1-4 1-2z"/><path fill="#c0d3b9" d="M17 74v10q-2 0-1 2-3 3-3 7l2-2 1 5h-5l4-14-1-2-3 9q-2-7 4-12l1-1z"/><path fill="#5a7f6a" d="m57 72-3 13q-3 0-3 2-2-3-1-6l1-8 2 3z"/><path fill="#648b6f" d="M36 57v5q-3 2-1 5l5-5 1 2q-3 1-2 5-2 2 1 3l-1 3 2 2-9 10-4-1 1-4-1-1V71l2 1 4 6q3-6 0-12v-8q0-2 2-1"/><path fill="#f4e456" d="M77 72q2 4 8 4l-6 12 3 1v4l2-7 2 2-1 8h-5l-3-4q-2 3-5 2v-6q-4 0-5-2 1-3 4-3-4-3-3-6h5v-4q1-2 4-1"/><path fill="#e4e58f" d="M22 80q0-2 3-1 0 2 3 2l1 1z"/><path fill="#8aa668" d="M41 77h2v1q-5 5-7 12l-4-3 3-1z"/><path fill="#f4e54c" d="m7 87-2 2-3-2-1-2 4-3 4 4z"/><path fill="#99b36a" d="M20 81v4q-3-1-4 1-1-2 1-2z"/><path fill="#507661" d="m58 73 3 4 2-2 2 2q-2 6 1 1l-1 9q-2 6-4 1v-5z"/><path fill="#e3ece5" d="m43 78 2 9h-3l4 9H34q0-4 2-6 2-7 7-12"/><path fill="#779a83" d="M49 75q-1 3 1 6-1 3 1 6l-1 3h-3v6h-1l-4-9h3l-2-9v-1l4-1q0-3 2-1"/><path fill="#dce6df" d="m58 73 3 10v5q2 5 4-1l2-1q1 2 5 2v8H50l5-10z"/><path fill="#69997a" d="M61 88q-5-1-4-6z"/><path fill="#8db394" d="M96 87v2q-3 1-5 5 0-6-2-1-1-4 2-7-2-1-1-3l3-3v6z"/><path fill="#5c8367" d="m5 61-4 5 2 3 3 1q-3 3 1 5l2 4 6-2q-6 5-4 12l3-9 1 2-4 14H9l-2-9 2-1-4-4-4 3H0V65l3-3z"/><path fill="#f4e251" d="m22 80 7 2-1 4 4 1 4 3q-3 1-4 4l-1-2q-3-2-6-1 0-4-2-5l-1 3-3 2q-3-2-3-5 1-2 4-1v-4q0-2 2-1"/><path fill="#5e8964" d="M80 70q-1 2 1 3l8 3q-3 3-2 7h3q-1 2 1 3-3 3-2 7 2-5 2 1 2-4 5-5v3q-3 1-3 4h-5l-2-8-2-2-2 7v-4l-3-1 6-12q-6 0-8-4v-1z"/><path fill="#87ab84" d="m0 85 1 2 3 2 2-2 2 9H4q-1-4-4-5z"/><path fill="#d7dba5" d="m54 85-4 7v-2l1-3q0-2 3-2"/><path fill="#4f7a61" d="M16 86q0 3 3 5l2 5h-5l-1-5-2 2q0-4 3-7"/><path fill="#88a955" d="m54 85-5 10h-3v-6h3v2z"/><path fill="#8db081" d="m86 88 2 8h-3z"/><path fill="#dbe7df" d="M0 91q3 1 4 5H0z"/><path fill="#b8d5ae" d="M80 96h-8v-2q3 1 5-2z"/><path fill="#acc5aa" d="M96 92v4h-3q0-3 3-4"/><path fill="#9bbea0" d="m31 92-2 4h-8l-2-5 3-2 1-3q2 1 2 5 3-1 6 1"/><path fill="#5d8a66" d="M36 90q-2 2-2 6h-5l2-4 1 2q1-3 4-4"/></svg> | |
{
"bytes": "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",
"path": "7907750c9864844b740a73eb0e952914af33fd76273e21c86500e168c8deea44.png"
} | Generate code for a svg of a a black and white image of a mail envelope with an arrow pointing to it | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 20 20" fill="currentColor"><path d="m19.707 15.293-3-3a1.001 1.001 0 0 0-1.414 1.414L16.586 15H13a1 1 0 0 0 0 2h3.586l-1.293 1.293a1 1 0 1 0 1.414 1.414l3-3a1 1 0 0 0 0-1.414z"/><path d="M18.5 1c.357 0 .686.125.943.334L10 6.842.557 1.334A1.49 1.49 0 0 1 1.5 1h17zM0 13.5V3.324l9.496 5.54a1 1 0 0 0 1.008 0L20 3.324V10h-4a6.002 6.002 0 0 0-5.917 5H1.5A1.5 1.5 0 0 1 0 13.5z"/></svg> | |
{
"bytes": "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",
"path": "996265382051e610e48abffa3722fdbd55f65d67d5ddce4b8cf16878640c7a8a.png"
} | Generate code for a svg of a a black and white photo of a printer with a blank paper | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><path d="M18 3H6v4h12m1 5a1 1 0 01-1-1 1 1 0 011-1 1 1 0 011 1 1 1 0 01-1 1m-3 7H8v-5h8m3-6H5a3 3 0 00-3 3v6h4v4h12v-4h4v-6a3 3 0 00-3-3z"/></svg> | |
{
"bytes": "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",
"path": "8829b28d0bb9a25ac5c26a30a689cc4fc91c66ee99c8cee77323b95a7f24aa47.png"
} | Generate code for a svg of a a close up of a blue and white logo with a cross and xo | <svg width="100%" height="100%" viewBox="0 0 400 400" 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-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;">
<g id="SvgjsG1658" transform="matrix(1.94825,0,0,1.94825,5.64777,5.9564)">
<path d="M100.254,0C44.974,0 0,44.974 0,100.254C0,155.534 44.974,200.508 100.254,200.508C155.534,200.508 200.508,155.534 200.508,100.254C200.508,44.974 155.534,0 100.254,0ZM100.254,195.508C47.731,195.508 5,152.777 5,100.254C5,47.731 47.731,5 100.254,5C152.777,5 195.508,47.73 195.508,100.254C195.508,152.778 152.777,195.508 100.254,195.508Z" style="fill:rgb(20,189,172);fill-rule:nonzero;"/>
</g>
<g id="SvgjsG1659" transform="matrix(8.43977,0,0,8.43977,14.4251,16.6146)">
<g transform="matrix(1.42689,0,0,1.42689,-3.2958,-3.81263)">
<path d="M8.6,17.9L17.8,8.7" style="fill:none;stroke:rgb(20,189,172);stroke-width:3px;"/>
<path d="M8.6,8.7L17.8,17.9" style="fill:none;stroke:rgb(20,189,172);stroke-width:3px;"/>
</g>
<g transform="matrix(1,0,0,1,16.905,17.9601)">
<path d="M8.6,17.9L17.8,8.7" style="fill:none;stroke:rgb(20,189,172);stroke-width:3px;"/>
<path d="M8.6,8.7L17.8,17.9" style="fill:none;stroke:rgb(20,189,172);stroke-width:3px;"/>
</g>
<g transform="matrix(0.858857,0,0,0.858857,2.7315,5.05291)">
<circle cx="13.2" cy="30.2" r="5.6" style="fill:none;stroke:rgb(20,189,172);stroke-width:3px;"/>
</g>
<g transform="matrix(0.894946,-0.232953,0.232953,0.894946,12.4586,-8.78737)">
<circle cx="13.2" cy="30.2" r="5.6" style="fill:none;stroke:rgb(20,189,172);stroke-width:3px;"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the sight of a full moon rising over the forest. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#70a2b4" d="M0 0h96v96h-5q2-6 1-12l-2 5-3-4-4 4q-1-13-6-2l-5-2-1 4q-4-9-4 1-3-3-4 1l-2-6-4 7-6-4q0 3-2 1l-3-7-4 8q0-6-2-1v7h-3q-1-5-6-8l-1 2-4-4q-3 5-6-1l-3 3-4-6q-5 6-5 14H0z"/><path fill="#71a1b2" d="M74 8h2v6l10 2 2 5q-1 11-7 21-6 11 2 21-6 1-10 4-2-3-4-1l-12 6q-4-3-9-1 0-6-5-5l-8 1q-4 4-10 5-3-3-7 0l-6-9q-3-10-1-19l5-12-1-5q0-3 3-3l-1-10 1-1 5 1-1 1q2 3 5 1l-1 11q2 4 7 5v3l3 5 1-2q6 1 11 7l2-2 4 3 8-10 7-6q3-9 1-17z"/><path fill="#ebdbb5" d="M44 19q14-3 12 11-7 10-16 1-2-7 4-12"/><path fill="#5a8397" d="M37 96H8q0-8 5-14l4 6 3-3q3 6 6 1l4 4 1-2q5 3 6 8"/><path fill="#598497" d="M91 96h-1q-2-3-5-2 0-4-2-5l4-4 3 4 2-5q1 6-1 12"/><path fill="#5f899c" d="m77 87-1 7q3-1 2 2H40v-7q2-5 2 1l4-8 3 7q2 2 2-1l6 4 4-7 2 6q1-4 4-1 0-10 4-1l1-4z"/><path fill="#4c7085" d="M83 89q2 1 2 5 3-1 5 2H78q1-3-2-2l1-7q5-11 6 2"/></svg> | |
I draw images of sparks flying from a metal worker's welding torch, focusing on the intricate mechanics of the process. I analyze the shapes, the placement, and the detail to create a visually appealing and engaging image. The focus is on the movement and the interplay of light and shadow, creating a sense of dynamism and energy. | {
"bytes": "",
"path": null
} | Generate code for a svg of a sparks flying from a metal worker’s welding torch. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfd" d="M0 0h96v96H0z"/><path fill="#cd8a6b" d="M44 47q6 0 2 5l-3 3q-2-3-4-2z"/><path fill="#6d4a4a" d="M57 52q1 2 5 2l-2 3-4-3q-1-2 1-2"/><path fill="#634543" d="M39 53q2-1 4 2l-12 9z"/><path fill="#faf6ee" d="M57 52q-2 0-1 2h-3v5l1-2q1 2 3 2l-3 3 1 6-2-2q-2 8-5 1l-1-12q0 6-3 11-3-3 0-4l-2-2q4-3 4-8 4-5-2-5l-3-5q0-3 3 0l-1-3 2-1q-4-3-1-5l1 1 1-7 3 13 2-9v11l1 2q2-3 3 0-4 1 0 2l-1 2z"/><path fill="#262434" d="M62 54h8v6l16 17q3 2 2 6-8-10-18-19l-8-3-2-4z"/><path fill="#ab8672" d="M31 64 17 78z"/></svg> |
{
"bytes": "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",
"path": "f4dd87145fad3d530ba1ac05a6062c44a33a75271503447a81cadb4f6c2cb960.png"
} | Generate code for a svg of a a black and white image of a speech bubble with four dots | <svg width="1000" height="1000" xmlns="http://www.w3.org/2000/svg"><g fill="#323233" fill-rule="evenodd"><path d="M152.319 799.259l109.094-35.232 21.394 12.394C346.44 813.285 421.373 833.333 500 833.333c216.305 0 388.889-151.01 388.889-333.333 0-182.322-172.584-333.333-388.889-333.333S111.111 317.677 111.111 500c0 64.355 21.336 126.044 61.174 179.336l18.843 25.206-38.81 94.717zM500 888.889c-90.56 0-174.793-23.7-245.042-64.397l-142.484 46.015a27.778 27.778 0 0 1-19.069-.73c-14.195-5.816-20.988-22.04-15.172-36.235l49.555-120.943C82.112 651.497 55.556 578.462 55.556 500c0-214.777 198.984-388.889 444.444-388.889S944.444 285.223 944.444 500c0 214.777-198.984 388.889-444.444 388.889z" fill-rule="nonzero"/><circle cx="500" cy="500" r="55.556"/><circle cx="277.778" cy="500" r="55.556"/><circle cx="722.222" cy="500" r="55.556"/></g></svg> | |
{
"bytes": "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",
"path": "b8713a10a0fd5a3c1ef24cc71e4a9f198715352f2c18ee587dde4d534ede53e5.png"
} | Generate code for a svg of a a close up of a purple arrow in a circle with a white background | <svg xmlns="http://www.w3.org/2000/svg" height="512px" viewBox="0 0 480 480" width="512px" class=""><g><path d="m240 0c-132.546875 0-240 107.453125-240 240s107.453125 240 240 240 240-107.453125 240-240c-.148438-132.484375-107.515625-239.851562-240-240zm0 464c-123.710938 0-224-100.289062-224-224s100.289062-224 224-224 224 100.289062 224 224c-.140625 123.652344-100.347656 223.859375-224 224zm0 0" data-original="#000000" class="active-path" data-old_color="#6d416d" fill="#6d416d"/><path d="m328 200v-24h-56v-96h-64v96h-56v24l88 96zm-104-8v-96h32v96h56l-72 80-69.527344-80zm0 0" data-original="#000000" class="active-path" data-old_color="#6d416d" fill="#6d416d"/><path d="m336 312h-192v-88h-56v144h304v-144h-56zm16-72h24v112h-272v-112h24v88h224zm0 0" data-original="#000000" class="active-path" data-old_color="#6d416d" fill="#6d416d"/></g> </svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a giant crater on the surface of the 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="#dfe1df" d="M0 0h22l13 5-4 3 3 1q-3 4-7 4l-5-2q-3 3-4 0-3 3 3 3-1 3 2 6v-5l4 3q1-3 5-3-1 6 3 2 3 1 1 4l-8 2q-1-7-3-1 2 6 9 2l1 1q-4 1-6 4l-3-1-4 4 4 2q-4 1-5 5 3 1 5-2 2 3 4 0l3 3-4 2q-3-2-5-1l-4 5-2-5 2-4q-3-1-4 1l-1 7q-6-4-1-8l-1-4q-3 3-6 2-4 3-7 0z"/><path fill="#e1e1e0" d="M22 0h66q2 4-2 7l-2-3q1-6-2-1-3-4-5 0-4-4-7 0l-1-2-6 4V2q-10 3-4 12l9-5-1 3q-12 7 2 3l-2-1q2-4 5 0l-9 5q-2 2-1 3l-4-5q-6 0-4 6 1-3 2 0-2 3-4 1l-3-6-1 4-8 8q-4-1-1-3l1 1q1-6 6-7-3-2-5 1-1-4-3 0l2 1-5 5-1-1-3 3v2l2 4 3-6q2 0 2 3l1-1 2 3q-6-1-7 5-1-3-1 0l-3-3q-2 3-4 0-2 3-5 2 1-4 5-5l-4-2 4-4 3 1q2-3 6-4l-1-1q-7 4-9-2 2-6 3 1l8-2q2-3-1-4-4 4-3-2-4 0-5 3l-4-3v5q-3-3-2-6-6 0-3-3 1 3 4 0l5 2q4 0 7-4l-3-1 4-3z"/><path fill="#dfe2df" d="M88 0h8v49l-3 1-2-4 2-4-6-4h-3l-4 3q2 3 5 1l3 1-10 6q-3-2-2-4h-7q-4-5-9-2v-6h3q-1 2 1 3 1-6 5-1l-1 1q4 0 8 3l4-4-2-1h-4q2-3 6-3v-3h-6q3-5-1-2-1-10-6-1l-2-2 1-4-4-1q-1-1 1-3l9-5q-3-4-5 0l2 1q-14 4-2-3l1-3-9 5q-6-9 4-12v3l6-4 1 2q3-4 7 0 2-4 5 0 3-5 2 1l2 3q4-3 2-7"/><path fill="#e1e3e1" d="m62 22 4 1-1 4 2 2q5-9 6 1 4-3 1 2h6v3q-4 0-6 3h4l2 1-4 4q-4-3-8-3l1-1q-4-5-5 1-2-1-1-3h-3v6q5-3 9 2h7q-1 2 2 4l10-6-3-1q-3 2-5-1l4-3h3l6 4-2 4 2 4-9 2q-7-3-12 0l-2 1-22-2H16q-4 0-7 2l-9-3V35q3 3 7 0 3 1 6-2l1 4q-5 4 1 8l1-7q1-2 4-1l-2 4 2 5 4-5q2-1 5 1l4-2q0-3 1 0 1-6 7-5l-2-3-1 1q0-3-2-3l-3 6-2-4v-2l3-3 1 1 5-5-2-1q2-4 3 0 2-3 5-1-5 1-6 7l-1-1q-3 2 1 3l8-8 1-4 3 6q2 2 4-1-1-3-2 0-2-6 4-6z"/><path fill="#faf9f7" d="M96 49v28l-3-3-1 1v12q-6-3-1-4l-2-3q-9 2-16 7-3-1 1-2l-5-4-9-1-1-3h10l4-5 8-3-2-1 11-5-9-6 1-1q-5-2-8 1h-1l-2-2q7 0 1-3 5-3 12 0l9-2z"/><path fill="#f6f5f4" d="m0 50 9 3q3-2 7-2h32l22 2 2-1q6 3-1 3H36q-4-1-6 1-3-1-3 1-3 0-4 3-11 0-2 4-5 3 1 3-3 2 1 3l-5 2h-2q-3 1-4-1-3 2-7 1l2-1-4-1q0-3 3-2l-1-3q0-2 3-2l-6-2-1 2-1-4z"/><path fill="#4f555f" d="M36 55q1 8 7 16l-10-1q0-8-3-14 2-2 6-1"/><path fill="#3c414b" d="M36 55h17l-2 10v-9h-6v15h-2q-6-8-7-16"/><path fill="#5b626a" d="m61 55 4 2q-2 2-1 6h-3l2-6q-5-1-5 4l-3 2 2 1q-3 2-3 5l-4 2h-5V56h6v9l2-10z"/><path fill="#81898d" d="M61 55h6l3 1-4 11h-2q3-3 0-4-1-4 1-6z"/><path fill="#faf9f6" d="m0 59 1 4 1-2 6 2q-3 0-3 2l1 3q-3-1-3 2l4 1-2 1q4 1 7-1 1 2 4 1l3 2 3-1q-3-2-4-1l5-2q-4-1-1-3h5l3 1-5 3 3 1 3 3 9 1q-4 0-7 3l2 1h8q1 5 4 0h5q2-1 1 1 3 1 0 2 1 8 7 3l-2-2 3-2 5 1q-3 0-5 3l4 6 1-2 1 6H0z"/><path fill="#656b72" d="m23 60 3 7h-4q-6 0-1-3-9-4 2-4"/><path fill="#646b74" d="M27 57q0-2 3-1 3 6 3 14l-5 2-3-1 5-3-3-1 2-1-4-7q2-1 3 2 1-3-1-4"/><path fill="#484d58" d="M27 57q2 1 1 4-1-3-3-2l4 7-2 1h-1l-3-7q1-3 4-3"/><path fill="#a9acab" d="M67 55h4l2 2q-1 2 1 5 3-4 0-5 3-3 8-1l-1 1 9 6-11 5 2 1-8 3-14-1 5-8q3 1 0 4h2l4-11z"/><path fill="#50555d" d="M73 57q3 1 0 5-2-3-1-5"/><path fill="#8e969a" d="m64 63-5 8h-9l4-2q0-3 3-5l-2-1 3-2q0-5 5-4l-2 6z"/><path fill="#ebebeb" d="m33 70 10 1h16l14 1-4 5q0-3-2-3l-6 1-7 2-8 1 6 1v1h-5q-3 5-4 0h-8l-2-1q3-3 7-3l-9-1-3-3z"/><path fill="#737980" d="M16 72h2q1-1 4 1l-3 1z"/><path fill="#faf9f6" d="M96 77v19H67l-1-6-1 2-4-6q2-3 5-3l-5-1-3 2 2 2q-6 5-7-3 3-1 0-2 1-2-1-1v-1l3-1-1-1 7-2v2h-2l1 3 9 1 5 4q-4 1-1 2 7-5 16-7l2 3q-5 1 1 4V75l1-1z"/><path fill="#798085" d="M69 77h-8v-2l6-1q2 0 2 3"/><path fill="#4c5762" d="m54 77-3 1-6-1z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a factory worker:I'm drawn to the intricate and dynamic nature of a factory worker's work. I see the meticulous attention to detail, the precision of the movements, and the purposeful use of tools and materials. The worker's body is a complex interplay of curves, shapes, and precise positioning, reflecting the intricate machinery and the demands of their job. I find the detail level to be high, with a focus on capturing the essence of the worker's personality, their skills, and their dedication to their craft. The overall effect is a visually compelling and engaging image that captures the essence of a factory worker's profession. | {
"bytes": "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",
"path": "emoji_u1f9d1_200d_1f3ed.png"
} | Generate code for a svg of a factory worker | <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">
<path id="hair_1_" d="M84.21,82.06c-0.88-2.11,1.03-3.9,3.66-6.38c4.18-3.94,10.06-12.29,2.43-21.63 c-2.77-3.38-3.48-3.11-4.84-7.14s-4.31-0.85-3.17,2c0.08,0.2,0.17,0.38,0.25,0.57c-4,0.65-11.85,2.18-14.99,2.18 c-3.89,0-11.82,0-17.46,0c-1.21,0-2.56,0-4,0c-4.47,0-9.71,0-13.46,0c-3.14,0-10.99-1.53-14.99-2.18c0.08-0.19,0.17-0.37,0.25-0.57 c1.15-2.85-1.8-6.03-3.17-2s-2.07,3.75-4.84,7.14c-7.63,9.34-1.75,17.68,2.43,21.63c2.63,2.48,4.54,4.28,3.66,6.38 c-0.97,2.33-4.47,2.29-4.47,2.29s0.46,1.73,2.75,3.02c1.78,1,4.01,1.21,5.53,1.24c0.18,0,0.43,0.17,0.81,0.55 c4.85,4.81,8.7,6.39,20.25,6.82v0.01h0.18c0.11,0,0.21,0.01,0.33,0.01v-0.01h17.47v0.01c0.11,0,0.21-0.01,0.33-0.01h0.06v0 c11.65-0.42,15.51-1.99,20.37-6.82c0.38-0.38,0.63-0.55,0.81-0.55c1.53-0.03,3.75-0.24,5.53-1.24c2.29-1.29,2.75-3.02,2.75-3.02 S85.19,84.39,84.21,82.06z" style="fill:#543930;"/>
<g id="hairHighlights_3_">
<radialGradient id="SVGID_1_" cx="108.4223" cy="44.2313" gradientTransform="matrix(0.9669 -0.2551 0.1253 0.4749 -40.5788 90.4249)" gradientUnits="userSpaceOnUse" r="22.3339">
<stop offset="0.7275" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M50.32,96.77v-9.1l27.52-2.18l1.96,3.45c0,0-3.71,4-8.25,5.43c-3.48,1.1-7.23,1.28-13.3,1.94 L50.32,96.77z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="108.4223" cy="44.2313" gradientTransform="matrix(-0.9656 -0.2599 -0.1277 0.4743 140.6154 90.8719)" gradientUnits="userSpaceOnUse" r="22.3339">
<stop offset="0.7275" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M49.68,96.77l0.04-9.1l-27.51-2.31l-1.97,3.44c0,0,3.69,4.02,8.23,5.47 c3.48,1.11,7.22,1.32,13.29,2L49.68,96.77z" style="fill:url(#SVGID_2_);"/>
</g>
<g id="suit">
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="104" x2="116.986" y1="17.114" y2="17.114">
<stop offset="3.200000e-03" style="stop-color:#448AFF"/>
<stop offset="0.4042" style="stop-color:#3B7DFF"/>
<stop offset="1" style="stop-color:#2962FF"/>
</linearGradient>
<path d="M116.88,122.5c0-6.76-3.88-20-11.75-24.71L104,123.98h1.5h1.5h6.97h1.5h1.5L116.88,122.5z" style="fill:url(#SVGID_3_);"/>
<g id="XMLID_84_">
<linearGradient id="SVGID_4_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="4" x2="96" y1="18.137" y2="18.137">
<stop offset="3.200000e-03" style="stop-color:#448AFF"/>
<stop offset="0.4042" style="stop-color:#3B7DFF"/>
<stop offset="1" style="stop-color:#2962FF"/>
</linearGradient>
<path d="M50.12,95.74c-0.04,0-0.08,0-0.12,0c-22.55,0.03-46,7.28-46,25.06v3.18h1.5H7h86h1.5H96 v-3.18C96,104.05,72.77,95.74,50.12,95.74z" style="fill:url(#SVGID_4_);"/>
</g>
<g>
<g>
<path d="M117.96,54.78l-11.11-0.32c-4.2-0.09-7.67,3.39-7.75,7.79l-0.64,36.36l3.8,0.09l0.64-36.36 c0.04-2.19,1.78-3.94,3.87-3.9l11.11,0.32L117.96,54.78z" style="fill:#9E9E9E;"/>
<path d="M106.64,60.14l-1.49-0.02c-1.11-0.02-2-0.97-1.99-2.13l0.02-2.21c0.01-1.16,0.92-2.09,2.03-2.07 l1.49,0.02c1.11,0.02,2,0.97,1.99,2.13l-0.02,2.21C108.66,59.23,107.75,60.15,106.64,60.14z" style="fill:#504F4F;"/>
<path d="M103.09,122.98l0.39-32.79c0.01-1.05-1.33-1.92-3-1.95s-3.03,0.81-3.04,1.86l-0.39,32.87H103.09z" style="fill:#616161;"/>
</g>
<path d="M104.77,123.98l0.31-28.96c0.02-1.88-1.33-3.42-3.01-3.45l-3.26-0.04 c-1.68-0.02-3.07,1.48-3.08,3.36l-0.31,29.08L104.77,123.98L104.77,123.98z" style="fill:#504F4F;"/>
<g>
<path d="M112.5,61.49c-2.73,0-5.66-1.72-5.66-5.49c0-4.14,3.19-5.24,5.08-5.24 c4.5,0,9.17,3.78,10.85,5.28C121.04,57.56,116.23,61.49,112.5,61.49z" style="fill:#40C4FF;"/>
<path d="M111.92,51.59c3.69,0,7.59,2.79,9.57,4.45c-2.28,1.91-6.14,4.62-8.99,4.62 c-1.79,0-4.82-0.98-4.82-4.66C107.68,52.52,110.34,51.59,111.92,51.59 M111.92,49.92c-2.56,0-5.92,1.67-5.92,6.08 s3.5,6.33,6.5,6.33c5,0,11.5-6.29,11.5-6.29S117.92,49.92,111.92,49.92L111.92,49.92z" style="fill:#2962FF;"/>
</g>
<path d="M112.62,53.67c3.51,1.22,5.22,2.32,5.22,2.32s-1.12,1.22-4.74,2.01 c-2.69,0.59-4.44-0.41-4.42-2.13C108.72,54.16,110.81,53.03,112.62,53.67z" style="fill:#84FFFF;"/>
</g>
<path d="M113.87,110.04c-0.14-1.42-0.63-2.77-1.1-3.9c-1.47-3.57-3.14-6.35-6.95-9.16 c-3.87-2.86-8.13-3.43-10.05-3.11c-2.16,0.35-3.54,1.2-4.11,2.52c-0.43,1.01-0.27,2.03-0.01,2.79c-1.1,0.38-2.58,1.13-3.05,2.48 c-0.56,1.58-0.11,2.86,0.54,3.74c-0.94,0.6-2.11,1.55-2.45,2.74c-0.45,1.59,1.01,3.35,1.99,4.32c-0.48,0.64-1.05,1.5-1.18,2.13 c-0.68,3.36,3.68,5.24,6.36,5.82c0.43,0.09,0.86-0.1,1.08-0.48l0.92-1.6c3.43,1.06,8.44,2.48,10.53,2.48 c0.29,0,0.52-0.03,0.68-0.08c1.93-0.67,3.18-2.24,4.28-3.62c0.17-0.21,0.34-0.43,0.51-0.64 C113.37,114.65,114.09,112.31,113.87,110.04z" style="fill:#E94539;"/>
</g>
<polygon id="shirt" points="52.68,123.98 59.33,104.56 39.44,104.56 47.32,123.98 " style="fill:#F8F8F7;"/>
<g id="neck">
<path d="M50,92.37h-9.08v9.98c0,4.51,3.7,8.17,8.26,8.17H50h0.83c4.56,0,8.26-3.66,8.26-8.17v-9.98H50z" style="fill:#E59600;"/>
</g>
<g id="collar">
<g>
<linearGradient id="SVGID_5_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="36.943" x2="36.943" y1="32.024" y2="2.7851">
<stop offset="0" style="stop-color:#1565C0"/>
<stop offset="0.6821" style="stop-color:#0D47A1"/>
<stop offset="1" style="stop-color:#0D47A1"/>
</linearGradient>
<path d="M35.71,108.44c0.33,0,0.65,0.16,0.85,0.45l10.18,15.09h0.58l-6.4-28.01l-7.47,1.15 l-6.89,14.85l8.77-3.46C35.46,108.46,35.58,108.44,35.71,108.44z" style="fill:url(#SVGID_5_);"/>
</g>
</g>
<g id="collar_1_">
<g>
<linearGradient id="SVGID_6_" gradientTransform="matrix(-1 0 0 -1 100 128)" gradientUnits="userSpaceOnUse" x1="36.943" x2="36.943" y1="32.024" y2="2.7851">
<stop offset="0" style="stop-color:#1565C0"/>
<stop offset="0.6821" style="stop-color:#0D47A1"/>
<stop offset="1" style="stop-color:#0D47A1"/>
</linearGradient>
<path d="M64.29,108.44c-0.33,0-0.65,0.16-0.85,0.45l-10.18,15.09h-0.58l6.4-28.01l7.47,1.15 l6.89,14.85l-8.77-3.46C64.54,108.46,64.42,108.44,64.29,108.44z" style="fill:url(#SVGID_6_);"/>
</g>
</g>
<g id="hairHighlights_2_">
<radialGradient id="SVGID_7_" cx="90.5601" cy="46.6725" gradientTransform="matrix(-0.9437 0.3309 -0.2455 -0.7 184.5753 84.0247)" gradientUnits="userSpaceOnUse" r="7.4129">
<stop offset="0.6628" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M79.37,85.28c-5.88-8.43,7.66-8.83,7.66-8.83c-1.93,1.86-3.7,3.62-2.81,5.61 c1.05,2.35,4.47,2.29,4.47,2.29S83.36,89.14,79.37,85.28z" style="fill:url(#SVGID_7_);"/>
<radialGradient id="SVGID_8_" cx="105.3787" cy="59.2752" gradientTransform="matrix(-0.0746 -0.9972 0.8311 -0.0622 31.4431 177.497)" gradientUnits="userSpaceOnUse" r="25.856">
<stop offset="0.7247" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M89.85,73.57c-1.76,2.11-5.47,4.91-5.77,6.84c3.04-16.49-9.53-12.89-12.28-20.43 c-0.55-1.52-1.06-3.09-1.12-4.7c-0.05-1.21,7.46-12.71,8.16-13.74C79.7,40.28,93,58.45,93,58.45 C92.99,58.47,96.77,65.29,89.85,73.57z" style="fill:url(#SVGID_8_);"/>
</g>
<g id="hairHighlights_1_">
<radialGradient id="SVGID_9_" cx="90.7574" cy="46.6725" gradientTransform="matrix(0.9437 0.3309 0.2455 -0.7 -84.5642 83.9594)" gradientUnits="userSpaceOnUse" r="7.4129">
<stop offset="0.6628" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M20.83,85.28c5.88-8.43-7.66-8.83-7.66-8.83c1.93,1.86,3.7,3.62,2.81,5.61 c-1.05,2.35-4.47,2.29-4.47,2.29S16.84,89.14,20.83,85.28z" style="fill:url(#SVGID_9_);"/>
<radialGradient id="SVGID_10_" cx="105.5965" cy="59.2636" gradientTransform="matrix(0.0746 -0.9972 -0.8311 -0.0622 68.7488 177.7252)" gradientUnits="userSpaceOnUse" r="25.856">
<stop offset="0.7247" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M10.36,73.58c1.76,2.11,5.47,4.91,5.77,6.84c-3.04-16.49,9.53-12.89,12.28-20.43 c0.55-1.52,1.06-3.09,1.12-4.7c0.05-1.21-7.46-12.71-8.16-13.74C20.52,40.29,7.22,58.47,7.22,58.47 C7.23,58.48,3.45,65.3,10.36,73.58z" style="fill:url(#SVGID_10_);"/>
</g>
<g id="face">
<g id="ears">
<path d="M77.33,50.48h-7.37H30.04h-7.37c-5.89,0-10.71,5.13-10.71,11.41S16.78,73.3,22.67,73.3h7.37h39.91 h7.37c5.89,0,10.71-5.14,10.71-11.41S83.22,50.48,77.33,50.48z" style="fill:#E59600;"/>
</g>
<g id="head">
<path d="M50,11.11L50,11.11L50,11.11c-17.4,0-33.52,18.61-33.52,45.4c0,26.64,16.61,39.81,33.52,39.81 s33.52-13.17,33.52-39.81C83.52,29.72,67.4,11.11,50,11.11z" style="fill:#FFCA28;"/>
</g>
<g id="eyebrows">
<path d="M41.42,49.82c-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 C41.73,50.99,41.83,50.36,41.42,49.82z" style="fill:#6D4C41;"/>
<path d="M72.57,49.82c-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 C72.87,50.99,72.98,50.36,72.57,49.82z" style="fill:#6D4C41;"/>
</g>
<g id="eyes">
<ellipse cx="34.19" cy="58.86" rx="4.93" ry="5.1" style="fill:#404040;"/>
<ellipse cx="65.33" cy="58.86" rx="4.93" ry="5.1" style="fill:#404040;"/>
</g>
<path id="nose" d="M53.86,68.1c-0.11-0.04-0.21-0.07-0.32-0.08h-7.08c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69s4.25-1.99,4.55-2.69C54.85,69.03,54.5,68.36,53.86,68.1z" style="fill:#E59600;"/>
<path id="mouth" d="M58.53,76.19c-3.19,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.44,5.42,11.37,5.42s10.55-3.79,11.3-5.42C62.2,76.76,60.36,75.1,58.53,76.19z" style="fill:#795548;"/>
</g>
<path id="hair" d="M78.19,20.08l0.19-2.69c-0.37-0.07-0.74-0.13-1.1-0.15C76.5,12.61,71.44,8.7,66.55,7.18 c-13.23-4.1-21.84,0.5-26.47,2.97c-0.96,0.51-6.24,3.76-10.8,0.83C27.37,9.75,26.88,6,26.88,6s-9.75,3.2-6.58,12.04 c0,0-1.02,0-2.42,0.31v3.37c1-0.4,2.11-0.6,3.2-0.69l-8.6,13.57l2.81,18.22c-0.62,10.52,2.76,15.62,2.76,15.62 s4.22-20.92,3.82-23.68c0,0,8.26-0.96,17.07-5.9c5.95-3.33,9.51-4.94,16.2-6.41c10.18-2.24,12.45,4.97,12.45,4.97 s9.42-1.77,12.26,11.04c1.17,5.27,1.67,14.07,2.31,19.43c-0.06-0.47,3.13-6.31,4.12-12.14C88.26,44.1,82.67,25.22,78.19,20.08z" style="fill:#543930;"/>
<g id="hairHighlights">
<radialGradient id="SVGID_11_" cx="34.2807" cy="122.4643" gradientTransform="matrix(0.9217 0.3879 0.46 -1.0929 -53.7264 125.3869)" gradientUnits="userSpaceOnUse" r="9.7169">
<stop offset="0.58" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M45.34,7.64c-4.61,1.53-9.5,6.38-15.27,3.82c-2.81-1.25-3.18-5.3-3.19-5.45 c-3.43,4.19-3.73,13.19,7.17,12.91c4.7-0.12,7.2-4.46,8.58-8.07C43.12,9.54,45.13,8.16,45.34,7.64z" style="fill:url(#SVGID_11_);"/>
<radialGradient id="SVGID_12_" cx="166.2221" cy="51.611" gradientTransform="matrix(-0.9378 -0.3944 -0.2182 0.5285 222.1852 60.6859)" gradientUnits="userSpaceOnUse" r="28.8995">
<stop offset="0.6985" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M65.98,6.95c7.32,1.98,11.07,5.56,12.26,10.53c0.35,1.46,0.77,15.08-25.23-0.4 c-9.67-5.76-7.27-9.61-6.13-10C51.22,5.6,57.78,4.73,65.98,6.95z" style="fill:url(#SVGID_12_);"/>
<radialGradient id="SVGID_13_" cx="30.5305" cy="113.9404" gradientTransform="matrix(0.9953 0.097 0.1186 -1.2175 -14.168 150.1379)" gradientUnits="userSpaceOnUse" r="8.5759">
<stop offset="0.7016" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M26.84,6.01c-0.01,0.01-0.03,0.01-0.06,0.02c0,0,0,0,0,0c-1.07,0.5-8.57,2.96-6.68,11.66 l7.62,2C21.55,12.08,26.87,6,26.87,6S26.85,6.01,26.84,6.01z" style="fill:url(#SVGID_13_);"/>
</g>
<g id="mask">
<path d="M78.7,21.68H21.3V6.34c0,0,7.49-2.28,28.78-2.28 c13.15,0,28.62,2.44,28.62,2.44L78.7,21.68L78.7,21.68z" style="opacity:0.74;fill:#423F3E;enable-background:new ;"/>
<path d="M12,44.06H8c-2.21,0-4-1.79-4-4v-8c0-2.21,1.79-4,4-4h4c2.21,0,4,1.79,4,4v8 C16,42.27,14.21,44.06,12,44.06z" style="fill:#807978;"/>
<path d="M92,44.06h-4c-2.21,0-4-1.79-4-4v-8c0-2.21,1.79-4,4-4h4c2.21,0,4,1.79,4,4v8 C96,42.27,94.21,44.06,92,44.06z" style="fill:#807978;"/>
<g>
<path d="M49.6,32.84c-13.33,0-31.06,6.41-39.1,10.97c0,0,0,5.77,0,9.88c7.55-6.43,22.78-11.47,39.1-11.47 c16.5,0,29.01,6.26,39.82,11.62c0.05-2.14,0.36-10.19-0.69-12.75C80.68,36.43,63.09,32.84,49.6,32.84z" style="fill:#807978;"/>
<g>
<g>
<linearGradient id="SVGID_14_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="50" x2="50" y1="123.6051" y2="76.4358">
<stop offset="0" style="stop-color:#BDBDBD"/>
<stop offset="1" style="stop-color:#757575"/>
</linearGradient>
<path d="M89.96,31.59c-0.05-1.07-0.28-2.13-0.68-3.12l-7.8-19.35c-0.58-1.18-1.64-2.18-3.03-3.04 c-0.21-0.13-0.47,0.04-0.47,0.29v9.07c0,0.97-0.78,1.75-1.73,1.75H23.75c-0.96,0-1.73-0.78-1.73-1.75V6.2 c0-0.18-0.18-0.29-0.32-0.2c-1.46,0.88-2.57,1.91-3.17,3.13l-7.8,19.35c-0.4,1-0.63,2.05-0.68,3.12L6,56.2 c0,0,0.02,0.15,0.08,0.38c0.15,0.62,0.57,1.86,1.67,2.48c0,0,11.21-19.36,40.58-21.58c1.11-0.08,2.23-0.08,3.34,0 c29.37,2.22,40.58,21.58,40.58,21.58c1.1-0.62,1.52-1.86,1.67-2.48C93.98,56.35,94,56.2,94,56.2L89.96,31.59z" style="fill:url(#SVGID_14_);"/>
</g>
<g>
<path d="M67.59,28.08L67.59,28.08c-0.55,0-1-0.34-1-0.76v-4.7c0-0.42,0.45-0.76,1-0.76h0 c0.55,0,1,0.34,1,0.76v4.7C68.59,27.74,68.14,28.08,67.59,28.08z" style="fill:#807978;"/>
<path d="M58.26,29.93L58.26,29.93c-0.55,0-1-0.34-1-0.76v-8.4c0-0.42,0.45-0.76,1-0.76l0,0 c0.55,0,1,0.34,1,0.76v8.4C59.26,29.59,58.82,29.93,58.26,29.93z" style="fill:#807978;"/>
<path d="M50,28.43L50,28.43c-0.55,0-1-0.34-1-0.76v-5.4c0-0.42,0.45-0.76,1-0.76h0c0.55,0,1,0.34,1,0.76 v5.4C51,28.09,50.55,28.43,50,28.43z" style="fill:#807978;"/>
<path d="M32.41,28.08L32.41,28.08c-0.55,0-1-0.34-1-0.76v-4.7c0-0.42,0.45-0.76,1-0.76l0,0 c0.55,0,1,0.34,1,0.76v4.7C33.41,27.74,32.96,28.08,32.41,28.08z" style="fill:#807978;"/>
<path d="M41.74,29.93L41.74,29.93c-0.55,0-1-0.34-1-0.76v-8.4c0-0.42,0.45-0.76,1-0.76h0 c0.55,0,1,0.34,1,0.76v8.4C42.74,29.59,42.29,29.93,41.74,29.93z" style="fill:#807978;"/>
</g>
<linearGradient id="SVGID_15_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="50" x2="50" y1="94.6972" y2="68.7565">
<stop offset="0" style="stop-color:#BDBDBD"/>
<stop offset="1" style="stop-color:#757575"/>
</linearGradient>
<path d="M7.75,59.06c0,0,11.53-20.09,42.25-21.69c30.72,1.6,42.25,21.69,42.25,21.69 c1.1-0.62,1.52-1.86,1.67-2.48c-2.9-5.7-12.64-17.79-36.45-22.74c-3.44-0.72-11.33-0.72-14.77,0 C18.89,38.79,8.97,50.88,6.08,56.58C6.23,57.21,6.65,58.45,7.75,59.06z" style="fill:url(#SVGID_15_);"/>
</g>
</g>
</g>
</svg> |
{
"bytes": "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",
"path": "emoji_u1fac3.png"
} | Generate code for a svg of a pregnant man | <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">
<path id="head_22_" d="M90.28,33.52c2.46-10.18-3.27-21.55-11.55-25.01c-6.1-2.53-13.15-2.03-19.26,0.2 C50.04,12,45.97,20.38,46.71,29.5c0.3,4.7,1.58,7.34,3.32,10.98c0.81,2.45-3.08,5.51-2.99,8.2c0.04,2,4.32,2.3,4.71,2.58 c0.43,0.27,0.82,1.13,1.08,1.79c1.88,4.62,3.51,7.63,11.43,6.61c2.68-0.43,4.5-1.26,5.45-1.07c0.95,0.19,1.14,4.19,1.14,4.19 l17.79-2.22c0,0-4.74-7.67-1.21-19.03C87.9,40,89.96,34.69,90.28,33.52z" style="fill:#FFCA28;"/>
<path id="mouth_22_" d="M52.85,53.11c0.39,0,0.79-0.03,1.16-0.1c0.92-0.14,1.78-0.42,2.43-0.9 c1.45-1.06,2.67-0.11,1.51,1.25c-0.8,0.94-1.81,1.57-2.92,1.93c-0.37,0.12-0.74,0.22-1.11,0.29L52.85,53.11z" style="fill:#795548;"/>
<path id="hair_22_" d="M86.29,12.49c-4.86-4.69-13.03-7.21-20.45-6.57c-8.34,0.72-18.6,5.65-21.51,14.47 c-1.4,4.24,0.64,6.39,1.11,6.75c0.74,0.57,3.64,0.16,3.65,0.16c3.07-0.31,7.33-1.55,12.45-2.18c2.23-0.27,4.04,1.67,4.25,2.56 c1,4.18,0.7,5.97,2.34,8.47c0.26,0.4,1.2,0.86,1.2,0.86l1.37-2.91c0.89-1.67,1.71-3.13,3.16-3.05c4.29,0.25,4.71,7.77,0.06,10.18 c0,0,1.66,5.71,7.13,6.02c4.8,0.26,6.26-0.36,6.46-2.18c0.43-3.95,1.27-5.75,2.16-7.66c1.05-2.25,2.14-4.57,2.37-10.29 C92.28,21.4,90.29,16.35,86.29,12.49z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_1_" cx="66.6153" cy="30.7681" gradientTransform="matrix(1 -3.285606e-03 3.240401e-03 0.9862 -0.155 1.6444)" gradientUnits="userSpaceOnUse" r="27.5144">
<stop offset="0.6531" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights_22_" d="M86.29,12.49c-4.86-4.69-13.03-7.21-20.45-6.57 c-8.15,0.7-18.69,5.49-21.51,14.47c-1.34,4.26,0.59,6.45,1.11,6.75c1.7,0.97,5.79-0.39,15.67-1.98c2.82-0.45,4.49,1.63,4.68,2.57 c0.84,4.21,0.69,5.91,2.33,8.41c0.26,0.4,1.2,0.86,1.2,0.86l1.37-2.91c0.89-1.67,1.71-3.13,3.16-3.05 c4.29,0.25,4.71,7.77,0.06,10.18c0,0,1.66,5.71,7.13,6.02c4.8,0.26,6.26-0.36,6.46-2.18c0.43-3.95,1.27-5.75,2.16-7.66 c1.05-2.25,2.14-4.57,2.37-10.29C92.28,21.4,90.29,16.35,86.29,12.49z" style="fill:url(#hairHighlights_1_);"/>
<path id="eye_22_" d="M59.39,42.8c1.77,0.04-0.76,2.27-3.16,2.4c-1.74,0.1-3.79-0.71-3.06-3.34 c0.31-1.12,1.03,0.87,2.55,1.1S59.39,42.8,59.39,42.8z" style="fill:#404040;"/>
<path id="eyebrow_22_" d="M53.57,37.5c-2.08,0.43-2.56-0.58-1.95-1.71c0.45-0.83,2.05-1.31,4.43-0.84 c2.45,0.48,3.39,1.45,4.04,2.19c0.65,0.75,0.63,1.53,0.12,1.63C59.52,38.92,57.09,36.78,53.57,37.5z" style="fill:#6D4C41;"/>
<radialGradient id="SVGID_1_" cx="48.9355" cy="97.5801" gradientUnits="userSpaceOnUse" r="45.2448">
<stop offset="0.3128" style="stop-color:#00BFA5"/>
<stop offset="1" style="stop-color:#009E89"/>
</radialGradient>
<path d="M36.16,124h57.51c0,0-2.29-7.91-1.67-14.68c0.95-10.22,4.33-13.44,4.33-29.56 c0-11.58-6.34-21.93-14.61-21.59C71.21,58.61,67.67,63.7,59.9,68.5c-10.51,6.5-11.6,11.33-10.77,16.89 c0.26,1.78-0.75,2.25-2.08,3.09c-9.18,5.88-16.01,11.97-15.34,24.53C32.07,119.83,36.16,124,36.16,124z" style="fill:url(#SVGID_1_);"/>
<linearGradient id="arm_2_" gradientUnits="userSpaceOnUse" x1="62.5035" x2="62.5035" y1="80.9835" y2="124.6199">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.5056" style="stop-color:#FFCA28"/>
</linearGradient>
<path id="arm_1_" d="M88.24,70.96c-2.65-5.96-12.42-2.8-13.47,4.75c-0.88,6.33,1.97,28.11,1.97,28.11 s-7.27,3.99-15.61,5c-1.99,0.24-5.81,0.43-6.4,0.14c-1.06-0.52-1.45-1.65-1.95-2.31c-0.62-0.81-1.26-1.63-2.08-2.26 c-0.62-0.47-1.34-0.82-2.04-1.16c-1.17-0.56-2.35-1.12-3.52-1.69c-0.29-0.14-0.63-0.28-0.92-0.16c-0.15,0.07-0.27,0.2-0.36,0.34 c-0.38,0.66-0.04,1.53,0.51,2.06c0.55,0.53,1.27,0.84,1.89,1.28s1.17,1.13,1.1,1.89c-1.72,0.26-4.26,0.3-5.92,0.09 c-1.61-0.21-2.26-0.45-3.45-0.69c-0.61-0.13-1.78-0.51-2.14,0.37c-0.29,0.69,0.08,1.14,0.46,1.49c0.03,0.03,0.06,0.05,0.09,0.08 c-0.16-0.11-0.38-0.25-0.64-0.4c-0.14-0.08-0.32-0.21-0.93-0.14c-0.58,0.07-0.77,0.54-0.81,0.89c-0.13,1.18,1.03,1.85,1.09,1.84 c0,0-0.72-0.06-0.9,0.86c-0.1,0.53,0.23,1.09,0.62,1.62c0.39,0.53,1.26,1.19,1.26,1.19s-0.6,0.05-0.73,0.55 c-0.2,0.76,0.37,1.41,1.37,1.99c0,0,1.53,1.06,3.11,1.64c3.66,1.33,6.9,1.31,8.33,1.17c3.65-0.37,31.92-2.68,37.3-4.55 c5.02-1.75,5.13-5.71,5.42-8.97C91.23,102.02,90.89,76.92,88.24,70.96z" style="fill:url(#arm_2_);"/>
<path id="tone_3_" d="M43.36,109.88c0.56-0.01,1.02,0.21,0.54,0.71c-0.26,0.27-2.43-0.14-3.73-0.45 c-1.56-0.37-3.18-1.11-3.94-1.9c-0.28-0.29-0.17-0.29-0.17-0.29c1.21,0.52,2.54,1.14,3.91,1.38 C41.35,109.57,42.8,109.89,43.36,109.88z" style="fill:#EDA600;"/>
<path id="tone_2_" d="M43.56,113.85c-0.02,0.49-0.68,0.37-0.94,0.35c-1.73-0.11-3.31-0.68-4.7-1.32 c-2.88-1.32-3.15-2.6-3.15-2.6s2.12,1.35,3.39,1.84c1.27,0.49,2.97,0.95,4.68,1.18C43.05,113.33,43.58,113.36,43.56,113.85z" style="fill:#EDA600;"/>
<path id="tone_1_" d="M43.63,116.86c-0.01,0.51-0.69,0.43-1.21,0.38c0,0-1.97-0.35-3.94-1.25 c-2.03-0.93-3.1-2.35-3.1-2.35s2.27,1.24,3.21,1.57c0.84,0.29,2.66,0.8,4.07,1.05C42.89,116.31,43.64,116.41,43.63,116.86z" style="fill:#EDA600;"/>
<path id="arm_x5F_shirt_29_" d="M77.08,91.31l12.6-0.79c2.55-0.16,4.44-1.03,4.4-3.32l-1.4-14.7 c-0.99-6.96-5.19-8.47-11.22-8.09c-6.03,0.37-9.42,4.94-9.32,10.37l0.45,13.93C72.64,91,74.53,91.47,77.08,91.31z" style="fill:#009688;"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bright blue ocean with white waves. | <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="#4bddf5" d="M0 0h29v3l4 4 2-3 6 2-2 1q2 4 7 7l-8 9q2 4 5 1 2 5-3 9l-3-6q-6-3-7 2l-7 2q-3-3-4 0l-3-3-1 7q-3 4-4 10l4 3q-4 5-7 0l-3-7q-3 6-4 13l2 2-3 1z"/><path fill="#4cdef5" d="M29 0h67v27h-3q-3-4 0-7-3 0-4 3l-2-5q-7 9-19 15l-1-1-9 2q-7-6-7-15V8l-2-2h-8l-6-2-2 3-4-4z"/><path fill="#48dbf4" d="M41 6h8l2 2v11q0 9 7 15l9-2 1 1q12-6 19-15l2 5q1-3 4-3-3 3 0 7h3v10Q79 47 61 50l4 3q-2-1-2 1-3-4-7-1-3-2-7-2h-9q4-3 1-6l-3 2q-1-5 2-8-1-4-3 0l-1-5-1 11-4-1-7 4-3-4q-5 3-8 8l1 1h-3l-5 2q-3-5-3 1l-2-2q1-7 4-13l3 7q3 5 7 0l-4-3q1-6 4-10l1-7 3 3q1-3 4 0l7-2q1-5 7-2l3 6q5-4 3-9-3 3-5-1l8-9q-5-3-7-7z"/><path fill="#a9f6f5" d="M96 41v3l-13 3z"/><path fill="#f9fafa" d="M96 48v9q-7-1-13 2-10 2-18 7l-20 4h-7l15-7 11-8q16-2 32-7"/><path fill="#43d8f3" d="m56 53-3 10-15 7h-6l-7-4-19-6 10-1-16-1v-1l3-1q0-6 3-1l5-2h3l-1-1q3-5 8-8l3 4 7-4 4 1 1-11 1 5q2-4 3 0-3 3-2 8l3-2q3 3-1 6h9q4 0 7 2"/><path fill="#edf8f7" d="M96 37v4l-13 6 13-3v3l-31 6-4-3q18-3 35-13"/><path fill="#b1efee" d="M96 47q-16 5-32 7l-1-1q0-2 2-1z"/><path fill="#40c8ec" d="m63 54-11 8 3-10q4-3 7 1"/><path fill="#4ed6e8" d="M96 57v4q-11 0-20 5l-4-1 13-4q-2 0-2-2 6-3 13-2"/><path fill="#36c8ee" d="m0 58 16 1-10 1 19 6-1 2 8 2h-9L7 66l-7 2z"/><path fill="#6ee2ed" d="M83 59q0 2 2 2l-13 4 4 1-9 1-2-1q8-5 18-7"/><path fill="#49d9eb" d="M96 64v7q-22-3 0-7"/><path fill="#41d4f3" d="M23 70q-8 1-14 5l-9 2v-9l7-2z"/><path fill="#a3eeee" d="m65 66 2 1-19 6-3-3z"/><path fill="#61def1" d="M38 70h7l3 3q8 2 17-1 1 3 4 3 3-3 8-3l3 1-8 4-28-1q-4-2-6-6"/><path fill="#3bd4ee" d="M77 72q-5 0-8 3-3 0-4-3 6-5 15-2z"/><path fill="#f5faf9" d="M96 61v3q-22 4 0 7v10H84l12 2v6l-8-1-12 2-9-2q0-3 3-4l14-9-4-2-3-1 3-2q-9-3-15 2-9 3-17 1l1-2z"/><path fill="#1083d1" d="M23 70h11q3 2 4 6l8 4 1 8 11 6 2 2H0V77l9-2q6-4 14-5"/><path fill="#2abce7" d="M34 70h4q2 4 6 6l25 2-15 4-8-2-8-4q-1-4-4-6"/><path fill="#77e9f9" d="M69 78q3 1 0 4l1 2q-3 1-3 4l-5-3-8-3z"/><path fill="#8df0f8" d="m80 73 4 2-14 9-1-2q3-3 0-4l3-1z"/><path fill="#88eae5" d="M96 81v2l-12-2z"/><path fill="#1e9eda" d="m46 80 8 2 8 3q-9 1-3 7l-1 2-11-6z"/><path fill="#20abe2" d="m62 85 5 3 9 2 5 6H60l-2-2 1-2q-6-6 3-7"/><path fill="#2dbbe6" d="M96 89v7H81l-5-6 12-2z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f93d.png"
} | Generate code for a svg of a person playing water polo | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<linearGradient id="body_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="60.4521" x2="71.3358" y1="44.724" y2="73.4681">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.5" style="stop-color:#FFCA28"/>
</linearGradient>
<path id="body" d="M109.07,91.34c-0.09,0.12-10.18,11.85-10.18,11.85l-7.23-5.65l5.12-7.68l0.41-0.62 c0,0-0.36-0.15-0.97-0.4c-2.33-0.94-8.28-3.3-10.97-3.93c-3.5-0.82-4.35,1.14-5.61,4.24c-2.73,6.69-6.25,16.3-6.25,16.3 c-12.53-1.42-25.42-3.77-38.02-4.32c4.24-6.87,9.39-22.16,10.14-24.15c1.36-3.59-1.52-4.22-6.26-5.56 c-3.47-0.98-7.74-2.08-11.76-3.74c-5.25-2.17-5.24-7.69-4.25-10.5c2.09-5.95,8.86-15.24,9.2-16.1c1.13-2.9-2.37-2.9-4.25-7.06 c-0.81-1.81-0.02-3.47,1-5.17c1.25-2.08,3.77-3.01,6.17-3.38c2.42-0.36,4.97-0.29,7.19,0.72c0.47,0.22,1.1,0.42,1.5,0.77 c0.36,0.33,0.41,0.71,0.87,0.91c0.58,0.25,1.17-0.05,1.77,0.35c0.46,0.31,0.8,0.81,0.95,1.33c0.27,0.87,0.87,1.52,0.6,2.38 c-0.83,2.67-3.04,4.72-4.6,7.62c-0.97,1.79-1.66,3.72-2.47,5.59c-1.43,3.3-3.02,6.63-4.12,10.07c-0.08,0.24-0.16,0.48-0.23,0.72 c0,0,0.24,0.06,0.67,0.16c2.71,0.67,13.06,3.17,20,4.92c7.36,1.85,13.93,3.5,20.88,6.12c19.72,7.46,25.23,11.18,28.08,12.8 C110.49,82.22,112.66,86.68,109.07,91.34z" style="fill:url(#body_1_);"/>
<g id="swimsuit">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="75.2296" x2="57.6483" y1="80.2991" y2="27.1364">
<stop offset="0" style="stop-color:#FFA000"/>
<stop offset="0.3413" style="stop-color:#FF9300"/>
<stop offset="0.9717" style="stop-color:#FF7100"/>
<stop offset="1" style="stop-color:#FF6F00"/>
</linearGradient>
<path d="M106.45,79.93c-2.85-1.62-8.36-5.33-28.08-12.79c-6.94-2.62-13.51-4.27-20.88-6.12 c-8.04-2.03-20.67-5.06-20.67-5.08c0.87-2.9,2.11-5.72,3.35-8.51c-0.76-0.01-1.52-0.06-2.28-0.19c-2.77-0.47-5.22-1.69-7.19-3.41 c-2.24,3.4-5.99,9.19-7.45,13.36c-0.99,2.82-1,8.33,4.25,10.5c4.02,1.66,8.29,2.76,11.76,3.74c4.74,1.34,7.62,1.97,6.26,5.56 c-0.75,1.99-5.89,17.28-10.14,24.15c12.61,0.55,25.49,2.89,38.03,4.32c0,0,3.95-9.35,7.1-15.86c1.54-3.19,2.67-5.49,6.07-4.32 c3.09,1.06,10.64,3.97,10.63,3.97l-5.53,8.3l7.23,5.65c0,0,10.09-11.72,10.18-11.85C112.66,86.68,110.49,82.22,106.45,79.93z" style="fill:url(#SVGID_1_);"/>
</g>
<path id="water_x5F_top_1_" d="M111.99,92.18c-6.57,0-9.93,7.19-16,7.19c-6.06,0-9.43-7.19-16-7.19 s-9.93,7.19-16,7.19s-9.43-7.19-16-7.19s-9.94,7.19-16,7.19s-9.43-7.19-16-7.19c-4.98,0-8.13,4.12-12,6.12v25.69h119.98V98.31 C120.12,96.31,116.97,92.18,111.99,92.18z" style="fill:#039BE5;"/>
<path id="water_x5F_bottom_1_" d="M111.98,111.9c-6.57,0-9.94-7.19-16-7.19c-6.06,0-9.43,7.19-16,7.19 s-9.94-7.19-16-7.19s-9.43,7.19-16,7.19s-9.94-7.19-16-7.19s-9.43,7.19-16,7.19c-4.97,0-8.11-4.11-11.97-6.11v18.2h119.98v-18.21 C120.13,107.78,116.95,111.9,111.98,111.9z" style="fill:#29B6F6;"/>
<path id="swimsuit_x5F_shadow_1_" d="M37.49,56.09l-4.64,2.58c-0.04,0.02-0.09,0.01-0.12-0.03 c-0.02-0.04-0.01-0.09,0.03-0.11l4.29-3.32c-0.08,0.24-0.16,0.48-0.23,0.72C36.82,55.93,37.06,55.99,37.49,56.09z" style="fill:#E66400;"/>
<path id="neck_1_" d="M66.8,72.58L66.8,72.58c-2.82-0.55-4.66-3.29-4.11-6.11l0.92-4.69l10.22,2l-0.92,4.69 C72.36,71.29,69.62,73.13,66.8,72.58z" style="fill:#E59600;"/>
<g id="ball_1_">
<g>
<circle cx="35.93" cy="20.01" r="16" style="fill:#FF9100;"/>
<radialGradient id="SVGID_2_" cx="31.2407" cy="113.1341" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="17.6509">
<stop offset="0.2092" style="stop-color:#FFA726"/>
<stop offset="0.7917" style="stop-color:#B33F00"/>
</radialGradient>
<circle cx="35.93" cy="20.01" r="16" style="opacity:0.4;fill:url(#SVGID_2_);enable-background:new ;"/>
<g>
<defs>
<circle id="SVGID_3_" cx="35.93" cy="20.01" r="16"/>
</defs>
<clipPath id="SVGID_4_">
<use style="overflow:visible;" xlink:href="#SVGID_3_"/>
</clipPath>
<g style="clip-path:url(#SVGID_4_);">
<g>
<path d="M35.92,20.02c-1-2.32-1.55-4.88-1.55-7.57 c0-3.17,0.77-6.16,2.13-8.79" style="fill:none;stroke:#6D4C41;stroke-width:0.7869;"/>
<path d="M35.01,7.49c0.32-0.02,0.65-0.03,0.98-0.03 c6.49,0,12.22,3.22,15.69,8.15" style="fill:none;stroke:#5D4037;stroke-width:0.7869;"/>
<path d="M34.45,14.23c0.51-0.04,1.02-0.06,1.54-0.06 c6.62,0,12.46,3.35,15.9,8.46" style="fill:none;stroke:#5D4037;stroke-width:0.7869;"/>
</g>
<g>
<path d="M35.9,20.01c2.51,0.3,5.01,1.1,7.33,2.44 c2.74,1.58,4.95,3.75,6.55,6.24" style="fill:none;stroke:#4E342E;stroke-width:0.7869;"/>
<path d="M47.21,25.5c-0.15,0.29-0.3,0.58-0.47,0.86 c-3.24,5.62-8.9,8.97-14.9,9.52" style="fill:none;stroke:#3E2723;stroke-width:0.7869;"/>
<path d="M41.65,21.64c-0.22,0.46-0.46,0.92-0.72,1.37 c-3.31,5.73-9.13,9.11-15.27,9.54" style="fill:none;stroke:#4E342E;stroke-width:0.7869;"/>
</g>
<g>
<path d="M35.92,20.01c-1.51,2.03-3.45,3.79-5.78,5.13 c-2.75,1.58-5.72,2.41-8.68,2.55" style="fill:none;stroke:#4E342E;stroke-width:0.7869;"/>
<path d="M25.52,27.06c-0.18-0.27-0.35-0.55-0.51-0.83 c-3.24-5.62-3.32-12.19-0.79-17.67" style="fill:none;stroke:#6D4C41;stroke-width:0.7869;"/>
<path d="M31.64,24.17c-0.29-0.42-0.56-0.85-0.82-1.31 c-3.31-5.73-3.32-12.47-0.63-18" style="fill:none;stroke:#795548;stroke-width:0.7869;"/>
</g>
</g>
</g>
</g>
</g>
<path id="swimsuit_x5F_shadow" d="M101.44,85.65c0.02,0.02,0.01,0.04-0.01,0.06l-4.65,4.15l0.41-0.62 c0,0-0.36-0.15-0.97-0.4l5.15-3.21C101.4,85.62,101.43,85.62,101.44,85.65z" style="fill:#E66400;"/>
<path id="head" d="M76.44,25.19L76.44,25.19L76.44,25.19C68.06,23.54,58.53,30.99,56,43.9 c-2.52,12.84,4.24,20.75,12.39,22.35s17.4-3.18,19.91-16.02C90.84,37.32,84.83,26.83,76.44,25.19z" style="fill:#FFCA28;"/>
<g id="eyebrows">
<path d="M68.49,43.99c-0.32-0.68-1.17-1.74-3.16-2.15c-1.99-0.41-3.19,0.23-3.76,0.73 c-0.25,0.22-0.26,0.53-0.16,0.74c0.09,0.19,0.43,0.43,0.87,0.37c0.44-0.06,1.33-0.31,2.68-0.04c1.34,0.29,2.06,0.87,2.44,1.09 s0.79,0.15,0.95,0C68.52,44.58,68.63,44.29,68.49,43.99z" style="fill:#6D4C41;"/>
<path d="M84.03,47.2c-0.32-0.68-1.17-1.74-3.16-2.15s-3.19,0.23-3.76,0.73c-0.25,0.22-0.26,0.53-0.16,0.74 c0.09,0.19,0.43,0.43,0.87,0.37c0.44-0.06,1.33-0.31,2.68-0.04c1.34,0.29,2.06,0.87,2.44,1.09s0.79,0.15,0.95,0 C84.06,47.79,84.17,47.5,84.03,47.2z" style="fill:#6D4C41;"/>
</g>
<g id="eyes">
<ellipse cx="63.88" cy="47.61" rx="2.51" ry="2.42" style="fill:#404040;" transform="matrix(0.1924 -0.9813 0.9813 0.1924 4.8676 101.1314)"/>
<ellipse cx="79.72" cy="50.72" rx="2.51" ry="2.42" style="fill:#404040;" transform="matrix(0.1924 -0.9813 0.9813 0.1924 14.6108 119.1841)"/>
</g>
<path id="mouth" d="M73.66,58.85c-1.71,0.61-6.75-0.38-8.1-1.59c-0.78-0.7-1.84-0.07-1.63,0.8 c0.21,0.86,2.59,3.22,4.97,3.69s5.44-0.83,5.96-1.55C75.38,59.47,74.65,58.49,73.66,58.85z" style="fill:#795548;"/>
<path id="nose" d="M72.48,53.81c-0.05-0.03-0.1-0.05-0.15-0.07l-3.41-0.67c-0.05,0-0.11,0-0.16,0.01 c-0.33,0.06-0.57,0.35-0.49,0.72c0.08,0.37,0.57,1.46,1.94,1.73c1.37,0.27,2.23-0.56,2.45-0.87C72.87,54.35,72.76,54,72.48,53.81z" style="fill:#E59600;"/>
<g id="swimming_x5F_cap">
<radialGradient id="SVGID_5_" cx="77.2559" cy="103.2231" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="19.773">
<stop offset="0" style="stop-color:#FB8C00"/>
<stop offset="1" style="stop-color:#EF6C00"/>
</radialGradient>
<path d="M90.91,51.76c0.41,0.68,0.6,1.35-0.43,3.32c-2.11,4.04-5.75,4.76-5.9,4.79 c-0.03,0.01-0.06,0.01-0.09,0.01c-0.16,0-0.31-0.07-0.4-0.2c-0.12-0.16-0.13-0.36-0.04-0.53c0.03-0.07,3.37-6.53,0.81-12.21 c-1.66-3.68-5.42-6.26-11.17-7.66c-5.42-1.33-9.67-0.77-12.61,1.67c-5,4.14-4.64,12.35-4.64,12.43c0.01,0.18-0.07,0.35-0.22,0.45 c-0.15,0.09-0.34,0.11-0.49,0.03c-0.16-0.08-3.82-1.91-3.06-8.09c0.17-1.42,0.51-2.01,0.9-2.34c0.12-0.11,0.26-0.19,0.39-0.27 c0.17-0.09,0.2-0.11,0.21-0.35v-0.1c0.19-7.7,3.33-14.63,8.38-18.53c4.21-3.24,9.56-4.22,15.48-2.83 c5.57,1.32,9.62,4.19,12.03,8.54c4.4,7.95,1.72,17.5,0.79,20.24c-0.08,0.22-0.12,0.4-0.15,0.56c0,0,0,0-0.01,0 c-0.1,0.55,0.03,0.77,0.19,1.03c0.01,0.01,0.02,0.03,0.02,0.04H90.91z" style="fill:url(#SVGID_5_);"/>
<path d="M55.77,48.51c0,0-0.35-1.73-0.87-3.11c-0.43-1.12-1.08-1.76-1.33-1.97 c0.12-0.11,0.26-0.19,0.39-0.27c0.17-0.09,0.2-0.11,0.21-0.35c0.17,0.08,0.8,0.43,1.49,1.74C56.36,45.89,55.77,48.51,55.77,48.51z" style="fill:#DB6300;"/>
<path d="M90.9,51.76c-0.21,0-0.79,0.09-1.73,0.8c-1.17,0.89-2.62,2.92-2.62,2.92s0.46-2.83,2.41-4.02 c0.91-0.56,1.5-0.72,1.73-0.77c-0.1,0.55,0.03,0.77,0.19,1.03C90.89,51.73,90.9,51.75,90.9,51.76z" style="fill:#DB6300;"/>
</g>
<linearGradient id="hand_2_" gradientTransform="matrix(0.7216 0.5127 0.5792 -0.8152 1083.5981 -1632.4772)" gradientUnits="userSpaceOnUse" x1="222.6109" x2="222.2961" y1="-1980.0436" y2="-1991.1495">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="hand_1_" d="M91.86,105.58l-2.1-1.49c-2.67-1.9-3.3-5.63-1.4-8.3l0.26-0.37 c1.9-2.67,5.63-3.3,8.3-1.4l2.1,1.49c2.67,1.9,3.3,5.63,1.4,8.3l-0.26,0.37C98.26,106.84,94.53,107.47,91.86,105.58z" style="fill:url(#hand_2_);"/>
</svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAAdD0lEQVR4nO2dd5Bb93Xvv/fiogMLYLG9cbm7rEtSIiWRlEzZ6hKtZuvZslWcyIrfsxNPYjszL+PJZN44yTgZa+I4juO8F8dNxRItS3ZEURT1VCx2kRRX7Fwul9sLtmDR6235YymaZS9wAdwG7O8zHA4HuPj9zi6+/LVzfudQoiiCQDAqtN4GEAi5IAIlGBoiUIKhIQIlGBoiUIKhIQIlGBpGbwPKAhFcGFwQ7Cz4EPg4+DiEBPgEhDhEEUISAEQeYgYAKCsoEwDQDlA0aCdMLpicH//DB3MNGD8YL0Dp+FOVBRQ5B70aUQAbQHYC2TFkx8EGwIUgcsp3RDFgfDA3wNIMSwssTTA3gCJz2hUQgQIAuDAyF5C+gPQAsmOqyFEOFANLC2ydsHXC1gGTVx8zjMQiFiifQOosUqeQ6gM3p7c1C8HUwL4M9m44VoF26m2NPiw+gWZGkTyB5ClkhgFBb2tkQsO2FPZuONfC0qq3MZqyaASanUCiB/EjYKf0NqU0GD+c18G5AbYuvU3RgkoXKB9G7CBih8AG9DZFacwNcG+G+2aYPHqboiKVKlARqV5E9yF5DCKvtzGqQsG+ElVb4FhfkScAFSdQIYnoHkR3gwvpbYq2MD5U3YaqW0E79DZFSSpIoNwsonsR3QMhpbcp+kFb4doIz10w1+ttijJUhECzEwjvRLynfHblakPDtQG+B2Bu0Ka/4TDf5jFRKvjFylygXBDhXYjuJ9JcCArODah+SO3RdDjM/9P++K1LLI+usSveeNkKlJtDaAfiH0Ak0swJRcN1M3wPgPGp0XwwKfzj3ng0IwD44hr7HR1WZdsvQ4GKWUR+j/BOCBm9TSkfKAs8t8P7adBKCijNid/bFx+PXjwnoSj86U3O6xvMCnZRXgIVkehB8FWDeiaND+OF7zNwb1IkikoQ8S8H472zV8QtWE3UX21xtXpMpbc/T/kINDuJ2ReQvqC3HeWPbRlqnyx9YfrqmdRb/QtMYn47/TefcjstyuyYykGgIo/IOwi9rluQUeVBmeC5C74HQRUZEHw8wP774YSUdNbVm7++yamIQg0v0MwgZp5HdkJvOyoRSzNqvwRre6Gfm04I390TS7G5lPPIKtt9y2zF2/YxBhaoKCC8E6Gd5AhJTWh474bvoYtXAGTACuL39sZHInkcyBSFb2x2ra4t9cqGUQXKBTH9c7Li1AhrO+qehrlOzrO/OpHaPSTr/MRjo79zW6mLUUOGF8QOYOzviDq1IzOE8X9A7IO8D56d4fbIUyeASFp48WSpbmeDCVRkMfMCZp4jZ5xaI6Qx80tM/wIiK/VIihWfPZYsaMI9Mp79cEKyQTkYSaBcCBPfR2yf3nYsYuKHMPEMuNkF39x2KjWXKng/8KsTyXk/U3EYRqCpPoz/AzJDetux6MmMYvwfkTpz1cvHA+zB0WwR7SWy4nPHi5/ojSHQ2D4E/gV8TG87CAAAPoHJf0P0/UsvxLPi8yWI7ESAPVCUuGEAgYoI7cDMCyTmw2AImN2G4MuACODXp1KlTNMAXj6VimaKOS/SVaAii+mfIbRDTxsIOYi8h6n/OD+bOjxW5Ph3iSQrvnqmmDFYP4EKSUz8M+If6mYAQQZC4sSLH00qclT+wWi2L1iws1ongfIxTPwAmUF9eifI5p3ZLeOpakWaEoFtJ1NCgWLXQ6B8FJM/QHZUh64JhZDk7W/O3qZgg2NRvtDdkuYC5YKYeIYEf5QFO2buTHAK3xHd3pvO8AWMotoKlAtj8gdgFz4HJhiKYNb3fnCz4s2G08K7AwW4CTUUKB9D4IdEneXC9um7OFGV9LFv9WeSOUP1LkcrgQopBH6E7KRG3RFKY4atPhRer1LjKVZ8T/YgqolAxSwm/xWZES36IijBW9OfEtTUxruDmTQnaxDVQKAipn9BTpTKiAjrPhjeoGoXiay4Z1jWdl59gQZfQeIj1XshKMc7wS2sqOTV4YV7uZDhZXhPVRZodC8i76rbBUFROJE5ELpBg47CaeGjQP5QUTUFmjqD2ZdUbJ+gAkci62K8S5u+5FwdUU2g3Bymf07uu5Udu+du1qyvc7PceCzP5Tt1BCqymPoP8HFVGieoxnimfiCpaQ78/SN5tkrqCHT2JWSGVWmZoCZHItdr3eM4m/tasQoCjR1A7IDyzRLUpyeyRuMeI2nhQihXDJ7SAmVnEXxZ4TYJmjCSbgpkarXvN/e1T0UFKgqY/hmEtJJtErSiJ7pWn34ncjnmFRVoeAfxGJUvZ+P6FF4Kp4WA9F5eOYFmBhHapVhrBG1JC9bhZLNevV+VZPRyFBKoyGHmeXLqWb6cT7SrGh2Smxx3lRSyKbyLBMmXNX2JDh17PzcrGdqkhEDZKYTfUqAdgn4MpVp07D2eFeeSC0+/pQtUxMxzOTJOEcqCQFZW7kX1mIwvvE8qWaDxwyRPYrmT5O0R1q2vDYGYGiOoyGLutZJaIBiAQKZGbxNUGkHDu0hFmApgOqu/QKcTio+g3BzCbxf/cYJhSPEKVDso1QYJd1IJAg3tgFhqTimCEUgJBhCoxEFTsQJlpxHPn9KcUBakBYULbBaB0iNoaAfJ6FkxpI0wxSs5gmYnET9SkjkEI0FR+pcikqpVU5RAw2/MJ94lVAYWSv+9hJVZWKKFC5SbRaKnVHMIRsJKG0CgJqUEGnmXrD7Vg+cF7Wv/eRj9y1d4bQtLscD0ZUKygu8bDY8G5+YSK5Y3OOwW7XvnOP7A4Qunz477vK77713rdmm3cam16u9tqXUqItDonoqsASeK4gcfDh7pGYSIIz1D99y5ur1NU+dKJsO9tvNYYCoCYHomuu2Vw1vvWdvS5NOm91qL/jkxpQRa0BQvILpbEWsMRTKV3b7z+JGjg/Mbv3SG3bHrxNBwUDMDRFHc9c6peXXOk0qzv3v9o937z/GFpnQvCr857DHrPMsv9S5cbrkQgSZPgwspY45hGBqZffHlQ8OjV8hREMS33jsdT2g0V5ztC1xlAABRFI+fHHv1tQ/nQgkNbOi065nHgKLQ4Vt4Mi9EoNG9yphjDNIZ9u3fn9n+5vFkaoE9bCbDfvjRkDaWnDkreRkhMBV96TeHDh6+wMvJBFcCq1z9qrafmzaPSapqt2yB8lGkTitmka6Ignj67MTzLx08e24yx3nuZCCsjT1Uzi+BF8QjPUPPbzvY1z+l3unzBs8pWr8rZTc1S+5KZQs0th9injxPZcHwaPClV4+8u/tsKp3zFgCFVcubtDFp691rm5u8uZ+JxtK73jm17bdH+gemRRUWpm5TfKVLn8BzisINTZLpSCm5p26j3wEbUMwoPRgdCx08cuHyvYgUFrPp7ju6O5dql2ZDEMWDhy4cPSZrIVhVZbt+bVv3ymazWcl7mCdiK/9t+CkFG5TJhkbz125ySr0rT6DZcYz9vZJGaUiW5XvPTZ44PSZzt1Hjd2+9e43Pq3B9IDn0D0y/t+dsOi2rXqDNxnSvbF7e1VBbo0w6TxHUd85/azKj9eWkb9/qktohQa5A515D+E0ljVIfjuNHx0LnB6YHBqezrLzFCYU1K5s/+YllDLPwkYcGxBOZ///embHxAk7OvVWOzo7aZZ11dbVVJfZ+PLrqxyN/XGIjBZF7+IRcgY7+H7DTihmlJolEdmxirn9genh0juMKWDRXuW13fHJVW6sydSlLQsTp3on9h87LHEov4XbbW5q8zY3ehnqPz+OgaKkIoVz8aPjLJ2MrivhgEVhM1N/e4fbbcy1UZAg0O4qx7ypplzQsxw+PBJ1Oq9fjsNvy5/EXRTGRzIZCyZlgbDYYDwQi4Wiy0E5pirr+urbNNy7VceC8lmQqu/9gf+/5QHGueYYxVfuc1T5nldta5bbbbRabjbFazSbmohrYLCcIYjKVTaXYeDwdiaXDkWQykb1+8/rnsn8f5bS45Plkd/aTnXlWFDIEGnoDodcVMyon23ceHxq56HazWBin0+KwWxx2C0VRFvPFZQrPC+kMm06zqTQbi6VK9LUsafVvubnLX61RVvZCmZ6N7TtwfmxCO/+IxWza+Nmv/GTyaUFUNxPORu+xr6xLwbs192MyfPFaHX+OTYQuqRNANstls1woVPCIKJO62qpbNnYaYk6Xpq7G/chDG0bG5o70DI5PhDXoMcvy1Nh7j7f6Xxj/rHq9rHAO/HHzK0i2lyxQIYn0kFJm5aavf0qbjhobvBs3tC9p82vTXem0tVS3tVRPTIY/Oj4yMDKrxjno5YyMzj287lBWMP9m8n5RMtS9eJY5B/+s7TkzxSEzACEJOteBST6BJs9olrNOzgllKZhM9LLO+uvWtNTXlbrb1YWmRm9TozcWS508M97bF1AvVCAUSQC4y7/Pw0R/Of4oKyhZUnaj5/hTLb9hKA4ARAGpXjhzVbXL17eG7s2Ear/x+rqqlcsaly+rl7PxMjhut/2WTV03b+wcmwid6wsMDs/mcYkVziW//02eEy3WyZ+OPzaaUsCpZqbYRxp23enff8WrydMlCvRcyYbJxWwxKfi7pmiqsd6zdElN59Jar0eHU3dVoSiqtbm6tblaFMTAdGRwODg+EZqaiQpKzP7Vvj8cTDbaZv6648fvz23ePn13Kfkd1rl7v9C0vdZ8zfluui/3B3Pu4vkwhr9dtE2Fsv+Dfpm+PilMJrq2xt3U4Glq9DY1+Gw2VcqdGxaO4wPT0enp6OxcIjgXC4VTBZ0Em2jK43H4vI6NN3Rc652K887dc5t/H9xc0AkUDWGD59S9NXuW2MckH1ryDEySi66cAk0cxdR/yremRERRnJ6JzYUT4XAyEknFk5lUKptMZTOZq8+raZqyWc02m9nhsFa5rFVVdq/HXuN3e70OmlJ+UV++pFLZaCydSGbSGS6dyqYz3KWvm2FMDEObzSanw+KwW5xOm9tpzXu2L4DujXf1RLr7kh05SoI4TKkux/A699n1ntNuU756bvVfhVOyNn1OgQZfRuS9PK1rAi+IHHtRpgxjMpl0S1ZNuEScdwYyNTNZf5q3ZkSrCYKdTvss4VrLXK05WMBde89d8H9O6s2ck2B6oBCDVcREUyZr2e9vKgyXKdHlSHQ5Sg7Fz5lfVnooEgVkpdcNBIJSZMdyHGVKC5QNQCwsWIFAKAaRzRGKJC3Q7Lgq1hAI1yItNiJQggEgAiUYmmIEWuY3kAjlRFYyTkhKoGLl5WggGBcuKJXQU0KgXJhs4QnaIbLgowu+IyVQ7TITEQgAwC6cwExCoBJPEwhqITEmSgiUJwtQgrZIVISTEmi+CBQCQVn4hdNqEIESjIGwsOQkBCpokZOSQPgDZAQlGBqJEVQiHlRQ6za62iSS7Fwonc7wZsZktzM1fpupqAww5QIviLPBdCrFsRxvs5qqfTanozwDZyVGUAmBigpfFFQVlhWOnZo5diLYNxCORq9Il2yiqbZW9+oVvk031NfXVc7VucmpxOGj02fOhUbHYlflVvFUWZZ3+q5f679uTY2y+RnVRUJyElc+hv83eP1r5+SFF8QDhwKv7xqMRPOXolq13PfoZ7qaGnPlUjM+U9PJ194c7Dk+kzdlkctpvuf21jtva2UkamQZC1MVljxz7csSAh36FoSU6jaVxoXByLMv9U7NFGAnTVO3b2l+5KHO8vjOroTjxVde69+9f6Kgu8X1dY6nHlvZ0W74XBW0A+3/fO3LEgId/HODz/JHeqaf3dbLssVkPelc6vnal9dUuctprZZIsv/v56f7LoSL+CzD0E98fvktGxuUNkpRKAuW/uu1L0usUYydjn7n28M/ff5MceoEcGEw8r0fHg1HyqYiWTiS+e73jxanTgAcJzz7Uu+b74woapTSSAQnlc8i+mN6js9sf3OwxEZmg+kf//RkNlsGRUdZlv+/Pz8dnEuX2M5rOwc+PFYeWYgvR0KglIFSuV7O2Hj8Fy+eVaTa6shY/Fev5Mm7YgSe23ZuaGThULSCEEU8t613fNKoLhiqoEJeEk/rzsv/1a/gsPfBkUDveUOHxfT1Rw73KDbsZTLCtt8a9f9kBQj0xOnguf6wsm3+bseg5tWv5SKK+N0bCtcu6uuPnDqrf23jBagAgb6+q9Sl57UMjURPnjFodPaJ07MDQwpM7ldR+gpeFQoUqOGOYMbG4yNjqkQIHDxi0OuBBw+rknJ6eDQ2YcCVqITkJARKG87dcvKMWhPTmd45bapeF4QgiGf71PqRT5413qRhWriOhYRAJZ7WkQtDaiUIT2f48QnDjSij4/F0Rq3T6P4BdbOtF4PEmCglUMONoIEpFQOsAtOGi95abD9vgSMobbgRNBrLHw5SfONRw3mV5IS/FE00Zjw/doFTvOFGUJZT0euTLdZrqh4cr+bPmzWeK1uiGI2EQBnDlbcyMyp6ZS3Gi5tk1MwibbEYz1MoITkpgRquyFWV26Ji41VW9RovDk+Vmj+vASO5mJoFXy4bgTY2qBgP32C8YPuGehVNaqw33BIO5oUlJyVQr9GcSR3tHpVatllNLU2G+8Jam102q1oTcVeHWr/MIqHMUpVopBY6FBifevYUwbputQb17lXVtPEu1tE0tWqFWl/B2tUG22MwfkgUBZVeiZuNFYDd3Ohc0qJKEXPDhprfsrFRjWbb29yGm+Itkl+BtEAtLaqYUgIPfbpd8Tbb26q6VxpuwT3P2tV+Ne4SPbR1qeJtloqlWeqdHAKV/IxerFnlX7lc4VnvkQc7DFubjqLwyAMdyra5vNPbvdJg8zsqRaAAHv1Ml9Wq2AHhLRsbVnR5lWpNDZZ1ejffpNgKxGoxPfa55Uq1piTFCNRcb8Cgu+ZG55cfX63ImLekxf3455Yp0JDKPPn55UuXKDDRUxT+6IsrmtQ8rSsSygyzZNlPaYFStDEH0fXrah7+dKkTX43f/vX/udZsNp5D5RrMZvprX+6u8RdfCnuez97fceP6OkVMUhhLSw4d5pwubZ3KW6MEW+9q+8qXVhctr64Oz7e/uV5VV42yeD3Wv/7LG4pejTAM/dTjq+69s01Ro5TD1pXjzdzluHsw9RPlDVKIgaHos9t6CwpLM9HU7Z9seeTBjnLMKMbx4m9fv/D+3vGCwqsb651PPb6ivc3AmUXqvwbn9VJv5hQoH8XwX6lhklKIonjo6NRvXx+QE5y2rtv/+Ye76mrtGhimHlMzqdd2DsjJzeR2mbfeveT2Lc0GdENcBoUlz8AkecKdU6AARv4GnNELKrCscOJ08KOTM+cvhMORK5TKmKglre7VK6s3bqgvd2leztRM6vDRqTPn5kZGYxx/xTfo9VhXdHmvX1uzrtvPqBkCpgzmerT+bY738wl05lnEDipsk5okk1wwlE5nOIvZ5HAwfp/N2ONHqQiCODuXTqW4LMvbrIzfZ3M4jBVEkQf3FtQ+meP9fD+Mvbu8BOpwMA6H4a4DqAdNU3U15TwzOLpzv59vCnCsLsf8TYTygKJhX5H7kXziox2wtStlD4FwBdZOqZsel5AxOtrzDMIEQpHkm98hS6DOdQqYQiBci2Nt3kdkCNTSarTYUEIlYG6Q40uXtwFybSjVGgLhKlw3ynlKnkCdN5RkCoFwLfJEJU+glmZYVLl+QFikyFaU7DNO18birSEQrsK1SeaDsgXq/oRhE9cTygyKhnuzzGdlC9RUBceaIg0iEC7HcZ3ULfhrKcSN6d5SjDUEwlUUIqRCBOroNlo2B0L5wVTDsVr+4wUFgtCo+lSh9hAIV1B1m1QSkQUpMFKp6jbQpd7eIixeaBuqClsoFihQ2gb3LYV9hEC4hPvWvOFLV1F4rKfnTlAkQpRQOBQNz+2FfqhwqTF+OIlrnlA4zpuKyNxd1Fjoe5CE2RMKhIZva1EfKwJzvcxQFALhIu5NxQVtFjsQ+h4kK1GCXCgTvPcX99FiRWauhUuuO5Ww2HHfAvPCNRLyUsIo6HsQVNmkNyLoBm2Fr8jhEyUJlPHBe0/xHycsErz3weQt+tOlZaHw3ovYAXBqFeXVEpYVDhwOpNOc3obA4TDfvLGBMVVEQhSmBp67SmqgpO4pM6o/i+mfldSIMfjdGwPv7h7T24qLzIXSD3/aeJnki8D/P0pMg1zyTtx1Y+78jmVBOs29v3dcbyv+wNvvj7HGKx9aMPYVcK4vsY3Sj4oo1H7JgMnCC6J/MFJQ0k21YVl+cDimtxWlQTGoeaz0ZpQ4yzTXw3ufAu3ox8xsWm8TrmYmaLyS7gXhe0CRdAoKHbZ7t8LSqkxTepBIGa5+eiKh/3ateCzN8NytSEsKCZSiUft4+TroVa31XRwWi+FMkgtFo/aPlLpiqdxvwbq0uGgAI+B2Gc7j4HKW7bLeez+sS5RqTNH/pt77YVO4Mpo2LF2iShXQUlCkNpIO2DqVHacUFShFo/bpcrwT0lDnNFR91SUtbn91+f0aQVtR+5SyolJ6oWOugf8LCrepPhSFJx9d7nYZYlatqrI88aghCxbmpeaJHDXjiiNfEYXimHkesf3KN0swMlW3ouYJxVtVZ6tY80VY21VpmWBMrO0qzZzqCJQyo/5/5ajORKgoTG7UfxWUKuVvVDtsY6pR93T5nowS5ELRqPuKeiln1BSQfRVqH1exfYIR8H8hbymZUlB5hHNvUcrlRTAi3vvUzoak/hTsf6T0mCuCEXHegOqH1e5EgzUihbqny9TDRJDE1oW6pwpKA1YcmmxiKDMa/hzWNi36ImiApRUNf6ZNELBWu2zajoa/IJUYKgFLExq/WWgOsKLR8BjI5ELjt2Cu165HguKYa9H4DZi0i1vQ9pzSVIXGbyjuriVohLkOjd+CyaNln+r44nPDRzH5Q2QNdEmNkB9zA5q+WcoN9+LQQ6AAhAQmf4TMkA5dE4rA2oaGv4DJpX3POgkUgJBE4MdIX9Cnd4J8bF1o+Dpouy6d6ydQACKHmV8i/qFuBhDy4lyPuqd1vFauq0ABQEToDYR26GoDQQLPHfB/XoPT+BzoLlAAQGwfZl+EWP65NCoHGjVfMELVIWMIFEC6D1M/BR/V2w4CYHKh7k9gX6W3HYCBBAqAC2HqJ8gM6m3H4sbahvqvgvHrbcdFjCRQACKH2W2I7dPbjsWKaxNqnzRUpi2DCXSe2EEEfw3BcPmSKhnahprH5Jdx1wxDChQAF8T0L5Du19uOxYG1HXV/YkwXtFEFCkAUEHkboe0Qeb1NqVwoGp674XtIqVRKimNggc6TGcTMC8RxrwqWZtR+yeAXxA0vUFwaSndANFySxHKFMsN7L7z3qXRXWEHKQaDzsAHMvEBWpQpgX46aJ8olMLd8BDpP8gRmfw0uqLcd5Qnjg+9huDfp670siHITKACRReQ9hN8k51AFQFngvQfeew11ximHMhToPFwIoR2IHyQe/DxQJrhuhu8BMF69TSmGshXoPFwQ4V2I7ScyXQgKzg2ofhjmOr0tKZ4yF+g8bAChN5A4SmR6EYqG80b47i+XnVAOKkKg83BBRPcguhdCmRdwKQXaCvcn4LkLTLXepihDBQl0HiGJ6F5E3wcX0tsUbWGqUXUbqm7V626GSlScQC8iItWL6D4kj1W6p5SGfQWqtsCxHlQFJrusVIF+DB9F7ADih5Gd0NsUpbE0wbUJ7pthKs96IPKodIFeIjuBRA/iH4IN6G1KaTA1cK6Da/MiyXW1aAR6iewYkieRPIX0IFAmu36KhrUDjm441sHSrLc1mrL4BHoJIYnUWSRPI30e7Ize1iyEuRa25XB0w75Ss2RdRmMRC/Ry+AjSA0j3Iz2A7ChEnQq5UgwsrbB1wNYFW2dlLy5lQgR6DaIAdgrZ8Yt/2ClwQVUkSzFg/DDXw9IMawsszWDqKnInXgpEoHIQwUXAzYILgguBj0NIfPx3AuAhpCEKAA8hAwC0FTCBokHbABNMTtBOmFwX/2Z8YGpg9sPkKaOoIr0gAiUYGjKhEAwNESjB0BCBEgwNESjB0BCBEgwNESjB0Pw3z918tL4hW4IAAAAASUVORK5CYII=",
"path": "fb45db7deb5deffbe6a0de80f96d596d9f5dea39dfa818ee25b1c3c320e723ff.png"
} | Generate code for a svg of a a yellow emotictor with a tear of water on his head | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 64 64" enable-background="new 0 0 64 64"><path fill="#ffdd67" d="m62 32c0 16.572-13.434 30-30 30-16.568 0-30-13.428-30-30 0-16.573 13.432-30 30-30 16.566 0 30 13.427 30 30"/><g fill="#664e27"><circle cx="43.5" cy="35" r="4.5"/><circle cx="20.5" cy="35" r="4.5"/></g><g fill="#917524"><path d="m25.578 19.906c-3.236 2.732-7.523 3.881-11.693 3.133-.578-.113-1.088 2.02-.385 2.156 4.809.863 9.756-.461 13.492-3.615.541-.469-.971-2.06-1.414-1.674"/><path d="m50.11 22.887c-4.168.748-8.455-.4-11.691-3.133-.443-.389-1.955 1.205-1.412 1.674 3.732 3.152 8.68 4.479 13.492 3.615.703-.135.191-2.27-.389-2.156"/></g><path fill="#664e27" d="m38.34 50h-12.69c-.873 0-.873-3 0-3h12.689c.874 0 .874 3 .001 3"/><path fill="#65b1ef" d="M62,18.534c0.002,9.378-12.744,9.38-12.744,0c0-6.85,6.373-13.533,6.373-13.533S62,11.687,62,18.534z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f468_1f3fb_200d_1f91d_200d_1f468_1f3fc.png"
} | Generate code for a svg of a men holding hands: light 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">
<g id="couple_x5F_holding_x5F_hands_x5F_man_x5F_right">
<g id="arm_4_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(-0.9876 0.1567 -0.1567 -0.9876 135.9082 118.1856)" gradientUnits="userSpaceOnUse" x1="48.3728" x2="65.0297" y1="71.2562" y2="49.2226">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4016" style="stop-color:#E0BB95"/>
</linearGradient>
<path d="M71.96,53c0,0-3.53,11.93-5,15.33l-4.39,11.02c-0.7,1.55-0.08,3.58,1.39,4.43l0,0 c1.69,0.97,4.14,0.24,4.95-1.53l12.54-26.41l-1.01-3.46L71.96,53z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="pants_2_">
<g id="pants_6_">
<path d="M105.56,74.61v48.08h-5.65l-7.87-38.21c-0.04-0.24-0.24-0.41-0.46-0.41s-0.42,0.17-0.46,0.41 l-7.87,38.21h-5.65V74.61H105.56z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoes_3_">
<path d="M102.61,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.5-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63C98.16,124,102.61,124,102.61,124z" style="fill:#424242;"/>
<path d="M80.56,124h-4.45c-0.82-0.02-1.41-0.96-1.17-1.78c0.74-2.5,2.99-4.32,5.62-4.32 c2.68,0,4.96,1.9,5.66,4.46c0.22,0.82-0.39,1.63-1.21,1.63C85.01,124,80.56,124,80.56,124z" style="fill:#424242;"/>
</g>
<g id="arm_x5F_right_1_">
<g id="arm_x5F_right_x5F_fill_1_">
<linearGradient id="SVGID_2_" gradientTransform="matrix(-1 0 0 -1 127.4631 128)" gradientUnits="userSpaceOnUse" x1="23.7347" x2="4.2757" y1="74.508" y2="41.4066">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4007" style="stop-color:#E0BB95"/>
</linearGradient>
<path d="M100.1,54.1l9.7-0.6c0,0,4.5,10,6,13.33c0,0,4.24,6.32,6.17,9.17 c1.88,1.92,2.36,2.62,3.04,5.19c0.75,2.83,0.4,4.38,0.04,5.06c-0.35,0.69-2.25,2.46-3.42,1.38c-1.24-1.15-1.15-5.22-2.31-4.94 c-0.6,0.15,0.16,1.36,0.23,2.56c0.07,1.2-0.85,1.41-1.5,1.08c-0.33-0.17-1.85-2.71-1.85-2.71l-0.65-4.21l-15.13-21.23L100.1,54.1 z" style="fill:url(#SVGID_2_);"/>
</g>
</g>
<linearGradient id="shadow_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="66.8654" x2="70.2904" y1="50.9231" y2="56.5203">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="1" style="stop-color:#E0BB95;stop-opacity:0"/>
</linearGradient>
<polygon id="shadow_1_" points="66.37,69.83 64.59,74.29 66.03,77.05 69.94,80.12 73.61,72.38 " style="fill:url(#shadow_2_);"/>
<g id="shirt_1_">
<g id="shirt_x5F_fill_1_">
<linearGradient id="SVGID_3_" gradientTransform="matrix(-1 0 0 -1 127.4631 128)" gradientUnits="userSpaceOnUse" x1="35.9171" x2="35.9171" y1="84.1861" y2="50">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.7047" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#00AB94"/>
</linearGradient>
<path d="M80.94,44.87c2.42-0.64,6.65-1.06,10.65-1.06c4-0.01,8.19,0.42,10.61,1.06 c7.55,2.01,9.42,5.56,11.67,11.65l-8.28,3.2V78h-28V59.72l-8.37-3.2C71.47,50.43,73.39,46.88,80.94,44.87z" style="fill:url(#SVGID_3_);"/>
</g>
</g>
<path id="neck" d="M91.54,40.72h-5v5.3c0,2.4,2.04,4.34,4.54,4.34H92c2.51,0,4.54-1.94,4.54-4.34v-5.3H91.54 z" style="fill:#C48E6A;"/>
<path id="ears_2_" d="M79.1,33.63c-2.36,0-4.28-2.07-4.28-4.6s1.92-4.6,4.28-4.6h24.48 c2.36,0,4.28,2.07,4.28,4.6s-1.92,4.6-4.28,4.6H79.1z" style="fill:#C48E6A;"/>
<path id="head_1_" d="M91.39,43.5c-6.98,0-14.5-5.42-14.5-17.32c0-9.53,5.54-19.82,14.5-19.82 s14.5,10.28,14.5,19.82C105.89,38.08,98.37,43.5,91.39,43.5z" style="fill:#E0BB95;"/>
<g id="eyebrows_1_">
<path d="M102.09,24.06c0,0-0.06-0.08-0.17-0.23c-0.03-0.03-0.05-0.07-0.09-0.11 c-0.05-0.05-0.1-0.09-0.16-0.15c-0.06-0.05-0.12-0.11-0.19-0.17c-0.07-0.06-0.14-0.1-0.21-0.15s-0.15-0.1-0.24-0.15 c-0.09-0.05-0.17-0.09-0.27-0.14c-0.09-0.05-0.19-0.09-0.3-0.13s-0.2-0.08-0.32-0.12c-0.22-0.06-0.45-0.13-0.68-0.16 c-0.24-0.05-0.48-0.05-0.73-0.06c-0.25,0.01-0.49,0.02-0.73,0.06c-0.24,0.03-0.47,0.1-0.68,0.16c-0.11,0.04-0.21,0.08-0.32,0.12 s-0.2,0.08-0.3,0.13c-0.09,0.05-0.18,0.1-0.27,0.14c-0.08,0.05-0.16,0.1-0.24,0.15l-0.21,0.15c-0.06,0.05-0.12,0.11-0.17,0.15 c-0.05,0.05-0.1,0.09-0.15,0.14c-0.04,0.05-0.08,0.09-0.11,0.13c-0.13,0.16-0.2,0.26-0.2,0.26c-0.22,0.32-0.15,0.76,0.16,0.98 c0.19,0.14,0.43,0.16,0.64,0.09l0.13-0.04c0,0,0.08-0.03,0.21-0.09c0.03-0.01,0.07-0.03,0.11-0.05c0.04-0.01,0.08-0.03,0.13-0.05 c0.09-0.04,0.19-0.08,0.32-0.11c0.06-0.02,0.11-0.04,0.17-0.06c0.06-0.01,0.12-0.03,0.19-0.05c0.03-0.01,0.06-0.02,0.1-0.03 c0.03-0.01,0.07-0.01,0.1-0.02c0.07-0.01,0.14-0.03,0.21-0.04c0.14-0.02,0.3-0.05,0.45-0.05c0.15-0.02,0.31-0.01,0.46-0.02 c0.15,0.01,0.31,0,0.46,0.02c0.15,0.01,0.3,0.04,0.45,0.05c0.07,0.01,0.14,0.03,0.21,0.04c0.03,0.01,0.07,0.01,0.1,0.02 c0.03,0.01,0.06,0.02,0.1,0.03c0.06,0.02,0.13,0.03,0.19,0.05s0.12,0.04,0.17,0.06c0.06,0.02,0.11,0.03,0.16,0.05 c0.05,0.02,0.09,0.03,0.13,0.04s0.08,0.03,0.12,0.04c0.04,0.02,0.09,0.04,0.13,0.06c0.16,0.08,0.26,0.12,0.26,0.12 c0.37,0.15,0.8-0.02,0.95-0.39C102.25,24.51,102.22,24.25,102.09,24.06L102.09,24.06z" style="fill:#AB872F;"/>
<path d="M81.46,25.13c0,0,0.09-0.04,0.26-0.12c0.04-0.02,0.08-0.05,0.13-0.06 c0.04-0.01,0.08-0.02,0.12-0.04c0.04-0.01,0.08-0.03,0.13-0.04c0.05-0.02,0.1-0.03,0.16-0.05c0.06-0.02,0.11-0.04,0.17-0.06 c0.06-0.02,0.12-0.03,0.19-0.05c0.03-0.01,0.06-0.02,0.1-0.03c0.03-0.01,0.07-0.01,0.1-0.02c0.07-0.01,0.14-0.03,0.21-0.04 c0.14-0.02,0.3-0.05,0.45-0.05c0.15-0.02,0.31-0.02,0.46-0.02c0.15,0.01,0.31,0,0.46,0.02c0.15,0.01,0.3,0.04,0.45,0.05 c0.07,0.01,0.14,0.03,0.21,0.04c0.03,0.01,0.07,0.01,0.1,0.02c0.03,0.01,0.06,0.02,0.1,0.03c0.06,0.02,0.13,0.03,0.19,0.05 s0.12,0.04,0.17,0.06c0.11,0.03,0.22,0.07,0.32,0.11c0.05,0.02,0.09,0.04,0.13,0.05c0.04,0.02,0.07,0.03,0.11,0.05 c0.13,0.06,0.21,0.09,0.21,0.09l0.12,0.04c0.37,0.13,0.77-0.06,0.9-0.43c0.08-0.23,0.03-0.46-0.09-0.64c0,0-0.07-0.09-0.2-0.26 c-0.03-0.04-0.07-0.08-0.11-0.13c-0.04-0.04-0.09-0.09-0.15-0.14c-0.05-0.05-0.11-0.1-0.17-0.15c-0.06-0.05-0.13-0.1-0.21-0.15 c-0.07-0.05-0.15-0.1-0.24-0.15c-0.09-0.05-0.17-0.09-0.27-0.14c-0.09-0.05-0.19-0.09-0.3-0.13s-0.2-0.08-0.32-0.12 c-0.22-0.06-0.45-0.13-0.68-0.16c-0.24-0.05-0.48-0.05-0.73-0.06c-0.25,0.01-0.49,0.02-0.73,0.06c-0.24,0.03-0.47,0.1-0.68,0.16 c-0.11,0.04-0.21,0.08-0.32,0.12c-0.1,0.04-0.2,0.08-0.3,0.13c-0.09,0.05-0.18,0.1-0.27,0.14c-0.08,0.05-0.16,0.1-0.24,0.15 l-0.21,0.15c-0.07,0.06-0.13,0.11-0.19,0.17c-0.06,0.05-0.11,0.1-0.16,0.15c-0.04,0.04-0.07,0.08-0.09,0.11 c-0.11,0.14-0.17,0.23-0.17,0.23c-0.22,0.33-0.14,0.78,0.19,1C80.98,25.21,81.25,25.22,81.46,25.13z" style="fill:#AB872F;"/>
</g>
<g id="eyes_1_">
<ellipse cx="98.7" cy="28.12" rx="2.21" ry="2.29" style="fill:#5D4037;"/>
<ellipse cx="83.98" cy="28.12" rx="2.21" ry="2.29" style="fill:#5D4037;"/>
</g>
<path id="mouth" d="M87.77,35.95c1.43,0.85,6.1,0.85,7.53,0c0.82-0.49,1.66,0.26,1.32,1 c-0.34,0.74-2.88,2.43-5.09,2.43s-4.72-1.7-5.06-2.43C86.12,36.21,86.95,35.47,87.77,35.95z" style="fill:#6D4C41;"/>
<path id="nose" d="M89.81,32.37c0.05-0.02,0.09-0.03,0.14-0.04h3.17c0.05,0.01,0.09,0.02,0.14,0.04 c0.29,0.11,0.45,0.41,0.31,0.73c-0.13,0.32-0.77,1.21-2.03,1.21s-1.9-0.89-2.03-1.21C89.36,32.79,89.53,32.49,89.81,32.37z" style="fill:#C48E6A;"/>
<g id="hairGroup_2_">
<path id="hair_1_" d="M91.55,4.01L91.55,4.01C91.55,4.01,91.54,4.01,91.55,4.01c-0.01,0-0.01,0-0.01,0l0,0 c-19.47,0.1-15.48,22.34-15.48,22.34s2.19,3.85,2.18,3.77c-0.07-3.11,1.17-8.61,2.06-10.95c0.44-1.18,1.67-1.87,2.91-1.64 c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0c3.35,0,6.39-0.43,8.3-0.77 c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,2.13,7.84,2.06,10.95c0,0.08,2.18-3.77,2.18-3.77S111.02,4.11,91.55,4.01z" style="fill:#AB872F;"/>
<radialGradient id="hair_x5F_highlights_2_" cx="91.5418" cy="105.2266" gradientTransform="matrix(1 0 0 -1.1282 0 141.4383)" gradientUnits="userSpaceOnUse" r="16.3621">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hair_x5F_highlights" d="M107.03,26.35c0,0,3.99-22.24-15.48-22.34l0,0 c0,0,0,0-0.01,0h0c0,0,0,0-0.01,0l0,0c-0.3,0-0.6,0.01-0.89,0.02c-0.58,0.03-1.14,0.07-1.68,0.13c0,0-0.01,0-0.02,0 c-0.04,0.01-0.07,0.01-0.11,0.01C72.45,6.24,76.05,26.35,76.05,26.35s2.19,3.85,2.18,3.77c-0.07-3.11,1.17-8.61,2.06-10.95 c0.44-1.18,1.67-1.87,2.91-1.64c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0 c3.35,0,6.39-0.43,8.3-0.77c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,2.13,7.84,2.06,10.95C104.84,30.2,107.03,26.35,107.03,26.35 z" style="fill:url(#hair_x5F_highlights_2_);"/>
</g>
</g>
<g id="couple_x5F_holding_x5F_hands_x5F_man_x5F_left">
<g id="arm_x5F_left_2_">
<g id="arm_x5F_left_x5F_fill_2_">
<linearGradient id="SVGID_4_" gradientTransform="matrix(-0.9962 -0.0869 0.0869 -0.9962 187.2525 139.6651)" gradientUnits="userSpaceOnUse" x1="143.1861" x2="123.5858" y1="74.6167" y2="41.2751">
<stop offset="0" style="stop-color:#FFD29C"/>
<stop offset="0.4009" style="stop-color:#F9DDBD"/>
</linearGradient>
<path d="M46.93,57.48l14.15,23.51c0,0-1.53,2.62-0.39,4.91c1.6,1.15,2.32-2.27,2.94-2.36 c1.19-0.18,3.08,4.56,4.34,4.56c2.41,1.04,3.53-2.18,3.57-4.08c0.91-3.31-5.37-6.79-5.37-6.79c-1.68-3-4.67-9.8-4.67-9.8 c-1.21-3.45-4.82-13.8-4.82-13.8l-9.71-0.25L46.93,57.48z" style="fill:url(#SVGID_4_);"/>
</g>
</g>
<g id="pants_1_">
<g id="pants_10_">
<path d="M22.53,74.61v48.08h5.65l7.87-38.21c0.04-0.24,0.24-0.41,0.46-0.41s0.42,0.17,0.46,0.41 l7.87,38.21h5.65V74.61H22.53z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoes_5_">
<path d="M25.48,124h-4.45c-0.82-0.02-1.41-0.96-1.17-1.78c0.74-2.5,2.99-4.32,5.62-4.32 c2.68,0,4.96,1.9,5.66,4.46c0.22,0.82-0.39,1.63-1.21,1.63C29.93,124,25.48,124,25.48,124z" style="fill:#424242;"/>
<path d="M47.53,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.5-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63C43.08,124,47.53,124,47.53,124z" style="fill:#424242;"/>
</g>
<g id="arm_x5F_left">
<g id="arm_x5F_left_x5F_fill_1_">
<linearGradient id="SVGID_5_" gradientTransform="matrix(1 0 0 1 -40.8976 0)" gradientUnits="userSpaceOnUse" x1="65.2624" x2="45.8034" y1="53.4925" y2="86.5939">
<stop offset="0" style="stop-color:#FFD29C"/>
<stop offset="0.4009" style="stop-color:#F9DDBD"/>
</linearGradient>
<path d="M27.99,54.1l-9.7-0.6c0,0-4.5,10-6,13.33c0,0-4.24,6.32-6.17,9.17 c-1.88,1.92-2.36,2.62-3.04,5.19c-0.75,2.83-0.4,4.38-0.04,5.06s2.25,2.46,3.42,1.38c1.24-1.15,1.15-5.22,2.31-4.94 c0.6,0.15-0.16,1.36-0.23,2.56c-0.07,1.2,0.85,1.41,1.5,1.08c0.33-0.17,1.85-2.71,1.85-2.71l0.65-4.21l15.13-21.24L27.99,54.1z" style="fill:url(#SVGID_5_);"/>
</g>
</g>
<g id="shirt_2_">
<g id="shirt_x5F_fill_2_">
<path d="M47.08,44.87c-2.42-0.64-6.65-1.06-10.65-1.06c-4-0.01-8.19,0.42-10.61,1.06 c-7.55,2.01-9.42,5.56-11.67,11.65l8.28,3.2V78h28V59.72l8.37-3.2C56.54,50.43,54.62,46.88,47.08,44.87z" style="fill:#007689;"/>
</g>
</g>
<path id="neck_2_" d="M36.47,40.72h5v5.3c0,2.4-2.03,4.34-4.55,4.34h-0.91c-2.51,0-4.55-1.94-4.55-4.34v-5.3 H36.47z" style="fill:#EDC391;"/>
<path id="ears_3_" d="M24.27,33.63c-2.36,0-4.28-2.07-4.28-4.6s1.92-4.6,4.28-4.6h24.48 c2.36,0,4.28,2.07,4.28,4.6s-1.92,4.6-4.28,4.6H24.27z" style="fill:#EDC391;"/>
<path id="head_2_" d="M36.55,43.5c-6.98,0-14.51-5.42-14.51-17.32c0-9.53,5.54-19.82,14.51-19.82 s14.51,10.28,14.51,19.82C51.06,38.08,43.53,43.5,36.55,43.5z" style="fill:#F9DDBD;"/>
<g id="eyebrows_2_">
<path d="M47.26,24.06c0,0-0.06-0.08-0.17-0.23c-0.03-0.03-0.05-0.07-0.09-0.11 c-0.05-0.05-0.1-0.09-0.16-0.15c-0.06-0.05-0.12-0.11-0.19-0.17s-0.14-0.1-0.22-0.15s-0.15-0.1-0.24-0.15 c-0.09-0.05-0.17-0.09-0.27-0.14s-0.19-0.09-0.3-0.13s-0.2-0.08-0.32-0.12c-0.22-0.06-0.45-0.13-0.69-0.16 c-0.24-0.05-0.48-0.05-0.73-0.06c-0.24,0.01-0.49,0.02-0.73,0.06c-0.24,0.03-0.47,0.1-0.69,0.16c-0.11,0.04-0.22,0.08-0.32,0.12 c-0.1,0.04-0.2,0.08-0.3,0.13c-0.09,0.05-0.18,0.1-0.27,0.14c-0.08,0.05-0.16,0.1-0.24,0.15l-0.22,0.15 c-0.06,0.05-0.12,0.11-0.17,0.15c-0.05,0.05-0.1,0.09-0.15,0.14c-0.04,0.05-0.08,0.09-0.11,0.13c-0.13,0.16-0.2,0.26-0.2,0.26 c-0.22,0.32-0.15,0.76,0.16,0.98c0.19,0.14,0.43,0.16,0.64,0.09l0.13-0.04c0,0,0.08-0.03,0.22-0.09c0.03-0.01,0.07-0.03,0.11-0.05 c0.04-0.01,0.08-0.03,0.13-0.05c0.09-0.04,0.19-0.08,0.32-0.11c0.06-0.02,0.11-0.04,0.17-0.06c0.06-0.01,0.12-0.03,0.19-0.05 c0.03-0.01,0.06-0.02,0.1-0.03c0.03-0.01,0.07-0.01,0.1-0.02c0.07-0.01,0.14-0.03,0.22-0.04c0.14-0.02,0.3-0.05,0.45-0.05 c0.15-0.02,0.31-0.01,0.46-0.02c0.15,0.01,0.31,0,0.46,0.02c0.15,0.01,0.3,0.04,0.45,0.05c0.07,0.01,0.14,0.03,0.22,0.04 c0.03,0.01,0.07,0.01,0.1,0.02c0.03,0.01,0.06,0.02,0.1,0.03c0.06,0.02,0.13,0.03,0.19,0.05s0.12,0.04,0.17,0.06 c0.06,0.02,0.11,0.03,0.16,0.05c0.05,0.02,0.09,0.03,0.13,0.04s0.08,0.03,0.12,0.04c0.04,0.02,0.09,0.04,0.13,0.06 c0.16,0.08,0.26,0.12,0.26,0.12c0.37,0.15,0.8-0.02,0.95-0.39C47.42,24.51,47.39,24.25,47.26,24.06L47.26,24.06z" style="fill:#454140;"/>
<path d="M26.63,25.13c0,0,0.09-0.04,0.26-0.12c0.04-0.02,0.08-0.05,0.13-0.06 c0.04-0.01,0.08-0.02,0.12-0.04c0.04-0.01,0.08-0.03,0.13-0.04c0.05-0.02,0.1-0.03,0.16-0.05c0.06-0.02,0.11-0.04,0.17-0.06 c0.06-0.02,0.12-0.03,0.19-0.05c0.03-0.01,0.06-0.02,0.1-0.03c0.03-0.01,0.07-0.01,0.1-0.02c0.07-0.01,0.14-0.03,0.22-0.04 c0.14-0.02,0.3-0.05,0.45-0.05c0.15-0.02,0.31-0.02,0.46-0.02c0.15,0.01,0.31,0,0.46,0.02c0.15,0.01,0.3,0.04,0.45,0.05 c0.07,0.01,0.14,0.03,0.22,0.04c0.03,0.01,0.07,0.01,0.1,0.02c0.03,0.01,0.06,0.02,0.1,0.03c0.06,0.02,0.13,0.03,0.19,0.05 s0.12,0.04,0.17,0.06c0.11,0.03,0.23,0.07,0.32,0.11c0.05,0.02,0.09,0.04,0.13,0.05c0.04,0.02,0.07,0.03,0.11,0.05 c0.13,0.06,0.22,0.09,0.22,0.09l0.12,0.04c0.37,0.13,0.77-0.06,0.9-0.43c0.08-0.23,0.03-0.46-0.09-0.64c0,0-0.07-0.09-0.2-0.26 c-0.03-0.04-0.07-0.08-0.11-0.13c-0.04-0.04-0.09-0.09-0.15-0.14c-0.05-0.05-0.11-0.1-0.17-0.15c-0.06-0.05-0.13-0.1-0.22-0.15 c-0.07-0.05-0.15-0.1-0.24-0.15c-0.09-0.05-0.17-0.09-0.27-0.14c-0.09-0.05-0.19-0.09-0.3-0.13s-0.2-0.08-0.32-0.12 c-0.23-0.06-0.45-0.13-0.68-0.16c-0.24-0.05-0.48-0.05-0.73-0.06c-0.25,0.01-0.49,0.02-0.73,0.06c-0.24,0.03-0.47,0.1-0.68,0.16 c-0.11,0.04-0.22,0.08-0.32,0.12c-0.1,0.04-0.2,0.08-0.3,0.13c-0.09,0.05-0.18,0.1-0.27,0.14c-0.08,0.05-0.16,0.1-0.24,0.15 l-0.22,0.15c-0.07,0.06-0.13,0.11-0.19,0.17c-0.06,0.05-0.11,0.1-0.16,0.15c-0.04,0.04-0.07,0.08-0.09,0.11 c-0.11,0.14-0.17,0.23-0.17,0.23c-0.23,0.33-0.14,0.78,0.19,1C26.15,25.21,26.41,25.22,26.63,25.13z" style="fill:#454140;"/>
</g>
<g id="eyes_2_">
<ellipse cx="43.86" cy="28.12" rx="2.21" ry="2.29" style="fill:#312D2D;"/>
<ellipse cx="29.14" cy="28.12" rx="2.21" ry="2.29" style="fill:#312D2D;"/>
</g>
<path id="mouth_2_" d="M32.93,35.95c1.43,0.85,6.1,0.85,7.53,0c0.82-0.49,1.66,0.26,1.32,1 c-0.34,0.74-2.88,2.43-5.09,2.43c-2.21,0-4.72-1.7-5.06-2.43C31.29,36.21,32.11,35.47,32.93,35.95z" style="fill:#444444;"/>
<path id="nose_2_" d="M34.98,32.37c0.05-0.02,0.09-0.03,0.14-0.04h3.17c0.05,0.01,0.09,0.02,0.14,0.04 c0.29,0.11,0.45,0.41,0.31,0.73c-0.13,0.32-0.77,1.21-2.03,1.21c-1.27,0-1.9-0.89-2.03-1.21C34.53,32.79,34.69,32.49,34.98,32.37z" style="fill:#DBA689;"/>
<g id="hairGroup_1_">
<path id="hair_2_" d="M36.72,4.01L36.72,4.01C36.71,4.01,36.71,4.01,36.72,4.01c-0.01,0-0.01,0-0.01,0l0,0 c-19.47,0.1-15.48,22.34-15.48,22.34s2.19,3.85,2.18,3.77c-0.07-3.11,1.17-8.61,2.06-10.95c0.44-1.18,1.67-1.87,2.91-1.64 c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0c3.35,0,6.39-0.43,8.3-0.77 c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,2.13,7.84,2.06,10.95c0,0.08,2.18-3.77,2.18-3.77S56.18,4.11,36.72,4.01z" style="fill:#312D2D;"/>
<radialGradient id="hair_x5F_highlights_3_" cx="36.7068" cy="22.7734" gradientTransform="matrix(1 0 0 1.1282 0 -2.9713)" gradientUnits="userSpaceOnUse" r="16.3621">
<stop offset="0.7945" style="stop-color:#454140;stop-opacity:0"/>
<stop offset="1" style="stop-color:#454140"/>
</radialGradient>
<path id="hair_x5F_highlights_1_" d="M52.19,26.35c0,0,3.99-22.24-15.48-22.34l0,0 c0,0-0.01,0-0.01,0h0c0,0,0,0-0.01,0l0,0c-0.3,0-0.6,0.01-0.89,0.02c-0.58,0.03-1.14,0.07-1.68,0.13c-0.01,0-0.01,0-0.02,0 C34.08,4.17,34.04,4.17,34,4.18C17.62,6.24,21.22,26.35,21.22,26.35s2.19,3.85,2.18,3.77c-0.07-3.11,1.17-8.61,2.06-10.95 c0.44-1.18,1.67-1.87,2.91-1.64c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0 c3.35,0,6.39-0.43,8.3-0.77c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,2.13,7.84,2.06,10.95C50.01,30.2,52.19,26.35,52.19,26.35z" style="fill:url(#hair_x5F_highlights_3_);"/>
</g>
</g>
<g id="couple_x5F_holding_x5F_hands_x5F_fingers_x5F_wmn_x5F_right">
<g id="fingers_x5F_fill_1_">
<path d="M67.34,86.4c-0.16-0.07-0.32-0.11-0.5-0.11c-0.04,0-0.07,0.01-0.11,0.02l0.05-0.1 c0.28-0.62,0.04-1.36-0.55-1.66c-0.16-0.08-0.33-0.12-0.51-0.12c-0.07,0-0.14,0.02-0.21,0.03c0.25-0.6,0.03-1.31-0.53-1.61 c-0.17-0.09-0.35-0.14-0.54-0.14c-0.26,0-0.51,0.1-0.71,0.26c-0.07-0.37-0.29-0.72-0.66-0.91c-0.17-0.09-0.35-0.13-0.53-0.13 c-0.46,0-0.87,0.27-1.07,0.7l-0.92,1.96c-0.29,0.62-0.05,1.39,0.58,1.71c0.17,0.09,0.35,0.13,0.54,0.13 c0.19,0,0.36-0.06,0.52-0.14c0.01,0.1,0,0.2,0.03,0.29c0.1,0.32,0.3,0.58,0.58,0.73c0.17,0.09,0.35,0.14,0.54,0.14 c0.21,0,0.4-0.06,0.57-0.16c0.06,0.39,0.27,0.76,0.63,0.94c0.16,0.08,0.33,0.12,0.51,0.12c0.16,0,0.31-0.04,0.44-0.11 c0.08,0.38,0.3,0.72,0.65,0.89c0.16,0.07,0.32,0.11,0.5,0.11c0.47,0,0.9-0.29,1.09-0.74l0.18-0.42 C68.21,87.45,67.94,86.69,67.34,86.4z" style="fill:#E0BB95;"/>
</g>
<path id="fingers_x5F_stroke_2_" d="M67.56,86.32c0.54-1.78-1.46-2.21-1.46-2.21 c0.28-1.01-1.32-2.17-2.31-1.59c-1.48-1.48-2.52-0.13-2.66,0.81c0,0,0.74-1.13,1.51-0.77c0.52,0.24,0.51,0.74,0.35,1.22 c-0.25,0.75-0.46,1.51-0.46,1.51s0.56-0.95,1.04-1.56c0.16-0.21,0.67-0.63,1.21-0.33c0.54,0.29,0.55,0.96,0.47,1.2 c-0.26,0.82-0.93,1.92-0.93,1.92s0.5-0.51,0.92-0.99c0.33-0.38,0.61-0.62,1.11-0.39c0.54,0.25,0.51,0.86,0.35,1.17 c-0.33,0.66-0.76,1.45-0.76,1.45s0.78-1.19,1.59-0.52c0.51,0.43,0.06,1.48,0.12,1.42C69.09,87.2,67.56,86.32,67.56,86.32z" style="fill:#BA8F63;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white icon of a price tag. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 295 295" style="enable-background:new 0 0 295 295;" xml:space="preserve">
<path d="M290.156,23.89c-0.482-10.311-8.733-18.562-19.044-19.044L168.005,0.023c-5.62-0.272-11.097,1.855-15.077,5.836
L5.858,152.93C2.108,156.681,0,161.767,0,167.072s2.107,10.392,5.858,14.143l107.929,107.928c3.904,3.905,9.023,5.857,14.142,5.857
c5.118,0,10.237-1.953,14.143-5.857l147.069-147.069c3.98-3.98,6.1-9.454,5.837-15.077L290.156,23.89z M252.481,76.087
c-9.269,9.269-24.298,9.269-33.567,0s-9.269-24.298,0-33.567s24.298-9.269,33.567,0S261.751,66.817,252.481,76.087z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a logo that may represent the Mie region in Japan, possibly incorporating elements of the Philadelphia Flyers' official logo, rendered in black and white. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="101.333px" height="101.333px" viewBox="0 0 101.333 101.333" style="enable-background:new 0 0 101.333 101.333;"
xml:space="preserve">
<g>
<path d="M101.333,16.45l-14.651,3.214l-27.127,39.22l-1.979-1.998l25.365-36.06L31.229,32.7c5.367,2.125,10.495,3.37,16.45,11.676
h-2.904l0.016,0.154c-4.578-5.893-11.731-9.687-19.771-9.687C11.202,34.842,0,46.045,0,59.864s11.202,25.02,25.02,25.02
c9.992,0,18.614-5.857,22.625-14.324l2.178,1.905c-2.641,5.298-6.721,8.931-11.742,12.419H53.6l3.56-4.938l4.938,4.938
l9.659-13.872l-4.866-4.866L101.333,16.45z M25.055,68.69c-4.934,0-8.934-4.002-8.933-8.936c-0.001-4.934,3.999-8.936,8.933-8.936
c4.935,0,8.935,4.002,8.933,8.936C33.99,64.688,29.99,68.69,25.055,68.69z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "0d776a5fdb3556c0aeb68ca6fa20f192ba54438f459e6e04a5ba532034ec8956.png"
} | Generate code for a svg of a a black and white picture of a square with a letter j | <svg version="1.0" xmlns="http://www.w3.org/2000/svg"
width="512.000000pt" height="512.000000pt" viewBox="0 0 512.000000 512.000000"
preserveAspectRatio="xMidYMid meet">
<metadata>
Created by potrace 1.11, written by Peter Selinger 2001-2013
</metadata>
<g transform="translate(0.000000,512.000000) scale(0.100000,-0.100000)"
fill="#000000" stroke="none">
<path d="M665 5063 c-32 -8 -74 -42 -90 -73 -13 -26 -28 -103 -39 -205 -4 -39
-21 -177 -32 -260 -2 -22 -7 -56 -9 -75 -2 -19 -7 -54 -10 -77 -3 -24 -7 -62
-10 -85 -3 -24 -8 -59 -10 -78 -3 -19 -7 -60 -10 -90 -3 -30 -7 -66 -10 -80
-4 -29 -16 -124 -20 -160 -4 -47 -16 -138 -19 -156 -2 -11 -7 -53 -12 -94 -5
-41 -9 -79 -9 -85 -1 -5 -5 -41 -10 -80 -4 -38 -9 -77 -10 -86 -2 -9 -6 -40
-10 -70 -3 -30 -10 -90 -16 -134 -5 -44 -12 -98 -15 -120 -2 -22 -7 -51 -9
-65 -2 -14 -7 -52 -10 -85 -3 -33 -8 -71 -10 -85 -4 -25 -12 -88 -21 -170 -4
-38 -18 -156 -39 -320 -8 -65 -24 -195 -29 -240 -12 -100 -17 -136 -21 -160
-2 -14 -7 -47 -10 -75 -5 -50 -12 -110 -20 -175 -3 -19 -7 -55 -10 -80 -3 -25
-26 -209 -51 -410 -59 -481 -60 -498 -39 -544 30 -64 83 -88 218 -101 37 -3
77 -8 87 -10 10 -2 47 -6 82 -10 35 -3 70 -8 78 -10 8 -2 44 -7 80 -10 36 -3
79 -8 95 -11 37 -6 92 -12 170 -20 33 -3 62 -8 65 -9 3 -2 42 -7 85 -10 44 -4
82 -8 85 -10 3 -2 34 -6 70 -10 36 -3 76 -8 90 -10 14 -2 51 -7 83 -10 32 -4
67 -8 77 -10 10 -2 47 -6 82 -10 35 -3 70 -8 78 -10 8 -2 44 -6 80 -10 36 -3
76 -8 90 -10 31 -5 71 -10 235 -30 72 -8 146 -17 165 -20 19 -2 60 -7 90 -11
30 -3 66 -7 80 -9 23 -3 144 -18 245 -31 22 -2 60 -7 85 -10 25 -2 59 -6 75
-9 17 -2 53 -7 80 -10 28 -3 86 -10 130 -16 44 -5 96 -12 115 -14 19 -2 73 -9
120 -15 47 -6 103 -13 125 -16 22 -2 56 -6 75 -9 19 -2 60 -7 90 -10 30 -4 66
-8 80 -10 14 -2 50 -7 80 -10 30 -3 66 -8 80 -10 14 -2 48 -6 75 -10 28 -3 68
-8 90 -11 22 -3 58 -7 80 -9 50 -6 119 -14 165 -20 19 -3 58 -8 85 -11 28 -3
76 -9 109 -13 162 -22 236 23 251 152 3 23 8 58 10 78 3 20 8 56 10 80 2 24 7
60 10 79 3 19 7 58 10 85 3 28 10 86 16 130 5 44 12 98 15 120 2 22 7 56 9 75
3 19 7 55 10 80 3 25 10 81 16 125 5 44 12 96 14 115 2 19 7 60 10 90 4 30 8
66 10 80 3 14 7 45 9 70 3 25 7 63 10 85 6 43 13 102 20 163 14 111 57 461 61
488 2 17 7 57 10 90 3 32 8 70 10 84 2 14 7 50 10 80 3 30 8 66 10 80 3 14 7
48 10 75 3 28 7 66 10 85 3 19 7 55 10 80 3 25 7 61 10 80 2 19 7 60 10 90 3
30 8 66 11 80 2 14 6 43 8 65 15 133 28 243 31 265 10 73 15 110 20 160 4 30
8 66 10 80 2 14 6 48 10 75 3 28 10 86 16 130 5 44 12 97 14 118 3 20 7 54 10
75 54 435 57 467 46 502 -13 40 -35 69 -71 92 -25 16 -47 21 -145 33 -27 3
-64 8 -81 10 -17 2 -57 7 -90 10 -32 4 -70 8 -84 10 -14 3 -50 7 -80 10 -30 4
-66 8 -80 11 -14 2 -50 6 -80 10 -30 3 -66 7 -80 9 -14 2 -45 6 -70 9 -25 3
-101 13 -170 21 -69 9 -141 17 -160 20 -19 2 -60 7 -90 10 -30 3 -66 8 -80 10
-14 2 -47 7 -75 10 -27 3 -61 7 -75 10 -14 2 -52 7 -85 10 -33 3 -71 8 -85 10
-14 2 -47 7 -75 10 -144 16 -314 36 -345 41 -50 7 -334 42 -400 49 -30 3 -62
8 -70 10 -8 2 -46 6 -83 10 -37 3 -76 8 -86 10 -15 3 -45 6 -161 20 -34 4
-128 15 -170 20 -19 3 -111 14 -205 25 -93 12 -181 23 -195 25 -14 2 -52 6
-85 10 -32 4 -66 8 -75 10 -8 2 -44 6 -80 9 -36 4 -76 8 -90 11 -25 4 -88 12
-170 20 -25 3 -58 7 -75 10 -16 3 -48 7 -70 9 -22 3 -78 10 -125 16 -88 10
-121 11 -155 3z m310 -258 c33 -3 67 -8 75 -10 8 -2 45 -6 82 -10 37 -3 77 -8
90 -10 29 -5 98 -13 163 -20 28 -3 68 -8 90 -11 62 -9 85 -12 150 -19 33 -4
74 -8 90 -10 66 -8 372 -46 405 -50 19 -3 54 -7 78 -10 23 -3 60 -7 82 -10 22
-3 57 -7 78 -10 20 -2 55 -7 77 -10 22 -3 63 -8 90 -10 28 -3 66 -7 85 -10 19
-2 112 -14 205 -25 94 -12 181 -23 195 -25 14 -2 52 -6 85 -10 32 -4 66 -8 75
-10 8 -2 44 -6 80 -9 36 -4 76 -8 90 -10 29 -5 94 -13 165 -21 28 -3 64 -7 80
-10 33 -4 101 -13 155 -20 19 -2 62 -7 95 -11 33 -3 71 -8 85 -10 14 -2 81
-11 150 -19 196 -23 213 -26 240 -30 14 -2 50 -6 80 -9 30 -4 73 -9 95 -12 47
-6 79 -10 160 -19 109 -12 131 -21 153 -66 11 -22 19 -50 17 -62 -5 -33 -16
-117 -21 -162 -2 -22 -8 -74 -13 -115 -6 -41 -12 -97 -16 -125 -3 -27 -7 -66
-10 -85 -3 -19 -7 -54 -10 -77 -8 -66 -15 -124 -20 -163 -2 -19 -7 -57 -10
-85 -4 -27 -13 -99 -20 -160 -8 -60 -17 -132 -20 -160 -3 -27 -10 -86 -15
-130 -6 -44 -13 -96 -15 -115 -11 -93 -18 -148 -21 -175 -3 -33 -12 -100 -19
-155 -5 -33 -8 -64 -20 -165 -3 -22 -10 -76 -15 -120 -13 -95 -17 -132 -25
-205 -4 -30 -8 -66 -10 -80 -2 -14 -7 -50 -10 -80 -3 -30 -8 -66 -10 -80 -2
-14 -6 -52 -10 -85 -4 -32 -8 -67 -10 -76 -2 -10 -6 -46 -9 -81 -3 -34 -8 -74
-10 -88 -6 -34 -16 -116 -22 -170 -2 -25 -6 -56 -9 -70 -3 -14 -7 -52 -10 -85
-4 -33 -8 -67 -10 -75 -2 -8 -7 -46 -11 -85 -3 -38 -8 -77 -9 -85 -2 -8 -6
-44 -10 -80 -4 -36 -8 -72 -10 -80 -2 -9 -11 -85 -20 -170 -20 -180 -30 -216
-68 -244 -32 -24 -55 -24 -232 -2 -192 25 -196 25 -242 31 -24 3 -62 7 -85 10
-24 3 -60 8 -80 10 -122 16 -175 22 -248 30 -30 3 -66 8 -80 10 -14 3 -47 7
-75 10 -27 3 -61 7 -75 9 -14 2 -56 8 -95 12 -38 4 -72 8 -75 9 -3 1 -36 5
-75 9 -38 4 -83 10 -100 12 -96 12 -130 16 -144 19 -9 2 -47 6 -83 9 -37 4
-75 8 -85 10 -10 2 -49 7 -88 11 -38 4 -72 8 -75 10 -3 1 -36 6 -75 9 -38 4
-81 9 -95 11 -14 2 -47 7 -75 10 -27 3 -66 8 -85 10 -19 3 -93 12 -165 20 -71
9 -141 18 -155 20 -14 2 -50 6 -80 9 -30 3 -71 8 -90 11 -19 3 -59 7 -89 11
-30 3 -62 7 -70 9 -9 2 -45 6 -81 10 -36 3 -72 8 -80 10 -8 2 -44 7 -80 10
-36 3 -76 8 -90 10 -14 2 -83 11 -155 20 -71 8 -146 18 -165 20 -19 3 -111 14
-205 26 -113 14 -177 27 -192 38 -29 21 -46 72 -39 119 3 20 8 60 11 87 5 45
9 78 20 155 4 25 5 40 25 205 6 50 13 101 15 115 2 14 7 54 10 90 3 36 8 72
10 80 2 8 6 42 10 75 3 33 8 71 10 85 2 14 9 70 15 125 6 55 13 111 15 125 3
14 7 50 10 80 3 30 8 66 10 80 2 14 7 50 10 80 3 30 15 127 26 215 26 209 29
233 34 275 4 33 11 83 20 160 2 19 15 125 29 235 14 110 28 225 31 255 3 30 8
66 10 80 2 14 7 50 10 80 6 56 13 115 20 160 2 14 6 50 10 80 3 30 9 73 12 95
2 22 7 60 10 85 2 25 6 56 8 70 1 14 6 52 10 85 3 33 8 71 10 85 2 14 7 52 11
85 3 33 8 67 9 75 2 8 6 47 11 85 4 39 8 72 9 75 1 3 5 39 9 80 4 41 15 90 24
109 18 38 61 61 107 56 16 -2 57 -6 90 -10z"/>
<path d="M2015 4412 c-64 -14 -118 -55 -153 -117 -15 -27 -17 -95 -19 -760 -1
-401 -3 -980 -5 -1285 -3 -573 -1 -627 33 -770 107 -460 387 -768 790 -869
202 -50 498 -63 661 -27 390 85 633 262 788 575 113 227 148 567 84 816 -84
328 -261 553 -519 663 -87 37 -240 79 -320 88 -27 3 -61 8 -75 10 -58 10 -507
14 -540 4 -84 -24 -130 -122 -132 -282 -1 -79 3 -101 24 -148 31 -67 73 -111
134 -140 39 -18 69 -22 198 -25 225 -6 295 -19 406 -75 165 -83 243 -229 235
-438 -2 -48 -8 -103 -14 -122 -30 -96 -107 -198 -184 -243 -170 -100 -463
-105 -646 -12 -164 83 -268 270 -297 535 -5 48 -6 659 -1 2060 1 195 -2 372
-7 393 -10 52 -73 119 -139 147 -43 19 -72 23 -167 25 -63 1 -124 0 -135 -3z"/>
<path d="M968 3060 c-77 -170 -109 -376 -82 -520 46 -245 242 -436 452 -442
111 -3 195 33 282 121 102 101 133 222 94 357 -51 177 -183 234 -402 174 -95
-26 -137 -23 -193 14 -80 53 -119 146 -120 282 0 41 -1 74 -2 74 -1 0 -14 -27
-29 -60z"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a red track shoes pounding against the yellow lane 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="#fefdfd" d="M0 0h96v74l-25-5 20-19v-3q-15 9-27 21v-9h3v-4q4-2 1-2 5-3-1-3 1-3-1-3l-2-2H51l-3-3q-3-2-5-1l-1 3q-10 3-17 9l-8 2H0z"/><path fill="#c0272b" d="m64 45-5 4-16 2q-3 3-2 9l-4 2h-2l-2-3 4-1-20-2v-1l8-2q7-6 17-9l1-3q2-1 5 1l3 3z"/><path fill="#c25644" d="m64 45 2 2q-10 6-22 5-3 2-2 5h3l-1 1q-2 0-1 2h-2q-1-6 2-9l16-2z"/><path fill="#c2312b" d="M66 47q2 0 1 3l-22 7h-3q-1-3 2-5 12 1 22-5"/><path fill="#f8cc25" d="m71 69-7-1q12-12 27-21v3z"/><path fill="#babbb8" d="m17 55-1 1q-9-2-16-1v-1z"/><path fill="#efebe9" d="M0 56q7-1 16 1v2l-2 1-14-2z"/><path fill="#f6e43c" d="M67 50q6 0 1 3l-6 3-15 4-3-2 1-1z"/><path fill="#795c4b" d="M68 53q3 0-1 2l-7 4q-4-1-6 1-2-1-2 1l-9-1q-1-2 1-2l3 2 15-4z"/><path fill="#c87932" d="m17 56 7 1 9 2 2 3q-10 0-19-3v-2z"/><path fill="#f7f5f0" d="M54 60q2-2 6-1l-1 8-22-5 4-2h2l9 1q0 2 3-1z"/><path fill="#fdfa52" d="m0 59 5 2-5 1z"/><path fill="#f5cb1d" d="M54 60q-3 3-3 1t2-1"/><path fill="#f2c629" d="M67 55v4h-3v9l-5-1 1-8z"/><path fill="#fdfdfc" d="m5 61 55 11Q44 83 29 96H0V62z"/><path fill="#53463d" d="M16 59q9 3 19 3h1l-2 2-20-4z"/><path fill="#e15238" d="M0 59v-1l14 2 20 4q30 7 62 11v2l-30-5h-6l-2-2z"/><path fill="#9d8c81" d="m36 62 22 5 5 1 7 1 25 5v1q-32-4-62-11z"/><path fill="#fdfcfc" d="m66 72 30 5v19H45z"/><path fill="#fcd924" d="M60 72h6L45 96H29q15-13 31-24"/></svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAf8AAAH/CAYAAABZ8dS+AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOzdZ5xU9dn/8c/MbAOWutSlWlCxd9EoKGABbKBo7Aq6sKjR3N6GxGiiiTFqcifGRI0x9k6kS1HBhoqiFBGkI217ZVnYMuX8HwzmbwzIluvMmZn9vl8vHxg437kky1zn/M6vgIhIcjoEeBBYBOwAyoGtwBTgCiDVu9JERETEUjvgSSACOD/wzzfAUI9qFBERESPdgJX8cNP/7j8RYKInlYqIiEizpQHLaHjj/+4NwCUe1CsiIiLNdB+Nb/zf/lMMdI59ySIiItJUbYFKmt78HeCumFctIiIiTXY1zWv8DrAx5lWLeMTvdQEiIgZONcg4EDjCIEck7qn5i0gy6GmUM8IoRySuqfmLSDKw+i4bbpQjEtfU/EUkGVi9rz8daG+UJRK31PxFJBksNcpJRbv+SQug5i8iyeAdojP2LWjoX0REJN45eRNPG9C/406av9zPAfIBX4z/E0RiSk/+IpKwnILxhzv5uZPxOR9fev6BmUaxPYBjjLJE4pKav4gkHGf7rb2c/NwncfwrgDEAw4f0tfwILfmTpKahLRFJGM6W3I6kMQmHnwCtvvtr4bBD92Oeo7S81uKjPgLOsAgSiUd68heRuOesGpPm5OfmkMpaHCbxvcYPEAj4OGdwb6uPPBXoZBUmEm/U/EUkbjnOvX6nIHcMHTuvBp4EuvzQ7x8+pI/VRweAs63CROKNmr+IxCUnL3cYBUVf4DCZ6L77+zViaF8CAbO3mVryJ0lLzV9E4oqTn3uCUzBhPj7eAY5rzLWdOqRz0rFdrUoZgb4jJUnpB1tE4oKTn9PHyc99EliM42vyLnvDzzIb+u8CnGAVJhJP1PxFxFPOtnGdnILcByGwFsihmd9LI4ZqyZ/I/mipn4h4wsnPaY0TuBUfPwc6mOU60PP45yko2m0R9xkw0CJIJJ7oyV9EYurfM/gJfI2PBzFs/AA+H5x7ptnQ/0mA2SQCkXih5i8iMePk5Q6jsGjZnhn8puPz32X43t8PnGsVJhIvUrwuQESSn1Mw4WQc30PAmWZn7/2Ac8/sTWqqn2AwYhE3HHjRIkgkXujJX0Rc42y/+RAnP3cyju9T4MxYfW77dmkMPL6bVdy5RDf9EUkaav4iYs7Jz+nsFOQ+iD/yFdGDd2I+udhwt79OwClWYSLxQM1fRMw4hf/bxsnLnQSBjXv24E/zqhbjJX/a7U+Sipb6iUizOU5OKgWBG4D7gO5e1/Otvie9yNa8aouopWjDH0kievIXkWZx8iZeQEFgFdGDd+Km8YPpkr/jgGyrMBGvqfmLSJM4hbkDnfzcD/E5M4H+XtezN4bv/X3AeVZhIl7TUj8RaRQnP+cwCPyGCGO8rmV/zh7Ui/S0AHX1YYu44cAzFkEiXtOTv4g0iLNtQs/owTuBb2fwx73MNqmcfnIPq7hzgFSrMBEvqfmLyA9yiidmOnm5kwj4VhM9eCehRgwNh/7bAadZhYl4Sc1fRPbKcXJSnfzcHEJs2LMHf1uva2oKw+YPWvInSULNX0T+g+Pgcwpyx1AQWA08CY7ZVnleOPyQjhzYt51VnI74laSg5i8i/+Zsv3koBRO+2HPwzkFe12PlPLuDfo7CxQOJRGJFzV9EcArGH+7k507GH5kPvuO9rsea4Sl/oCV/kgS0w59IC+bkTeyNz7kbGEcSH15TUxsi6/BnqakNWcTNAC62CBLxip78RVogZ0tuR6cg90F8zjqiM/iTtvEDtMpIYfCpZhv0DQPSrcJEvKDmL9KCOKvGpDn5E28jlW8P3snwuqZYMZz13wYYZBUm4gU1f5EWwHHu9TsFuWPo2HkNOI8AHb2uKdbOH6ZT/kS+peYvkuScvNxhFBQt2TOD/wCv6/HKgX3b0f+A9lZxWvInCU3NXyRJOfnjT3Tychfg4x3gWK/riQcjhpo9/R9KEi2FlJZHzV8kyTj5OX2ie/D7P8PHEK/riSfa7U8kSkv9RJKEs/3mLAKRO3G4Hc1G36u6+jCdj3iW6l1Bi7g5wEiLIJFY05O/SIJz8nNaO3m5k/BHvp3Br8a/D+lpAc46radV3FlAa6swkVhS8xdJUNEZ/BOvxRdYv+fgHbPZbMnMcOi/FXCmVZhILKn5iySg6Az+wuU4zvM4mO1e0xKcf7aW/Inonb9IAnEKbz6FSOQhYLDXtSSyI896nVVryy2ivgEOtAgSiSU9+YskACcv91AnP3cykcgi1PibbcRQs6H/A4DDrMJEYkXNXySOOfk5nZ38iX/Bx0pgDBqtM2F8yp+G/iXh6ItEJA45hf/bhvCuW/BxF9DO63qSTTAYoctRz7Kjqt4i7h3gHIsgkVjRk79IHHGcnFQnPzeHyK4Ne2bwq/G7IDXVz9DTe1nFDQbaWoWJxIKav0iccPImXkBBYBXwJNDd63qSneGSvzTQToqSWFK8LkCkpXO2jz8Vv/9hcE73upaWZOTQvvh84DgmccOBGSZJIjGg5i/iESd/4gBw7iM6kU9irEe31hxzeGeWryq1iBtJdA6Vza2EiMs07C8SY862CT2jB+84X6HG7ynDJX+9gCOtwkTcpuYvEiNO8cRMJ2/ivQR864EcIOB1TS2d8Sl/IyzDRNykpX4iLnNWjUmjY+frgd8CXT0uR74jHHboetSzlFfWWcR9gPb6lwShJ38RlzgOPqcgdwwdO68mOoNfjT/OBAI+zh7U2yruR0AHqzARN6n5i7ggevDOhC9wmIz2fo9rhkP/KcAwqzARN2m2v4ghp+DmI4hEHsTH+XqrlhhGDO2D3+8jEjGZqD8ceMMiSMRNav4iBpy8ib3xOXfjRMbh00S+RNIlqxUnHN2Fz5cXW8SNQEv+JAFo2F+kGZxt4zo5BbkP4nPWoRn8CctwyV934DirMBG3qPmLNIGzakyakz/xNgJpG3GYBGR4XZM0nfEpf1ryJ3FPLyVFGsFx7vVTWHQJDg8D/byuR2xEIg49jn2e4tIai7hPiM78F4lbevIXaaDoDP6ipXtm8Pfzuh6x4/f7OPdMsyV/pwBZVmEiblDzF9kPp2DiSU5+7rv4eAc4xut6xB2GS/4CwLlWYSJu0Gx/kX1w8m/uC5Hf4jhXo1dkSe/cM/sQCPgIh82W/L1iESTiBjV/ke9xtt+cRSByJ07kdiDd63okNjp1SOeU47rxyReFFnHnER1ZjViEiVjTsL/IHk5+TmsnL3cS/si3M/jV+FsYw6H/zsBJVmEi1tT8pcVznHtTnPzcHAhswMeDQHuvaxJvGK73h+jQv0hcUvOXFi06g79wKdGDd3p4XY9467gju5DdrY1VnNb7S9xS85cWySnMHejkT/ggOoPfd5TX9Uh88PngvLPMlvydAHSzChOxpOYvLYqTl3uok587mQifgG+Q1/VI/DF87+8nOvFPJO5otr+0CE7BrV1wwneDMxH93MsPOGdwb1JT/QSDJhP1hwPPWwSJWNKXoCQ1p3hiJkHnZpzQL4G2Xtcj8a9d2zROO7E7HyzKt4g7h+j3bMgiTMSKhv0lKTlOTqqTn5tDiG9n8KvxS4MZDv13BAZahYlYUfOXpOI4+JyC3DEUBr4GngRHE66k0UbYNX/Qkj+JQ9qyVJKGkzfxNHzOw+hENTHQ7+SX2LJ9p0XUcuA4iyARK3ryl4TnFIw/3MnPnYzP+Rg1fjFiuOTvGKCnVZiIBTV/SVjO9lt7Ofm5T+L4VwBjvK5Hkovhe38fGvqXOKNhf0k4zpbcjqQxCYefAK28rkeS067dQbIOf5a6+rBF3FTgEosgEQt68peE4awak+bk5+aQyto9B++o8Ytr2rROZdBAsx2fzwbSrMJEmkvNX+Ke49zrdwpyx9Cx82qie/B38bomaRkMh/7bAqdbhYk0l5q/xLXowTtFX+AwGTjQ63qkZRkxtK9lnN77S9zQO3+JS07hhCOJ+B4ERnpdi7RsB5/2Mhs3V1lEfQ0cYREk0lx68pe44uTn9HHyc58k4vsSNX6JA8PPMhv6PxzoZxUm0hxq/hIXnG3jOjkFuQ9CYC2Qg342JU4MH6Khf0k+GvYXTzn5Oa1xArfi4+dAB6/rEfm+mtoQnY94lt01JmfzzAIutAgSaQ49XYkn/j2Dn8DXew7eUeOXuNQqI4UzT8u2ihsCZFiFiTSVmr/EnJOXO4zComV7ZvCbjqmKuMFw6L8NMNgqTKSp1PwlZpyCCSc7+bnv4eMdHI72uh6Rhho5VKf8SXLRO39xnbP95kPwR+4HLkU/c5KgDjvjVdZurLSI2gQcZBEk0lQpXhcgycvJz+mML/C/OJHbgXSv6xFpjhFD+1o1/wOB/sB6izCRptCwv5hzCv+3jZOXOwkCG/fswa/GLwnPcKtf0NC/eExDsGLGcXJSKQjcANwHdPe6HhFL9cEInY94hp3VQYu4eegGQDykJ38xEd2DP7CU6ME7avySdNJS/Qz5US+ruLOATKswkcZS85dmcQpzBzr5uR/i4x3gSK/rEXGT4dB/OnCmVZhIY2nCnzSJk59zGAR+Q4QxXtciEisjh/XB5wPHMYkbDrxpkiTSSHrnL43ibJvQk4DvV8BYdPMoLdDRQyfz1eoyi6itaJMr8Yi+vKVBnOKJmQSdm/HxS6Ct1/WIeGXEkD5Wzb8P0ZP+vrYIE2kMvfOXH+Q4OalOfm4OITbs2YNfjV9aNOMlfyMsw0QaSs1f9spx8DkFuWMoCKwGngSnm9c1icSDH53UnQ7tzLau0HI/8YSav/wXZ/vNQynI/XzPwTvahlTkO1JS/AwbZLbk7wygvVWYSEOp+cu/OQXjD3fycyfjj8wHTvC6HpF4ZTj0n0r0mF+RmNKEP8HJm9gbn3M3DuOAgNf1iMS7EUPMl/xNM0kSaSA1/xbM2ZLbkTQm4Ti3ARle1yOSKLp3bc1xR3Zh6VclFnHnE112bXMrIdIAGvZvgZxVY9Kc/Im3kcq3B++o8Ys00oihZkP/PYCjrcJEGkLNvwVxnHv9TkHuGDp2XgPOI0BHr2sSSVRa8ieJTM2/hYgevFO0ZM8M/gO8rkck0Z1yXDeyOpoNmmnJn8SUmn+Sc/LHn+jk5S7Yc/DOsV7XI5IsAgEf5wzubRV3GtDJKkxkf9T8k5STn9PHyc99Evyf4dNSIhE3GA79B4BhVmEi+6PZ/knG2X5zFoHInTjcTvTYUBFxyfAhffD7fUQiJhP1hwOTLYJE9kfNP0k4+TmtcQK34ov8Akc7honEQudOGZx0bFc+W1pkETeC6GhsxCJM5Ido2D/BRWfwT7wWX2D9noN31PhFYmj4WWZD/12B463CRH6Imn8Cc/Jyh1FYtAzHeR6HbK/rEWmJDNf7g5b8SYz4vC5AGs8pvPkUIpGHgMFe1yLS0kUiDtnHPU9RSY1F3KfAqRZBIj9ET/4JxMnLPdTJz51MJLIINX6RuOD3+zjPbuj/ZKLD/yKuUvNPAE5+Tmcnf+Jf8LESGINGbETiiuGSPz9wjlWYyL5otn8ccwr/tw3hXbcAd4HTzut6RGTvzhncm5QUP6GQyUT94cBLFkEi+6In/zjkODmpTn5uDpFdG/bM4FfjF4ljHdunM/D4blZx56GjtcVlav5xxsmbeAEFgVXAk0B3r+sRkYYxHPrvRPTdv4hr1PzjhLN9/KlOfu5CfM5MoL/X9YhI4xgv+dNBP+IqTRzzmJM/cQA49xGdyCciCcpxoPcJL5BXuMsibglwokWQyN7oyd8jzrYJPaMH7zhfocYvkvB8PtOh/+NBG3eJe9T8Y8wpnpjp5E28l4BvPZCDJvaIJA3D5u8DzrUKE/k+LfWLEWfVmDQ6dr6ekPNbfNrEQyQZnT2oN2mpfuqDZkv+nrUIEvk+Nf99ywCOAvrt+fdNwEqgrjEhjoOPwtxLcXgQONC0QhGJK20zUzn9lB68+1GeRdy5QCoQtAgT+S4N+/+3w4nebZcDi4merz0Z+AIoA56igbPxnbzcYRRM+AKHyajxi7QIhqf8tQNOswoT+S41//90J7AUuB5otZdfbwPcCHwJ/GRfIU7BzUc4ebmz8PEO+HREp0gLYvjeH7TkT1yipX7/38NEm39j3Afc++2/OHkTe+Nz7gbGoYl8Ii3WAae8xOZtOy2iVgDHWASJfJee/KOupfGNH+DXwARn27hOTkHug/icdWgGv0iLZ/j0fzRgOpQgAmr+EH2v9qemXuz3+/727qclW3CYRHSSoIi0cMZD/+dZhomAmj/A1UBWUy+ORJzAZTlvZ27cXGVYkogksiE/6klGutkAoN77izk1f7iouQFlFbVcPHYuO6u1IkdEoE3rVAafarZB39lAulWYCKj5g9FkmpVryrn6lvlEIo5FnIgkOMOh/zbAGVZhIqDmD9DeKmjm25u5+6HFVnEiksBGDO1rGaehfzGl5t/IHfv258G/LeWVaestI0UkAfU/oD0H9zN7thhhFSQCav4Q3bLXjOPAuP95j8+WFlnGikgCGjHUbOj/MOAgqzARNX+Ybx1YWxdm9Li3yC8yOddbRBKUlvxJvFLzh3/iwsEZ+UW7uPiGedTUhqyjRSRBnPWjnmS2SbWK03t/MaPmD9uBB90I/nx5Mdfd9i6OFgCItEjpaQHOPM1syd8QoLVVmLRs2oY26mPgHKCXdfDX6ypITw9wxik9rKNFJAFU7qhjzoKtFlGpRL+rNliEScumJ/+oeuBiYJsb4Xc/tJiZb292I1pE4tz5Z/ezjNPQv5hQ8///Conu9rfbOjgScbjq5vl8tbrMOlpE4lyfnpkcfkhHq7jzrYKkZVPz/0/LiJ7wZ/6WvnpXkAuvn0tJWY11tIjEOcNZ/wcAh1qFScul5v/fpgAPuBG8edtORo97i/pgxI14EYlTxkv+tOGPNJua/97dA0x2I/ijxQXkTvrAjWgRiVODTsmmfbs0qzi995dm02z/fZtH9P1aN+vgZStL6dKpFScf19U6WkTiUCDgY/GyYtZsqLSI6wU8QnSiskiT6Ml/36qBC4FiN8Jv//XHLPhouxvRIhKHDIf+04mu+RdpMjX/H7YFGI3x4T8AoVCEy3LeZv03O6yjRSQOjRzWF5/PLE5D/9Isav779zEwwY3g8so6LrxuDpVV5vcWIhJnsru14egBWVZxI62CpGVS82+Y54C/uhG8ZkMlP57wDuGw9gAWSXYjhva1iuoNHGkVJi2PJvw13NvASUB/6+CNm6uoqQtx9qDe1tEiEkfS0gI8+/oaq7gtREcmRRpNT/4NFwauAta7Ef6Hx5fz9Kur3YgWkThx2ond6dQh3SpO7/2lydT8G6cCuAAwWa/zfbfctZBPlxS5ES0icSAQ8DFskNn5YacDHazCpGVR82+8tcDlQMg6uLYuzKhx89iWX20dLSJxYvhZZkv+UoChVmHSsqj5N83bwCQ3gguLd3PR9XPZtTvoRryIeGzE0L74/WZr/jT0L02i5t90fwKeciN42cpSrrvtXRwtABBJOl07t+L4ozpbxY0A7HYPkBZDs/2bZx4wCOhnHbx6fQUpKX4GDcy2jhYRj+UV7uKDRfkWUW2BGUSPJBdpMD35N0+Q6Pv/rW6E/+oPi5k8c6Mb0SLiIcP3/qBT/qQJ1Pybrwi4CNhlHew4cP3t77JkRYl1tIh46OTjutK1cyurOL33l0ZT87exHLgWMH9LX1Mb4pIb36K4tMY6WkQ84vf7OGew2aZeAwGzfYOlZVDztzMV+I0bwVu272TU2HnU1YfdiBcRDxie8hcAzrEKk5ZBzd/WfcDrbgR/8kUh43/2gRvRIuKB887qQyCgJX/iDc32tzcbOBcwn6b/5aoyOrZPZ+Dx3ayjRSTGWmWkMO+9rWwvMJku1BP4P1x49SjJSU/+9mqITgA0WcfzfXfc9wlzFriyuEBEYmz4ELNT/joDJ1qFSfJT83dHPjAGqLMODocdrpj4Dl+vq7COFpEYGzFUS/7EG2r+7vkEyHEjuGpnPaPHzaOyyvzeQkRi6PijupDdrY1VnN77S4Op+bvrBaLbAJtbu7GSy3LeJhSKuBEvIjHg88G5Z5ot+TsR0IQgaRBN+HPfAuBk4GDr4E1bqvD5fJx1Wk/raBGJkfpghH+9abKTpw/4CvjSIkySm5783RcGfgyscSP8939dyorVZW5Ei0gMnHtmb1JTzb6KNfQvDaLmHxs7iE7GKbUODgYj/PGJ5daxIhIj7dqmceoJ3a3izgVSrMIkean5x843wJVAyDr4X7M2Ulun3f9EEpXhbn8diW73K/KD1Pxj6x3gDuvQ2rowK9eUW8eKSIwYL/nT0L/sl5p/7D0KPGUdmldYbR0pIjFy9IAs+vTMtIpT85f9UvP3xi3Ah5aBPp/ZHuEi4oHzzjJ7+j+W6Ha/Ivuk5u+NemA0YLK+B+Dgfu2tokTEA4bv/X3AeVZhkpzU/L1TRvQGoNnj9Z06pHPoQR2aX5GIeObsQb1ITzPbekVD//KD1Py9tQK4BmjWNn3XjjnU8mhQEfFAm9apnHFKD6u4s4E0qzBJPmr+3psO/KqpF7dvl8YdE44xLEdEvGI4678dcIpVmCQfNf/48ADwUmMv8vngr/efQa8eZrOERcRDhpP+AI63DJPkouYfHxzgehp3AxB55Dc/Cl5z6SHuVCQiMTegf0cO7NvOKq6fVZAkHzX/+BEGriN6DPD+NutfCwz5ybijxrlelYjElOGsf/PdRCV5qPnHlwjRDYAOBK4F/gUsATYBX+z5tYuAw4EPfNl/fxGHP3hUq4i4YLjd0P8WqyBJPpoinuAc514/hUXTcbjA61pEpPlqakN0Peo5qncFmxt1ArDUoCRJQnryT3A+370RUuquAlZ6XYuINF+rjBQuu+Cg5sZ8iRq//AA1/yTg6/LMTvyBC3HhyGARib27fnICGenN2vDnt1a1SHJS808Svu5/+4bojoH1XtciIs1zUL92PHzPqU29/CVgimE5koTU/JOIL/uJhfj4H6/rEJHmu3XsUfzqf05s7GXTAa0Ckv3ShL8k5OTnPg7kel2HiDTf9HnfcOsvP2J7wQ8eA7ILuAf4C83cLlxaBjX/JOQ4OankB+bhY4jXtYhI89XVh/nXrI28+c4Wlq8qpaSshraZaQzo35FV68rv2ZZX/Teg0us6JXGo+ScpZ9u4TqSkfYbDwV7XIiIu8vlu8PV4/Dmvy5DEonf+ScrX++lyHN+FwA6vaxERF0V0fK80np78k5yTP/E8cN4E/mPdUDAYYe3GSurqw2R1zKBf77YeVSgizbSDHuEuPt8/mr0rkLQcav4tgJM/4efg+73jwJTZG3nyxa/58NN86oP/f15Qpw7pjBp+ILeOO4pjDs/ysFoRaTz/YF/2Yx96XYUkDjX/FmL5/Mum3f6rjy5+/5P8H/x9gYCP2286mgd+MZC0VL0VEkkMvgd92Y//wusqJHGo+bcM/X0+3nccsht6wfAhfZj69HnN3WVMRGLBxwpfjyeO8boMSRxq/smvDdF9vhu9WfhVo/vz0t+G2VckIi4I9/Vl/2Or11VIYtC4bvK7lyY0foCXp67noceW2VYjIi5JOdfrCiRxqPknt0wgpzkBd/3+M2a+vdmmGhFxk5b8SYOp+Se34UC75gREIg5X3zKfVWvLjUoSEXc4Zzvrb033ugpJDGr+ye14i5Cd1UEuvH4uZRW1FnEi4o5MWkVO97oISQxq/smts1XQpi1VjBo77z/2BhCROON3NPQvDaLmn9zClmELPyvgtns+sowUEVPOCK8rkMSg5p/c1lgH/v2FVTzx/CrrWBGxMcApymnS6h5pWdT8k5sr233e9quPePejPDeiRaS5IlryJ/un5p/clgJfWIcGgxEuG/82GzdXWUeLSHNF9N5f9k87/CW/HxEdATC/0Tvs4A58+uYltG+XZh0tIk1XQzgjy9f7zzVeFyLxS0/+ye9j4C9uBK/ZUMlVt8wnEnHciBeRpmlFoG6w10VIfFPzbxnuBOa6ETx7/hZ+8cBnbkSLSNNp6F9+kJp/yxAGrgLWuxH+8OPLePrV1W5Ei0iTOOd7XYHEN73zb1kOBT4FOlgHZ6QHeO+Nixh4QjfraBFpioj/UF+vx9Z5XYbEJx3W3rKUASuAH2M86hMKO8x5dwuXX3Qw7dpqAqCI116asjY4be43BwKXAsOAAUAEKPC0MIkLevJvme4A/uhG8AlHd2Hh9ItplZHiRryI7MfrMzdw/yNLWLlmn4dxrQLuB16LXVUSb9T8W67ngOvcCL78woN59Ymz8emnSyRmauvCXPuTBfxr1saGXvIGcA2gE7taIA37t1xzgaFAb+vgVWvLSUnxM2hgtnW0iOxFKBThwuvnMvPtzY257HDgRGAy0dcB0oKo+bdcYeBN4HKgvXX4+5/kMaB/J444tJN1tIh8zwOPLuWpl5u04uZgoB6XtgKX+KWBWTkeWAi0tg7ObJPKxzNHcfSALOtoEdmjuLSGvie9SG1dkw/xrAP6AkV2VUm80zp/WQpcD5hv01e9K8hF18+lpEy7jIq45elXVzen8QOkAzcYlSMJQs1fAP4F/NaN4M3bdjJq7Dzq6pv15SQi+zB/4XaLmDEWIZI41PzlW/cCU9wI/vjzQm65a6Eb0SIt3qq1+1zS1xjHAT0sgiQxqPnLtxyiy37MjwAG+Ocrq3n06a/ciBZp0WpqTUbVfOg8gBZFzV++qwa4BCh2I/yO+z7hnQ9NhihFZI+O7dOtokZYBUn8U/OX79sKjCa6/MdUKBTh8vFvs25TpXW0SIt1zOFmq2mGAalWYRLf1Pxlbz4GctwIrthRx4XXzaWyqs6NeJEWx3AzrfbAaVZhEt/U/GVfngcecSN47cZKLh//DqGQNhUTaa7hQ/qYxlmGSfzSDn/yQ+YDJwCHWAdv3FLFrt0hzj3TfHdhkRalS1YrXnxjHRU7TEbT2gNPWARJfFPzlx/iEN0C+CKgi3X4oiVF9OzehhOONo8WaVHWbdrB58tN5ul2I3ro1w6LMIlfGvaX/akCRgEVbsAxmqAAACAASURBVITffNdCPliU70a0SIsx/CzTof/zLMMkPqn5S0OsI3oAUMg6OBiMcOlNb7FpS5V1tEiLMfSMnrTKSLGK03v/FkDNXxrqHeBON4JLy2sZPW4eu3YH3YgXSXqtMlIYfKrZrP9hRPf7lySmd/7SGJ8C2UQnAZoqKqlh9foKxlxwED6fDpsUaazyyjrmvbfVIiqN6BG/myzCJD6p+UtjvQWcAfSzDl6zoRKfD848rad1tEjS65LVynIL7VKif9clSWnYXxorCFyKS08Fv/nTF7w2Y4Mb0SJJ7cC+7TjkwA5WcdrqN8mp+UtTlBHdArjaOthxYOxP37NatiTSoowYajbr/1DgIKswiT9q/tJUXxI9BdB8m76a2hAX3zCP/KJd1tEiSU27/UlDqflLc0wH7nUjOL9oF5fe+BZ19SbHlYq0CINPzSazjdnZPGr+SUwT/qS5FhLd/vco6+DtBbvYmlfNqOEHWEeLJKWUgJ9PlxRZnZzZC/gz0Xk+kmTU/MXCHOAcwHya/pdfl9EuM41TT+xuHS2SlCqr6pm9YItFVCrwCbDeIkzii4b9xUINcDGQ50b4nb9dxJvvmHyZiSS988/uaxmnof8kpeYvVvKJHgBUYx0ciThcefM7rFpbbh0tknR6Z2dyxKGdrOJGWgVJfFHzF0tLgPFuBO+sDnLBdXMpLa91I14kqRgu+TuA6LI/STJ65y/WVgCZwGnWwZU76lj2VSlXjuqP368tgEX2JSXg5/l/rbWK20R0a29JImr+4oYFRPf/P8Q6eNPWKip31FuvZxZJKr16ZPLoM19RV2eyVNYPvGgRJPFDzV/c4ABvAhcAXa3DFy8rpkfXNpx4TBfraJGkEAj4+OLLElavr7CI6w38Bai3CJP4oLFTcdPBwGeA2eyjb6Wm+pn/+gUMGmh2jKlIUnn61dXceMf7VnEXAzMa8PvSiO75cQTQHegBtN7za7VAAdHJwauBr/b8b+IBNX9x21BgHpBiHdy5UwaL51zCAX3aWUeLJLz8ol30Ov4FHMck7h/sezLvAKIrfS4ATiR6A9AQIWA50X1C3gQ+b2aN0ghq/hILNwN/cyP4qAFZfDxjFG0zzbY0FUkax5/zL5atLLWI2gZ8d6JNKtHDvX6C3eTe1URvMp4Fdhhlyj7onb/EwudEh/9OtA4uLq3h63UVXHbhQfh8upcV+a6tedUs/KzAIqo9MJVoU84BXgduJDofwEoX4DyiIwwpwDI0z8A1av4SK28BZwD9rIPXbqwkFIow9PRe1tEiCS0jPYVnXltjFXcQ8Dvgx0AHq9C9aAUMAa4FNgJmaxbl/9OjksRSZ2Ax0Y1DTPl88PJjw7ji4v7W0SIJKxx26HrUs5RX1nldSnO8QnQ0oNrrQpKJdviTWCoFLgR2Wgc7Doz7n/f54ssS62iRhBUI+DhnsOXIvCeuJLrJkPm+IS2Zmr/E2krgcsBk95HvqqkNceH1c9heoAcEkW8lyYZYRxC9ATjZ60KShZq/eGEucLcbwQVFu7nkxreotdnZTCThnXdWn2TZDrsj0blDugEwoOYvXnkIeNmN4MXLirn2Jwus1jeLJLSunVsl026YHYDZRDcQk2bQbH/x0lzgbKCndfDX6yrIyEjh9JN7WEeLJJz8wt28vyjf6zKstCb6vfECWgrYZGr+4qUQ0bv4ywHzbfre+ziP447szKEHubkqSST+tcoI8M9XVntdhqUuRM8Nmel1IYlKw/7itQKiO4XVWAdHIg5X3zKfVWvLraNFEkpGRgopKUn3dT+O6JbC0gRJMQtEksIYoruGmf9M9uvdlsVzLqFLVivraJG4tmJ1GX98YjmvTFtPOJyUk2C+IXq2QEJvZOAFDftLvPgaSCe6C6Cpyqp6Pl1axFWXHEIgoPtdSX6LlhQx8Rcfcse9n/Dl12XJPPm1I1ABLPK6kESjb0KJJ35gGtGNgMxNuPYInnhwkBvRInHh/U/yuf+RJSz4aLvXpcRSMdFDh/T03wh68pd44hA92vMCoJt1+BdfltA1qxUnHdvVOlrEUx8tLmDsT9/n13/8nG+2VnldTqy1AdYBK7wuJJHoyV/i0QFEzwDobB2cmupn3svnM+R089WFIjHlOPDm/M389s9L+Hx5sdfleO1j4HSvi0gkav4SrwYD7xA9N9xUVscMPpt9CQf1M19dKOK6SMRh6pxN3P/IEr78uszrcvbp8CNOYPCZ59Onz8GkpaVTVJzHl8sX8cF7b1Jbu9v64yJE9wsptA5OVmr+Es/GA393I/jwQzqyaNZo2rVNcyNexFw47PDajA088OgSvl5X4XU5e+X3+xk6bBQ3TfglAwYct9ffU1FRyj//8XteeuERIpGI5cffBPzTMjCZqflLvPsrcIsbwSOH9WXmc8OTZd9zSVLBYIQXp6zj948uZcPmHV6Xs1f+QIDzhl/OTePv4uCDj2jQNR8tnMftt46irq7WqoyXgGuswpKdvvUk3qUA84ChboTfOfFYHr77VDeiRZqlrj7MM6+u4aHHlrFlu/kp2CZSUlI5/8KruTHnF/Tt27/R1y+YP43bbx1tVc7XRE//kwZQ85dE0An4DJcO83jh0aFcc6mOCpf4sLsmxD9e+po/PL6c/KJdXpezV2lp6Vw8+gbG3TiJ7J79mpDgULWjkoqKUh64/1Y++fgti7LCQCZgNpSQzNT8JVEcRnQjD/ON+jPSA7z3xkUMPMF8daFIg1XvCvL0q6t56LFlFBSZT4gzkZaWzoUXX8eE3Hvo1r1Xo693HIeqqnJKiguor48uy8/b/g13/PQyHJudiA4ANlsEJTs1f0kkI4ge5GG+P0WPbq1ZPOcSevXItI4W+UGVVXU8+s+v+Ms/V1BeGZ/71LRuncnlV+Ry3Q13kJXV+Jtkx3HYUVlGcUkBoeB/H8T3s/+9ki2b11mUehra7a9BUrwuQKQR5gA/B/5gHVxQtJuLb5jHh9MupnUr/bUQ95WW1/LIUyv46zNfUbUzPk+mbdu2A1defStXX3sbHTpkNfr6SCRCZUUpZaWFBEPBff6+/v2PtGr+untvIH3LSaL5I3AUcK118JIVJYz96Xu8+sTZ+DQmJi4pLN7N/z35JX9/YRXVu/bdEL3UoUMWV197O1ddfSuZbds3+vpIJExlRRmlJYWEwvv/b8zMNNtzI3lPMTCm5i+JKAfoD5hP03995gaOPKwTd99+gnW0tHDb8qv5w+PL+ecrq6mpDXldzl5lZXXjuhvu4PIrcmnduvEP0eFwiPLyEsrLigiHww2+budOsyWM8fkHG4fU/CUR1QGjiW4B3Ns6/Nd//JwjDu3EqOEHWEdLC/TN1ioe/Nsynnt9DfVB001tzHTr3osbxt7JpWNuIj2j8Udfh0MhyitKKCsrItKIpv+t1V8vbfQ1+1BiFZTsNLgpiex4YCHQ2jo4s00qH88cxdEDGv+eUwRg3aZKHnh0KS9PXU8oFJ9NP7tnP2686edcNOp60tLSG319KBykrLSY8rJiHKdp/41frVjM/b+Z2KRr9yILKLcKS2Zq/pLoLgNew4Wf5X6927J4ziV0yWr8k5C0XCvXlPO7vyzhX29uJByOz1fQffsdwk05v2DkBVeRktL44zOCwXrKyoqorCht1ha9u3dX8/OfXU1RockRxOVEm780gJq/JIPfAPe4EXzGKT2YP/lC0lL9bsRLEln6VQn3P7KE6fO+wWbJur2DDz6Cm8bfxXnDL8cfaPyK2WB9HWXlxVSUlzR7XX44HObP/zeJzxe/36yc71gADLMKS3Zq/pIMfMAbROcBmLvxygE89ccz3YiWJLBoSRG/+8sS5izYErdNf8CA48jJvZshQy/G72/8jWxtXQ3lpUVUVpZjMaG+pmY3j/zp5yxf9kmzs77jIaJLgaUB1PwlWbQheqb3MW6EP/KbH3HbjUe7ES0J6oNF+dz/yBLmLzQZsnbF0UefQk7u3QwaPBJfE9av1tbWUF5WROWOcqzubDZu+JrHH7uX7ds2meR9x1DgXevQZKXmL8mkL9EVAF2tg1NS/Mx+cQTnDDZfXCAJ5u0PtnH/I0tY+FmB16Xs0wknDmJ87t2cetrZTbq+tnY3paWFVO2wOzp4164qpk15ljmzX2nUMsAGqgI6A/G5cUIcUvOXZHM60Xd/adbBHdun8+ns0RxyoPnxAhLnHAfenL+Z+x9ZwuJlxV6Xs0+nnnY243Pv5oQTBzXp+t27qykrLbRcd8/u3dXMmzuZN2e+xK5dVWa53/MMMM6t8GSk5i/JaBzwTzeCDz2oA5/OHk2Hdo1fFiWJJxJxmDpnE7/7y1KWryr1upy98vl8DBo8kpzcuzn66FOalLF7dzUlxQWmzbm0tJDZs17mvXdnUFPj+kFFpxAd9ZMGUvOXZPVn4HY3gs89szezXxxJIKC/PskqHHZ4bcYGHnh0CV+vsxv6tuT3+xky9GJycu9mwIDjmpSxa1cVxUX51NTYHR1cVLid6dOe5cMP5hD6gf38DX0GDIzFByUTfXtJsgoQPQFwhBvhP805hj/de5ob0eKhYDDCq9PX88CjS1m7sdLrcvbK7/dzxqAR3HzrfQw4/PgmZezcuYPSkgLzpj9zxgu89+4MN97p/5DzgLdi+YHJQM1fklkH4FPgUDfCn/nzWdxw+WFuREuM1dWHeebVNTz8+DI2b9vpdTl7lZKSysgLruKmnF/Qt98hjb7ecaC6egclxfnU1toNw2/dsp6pU57h00ULmrzLXzN8CAyO9YcmAzV/SXaHEr0BMJ+ll5rq553XLmDwqdnW0RIjdfVhnp+8lt/+eQnbC6q9LmevUlPTOG/45YyfeA99+/Zv9PWO41BVVU5JSSH1dbVmdW3ZvI6pU57hs08XNHvDnyaqJ7rF9yovPjzRqflLS3AuMJvoqwBT3bq0YvGcS+nTU8eIJ5Kd1UGeeGEl//f3LykurfG6nL1Kz2jFpWNu4oaxd9Kte69GX//vpl9cQH19nVlda9d8ydQpT1tv0NMUvya6u6c0gZq/tBQ/Bf7kRvAxh2fx8cxRtGnd+D3SJbZ2Vgd5/PmVPPzYMsor7RqipVat2jD60nGMvXESXbs2flTJcRx2VJZRXFJAKFhvVteaNcuZMe15li5ZaJbZDO8C5wAxnVyQTNT8pSV5GhjrRvAlIw/kX/84lyZsoiYxUFpeyyNPreBvz37Fjiq7hmgps217rrr6Vq6+9nY6dGj8+TSRSITKilLKSgsJGs6yX77sE6ZOeZq1a740y2ymLcBJ6PjeZtFXlbQkqcA7uDRB6Nd3nMi9d5zkRrQ0UUlZDY89t5JHnloRt02/Q4csrrjqFq6+9jbatevY6OsjkTCVFWWUlhaaLa1zHIelSxYy9Y2n2bAhrl6pFxP9+7vG60ISnZq/tDRdiW4G0tc62OeD1/9+DmMuOMg6Whppe0E1f3h8OU+9vJqa2pDX5exVVlY3rrvhDi6/IpfWrRs/ZyQcDlFeXkJ5WZHZ0jrHifDpogVMnfIMW7esN8k0lE90qD+u7kYSlZq/tETHED0EqI11cKuMFD6YehEnHWt+vIA0wJbtO/nTk1/yj5e+prYuPl8HZ2V149rrf8qVV99KRkbrRl8fDoUoryihrKyIiGHT/+zTd5n8+pPkbf/GJNPYSmAksNXrQpKFmr+0VKOJHgNs/negd3Ymi+dcQveujf9il6ZZt6mS3/91GS9PXUcwGPO15g2S3bMf426cxMWjbyAtrfHbQ4fCQcpKiykvKzZbTx8KBfnwg9lMn/YcRYVxezrhy8BEoof3iBE1f2nJfgXc50bwqSd0470pF5GeZr66UL5j5ZpyHnh0KZNnbSAc9mSt+X717dufG3N+wfkXXk1KSuNXhASD9ZSVFVFZUUokYtP0g8F63l0wnZnTX6C0tNAk0wXFwK3AZK8LSUZq/tKS+YBXgB+7EX7NpYfwwqND3Yhu8VasLuOPTyznlWnr47bpH3TQ4Yy9aRIjz7+SQCCl0dcH6+soKy+morzEbBOduroaFsyfzqwZL1JeHrenE9YDfyd6c253vKD8BzV/aelaAwuJ7hRm7o+/Oo07JhzjRnSL9OmSIu7/yxLmLNiCN5vK7d9hhx1LTu7dDB02Cr/f3+jr6+pqKSstpLKyHLD5j6yp2cVbcycz+81XqKqKz4OKvuMcoqtyxEVq/iKQTXQFQE/rYL/fx4xnh3P+2eaLC1qUjxYX8NBjy3jznS1el7JPhx12LDeNv4uzz70UXxM2fKirrYkO7+8ox+rOpqZmF2+/9QYzpz9PdXXCvDIfBizwuohkp+YvEnUq8B7Q+JlY+9E2M5VFs0ZzxKGdrKOT3keLC7j3j1+w4KO4nYzGccf/iLE3TuLMsy5o0vW1tbspLS2kaofdE/nOnZXMmzuZubNfZdeu+Dyo6AdcCMzyuohkp+Yv8v9dA7zgRvABfdqxeM4ldO6U4UZ80pm/cDv3PLyYT5cUeV3KPjW36e/eXU1ZaSE7d9q91t6xo5y333qD2bNeNj2uN8Z+DLzudRHJTs1f5D/9EbjDjeBhZ/Ri7ssjSUlp/HvglsBx4M35m/ntn5fw+fK4nYzGwFOHcettv+XoYwY26Xo3mn5paSFvznyJBfOnmR7i45EbgOe8LiLZqfmL/Cc/MAM4343wW8cexaP3n+5GdMKKRBxmL9jCr//wOctWlnpdzl75fD4GDR7JhIm/4sijmraF865dVRQX5Zs+kZcU5zP7zVeY/85UgoaH+HjsZuBxr4tIdo1ffyKS3CLA1cAiYIB1+F+f+YojD+tEztWHW0cnpGlzv2HS/YtY/018rujyBwKcd95l3DT+Lg7uf2STMnbu3EFpSYFp08/L28z0qc/w8UdvmW3tG0e0O1YMqPmL/LcdRCcdfQaYz9K75ZcLOezgDgwa2PjjWpNFTW2Ia25dwJTZm7wuZa9SUlIZef6V3DT+Lvr2O6TR1zsOVFfvoKQ4n9ra3WZ1bd2ynmlTn2XRJ/PNdvmLQ2r+MaBhf5F9GwrMw4Wb5M6dMlg85xIO6NPOOjru1QcjnHvFLN7/JN/rUv5LamoaF4++gXE3TqJnrwMafb3jwM6qCopL8qmvqzWra9PGr5k65Rm++PwDsw1/rPn9ASIRk1GIB4FfWATJvunJX2TfFgA/Bf5qHVxaXstFN8zj4xmjaJvZ+C1fE9ndD30Wd40/PaMVl1x6I2PH/Yxu3Xs1+nrHcaiqKqekuMB0wt26tSuY8sY/Wb7sE7NMa23atCU7uy/19XVssTkJUE/+MaAnf5H9ewKY4Ebw8CF9mPX8CAKBlvFXcfO2nfT/0SuEQvExZN2qVRtGXzqOsTdOomvXxr+GcRyHHZVlFJcUEDKccLdmzXJmTHuepUsWmmVay8xsT3Z2Hzp0yAKgpKSAb75ZaxH9FJBjEST7pid/kf37CdHJf4Otg+e+u5Vf/WExv/v5KdbRcemx51bGRePPbNueK6+6hauvvZ2OHTs3+vpIJEJlRSllpYUEQ0GzupYv+4SpU55m7ZovzTKttWvXgezsfrRr1+E//vdAwOwQK/OjtuW/qfmL7F8QuIToBMCDrMN//9elHHFoJ64c1d86Ou68/f42Tz+/Q4csrrjqFq6+9jbatevY6OsjkTCVFWWUlhYSMmz6X61YzGuvPs6G9SvNMq1lZranV69++/xz8/nM9q9oZRUk+6bmL9IwZcAo4GOgrWWw48CNd7xP/wPac9KxXS2j40ok4rBybbknn90pqyvX3XAHl/84lzZtGv9/Xzgcory8hPKyIrOldY4T4dNFC5g65Rm22rwrd0XHjp3Jzu673z83wyd/vfOPATV/kYb7iugWwFOJbgZkpqY2xKix81g89xKyuyXnqOfumhCRSGxnqnft1pMbxt7JpZfdREZG43tKOBSivKKEsrIiIkZNPxwO88nHbzFt6rPkbf/GJNMNnTp1JTu7D61bZzbo9zflBMN9UPOPATV/kcaZAdwD/M46OK9wFxdcO5eF0y+mdavk+6vZulUKGekBauvc35SmR48+XHv9/zDmshzSMxo/ihwKBykrLaa8rNhsPX04HOLjj95i6pSnKcjfapLphk6dutCz5wG0atW4Huz3mz35a9g/BpLvG0bEfb8HjgSusA5e+lUJOXe+z4t/HUYTToWNa36/j0MO7MCK1WWufUafPgdzY84vuOCia0hJafwSymCwnrKyIioqSnEiNk0/GKznvQUzmDnjBUpKCkwyrfl8fjp37kZ2dh/S05vWe/Xkn1jU/EUazwHGEp38d7J1+MtT13PUgCwm3XycdbTnRo04wJXmf9BBhzP2pkmMPP9KAoHGf60F6+soKy+morzEbBOduroaFsyfzqwZL1JeHp8HFfl8frKyutCzZ78mN/1v6ck/sSTZs4VITPUEFgPm+/T6/T6mP3seF5zdzzraM/Wh1ny8+lSGX3gNdXU1JpmHHXYsN034JcPOHt2kJ8+6ulrKSguprCwnek/XfDU1u3lr3mRmz3qZqqoKk0xrfn+Arl2z6dGjN6mpaSaZoVCQpUs/togqBrpZBMm+qfmLNM/JwAdAhnVw28xUPpk5miMPMz9eIKbqQ5lsqryQOv/JBAJpPPXkAzz6yC+blXnU0SeTM+FuBp95Pr4mvB+pq62hrKyIyh3l0eUWBnbtqmLu7NeYO+c1qqurTDKtBQIpdOuWTffuvZv0WuSHRCIRvvjiQ4uonUDL2/c6xtT8RZpvDPA6Lvx96te7LYvnXEKXrMQbCa0LtWVj+WiCKSf8x1B8JBLhF5OuYc6brzQ687jjf8TYGyc1uenX1u6mtLSQqh12T+Q7d1Yyb+5k5s5+lV27dprlWgoEUv79pG/d9L9r8eL3LWLC6JW069T8RWz8Hvi5G8FnnpbN269eQGqq6erCf1u1tpw33tzEuk2VlJbXkp4WYED/jowY2odBA7MbPfGwpj6LTZWjCKcejd+/9+/wUCjIX/58Fy889yciDZhYd8rAoUyYeA8nntS0TRZ3766mrLSQnTvtjg6uqCjlzVkv8c5bU8xeY1hLSUmle/fedOuW3aS5EI31xRcLrQ73yQDsDkmQ/6LmL2LDD0wHLnAjfMK1R/DEg4PM8iIRh+nzvuGBR5eyZEXJPn/fUQOyeOS+HzHk9J77zdwd7MKmiktx0o5o8G5vX61YzNNPPcj7780iHA79x6+lp2dw5pALueba2znm2FMblPdfNbnQ9MtKi5g543kWzJ9O0HA/f0upqWn06NGbrl2zLSfi7dfSpR9b7XzYCYjPCRNJQs1fxE5b4BOiywDNPfbAGUy8vnnR4bDD5Fkb+N1flrKqgbvt+f0+fvuzk7nrJ8fv9deranuxeccofGmH4mvicq/du6tZ8eWnlJUWEQzW06v3gRw24DgyM5v26nfXriqKi/KpqdnVpOv3pqgojxnTnuOD99803drXUlpaBj169KZLlx6WS+8abPnyT6mvNznKuCcQX0c/Jhk1fxFbBxI9A6Dxp8XsR2qqn3kvn9+gp/DvCwYjvDx1Hb//6zLWbaps0uf/6d7T+GnOMf/+98raPmzdcRGkHepJo9mbnTt3UFpSYNr08/O3MG3KM3z80TyzrX2tpae3Iju7D507d7PcY7/RVqxYTG3tbouo/sAGiyDZOzV/EXtnAm8D5jOrOnVIZ/GcSzmoX8OeiOvqwzz3+loeemwZ32xt3gz0lBQ/S9+6lN4HnMiWHaMIZBxEPHyFOA5UV++gpDjfqvEAsHXrBqZNeYZFn8w32+XPWkZGa7Kz+5KV1bVJEyCtrVz5Bbt3V1tEHQOssAiSvfP+p0UkOU0AnnAj+PBDOrJo1mjatd33+uya2hBPvbyaPzy+nO0FJl/GAJx11jk8+tg84mH7QceBnVUVFJfkU19nMtQMwKZNq5n6xtN88fkHZhv+WGvdOpPs7D506tSFePoa//rrZVRXm8yvGEh0BE1cEj8/NSLJ5zFgohvB557Zm9kvjiQQ+M+/wrt2B/nnK6t5+LHl5BfZDX1/KyUllXc/yKNjpy7m2Q3lOA5VVeWUFBdQX283IXzduhVMm/Isy5Z+FNdNv3v3XnTu3I14/Ppeu/ZLdtgsoxwCvGcRJHuntZQi7rkNOBQYah381vvbuOv3n/HQ3QMB2Fkd5JnXVvPg35ZRWGw39P19oVCQZcs+ZsjQi137jH1xHIcdlWWUFBcQDNnNsl+zZjkzpj3P0iULzTKtZWa2Jzu7Dx06ZHldyg8yXFmg/f1dpuYv4p4QcBnRLYAPsg5/+PFl9O6ZSXHpbv769Eoqq2KzLHrz5nUx+ZxvRSIRKitKKSstJGg4y/7L5YuY+sbTrFmz3CzTWrt2HcjO7ku7dh29LqVBdLhP4lDzF3FXOXA+8CnQ3jr81l/G/mnV6rS7/YlEwlRWlFFaWmi6tO6rFYt57dXH2bB+pVmmtczM9vTq1S9hmv63dLhP4lDzF3HfGuAqYAYQux1XXNK+vbtnDYTDYSorSigtLTRbWuc4ET779F2mTnmGLTEeuWiMjh07k53dlzZt2npdSpPoyT9xqPmLxMZs4C7gIa8Laa6jjxnoSm4oFKKiooSysiIixk1/8utPkrf9G5NMN3TokEXPnv0Stul/S80/caj5i8TOw0R3/7vG60Kaqm/f/hzc33YDw3AoRGlZEeVlxWbr6cPhEB9+MIfpU5+lsHCbSaY1n89HVlZXevToS6tWydHrNOEvcaj5i8RWDtHdy9x5fHbZ9ePuNHu6CwbrKSsroqKi1GweQTBYz3sLZjBzxguUlBSYZFrz+fx07tyN7Ow+pKcn16ttwyf/5PqDiUNq/iKxVQuMIroCoLfHtTTKiScNZvTosc3OCdbXUVZeTEV5idl6+mCwng/ef5Opb/yTsrJik0xrPp+frKwu9OzZL+ma/rc04S9xqPmLxF4h0RuAD0mQ4c3DDjuW//vzZPyBpn+519XVUlZaSGVlOWDT9GtqdvP28iJluwAAIABJREFUW/9i9qyX2bGjYQcVxZrfH6Br1x50796btLR0r8txleGTfxurINk7NX8RbywBxgKvEo9btX3HiJFXcPevH6dt2w5Nur6utoaysiIqd5RH9+Q1sGvXTubOeY25s1+lurp5Zxa4JRAI0LVrT3r06E1KivkxD3FJT/6JQ81fxDttgDogw+tC9ub4E05n4i33ccrAIU26vrZ2N6WlhVTZbPcKwM6dlcye9Qrz5r5uenKfpZSUFLp160W3bj1bTNP/lmb7Jw41f5HYywSeBS71upC9OWXgUMbn3s1JJ5/ZpOt3766mrLSQnTtNDngBoLKyjFkzX+Sdt6ZQV1djlmspJSWV7t17061bNoFAy/xq1Wz/xNEyf0JFvNMbmEX0yNK4csagEYzPvZtjjj21Sde70fTLSouYOfMF3p0/3fQQH0upqWn06NGbrl2zLZtfQgoE9OSfKNT8RWKnD/AuLuzz31Q+n49Bg0cyPvcejjr65CZl7NpVRXFxPjW77YbhS0oKmD3rZea/M5Vg0O4QH0tpael07/5t0zdregnN59NSv0Sh5i8SGz2AD4B+HtcBRN/NnnveZdw0/i76H3JUkzJ27txBaUmB6bv3/PwtTJ/6LB8tnGu2ta+19PRWZGf3oXPnbpbNLikEmrEa5Hv05O8yNX8R97Uiuq9/P4/rIBBIYeT5V3LT+Lvod8Chjb7ecaC6egclxfnU1todHbxt60amTnmaRZ/MN9vlz1pGRmuys/uQldUNny+uF2h4RhP+Eoeav4j7HgVO8rKAlJRUho/4MeMn3kPfvv2bkOBQWVlOaWkh9XW1ZnVt3bKeWTNf5KOF84jE6LTAxmrVqg09evRW028ALfVLHGr+Iu66BLjRqw9Pz2jF6EvGMfbGn9G9e+M3FHQchx2VZZSUFhI0nHC3bt0Kpr7xNMuXfWK2y5+1Nm3akp3dl44dO3tdSkKIRCKUlhZZxenJ32W6jRVxT1uix/lmx/qDW7Vqw+hLxzF23M/o2q1no693IhEqKkspKykiGLKbcLdmzXJmTHuepUsWmmVay8xsT3Z2Hzp0yPK6lIQQiYQpLi6gsHCb5YqMIJBmFSb/TU/+Iu75FTFu/JmZ7bjiqlu45rqfNumJNRKJRI/VLS0iFAqa1fXl8kVMfeNp1qxZbpZprV27DmRn96Vdu45el5IQwuEwxcV5FBRsM/1Z2SN1zz/mwRKlJ38Rd3QDNhGj4cv27Ttx9bW3cdU1P2nSNrzhcJiK8hLKy4sIhUImNTmOw9IlC5n6xtNs2LDKJNMN7dt3Iju7L23btve6lIQQCoUoKtpOUVGeG03/u7oB8XlKUxLQk7+IO24nBo2/U1ZXrrv+f7j8iom0adO20deHw2EqK0ooLS00W1rnOBE++/Q9pk15ms2b15lkuqFjx85kZ/dt0p9bSxQKBSksjDb9cNjmBnE/bgQeiMUHtUR68hexlwJsA7q79QHfNv0rr76VjIzG32OEQyFKy4qoKC8hErFs+u/yr9f/wfbtm0wy3dChQxY9e/ZT02+gYLCe4uJ8Cgu3x6rpf6uM6PLY6lh+aEuhJ38Re+fjUuPPzu7LDTf+jNGXjGvS8bDBUJDykkLKK0rN1tOHwyE+/GAO06c+S2HhNpNMaz6fj06dupKd3ZdWrTSRvCHq6+soKNhKSUmBV8sws4DxwP958eH/r707D278Pu87/sZJELzAe4HlCXK53NVqJUu2rMSW7PhILLu24zQznWbqJnaaxm2nce26aRO3TtMm8djptGmnk8TjxHfi+pAly44kS7It7epcWVpxV9pDuySXF0iCBAkSJEEQBNA/IK117EXiC/x+AD6vGY5GK+L5PUMt8eD7+32/z1PptPIXMe9LwEdMBgyFevnYv/4M7//gh3c1KS6d3iK2MMdyfNHY0bp0eouf/uQe7rn7qywszBqJaZrD4aStrZNQqIeaGh0dvxapVJJIZJLFxXk7NFyaBcKAueYSAqj4i5jmBCLkNysZ8eHf/AS/9+/+ZFe399NbKWJLUZaXFowV/VRqkx8/dBc/+P7XWVqy534sp9NJW1uQYLCbmhpbTky2nc3NDSKRSWKxebv1Xvi3wP+1OolKo+IvYtYB4JSpYJ/41Of46G///o5fl0ptsrg4y0p8GTDzRp5MbvDgj77LD3/wDVZWlozENM3pdNHREWTPnu5dPRapRhsb68zOThCL2fODHPn9M4OAPSc8lSk98xcx6w2mAr3zXR/aceFPbSaJxeaJryzlG/EbkExu8MCPvsM9d3+VtbVVIzFNc7lctLUFCYV68HjUG+ZabGysMTc3ZbIrX7F0A78JfNHqRCqJVv4iZv0Z8AeFBnG53Nz34CjBYM81ff/mZpKFaIREIl7opS9KJOLc+8O/5/77vs3Ghj03XLvdbjo7u+js3LurvRDVaG1tlUhkgng8ZnUqOzEG7AdKetygkmnlL2LWznvpXsLbf+n911T4s5kM0YUIS7EFTN3ej8dj/PCeb/DgA3candxnktvtYc+efNF3ufQ2di1WV+NEIhOsri5bncpuhIHfAL5mdSKVQr81ImYZ2ej35l9451W/ZyO5zvTkqLEua7FYlHu+/1V+8tDdJnu0G+XxeAkGu+noCJmcIFfRVlaWiEQmSCRWrE6lUH8I/B1gpjFFlVPxFzGr3kSQ7u6BK/73RCLO9NS4kaNY0WiE79/1FR7+6Q+K3a5117zeGoLBHtrbgyZnxle0eDzGzMwE6+v23KexC/uBXwe+ZXUilUDFX8QsI6uSK+1UT6zGmZoeK3hD32xkkru+9yUePXqfsda+ptXU1BIK9dDW1onDoaJ/dTmWlhaJRCZsu0+jQJ8Gvo2pZ1xVTMVfxCwjS+fZyMQl/3wrtclM5EJBhX9qcpS7vvclnnj8Qas6t12Vz+cnFOqhtbUTh0P7kq8ml8uxtBQlEpkkmVy3Op1iuh74IHC31YmUOxV/EbOMHJY+/uxjfPBDv/WqP8tms0xOjZLd5Sp9fOwM37vzSzx97GE7dG67JL+/jmCwl9bWdnQY6epyuRyLi3PMzk6yuZm0Op1LcjgcppsG/WdU/Aum3y4Rsz4P/IdCgzQ0BHjo4Sn8/p9vIYgtzjM/P73jWOdePMn37vxbjj/7mN06t11UV9dAKNRLc3Ob1amUhVwuy8JCvuinUvbsfOtwOAgGe+gPD/Pi2ROmW0C/D7jXZMBqo5W/iFnnTARJJOL89V/+Nz75qc8D+eE5i4s7e/M8c/o43/3OFzl54piJlIqivr6RUKiXQKDV6lTKQjabIRqdZW5uyrYnMpxOJ6FQH/3h/dTW1gEQHjhguvh/GhX/gmjlL2LWjcBxE4FcLjf/839/h3e881eJLc4xPz9zTa87f/4FvvXNv+LEyJMm0iiKxsYAoVAvjY3NVqdSFjKZDNHoDHNz06TT9uxy63S56NrbT1//0CXnUDzzs6PEYka7Cb4L+LHJgNVExV/ELDewjKEjf15vDX/w6f/DTTe/9arPdE+98Azfv/urPHf8cROXLoqmphZCoV4aGpqsTqUsZDLbzM1NMz8/Y9tjmC6Xm+7uML19Q1ccorS8vMjTxx42eemHgV8yGbCaqPiLmHcn8GsmAx687mY+8MF/zqHr3/Sq3vUr8SWeeeYIDz34PUbPG5snZFxzcxuhUC91dQ1Wp1IWtrfTF4t+JmPPjrZut4eenkF6ewfxXOMQpaeffoTlpQWTadwGPGoyYLVQ8Rcx758BXy9GYI/HS2hvHy6ni+X4ouk3UuNaWtoJhXpftXFRLi+d3mJubopoNGLb3gsej5ee3kF6e/fteJ5CLBblmZ8dMZnOj4D3mAxYLVT8RcxrBKaBqlzmOhwOWlo6CIV6qa19/bNfeb2trRSzs5MsLMzatveC11tDb98Q3d0DuN273yt+7Kmfmh4qdAvwtMmA1UDNsUXMSwFB4M1WJ1JKDoeDtrZOBgcP0tERwuPRlL2rSaU2mZm5wPj4GdbWVm15FNPrrSE8cJDDh99MS0t7we2VvTU+5manDGUHQAfw/0wGrAZa+YsUxxDwAlVwnNbhcNLevodgsOeKG77k5zY3N4hEJonF5m1Z8AFqa/309e9n795+4/MUnnziIVZXjY2fzgFvAEZMBawGWvmLFEcM6AJutjqRYnE6XXR27mVw8CCtrZ0F3QquFsnkOpOT55mYOGfb3vt+fz1D+w9z3aGbaWpqLUp7Za+3hrm5nTesugwH0Ap8x1TAaqCVv0jx7AFepMKe/btcLjo69rJnT9erTh7I5a2vJ4hEJlheXrQ6lcuqr2+kPzzMnj3dJZmn8PhjD7C2ZmziYBY4BJw2FbDSaeUvUjxrwCLwfqsTMSUU6mVw8CDNzW24XHr7uJq1tVUuXHiRqalRNjc3rE7nkhoaAhw4eCPDwzfS0BAo2SAlj8d7zY2rroEDaALuMhWw0mnlL1J83wc+YHUSJgQCrQwMHFThv4pEIs7MzASrq8tWp3JZTU0thAcO0N4etOT6uVyOxx97gPX1hKmQ28AB4LypgJVMv8EixXcv+dV/h9WJFGpzM0k8HiMQaNUz/ktIJFYYHz/LzMwF2w7cCQRaOXDwJob2H7a06ZLD4cDt9hCNRkyFdAJ1wD2mAlYyrfxFSiMMPEEFfACA/C3boaFD1NU1Wp2KLcTjMWZmJlhfN/YM27iW1g4Gwgdobmm3OpWLcrkcjx69n2Ry3VTINLAPmDAVsFJp5S9SGsvAPwC/Sr4JUFnLZjMsLs7j8/mquHtfjnh8idHR08zNTZFO23PKXmtrB9cfvoVw+MDFKXt24XA4cLlcJif+uQAvmvh3VVr5i5TWPuB+8ncCKkJXVz+hUK/VaZRMLpdjaSlKJDJpcsVqXEfnXsLhAzQ2BqxO5Yqy2SyPHr3f5IbITWAAMPY8oRJp5S9SWkvAV4Bh8puTyt7qapxkcoNAoDhnwu0il8sRi80zOnqahYVZW07ZczgctLcHOXzDrfT27iuLpksOhwOH08Hi4pypkG7yz/9/ZCpgJarc31QRe3MCHwf+O/lNSmWvoaGJffsO7XjYi93lclkWFuaYnZ207SY+h8NBMNhDf3i4LCcnZjMZjh69z+TPdwPoB6KmAlYarfxFrJEDngT+HugD9lPmH8a3tlIsLy/S1NRSER8AstkM8/MRRkdPEYtFbTla1+l0sndvPzfceCt79/bhvcbRunbjeKl9cCw2byqkh3zjn4dMBaw0Zf1mI1JB3gh8Bngf+bsCpuTIvwFOAx8xGPey3G43g4PX0djYXIrLGZfJZIhGZ5ibmyad3rI6nUtyulx07e2nr38In68yJidmMtscOXIf6S1jGycT5D9YL5kKWEm08hexhwjwTeCr5N+09gBtBcSbAr5MvuD/BflGQ4vAL2P2w8XrZLNZYrEoXm9NWd2CzmS2mZubYnT0FPF4jGw2Y3VKr+NyuentHeTwDbeyZ09XRdxheZnT6YSXNlMaUkN+wubDpgJWEq38RexrEHgX+eFAN5FfxbRc4vs2gAvkp5o9C/zkpX9eynuAb1Gi44bBYDfd3WHs/FazvZ1mbm6a+fkZW97aB3C7PXT3DNDXuw9Pmd7avxbb22mOPHKvyc2Uy+R/b+zbgMEi9v2NFJFL8ZFvFPRye70o+RkCO3EI+AH5N8Wia25uY2DgAE6nvW40ptNbzM1NEY1GyGTst8qHfDOlnt5Benv3VdQq/0pGz59idPSUyZCfBv7MZMBKoOIvUp1ayQ9Bua0UF/P76xkaOoTXa/3Rs3zRz6/07XhrH8DjraGne4Devuop+i9Lp7c4euRetreN3YWJkf+ga88Zyhax10dxESmVJD8/aXC42BdLp7eIxaI0NgYs25GeSm0yM3OBsbHTJBJxcrmcJXlciddbQ3jgIIcPv5nWtk7b3S0pBZfLxfZ2mng8Ziqkn/ymvydMBawEWvmLVDcH8PvAZynB+4HT6WJg4ADNzYXsZdyZVGqT2dlJFhZmbVnwAXw+P319++jqCuPUxETSWymOHLnP5B6MOfJdNZOmApY7/S0TkceA08A/In8+umhyr9jNXey2s8nkOlNTo1y48KLJsbFG1dbWMTh4kEPX30Kgue3iefdq53K5SW+lWFkxdkqvnvwHgGOmApY7rfxF5GVvIb8PoCRj39rbg/T1DRlvCbyxscbMzATLywtG45pUV9dIODzMnmB3RbdELkQqleTokftN7suYIt/z3359mS2glb+IvGwK+C7wbkrwAWBjY41EIk5zc5uRZ9sbG2tMTJxjYuK8ySExRtU3NDG0/zAHD95EQ2NAhf8K3G4PqdQmq6vLpkI2kb/D9bypgOVMf/NE5LUayDccel8pLubz1TI0dP2uO9UlEivMzk6a3CBmXENDE+HwATr3dFmdSlnZ3Nzg0aP3k81mTYV8AvhFU8HKmVb+IvJaW+QbAbUAtxT7Ytvb28RiUerqGnc0hS6RWGF8/CwzM+NsbtpzH1cg0MqBgzexf/gG6utL0leporjdHpLJdRKJuKmQ3cC9aNyvir+IXFIOuI98Z7R3UaKWwDU1Nfj99Vf83ng8xtjYGSKRCdtO2Wtp7eC6Q29kcN91ZdXi2I7q6xuZmho1HfYHpgOWG932F5GrKWlL4M7OLnp7B3jt21M8HmNm5oJtd+5DfqU/uO8QLS0l2TNZNU6eOMbs7KSpcIvkZ2fYs8NTiaj4i8i1uJ78aqm3FBdraWknHB7G6XQSjy8xPT3OxoZ9G7S1twcJDxygqelSoxekUOvrqzz+2IMm+zS8DThiKlg5UvEXkWsVJD8d8E2luJjfX082m7Ht83yHw0FnZxfh8DD1DU1Wp1PxRkaeZH5u2lS4vwA+YSpYOVLxF5Gd8ANfA/6x1YlYxeFwEAz20B8e1vP8Ekok4jzx+EOmwp2kBG2t7UzFX0R2ygH80UtfVcPhcBIMdhMOD+NX0bfE008/wvKSkeZNWSAA2HcDSZFpt7+I7MbDwATwXir8fcTpdNHdPcANN76Z0N4+PBYNJpL80J/5+RkToRzA/eT/Dlcl99W/RUTkkr4CjAN3kh8RXFFcLjfd3WF6+4Z21H9Aiqe9PYjT5SKbMbJR/01U8aY/FX8RKcQjwC8APwSGLM7FCLfbQ3fPAH29+7TKtxmXy01rSwcLC7Mmwu0zEaRcqfiLSKHOAbeSnwvwDotz2TW320N3d5i+/v14PF6r05HLaAq0mCr+Vd1rWcVfRExYBu4A/gr4qMW57IjXW0Nv3z66uwdxu/WWaHdNjcZ6Kaj4i4gYsAX8NnAW+CxFbglcqJqaWvr6h+jqCuNyVfSexYpS668zFWqvqUDlSMVfREz7PPlHAV8HjL1Tm1Jb66evbz97u/qMjBKW0qqpqTUWylSgcqTiLyLFcBfwFvItgbstzgWA2to6ensH6eoewOm09U0JuQKDd2mq+i+Bir+IFMsI+dnp9wBvsCqJurpGwuFh9gS7cTjU16wSOBwOE33+q/q2j4q/iBTTNHA78HfAB0p54YaGJsLhA3R07lXRryCZzLapAT/GpgSVIxV/ESm2NeBD5PcC/PtiX6ypqZlw+ADtHaFiX0oskEptmgq1aCpQOVLxF5FSyAKfAk6TPw7oMX2BQKCV/vAw7e1B06HFRgyOdp43FagcqfiLSCn9LXCBfEOggKmgbe17uOmmt5oKJzaWSMRNhTIyIahcqfiLSKn9mHxL4Acx1GgltjhPMrlOba3tThbaWjabJZ1Okclk2N5OA/kWui6XC4/Hi8tlvxKxvGzsbv20qUDlyH7/Z0WkGpwB/gvwZRPBcrkc42NnOHjdzSbCVZytrU1WVpZZXV1mfW2VjY01kskN0umtK77O7Xbj8/nx++upr2+ivqGJ5kArNT5jZ+13JJvJmBrpC/nTKFVLW2BFxCoe8t0A+00EczqdvPW29+Dz+U2EK2u5XJZYLMriwhxLS1HW1laNxvf762lp6aCjI0RLa0fJ+ibMz00zMvKkqXBvBR4zFazcqPiLiJV+F/hrU8F6egYZPnCjqXBlZ3U1ztTUKNH5mauu6k1xu910dnaxt6ufQKC4k52f+dkRYrGoiVBZoIn8SZSqpOIvIlaqAc5j6Nm/0+XittvuoKbGZyJcWcjlsszPzzA5cZ54PGZpLvX1jfT27iMY6jV+N2B1Nc6TTzxkKtwIUL2fEqnyDkciYrnMS193mAiWy+VwAK1tnSbC2Vo2m2Vy8jwjI08RmbnA5mbS6pTY2kqxsDDLzMw4LqeLxsaAsQZLp154xuQxvy+T33hatbTyFxGr1QLjgJGK7XK5uf32O/B4K3duy0I0wtmzJ0wWw6Lw++sZHr6RtvY9BcVZWJjl+LNGH8/fDhw1GbDcaOUvIlbbJr8QebeJYLlcFofTSWtrh4lwtrK2tsrJE08xNnamZM/0C5FObzE7O8lGco2WlvZdDeVJp7c4/uzjF48iGrAMfJz8c/+qpeIvInYwAvwOhkYAryVW6OoOm5wAZ7nJiXOMjDxp+9X+pawlVpibnSTQ3IZvh8cET554ipWVJZPpfI38sKmqVjm/GSJSztLkN/+9w0SwbDaLy+WipaXdRDhLbW1t8tzxJ5iaGjU10MYS29vbzEYm8z0DGpqu6TVnz4wQiUyYTuVjwKzpoOVGz/xFxC6ayLf+NdL21+Pxctvt78XtLt9eZrHYPCdPPM3WlrFhNpZzOBxcd+iNhEK9V/y+8+deYGzstOnLPwO80XTQcqSVv4jYRYr8bf+3mQiWzWZwezw0N7eZCFdyU1NjnDxxjExm2+pUjFtYmMXn89PY+PrPeblcltOnnmVi4lwxLv1p4LliBC43WvmLiJ20kl/915sI5vXWcNvt7y27Z/9jY6c5f+4Fq9MoKofDwb6h6+nrG7r4Z8nkOidOPMVK3Ogz/pedBw6Q32Ba9crrN0JEKl2S/G3/t5gIlslk8Hprit55zqSzZ0YYHztjdRolEYvNs5lK0hxoZXp6nBMjT5LcWC/W5T4JHC9W8HKjlb+I2E0nMAYYadJfU1PLbbe/B6fT/mudF154hpnpcavTqESngBvQqv8i+/82iEi1WQc6gFtNBMtktqnx1dLU1GIiXNG8ePYEU5OjVqdRiXLAPwX0w32F0oxiEhHZmT8nvwHQiAvjZ8nl7NvTZXLiPBcuvGh1GpXqK8BPrE7CbrTyFxE7SgB7MXQsa3s7Ta3PT2Njs4lwRi0tRTl58pjVaVSqWeDXgA2rE7EbrfxFxK4+R775jxHj42dt1yRnczPJyMhTtsjL5XLjdnuMT+OzUAb4DWDR6kTsqHy7X4hIpbsAfAP4iIlgGxtrzM1OEQz1mAhXsFwux/Mnj5HeMvZ045rU1ubvgPj99fj9dfh8flyuV5eCTCbD9vYWyeQGa2urJBIrrK+vks3a99HJJfwx8LDVSdiVdvuLiJ3tA05j6BFlXV0jv/iWdxsbM1uICxde5MWzJ0pyLZ/PT3v7Hpqb2/D5dneIIpPZJhaLsrAwx/r6quEMjbsL+HWqfHjPleiZv4jY2RKwH7jeRLB0OkVDfRP19Y0mwu1aMrnOiZEni367v76+id7effT1DdLQEMDt9uw6ltPppK6ugY6OIIFAK6nUJqmULdsOHwE+hMFHRpVIxV9E7O4M8K8wdKdyYyNBd/eAiVC79vzJp1lbK97quabGx8DAAbq7w9TW+jF9k9frraGtbQ9+fz0bGwm2t21zfP4E8CtA+Y0+LDEVfxGxuwXyK/+DJoJtbaVobAxQV9dgItyOxWLznD9fnNa9DoeDUKiHwcGD1NYamY58RbW1ftrbQ2xtpewwavgY8MvAstWJlAMVfxEpB+eA38XQEjaZXKOrK2wi1I7kcjlGnnuyKFP63G4PQ0OHaG8P4XCUbse+w+GgubkNj8fLysoy+Z46JfcQ8F5gxYqLlyMVfxEpB3PAzeSf/xcsldqkKdCC329kftA1i0YjTE6eNx7X769nePhGy+5mANTVNVBf38Dy8kKpjy5+Efgw+bkQco0q5kCniFS8PzEZbGzU+Kz4q7pw4azxmPnCfwM1NT7jsXeqqamFffsOlapXwCbwO8C/xGA3yGqh4i8i5eIY8ICpYPF4jKWlBVPhrn695UXjo2pra+sYHr6hoF38pjU1tRAOHyj2ZY4DtwB/U+wLVSoVfxEpJ2W7+p82PK3P4/Gyf/9hWxX+l7W0tBMMFqWZUhL4j+QL/8liXKBaqPiLSDk5CjxiKtjSUpR4PGYq3GVtb6eZm582GjMcHsbrrTEa06Surn4aGwOmw34c+DwazVswFX8RKTdlt/qPRiNkMxlj8YLBHtuPKHY4HPT1DZk+efB2k8GqmYq/iJSbh4DHTAVbXJx76Yha8UTnZ4zFqqnx0dXVZyxeMfl8foLBbpMh3wd4TQasVir+IlKOPmsy2PhY8Vb/2WyWWGzeWLyurrDR1XQyuUE8HmNxcY7l5UXW1xNGj+qFQj0m9yU0AW8zFayaaaqfiJSje4FngZtMBItGI6wlVqhvaDIR7lVW4jEyhm7519U10NraUXCcdHqL2dkplpcXLtmf3+VyEwi0Egx2F9wLwel00dm5l5mZCwXFeYW3Aw+aClat1ORHRMrVAvBPTAVLp9N07ukyFe6iyMwEy8tmjhT29AwUXIzn56c5d+55Eok4mcyl983lclmSyXWi0QhbWymamloKmoTo99cxPx8xdUchDXzNRKBqptv+IlKu7gaeNxVsfn6a9fWEqXAXrayaOdvvcrlpbm7b9etzuRzj42eZmDi/ozsRCwuznD59nHR6a9fXdrs9BALGNijeghauBVPxF5FylQP+1FiwXI5zL5o/Op5ImGk339ragdO5+5o3NTXGwsLsrl67vp7g3LnnyeWyu75+c3P7rl/7GvXAsKlg1UrFX0TK2XcAYz1zo9EIsVjUVDjS6S1Sm2ZazgcCrbt+7fLyInNzUwVdf21tlampsV2/PhBoNblRcdBUoGpZk5MzAAAFSklEQVSl4i8i5SyD4Z3/Z888Rza7+xXuKyWT60biANTXN+7qdblcjunp3RftV5qfn2Fzlx9mXC4Xfr+xMcP9pgJVKxV/ESl33wCMjcpbW1vlzOnnjMRKJjeMxPH5/Ls+LhePx4zlkcvliEZ337PA4BRFFf8CqfiLSLnLAH9uMuD09BgzBnrxb13iGN1uFFI0l5cXjeRgIl5dnbHiHzIVqFqp+ItIJfgKUNhD7dc4ffp4wZ35tjNpI7l4PLtvkrO2tmokh5elUptsbe1ugq7HY2wWgbHnB9VKxV9EKsEWhlf/2WyWkZEnC2pOs71tZv5MIR3y0mnzo+53e+zP7TbWV07Fv0Aq/iJSKf4GmDMZMJfLceqFZzh//oVdNagxtXHQ5dp90TSVwyvttmOhy2Wsza+x5wfVSsVfRCpFEoPn/l+Wy+UYGz3Nsad+ysbG2k5fbCQHp3P3b9Uej/k5OF7v7mI6nbvvEvgaxj5FVCsVfxGpJF8ARosReGVliccfe4BTLzxLKmXm7H4p1NT4jMZzOJx4vcae3YtFVPxFpJKkgT8sVvBsNsv09BiPHr2f06eOs7y8aHQCXjEU0hzoUhobAwV1GhR70FQ/Eak03wZ+C7ijWBfIZDJMTY0yNTWKz1dLW9seGhqbaWwI4K+rx+32FDQIx6SWlnamp8eNfUgxMVVQrKfiLyKV6N8AJynBrvDNzSTT0+PAq/sCOBxOW3wAqKmppb09SDQaKTiWz+entbXTQFZiNd32F5FKNA78npUJ5HJZstnd7Yo3raurH6+3sGf/DoeT/v79tvhAI4VT8ReRSvUl4FtWJ2EHbreHoaFDBR0Z7OvbR0NDk8GsxEoq/iJSyf4FMGJ1Enbg99dz8OAbdrz73+l0MjBwgPb2YJEyEyuo+ItIJVsDPgjMW52IHdTW1nHo0BsJBnuuqXdAS0s7hw69Sc/5K5A2/IlIpZsAfgX4CdBicS6Wc7ncdHeHCQa7WV5eZGVliVRqk+3tNC6XC6/XR0NDE83Nbfh8fqvTlSJR8ReRajACvBd4AGi0OBdbcLs9tLcHdTu/Sum2v4hUi6eAdwJRqxMRsZqKv4hUk58BbwXGrE5ExEoq/iJSbc4BtwD3W52IiFVU/EWkGsWA9wF/DGxbnItIyan4i0i1ygL/FbgZeM7aVERKS8VfRKrdCeBW4D8BCYtzESkJFX8REUgBnwOGgL986d9FKpaKv4jIz82Rnwg4APwvIG5tOiLFoeIvIvJ6M8Angb3AR4FHAHuM6BMxQMVfROTyNoAvA28n/0HgY8CdwIKFOYkUTO19RUSuzTzwhZe+HMAwcPilryEgBHQBDUCzRTmKXBMVfxGRncsBp1/6+tZlvscJ/A/gE6VKSuRa6ba/iEhxZK1OQORyVPxFRESqjIq/iIhIlVHxFxERqTIq/iIiIlVGxV9ERKTKqPiLiIhUGRV/ERGRKqPiLyIiUmVU/EVERKqMir+IiEiVUfEXERGpMir+IiIiVUZT/UREbG5ycpTp6TGr0yhYLmd1BvIyFX8REZvLZjNkNSNQDNJtfxERkSqj4i8iIlJlVPxFRESqjIq/iIhIlVHxFxERqTIq/iIiIlVGxV9ERKTKqPiLiBTPmtUJVKhVqxModyr+IiLFE7E6gQqln2uBVPxFRIrnqNUJVKgjVidQ7hxWJyAiUuGeB66zOokKsgUMANNWJ1LOtPIXESmuz1idQIX5Air8IiJicw7gG0BOXwV/nQaadvbjFxERsYYP+AesL57l/HUeGNzpD15ERMRKLuCPgHWsL6Tl9JUFvgm07vxHLpfz/wENzWVnEOwvbQAAAABJRU5ErkJggg==",
"path": null
} | Generate code for a svg of a street lamp post with a glowing yellow light bulb. | <?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 0 511.999 511.999" style="enable-background:new 0 0 511.999 511.999;" xml:space="preserve">
<polygon style="fill:#FFE669;" points="72.982,140.616 249.223,354.368 394.695,284.224 315.256,8.985 "/>
<polygon style="fill:#363640;" points="412.017,294.691 414.16,350.877 365.356,402.643 294.504,409.095 251.618,372.734
324.306,318.275 "/>
<path style="fill:#464754;" d="M294.504,409.095l21.762,44.727c7.402,15.214,25.736,21.546,40.951,14.144l64.56-31.411
c15.214-7.402,21.547-25.736,14.144-40.951l-21.761-44.727L294.504,409.095z"/>
<path style="fill:#A9ACCC;" d="M402.717,261.033l-171.842,83.61c-8.526,4.148-12.075,14.422-7.927,22.949l0,0
c4.148,8.526,14.422,12.075,22.949,7.927l171.842-83.61c8.526-4.148,12.075-14.422,7.927-22.949l0,0
C421.517,260.433,411.242,256.884,402.717,261.033z"/>
<path style="fill:#D3D7FF;" d="M242.852,356.62l171.842-83.61c3.912-1.903,8.188-2.169,12.076-1.095
c-0.277-1-0.635-1.991-1.104-2.957c-4.148-8.526-14.423-12.075-22.949-7.927l-171.842,83.61
c-8.526,4.148-12.075,14.422-7.927,22.949l0,0c2.245,4.614,6.288,7.753,10.873,9.02C231.659,368.791,235.293,360.297,242.852,356.62
z"/>
<path style="fill:#363640;" d="M387.636,423.715L387.636,423.715c-18.892,0-34.208,15.316-34.208,34.208v45.093h68.417v-45.093
C421.844,439.031,406.528,423.715,387.636,423.715z"/>
<circle cx="387.63" cy="457.257" r="10.654"/>
<path d="M224.188,338.136c-4.901,3.156-8.595,7.813-10.528,13.408c-2.281,6.603-1.853,13.698,1.203,19.979
c6.192,12.729,22.18,18.291,34.957,12.073l0.453-0.22l36.974,31.349l20.936,43.028c6.687,13.745,20.344,22.283,35.641,22.283
c0.206,0,0.41-0.022,0.616-0.025v23.005c0,4.961,4.021,8.983,8.983,8.983h68.416c4.962,0,8.983-4.022,8.983-8.983v-45.093
c0-5.146-0.908-10.082-2.566-14.662c8.237-4.765,14.423-12.236,17.562-21.32c3.456-10.003,2.808-20.752-1.823-30.267l-20.934-43.028
l-1.847-48.439c0,0,0.452-0.22,0.453-0.22c12.779-6.224,18.296-22.173,12.073-34.958c-6.227-12.803-22.143-18.305-34.955-12.075
l-3.303,1.607l-8.848-30.655c-1.375-4.766-6.351-7.516-11.122-6.14c-4.766,1.376-7.515,6.355-6.14,11.122l9.713,33.651
l-90.11,43.843c-4.462,2.172-6.318,7.547-4.148,12.008c2.13,4.378,7.627,6.282,12.008,4.148c0,0,96.907-47.15,96.911-47.152
c0,0,12.872-6.263,12.901-6.277c4.022-1.957,8.988-0.228,10.939,3.779c3.533,7.252-3.951,11.443-9.501,13.725
c0,0-160.399,78.041-160.399,78.042c-3.721,1.811-7.668,4.647-11.974,3.16c-2.066-0.714-3.731-2.19-4.688-4.155
c-1.95-4.01-0.217-8.995,3.779-10.94l29.66-14.431c4.462-2.17,6.318-7.547,4.148-12.008c-1.492-3.067-4.5-4.904-7.684-5.046
c-1.447-0.066-2.931,0.22-4.325,0.898l-15.927,7.749L135.269,202.046c-3.155-3.827-8.818-4.372-12.646-1.216
c-3.828,3.156-4.373,8.818-1.217,12.646L224.188,338.136z M412.853,494.034h-50.45c0,0,0-36.098,0-36.11
c0-19.534,23.042-31.881,39.29-20.928c0.017,0.012,0.034,0.023,0.05,0.034c6.855,4.689,11.109,12.575,11.109,20.895V494.034z
M428.834,416.077c-1.774,5.135-5.326,9.333-10.064,11.921c-0.807,0.418-4.773-3.921-5.379-4.454
c-2.64-2.327-5.646-4.016-8.891-5.391c-27.72-11.751-59.478,8.914-60.054,38.931c-0.005,0.281-0.007,0.562-0.008,0.843v4.137
c-8.578,0.24-16.357-4.472-20.101-12.169l-17.831-36.65l84.349-41.04l19.151-9.317l17.831,36.649
C430.367,404.737,430.721,410.61,428.834,416.077z M404.953,345.365l-25.276,12.299l-83.841,40.792l-27.913-23.667l10.715-5.214
l124.918-60.778L404.953,345.365z"/>
<path d="M105.378,188.894c2.012,0,4.036-0.673,5.71-2.053c3.828-3.156,4.373-8.818,1.217-12.646l-32.397-39.294
c-3.156-3.827-8.818-4.372-12.646-1.216c-3.828,3.156-4.373,8.818-1.217,12.646l32.397,39.292
C100.218,187.779,102.787,188.894,105.378,188.894z"/>
<path d="M357.985,189.455c1.135,3.935,4.726,6.494,8.626,6.494c0.824,0,1.664-0.115,2.496-0.355
c4.766-1.375,7.515-6.355,6.14-11.122L323.88,6.495c-1.375-4.766-6.355-7.517-11.122-6.14c-4.767,1.375-7.516,6.355-6.14,11.122
L357.985,189.455z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a golden sunset illuminating the distant plains. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#e9a243" d="M0 0h96v10l-4-6-1 3-5-3q-2 4-5 1l-3 3q-3-3-3 2l-9-3-2 3q-3-3-6-1-3 3-7 3l5 2-6 1q0-6-3-1-4-3-9 0l-7-3H20q-4 0-6 3L2 12l-2 2z"/><path fill="#eca440" d="M96 10v10l-10-4-4 5-2-4q-2 3-5 0 1-3-2 0l-2-3-2 2-1-1q-1 3-5 5l-1-1 1 3-2 1q-7-3-11-8l6-1-5-2q4 0 7-3 3-2 6 1l2-3 9 3q0-5 3-2l3-3q3 3 5-1l5 3 1-3z"/><path fill="#efa53c" d="M50 15q4 5 11 8l2-1-1-3 1 1q4-2 5-5l1 1 2-2 2 3q3-3 2 0 3 3 5 0l2 4 4-5 10 4v8q-2-3-5-1v-3q-6-1-1 1l-3 2q-9-4-17 0l-3-1-3 2-8-5q-9-7-15 1h-1l-2-1q-3 6-9 3-3-1-6 2-1-1 1-3H14q-3 0-4 2L0 25V14l2-2 12 2q2-3 6-3h11l7 3q5-3 9 0 3-5 3 1"/><path fill="#feef4e" d="M56 23H41q6-8 15-1"/><path fill="#f5aa36" d="M40 24v9l-22 2-16-2-2-1v-7l10 2q1-2 4-2h10q-2 2-1 3 3-3 6-2 6 3 9-3z"/><path fill="#fed234" d="M40 24h15l1 4-17 1z"/><path fill="#f6ab36" d="M56 24v-1l8 5 3-2 3 1q8-4 17 0l3-2q-5-2 1-1v3q3-2 5 1v7l-3 1q-6-4-11 0-4-3-7-1l1 1-11 4q-3 5-8 3-5 3-5-1l2-5q-1-3 2-5l1-4z"/><path fill="#fbb133" d="m57 28-1 4q-3 2-2 5l-2 5q0 4 5 1 5 2 8-3h4l7-4-1-1q3-2 7 1 5-4 11 0l3-1v12q-3 0-4 2-6-2-13 1l1 3q-3-4-6-2-3-1 0-2l-11-2q-4 3-8 2-3 0 0 2l-6 1-1 3-4-2q3-1 0-1h-9q-2-1-1-3-5 0-7-3l1-1q-3-2-6 1l-2-2h-5l-1 2-9-2-5-3v-9l2 1 16 2 22-2v-4z"/><path fill="#fcb632" d="m0 41 5 3 9 2 1-2h5l2 2q3-3 6-1l-1 1q2 3 7 3-1 2 1 3h9q3 0 0 1l4 2 1-3 6-1q-3-2 0-2 4 1 8-2l11 2q-3 1 0 2 3-2 6 2l-1-3q7-3 13-1 1-2 4-2v10q-27-3-53 0L0 56z"/><path fill="#f2a534" d="m0 56 43 1-32 2-11 1z"/><path fill="#e59532" d="M96 57v3H86l-75-1 32-2q26-3 53 0"/><path fill="#cf7f2d" d="m11 59 40 2-45 2 1 1q-5 1-7-1v-3z"/><path fill="#c7762b" d="m51 61 4 3-7 1-48 1v-3q2 2 7 1l-1-1z"/><path fill="#bd6e2a" d="M86 60h10v3H69l1 1-11 4-27 1H0v-3l55-2-4-3z"/><path fill="#ab6128" d="M96 63v5H59l11-4-1-1z"/><path fill="#985428" d="M96 68q-15 2-28 6h-6L1 69h31l19 1z"/><path fill="#894c28" d="M96 69v6H68q13-4 28-6"/><path fill="#894c2a" d="m0 69 7 2q27 0 54 4L0 76z"/><path fill="#7a4529" d="M62 75h34v1q-16 0-31 2a452 452 0 00-65 1v-3z"/><path fill="#744027" d="M96 76v3H57l28 2-16 7-5-2q-33-2-64 1v-8q12-3 24 0 2-2 5-2 17-1 36 1 15-2 31-2"/><path fill="#653926" d="M96 79v17H0v-9l69 1 16-7-28-2z"/></svg> | |
{
"bytes": "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",
"path": "19d7ec048301f5c8187ec6ce0d787f887e8ec67a53a6847d39de4f11d8b6b270.png"
} | Generate code for a svg of a a close up of a blue circle with a white sign | <svg width="60" height="60" fill="none" xmlns="http://www.w3.org/2000/svg"><path d="M50 30c0 11.046-8.954 20-20 20s-20-8.954-20-20 8.954-20 20-20 20 8.954 20 20Z" fill="#0071F2"/><path fill-rule="evenodd" clip-rule="evenodd" d="M30 26a2 2 0 0 1 2 2v11a2 2 0 1 1-4 0V28a2 2 0 0 1 2-2Zm0-7a2 2 0 1 1 0 4 2 2 0 0 1 0-4Z" fill="#fff"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white vector illustration of a mug filled with pencils. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 470 470" style="enable-background:new 0 0 470 470;" xml:space="preserve">
<g>
<path d="M341,200h-28.5v-22.5c0-4.142-3.357-7.5-7.5-7.5h-17.5V55.5c0-0.25-0.013-0.499-0.038-0.747
c-0.02-0.204-0.054-0.403-0.09-0.602c-0.008-0.042-0.011-0.084-0.019-0.126c-0.103-0.514-0.258-1.01-0.46-1.48l-19.97-47.929
C265.759,1.821,263.027,0,260,0s-5.759,1.821-6.923,4.615l-19.971,47.931c-0.202,0.47-0.356,0.964-0.459,1.478
c-0.009,0.046-0.013,0.094-0.021,0.14c-0.035,0.194-0.068,0.389-0.088,0.588c-0.025,0.248-0.038,0.497-0.038,0.747V170h-15V19.5
C217.5,8.748,208.752,0,198,0h-16c-10.752,0-19.5,8.748-19.5,19.5V170h-15V55.5c0-0.25-0.013-0.499-0.038-0.747
c-0.02-0.199-0.053-0.394-0.088-0.588c-0.009-0.047-0.012-0.094-0.021-0.14c-0.103-0.514-0.257-1.008-0.459-1.478L126.923,4.615
C125.758,1.821,123.028,0,120,0s-5.758,1.821-6.923,4.615L93.106,52.546c-0.202,0.47-0.356,0.964-0.459,1.478
c-0.009,0.046-0.013,0.094-0.021,0.14c-0.035,0.194-0.068,0.389-0.088,0.588C92.513,55.001,92.5,55.25,92.5,55.5V170H75
c-4.142,0-7.5,3.358-7.5,7.5v285c0,4.142,3.358,7.5,7.5,7.5h230c4.143,0,7.5-3.358,7.5-7.5V410H341c33.911,0,61.5-27.589,61.5-61.5
v-87C402.5,227.589,374.911,200,341,200z M260,27l8.75,21h-17.5L260,27z M247.5,63h25v107h-25V63z M177.5,48h25v15h-25V48z M182,15
h16c2.439,0,4.5,2.061,4.5,4.5V33h-25V19.5C177.5,17.061,179.561,15,182,15z M177.5,78h25v92h-25V78z M120,27l8.75,21h-17.5L120,27
z M107.5,63h25v107h-25V63z M387.5,348.5c0,25.64-20.859,46.5-46.5,46.5h-36c-4.143,0-7.5,3.358-7.5,7.5V455h-215V185h215v22.5
c0,4.142,3.357,7.5,7.5,7.5h36c25.641,0,46.5,20.86,46.5,46.5V348.5z"/>
<path d="M115,210c-4.142,0-7.5,3.358-7.5,7.5v30c0,4.142,3.358,7.5,7.5,7.5s7.5-3.358,7.5-7.5v-30
C122.5,213.358,119.142,210,115,210z"/>
<path d="M115,270c-4.142,0-7.5,3.358-7.5,7.5v145c0,4.142,3.358,7.5,7.5,7.5s7.5-3.358,7.5-7.5v-145
C122.5,273.358,119.142,270,115,270z"/>
<path d="M341,240h-28.5v-2.5c0-4.142-3.357-7.5-7.5-7.5s-7.5,3.358-7.5,7.5v135c0,4.142,3.357,7.5,7.5,7.5s7.5-3.358,7.5-7.5V370
H341c11.855,0,21.5-9.645,21.5-21.5v-87C362.5,249.645,352.855,240,341,240z M347.5,348.5c0,3.584-2.916,6.5-6.5,6.5h-28.5V255H341
c3.584,0,6.5,2.916,6.5,6.5V348.5z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bright neon sign indicating the factory’s shift change. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#010000" d="M0 0h96v96H0z"/><path fill="#804755" d="m61 14 1 2-27 1-2-1q0-2 3-2z"/><path fill="#1c0710" d="m61 14 6 6q-4 0 1 2l8 13-17-17H37l-9 5 2-3q1-3 5-3l27-1z"/><path fill="#060003" d="M76 35q4 11-2 22-3 0-2 3h-4v2l-2-2-1-19q-7-2-12 1l-1 1-3 1-2-2h-4q-3-6-3-13-2-5-6-5-5 3-7 8l-2 14-2-2h-4l1-12v-1q3-5 8-8l9-5h22z"/><path fill="#d9a1b5" d="m67 20 1 2q-5-2-1-2"/><path fill="#cc9cb0" d="m32 16 2 1q-4 0-5 3-5 2-8 6 3-7 10-10"/><path fill="#180207" d="m43 42-1 6q-3-1-4 1-3 1-2-2 3-4 2-8v-6q-1-2-4-2-6-1-3 5v2q-3 2-2 7v2q-2 3-5 2-3-5-5 1l-2-2V37q0-3 3-5l-1 12h4l2 2 2-14q2-5 7-8 4 0 6 5 0 7 3 13"/><path fill="#400b25" d="m30 20-2 3q-5 3-8 8v-2l2-3q3-4 8-6"/><path fill="#c694aa" d="m22 26-2 3q-1-3 2-3"/><path fill="#dea282" d="M36 33q-5-1-5 3 0-6 5-3"/><path fill="#8e1e1b" d="M38 33h-2q-5-3-5 3-3-6 3-5 3 0 4 2"/><path fill="#53030b" d="M38 33v6h-1l-1-2z"/><path fill="#2a0811" d="M32 16q-7 3-10 10-3 0-2 3-8 7-5 19h-1q-3-13 5-23l8-8q2-2 5-1"/><path fill="#7c1315" d="m36 33 1 1-6 4v-2q0-4 5-3"/><path fill="#d1867b" d="M36 33h2l-2 4 1 2h1q1 4-2 8l-7-2q-1-5 2-7l6-4z"/><path fill="#1a050d" d="M67 20q6 0 9 6 8 11 6 25l-6 8q0-7 5-11l-2-9-5-11q-2-4-6-6z"/><path fill="#a36381" d="M20 29v3q-3 2-3 5v11h-2q-3-12 5-19"/><path fill="#4c080b" d="M37 39q0 4-3 7-6-5 0-8z"/><path fill="#1a0606" d="m33 40 2 4h-3q-1-3 1-4"/><path fill="#ab4661" d="M53 42h2l-1 9-2 3q0-4-3-6l3-5z"/><path fill="#1e050d" d="M53 42q5-3 12-1l1 19 2 2v-2h4q-1-3 2-3l-1 4-4 3-4-3-1-12-2-1v-6z"/><path fill="#6b2842" d="m79 39 2 9q-3-4-2-9"/><path fill="#590f20" d="m47 42 2 2 3-1-3 5q3 2 3 6v1l-4-5q-2-5-1-8"/><path fill="#a74559" d="M24 49h-3q-1 2 1 5l-1 1q-3-6-4 0h-1l-2-1v-6h3l2 2q2-6 5-1"/><path fill="#b75e72" d="M62 42v6l2 1v6h-3v-5q-9 0-2-4-5-5 1-1z"/><path fill="#8e3648" d="m29 47-1 4q0 2 2 3l-1 1h-6l1-6q3 1 5-2"/><path fill="#963a4f" d="M44 42h3q-1 3 1 8l-2 5q-3-6-2-13"/><path fill="#be849f" d="M68 22q4 2 6 6l5 11q-1 5 2 9-5 4-5 11l-3 2 1-4q6-11 2-22z"/><path fill="#330612" d="m24 49-1 6h6v3l-1 1q-4-3-8-3v4l-3-5q1-6 4 0l1-1q-2-3-1-5z"/><path fill="#590a1c" d="M43 42q-1 7 2 13l-3 1 4 1-1 6q-2-2-4-1l-1-5v7l-1-1-1-4h-6q-3-2-4-1v-3l1-1q-2-1-2-3l1-4v-2l7 2q-1 3 2 2v3q-2-2-4-1 0 4 2 1 2 0 2 3 1-4 3 0l1-7z"/><path fill="#983842" d="M30 54q3-11 2 1l-1 1z"/><path fill="#944d5c" d="M38 49q1-2 4-1l-1 7q-2-4-3 0 0-3-2-3-2 3-2-1 2-1 4 1z"/><path fill="#410517" d="M58 57h-5v7h6l3-2 2 1 1-2 4 3v1l-4 3h-3v-3H38q-5 0-7 3h-1q-2-3-1-4 3 0 5-3 2 3 6 2l1 1 10-1q-3-3-2-4l2 1 1-5 7-2 1 2z"/><path fill="#25040c" d="m48 50 4 5-1 5-2-1q0-2-2-2l-4-1 3-1z"/><path fill="#c17484" d="M29 58q1-1 4 1h6l1 4q-4 1-6-2-2 3-5 3-2-3-1-5z"/><path fill="#7d061f" d="M39 59q0 5-3 2 0-3 3-2"/><path fill="#a54961" d="M47 57q2 0 2 2-1 1 2 4l-10 1v-7l1 5q2-1 4 1z"/><path fill="#a6465a" d="m65 61-1 2-2-1q-3-3 0-5z"/><path fill="#983b4f" d="M58 57q-1 3 1 7h-6v-7z"/><path fill="#650d21" d="M55 42h7l-2 3q-6-4-1 1-7 4 2 4v5h3v-6l1 12-3-4q-3 2 0 5l-3 2q-2-4-1-7l2-2-1-2-7 2v-1l2-3z"/><path fill="#cb94ab" d="m16 55 3 5q2 5 6 8h-3q-6-6-7-13"/><path fill="#7f0c25" d="m33 59-2 4q-2-3-1-4z"/><path fill="#d3a1b9" d="m73 61-4 5v-2z"/><path fill="#2c0b16" d="M14 49v5l2 1q1 7 7 13-6-1-8-5l-2-10z"/><path fill="#964567" d="M69 65v1l-4 3v-2z"/><path fill="#1f0b16" d="M28 59q-1 2 1 5-1 1 1 4-3 3 1 6 3-2 2-5l-2-1q2-3 7-3h24v3h-2q3 2 3 6l2-4 4-3q-3 3-4 8h-5l1-2q-3-2-3-5-3 3 0 7h-2l-1-7q-2 2-1 5-4-3-3 3l-16-1-6-1-6-6h3q-4-3-6-8v-4q4 0 8 3"/><path fill="#b79cac" d="M65 68v2l-2 4q0-4-3-6z"/><path fill="#817e85" d="M60 75h-2q-3-4 0-7 0 3 3 5z"/><path fill="#654f5e" d="M46 69q1-3 4 0l-2 4z"/><path fill="#6b8184" d="m30 68 2 1q1 3-2 5-4-3-1-6"/><path fill="#6d4c60" d="M56 75q-2 0-2-2-1-3 1-5z"/><path fill="#718e9b" d="M35 75q-1-4 1-7l1 5h3q0-10 2 0 2-1 3 1z"/><path fill="#949aa6" d="m46 69 2 4 2-4v6h-4z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f6c0.png"
} | Generate code for a svg of a person taking bath | <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">
<radialGradient id="SVGID_1_" cx="119.3874" cy="354.8488" gradientTransform="matrix(0.9353 -0.3538 0.3569 0.9436 -221.3908 -255.6432)" gradientUnits="userSpaceOnUse" r="7.3856">
<stop offset="0.3759" style="stop-color:#80DEEA;stop-opacity:0"/>
<stop offset="1" style="stop-color:#80DEEA;stop-opacity:0.8"/>
</radialGradient>
<circle cx="14.41" cy="36.14" r="5.6" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="126.4843" cy="353.5115" gradientTransform="matrix(0.9353 -0.3538 0.3569 0.9436 -221.3866 -255.6321)" gradientUnits="userSpaceOnUse" r="7.3856">
<stop offset="0.3759" style="stop-color:#80DEEA;stop-opacity:0"/>
<stop offset="1" style="stop-color:#80DEEA;stop-opacity:0.8"/>
</radialGradient>
<circle cx="20.57" cy="32.38" r="5.6" style="fill:url(#SVGID_2_);"/>
<g>
<path id="head_7_" d="M38.99,70.04c0,0-1.37-4.86,0.36-6.33c0.66-0.56,0.92-0.46,2.88-1.91 c3.35-2.48,3.37-4.75,2.83-6.51c-0.16-0.54-0.37-1.04-0.56-1.48c-0.26-0.61-0.45-1.1-0.39-1.48c0.05-0.3,1.85-2.37,0.97-3.29 c-1.18-1.23-4.46-0.97-5.06-2.37c-0.19-0.34-0.57-1.59-0.62-1.76c-0.47-1.4-1.49-3.15-2.84-4.71c-3.72-4.3-8.87-6.3-14.61-3.92 c-5.14,2.15-8.81,8.77-8.79,14.34c0.01,3.57,5.97,9.64,10.49,12.13c2.17,1.19,3.45,2.83,4.2,4.42L38.99,70.04z" style="fill:#FFCA28;"/>
<path id="mouth_7_" d="M42.24,56.09c1.04,0.09,1.99-0.23,2.81-0.8c-0.16-0.54-0.37-1.04-0.56-1.48 c-0.62,0.51-1.52,0.93-2.13,1.04C41.23,55.02,41.1,56,42.24,56.09z" style="fill:#795548;"/>
<path id="eye_7_" d="M38.65,48.97c-0.11-0.07-0.42-0.14-0.51,0.09c-0.49,1.24-1.52,1.42-2.7,1.66 c-0.16,0.03-0.35,0.1-0.39,0.26c-0.06,0.22,0.07,0.39,0.27,0.49c0.78,0.39,2.19,0.2,3.02-0.23c0.51-0.26,0.81-0.68,0.75-1.26 C39.01,49.37,38.88,49.13,38.65,48.97z" style="fill:#404040;"/>
<path id="eyebrow_7_" d="M35.99,46.91c1.32-0.23,1.22-1.12,0.53-1.55c-0.51-0.31-1.39-0.35-2.61,0.58 c-1.15,0.87-1.31,1.86-1.44,2.48s0.13,1.04,0.45,0.93C33.35,49.21,34.36,47.2,35.99,46.91z" style="fill:#6D4C41;"/>
<g id="hairGroup_7_">
<path id="hair_7_" d="M9.94,52.07c-0.52-4.08,1.63-6.59,2.38-7.33c-0.26-1.45-0.71-7.2,7.58-10.15 c2.02-0.72,3.86-0.59,5.48-0.47c0.7,0.05,1.36,0.1,1.93,0.06c0.47-0.03,1.2-0.23,1.64-0.71c1-1.08-0.42-2.72-0.42-2.72 s4.97-1.6,5.44,3.8c1.87-0.17,3.45,1.04,4.55,2.39c1.5,1.85,1.58,4.35,0.1,6.32c0,0-1.43-3.51-6.08-0.69 c-1.44,0.88-2.85,1.96-4.53,2.17c-0.64,0.08-1.31,0.02-1.95,0.05c-0.12,0.06-0.19,0.1-0.19,0.1c-1.27,1.96,3.46,4.89,2.83,8.49 c-0.13,0.71-0.56,0.71-0.56,0.71l-1.46-0.73c-1.06-0.47-2-0.87-2.66-0.28c-1.97,1.73,0.65,5.51,3.8,4.92 c0.31-0.06,2.17,4.74-3.34,7.79c-2.85,1.58-5.16-0.23-5.16-0.23s1.38-0.37,1.07-1.55c-0.16-0.61-1.05-1.06-2.38-1.36 c-3.83-0.87-4.36-4-4.43-5.02C12.77,57.11,10.34,55.27,9.94,52.07z" style="fill:#543930;"/>
<g id="hairHighlights_7_">
<radialGradient id="SVGID_3_" cx="-2458" cy="315.3323" gradientTransform="matrix(-0.6527 0.7576 -1.0911 -0.94 -1236.8837 2217.762)" gradientUnits="userSpaceOnUse" r="8.2229">
<stop offset="0.45" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M13.59,57.65c-0.1-0.06,1.91,1.59,5.36-0.78c1.5-0.83,5.58,1.62,4.71,5.21 c-0.77,3.18-4.33,3.49-4.33,3.49s0.46-0.1,0.92-0.62c0.3-0.34,0.16-0.9,0.16-0.92c-0.16-0.61-1.05-1.06-2.38-1.36 C14.19,61.81,13.66,58.67,13.59,57.65z" style="fill:url(#SVGID_3_);"/>
<radialGradient id="SVGID_4_" cx="-2472.8447" cy="327.3584" gradientTransform="matrix(-0.9319 0.3627 -0.4578 -1.1759 -2136.0781 1334.2729)" gradientUnits="userSpaceOnUse" r="8.335">
<stop offset="0.45" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M9.94,52.07c-0.27-2.15,0.19-4.34,1.4-6.14c0.18-0.26,0.61-0.89,0.99-1.19 c0.23,0.89,0.72,1.71,1.53,2.39c0.03,0.02,1.12,1.09,2.78,1.51c-0.19,1.55,0.15,3.12,0.51,4.65c0.31,1.33,0.69,2.78,1.8,3.58 c-0.72,0.34-1.72,1.15-3.25,1.28c-1.46,0.12-2.82-0.89-3.78-1.94C10.87,55.06,10.13,53.63,9.94,52.07z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="-2482.5708" cy="317.2492" gradientTransform="matrix(-0.9387 0.3448 -0.2592 -0.7055 -2222.8918 1125.0793)" gradientUnits="userSpaceOnUse" r="17.155">
<stop offset="0.45" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M13.86,47.13c-2.13-1.77-2.04-4.53-0.93-6.95c1.3-2.84,4.12-4.57,6.96-5.58 c2.02-0.72,3.86-0.59,5.48-0.47c0.7,0.05,1.36,0.1,1.93,0.06c0.47-0.03,1.2-0.23,1.64-0.71c1-1.08-0.42-2.72-0.42-2.72 s4.97-1.6,5.44,3.8c1.87-0.17,3.45,1.04,4.55,2.39c1.5,1.85,1.58,4.35,0.1,6.32c0,0-1.43-3.51-6.08-0.69 c-1.44,0.88-2.85,1.96-4.53,2.17c-1.48,0.18-2.25-0.25-3.57,0.58c-1.42,0.89-3.06,2.53-4.69,3.13 C16.46,49.69,13.9,47.16,13.86,47.13z" style="fill:url(#SVGID_5_);"/>
<radialGradient id="SVGID_6_" cx="-2459.8596" cy="284.7937" gradientTransform="matrix(-0.7283 0.6851 -0.4405 -0.4683 -1644.0763 1879.6997)" gradientUnits="userSpaceOnUse" r="9.2353">
<stop offset="0.45" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M23.66,62.09c0.4-1.58-0.29-3.44,0.74-5.21c0.84,0.84,2.08,1.39,3.42,1.14 c0.31-0.06,2.17,4.74-3.34,7.79c-2.85,1.58-5.16-0.23-5.16-0.23S22.84,65.27,23.66,62.09z" style="fill:url(#SVGID_6_);"/>
</g>
</g>
</g>
<radialGradient id="SVGID_7_" cx="147.7966" cy="474.4244" gradientTransform="matrix(0.9425 -0.3341 0.3341 0.9425 -269.605 -363.7148)" gradientUnits="userSpaceOnUse" r="4.3581">
<stop offset="0.2611" style="stop-color:#80DEEA;stop-opacity:0"/>
<stop offset="1" style="stop-color:#80DEEA;stop-opacity:0.8"/>
</radialGradient>
<circle cx="28.09" cy="34.05" r="3.93" style="fill:url(#SVGID_7_);"/>
<radialGradient id="SVGID_8_" cx="136.5961" cy="482.2511" gradientTransform="matrix(0.9425 -0.3341 0.3341 0.9425 -269.605 -363.7148)" gradientUnits="userSpaceOnUse" r="4.3581">
<stop offset="0.2611" style="stop-color:#80DEEA;stop-opacity:0"/>
<stop offset="1" style="stop-color:#80DEEA;stop-opacity:0.8"/>
</radialGradient>
<circle cx="20.15" cy="45.17" r="3.93" style="fill:url(#SVGID_8_);"/>
<radialGradient id="SVGID_9_" cx="5.4941" cy="41.8842" gradientTransform="matrix(0.6977 -0.7164 0.7164 0.6977 -20.057 17.6739)" gradientUnits="userSpaceOnUse" r="7.2866">
<stop offset="0.2611" style="stop-color:#80DEEA;stop-opacity:0"/>
<stop offset="1" style="stop-color:#80DEEA;stop-opacity:0.8"/>
</radialGradient>
<circle cx="13.58" cy="43.04" r="6.57" style="fill:url(#SVGID_9_);"/>
<radialGradient id="SVGID_10_" cx="14.8087" cy="44.1894" gradientTransform="matrix(0.6977 -0.7164 0.7164 0.6977 -20.057 17.6739)" gradientUnits="userSpaceOnUse" r="7.5018">
<stop offset="0.2611" style="stop-color:#80DEEA;stop-opacity:0"/>
<stop offset="1" style="stop-color:#80DEEA;stop-opacity:0.8"/>
</radialGradient>
<circle cx="21.73" cy="37.98" r="6.76" style="fill:url(#SVGID_10_);"/>
<path d="M10.75,45.1c0.04,0.25,0.07,0.51,0.01,0.75c-0.06,0.24-0.24,0.47-0.49,0.53 c-1.9,0.44-2.93-4.32-1.76-5.36c0.78-0.69,2.02-0.22,2,0.78C10.49,42.97,10.56,43.92,10.75,45.1z" style="opacity:0.8;fill:#FFFFFF;"/>
<path d="M20.17,35.17c-0.62,0.68-1.07,1.5-1.31,2.38c-0.08,0.3-0.14,0.61-0.3,0.87 c-0.16,0.26-0.46,0.47-0.76,0.41c-0.3-0.05-0.51-0.35-0.62-0.63c-0.65-1.71,0.86-3.52,2-4.65c0.4-0.39,0.94-0.87,1.46-0.41 C21.38,33.81,20.65,34.64,20.17,35.17z" style="opacity:0.8;fill:#FFFFFF;"/>
<path d="M12.15,33.92c-0.44,0.36-0.72,0.88-1,1.37c-0.12,0.21-0.27,0.45-0.51,0.49 c-0.21,0.04-0.43-0.09-0.54-0.27c-0.12-0.18-0.15-0.4-0.15-0.62c-0.02-1.4,1-2.54,2.27-3.02c0.5-0.18,1.01-0.11,1.15,0.5 C13.55,33.17,12.64,33.52,12.15,33.92z" style="opacity:0.8;fill:#FFFFFF;"/>
<g>
<path d="M117.34,17.56c0.12-4.96-2.09-9.62-5.95-11.85c-5.8-3.35-12.44-1.66-15.71,4l-1.53,2.59l3.44,1.95 l1.33-2.33c2.22-3.85,6.58-4.98,10.43-2.76c2.49,1.44,4.12,4.35,4.03,8.32v61.58l3.97-0.02V17.56z" style="fill:#BDBDBD;"/>
<radialGradient id="SVGID_11_" cx="54.0926" cy="77.2038" gradientTransform="matrix(0.9874 0.0919 -0.0919 0.9874 18.7779 -8.8028)" gradientUnits="userSpaceOnUse" r="5.6001">
<stop offset="0.2197" style="stop-color:#80DEEA;stop-opacity:0"/>
<stop offset="1" style="stop-color:#80DEEA;stop-opacity:0.8"/>
</radialGradient>
<circle cx="64.96" cy="72.32" r="5" style="fill:url(#SVGID_11_);"/>
<radialGradient id="SVGID_12_" cx="231.8968" cy="464.2346" gradientTransform="matrix(0.845 0.5189 -0.5189 0.845 157.4885 -438.9506)" gradientUnits="userSpaceOnUse" r="6.3322">
<stop offset="0.2611" style="stop-color:#80DEEA;stop-opacity:0"/>
<stop offset="1" style="stop-color:#80DEEA;stop-opacity:0.8"/>
</radialGradient>
<circle cx="112.47" cy="73.52" r="5.66" style="fill:url(#SVGID_12_);"/>
<radialGradient id="SVGID_13_" cx="64.4132" cy="77.7573" gradientTransform="matrix(0.9874 0.0919 -0.0919 0.9874 18.7779 -8.8028)" gradientUnits="userSpaceOnUse" r="8.834">
<stop offset="0.3043" style="stop-color:#80DEEA;stop-opacity:0"/>
<stop offset="1" style="stop-color:#80DEEA;stop-opacity:0.8"/>
</radialGradient>
<circle cx="75.14" cy="73.25" r="7.89" style="fill:url(#SVGID_13_);"/>
<radialGradient id="SVGID_14_" cx="76.1072" cy="73.007" gradientTransform="matrix(0.9874 0.0919 -0.0919 0.9874 18.7779 -8.8028)" gradientUnits="userSpaceOnUse" r="10.5874">
<stop offset="0.2611" style="stop-color:#80DEEA;stop-opacity:0"/>
<stop offset="1" style="stop-color:#80DEEA;stop-opacity:0.8"/>
</radialGradient>
<circle cx="86.95" cy="70.12" r="9.46" style="fill:url(#SVGID_14_);"/>
<radialGradient id="SVGID_15_" cx="90.7849" cy="76.4675" gradientTransform="matrix(0.9874 0.0919 -0.0919 0.9874 18.7779 -8.8028)" gradientUnits="userSpaceOnUse" r="10.9">
<stop offset="0.2611" style="stop-color:#80DEEA;stop-opacity:0"/>
<stop offset="1" style="stop-color:#80DEEA;stop-opacity:0.8"/>
</radialGradient>
<circle cx="101.12" cy="74.88" r="9.74" style="fill:url(#SVGID_15_);"/>
<radialGradient id="SVGID_16_" cx="195.7865" cy="343.2803" gradientTransform="matrix(0.8557 0.5011 -0.5055 0.8633 104.1125 -334.3299)" gradientUnits="userSpaceOnUse" r="9.6448">
<stop offset="0.3759" style="stop-color:#80DEEA;stop-opacity:0"/>
<stop offset="1" style="stop-color:#80DEEA;stop-opacity:0.8"/>
</radialGradient>
<circle cx="97.94" cy="59.69" r="8.07" style="fill:url(#SVGID_16_);"/>
<path d="M100.53,9.89c-0.6-1.22-2.31-2.16-3.44-2.16c-0.79,0-1.18,0.5-1.71,1.41v0 c-0.52,0.9-0.21,2.06,0.69,2.58l1.64,0.94c0.9,0.52,2.06,0.21,2.58-0.69v0C100.81,11.07,100.86,10.56,100.53,9.89z" style="fill:#78909C;"/>
<path d="M98.06,10.6c-4.32-2.49-10.18-0.43-12.69,3.85c0,0,2.53,3.31,7.25,5.95s8.45,3.11,8.45,3.11 C103.52,19.2,102.38,13.1,98.06,10.6z" style="fill:#BDBDBD;"/>
<path d="M99.05,25.62c0,0-3.61-0.59-8.16-3.4s-6.71-5.18-6.71-5.18c-0.74-0.77-1.22-1.68-0.69-2.59v0 c0.52-0.91,1.94-1.38,2.59-0.69c0,0,1.94,2.54,6.73,5.19c5.17,2.86,8.14,3.39,8.14,3.39c1.17,0.27,1.22,1.68,0.69,2.59v0 C101.12,25.84,99.74,25.86,99.05,25.62z" style="fill:#78909C;"/>
<path d="M88.97,13.18c0.43-1.51,2.8-2.56,4.43-2.76c1.58-0.2,2.54,0.29,2.53,1.12 c-0.01,0.79-0.93,1.04-1.59,1.03c-2.33-0.05-3.23,0.46-3.63,0.69C88.97,14.24,88.93,13.34,88.97,13.18z" style="fill:#DFECF5;"/>
<radialGradient id="SVGID_17_" cx="71.0583" cy="52.7811" gradientTransform="matrix(0.9874 0.0919 -0.0919 0.9874 18.7779 -8.8028)" gradientUnits="userSpaceOnUse" r="6.2701">
<stop offset="0.3759" style="stop-color:#80DEEA;stop-opacity:0"/>
<stop offset="1" style="stop-color:#80DEEA;stop-opacity:0.8"/>
</radialGradient>
<circle cx="83.27" cy="48.95" r="6.01" style="fill:url(#SVGID_17_);"/>
<path d="M78.98,48.21c0.5-0.02,0.92-0.77,1.82-1.46c0.82-0.62,2.01-0.92,2.73-0.96 c0.4-0.02,0.97-0.15,1.2-0.57c0.13-0.24-0.08-1.42-1.76-1.19c-1.98,0.27-3.72,1.57-4.16,2.75C78.53,47.56,78.5,48.22,78.98,48.21z" style="opacity:0.8;fill:#FFFFFF;"/>
<path d="M13.06,75.92c5.32,20.33,4.89,36.85,23.12,36.85l66.2,0.48c20.91-0.25,14.58-27.44,19.51-37.18 c-16.68,1.77-31.8,2.05-50.2,0.83c-13.07-0.86-24.37-9.25-36.93-12.07c-8.67-1.31-18.27-3.35-26.74-0.5 C10.14,67.99,11.83,71.88,13.06,75.92z" style="fill:#EEEEEE;"/>
<path d="M114.23,82.29c-2.66,1.54-2.83,7.53-2.54,10.72c0.8,8.98-0.04,14.4-4.26,16.32 c-0.01-0.33-0.07-0.7-0.24-1.12c-0.56-1.4-1.84-2.64-3.35-2.65c-2.92-0.02-3.89,1.13-5.56,2.39c-1.2,0.91-2.72,2.02-4.9,2.27l0,0 l-48.63-0.35l0,0c-1.97-0.12-3.66-1.23-4.86-2.14c-1.88-1.43-2.51-1.91-4.95-2.41c-1.48-0.3-2.79,0.65-3.34,2.05 c-0.31,0.77-0.35,1.4-0.19,1.91c-11.91-1.61-11.32-27.76-17.74-40.29c-2.08-4.06-5.03-3.56-4.82-3.19 c1.74,3.23,3.16,6.63,4.23,10.14c5.32,20.33,4.89,36.85,23.12,36.85l66.2,0.48c14.95-0.18,16.86-14.27,17.89-31.59 C120.36,80.23,115.47,81.57,114.23,82.29z" style="fill:#B7D5E5;"/>
<path d="M10.41,69.03C15.36,68,20.47,68.92,22,69.25c14.95,3.23,24.77,9.51,42.52,13.43 c19.71,4.35,42.22,3.06,55.68,0.1c0,0,0.52-3.58,0.97-4.95c0,0-27.73,3.6-46.03,1.35C56.02,76.83,34.08,66.16,21.31,64.6 c-9.66-1.18-12.82,0.78-12.82,0.78L10.41,69.03z" style="fill:#69A1BA;"/>
<path d="M33,105.34c-2.41-0.3-2.84,2.8-2.84,2.8s-1.45-1.82-3.85-1.24c-1.47,0.36-1.99,2.2-1.35,2.68 c1.14,0.86,4.95,2.78,3.81,5.5c-0.44,1.06-1.65,1.37-2.81,1.89c-2.66,1.2-3.7,3.18-3.96,4.45c-0.06,0.3-0.08,0.77,0.6,1.13 s1.93,0.7,5.12,0.7s5.43-0.59,5.78-1.06c1.16-1.58-1-4.69,1.41-7.77c0.98-1.26,1.76-1.04,4.22-1.62c0.6-0.14,0.49-1.67-0.34-2.66 c-0.64-0.77-2.63-1.15-3.9-0.46C34.89,109.68,35.98,105.71,33,105.34z" style="fill:#BDBDBD;"/>
<path d="M39.61,110c-1.54-1.68-3.73-0.82-4.12-0.61c0.29-0.16,0.14-1.65,0.1-1.9 c-0.18-1.18-1.23-2.03-2.45-2.13c2.45,1.26,0.96,4.72,0.96,4.72s0.72-0.23,1.76-0.43c1.19-0.22,2.69,0.13,2.85,1.7 c0.08,0.75-1.22,1.02-1.68,1.16c-3.38,1-3.66,2.73-4.01,4.02c-0.34,1.25,0.55,3.35-0.12,4.61c-0.88,1.66-4.34,1.73-6.9,1.38 c-1.98-0.27-4-1.1-4-1.1s-0.12,1,0.6,1.41c3.39,1.92,9.51,1.14,11.33,0.08c0.27-0.16,0.45-0.38,0.51-0.69 c0.09-0.52,0.16-1.46-0.21-2.95c-0.38-1.54-0.18-3.21,0.88-4.48c0.93-1.11,1.75-1.27,4.15-1.54C40.8,113.08,40.48,110.94,39.61,110 z" style="fill:#78909C;"/>
<path d="M26.48,117.41c1.4-0.47,3.15-0.44,2.94,0.63c-0.12,0.61-0.85,0.93-1.64,1.17 c-0.83,0.24-2.45,0.34-2.58-0.24C25.04,118.24,25.62,117.69,26.48,117.41z" style="fill:#DFECF5;"/>
<path d="M87.99,81.1c-7.04,0-21.7,0-39-6.67C38.7,70.47,21.74,63.24,7.53,66.38 c-1.61,0.35-3.19-0.66-3.55-2.27c-0.35-1.6,0.66-3.19,2.27-3.55c16.03-3.53,33.97,4.41,45,8.36c16.89,6.05,30.55,6.2,37.05,6.22 c10.93-0.03,21.62-0.23,32.22-2.43c1.61-0.34,3.18,0.7,3.52,2.31c0.33,1.61-0.7,3.18-2.31,3.52c-11.14,2.31-22.16,2.53-33.41,2.55 C88.2,81.1,88.1,81.1,87.99,81.1z" style="fill:#B7D5E5;"/>
<path d="M31.2,77.94c1.24,2.33,1.37,5.09,1.18,7.72s-0.66,5.26-0.49,7.9c0.15,2.34,2.16,6.24,2.3,7.65 c0.1,0.95-0.77,1.81-1.73,1.9c-0.95,0.09-1.87-0.38-2.65-0.94c-3.24-2.35-4.95-6.29-5.88-10.19c-1.26-5.3-2.6-10.34-3.27-12.08 c-1.94-5.02,1.27-7.27,5.09-6.29C28.05,74.21,30.08,75.85,31.2,77.94z" style="fill:#FFFFFF;"/>
<path d="M105.01,105.34c2.41-0.3,2.84,2.8,2.84,2.8s1.45-1.82,3.85-1.24c1.47,0.36,1.74,2.3,1.23,2.75 c-1.21,1.04-4.83,2.71-3.69,5.43c0.44,1.06,1.65,1.37,2.81,1.89c2.66,1.2,3.7,3.18,3.96,4.45c0.06,0.3,0.08,0.77-0.6,1.13 c-0.68,0.36-1.93,0.7-5.12,0.7s-5.43-0.59-5.78-1.06c-1.16-1.58,1-4.69-1.41-7.77c-0.98-1.26-1.76-1.04-4.22-1.62 c-0.6-0.14-0.49-1.67,0.34-2.66c0.64-0.77,2.63-1.15,3.9-0.46C103.12,109.68,102.03,105.71,105.01,105.34z" style="fill:#BDBDBD;"/>
<path d="M98.4,110c1.54-1.68,3.73-0.82,4.12-0.61c-0.29-0.16-0.14-1.65-0.1-1.9 c0.18-1.18,1.23-2.03,2.45-2.13c-2.45,1.26-0.96,4.72-0.96,4.72s-0.72-0.23-1.76-0.43c-1.19-0.22-2.69,0.13-2.85,1.7 c-0.08,0.75,1.22,1.02,1.68,1.16c3.38,1,3.66,2.73,4.01,4.02c0.34,1.25-0.55,3.35,0.12,4.61c0.88,1.66,4.34,1.73,6.9,1.38 c1.98-0.27,4-1.1,4-1.1s0.12,1-0.6,1.41c-3.39,1.92-9.51,1.14-11.33,0.08c-0.27-0.16-0.45-0.38-0.51-0.69 c-0.09-0.52-0.16-1.46,0.21-2.95c0.38-1.54,0.18-3.21-0.88-4.48c-0.93-1.11-1.75-1.27-4.15-1.54 C97.21,113.08,97.53,110.94,98.4,110z" style="fill:#78909C;"/>
<path d="M107.83,117.35c-0.83,0.7-1.61,2.08-0.96,2.85c0.27,0.32,1.15-0.42,1.36-0.6 c0.55-0.49,1.02-0.84,1.59-1.31c0.25-0.21,0.46-0.5,0.39-0.82C110.05,116.75,108.52,116.77,107.83,117.35z" style="fill:#DFECF5;"/>
<path d="M82.14,68.06c-0.3,0.21-0.61,0.42-0.97,0.49c-0.36,0.07-0.77-0.01-1-0.29 c-1.78-2.17,3.71-6.54,5.8-5.69c1.38,0.56,1.58,2.46,0.27,3.09C84.72,66.37,83.54,67.06,82.14,68.06z" style="opacity:0.8;fill:#FFFFFF;"/>
<path d="M93.55,59.15c-0.44-0.07-0.84-0.43-1.01-0.85c-0.21-0.54-0.12-1.15,0.07-1.69 c0.46-1.31,1.54-2.41,2.86-2.84c0.36-0.12,0.74-0.19,1.12-0.13c0.61,0.1,1.13,0.58,1.29,1.18c0.42,1.59-1.24,1.72-2.12,2.48 c-0.63,0.54-0.96,1.67-1.87,1.85C93.77,59.17,93.66,59.17,93.55,59.15z" style="fill:#FFFFFF;"/>
<path d="M13.35,62.65c-0.33,1.36,1.1,1.59,5.85,1.57c5.72-0.02,9.73,1.83,9.18,0.59 c-0.4-0.9-4.46-3.05-7.87-3.37C18.43,61.24,13.77,60.98,13.35,62.65z" style="fill:#FFFFFF;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f46d_1f3fc.png"
} | Generate code for a svg of a women holding hands: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="couple_x5F_holding_x5F_hands_x5F_wmn_x5F_right">
<g id="pants_3_">
<g id="pants">
<path d="M105.56,74.61v48.08h-5.65l-7.87-38.21c-0.04-0.24-0.24-0.41-0.46-0.41s-0.42,0.17-0.46,0.41 l-7.87,38.21h-5.65V74.61H105.56z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoes_1_">
<path d="M102.61,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.5-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63C98.16,124,102.61,124,102.61,124z" style="fill:#424242;"/>
<path d="M80.56,124h-4.45c-0.82-0.02-1.41-0.96-1.17-1.78c0.74-2.5,2.99-4.32,5.62-4.32 c2.68,0,4.96,1.9,5.66,4.46c0.22,0.82-0.39,1.63-1.21,1.63C85.01,124,80.56,124,80.56,124z" style="fill:#424242;"/>
</g>
<g id="arm_x5F_left_3_">
<g id="arm_x5F_left_x5F_fill">
<linearGradient id="SVGID_1_" gradientTransform="matrix(-0.9876 0.1567 -0.1567 -0.9876 135.9082 118.1856)" gradientUnits="userSpaceOnUse" x1="48.3728" x2="65.0297" y1="71.2562" y2="49.2226">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4049" style="stop-color:#E0BB95"/>
</linearGradient>
<path d="M71.96,53c0,0-3.53,11.93-5,15.33l-4.39,11.02c-0.7,1.55-0.08,3.58,1.39,4.43l0,0 c1.69,0.97,4.14,0.24,4.95-1.53l12.54-26.41l-1.01-3.46L71.96,53z" style="fill:url(#SVGID_1_);"/>
</g>
</g>
<g id="arm_x5F_right">
<g id="arm_x5F_right_x5F_fill">
<linearGradient id="SVGID_2_" gradientTransform="matrix(-1 0 0 -1 127.4631 128)" gradientUnits="userSpaceOnUse" x1="23.7347" x2="4.2757" y1="74.508" y2="41.4066">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.3992" style="stop-color:#E0BB95"/>
</linearGradient>
<path d="M100.1,54.1l9.7-0.6c0,0,4.5,10,6,13.33c0,0,4.24,6.32,6.17,9.17 c1.88,1.92,2.36,2.62,3.04,5.19c0.75,2.83,0.4,4.38,0.04,5.06c-0.35,0.69-2.25,2.46-3.42,1.38c-1.24-1.15-1.15-5.22-2.31-4.94 c-0.6,0.15,0.16,1.36,0.23,2.56c0.07,1.2-0.85,1.41-1.5,1.08c-0.33-0.17-1.85-2.71-1.85-2.71l-0.65-4.21l-15.13-21.23L100.1,54.1 z" style="fill:url(#SVGID_2_);"/>
</g>
</g>
<path id="hair_4_" d="M91.79,4.01c-18.18,0-18.04,16.81-18.04,17.08c0,10.89,0.83,26.27,5.19,32.32 c1.73,2.4,5.07,2.53,5.07,2.53l7.52-0.01l7.52,0.01c0,0,3.34-0.13,5.07-2.53c4.36-6.05,5.19-21.43,5.19-32.32 C109.32,20.82,109.97,4.01,91.79,4.01z" style="fill:#AB872F;"/>
<radialGradient id="hair_x5F_highlights_5_" cx="91.5413" cy="99.3574" gradientTransform="matrix(1 0 0 -1.1901 0 146.8868)" gradientUnits="userSpaceOnUse" r="21.072">
<stop offset="0.7936" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hair_x5F_highlights_1_" d="M91.79,4.01c-18.18,0-18.04,16.81-18.04,17.08 c0,10.89,0.83,26.27,5.19,32.32c1.73,2.4,5.07,2.53,5.07,2.53l7.52-0.01l7.52,0.01c0,0,3.34-0.13,5.07-2.53 c4.36-6.05,5.19-21.43,5.19-32.32C109.32,20.82,109.97,4.01,91.79,4.01z" style="fill:url(#hair_x5F_highlights_5_);"/>
<g id="shirt">
<g id="shirt_x5F_fill">
<linearGradient id="SVGID_3_" gradientTransform="matrix(-1 0 0 -1 127.4631 128)" gradientUnits="userSpaceOnUse" x1="35.9171" x2="35.9171" y1="84.1861" y2="50">
<stop offset="0" style="stop-color:#AA00FF"/>
<stop offset="0.4193" style="stop-color:#A100F2"/>
<stop offset="1" style="stop-color:#9000D9"/>
</linearGradient>
<path d="M80.94,44.87c2.42-0.64,6.65-1.06,10.65-1.06c4-0.01,8.19,0.42,10.61,1.06 c7.55,2.01,9.42,5.56,11.67,11.65l-8.28,3.2V78h-28V59.72l-8.37-3.2C71.47,50.43,73.39,46.88,80.94,44.87z" style="fill:url(#SVGID_3_);"/>
</g>
</g>
<path id="neck" d="M91.54,40.72h-5v5.3c0,2.4,2.04,4.34,4.54,4.34H92c2.51,0,4.54-1.94,4.54-4.34v-5.3H91.54 z" style="fill:#C48E6A;"/>
<g id="head_1_">
<path id="head_x5F_fill" d="M91.57,8.39L91.57,8.39L91.57,8.39c7.63,0,14.69,5.67,14.69,17.7 c0,9.66-5.98,15.38-11.19,17.22c-1.24,0.44-2.44,0.66-3.5,0.66c-1.06,0-2.25-0.22-3.48-0.65c-5.21-1.83-11.21-7.55-11.21-17.23 C76.88,14.06,83.94,8.39,91.57,8.39z" style="fill:#E0BB95;"/>
</g>
<path id="mouth" d="M87.85,35.99c1.4,0.83,5.97,0.83,7.37,0c0.8-0.48,1.62,0.25,1.29,0.98 c-0.33,0.72-2.82,2.38-4.98,2.38c-2.16,0-4.62-1.66-4.95-2.38C86.24,36.24,87.05,35.51,87.85,35.99z" style="fill:#6D4C41;"/>
<path id="nose" d="M89.85,32.4c0.05-0.02,0.09-0.03,0.14-0.04h3.1c0.05,0.01,0.1,0.02,0.14,0.04 c0.28,0.11,0.44,0.4,0.3,0.72c-0.13,0.31-0.75,1.18-1.99,1.18c-1.24,0-1.86-0.87-1.99-1.18C89.41,32.81,89.57,32.52,89.85,32.4z" style="fill:#C48E6A;"/>
<g id="eyes_1_">
<ellipse cx="98.75" cy="28.33" rx="2.16" ry="2.24" style="fill:#5D4037;"/>
<ellipse cx="84.33" cy="28.33" rx="2.16" ry="2.24" style="fill:#5D4037;"/>
</g>
<g id="eyebrows_1_">
<path d="M95.54,24.32c0.41-0.54,1.36-1.34,3.21-1.34s2.8,0.79,3.21,1.34c0.18,0.24,0.14,0.52,0.01,0.69 c-0.12,0.16-0.46,0.3-0.84,0.17c-0.38-0.13-1.13-0.51-2.37-0.52c-1.25,0.01-1.99,0.39-2.37,0.52c-0.38,0.13-0.73-0.01-0.84-0.17 C95.4,24.83,95.36,24.56,95.54,24.32z" style="fill:#AB872F;"/>
<path d="M81.13,24.32c0.41-0.54,1.36-1.34,3.21-1.34s2.8,0.79,3.21,1.34c0.18,0.24,0.14,0.52,0.01,0.69 c-0.12,0.16-0.46,0.3-0.84,0.17c-0.38-0.13-1.13-0.51-2.37-0.52c-1.25,0.01-1.99,0.39-2.37,0.52c-0.38,0.13-0.73-0.01-0.84-0.17 C80.99,24.83,80.95,24.56,81.13,24.32z" style="fill:#AB872F;"/>
</g>
<linearGradient id="shadow_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="66.8654" x2="70.2904" y1="50.9231" y2="56.5203">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="1" style="stop-color:#E0BB95;stop-opacity:0"/>
</linearGradient>
<polygon id="shadow_1_" points="66.37,69.83 64.59,74.29 66.03,77.05 69.94,80.12 73.61,72.38 " style="fill:url(#shadow_2_);"/>
<g id="hairGroup_3_">
<path id="hair_6_" d="M91.79,4.01c-18.18,0-18.04,16.81-18.04,17.08c0,3.44,0.08,7.33,0.33,11.23l2.98-0.01 c-0.03-1.29,0.88-9.3,3.58-9.9c9.91-2.23,15.52-7.49,15.52-7.49c1.46,3.18,6.02,6.29,7.66,7.47c1.35,0.97,1.76,8.22,1.73,9.92 h3.42c0-0.02,0.01-0.05,0.01-0.07c0.25-3.88,0.33-7.74,0.33-11.16C109.32,20.82,109.97,4.01,91.79,4.01z" style="fill:#AB872F;"/>
<radialGradient id="hair_x5F_highlights_6_" cx="91.6881" cy="97.5732" gradientTransform="matrix(1 0 0 -1.2135 0 148.8334)" gradientUnits="userSpaceOnUse" r="22.0729">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hair_x5F_highlights_3_" d="M91.79,4.01c-18.18,0-18.04,16.81-18.04,17.08 c0,3.44,0.08,7.33,0.33,11.23l2.98-0.01c-0.03-1.29,0.88-9.3,3.58-9.9c9.91-2.23,15.52-7.49,15.52-7.49 c1.46,3.18,6.02,6.29,7.66,7.47c1.35,0.97,1.76,8.22,1.73,9.92h3.42c0-0.02,0.01-0.05,0.01-0.07c0.25-3.88,0.33-7.74,0.33-11.16 C109.32,20.82,109.97,4.01,91.79,4.01z" style="fill:url(#hair_x5F_highlights_6_);"/>
</g>
</g>
<g id="couple_x5F_holding_x5F_hands_x5F_wmn_x5F_left">
<g id="pants_1_">
<g id="pants_5_">
<path d="M22.53,74.61v48.08h5.65l7.87-38.21c0.04-0.24,0.24-0.41,0.46-0.41s0.42,0.17,0.46,0.41 l7.87,38.21h5.65V74.61H22.53z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoes_2_">
<path d="M25.48,124h-4.45c-0.82-0.02-1.41-0.96-1.17-1.78c0.74-2.5,2.99-4.32,5.62-4.32 c2.68,0,4.96,1.9,5.66,4.46c0.22,0.82-0.39,1.63-1.21,1.63C29.93,124,25.48,124,25.48,124z" style="fill:#424242;"/>
<path d="M47.53,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.5-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63C43.08,124,47.53,124,47.53,124z" style="fill:#424242;"/>
</g>
<g id="arm_x5F_left_1_">
<g id="arm_x5F_left_x5F_fill_2_">
<linearGradient id="SVGID_4_" gradientTransform="matrix(1 0 0 -1 -40.8976 128)" gradientUnits="userSpaceOnUse" x1="65.2624" x2="45.8034" y1="74.5075" y2="41.4061">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.3967" style="stop-color:#E0BB95"/>
</linearGradient>
<path d="M27.99,54.1l-9.7-0.6c0,0-4.5,10-6,13.33c0,0-4.24,6.32-6.17,9.17 c-1.88,1.92-2.36,2.62-3.04,5.19c-0.75,2.83-0.4,4.38-0.04,5.06s2.25,2.46,3.42,1.38c1.24-1.15,1.15-5.22,2.31-4.94 c0.6,0.15-0.16,1.36-0.23,2.56c-0.07,1.2,0.85,1.41,1.5,1.08c0.33-0.17,1.85-2.71,1.85-2.71l0.65-4.21l15.13-21.24L27.99,54.1z" style="fill:url(#SVGID_4_);"/>
</g>
</g>
<g id="arm_x5F_left_2_">
<g id="arm_x5F_left_x5F_fill_1_">
<linearGradient id="SVGID_5_" gradientTransform="matrix(-0.9962 -0.0869 -0.0869 0.9962 198.3757 12.1515)" gradientUnits="userSpaceOnUse" x1="143.1861" x2="123.5858" y1="53.3833" y2="86.7249">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4009" style="stop-color:#E0BB95"/>
</linearGradient>
<path d="M46.93,57.48l14.15,23.51c0,0-1.53,2.62-0.39,4.91c1.6,1.15,2.32-2.27,2.94-2.36 c1.19-0.18,3.08,4.56,4.34,4.56c2.41,1.04,3.53-2.18,3.57-4.08c0.91-3.31-5.37-6.79-5.37-6.79c-1.68-3-4.67-9.8-4.67-9.8 c-1.21-3.45-4.82-13.8-4.82-13.8l-9.71-0.25L46.93,57.48z" style="fill:url(#SVGID_5_);"/>
</g>
</g>
<path id="hair_2_" d="M36.67,4.01c-18.18,0-18.03,16.81-18.03,17.08c0,10.89,0.83,26.27,5.19,32.32 c1.73,2.4,5.07,2.53,5.07,2.53l7.52-0.01l7.52,0.01c0,0,3.34-0.13,5.07-2.53c4.36-6.05,5.19-21.43,5.19-32.32 C54.2,20.82,54.85,4.01,36.67,4.01z" style="fill:#AB872F;"/>
<radialGradient id="hair_x5F_highlights_7_" cx="36.4183" cy="99.3574" gradientTransform="matrix(1 0 0 -1.1901 0 146.8868)" gradientUnits="userSpaceOnUse" r="21.0718">
<stop offset="0.7936" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hair_x5F_highlights_2_" d="M36.67,4.01c-18.18,0-18.03,16.81-18.03,17.08 c0,10.89,0.83,26.27,5.19,32.32c1.73,2.4,5.07,2.53,5.07,2.53l7.52-0.01l7.52,0.01c0,0,3.34-0.13,5.07-2.53 c4.36-6.05,5.19-21.43,5.19-32.32C54.2,20.82,54.85,4.01,36.67,4.01z" style="fill:url(#hair_x5F_highlights_7_);"/>
<g id="shirt_3_">
<g id="shirt_x5F_fill_2_">
<linearGradient id="SVGID_6_" gradientTransform="matrix(1 0 0 -1 -40.8976 128)" gradientUnits="userSpaceOnUse" x1="77.3636" x2="77.3636" y1="84.1861" y2="50">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
<path d="M47.08,44.87c-2.42-0.64-6.65-1.06-10.65-1.06c-4-0.01-8.19,0.42-10.61,1.06 c-7.55,2.01-9.42,5.56-11.67,11.65l8.28,3.2V78h28V59.72l8.37-3.2C56.54,50.43,54.62,46.88,47.08,44.87z" style="fill:url(#SVGID_6_);"/>
</g>
</g>
<path id="neck_2_" d="M36.47,40.72h5v5.3c0,2.4-2.03,4.34-4.55,4.34h-0.91c-2.51,0-4.55-1.94-4.55-4.34v-5.3 H36.47z" style="fill:#C48E6A;"/>
<g id="head_2_">
<path id="head_x5F_fill_2_" d="M36.45,8.39L36.45,8.39L36.45,8.39c7.63,0,14.69,5.67,14.69,17.7 c0,9.66-5.98,15.38-11.19,17.22c-1.24,0.44-2.44,0.66-3.5,0.66c-1.06,0-2.25-0.22-3.48-0.65c-5.21-1.83-11.21-7.55-11.21-17.23 C21.76,14.06,28.82,8.39,36.45,8.39z" style="fill:#E0BB95;"/>
</g>
<path id="mouth_2_" d="M32.73,35.99c1.4,0.83,5.97,0.83,7.37,0c0.8-0.48,1.62,0.25,1.29,0.98 c-0.33,0.72-2.82,2.38-4.98,2.38c-2.16,0-4.62-1.66-4.95-2.38C31.12,36.24,31.93,35.51,32.73,35.99z" style="fill:#6D4C41;"/>
<path id="nose_2_" d="M34.73,32.4c0.05-0.02,0.09-0.03,0.14-0.04h3.1c0.05,0.01,0.1,0.02,0.14,0.04 c0.28,0.11,0.44,0.4,0.3,0.72s-0.75,1.18-1.99,1.18c-1.24,0-1.86-0.87-1.99-1.18S34.45,32.52,34.73,32.4z" style="fill:#C48E6A;"/>
<g id="eyes_2_">
<ellipse cx="43.62" cy="28.33" rx="2.16" ry="2.24" style="fill:#5D4037;"/>
<ellipse cx="29.21" cy="28.33" rx="2.16" ry="2.24" style="fill:#5D4037;"/>
</g>
<g id="eyebrows_2_">
<path d="M40.42,24.32c0.41-0.54,1.36-1.34,3.21-1.34s2.8,0.79,3.21,1.34c0.18,0.24,0.14,0.52,0.01,0.69 c-0.12,0.16-0.46,0.3-0.84,0.17c-0.38-0.13-1.13-0.51-2.37-0.52c-1.25,0.01-1.99,0.39-2.37,0.52c-0.38,0.13-0.73-0.01-0.84-0.17 C40.28,24.83,40.23,24.56,40.42,24.32z" style="fill:#AB872F;"/>
<path d="M26.01,24.32c0.41-0.54,1.36-1.34,3.21-1.34c1.84,0,2.8,0.79,3.21,1.34 c0.18,0.24,0.14,0.52,0.01,0.69c-0.12,0.16-0.46,0.3-0.84,0.17c-0.38-0.13-1.13-0.51-2.37-0.52c-1.25,0.01-1.99,0.39-2.37,0.52 C26.46,25.3,26.11,25.16,26,25C25.87,24.83,25.82,24.56,26.01,24.32z" style="fill:#AB872F;"/>
</g>
<g id="hairGroup_1_">
<path id="hair_3_" d="M36.67,4.01c-18.18,0-18.03,16.81-18.03,17.08c0,3.44,0.08,7.33,0.33,11.23l2.98-0.01 c-0.02-1.29,0.88-9.3,3.58-9.9c9.91-2.23,15.52-7.49,15.52-7.49c1.46,3.18,6.02,6.29,7.66,7.47c1.35,0.97,1.76,8.22,1.73,9.92 h3.42c0-0.02,0.01-0.05,0.01-0.07c0.25-3.88,0.33-7.74,0.33-11.16C54.2,20.82,54.85,4.01,36.67,4.01z" style="fill:#AB872F;"/>
<radialGradient id="hair_x5F_highlights_8_" cx="36.5658" cy="97.5732" gradientTransform="matrix(1 0 0 -1.2135 0 148.8334)" gradientUnits="userSpaceOnUse" r="22.0729">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hair_x5F_highlights_4_" d="M36.67,4.01c-18.18,0-18.03,16.81-18.03,17.08 c0,3.44,0.08,7.33,0.33,11.23l2.98-0.01c-0.02-1.29,0.88-9.3,3.58-9.9c9.91-2.23,15.52-7.49,15.52-7.49 c1.46,3.18,6.02,6.29,7.66,7.47c1.35,0.97,1.76,8.22,1.73,9.92h3.42c0-0.02,0.01-0.05,0.01-0.07c0.25-3.88,0.33-7.74,0.33-11.16 C54.2,20.82,54.85,4.01,36.67,4.01z" style="fill:url(#hair_x5F_highlights_8_);"/>
</g>
</g>
<g id="couple_x5F_holding_x5F_hands_x5F_fingers_x5F_wmn_x5F_right">
<g id="fingers_x5F_fill_1_">
<path d="M67.34,86.4c-0.16-0.07-0.32-0.11-0.5-0.11c-0.04,0-0.07,0.01-0.11,0.02l0.05-0.1 c0.28-0.62,0.04-1.36-0.55-1.66c-0.16-0.08-0.33-0.12-0.51-0.12c-0.07,0-0.14,0.02-0.21,0.03c0.25-0.6,0.03-1.31-0.53-1.61 c-0.17-0.09-0.35-0.14-0.54-0.14c-0.26,0-0.51,0.1-0.71,0.26c-0.07-0.37-0.29-0.72-0.66-0.91c-0.17-0.09-0.35-0.13-0.53-0.13 c-0.46,0-0.87,0.27-1.07,0.7l-0.92,1.96c-0.29,0.62-0.05,1.39,0.58,1.71c0.17,0.09,0.35,0.13,0.54,0.13 c0.19,0,0.36-0.06,0.52-0.14c0.01,0.1,0,0.2,0.03,0.29c0.1,0.32,0.3,0.58,0.58,0.73c0.17,0.09,0.35,0.14,0.54,0.14 c0.21,0,0.4-0.06,0.57-0.16c0.06,0.39,0.27,0.76,0.63,0.94c0.16,0.08,0.33,0.12,0.51,0.12c0.16,0,0.31-0.04,0.44-0.11 c0.08,0.38,0.3,0.72,0.65,0.89c0.16,0.07,0.32,0.11,0.5,0.11c0.47,0,0.9-0.29,1.09-0.74l0.18-0.42 C68.21,87.45,67.94,86.69,67.34,86.4z" style="fill:#E0BB95;"/>
</g>
<path id="fingers_x5F_stroke_2_" d="M67.56,86.32c0.54-1.78-1.46-2.21-1.46-2.21 c0.28-1.01-1.32-2.17-2.31-1.59c-1.48-1.48-2.52-0.13-2.66,0.81c0,0,0.74-1.13,1.51-0.77c0.52,0.24,0.51,0.74,0.35,1.22 c-0.25,0.75-0.46,1.51-0.46,1.51s0.56-0.95,1.04-1.56c0.16-0.21,0.67-0.63,1.21-0.33c0.54,0.29,0.55,0.96,0.47,1.2 c-0.26,0.82-0.93,1.92-0.93,1.92s0.5-0.51,0.92-0.99c0.33-0.38,0.61-0.62,1.11-0.39c0.54,0.25,0.51,0.86,0.35,1.17 c-0.33,0.66-0.76,1.45-0.76,1.45s0.78-1.19,1.59-0.52c0.51,0.43,0.06,1.48,0.12,1.42C69.09,87.2,67.56,86.32,67.56,86.32z" style="fill:#BA8F63;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "6bcf703e35480854c71b69620ab7d892593e1cb2dfa4b5589b534ae7c18bdb18.png"
} | Generate code for a svg of a a black and white image of a desk with a computer on it | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 32 32" style="enable-background:new 0 0 32 32;" xml:space="preserve">
<path d="M12.52,19.17H6.16c-0.16,0-0.29-0.13-0.29-0.29v-1.73c0-0.16,0.13-0.29,0.29-0.29h6.36c0.16,0,0.29,0.13,0.29,0.29v1.73
C12.8,19.04,12.67,19.17,12.52,19.17L12.52,19.17z M6.29,18.76h6.1v-1.47h-6.1V18.76z M12.52,22.05H6.16
c-0.16,0-0.29-0.13-0.29-0.29v-1.72c0-0.16,0.13-0.29,0.29-0.29h6.36c0.16,0,0.29,0.13,0.29,0.29v1.72
C12.8,21.92,12.67,22.05,12.52,22.05L12.52,22.05z M6.29,21.63h6.1v-1.47h-6.1V21.63L6.29,21.63z M12.52,13.35H6.16
c-0.16,0-0.29-0.13-0.29-0.29v-1.66c0-0.16,0.13-0.29,0.29-0.29h6.36c0.16,0,0.29,0.13,0.29,0.29v1.66
C12.8,13.22,12.67,13.35,12.52,13.35L12.52,13.35z M6.29,12.94h6.1v-1.4h-6.1V12.94z M12.52,16.3H6.16c-0.16,0-0.29-0.13-0.29-0.29
v-1.79c0-0.16,0.13-0.29,0.29-0.29h6.36c0.16,0,0.29,0.13,0.29,0.29v1.79C12.8,16.17,12.67,16.3,12.52,16.3L12.52,16.3z M6.29,15.88
h6.1v-1.54h-6.1V15.88z M10.36,12.38c0.08,0,0.14-0.06,0.14-0.14s-0.06-0.14-0.14-0.14H8.22c-0.08,0-0.14,0.06-0.14,0.14
s0.06,0.14,0.14,0.14H10.36z M10.36,15.27c0.08,0,0.14-0.06,0.14-0.14s-0.06-0.14-0.14-0.14H8.22c-0.08,0-0.14,0.06-0.14,0.14
s0.06,0.14,0.14,0.14H10.36z M10.4,18.21c0.08,0,0.14-0.06,0.14-0.14s-0.06-0.14-0.14-0.14H8.25c-0.08,0-0.14,0.06-0.14,0.14
s0.06,0.14,0.14,0.14H10.4z M10.4,21.08c0.08,0,0.14-0.06,0.14-0.14s-0.06-0.14-0.14-0.14H8.25c-0.08,0-0.14,0.06-0.14,0.14
s0.06,0.14,0.14,0.14H10.4z M13.11,23.41H5.36c-0.37,0-0.68-0.3-0.68-0.68V11.87c0-0.07-0.06-0.12-0.12-0.12H4.4
c-0.37,0-0.68-0.3-0.68-0.68v-1.8c0-0.37,0.3-0.68,0.68-0.68H27.6c0.37,0,0.68,0.3,0.68,0.68v1.8c0,0.37-0.3,0.68-0.68,0.68h-0.13
c-0.07,0-0.12,0.06-0.12,0.12V22.7c0,0.37-0.3,0.68-0.68,0.68h-1.22c-0.37,0-0.68-0.3-0.68-0.68V11.87c0-0.07-0.06-0.12-0.12-0.12
H13.9c-0.07,0-0.12,0.06-0.12,0.12v10.86C13.78,23.1,13.48,23.41,13.11,23.41L13.11,23.41L13.11,23.41z M4.4,9.15
c-0.07,0-0.12,0.06-0.12,0.12v1.8c0,0.07,0.06,0.12,0.12,0.12h0.16c0.37,0,0.68,0.3,0.68,0.68v10.86c0,0.07,0.06,0.12,0.12,0.12
h7.75c0.07,0,0.12-0.06,0.12-0.12V11.87c0-0.37,0.3-0.68,0.68-0.68h10.76c0.37,0,0.68,0.3,0.68,0.68V22.7
c0,0.07,0.06,0.12,0.12,0.12h1.22c0.07,0,0.12-0.06,0.12-0.12V11.87c0-0.37,0.3-0.68,0.68-0.68h0.13c0.07,0,0.12-0.06,0.12-0.12
v-1.8c0-0.07-0.06-0.12-0.12-0.12C27.6,9.15,4.4,9.15,4.4,9.15z"/>
</svg> | |
{
"bytes": "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",
"path": "63eba8752b80b2c628b90a69325f4c5754ac7781db90f4ba70e17ff8ce78fb6e.png"
} | Generate code for a svg of a a close up of a building with a red ball in the background | <svg id="a829b389-c410-4f7b-96e4-605d098a680d" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" width="907" height="671.95" viewBox="0 0 907 671.95"><title>Building</title><circle cx="698.89" cy="78.11" r="78.11" fill="#ff5252"/><rect x="133.5" y="131.95" width="641" height="503" fill="#6c63ff"/><rect x="133.5" y="131.95" width="641" height="503" opacity="0.1"/><rect y="200.95" width="907" height="437" fill="#464353"/><rect x="189" y="79.95" width="530" height="592" fill="#6c63ff"/><rect x="37" y="259.95" width="112" height="72" fill="#6c63ff"/><rect x="37" y="381.95" width="112" height="72" fill="#6c63ff"/><rect x="37" y="503.95" width="112" height="72" fill="#6c63ff"/><rect x="257" y="137.95" width="112" height="72" fill="#464353"/><rect x="257" y="259.95" width="112" height="72" fill="#464353"/><rect x="257" y="381.95" width="112" height="72" fill="#464353"/><rect x="685.5" y="251.98" width="112" height="72" transform="translate(1336.5 461.93) rotate(-180)" fill="#464353"/><rect x="685.5" y="373.98" width="112" height="72" transform="translate(1336.5 705.93) rotate(-180)" fill="#464353"/><rect x="685.5" y="495.98" width="112" height="72" transform="translate(1336.5 949.93) rotate(-180)" fill="#464353"/><rect x="750" y="259.95" width="112" height="72" fill="#6c63ff"/><rect x="750" y="381.95" width="112" height="72" fill="#6c63ff"/><rect x="750" y="503.95" width="112" height="72" fill="#6c63ff"/><rect x="405" y="479.95" width="98" height="192" fill="#464353"/><rect x="257" y="137.95" width="112" height="22" opacity="0.1"/><rect x="539" y="137.95" width="112" height="22" opacity="0.1"/><rect x="539" y="259.95" width="112" height="22" opacity="0.1"/><rect x="539" y="381.95" width="112" height="22" opacity="0.1"/><rect x="257" y="259.95" width="112" height="22" opacity="0.1"/><rect x="257" y="381.95" width="112" height="22" opacity="0.1"/><rect x="37" y="259.95" width="112" height="17" opacity="0.1"/><rect x="37" y="381.95" width="112" height="17" opacity="0.1"/><rect x="37" y="503.95" width="112" height="17" opacity="0.1"/><rect x="750" y="259.95" width="112" height="17" opacity="0.1"/><rect x="750" y="381.95" width="112" height="17" opacity="0.1"/><rect x="750" y="503.95" width="112" height="17" opacity="0.1"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bunch of grapes hanging from a vine. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#ced6b5" d="M41 17q-6 0-10 3-2-3-5-3l2-2h-5q3-2 7-1l-1-5q3-2 7 1V5l9 9q-3 0-4 3"/><path fill="#90a08f" d="m50 17-2-3q-3-2-3-5 2-5 6-2 1-3 4-3l7 4q-4 4-2 9-3-2-5-1l-1 3z"/><path fill="#6c688d" d="m41 17 2 2-2 2h-3v4l-2-2h-3l-2 6-3-1q-3-3-2-7 2-2 5-1 4-3 10-3"/><path fill="#9c7266" d="m48 14 2 3v2l-1 3-1-5-2 1v-1z"/><path fill="#9c9e99" d="m46 17-1 5v1l-1 1-3-4 2-2z"/><path fill="#dfdbd4" d="M50 19q4 3 7 8-4-1-6 1-3-5-6-5l1-5 2-1 1 5z"/><path fill="#92a192" d="M23 15h5l-2 2q3 0 5 3-3-1-5 1-1 4 2 7l-10 3q-2-6-5-9 3-6 10-7"/><path fill="#e0e3d1" d="m41 21 3 4q-3 3-6 0v-4z"/><path fill="#797992" d="M34 36q-4-3-3-7l5-2q7 2 3 8z"/><path fill="#5b597b" d="M45 24v-1q3 0 6 5 2-2 6-1 3-3 6 1l-5 7-8-4v1l-6-1-1-2z"/><path fill="#90988b" d="m63 28 8 6q-4 5-5 12l-3 5-3-3-1 2-3-1v-1l5-8-3-5z"/><path fill="#b6baa3" d="m44 31 6 1-1 3h-4q-4-2-1-4"/><path fill="#46446a" d="M38 25q3 3 6 0l1-1 1 1-3 4 1 2q-3 2 1 4-3 1-2 5h-4l-2-2-3 3q-3-3 0-5l5-1q4-6-3-8l-5 2 2-6h3z"/><path fill="#474770" d="m58 35 3 5-5 8-6-3q-3 1-2-2l-3-1q6-3 4-7l1-3v-1z"/><path fill="#dcdfc8" d="M39 40h4q2 3-1 6l3 3q3 2 3 6h-6v-3h-3z"/><path fill="#777189" d="M45 35h4q2 4-4 7l3 1q-1 3 2 2l6 3v1q-3 1-2 5l3 1h-4q-3-1 0-3l-7-4-1 1-3-3q3-3 1-6-1-4 2-5"/><path fill="#645e7e" d="M39 40v12h3v3q-4 2-3 6-3 0-1-3l-4-1V41l3-3z"/><path fill="#373359" d="M57 55q3-2 2-5l1-2 3 3-1 4-4 5-7-3-3-2q0-4-3-6l1-1 7 4q-3 2 0 3z"/><path fill="#d7dbc5" d="m56 49 3 1q1 3-2 5l-3-1q-1-4 2-5"/><path fill="#8b8f84" d="M42 55h6l3 2-1 4 2 2h-7q3-1 0-3l-2 2-4-1q-1-4 3-6"/><path fill="#585474" d="m51 57 7 3q-1 5-6 8v-5l-2-2z"/><path fill="#4a4260" d="M45 63q-4 5-2-1l2-2q3 2 0 3"/><path fill="#787784" d="m34 57 4 1q-2 3 1 3l4 1q-2 6 2 1v4l-9-2q-3-5-2-8"/><path fill="#cbc9b6" d="M45 63h7v6q-2-4-5-1h-1l-1-1z"/><path fill="#605d7a" d="m36 65 9 2 1 1h-7l2 4h-4q-4-4-1-7"/><path fill="#3c3960" d="m46 68-2 5q-2-2-4-1l-2-4z"/><path fill="#76767a" d="M52 69q-3 3-1 7l-7 2-6-2q-2-3-1-4h4q2-1 4 1l2-5q3-3 5 1"/><path fill="#8f978b" d="m38 76 6 2q-1 7-6 2z"/></svg> | |
{
"bytes": "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",
"path": "41c8aee62115132ddc7f6954b0839ddfd49b28ee249bfa95044d1b75b3af71d1.png"
} | Generate code for a svg of a there is a man riding a skateboard on a ramp | <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 0 160 90" style="enable-background:new 0 0 160 90;" xml:space="preserve">
<style type="text/css">
.st0{fill:#BBBBBB;}
.st1{fill-rule:evenodd;clip-rule:evenodd;fill:#FFFFFF;}
.st2{fill:#FFFFFF;}
</style>
<polygon class="st0" points="46.1,49.2 46.1,39.4 30.7,39.4 30.7,36 46.1,36 46.1,28.6 24.6,28.6 24.6,49.2 "/>
<path class="st1" d="M14.6,21.4v40H18v-40h32.8V36h-20v3.4h20v29.4H3.4V21.4H14.6z M54.1,18H0v54.1h54.1V18z"/>
<polygon class="st2" points="68.6,33.4 68.6,21.4 70.6,21.4 70.6,26.8 74.7,21.4 77.3,21.4 73.6,26 77.4,33.4 75.1,33.4 72.3,27.7
70.6,29.8 70.6,33.4 "/>
<path class="st2" d="M80.2,18.6c0.3-0.4,0.8-0.6,1.3-0.6c0.8,0,1.7,0.4,2.5,0.4c0.5,0,1-0.2,1.4-0.6h0.1v1.8
c-0.3,0.4-0.8,0.6-1.2,0.6c-0.8,0-1.8-0.4-2.6-0.4c-0.5,0-1,0.2-1.3,0.6h-0.1L80.2,18.6z M80,27.4c0,1.8,0.6,4.3,2.8,4.3
c2.2,0,2.7-2.5,2.7-4.3c0-2.9-1.1-4.3-2.7-4.3C81.2,23.1,80,24.5,80,27.4 M87.7,27.5c0,3.1-1.3,6.1-4.9,6.1c-3.5,0-4.9-3-4.9-6.1
c0-4.3,2-6.3,4.9-6.3C85.7,21.2,87.7,23.2,87.7,27.5"/>
<path class="st2" d="M93.4,23.3h-1.6v3.5h1.6c1.2,0,1.9-0.5,1.9-1.8S94.7,23.3,93.4,23.3 M91.8,33.4h-2v-12h3.8
c2.4,0,3.8,1.2,3.8,3.6c0.1,1.4-0.7,2.8-2,3.4l3.1,5.1h-2.4l-2.6-4.8h-1.7C91.8,28.7,91.8,33.4,91.8,33.4z"/>
<path class="st2" d="M106.2,24.8c0-0.5-0.3-1-0.7-1.3c-0.4-0.3-0.9-0.5-1.4-0.4c-1.7,0-2.8,1.3-2.8,4.1c0,1.9,0.5,4.5,2.9,4.5
c0.8,0,1.5-0.3,2.1-0.8v-2H104V27h4.4v4.6c-1,1.3-2.5,2-4.1,2c-3,0-5-2.4-5-6.2l0,0c0-3.1,1.2-6.2,4.9-6.2c2.7,0,4.2,1.7,4.2,3.6
C108.4,24.8,106.2,24.8,106.2,24.8z"/>
<polygon class="st2" points="110.8,33.4 110.8,21.4 117.5,21.4 117.5,23.3 112.8,23.3 112.8,26.2 117.1,26.2 117.1,28.1 112.8,28.1
112.8,31.6 117.7,31.6 117.7,33.4 "/>
<path class="st2" d="M121.7,33.4h-2v-12h3.4l1.8,7.6c0.1,0.5,0.2,1.1,0.3,1.7l0,0c0.1-0.4,0.2-1.1,0.3-1.7l1.8-7.5h3.4v12.1h-2v-8
c0-0.6,0-1.2,0.1-1.8l0,0v0.1c-0.1,0.6-0.2,1.1-0.4,1.7l-2,8H124l-2-8c-0.2-0.6-0.3-1.2-0.4-1.8l0,0c0,0.3,0.1,0.9,0.1,1.8V33.4z"/>
<polygon class="st2" points="68.6,51.1 68.6,39 70.6,39 70.6,44.5 74.7,39 77.3,39 73.6,43.7 77.4,51.1 75.1,51.1 72.3,45.4
70.6,47.4 70.6,51.1 "/>
<path class="st2" d="M78.3,46.5V39h2v7.5c0,2.1,0.7,2.8,2,2.8c1.2,0,2-0.8,2-2.8V39h2v7.5c0,3.3-1.2,4.8-4,4.8S78.3,49.8,78.3,46.5"
/>
<path class="st2" d="M94.3,45.9c0.2,0.4,0.5,0.9,0.6,1.2l0,0c0-0.3,0-0.8,0-1.3V39h1.9v12.1h-2l-3.5-6.9c-0.2-0.4-0.5-0.9-0.5-1.2
h-0.1c0,0.3,0,0.8,0,1.3V51h-1.9V39h2L94.3,45.9z"/>
<path class="st2" d="M104.5,42.4c0-0.5-0.2-0.9-0.5-1.2s-0.8-0.5-1.3-0.4c-1,0-1.7,0.6-1.7,1.3c0,2.4,5.8,0.9,5.8,5.5
c0,2.4-1.6,3.7-3.9,3.7c-1.1,0.1-2.2-0.3-3-1.1s-1.2-1.9-1.2-3h2c0,0.6,0.2,1.1,0.6,1.5s1,0.6,1.6,0.6c0.5,0,0.9-0.1,1.3-0.4
c0.4-0.3,0.6-0.8,0.6-1.3c0-2.7-5.8-1.3-5.8-5.4c0-2,1.4-3.4,3.8-3.4c2.3,0,3.8,1.3,3.8,3.5L104.5,42.4z"/>
<polygon class="st2" points="110.3,51.1 110.3,40.9 107.4,40.9 107.4,39 115.3,39 115.3,40.9 112.4,40.9 112.4,51.1 "/>
<rect x="116.8" y="39" class="st2" width="2" height="12.1"/>
<polygon class="st2" points="121.2,51.1 121.2,39 123.3,39 123.3,44.5 127.4,39 130,39 126.3,43.7 130.1,51.1 127.7,51.1
124.9,45.4 123.3,47.5 123.3,51.1 "/>
<path class="st2" d="M132.7,45.1c0,1.8,0.6,4.3,2.8,4.3s2.7-2.5,2.7-4.3c0-2.9-1.1-4.3-2.7-4.3C133.8,40.8,132.7,42.1,132.7,45.1
M140.3,45.2c0,3.1-1.3,6.1-4.9,6.1c-3.5,0-4.9-3-4.9-6.1c0-4.3,2-6.3,4.9-6.3C138.3,38.8,140.3,40.8,140.3,45.2"/>
<path class="st2" d="M144,45.1c0,1.8,0.6,4.3,2.8,4.3s2.7-2.5,2.7-4.3c0-2.9-1.1-4.3-2.7-4.3C145.2,40.8,144,42.1,144,45.1
M151.7,45.2c0,3.1-1.3,6.1-4.9,6.1c-3.5,0-4.9-3-4.9-6.1c0-4.3,2-6.3,4.9-6.3C149.7,38.8,151.7,40.8,151.7,45.2"/>
<polygon class="st2" points="153.8,51.1 153.8,39 155.8,39 155.8,49.2 160,49.2 160,51.1 "/>
<path class="st2" d="M70.6,58.6v3.6h1.7c1.2,0,1.9-0.6,1.9-1.9c0-1.3-0.6-1.8-1.9-1.8L70.6,58.6z M70.6,68.8h-2V56.7h3.9
c2.4,0,3.8,1.3,3.8,3.7c0.1,1-0.3,2.1-1,2.8s-1.8,1.1-2.8,1h-1.8L70.6,68.8L70.6,68.8z"/>
<path class="st2" d="M79.5,64.3h3l-1.2-4c-0.1-0.4-0.2-0.7-0.3-1.1l0,0c-0.1,0.4-0.1,0.7-0.3,1.1L79.5,64.3z M83.1,66.2H79l-0.8,2.5
h-2.1L80,56.6h2.2l4,12.1H84L83.1,66.2z"/>
<polygon class="st2" points="87.4,68.8 87.4,56.7 89.5,56.7 89.5,66.9 93.7,66.9 93.7,68.8 "/>
<polygon class="st2" points="95.4,68.8 95.4,56.7 97.4,56.7 97.4,66.9 101.6,66.9 101.6,68.8 "/>
<path class="st2" d="M105.7,64.3h3l-1.2-4c-0.1-0.4-0.2-0.7-0.3-1.1l0,0c-0.1,0.4-0.1,0.7-0.3,1.1L105.7,64.3z M109.3,66.2h-4.1
l-0.8,2.5h-2.1l3.9-12.1h2.2l4,12.1h-2.2L109.3,66.2z"/>
<path class="st2" d="M119.1,60c0-0.5-0.2-0.9-0.5-1.2s-0.8-0.5-1.3-0.4c-1,0-1.7,0.6-1.7,1.3c0,2.4,5.8,0.9,5.8,5.5
c0,2.4-1.5,3.7-3.9,3.7c-1.1,0.1-2.2-0.3-3-1.1c-0.8-0.8-1.2-1.9-1.2-3h2c0,0.6,0.2,1.1,0.6,1.5s1,0.6,1.6,0.6
c0.5,0,0.9-0.1,1.3-0.4s0.6-0.8,0.6-1.3c0-2.7-5.8-1.3-5.8-5.4c0-2,1.4-3.4,3.8-3.4c2.3,0,3.8,1.3,3.8,3.5L119.1,60z"/>
</svg> | |
{
"bytes": "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",
"path": "42139c6d4da5b60e90c0d7fe93cbcc0bc444f9d73e11a2e7bc1f093db7d19dca.png"
} | Generate code for a svg of a a diagram of a data flow with several different types of data | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" width="601px" height="359px" viewBox="-0.5 -0.5 601 359" content="<mxfile host="Electron" modified="2022-04-13T10:53:46.713Z" agent="5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/16.5.1 Chrome/96.0.4664.110 Electron/16.0.7 Safari/537.36" version="16.5.1" etag="opXQz7qwXd_E7fvFGsfL" type="device"><diagram id="wH_Op19VZKX_8mYSCGoz">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</diagram></mxfile>"><defs/><g><path d="M 60 60 L 60 80 L 133.63 80" fill="none" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" stroke-dasharray="3 3" pointer-events="stroke"/><path d="M 138.88 80 L 131.88 83.5 L 133.63 80 L 131.88 76.5 Z" fill="rgb(0, 0, 0)" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="all"/><path d="M 60 60 L 60 100 L 153.63 100" fill="none" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 158.88 100 L 151.88 103.5 L 153.63 100 L 151.88 96.5 Z" fill="rgb(0, 0, 0)" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="all"/><rect x="0" y="0" width="120" height="60" fill="#ffe6cc" stroke="#d79b00" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility" style="overflow: visible; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 118px; height: 1px; padding-top: 30px; margin-left: 1px;"><div data-drawio-colors="color: rgb(0, 0, 0); " style="box-sizing: border-box; font-size: 0px; text-align: center;"><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; pointer-events: all; white-space: normal; overflow-wrap: normal;">Discovery Analysis Report</div></div></div></foreignObject><text x="60" y="34" fill="rgb(0, 0, 0)" font-family="Helvetica" font-size="12px" text-anchor="middle">Discovery Analysis R...</text></switch></g><rect x="140" y="50" width="120" height="60" fill="#ffe6cc" stroke="#d79b00" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility" style="overflow: visible; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 118px; height: 1px; padding-top: 80px; margin-left: 141px;"><div data-drawio-colors="color: rgb(0, 0, 0); " style="box-sizing: border-box; font-size: 0px; text-align: center;"><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; pointer-events: all; white-space: normal; overflow-wrap: normal;">Annotation</div></div></div></foreignObject><text x="200" y="84" fill="rgb(0, 0, 0)" font-family="Helvetica" font-size="12px" text-anchor="middle">Annotation</text></switch></g><rect x="150" y="60" width="120" height="60" fill="#ffe6cc" stroke="#d79b00" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility" style="overflow: visible; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 118px; height: 1px; padding-top: 90px; margin-left: 151px;"><div data-drawio-colors="color: rgb(0, 0, 0); " style="box-sizing: border-box; font-size: 0px; text-align: center;"><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; pointer-events: all; white-space: normal; overflow-wrap: normal;">Fingerprint<br />Annotation</div></div></div></foreignObject><text x="210" y="94" fill="rgb(0, 0, 0)" font-family="Helvetica" font-size="12px" text-anchor="middle">Fingerprint...</text></switch></g><path d="M 60 60 L 60 90 L 143.63 90" fill="none" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" stroke-dasharray="3 3" pointer-events="stroke"/><path d="M 148.88 90 L 141.88 93.5 L 143.63 90 L 141.88 86.5 Z" fill="rgb(0, 0, 0)" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="all"/><path d="M 220 130 L 220 190 L 253.63 190" fill="none" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 258.88 190 L 251.88 193.5 L 253.63 190 L 251.88 186.5 Z" fill="rgb(0, 0, 0)" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="all"/><path d="M 220 130 L 220 259.63" fill="none" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" stroke-dasharray="3 3" pointer-events="stroke"/><path d="M 220 264.88 L 216.5 257.88 L 220 259.63 L 223.5 257.88 Z" fill="rgb(0, 0, 0)" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="all"/><rect x="160" y="70" width="120" height="60" fill="#ffe6cc" stroke="#d79b00" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility" style="overflow: visible; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 118px; height: 1px; padding-top: 100px; margin-left: 161px;"><div data-drawio-colors="color: rgb(0, 0, 0); " style="box-sizing: border-box; font-size: 0px; text-align: center;"><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; pointer-events: all; white-space: normal; overflow-wrap: normal;">Schema Analysis<br />Annotation</div></div></div></foreignObject><text x="220" y="104" fill="rgb(0, 0, 0)" font-family="Helvetica" font-size="12px" text-anchor="middle">Schema Analysis...</text></switch></g><path d="M 320 220 L 320 343.63" fill="none" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" stroke-dasharray="3 3" pointer-events="stroke"/><path d="M 320 348.88 L 316.5 341.88 L 320 343.63 L 323.5 341.88 Z" fill="rgb(0, 0, 0)" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="all"/><path d="M 380 190 L 473.63 190" fill="none" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 478.88 190 L 471.88 193.5 L 473.63 190 L 471.88 186.5 Z" fill="rgb(0, 0, 0)" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="all"/><rect x="260" y="160" width="120" height="60" fill="#ffe6cc" stroke="#d79b00" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility" style="overflow: visible; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 118px; height: 1px; padding-top: 190px; margin-left: 261px;"><div data-drawio-colors="color: rgb(0, 0, 0); " style="box-sizing: border-box; font-size: 0px; text-align: center;"><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; pointer-events: all; white-space: normal; overflow-wrap: normal;">Data Field</div></div></div></foreignObject><text x="320" y="194" fill="rgb(0, 0, 0)" font-family="Helvetica" font-size="12px" text-anchor="middle">Data Field</text></switch></g><rect x="390" y="256" width="120" height="60" fill="#ffe6cc" stroke="#d79b00" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility" style="overflow: visible; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 118px; height: 1px; padding-top: 286px; margin-left: 391px;"><div data-drawio-colors="color: rgb(0, 0, 0); " style="box-sizing: border-box; font-size: 0px; text-align: center;"><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; pointer-events: all; white-space: normal; overflow-wrap: normal;">Data Class<br />Annotation</div></div></div></foreignObject><text x="450" y="290" fill="rgb(0, 0, 0)" font-family="Helvetica" font-size="12px" text-anchor="middle">Data Class...</text></switch></g><path d="M 320 220 L 320 286 L 383.63 286" fill="none" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 388.88 286 L 381.88 289.5 L 383.63 286 L 381.88 282.5 Z" fill="rgb(0, 0, 0)" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="all"/><rect x="480" y="160" width="120" height="60" fill="#e1d5e7" stroke="#9673a6" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility" style="overflow: visible; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 118px; height: 1px; padding-top: 190px; margin-left: 481px;"><div data-drawio-colors="color: rgb(0, 0, 0); " style="box-sizing: border-box; font-size: 0px; text-align: center;"><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; pointer-events: all; white-space: normal; overflow-wrap: normal;">Schema Attribute</div></div></div></foreignObject><text x="540" y="194" fill="rgb(0, 0, 0)" font-family="Helvetica" font-size="12px" text-anchor="middle">Schema Attribute</text></switch></g><path d="M 280 100 L 473.63 100" fill="none" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="stroke"/><path d="M 478.88 100 L 471.88 103.5 L 473.63 100 L 471.88 96.5 Z" fill="rgb(0, 0, 0)" stroke="rgb(0, 0, 0)" stroke-miterlimit="10" pointer-events="all"/><rect x="480" y="70" width="120" height="60" fill="#e1d5e7" stroke="#9673a6" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility" style="overflow: visible; text-align: left;"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 118px; height: 1px; padding-top: 100px; margin-left: 481px;"><div data-drawio-colors="color: rgb(0, 0, 0); " style="box-sizing: border-box; font-size: 0px; text-align: center;"><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: rgb(0, 0, 0); line-height: 1.2; pointer-events: all; white-space: normal; overflow-wrap: normal;">Schema Type</div></div></div></foreignObject><text x="540" y="104" fill="rgb(0, 0, 0)" font-family="Helvetica" font-size="12px" text-anchor="middle">Schema Type</text></switch></g></g><switch><g requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"/><a transform="translate(0,-5)" xlink:href="https://www.diagrams.net/doc/faq/svg-export-text-problems" target="_blank"><text text-anchor="middle" font-size="10px" x="50%" y="100%">Text is not SVG - cannot display</text></a></switch></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green hexagon with small white circles inside. | <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="#a6e674" d="M85 0h11v5l-2-3v6l-1-1-3 5-3-2-2 7 1 2-4 2 1 1-3 6v15q-4 2-7 1l1-2q-6-6-4-13l-7-1q-4-4-9-4l-6-3-4 2q-1-3 1-4h7q-4-2-3-5 15 1 1-4-6 4-7-2l-2 2-1-4h-8q4-6 10-3l4 5q4-9 13-3 3-4 6-1l8-2q-3-1 0-1l2 2q-4 4 0 7 1-9 10-10"/><path fill="#a7e674" d="M0 0h85q-9 1-10 10-4-3 0-7l-2-2q-3 0 0 1l-8 2q-3-3-6 1-9-6-13 3l-4-5q-6-3-10 3h8l1 4 2-2q1 6 7 2 14 5-1 4-1 3 3 5h-7q-2 1-1 4l-2 1-3-1q0-3 3-5-3-4-2-7h-3l-4 6-12 5-2 2v5q-6 3 0 2l4-3 2 1-2 8q-2-3-2 0l4 1-1 7-2 1 7 14q-3 2-3 5l-1-6-1-1-6 9q-7-3-13 4l1 4-3 7q1 5-2 9l-1-1z"/><path fill="#a3e66d" d="M96 5v54l-2-1-2-11-12 5q-7 5-2 11l-4 1v9l3 3-3 1h-3q-3-7 2-13l-3-1 2-1 2-10q-1-4-4 0l-1-1q-2 3 1 7l-3 1q0 5-4 6v4l-3-4h-5l9-6 2-1V33l-12-9q5 0 9 4l7 1q-2 7 4 13l-1 2q3 1 7-1V28l3-6-1-1 4-2-1-2 2-7 3 2 3-5 1 1V2z"/><path fill="#55cb2c" d="m54 24 12 9v25l-2 1 1-22q-4-1-6 1L48 27q-6 2-4 8-4 0-4 3-2-2-2 1l2 1-2 2q-3 2 0 3l3 4-1 3-8 7-2-1V31l12-7 2-1 4-2z"/><path fill="#b1e991" d="M58 29v3q-3-1 0-3"/><path fill="#e4f2d5" d="m40 38-2 1q0-3 2-1"/><path fill="#f2f7e6" d="M38 42q3 2 0 3-3-1 0-3"/><path fill="#56c934" d="m64 59-9 6-10 2-13-8 8-7 1-3-3-4q3-1 0-3l2-2-2-1 2-1q0-3 4-3-2-6 4-8l11 11q2-2 6-1z"/><path fill="#f1f9ed" d="M55 40q2-1 4 2l-4 2z"/><path fill="#e9f4e0" d="M47 37q5-1 3 4-6 0-3-4"/><path fill="#e8f5e2" d="M46 48q5-1 3 4-6 0-3-4"/><path fill="#a5e671" d="m42 24-12 7v27l2 1 13 8 10-2h5l3 4v-4q4-1 4-6l3-1q-3-4-1-7l1 1q3-4 4 0l-2 10-2 1 3 1q-5 6-2 13h3l-4 1-7 7 1 3-8-6v14H45q-1-3 1-4l4-3q-2-3-1-5 5-2-1-2-2 6-7 2v-8h-1l-2 3q-1-3-3 0-3-4 2-4l-1-1 2-4-2-1-2 5q-2-3-5-4l3-4q-4-3-3-6l-7-14 2-1 1-7-4-1q0-3 2 0l2-8-2-1-4 3q-6 1 0-2v-5l2-2 12-5 4-6h3q-1 3 2 7-3 2-3 5z"/><path fill="#f0f7ec" d="M55 50q5 2 0 3z"/><path fill="#f6f8ec" d="M40 52q2-1 3 1-3 1-3-1"/><path fill="#a9e674" d="M29 60q-1 3 3 6l-3 4q3 1 5 4l2-5 2 1-2 4 1 1q-5 0-2 4 2-3 3 0l2-3h1v8q5 4 7-2 6 0 1 2-1 2 1 5l-4 3q-2 1-1 4H0v-6l1 1q3-4 2-9l3-7-1-4q6-7 13-4l6-9 1 1 1 6q0-3 3-5"/><path fill="#f3f9e9" d="M52 61q2 0 1 2z"/><path fill="#f1f6d8" d="M96 81v8q-3-2-4-5 0-3 4-3"/><path fill="#ade876" d="M96 59v22q-4 0-4 3 1 3 4 5v7H56V82l8 6-1-3 7-7 4-1 3-1-3-3v-9l4-1q-5-6 2-11l12-5 2 11z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f48f.png"
} | Generate code for a svg of a kiss | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="head_354_">
<path d="M25.73,34.74c27.05,0,31.37,19.51,31.37,47.59c0,23.97-10.35,39.27-28.5,41.22 c-9.35,1-17.91-0.79-24.6-5.64V40.6C9.31,36.83,16.38,34.74,25.73,34.74z" style="fill:#FFCA28;"/>
</g>
<g id="eyebrows_179_">
<path d="M21.35,77.36c-0.97-1.29-3.22-3.16-7.58-3.16s-6.61,1.87-7.58,3.16c-0.43,0.57-0.32,1.23-0.02,1.62 c0.28,0.37,1.09,0.71,1.99,0.41c0.9-0.31,2.66-1.22,5.61-1.24c2.95,0.02,4.71,0.93,5.61,1.24c0.9,0.31,1.72-0.04,1.99-0.41 C21.67,78.59,21.78,77.93,21.35,77.36z" style="fill:#6D4C41;"/>
<path d="M54.33,77.36c-0.97-1.29-3.22-3.16-7.58-3.16s-6.61,1.87-7.58,3.16c-0.43,0.57-0.32,1.23-0.02,1.62 c0.28,0.37,1.09,0.71,1.99,0.41c0.9-0.31,2.66-1.22,5.61-1.24c2.95,0.02,4.71,0.93,5.61,1.24c0.9,0.31,1.72-0.04,1.99-0.41 C54.65,78.59,54.76,77.93,54.33,77.36z" style="fill:#6D4C41;"/>
</g>
<g id="eyes_176_">
<path d="M19.35,85.64c0.67-0.79,1.07-0.16,1.2,0.36c0.45,1.76-0.25,4.54-3.47,5.43 c-4.36,1.2-8.76-1.42-9.25-4.98c-0.06-0.44,0.43-0.77,0.82-0.55c1.31,0.72,2.93,2.23,6.3,1.88 C18.23,87.45,18.63,86.49,19.35,85.64z" style="fill:#404040;"/>
<path d="M52.2,85.64c0.67-0.79,1.07-0.16,1.2,0.36c0.45,1.76-0.25,4.54-3.47,5.43 c-4.36,1.2-8.76-1.42-9.25-4.98c-0.06-0.44,0.43-0.77,0.82-0.55c1.31,0.72,2.93,2.23,6.3,1.88C51.08,87.45,51.48,86.49,52.2,85.64 z" style="fill:#404040;"/>
</g>
<path id="mouth_104_" d="M36.35,114.85c3.02,0.38,8.02-2.23,6.91-5.19c-0.42-1.12-2.1-1.45-2.1-1.45 s2.76-3.12,1.34-4.76c-1.91-2.21-5.07-0.59-7.43-1.27c-0.48-0.14-0.99-0.36-1.46-0.2c0.2,0.94,0.76,1.62,1.95,2.04 c1.34,0.47,2.8,0.2,3.54,0.83c0.76,0.66,0.11,1.59-0.87,2.17c-1.39,0.82-3.47,1.24-3.37,1.9c0.11,0.72,2.49,0.8,3.02,0.95 c0.48,0.14,1.18,0.32,1.39,0.83c0.38,0.89-0.93,1.85-1.6,2.25c-0.74,0.44-2.61,0.93-2.68,0.99c-0.14,0.12-0.11,0.37,0.02,0.51 C35.14,114.6,36.06,114.81,36.35,114.85z" style="fill:#795548;"/>
<path id="nose_177_" d="M38.35,93.53c-0.11-0.04-0.22-0.07-0.33-0.09h-7.33c-0.11,0.01-0.22,0.04-0.33,0.09 c-0.66,0.27-1.03,0.96-0.72,1.69c0.31,0.73,1.77,2.79,4.71,2.79c2.94,0,4.4-2.06,4.71-2.79C39.37,94.49,39.01,93.8,38.35,93.53z" style="fill:#E59600;"/>
<path id="hair_604_" d="M62.52,55.44c-1.44-5.5-3.51-16.65-11.47-22.57c-11.22-8.35-18.1-2.25-20.55-3.78 c-2.51-1.56-2.46-5.44-0.84-7.92c0,0-10.1-0.63-10.27,9.57C13.84,28.07,7.37,29.97,4,32.58v38.48 c17.28-0.69,27.89-13.08,36.67-14.16c3.4-0.42,7.01,6.28,8.35,6.27c1.11-0.01,5.86-3.42,6.89,1c0.97,4.17,1.19,15.34,1.19,15.34 C62.18,73.52,65.28,66.01,62.52,55.44z" style="fill:#543930;"/>
<g id="hairHighlights_29_">
<radialGradient id="SVGID_1_" cx="33.7231" cy="27.0522" gradientTransform="matrix(0.9378 0.3473 -0.3751 1.0129 12.247 -12.0618)" gradientUnits="userSpaceOnUse" r="11.7799">
<stop offset="0.2059" style="stop-color:#6D4C41"/>
<stop offset="0.6463" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M37.38,28.49c0,0-1.37,0.18-2.58,0.42c-1.83,0.36-3.86,0.74-4.71-0.04 c-2.02-1.86-2.05-5.22-0.43-7.7c-0.02,0.02-2.83,1.04-4.23,5.09c-0.71,2.07-1.24,8.83,3.53,11.02c6.27,2.88,13.74,1.1,15.53-1.02 C46.78,33.57,39.88,27.92,37.38,28.49z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="28.4082" cy="31.3451" gradientTransform="matrix(0.9051 0.4252 -0.6155 1.3102 21.987 -21.8025)" gradientUnits="userSpaceOnUse" r="9.0336">
<stop offset="0.598" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M30.5,29.09c-2.51-1.56-2.46-5.44-0.84-7.92c-0.08,0.12-1.8,0.08-1.99,0.11 c-1.48,0.2-2.94,0.66-4.22,1.44c-1.67,1.03-2.88,2.6-3.5,4.46c-0.45,1.33-0.61,2.57-0.52,3.78c0,0,2.19,1.39,2.53,4.7 C22.01,36.3,31.75,29.86,30.5,29.09z" style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="30.9113" cy="54.0339" gradientTransform="matrix(0.9554 -0.2952 0.2576 0.8338 -12.5431 18.1055)" gradientUnits="userSpaceOnUse" r="36.3112">
<stop offset="0.6022" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M18.26,49.03c1.55-2.59,3.29-8.22,3.64-11.22c0.14-1.22,0.08-2.29-0.15-3.21 c-0.47-1.88-1.48-3.18-2.8-4.03C10.48,27.39,4.28,32.37,4,32.58V64C4.27,64.05,11.84,59.77,18.26,49.03z" style="fill:url(#SVGID_3_);"/>
<radialGradient id="SVGID_4_" cx="49.402" cy="51.2433" gradientTransform="matrix(1 0 0 1.5527 0 -28.3221)" gradientUnits="userSpaceOnUse" r="18.5519">
<stop offset="0.4751" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="0.8446" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M62.52,55.44c-1.44-5.5-3.51-16.65-11.47-22.57c-1.52-1.13-2.95-1.99-4.31-2.64l2.28,32.94 c1.11-0.01,5.86-3.42,6.89,1c0.97,4.17,1.19,15.34,1.19,15.34C62.18,73.52,65.28,66.01,62.52,55.44z" style="fill:url(#SVGID_4_);"/>
</g>
</g>
<g>
<g id="head_351_">
<path d="M102.27,34.74c-27.05,0-31.37,19.51-31.37,47.59c0,23.97,10.35,39.27,28.5,41.22 c9.35,1,17.91-0.79,24.6-5.64V40.6C118.69,36.83,111.62,34.74,102.27,34.74z" style="fill:#FFCA28;"/>
</g>
<g id="eyebrows_175_">
<path d="M106.65,77.36c0.97-1.29,3.22-3.16,7.58-3.16c4.36,0,6.61,1.87,7.58,3.16 c0.43,0.57,0.32,1.23,0.02,1.62c-0.28,0.37-1.09,0.71-1.99,0.41c-0.9-0.31-2.66-1.22-5.61-1.24c-2.95,0.02-4.71,0.93-5.61,1.24 c-0.9,0.31-1.72-0.04-1.99-0.41C106.33,78.59,106.22,77.93,106.65,77.36z" style="fill:#6D4C41;"/>
<path d="M73.67,77.36c0.97-1.29,3.22-3.16,7.58-3.16c4.36,0,6.61,1.87,7.58,3.16 c0.43,0.57,0.32,1.23,0.02,1.62c-0.28,0.37-1.09,0.71-1.99,0.41c-0.9-0.31-2.66-1.22-5.61-1.24c-2.95,0.02-4.71,0.93-5.61,1.24 c-0.9,0.31-1.72-0.04-1.99-0.41C73.35,78.59,73.24,77.93,73.67,77.36z" style="fill:#6D4C41;"/>
</g>
<g id="eyes_172_">
<path d="M108.65,85.64c-0.67-0.79-1.07-0.16-1.2,0.36c-0.45,1.76,0.25,4.54,3.47,5.43 c4.36,1.2,8.76-1.42,9.25-4.98c0.06-0.44-0.43-0.77-0.82-0.55c-1.31,0.72-2.93,2.23-6.3,1.88 C109.76,87.45,109.37,86.49,108.65,85.64z" style="fill:#404040;"/>
<path d="M75.8,85.64c-0.67-0.79-1.07-0.16-1.2,0.36c-0.45,1.76,0.25,4.54,3.47,5.43 c4.36,1.2,8.76-1.42,9.25-4.98c0.06-0.44-0.43-0.77-0.82-0.55c-1.31,0.72-2.93,2.23-6.3,1.88C76.92,87.45,76.52,86.49,75.8,85.64z " style="fill:#404040;"/>
</g>
<path id="mouth_101_" d="M91.65,114.85c-3.02,0.38-8.02-2.23-6.91-5.19c0.42-1.12,2.1-1.45,2.1-1.45 s-2.76-3.12-1.34-4.76c1.91-2.21,5.07-0.59,7.43-1.27c0.48-0.14,0.99-0.36,1.46-0.2c-0.2,0.94-0.76,1.62-1.95,2.04 c-1.34,0.47-2.8,0.2-3.54,0.83c-0.76,0.66-0.11,1.59,0.87,2.17c1.39,0.82,3.47,1.24,3.37,1.9c-0.11,0.72-2.49,0.8-3.02,0.95 c-0.48,0.14-1.18,0.32-1.39,0.83c-0.38,0.89,0.93,1.85,1.6,2.25c0.74,0.44,2.61,0.93,2.68,0.99c0.14,0.12,0.11,0.37-0.02,0.51 C92.86,114.6,91.94,114.81,91.65,114.85z" style="fill:#795548;"/>
<path id="nose_174_" d="M89.65,93.53c0.11-0.04,0.22-0.07,0.33-0.09h7.33c0.11,0.01,0.22,0.04,0.33,0.09 c0.66,0.27,1.03,0.96,0.72,1.69c-0.31,0.73-1.77,2.79-4.71,2.79c-2.94,0-4.4-2.06-4.71-2.79C88.62,94.49,88.99,93.8,89.65,93.53z" style="fill:#E59600;"/>
<path id="hair_609_" d="M124,27.87c0,0-2.95-2.12-9.37-0.63c-2.82,0.65-5.76,3.38-8.22,1.85 c-2.51-1.56-2.46-5.44-0.84-7.92c0,0-10.1-0.63-10.27,9.57c-5.58-2.7-12.1-0.75-15.45,1.89c-6.14,4.84-5.36,12.19-5.36,12.19 s-15.59,4.76-7.71,24.74c0,0-1.73,2.4-1.16,8.61c0.39,4.26,2.47,8.19,5.46,9.39c0,0,0.5-20.15,1.61-19.88 c5.06,1.23,9.25,0.04,11.15-0.61c10.89-3.71,15.57-10.67,23.03-10.13c2.7,0.19,4.62,6.26,5.96,6.25c1.11-0.01,6.25-4.18,8.6-0.29 c0.95,1.58,1.73,2.92,2.58,4.1V27.87z" style="fill:#543930;"/>
<g id="hairHighlights_34_">
<radialGradient id="SVGID_5_" cx="106.8273" cy="26.9505" gradientTransform="matrix(0.9378 0.3473 -0.3621 0.9777 16.4069 -36.4981)" gradientUnits="userSpaceOnUse" r="11.5639">
<stop offset="0.1767" style="stop-color:#6D4C41"/>
<stop offset="0.6628" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M124,27.87c0,0-2.95-2.12-9.37-0.63c-2.82,0.65-5.76,3.38-8.22,1.85 c-2.51-1.56-2.46-5.44-0.84-7.92c-0.02,0.02-3.72,1.14-5.12,4.44c-2.82,6.61-1.29,18.29,23.57,21.54 C123.91,47.15,124,30.05,124,27.87z" style="fill:url(#SVGID_5_);"/>
<radialGradient id="SVGID_6_" cx="97.6958" cy="57.3115" gradientTransform="matrix(0.81 0.5864 -0.7067 0.9762 59.058 -55.9239)" gradientUnits="userSpaceOnUse" r="33.7526">
<stop offset="0.6022" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M124,27.87c0,0-2.95-2.12-9.37-0.63c-2.82,0.65-5.76,3.38-8.22,1.85 c-2.51-1.56-7.26,25.42,17.6,28.66C123.91,57.75,124,30.05,124,27.87z" style="fill:url(#SVGID_6_);"/>
<radialGradient id="SVGID_7_" cx="84.2217" cy="50.5814" gradientTransform="matrix(1 0 0 1.3502 0 -3.3807)" gradientUnits="userSpaceOnUse" r="20.8505">
<stop offset="0.6022" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M83.56,48.67c-6.8,0.91-9.09-3.84-9.09-3.84c-9.46,3.93-9.79,10.72-9.83,15.18 c-0.03,3.3,0.83,6.51,2.12,9.56c0,0-1.82,2.9-1.26,8.66c0.28,2.86,2,7.81,5.55,9.34c0,0,0.19-7.83,0.32-10.25 c0.03-0.6,0.65-9.77,1.29-9.63C77.74,68.82,90.47,54.36,83.56,48.67z" style="fill:url(#SVGID_7_);"/>
<radialGradient id="SVGID_8_" cx="92.5006" cy="47.092" gradientTransform="matrix(0.9554 -0.2952 0.2576 0.8338 -8.0098 35.1336)" gradientUnits="userSpaceOnUse" r="19.5522">
<stop offset="0.6022" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M97.66,34.59c-1.73-6.9-12.84-5.88-17.82-1.96c-2.79,2.2-5.36,5.86-5.36,12.19 c0,0,0.92,1.33,1.7,2.03c1.26,1.13,2.86,1.8,4.54,2.03c4.42,0.6,9.07-0.69,12.55-3.5c2.35-1.9,4.21-4.57,4.55-7.58 C97.96,36.58,97.9,35.52,97.66,34.59z" style="fill:url(#SVGID_8_);"/>
<radialGradient id="SVGID_9_" cx="104.3228" cy="31.3451" gradientTransform="matrix(0.9051 0.4252 -0.6155 1.3102 29.19 -54.0784)" gradientUnits="userSpaceOnUse" r="9.0336">
<stop offset="0.598" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M106.41,29.09c-2.51-1.56-2.46-5.44-0.84-7.92c-0.08,0.12-1.8,0.08-1.99,0.11 c-1.48,0.2-2.94,0.66-4.22,1.44c-1.67,1.03-2.88,2.6-3.5,4.46c-0.45,1.33-0.61,2.57-0.52,3.78c0,0,2.19,1.39,2.53,4.7 C97.93,36.3,107.66,29.86,106.41,29.09z" style="fill:url(#SVGID_9_);"/>
</g>
</g>
<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "e7fcf61fa4cd04db4fb38a32554a9bb57a750e0e8d6bc8bc3b2c8b43204bc04f.png"
} | Generate code for a svg of a a black and white image of a arrow pointing to the word az | <svg width="16" height="16" viewBox="0 0 16 16" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M5.00007 1C5.20191 1 5.38396 1.12137 5.46159 1.30769L7.96154 7.30769C8.06775 7.56259 7.94721 7.85533 7.69231 7.96154C7.43742 8.06775 7.14469 7.94721 7.03848 7.69231L6.33329 5.99982H3.66684L2.96165 7.69231C2.85544 7.94721 2.56271 8.06775 2.30782 7.96154C2.05292 7.85533 1.93238 7.56259 2.03859 7.30769L4.53854 1.30769C4.61617 1.12137 4.79822 1 5.00007 1ZM5.00007 2.8L4.08349 4.99982H5.91664L5.00007 2.8ZM3.00047 8.99982C2.72433 8.99982 2.50048 9.22367 2.50048 9.49982C2.50048 9.77596 2.72433 9.99982 3.00047 9.99982H5.54025L2.59087 14.2131C2.48395 14.3658 2.47089 14.5653 2.55699 14.7307C2.64308 14.8961 2.81403 14.9998 3.00047 14.9998H6.50039C6.77653 14.9998 7.00038 14.776 7.00038 14.4998C7.00038 14.2237 6.77653 13.9998 6.50039 13.9998H3.96081L6.91019 9.78656C7.0171 9.63382 7.03017 9.43429 6.94407 9.26892C6.85797 9.10355 6.68702 8.99982 6.50059 8.99982H3.00047ZM8.14732 11.1464C8.34259 10.9512 8.65917 10.9512 8.85441 11.1465L11.0003 13.2928L11.0003 1.5C11.0003 1.22386 11.2241 1 11.5003 1C11.7764 1 12.0003 1.22386 12.0003 1.5L12.0003 13.2928L14.1465 11.1465C14.3417 10.9512 14.6583 10.9512 14.8535 11.1464C15.0488 11.3417 15.0488 11.6583 14.8536 11.8535L11.8538 14.8535C11.7601 14.9473 11.6329 15 11.5003 15C11.3676 15 11.2405 14.9473 11.1467 14.8535L8.14726 11.8535C7.95202 11.6582 7.95205 11.3417 8.14732 11.1464Z" fill="#212121"/>
</svg> | |
{
"bytes": "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",
"path": "132af94f93d77a27e8e8ffb9fdb72f587c5cad5abc62f1d33bb3f60d9e3612ba.png"
} | Generate code for a svg of a a black and white image of a person holding a wifi symbol | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><path d=""/><path d="M11 14H9c0-4.97 4.03-9 9-9v2c-3.87 0-7 3.13-7 7zm7-3V9c-2.76 0-5 2.24-5 5h2c0-1.66 1.34-3 3-3zM7 4c0-1.11-.89-2-2-2s-2 .89-2 2 .89 2 2 2 2-.89 2-2zm4.45.5h-2C9.21 5.92 7.99 7 6.5 7h-3C2.67 7 2 7.67 2 8.5V11h6V8.74c1.86-.59 3.25-2.23 3.45-4.24zM19 17c1.11 0 2-.89 2-2s-.89-2-2-2-2 .89-2 2 .89 2 2 2zm1.5 1h-3c-1.49 0-2.71-1.08-2.95-2.5h-2c.2 2.01 1.59 3.65 3.45 4.24V22h6v-2.5c0-.83-.67-1.5-1.5-1.5z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a vector illustration of a hat with a long braid on top, accompanied by a black and white icon of a laptop with a pencil inside, as well as a separate icon of a pen and a notebook. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<g>
<g>
<rect x="111.925" y="315.933" width="24.013" height="15.732"/>
<rect x="151.946" y="315.933" width="24.013" height="15.732"/>
<rect x="191.968" y="315.933" width="24.013" height="15.732"/>
<rect x="231.989" y="315.933" width="24.013" height="15.732"/>
<rect x="272.01" y="315.933" width="24.013" height="15.732"/>
<rect x="312.031" y="315.933" width="24.013" height="15.732"/>
<path d="M454.159,321.999l-25.011-131.309c-1.993-10.46-7.802-19.718-16.356-26.066c-2.426-1.801-5.004-3.314-7.696-4.542
l33.198-33.198l-5.562-5.563c-28.033-28.033-73.647-28.033-101.683,0l-35.024,35.025v-0.052H140.377
c-20.253,0-37.728,14.435-41.552,34.324l-33.632,174.88L0,372.789v38.914h512V315.53L454.159,321.999z M413.694,193.634
l18.807,98.734H227.534l24.726-24.726c6.49,4.337,14.112,6.665,22.094,6.665c10.653,0,20.669-4.149,28.202-11.682l90.098-90.098
c3.875,0.747,7.534,2.332,10.765,4.73C408.792,181.246,412.442,187.063,413.694,193.634z M415.66,127.272l-22.8,22.8
l-29.886-4.269l-3.585-25.097C377.637,112.752,399.28,114.937,415.66,127.272z M342.174,132.447
c0.859-0.859,1.746-1.672,2.646-2.464l4.247,29.725l29.886,4.27l-20.055,20.055l-29.886-4.27l-4.27-29.886L342.174,132.447z
M310.839,163.783l4.27,29.885l29.885,4.271l-20.055,20.055l-29.886-4.268l-4.27-29.886L310.839,163.783z M311.034,231.898
l-19.604,19.604c-4.561,4.562-10.626,7.074-17.077,7.074c-3.729,0-7.318-0.864-10.574-2.454l12.903-12.903l-11.123-11.124
l-12.904,12.904c-1.59-3.255-2.454-6.844-2.454-10.573c0-6.451,2.513-12.517,7.074-17.077l19.603-19.604l4.27,29.885
L311.034,231.898z M114.273,193.588c2.402-12.494,13.38-21.563,26.104-21.563h139.97l-34.195,34.195
c-7.533,7.533-11.682,17.548-11.682,28.203c0,7.981,2.329,15.604,6.665,22.094l-35.85,35.85H95.277L114.273,193.588z
M87.721,331.659h8.193v-15.732h-5.167l1.506-7.829h343.245l1.491,7.829h-4.894v8.539l-16.008,1.79v-10.329h-24.013v13.014
l-16.008,1.79v-14.805h-24.013v15.732h15.724L81.565,363.667L87.721,331.659z M496.268,395.971H15.732v-9.112l480.537-53.739
V395.971z"/>
</g>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "de99870a020e827b53fc17e9b72826d06f2e7c74868eb612c23369424abe7dc7.png"
} | Generate code for a svg of a a close up of a red and white cross in a circle | <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"
width="109.002px" height="109.002px" viewBox="201.498 201.5 109.002 109.002"
enable-background="new 201.498 201.5 109.002 109.002" xml:space="preserve">
<path fill="#EF0F4F" d="M294.537,217.462c-21.283-21.284-55.792-21.284-77.076,0c-21.284,21.284-21.284,55.792,0,77.077
c21.284,21.283,55.792,21.283,77.076,0C315.821,273.255,315.821,238.747,294.537,217.462z M283.195,269.143
c1.164,1.164,1.164,3.052,0,4.216l-9.837,9.838c-1.165,1.164-3.052,1.164-4.217,0L256,270.054l-13.142,13.143
c-1.164,1.164-3.052,1.164-4.216,0l-9.837-9.837c-1.164-1.165-1.164-3.053,0-4.217L241.946,256l-13.143-13.142
c-1.164-1.165-1.164-3.052,0-4.216l9.838-9.837c1.164-1.164,3.052-1.164,4.216,0L256,241.947l13.143-13.143
c1.164-1.164,3.051-1.164,4.216,0l9.837,9.837c1.164,1.165,1.164,3.052,0,4.216L270.053,256L283.195,269.143z"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a deep blue sea stretching toward 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="#04669a" d="M0 0h96v6L54 7l-7-3q-3 1-4-1-4 3-9 2l2-1Q26 1 16 5l-4-2-9 1-2-3-1 2z"/><path fill="#066ea3" d="M2 9h7l2 2 21-1 7 4 2-2h4l2 2q3-3 8-1l3-2q2 1 3-1 3 3 8 3l5-2 2 2 20-2v2h-4q-4 3-10 2l-2 2-2-2-2 2q-3-2-5-1l-11 1q-3 3-5-1-3-1-7 1l-5-2q0 5-2 0-8 1-14-2H10l-3-1v-1H2z"/><path fill="#066b9f" d="M96 6v5l-27 2q-5 0-8-3-1 2-3 1l-3 2q-5-2-8 1l-2-2h-4l-2 2-7-4-21 1-2-2H2L0 8V3l1-2 2 3 9-1 4 2q10-4 20-1l-2 1q5 1 9-2 1 2 4 1l7 3z"/><path fill="#0773a7" d="M2 11h5v1l3 1h17q6 3 14 2 2 5 2 0l5 2q4-2 7-1 2 4 5 1l11-1q2-1 5 1l2-2 2 2 2-2q6 1 10-2h4v7l-26 4-19-2-2 2h-8l-10-3q-5 1-9-2-2 0-2 3l-8-4q0 3-2 0l-7-1q-2-3-1-6"/><path fill="#0879ac" d="m0 8 2 1v2q-1 3 1 6l7 1q2 3 2 0l8 4q0-3 2-3 4 3 9 2l10 3h8l2-2 19 2 26-4v7l-14 1-3 2-23-1-3 2q-6-3-10 0-3-4-4 0l-19-6H10q-3-3-6-1l-2-2q1-3-2-1z"/><path fill="#0a7fb2" d="M96 27v5l-2-1-3 2q-7 0-12 3l-8-1-9 2-2-2h-3l-1 2H37L9 29q-2 1-5-1l-1 1-3-3v-5q3-2 2 1l2 2q3-2 6 1h10l19 6q1-4 4 0 4-3 10 0l3-2 26-1z"/><path fill="#0c86b8" d="m0 26 3 3 1-1q3 2 5 1l9 1q2 3 5 2l14 5h19l1-2h3l2 2 9-2 8 1q5-3 12-3l3-2 2 1v5l-53 5q-3-4-7-1l-2-2-4 1-30-7z"/><path fill="#118cbc" d="m2 34 28 6 4-1 2 2q4-3 7 1h11q8-4 15-1 4-4 8-1l19-3v3l-2-1-4 2q-32 5-62 2-14-4-26-4z"/><path fill="#1f91be" d="m0 33 2 1v5q12 0 26 4 30 3 62-2l4-2 2 1v2l-21 6-7-1-17 3-22-3-12-3-1 1q-6-3-13-3l-3-2z"/><path fill="#339fc6" d="m0 44 3 3 11 4 18-1 5 2 15-1 3-1 6 2q7-3 14 0l21-8v5q-4-3-5 0l-6 3-2-1-4 3-10-1-1 2q-12-3-24 0l-17-3h-5l-4 2Q8 53 0 48z"/><path fill="#2a98c2" d="m0 40 3 2q7 0 13 3l1-1 12 3 22 3 17-3 7 1 21-6v2l-21 8q-7-3-14 0l-6-2-3 1-15 1-5-2-18 1-11-4-3-3z"/><path fill="#3ba5ca" d="M96 49v3q-6-3-10 2l-1-1q-13 5-27 3l-15 2-34-4-9-3v-3q8 5 18 6l4-2h5l17 3q12-3 24 0l1-2 10 1 4-3 2 1 6-3q1-3 5 0"/><path fill="#43abcf" d="m0 51 9 3 34 4 15-2q14 2 27-3l1 1q4-5 10-2v2q-9 0-15 3l-59 3-22-5z"/><path fill="#4cb2d4" d="M96 54v5q-3-3-7-3l-13 6q-6-2-10 1l-2-1-22 2q-9-2-19-1l-6 2q-7-4-14-5l-3-2v-3l22 5a602 602 0 0074-6"/><path fill="#52b8d8" d="M96 59v9l-9-5-8 3H56q-4 0-7 3-6-3-12 0l-2-2-6 1-4-2H12q-5 5-12 5V58l3 2q7 1 14 5l6-2q10-1 19 1l34-2 13-6q4 0 7 3"/><path fill="#5cbbd9" d="M96 68v4H0v-1q7 0 12-5l23 1 2 2q6-3 12 0 3-3 7-3 2 2 4-1l19 1 8-3z"/><path fill="#52add1" d="m60 72-19 1H0v-1z"/><path fill="#46a3cc" d="M60 72h36v1H62l-16 2-5-2z"/><path fill="#086da5" d="M0 73h14l-8 1 15 5 1-1 13 5q24 4 45-8l2 1 8-2-12-1h18v2q-4 0-7 4-3-2-5 1-6-2-10 0l-14 7-23-1q-11-8-23-5-8-4-14-4z"/><path fill="#0b74ab" d="M14 73h12l5 4 8 3v3q20 2 36-9l-1-1h4l12 1-8 2-2-1q-21 12-45 8l-13-5-1 1q-1-4-4-1L6 74z"/><path fill="#2591c1" d="M30 73h7l2 2q10 1 22-1l1-1h4l-2 3q-9 0-16 3z"/><path fill="#39a0ca" d="M37 73h4l5 2h-7z"/><path fill="#1886b9" d="M26 73h4l18 6q7-3 16-3-8 4-16 4l-17-3z"/><path fill="#05609c" d="M0 80q10 1 19 4l2-1q25 10 52 1-3-1 0-1l2 1q4-4 10-2l11-2v3l-15 1q-19 6-38 8-22-7-43-10z"/><path fill="#035a98" d="M0 82q21 3 43 10 19-2 38-8l1 1 14-2v5q-11-3-20 3l-1-1-24 5H41L0 86z"/><path fill="#0e7bb1" d="M66 73h8l1 1q-16 11-36 9v-3l-8-3 17 3q8 0 16-4z"/><path fill="#0666a1" d="M96 75v5l-21 4-2-1q-3 0 0 1-27 9-52-1l-2 1q-9-3-19-4v-3q6 0 14 4 12-3 23 5l23 1 14-7q4-2 10 0 2-3 5-1 3-4 7-4"/><path fill="#025392" d="M0 86h6l35 9h10l24-5 1 1q9-6 20-3v8H0z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a vector illustration of a slice of bread in black and white. | <?xml version="1.0" encoding="utf-8"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="512px" height="512px" viewBox="0 0 512 512" enable-background="new 0 0 512 512" xml:space="preserve">
<g>
<path d="M387.465,8.753c-13.48,0-26.398,2.351-38.402,6.636c-18.961,6.772-39.591,6.756-58.56-0.008
c-11.988-4.285-24.898-6.628-38.371-6.628c-32.093,0-61.089,13.172-81.954,34.371c1.25,0.41,2.527,0.724,3.768,1.167
c5.898,2.103,12.044,3.17,18.272,3.17c6.202,0,12.325-1.059,18.198-3.162c15.896-5.673,32.529-8.545,49.452-8.545
c81.548,0,147.898,66.35,147.898,147.898c0,40.537-16.241,78.386-45.071,106.165v153.563h41.837
c29.215,0,52.894-23.678,52.894-52.893v-175.54c27.362-21.031,45.071-53.995,45.071-91.161
C502.497,60.259,450.99,8.753,387.465,8.753z"/>
<path d="M259.868,68.62c-13.481,0-26.4,2.351-38.404,6.636c-9.467,3.386-19.361,5.071-29.246,5.071
c-9.911,0-19.82-1.693-29.312-5.079c-11.988-4.285-24.899-6.628-38.371-6.628c-63.526,0-115.032,51.506-115.032,115.032
c0,37.167,17.708,70.128,45.071,91.159v175.542c0,29.215,23.679,52.894,52.894,52.894h169.466
c29.216,0,52.895-23.679,52.895-52.894V274.812c27.361-21.031,45.071-53.992,45.071-91.159
C374.9,120.126,323.394,68.62,259.868,68.62z M300.67,249.151c-44.228,31.494-18.768,75.321-5.071,138.655
c13.697,63.333,0,81.82-45.191,67.249s-73.949-18.295-124.621-1.862c-50.671,16.433-49.299-79.421-26.014-144.6
s5.472-66.286-16.433-122.318C61.435,130.244,118.667,116,129.896,114.95c32.836-3.07,49.299,19.169,94.49,36.18
c45.191,17.011,53.408-25.227,95.862,0C362.703,176.357,344.898,217.657,300.67,249.151z"/>
</g>
</svg>
| |
{
"bytes": "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",
"path": "emoji_u1f469_1f3fc_200d_1f52c.png"
} | Generate code for a svg of a woman scientist: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="hairGroup_1_">
<path id="hair_10_" d="M53.12,3.45c-41.01,0-40.68,37.92-40.68,38.52c0,24.56,1.88,59.25,11.71,72.9 c3.9,5.41,11.43,5.71,11.43,5.71l16.97-0.03l16.97,0.03c0,0,7.54-0.3,11.43-5.71c9.83-13.65,11.71-48.34,11.71-72.9 C92.66,41.37,94.13,3.45,53.12,3.45z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_2_" cx="52.5513" cy="68.9784" gradientTransform="matrix(1 0 0 -1.1901 0 141.1106)" gradientUnits="userSpaceOnUse" r="47.5316">
<stop offset="0.7936" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_1_" d="M53.12,3.45c-41.01,0-40.68,37.92-40.68,38.52 c0,24.56,1.88,59.25,11.71,72.9c3.9,5.41,11.43,5.71,11.43,5.71l16.97-0.03l16.97,0.03c0,0,7.54-0.3,11.43-5.71 c9.83-13.65,11.71-48.34,11.71-72.9C92.66,41.37,94.13,3.45,53.12,3.45z" style="fill:url(#hairHighlights_2_);"/>
</g>
<g id="coat_1_">
<radialGradient id="SVGID_1_" cx="53.3278" cy="0.2822" gradientTransform="matrix(1 0 0 -0.6035 0 127.888)" gradientUnits="userSpaceOnUse" r="68.2194">
<stop offset="0.5595" style="stop-color:#F5F5F5"/>
<stop offset="1" style="stop-color:#C6C6C6"/>
</radialGradient>
<path d="M51.92,96.45C28.3,96.52,3.81,103.78,3.81,121.5v3.04h96.23v-3.04 C100.04,103.78,75.54,96.52,51.92,96.45z" style="fill:url(#SVGID_1_);"/>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="87.9225" x2="102.3804" y1="13.0522" y2="11.1369">
<stop offset="0" style="stop-color:#9E9E9E;stop-opacity:0"/>
<stop offset="0.788" style="stop-color:#9E9E9E"/>
</linearGradient>
<path d="M90.03,105.14l-5.82,19.41h15.83v-3.04C100.04,114.46,96.17,109.08,90.03,105.14z" style="fill:url(#SVGID_2_);"/>
</g>
<g id="neck">
<path d="M52,92.53h-9.08v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98H52z" style="fill:#C48E6A;"/>
</g>
<g id="collar_1_">
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="52.21" x2="52.21" y1="22.296" y2="3.267">
<stop offset="3.200000e-03" style="stop-color:#80CBC4"/>
<stop offset="0.3326" style="stop-color:#73C6BE"/>
<stop offset="0.9409" style="stop-color:#51B8AE"/>
<stop offset="1" style="stop-color:#4DB6AC"/>
</linearGradient>
<polygon points="62.78,105.7 41.64,105.7 44.06,124.55 60.62,124.55 " style="fill:url(#SVGID_3_);"/>
<linearGradient id="SVGID_4_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="38.665" x2="38.665" y1="10.6571" y2="30.8605">
<stop offset="0.335" style="stop-color:#E0E0E0"/>
<stop offset="0.668" style="stop-color:#D0D0D0"/>
<stop offset="0.9874" style="stop-color:#BDBDBD"/>
</linearGradient>
<path d="M43.05,96.77c-5.92,0.43-8.69,0.94-8.69,0.94l-3.13,7.3l5.25,4.39l-4.88,6.15l7.12,9h7.38 L43.05,96.77z" style="fill:url(#SVGID_4_);"/>
<linearGradient id="SVGID_5_" gradientTransform="matrix(-1 0 0 -1 104.1574 128)" gradientUnits="userSpaceOnUse" x1="38.5529" x2="38.5529" y1="10.6571" y2="30.8605">
<stop offset="0.335" style="stop-color:#E0E0E0"/>
<stop offset="0.668" style="stop-color:#D0D0D0"/>
<stop offset="0.9874" style="stop-color:#BDBDBD"/>
</linearGradient>
<path d="M61.22,96.77c5.92,0.43,8.69,0.94,8.69,0.94l3.13,7.3l-5.25,4.39l4.88,6.15l-7.12,9h-7.38 L61.22,96.77z" style="fill:url(#SVGID_5_);"/>
</g>
<g id="glove_1_">
<path d="M122.32,74.01c1.14,7.79-0.11,16.87-0.11,16.87l-10.26-0.9c0,0-0.39-5.91,0-5.92L122.32,74.01z" style="fill:#80CBC4;"/>
<linearGradient id="SVGID_6_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="97.9733" x2="123.7165" y1="22.7848" y2="19.3744">
<stop offset="0.4369" style="stop-color:#F5F5F5"/>
<stop offset="1" style="stop-color:#C6C6C6"/>
</linearGradient>
<path d="M111.99,88.35c-6.66-0.81-9.59-1.6-9.59-1.6l-11.34,37.8h28.19l4.14-36.21 C123.39,88.34,120.24,89.35,111.99,88.35z" style="fill:url(#SVGID_6_);"/>
<linearGradient id="SVGID_7_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="118.5669" x2="96.0909" y1="75.4311" y2="22.72">
<stop offset="0" style="stop-color:#B3E5FC;stop-opacity:0.8"/>
<stop offset="0.0826" style="stop-color:#AEE3FC;stop-opacity:0.8165"/>
<stop offset="0.6744" style="stop-color:#8DD8FA;stop-opacity:0.9349"/>
<stop offset="1" style="stop-color:#81D4FA"/>
</linearGradient>
<path d="M110.49,113.13c-2.27,1.4-9.11,0.12-15.75-2.25 c-5.12-1.83-9.23-4.16-9.27-4.17c-0.53-0.25-5.5-2.95-5.5-5.74c0-2.32,1.96-3.89,2.44-4.43c0.07-0.07,0.1-0.1,0.1-0.1l17.46-17.59 l13.14-31.8l0.02-0.01c0,0,2.36-0.81,5.67,0.49c3.31,1.3,5.01,3.46,5.01,3.46l-0.02,0.01l-11.85,32.62c0,0,0.03,23.38,0,25.39 C111.9,111.73,111.58,112.46,110.49,113.13z" style="opacity:0.86;fill:url(#SVGID_7_);enable-background:new ;"/>
<radialGradient id="SVGID_8_" cx="112.4231" cy="39.8748" gradientTransform="matrix(0.9732 0.2302 0.2302 -0.9732 -8.1274 102.8444)" gradientUnits="userSpaceOnUse" r="25.3664">
<stop offset="0" style="stop-color:#CE93D8"/>
<stop offset="0.2054" style="stop-color:#CA8AD5"/>
<stop offset="0.5366" style="stop-color:#BF73CC"/>
<stop offset="0.9503" style="stop-color:#AD4CBE"/>
<stop offset="1" style="stop-color:#AB47BC"/>
</radialGradient>
<path d="M106.89,111.57c-5.64-2.2-17.38-6.85-23.03-9.14 c-1.53-0.63-1.93-2.6-0.77-3.77l7.43-7.49l19.51-0.94l0,19.19C110.04,111.04,108.41,112.16,106.89,111.57z" style="opacity:0.8;fill:url(#SVGID_8_);enable-background:new ;"/>
<rect height="6.8" style="fill:#FFFFFF;" transform="matrix(0.3862 -0.9224 0.9224 0.3862 -31.2497 154.3743)" width="2" x="99.37" y="97.27"/>
<rect height="6.8" style="fill:#FFFFFF;" transform="matrix(0.3862 -0.9224 0.9224 0.3862 -24.9876 152.898)" width="2" x="101.39" y="91.82"/>
<rect height="6.8" style="fill:#FFFFFF;" transform="matrix(0.3862 -0.9224 0.9224 0.3862 -18.7294 151.4282)" width="2" x="103.42" y="86.39"/>
<rect height="6.8" style="fill:#FFFFFF;" transform="matrix(0.3862 -0.9224 0.9224 0.3862 -12.4697 149.9556)" width="2" x="105.44" y="80.95"/>
<rect height="6.8" style="fill:#FFFFFF;" transform="matrix(0.3862 -0.9224 0.9224 0.3862 -6.2081 148.4794)" width="2" x="107.46" y="75.5"/>
<rect height="6.8" style="fill:#FFFFFF;" transform="matrix(0.3861 -0.9224 0.9224 0.3861 0.0518 147.0136)" width="2" x="109.48" y="70.07"/>
<rect height="6.8" style="fill:#FFFFFF;" transform="matrix(0.3861 -0.9224 0.9224 0.3861 6.3133 145.5377)" width="2" x="111.5" y="64.63"/>
<rect height="6.8" style="fill:#FFFFFF;" transform="matrix(0.3861 -0.9224 0.9224 0.3861 13.6879 143.9722)" width="2" x="114.01" y="58.3"/>
<rect height="6.8" style="fill:#FFFFFF;" transform="matrix(0.3861 -0.9224 0.9224 0.3861 19.9471 142.5016)" width="2" x="116.04" y="52.86"/>
<path d="M98.74,80.1c0,0-2.53-2.14-2.52-4.09c0.01-1.56,1.89-3.04,1.89-3.04s-1.8-2.77-1.14-4.28 c0.94-2.14,3.41-2.55,3.41-2.55s-1.12-2.79,0.65-4.43c1.26-1.17,4.9-0.68,4.9-0.68s0.36-4.58,4.82-3.43 c1.74,0.45,7.91,3.99,10.21,11.46c1.44,4.67,2,6.06,1.54,13.06c-0.2,2.97-7.71,2.97-10.54,1.95c-7.05-2.54-9.05-5.64-10.02-5.62 C100.96,78.46,98.74,80.1,98.74,80.1z" style="fill:#80CBC4;"/>
<g>
<path d="M99.61,71.23c-0.72,0.13-1.28,0.71-1.44,1.43l-0.07,0.31l4.18-1.43 C101.3,71.08,100.33,71.1,99.61,71.23z" style="fill:#26A69A;"/>
<path d="M104.69,66.42c-0.57-0.63-1.23-0.99-1.82-1.2c-0.94-0.33-1.98,0.07-2.5,0.92l0,0L104.69,66.42z" style="fill:#26A69A;"/>
<path d="M107.98,60.37c-0.73-0.29-1.6-0.07-2.04,0.58c-0.01,0.02-0.02,0.04-0.03,0.05 c1.78,0.22,4.45,1.34,4.45,1.34C109.82,61.28,108.8,60.69,107.98,60.37z" style="fill:#26A69A;"/>
</g>
<ellipse cx="95.98" cy="105.65" rx="3.35" ry="14.43" style="fill:#8F5D9B;" transform="matrix(0.3668 -0.9303 0.9303 0.3668 -37.5134 156.1842)"/>
<ellipse cx="118.37" cy="49.35" rx="3.09" ry="5.73" style="fill:#81D4FA;" transform="matrix(0.3664 -0.9305 0.9305 0.3664 29.0836 141.4058)"/>
</g>
<g id="head_1_">
<path d="M52.11,16.04L52.11,16.04L52.11,16.04c-17.2,0-33.13,12.79-33.13,39.91 c0,21.78,13.49,34.67,25.23,38.83c2.8,0.99,5.5,1.49,7.9,1.49c2.38,0,5.07-0.49,7.85-1.47c11.76-4.14,25.28-17.03,25.28-38.84 C85.24,28.83,69.31,16.04,52.11,16.04z" style="fill:#E0BB95;"/>
</g>
<path id="nose" d="M55.86,68.26c-0.11-0.04-0.21-0.07-0.32-0.08h-7.08c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69s4.25-1.99,4.55-2.69C56.85,69.19,56.5,68.52,55.86,68.26z" style="fill:#C48E6A;"/>
<path id="mouth" d="M60.53,76.35c-3.19,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.44,5.42,11.37,5.42s10.55-3.79,11.3-5.42C64.2,76.92,62.36,75.26,60.53,76.35z" style="fill:#6D4C41;"/>
<g id="eyebrows">
<path d="M43.77,49.97c-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 C44.08,51.15,44.18,50.52,43.77,49.97z" style="fill:#AB872F;"/>
<path d="M74.92,49.97c-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 C75.22,51.15,75.32,50.52,74.92,49.97z" style="fill:#AB872F;"/>
</g>
<g id="eyes">
<ellipse cx="36.54" cy="59.02" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
<ellipse cx="67.68" cy="59.02" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
</g>
<g id="goggles">
<linearGradient id="SVGID_9_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="51.6545" x2="51.6545" y1="83.691" y2="59.498">
<stop offset="0.2028" style="stop-color:#B3E5FC;stop-opacity:0.5"/>
<stop offset="1" style="stop-color:#B3E5FC;stop-opacity:0.2"/>
</linearGradient>
<path d="M31.1,44.31h42.65l5.79,5.1v15.03c0,0-3.94,5.5-13.44,3.19s-8.23-8.05-13.88-8.05 s-8.25,9.17-20.62,8.92c0,0-6.38-0.56-7.56-4.56l-0.27-16.61L31.1,44.31z" style="fill:url(#SVGID_9_);"/>
<g>
<linearGradient id="SVGID_10_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="80.2091" x2="80.2091" y1="72.2195" y2="84.847">
<stop offset="0" style="stop-color:#BDBDBD"/>
<stop offset="1" style="stop-color:#E0E0E0"/>
</linearGradient>
<path d="M88.28,54.76c0.01,0.67-0.19,1.32-0.57,1.87l-5.47,8.05c-2.06,2.85-9.3,4.43-9.3,4.43 l8.18-9.14l-1.56-11.5l-7.43-5.8c0,0,3.07,0.3,5.24,0.3s4.33,1.39,5.44,2.16l4.02,2.77c0.88,0.61,1.4,1.6,1.41,2.67L88.28,54.76z" style="fill:url(#SVGID_10_);"/>
</g>
<g>
<linearGradient id="SVGID_11_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="24.0409" x2="24.0409" y1="72.3862" y2="84.5081">
<stop offset="0" style="stop-color:#BDBDBD"/>
<stop offset="1" style="stop-color:#E0E0E0"/>
</linearGradient>
<path d="M15.97,54.76c-0.01,0.67,0.19,1.32,0.57,1.87L22,64.68c2.06,2.85,9.3,4.43,9.3,4.43 l-8.18-9.14l1.56-11.5l7.43-5.8c0,0-3.07,0.3-5.24,0.3s-4.33,1.39-5.44,2.16l-4.02,2.77c-0.88,0.61-1.4,1.6-1.41,2.67L15.97,54.76 z" style="fill:url(#SVGID_11_);"/>
</g>
<g>
<radialGradient id="SVGID_12_" cx="52.1109" cy="71.87" gradientTransform="matrix(1.030000e-13 1 1.4084 -1.450000e-13 -49.1107 4.0171)" gradientUnits="userSpaceOnUse" r="22.8959">
<stop offset="0" style="stop-color:#F5F5F5"/>
<stop offset="0.6761" style="stop-color:#EEEEEE"/>
<stop offset="1" style="stop-color:#E0E0E0"/>
</radialGradient>
<path d="M71.58,45.63c1.1,0,2.93,0.35,4.48,1.34c2.1,1.34,2.16,2.89,2.18,3.4 c0.03,0.77,0.06,1.51,0.1,2.25c0.1,2.31,0.2,4.49,0.2,6.61c0,4.35-3.91,7.38-9.5,7.38c-3.95,0-8.42-3.33-10.46-5.57 c-1.6-1.75-3.96-2.76-6.48-2.76c-2.52,0-4.88,1.01-6.48,2.76c-2.04,2.24-6.51,5.57-10.46,5.57c-5.59,0-9.5-3.03-9.5-7.38 c0-2.13,0.1-4.31,0.2-6.61c0.03-0.74,0.07-1.49,0.1-2.25c0.02-0.51,0.08-2.06,2.18-3.4c1.55-0.99,3.38-1.34,4.48-1.34L71.58,45.63 M71.58,42.63H32.64c-3.58,0-9.44,2.3-9.66,7.62c-0.13,3.2-0.3,6.1-0.3,8.99c0,6,5.21,10.38,12.5,10.38c5,0,10.15-3.78,12.67-6.55 c1.08-1.18,2.67-1.78,4.26-1.78s3.19,0.6,4.26,1.78c2.53,2.77,7.67,6.55,12.67,6.55c7.29,0,12.5-4.38,12.5-10.38 c0-2.88-0.17-5.79-0.3-8.99C81.03,44.93,75.17,42.63,71.58,42.63L71.58,42.63z" style="fill:url(#SVGID_12_);"/>
</g>
</g>
<g id="hairGroup">
<path id="hair_5_" d="M53.12,3.45c-41.01,0-40.68,37.92-40.68,38.52c0,7.76,0.19,16.53,0.75,25.32l6.72-0.02 c-0.06-2.92,1.99-20.97,8.08-22.34c22.36-5.03,35.01-16.89,35.01-16.89c3.29,7.18,13.58,14.19,17.27,16.86 c3.03,2.19,3.96,18.55,3.9,22.38h7.71c0-0.05,0.02-0.1,0.02-0.16c0.56-8.75,0.74-17.46,0.74-25.17 C92.66,41.37,94.13,3.45,53.12,3.45z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_3_" cx="52.8846" cy="64.9539" gradientTransform="matrix(1 0 0 -1.2135 0 141.8707)" gradientUnits="userSpaceOnUse" r="49.788">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights" d="M53.12,3.45c-41.01,0-40.68,37.92-40.68,38.52 c0,7.76,0.19,16.53,0.75,25.32l6.72-0.02c-0.06-2.92,1.99-20.97,8.08-22.34c22.36-5.03,35.01-16.89,35.01-16.89 c3.29,7.18,13.58,14.19,17.27,16.86c3.03,2.19,3.96,18.55,3.9,22.38h7.71c0-0.05,0.02-0.1,0.02-0.16 c0.56-8.75,0.74-17.46,0.74-25.17C92.66,41.37,94.13,3.45,53.12,3.45z" style="fill:url(#hairHighlights_3_);"/>
</g>
</svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white silhouette of a wagon with a handle:My primary focus is on the visual representation of the wagon's structure and the way it's constructed. I aim to capture the overall shape, the intricate details, and the interplay of form and texture. The handle is a crucial element, representing the vehicle's functionality and the way it's used. I aim to create a visually appealing and easily recognizable representation, emphasizing the overall aesthetic of the design. | {
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white silhouette of a wagon with a handle. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 491.481 491.481" style="enable-background:new 0 0 491.481 491.481;" xml:space="preserve">
<path d="M488.059,289.671c-5.533-7.146-15.793-8.448-22.971-2.917l-22.943,17.768l-15.889-92.184
c-0.686-4.013-2.846-7.626-6.059-10.127L241.742,63.068c-7.13-5.579-17.438-4.291-22.986,2.847
c-5.546,7.13-4.286,17.416,2.844,22.971l173.468,135.252l17.747,103.096l-21.775,16.872c-7.849-14.804-21.551-25.906-38.143-30.111
v-12.932h11.957c13.555,0,24.553-10.99,24.553-24.556c0-13.563-10.998-24.554-24.553-24.554H33.363
c-13.555,0-24.552,10.99-24.552,24.554c0,13.566,10.997,24.556,24.552,24.556h11.929v12.94C19.344,320.597,0,343.96,0,371.929
c0,33.058,26.907,59.955,59.965,59.955c31.172,0,56.559-23.994,59.388-54.433h159.496c2.845,30.439,28.231,54.433,59.403,54.433
c30.068,0,54.801-22.341,59.07-51.252l87.811-67.996C492.279,307.105,493.587,296.817,488.059,289.671z M59.965,399.145
c-15.01,0-27.224-12.206-27.224-27.216c0-15.013,12.214-27.219,27.224-27.219c14.994,0,27.209,12.206,27.209,27.219
C87.174,386.939,74.959,399.145,59.965,399.145z M338.252,399.145c-15.01,0-27.225-12.206-27.225-27.216
c0-15.013,12.215-27.219,27.225-27.219c14.994,0,27.208,12.206,27.208,27.219C365.46,386.939,353.246,399.145,338.252,399.145z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
|
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.