reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": 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fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_43"/><text id="ezcGraphTextBox_27_text" x="27.6843" text-length="150.9440px" y="347.2300" style="font-size: 17px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">21-50 GB (19.9%)</text></g><g id="ezcGraphTextBox_31" style=" cursor: pointer;" onclick="top.location = 'https://linux-hardware.org/?view=computers&type=notebook&f=drive_space_used&v=500&p=0'"><path d=" M 277.2797,116.9000 L 277.2797,97.6000 L 448.5917,97.6000 L 448.5917,116.9000 L 277.2797,116.9000 z " style="fill: #ffffff; fill-opacity: 0.00; stroke: none;" id="ezcGraphPolygon_44"/><text id="ezcGraphTextBox_31_text" x="277.7797" text-length="169.8120px" y="113.2300" style="font-size: 17px; font-family: 'Arial'; fill: #2e3436; fill-opacity: 1.00; stroke: none;">251-500 GB (11.2%)</text></g><g id="ezcGraphTextBox_35"><path d=" M 368.8732,185.8500 L 368.8732,148.6500 L 436.4112,148.6500 L 436.4112,185.8500 L 368.8732,185.8500 z " style="fill: #ffffff; 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"path": null
} | Generate code for a svg of a vector illustration of a wifi icon, featuring a blue circle in the center. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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viewBox="0 0 433.544 433.544" style="enable-background:new 0 0 433.544 433.544;" xml:space="preserve">
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c65.6,0,127.6,35.2,161.6,92c2.4,3.6,1.2,8.8-2.8,10.8c-3.6,2.4-8.8,1.2-10.8-2.8c-31.2-52-87.6-84-148-84s-117.2,32.4-148,84
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<path style="fill:#C6490F;" d="M119.372,294.772c-0.8,0-2,0-2.8-0.4c-4-1.6-6.4-6-4.8-10.4c16.4-43.6,58.8-73.2,105.2-73.2
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<path style="fill:#56B27D;" d="M216.172,374.772c-26.4,0-48-21.6-48-48s21.6-48,48-48s48,21.6,48,48
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<g>
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</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green eraser resting on the corner of 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="#faf9f6" d="M16 0h80v43q-2 0-2 3l-2-2-2 1q3 5-3 5v-6q-3-3-1-6h-4q-2-6-5-9l-1 2q-6-5-11 1l4 1-4 2-8-4 4-2-11-2q-4-2-3-5-5 0-8 3-4-1-1-3-6-3-7 2l4 1-7 2 3 1q-5 3-2 8l-5 3q0-6-3-7l1-1-5-4 1-1-4-3-3 2q-1 2 2 3l-3 3 2 1-3 2-5-11 3-3 1 1 5-10-5-5-2 6V3q4-3 10-3"/><path fill="#f8f8f6" d="M0 0h16Q10 0 6 3v9l2-6 5 5-5 10-1-1-3 3 5 11 3-2-2-1 3-3q-3-1-2-3l3-2 4 3-1 1 5 4-1 1q3 1 3 7l5-3q-3-5 2-8l-3-1 7-2-4-1q1-5 7-2-3 2 1 3 3-3 8-3-1 3 3 5l11 2-4 2 8 4 4-2-4-1q5-6 11-1l1-2q3 3 5 9h4q-2 3 1 6v6q6 0 3-5l2-1 2 2q0-3 2-3v46q-9-2-15-8l5-19-6 19q0 2 2 3-4 0-1 3l-7-2-31-12q10-1 19-9 11-11 5-25-14-6-29-7l-2 4q-3 9-1 21l3 1v11h-3L0 57z"/><path fill="#2abf40" d="M62 64q-2-9-1-18l-24-7q-2-1-1-3l2-4q15 1 29 7 6 14-5 25"/><path fill="#129a34" d="M36 36q-1 2 1 3l24 7q-1 9 1 18a79 79 0 01-27-7q-2-12 1-21"/><path fill="#dce4e5" d="M38 58q11 5 24 6-9 8-19 9h-2l-1-1-5-3h3z"/><path fill="#e5b389" d="m0 57 35 12 5 3H4l-2-8-2-1z"/><path fill="#52383f" d="m0 63 2 1 2 8 37 1v6q6 7 9 17H0z"/><path fill="#f0cba7" d="M41 73h2l31 12q-6 5-1 11H50q-3-10-9-17z"/><path fill="#f4d9bd" d="m74 85 7 2 15 6v3H73q-5-6 1-11"/><path fill="#babbba" d="M96 89v4l-15-6q-3-3 1-3-2-1-2-3l6-19-5 19q6 6 15 8"/></svg> | |
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} | Generate code for a svg of a black and white icon featuring a mobile phone with surrounding arrows. | <?xml version="1.0" encoding="iso-8859-1"?>
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",
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} | Generate code for a svg of a there is a computer monitor, keyboard, mouse and mouse on a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512.002 512.002"><circle cx="256.001" cy="256" r="256" fill="#e6f3ff"/><path d="M512.001 256c0-28.162-4.561-55.256-12.962-80.601l-86.938-87.064L166.07 221.203l-53.458 37.626 89.359 88.697-89.547 36.897 127.329 127.052c5.373.336 10.786.527 16.246.527C397.385 512 512.001 397.384 512.001 256z" fill="#cfdbe6"/><path d="M395.586 382.592c-25.678 0-46.494-20.816-46.494-46.494v-12.769c0-18.048 14.631-32.678 32.678-32.678h15.672c11.38 0 20.606 9.225 20.606 20.606v48.873c0 12.404-10.056 22.462-22.462 22.462z" fill="#324a5e"/><path d="M397.444 290.651h-11.142v91.012c3 .609 6.104.929 9.285.929 12.405 0 22.462-10.057 22.462-22.462v-48.873c-.001-11.382-9.226-20.606-20.605-20.606z" fill="#2b3b4e"/><path fill="#fd8469" d="M381.484 290.651h9.752v29.255h-9.752z"/><path fill="#fc6f58" d="M386.294 290.651h4.932v29.255h-4.932z"/><path d="M357.799 332.907a7.778 7.778 0 00-7.778-7.778h-.929V336.1a46.343 46.343 0 003.737 18.284h4.968v-21.476h.002z" fill="#fd8469"/><path d="M386.357 315.202a2.786 2.786 0 01-2.786-2.786v-9.056a2.786 2.786 0 015.572 0v9.056a2.786 2.786 0 01-2.786 2.786z" fill="#324a5e"/><path d="M386.357 300.577c-.019 0-.036.005-.055.005v14.615c.019 0 .036.005.055.005a2.786 2.786 0 002.786-2.786v-9.056a2.785 2.785 0 00-2.786-2.783z" fill="#2b3b4e"/><path fill="#324a5e" d="M224.919 256.759h74.904v34.806h-74.904z"/><g fill="#2b3b4e"><path d="M262.896 256.759h36.912v34.806h-36.912z"/><path d="M405.341 261.668H119.383c-5.273 0-9.547-4.275-9.547-9.547V95.087c0-5.273 4.275-9.547 9.547-9.547h285.958c5.273 0 9.547 4.275 9.547 9.547v157.032c0 5.274-4.275 9.549-9.547 9.549z"/></g><path d="M405.341 85.54H262.898v176.128h142.443a9.547 9.547 0 009.547-9.547V95.087c0-5.272-4.275-9.547-9.547-9.547z" fill="#1f2e3d"/><path fill="#324a5e" d="M121.398 95.539h281.945v156.117H121.398z"/><path d="M262.896 95.539h140.429v156.117H262.896zm40.023 207.362h-81.115a9.376 9.376 0 01-9.375-9.375v-6.216a9.376 9.376 0 019.375-9.375h81.115a9.376 9.376 0 019.375 9.375v6.216c-.001 5.177-4.198 9.375-9.375 9.375z" fill="#2b3b4e"/><path d="M302.919 277.933h-40.02v24.966h40.02a9.376 9.376 0 009.375-9.375v-6.216c-.001-5.177-4.198-9.375-9.375-9.375z" fill="#1f2e3d"/><path d="M317.868 387.16H119.143c-5.342 0-9.675-4.332-9.675-9.675v-53.343c0-5.342 4.332-9.675 9.675-9.675h198.725c5.342 0 9.675 4.332 9.675 9.675v53.343a9.674 9.674 0 01-9.675 9.675z" fill="#324a5e"/><path d="M317.868 314.47h-99.29v72.692h99.29c5.342 0 9.675-4.332 9.675-9.675v-53.343a9.673 9.673 0 00-9.675-9.674z" fill="#2b3b4e"/><path d="M121.243 320.319h10.983v10.983h-10.983zm16.688 0h10.983v10.983h-10.983zm16.687 0h10.983v10.983h-10.983zm16.687 0h10.983v10.983h-10.983zm16.688 0h10.983v10.983h-10.983zm16.67 0h10.983v10.983h-10.983z" fill="#405a6b"/><path d="M221.368 320.319h10.983v10.983h-10.983zm16.687 0h10.983v10.983h-10.983zm16.67 0h10.983v10.983h-10.983zm16.688 0h10.983v10.983h-10.983zm16.687 0h10.983v10.983H288.1zm16.687 0h10.983v10.983h-10.983z" fill="#38505e"/><path d="M121.243 335.748h10.983v10.983h-10.983zm16.688 0h10.983v10.983h-10.983zm16.687 0h10.983v10.983h-10.983zm16.687 0h10.983v10.983h-10.983zm16.688 0h10.983v10.983h-10.983zm16.67 0h10.983v10.983h-10.983z" fill="#405a6b"/><path d="M221.368 335.748h10.983v10.983h-10.983zm16.687 0h10.983v10.983h-10.983zm16.67 0h10.983v10.983h-10.983zm16.688 0h10.983v10.983h-10.983zm16.687 0h10.983v10.983H288.1zm16.687 0h10.983v10.983h-10.983z" fill="#38505e"/><path d="M121.243 351.177h10.983v10.983h-10.983zm16.688 0h10.983v10.983h-10.983zm16.687 0h10.983v10.983h-10.983zm16.687 0h10.983v10.983h-10.983zm16.688 0h10.983v10.983h-10.983zm16.67 0h10.983v10.983h-10.983z" fill="#405a6b"/><path d="M221.368 351.177h10.983v10.983h-10.983zm16.687 0h10.983v10.983h-10.983zm16.67 0h10.983v10.983h-10.983zm16.688 0h10.983v10.983h-10.983zm16.687 0h10.983v10.983H288.1zm16.687 0h10.983v10.983h-10.983z" fill="#38505e"/><path d="M121.243 366.606h10.983v10.983h-10.983zm16.688 0h10.983v10.983h-10.983zm16.687 0h10.983v10.983h-10.983zm16.687 0h94.418v10.983h-94.418z" fill="#405a6b"/><path d="M218.575 366.606h47.137v10.981h-47.137zm52.838 0h10.983v10.983h-10.983zm16.687 0h10.983v10.983H288.1zm16.687 0h10.983v10.983h-10.983z" fill="#38505e"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bright yellow rectangle surrounded by blue triangles. | <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="#3e98cd" d="M65 0h31v4q-4 3-5 8h5v4Q79 9 65 0"/><path fill="#f5e122" d="M27 0h38q14 9 31 16v73h-1L84 62q0-9-5-3l-9-1 9-9 6-1q-9-7-18-11-5 5-8 12L38 27 23 60l30 2q-2 2-2 6 5 2 8 6L45 91 25 73 0 61V46z"/><path fill="#e6e43a" d="M96 4v8h-5q1-5 5-8"/><path fill="#3aa0da" d="M0 0h7l6 11L9 0h18L0 46z"/><path fill="#b8d473" d="M7 0h2l4 11z"/><path fill="#3da0d6" d="m70 58-2 1-14 1-30-1q6-17 14-32l21 22q3-7 8-12 9 4 18 11l-6 1z"/><path fill="#ced955" d="m24 59 30 1-1 2z"/><path fill="#4ab2ec" d="m70 58 9 1-12 17-8-2q-3-4-8-6 0-4 2-6l1-2 14-1z"/><path fill="#3694d2" d="M84 62v3q-1 8 2 15-1 2 1 5l8 4h1v7H0V61l25 12 20 18 14-17 8 2 12-17q5-6 5 3"/><path fill="#6ba3aa" d="m84 65 2 15q-3-7-2-15"/><path fill="#ece055" d="M84 62q2 0 2 3l9 24-8-4q-2-3-1-5l-2-15z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red toy truck parked in the sandbox. | <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="#f9f8f6" d="M0 0h96v50q-3 0-4 3-3-4-2-7l-5-16q-1-6 2-12l-2-9q3-1 2-3l-3 2Q73 6 64 7l-3 2q-1-2-3-2H37l-3 1 1 1h-5q-2 0-2 3l-1-2q-5 4-11 1-2 3-5 0V9q-6 3-5 10l-1-5q-3-4-3 0L0 6z"/><path fill="#f8f6f4" d="m0 6 2 8q0-4 3 0l1 5q-1-7 5-10v2q3 3 5 0 6 3 11-1l1 2q0-3 2-3h5l-1-1 3-1h21q2 0 3 2l3-2q9-1 20 1l3-2q1 2-2 3l2 9q-3 6-2 12l7 23q1-3 4-3v5H75v-2l-1-5v-6q-3-2-5-1l-1-11H40l-1 6h-6q-1 2 2 3l-10 2q-2-1-2 1l-3 8q0 2 3 2v1q-7 0-12 3L0 57z"/><path fill="#d42825" d="M45 30h23v12h6v5l-9-1V31z"/><path fill="#ba262b" d="m45 30 20 1v15l9 1v1q-6-1-9 2-3 0-2 3l-7-1H39l-2-4h-8l8-2q-3-2 0-2l3 7h10V37l-2 6v-6l-9-1 1-6z"/><path fill="#e2aba9" d="M45 33h14l-1 9-1-8-1 1h-1z"/><path fill="#f8f5f3" d="M58 42q-3-3-2-7l1-1z"/><path fill="#381f2f" d="m36 36-1 3q-3-1-2-3z"/><path fill="#f6ebe5" d="m45 33 10 2v7h-4l-1-5-9-2q1-3 4-2"/><path fill="#533038" d="m38 36 9 1v4l-3-3h-4q-3 1-2 4h9v1l-10-1q-3-4 0-6"/><path fill="#efe6e3" d="m60 33 2 4-1 5q-2-4-1-9"/><path fill="#e87e6b" d="M36 36h2q-3 2 0 6-7-2-13-1l10-2z"/><path fill="#1e273e" d="M41 38v3h4v-3l3 3v1h-9q-1-3 2-4"/><path fill="#91a1a2" d="M41 38h4v3h-4z"/><path fill="#e6a69d" d="m68 30 1 11q2-1 5 1h-6z"/><path fill="#cb4639" d="M23 42v6q2-1 3 2l-3 2q-3 0-3-2z"/><path fill="#e9392d" d="M50 37v14H40l-3-7q-3 0 0 2l-8 2-3 2q-1-3-3-2v-6q0-2 2-1 6-1 13 1l10 1z"/><path fill="#f0dccd" d="M56 48q2-1 3 1-3 1-3-1"/><path fill="#efefe3" d="M60 48q2 0 1 2z"/><path fill="#e94d4c" d="m74 48 1 5-2-3h-8q3-3 9-2"/><path fill="#2f1c25" d="M29 48h8l2 4q0 2 2 2-4 2-6 6l-7-1q-3-2-2-4-3 0-3-2v-1l3-2z"/><path fill="#cf8363" d="M39 52h17v2H41q-2 0-2-2"/><path fill="#e84642" d="M30 52q4-1 4 5-7 0-4-5"/><path fill="#311f28" d="M65 50h8l2 3v4q-2 0-2 3h-5l-3-5q-5 3-9-1v-2l7 1q-1-3 2-3"/><path fill="#f7705d" d="M70 54q2 0 1 2z"/><path fill="#be372f" d="M41 54h15q4 4 9 1l3 5H35q2-4 6-6"/><path fill="#f9c99d" d="M23 53q0 2 3 2-1 2 2 4l7 1h38l7-1-5-2v-2h21v39q-27-5-52-5-23-2-44-8V57l11-1q5-3 12-3"/><path fill="#d65d44" d="M40 68q4-3 10 0z"/><path fill="#ab4238" d="m75 57 5 2-7 1q0-3 2-3"/><path fill="#2d141c" d="M44 55h8v3l-7-1z"/><path fill="#f9f7f5" d="M0 81q21 6 44 8 25 0 52 5v2H0z"/></svg> | |
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} | Generate code for a svg of a black and white illustration featuring a door with a handle and a laptop icon. | <?xml version="1.0" encoding="iso-8859-1"?>
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} | Generate code for a svg of a the dark green of cucumbers hidden under vine 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="#115921" d="M0 0h96v8q-6-1-9 1l-2 5-6 2-5-2q3 0 5-3l-3-3-3 4q-4-4-6 0l2 2v8h-4l-7 5-4-8q-6-3-10-1-2 1-1 4l-4-1-2 2q-1-2-3-2-6-2-11-1-3-1 1-3l-3-1 2-5q-5-5-8 2l-3-3-5 1q0 3 3 4-6 5 3 6l-5 2 3 10-5 2q-3-3-6-1z"/><path fill="#337f2e" d="m74 14-1-2 3-4 3 3q-2 3-5 3"/><path fill="#3b8931" d="M96 8v5l-6 2-5-1 2-5q3-2 9-1"/><path fill="#32782b" d="M15 13v3h5l-5 1 3 2-5 2q-9-1-3-6-3-1-3-4l5-1z"/><path fill="#479135" d="M21 16h-6v-3q3-7 8-2z"/><path fill="#115521" d="m73 12 1 2 5 2q-2 2 1 4-6 8 4 11l6-5-3-4 1-1h2q2 3 6 1v28q-4-7-9-2v6h-2l-7-6q-4 0-3 4l-2-2-4 2 2 3q-9-2-12 7l-17 6-2 2q-2-3-4-2 0-2 3-2l-2-1 3-1q1-4 5-1l7-4 1 1q0-6 5-3l8-6q-3-3 0-3l7-4 3 2q4-3 7-2v-6q-7-2-9-8h-3l-2-8v-8l-2-2q2-4 6 0"/><path fill="#286d2b" d="M96 13v2q-6 0-6 6h-2q-4-4-8-1-3-2-1-4l6-2 5 1z"/><path fill="#469335" d="M96 15v7q-4 2-6-1 0-6 6-6"/><path fill="#0d561e" d="m69 22 2 8h3q2 6 9 8v6q-3-1-7 2l-3-2-7 4q-3 0 0 3l-8 6q-5-3-5 3l-1-1-7 4q-4-3-5 1l-11-2 1 2-4 2-7-9q2-4 1-7l-1-5 2-6q5-8 13-5 3-3 7-3v-5l-4-3 2-2 4 1q-1-3 1-4 4-2 10 1l4 8 7-5z"/><path fill="#115521" d="m20 16 3 1q-4 2-1 3 5-1 11 1 2 0 3 2l4 3v5q-4 0-7 3-8-3-13 5H9q-2 1-1 4l-3-1q-2-3-5-2v-1q2-1 5 1l1-5 5-2-3-10 5-2 5-2-3-2z"/><path fill="#3e8532" d="m88 21-1 1 3 4-6 5q-10-3-4-11 4-3 8 1"/><path fill="#39812e" d="m6 35-1 5q-3-2-5-1v-5q3-2 6 1"/><path fill="#4c9439" d="m21 39-2 6 1 5v3q-8 0-5-7h-3l-4-3q-1-3 1-4z"/><path fill="#488e31" d="M0 40q3-1 5 2-3 2 2 2l-2 2 1 4q-6 2-2-2l-4 1z"/><path fill="#2f6f29" d="m5 42 3 1 4 3v3q-6-7-3 2l-3-1-1-4 2-2q-5 0-2-2"/><path fill="#509438" d="M96 50v2h-3q-4 0 0 2-3 3-5 0h-1v-6q5-5 9 2"/><path fill="#1b5c24" d="m6 50 3 1q1 5 7 7-5 0-8 3 0-3-3-4l-2 2-3-1v-9l4-1q-4 4 2 2"/><path fill="#3f8633" d="M12 46h3q-3 7 5 7v-3q1 3-1 7l-3 1q-6-2-7-7-3-9 3-2z"/><path fill="#265e29" d="M93 52h3v3z"/><path fill="#4c9037" d="m85 54-2 3q-3-3-5 0-4-2-3-5-1-4 3-4z"/><path fill="#35782c" d="m93 52 3 3v2l-8-1v-2q2 3 5 0-4-2 0-2"/><path fill="#164f23" d="M75 52q-1 3 3 5 2-3 5 0l2-3h3v2q-2 3-1 7l-2-2v1l-3-3q-4 3-9 0l-2-4-2-3 4-2z"/><path fill="#155322" d="m8 61-2 5H5L0 78V58l3 1 2-2q3 1 3 4"/><path fill="#2a6f2b" d="m19 57 7 9 4-2-1-2 11 2-3 1q-6-1-11 3l-2-1-7-3-1 1-4-1-6 2 2-5z"/><path fill="#1e5a26" d="m88 56 8 1v6l-9 2v-2q-1-4 1-7"/><path fill="#174c22" d="M96 63v10l-6-4q-5 0-4 6l-4 3-3-4 1-1 4-1 3-4q-3-3 0-3z"/><path fill="#1d6125" d="m37 65 2 1q-3 0-3 2-3 0-5 3l-5 4-3-2-1 1 2-7 2 1q5-4 11-3"/><path fill="#549d47" d="m59 62-5 3-11 4-1-1z"/><path fill="#185223" d="m24 67-2 7-2 4v-6q-2-2-4-1l2-3-2-3 1-1z"/><path fill="#3f8430" d="M87 63v2q-3 0 0 3l-3 4-4 1q-5-5 1-9 2-2 3 1l1-3v-1z"/><path fill="#4b9137" d="m16 65 2 3-6 9-4-3q-4-4-3-8h1l6-2z"/><path fill="#246b29" d="m71 55 2 4v1q-6 3-9 8-12 9-25 7-1-3 1-5l2-2 1 1 11-4 5-3q3-9 12-7"/><path fill="#185621" d="M63 62h2q-7 6-16 8z"/><path fill="#145b22" d="M5 66q-1 4 3 8-3 2-2 7H0v-3z"/><path fill="#1c5a24" d="M73 60q-3 9-12 13l-15 5q-6 0-7-3 13 2 25-7 3-5 9-8"/><path fill="#0d421e" d="M73 59q5 3 9 0l3 3-1 3q-1-3-3-1-6 4-1 9l-1 1q-7-1-9 5 2 2-1 4l-15-4q-8 1-8 8 0 2 2 3l15-2 7 1h2q4 1 8 7H67q-3-4-6-3v3H0V81h6q-1-5 2-7l4 3q1-4 4-6 2-1 4 1v6l2-4 1-1 3 2q-5 7-8 16 0 2 2 1l4-12 7-9q2-3 5-3 2-1 4 2-2 2-1 5t7 3l15-5q9-4 12-13z"/><path fill="#68a546" d="M96 73v5h-6l-4-3q-1-6 4-6z"/><path fill="#165222" d="m31 71-7 9-4 12q-2 1-2-1 3-9 8-16z"/><path fill="#55983e" d="m79 74 3 4-8 6 7-4 1 4q-3 6-10 5h-2q-4-2-1-5v-1q3-2 1-4 2-6 9-5"/><path fill="#2f692e" d="m86 75 4 3-3 1v4l-2-3q-1 6-2 0l-1 4-1-4-7 4 8-6z"/><path fill="#4c8d39" d="M90 78h6v12l-3 1-1-2-5-6v-4z"/><path fill="#1b5924" d="M54 79q-1 3 3 2l12 3q-3 3 1 5l-7-1-15 2q-2-1-2-3 0-7 8-8"/><path fill="#3f7e3a" d="m54 79 15 4v1z"/><path fill="#185624" d="m87 83 5 6-5 7h-7q-4-6-8-7 7 1 10-5l1-4q1 6 2 0z"/><path fill="#4b8e37" d="M28 87h6q-2 3-5 3z"/><path fill="#104221" d="m92 89 1 2q-1 3 2 5h-8z"/><path fill="#297029" d="M96 90v6h-1q-3-2-2-5z"/><path fill="#31732c" d="M67 96h-6v-3q3-1 6 3"/></svg> | |
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"path": "emoji_u1f9df_200d_2642.png"
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} | Generate code for a svg of a a green parrot perched on a 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="#f2f5db" d="M0 0h22l-1 5q7-1 9 7-4-1-5 3-4-5-4 1 0 2 2 3l-5 2q-1 4 2 8l-4 6q-4-2-2-4-3-3-5 0v13l-6 3 2 5q6-2 4 4l4 1q-3 0-1 2l5 4q2-2 3-1l2 1q4-3 10-2v2l-6 7q4 2 7-3l4-6 2 1q3-4 8-4v4l4 8-2 3v5l-3-1-9 7 4-1q-4 11 4 2l9-3q3 3 6 1l3 1-4 5-3-2-4 3q-3 0 0 2l-2 1q-1-3-3 0l-4-3q-2 4-5 1l-4 4-7-6-11 3-1-7q-1-3-3-1l1 4-4-1q-3 5-9 8zm89 0h4l-4 14q-1-3-3-1l-1 4v6q7 4 5 13l-3-1-3 5q-3-2-4-1l-5 4q0 8-7 4l-3-4 3-5 2 4 1-11 5-2-6-2-5 1-4 6v-4l-3-1 1-1q-4-2-1-4 2 5 3 0l4-1q-2-3-5-3-2-3 1-3 2 0 3 4 1-7-5-7l2-2q-3-1-1-3 3-2 6 2l-1 1 7 3q-3 5 2 0l-1-1q3-1 3-4 1-3 4-2l4-7 1 4z"/><path fill="#f1f3d8" d="M93 0h3v96H45l18-5q3 3 5 0l11-20h4q1-4 5-7l-1-2q-3-1-5 2l-4-4h6l-8-2-2-4 9-2q-2-3 1-4-3-2-4 1l-16 5v-6l4-1q7 4 7-4l5-4q1-1 4 1l3-5 3 1q2-9-5-13v-6l1-4q2-2 3 1z"/><path fill="#f0f3d7" d="m30 12 1 3-2 2 2 3 6-5h5q5 0 9 4l-1 2q-4-4-8-4t-4 3q-5 3-2 8l1-2 3 2v6q-1 5 3 9 0 4 4 7v2q-1-1-3 1l-1 3-9 4-4-3-5-6q0 3 4 6l1 2-13 4-5-4q-2-2 1-2l-4-1q2-6-4-4l-2-5 6-3V31q2-3 5 0-2 2 2 4l4-6q-3-4-2-8l5-2q-2-1-2-3 0-6 4-1 1-4 5-3"/><path fill="#f3f5dc" d="M22 0h67l-4 5-1-4-4 7q-3-1-4 2 0 3-3 4l1 1q-5 5-2 0l-7-3 1-1q-3-4-6-2-2 2 1 3l-2 2q6 0 5 7-1-4-3-4-3 0-1 3 3 0 5 3l-4 1q-1 5-3 0-3 2 1 4l-1 1 3 1v4l4-6 5-1 6 2-5 2-1 11-2-4q-3 0 0 1l-3 4 3 4-4 1-2-8-3-7-8-9-1-3 1-2q-4-4-9-4h-5l-6 5-2-3 2-2-1-3q-2-8-9-7z"/><path fill="#433736" d="m38 20 3 4-1 4-3-2-1 2q-3-5 2-8"/><path fill="#8cc040" d="m50 21 1 3q-4 1-9 5l-1-5-3-4q0-3 4-3t8 4"/><path fill="#609b32" d="m41 24 1 5q5-4 9-5l8 9 3 7q-3 0-3 3-1-4-3 0-1-4-6-3-2-3-4-2l-5-5-1 1v-6z"/><path fill="#3a7a33" d="M46 38h-3q-1 2 2 5h-2q-4-4-3-9l1-1z"/><path fill="#256334" d="m62 40 2 8-5-4q0 2-2 1-1 2 2 3l-1 1 3 4h-4q-5-6-10-7l-2-3q-3-3-2-5h3q2-1 4 2 5-1 6 3 2-4 3 0 0-3 3-3"/><path fill="#20442c" d="M64 48v6l-3 5v10l-2-8-1 3-1-3v-8h4l-3-4 1-1q-3-1-2-3 2 1 2-1z"/><path fill="#a8bf78" d="m47 50 5 3q-3-1-4 1l-1-2z"/><path fill="#4a8f24" d="M43 43h2l2 3q5 1 10 7v8l-2 3-2-8q1-3-1-3l-5-3q-4-3-4-7"/><path fill="#70665d" d="M30 57h-1q-4-3-4-6z"/><path fill="#664942" d="m76 58-5-3q-4 1-7 5l-3-1 3-5 16-5q1-3 4-1-3 1-1 4l-9 2z"/><path fill="#533c39" d="m47 52 1 2q1-2 4-1 2 0 1 3l-6 2q-5 0-8 4l-2-1-4 6q-3 5-7 3l6-7v-2l-2-2-1-2h1l4 3 9-4 1-3q2-2 3-1"/><path fill="#aea99e" d="m30 59 2 2q-6-1-10 2l-2-1z"/><path fill="#f0f3d8" d="m76 58 8 2h-6l4 4q2-3 5-2l1 2q-4 3-5 7h-4q-3 1-1 3L68 91q-2 3-5 0l-18 5H0v-1q6-3 9-8l4 1-1-4q2-2 3 1l1 7 11-3 7 6 4-4q3 3 5-1l4 3q2-3 3 0l2-1q-3-2 0-2l4-3 3 2 4-5-3-1q-3 2-6-1l-9 3q-8 9-4-2l-4 1 9-7 3 1v-5l2-3-4-8v-4l6-2 2 8q-1 6 1 14l3 2 2-9V59l3 1q3-4 7-5z"/><path fill="#417230" d="m57 61 1 3 1-3 2 8v2l-3-2 1 11-3-2q-2-8-1-14z"/><path fill="#86b551" d="m61 71-2 9-1-11z"/></svg> | |
Drawing a person facingpalming is a challenging but rewarding process. It requires a keen eye for detail and a willingness to experiment with different techniques. The key is to understand the underlying mechanics of the face, including the shape of the face, the position of the eyes, and the overall composition.Here are some key considerations:* **Depth and Perspective:** The face should be visually distinct and not overly crowded. A wide, shallow depth of field can help to isolate the face and create a sense of intimacy.* **Shape and Form:** The shape of the face should be natural and expressive, not overly stylized or artificial. Consider the overall form of the face and how it interacts with the background.* **Position and Alignment:** The position of the eyes, mouth, and nose should be carefully considered. The eyes should be positioned in a way that conveys a sense of emotion and vulnerability.* **Details:** Pay attention to the details of the skin, hair, and clothing. These elements can add depth and realism to the image.* **Lighting and Atmosphere:** The lighting should be appropriate for the mood and the subject matter. A warm, inviting lighting can enhance the feeling of intimacy. | {
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",
"path": "emoji_u263a.png"
} | Generate code for a svg of a smiling 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_13_" 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;"/>
<radialGradient id="SVGID_1_" cx="25.7006" cy="66.5465" gradientTransform="matrix(0.9791 0 0 0.9301 2.0871 7.9338)" gradientUnits="userSpaceOnUse" r="19.4444">
<stop offset="0" style="stop-color:#ED7770"/>
<stop offset="0.9" style="stop-color:#ED7770;stop-opacity:0"/>
</radialGradient>
<circle cx="27.25" cy="69.83" r="17.5" style="opacity:0.8;fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="100.7714" cy="66.5465" gradientTransform="matrix(0.9791 0 0 0.9301 2.0871 7.9338)" gradientUnits="userSpaceOnUse" r="19.4444">
<stop offset="0" style="stop-color:#ED7770"/>
<stop offset="0.9" style="stop-color:#ED7770;stop-opacity:0"/>
</radialGradient>
<circle cx="100.75" cy="69.83" r="17.5" style="opacity:0.8;fill:url(#SVGID_2_);"/>
<g>
<g id="eyebrows_32_">
<path d="M47.18,35.61L47.18,35.61c2.31,0.03,2.98-3.13,0.53-3.65c-1.83-0.37-3.84-0.42-5.83-0.17 c-5.57,0.61-10.37,3.48-13.5,7.22c-1.56,1.92,0.99,3.94,2.69,2.51C35.42,37.99,41.16,35.66,47.18,35.61z" style="fill:#422B0D;"/>
</g>
<g id="eyebrows_16_">
<path d="M80.04,36.29L80.04,36.29c-2.29,0.26-3.27-2.82-0.89-3.58c1.79-0.54,3.78-0.79,5.78-0.74 c5.6,0.06,10.66,2.44,14.15,5.86c1.74,1.76-0.6,4.02-2.43,2.76C91.97,37.5,86.03,35.75,80.04,36.29z" style="fill:#422B0D;"/>
</g>
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"path": "fe0ea3b704c1cd28790da13e7a84a284af3b786ce8e66c7653db8378552b3f4a.png"
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",
"path": "d95e2f9499586d14c6dae7f9f8ed72c04d271aab34c4a2d178e6b2f3cc34360e.png"
} | Generate code for a svg of a a black and white image of a pair of glasses with a arrow | <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>call-forward-settings_24</title>
<desc>Created with Sketch.</desc>
<g id="Icons-Webex" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
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",
"path": "emoji_u1f605.png"
} | Generate code for a svg of a grinning face with sweat | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<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_);"/>
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</g>
<g id="facial_expressions">
<radialGradient id="SVGID_1_" cx="111.32" cy="-687.3751" gradientTransform="matrix(1 0 0 -1.54 0 -1039.8101)" gradientUnits="userSpaceOnUse" r="25.66">
<stop offset="0.46" style="stop-color:#29B6F6"/>
<stop offset="1" style="stop-color:#1E88E5"/>
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<g id="smiling-eyes-grinning-face">
<g id="eyes">
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<path d="M63.49,74.7" style="fill:#422B0D;"/>
<path d="M63.49,74.7" style="fill:#422B0D;"/>
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</svg> | |
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} | Generate code for a svg of a a row of colorful umbrellas lined up on the beach. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v57H84l-4-1 6-2q-5-3-8 0l-1-1q-3-3-4 0-10 1 0 2h1l-11 2-11-1 4-1q-2-3-5-2l-7 1q-2 0-2 3l-6-1q3-1 2-4-4-1-6 2-4-1-7 1-13 2 0 2h3q-5 0-8 3l-2-1q-3-4-6-1L0 59z"/><path fill="#5ca1a9" d="M36 56h-3l-1-2q2-3 6-2 1 3-2 4"/><path fill="#f8cd80" d="m32 54 1 2h-4q-3-1-3 1h-1v-2q3-2 7-1"/><path fill="#f1e299" d="m52 56-10 1q0-3 2-3l7-1q3-1 5 2z"/><path fill="#be4d58" d="M59 53q2-1 4 2l-5-1z"/><path fill="#929195" d="M59 53q2-3 6-1 1 3-2 3-2-3-4-2"/><path fill="#e4eb8e" d="M73 53v2q-10-1 0-2"/><path fill="#e7b571" d="m77 53-3 2h-1v-2q1-3 4 0"/><path fill="#f5c661" d="m80 56-2-2q3-3 8 0z"/><path fill="#f0b9a4" d="M25 55v2q-13 0 0-2"/><path fill="#f7e9d5" d="M84 58v-1h12v29q-14-3-26-8 3-1 2-3l2-2q3 2 5-3 1 2 4 1l5-6q5 2 4-3-3 3-4-1l2-3z"/><path fill="#7cbec3" d="m18 59-3 1-3-2q3-3 6 1"/><path fill="#f6e3cd" d="M84 58h6l-2 3q1 4 4 1 1 5-4 3l-5 6q-3 1-4-1-2 5-5 3l-2 2q1 2-2 3L54 64l7-3q10-4 23-3"/><path fill="#e3e8e6" d="m77 53 2 2 4 1v1q-13-1-23 3-7-3-14 0l-8-2-4 1q-3-3 0-4h1l6 1 10-1 11 1 11-2z"/><path fill="#d8e3e6" d="M26 57q0-2 3-1 2 4-3 4L0 64v-5l12-1 3 2 3-1 2 1q3-3 8-3z"/><path fill="#faf9f4" d="M29 56h6q-3 1 0 4l4-1 8 2q7-3 14 0l-7 3q-3 2 0 3l-3-1-2 1-31 2Q8 72 0 67v-3l26-4q5 0 3-4"/><path fill="#fdfdfd" d="m54 67 16 11q12 5 26 8v10H0V67q8 5 18 2l4 2z"/></svg> | |
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} | Generate code for a svg of a a close up of a black and white sign with the words hello | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 930 1000">
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The bright pink beach towel, a vibrant shade of pink, is a visually striking piece of art. Its undulating curves and defined shapes create a sense of movement and dynamism. The soft, almost ethereal quality of the pink, combined with the soft, sandy texture, evokes a feeling of tranquility and relaxation. The overall composition is balanced and harmonious, with the towel's overall form reflecting the beach's natural beauty. | {
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} | Generate code for a svg of a the bright pink of a beach towel spread out on the sand. | <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="#f7dbeb" d="M0 0h96v43q-4 0-5 3l-11 4q-3-3-6 0-5-1-8 1l-51-1-15-3z"/><path fill="#f5e8e4" d="M96 43v53H0V47l15 3v7l-3 17 11-1 13 3 19-1 6 2 11-3q4 3 10 2l2-4-4-22 11-4q1-3 5-3"/><path fill="#f26aa8" d="m80 50 4 22-2 4q-6 1-10-2l-11 3-6-2q3-4 8-2 1-3-2-3l10-2 7-9-7 7-10 2q-3-2-5-1l-13-2 17-1-1-1q3 0 5-4 7-2 13-8h-3v-1q3-3 6 0"/><path fill="#f463a6" d="M15 57h3q5 11 15 15l-2 1q-5-3-8 0l-11 1z"/><path fill="#de3283" d="M61 70q-18-1 0-2l10-2 7-7-7 9z"/><path fill="#fa77af" d="m15 50 15 2q-2-1-2 1l-5-1v2q3 4 10 5 19 3 37-4l5-4h2q-6 6-13 8-2 4-5 4l1 1-17 1q-16-1-25-13v2q15 16 38 13 2-1 5 1-18 1 0 2 3 0 2 3-5-2-8 2l-19 1-5-3 2-1q-10-4-15-15h-3z"/><path fill="#e93c88" d="m43 65 13 2q-23 3-38-13v-2q9 12 25 13"/><path fill="#e63c87" d="m74 51-5 4q-18 7-37 4-7-1-10-5 13 5 28 3 12-1 23-6"/><path fill="#f682b8" d="M66 51q3-2 8-1v1q-11 5-23 6-15 2-28-3v-2l5 1h34l8-2z"/><path fill="#e34a89" d="M66 51h4l-8 2H28q0-2 2-1z"/><path fill="#d9a8bc" d="M23 73q3-3 8 0l5 3z"/><path fill="#d1a5aa" d="M60 80h11q-6 3-10 2z"/><path fill="#e2c7c4" d="m22 86 10 5q4-6 10-1-6 4-12 5l-1-4-11-2z"/><path fill="#d1a9aa" d="M11 92q5-1 9 1H10z"/></svg> |
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a pair of vintage binoculars sitting on a wooden shelf:My primary focus is on the visual representation of the binoculars's shape and position. I aim to capture the delicate curves, the subtle angles, and the overall sense of movement and movement. I'm interested in the way the binoculars are arranged, whether they are sitting upright, slightly tilted, or positioned in a specific way. The detail level is crucial; I want to create a sense of depth and realism, even if the image is a bit stylized. The overall feeling I want is one of understated elegance and a sense of timelessness, reflecting the history and craftsmanship of the binoculars. | {
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} | Generate code for a svg of a a pair of vintage binoculars sitting on a wooden shelf. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#faf8ed" d="M0 0h96v96h-8q-1-10 1-19-3-12-2-22H70l-1-18v-1l-2-4q-4-4-7-1l-4-1q-5-3-5 2l1 2 4 2q-1 2 1 5v14H39V41l5-7-3-3 2-2q-4-1-6 2-3-2-6-1-3 0-4 3l-1 7v15H11q-1 2 2 4v15q-3-1-5 1l1 17v4H0z"/><path fill="#9da9a9" d="m56 30-4 4-1-2q0-5 5-2"/><path fill="#58727a" d="m56 30 4 1h2q-4 2-5 6 3 2 0 4-2-3-1-5l-4-2z"/><path fill="#b9c9c4" d="m67 32 2 4h-5v-4z"/><path fill="#678388" d="m39 41-2-1-9-2q2-2 6-1l-2-5 1-1-2-1q3-1 6 1 2-3 6-2l-2 2 3 3z"/><path fill="#8da4a2" d="m31 30 2 1-1 1 2 5q-4-1-6 1l9 2-2 5q-3-2-4-1l-2 5 2 2-1 1q3 4-2 4l-2-1V40l1-7q1-3 4-3"/><path fill="#709193" d="M60 31q3-3 7 1h-3v4h5v1h-2q2 1 1 4-2-3-4-2l2 8q1-6 2-1l-3 7-7-4v6h-1V41q3-2 0-4 1-4 5-6z"/><path fill="#ced4c6" d="m69 37 1 18-3 1q-3-1-2-3l3-7q-1-5-2 1l-2-8q2-1 4 2 1-3-1-4z"/><path fill="#d4d9ca" d="m37 40 2 1v8h-2l-2-3v-1z"/><path fill="#4d7680" d="M35 45v5h-4l-2-2 2-5q1-1 4 1"/><path fill="#9fb1ac" d="M37 49h2v6l-3 1q-1-4 2-6z"/><path fill="#566c70" d="M65 53q-1 2 2 3l-5 1-4-2v-6z"/><path fill="#7c8a87" d="m35 46 2 3 1 1q-3 2-2 6h-8q5 0 2-4l1-1h4z"/><path fill="#f1a86d" d="M70 55h17q-1 10 2 22-2 9-1 19h-1v-5q0-7-4-11 0-2 3-2l-3-2-3-2 5-2 1-12q-6-1-10 3l4 1-1 1-10 2 9 1H62q-3-2-2-4l-4-1-2 4 1 1q-13 1-24-1l9-2-17-1 28-1-1-1 15-2 1-1-4-2 5-1z"/><path fill="#efa466" d="m26 55 2 1h8l3-1h19l4 2 4 2-1 1-15 2 1 1-28 1 17 1-9 2q11 2 24 1l-1-1 2-4 4 1q-1 2 2 4h16l-9-1 10-2 1-1-4-1q4-4 10-3l-1 12-5 2 3 2-44-1q-12 2-24 7-6-1-1-3H9v-4h5l-1-16q-3-2-2-4z"/><path fill="#f6dec4" d="m13 59 1 16H8q2-2 5-1z"/><path fill="#f0a161" d="M8 75v4h5q-5 2 1 3 12-5 24-7l44 1 3 2q-3 0-3 2 4 4 4 11L9 92z"/><path fill="#f4a75f" d="M87 91v5H9v-4z"/></svg> |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a green motorcycle parked under the bridge:My primary focus is on creating a visually appealing and engaging image that captures the essence of a motorcycle parked under a bridge. I aim to capture the feeling of a vehicle gracefully navigating the urban landscape, with its curves, shapes, and the subtle details of the bridge itself. The overall composition should be dynamic and dynamic, with the motorcycle's position and the bridge's shape subtly influencing the overall scene. I want to convey a sense of movement and a sense of freedom and adventure. | {
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} | Generate code for a svg of a green motorcycle parked under the bridge. | <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="#c0e8ad" d="M0 0h96v58H80l-7-7h-4q-4-3-7 0l-2-1v-8l-2-2q-1-8-6-2l-2 1q-3 0-5 3l-4-2q-3-3-5-1t-1 3L0 40z"/><path fill="#1c282e" d="M58 32q5 2 0 3z"/><path fill="#121c25" d="M58 40h-1l-2 1-3-3q5-6 6 2"/><path fill="#2e312c" d="m41 40-2 3q-2-3-2 0l-2-1q-1-1 1-3t5 1"/><path fill="#2fab2a" d="m57 40 2 2-3 2z"/><path fill="#cf3f26" d="M39 43v2q-3 0-3 2-1-3 1-4 0-3 2 0"/><path fill="#1b7f2d" d="M50 39v3h3l-1 4-8 2-6-2v-4l2-3 4 2q2-3 5-3"/><path fill="#5e6d5b" d="m52 38 3 3 2-1v4l3-2v8l-3-3q-1-6-6-7l-1-1z"/><path fill="#1a982c" d="m69 51-5 4-2-4q3-3 7 0"/><path fill="#30b643" d="M45 49v3l-3 2q-3-2-2-5z"/><path fill="#243030" d="M51 40q5 1 6 7-3 2 0 4-4 3-5 7h-1q-2-5-5-4 3-3-1-2v-3l8-2 1-4h-3z"/><path fill="#32643b" d="m60 50 2 1 2 4 1 1v2l-2-1-2-1q-1-3-3-2z"/><path fill="#dee5c6" d="m57 47 3 3-2 4q-3 2-3 5l-2 3-1-4q1-4 5-7-3-2 0-4"/><path fill="#d1f0bb" d="m0 40 35 2 2 1q-2 1-1 4-9 4-12 13-2 0-1 3L0 64z"/><path fill="#f3fadf" d="M80 58h16v38H47l25-19 8-11z"/><path fill="#f4f6ea" d="M24 60v9L0 78V64l23-1q-1-3 1-3"/><path fill="#0d181f" d="M39 45v2l6 2h-5q-1 3 2 5l1 3-3-1-6 8h-1q-4-5 0-8-2 10 4 1 0-3-2-3l-2-1q-9 5-4 14h5l5-6-2 7 6 11 22-5q-6-4-7-9v-4l3-5 2 1-2 1q-2 3 1 8 2 3 8 4 13-4 4-15-4-3-7 1h-2l-1-1 5-4h4l7 7v8l-8 11-25 19H0V78l24-9v-9q3-9 12-13 0-2 3-2"/><path fill="#a8c1a1" d="M65 56h2l3 9 1-4q2 5-4 6 4 2 7-4-2-4-5-6 3-1 5 3 3 7-4 10-6-1-8-4-1-4 1-7-1 3 2 8z"/><path fill="#f2f3e8" d="M39 61q-2 5 4 6l5 1 9-3q1 5 7 9l-22 5-6-11z"/><path fill="#87a581" d="M55 59v5q0-3 3-3v4l-9 3-5-1h9v-5z"/><path fill="#e9e0d1" d="m33 64-4 3h-1q0-4 4-3"/><path fill="#5b6966" d="M70 70q7-3 4-10-2-4-5-3 3 2 5 6-3 6-7 4 6-1 4-6l-1 4-3-9q3-4 7-1 9 11-4 15"/><path fill="#32983b" d="m51 58 1 4v5h-9q-6-1-4-6l2-3z"/><path fill="#324a4a" d="m63 57 2 1v9q-3-5-2-8-2 3-1 7-3-5-1-8z"/><path fill="#296b3b" d="M46 54q3-1 5 4h-9l-2 3h-1l-5 6h-4l4-3 6-8 3 1q0-3 3-3"/><path fill="#616b62" d="M35 54q-1 2 2 3-6 9-4-1-4 3 0 8-4-1-4 3-5-9 4-14z"/><path fill="#1f9132" d="M58 54q2-1 3 2l-3 5q-3 0-3 3v-5q0-3 3-5"/><path fill="#e3e7bc" d="M35 54q2 0 2 3-3-1-2-3"/><path fill="#cdcec1" d="M45 52q4-1 1 2-3 0-3 3l-1-3z"/></svg> |
Okay, here's a concise summary of my thoughts on drawing a small boat bobbing in a peaceful lake:I'm drawn to the simple, yet powerful, movement of a boat. The act of creating a visual representation of this dynamic object is a meditative and evocative experience. The boat's shape, the way it's positioned, and the subtle details of its hull and hull shape contribute to the overall sense of tranquility and serenity. The focus is on capturing the fluidity and movement of the water, the gentle rocking, and the subtle interplay of light and shadow. The overall feeling is one of peaceful contemplation and a connection to the natural world. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a small boat bobbing in a peaceful lake. | <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="#f0f0e6" d="M0 0h96v51l-7 3q-9-2-18-1-2 3 1 13l-3-8-2 4V49l-4 5q-1 3 1 5-3 3-3 0l-1 2v-1H50l-8-1 2 5-3 3v3l-7-2q-2 0-1 3-3-3-4 0-3-2-6-1l1-1q-2 0-3-2l-1 2q-12 0-7-10l2 3q0-4 3-7l4-2H0z"/><path fill="#f4f5ec" d="M96 51v45H74q-10-5-20-6L12 75H0V53h22l-4 2q-3 3-3 7l-2-3q-5 10 7 10l1-2q1 2 3 2l-1 1q3-1 6 1l2 2 2-2q-1-3 1-3l7 2h2l9 1v-4q2 2 3-1l5-5 1-2q0 3 3 0-2-2-1-5l4-5v13l2-4 3 8q-3-10-1-13 9-1 18 1z"/><path fill="#324553" d="M50 60h10v1l-5 5h-4l-7-2-2-5z"/><path fill="#5b6a76" d="m44 64 7 2-6 1-2 3h-2v-3z"/><path fill="#d5d6d0" d="M51 66h4q-1 3-3 1v4l-9-1 2-3z"/><path fill="#7f8f95" d="m33 71-2 2-2-2q1-3 4 0"/><path fill="#6c7b81" d="m35 73 2 1h-4z"/><path fill="#2c4250" d="M0 75h12l62 21H0z"/></svg> |
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} | Generate code for a svg of a couple with heart: woman, man, 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">
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} | Generate code for a svg of a there is a small airplane flying over a field of grass | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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Okay, here's a concise summary of my thoughts on drawing a red suitcases lined up at the check-in counter:I'm drawn to the visual appeal of a red suitcase, a color that evokes a sense of comfort, practicality, and a touch of sophistication. The lines and shapes are carefully chosen to create a visually engaging and balanced composition. The overall feeling is one of a welcoming and efficient check-in experience, with a focus on the practical aspects of the luggage. | {
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} | Generate code for a svg of a red suitcases lined up at the check-in counter. | <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="#f6eed8" d="M0 0h96v47l-7-1q3-1 3-4l2 1 1-2q-3-3-3-7-3-3-4-2v2l-3 1q0-4-3-5v-3q2-3 5-1 4-4 4-8l2-9-2-3-14-2-20 11h-5q-3-4-5 0l4 2q-4 1-4 5l-1-1q1-3-1-4-3-2-5-1-4-7-10-10L16 9q-2-5-6-5V1Q1 0 9 3L7 5v14q8 3 1 8l1 6q-3 4-7 5l4 5q-3 2-1 3l-5 4z"/><path fill="#f5ecd7" d="M46 21q-3-3-2 1v12h-3v2l-3-2-2 4-1-1-7 5-7-3-3 3 3 3q1-3 4 0l-4 2 3 1q-4 3-1 7-4 5-5 11 1 2-1 3l7 2q-3-4 0-7l1 8H0V50l5-4q-2-1 1-3l-4-5q4-1 7-5l-1-6q7-5-1-8V5l2-2q-8-3 1-2v3q4 0 6 5l14-3q6 3 10 10 2-1 5 1 2 1 1 4"/><path fill="#f5edd7" d="M96 47v3h-1l-12-2v-3h-7v3q-3-1-5 1h-2l-6-3q-4-3-7 0l1 3q-4-2-9-1v-8q-4-1-9 1-2 2 1 3 2-2 6-1v5h-8l-9 1-1 2-1 1q-2 9-1 21H0v-1h25l-1-8q-3 3 0 7l-7-2q2-1 1-3 1-6 5-11-3-4 1-7l-3-1 4-2q-3-3-4 0l-3-3 3-3 7 3 7-5 1 1 2-4 3 2v-2h3V22q-1-4 2-1l1 1q0-4 4-5l-4-2q2-4 5 0h5L77 4l14 2 2 3-2 9q0 4-4 8-3-2-5 1v3q3 1 3 5l3-1v-2q1-1 4 2 0 4 3 7l-1 2-2-1q0 3-3 4z"/><path fill="#605147" d="M83 48h-1q-1-2-3-2t-2 2h-1v-3h7z"/><path fill="#645953" d="M63 46h-5v3h-1l-1-3q3-3 7 0"/><path fill="#e5e1d1" d="M82 48h-5q0-2 2-2t3 2"/><path fill="#c6b3a5" d="m63 46 6 3H58v-3z"/><path fill="#ce8572" d="M71 49q2-2 5-1h7l12 2q-4-1-7 1-8-3-17-2"/><path fill="#ea362f" d="M28 51h17v27q-8 3-14 1-3-2-4-1H0v-4h27V52z"/><path fill="#e8332b" d="M70 49q9-1 17 2 3-2 7-1h1v2h-6v23l-12 2-6-1V66l2-1V54l-2-2-1-1z"/><path fill="#bd8172" d="M57 49h12l1 2q-2 11-1 24-4-1-5 2l-2-25q-9-4-16-3l3 3 1 24h-2l-1-23q-4-5-10-5h8v-5q-4-1-6 1-3-1-1-3 5-2 9-1v8q5-1 9 1"/><path fill="#f5e2c2" d="M96 52v25l-6-1V52z"/><path fill="#6f2a27" d="m72 52 2 2v11l-2 1z"/><path fill="#d56043" d="m63 52 2 25 5-1-3 3h-4z"/><path fill="#b65f58" d="m55 51 1 28 7 1H53l-2-4-1-24z"/><path fill="#e04135" d="M63 52v24q-9 2 0 3v1l-7-1V52l-1-1-5 1-3-3q7-1 16 3"/><path fill="#dbbeaa" d="m55 51 1 1v27z"/><path fill="#e24839" d="M38 48q6 0 10 5l1 23-4 1V51H28l1-2z"/><path fill="#a99e90" d="M71 51v23h-2q-1-13 1-24"/><path fill="#f1c5af" d="M27 52v22H0v-1h26q-1-12 1-21"/><path fill="#26161a" d="M70 75h2v1zl-5 1q1-3 5-2"/><path fill="#161215" d="m50 76 2 4h-1z"/><path fill="#2d1f1f" d="M63 76v3q-9-1 0-3"/><path fill="#782723" d="M90 75q-3-1-4 2-10-1-19 1l3-3h2l6 1z"/><path fill="#4f3935" d="m90 76 6 1v1H86q1-3 4-2"/><path fill="#1b1619" d="M45 78q5-1 2 3l-2-1z"/><path fill="#c43229" d="M0 78h27v2L0 81z"/><path fill="#22151b" d="M27 78q1-1 4 1l-2 2-2-1z"/><path fill="#f5ebd4" d="M86 78h10v18H49V82l3-2h11v-1h4q9-2 19-1"/><path fill="#ba3d32" d="M45 78v2l-16 1 2-2q6 2 14-1"/><path fill="#aa4d3f" d="m49 76 2 4-3 2h-2v-1q3-4-2-3v-1z"/><path fill="#cc6a5a" d="m27 80 2 1 16-1 2 1v1H0v-1z"/><path fill="#f9baa1" d="M0 82h49v14H0z"/></svg> |
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"path": "emoji_u1fa77.png"
} | Generate code for a svg of a pink heart | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<path d="M77.16,34.66c-1.76,0-3-1.7-2.36-3.34c1.19-3.02,2.73-5.94,4.58-8.54c2.74-3.84,7.95-6.08,11.25-3.75 c3.38,2.38,2.94,7.14,0.57,9.44C86.11,33.4,79.69,34.66,77.16,34.66z" style="fill:#F9D2E1;"/>
</svg> | |
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"path": null
} | Generate code for a svg of a black and white icon of a compass with a white face. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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xml:space="preserve">
<g>
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} | Generate code for a svg of a there is a man that is standing on a surfboard in the water | <svg height="919.5" width="434.5" xmlns="http://www.w3.org/2000/svg">
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Okay, here's a concise summary of my thoughts on drawing a backhand index pointing up:I'm drawn to the intricate and dynamic interplay of curves, shapes, and detail. The backhand index, a crucial element of the backhand, is a powerful tool for creating a sense of balance and control. The upward movement of the index, while seemingly simple, allows for a nuanced and expressive representation of the player's position and the overall flow of the game. I aim to capture the interplay between the player's body and the game's dynamic environment, emphasizing the subtle nuances of the backhand. | {
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"path": "emoji_u1f446.png"
} | Generate code for a svg of a backhand index pointing up | <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="M43.22,12.9c0,6.72,0.73,52.62,0.73,52.62c0,3.65,0.1,4.33-1.24,3.32 c-1.34-1.01-2.66-4.87-12.18-7.43c-7.12-1.92-16.06,1.01-18.37,5.35c-1.03,1.93-1.2,5.91,2.13,7.39c3.19,1.42,9.61,1.57,14.97,5.64 c6.56,4.98,6.81,9.11,11.03,16.8c3.36,6.14,11.6,10.87,13.37,14.27c1.29,2.46,1.23,5.62,1.09,8.78c-0.05,1.21,0.75,2.3,1.93,2.59 c2.82,0.71,8.72,1.78,18.57,1.78c9.73,0,15.6-1.04,18.47-1.75c1.22-0.3,2.04-1.44,1.92-2.69c-0.31-3.34-0.76-6.9,0.22-9.43 c1.34-3.48,5.77-8.32,9.38-14.42c8.45-14.28,7.51-29.28,6.79-37.88c-0.55-6.65-4.69-15.01-10.16-16.26 c-2.8-0.64-4.77,0.08-6.82,1.78c-0.48,0.39-1.2,0.05-1.39-0.54c-0.82-2.54-2.56-6.46-7.75-6.8c-4.25-0.28-6.05,2.21-7.55,3.56 c-0.45,0.4-0.92,0.07-1.12-0.5c-0.83-2.43-3.87-6.66-8.52-6.51c-5.37,0.17-7.4,4.26-8.35,7.26c-0.17,0.54-1.4-3.08-1.44-3.65 c0,0-1.17-14.88-2.23-21.28c-1-6.07-2.61-11.73-8.5-10.7C45.73,4.6,43.22,6.17,43.22,12.9z" style="fill:#FFCA28;"/>
<path d="M59.04,52.97c1.57-2.26,4.25-6.51,9.05-6.74c4.63-0.22,6.3,3.52,8.64,3.93 c3.19,0.55,3.56-1.72,7.99-1.48c4.25,0.23,5.08,3.1,8.08,3.51c1.91,0.26,3.6-1.8,8.22-1.43c1.92,0.15,5.91,2.08,7.39,5.68 c1.08,2.64,3.13-2.15,2.73-3.55c-1.3-4.54-4.16-10.06-9.15-11.3c-0.05-0.01-0.09-0.02-0.14-0.03c-2.8-0.64-4.77,0.08-6.82,1.78 c-0.48,0.39-1.2,0.05-1.39-0.54c-0.82-2.54-2.56-6.46-7.75-6.8c-4.25-0.28-6.05,2.21-7.55,3.56c-0.45,0.4-0.92,0.07-1.12-0.5 c-0.83-2.43-3.87-6.66-8.52-6.51c-5.37,0.17-7.4,4.26-8.35,7.26C60.31,40.01,58.38,50.36,59.04,52.97z" style="fill:#FFB300;"/>
<path d="M42.9,69.71c-1.56,0.37-2.86-1.08-3.68-1.81c-2.55-2.3-5.52-3.76-7.73-4.52 c-8.08-2.77-14.23-0.23-17.68,1.3c0,0,7.33-7.72,19.34-4.76c4.05,1,6.92,2.87,9.49,5.28C44.79,67.21,44.35,69.37,42.9,69.71z" style="fill:#EDA600;"/>
<path d="M112.03,57.82c-0.46-5.51-3.08-12-7.04-14.86c-0.4-0.29-0.89,0.21-0.57,0.59 c1.7,2.04,3.91,6.01,4.35,13.23c1.04,17.08-0.43,27.84-6.09,37.4c-1.56,2.63-3.31,5.07-4.86,7.23c-2.07,2.88-3.32,4.73-4.11,7.04 c-2.15,6.3,1.94,11.1,1.94,11.1c-0.31-3.34-0.76-6.9,0.22-9.43c1.34-3.48,5.77-8.32,9.38-14.42 C113.7,81.43,112.75,66.43,112.03,57.82z" style="fill:#EDA600;"/>
<path d="M61.24,45.14c0.35,5.89-2.15,8.52-2.15,8.52s-0.9-1.52-1.8-7.9c0,0-2.18-30.29-2.73-34.97 c-0.69-5.92-5.09-6.75-5.09-6.75s6.83-1.1,8.18,7.25C58.67,17.52,60.89,39.25,61.24,45.14z" style="fill:#EDA600;"/>
<path d="M90.97,48.54c-0.18,2.4,0.44,3.4,1.78,3.65c1.34,0.25,1.98-1.2,1.89-3.93 c-0.21-6.9-3.07-11.62-7.41-12.03C87.23,36.23,91.7,38.73,90.97,48.54z" style="fill:#EDA600;"/>
<path d="M74.68,46.56c-0.08,2.16,0.73,3.4,2.29,3.57s2.1-1.51,2.08-3.12c-0.09-6.93-3.6-14-9.04-14.38 C70.01,32.63,75.12,35.28,74.68,46.56z" style="fill:#EDA600;"/>
</g>
</svg> |
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"path": "fe5a83401e376a41ef9f9ff887e1b22cf2c1f92b8d7d1f04f2c0d39056831bf8.png"
} | Generate code for a svg of a a close up of a triangle with a black outline on a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 320 512"><path d="M27.66 224h264.7c24.6 0 36.89-29.78 19.54-47.12l-132.3-136.8c-5.406-5.406-12.47-8.107-19.53-8.107c-7.055 0-14.09 2.701-19.45 8.107L8.119 176.9C-9.229 194.2 3.055 224 27.66 224zM19.61 188l132.3-136.6C154.1 49.19 156.1 48 160 48c3.09 0 6.006 1.215 8.027 3.232l132.5 136.1c4.932 4.932 3.385 10.48 2.49 12.64C302.2 202.1 299.3 208 292.3 208H27.66C20.67 208 17.84 202.1 16.94 200.8C16.05 198.7 14.5 193.1 19.61 188z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a small glass jar of marbles. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v96H0z"/><path fill="#c8cfce" d="m61 29-24 1q44 1 0 3-4-1-2-4h-2l1-2q14-3 27 0z"/><path fill="#f7f6f2" d="M33 29h2q-2 3 2 4l18 2q-6 1-5 7-4-3-9-1-5 5 1 9l-2 3-2 1-5-2q-2 3 1 6l-1 2q-3 2 0 5v2l-3-2V35z"/><path fill="#6ba0d1" d="M55 35h4q-4 1 0 4 0-3 2-1 1 5-2 9l-4 1-3-3-2-3q-1-6 5-7"/><path fill="#e3e6e6" d="M61 29q-1 3 3 6l1 12-3 20-3 2H36q-3 0-3-2v-2q3 3 7 1 2 3 7 1h1q3 3 8 0h1q5-1 6-6l-1-11q-1-3-3-3 3-4 2-9-2-2-2 1-4-3 0-4h-4l-18-2q44-2 0-3z"/><path fill="#f5cdab" d="m50 42 2 3q-6-1-6 5h-4q-6-4-1-9 5-2 9 1"/><path fill="#fce9aa" d="m52 45 3 3-2 5-7-1v-2q0-6 6-5"/><path fill="#958094" d="M42 50h4v2l-1 3q-2-1-2 1l-3-3z"/><path fill="#98476f" d="m38 54-2 5-2-1q-3-3-1-6z"/><path fill="#abb7c8" d="m40 53 3 3v3l-1 1q-2 1-2 4-3-5-7-4l1-2 2 1 2-5z"/><path fill="#4f4b6e" d="M45 55v3l-2 1v-3q0-2 2-1"/><path fill="#cc797d" d="M59 47q2 0 3 3l1 11q-4 2-6 6h-1q0-5-4-4v-1q4-4 1-9l2-5z"/><path fill="#8d7888" d="m45 58 2 4q-2-3-5-2l1-1z"/><path fill="#abbcc6" d="m46 52 7 1q3 5-1 9h-5l-2-4v-3z"/><path fill="#82516c" d="M33 60q4-1 7 4v2q-4 2-7-1t0-5"/><path fill="#7d788d" d="M47 62h5v1l-4 4h-1z"/><path fill="#ea8177" d="M52 63q4-1 4 4-5 3-8 0z"/><path fill="#f08d7b" d="M42 60q3-1 5 2v5q-5 2-7-1v-2q0-3 2-4"/><path fill="#81687f" d="M63 61q-1 5-6 6 2-4 6-6"/></svg> | |
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} | Generate code for a svg of a a black and white image of a check mark in a circle | <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24"><path d="M10,17L5,12L6.41,10.58L10,14.17L17.59,6.58L19,8M12,2A10,10 0 0,0 2,12A10,10 0 0,0 12,22A10,10 0 0,0 22,12A10,10 0 0,0 12,2Z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a green lettuce heads sitting on a wooden crate:I'm drawn to the visual appeal of a green lettuce head sitting on a wooden crate. The texture of the wood, the subtle curve of the head, and the overall arrangement create a sense of organic movement and a slightly rustic feel. The details, such as the leaves, the crate, and the overall composition, are carefully considered to enhance the image's overall aesthetic. I aim to capture the essence of a simple, yet visually interesting, edible plant. | {
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"path": null
} | Generate code for a svg of a green lettuce heads sitting on a wooden crate. | <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="#fcfbf5" d="M0 0h96v96H41q11-13 28-19 4-3 1-4l7-3q-2-9-1-16-3 0-3-2l3-5-2-3-6-4q-3-6-6-1h-1q-3-4-8-4H43q-2 0-2 3h-5q-9-3-9 6l3 9-7 2v6q-1 6 1 12l6 1-9 2H6v20H0z"/><path fill="#9dc13d" d="m68 40-3 3q-1-4-2 0v-2l-1-2q3-5 6 1"/><path fill="#416a37" d="m61 39 1 2q-2 1-1 4h-3q0-4 2-6"/><path fill="#789d36" d="m68 40 6 4-12 10v-2l6-4q-1-2-3-1l-1-3-2 1q-1-3 1-4v2q1-4 2 0z"/><path fill="#628332" d="m41 56-6-1 1-1-5-5 1-1q-3-3-2-5l4 5q4 0 7 3l-7-1z"/><path fill="#9ebf41" d="m74 44 2 3-3 5-1 1q-6 0-10 3l-1-1 1-1z"/><path fill="#99bc37" d="M61 39q-2 2-2 6h3l2-1 1 3q2-1 3 1l-6 4v-3q-3 1-3 5v-2l2-6q-3 0-3 3-2-3-1-4l-5 1q-3-3-6-1l2 1-1 2q-2-3-2 0v6q0-3-2-3l2 5h-4l-7-6 7 1q-3-3-7-3l-4-5q-1 2 2 5l-1 1 5 5-1 1-5-2-3-9q0-9 9-6l-2 7 1 1 5-2q3-3 7-3l-6-3q0-3 2-3h10q5 0 8 4"/><path fill="#46712a" d="m58 49-1 2q-3-4-7-4l-2-1-2-1q3-2 6 1l5-1q-1 1 1 4"/><path fill="#657e37" d="M36 38h3q-1 3 1 6l-5 2-1-1z"/><path fill="#273528" d="M39 38h2l6 3q-4 0-7 3-2-3-1-6"/><path fill="#7e9c31" d="m48 46 2 1q-5 6 1 2l1 1-5 6h-2l-2-5q2 0 2 3v-6q0-3 2 0z"/><path fill="#a6c739" d="M50 47q4 0 7 4-2 2-1 5-1-7-4-1l-5 1 5-6-1-1q-6 4-1-2"/><path fill="#3d532d" d="M62 52v2l-1 1q-2 0-1 2h-3l-1-1q-1-3 1-5l1-2q0-3 3-3l-2 6v2q0-4 3-5z"/><path fill="#5b7c2f" d="m72 53-7 4h-5q-1-2 1-2l1 1q4-3 10-3"/><path fill="#9a8359" d="M56 56v3q-2 0-1 3l-33-3v-5l7-2 5 2 6 1h6l5-1q3-6 4 1"/><path fill="#f7daa3" d="M57 57h14q-4 1 0 2l-12 4 14-2v1l-1 2-14 3q-1 2 2 4-3 1-2 4h3l-4 1z"/><path fill="#84704f" d="M23 61v-1l33 3v6l-21-3q5-3 12-3l-19-2-3 2z"/><path fill="#967d4f" d="m23 61 2 2 3-2 19 2q-7 0-12 3l21 3v8l-6-2q-3-5-6-5-5 1-8 5l-6-1-6-1q-2-6-1-12"/><path fill="#dfc48e" d="M73 52q0 2 3 2-1 7 1 16l-7 3q3 1-1 4-4-3-8-2h-3q-1-3 2-4-3-2-2-4l14-3 1-2 2-1q-2-3-2 0l-14 2 12-4q-4-1 0-2h-6l7-4z"/><path fill="#1a1511" d="M73 62v-1q0-3 2 0z"/><path fill="#1e1917" d="M73 68q2 0 1 3-2-1-1-3"/><path fill="#dbe38d" d="m50 75-14 1v-1q3-4 8-5 3 0 6 5"/><path fill="#ccc594" d="m30 74 6 1v1H21z"/><path fill="#aa8b5e" d="M57 60v16l4-1q4-1 8 2-17 6-28 19H6V76h30l14-1 6 2V63q-1-3 1-3"/></svg> |
{
"bytes": "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",
"path": "1fd654a3398962daaf4151f89514182a868125fd9e66ae344bcf5f7d3d7d6ec6.png"
} | Generate code for a svg of a a black and green icon of a calculator | <svg width="256" height="260" viewBox="0 0 256 260" fill="none" xmlns="http://www.w3.org/2000/svg">
<g id="Group 1">
<g id="Rectangle 11" filter="url(#filter0_d)">
<path d="M63 19C63 15.134 66.134 12 70 12H184C187.866 12 191 15.134 191 19V233C191 236.866 187.866 240 184 240H70C66.134 240 63 236.866 63 233V19Z" fill="#22252D"/>
</g>
<rect id="Rectangle 13" x="82" y="35" width="86" height="41" rx="6" fill="#26A08E"/>
<rect id="Rectangle 14" x="75" y="106" width="104" height="18" rx="6" fill="#292D36"/>
<rect id="Rectangle 15" x="179.02" y="106.216" width="111.539" height="18" rx="6" transform="rotate(90.5625 179.02 106.216)" fill="#292D36"/>
<rect id="Rectangle 16" x="97.8339" y="133.216" width="85.0594" height="18" rx="6" transform="rotate(90.5625 97.8339 133.216)" fill="#292D36"/>
<rect id="Rectangle 17" x="124.834" y="133.216" width="85.0594" height="18" rx="6" transform="rotate(90.5625 124.834 133.216)" fill="#292D36"/>
<rect id="Rectangle 18" x="151.834" y="133.216" width="85.0594" height="18" rx="6" transform="rotate(90.5625 151.834 133.216)" fill="#292D36"/>
</g>
<defs>
<filter id="filter0_d" x="45" y="0" width="160" height="260" filterUnits="userSpaceOnUse" color-interpolation-filters="sRGB">
<feFlood flood-opacity="0" result="BackgroundImageFix"/>
<feColorMatrix in="SourceAlpha" type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 127 0"/>
<feOffset dx="-2" dy="4"/>
<feGaussianBlur stdDeviation="8"/>
<feColorMatrix type="matrix" values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.25 0"/>
<feBlend mode="normal" in2="BackgroundImageFix" result="effect1_dropShadow"/>
<feBlend mode="normal" in="SourceGraphic" in2="effect1_dropShadow" result="shape"/>
</filter>
</defs>
</svg> | |
{
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",
"path": "93decbce29df1ac670b08f034ad76983b9e2047f59d71cab3c035646e22792bf.png"
} | Generate code for a svg of a a close up of a circular object with a red and blue star | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:xlink="http://www.w3.org/1999/xlink"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
width="440"
height="590"
viewBox="-220 -370 440 590"
id="svg2"
version="1.1"
inkscape:version="0.48+devel r10001"
sodipodi:docname="Reinel_compass_rose.svg">
<metadata
id="metadata76">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title></dc:title>
</cc:Work>
</rdf:RDF>
</metadata>
<sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="1178"
inkscape:window-height="683"
id="namedview74"
showgrid="false"
inkscape:zoom="0.88813559"
inkscape:cx="220"
inkscape:cy="159.8855"
inkscape:window-x="-195"
inkscape:window-y="29"
inkscape:window-maximized="0"
inkscape:current-layer="svg2" />
<defs
id="defs4">
<g
id="r5">
<g
id="r4">
<g
id="r3">
<g
id="r2">
<path
xd="M0 h94 m9 h49 m12 h51"
stroke-width="1.5"
fill="none"
id="r1" />
<use
xlink:href="#r1"
transform="scale(-1)"
id="use11" />
</g>
<use
xlink:href="#r2"
transform="rotate(90)"
id="use13" />
</g>
<use
xlink:href="#r3"
transform="rotate(45)"
id="use15" />
</g>
<use
xlink:href="#r4"
transform="rotate(22.5)"
id="use17" />
</g>
</defs>
<circle
r="75"
fill="none"
stroke="#00923f"
stroke-width="8"
id="circle19" />
<g
stroke="#1f1a17"
stroke-width="1"
fill="none"
id="g21">
<circle
r="71"
id="circle23" />
<circle
r="79"
id="circle25" />
</g>
<use
xlink:href="#r4"
stroke="#72706f"
id="use27" />
<circle
r="211"
fill="none"
stroke="#00923f"
stroke-width="8"
id="circle29" />
<circle
r="207"
stroke="#1f1a17"
stroke-width="1"
fill="none"
id="circle31" />
<use
xlink:href="#r4"
transform="rotate(22.5)"
stroke="#00923f"
id="use33" />
<use
xlink:href="#r5"
transform="rotate(11.25)"
stroke="#da251d"
id="use35" />
<circle
r="8"
cx="0"
cy="0"
fill="#1f1a17"
stroke="#28166f"
stroke-width=".4"
id="circle37" />
<g
stroke="#1f1a17"
stroke-width="1"
fill="none"
id="g39">
<circle
r="94"
id="circle41" />
<circle
r="152"
id="circle43" />
<circle
r="164"
id="circle45" />
<circle
r="215"
id="circle47" />
</g>
<g
id="s3">
<g
id="s2">
<g
id="s1">
<path
d="M 39.416,95.16 C 33.65,103.95 30.76,110.5 28.93,117.18 15.24,113.43 13.54,127.15 23.04,131 13.71,145.8 7.84,173.93 0,212 L 0,103 a 103,103 0 0 0 39.416,-7.84 z"
id="s0"
stroke-miterlimit="9"
inkscape:connector-curvature="0"
style="fill:#0000ff;stroke:#1f1a17;stroke-width:1;stroke-miterlimit:9" />
<use
xlink:href="#s0"
transform="scale(-1,1)"
id="use53"
style="fill:#ff0000"
x="0"
y="0"
width="440"
height="590" />
<path
d="M -31.995,160.849 A 164,164 0 0,0 31.995,160.849 C 18.9,170.1 8.4,175.3 0,206 C -8.4,175.3 -18.9,170.1 -31.995,160.849 z"
fill="#da251d"
stroke="#1b1b1b"
stroke-width="1"
transform="rotate(22.5)"
id="path55" />
</g>
<use
xlink:href="#s1"
transform="rotate(45)"
id="use57" />
</g>
<use
xlink:href="#s2"
transform="rotate(90)"
id="use59" />
</g>
<use
xlink:href="#s3"
transform="scale(-1)"
id="use61" />
<circle
r="8"
cy="-360"
fill="#da251d"
stroke="#1f1a17"
stroke-width="1"
id="circle70" />
</svg> | |
{
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"path": null
} | Generate code for a svg of a a pair of weathered brown boots beside a door. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafaf9" d="M0 0h96v96H0z"/><path fill="#c3804e" d="M21 19q9-1 20 1l-2 27h-1q-3-2-4-1l-2 6-1-20q0 4-2 1-3 1-4-1-3 3-3-1v43h-1z"/><path fill="#bf7d4d" d="M70 18q-1 10-3 1-3 1 0 4l-2 5-6-3-1 3-1-6v31l-5 2q-2 2-1 6-1 5-5 9l-2-3q2 0 1-2 4-2 1-5l1-4q-1-2-3-1V18z"/><path fill="#c78652" d="M70 18h8v37q-3-1-5 1-3-3-6-2l-1 12h-2V53h-7V22l1 6 1-3 6 3 2-5q-3-3 0-4 2 9 3-1"/><path fill="#a17553" d="M21 19q10-2 22-1-1 18 1 38 0 3-3 3V20q-11-2-20-1"/><path fill="#ca8751" d="M41 20v39l-1 6q-2 0-2 2l-4 4h-7q-2 0-2 3h-3V31q0 4 3 1 1 2 4 1 2 3 2-1l1 20 2-6q-1 1 1 4 4 2 4-3z"/><path fill="#8d7158" d="M34 46q1-1 4 1l-3 3q-2-3-1-4"/><path fill="#624335" d="M38 47q0 5-4 3z"/><path fill="#925f3a" d="M57 53h7v13h2l3-6q-3-3-1-5l3 6q-2 3-1 7l-3 3q-2-1-1-3-4 2 0 4-6-1-11 3-2 2-1 3l-5-1q5-4 13-7-5-6 1-1V58q-4-1-6 1-3 1 0 4l-3 5-2-13z"/><path fill="#9e643b" d="m78 55 1 20h-1q0-13-7-1V64l-1 4q-1-4 1-7l-3-6q-2 2 1 5l-3 6 1-12q3-1 6 2 2-2 5-1"/><path fill="#7e5230" d="M44 55q2-1 3 1l-1 4q3 3-1 5 1 2-1 2l-4-2 1-6q3 0 3-3z"/><path fill="#774d2d" d="m52 55 2 13v1h-2q-2-4 1-7l-2-1q-1-4 1-6"/><path fill="#774d2f" d="M38 67q2-1 3 1-4 0-7 3z"/><path fill="#9f663c" d="m51 61 2 1q-3 3-1 7h2v2h-6q-12 2-1 6l-1 2q-4-3-8-3H27l-2-2q0-3 2-3h7q3-3 7-3-1-2-3-1 0-2 2-2l4 2 2 3q4-4 5-9"/><path fill="#b1703f" d="M49 77h-2q-11-4 1-6h6v-3l3-5q-3-3 0-4 2-2 6-1v11q-6-5-1 1-8 3-13 7"/><path fill="#ae6f40" d="M78 75q-6 0-9 3H54q-1-1 1-3 5-4 11-3-4-2 0-4-1 2 1 3l3-3 1-4v10q7-12 7 1"/><path fill="#846047" d="M21 74h3l2 2h11q4 0 8 3l1-2h2l5 1-13 2-19-1q-4-2-1-5"/><path fill="#926f55" d="M78 75v6H42l-1-1 13-2h15q3-3 9-3"/><path fill="#d9a271" d="M42 81h13l-2 2-12-1z"/><path fill="#ded3c5" d="M38 82v2l-17 1q8-3 17-3"/><path fill="#e1c1a2" d="M38 82h3l12 1-15 1z"/><path fill="#ae927e" d="M61 88h10l-8 2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a collection of office manuals stacked beside 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="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#ced1d1" d="m34 20 1 4v1q-2 0-1 3h-1l-21-3 22-2-23-2q11-2 23-1"/><path fill="#485c69" d="M35 24q22-1 46 1l-1 25V26H36z"/><path fill="#efe9e6" d="M34 20q-12-1-23 1l23 2-22 2 21 3q-11-1-22 2l-3-3v2q-3-7 0-15l26 2q3 2 0 4"/><path fill="#f5f7f7" d="M36 26h44v24H36z"/><path fill="#f7c0aa" d="M33 28v5l-14 1h-6v-3l-6-1v-3l3 3q11-3 22-2"/><path fill="#efe8e6" d="m8 30 6 1v3h6L8 35l1 1 22 2 2 4-25-1q-3-6 0-11"/><path fill="#768a98" d="M35 25v24l-1 1-1-2V28q-1-3 1-3"/><path fill="#708592" d="M45 49q13-1 28 1l1 1-5 1-25-1z"/><path fill="#aeb8b8" d="m81 25 3 28-8 1-7-2 5-1-1-1h7z"/><path fill="#f1eeed" d="M34 43v6q-1 5 4 6h-3v3q-3 0-4 3l-9 1v-3H7q-2-3 1-5h10Q3 55 9 43l3 2q10-2 22-2"/><path fill="#c8cecc" d="m34 49 1 2 1-1 9-1-1 2 25 1 7 2 8-1 2 2H38q-5-1-4-6"/><path fill="#f9dbc9" d="M38 55h48l2 1-53 2v-3z"/><path fill="#f3ddd6" d="M32 71h6q4-1 1 1l-4 2-28 2v-5q9-1 0-2l1-2q12-2 24 4"/><path fill="#f2b59e" d="M32 71h6z"/></svg> | |
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"path": "emoji_u1f3c4.png"
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"path": "emoji_u1f497.png"
} | Generate code for a svg of a growing heart | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g>
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{
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} | Generate code for a svg of a red baggage carts moving down the tarmac. | <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="#fbfaf6" d="M0 0h96v57q-18-3-33 0l-1 8-1-13-1-1h-1q-8-2-14-1h-5q-6-1-11 2-2 4-1 10l-10 1 2-2V40L0 37z"/><path fill="#f3e4d8" d="m0 37 20 3v5l-1-2-2 21h-7q0-10 2-19 0-3 2-5h-3l-1 5-2 18 1 3-1 8q-5 1-8 4z"/><path fill="#dc3a3b" d="M12 45h-2l1-5h3q-2 2-2 5"/><path fill="#c47976" d="M45 50q6-1 14 1h-2v5l-2-4z"/><path fill="#fe1c28" d="M36 52q3-1 6 1h1v17h-3l-1-6q-3 0-3 3z"/><path fill="#f52e34" d="m40 50 2 3q-3-2-6-1l-2 1q-2 5 1 9l1-2v7q0-3 3-3l1 6h3V54l1 17-9 1q1 4 4 1l3 5-1 1q-6-5-12-5 2-1 1-2-3-6-3 0l-2-3 2-2 1-3 1-12q5-3 11-2"/><path fill="#d86a6c" d="m29 52-1 12-1 3q-1-3 1-5-1-6 1-10"/><path fill="#db4a47" d="M36 52v8l-1 2q-3-4-1-9z"/><path fill="#dd9c8e" d="M51 53v5l-2 1-2-6q1-3 4 0"/><path fill="#ed3f40" d="m59 51-2 7h-7v-5q1-2 4-1l2 4v-5z"/><path fill="#cb8f8c" d="M20 45v16l-2 2-2 2-7 1-1-3 2-18h2q-2 9-2 19h7l2-21z"/><path fill="#d48377" d="M55 58h3v7l-3 2z"/><path fill="#de6964" d="m60 51-1 14-2-1v-7z"/><path fill="#e5d1c4" d="M28 62q-2 2-1 5l-2 2q-7 0-13 3 2-3 5-4l-1-3 2-2z"/><path fill="#cba394" d="m51 68-3 2q-1-6 1-10h1z"/><path fill="#e75f5b" d="M40 50h5l10 2q-3-1-4 1-3-3-4 0l2 6 2-1h4v9q-3 3-4 1l-1-8h-1q-2 4-1 10 0 3-2 1l-1-18q-2-3-2 0h-1z"/><path fill="#ecac96" d="M46 71h-2l-1-17v-1q0-3 2 0z"/><path fill="#8c6e6d" d="m16 65 1 3q-3 1-5 4l-4 2 1-8z"/><path fill="#f6ece2" d="m61 52 1 13 1-8q15-3 33 0v39H53l8-15-4 5q2-6-4-7-1-1 1-3l-2-1 3-2q5-2 5-7z"/><path fill="#7a4947" d="m29 74-2-2q0-6 3 0 1 1-1 2"/><path fill="#f71b26" d="m25 69 2 3 2 2q6 0 12 5-20 6-41 5v-6q3-3 8-4l4-2q6-3 13-3"/><path fill="#745556" d="m58 65 2 1q0 5-5 7l-3-3-6 3q0 4-4 5l-3-5q-3 3-4-1l9-1h2q2 2 2-1l3-2q1 2 4-1z"/><path fill="#e9ddd2" d="m55 73-3 2 2 1q-2 2-1 3 6 1 4 7l4-5-8 15H0V84q21 1 41-5l1-1q4-1 4-5l6-3z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a scenic highway winding along the coast. | <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="#fafbfc" d="M0 0h96v87L81 74v-1q7 4 2-2l4-1-5-4 3-1q-3-1 0-3l-8-6 4-4 6-2q-18-2-35-1L12 37H0z"/><path fill="#d8e3e5" d="M0 37h12l40 12v1l-7 3-3-3-20-1-13-2-2 1-7 1z"/><path fill="#b6c9d1" d="m52 50 10 2q-12 1-23 5h-2q-4-1-6-4l-19-2-5-3 2-1 13 2 20 1 3 3z"/><path fill="#84a1b1" d="m7 48 5 3 19 2q2 3 6 4-12 5-21 12L0 64V49z"/><path fill="#838e9a" d="M62 52q4-1 10 1-10 2-18 6l-1-2h-4l-2-1q-6 1-10 5-5 0-8 5v-1q3-5 11-8h-1q11-4 23-5"/><path fill="#e7e9eb" d="M52 50v-1q17-1 35 1l-6 2-4 4 8 6q-3 2 0 3l-3 1 5 4-4 1q5 6-2 2v1l15 13v9h-4L60 77 49 66q-2-6 4-9l1 2q8-4 18-6-6-2-10-1z"/><path fill="#242b39" d="m37 61-1 3q-2 6 1 14l16 18H38q-9-12-14-24 2-4 5-6 3-5 8-5"/><path fill="#202835" d="M37 57h3q-8 3-11 8-5 2-7 6 5 13 12 25H0V64l16 5q9-7 21-12"/><path fill="#f5f6f6" d="M49 57q-12 4-4 16 12 12 28 23H59L38 75q-3-6-2-11l1-3q4-4 10-5z"/><path fill="#242c3b" d="M53 57q-6 3-4 9l11 11 32 19H73Q57 85 45 73q-8-12 4-16z"/><path fill="#dfe1e2" d="M29 65q-3 2-5 6 5 12 14 24h-4q-7-12-12-25 2-4 7-6"/><path fill="#c3cad0" d="M36 64q-1 5 2 11l21 21h-6L37 78q-3-8-1-14"/></svg> | |
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} | Generate code for a svg of a yellow taxis lining up in front of the terminal. | <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="M0 0h96v44l-3 1q-2 6-1 13h4v38h-6V58l1-6v-8q-7-1-13 1 0-2 3-2-3-3-7-2l-8-4-19 3q-6-3-11-2l-2 7q-3-2-5-1h-7q-7-4-15-3-3-4-7-3z"/><path fill="#ced7d5" d="M74 41q4-1 7 2-3 0-3 2l-7 2-4-2H39v3l-10-4q2-1 5 1l2-7q5-1 11 2v3l4-1-1-1 1-2 15-2z"/><path fill="#746e48" d="M0 38q4-1 7 3l-1 2q-3-2-6-1z"/><path fill="#e9cb2a" d="m22 44-1 2q-6-5-13-2H0v-2q3-1 6 1l1-2q8-1 15 3"/><path fill="#45565d" d="M39 40q2-1 4 2 2-4 3 0l-7 1z"/><path fill="#394b53" d="m47 40 3 1 1 1-4 1z"/><path fill="#465354" d="M57 40h3l1 3-5-1z"/><path fill="#afaa52" d="m74 41 3 1q-1 5-6 3l-2-5z"/><path fill="#9e8d3a" d="M8 44q7-3 13 2l1-2h2q-3 2 0 3l5-1 3 2h-5l3 4q6-1 5 6l-5-3-3 1q-1-3-4-3h-9l6-1-3-2-2-2q-3-4-7-4"/><path fill="#416373" d="M0 44h8q4 0 7 4-4-1-5 2h7l3 2-6 1-14-1z"/><path fill="#1d3248" d="m71 47-4 5q-3-3-6 0l-1-2-21-2v-3z"/><path fill="#457386" d="M96 44v14h-4q-1-7 1-13z"/><path fill="#d6d6b0" d="m15 48 2 2h-7q1-3 5-2"/><path fill="#5c7a80" d="M30 52v2q-9-2-14-8l6 1z"/><path fill="#243c4b" d="m32 48 5 3 1 4-3 3q1-7-5-6l-3-4z"/><path fill="#8c9785" d="M85 49h-7q-7 4-6 12h-3q-1-4 2-7-2-3 1-4 6-4 13-1"/><path fill="#7a7542" d="M61 52q-2 1-2 4l-2-1-2-2q2-2 6-1"/><path fill="#c3ab3c" d="M91 52h-1v-3h-5q-7-3-13 1-3 1-1 4-3 3-2 7l-3-1 2-5-1-1h-2l-1-1q-2 3-5 3 0-3 2-4 3-3 6 0l4-5 7-2q6-2 13-1z"/><path fill="#314e5f" d="m80 51 10 2v4H80q-1-3 1-4-2-3-2 0-2 1-1 4h-3q0-6 5-6"/><path fill="#484b29" d="M23 53q3 0 4 3v4l-2-1z"/><path fill="#6c734a" d="m80 51 2-1 8 2h1l-1 6-10-1h10v-4z"/><path fill="#bfa524" d="M24 44h5l10 4 22 4q-4-1-6 1l2 2-2 2q-5-3-7 1-6 0-9 3l-1-1-2 5-1-7 3-3-1-4-5-3-3-2-5 1q-3-1 0-3"/><path fill="#4c6664" d="M45 51q3-1 8 1l-3 1-11-1z"/><path fill="#15253e" d="m45 51-6 1-2-1v-2z"/><path fill="#17273a" d="m65 54-4 6q-7-1-13 1l4 2-12 1-4 4 11 3-15 2v-6q2 1 4-2l2-5 1 1q3-3 9-3 2-4 7-1l2-2 2 1q3 0 5-3z"/><path fill="#f1c30f" d="m35 58 1 7q-2 3-4 2-1-2-3-1l-2-6v-4l3-1z"/><path fill="#b43b1d" d="m25 59 2 1-2 5q-2-3-5-3v-3z"/><path fill="#e8bb0f" d="M85 49h5v3l-8-2-2 1q-5 0-5 6l4 1v-5q0-3 2 0-2 1-1 4l10 1v21l-8-6q-5-9-14-9l-2 13-2-12 2 16-3-3-1-8v-3q-3-2-2-5l1-2 4-6h2q-3 2-1 6l3 1h3q-1-8 6-12z"/><path fill="#7f7f37" d="M79 53v5l-4-1h3q-1-3 1-4"/><path fill="#5b512f" d="m67 54-2 5q-2-4 1-6"/><path fill="#f4c30c" d="m0 52 14 1h9l2 6h-5v3q3 0 5 3v1H0z"/><path fill="#625118" d="M0 66h25v1L0 68z"/><path fill="#28313a" d="m27 60 2 6q2-1 3 1h-7v-2z"/><path fill="#8f976c" d="M60 62q-1 3 2 5-3 14-3-1z"/><path fill="#b8932f" d="M82 73h-6l-8-6 2 10-2-2v8l-2-2-2-16 2 12 2-13q9 0 14 9"/><path fill="#f7c416" d="M25 67h7v5q-4-1-4 3l-1 1-6 1H0v-9z"/><path fill="#94773e" d="m32 72-4 2q0-4 4-3"/><path fill="#0d1a2b" d="M76 73h6l8 6v12l-8-1q-7-8-6-17"/><path fill="#f6f4e5" d="M76 73q-1 9 6 17-4-1-6 2v3l-5-11-1-7-2-10z"/><path fill="#06182e" d="M0 77h21q-2 3-5 3l2 1 22 4-20 11H0z"/><path fill="#54717f" d="m61 60-1 2-1 4q0 15 3 1v15l8 14H20l20-11-22-4-2-1q3 0 5-3l6-1 1-1 4-2 15-2-11-3 4-4 12-1-4-2q6-2 13-1"/><path fill="#111a28" d="m62 70 1 8 3 3 2 2v-8l2 2 1 7q-1 6 3 12h-4l-8-14z"/><path fill="#edcd29" d="m71 84 5 11v1h-2q-4-6-3-12"/><path fill="#d3bc1e" d="m82 90 8 1v2l-14-1q2-3 6-2"/><path fill="#101620" d="m76 92 14 1v3H76z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a brown reindeer with a red nose. | <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="#e9d0af" d="M0 0h96v96H0z"/><path fill="#89643f" d="M35 24h2q-3 8 3 1l1 1-5 5v5q-4-6-1-12"/><path fill="#634022" d="m61 35-2-2-2-4 1-2 3 7q1-3 2 0z"/><path fill="#9d7e5c" d="m59 33 2 2-3 2 3 3h-5v-3z"/><path fill="#744a25" d="M56 37v3q-7 0-1 2-6 1 0 2 3 0 5-4h1q6 1 7 7l-2 8q-1 3 2 5l-6 16-2-4v-6l-4 10q-1-8 3-14h-4q-4 5-7 0l-2-9-4 5-1-4 2-4h-4l2-4-4-6q3-6 5 1 9 3 13-6z"/><path fill="#e0c398" d="M56 40h4q-2 4-5 4-6-1 0-2-6-2 1-2"/><path fill="#f9221a" d="M39 50h4l-2 4q-5-1-2-4"/><path fill="#e2c8a3" d="m63 60 2 2-3 8q-2-6 1-10"/></svg> | |
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} | Generate code for a svg of a a close up of a cell phone with a blue button on it | <svg
version="1.1"
id="Layer_1"
x="0px"
y="0px"
viewBox="0 0 3840 2160"
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sodipodi:docname="lua.svg"
inkscape:version="1.1.1 (3bf5ae0d25, 2021-09-20)"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
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xmlns:svg="http://www.w3.org/2000/svg"><defs
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pagecolor="#505050"
bordercolor="#eeeeee"
borderopacity="1"
inkscape:pageshadow="0"
inkscape:pageopacity="0"
inkscape:pagecheckerboard="0"
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inkscape:zoom="0.35625"
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inkscape:window-width="1920"
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inkscape:window-x="0"
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Okay, here's a concise summary of my thoughts on drawing a black and white star icon:I'm drawn to the visual representation of a star, a celestial object with a central dot, which is a simple, yet impactful, element. The central dot, a curve or shape, provides a visual anchor and a sense of depth and scale. The overall composition is clean and minimalist, focusing on the central dot and its surrounding elements. The color palette is predominantly black and white, creating a sense of depth and sophistication. The focus is on the visual appeal and the inherent beauty of the star itself. | {
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<path d="M75.52,25.96c-0.47-0.71-1.54-1.74-3.63-1.74s-3.17,1.03-3.63,1.74c-0.21,0.31-0.16,0.68-0.01,0.9 c0.13,0.2,0.52,0.39,0.95,0.23s1.28-0.67,2.69-0.68c1.41,0.01,2.25,0.51,2.69,0.68s0.82-0.02,0.95-0.23 C75.68,26.64,75.72,26.27,75.52,25.96z" style="fill:#6D4C41;"/>
</g>
<path id="nose_2_" d="M65.85,34.25c-0.05-0.02-0.1-0.03-0.15-0.04h-3.4c-0.05,0.01-0.1,0.02-0.15,0.04 c-0.31,0.12-0.48,0.44-0.33,0.78s0.82,1.29,2.18,1.29c1.36,0,2.04-0.95,2.18-1.29C66.33,34.69,66.16,34.37,65.85,34.25z" style="fill:#E59600;"/>
<path id="mouth_3_" d="M67.99,38.13c-1.51,0.9-6.46,0.9-7.97,0c-0.87-0.52-1.75,0.27-1.39,1.06 c0.35,0.78,3.06,2.57,5.39,2.57c2.34,0,5-1.8,5.36-2.57C69.73,38.4,68.86,37.61,67.99,38.13z" style="fill:#795548;"/>
<g id="eyes_2_">
<path d="M56.17,30.53c-0.99,0-1.87-0.24-2.49-0.62c-0.26-0.16-0.42-0.07-0.37,0.24 c0.18,1.19,1.39,2.11,2.86,2.11c1.47,0,2.68-0.92,2.86-2.11c0.05-0.31-0.11-0.41-0.37-0.24C58.05,30.29,57.16,30.53,56.17,30.53z" style="fill:#404040;"/>
<path d="M71.83,30.53c-0.99,0-1.87-0.24-2.49-0.62c-0.26-0.16-0.42-0.07-0.37,0.24 c0.18,1.19,1.39,2.11,2.86,2.11s2.68-0.92,2.86-2.11c0.05-0.31-0.11-0.41-0.37-0.24C73.7,30.29,72.81,30.53,71.83,30.53z" style="fill:#404040;"/>
</g>
<g id="hairGroup">
<path id="hair_7_" d="M64.01,3.52L64.01,3.52C64.01,3.52,64,3.52,64.01,3.52c-0.01,0-0.01,0-0.02,0l0,0 C42.26,3.64,46.72,28.45,46.72,28.45s0.97,2.56,1.42,3.69c0.06,0.16,0.3,0.15,0.34-0.03c0.46-2.08,2.13-9.43,2.98-11.67 c0.5-1.32,1.86-2.09,3.25-1.83c2.13,0.39,5.52,0.86,9.26,0.86c0.01,0,0.03,0,0.04,0c0.01,0,0.03,0,0.04,0 c3.74,0,7.13-0.48,9.26-0.86c1.39-0.25,2.75,0.51,3.25,1.83c0.84,2.23,2.5,9.54,2.97,11.65c0.04,0.17,0.28,0.19,0.34,0.02 l1.43-3.67C81.29,28.45,85.74,3.64,64.01,3.52z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_1_" cx="64.0002" cy="105.7715" gradientTransform="matrix(1 0 0 -1.1282 0 143.4457)" gradientUnits="userSpaceOnUse" r="18.2154">
<stop offset="0.7945" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights" d="M81.29,28.45c0,0,4.45-24.82-17.28-24.93l0,0c0,0,0,0-0.01,0h0 c0,0-0.01,0-0.01,0l0,0c-0.34,0-0.67,0.01-0.99,0.02c-0.65,0.03-1.27,0.08-1.87,0.15c-0.01,0-0.01,0-0.02,0 c-0.04,0.01-0.08,0.01-0.13,0.02c-18.29,2.3-14.27,24.74-14.27,24.74l1.42,3.67c0.06,0.16,0.3,0.15,0.34-0.02 c0.47-2.1,2.13-9.42,2.97-11.65c0.5-1.32,1.86-2.08,3.25-1.83c2.13,0.39,5.52,0.86,9.26,0.86c0.01,0,0.03,0,0.04,0 c0.01,0,0.03,0,0.04,0c3.74,0,7.13-0.48,9.26-0.86c1.39-0.25,2.75,0.51,3.25,1.83c0.84,2.24,2.51,9.61,2.97,11.68 c0.04,0.17,0.27,0.19,0.33,0.03C80.3,31.02,81.29,28.45,81.29,28.45z" style="fill:url(#hairHighlights_1_);"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a soft green pillow placed on a wooden chair. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#e3f0d5" d="M0 0h96v96H79q0-12 2-21l3-25q-10-4-21-3v5q-1-1-3 1-2-5 0-8l-6-2-1-14q-15 2-29 1l2-1q-5-4-8 0l-1 1q1 5 4 9l2 11q-1-3-4-3l-6 2v3l4 1q0 9-3 17-2 1-1 4l1 2q-3 9-2 20H0z"/><path fill="#f4dfb0" d="m24 30-6-1q3-4 8 0z"/><path fill="#dbf2cc" d="m17 30 1-1 6 1q14 1 29-1l1 14 6 2q-2 3 0 8 2-2 3-1l2 1 2 9h-1q-3-3-7-2-7-3-13-2l-16 5q-4-1-6 2h-4l-1-1 1-8q2 3 3 0 1 4 4 1 0-4-3-3v-3l2 2 3-3-2-6v-9h-3z"/><path fill="#98c18f" d="m17 30 7 5v19q3-1 3 3-3 3-4-1v-6l-2-11q-3-4-4-9"/><path fill="#f3d7a5" d="M84 57q-7-5-15-5l-6-1v-4q11-1 21 3z"/><path fill="#a5d19a" d="M24 35h3v9l2 6-3 3-2-2z"/><path fill="#836a51" d="M23 50v6q-1 3-3 0l-1 8q-2-6-1-12h-5v-3l6-2q3 0 4 3"/><path fill="#8d775f" d="M63 52v-1l6 1 2 2-3 6q-1-3 1-5-2-3-4-2z"/><path fill="#e1eccd" d="M65 53q2-1 4 2-2 2-1 5l3-6 9 3-3 13q-6 0-8-5l-3-1 2-2h-1z"/><path fill="#b7e0b1" d="M59 60q-15 0-29 3l16-5q6-1 13 2"/><path fill="#9bbf91" d="M59 60q4-1 7 2l-36 1q14-3 29-3"/><path fill="#ad895e" d="M69 52q8 0 15 5l-3 18-2-4-1 3 2-17-9-3z"/><path fill="#c9d4a9" d="M66 62h1l-2 2q-19 0-37 3l-9-2h4q20-3 42-3"/><path fill="#ede3bb" d="M13 52h5q-1 6 1 12l1 1 9 2 40-2q2 5 8 5l-1 1-62-1q3-8 3-17z"/><path fill="#b39872" d="m24 74 52 1-16 2q-19-3-37 1 0-3 2-3z"/><path fill="#ceae82" d="m14 70 62 1v4l-52-1H13q-1-3 1-4"/><path fill="#7e6249" d="M15 74h9l1 1q-2 0-2 3-2 0-2 3l-2 15h-1V83q-2-1-1-3 4-3-2-3z"/><path fill="#e1eed3" d="m60 77 2 2v17H19l2-15q0-3 2-3 18-4 37-1"/><path fill="#947c5d" d="M13 74h2v3q6 0 2 3l-2-1q-2 8-2 17h-1q-1-11 2-20z"/><path fill="#76634a" d="m80 57 1 3q-3 6-3 14-3 10-2 22h-4V77q-4-1-6 1-3 4-4 1l-2-2 16-2v-4l1-1z"/><path fill="#d4cca6" d="M66 78q2-2 6-1v4h-5z"/><path fill="#d1ab7a" d="M81 75q-2 9-2 21h-3q-1-12 2-22l1-3z"/><path fill="#a58664" d="m66 78 1 3h5v2h-4l-2 13h-4V79q1 3 4-1"/><path fill="#d6dbbb" d="M72 83v13h-6l2-13z"/><path fill="#c2b79d" d="M18 96h-2l2-13z"/><path fill="#b39063" d="M17 80q-1 2 1 3l-2 13h-3q0-9 2-17z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bright yellow tulip blooming in a garden. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#efefb0" d="M0 0h96v44q-3-1-3 1l-4 4q-6 0-9 3l-4 20-4 1q-3 6-8 6l-11-7 1-12q1-6 4-9l-1-1-9 12V49l7-1q3-6 3-13l-1-7-4 4q-1-6-6-9-3 2-4 6l-3 4-1-1q-1-5-3-2l3 16 3 12q-2 6-5 2l-1-5q-4-3-8-3-2 1-1 4l-5-2q-2 0-2 2l2 7 3 1-7 1q-2-5-2 1-1-3-2 0l-1-4-2-7q-2 5-1 12-6 3-4 9L0 62z"/><path fill="#f7db2b" d="m53 32-4-4q-4-1-6 2v-1q1-4 4-6 5 3 6 9"/><path fill="#fbef47" d="M53 32q1 5-2 11h-5l-7-11 1 1 3-4v1q2-3 6-2z"/><path fill="#f8d331" d="m39 32 7 11h5q-1 3 4 5l-7 1q-2-3-2 0-5 0-7-3l-3-16q2-3 3 2"/><path fill="#f7ea56" d="M55 48q-5-2-4-5 3-6 2-11l4-4 1 7q0 7-3 13"/><path fill="#ebf0ab" d="M39 46q2 3 7 3l-1 26-5-7-5-8 2 23q-3 0 0 1l-6 2-2-10-2 7-1-2q-2-3-5-2l1-9v-3q-3-1-3 1l-2 2-4-3v-5l1 4q1-3 2 0 0-6 2-1l7-1-3-1-2-7q0-2 2-2l5 2q-1-3 1-4 4 0 8 3l1 5q3 4 5-2z"/><path fill="#b8d981" d="M13 62v5h-3q-1-7 1-12z"/><path fill="#eaf1a8" d="m96 44-2 1-3 26-2 2-3-3-7-11v12h-3l4-20q3-3 9-3l4-4q0-2 3-1"/><path fill="#f5e95d" d="M80 52q3 0 2 4-3-2-2-4"/><path fill="#fbf146" d="m86 51 7 1-1 7q-8 4-8-5z"/><path fill="#6fa25b" d="m54 60-6 15q-3-3-1-6l10-19 1 1q-3 3-4 9"/><path fill="#a5cf77" d="M96 45v28q-3-2-5-1l3-26z"/><path fill="#9ac672" d="m0 62 6 14 4 3-2 8-5-5v4l3 4v6H2L1 81l-1-1z"/><path fill="#fae643" d="m22 70-1 2q-3-2-2-4 0-2 3-1z"/><path fill="#9bc771" d="m86 71-7 1V60z"/><path fill="#f7ed57" d="M10 67h3l4 3-1 6-6 3-4-3q-2-6 4-9"/><path fill="#ebf0ab" d="m54 60-1 12 11 7q5 0 8-6l4-1q-3 2 0 5l1 5q-6-3-10 0l-4 7q-1-7-3-1l-2-3q-6-1-10 1V75z"/><path fill="#f7ea49" d="m86 71 3 3 2-2q2-1 5 1v6l-1 1-4 1-2-5q-3 3-2 8h-5q-4-3-3-7h-3q-3-3 0-5h3z"/><path fill="#e8ec8c" d="M19 68q-1 2 2 4l-6 7 1-3 1-6z"/><path fill="#d3cc55" d="m16 76-1 3h-5z"/><path fill="#69a15b" d="m22 70-1 9-1 2q-3 3-4 8-2 3-2 7h-3l2-13 2-4 6-7z"/><path fill="#efeb75" d="m91 81-4 3q-1-5 2-8z"/><path fill="#bbd787" d="M12 79h3l-2 4q-2-3-1-4"/><path fill="#f9ea41" d="M21 79q3-1 5 2l-5 3q-2-1-1-3z"/><path fill="#579252" d="M40 68v8l4 6 1 14h-1l-5-14-4-22z"/><path fill="#9ac76f" d="M48 49v13l6-7-7 14q-2 3 1 6v21h-3l-1-14-4-6v-8l5 7 1-26q0-3 2 0"/><path fill="#e7e976" d="M95 80v6h-3l-1-5z"/><path fill="#f9e94c" d="M77 82q-1 8-9 7-3-5-2-8 4-3 10 0"/><path fill="#b8d778" d="M96 79v8h-3l-1 5q-3-7-9-8h4l4-3 1 5h3v-6z"/><path fill="#c4d87e" d="M76 77h3q-1 4 3 7-2 0-2 3l-2-4-1-1z"/><path fill="#eadc4e" d="m8 87-2 3-3-4v-4z"/><path fill="#d4e696" d="m39 82 5 14H26v-5l-2 2-3-7-4 4-1-1q1-5 4-8-1 2 1 3l5-3 1 2 2-7 2 10 6-2q-3-1 0-1 2 2 2-1"/><path fill="#dbea9e" d="M67 82q-1 3 2 8-12-1-19 6h-2V86q4-2 10-1l2 3q2-6 3 1z"/><path fill="#7dad64" d="M10 79h2q-1 1 1 4l-2 13H6v-6l2-3z"/><path fill="#92bf6c" d="M82 84q6 1 9 8l1-5h3v9h-8q-3-21-5 0H66v-4q-6 0-7 4h-9q7-7 19-6 8 1 9-7l2 4q0-3 2-3"/><path fill="#bed688" d="m0 80 1 1 1 15H0z"/><path fill="#abcf7d" d="M88 96h-5q2-21 5 0"/><path fill="#bcd781" d="M26 96H14q0-4 2-7l1 1 4-4 3 7 2-2z"/><path fill="#d4e491" d="M66 96h-7q1-4 7-4z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a blue umbrella providing shade near the fountain. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v96H0z"/><path fill="#9ed1e6" d="M76 33q-14-3-26-2H24l-7 3q7-8 16-14 6-3 14-2 0-9 2 0 17 0 27 15"/><path fill="#185aa8" d="m46 31 1 7q-3-1-3 1H24q-3-4-7-5l7-3z"/><path fill="#1b5aa4" d="M50 31q12-1 26 2l3 2-2 1-13 4-15-1q-1-5 1-8"/><path fill="#152a4f" d="M46 31h4q-2 3-1 8l-2-1z"/><path fill="#909aa4" d="M44 39q0-2 3-1l2 1v15q3-1 8 1l-1 1q-9-2-17-1 3-2 8-1V39z"/><path fill="#294978" d="M39 55q8-1 17 1-10 0-4 8l-2 4 4 2-1 3-9 1v-2q0-3 3-4l-1-1-2-3 3-6z"/><path fill="#94c3d5" d="m44 68-17 1q3-2 9-1v-4h6q-1 2 2 4"/><path fill="#759fba" d="M46 67q-3 1-3 4-6-2-10-1-6-2-11-1v-1h4l17-1z"/><path fill="#b2c6d0" d="m23 69-5 1q-3 2 0 3-8 0-14-3l2-2z"/><path fill="#c4ced0" d="m50 68 43 2 2 4-31 1h3l2-2q-7-4-15-3z"/><path fill="#385a8c" d="M23 70q5-1 11 1-8-1-14 3h-2q-3-1 0-3z"/><path fill="#b6b6b4" d="M34 71q4-1 10 1v2l-2-1q-6-1-11 1l3 1v1l-14-2q6-4 14-3"/><path fill="#2b374f" d="m42 73-8 2-3-1q5-2 11-1"/><path fill="#9e9792" d="M54 70q8-1 15 3l-2 2-1-2-11-1 9 3-30 1v-1l8-2 2 1 9-1z"/><path fill="#394055" d="M67 75h-3z"/></svg> | |
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",
"path": "37bf4c92e118bc6deebced276db7b3c51da83a40071fe426f1afd2ce151b96a7.png"
} | Generate code for a svg of a a green and white logo with the letter f in the middle | <svg width="16" height="16" xmlns="http://www.w3.org/2000/svg"><circle cx="8" cy="8" r="8" fill="#008001"/><path d="m10.2 3.89c-.849-.213-1.27-.145-1.81.326-.458.469-.375 1.04-.375 1.78h2v2h-2v5h-2v-5h-.998v-2h.998c0-1.7.0647-2.3.564-3 .796-1.02 2.53-1.11 3.8-.745z" fill="#fff" stroke-width="1"/></svg> | |
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DFDViqMzrbd++fdiwYYRFent7cZCiRsgd0JUrV8q8IiiaUkc8aAQCClxDQIFrCChwDQEFriGgwDUEFLiGgALXEFDgGgIKXENAgWsIKHANAQWuIaDANQQUuIaAAtcQUOBamLjTsru7u51OJ/VuQH1GjBhxzz33iL78X016FKX761qYAAAAAElFTkSuQmCC",
"path": "075208336d8c49fb152952618fd897897c2beba419ee10be1e053f5cccd537a2.png"
} | Generate code for a svg of a a black and white logo with a white arrow on it | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" width="43" height="32" viewBox="0 0 43 32">
<title>chart-line-stacked</title>
<path d="M31.022 26.987l8.089-14.88v25.227h-35.556v-32h3.556v28.444h4.569l7.804-13.44 11.538 6.649M39.111 5.333l-0.053 0.8-8.836 13.422-12.444-8.889-7.111 10.667v-16h28.444z"></path>
</svg> | |
{
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"path": "8130ab5b0362fa1a634615911057ad3a56ec7657e584fb5385efd06678e608f8.png"
} | Generate code for a svg of a a close up of a blue and white logo with a arrow | <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 24 24" style="enable-background:new 0 0 24 24;" xml:space="preserve">
<style type="text/css">
.st0{fill:url(#SVGID_1_);}
</style>
<linearGradient id="SVGID_1_" gradientUnits="userSpaceOnUse" x1="1.6" y1="12" x2="22.4" y2="12">
<stop offset="0" style="stop-color:#4592C4"/>
<stop offset="1" style="stop-color:#545ACD"/>
</linearGradient>
<path class="st0" d="M12.9,3l2,0.4L11.1,21l-2-0.4L12.9,3 M19.6,12L16,8.4V5.6l6.4,6.4L16,18.4v-2.8L19.6,12 M1.6,12L8,5.6v2.8
L4.4,12L8,15.6v2.8L1.6,12z"/>
</svg> | |
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"path": "emoji_u1f607.png"
} | Generate code for a svg of a smiling face with halo | <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="2880.8999" gradientTransform="matrix(1 0 0 1 0 -2818)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</g>
<g id="facial_expressions">
<g id="smiling-face-with-halo">
<g id="prop">
<path d="M64,0C31,0,4.2,6.77,4.2,15.12S19.38,32.25,64,32.25c42.16,0,59.75-8.77,59.75-17.13S97,0,64,0z M64,21.44c-25.52,0-46.22-2-46.22-6.92s20.7-10,46.22-10s46.22,5.12,46.22,10.05S89.48,21.44,64,21.44z" style="fill:#4FC3F7;"/>
</g>
</g>
<path id="mouth" d="M63,91.61c-9.07,0.07-17.73-3.74-23.8-10.48c-0.46-0.53-0.57-1.28-0.28-1.92 c0.29-0.65,0.93-1.07,1.64-1.08l0,0c0.32,0,0.64,0.09,0.92,0.25c4.82,2.77,12.88,6.21,21.52,6.21h0.14c8.63,0,16.7-3.44,21.51-6.21 c0.28-0.16,0.6-0.25,0.92-0.25l0,0c0.71,0.01,1.35,0.43,1.64,1.08c0.3,0.64,0.19,1.39-0.28,1.92 c-6.07,6.74-14.75,10.56-23.82,10.48" style="fill:#422B0D;"/>
<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>
</g>
</svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a display of three different colored pencils lined up next to each other:My primary focus is on creating a visually appealing and engaging display that showcases the different colors of the pencils. I aim to create a harmonious and balanced arrangement that emphasizes the visual impact of each color. The arrangement is designed to be visually interesting, with the pencils arranged in a way that allows for a clear and clear visual hierarchy. The overall goal is to create a sense of depth and visual interest, making the display stand out and stand out. | {
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",
"path": "emoji_u1f9da.png"
} | Generate code for a svg of a fairy | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="wings_3_">
<g>
<g>
<g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(-0.9779 -0.2092 0.2092 -0.9779 242.3158 303.0994)" gradientUnits="userSpaceOnUse" x1="181.1517" x2="210.3171" y1="182.7275" y2="197.8754">
<stop offset="0" style="stop-color:#80FFEE"/>
<stop offset="0.1557" style="stop-color:#85FCED"/>
<stop offset="0.34" style="stop-color:#93F1E8"/>
<stop offset="0.5386" style="stop-color:#ABE1E1"/>
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} | Generate code for a svg of a a close up of a white and blue sign with a black and white number | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="40" height="99" viewBox="0 0 40 99">
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",
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} | Generate code for a svg of a a black and white picture of a shopping bag with the letter s | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 1024 1024"><path d="M896.6 355.4l-39.3 519.2s-1.9 57.9-43.6 61.8H211.1c-38.2-1.6-42.6-41.5-42.7-58l-39.2-522.9 767.4-.1zM512.1 27C352.2 27 318 222.6 317.6 294.7H111c-55.3 0-45.3 54-45.3 54l39.9 528.7S103.9 993.8 210 996.9h606.1c102.5-6.4 104-119.8 104-119.8l40-528.7s9-53.8-43.5-53.8l-209.5.1c-.4-85.5-48.3-267-194.1-267.7h-.9zM368.6 294.7c.5-16.6 9-216 144.8-219.3 128.2 3.1 141.8 202.7 142.7 219.3H368.6zM536 598.4l-4.8-1.8c-19.8-7.2-79.9-29.1-79.9-70.5 1.1-24.9 23.6-62.6 80.4-64.7 52.4.1 97 26.7 97 26.7 5.3 3.6 11.5 5.5 18 5.5 17.2 0 31.2-13.5 31.2-30 0-8.4-3.7-16.6-10.6-22.6-2-1.7-49.7-40-136.7-39.2-100.4 2.1-142.3 74-145.1 119-2.4 44.6 19.3 105.1 136.5 139.8l8.1 2.4c77.1 22.6 114.5 54.2 111.2 93.8-3.6 42.6-53.7 63.5-98 64.8-69.8-1.4-115.9-35.9-121.1-40-.4-.3-.8-.6-1.3-.9-5.4-3.8-11.7-5.8-18.3-5.8-17.1 0-31.1 13.5-31.1 30.1 0 9.7 4.9 18.8 11.6 23.3 2.4 2.1 61 52.5 158.2 54.5 2.1.1 4.3.2 6.7.2 47.1 0 150.4-21.1 158.4-122.3 8.7-108-95.5-139.6-170.4-162.3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a vintage clock resting on a wooden mantel. | <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="#f4ebd5" d="M0 0h96v96h-8V78l1-2 2-10-2-3-31-1-1-3q0-3 3-5 2-9-3-15 2-3-1-3l-1 1h-1l-1-2q-2-8-8-5-2 1-2 4v1l-3 3-1-1q-3 0 0 2l-3 5q-3 3-1 8l4 7v2L7 63q-3 8 0 15l1 5q-2 6-1 13H0z"/><path fill="#cebb9f" d="M53 35q-2-1-2 1h-2q0-2-2-2l-2 1-2-1q0-3 2-4 6-3 8 5"/><path fill="#65473e" d="m43 34 2 1v2q-2 0-2-2z"/><path fill="#403031" d="M47 34q2 0 2 2-2 0-2-2"/><path fill="#69504a" d="m53 35 1 2-3-1q0-2 2-1"/><path fill="#553b36" d="m40 38-1 1q-3-2 0-2z"/><path fill="#6c524f" d="M57 39q-2 0-2-2l1-1q3 0 1 3"/><path fill="#caa07c" d="M43 35q0 2 2 2l-1 1 5 2-1 3-2-3h-4q-6 5-4 12l-2-8 3-5 1-1z"/><path fill="#e6b785" d="M47 34q0 2 2 2h2l3 1h1q0 2 2 2 5 6 3 15l-2-8-3-4q-1-3-3-2h-3l-5-2 1-1v-2z"/><path fill="#bbaa9a" d="M52 40q2-1 3 2l-4 1z"/><path fill="#f3edd8" d="m46 40 2 3 1-3h3l-1 3 4-1v5q3-2 1 1l2 2-3 1q3 2 0 5-1-2-3-1v4h-8l-5-10 4-6 1 1z"/><path fill="#c5bcb2" d="m46 40-2 4-1-1-4 6 5 10q-6-3-6-7-2-7 4-12z"/><path fill="#c48a5a" d="m36 44 2 8q0 4 6 7h8q1-3 4 0l-1 1h-1l-10 1-3-1-2-1-4-7q-2-5 1-8"/><path fill="#c5a98d" d="m55 42 3 4 2 8q-3 2-3 5h-1q-3-3-4 0v-4q2-1 3 1 3-3 0-5l3-1-2-2q2-3-1-1z"/><path fill="#5a423a" d="m39 59 2 1q-2 4-2 1z"/><path fill="#654d42" d="m56 59 1 3q-3 1-3-2z"/><path fill="#d3a272" d="m41 60 3 1 2 4 4-1q1-3 4-4h1q0 3 3 2l33 4-2 10h-3q-3-4-6-3-6 2-11 1 3-3 7-3l13-1q-37-3-73 0-2 1-1 4l-8 3v1q-3-7 0-15l32-2q0 3 2-1"/><path fill="#8b674e" d="M54 60q-3 1-4 4l-4 1-2-4z"/><path fill="#91684c" d="M76 71H23q-5 0-7 3l10 2-11-2q-1-3 1-4z"/><path fill="#cf9a6a" d="M23 71h44q-2 1-1 4-3-1-3 1l18 1q0 6 2 0 2-1 5 1v13q-12-2-23 1l-3-1 10-2-26-2 4-2-1-1 2-4 1 3q0-3 2-3l2-2-6-2 9-1-5-2-14 4H7l8-3 11 2 18-2-16-1 2-1z"/><path fill="#b7855a" d="m23 71 7 1-2 1 16 1-18 2-10-2q2-3 7-3"/><path fill="#a37653" d="M67 71h9q-4 0-7 3 5 1 11-1 3-1 6 3-3-1-5 1l-18-1q0-2 3-1-1-3 1-4"/><path fill="#6e4c3b" d="M86 76h3l-1 2q-3-2-5-1-2 6-2 0 2-2 5-1"/><path fill="#5e4236" d="m14 79-1 2-4 2 1-5q1-1 4 1"/><path fill="#d8a472" d="M54 80q-2 0-2 3l-1-3-2 4 1 1-4 2 26 2-10 2 3 1q11-3 23-1v5H17l1-2h64l-55-3 14-2-28-4q15-3 0-1v-3l1-2 12 3q3-1 0-2h21l6-2z"/><path fill="#b8875d" d="m54 80-1-2-6 2H26q3 1 0 2l-12-3q-3-2-4-1l-1 5H8l-1-5v-1h33l14-4 5 2-9 1 6 2z"/><path fill="#ce9a6a" d="M13 81v3q15-2 0 1l28 4-14 2 55 3-65 2H7q-1-7 1-13h1z"/></svg> | |
{
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4zyn6QZkA69p0EEVfCzsF467LcI2fAAZA6ojEFv1zUsyczIDVCIBoByZX5sVhCBo1GfZaDINNOJNCsim8+ISagwaRmoBqQB1AlZeFgdmGAZATI1IsuKN/1ZLu964JqBsBEOWw5DBbdmOmMvdtmK0ZGyMLgEFJZLOtOlPKVZ89IaowADGbAN4yzCCDZskCFIzMDoABkI67vKN/i+gzr8gfA1J8kUnVbshYsBmwZAEKmrnDRiUC8e53/mKJrkvYwr8QW9KCWLIA9vMfckXAXTiTMACSRiRe0b9T9KsNI8C4O9GBiAcm5lX5zyzXxDsLgLlJgejr69vEj/69i86Q/k/XBARdC0wDwABIi7FevGhfy895zlTOvLRr6RmIfljyzLo4p2waxsCWBSjhHApFSfWYagt7AFFMAOOtBijiLMIASBb9M4tgqI6lfo7on7MiACSRBahF/E6B5z1n1ueMDWsmr4CzmD6aONB1GA6b+of4i2UAQpozZAFgAKTiLmexH7NEJsxrSoCZ28+C5LIAqssMuEwZc2dtkAUQM/p3HwzRv8AmwN4PGTeDw1AHAAMg26DkKRzc51VH6hkkMyiZKy042y8z1XNpoDE9g0FJELNdu5as1egSiJ8FgNmGAZCD2vy/WmikjplPernqeB3Rf1oDE/MwZ8y2AsD2HIOSQBmAmkFjvpElDIDIJsAz+icKqAOAAZBrQFJ5Vf3eESUGpPQGJafwM1eGhnEMHMNSQDGu33D4aB/iL6YBYIGvM0y5wQBI0sxvr0ePzMgAeMz/u5+DFK6XrymrXyNnMaB2HBr7VQxKKWLuFW+/Zn5ZAAYDIJAJcBsy+/Vy/PvtOHswABI0cDasMkfE6DX/z99qFiRvAQIyNtYpAcu1RRZAiOjfzwTwUv7oa6JkAbxqNxjjZEXR12AApGjiJe6csW1OmfHmlHHqUnRtvjUbTgNXXw6IqCRlbuenixviwtsTAKRvAryzAcxrGqCEMwcDIDSHxn61WBcQZ/rfIytQ/14gkAmwTuFYIkeXSajdfQ6kRjE48ocJED8T4FUIaL927yvdhf4GAyC0hhRdIuGsKneKCgYkUa4dZ4qGGeaMfw2xEiB1ESmZ184/8rd/DcQRfzP48Rf/+s/BAERIF05B5E27VBcMv+ixheK/zs4eNn9+kRUKRdbbM8j6+xey6ZkpNjN9gU1NHdefTxvP80Jv7yDr0c7F0OBy1qM9N88Lnaupqdf1czJ5tsLOTlbCXDv9eih0PZTa9VJU62s16a+/ZnzPwf33Fe7e+leTaPvJokWDBV707xU9WkQk1O9fVhjUj/6eHrZwsJ9dnZ1l5y9Ns0szM9rjFXbu8jS7PD2jfX01N+d84eCAdj66WX9vN1s4d4DN0R7pazofdB7emJzSDzpX4U1A0NSNpW8qCtUBlNH6YQAE1X/WiBzr0WLd3jaMAbNHl0HCv2zpW9lS7aDnNgHsqYneoCaAVmZntYHp0mnteFN/fl4TQ0JGc0Cfub9/kSb2c/XPOkcT+K7OXtdndkL/PsiWs0UL1+pG4NVXfhjCCNSuj2KaN4Wes4YJ0F9j+r/XXtN/BoNSOlHksL2oz188wkb/JPrrVi3Thc1Kd2enbgQWsn5NCe0/c3rqUs0gXNaEcPqqLoYkimGEUESRJxZpn7VL+8zz5vSxof5e/fN7MdTfpx907ugzHz15hr184kxTRiDIxBnfi+23YQCEHpbuUi1CwmxGwL6evDEV4B/hrrnxXj2qbVY0dQE0RHKF49+nDENQyyBM6c9Nk5CUUTCjd70h6iJf+4ymwPcYgh/J39J+z5o197I3Tx9hR4+WfQYje4TPHNG+Ysni1DIC+pMi2n0qFO2V/V7C7xQab4aLK9iqhc1rDBkD0zw4ITNwWTMFpkEgzunmoLbpV1JZBFPYTXHX+xpF8z09ts/QLmQU1i5fzJbNG2RPvfSq52dzr8zwNnLm9yuKgt03YQDETgAwW1rftnGMJQNgNwZeIr7utvtcUX8UmMaAImSTFT7fT9kEyiS0Q5SC3iqUDSC8TYAh6cxiAsysgHFZFcXMEpiOAYWAaRkAnnC0IvztiH8QesrcyCbwDIKXYWhPhDv0iDxN6O+/97Yb2Hd//KJnJsBvCWfjejLb9QQwACJbgJLVCDTm/1k94meqI0PgwS03fyQW8W9pEGsyAyEyZAIo63Hs+D95pgFsQq/WUwMNg2DPEsxDu0+hp2nn3U80rNFjkBG4ecXiWMS/XcMgO5QN+KW117Mnn3vZ7zoyayEgY15mDksBowarAGJIAai2uX7mmP+3DEwq84z+ab4/S6IrGitWvF2fgvDO4zinb3jZnfqr2KAkHYbtouE//+8nuJSyBvFlArzMVXD632rmcC5hAATmu3/20WJd0Oum1iIgzsJA5j0wLV36czihMbN0yc95JQBc16mxN4D1mhqDFfZwSCsDEDpt7GcCVi+F0Y6btSsWh7iO3tM51vFyw3vfU8QZhQEQkSJPIByOwGUMnMw3lvmBeFm06GbPDIAzU6PyrmEj8sSAlFJ/88sABJlsk1ULMYMTN5RlCap/4E0FeJg59DcYACFDEs6afnulv2pLL/N/TWE+2ncS6PsqFIo+19J+zRoLN1SngcMFS8twc8XfYuQCMgAkSn7L20B0eBkA3kqOoOsJYABEpFB3sqotgczsBYDMt/rfU5RA9BfMx2ypnKyN65rhLo5pu+5Q4t+sKIHkDIA9AxBsAsxxFsAAiMawTSAc4tAwAt6/gMRflMr/POBtthzX0VoIyDF5IAXpV4PEPzj9DwOQHJRp4Z1v50oN+yZpvOuLolsYAEGjEdUpHg4BqX+Xx7pWpP+TpbZh0gq+/KvMsYyz/qLru7/zX0dw4RLkzre/3bUCwB3580XGKv5I/4uRBbCbAOYyAdZri4QbDICg8s/c88Y2D+As/HO35KDtbUEcWYDr/S9m/QV79sZxjWEAEqS/f07B2oc8UsWe4k9Yd8YDyeB3znnXiX9d4QBgAIR3Ah4NVmXMa+EYrftH9X/y8LMuzowNsxRyMvc1xZiUfDfjzBm7swCY/xfKuPV0++5Q6HdNAQyAJCkA3jy/GvA146aiQfzoN1TibAqkcq8lz9BhgBLDEHhnAXhClJXd9mRj0dz+gOjfaykgzh0MgDShv48J8IgYUf2fHuGmXlSPLzEypSP2/uffrwYA0X96LCsMNXFtg68zgAEQ0gbUU8d2X9umCIE4KHjuB+An/sj9p93LwogFbxoA8//p4XXXQV4WoD6SOndVBzAA0gxUgdMBiP7TZog3/cIrKHNcUoxFImUEwm8UE9Wtb0GrJmCgievq7JTodTAAGcgQIPoXB1oO6HfzJQw5MvUm/yiRitCw/C9dFgUYMET5yYDbAac2SNlf6+9f1NZfmJ6ZYjPTF0ILmsxcunSazc7ORG6gqAiTfnfgpVRgCeTJDLivE68IrVlOnZuyfV0Y6GfdXdkzFRenZ9ilK9P2saqvlw30trdZ2cK5lAE4FTAuoo/BAGQ7UGlZwEio3jx9RH+cmjru+X1kAkjY6PfLOs0wNfU6OztZ0T+nn0BTJT99TprPb+Wz0s+eOPFjtFVpxL21ztbs/P/Va7Ps6MnTuuif1A76mgcZgCXzBtnKhQW2ckFBSkNAgn/s9CQ7rh0nHSaH91kXa8fqJQub/qyYgoEBAJbIMywk+iRSgZGqxSjQQT9DArlo4Vq2dOlbpdhumD7r8eP/xKanp8JlQbTvo+PNN4+09FmHsAwzF4QVn8mLl9iR4ydZ5US4vkbGgMSTDqK4dCFbd92KtqPlJCBz88wrr/uKvtdnnXj51ZY+Kxmx01MX0SBhAHKA4h2YDIWI/knEj1bKoYXfSyCPaYL6hmYGVq8uCZsRoIifPmtY4Y/qs5JRIOPQzt8FCXYpxa+zefS1EPP/JG5PH301tPB7QT9Px9oVS3RxFDEjQBH/U0cqoYU/ys9KdQAwADAAOVF/b0cQlAGgKJjELCpo/vzFFx9nixatZdet+iWhsgGvvPrDSNPw1s+6ulgKkY1Z7m8AFP41ff9vPVRGO0+O1147NrFyZXDGRnG4hHlz+gKj/r997iV28cpMZO+VsgjHzkyyd916o14rIAoUvf/ohYrnlEbcn3WIey2UUEYORANWAUTLZCt2wK9YjyLhKMXfCqXKf/r837gK6tKCPmtcc/D0WZ959q8CP2v/nIVoxRLwUqUy6ScSXtkBv/Q/pcEP/fhIpOJfj7S130m/mwyGCFROntaNTpTi3+xn9bsWitL+OAtgAJJmgiv3ircFoJSzVwROYkjCFSf61MLR9INXivxF+Ky2bIwl2lesL1kuKWIUkVCChMMzA0Bi9YOYBNGEfrduMKbTNdz0WX90pBLr3zA/q9/5pKmYoO2YFf7YOYG2DgMg8DBkkQ2XWCgOweHP/9OyPhLFJKAKeyq4Swua80+q+j7os7qyMR4p/7oTgAVIt68pvkJh/FvjudeNaH505Gexir9VGJ+KWXyDIGFOAvqsNMXgh/V62KdrFK6xU9DdYACksQFeg5JFN7xSzqffTFaQ33wzTQNwPNkI6GwlfBbAQ1QcX5bR3lNhgntdONEjiYvf8r8kU/NUcJdWFuCUzzLGODBXRHjBuyatFHeC1kARYOQDktIQf9Wv8SpGxMnfAChMYR5NH5CBoKi1R3tuvZVwbWOgKf2RImzZK9utn3WOdnR19rpMxLXZmcC9AohrQXUA2u+n36NYr6XtuikYk8Rg0i0c1mkAZwFgb8t/iKra5w/06+vea8/n1P9tRhPUyYuXNWG9pj+2W1EvAuYa/4G+HtfSvrP6Z53VzcRZzTi1YyjMKRle9O++nk7jB2AABOL9v/XQ5BP/7684xJ8jGKpS/xavKYBFi27Wi/+cRWskTrSkbeGitTbBd0WxzP57yQhQ5Hvi5E+4ZmB+4frUzlst4v4nrujTpj60nj9oV0PreaRzRql++rz06D63awMNgC2FbE7lKLbhCZGJICiK+3o0UsbB6X9T8JzCTUJvbupDj35Y/11fI39m0rYngPNvpbU3gCnqvEJHWssf5rPS76ixvB7l0+clQ+D8vUvm+d91cai/13EtlcBr+r2//TsUAcIACB2VFEg0VNYQemq8qvYfRVXq3oB3D3prBuCWmz+iLwE8r0WjtEkNbWrT6pa3ZBbo5+mgjMCbp59nZzWB7OrqrW+Yk54BWM7WrLmXnTjxEy16f1P/rIX5NeFvBTp39LN0kPGp/d5aVmDp0p8L3BNAN1YKT+QVh5erm7sn0exTkX7tvCulgGixLir9Pd6iS8vWnnnluL7jH0X6JIbFJa2tCCHjQD9LB6X6Xzh2QhdIEkf6vetXr0r1rJXeerO+eQ8ZHvqsKzTBb2U3P6v5MU0DrS4w908oDMzR9wTwPVdUCKiZoStXr7mWbHpkdSD+MABCM2EOSrZWrNojSjIDQfv/UyRKwhiH4NKxuijOSZvf4va9YYzPdave2fT5qVf7K854X3FPUiIBkFrk7x0pKpwagH5f0R6+YZV+RAlF+nH83nbfExmeODCNTzPQfgDT1y76iL6toyH9HyEoAox8UFJ4I5RFJxpRZFZv1pMFbOZMUZgz8a8Y19a4LxAGpdTMNn/uv/GaUhcZICbzXCsBFIuxsxs6rAJABkBsR3Wtd1LtvGSk+xs3j1PNyNGYEyDpiGrTmaM/O8GeO/IKe+PE2fpry5bOZ6uvX8ZuXbsqU+f3uSOvap/3DddnvXXtddrnXRpp5uDKlUlmW7nBW/an6CKDtGQKqLNXtfPfxfxNQE1U+nu7I/mb5s1yrNX0lD1o9aY4IkMrI46dPme782F/X0/thkcR3uxonlEHwJv/52QDMN0GAyAmP/jSx0dnr10Yme28bFWIegNWDeFXjcbd0zu3beF/5Imn2OsnznD+7Q32wx89xwrz5rKN994hvREg4X/48afY5LkLvp/1ox95VyRGgFYanJt61ZSSxiCkWKIU43uxDXDyvHvdmmJ1anJ/x7xFPmLReN5uBiDo/gBkCqiGYO2KpWzddculPre+9wc4V9v3n8Sf5vdp7/+2+1pPT0jx15/AbEcZsOIURCb+Re1hT8dsryEOdtGwRY9KrXW3kwF4+p9fYn/2jce44m9z8Zpg/ve/PMQe1oyCrBz6/mH9M/DE3/lZ6ZzQuWk7A6CbMyOFrFgnAOwZAUXtoms/jB6QOPuZWi2watVDNCzbcWnPh9pYAkiR8OMTzwbeHIhMApmAx59+LtG19lFH/Y8//WzgUkb6fFRIGMV2wua1UaxTbR5mTr10voCmDwMg5oBE1f+z3azz2hyLVij1WFExhJ/+19PTevRP0fA3/+Zvm/oZipDpkA16zwe/d7ipn6Fz064J6OkZtG8A7DACivFa9/QQvbAHzT/R6H9UeyjRc/XKBdaYH1aYM/VvPm81XV3fvreJ+wOQiCa1217U4h+0fS8v80GZkXbpN5ZFuq+j0riOV2eYOnNlJ2V/0AtgAESK/kvmgKQPNtPzbMLfqF6pWwHfJYB+XNEGombF3+Rhj+kCYQckLaJvNXNBP3eljZu6DM5dVs/UKBbZt1Yidc72ss6r+k5mJaMNgGTYaT7RBIExqgUIyAAssGzc0wyt3i2PxPSZV16X6qS2uh2yfivgk+3dOpnuCWAVfl4GoGb27NcfwACIwDbrF0q1i3XPzDMLxMwY0hZJ9s9Z0NIfOvj9w20J26Emo+k0OdjGe6Vz1P60h1LfBMi1EoCif7rGHFECsUf/9ghw+qJPBkC7Tp2tDXNU/Ba0la0fR46fkGYqgAS8ne2QaeqjHQbr0wBmD3NkAGa091atn8tRZAFgAESJ/qkhjjhf77o6yBS1g1nTxYplSiDMVr882k1t0/TBlSszwp9Xeo9RfNa2BiXKAjiMgCkyXdfmso5ZW2FZyWgLIF42uV65dpWxq9OMmzZmrRcAHm0zqiXxb/d3JEU7RoegKZJ2fgdtCGTPAFhMAFVPz1x2/sgIugIMgAiUuLGjJv49V+c70shKvQ5gbl1cwkPp+yjE++grJ4Q/qVG8RzpXtFKi9QSA4sjimNM4naxnhluLhEEp3ui/4HWOKUJUjEW3imI3Al1tZADa5ZQk9wVo1wC0+1kH5/S4hL9+DSn6V1Xnj2xBj4ABEDMisWQBOlmvTUxstQFNMnnuYiRv+A0J6gCieo9BKwf8mDt3qaWAs3H9uq8N6dX/zbQFEJ/Z1qHVAFevOOaPa0Iy2NfaCoCLEZhtGaYAorozId0IqZ0MgDv6p1U2s9p1neb9yLBhCAEMQKr4LgFbNO8WewRp1AD0dA9kUrhFox0D0Ji6Mef/Fa3DdGsGYF5LbQHE29cGOlTW19XFyQLgxPlx6cp06u9hTncXN/rvmLnUcnsAMABJUPT7x87qHDZ3YLll69haI29lGeCypQtwtpuENgdqFbpGSuOmAPo17L0636jt4P+5H3zp44hK4uMu377W0cFWzut3ZQEG+3pw5nzo7+tN/T306QbAHv13VK8yZfYaDAAMgJiE3QBm6eJ1rL4EUFG4d70KJ2YDkbxvGYxEVO+xLQOgZ2ka4t8/ZxHrmg1cvolBKSVmq7Ns8UAfm9fXU18BQF2tq6O1PQAGIjAOMmwNHNWtiQstLrU0Ma+XaQLmqNcC/yRaPQxAqgFm0DdUZ2e1QaCfLV54S2MToO7WhHy5Jop9EQxKq69bKvyJjeI90rlqd1tgxZK1KfTfgBYvMGYq+y3zzF0cWX0nx1ZYPG+w7fcUxe9IAvN2vml+1r7u7roJWFWYqxk3tGkYAMm5evmK/ji/cENt6Z/Wunt6W+8o69/W3m086Z4AfRKkROk9RvFZ21N/Vs8AFOZdx/p6h9CgJWCor5stmTunngVo2YQuae9mXRT9t/s7ZDEAlC1p93fM6ekyVm10suVD/ULUJsAAgEjo7Ohmyxa/ta0Bibj7Pbe3JeAb3nu7NOfs7jbeK52jjffc0Z4J6Z1vDEg9bKl27UwzBwTOAkzXRKO4YFAXEj1z0+J9ACiibUfU6MZAstwdsKgZlcJAf8s/TzcGahcz07aarl0HKjdhAATn3b/3x+Wg75m+2Fi6N2+IoshCWyaAhI3ueNcKJIjLJSok1O9k2KKI08+1m+no7OzWo/8F89foBq5arYb5sQp6RnrMztauEQnIiqH+tg33nTcVWxJxElPZ7gp459rrW/qsxaULdQMRgQPQzRplb6YuXUZjhgGQgsAdNKgOwGTZkreyliclDSi13awJeOedt+qHbNB7bjYTQOem3ekDE6rX0Os3GE3nBA9KmimEAYiPiaBvmLrUWDZG88hUXd4OJIgb3rq2qYJAEn/6Gdkw33czJoAyJOtXR3OrcTJrq+bXinZnq7ORtAfgTxdOQSSDUsnvG65eucJ6B2qFf1RJvmRh+0JMAkcR8iMBN/jRo+h772h/PjxFNrzndn1VwMOPP+W7rp8+K4l/u4V/VlatfGf9+bWZq0HfXkZ3iJXAm0PMOrI0ty5tv7iNhPHe4dv0u9753RKYhJPS/rJF/q7Puv429tSRiu8tgemzUtp/7Yolkf3t6+YP6is4iJDz/zAAMACp82SgAbjcMAC6CehfFMkfJqH7+G99WN/u9rkjr7A3TpxtZBqWztf+fZnUwu/MetBB+/sf/dkbrs9669rrIhV+k77eeTYjhwEpVQINllM4Bnq6I/nDJHg0HUCiR9vm0ra35i5/9G9UL0AFf7LM+ftBywJLb12r3xzo2Olzti1++zWBXkK1EQsKkX/WeZYsi1nL4UPlB8+8WEGXgAFIm3EWcCe4a1evxvoGSPjiED+RjUDShBB/4kF0h/igAf/d69bQoF/0NADT8RZqkjhS1Btl5CtyNqBWGJh8RmMmeMwcR49oH9QAtMm7f++PJ4IiP1SPy0+Ia1gx2gKIl31+/0hFgDMxG24QPyGmAGC2YQDkGJSsKwGAnMwEZwB24ywlwhgLKLwNkT4GAhNiBUD5B8+8CLMNAyBMFoAGpYpvBHkFWYAMZwAqRhsAMaMN/JNBhhsbyEge/U/DbMMAyMdW3yzABWQBZCYgi7MDZyhR9voZbqwhz3QGYFwzgWWcJRgA0bIA1CjHWhQQIK/4j2vXHgVJyWcBtnoLyCWcJIm57J3BmQwKtAAMQJpQJDjBFxEMSvIaAM9rN4EBKTUTQIZ7N7IA2YIKOKe9izg3G+YPRAQ2XI56YKrdD/4Q49wWdulNN7Luvj5pP9v5k6dansqYu2ghmzM0KOXnPvVyhZcFqGjHei36x4CUIu9et2a/9jDq6msL5rNVSxZL+7nOae3tZydOtfSzhYEBdt1SOT/7ibNn2av8z71VE/8xtHgYAGlNQGH5Ml0IZeTCm6fZ5OtvtPU7lt+8lnVGtDFLUtA2zsef/Skv8t8A8RfGBOzRHrZbX+vv62W3Fa+X8vNcmbnKnvrpkbZ+xw0rlrGVEo41Lx47zianbLt9Uh/bAfGPB0wBxDEg1YRhA6sVK9W5eFZevYiihuHa1Rn5BuPzru1QxyD+ghnuZ16kqbetzLI8kFYCyLofwHQE/eScpEXHDvHXjTbEHwZAShOgHTsMI1Ch12gpoPXGQDIxZ2io7d/R1d0j3ee2GB+6hpu1a7oV4i+kCSCRWM8shbhnL1yQ8rP0RtBPFs4bku5zTzauF/Wv3Yb4Y71/jGAKIKkB6ksfH9Eetix4y8qR/vkFKT/DiRdeank/g6GlS9iQhHOyrz/3/PjstWsPYZ2/ROZ73Zqi9rBz/uDgyI0rl0vZ2V45cYr97MTJln52YE4f+/mbbpTwM5+snDw7STv87UWxHwxAJqk88UCJ1eoDpIPEnwrims1iDGiGZ/5bVsr4kceL93xiM1qtvGy/b+NR5nPvAJE58uoxdqLJacOuzk62XhP/PslqbQzm7/2rhyH8CYIpgITRBKXMAnYNFBVawbB0TXMrGajoUVLxJ7DfuPxIu0fD2lUrmyrkmzd3QGbxH4P4wwDkBWmFhar4aTnjAk3U/YwARf30fbTyQVImNbOGDX7kZ5/Mb56q+Smdv9Rn2pBS/mQW3nZDUVbxJx5CU00eTAGkQOWJB4raw9EsfBaaDnDWBfQODGTho+3VDAC2+M0A2+/b+DTj7MshI+ccq3EGNBNOaX/Zh0Qt+l+NlooMQC7QhKXCMnI/6w5t8CHBtx6IHAGuZTzM0/qX9ciA+KOvwQBgUAJCMW6YNJABtOhyjAXcQhikBl2XMZwGGIC8ZQHKTNJiQJgzgGsKojLbKP6DAcgruK+1eJQNcwYylghAFgBjIIABECkLMIYsAAYkkID616JMZAHEgpb+YfxLkS6cAiEEZ38af/jFl46z/zXxAnv1tVNsyeICW3PjCvbzwzex3t5klxKdPDXJfvgPz+rvg1hz40r2S++4jQ0N9SP6B1FnAbZpR+K7A16cnmHPvHKcHTtdS0KsXFhg665bwQZ6k90e++q1WXbk+ElWOfkmu3hlhhUG+rX3sVx/PzDb+QPLAAWg8sQDiS9TIvF/6Ft/53qdxH/dbUW27tbrdVMQF9PTV/X38OLLx/RH3vv47a0bkzYjG2AAss32+zbu0h52Ji263/rHH+uPTkh4i0sWsiXzBll3V3wV/afOTenm4+jJ09z38a5bb0zaBOzVon8ss4UBAGlsD/z1//4dPfL2g8SXTMCqtyxmixcV6l83K8r0d0jwT2mP56Yusde0SD/ob+tq/N7b2c+vvympU4Jtf/NjAhLdHpgi7omXXw38PjIBhYE5+q2M5xuPzWYISNwnL17SMw4U4ZPwn9W+5om+82+X3ro2qVNCnX81iv/SB1MAAkBRp2YCaF+AkaT+ZhgBJtGmtLyZmncNGj5mwBT9trIEM4ndzlW/5zhaYm6ga30gyQxAqD6piTUdPAb6ejQz0Mv9txlD9NsaDzz+bkzshvjDAAD3oESZgETycDTfz0u9R20i2qE3uW1N92Hdf37QxGd8+30by0Z/i50oUvsUzdMRF5QBSIgJ7fzvRSsUA6wCECcLQAKUWFEMFfuJzNDQgF6LkMSApJ37XWiBuWMrS2hZ4OolC/UIXmSoEDDB8w5gAADHBJAzLifxt2he/4P33CHkeaBphU0ffmdSBYAYkPKZBUjMcFMGgIrs4izya4c71xbZ4mQyAJT6n0DrgwEAAkQm6267XjgTQHUFv3bfXbGuQLAOSJrpwoCUXxOQmOGm5XYb3rpWfxRN/GkVQgJQ6n8XWh0MAPDPAlSSjErJBPzG//F+PeWeNlSXkKD4l5H6BxqbkzLcpglIac29DZqSuHf9rUmJ/yRDpk1IsAxQUCpPPLBHe9ie1N+jiv2/+4dn2f96+oXEPyul+ikTQQYgIfRlSJoBQCUyoGWBJZbwMlxak/+jFyqhVwhEydoVS/RNiBKckthq3JAJwACAJkxA4hsE0ZI/6658cUPr/GnXv4Q3/FmP1D9wmAAy23uS/Jsk/k8ffZVVTpxO5O9Rpf/wDW9JehoCG/7AAIAWDQDlCskEFJP+2888+zM9I3D+/MVYfj9V+Ke03e9W4x4MADhNAG3JPZr03zW3CY7LCJDwU5X/4uSW+pnQnf6wuRYMAGjDBFAGgNKTqUwcUiaA7hfQ7p4BBEX5b9ci/nW3FtMQfj0a0cQf0QjwMwHU10pp/G0yAi8cO+G5XW+zFJcu1JcgpiD8BGXYNmDDHxgAILkJIM6fv6SZgGPs1WOnmjIDVFxISw7X3LAiyTl+HmOa+KMQCQQZgILR14bTfB9UI3DszKT+2IwZoAJD/VhQSHPZIcQfBgBkzQQ4MwO0tz9t12vd9nfx4gLr0yJ9uncAVfOnFOlD/IH0JsCEtvmdvHi5thvg9DS7ZOwI2G9sD1zbJrgnrUjf9XYZ9vmHAQDZNwGSAPEH0psASaDIf7OxyRKAAQAwARB/ABOQE/FH2l8ysBGQZBjL1zawhDYvkZjdEH/QDoaYUV8bw9mA+CMDAETKBCA64aPf2hdL/UDE2YBEN+aSiDFN+GG0kQEACWcCEJ1wfBGdE4g/iCEbQMtHE7tPhyTsgPgjAwDSzwaMstouZnmuCxhntU1+MECDODMBlHGjDYPynHkjo70Zd/aDAQDimICiMTCVcvbRSfB3G7dSBiApI5DXKYExI/KH0YYBAAIaARqUduYkG1A2ov4KrjxIwQSQ2d6Tk2wA9TG6qU8ZVx4GAIifDaCBaSTDgxEV+o3jagMBjMAu7WFbhk33bla7qQ+ifhgAIJERKBnZgFJGPhINQPs04d+FqwsEMwEFw3SPZuhjjZH4Y2MfGAAAI5C68LPazXwQhQCRjUDR6GsyGwEIPwwAyKgRoFSlLFMDNABR+nEcwg8kNAKjTJ6pAepf4xB+GACQcZ4e+4ORzu7uAwOFAuvs6Rbu/V06O8n65xdoPX8ZVwtkwAyMTl26vH+wf454fW16mp08c5ZNX7224ZGn/hn9LWd04RTkj4tnzurR9PkTJ1l3Xx8bmF9gc4aGUjMD1dlZNn3xErty/jy7fH5K//q2X/sDDEYgE2gR9di7163Z39vdzQqDc1lh7lyWphkg0T997jybnLqgCf9VXCAYAJBXrl65wiZff0M/ujQD0DswUD/iNATTFy/qoj994aL+HICsQ2J7Qou26ejs7NBMQL9uBOixv7c3VsGfunRJOy7rj7OzVVwMAAMA7Fybuaodk+xiLUHAOjo79QxB79wB1tHRwbrn9OmvkzkIwyz9vqszWkRf1Y3G1cuX9b9BzwHIMyTCFIHTYUJGoLe7i/V0d+vPif6+XtbZEbxj+2y1yi5dmdaf6yJvfE3PAYABAE1TS80jQgcgCfQovf7VaZwQEDu4GRAAAACQQ7AKIGt85vO05Ii2JjUfibuMxyId63uusK8sOCH0x3j3G9ebT8vGY0U7fsZqy5Um9McvfBY3IwHpc+i/WfsbPV5v9DWipLfnT+4U+iP8eNtWdu6motnPKsbLTxqPE/V+t+HXsRw3Q2AKQF6hL5mCbgi8VfCzRMnnHDCLITANQll//oXPVtBIQIQib/Y1ao/zjL5mCn6WKDrNi+M8WA3Bk3XDsOHXy2gkMAAgPrGnweZ2y8ADahQcA9VO45yZxmDCGKgmYApAE2Jv9rO7Mir07TDsMggNY1Cp9zeYAhgA0JLgDxudaxPL3+19ozYGdGw3zmvFyBDQADWuGQKkMwFjB79htBWl1t/UegScH1TjaN8Y0FHbafSgbgqM/qaOs7s/hik7wUANgDiiP2IR/FgHIMlqAOKEBqQHDTOA7EC+RL9oCFUiJvvdn9ol9On48adHzRqAODG3G35IMwO4kycyABB9YwAaYUgxpoEZsewxsgNkBsZgBjIv+lsYptHSgMa4Uf04+A1mmIEHYQZgAPIk+jTwbIPoCweJw079+MznKTOwj2GaIAuiXzD62jaIvnCM6MfBb5iZgX2YJoAByKrwj2IQkiozsN/IDNQGJiw5lDHa3wmjLV1moGG+7/4YzDcMgNSiTw17O5PnlqDAa2D6zOfLjG5N/IXPlnFahBb+kiH8JZwMyc33wW+QEdgLIwADAOEHaVPSDxgBCH8LXJvTx7ou4x4YTZrvnfoYCiMQG9gKOHrx36X996jReIUU/xeu9Qh9Cp+e6RPdCBzSrvMhY38GkCbf1YT/u984pF8TgaP+i29ZJvRpnF4gbJxSMwKqNqZ+9xu7tAMBFTIAQgo/zTXuYUz8NcQXqh3sgtrB5ipi3haU3ptEGYEx7XEHigUTF/6C0d9G9a9Vsd+uwAKrc4Xen9jn0MwIbNGu/Q72PqwcQAZADOEvaMcB7dkBGcRfhij76ZlemVoACdBRrQ1sR2dISvy/rp1z9Whd/CXg3Bpxh4YE1v9HSVEfa7/79UPaUURngAFIO+qngWhEtrf+/StzBH5v/bKdzlo0WpsWQIoyPuEvaAcZ7f21c25uXyf+cfptNwt7Wk+/9WYm07k0UhUlihW09jCCjgEDkIb47zGifikH/O9N9wuZaqfMxOuz0s5MlYxsAAal6MW/JKvZJqgI8PTbbhHyvZ18h7QrkwtGNmC/bg4BDEACwk8p/6eZub+8pFAdwF9cHBLuff3ZhXmyt5DaoFQrBgXRiD/1tUNM8hU1x0vvEFL8yZxIzqjePjAlAAMQs/gPG1FIJjbz+YtLg0JlASj6F3wFQDPQjoL70WnaFv/amvAMQHUAIs23k/C/8qG7stJSaEymKQFstNYEuBlQc+IvfRTi5NcGzrNPD54V4r1sPb2cvXC1J2sth3Y224BVAk0Lfy2TkrENffrOTLLhz39ViD0BXv7oB9jx0i9mreVQP9vM3vcbZXQiZAAg/kFZgItD7PvT6Rfd/adzC7Mo/mZkguLAZviOJv6qds5U/da8LEvHlfkFdlQTXhGyEcfv+kWWtfOrHbW2852vj6IjwQBA/EPwH0l8U9wc6JHLc9nD2pFhYAKaEf9af8tsKvfEncM18U2JiyuXsed+63/Lekvar7WlEjoUDADEPwAqCPzUmaWpmAASfzIgOYDa0gF0qkD2sBzcMIvS7yfvTP5jkvj/+FNbslD4F4YDmglATYAPqAHwFn8S/aMsR3v5z+2osm2DZ9mH5lxI5O99eWq+kCsRYmaMfeGzW9HBeNH/16jgbzRPH3npjw6zm/7bQ4n8LVrv/8Kvb8qL+JtQTcB69v7frKCDuenEKfDgXff8kEm0s18UzKiKXg9AKwPW9cywHiWevUEp0/Bvzi6RccOfaDIB77rnHPvb7/w9OplN/En4d+XtY1NETpsEDVWOsZ6peIw3CX7lV96n1x5Uu3O3+zu5nRL7zc1/zr52AHdjQgYgVPRPachcb+1K2YBf65/SVwlEdc+AN2a79HX+GZ/vD8sG3FGwLv61JVw5h7IB1z3yJOs9E82CERL+M1rUT9MNOYv6eYyx9/8mMm8wAIHiTzuNYa7WYgTe23uJvafvMnuP9tgslE2gSP9703PyGvF7QaP86twvD/zO1wqG+BfRJGos/PHzbOE//5Qt0B5bWS5IFf4n33G7nvKH8NvYqpmAMZwGGAAv8c/dvH+zrO+5wpZ3XmPLOmd9v++Fa916xJ/RpX1RMa4ZgM25PgNPfO2ANgph62QPBl57QzMB02zeixXf76O7DdId/c7ddD1OmheqUQ9wD+oBYAD4BoAifwxGINmo5AufzWdU8sTXkG0DSVPWDMAGnAYYAKf4YzACaZDPqYAnvoZsG0iLHZoJ2IvTgH0ATPGnQQj7toM0qN1KOH/shPiD1NpezYDCAOAU6GzHYARSZFQzoaUcRf/DLOerbABMNwyAGNF/0YhGAEg7Is4J6p4sbkKPQ6pjlD3xYBEGAED8gQiUNDM6mv3o/8ESy9gd/oC05H7aN98GoLbX/yj6AYAZxaALcmi6a4YUBiCnYB4IiEQx01mAxx8cZar2GZGBxiHOkesMcH4NQC36z7X7A8gC4LOB3GcBHs9vFiDPGYBtaPsAWYAEo39s9wtgTGEABIj+aSAaRbsHGJASYwsuKxA4C5BLc5rXDABSkUD0LEApQ9F/iWG6DUATYAAEiP5pEwjs9w8wICUHptuA6IzmMQvQkcsLjV3/gPiUjKkqyaP/Me0zqCMoN8chxeZAMACZB9EIQBYgKVStv0FbcMhx5K5OJV8GoHbHv9yleYC0jBhTVrJn3ACQgSJ7bCxX7TVvGQBUIgOZkLtepTaYYroNQCNgAFKP/osMxX9APmSesoLhBrJR0oxrEQYge4yibQMJGTZ2rZQt+i8yLP0DMN0wAIhGAMjdgIRiW4BgEQZAAGqbqhTRroGkyFgMOIrLBiSlwB4by8V0cV4yAIj+gdwDkkz1K4/uH2Eo/gMyo6q50IyuHET/BUQjICMmdkya96qquGJAZkY0I1tgH9w6iQyA7BcSAPmRY2dAGjTR50A2yHzgmAcDUDYip0m0ZyApFe3YLVEb3m28ZwBkZNLQjHLWP6iSm0vauAkQVScPo40D0blxjlp+6bKyj33hs+NSfoBH95dYbepiFFcTSMCEduzTjvGsp/7zZwDsZqBoGAEamFCsBIThlgGV/cYyld29QGVDnWxi3Uf//XrpP9Sj+wurX6jsPF8Y2n568QJcZCBitP+gJvoTefvwSu4v/2c+P7Kgm207cxWbloB0GOxkbGRxlW1aorJb+109dPW6zf++Ivtn/O0P3rVf1Qz3haG57Cfrb2NHblvDZnp7cPFBKhTOnpuYnD9vnyb6Y3k+DzAAGs8e+L9Hj02z/eOnFDZ+UmHacwBi5+75KnufFulv0sRf4XVF/SVlx7rN/25vBgzAWWZk28z1AT+78TrdCNAjALEb7fMX2NrnXmJrn32Rnk/86SPl9Xk/JzAAZADG//NRRhsFGUuXfnSejABjZAgAiJKVvUwX/JHFKlvRq/oJv/kvE7dt/ndSD1S//aES1dw8rX9h9DHrIsELg3NZ5cZV7Jn169jU0Fw0EhApa597kRVfepUVX37F0sf03rXhTx8+VIYByDHPjf/nUW0w2l9/wbJ++fw1xr57VmFff11hP72IjgRajDw6WS3SX1Rld8xTmU3eXT2RYwkUZfVtI79fkfXz/58fKu3RHrbbhJ9jBOg1qhGgKQLKCmCKALTKwlNndeGniL93esYp/CbjmgHYDAOQZwPw0OcPaQNPiTcY1Z9qBxkAfYpAO6auoYOBYG7pNwv6qmywi7Ui/Oaz3ZoB2CWtAdi4wZZh4/Uz52sk/hXNBLxw2xr2+luWoTGBQHo0oS++/Cr7uYnnNANwxi1wFvG3vL76qw8fquT1nOXaAGjiT8J/qDECqcy1f5nDCNB/qU6AjMBT5zFFANzRPhX0kfBTit/sYXzhV3wHKcu/VW4d+f3VMp6P39m4oag9HA0j+l6vTRmFg5QVuIApAuBg+Wtv6JE+iX+PEe2HEH7z38a++u2DW2EAcshPH/rCfk3yR+2CzzECLhNQe3bsCmMPnerQzQAKB/MNFfSR8NOjtWe1Kfy1Z7Uv1t+66bPSLVP6nV++m1L/e5oVfa/XfmZkBVA4mHOjff4Cu/6lV/Rof3DqIl/QPPtU49+M1+b/l28fzOVGcV15bUA//esvUGQyqg/QqkXyzQIs60BkNiRVrTcierayT2Uff0tVO2q1AgfPKCgczBErtQj/Y8tqwk+Rf0zCb0Ib6khnABTjRlyqOeBy+lUzrxW1QZ8GfpoiICNAB/YWyA90/W+iaF979Ow7IYTf8TqZ1F3IAOTKAHxxP7NG/6r54JgEUMNNC5jfNDVbqxX4+usdyApkMfLQC/qqmvBX2S399p7kV9EfWvgVhfMr9Ncqt2z6jFTTAP/6w+8jk32Um0ELE/1zM2/uPkkG4BkUDmY62qdIn5bvmSl+z7R+s6/X/m3yv3zru/NhAHLC83/zRVqPfFQbRwqu4UXlmQCuNeAMYqrtV/30EtONAGUHUDgoN3cMaZH+oqq+Q1892k9G+K2/YMMtv/KZsizn7Hc//D4y2Ps9Bd1H4FsxAvS1nhVYdxMKByVHL+gzov0Vr73RrsCHeX3rn3zru2N5O885nQJQtmujRaGR2VcaQ4s5oAdNC5gNyDEtoH9hfB9FiP/xxqrWgBX2x691oFdLLP77b511CXyswq9wfzGl08sSnbpN1s+qGv3FfE3lTq1x+pXj+6z9zzlVQIJxkxYpPvyrH4IJkJife/o59vZ/mGi6/yhNCL/j33YyeW63HRl5VaUttUuv1NuDYvnaOsDbBnn9Gx3fabxmNial8QvdkRyQ3Dca7UJR+HP8isJcLcnSPtxtRHEJv6I4xd/yOxV5brP78Y+8XzPYyohrsPXsL+Ff451fJcBUAfm6mpdgK2FeDxH1O/5G8Xc/8v7c3cY6dwbgyLf+cFRrA0X3qG62DUvTUHyMgFMCXI1OcRkBIPeI5GoHFuFXQgm/0rzwK/XmRv8pPP83/48sg9RI4/S0L/osjOjbXlNxyH7w2oNXOwkWeHebcb++DQYg++xkxoCrKG7PqQQYAa+B37sBwgRkQ/8Vl2f0vP6ewu8Q/TDC7x7ONklxvhTlrqii//Ciz8+sABk7nL/wsyYFnoV7vfTxj7w/V7eKz5UBeOHbXyoxZo/+7UbAOS3gaB689G9dCEKmoIDUWYDGPv3tCT9npAoSfuPflJEj3/pDGW5hPRJV9B9W9DENkL3uxjjXM9RY23qWIFdZgLxlAHYq3AiBlw1QLFn8kPUBAaIAZI9IHFddUbgDTUzCb75G4i/0NMAnN91Lc/+FKKL/Vo0AyFC/a0XIWRPTAMwWxI1+4lfuKcIAZC36f3gPXdRSI2h3p169pgVYu9MCGJKkj0VCFfY1KfxKc8Jv/VHRpwE2RT33jyLAvJpu5hndNzvPzzyEn2Mac5MFyI0BUGju3zGY1udgmZ8RiGhaAMjcdmIRfta08CtmWxt54dtfEncagKr/bV2hCYF3nhGf7/M1Aqihk/vg9Yzm5vNbywbUXh/95KZ7C3kY23JhAF58eC9F/6ONlVqO+DzOaQGkJDMZjdjEKTHht70o5DTAp0Y+QHP/BYVnlsKIvt+ySash86sQh/HOrPGOuOrf3c9qr5P4j8IAZKcljTp2WedHc3FMC2A0ysxIFLiG3yX8ShzCb5oOUacB7nL1KeepdA7oAWaBsRamCkB2xD9CgffKEig5nQbIvAF46ZF9BX19p2WjFvdgwZkW8DUCjmkBhbHAaQEg/4AUtIbfJfy2NfzcdtOC8Ju/ZeTFWl2LYIkSZUThZNiUEFF9U1mDMEsHgeSdru1lfaHNAudvFz818oHMZwGynwHQd09TCvax2WEEFL4RYE3XB/CnBUA2BiNP4WdhhJ8X7YcXfpfHqL0u1DTApzd/kNZQF3miz5qI9NuO/hVzw2AcMhcBNDWfz1qu+vfrg5nPAuRhCmAnd+22wjiDTHBU0jAC7oHfc1oAJiBDfjL0rn0sZEV/KOHnZQKYcatdgaL/LVGKfturCEB2zHe86f5Gpsr+0vCnRj5QggGQlJcf/fKodkmLjpHBvZY7cFqgufoA7m6CIPvCz5oTfsVryWiw8Jt/efilR/YVBTpNI7zov1XRbz36B1kSfsZiT/dzVoPVX890FiDbGQClFiEpnEI9mxGIdVoAyM7FWTYZh/BzBy4f4bdtNNR4QYhpgO33bRzWPldRmOgfWXTJZwASqvrnmQL76yOf3vzBYlbHtswagJcf+0pJu5Il+1jpTM037AHzMAKRTAtAQ6XmmQuM7ks6Hqvwu3NOLuFn9sZsfq8oEcqWOKL/VvcQAFmI35oQctbyPD/3ZxzshAGQL3u0hTdo2jbs9ZwW4DjQdpYNYkTKwGCk7NCu62Tswq/w2ipX+M02W3z5sS+LcAOTkTii/0AjEGjMgdTi3/wufq0IfFBtwOi2j34okxsDZdIAHH38j4raZRu1a6/TCLQwLcBYG8sGgczc/Cv/tqI97Gth177mhJ95ZKvcwm9tlKkWA1L6n9lushVCzFv8vrB7CFzt7ppEq5U/inNbbdbWPH/TRYGNtrUdBkAedloHVsVlBJj3tEDdCNhGFMavD7BJfohpASC1CfjIv92lPVTCCb8rDdCc8DtWCip84TefpF0HsCUomnMJNW+ZIE/0W9tDoHJq8YIJtFi5UwAxLOsLnyVwD9yZLAbMnAGoPPFAobYZibs12ffy95gWYCxwWoAXjdgHIm4yC2QjKNnaxuY94YXfHe/zhN80pMWjj38lzWmAUAYkjMD7vdbEVMFutNTsZgOaEvJmX/fOBhS237dxFAZAfChVU6in4Z2xQ8C0gBLbtADIAms//G/KTC8ITEj4FV/ht7S9dIoBvdL//mN5LKJfjwH++K+fGEMZfVbuBpRguj+4rWauGDCLBmCL+6K7B2evaQHG/OsDmJcRCL1sEGSAHdp1nWxy177WhN/9Ex5tLbVpgJbrD8IYgRYKBRH9ZyjqTyndz22bZHQ1wzuSpVOcKQNQeeKBUX404l2d39y0AGtpN0GYgKxlAf6viqIXBPqZymaEXwkWfsVtPB3CV9DafxqDU9t/M8ro/4GHHh/TnyGIlj4BEEUE32K636+5ZqoWIGsZgIAUjc+0gOJ+LdS0AGOB0wKQ/+xx0y//3i7tylaiEX7GSfMH3FOAcZe9JXqHQC0aKrEm0//NGIEWov99aJnZ4MJA/4RVrFvcxa+ddL8XJWPaCwZAsOg//GDkutCWDV445oCxtnYTnPyL16t70aWzh14Q6CH8SsvCz1oR/sii8SbZEs95bSn6n9SejaFVZoPnbl79EKPrGWG6X2ku3Z+LLECWMgBNF2goYesD2ttNcPMb0+o5dOnssWbjjjIzdwgMt2tf68KvhNroJulpgNj+Vgt7COz7yvhjWPufLYe9QzGW3YYReBbNPH8YRrfft7GYhVOcCQOgDXp0MUqtDjX8Yq6Q9QH+uwnuNUQCZHiQYooefYbZta914Q8/kZTIpkBGMVTsu6OF3EOAzj+ybBnjgYceJ0O3OazAN5vub5NMZAGykgFof3mG0tqyQZ/VAhNrNm7fgW6c8SzAh7ZXtOu9r4ld++IS/npUTnthJPDRE603CNhDYN+XDzyK6D+D/NFDj0/Qyo4U0/1+WQDptweW3gBogx0VZIxGGNE1tWzQY1pAi0iUrei++eDGD23bpV33Sshd++ISfpsJiDn6L0Ta55rqntwVA2Pu70QpfVb2Avij8cd2aQ/lMMLP4hd+E+oD0m8PnIUMwP444o22lg0qbLcmCtiKNF9sDblrn3VNn+31CIQ/qeg89bXQlgF9bN83H6lA/zOr//X+RYFVDMv62mGn7CsCpDYAWvRPzjDGC9DStMD4jR/chvnIvGUBPriNIpTxcMJvaTn1+e1IB6m4pwGEmf9UsPFPLvjK+GMV7VpvjWFZn4ABKAxAGPEn4U9ma8bw0wKaQ2VI/ecVhe3Q/jMZYte+JG5dG0t60qh+FiXqGdv7Vw9X0PDywZcPPEpbcI85o/6UhN9kWOsTu2AAkidh5xVqWmDzDR/4NIqRcop27fUdAkPs2pfE29km2e9tBUT/+YO24a6kkO73Q9qpACkNQPyp/xBGwD6s0//33vCBT5XRP/PN6g98ape+Q2B6wm9SMLbGjjL6T634j8M4ov9cZgFoyefmlKN+AQLSnBqARFP/vj7A1uAmtBcQjQCTrSkKvy0yifj3JbL2PyTY9jen7PvmI1RgvVsQ4TeRcipAxgyAUE7LyAZsXX3vJ5H6B7UswL2fLGvtYlyAm0AVI94ZUJT0f1mL/stoabk2Abu0PiZaG5BuKkAqA5Bu6t+THcV7P4klf8DVLhgVhaZPJKJtDGyi9L3gbJuq4pD9CGarIH3MygGZNgiSxgAIk/p3RCLFez6BJX/AHXrf84kKEyNNXTL6DqJ/kCmMGhDRVl0VBdSpTGQARCuysO9TDYDbBOxizpuZSJgFMCKaEUFO64NoWcBiAuxLA8Vgu3GrbBiAiKJ/GkhFS/1v1QZ4zPuDwHYiwHsYNW6Y1SqiFP9VtAF/DE0KONghiNG2BawyTAUIbwAETf3v1cR/HP0OhMgClJl+y2CpswCipP+x0gbwsgAiZmOLTIKpABkyAKKl/icwEIEWIpS0s0WjrWwPLNDOf4j+gZ8JEHFcFn4qQGgDgNQ/yEgWoCLA4NTS3ctUVZUz+sfNdLJ2M6AwJoD0oixaACvyVICwBkDQ1P8ObTDHkj/Qigmg1SJpt50trWQONBNARiDN902Gu8lpFCho7hyAEaAxsZYGFpnAUwFCGgAjVXlAsLeFJX+gbQOZ9mDUzPbA2z76oVFmKf5L0QjsM+Z5AQjKAlQE6GdOhJ0KEDUDsNNwTqKAJX8giixAmaW/ZCl0NKKJ/RaV/3rSfQ/GGzRjAqiPiVakLeRUgHAGQItQyCltF+xtYd4fRJkFSLMthdoe+NObP0gGvMQ8ov4EswGI/kFLYzYTa2lgkQk4FSCUATBS/6JV/WPJH4gyC0BilnZBYGBhHxX/WQVeF3yPbECMRqD16B9T6DktAahnASaZeLsECjcVIFoGQLTUP5b8gThMQNoFgSUj0+bHqEvgjecJTguMI/oHbZiAsoDjt1BTAcIYAKT+Qc5Iu1DJMx35yU33UuV/QfUS+OSmBWC+QbsmYBdLf/WNzf8zgaYChDAAgqb+seQPxJkFoOhkLOUsQJHxo/la8Z9D0FXe1/FlA8aMiu4WQQ4913MAdqiAW6RATpipAFEyAKKl/rHkDySVBZhMud/Z+PhH3l9UzeI/cyjmCL8zG6BGnw1A9A+iygJUmHhLA4WYCkjdAAiY+seSP5BUFiDtgkDXTYJUKhA0xd+4L7vKifhdAh/ttECb0T8ALhMwxsRaGkj9LvWsd6oGQNDUP+b9QZImIO2CwJ0OxW7s/GcKvjXKT2ZaoP1b/iKDjhkAztjOxFoaOLL9vo2p3mY77QyAaKn/MSz5AymQZnqyngX4nY0bRqtU/GeKv/Uwxd9D6CPMBpSN6m0Aos4CiLg0MNWpgNQMgICp/woTb54I5CMLQII3lqYJMILmLapD+JlD/FVONkD1ywY0bwQw9w/iNAFlwdpYqlnwVAyAoKn/zUj9g5SzAGm1v21f+vTHhjVRLrmE3pENiHlaIMLoHzl0zAF4moBdTKylgalNBaSVASDxLwp0AXZjyR9IOQuQZkFgYdnSwiG1WnWl/XlGgMU3LfAf0BJAUgEfE2tpYCpTAYkbAGMf8hGBTjwt+duF/gAEMAGpFQT+/O1rCr293W7x1x6rVhNgFfpWpwX42YCKFpkdRCsASSDg0sBUsuKJGgABU/8iFoUAwViuzA4n+OdSGZT6NPG/8+1rG4JerdojfuP1qpElYH51ApyIP8SWwtFmP5BBxwxAsAkYY2ItDUx8KiDpDMB+Zrm/uADQkr8KJA740aMk12bTLAh8h2YAenu67JG/dVqAMf9pAea/d4D5teUL8+vKvm8+MoaWBtLQACbW0sBEpwISMwACpv6x5A+ISioFgX29PbUsgJeoW17jTgs4fqaJIkFU/oNUEHBpYKJZ8kQMgICp/wrDkj8gKGkWBP7iL9zMenu69ci/ahFxZzbANi0QtFrAmjlwZwMqXz7wKKJ/kKYJKDOxlgbSVMBoljIAoqX+seQPiG4CUikIpCzAO35hrX01gCn81sjfIuhh9g5g3kWCD8bzSTCJjiKApkzALibW0sA9mgkoSm8ABEz9Y8kfkIVUslTv/IVbWI9lRUCVtycAp0iw2vzeAWTCcdMtIAo0FSBKYJhI1jxWA6CJ/zATK/WPJX9ApixAmaVQENjX16ObAGvVv8opCGxmWsBj74B9Xxl/LJ4BFwE0EgDNZwEoMBRpKqC0/b6NsepnbAbAEP9DTJzUP5b8AVmzAIlHJe+84xZ9RYA14rdF+WYGgIWbFuDsHTCpHYj+gVBoJoDapEjF4aNxmoBYDICA4q+nd7DkD0iYBUilIFDPAtx5q70Q0BLtV3nFfx57B3hMC4w98NdPoA4HiIhIUwGmCdglhQEQVPyx5A/IbAJSKQi8+z23s/nz5rqmAqoWoQ+aFvDcO4CxfbiyQNAsAIn/ZsHe1s44VgZEagAsy/1EEn+K+rHkD8hOKm1447131J/Xo3yr0DNO8R9j3PS/5fvG/uRvvlPBJQUCm4AyE69AdX/UJiDqDABF/sOCnTQs+QNZyAKkMiDdunYV+1cf+wBbvnRBzQQwy1QAY64iQVc9AH9aIP4pDePv4ZD4SN8EkOkWbcUYLQ+MTGMjMwBa9L9HQPHHkj+QJUg4Ezezq69fyj7xWx9mG++5Q68NMLMBzmkB370DGv8+9tWHDyH6B7IgWj0AZdcPRLVdcCQGwFjrv12wC4clfyBrWQAaiFKbzvqlO29ln9SMwOrrl1kCbce0gNfeAQ3T8Ie4kkAWBFwaqA8FLKLl9UoE4k9O5CgTa96fBsr1IlX933///Sq6k7x87nOfU0R5L1qfo6m2Uprv4e9+9Bw7+P3D7MqVmcZgoij6YX2u1L4wvy7/18e+tyGh/pb6OQJtsUHrc2VR3owWcR9gYm1op2cnjDsappoB2COY+BM7sOQPZJjUi1opG/CvPnZvvTaANSJ8194BlqkB3PQHyIpoUwG69rY7FdCWAdAiEUpFjAp2UsY18R9DewVZxahrSb1CmcSfTMDPv+1G2+seeweU/+zx75dx9YCMCLo0kMS/ran3djMAOwU7IRWG3f5APkilINAJFQV+9CPvYvdphxVOkSCifyC7CSgz8ZYGbmsnC9CyARA0+t+KJX8gJ1mAVAsCnax/2436SgFzlYDDCEx87eAPEf2DLJgA0ZYGtpUFaCcDsE20iMhYKw1AXkzAmPYgTJs3pwSsdQEG2PUPZAnRssxb0jAAokX/EH+QR4Ta5ZJjAirfKP/DGC4TyFAWYEKwLEBx+30bW1qh0JIBMNb9C1X5j+gf5DQLIERBoBWaBrCYAMz9gyxSEez9bEoyA7AJFwMAYRCiIJBnAj73B7+JnThBFjks2PtJLgPAxNtgAwYA5DkLIFRBoNUEaBwyCoYBQAYgPgqtTAM0bQCM2/2K1qERZYC8m4AxJmYdjL53ubFjKAAwAPFxVxIZgJKAH/xnaI8ACHvbawoa9uPygKxg7AkgGvFnAJh48//IAABQQ+Q9MEYqTzywHZcIoL/FBq0GKOYxA1BBWwRAuJ05Xe8P9QAgQ4gYeDalz00ZAK3ziij+DDf+AXnHmGMfFfxtFiQwKQDIbACaqgPoykD0X0Y7BIAv/n//j8+xwz95iV2+PMNuunEl+8U7bmUL5w+l+j41s7LP2L8AAJk5J+B7Go7TANwu4AfG3v8AOLYDfe34Kfa1//kd/dHkyEuvsW8//g/s7vcMs1/d9N403yttI46bdgHZoeBTtIxWrAZgWMCLcBjtEOQZY1693jcvX55mXx37Njt95jz3+w9+f0IzA8fYL9/7DvaCZgpeO/4mW7BgkK298S3s9nU3sDlzemPPAsAAgCx0PRHf1Pb7NpbCrlJo1gAUY3zfEy0aDKQSQd4pWb/4y7/+ni7+cwcG2PzCPE3Q57DzU1Ps5Kk39Vv0mhmCr459q/FDLzH29089p4s/ZQjIHMRsWkaK93xiHJcOyIomshVNbFs1DnFq6TALOTXe0USHLcX4huk2vuu1x80t/CymAEDeqU/NnT57XhfyZUuXsBXLl+niTwwNDrJVK1cE/iLKHtA0wd4/+ab+POZBCgDZaTYAHdeMw2rtcXWM2hV6060OAU7guLGLWUvRPG4CBEBDTA//5GVd/EnwnfT29rJ+wxAEQfUClEmIketx2UAGqDT5/YfN7EGLAW8YQq8EaMYAxOXYd7fxNypofwA0+s3rb5zjij+383d06FMElClYvGiR/rUVyiS88NKxuN5zEZcNZIBma9Dq2Tpjnj5VDWvGAMSxl3fFsRyo2b2MMf8PgNE3z09dZqdOX/D9xivTtbR+d3eXPiVAwm/WCtxQvF5/3Ta6/eSluN4z+i7IYwag5Ph6X1zjQdQGIA6cRUDN7mWMe40DYEbs/3jE998vX76sFwFSpL9i2TJ9SsCZESBDYIVWCMTEOVwxIDtaFD/WpJmlu/YN+2hgFITOpKdtAB6q26jaUqZiM+cem4mI0w+MA6QERf/PPv+a7/dcuHhRf1y4YIFL/E0oG2BFLyr8x+fiKAgs46q1de52M0yBikKzS1pHLAaikuZ1TNUAOAr4Sk386CSif2HY/bnPfW4HHbgm4kb/pgGgIkBK94eFlhN+7X8+we7/T2P66gCQOhWtr23Qjl3a8w04HUJkASaaDIDuEsUMp2kAygEnxddxaeYBy//EiUZMsK47Baanr06+VDkR8D3TbHa2ypYuXeL7fVevXeO+HsPyQESvrfGg+UQzARWcR3ECIRZ+WZ8z2H0yapMogwFwfuhiyJ8bxwYi4qANQmXLc0zJpMArr705oZmAgOj/kp767+7y3/vr/Pkp33+n5YFf+/Mn2n7PuIFXy0yIEj0CWxaAxD/0VICjDiDqaxiLAYj6TZYDXBEPOsk70NyEHYwwIKXhpH/4bKDxqlZnQ6X+z0/Vtg+m1QBUEEh7Cjj3DqC9BtpcHgijGN25w1bo4pgACkzDBqcFy89VWLSZnNDZ8WYMQKSOvcUNfHYjchDeAGBwT5j+Ob2BKcRCIXhlEG0XfPXqNb1A8PpVq3TDQHsKvGXlCjY0ZN9b4If/+CwMQPJMGml/nEtx2cpa2+EvysAptCkMbQAM4Y1q3n28BddS1t4DKs0FCz5DvgZi5OSpc4GDR1Dqnzh95owu/rQ/gHNToCWO5YFnzkxF3W5AC8bJOgUHhMgCNDUVEFOfCG0Km60BiGru/ckmHRCd1M1oXsgAAM9Bpy1zTNE/FQnSroBO8dcHCu015yZBEQcAoHWRQJ8Tqz9S+x5rcuyMqk9MGn8/FgPwYIwDgN8Sss2o+hcPXtGfkaLEtUp+0NkRYtDhQpsDnZ08p0f+XpkC+h6aHjCh2we32vfRlyOP7GAAxGOHz3XZa5h2p4mP4jo2ZSSaMgDGvH253UbMm8c3NvXZ4DgJE4b4l9GehKPcwkAF4jUBlHrcagwCZl8NNAXnzk+xZUsWe24OZH6PldeOvdnqcsCHcKUi73MoBBSvL04aejZmCYhI93YbZj2OALvp/XFayelRKv4oa/3eAA8GGIz1aD5SRyMEpSpLOEWpDDxjVtE3lhuN+v3MvKFBbtrfGv1TfYDNABw/xfb8yTfZjt/9KJszpzfs26tY7vwJmoM2AJqE4ZbOBJimPGz0vqedrIOxoiCeDIAh0qazaSWNN8laTFMC4TiMDIAUg9AEC8ja+Yk/QdMDZAKckAlo8pbB+3BFojfcKATMTF+ttKGPWw3z3xQtbQRkSdc3awL2Yf4vFxkAGACx2NzqNanVB0zqewHQngBUJGi9XwDdMjjkVEAFq3hiM9yMYf+NrNDKduotiX/LBsBiAlY30fDI3WAAyAh+u/6hEFC4yMLM2u229NdymGiDon/aQVDfC2BwUBd/MgHWfQFC3jEQq3jaI2ichenOThYgrE7qq+NaFX+irXU95nRA5YkHtmuPO5l3XYD+RhH952YwMr9nBKdKKBOwy/ra9vs2FplPfQDdF4CW/pHwO6F9AYK2DbZGKLhzZ9sEnT8UAmanr+7Q+maB+dfukOjvcK4mSCwD4DACe41swA6HOFSMN7oaA0CmCLNpBQYkyaONzo4OrvjrA4dRN0AFgDfduDJI/MdwttvCrwAQGYBs9k2zeNC5Kk7XWvr3dsW/7QwAJxuA+8IjGrFmAHbiVMkbbQQVBxLvePstZCKKnH+iiuYd2Lo7mf5GU3L3338/zlS2+uYYi7lovgOnGcRkABCRyBVt0PLb3cZB8/W+0QXdXpiucfkHh+nnKPu3wXLM14R/M8Q/MsJuE1vGqQKpZABAbuDdkIQXkUxqEYlXdAjEMwETVtO2/b6Nd9GD1/fPXL2qr3F++PDzk0b2D2KfruE2v6+E0wWQAQBpD0bIAsjNbr/rNzh3Lok/rm8CNLHOH3U3AAYAxEozd63CgCRvRoC3lSlBYrS+mRuOgMQMdxmnCzQDpgBA3AMSCgHlNgHNbGUKUuxvNDV3//330zUr4LQBZABA2gYAKWIA2uNwjP0TwAAAEJpKmAJAS0QS1S0uAYDhDseTOGUABgCIMBghIgGgDVq40Q/6G4ABALFwOKGfAQC0VtQHAwBgAAAGJAAkp+m+gxtxARgAINKAVMZpA6AlDifVTwEMAAB+hLkhCQYkAFI03AYoBAQwAECIwQgGAIAWoBv8tPijZZw9AAMAoqSdYj5EJAAkJ+Iw3AAGAGBAAkBSWu4zxlRdBacQwACASGinmK+NVCYAeaXd5bPocwAGAKQbjVgo4zQCkFh/wf4bAAYACGMAEJEAEI7JZrbchuEGMAAgTg4L8jsAgOGG4QYwAAADEgCZpO1VMygEBDAAIBKi2M0PhYAAJG6WyziVAAYAiBK5Y0ACILk+h2k3AAMAhDEA2BAIAH+iKACMo+8CGACQQ6IUbQxIACTUR3AjLgADAEQSbRgAAJIz3OhzAAYAtBVFRBmRVBjuVQ6AH1FH7TAAAAYACDEYYUACINn+gUJAAAMAhBFrFAICwKdirN+H4QYwACB14ogeMCABkFDfQCEggAEAIok1DAAAyRluAiYAwACApqOHOCKSCsMWpQAkKdQw3QAGAAgTNWBAAiC5foFCQAADAJoizmI9DEgA2ImjABCGG8AAAOEGjTJOLwDJ9AnciAvAAACRDAAGJADsxJ0Vg+kGMAAgFFHekIQXkeBe5QAka4phugEMABBmsMCABEDDFMcdoaPuBsAAgFAksVsfBiQAkjPDZZxmAAMAMCABkLP+hhtxARgAINKABAMAQI3DWenXAAYAyE0lzgJADEgApNYPcCMuAAMAhBFlGACQexLMhqG/ARgA4MvhjP4tAESknODfggEAMAAAAxIAgpBYH0AhIIABACINSGWcbpBzDme1fwMYACAXcd6QBAMSAOm3fxQCAhgAIIwYwwCA3JLCjXrKOOsABgDwSKMoDxEJyCtpiDEMN4ABABiQAEiZxNs+bsQFYACA1+BQTuFvwgCAvJLWMlj0OQADAIQZFMo4/SCHpNXusf8GgAEAwhgARCQgb0wmuOU2DDeAAQDCRgWISAAMNww3gAEAGJAAyDyprX5BISCAAQDOQaGc4t+GAQAw3MlSxiUAMABAlAgcAxJAn0sOTLsBGAAgjAHAhkAgL6RZAChSnwcwAADiiwEJwHAnCW7EBWAAgEjiCwMAYLjR5wAMAEg4GhAhIqkw3Ksc5ANRom8YABgAgMFIGDAggTwgSjtHISAMAMBgJAwoBARZp2Ksw0ffBzAAAFEABiQAw508KAQEMABgAu8FgFwabgImAAYA5BWRduEzCgEruCogw4gmuDDdMAAAgxEGJABy2L5RCAgDAHKKiEV3GJBAVhGpABCGG8AAIBoRjjIuC8gowrVt3IgLBgDAAOA9ARA/oma3YLphAEDOEOGGJLyIBPcqBzDceF8ABgDktNNjQAKZQ+B196i7gQEAOUPkXfcwIAEY7uQo4/LAAAAMSBiQAMhZf8ONuGAAAAYkkQYkGACQNUTPamHaDQYA5ISKiAWAGJAADHdq4EZcMAAAgxHeIwBRI0FWC/0NBgDkhMN4jwAkRlmC9wgDAAMAMCBhQAIgb20ZhYAwAAADkkgDUhmXCWQEWbJZMN0wACDjiHhDEgxIAIY7fVAICAMAMBjhvQIQFRLdcKeMqwUDALKNTMV1iEiA7MgkqjDcMAAAAxIGJADy1oZxIy4YAJBxZCquw73KQQaQbTkr+hwMAEA0IgxlXDYgMbK1X+y/AQMAYADwngFok0kJttyG4YYBADnhMN4zADCvMNwABgADEt4zAPEh3SoWoxAQfQ4GAGQNGXfXQyEggOHG+wYwACC/nbqMywfQ5xID024wAACDkTBgQyAgGzIWACIDAAMAMorMIooBCaDNJgRuxAUDADAg4b0DkE/DjT4HAwCyhMzFdLhXOZAQ2aNoGAAYAIDBCAMSADlsrygEhAEAGIyEAYWAQBYqxnp6BA0ABgDAzcPEABhuecD+GzAAAAMSPgMA+TTcyALAAIAskAU3bxQCVnA1AYQTphvAAID8uXgMSADtNDlQCAgDACQnS8VzGJCA6GShABCGGwYAoBMLRxmXE6CNJgMKAWEAAAwAPgsA4clalgqmGwYASIrMNyThRSSUWq3gsgKYVHweAAMA8td5MSABkU1q1iJmbMAFAwDQeYUBhYAA5hSfCcAAgBx23jIuK0B/SwbciAsGAGBAEmlAggEAopLV7BSyADAAQDIqWSoAxIAE0C5TA3UAMAAAgxE+GwBeZDg7hf4GAwAk4zA+GwCJUc7wZ4MBgAEAGJAwIAGQtzaJQkAYAIABSaQBqYzLCwQj61kp9DkYACAJWbohCbIAAO0RBgfAAAAMRjAAQDxycOMcZABgAADcujBgaRKAOMJwAxgAgAEJALTFuMCNuGAAgDydtZyDzwgDAEQhL/Pj6HMZowunIH2uXbvGLl26xK5cucKmp6dt/9b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} | Generate code for a svg of a men holding hands: medium-light skin tone, dark skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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</g>
<g id="pants_2_">
<g id="pants_6_">
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<g id="shoes_3_">
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<g id="shirt_1_">
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</g>
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<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:#3C2B24;"/>
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} | Generate code for a svg of a a surprise bouquet of flowers delivered at dawn. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfdfd" d="M0 0h96v96H0z"/><path fill="#e9abb2" d="m41 22-3 1q0-6 3-1"/><path fill="#dc8f9e" d="M51 20q6 0 11 6l-3 1q-1-3-3 0h-4q-2-4-1-7"/><path fill="#72a9ae" d="M33 29q2 0 1 3z"/><path fill="#fadaad" d="m43 27 6 1 5 1-2 3q-6-1-10 2v-1q-2-4 1-6"/><path fill="#e78ea0" d="m59 29 2 4q0-2 3-2 2 4 6 7l-2 2h-6v-3q-5-1-2 3 2 2-1 4l-3-4v-1l2-3h-6q1-6 7-7"/><path fill="#f2c9c8" d="m31 31-2 3q-3 0-3-2l3-3z"/><path fill="#f3f2ea" d="M41 22q-1 3 2 5-3 2-1 6-6-2-6 4-3 0-2 3l5 5-2 1-4-3q0-3-3-3-3 1-4 4-4-1 0-3l3-7 2-3 2-1 1 2q1-3-1-3 1-3 4-1l1-5z"/><path fill="#e0d0c5" d="M51 20q-1 3 1 7h4q2-3 3 0v2q-6 1-7 7l-1 3h-3q5-6-3-4h-3v-1q4-3 10-2l2-3-5-1z"/><path fill="#68639b" d="M56 27h-4z"/><path fill="#5f7f8d" d="M45 35q8-2 3 4l-2 1z"/><path fill="#c0758e" d="M42 35h3l1 5q-3-1-4 1z"/><path fill="#ebe5dd" d="M37 37q2 0 2 2 0-2-2-2"/><path fill="#f0b78a" d="M52 36h6l-2 3h-5z"/><path fill="#475f84" d="M62 40h-2q-3-4 2-3z"/><path fill="#9a5f89" d="M42 33v6q-3 2-3-1 0-2-2-2h-1q0-6 6-4"/><path fill="#6a6981" d="M36 37q0 2 2 2 0 3 3 1v1q-1 2 1 5l-2 2-2-3-5-5q-1-3 2-3"/><path fill="#b6b9b5" d="M33 43q-4-1-6 1h-1q1-3 4-4 3 0 3 3"/><path fill="#f7e1c0" d="m33 43-5 4-1-1v-2q2-2 6-1"/><path fill="#efabba" d="m33 43 4 3 2-1 2 3q0 3-4 6v4q-6 0-9 3 0-3-2-3l-2-3q0-2 3-1-1-3 1-5v-2z"/><path fill="#5c6ea0" d="M27 46v2q-6-1-1-3"/><path fill="#eabdca" d="M48 39h8v1q-7-1-6 6l-1 3-3 6q0 3 3 4l1 4q-1-3-3 0-2-9-8-4-1 2 2 4l4 2-5 4q0-3-2-3l-5-5q-2 0-1 2h-4v3q-5-1-2-4l2-1q3-3 9-3v-4q4-3 4-6l2-2q-2-3-1-5t4-1z"/><path fill="#e0a9c3" d="m56 40 3 4q3-2 1-4h8q-3 2-3 5-3-2-4 1v5h-4v6l-2 3q-1-5-3-2l-3 1q-3-1-3-4l3-6q6 3 5-4-3-1-4 1-1-7 6-6"/><path fill="#ef6457" d="M65 45v2l1 3q-3-1-4 1h-1v-5q1-3 4-1"/><path fill="#d2a196" d="m68 47-1 1 2 4h-1l-2-2-1-3q2-3 3 0"/><path fill="#fc9865" d="m49 49 1-3q1-2 4-1 1 7-5 4"/><path fill="#f5e7c0" d="M74 53q-3-1-3 1-3 1-2-2l-2-4 1-1 4-1z"/><path fill="#f48ea0" d="M61 51q-3 2-3 5l-1 1h-1v-6z"/><path fill="#7f9faf" d="M68 52q-1 3 2 2v1l-4 1-2-2z"/><path fill="#e17b99" d="m74 53-3 2v-1q0-2 3-1"/><path fill="#f89762" d="m32 52 4 3q-3 3-5 0z"/><path fill="#f1cebb" d="m66 50 2 2-3 2 2 2-3 4 1 1-1 3-1-2q0-6-4-6 0-3 3-5 1-2 4-1"/><path fill="#776292" d="m55 60-4-1 1-1q2-3 3 2"/><path fill="#7f76a2" d="M26 58q2 0 2 3l-2 1z"/><path fill="#ecb7ae" d="M47 63q-3-3-6 0-3-2-2-4 6-5 8 4"/><path fill="#3f456a" d="M59 56q4 0 4 6-8 1-5-5z"/><path fill="#df7690" d="M38 66q-3-1-4 2l-2-1v-4q-1-2 1-2z"/><path fill="#ebe6e5" d="M57 57q-3 6 5 5l1 2 1 1-4 1q-2-1-2 1h-3q3-6-1-2l-2-2q-3 0-3 2v-2l-1-4 3-1-1 1 4 1z"/><path fill="#f38c9f" d="m65 65-1-1 1-3q2-3 4 1z"/><path fill="#b9b7bd" d="m47 63 2 12-1 1-4-6 2-1q-2-3-1-4l-4-2q3-3 6 0"/><path fill="#8b679f" d="M32 63v4l-4-1v-3z"/><path fill="#c973a2" d="M38 66q2 0 2 3-3 0-4 2-3-1-2-3 1-3 4-2"/><path fill="#a7b8b6" d="M59 67v2q-3-1-4 1l-1-2-3 4-1-7q0-2 3-2l2 2q4-4 1 2z"/><path fill="#805696" d="m61 66 2 4-4-1v-2q0-2 2-1"/><path fill="#516b6e" d="M50 63v2l1 7 3-4 1 2q-5 2-2 7l-1 3-3-5-2-12q2-3 3 0"/><path fill="#8c9fa0" d="m49 75 3 5 1-3 3 6-5 2-1-5-2 6-1-4-1 2q0-5 2-8z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a soft white cloud drifting lazily across the sky. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfc" d="M0 0h96v96H0z"/><path fill="#9db3b0" d="M20 69q2 0 1 2z"/></svg> | |
{
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",
"path": "emoji_u1f470_200d_2642.png"
} | Generate code for a svg of a man with veil | <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="veil_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.9935" x2="63.9935" y1="116.3576" y2="-25.177">
<stop offset="0" style="stop-color:#EEEEEE"/>
<stop offset="1" style="stop-color:#BDBDBD"/>
</linearGradient>
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} | Generate code for a svg of a a close up of a white sign with a black and white image of a train | <svg xmlns="http://www.w3.org/2000/svg" width="22" height="22" version="1.1">
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a man rowing a boat:I'm drawn to the intricate interplay of form and movement. The boat itself is a dynamic entity, a complex interplay of curves, shapes, and precise positioning. The lines are not just lines, but are extensions of the boat's form, creating a sense of movement and dynamism. The details are crucial, from the smooth curves of the hull to the subtle variations in the boat's weight and the way the water flows around it. The overall effect is one of precision and control, emphasizing the man's physical presence and the boat's ability to move with effortless grace. | {
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"path": "emoji_u1f6a3_200d_2642.png"
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<linearGradient id="arm_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="86.5265" x2="66.9916" y1="73.3797" y2="80.3565">
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</svg> |
{
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} | Generate code for a svg of a blue helmet resting on the bike seat. | <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="#fcfbfd" d="M0 0h96v96h-6l-8-22-2-8-4-4q6 0 6-6h4l-1-3q-6 0 0-4-9-3-15 2-7-2-15-1l-19 6q-4 3-6 9v3q3 0 4 4-3 0-5 3-14-9-29-14z"/><path fill="#99abbc" d="M51 17h-5l-5 5q-3-1-4 1 3-10 14-6"/><path fill="#d8e6ef" d="M49 17q-4 1-6 4h-2l5-5z"/><path fill="#59a3cc" d="m49 18 2 1-3 1v4l5 4q-3-1-3 2v5h3q3-1 6 1-6-1-9 2-1-8-4-2l2 1-8 2-1-1q2-1 1-3 8-2 6-10-3-2-5 0h-5q-1-2 1-2 1-2 4-1h2q2-3 6-4"/><path fill="#45ace0" d="M49 18v-1h4l7 7 1 8q-5-1-8 3h-3v-5l3 1v-3l-5-4v-4l3-1z"/><path fill="#d6e0e6" d="M53 17q17 5 9 22l-3-3q-3-2-6-1 3-4 8-3l-1-8z"/><path fill="#191d57" d="M36 25h5q6 1 2 7l-6 3-2-1z"/><path fill="#131422" d="M53 28v3l-3-1q0-3 3-2"/><path fill="#4e6795" d="m35 34 2 1 1 3q-2 0-1 3l-2-1z"/><path fill="#9fc1d0" d="M41 25q2-2 5 0 2 8-6 10 1 2-1 3h-1l-1-3 6-3q4-6-2-7"/><path fill="#1d2556" d="m59 36 3 3q-4-2-7-1 1 5-2 6-4 2-9 1l-7-4q-1-3 1-3h1l1 1 8-2-2-1q3-6 4 2 3-3 9-2"/><path fill="#e1e2e6" d="M49 40q2-1 5 1l-3 2q-5 2-8-1z"/><path fill="#93c8e1" d="m67 58-1-1q2-3 6-4l10-3z"/><path fill="#2d447a" d="m76 62 4-6-6 1q-10 5-17 12-3-2 0-2l1-1 9-8 15-8-10 3-4-1 2-1q6-5 15-2-6 4 0 4l1 3h-4q0 6-6 6"/><path fill="#367dbd" d="m70 51-2 1 4 1q-4 1-6 4l1 1-9 8q-2-6 4-7v-1q-7 2-12 7H30q2-6 6-9l19-6q8-1 15 1"/><path fill="#7597c3" d="m74 57-5 5 1 1-15 11q-2 1-2 4l-1-1-1-3 6-5q7-7 17-12"/><path fill="#1e1f4d" d="m76 62 4 4 2 8-1 1v-1l-1-1-4-8-1 2v7q-8 9-8 22h-1q0-15 9-25-3-4-3 0-2-3-1-4v-5l-1 1-1-1 5-5 6-1z"/><path fill="#83c0e5" d="m58 66-1 1q-3 0-4 2l-4-1 1-3q5-5 12-7v1q-6 1-4 7"/><path fill="#e4e4e6" d="M80 73h-3l-2-6 1-2z"/><path fill="#27508f" d="m50 65-1 3 4 1h1q-4 1-6 4-3-3-5 1-4-3-9-2-1-4-4-4v-3z"/><path fill="#cec7d7" d="M0 61q15 5 29 14-10 8-14 21H0z"/><path fill="#f2f3f6" d="M71 67q-6 7-9 16h-2l-4-3q-1-2-3-1v-1q0-3 2-4l16-12z"/><path fill="#48709e" d="M57 67q-3 0 0 2l-6 5 1 3-9-3q2-4 5-1 2-3 6-4h-1q1-2 4-2"/><path fill="#f6f6f7" d="m75 74 11 20-1 2H67q0-13 8-22"/><path fill="#d5d0de" d="M46 82q-3 1-3 4l-1 10H19q5-15 18-22 8-1 9 8"/><path fill="#1b3473" d="M34 72q5-1 9 2l9 3 1 1v1l4 8-6-7-1 2-3 2v-1l-1-1q-1-9-9-8-13 7-18 22h-4q4-13 14-21 2-3 5-3"/><path fill="#d0d3da" d="M66 96h-2v-6l8-19q0-4 3 0-9 10-9 25"/><path fill="#1c2963" d="M71 67q-1 1 1 4l-8 19h-3l-6-10h1l4 3h2q3-9 9-16"/><path fill="#4d4f65" d="M75 74q0-2 2-1h3l1 1q-3 1-2 4l6 12h2l3 6h-5l1-2z"/><path fill="#d5d7d9" d="m81 74 4 15-6-12q-1-3 2-4"/><path fill="#7497b9" d="M53 79q2-1 3 1h-1l6 10h3v6h-2q-2-6-5-9z"/><path fill="#46679a" d="m50 82 4 8-2 2q-1-4-4-5l-1-3z"/><path fill="#bbd8eb" d="M57 87q1 3-2 5l-1-2-4-8 1-2z"/><path fill="#7e8eaa" d="M48 87q3 1 4 5l1 4h-3l-3-8z"/><path fill="#dcdeea" d="m47 83 1 3-1 1 3 8h-6q-1-8 3-13"/><path fill="#4a5173" d="M46 82q-4 5-3 13h-2l1-10q0-3 3-4"/><path fill="#1f3a77" d="M57 87q3 3 5 9h-9l-1-4 2-2 1 2q3-2 2-5"/></svg> | |
{
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} | Generate code for a svg of a parents taking their children on a bike ride through the park. | <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="#fdfbf9" d="M0 0h96v53l-15 1h-5l-4-12q5-2 3-7l-1-1q10-4 9-14-3-7-10-8-13-3-18 9v7q4 4 4 10h-5l6 7v2l-9 5q-1-2-3-1 1-5-2-2l-3-2-4-4v-6q-3-1-3 1-3 5 0 12l-1 1q-3 0 0 3-5 2-5 7 3-4 7-3v2q-3 1-3 4h3q-3-2 1-2l2 2v4l-8 2q-3-4-4 0-5-1-7-4l1-1q4-3 7-9l-4-5-25 2z"/><path fill="#fae5d1" d="M74 34q-8-4-10 4l-2-2q-2 2-1 5l-2-3q0-6-4-10v-7q5-12 18-9 7 1 10 8 1 10-9 14"/><path fill="#f5c9a2" d="M29 31q4-1 4 5-7 0-4-5"/><path fill="#fcedd9" d="M16 33h7v10h-7z"/><path fill="#b5aa93" d="m74 34 1 1q2 5-3 7l-5 1v-1h3l-2-5q-2-1-2 2h-2v-1q2-8 10-4"/><path fill="#e0a281" d="M67 42q-2-1-1-3 0-3 2-2l2 5z"/><path fill="#e89975" d="M39 43q-4-2-3-5 0-2 3-1z"/><path fill="#c59c89" d="M64 38q-3 4 0 10h-4v-4l1-4q-1-3 1-5z"/><path fill="#67626e" d="m59 38 2 3-1 4-6-7z"/><path fill="#f4ede9" d="M64 39h2q-1 2 1 3v1l-2 6h-1q-3-6 0-10"/><path fill="#f1d2bb" d="M36 38q-1 3 3 5l4 4v1l-4-2q-2 2 1 3l-4 1q-3-7 0-12"/><path fill="#81828e" d="m43 47 3 2q3-3 2 2h-2z"/><path fill="#c4d7d2" d="m72 42 4 12-2 1-6-1-2-2q3-3-1-3l2-6z"/><path fill="#f6d3be" d="M60 49h5q4 0 1 3-5-1-8 3h-1q-1-4 3-6"/><path fill="#ded6d3" d="m43 48 3 3v3q-1 5 1 9-2-3-5-2-2-4-1-9-3-2-6-1l1-1 4-1q-3-1-1-3z"/><path fill="#ebcbbb" d="M46 51h2q2-1 3 1h-1l2 4q-7-1-2 4l-1 1-3-7z"/><path fill="#dadfbf" d="M22 65q-2-1-1-3-6-1-9-4L0 56v-3l25-2 4 5q-3 6-7 9"/><path fill="#eff1d9" d="M96 53v13l-18-4q0-5 3-8z"/><path fill="#e09374" d="M60 47v2q-4 2-3 6-2 2-1 5l-2 2-2-6-2-4h1z"/><path fill="#4f5a74" d="m66 52 2 2q-3 3-7 3l-4-1 1-1q3-4 8-3"/><path fill="#bfbab6" d="M35 54q3 0 0 2l2 2q-4-1-7 3 0-5 5-7"/><path fill="#787e8b" d="m68 54 6 1-1 2q-6-2-11 2l-1-1v-1q4 0 7-3"/><path fill="#505670" d="M35 51q3-1 6 1-1 5 1 9v1l-2 2-2-2q2-5-1-2v-2l-2-2q3-2 0-2-3-3 0-3"/><path fill="#484f67" d="m73 57-5 2q-3 0-4 3l-2-3q5-4 11-2"/><path fill="#d8dcb5" d="M0 61q6-1 3 4l-3 1z"/><path fill="#d4baa6" d="M56 60q3 2 0 3l4 2-1 1h-2l-3-4z"/><path fill="#cfa48f" d="M38 62q-4 0-1 2h-3q0-3 3-4 3-3 1 2"/><path fill="#f0e6e1" d="m52 56 2 6 3 4q-8 1-8-5l1-1q-5-5 2-4"/><path fill="#514958" d="m57 55-1 1 4 1v1q-2-1-2 1l5 7-6 2 1-2 1-1-4-2q3-1 0-3-1-3 1-5"/><path fill="#bd7c6a" d="M65 64q3 2 5 6h-5q0-2 3-2z"/><path fill="#f6f1e9" d="M76 54h5q-3 3-3 8l18 4v6q-11-1-20 2 1-12-8-15l5-2 1-2z"/><path fill="#fceee4" d="m0 56 12 2q3 3 9 4-1 2 1 3l-1 1q2 3 7 4 1-4 4 0 2 3 7 0l1-2 2-6v-1q3-1 5 2 2 6 10 5 0 3 3 2 2 5 8 8-15 3-3 13l2 5H26q-3-4-7-6-8-3-14-2 2-8-5-7v-4h5q-1-3 1-4 7 0 7-6H0v-1l3-1q3-5-3-4z"/><path fill="#918c8e" d="m42 62-2 6v-4z"/><path fill="#e39a7b" d="m46 54 3 7q0 6 8 5h2l-1 2h-1q-8 1-10-5-2-4-1-9"/><path fill="#f0e6d7" d="M63 70h7q-2-4-5-6 6-6 9 3t-7 9q-4-3-4-6"/><path fill="#dee0ba" d="M0 67h13q0 6-7 6-2 1-1 4H0z"/><path fill="#ebaa8b" d="m61 58 2 3 1 2 3 4q-3 0-3 2h-2l-5-2 6-2-5-7q0-2 2-1"/><path fill="#968a83" d="m40 68-1 2q-5 3-7 0z"/><path fill="#6e6565" d="M68 59q9 3 8 15-3 4-8 4-6-3-8-8-3 1-3-2h1l5 2q0 3 4 6 10 0 7-9t-9-3l-1-2q1-3 4-3"/><path fill="#dee3c3" d="M96 72v24H67l-2-5q-12-10 3-13 5 0 8-4 9-3 20-2"/><path fill="#dfe0c2" d="M0 81q7-1 5 7-3 0-5 3z"/><path fill="#fbf9f5" d="M5 88q6-1 14 2 4 2 7 6H0v-5q2-3 5-3"/></svg> | |
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"path": "emoji_u1f469.png"
} | Generate code for a svg of a woman | <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="M64.74,4.12c-53.26,0-52.84,49.25-52.84,50.03c0,21.44,1.11,48.82,5.71,69.85h1.5h1.6 h86.59h1.6h1.5c4.6-21.04,5.7-48.41,5.7-69.84C116.09,53.37,118,4.12,64.74,4.12z" style="fill:#543930;"/>
<path id="head" d="M64,19.6c-22.34,0-43.03,16.61-43.03,51.84c0,28.29,17.52,45.03,32.77,50.43 c3.64,1.29,7.15,1.94,10.26,1.94c3.09,0,6.58-0.64,10.2-1.91c15.27-5.37,32.83-22.12,32.83-50.45C107.03,36.21,86.34,19.6,64,19.6z" style="fill:#FFCA28;"/>
<g id="hairGroup">
<path id="hair" d="M18.95,120.91c0.6,1.23,1.25,2.24,1.91,3.09h7.12c-0.71-9.76-2.38-33.66-2.62-46.37 c-0.07-3.79-1.22-17.83,6.7-19.6C61.1,51.5,77.53,36.1,77.53,36.1c4.27,9.33,17.63,18.43,22.43,21.89 c3.94,2.84,3.39,14.54,3.31,19.52L99.64,124h7.64c0.68-0.85,1.35-1.86,1.96-3.09c3.85-7.82,3.97-66.75,3.97-66.75 s1.32-46.2-49.11-46.2s-49.31,46.2-49.31,46.2S15.22,113.23,18.95,120.91z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_2_" cx="64.4336" cy="46.4809" gradientTransform="matrix(1 0 0 -1.2135 0 137.9276)" gradientUnits="userSpaceOnUse" r="64.666">
<stop offset="0.7945" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights" d="M64.74,4.12c-53.26,0-52.84,49.25-52.84,50.03 c0,10.08,0.24,21.46,0.98,32.89l8.73-0.02c-0.07-3.79,2.58-27.23,10.5-29.01c29.04-6.53,45.47-21.93,45.47-21.93 c4.27,9.33,17.63,18.43,22.43,21.89c3.94,2.84,5.55,24.09,5.47,29.07h9.61c0.01-0.07,0.02-0.14,0.03-0.2 c0.72-11.36,0.97-22.68,0.97-32.69C116.09,53.37,118,4.12,64.74,4.12z" style="fill:url(#hairHighlights_2_);"/>
</g>
<path id="nose" d="M68.95,87.16c-0.14-0.06-0.27-0.09-0.41-0.11h-9.08c-0.14,0.02-0.28,0.05-0.41,0.11 c-0.82,0.33-1.28,1.19-0.89,2.09c0.39,0.91,2.2,3.46,5.84,3.46s5.45-2.55,5.84-3.46S69.77,87.49,68.95,87.16z" style="fill:#E59600;"/>
<g id="eyes">
<ellipse cx="42.9" cy="75.23" rx="6.32" ry="6.55" style="fill:#404040;"/>
<ellipse cx="85.1" cy="75.23" rx="6.32" ry="6.55" style="fill:#404040;"/>
</g>
<g id="eyebrows">
<path d="M52.29,63.47c-1.2-1.59-3.99-3.91-9.39-3.91s-8.19,2.32-9.39,3.91c-0.53,0.71-0.4,1.52-0.03,2.01 c0.34,0.46,1.35,0.88,2.47,0.5s3.3-1.51,6.95-1.53c3.65,0.03,5.84,1.15,6.95,1.53c1.12,0.38,2.13-0.04,2.47-0.5 C52.69,64.99,52.82,64.18,52.29,63.47z" style="fill:#6D4C41;"/>
<path d="M94.5,63.47c-1.2-1.59-3.99-3.91-9.39-3.91s-8.19,2.32-9.39,3.91c-0.53,0.71-0.4,1.52-0.03,2.01 c0.34,0.46,1.35,0.88,2.47,0.5s3.3-1.51,6.95-1.53c3.65,0.03,5.84,1.15,6.95,1.53c1.12,0.38,2.13-0.04,2.47-0.5 C94.89,64.99,95.03,64.18,94.5,63.47z" style="fill:#6D4C41;"/>
</g>
<path id="mouth" d="M74.8,97.66c-4.09,2.43-17.49,2.43-21.58,0c-2.35-1.4-4.75,0.74-3.77,2.87 c0.96,2.1,8.27,6.96,14.59,6.96s13.54-4.86,14.5-6.96C79.52,98.39,77.15,96.26,74.8,97.66z" style="fill:#795548;"/>
<radialGradient id="hairHighlights_3_" cx="64.0008" cy="51.4368" gradientTransform="matrix(1 0 0 -1.1901 0 137.7753)" gradientUnits="userSpaceOnUse" r="61.8331">
<stop offset="0.7936" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights_1_" d="M110.55,123.91c4.53-21.01,5.62-48.2,5.62-69.52 c0-0.78,1.92-50.11-51.43-50.11c-53.35,0-52.92,49.33-52.92,50.11c0,21.32,1.09,48.51,5.62,69.52H110.55z" style="fill:url(#hairHighlights_3_);"/>
</svg> | |
{
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"path": null
} | Generate code for a svg of a the rich green of vines hanging down from a pergola. | <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="#4e8f3f" d="M67 0h29v5l-2 2q-3-3-3 1h-3V4q2-1 1-2-2 0-2 2l-2 2-2 1V5q5-4 0-3-6-3-11 0l-1 1h-1V2z"/><path fill="#eef4e5" d="M72 2h5q-3 3-6 1z"/><path fill="#7daf6e" d="M72 2q5-3 11 0-3-1-4 1l4 2-13 1-1 2h-1V6l-2-2 4-1h1q3 2 6-1z"/><path fill="#8acf6c" d="M0 0h11q-1 3 3 4l1 1h-3l-1 3-1-1v6l-6-2-1 1 2 2q-5 6 1 12H3q-2 8 1 16l-1 1-2-4-1 1v-2l1-1 1-10-2-10z"/><path fill="#d8ebcb" d="m15 5-1-1V1h5v3q-3-1-4 1"/><path fill="#e7f0db" d="m70 2-4 1-2 1h-1l-2-2z"/><path fill="#e7f0dc" d="m83 5-4-2q1-2 4-1 5-1 0 3"/><path fill="#dbe8d3" d="M88 4h-1q0-2 2-2 1 1-1 2"/><path fill="#d5e3ce" d="M91 1h4v3h-4z"/><path fill="#62aa4b" d="M11 0h18v3q3 0 4-3h34l3 2-9 1 2 2-9 2q1 2 5 2h5V5l2-1 2 2q-3-1-3 2l1 3h-1q-1-3-3 0l-8-1-6 2 12 1v2l-2 2-9-3-4 1q-2 0-2-2l4-2-5-2h4V6h-6l-3-1 5-2q-6-3-9 0 3 3-1 5-1-3-5-5 0 4 2 7l-3 1q-3-1-4 2l1 3-2 1v-7q-3-1-4 2-3-3-4 1h-3V7l1 1 1-3h3q1-2 4-1V1h-5v3q-4-1-3-4"/><path fill="#bedfa6" d="m40 6 1 7h-6q0-2 3-2V8l-7 1-2 4-3-2 3-1q-2-3-2-7 4 2 5 5 4-2 1-5 3-3 9 0l-5 2z"/><path fill="#f4f5ea" d="M47 2q3-1 6 1l-3 1z"/><path fill="#d5e3ca" d="M24 1h2l-6 4V2z"/><path fill="#f6f6ed" d="M55 2q1-1 4 1l-2 1z"/><path fill="#ecf4e4" d="M43 2q2-1 3 1-3 1-3-1"/><path fill="#dcefc4" d="M29 0h4q-1 3-4 3z"/><path fill="#b7d9a7" d="M47 7q2-3 6-1l-2 3q-2-3-4-2"/><path fill="#dae7cd" d="M70 6q3-1 6 2h-7z"/><path fill="#f1f4e8" d="M54 7q3-1 5 2-4 0-5-2"/><path fill="#ddeed3" d="M68 6v2h-3q0-3 3-2"/><path fill="#c0d9b1" d="M19 6q3-1 2 2h-4q-3 3-4 0z"/><path fill="#e7efdb" d="m24 5 3 4q-6 0-3-4"/><path fill="#f5f9ec" d="M47 7q2-1 4 2z"/><path fill="#b4d39e" d="M63 5v4h-5q-2-3-5-2z"/><path fill="#60ac47" d="M87 4v4h3q2 2 3-1l2-2v4q-5 2-1 5-4 2 0 3l-4 1q-1 5-1-1l-8-2 2-2q-1-3-3-2l-1-2q4-4-2-3v3l3 6-2 1 3 3q-2 0 0 2l2-2q0-3 3-1-3 2 0 3h6l1 4q-3-2-5-1-1-3-3 0l1 2q-2 1-2 4l-1-6-7-5-1-2q-3-3-4-2l4-2 1-1q-1-2-3-1l-7-2 1-1h8q-3-3-6-2l13-1v2l-1 1 5 1q0-3-2-3z"/><path fill="#d7e8cf" d="M85 6q2 0 2 3l-5-1 1-1z"/><path fill="#e0ecd3" d="M80 9h-2V6q6-1 2 3"/><path fill="#dbe8d3" d="M94 7q-1 3-3 1 0-4 3-1"/><path fill="#9bcc83" d="M65 8h3l-1 1 7 2q-3-1-3 1l5 1-4 2q1-1 4 2l-6 1q0-4-2-5l-2-2z"/><path fill="#d2e8be" d="M21 14q-5-2-8-1 1-4 4-1 1-3 4-2z"/><path fill="#dee8cb" d="m62 11-2 2-12-1 6-2z"/><path fill="#f5f7ec" d="m26 11 3 2h-7q1-3 4-2"/><path fill="#6ebb4e" d="m41 13-5 2q-3 2 0 3-3 2 0 5l-1 6-2-2-1 1v-4q-7-2-13-1-1 1 1 4-1 1 1 4-2 0-3 3l-5-10v-4q-3 0-2 3l1 6-4-6q3-3 3-7l-4-1q2-3 3 0l1-2h2q3-1 8 1v2q-3-1-3 1h3l2-1-1-3h7l2-4 7-1v3q-3 0-3 2z"/><path fill="#86be6a" d="M40 6h6v3h-4l5 2q-3-1-5 1l1 1q0 2 2 2v2q-4-3-3 2l-1 1-5-3v1q-3-1 0-3l5-2z"/><path fill="#e4efd5" d="m47 11-4 2-1-1q2-2 5-1"/><path fill="#f4f4e9" d="m65 11 2 2-4-1z"/><path fill="#f0f2e4" d="M74 11q2-1 3 1l-1 1-5-1q0-2 3-1"/><path fill="#a1cd8a" d="M78 9h2l1 2-1 1 4 1-2 2 8 2q0 6 1 1l4-1q-4-1 0-3-4-3 1-5v12h-9q-3-1 0-3-3-2-3 1h-2l-3-3 2-1z"/><path fill="#f6f9ee" d="M81 11q2-1 3 2l-4-1z"/><path fill="#c9ddbd" d="M85 12q2-3 6 0-4 3-6 0"/><path fill="#e4efd6" d="M12 15q1-1 4 1-3 1-4-1"/><path fill="#e6ead5" d="M21 16h-3q0-2 3-1"/><path fill="#dfeec8" d="m0 17 2 10-1 10-1 1z"/><path fill="#deebcb" d="M82 19h2l-2 2q-2-2 0-2"/><path fill="#caddb5" d="m24 20-3 2q-1-6 3-2"/><path fill="#bfd8a8" d="M24 20v-3h3v3l5 1q-5 1-8-1"/><path fill="#b4d597" d="M42 19v2l-6 2q-3-3 0-5v-1l5 3z"/><path fill="#cae1ae" d="M60 15q2 0 2 3-12 0 0 2l-1 1h-9q0-2 3-1v-3q-5 1-8 5l4 2q-1 6-3 1-1 4-3 1v-7q9-2 0-2v-2l4-1 9 3z"/><path fill="#e6efcf" d="m72 20 3 1-1 1-6-1 3-2z"/><path fill="#a8d785" d="m77 19 7 5 1 6-1 5-2-7-1 1-1-4-1 2h-9q2-2 5-1l1 1q2-3 1-6-1 2-3 1l1-1-3-1z"/><path fill="#86ca5b" d="m65 11-1 1 4 1q2 1 2 5l6-1 1 2-5 1-1-1-3 2 6 1q2 1 3-1 1 3-1 6l-1-1v-2h-7l1 5-1 3-2-3q-4 1 0 4l-3 1v6l-2-14 1-2q-4-2-9-1-2 3-1 9l-2 1q-1-6-6-3l2 5q-3-2-4-5l-1-3q4-2 1-4l-4 1 2 2-3 5v7l2 3q-7-3-3-7-2-3-1-5l1-6 6-2v-2q-1-5 3-2 9 0 0 2v7q2 3 3-1 2 5 3-1l-4-2q3-4 8-5v3q-3-1-3 1h9l1-1q-12-2 0-2 0-3-2-3v-2l2-2q2-3 3 0"/><path fill="#abd28e" d="M68 14v3q-9 1 0 2l-3 1 1 3q-1-2-3-1v-6z"/><path fill="#d3e5c8" d="M89 24v2h-2l-1-2q2-3 3 0"/><path fill="#d1e9b4" d="M96 21v16q-3-1-4 1v-4h3q-4-3 0-5l-4-3h-2v-2q2-1 5 1l-1-4z"/><path fill="#98d967" d="M55 25q3-1 2 3l2 2-4 1z"/><path fill="#6bb54a" d="M87 26h4l4 3q-4 2 0 5h-3z"/><path fill="#8dd25f" d="M81 29v7q-3-1-3 1l-1 4h-2l2-6q0-2 3-1l-1-4h-4l4-3 1-2z"/><path fill="#ddf4be" d="m10 13-1 2q-1-3-3 0l4 1q0 4-3 7l4 6-1-6q-1-3 2-3v4l5 10q1-3 3-3-2-3-1-4t4 1l-2 1 2 6 2-2q-2-3-1-4 3-1 7 1l1 2-1 23 3 6v-4l5-4q-3-2-4 1-3-4-1-9 1-3 2 0l2-4-2-3v-7l3-5-2-2 4-1q3 2-1 4l1 3-1 6 6 12-1 1 3 4q-3 4 0 7-3 6-7 8l-3-6-9-1-3-3-1 1-3-9q3-2 0-2-2 0-3 2v4l-2-5q0-2 3-2-3-3 1-4-3-1-2-3h-3q-1 2 2 5l-2 3q-3 2-3-1l2-5q-3-3-3-8l-2 12 1 5h4l-4 8v2l3-5q3 8 0 17-2 0-2 3h2q4 0 5 5-4 3-4 8l-3 1-4-11q-4-3-9 0V40l1-1 2 4 1-1q-3-8-1-16h3q-6-6-1-12l-2-2 1-1z"/><path fill="#7bcf3c" d="M7 18q0-3 3-1-1 3-3 1"/><path fill="#c4e8a0" d="M35 29q-1 2 1 5-4 4 3 7l-2 4q-1-3-2 0-2 5 1 9 1-3 4-1l-5 4v4l-3-6V30q-4-2-7-1-1 1 1 4l-2 2-2-6 2-1q-3-2-4-1-2-3-1-4 6-1 13 1v4l1-1z"/><path fill="#dff3c2" d="M50 33h-2l2 3-2 1 2 3q-5-1-4-5l-2-5q5-3 6 3"/><path fill="#7dcc57" d="m15 32 6 5-5 1z"/><path fill="#c1e99a" d="m50 33 2-1 1 3h-2l-1 5-2-3 2-1-2-3z"/><path fill="#ddf5bd" d="M53 23q5-1 9 1l-1 2 2 8 3-1q-4-3 0-4l2 3 1-3-1-5h7v2q-3-1-5 1h9l-4 3h4l1 4q-3-1-3 1l-2 6h2l1-4q0-2 3-1v-7l1-1 2 7 1-5q0-3 2-4l5 8q-3-1-3 1l2 4v7l1-6q1-2 4-2v43l-3-4 2-2-1-1q-3 1-3 3 2 6 1 13 1-3 4-4v10h-2v-4q-6 0-7-5-1-2 1-5l-2-11 2-6-5-8q-4 0 0 3-2 5-5 3l-5-10 1-1-10-5 2 6-2 7-4 1-7-16 1-2q-3-3-2-5h3V28v3l4-1-2-2q1-4-2-3z"/><path fill="#b2dd8f" d="M17 48q-1 3 1 6-4 3-1 8 2-2 3 0-6 2-3 8 0-3 2 0l-2 5q-1-4-3 0h-2q0-3 2-3 3-9 0-17l-3 5v-2l4-8h-4l-1-5 2-12q0 5 3 8l-2 5q0 3 3 1"/><path fill="#c5ef93" d="M42 30q1 3 4 5-1 4 4 5-1 5 3 9h-3q-3-4-1-8l-3-1 1 8-6-12z"/><path fill="#afdf88" d="M92 34v4q1-2 4-1v1q-3 0-4 2l-1 6v-7l-2-4q0-2 3-1"/><path fill="#98d46d" d="m18 49-1-1 2-3q-3-3-2-5h3q-1 2 2 3-4 1-1 4-3 0-3 2"/><path fill="#90dc5f" d="M90 50q-3-1-1-2z"/><path fill="#dff2c2" d="m53 23 2 2v13h-3q-1 2 2 5l-1 2 7 16 4-1 2-7-2-6 10 5-1 1 5 10q3 2 5-3-4-3 0-3l5 8-2 6 2 11q-2 3-1 5 1 5 7 5v4H0V79q5-3 9 0l4 11 3-1q0-5 4-8-1-5-5-5 2-4 3 0l2-5q-2-3-2 0-3-6 3-8-1-2-3 0-3-5 1-8-2-3-1-6l2 5v-4q1-2 3-2 3 0 0 2l3 9 1-1 3 3 9 1 3 6q4-2 7-8-3-3 0-7l-3-4 1-1-1-8 3 1q-2 4 1 8h3q-4-4-3-9l1-5h2l-1-3q-1-6 1-9"/><path fill="#b2dc8e" d="m4 45 1 2q-3 6-2 11l2 5q-3 3-3 7V56z"/><path fill="#b7e190" d="m90 50 5 9-4 14h-3q0-2 3-1 2-12-1-22"/><path fill="#a5ec62" d="M10 70q5-1 0 3z"/><path fill="#c1ec9a" d="M96 81v5q-3 1-4 4 1-7-1-13 0-2 3-3l1 1-2 2z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a red apples arranged in a wire mesh basket. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v96H0z"/><path fill="#e8968c" d="m50 44-5 3q-3-3-4-2v-2z"/><path fill="#726c69" d="M53 44h-2l1-2z"/><path fill="#f72e26" d="M64 49q-2 2-1 5 5-1 8 3l-1 3-14 5-9-1q1-4 7-3 4-1 4-5l-3 4q-1-3-3-1-6 0-7 5h-5q2-4 6-7l-2-2q-3 3-5 9H29q-2-4 1-6h2l-2-1-1-2v-3q0-8 9-7l-3 3 6-3q1-1 4 2l5-3h3q8-4 11 5"/><path fill="#9a3631" d="M38 45h3l-6 3z"/><path fill="#b8a6a6" d="M64 49q5 1 9 5l-2 15V57q-3-4-8-3-1-3 1-5"/><path fill="#ccc1c4" d="M29 52v3l-5 4h-1q-3-3-1-4 3-3 7-3"/><path fill="#511e19" d="m54 61-2-2q2-2 3 1l3-4q0 4-4 5"/><path fill="#d54a40" d="m70 60-6 9-1-3-5-2z"/><path fill="#e02a24" d="m59 64 5 2 1 3q-5 1-8 4l-6 1q-6-1-5-6z"/><path fill="#946362" d="M71 57v13h-3l-5 7-1-3 3-5 6-9h-1z"/><path fill="#a4908e" d="M71 70q-3 8-10 9l2-2 5-7z"/><path fill="#a57675" d="M23 59q2 6 6 11l3 9q-6-2-7-5z"/><path fill="#c44036" d="m65 69-3 5 1 3-2 2h-1l-5-2v-1l-4-2 6-1q3-3 8-4"/><path fill="#da6757" d="M46 68q-1 5 5 6l4 2-10-1-4-2 1-1 1 1 1-7q3-1 2 2"/><path fill="#da3e35" d="m29 55 1 2v1q-3 2-1 6h10q2-6 5-9l2 2q-4 3-6 7h5q1-5 7-5l2 2q-6-1-7 3l9 1-12 1-1 7-1-1q-1-1 1-3l-4-3v8l-3 1v-7q-2 3-2 7l3 5h-1l-3-1-3-9q-4-5-6-11z"/><path fill="#77191e" d="M36 75h-2q0-4 2-7z"/><path fill="#661f1e" d="m30 57 2 1z"/><path fill="#ac2625" d="m42 72-1 1 4 2q-3 1-4 4l-4 1-3-5h2l3-1v-8l4 3q-2 2-1 3"/><path fill="#aa8487" d="m45 75 10 1v1q-6-1-9 1v2l-5 1-5-1h1l4-1q1-3 4-4"/><path fill="#bfb1b3" d="m55 77 5 2-5 2H41l5-1v-2q3-2 9-1"/></svg> | |
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",
"path": "emoji_u1f621.png"
} | Generate code for a svg of a enraged face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="pouting-face_1_" cx="63.6" cy="2584.8999" gradientTransform="matrix(1 0 0 1 0 -2522)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.12" style="stop-color:#FAC742"/>
<stop offset="0.32" style="stop-color:#FAC440"/>
<stop offset="0.48" style="stop-color:#FBBA3B"/>
<stop offset="0.62" style="stop-color:#FBA931"/>
<stop offset="0.76" style="stop-color:#FC9224"/>
<stop offset="0.88" style="stop-color:#FE7413"/>
<stop offset="1" style="stop-color:#FF5100"/>
</radialGradient>
<path id="pouting-face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7 c15.5,0,29.8,5.1,40.4,14.4c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#pouting-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:#D84213;"/>
</g>
<g id="facial_expressions">
<g id="pouting-face-2">
<path id="mouth" d="M83.94,103.14c-0.34-0.13-0.65-0.34-0.89-0.62c-9.73-10.11-25.82-10.42-35.93-0.69 c-0.23,0.23-0.47,0.46-0.69,0.69c-0.24,0.28-0.55,0.49-0.89,0.62c-0.75,0.28-1.6,0.12-2.2-0.41c-0.59-0.52-0.79-1.35-0.49-2.08 C45.83,93,54.69,87,64.74,87s18.91,6,21.89,13.64c0.3,0.73,0.1,1.56-0.49,2.08C85.54,103.25,84.69,103.41,83.94,103.14z" style="fill:#422B0D;"/>
<g id="eyes">
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",
"path": "emoji_u1f469_1f3fc_200d_2764_200d_1f468_1f3ff.png"
} | Generate code for a svg of a couple with heart: woman, man, medium-light skin tone, dark skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<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;"/>
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