reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": 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"path": "e477d1ab74a44d9aa9994375016b5308cb6a9318d649ff63c8bb336f07779e1b.png"
} | Generate code for a svg of a a black heart with a white background and a black outline | <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 595.61 595.61"><defs><style>.cls-1{fill:#131313;}</style></defs><title>mt icons</title><path class="cls-1" d="M554.43,209.22c-7.52-82.73-66.08-142.76-139.36-142.76-48.82,0-93.53,26.27-118.68,68.38-24.93-42.65-67.8-68.39-115.84-68.39-73.28,0-131.84,60-139.35,142.76-.59,3.65-3,22.89,4.38,54.25,10.68,45.24,35.34,86.39,71.29,119l179.4,162.8L478.75,382.44c36-32.59,60.62-73.73,71.29-119C557.45,232.1,555,212.87,554.43,209.22ZM198.78,146.45a79.32,79.32,0,0,0-79.23,79.23,9.9,9.9,0,1,1-19.81,0,99.15,99.15,0,0,1,99-99,9.9,9.9,0,1,1,0,19.81Z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a set of markers neatly organized in a tray. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfb" d="M0 0h96v49l-5-3q-2-1-2 1l-5 4V40l5-1 1-9-1-12H70L7 21v13Q4 49 6 66h6l-1 1 9 1h10l5-1q-2-3-1-7h2v8h48V57l6 6v4l1-1 1-12q1-3 4-4v46H0z"/><path fill="#d4d8d8" d="M70 18q-18-1-34 1-3-1-3 2l3 7-4-2-2 3q-1-2-3-1-2-3-1-5h-3v4q-3 0-4 2l-3-1v-5q3-1 1-4-3 0-4 2-3-4-5-1H7q-3-1 0-3z"/><path fill="#d7c8be" d="M70 19v-1h19l1 12h-1v-7q-1-4-4-3v4h-6q6-1 1-3l2-2z"/><path fill="#3f364c" d="M13 22v7l-1 15v-4q-3-2-5-1v-3q9-2 0-2v-4l2-1h3v-5H9q-2-1-1-3 2-3 5 1"/><path fill="#597096" d="M27 20q4-1 4 4h-4z"/><path fill="#f08a26" d="M80 21q5 2-1 3-2-3 1-3"/><path fill="#85312d" d="M89 23h-4v-3q3-1 4 3"/><path fill="#7a5b59" d="M16 24q-3 1-2 5h-1v-7q1-2 4-2 2 3-1 4"/><path fill="#d1d5da" d="M9 24h3v5H9z"/><path fill="#f8f6f6" d="M16 24v5h-2q-1-4 2-5"/><path fill="#e5e9e9" d="m36 20 46-1-2 2q-3 0-1 3h9v5q-3-1-5 1h-2q-3-1-3 1l-2 2-1-1-1-1q-4-2-7-1h-5q-1 2 2 4l3 1q-1 2 1 3 0-3 3-3h3l3 3v1q-3 1-3 4l-4 1v-5h-7l-3-6v-3q-5-2-8-1-1 4 1 7l4-1q3 0 5 4l5 1v9l-3 2h-2l-3-6q-3-3-5 0l4 1v4h-3l-2 17-3-8v-2l1-3q-3-1 0-3-6-1-6-6-6 0-3-6 3 0 5-4v-6l2-4h5l-1-3-4 2-6-4q-3 0-4 3l-1-1z"/><path fill="#f4cf38" d="M71 20q5-2 5 4-4 3-7-1 0-3 2-3"/><path fill="#828394" d="M85 24v-1h4v6h-1v-5z"/><path fill="#8c9ba7" d="M7 21q-1 2 1 3v5l-2 1z"/><path fill="#c8cdd4" d="m47 35-6 2v-3h4v-5q-6-2-5 4l-2-11 1 1q1-3 4-3l6 4 4-2 1 3h-5l-2 4z"/><path fill="#2a2e49" d="M27 29q2-1 3 1v4h-3q-3-3 0-5"/><path fill="#2d3a5e" d="M60 30v3q-6 2-6-3z"/><path fill="#2e3855" d="M67 30q0 3-3 4-3-2-2-4z"/><path fill="#242a3e" d="m81 30 1 4h-4v-3q0-2 3-1"/><path fill="#42263a" d="M88 29v4q-6 0-6-4 2-2 5-1"/><path fill="#a10f10" d="M16 30v4l-2-2q0-2 2-2"/><path fill="#483039" d="m16 29 3 1v3q-2 2-1 5h-1l-1-1z"/><path fill="#df7a25" d="M23 28q3 6-4 5v-3q1-2 4-2"/><path fill="#cac5c1" d="M27 29q-3 2 0 5l3 1q-3 0-3 2-2 0-1 2-1 3 1 8h2l1-8h1v9h-5v18l-2 1-1-16q-3-1-3 1l-2 14V38q-1-3 1-5 7 1 4-5v-4h3q-1 2 1 5"/><path fill="#3e4e70" d="m41 34-1-1q-1-6 5-4v5z"/><path fill="#2f3b53" d="m74 31-1 3h-3q-2-3-1-4z"/><path fill="#9caab9" d="M67 30q3-1 7 1h-4q-1 1 1 4-3 0-3 3-2-1-1-3l-3-1q3-1 3-4"/><path fill="#f6f7f7" d="M34 35q2-1 3 1l-1 8h-2z"/><path fill="#adb1b8" d="M81 30h2q0 4 6 4v-4h1l-1 9v-3l-8-1v4l-4-1-3-3 1-3 1 1 2-2v3h4z"/><path fill="#312a46" d="M24 39h-4v-3q3-1 4 3"/><path fill="#2a385f" d="M27 37h4v2h-5q-1-2 1-2"/><path fill="#8596a8" d="m36 20 2 2 2 11 1 1v3l1 2q-3 6 3 6 0 5 6 6-3 2 0 3-7 0-1 3v2q-3-1-3 2-7-4-3-9l-2-2-2-1q0-3 2 0l1-3h-4l-1-9-1-1q-1-2-3-1-3 0-3 2h-4q0-2 3-2l-3-1h3v-4l2-3 4 2-3-7q0-3 3-2"/><path fill="#323f5f" d="M36 29q3 1 1 4-5 2-4-3z"/><path fill="#2d385b" d="M47 35q-2 4-5 4l-1-2z"/><path fill="#59677c" d="m89 39-5 1-2-4-1 13-1-2 1-8v-4l8 1z"/><path fill="#b10a04" d="m16 37-1 8q-3-3 0-5l-2-3q0-2 2-1"/><path fill="#2c3348" d="M48 40h3v3q-4 0-3-3"/><path fill="#ea5b0a" d="m20 39 2 7h-3z"/><path fill="#a9493f" d="M13 29h2v1q-2 0-2 2l2 2v3q-2-1-2 1l2 3q-3 2 0 5v1q-3 1-2 4v15l-2-1V44z"/><path fill="#a2aab1" d="m37 36 1 1 1 9h4l-1 3q-2-3-2 0l2 1q-4 8-3 18h-3v-8l1 2q3-6 1-9l-2-1q-2 0-2 2-2-1-1-3h5l-1-4q2-3-1-3z"/><path fill="#323951" d="m77 38 4 1-1 8h-3z"/><path fill="#bf6b2d" d="M26 39h4l-1 8q-2-15-2 0-2-5-1-8"/><path fill="#efa42e" d="M29 47h-2q0-15 2 0"/><path fill="#272c48" d="M34 44h2q3 0 1 3h-4q-1-3 1-3"/><path fill="#793133" d="M17 38v28h-1l-1-15v-5z"/><path fill="#b26b5a" d="M21 39h3v8l-4-1h3z"/><path fill="#fcfcfb" d="M29 48v8h-3v-8z"/><path fill="#ddd1cb" d="M16 47v4h-2q-1-3 2-4"/><path fill="#727691" d="M7 39q2-1 5 1H9L7 64z"/><path fill="#bfb182" d="M29 48h2l-1 19-1-11z"/><path fill="#21273c" d="M62 51h2q2-1 3 1l-4 2q-2-1-1-3"/><path fill="#2a2f42" d="M74 51v3q-7-1-2-4z"/><path fill="#ccb15c" d="M89 47q0-2 2-1l-1 18v-1z"/><path fill="#ccd3d4" d="M34 35v9q-2 0-1 3h4l1 4h-5q-1 2 1 3v6q-1 4 1 7l-5 1v-1l1-19V37q0-2 3-2"/><path fill="#b7c2c9" d="M60 30h-6q0 5 6 3l3 6h7v5l4-1q0-3 3-4v8h3l1 2v3l-7-1-2-1q-5 3 2 4h3q-1 6 1 13v1h-5v-4l1 1 1-9-1-1-4 2q0 2 3 1l1 3h-4q-1 2 2 3l-2 1 1 2-5 1v-4q3-4 1-9 3-3 0-6v-9l-5-1q-2-4-5-4l-4 1q-2-3-1-7 3-1 8 1"/><path fill="#393f52" d="M69 45q10 0 1 3-2-1-1-3"/><path fill="#5c6884" d="M67 49q3 3 0 6 2 5-1 9h-3v-4l3-1-4-2 1-3 4-2q-1-2-3-1z"/><path fill="#616b7b" d="m74 51 7 1v15-14h-3v14q-2-7-1-13h-3z"/><path fill="#cf270e" d="M14 51h2l1 15h-3z"/><path fill="#6c7d9a" d="M38 53q2 3-1 9l-1-2h-2v-1h3z"/><path fill="#f5cc40" d="m89 47 1 16-6-6v-6z"/><path fill="#b2a887" d="m91 46 5 3v1q-3 1-4 4l-1 12-1 1v-3z"/><path fill="#2a3558" d="m38 53-1 6h-3v-5q0-2 2-2z"/><path fill="#d3d0d9" d="M7 34q9 0 0 2v28l2-24q-1 12 1 25l1-25h1v26H6Q4 49 7 34"/><path fill="#f9fafb" d="M9 40h2z"/><path fill="#e2480e" d="m23 51-1 17h-2V52q0-2 3-1"/><path fill="#2b3045" d="M81 67h-3V53h3z"/><path fill="#976254" d="m23 51 1 16 2-1 1 1v1h-5z"/><path fill="#ea7e13" d="M26 56h3l-2 11-1-1z"/><path fill="#3f4b63" d="M73 64h-1q-3-1-2-3h4l-1-3q-3 1-3-1l4-2 1 1-1 9z"/><path fill="#98a4a9" d="M84 40v28h-6v-1h3V49l1-13z"/><path fill="#c64d11" d="m29 56 1 11v1h-3v-1z"/><path fill="#cc8f89" d="M20 52v16l-9-1 1-1v-1l2 1h4z"/><path fill="#d5d9db" d="M62 51q-1 2 1 3l-1 3 4 2-3 1v4h3v4l5-1-1-2 2-1h1v4h4-38q-1-10 3-18l2 2q-4 5 3 9h4l-1-2 3 8 2-17v18h4l-1-18v-4l-4-1q2-3 5 0z"/><path fill="#485875" d="M55 50h3l1 18h-4z"/><path fill="#202230" d="M48 64q2 0 1 3-2-1-1-3"/><path fill="#2a3145" d="m50 59 1 2h-4q0-3 3-2"/><path fill="#282e46" d="m51 54-1 3q-6-3 1-3"/></svg> | |
{
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"path": null
} | Generate code for a svg of a workstations filled with workers making intricate parts. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfd" d="M0 0h96v96H61v-4l9-1q4 0 1 2 4 2 4-3l-2-5q-2 1-1 4h-3l2-1-4-1 3-4h5l7 8v-2q-5-7-11-8-2 0-2 2l-3 1q-3-3-7-3l-1 2-1-3 22-2-50-2 9-1 3-6q2-3 8-1l-6 3v3q3-3 5 0l2-6 1 5q3-5 8-2l2 2 7 2 4-3h7q-3 0-3-2l5-2v-5q12-1 1-3 1-2 4-1l1-11H74l-2 5-2-2q-1-3-3-2-3-3-4 0-2-2 1-2l10-3v3l11-1q-5-3-8-1l-6-3 1-1q-6-5-10 1l-2-1-12 8-2-5 8-5q-3-1-4 2-1-2-3-2-3 1-5 4l-1-1q5-3 0-5l-6 2 2 5-2 4h-5v-4l4-1-11-2q9-4 3-11-9-2-10 7l-1-1v4L0 38z"/><path fill="#edf0f1" d="m34 48-1 2q-2-1-2 1-2 2-1 4l-3-1q-3 2 2 3-3 1 0 2 3-4 9-1-2 3-5 3-5-2-8-1l-1-7q-2 0-1 2-2 3-1 7l-7-2q2-2 5-1l-1-9h-9v8q-3-1-4 1l6 2q-1 3-3 0l-1 1-3 2v-6H0V38l15 2v-4l1 1q1-9 10-7 6 7-3 11l11 2-4 1v4z"/><path fill="#e9ecee" d="M67 49q-3 1-1 4l3 1q-3 3-6 1l-2 2v-8q1-3-1-3t-1 3q2 7-5 10l7 4q-6 1-11 4l-3-1q6 0 2-4-5-3-8-1-3 4-7 5l3 1-4 2 5 2h-7l-1 3 8 1-9 1-1-1-1-6-4-3v-1q-3-2 0-2h14l4-4h7q-3-3-6-1 1-9-5-2l-3-2q1-3 4-3l-3-3 2-4-2-5 6-2q5 2 0 5l1 1q2-3 5-4 2 0 3 2 1-3 4-2l-8 5 2 5 12-8 2 1q4-6 10-1l-1 1 6 3q3-2 8 1l-11 1v-3l-10 3q-3 0-1 2 1-3 4 0"/><path fill="#272736" d="M61 49h-2q-1-3 1-3t1 3"/><path fill="#25262f" d="m34 48 3 3-5-1z"/><path fill="#dce1e3" d="m86 59-7-3-3 1 1 1 1 1q-5 2-5 6h3l5 3-5 2-5-2 4 4h-3q-6-1-11 1l-2-2-4-4v-1q4 1 7 4l2-1q-3-2-2-5l8 2 1-3q-6 0-11-3 3-3 7-1-4-4 1 0 1-4 4-6l2-5h13z"/><path fill="#1a1b23" d="M67 49q2-1 3 2l-4 2q-2-3 1-4"/><path fill="#92a0a8" d="m15 60-5-2v-8h9l1 9q-3-1-5 1"/><path fill="#949da4" d="m33 50 5 1q-3 0-4 3l3 2q6-7 5 2 3-2 6 1h-7l-4 4-12-3q3-1 8 1 3 0 5-3-6-3-9 1-3-1 0-2-5-1-2-3l3 1q-1-2 1-4 0-2 2-1"/><path fill="#141721" d="M0 58h5v6l3-2v5l-3-1v4l-5 1z"/><path fill="#56626f" d="m25 60 12 3H23v-8q-1-2 1-2z"/><path fill="#99a0a6" d="M86 59q-3-1-4 1 11 2-1 3v-6q-3-1-4 1l-1-1 3-1z"/><path fill="#bbbfc3" d="M23 55v8q-3 0 0 2-5 1-8-1-3 0-4 3-1-3-3 0v-5l1-1q2 3 3 0l-6-2q1-2 4-1l5 2 7 2q-1-4 1-7"/><path fill="#293141" d="M81 63v5l-5-3h-3q0-4 5-6l-1-1q1-2 4-1z"/><path fill="#52585f" d="m23 65-4 1h-8q1-3 4-3 3 2 8 1"/><path fill="#94989d" d="m23 66 4 3H17v7q-2-5-1-8l3-1z"/><path fill="#a8aeb3" d="M59 49h2v8l2-2q3 2 6-1l-3-1 4-2 2 2q-3 2-4 6-5-4-1 0-4-2-7 1 5 3 11 3l-1 3-8-2q-1 3 2 5l-2 1q-3-3-7-4v1l4 4q-5-3-8 2l-1-5-2 6q-2-3-5 0v-3l6-3q-6-2-8 1l-3 2-5-2 4-2-3-1q4-1 7-5 3-2 8 1 4 4-2 4l3 1q5-3 11-4l-7-4q7-3 5-10"/><path fill="#edeeef" d="M8 67q2-3 3 0h8l-3 1q-1 3 1 8v1H0v-6l5-1v-4z"/><path fill="#717a83" d="M76 70q0 2 3 2h-4l-4-4z"/><path fill="#67747e" d="M41 69h2l-5 6-8-1 1-3h7z"/><path fill="#a4aaae" d="M61 73q5-2 11-1l-4 3z"/><path fill="#83878c" d="M0 78v-1h17l2 4 4 1v3q9 0 0 2l2 2q-3 1-2 4l5 3h-5q0-3-2-3-2 2-5 1 10-4 1-9l4-1-5-2 1-4z"/><path fill="#87888d" d="m28 75 50 2H29l-1 5-1-1z"/><path fill="#5e646b" d="M84 76q4-1 1 2z"/><path fill="#050712" d="M0 78h17l-1 4 5 2-4 1q9 5-1 9 3 1 5-1 2 0 2 3H0v-6l8-4-2-2 2-1H0z"/><path fill="#0b0d16" d="m27 69 1 6-1 7 1 1 1-5h50l-22 2 1 3 2 13h-6l-1-15q-5-2-8-1v16H28l-5-3q-1-3 2-4l-2-2q9-2 0-2v-3l-4-1-2-4v-8z"/><path fill="#4c5057" d="M53 81h-7v15h-1V80q3-1 8 1"/><path fill="#eef0f2" d="m53 81 1 15h-8V81z"/><path fill="#424854" d="M0 83h8l-2 1 2 2H0z"/><path fill="#888c92" d="M70 83h-1q0-2 2-2 6 1 11 8v2l-7-8z"/><path fill="#c8cfd2" d="m69 83-3 4 4 1-2 1h3q-1-3 1-4l2 5q0 5-4 3 3-2-1-2l-9 1v4h-1l-2-13 1-2q4 0 7 3z"/><path fill="#bfc3c3" d="M0 86h8l-8 4z"/><path fill="#d0d5d4" d="M35 88v2q-4 2-7-1z"/></svg> | |
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} | Generate code for a svg of a a close up of a white background with a blue and pink logo | <svg version="1.1" id="Laag_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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<title>Asset 47</title>
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<text transform="matrix(0.7966 0 0 1 23.391 22.0116)" class="st1 st2 st3">SMART DEX CHAIN</text>
</svg> | |
{
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} | Generate code for a svg of a a cup of coffee on a wooden nightstand. | <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 0h96v96H83V74q0-2 2-2l1-10q-4-6-10-6-7-7-16-5l-2-1q2-2 6-1v1q6-3 4-9-3-4-6-1 0-9-7-9H45l7-1q-10-2-19 4-1 8 3 17h-9q-12-3-22-1l-5 5z"/><path fill="#f4eee5" d="M16 10q6-1 12 3 2 14-12 11-5-2-5-7t5-7"/><path fill="#c6c4c2" d="M64 49v-1q3-10-4-3l-1-7v-1l-2-3-9-1q-9-2-13 5-1 6 3 13h-2q-4-9-3-17 9-6 19-4l-7 1h10q7 0 7 9 3-3 6 1 2 6-4 9z"/><path fill="#5d3827" d="M48 33v2l-9 1-2 3-2-1q4-7 13-5"/><path fill="#ca8d57" d="m48 33 9 1 2 3-15 2 9-2q-2-3-5-2z"/><path fill="#462f27" d="M48 35q3-1 5 2-6-1-11 1l2 1 15-2v1q-12 4-22 1l2-3z"/><path fill="#845a40" d="m53 37-9 2-2-1q5-2 11-1"/><path fill="#f9f9f8" d="m35 38 2 1q10 3 22-1l1 7-5 8q-6 4-14 1l-3-3q-4-7-3-13"/><path fill="#f7f7f4" d="M64 48h-4v-3q7-7 4 3"/><path fill="#9d9182" d="M60 45v3h4v1q-4-1-6 1l2 1 4 2q-1 5-6 6-11 2-20-1-5-1-5-6h-6v-1h11l3 3q8 3 14-1z"/><path fill="#d29962" d="M60 51q9-2 16 5 6 0 10 6l-67 1 2-9q2-3 6-2h6q0 5 5 6 9 3 20 1 5-1 6-6z"/><path fill="#f3ede4" d="M27 51q-4-1-6 2l-2 9q-2 1-1 4H0V55l5-5q10-2 22 1"/><path fill="#c3834f" d="m86 62-1 10q-3-2-4-1H0v-4h18q-1-3 1-4l2-2z"/><path fill="#4e2f24" d="M0 71h81l1 1-82 1z"/><path fill="#8b5435" d="M81 71q1-1 4 1-2 0-2 2l-4 1v21h-1V75H0v-2z"/><path fill="#ad744e" d="M38 96H0v-8q4-2 7 1l6 1-1-3 1-1-3-1 6-2 2-3 13 2 5-1 7 2-8 6q6 1 3 7"/><path fill="#b4794e" d="M83 74v22h-4V75z"/><path fill="#b3764b" d="M0 75h78v21H38q3-6-3-7l8-6-7-2-5 1-13-2-2 3-6 2 3 1-1 1 1 3-6-1q-3-3-7-1z"/></svg> | |
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",
"path": "bf0ce69d81424d01fec7a71f207185646a176106fe90e4081ca9bac1cd5955ba.png"
} | Generate code for a svg of a a black and white photo of a video player in a circle | <svg width="29" height="29" viewBox="0 0 29 29" fill="none" xmlns="http://www.w3.org/2000/svg">
<rect x="0.744141" width="28.0182" height="28.0182" rx="14.0091" fill="black"/>
<g clip-path="url(#clip0)">
<path d="M24.5883 9.1896C24.4745 8.7676 24.2519 8.38285 23.9427 8.07379C23.6336 7.76474 23.2487 7.54219 22.8266 7.4284C21.261 7 15.0014 7 15.0014 7C15.0014 7 8.73897 7 7.17337 7.4116C6.75166 7.53165 6.36801 7.75833 6.05944 8.06977C5.75087 8.3812 5.52778 8.76688 5.41171 9.1896C5 10.7548 5 14 5 14C5 14 5 17.262 5.41171 18.8104C5.52604 19.2321 5.74882 19.6166 6.05788 19.9256C6.36693 20.2346 6.75151 20.4573 7.17337 20.5716C8.75578 21 15.0154 21 15.0154 21C15.0154 21 21.275 21 22.8406 20.5884C23.2625 20.4741 23.6471 20.2514 23.9561 19.9424C24.2652 19.6334 24.488 19.2489 24.6023 18.8272C25.014 17.262 25.014 14.0168 25.014 14.0168C25.014 14.0168 25.0168 10.7548 24.5883 9.1896Z" fill="white"/>
<path d="M18.2134 14L13.0068 11.0012V16.9988L18.2134 14Z" fill="black"/>
</g>
<defs>
<clipPath id="clip0">
<rect width="20" height="14" fill="white" transform="translate(5 7)"/>
</clipPath>
</defs>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a glowing white light from a distant house. | <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="#f8f8f9" d="M0 0h96v54l-3-4-2 6q-2-3-1-4-3-1-5 1-1-3-4-2-3 3-5-1l-8-1-6 4-1-1v-5h3l-1-4q3 0 0-2l-3 3q-3-1-1-3l8-2-3-1 1-1-4-3v-4q-3-1-5 2l-12-4q-5 2-7-3l-18-2 10 8q2-3 6-3l1 12q-4-1-9 1-6-3-10-2l5 4q7-2 14 4l-2 1-11-3q-3 1-3-1l-9 5-6-4q5-2 0-4-2 0-1 2l-2-7-2 1z"/><path fill="#f7f7f8" d="M96 54v42H81L60 84l-6-6H41q-6-6-13-6l-5-3-13-1-10-3V37l2-1 2 7q-1-2 1-2 5 2 0 4l6 4 9-5q0 2 3 1l11 3 2-1q-7-6-14-4l-5-4q4-1 10 2 5-2 9-1l-1-12q-4 0-6 3l-10-8 18 2q2 5 7 3l12 4q2-3 5-2v4l4 3-1 1 3 1-8 2q-2 2 1 3l3-3q3 2 0 2l1 4h-3v5l1 1 6-4 8 1q2 4 5 1 3-1 4 2 2-2 5-1-1 1 1 4l2-6z"/><path fill="#192027" d="m0 65 10 3 13 1 5 3q7 0 13 6h13l6 6 21 12H0z"/></svg> | |
{
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",
"path": "a15a5bb5748e8ac2a50f627afa68f6869416d35d1aac4e99a0549f6f39904122.png"
} | Generate code for a svg of a there are three different shapes of a flower on a white background | <svg width="1280px" height="500px" viewBox="0 0 1280 500" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>Artboard Copy 12</title>
<desc>Created with Sketch.</desc>
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",
"path": "emoji_u1f9d1_1f3fc_200d_2764_200d_1f48b_200d_1f9d1_1f3fe.png"
} | Generate code for a svg of a kiss: person, person, medium-light skin tone, medium-dark skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="head_351_">
<path d="M102.27,34.74c-27.05,0-31.37,19.51-31.37,47.59c0,23.97,10.35,39.27,28.5,41.22 c9.35,1,17.91-0.79,24.6-5.64V40.6C118.69,36.83,111.62,34.74,102.27,34.74z" style="fill:#A56C43;"/>
</g>
<g id="eyebrows_175_">
<path d="M106.65,77.36c0.97-1.29,3.22-3.16,7.58-3.16c4.36,0,6.61,1.87,7.58,3.16 c0.43,0.57,0.32,1.23,0.02,1.62c-0.28,0.37-1.09,0.71-1.99,0.41c-0.9-0.31-2.66-1.22-5.61-1.24c-2.95,0.02-4.71,0.93-5.61,1.24 c-0.9,0.31-1.72-0.04-1.99-0.41C106.33,78.59,106.22,77.93,106.65,77.36z" style="fill:#42312C;"/>
<path d="M73.67,77.36c0.97-1.29,3.22-3.16,7.58-3.16c4.36,0,6.61,1.87,7.58,3.16 c0.43,0.57,0.32,1.23,0.02,1.62c-0.28,0.37-1.09,0.71-1.99,0.41c-0.9-0.31-2.66-1.22-5.61-1.24c-2.95,0.02-4.71,0.93-5.61,1.24 c-0.9,0.31-1.72-0.04-1.99-0.41C73.35,78.59,73.24,77.93,73.67,77.36z" style="fill:#42312C;"/>
</g>
<g id="eyes_172_">
<path d="M108.65,85.64c-0.67-0.79-1.07-0.16-1.2,0.36c-0.45,1.76,0.25,4.54,3.47,5.43 c4.36,1.2,8.76-1.42,9.25-4.98c0.06-0.44-0.43-0.77-0.82-0.55c-1.31,0.72-2.93,2.23-6.3,1.88 C109.76,87.45,109.37,86.49,108.65,85.64z" style="fill:#42312C;"/>
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",
"path": "emoji_u1f9d1_200d_1f9af.png"
} | Generate code for a svg of a person with white cane | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="head_3_">
<path id="head_4_" d="M86.76,13.59c-2.51-4.06-8.2-7.22-12.91-6.44c-5.28,0.87-8.11,4.67-8.86,9.49 c-0.27,1.75-0.22,3.49,0.08,4.72c0.04,0.15,0.33,1.22,0.35,1.56c0.2,1.3-2.32,2.59-2.61,4.02c-0.22,1.08,2.03,1.77,2.21,1.96 c0.88,0.97-0.51,5.58,5.66,6.04c2.37,0.18,1.91,0.03,2.61,0.3c1.09,0.42,0.99,3.32,0.99,3.32s0.61,4.78,4.69,3.51 c4.66-1.44,4.84-4.74,4.84-4.74s-1.25-4.61,1.05-9.38C87.07,24.12,88.38,16.19,86.76,13.59z" style="fill:#FFCA28;"/>
</g>
<path id="mouth_2_" d="M65.64,31.48c0.86,0.05,1.7-0.15,2.43-0.69c0.79-0.59,0.25-1.24-0.66-0.86 c-0.55,0.23-1.32,0.35-2.02,0.22L65.64,31.48z" style="fill:#795548;"/>
<ellipse id="eye_2_" cx="69.24" cy="23.63" rx="1.13" ry="1.74" style="fill:#404040;" transform="matrix(0.9995 -0.0315 0.0315 0.9995 -0.7101 2.1929)"/>
<path id="eyebrow_2_" d="M68.36,21.07c-1.12,0.26-1.34-0.48-0.94-1.04c0.29-0.42,0.98-0.74,2.25-0.42 c1.2,0.3,1.66,1.03,1.97,1.47s0.24,0.86-0.04,0.89C71.22,21.99,69.75,20.74,68.36,21.07z" style="fill:#6D4C41;"/>
<g id="cane">
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} | Generate code for a svg of a the soft glow of holiday lights on a snowy evening. | <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="#163245" d="M0 0h96v16h-7q3 2-1 3l-2-2q-1-3 2-5l-1-1q-6-3-12 0H41l1-1h-4q0-2 3-2l-8-1 2-1-3-2-3 6-3 1h-5q-3-5-4 1L4 9q-2 2 1 4 3-3 7 0l-2 1 4 1-7 2 4 2 1 1q-4 3-6 0l-1 1 2 2-4 5q-1-2-3-1z"/><path fill="#193547" d="M75 11q1 3 4 0v1l3 1v4h3q-1 4-4 1-3 1 0-2h-4q-1 5-1-1-3-1-4 1h-1l-1-1-3 3-1 4-3-2q-13 6-27 4l-5-2h-8l-2-2q-4 2-7-1 3-2 0-2l-3 2-4-2 7-2-4-1 2-1q-4-3-7 0-3-2-1-4l13 3q1-6 4-1h5l3-1 3-6 3 2-2 1 8 1q-3 0-3 2h4l-1 1q3 1 8-1z"/><path fill="#d6b286" d="M32 9h3v3h-3z"/><path fill="#223f51" d="M96 16v27q-6 0-8-5-6 3-10 0-1-5-3-2l-7 3-9 1q0-5 3-8l7-5-2-1-8 6-1 7-3 2-6-2-4-2h-5q-5-5-11-5h4l-1-4q-5-3-10-2h-6l-1 2-1 1-2 2 4 3q-7 6-16 6V27q2-1 3 1l4-5-2-2 1-1q2 3 6 0l-1-1 3-2q3 0 0 2 3 3 7 1l2 2h8l5 2q14 2 27-4l3 2 1-4 3-3 1 1q-1 4 4 4v-4h-3q1-2 4-1 0 6 1 1h4q-3 3 0 2 3 3 4-1h-3v-4l-3-1v-1q-3 3-4 0 6-3 12 0l1 1q-3 2-2 5l2 2q4-1 1-3z"/><path fill="#c5ba94" d="M46 17q2 0 1 2z"/><path fill="#b39f89" d="M71 16h3v4q-5 0-4-4"/><path fill="#929182" d="M82 27q2 0 1 2z"/><path fill="#e7d6a1" d="M15 28h2l-1 2-2-1z"/><path fill="#7c7f78" d="M17 28q4 4 9 1l1 1-5 2-6-2z"/><path fill="#d4b38f" d="m32 28 1 4h-4v-4z"/><path fill="#355161" d="M32 28h-3v4q6 0 11 5h5q-1 1 1 4l-3 4 1 1-4 2-1 1-9-4h-1q-4-6-9-3l-3-2q-3-2-4-1l-9 1v3H0v-3q9 0 16-6l-4-3 2-2 2 1 6 2 5-2-1-1q-5 3-9-1h-2l1-2h6q5-1 10 2"/><path fill="#928a74" d="M59 40h-1v-1l1-7 8-6 2 1-7 5q-3 3-3 8"/><path fill="#d0b38d" d="M78 38q-3 0-3-2 2-3 3 2"/><path fill="#d5be96" d="m45 37 4 2-3 2q-2-3-1-4"/><path fill="#3f5b6c" d="M75 36q0 2 3 2 4 3 10 0 2 5 8 5v5h-3q-1-2-3-2l-15-2q-2-1-1-3h-7q0 3-3 5l4 3-2 1q-5 0-8 3l-1-3-5-3 6-7h1l9-1z"/><path fill="#e3c09a" d="M13 39q1-1 4 1v3q-6 1-4-4"/><path fill="#6e7475" d="m17 40 3 2q5-3 9 3-3-1-3 1l-9-3z"/><path fill="#646f74" d="m49 39 6 2-9 8-6-1 4-2-1-1 3-4z"/><path fill="#eac392" d="M29 45v2l-2 1-2-2q0-2 3-1"/><path fill="#ceb692" d="M58 39 46 52v3h-4q-1-3 1-4l-2-1 5-1 9-8z"/><path fill="#506d7d" d="M13 39q-2 5 4 4l9 3 2 2 2-1 8 2v6q-2-1-2 1h-2q-1-4-4-6l3 6-3 3q-5 2-8-1-2-3-1-4h-3l-1-4q-3-4-4 0-2 1-1 4 1-1 4 1l-4 7-1-3-2 6 2 2q-3 3-4 0l-1-1-6-4V43h4v-3z"/><path fill="#d0b293" d="M17 50q-1 3-4 3v-3q1-4 4 0"/><path fill="#566d7a" d="m93 48-2-1-3 2-5-2q-1 2 2 3-8 2-13-3l3 5-17 5q-7 0-12-5 2-3 6-5l5 3 1 3q3-3 8-3l2-1-4-3q3-2 3-5h7q-1 2 1 3l15 2q2 0 3 2"/><path fill="#e0b489" d="M69 42h3v4h-3z"/><path fill="#8e8d83" d="m30 45 9 4 1-1 6 1-5 1 2 1q-2 1-1 4h-4v-6l-8-2z"/><path fill="#f0c38d" d="M93 51q0 5-4 3-1-6 4-3"/><path fill="#eac796" d="m83 55-4 1v-3q1-2 4-1z"/><path fill="#73868f" d="M13 50v3q3 0 4-3l1 4h3q-1 1 1 4 5 6 15 8l-3 4-8-2-2 1h-1q-6-3-12-2l-2-2 2-6 1 3 4-7q-3-2-4-1-1-3 1-4"/><path fill="#5b7583" d="M42 55h4l8 3q-4 1-3 5v1l-13-1 2-1q-1-2-3-1-1-4 1-6z"/><path fill="#778385" d="M34 56q0 8 2 0 0-2 2-1-2 2-1 6 2-1 3 1l-2 1q-6 2-9-1l2-3h-1l3-3-3-6q3 2 4 6"/><path fill="#ebd1a0" d="M34 56h2q-2 8-2 0"/><path fill="#718188" d="M46 52q5 5 12 5l17-5q1-1 4 1v3l4-1q-1 5-6 6l-6 2-4-4q-3 1 0 4-4 2-7 1l1-2-5 2q-3-2-5-1-1-4 3-5l-8-3z"/><path fill="#a19d92" d="M22 58q3 3 8 1h1l-2 3q3 3 9 1l13 1v2H37q-10-2-15-8"/><path fill="#6b7e86" d="M96 49v24l-7-3-1-2v-4q-1-3-3-2-1-7 2-11l2 3q4 2 4-3 0-3 3-2"/><path fill="#cdb796" d="M89 58h3v3h-3z"/><path fill="#98978e" d="M93 48h3v1q-3-1-3 2-5-3-4 3l-2-3q-3 4-2 11 2-1 3 2h-4q0-3-3-3l-15 5-10 1v-3l5-2-1 2q3 1 7-1-3-3 0-4l4 4 6-2q5-1 6-6v-3q-3-1-4 1-3-2-4-1l-3-5q5 5 13 3-3-1-2-3l5 2 3-2z"/><path fill="#f5cb97" d="M51 63q2-1 5 1v3l-3 1-2-1z"/><path fill="#e1be99" d="M88 64v4l-4 1v-5z"/><path fill="#e5c5a2" d="M6 66v3q-5 0-4-4z"/><path fill="#6b7f8b" d="M84 64q-2 1-1 4-5-1-5 4-6 0-7 4l-9-3q-2-2 1-2 3 3 8 0-2-5-5-5l15-5q3 0 3 3"/><path fill="#8c979d" d="m0 62 6 4H3q-1 4 4 4v-3q1 3 4 0 6-1 12 2v3q-5-3-8 1L0 78z"/><path fill="#fad59c" d="M23 69q2 0 2 3h-3z"/><path fill="#557080" d="M37 66h14v1l-3 1q1 3-2 3 2 3 3 1 3 4 7 1l-4-4 1-1 3-1 10-1q3 0 5 5-5 3-8 0-3 0-1 2l9 3 2 2q-3-1-5 1-2-1-2 1l-16-4-16-6z"/><path fill="#8a908f" d="m51 67 2 1-1 1 4 4q-4 3-7-1-1 2-3-1 3 0 2-3z"/><path fill="#1c3a53" d="m15 73-2 1 9 5-1 1h7l4 6 1-1q6 3 2 8 2 0 1 3H0V78z"/><path fill="#90989c" d="m24 69 2-1 8 2 16 6-5 2q-4-3-6 0l-11-7q-3 2-5 1h3q0-3-2-3"/><path fill="#989893" d="M84 64v5l4-1 1 2 7 3v14l-22-4h3q0-6-4-5l-2-2q1-4 7-4 0-5 5-4-1-3 1-4"/><path fill="#e3c099" d="M81 70h3q0 4-4 4-1-3 1-4"/><path fill="#d1ba98" d="m89 70 4 8q-2 3-5 1l-1-8q0-2 2-1"/><path fill="#f9d197" d="M73 78q4-1 4 5h-3q-4-2-1-5"/><path fill="#677e8c" d="m50 76 16 4q1 1 2-1 2-2 5-1-3 3 1 5l22 4v9h-2l-32-7q-13-5-23-11 2-3 6 0z"/><path fill="#c5b79a" d="M68 79q-1 2-2 1 0-2 2-1"/><path fill="#f4d299" d="M92 81h3v4h-3z"/><path fill="#1d3b52" d="M23 72q2 1 5-1l11 7q10 6 23 11l32 7H37q1-3-1-3 4-5-2-8l-1 1-4-6h-7l1-1-9-5 2-1h-1q3-4 8-1"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a turquoise water bottle resting beside a pencil pouch. | <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="#90ebe5" d="M0 0h96v45l-3 1v4h-2l-2 4-1-2q-4 2-7-3l-1 1v4q-2-3-1-6H64l-1-4-4-3q1-4-2-7v-3q-5-7-8-15 4-3 4-8-2 1-2-1-3 0-2 3l-3-5q-2-4-5-1-2 2 1 3l-2 4-3-8q-2 3-1 6h-3v2q-6-3-5-8h-3v3q-4 0-5-3-3 3-6-1-3-1-4 2Q4-4 0 5z"/><path fill="#8eeae5" d="M33 11h5l1 1-4 2q10 1 1 4-3-2-4 1l-2-1-2 4-2-2h-3l-1 4q-3-1-4 2 2 1 1 4l-5-3q3-1 0-3 4-9-4-3-2 2 1 1l2 1-1 8 3 1-8 2v4q3 0 5 5H6v4l1-1 1 3-8-2V5q4-9 10-1 1-3 4-2 3 4 6 1 1 3 5 3V3h3q-1 5 5 8"/><path fill="#8dece5" d="m80 54 3 3q-3 3-3 7l-2-6-1-1-5-4-15-3-3 1-4 21h-2l-3-40v-4l-1-8h-8l-1 8-2 3-3 41h-5l-3-1-14 3H0V56l5-2 4 3-1 1q6 5-1 8-2 0-1 3l15 1q3-3-1-3 0-7 3-13l-1-3 4-4 3 1-2-4v-6l-6-1q-1-3 1-4l6-1q-4-2 0-2 0-6 3-2l1-9q1-3 4-1 9-3-1-4l4-2-1-1h-5V9h3q-1-3 1-6l3 8 2-4q-3-1-1-3 3-3 5 1l3 5q-1-3 2-3 0 2 2 1 0 5-4 8 3 8 8 15v3q3 3 2 7l4 3 1 4h15q-1 3 1 6"/><path fill="#90ebe6" d="m32 19-1 9q-3-4-3 2-4 0 0 2l-6 1q-2 1-1 4l6 1v6l2 4-3-1-4 4 1 3q-3 6-3 13 4 0 1 3L6 69q-1-3 1-3 7-3 1-8l1-1-4-3-5 2v-9l8 2-1-3-1 1v-4h6q-2-5-5-5v-4l8-2-3-1 1-8-2-1q-3 1-1-1 8-6 4 3 3 2 0 3l5 3q1-3-1-4 1-3 4-2l1-4h3l2 2 2-4z"/><path fill="#14617c" d="M45 28H35l1-8h8z"/><path fill="#27c8ce" d="M35 28h10v4l3 40q-4 5-12 5l-2-1q3-1 0-2l-8-1 4-1 2 1z"/><path fill="#51dad2" d="M77 57q-3-1-5 1l-5 12v-5q-9-1-10-8l-4 5 1-11 3-1 15 3z"/><path fill="#90ede6" d="M96 45v51H42l4-8 1-7q7-2 16-1l7-1 7-4 6-18-3-3v-4l1-1q3 5 7 3l1 2 2-4h2v-4z"/><path fill="#dcfaf5" d="m45 32 1 1z"/><path fill="#125271" d="m78 58 2 6-3 11-7 4-2-1q2-10 7-19 0-2 3-1"/><path fill="#c0903a" d="M25 72 8 74z"/><path fill="#48dbd6" d="m62 78-12-2v-4q2-6 5-9l4 6q2-2 6-2-1 4 1 10z"/><path fill="#25b9ba" d="M77 57q-3-1-3 1-5 9-7 19l2 1-7 1-1-2 4-1q-2-6-1-10-4 0-6 2l-4-6q-3 3-5 9 0-6 3-10l4-5q1 7 10 8v5l5-12q2-2 5-1"/><path fill="#083f5b" d="M25 72h5l-4 1 8 1q3 1 0 2l-11 2q6 1 13-1 8 0 12-5h2v4l12 2 1 2q-9-1-16 1l-1 7-4 8H0V74h8z"/><path fill="#247484" d="m34 76 2 1q-7 2-13 1z"/></svg> | |
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"path": "e9fd3d38ab996fb3c079a1805d604c692db2f9d7af0f8cd102b42b46ac052036.png"
} | Generate code for a svg of a a black and white picture of a parachute with a light on it | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><path d="M272 192V320H304C311 320 317.7 321.5 323.7 324.2L443.8 192H415.5C415.8 186.7 416 181.4 416 176C416 112.1 393.8 54.84 358.9 16.69C450 49.27 493.4 122.6 507.8 173.6C510.5 183.1 502.1 192 493.1 192H487.1L346.8 346.3C350.1 352.8 352 360.2 352 368V464C352 490.5 330.5 512 304 512H207.1C181.5 512 159.1 490.5 159.1 464V368C159.1 360.2 161.9 352.8 165.2 346.3L24.92 192H18.89C9 192 1.483 183.1 4.181 173.6C18.64 122.6 61.97 49.27 153.1 16.69C118.2 54.84 96 112.1 96 176C96 181.4 96.16 186.7 96.47 192H68.17L188.3 324.2C194.3 321.5 200.1 320 207.1 320H239.1V192H128.5C128.2 186.7 127.1 181.4 127.1 176C127.1 125 143.9 80.01 168.2 48.43C192.5 16.89 223.8 0 255.1 0C288.2 0 319.5 16.89 343.8 48.43C368.1 80.01 384 125 384 176C384 181.4 383.8 186.7 383.5 192H272z"/></svg> | |
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"path": null
} | Generate code for a svg of a vector illustration of a shark in the sea, with a black and white image of a boat equipped with gear on top, set against the backdrop of a sun. | <?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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<path id="hairHighlights_1_" d="M53.42,4.88c-37.22,6.89-30.56,41.25-30.46,41.8 c4.12,22.29,11.65,53.47,22.87,64.21c4.44,4.26,11.33,3.26,11.33,3.26l15.4-2.87l15.41-2.83c0,0,6.79-1.54,9.42-7.1 c6.63-14.04,2.51-45.85-1.62-68.14C95.68,32.66,90.65-2.01,53.42,4.88z" style="fill:url(#hairHighlights_2_);"/>
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<linearGradient id="hand_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="16.3982" x2="16.3982" y1="59.3723" y2="82.2598">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="hand_1_" d="M26.28,62.35c-2.18-1.62-4.22-3.51-6.08-5.66c-0.95-1.05-2.83-2.78-4.69-2.62 c-0.38,0.03-0.87,0.16-1.34,0.51c-1.27-1.64-4.2-6.04-5.66-9.92c-0.59-1.23-1.62-1.43-2.33-1.23C4.92,43.8,4.11,45.4,4.3,47.17 c0.62,5.9,5.24,13.09,6.97,14.78l-0.03,0.02c3.4,4.14,3.72,10.18,3.72,10.24c0.02,0.47,0.37,0.86,0.83,0.94l9.51,1.59 c0.06,0.01,0.11,0.01,0.17,0.01c0.42,0,0.81-0.27,0.94-0.68c0.63-1.85,2.09-6.25,2.11-7.25C28.58,63.9,26.73,62.62,26.28,62.35z" style="fill:url(#hand_2_);"/>
<linearGradient id="hand_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="111.8223" x2="111.8223" y1="59.3723" y2="82.2598">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="hand" d="M122.08,43.45c-0.71-0.22-1.77-0.02-2.41,1.31c-1.43,3.8-4.36,8.19-5.63,9.83 c-0.47-0.35-0.96-0.47-1.34-0.51c-1.86-0.16-3.74,1.57-4.7,2.63c-1.85,2.13-3.89,4.03-6.07,5.64c-0.45,0.27-2.3,1.54-2.24,4.48 c0.02,1,1.48,5.41,2.11,7.25c0.14,0.41,0.52,0.68,0.94,0.68c0.06,0,0.11,0,0.17-0.01l9.51-1.59c0.51-0.08,0.87-0.54,0.83-1.06 c0-0.05-0.34-5.39,3.71-10.11l-0.03-0.02c1.73-1.68,6.2-9.03,6.98-14.77C124.15,45.45,123.36,43.83,122.08,43.45z" style="fill:url(#hand_3_);"/>
<g id="shirt">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64.0675" x2="64.0675" y1="45.9769" y2="0.9071">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
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<path d="M115.64,70.51c-0.02-0.8-0.65-1.45-1.45-1.51l-12.81-0.75c-0.04,0-0.07,0-0.11,0 c-0.78,0-1.45,0.59-1.54,1.38L97.05,88.6c-4.18-3.58-9.95-6.21-17.88-6.21c-2.61,0-27.58-0.12-30.2-0.12 c-7.93,0-13.7,2.63-17.88,6.21l-2.67-18.97c-0.09-0.79-0.76-1.38-1.55-1.38c-0.04,0-0.07,0-0.11,0l-12.81,0.75 c-0.8,0.06-1.42,0.71-1.45,1.51l-0.11,40.54c-0.14,7.11,5.58,12.94,12.69,12.94c4.92,0,8.86-3.69,9.46-8.31l0.03,0.02l0,8.41h1.5 h1.5h52.98h1.5h1.5l0-8.29l0.04-0.02c0.6,4.62,4.54,8.31,9.46,8.31c7.11,0,12.83-5.84,12.69-12.94L115.64,70.51z" style="fill:url(#SVGID_1_);"/>
<path d="M99.03,123.12c-0.59-0.26-1.14-0.58-1.65-0.97c-0.71-0.53-1.35-1.16-1.89-1.86 c-1.02-1.31-1.69-2.89-1.91-4.59l-0.02,0.01l-0.38-10.68C93.18,105.03,93.81,114.18,99.03,123.12z" style="fill:#4A00ED;"/>
<path d="M34.9,105.03l-0.38,10.59v0.01c-0.43,3.23-2.5,6-5.39,7.36C34.27,114.09,34.9,105.03,34.9,105.03z" style="fill:#4A00ED;"/>
</g>
<g id="neck">
<path d="M54.92,78.33v9.98c0,4.51,3.62,8.17,9.08,8.17s9.08-3.66,9.08-8.17v-9.98L54.92,78.33z" style="fill:#E59600;"/>
</g>
<path id="head" d="M55.53,15.03L55.53,15.03L55.53,15.03c-15.76,2.74-28.32,17-23.99,41.86 c3.48,19.96,17.89,29.62,29.32,31.55c2.72,0.46,5.28,0.49,7.47,0.11c2.18-0.38,4.56-1.26,6.96-2.6 c10.11-5.67,20.45-19.64,16.97-39.63C87.93,21.46,71.29,12.29,55.53,15.03z" style="fill:#FFCA28;"/>
<path id="mouth" d="M71.05,75.72c0.22,2.78-2.21,3.55-5.27,3.79c-3.06,0.24-5.58-0.21-5.8-2.92 c-0.22-2.86,2.12-4.82,5.17-5.06C68.21,71.29,70.82,72.81,71.05,75.72z" style="fill:#795548;"/>
<path id="nose" d="M67.1,62.41c-0.1-0.03-0.2-0.04-0.3-0.04l-6.44,0.78c-0.1,0.02-0.19,0.06-0.28,0.11 c-0.56,0.31-0.8,0.95-0.45,1.56c0.35,0.61,1.85,2.26,4.44,1.95c2.58-0.31,3.64-2.28,3.84-2.95C68.1,63.14,67.71,62.58,67.1,62.41z" style="fill:#E59600;"/>
<g id="eyes">
<ellipse cx="47.55" cy="56.45" rx="4.49" ry="4.65" style="fill:#404040;" transform="matrix(0.9929 -0.1193 0.1193 0.9929 -6.3943 6.075)"/>
<ellipse cx="77.32" cy="52.87" rx="4.49" ry="4.65" style="fill:#404040;" transform="matrix(0.9929 -0.1193 0.1193 0.9929 -5.7549 9.6015)"/>
</g>
<g id="eyebrows">
<path d="M53.17,47.35c-0.98-1.02-3.15-2.42-6.96-1.97c-3.81,0.46-5.58,2.33-6.3,3.56 c-0.32,0.54-0.15,1.1,0.15,1.42c0.28,0.29,1.03,0.51,1.78,0.15s2.2-1.34,4.78-1.67c2.58-0.29,4.22,0.32,5.03,0.49 c0.82,0.17,1.5-0.21,1.7-0.56C53.58,48.39,53.61,47.8,53.17,47.35z" style="fill:#6D4C41;"/>
<path d="M82.95,43.77c-0.98-1.02-3.15-2.42-6.96-1.97c-3.81,0.46-5.58,2.33-6.29,3.56 c-0.32,0.54-0.15,1.1,0.15,1.42c0.28,0.29,1.03,0.51,1.79,0.15c0.76-0.36,2.2-1.34,4.78-1.67c2.58-0.29,4.22,0.32,5.03,0.49 c0.82,0.17,1.5-0.21,1.7-0.56C83.36,44.81,83.38,44.22,82.95,43.77z" style="fill:#6D4C41;"/>
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<g id="hairGroup">
<path id="hair_5_" d="M53.42,4.88c-37.22,6.89-30.56,41.25-30.46,41.8c1.3,7.04,2.95,14.97,4.94,22.86 L34,68.4c-0.54-2.64-1.72-19.37,3.58-21.63c19.45-8.32,28.94-21.21,28.94-21.21c4.19,5.97,14.71,10.6,18.51,12.4 c3.12,1.48,7.16,16.09,7.75,19.58l6.54-1.21c0-0.05,0-0.1,0-0.15c-0.96-8.03-2.26-15.97-3.55-22.97 C95.68,32.66,90.65-2.01,53.42,4.88z" style="fill:#543930;"/>
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<stop offset="0.7945" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
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<path id="hairHighlights" d="M53.42,4.88c-37.22,6.89-30.56,41.25-30.46,41.8 c1.3,7.04,2.95,14.97,4.94,22.86L34,68.4c-0.54-2.64-1.72-19.37,3.58-21.63c19.45-8.32,28.94-21.21,28.94-21.21 c4.19,5.97,14.71,10.6,18.51,12.4c3.12,1.48,7.16,16.09,7.75,19.58l6.54-1.21c0-0.05,0-0.1,0-0.15 c-0.96-8.03-2.26-15.97-3.55-22.97C95.68,32.66,90.65-2.01,53.42,4.88z" style="fill:url(#hairHighlights_3_);"/>
</g>
</svg> | |
{
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} | Generate code for a svg of a a deep space mission traveling into uncharted space. | <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="#b7cfd1" d="M0 0h96v51Q75 40 63 61q-3 27 25 24l8-4v15H83q-8-8-17-8L53 77q-6 0-10 4l-7-7-15-6q-7 2-12-2l3 1v-2L0 61z"/><path fill="#d3e4dd" d="M96 51v30l-8 4q-28 3-25-24 12-21 33-10"/><path fill="#c7d3d1" d="M78 54q16-1 13 16-5 9-14 6-9-5-7-14 3-5 8-8"/><path fill="#c7b99b" d="M0 62q8 5 14 12l-1 1q-3-4-8-6l1-1-6-4z"/><path fill="#090c15" d="M0 62v-1l12 4v2l-3-1q5 4 12 2l15 6 7 7q4-4 10-4l13 11q9 0 17 8h-9q-4-6-2 0h-5l-5-4h-1l4 4H0V64l6 4-1 1q5 2 8 6l1-1Q8 67 0 62"/><path fill="#948972" d="M23 71q2 1 2 5z"/><path fill="#988f76" d="m28 76 1-1 5 2z"/><path fill="#5ca1af" d="M19 84h3v3h-3z"/><path fill="#7d7767" d="M48 87q0-3 2-1l5 5h-2z"/><path fill="#b1ab90" d="M67 96h-2l-4-4h1z"/><path fill="#8a8575" d="M74 96h-2q-2-6 2 0"/></svg> | |
{
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"path": null
} | Generate code for a svg of a metal pipes being welded together in a huge machine. | <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 0h96v96H59q5-7 12-13l7-10 4-7 5-11q4-5-2-4v-5h-3l-1 6v-7h-3l-1 9-1-10-4 8h-4v3h-4q0-5-4-5v-2q0-3-2-3l-8-2 4-13v10q8 0 1 2 6 0 10 4v-5h-5l1-11h-6l-1-5v3q-3 0-5 3v8q-4-1-7 1l1 10h5q0-10 3 0l1-4h3q0 2 2 2-1 4-4 4l-2 5q0-10-3 0l-2-5-1 3-8-9q-3-2-5 1l-2-2q-3 0 0 1l-2 1q-1-4-4-4l1 3-4-4q-2 2 1 3-7 2-9-6l-8-2q-2-3-5-4z"/><path fill="#585373" d="M56 23q1-1 4 1l-2 1z"/><path fill="#99a0ad" d="M54 30v-5zh6l-1 11h5v5q-4-4-10-4 7-2-1-2z"/><path fill="#b6bdc6" d="M54 28v2l-2 1-2 12 8 2q-3-1-3 1h-3l-1 4q-3-10-3 0h-5l-1-10q3-2 7-1v-8q2-3 5-3"/><path fill="#515471" d="M58 45q2 0 2 3h-3q-2 0-2-2t3-1"/><path fill="#cdd4d9" d="M45 55q-3 0-4 2l-1-2-2 1q2-7-2-3l-4 1v-6q-1 8-2 0l-1 6-1-7 2-1q-3-1 0-1l2 2q2-3 5-1z"/><path fill="#fbfbfc" d="m0 52 11 2-2 11 7 1q-1 2 1 5l6 10q3 3 9 5l13 4 8 6H0z"/><path fill="#34324d" d="m38 56-6-1v-1l4-1q4-4 2 3"/><path fill="#a5b2be" d="M57 48h3v2l2 5v10l-3-5q-2-3-5-2-1 2 1 5-4-1-7 3l1-5-2-3q-3-1-2-3l1-3 2 5q3-10 3 0l2-5q3 0 4-4"/><path fill="#676f85" d="m72 52 2 1-3 6q-4 0-6 3 2-3 1-6h4q0-4 2-4"/><path fill="#f8f9f9" d="m32 55 6 1 2-1 1 2v9h-7l-4 4-3-14q2-2 5-1"/><path fill="#aeb9c3" d="M72 52q-2 0-2 4h-4q1 3-1 6l-1-7h4v-3z"/><path fill="#6c7188" d="M60 50q4 0 4 5l1 7-3 3V55z"/><path fill="#232241" d="m87 55-5 11q-6-5-3-11 3-4 8 0"/><path fill="#282244" d="M59 60v6h-1l-3-3q-2-3-1-5 3-1 5 2"/><path fill="#495270" d="M45 55q-1 2 2 3v8h-6v-9q1-2 4-2"/><path fill="#242243" d="M42 59h3v6h-3z"/><path fill="#bdc2c8" d="M87 55q-5-4-8 0-3 6 3 11l-4 7q-3-3-2-7l3-1q-5-6-5-12l2-9 1 10 1-9h3v7l1-6h3v5q6-1 2 4"/><path fill="#d7dde1" d="m71 59 2 4-2 8q-7 0-11 4l-2-1q0-4 3-5l-2-3v-6l3 5 3-3q2-3 6-3"/><path fill="#e2e5e5" d="m47 58 2 3-1 5q3-4 7-3l3 3-1 5q0-6-5-7l-1 2q-4 0 0 2l-6 4q-3-3 0-5l-3-1h5z"/><path fill="#838c98" d="m73 63 2 2q-1 5-4 6z"/><path fill="#b5c2cc" d="M0 33q3 1 5 4l8 2q2 8 9 6-3-1-1-3l4 4-1-3q3 0 4 4l1 7 1-6q1 8 2 0v7q-3-1-5 1l3 14 4-4q12 2 8 15h-3l-1-4q-1-9-7-2-1-5-3-2l-3 2V65q-3-1-4 1 0 3-4 5-2-3-1-5l-7-1 2-11-11-2z"/><path fill="#2c2a48" d="M22 53q5 1 2 4-7-1-2-4"/><path fill="#94a2b0" d="M34 66h8l3 1q-3 2 0 5l6-4q-4-2 0-2l3 4q-3 1-3 4l-3 1q-7 0-3 6h-3q4-13-8-15"/><path fill="#232245" d="M21 66h3l-1 15-6-10q4-2 4-5"/><path fill="#b3b8bd" d="m58 66 2 3q-3 1-3 5-4 0-6 3l-4-2 3-1h2l1-4-3-4 1-2q5 1 5 7z"/><path fill="#37344b" d="m54 70-1 4h-2q0-3 3-4"/><path fill="#222141" d="M74 53q0 6 5 12l-3 1q-1 4 2 7l-7 10q-7 6-12 13h-6l-8-6-13-4q-4-7-4-13 2-3 3 2l1 6 6-4 1 4h6q-4-6 3-6l4 2q2-3 6-3l2 1q4-4 11-4 3-1 4-6l-2-2-2-4z"/><path fill="#eff2f2" d="m38 77-6 4-1-6q6-7 7 2"/><path fill="#7c8aa7" d="M21 66q1-2 4-1v10l3-2q0 6 4 13-6-2-9-5l1-15z"/><path fill="#ced2d7" d="M74 71v2L63 87l-1-1 7-11 1-3z"/></svg> | |
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n9eTGbaJtt1SSyth1IQRoBJx9kggCdfwllZX0KYRN2zmxC+oGwjeLvU7gkLmknRwFWaeyzEJWcoyJBVK1ElugMROMcVMN3CUgQuC3Luq5U8KYgxYrWrORf9qu84Xiu4ZKowmdPmd/8Yp68Ii6eYd4+Jh89oKkKMDSdMXyGbcxZLRBuOsJi/7D9OcOuZShImsclH0HYGYTCHOEXCtQ6gGyr2IO8J2pCKUKR6Cnz9shBLxLwE7t2UbJ6zZZ0tJ5XgohmDRa9+IVVeXzBKMROQe5cy2EoHoVedlSUgDA9t3WmQt8t7W5eoNYutr8SyfGooJORra5UDXI52vmILn1Ec81Cxk/TYRZCBOJBFSpyBZo+1Yq3ke2Qg6rcdTsbnvUrlXIR9Xk+w/ZnOoEgEedjsHfu4YAAJ6/pH7pk859TVSkiBAVNwMB2RYC+onwKwQOuVKgiDiIiKPMkcdPyZmcXbBASn8o5bY76txeXauGnJXVASEoU1oql7uMXrjCX7qpUMDYoVoAgNfSEQwDEeFY25Yhdjtq0zk1NY09GTdvrNq+Np/wkFNSMj1uCuu7QSDLeKHvDyRyo0AJZB3LGvp7JDszUji8EVAMA9PiQsF/uyIHCAHuCaQ7Z5s/f9U49vhff6HwrC2aBmOH60JUcOAow4UrbK3Xq6NYvSi8Vg1Z+9ZCezAAAObEs7NgEbEXEceFXyFAyH0CRbYlgHrMHDly3L59t+/nzlUq8i/EP60l79xezXra1qzu8nx3V7oZHvbObyx/PqzeV0oPKXaNGih/6aTevMM6N579EPikpnzLqnxKBQQAjBshwn2ct44gN9qQ5DaBomRWDbhYsxAu1au4TeCIG6kLC8Wc8x+E7CP7lev4SzeH9tcwU+ZGD9ViGIAQ8Mp04mjd46fkr33SWeNVKsp2bsinUWe8p3BBSb9eInbiPJVY1ANkXyf8CoFALhMosk5kmYUsXMaubxRLlYpuDzkj82Nzp4Q6Uyv7/K5hOdUs4SvdLF5U2rObi5JqfyTftyl/sx9UX36qYGoUQlC9iqxUCWm7bqksC6fSJaV7NuVjFdYN7KN1VioLgc+GZBJA4uL/OUuuygelbtKGH5jnImnpdPmPE4QHtAtGS1htMAsXlDy7WcDzu85exPccsNf+SPbDty7T59ET9gbNk7mvXxMf7qGNZ8ufU5kLkjmTQ2/cJhcuc8kyKVJYcnR3JG83ptUbLJ17ilDYlLGhfXu4/LZARTcYEiP8CjlLbppBaUsM69Ru9ES2x4YHMAxUr8p+mnPPkLh8UlMeO1TLUidwU7pZvYqsdXNPu5lG9d+dP335qSIsTMJSZ1Qktm9Lfne9wjr8FMLKTfbMWI6fCrKvANQ94VfIWXKNQBG+A5DnmCN37hOsH61nOrYJ4aYkc8+QBOKudHPyGC8pSN9/owwJgRgE3X9Wz5wY2uMvl+kwIhzbvyW/I2LPC4RgapyIPrZ8jlQkN8MmYMklAkU2ZGWH8QYMNwg3CwlRwdFDdFyrTlHuh0yWrbbgOPvTGzdSfv2FlyTOwgUlN89Ev7lfcMaE0G690oymdxdRh8Cta/JVruDllj6tJW/VzG1dKJf4FWZWpBaRJxHxr/Ar5CC5Q6DINo9lFrJzr5XtlOmRgX00RQpLmCc6DnybQWmaZ3skkQCBfeGLfiDJF4H1Hqi/cv3d9k4uh5tWRghsovx3b63wuD1Ng/7DDOyaEEtMrrAhyQ0Cpd8g+0LmAI6jQaNEVHR8UCgjX9hgdJlBdVrsw+K+ZCPsPWjjZux37agWXlO/YYtl6ep36xOZDP6zPMJz2YmTl6+pDr+kikoVPXnWvpVtQ/IM2ZaJuEQOkQsEiqxjWWYhsxaa7j8SEXAePyojxG0wuEwjVSvJfOscx90eqUPgyEFCa+rvPyJ//yvd+VcMA8vmhnE3Yby8eEU1aJb8QMyX72DAcD0rZItsMwLfhiTgBUpeQvhO5gBfvwtPMBu1s2ZQIVt4Ls9fUtzVRb9emoLRgiKUVhtq1zXVufSEEMyZHCawlfzzl1SDZsnCezOz3jtjHqs1rQnZprh5eaAQ4AKlaSvbg2D4WHbHIA9ACCbGZjh5EARi1rgBAKpW8uX5Hr+CXboZFYn1c1NyxKXX33qmDXncSB3XSIyXZy+o+k2THz3x/axywnTT85csG5L1gLru8wWzgYAWKLJvBOQ15ghPzzWPtG0Z4nTyMPDskEQEFB0QBFqxlr09ihms02oEBX6WrzGvYNz/8L91f/cWpOynz8n6TZOfPMvUSbrFikbGsdbugW5DEsACRSZkm8wa6z9MRPtXldKlwSZr3pVKQYVyomfQrbusrKzTsqWkXTsKmgJv3iF6D3qXNtCzuyZmsCB13n9E1vk+WWwhNS9rNlrYbe/IiwjflfkrZxGBK1Bkm8UyC9mwhdP31yP9/9Qyz2NYM2iFsjKl4NYFThZycpMnjhbkdmu2oHZdU53blI5tQmaMDxXyifcekg2aJr9640suNheEQP9hBtYvObKODVgbkkAVKP0M2dhmIUNjRYSWoiMl/V1zf4wmlx8Lt8zDK3fuE8ddS9K++kwhsIlMj37pd+5nTIEtmqiWzA4XEkC4dZeo1zjZt0oBd1y6irMrqOjXrEBe4BCgAkWW0aww8qSZRg+ucVzGj2KvC1kxJh/OkBYtdyndhBCME9ZIKX6F2WlNU7+OYtXCcCHd6+7cJ779MSUhSehXLTzvZ3CMgRXQQLa5rKOQACEQBYrIU4g4yBx5+ZqaNkdEaKl6FRnTUsEB60ciVqBWG1q9wWXi+enHkE9red9m3bhN9BuasfT8tJZ8y+p8QroiXb1B1G2c/DZRkDqjIrGe3dVQ8Al9QhLXhsSGrBMFvj07CUCB8piFDBolzixk6jiejA3mGhRC0Yec6ze7lG7K5RklR54xmVG7rqmO8FbVSrId6/MJyYq/cp34tkWywEStul8pLh2Lmh4XVqm8iK9o6hwTK56K8O2APC/8CtlDwAkU2VdyzUI2bhVhFtKqmeqrz3gyNpgzaLEiUlYusFdYtUc9u6lLlvC+OerZP93hu1SGLwGZl8vXiEYtk3ndcVlIJGDEQO3+zfkLRkskEjBtnKBdlwMc567pETehMccJMIEiPbJOZw7QNI/5pQfkcpfQEhMj45km9gzp6g3iIqOcLSwUG9LP+/Q5f4nJsfQs+oFk35b80QJKhy9dxQWqs3BByb/b848apHM+K+rVUTRqIKIHw5ad1n+PsmpCbiB8k/ArZAOBJVBkncwqSFi+1swtdPTAXz01pdzYgDFn0KpuCuXcwepSN/gv72bh128RDpfkqEhs7+b8Qko1Tp/HGzZP4ZYdc6lXR3HucCTTe8fBlLGhnm14WfQfZiBdo6vIOp5VVJOzBFLJB/WANnzDLDs0mlCFjxNYRRoeiIrE7pyPDtVhAACbHW3ZYT141P7wEWnHkd0OcAI5cyy2rIpo+r3QlEq9gS5a8a1zEfxBIcmdC9EqpScdGE3ok/qJ9x6S+SKwwzvzC8lyOnnW3qRNCjM9lBepFAzppx3xt85dlKrPYD23OtQDc6eE/dbF5aABKntC1RDhV8hSAsj6BllHs4pi46YahasTADBmmM6hzs07rH8MSHdsMjCMx8yjamURh5wr11mYW7RxI3Se1QkA6NYr7d5DUqfFdm3MJ0SdJ87Ym7b1rs4PCklWx4d7bsMQM1i7fjN/gwdeRowztGqmYj4QkC0eKtoCrITAK2QpgfKIR8R+RBxjjjx6Qs5aKGImqFpJ1rm9GgCwZJW5TZd3/hw0DRDK+M9BeBgmqjaSmZtctZKsXSsvmUezFpi27LSqlHDL6oha1b3/Jhw/LWjurF9Hce5wpNcmIeFhgtbHTlLT6LhprGc6gSzjhF8hSwkQgfJ8RwaMMNjFmIVMHK2TSEBCEtVnkB7D+H2/HFStLBNe03PslP3mnXfJR07X4/2HbB1/Tft7hIGVIXX+Mj54tEEuhxuXR3gt/wAAHDxi+6F1isns6SuVyeDE0bp9mwVtswAAf3RXC+/BAACYG29ifo2Ab77IKQJCoMgWz7K2OnzMvnOviNPhZj+oGnytBACcPIPb7OxWByy47l8eYBqDNWqgdPjGz15oatwmZcMWy/R5xrqMo8i0dLp9tzSKQivmh3/X0PuGet+/th87pLIkzqJYEcmRXfn799IK/6VyCFroqwEgSdCf25qWs+LKEQJAoHQyss1hDog1C2H2xFDIvf8YhZ8hJSXT2/6rYZdIMtp47j9kc9yeY81w8QrusKZHCPzSJ/3ZC3LO5LDWzb3vwPb9a2v1c6pnS6nGjZQXjkR9UlN0WmCT71T1vlIK3wEfOmbfc4BrQ7JG7Of6nZwXKDeuMX+Jyek1LARmV6EvP5N73cEID4IuWWV2LjM6tVNXriBL19MO3wTmj16hAACA6fOM23ZZJ8ToXLw53bDngK2lR3VKpWDEQO2WVfmEd51jsmuf7e4DQvjhJwCg3zA9a03FjfplPzktUE5kOC2dHjNZXByu92/vBBGqw5p852n2UihgudKC1mfM0k2VEo4YqAUA7N5vS0qmnUsIDAKdFitVQnr+Mj58rHHkQG3/Xt43KLv321p3TvWwwi76geTIrkhmEF44dx+Q37dOad4h5bXIDL2Hj8m5i1kH9Oxzk+wnZwXKc7Y2arxReIjEwZ37LtNt8aKedhKVynvpKOdk/yGbM4O9Xy9tkcISAECDugpmjikmAdPG6Uxm1L5b2q+d1SMHeV/5bdpubdXJkzqbfq+6dCxKSBoKi3Q9/ddQfbUvEg4cFlGQzWTMJCMrPYV78pzN5GQclJudcPsesWi5aB/aoydxZ8FuUjIdv8LsYRfPNVN2h7N0MyoS698rY5KOjpTcu1jgyg3cYEA0japUkkXllzRrn1L3S8X0OO9H4es3Wzr3TCPd7D0UCjgxRtfrV9Fm8jQNlqwyjxhn8KHvAhOjCcWMNy6YHsYYo5BlNNTmmCdezgmUL79rwHD2yZsQjp54l0Tcf7ie1y7eSbXKgr7kF6+ovQcz5qERf2t12nePGqkUMKObE2cY5XI4f1qY1/Xehi2e1FmsiGTN4ggf9kMXruB9B+nPXfKPC8PS1ebuP4fUZHyBiDwJiINQ1tAv1xdLjj3iuRmy23dbfXs2XbqGO87ZCQL9s81LcErgDmnxSoujdLNMSWn3n91uek6csZ+5gK+ND/da9bFirfl/v7lVZ6tmqsvHRe/WX7+lOvVI+6xhkr/UCTJsSDitaTn549lGDgmUzyxksJj2r8zdA0mCU2dxAIBMBosUlnjeWAh5xBMEWvaf7UfcSJ27NWtSMj033rwmPkLuLba1dLX5lz7pvKsOhQJOGxe6fmmE45BWIASBZi0wVfokcc1Gt/2ZHETmxwb20dYWI/1T5/BN27k2JEuFX8GP5IxAuc2ip88ziXLLaN/axaru6MmM3+/l88O1GgwAfi/j6CiM+bB2x/Y9Nkfs/fPa8uaN+WMCNA1mLzIvmhnmNQF50XLzb3351Vm6pPTkvsjev4tbdO49aKv6eWK/YXpWjQCLKhVli2aGPbleIG6kbs7kMFEBgYEjuTYkM1k1jNlDTgiUU+eakERNnCFibxQehk0dG/p713dPXmd7tc8+lt+9EN2nh6ZsKalDo8wfTCkBKcYAgAX/uTrGjXK779m8w/rHLyFe5R6/wtzrb562MgCAH5uozhyM9GBAzuXRE7Jt19QmbVM8OP9gGKhfR7FtTb5Lx6K6dlQ7Kld5a2A88OIVNW0O14aEXQWeDWR/uh1NG5qw3Cy6905f7r6RNZdp40J7/65JTaPL1kxwbIkkEpD4sCDrKWkw0mv/scRNMzkjgoP6asaN8LLXvvuArPxpAkKgRRPVxuURvK95/pJSKIDXk/FZC0z9h/NkW6uUcOq4UIGGIg7MFjR+mnH6PJOH+JRWAzt3UP/RXc2bEfv6LVW+VoLwyhmVEt46F+2aVYNh2h1AWlX4bWee7J5BuV4rl68RK9eJUGfZUtIe3dQAgIhwbPiAjKg4RWUsQ5notNjvXTX3LkZPjwt11Ot8Xtt79sbiFWaEgEwGPXgpRubHvKpz2lxjP85uw3H/J/dHClcnQmD9ZkuFjxMmTDe6U+eHxaVTxoY+u1lgelyou3ztQgUkA/4UsZaw2tDwsRwbEo4TUVaTvQLluFUhJM4sBAAwKfZd0nhPRtrOiTP820yVEv75m6ZeHQUAoJq356nVhlautwAAfu+qLu0+IcjraerUOUZHOj2LFk1Upw9GCq/Xu3qDqNckueOvae6MGz6vLV+/NOL2uei+PTRe1xsDemvdOYvzsm6Thd3CmePlltVkq0C5fn883wKPhIdhTJtCmQxOiMmY5054NB3RG1BUJFaogJcfz4bNltQ0WquBg//yvfXq5FlGrn2pUgGnjQvduFzobj0tnf5rqL52/UTe749cDls1U506EHlsT2SrZioh1iYAAJUSjhkmIsuJd/rgumFmKdkoUI5jKt9DxAt6A806LGn6vcqRAnfxKu4h59dgpKsJyKJ3JNcN/ksrMPOSy6SZxiGceFnZUtLTB4Xu1mkarFpvqVA7YfZCE8WZN6MisYF9tA8uR69fGlH7I9FR/XatQgSaODu4fI1Ytd51AUa/QbYFYj/XZ7JPoFzP6Ukz2W6AXqFpsHs/OxQ/KTZUIgEkCc5ddDuJGgy01yy7qzeI85fxwgUlf/7m4/Q5eqKB68/TsU3IucNRAo9Yz1/Gv/g2qcsfaazWHACAapVl86eFPbpaIG6krnBBH39/IAQTY0X0YAAADI01sm1I7POzzYYkmwTKde1/8YqaOtuX6sFte9gqrFpJ9r+2agDA8dNuk/SMRuSu5aGTBUvNAIDYoVpub1khDBtjGDPJ5StSh8Als8OWzwt3dovzwMvXVMdf0z7/JonV8l4iAT82UR3emf/i0ahfOqm9Ln+98klN+U8/igg58QQB+XpaZBHZE2YiaUMjVm+edt1SvR5L8qJUwDf3C7J8lxKSqPK1EqtWkh3ZlZ/3XZU+Sdi0Kp+HRDujCRWt+KZEMenFo1E+JLmNjDPGTXWZO8uVlq5bGuG1ZQcAgCDQ/CXmUeMNrCWKVgPbtgzp21PjoSuNb7x8TVX4OIG3iSMvcjm8djKKtWvEtJuAtLZ/b4xLdsyg3M5Rp89zDtMEY7Mj7pF9dKSk3x/q85dxdynAJAVKu4m/OFi5zmw0oQkxolMwEQL9h+tZ6uzSQX3+SJQQde7aZ6v8WWK/YXqmOkuXlM4YH/r8VsFBfTV6Ay02/9ArHxSS9O0porCO9yA6e2xIsl6gKB1ZZzIHaBr0GyrCLAQA8LHrbmDbbp6ckv5/agtEYVdv8D/lixWReDaUi19hqfuV4pt6Ipw5AAAIgX7D9MxW9SolXDgjLH5WmNd1woNHZNN2Kc07pDA9khxho3OHomx29HHdxFLVEz5rmFSgzJvGbVJYaa+ZZGAfoab6Drbvth48wqoJuYnsG/14S7xkuUC53UuXrjZfFGMWUucLxbHd+Vs2fXcmvueAjdtES6WEsUN1F/jyeigKlCnlaTI7ccZ++x4xMUaEtxEAACHQd4h+NqM2unwZ6Zl/I7v9z0sQ3mxBoycaqn2Z6CwDUihgxzYhV05ErV8WkZBIlfno7eAYg9OOHiGw719bra+T2E41mUCjhrHDREyigN+GhN3b1+9ksUA5/Z8dKbHCL4BhYNJonUwG1y6O+LldxtJeb6CPnuTZsLdvHcI7MRuMdOUKnp7vC5dZOrYJqcHp5OkBhEDvQS4eHo7dumeLOYTApu3Wyp8mjJmUcSwUHSkZMVD77EaBQX01v/VNL1rx7cwF5vR0BACgXb8WnEDde/Mf6/tGp3bqmgLK9p3wpJOjZGSb7bcb4iNrBYqsMazSVW5RgWe6dFB/VE0OAJBIwOJZ4U43eN6nPISgFV85pdGEPKSBJiXTew/aRg8REcGmafBrn/T5SzJ+WloNXL0ofPm8cM+P9cvXiDrfJ7XtmuoIrtWqLl+5IPzJ9ehRg3QhIbBZu9QLl3GEwOOnJEnxyJCmwctXlNjAnAcwDEwdJy7kxC3IQbbFgHrsr1vikoUCRcReRBxnjjx6winL8ohGDWOGvHsMYRhYOCPMEe7evtvGe0DKe1ZkMtMe9ivL1ph7dFM7So6EQFGge++0Zf9lt1QoKzu5P9Jzo6PUNPqvofpPGyaePo9jGPjhW+X+LfnP/BvZvnWII5d04TLT46ekkNlRuOGyB0gSXLqKz1pgmr3QJBdjNsZX0kgg69jM35I7sq7kg0AWdqiMW9jqmcF/aVkLeQjB1LGhMimcOsd49iL+2ceCnlAFoiTu5jaaBtt22fZuzifwligKdPkjzenn/XtXzZSxOg/NGEgSLFxmiplgTEunw8Ow7j+re3RTc413nr0Quh0Wks/KS7qePnMeP30eP3UWv3AZ9+wW4YEFS03d/hfC/IVHxEFAHIWyr327oGeyKg6KbHNYJUeHjtm/bZEs/ApFCktunYt2J6xJM40pqUiUfwYv+/61PXhECjw6oijQtVeaowOBVgPnT/PSIe7YKftfQ/TXbxGlPpT27Kbu9rPaXXbztZtEg2bJ3GoqCN8V4EMI5DKY/KSg8Fj967fU6XP4qXP46XP4leu4qKQcD9SroziwxTXeLCmF6Q5mxXyXNQKlk2nDlwC9e5qTJKj5dSLLAMgz65ZEePbn2LTdKqorNS9/jzCMG6H1WrMBACAI1PHXtM07rACAGlVlaxdHuEtsAwC8eEUNHKnftN3asK6yz+/qb+opvS71DEb6+Cn89j0CAKDVwHQ9uveQPH0Of/qcdAhLHQInxOh6dPP0u0RR4MZt4uQZ+5kLxKmz9pev/dkehMnW1REs/wEYEgsVXfz+QVkiUGTuh/B/mCOzFpj6cdx/PPBpLfnxvZGi1u8+8OIVdekK7q6ogwmOo/a/pG3bZQUAdGwTMn9amLtpDMfRgqXmuGnGRg2UA/7UiPKNd3fB5FRaInGbH22xosvXcOdM6bmo1V+ULCG9firKpRsEDMVCjwPIn+LtM1kgUOoGbWjMPGNITaPLf5wg/DgEQnDqQOTHNUSn6ohl937b9994n9twHLXrnrZ9t1WnxRZMD/VwkL1rn23yLGO9Oopev3i3YM4MCUnUhUvE6fP4qbP2i1cJUSt7fzEhRjfgT5dIKlR0giF+3jD5XaCINrYE5AXmUK+/9QuWiti8/69tyLK54X69Kx5IEjx7QXpthGCzo9adUvcetNWqLl+zONxdf/m7D8gNWyzly0hbNAkRmJ0pCoTA3QeEc5r0reGxf9Fq4O3z0a67WAmm2wck5fz4KX4WKMK3IHMf5situ8RHdRKF2zHwlcJkCTiOvC49rTbU8n+pB4/Y/vxNM2GUjvf1Vhu6fZfAMCiq/E0Idju6dI04fc5+6hxx5rw9k64hXNQhsEQxafFikhLFpMWLSEoUk0ybZzrppjCBl64d1YtmhjFHoPRzqF3vx5v0q0CRlTbUBfQr5lijlimiDuhGDdKOGJjZvblfsFjRjx1SLl8jFs8Ka/aD23UqSQI/Tplp6fTpc/jp8/jpc/gF97kvopDLYbEikuJFpSWKSYoXlRQvKileTFqiqDQyP3sRcu8hWe2LRIIQ+qEYBk4diGS5SEPNYij7NvO3nXE1PwoUWScj2yzmyNad1tadU4VfoXBBye3z0UJaXWU1Fitq3iHFYEBr3T/W/YUfg0HhYdiHxaUlikmYfxYrIhXSedHBX0Ndsgu8wrOdxYpiusMAeq9PFIL/BEq/pg1fM+0YcBxV/SJRlB3DygXh7VuLyKXNIswW9GPHlIrlZBNj+B/rmYSi3i0oT57BfeizzRJiwWhJwQJY+bIy31KtmaSl0+VqidjRAgDWxIe3aeHyU4OqIVDZM5N3knEpfwkUmXuw7BjGTzOOGCei5Kj2R/KT+7M8tOQVswX977e0Dq1VzPwpv1z2ynXRwSClAhYqKGHNiKVLSn0+TxLC7IWmv4aKiAl+UEhy65z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} | Generate code for a svg of this is an image of the Moroccan flag, prominently featuring a star. | <?xml version="1.0" encoding="iso-8859-1"?>
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a pair of white sneakers on concrete:I'm drawn to the intricate interplay of form and texture. The sneakers, with their clean, streamlined design, are visually appealing and contribute to the overall aesthetic. The way they are positioned, with the heel and the toe, creates a sense of stability and a balanced, modern feel. The detail level is high, with a focus on capturing the subtle nuances of the concrete surface and the overall texture. I aim to create a visually engaging and memorable image, emphasizing the interplay of form and texture. | {
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} | Generate code for a svg of a a pair of white sneakers on a concrete step. | <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="#e5e4df" d="M0 0h96v96H48V81L0 69z"/><path fill="#f5f5f2" d="M74 56q-5-1-8 1-15 2-30 1l-13-5q-1-3 1-4l19-7q2-3-1-4 2-1 4 2v4l6 2q-4-2-1-5 3-4 6 0 2-2 3-1 2 6 9 5l1-3 4 6 2 6z"/><path fill="#aaa8ac" d="M66 57q3-2 8-1l-5 2q-1-2-3-1"/><path fill="#98999c" d="m23 53 13 5q15 1 30-1 2-1 3 1-10-1-17 3l-24 3q-5-3 1-5l-10-1 3-2z"/><path fill="#878889" d="m0 69 48 12v15H0z"/></svg> |
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} | Generate code for a svg of a a close up of a green triangle with a white background | <svg width="7px" height="5px" viewBox="0 0 7 5" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>icon-arrow-up</title>
<desc>Created with Sketch.</desc>
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<g id="Symbols" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="icon-arrow-up" fill="#53d98b">
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"path": "1f1d85a562e6b8ea078c7e32ba615f1ee1f154d05fc5f89c6fe3165ac4970516.png"
} | Generate code for a svg of a a black and white image of a large, long, curved, and curved symbol | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" id="mdi-ribbon" width="24" height="24" viewBox="0 0 24 24"><path d="M13.41,19.31L16.59,22.5L18,21.07L14.83,17.9M15.54,11.53H15.53L12,15.07L8.47,11.53H8.46V11.53C7.56,10.63 7,9.38 7,8A5,5 0 0,1 12,3A5,5 0 0,1 17,8C17,9.38 16.44,10.63 15.54,11.53M16.9,13C18.2,11.73 19,9.96 19,8A7,7 0 0,0 12,1A7,7 0 0,0 5,8C5,9.96 5.81,11.73 7.1,13V13L10.59,16.5L6,21.07L7.41,22.5L16.9,13Z" /></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a sunset in amber and gold, hills shimmer as silhouettes. | <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="#f0ad4d" d="M0 0h39v3q-3-1-3 1-3 3-1 7-3 0-4 3l-2-8q-6-6-4 2 2-3 2 1l2 11q-2 4-1 10-4 9-3 20l-3 1-22-1z"/><path fill="#efa848" d="M39 0h35l-5 4-11-2v6l5 4 2 4 4 12q-1-2-3-2-3-6-9-8-1-3 1-4l-5-8 1-2-10-2q-6 2-4 7l-5 7-6 4-2-11q0-4-2-1-2-8 4-2l2 8q1-3 4-3-2-4 1-7 0-2 3-1z"/><path fill="#f0a640" d="M57 18q-20-4-29 12-1-6 1-10l6-4 5-7q-2-5 4-7l10 2-1 2 5 8q-2 1-1 4"/><path fill="#f2ad48" d="M74 0h22v10l-4 10-7-4v-5q-7-2-15-1-3 2-3 6l-2-3v3l-2-4-5-4V2l11 2z"/><path fill="#f0ac4c" d="M96 10v39H80l-7-1q0-11-4-20l-4-12v-3l2 3q0-4 3-6 8-1 15 1v5l7 4z"/><path fill="#f6a01f" d="M57 18q6 2 9 8 0 4 3 7l-4 2-3-1q2-8-6-8l-11 1 4 2-4 3-2-1q-3 7-9 4l2-1q-3-3 0-4h-2l-7 9 2 8h5l-2 2q-4-1-7 1-1-11 3-20 9-16 29-12"/><path fill="#f69e15" d="M66 26q2 0 3 2 4 9 4 20l-7-2-10 3q-4-9-12-6-4 3-4 7-5-2-8-1l2-2h-5l-2-8 7-9h2q-3 1 0 4l-2 1q6 3 9-4l2 1 4-3-4-2 11-1q8 0 6 8l3 1 4-2q-3-3-3-7"/><path fill="#fad650" d="m56 49-8 2-8-1v-1q0-4 4-7 8-3 12 6"/><path fill="#c56819" d="m73 48 7 1 4 1-6 3-14 2-8-1v-5l10-3z"/><path fill="#de7c17" d="M32 49q3-1 8 1v1l-13 3-5-2v-1l3-1q3-2 7-1"/><path fill="#d7872d" d="M80 49h16v2l-12-1z"/><path fill="#d37a28" d="m0 50 22 1v1q-6-1-9 2L0 55z"/><path fill="#984713" d="m84 50 12 1v14l-5-1-6-5-2 1q-10-4-19-5l14-2z"/><path fill="#9f4c13" d="m40 51 8 1 3 2v2h-4q-6 6-12 1-12 0-22-3 3-3 9-2l5 2z"/><path fill="#e29221" d="M56 50v4h-5l-3-2z"/><path fill="#984814" d="M13 54q10 3 22 3 6 5 12-1h4v-2h5l-5 6-14 6 3 2-11-5-17-2q-3 0-5 3l-2-1-5 2V55z"/><path fill="#8a4115" d="m56 54 8 1q9 1 19 5l2-1 6 5-21-3q-4-4-10-3L44 68h-4l-3-2 14-6z"/><path fill="#361e15" d="m91 64 5 1v4q-6-3-12-2l-3 5-11-7h-4v3l-4-2-15 2-2 3q-4-1 0-3h-1l16-10q6-1 10 3z"/><path fill="#914717" d="m40 68-2 1q-20-5-38-2v-2l5-2 2 1q2-3 5-3l17 2z"/><path fill="#2e1d16" d="M96 69v27H0V68q6-2 10 4 3-4 7 0l1-2 3 2q8-3 17-3l2-1h5q-4 2 0 3l2-3 15-2 4 2v-3h4l11 7 3-5q6-1 12 2"/><path fill="#3b1f17" d="M38 69q-9 0-17 3l-3-2-1 2q-4-4-7 0-4-6-10-4v-1q18-3 38 2"/></svg> | |
{
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",
"path": "f999df304b7903ad6507aa31d4da5f82a9a840b4076483c614f69a54a935fd72.png"
} | Generate code for a svg of a a gray square with a white oo logo on it | <svg xmlns="http://www.w3.org/2000/svg" width="22" height="22" version="1">
<rect style="fill:#626262" width="20" height="20" x="-21" y="-21" rx="1" ry="1" transform="matrix(0,-1,-1,0,0,0)"/>
<path style="opacity:.1;fill:#ffffff" d="m2 1c-0.554 0-1 0.446-1 1v0.5c0-0.554 0.446-1 1-1h18c0.554 0 1 0.446 1 1v-0.5c0-0.554-0.446-1-1-1z"/>
<path style="opacity:.2" d="m1 20v0.5c0 0.554 0.446 1 1 1h18c0.554 0 1-0.446 1-1v-0.5c0 0.554-0.446 1-1 1h-18c-0.554 0-1-0.446-1-1z"/>
<path style="opacity:.2" d="m11 8.5a3 3 0 0 0 -3 3 3 3 0 0 0 3 3 3 3 0 0 0 3 -3 3 3 0 0 0 -3 -3zm0 1a2 2 0 0 1 2 2 2 2 0 0 1 -2 2 2 2 0 0 1 -2 -2 2 2 0 0 1 2 -2z"/>
<path style="fill:#ffffff" d="m11 8a3 3 0 0 0 -3 3 3 3 0 0 0 3 3 3 3 0 0 0 3 -3 3 3 0 0 0 -3 -3zm0 1a2 2 0 0 1 2 2 2 2 0 0 1 -2 2 2 2 0 0 1 -2 -2 2 2 0 0 1 2 -2z"/>
<path style="opacity:.2" d="m6 9.5a2 2 0 0 0 -2 2 2 2 0 0 0 2 2 2 2 0 0 0 2 -2 2 2 0 0 0 -2 -2zm0 1a1 1 0 0 1 1 1 1 1 0 0 1 -1 1 1 1 0 0 1 -1 -1 1 1 0 0 1 1 -1z"/>
<path style="fill:#ffffff" d="m6 9a2 2 0 0 0 -2 2 2 2 0 0 0 2 2 2 2 0 0 0 2 -2 2 2 0 0 0 -2 -2zm0 1a1 1 0 0 1 1 1 1 1 0 0 1 -1 1 1 1 0 0 1 -1 -1 1 1 0 0 1 1 -1z"/>
<path style="opacity:.2" d="m16 9.5a2 2 0 0 0 -2 2 2 2 0 0 0 2 2 2 2 0 0 0 2 -2 2 2 0 0 0 -2 -2zm0 1a1 1 0 0 1 1 1 1 1 0 0 1 -1 1 1 1 0 0 1 -1 -1 1 1 0 0 1 1 -1z"/>
<path style="fill:#ffffff" d="m16 9a2 2 0 0 0 -2 2 2 2 0 0 0 2 2 2 2 0 0 0 2 -2 2 2 0 0 0 -2 -2zm0 1a1 1 0 0 1 1 1 1 1 0 0 1 -1 1 1 1 0 0 1 -1 -1 1 1 0 0 1 1 -1z"/>
</svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing two black crosses on a white background:My primary focus is on the visual representation of the cross's shape and its relationship to the background. I aim to create a visually appealing and balanced composition that emphasizes the cross's form and the surrounding white background. The cross's shape is crucial, as it represents the cross's direction and the overall shape of the image. The white background provides a clean and uncluttered space, allowing the cross to stand out and be easily recognizable. I aim for a balanced and harmonious composition, with the cross's form visually integrated with the white background. | {
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"path": "74d67ab1cb87e5e9d71d9364fc0851570dc399490b2c3cefb64b8dbc695b5d98.png"
} | Generate code for a svg of a two black crosses are shown on a white background | <svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="23.657px" height="17.688px" viewBox="0 0 23.657 17.688" enable-background="new 0 0 23.657 17.688" xml:space="preserve">
<g>
<path d="M1.479,5.005h1.479v1.502H1.479V5.005z M8.871,5.005H7.393v10.513H4.436V5.005H2.957V3.504h1.479V2.002h2.957v1.502h1.479
V5.005h1.479v1.502H8.871V5.005z M13.308,5.005h1.479v1.502h-1.479V5.005z M20.7,5.005h-1.479v10.513h-2.957V5.005h-1.479V3.504
h1.479V2.002h2.957v1.502H20.7V5.005h1.479v1.502H20.7V5.005z"/>
</g>
</svg> |
{
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<path d="M43.01,4.85c3.17,0.86,4.71,2.47,5.22,4.62c0.15,0.63,0.33,6.52-10.91-0.17 c-4.18-2.49-3.04-4.05-2.55-4.22C36.69,4.38,39.47,3.89,43.01,4.85z" style="fill:url(#SVGID_27_);"/>
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<path d="M19.33,17c-1.02,0.91-2.4,2.94-1.39,5.45c0.77,1.9,3.5,2.72,3.5,2.72 c0,0.01,0.55,0.17,0.83,0.17l0.64-9.47c-1.31,0-2.57,0.39-3.38,0.96C19.53,16.85,19.32,16.99,19.33,17z" style="fill:url(#SVGID_30_);"/>
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<path id="nose_2_" d="M38.15,32.4c-0.05-0.02-0.09-0.03-0.14-0.04h-3.1c-0.05,0.01-0.1,0.02-0.14,0.04 c-0.28,0.11-0.44,0.4-0.3,0.72s0.75,1.18,1.99,1.18c1.24,0,1.86-0.87,1.99-1.18C38.58,32.81,38.43,32.52,38.15,32.4z" style="fill:#33251F;"/>
<g id="eyes_2_">
<ellipse cx="29.26" cy="28.33" rx="2.16" ry="2.24" style="fill:#1A1717;"/>
<ellipse cx="43.66" cy="28.33" rx="2.16" ry="2.24" style="fill:#1A1717;"/>
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<g id="eyebrows_2_">
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<g id="couple_x5F_holding_x5F_hands_x5F_fingers_x5F_wmn_x5F_right">
<g id="fingers_x5F_fill_1_">
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<path id="fingers_x5F_stroke_2_" d="M67.56,86.32c0.54-1.78-1.46-2.21-1.46-2.21 c0.28-1.01-1.32-2.17-2.31-1.59c-1.48-1.48-2.52-0.13-2.66,0.81c0,0,0.74-1.13,1.51-0.77c0.52,0.24,0.51,0.74,0.35,1.22 c-0.25,0.75-0.46,1.51-0.46,1.51s0.56-0.95,1.04-1.56c0.16-0.21,0.67-0.63,1.21-0.33c0.54,0.29,0.55,0.96,0.47,1.2 c-0.26,0.82-0.93,1.92-0.93,1.92s0.5-0.51,0.92-0.99c0.33-0.38,0.61-0.62,1.11-0.39c0.54,0.25,0.51,0.86,0.35,1.17 c-0.33,0.66-0.76,1.45-0.76,1.45s0.78-1.19,1.59-0.52c0.51,0.43,0.06,1.48,0.12,1.42C69.09,87.2,67.56,86.32,67.56,86.32z" style="fill:#BA8F63;"/>
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</svg> | |
{
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} | Generate code for a svg of a blue dragon's tail swishing through the thick mist. | <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="#fafcfd" d="M96 12v30q-8 3-14-1l-7-4q0 2 2 3-1 3-3 1l-17 9-5-4q3-3 0-6l1-1-6-9-3 1q-3-3-6-2l3 5h-4l-2 6h-6q-2-3 0-5l-13-2 1-3q-10 0-7-8-9-5-3-12l5-2-3-1V6h15l9 4q3-7 11-7l12 2 2-1 12 4q2-3 5-2v3q6-2 11-1 4 3 5-1h3q-1 3 2 5"/><path fill="#f6fbfc" d="M0 0h96v12q-3-2-2-5h-3q-1 4-5 1-5-1-11 1V6q-3-1-5 2L58 4l-2 1-12-2q-8 0-11 7l-9-4H9v1l3 1-5 2q-6 7 3 12-3 8 7 8l-1 3 13 2q-2 2 0 5h6l2-6h3l-1 5q0 5 4 3-3-3-2-5l7-2q-3-4-7-1l-3-5q3-1 6 2l3-1 6 9-1 1q3 3 0 6l5 4q-3 1 0 2l20-12q-2-1-2-3l7 4q6 4 14 1v48l-4-1q-3-10-12-7 3 3-2 3-4-3-5-8 9-14-7-14h-2q-4-3-1-7l-2-2q-3-1-5 1l-3-2-12 2q2-8-6-7l-6 1-5-6v-3l-11 8-3-3-10 2z"/><path fill="#55a0c1" d="M40 34q4-3 7 1l-7 2q-1 2 2 5-4 2-4-3z"/><path fill="#def0f6" d="M49 77h-7q-3-4-2-9l-14-8q10-6-2-5-2 8-8 12-2 6-8 8 6-3 1-7l3-1-5-2q2-3 5 1l8-7 2-4 11-2 1 7 9 6z"/><path fill="#eaf6f9" d="M64 63q-3 2-3 6l-2-2-1 5-1-9q-2-3-5-2l-4 5q-1-2-3-1v4l-2-3-9-6-1-7-11 2-2 4-8 7q-3-4-5-1l5 2-3 1q5 4-1 7l-3-1-5 2V47l10-2 3 3 11-8v3l5 6 6-1q8-1 6 7l12-2 3 2q2-2 5-1l2 2q-3 4 1 7"/><path fill="#f5fafc" d="M61 69q1-7 8-5 5 0 3 6-5 5-11 5H51l-6-11q2-1 3 1l4-5q3-1 5 2l1 9 1-5z"/><path fill="#78bbd5" d="M64 63h2l3 2q-7-2-8 5v-1q0-4 3-6"/><path fill="#cbe5f0" d="m59 77 1 2 5 1-4 1q2 7 9 10l3 5H13l-3-17 6-4q0-4 4-5l5 9 5-3h5l2-2q3 1 2 4 3 1 6 5l1-4q6-2 13-2"/><path fill="#66b2d2" d="M66 63q16 0 7 14l-8 3-5-1-1-2 2-1q6 0 11-5 2-6-3-6z"/><path fill="#d2eaf2" d="m49 77 2-1h10l-2 1q-7 0-13 2l-1 4q-3-4-6-5 1-3-2-4l-2 2h-5l-5 3-5-9q-4 1-4 5l-6 4 3 17H0V76l5-2 3 1q6-2 8-8 6-4 8-12 12-1 2 5l14 8q-1 5 2 9z"/><path fill="#ebf7fa" d="M73 77q1 5 5 8 5 0 2-3 9-3 12 7l4 1v6H73l-3-5q-7-3-9-10l4-1z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a train passing through the countryside. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#faf9f8" d="M0 0h96v53l-10-8-11 9-2-1-5-1q-3 0-4 2h-5q-16-9-36-12L8 34q-5-1-8 1z"/><path fill="#f7f3ec" d="M59 54q-2 1-1 4l-8-1q-3-3-6 0L0 47V35q3-2 8-1l15 8q20 3 36 12"/><path fill="#f7ebd0" d="M96 53v6H75v-5q-1-1 1-3l10-6z"/><path fill="#8ea89f" d="m0 47 44 10-5 1-8-1q-4-1-7 1H0z"/><path fill="#c0bdac" d="m64 54 1 6v1l-6-2-1-1q-1-3 1-4z"/><path fill="#40544d" d="M16 58 0 61v-3z"/><path fill="#aead8b" d="m73 53 2 1v6l-6 2q1-6 4-9"/><path fill="#738056" d="M50 57q0 2 4 2v5l-1 2h-3l2-4-1-1q-4-2-7-1l-5-2 5-1q3-3 6 0"/><path fill="#adb16a" d="M16 58h8v3q-9 0-16 3-3-2-5 1l-3-1v-3z"/><path fill="#939b64" d="m31 57-4 2 6 1-19 4v3H0v-3l3 1q2-3 5-1 7-3 16-3v-3q3-2 7-1"/><path fill="#edcf7f" d="m31 57 8 1 5 2-11 7q6 1-1 4-2 1-1 4l-5 2-4-1v-2q-5-9-5 1 3 5-2 1l-3-5q3-2 2-4v-3l19-4-6-1z"/><path fill="#262423" d="M73 53q-3 3-4 9l3 3q11 8 24 14v2q-14-6-26-15h-1l6 7-7-6-8-2 2-1-5-5h2l6 2h3q-1-2-3-1l-1-6q1-2 4-2z"/><path fill="#d4a337" d="M65 60q2-1 3 1z"/><path fill="#6b553c" d="M75 60q0 3-3 5l-3-3z"/><path fill="#f4d38b" d="M75 59h21v20q-13-6-24-14 3-2 3-5z"/><path fill="#a3ae67" d="M44 60q3-1 7 1L36 72l-5 3q-1-3 1-4 7-3 1-4z"/><path fill="#394436" d="m51 61-2 4-9 6-5 2v-2z"/><path fill="#787653" d="m50 57 8 1 1 1h-2l5 5-2 1 8 2 7 6q2 3 7 5 2 3 7 5l7 5v8H51q-1-3 2-4-3-3 1-4l-1-2 5-22h-4v-5q-4 0-4-2"/><path fill="#edcf8b" d="M14 67q1 2-2 4l3 5q5 4 2-1l5-1v2l4 1L0 92V67z"/><path fill="#8a7e38" d="m22 74-5 1q0-10 5-1"/><path fill="#6b6557" d="M50 66h3q-2 1-2 4L40 82l-6 1 4 2-1 1-5 2-1 1-8-3q4-4 10-4-6-2 1-2l-2-1 9-7z"/><path fill="#1f1b1c" d="M75 73q4 0 7 5-5-2-7-5"/><path fill="#1d191a" d="M82 78q4 0 7 5-5-2-7-5"/><path fill="#504e43" d="M54 64h4q1 5-1 9l-1-1-6 15-6-4-1-1 10-16z"/><path fill="#897d68" d="M96 81v3l-7-1q-3-5-7-5-3-5-7-5l-6-7h1q12 9 26 15"/><path fill="#577158" d="M36 72v2L0 95v-3l31-17z"/><path fill="#393430" d="m89 83 7 1v4z"/><path fill="#1a191d" d="m51 70-8 12 1 1q-3 0-3 2l9 2 7-14-6 23h-3v-2l1-4q-21 0-1 2l-11 2q-2 0-2 2h-5l-5-4-9-1 9 5h-5q-4-5-8-2l4 2H0v-1l36-21 5-2-9 7 2 1q-7 0-1 2-6 0-10 4l8 3H19l12 4 4-4q-1-2-3-1l5-2 1-1-4-2 6-1z"/><path fill="#8b8b75" d="m31 89 1-1q2-1 3 1l-4 4-12-4z"/><path fill="#7d806b" d="M30 96h-5l-9-5 9 1z"/><path fill="#595c4b" d="M48 94H37l11-2q-20-2 1-2z"/><path fill="#838773" d="M20 96h-4l-4-2q4-3 8 2"/><path fill="#959d70" d="M37 94h11v2H35q0-2 2-2"/></svg> | |
{
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"path": "a4fa5219ec40eb7ea2a33ec1c05eecfccd8cd34fcc040ad78d3c1ad8f32edd0e.png"
} | Generate code for a svg of a a close up of a black house icon on a white background | <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M12.8272 3.83418C12.2134 3.16337 11.1487 3.1885 10.5673 3.88752L5 10.5807C5 10.5807 4.99999 10.5807 5 10.5807V19.5C5 20.3284 5.67157 21 6.5 21H8.28943C9.11786 21 9.78943 20.3284 9.78943 19.5V16.4889C9.78943 15.6605 10.461 14.9889 11.2894 14.9889H12.7105C13.5389 14.9889 14.2105 15.6605 14.2105 16.4889V19.5C14.2105 20.3284 14.8821 21 15.7105 21H17.5C18.3284 21 19 20.3284 19 19.5V10.5807C19 10.5807 19 10.5807 19 10.5807L12.8272 3.83418Z" fill="black"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pile of freshly baked muffins on a plate. | <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="#fcfbf6" d="M0 0h96v96H0z"/><path fill="#f6ce87" d="m53 27-1 3-12 1-1-3q3-6 11-4z"/><path fill="#d0ab7f" d="M53 27q4 0 5 5l-5 1-1-3z"/><path fill="#c07b48" d="m39 28 1 3 12-1 1 3q-6 0-11 3l-3-3q-2-3-1-4z"/><path fill="#f1c37d" d="M38 29q-1 1 1 4-1 8-9 6l-1-3z"/><path fill="#dab077" d="M65 35v3H55q-3-1-2-3l9 2z"/><path fill="#b7825a" d="m39 33 3 3v4l2 2-1 1-11 2-2-6q8 2 9-6"/><path fill="#b87e52" d="M55 38h10l-4 7-4 2 1-3-2-1q-6-4-1-2z"/><path fill="#f7d28a" d="M58 32q4 0 7 3l-3 2-9-2q-1 2 2 3v3q-5-2 1 2 0 6-6 5l-5-3q-3-1-5 2l-2-1 4 4-2 3-12 2q-3-2-2-5 2-5 6-5l11-2 1-1-2-2v-4z"/><path fill="#ebb871" d="m45 45 1 2q-3 0-4 3l-4-4 2 1q2-3 5-2"/><path fill="#db9b5a" d="m56 43 2 1-1 3-3 3q2 0 1 2h-7l5-2-3-2q6 1 6-5"/><path fill="#f7cf83" d="M61 45q5 0 8 5l-2 6-1-2q-6 1-10 5H44q-3-1-2-3 2-4 6-4h7q1-2-1-2l3-3z"/><path fill="#b08753" d="M60 51q2 0 1 2z"/><path fill="#c17f49" d="m45 45 5 3 3 2-5 2q-4 0-6 4-1 2 2 3h12q4-4 10-5l1 2q-2 9-10 6l-4 5-7 1q0-9-8-8l-6 1-4-6 12-2 2-3q1-3 4-3z"/><path fill="#f8d692" d="M46 68h-1l-12-2q-1-3 1-4l-2-1 6-1q8-1 8 8"/><path fill="#ce8d53" d="m33 66 12 2-2 3h-7z"/><path fill="#e3d7c8" d="M36 71h7l-4 1q15 1 30-2l5-3v4l-7 3H42l-7-2z"/></svg> | |
{
"bytes": "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",
"path": "7c5c2b8481f73c3b2c31da1f9f754cf5ee6fa30fa1a1a4db9e5d78bd53ec2457.png"
} | Generate code for a svg of a a black and white image of four crosses with four different angles | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 32 32" fill="none" stroke="currentColor" stroke-linecap="round" stroke-linejoin="round" stroke-width="2"><path d="M4 12 L12 12 12 4 M20 4 L20 12 28 12 M4 20 L12 20 12 28 M28 20 L20 20 20 28"/></svg> | |
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} | Generate code for a svg of a a smooth round stone placed on a soft velvet cloth. | <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="#f4f4f2" d="M0 0h96v50h-9q-3 4-7 1l-5 2q-5-2-10-1v-2q-6-13-8 1l-5 3-18-1-10 2v3q-3 0-3 3l-5 1-2-2h4v-4q-9-1-17 1H0z"/><path fill="#d0d0cb" d="m65 50-13 4 5-3q2-14 8-1"/><path fill="#aaaaa3" d="M65 50v4h-1l-1-1q-12 6-24 6-1-1 1-3z"/><path fill="#beb1a1" d="M0 57h11l1 2H0z"/><path fill="#beb5a9" d="M24 55h7q-3 2-3 5l-4 1z"/><path fill="#efebe5" d="M96 50v9l-8 5q7 3 5 11l-5-3-6 8q1-5 4-8v-4q-8-1-13 3l-10 3q-4 0-5-2l6-3 2 2q9-3 13-10l5 3 2-3q-1-4-5-3-11 9-26 11H43l-3-1-18-3-3 1-1 2q-2 0-2 2 2 2 1 5l-6 3v6l-5-7q-1-3 1-5-4-2-7-1v-1l14-4 2-4 5-1q0-3 3-3v3l4-1q0-3 3-5h-7l10-2 18 1-12 2q-2 2-1 3 0 2 3 2l10 1q-7 1-1 4l9-5q2-3 5 0 9 2 11-7H65v-2q5-1 10 1l5-2q4 3 7-1z"/><path fill="#675a52" d="M61 59q-2 0-1 2H42z"/><path fill="#8a8077" d="m64 54 6 2v3h-9q3-7-1-2l-18 4q-3 0-3-2 12 0 24-6z"/><path fill="#c1b6ab" d="M64 54h11q-2 9-11 7-3-3-5 0-1-2 1-2h9v-3z"/><path fill="#dcd6cd" d="M1 57q8-2 17-1v4h-4l2 2q-9-1-16 3v-6h13l-1-2z"/><path fill="#c6bdb4" d="M42 61h18l-9 5q-6-3 1-4z"/><path fill="#c7c2bb" d="M84 64q2-5-3-5-2 0-2 2-4 7-13 10l-2-2-6 3-5-2 2-1q15-2 26-11 4-1 5 3z"/><path fill="#af9f8d" d="m84 64-5-3q0-2 2-2 5 0 3 5"/><path fill="#c6bbaf" d="m16 62-2 4-14 4v-5q7-4 16-3"/><path fill="#d3cdc6" d="m19 66 3-1 18 3 2 7q-3 0-5 2-3-2-5-1v-7z"/><path fill="#c6beb5" d="m82 80-16 5 4-3q-1-2-3-1l1-6h-4l-2 7q-1-5 1-8l10-3q5-4 13-3v4q-3 3-4 8"/><path fill="#e7e4de" d="m40 68 3 1v4l4 4v-8h8l-2 1 5 2q1 2 5 2-2 3-1 8l-3 4H46q2-1 1-2l-3 1q-9-8-18-1l3 2-4-1q-1-7-6-2-3-2-1-4 4-3 10 0v-3h4q2-1 5 1 2-2 5-2z"/><path fill="#d1cdc7" d="M43 69h4v8l-4-4z"/><path fill="#bfb3a7" d="m19 66 13 3v7h-4v3q-6-3-10 0-2 2 1 4-5 3-8 1v-6l6-3q1-3-1-5 0-2 2-2z"/><path fill="#a5978a" d="M18 68q5-2 8 4l-6-2 3 7h-4z"/><path fill="#817161" d="m26 72 1 5h-4l-3-7z"/><path fill="#f3f3f0" d="M96 59v27q-12 0 0 2v8H0V71q3-1 7 1-2 2-1 5l5 7q3 2 8-1 5-5 6 2l4 1h30l7-1 16-5 6-8 5 3q2-8-5-11z"/><path fill="#b3a699" d="M54 80q6 0 2 5h-5z"/><path fill="#d1c5b8" d="M46 86H29l-3-2q9-7 18 1l3-1q1 1-1 2"/><path fill="#9d8c7f" d="m66 85-7 1 3-4 2-7h4l-1 6q2-1 3 1z"/><path fill="#cbc3ba" d="M96 86v2q-12-2 0-2"/></svg> | |
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",
"path": "4c1a6686be415583f75cb1ec6728610d982b42dd8547db49e20fdb6f73738f23.png"
} | Generate code for a svg of a a black and white map marker with a circle on it | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><path d="M12,2a8,8,0,0,0-8,8c0,5.4,7.05,11.5,7.35,11.76a1,1,0,0,0,1.3,0C13,21.5,20,15.4,20,10A8,8,0,0,0,12,2Zm0,17.65c-2.13-2-6-6.31-6-9.65a6,6,0,0,1,12,0C18,13.34,14.13,17.66,12,19.65ZM12,6a4,4,0,1,0,4,4A4,4,0,0,0,12,6Zm0,6a2,2,0,1,1,2-2A2,2,0,0,1,12,12Z"/></svg> | |
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a cartoon Halloween pumpkin with a smiley face:I'm drawn to the visual appeal of a pumpkin, a whimsical and cheerful representation of the season. The simple, rounded shape and the playful, slightly exaggerated expression evoke a sense of fun and joy. The smiley face, a classic Halloween element, adds a touch of personality and a visual element that adds a layer of playful charm. The overall composition is clean and balanced, creating a visually engaging and memorable image. | {
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"path": null
} | Generate code for a svg of a cartoon depiction of a Halloween pumpkin with a smiley face, including two eyes and a nose. | <?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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} | Generate code for a svg of a a close up of a computer screen with a programming symbol | <svg width="26" height="26" viewBox="0 0 26 26" xmlns="http://www.w3.org/2000/svg">
<g fill="#1E3D49" fill-rule="evenodd">
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</g>
</svg> | |
{
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} | Generate code for a svg of a a soft wool scarf draped over a 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="#f4efdf" d="M0 0h96v96H48q-1-7 2-12l1-1v-5q-3-3-2-7l3-1 6-2q2-3 5-3l1-16-2-1-3-4q-12-3-23 0-3 2-4 5-4 0-3 3l1 9-2 8-3 5q-13 0-25 3z"/><path fill="#c7c6b6" d="M62 48v11l-17 6-5-2-5-4q-2 0-1 2h-2V49q1-3 4-5 11-3 23 0z"/><path fill="#e9a46a" d="m62 48 2 1-2 10z"/><path fill="#f0c78c" d="M32 49v12h-2l-1-9q-1-3 3-3"/><path fill="#f1d09e" d="m64 49-1 16-1-2v-4z"/><path fill="#777b76" d="M32 61h2l1 2-1 2 2 7q-5-4-4-11"/><path fill="#cd9f8e" d="m62 63 1 2q-3 0-5 3v-4q1-2 4-1"/><path fill="#efead7" d="M62 59v4q-3-1-4 1v3l-6 2q-3-1-4 2-6-6-13-8l-1-2q-1-2 1-2l5 4 5 2z"/><path fill="#aeaea2" d="M30 61h2q-1 7 4 11l-2-7 1-2q7 2 13 8h1q-1 4 2 7h-7l-2-1q0 7-6 5 4-6-2-6l-6-7z"/><path fill="#86756f" d="m52 69-3 1h-1q1-3 4-2"/><path fill="#ca5d63" d="m58 67-6 2v-1z"/><path fill="#86827f" d="m28 69 6 7-1 3-8-5z"/><path fill="#7f7972" d="m68 77-3 2h-2q-1-4-2 0l-1-3 4-5z"/><path fill="#bbb7ac" d="m60 76 1 3q1-4 2 0l-6 3-1-5q1-2 4-1"/><path fill="#7f817d" d="M51 78v5l-2-4h-5v-1z"/><path fill="#908c85" d="m56 77 1 5q-7 1-4-5z"/><path fill="#dcd4c1" d="m25 74 8 5q-1 8 1 15l2-12q6 2 6-5l2 1v1l-2 4 8 1q-3 5-2 12H0V77q12-3 25-3"/><path fill="#b0afa6" d="M44 79h5l2 4-1 1-8-1z"/><path fill="#dcae74" d="m68 77-2 16q-2-8-1-14z"/><path fill="#dfb077" d="M34 76q6 0 2 6l-2 12q-2-7-1-15z"/></svg> | |
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"path": "dd843bf907430e4e53c76d33eb9c8e750448c70472d1fdd19c97c9385685297e.png"
} | Generate code for a svg of a a black and white photo of a star on a black background | <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><title>iconoteka_folder_favorite_a_f</title><path d="M10,5,8,3H2V21H22V5Zm4.55,11.59L12,14.77,9.49,16.59l1-2.94L7.94,11.82H11l1-2.94,1,2.94h3.1l-2.51,1.83Z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a golden-pink gradient sky with silhouettes of pine trees. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f79f98" d="M0 0h96v68l-3-4-4 8-2-5-4 1-1-4 1-1q4-6-2-7l-3-5q-3 2-3 5v5q-1-3-3-2l2 4q-2 0-2 3l-5 1-4-5q-3 2-1 6l-2 1q0 2 3 2l-3 2 1 6-3-3h-8l-3 4-1-3h-6q0-2 3-1 0-5-3-8v-2q-3-4-2-9l-3-1 2-3-6-1q-2 0 0 2-4 2-6 5h-7q-2 1-1 4l-9-3q-1-1-3 1l-3 6-1-1H0z"/><path fill="#ea9290" d="M40 66q-3-1-2-3-4 0-1-3l-2-2q-2 3 1 6h-3v5h-1l-1-1q-5 2-2 6 3 2 0 3-2 0-2 2-2-1-2 1l-2 2-3-3h4q-1-3 1-5-6 0-1-3h-2q0-4-2-5-3-4-4-1l1 1-4 3q-7 1-1-2l-1-1-3-6 9 3q-1-3 1-4h7q2-3 6-5-2-2 0-2l6 1-2 3 3 1q-1 5 2 9"/><path fill="#c97c7f" d="m78 51 3 5q6 1 2 7l-1-3q-3 0 0 2-5 3-2-1-4-1 0-3z"/><path fill="#3f2331" d="m78 51 2 7q-4 2 0 3-3 4 2 1-3-2 0-2l1 3-1 1q-5 1-8-1l-2-4q2-1 3 2v-5q0-3 3-5"/><path fill="#502e3c" d="m8 60 3 6-3 1-1-3-4 4q-2 0-2-2l1 1 3-6q2-2 3-1"/><path fill="#aa656a" d="M74 63q3 2 8 1l1 4-2-2h-9q0-3 2-3"/><path fill="#281323" d="M11 66q-6 3 1 2l2 1-7 3H4q-3-1-3-4l2-1 4-4 1 3z"/><path fill="#d27c7f" d="M0 66q0 2 2 2l-2 1q0 3 3 4-4 0-1 3 2-2 3-1l-6 2z"/><path fill="#633c46" d="m20 66-4 2 2 3-3-1-2-1 4-3-1-1q1-3 4 1"/><path fill="#4d2c38" d="M40 66v2q-3-1-3 2l-4-1v-5h3q-3-3-1-6l2 2q-3 3 1 3-1 2 2 3"/><path fill="#4a2b34" d="m72 66-1 4q-3-2-5-1l1-2z"/><path fill="#261420" d="M20 66q2 1 2 5h-4l-2-3z"/><path fill="#4a2b36" d="M73 66h8l2 2 4-1 2 5 2-1 1 4-3-1q-3-4-4 0h-6l-5-2q2-1 1-3 1-3-2-3"/><path fill="#986368" d="m67 67-1 2 1 2-2 2-2-6v4q-3 0-3-2l2-1q-2-4 1-6z"/><path fill="#aa7172" d="m15 70 3 1h4l-3 2h-2q-3-3-5 0H8z"/><path fill="#935e64" d="M40 68q3 3 3 8-3-1-3 1l-3-1 5-2q-6-1-1-3-3-2-4-1 0-3 3-2"/><path fill="#1e1421" d="M17 73h-5q2-3 5 0"/><path fill="#955d66" d="m32 69 3 4q-4 1-6-2v3q-3-4 2-6z"/><path fill="#e38b8c" d="M72 66q3 0 2 3l-6 4q4 0 4 5-4-3-5 2l-1-9-1-2q2-1 5 1z"/><path fill="#6f4048" d="M8 73h11q1 3-2 5l-1-1 1-1q-5-3-8 0l-3-1q-1-1-3 1-3-3 1-3z"/><path fill="#de867f" d="M0 82v-1h6v3z"/><path fill="#311626" d="M96 68v28H0V82l6 2v-3H0v-4l6-2 3 1q3-1 7 1l1 1q3-2 2-5l3-2h2q-5 3 1 3-2 2-1 5h-4q-3 1-1 4 4 2 7 6l2-1q-6-2-1-5l-2-3q0-2 2-1l4 3q1 7 7 1-4 1-6-2l-3-4q3-1 0-3v-3q2 3 6 2l-3-4h1l4 1q1-1 4 1-5 2 1 3l-5 2 3 1h1q5 2 0 5l1 1q-6 2 0 3v6q3-6 7-1l3-3-2-1-1-2 4-8 3 4v4l2 1q-3 4 2 1-2-1-1-3 4-1 1-3l1-2-1-6 3-2v-4l2 6 2-2 1 9q1-5 5-2 1 2 4 1-4-1 0-2-6-3 1-2-2 6 4 2-3-1-3-3h6q-2 5 4 4h4q-3-1-1-3l-1-4 2-7z"/><path fill="#754952" d="m50 87 2 1-3 3q-4-5-7 1v-6l3-2 4 4z"/><path fill="#6a3c48" d="M88 81q2-1 5 1-3 2 0 3l-2 1 1 1q-3 3-4 0l2-2q-3-2-2-4"/><path fill="#96535b" d="m70 81 4 3v-2h3q-3 2 0 3l-10 2-1-1q4 0 1-2z"/><path fill="#6d3e49" d="M32 81q2 3 6 2-6 6-7-1z"/><path fill="#683c47" d="m20 79 3 3 2-2 2 3q-5 3 1 5l-2 1q-3-4-7-6-2-3 1-4"/><path fill="#935c61" d="M11 79q5 0 0 2 9 1 0 4l-3-3z"/><path fill="#a7636b" d="m29 77 3 4-1 1-4-3q0-2 2-2"/><path fill="#d1797e" d="m89 74 3 1q-2 2 1 3h-4z"/><path fill="#e48d8f" d="m61 79-1 2q3 2-1 3-1 2 1 3-5 3-2-1l-2-1v-4l-3-4-4 8 1 2-1 1-4-4-3 2q-6-1 0-3l-1-1q5-3 0-5h5l1 3 3-4h8z"/><path fill="#7d4752" d="m32 75 2 1 2 4q-3 1-4-1z"/><path fill="#844650" d="M75 69q1 2-1 3l5 2q0 2 3 3-6 4-4-2-7-1-1 2-4 1 0 2-3 1-4-1 0-5-4-5z"/><path fill="#e18c82" d="M9 76q3-3 8 0l-1 1q-4-2-7-1"/><path fill="#95525d" d="M89 74v4q-6 1-4-4 1-4 4 0"/><path fill="#e79fa5" d="M85 69q3 0 0 2z"/></svg> | |
{
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"path": "b44927fe853bfe5da47b11b206ce4e90efc01b51d0bbc188ea4cbd76e6c23885.png"
} | Generate code for a svg of a a close up of a blue and pink arrow with a white background | <svg width="16" height="16" viewBox="0 0 16 16" fill="none" xmlns="http://www.w3.org/2000/svg">
<g id="source">
<g id="code">
<path id="Shape" d="M4.72735 10.953L2.15995 8.38561C1.94668 8.17235 1.94668 7.82763 2.15995 7.61436L4.72735 5.04697L5.4986 5.81822L3.31683 7.99999L5.4986 10.1818L4.72735 10.953Z" fill="#FC8289"/>
<path id="Shape_2" d="M11.2726 10.953L10.5014 10.1818L12.6832 7.99999L10.5014 5.81822L11.2726 5.04697L13.84 7.61436C14.0533 7.82763 14.0533 8.17235 13.84 8.38561L11.2726 10.953Z" fill="#FC8289"/>
<rect id="Rectangle-path" x="6.2471" y="12.7604" width="10.0868" height="1.09088" transform="rotate(-75.954 6.2471 12.7604)" fill="#89DDFF"/>
</g>
</g>
</svg> | |
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",
"path": "b624361c91b1c0a2427e39ea99a6b63a113daa8235b59d6f6e3e68b2610894e8.png"
} | Generate code for a svg of a a white instagram with a purple circle and a white circle with a white circle on it | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 143.8 143.81"><defs><style>.cls-1{fill:url(#linear-gradient);}.cls-2{fill:#fff;}</style><linearGradient id="linear-gradient" x1="28.85" y1="114.96" x2="123.38" y2="20.43" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#ffc153"/><stop offset="0.05" stop-color="#f89554"/><stop offset="0.13" stop-color="#ee5755"/><stop offset="0.19" stop-color="#e83156"/><stop offset="0.22" stop-color="#e62256"/><stop offset="0.36" stop-color="#d0257e"/><stop offset="0.5" stop-color="#bf289d"/><stop offset="0.58" stop-color="#b829a9"/><stop offset="1" stop-color="#5d3fd2"/></linearGradient></defs><title>instagram</title><g id="Layer_2" data-name="Layer 2"><g id="OBJECTS"><path class="cls-1" d="M71.9,0a71.91,71.91,0,1,0,71.9,71.91A71.9,71.9,0,0,0,71.9,0Z"/><path class="cls-2" d="M71.9,97.58A25.68,25.68,0,1,0,46.22,71.91,25.69,25.69,0,0,0,71.9,97.58ZM52.45,71.91A19.45,19.45,0,1,1,71.9,91.36,19.47,19.47,0,0,1,52.45,71.91Z"/><path class="cls-2" d="M97.51,114.55H46.29A17.45,17.45,0,0,1,28.86,97.12V46.69A17.45,17.45,0,0,1,46.29,29.26H97.51a17.45,17.45,0,0,1,17.43,17.43V97.12A17.45,17.45,0,0,1,97.51,114.55ZM46.29,35.62A11.08,11.08,0,0,0,35.22,46.69V97.12a11.08,11.08,0,0,0,11.07,11.07H97.51a11.08,11.08,0,0,0,11.07-11.07V46.69A11.08,11.08,0,0,0,97.51,35.62Z"/><path class="cls-2" d="M97.92,43.3A4.06,4.06,0,1,0,102,47.36,4.06,4.06,0,0,0,97.92,43.3Z"/></g></g></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow greeting cards lined up on a white 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="#fbfbfc" d="M0 0h96v68l-3 2-3-2-14-11-1 1-2-4-10-5-1-4h-3q-9-7-19-11-3 5-2 12v19H24V31h-8q-2 5-1 11h9q-2 10-1 22l-12 1-1-6-2-7q2 11-8 14z"/><path fill="#fcd84c" d="M16 31h8v6q-2 1-1 4h-7z"/><path fill="#fbf5c8" d="M28 34q3-2 9-1l-1 6v-5z"/><path fill="#fdf299" d="M28 34h8v5h-8z"/><path fill="#f9e691" d="M3 41q3-2 7-1l-1 8v-7z"/><path fill="#fbe174" d="M16 31v10h7q-1-3 1-4v5h-9q-1-6 1-11"/><path fill="#f6f7f8" d="M40 34q10 4 19 11h3l1 4 10 5 2 4 1-1 17 13 3-2v28H0V66q10-3 8-14l2 7q-2 3 1 6l12-1 1 1h14q3-1 5-5l-3-14z"/><path fill="#fcde4d" d="M3 41h6v7H3z"/><path fill="#f8f2d1" d="M3 41v7h6l-7 1q-1-5 1-8"/><path fill="#bbb5b3" d="M40 34v28l-2-16q-1-7 2-12"/><path fill="#c8c8c8" d="m24 65-1-1q-1-12 1-22V31l2 5z"/><path fill="#f9dd60" d="M28 52h6q0 6-6 5z"/><path fill="#d1cfd1" d="M11 65q-3-3-1-6 0-13 3-25z"/><path fill="#fce260" d="M15 55q5 0 3 5-6 0-3-5"/><path fill="#e1dede" d="M38 46h2l3 14q-2 4-5 5z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a stack of business cards neatly arranged on a desk. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfdfe" d="M0 0h96v42l-1-1-12-19-34 11 2 3-1 1h-2q0-3-3-3l-33 9v17q3 3 9 3l-1 1q3 4 3 10h3q21-6 43-8l27 3v27H0z"/><path fill="#f4f5f5" d="M95 41h-3L58 51v7l1 5q-18 4-36 4l3-4 5-3q-6 0-10 3-6 0-9-3V43l33-9q3 0 3 3l4 12-6 4h9q-1-9-5-16l1-1-2-3 34-11z"/><path fill="#7d6674" d="M62 34q4-1 4 5h-5q-1-3 1-5"/><path fill="#373750" d="M27 47h6v3q-6 2-6-3"/><path fill="#dadadb" d="m92 41-1 8-14 5q-9 2-16 6l-3-3v1-7z"/><path fill="#c6c5c6" d="M48 37h2q4 7 5 16h-9l6-4z"/><path fill="#a19190" d="m35 58-1 2h-3q1-2 4-2"/><path fill="#efa558" d="m34 60 1-2 4-1q2-1 3 2-5 6-8 1"/><path fill="#757475" d="M92 41h3l1 1v27l-29-5 22-7 1-5-12 3-1-1 14-5z"/><path fill="#b7b8ba" d="M69 66q-22 2-43 8 6-4 15-6l21-3q0-3 4-4l-2-1q-3 0-5 3l-1-5v-1l3 3q7-4 16-6l1 1 12-3-1 5-22 7z"/><path fill="#dadbdd" d="m31 60-5 3-3 4q18 0 36-4 2-3 5-3l2 1q-4 1-4 4l-21 3q-9 2-15 6h-3q0-6-3-10l1-1q4-3 10-3"/></svg> | |
{
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"path": "b992d9c4cb89414656d88a88e6e7a75988c8c4a7ce50d76ce9736820ec2909aa.png"
} | Generate code for a svg of a a close up of a black and white picture of a toilet | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="288pt" height="357pt" viewBox="0 0 288 357" version="1.1">
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<g>
<symbol overflow="visible" id="glyph0-0">
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</symbol>
<symbol overflow="visible" id="glyph0-1">
<path style="stroke:none;" d="M 32.515625 -164.09375 L 115.96875 -164.09375 L 115.96875 -205.0625 L 135.6875 -205.0625 L 135.6875 -164.09375 L 223.484375 -164.09375 L 223.484375 -122.375 C 223.484375 -82.4375 211.109375 -51.117188 186.359375 -28.421875 C 161.617188 -5.722656 125.695312 7.078125 78.59375 9.984375 L 76.796875 -7.9375 C 118.609375 -10.664062 150.265625 -21.710938 171.765625 -41.078125 C 193.273438 -60.453125 204.03125 -87.550781 204.03125 -122.375 L 204.03125 -146.6875 L 51.71875 -146.6875 L 51.71875 -83.96875 L 32.515625 -83.96875 Z M 32.515625 -164.09375 "/>
</symbol>
</g>
</defs>
<g id="surface1">
<rect x="0" y="0" width="288" height="357" style="fill:rgb(100%,100%,100%);fill-opacity:1;stroke:none;"/>
<g style="fill:rgb(0%,0%,0%);fill-opacity:1;">
<use xlink:href="#glyph0-1" x="16" y="272"/>
</g>
</g>
</svg> | |
{
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",
"path": "b1e93163bce81aac34a04d5864a110da44011a15cea0866a48e8a50da66b030e.png"
} | Generate code for a svg of a a close up of a blue and white plus sign in a circle | <svg version="1.1" id="图层_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 200 200" style="enable-background:new 0 0 200 200;" xml:space="preserve">
<style type="text/css">
.st0{fill:#FFFFFF;}
.st1{fill:#D1D1D1;}
.st2{fill:#76A8CB;}
</style>
<g>
<circle class="st0" cx="100" cy="100" r="100"/>
<path class="st1" d="M100,14.3c47.3,0,85.7,38.5,85.7,85.7s-38.5,85.7-85.7,85.7S14.3,147.3,14.3,100S52.7,14.3,100,14.3 M100,0
C44.8,0,0,44.8,0,100s44.8,100,100,100c55.2,0,100-44.8,100-100S155.2,0,100,0L100,0z"/>
</g>
<g>
<g>
<circle class="st2" cx="100" cy="100" r="71.4"/>
</g>
<path class="st0" d="M131,92.9h-23.8V69c0-2.6-2.1-4.8-4.8-4.8h-4.8c-2.6,0-4.8,2.1-4.8,4.8v23.8l-23.8,0c-2.6,0-4.8,2.1-4.8,4.8
v4.8c0,2.6,2.1,4.8,4.8,4.8h23.8V131c0,2.6,2.1,4.8,4.8,4.8h4.8c2.6,0,4.8-2.1,4.8-4.8v-23.8H131c2.6,0,4.8-2.1,4.8-4.8v-4.8
C135.7,95,133.6,92.9,131,92.9z"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the deep silence of a snow-covered landscape. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfa" d="M0 0h96v96H0V75q21 1 43-2l4 1 17-4q6-1 2 2l-12 5h7l14-4 5 4 10-8q-4-1 0-3-9 0-18 4l-5-2q-9-1-16 2-11-4-20 0l-8-1q-13-3-23-9z"/><path fill="#f0f2f2" d="M0 60q10 6 23 9l10 4 3-1-5-2q9-4 20 0 7-3 16-2l5 2q9-4 18-4-4 2 0 3l-10 8-5-4-21 4 12-5q4-3-2-2l-17 4-4-1q-22 3-43 2z"/><path fill="#bac3c8" d="m23 69 8 1 5 2-3 1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a blue octagon with glowing edges. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#050d1e" d="M0 0h96v4q-3-2-4 1h-7q-3 0-4 3-1-2-3 1l-1-1v4q2-3 3 0-6 0-1 3l-6 1q0-6-5-5-3-2-4-5H52l-4 10q-1-3-3-1l1 1q-3 0-3 2v3l-4-1-10 4-2-1v-3l-3 1-2 4q3 1 0 4v4l3 2v1l-1 1-2 2q-2-5-5-7-3 3-5 0l3-3-3-5q5-4 2-10l-4-5q-3 5-1 11H6l1-8H4V8L0 5z"/><path fill="#050d20" d="M96 4v63l-2-2q2-5-1-2l-4-2q-3 2-3 7l-5-1q-3 0 0 2h-4l2-2q-3-3 0-4-3-2-5-1l3-5q-3-10-1-21 4-3 4-7l-5-2-1 1 2 4q-3 1-3 4L61 26q-3-3-6-2-10-2-19 1L25 35l-3-2v-4q3-3 0-4l2-4 3-1v3l2 1 10-4 4 1v-3q0-2 3-2l-1-1q2-2 3 1l4-10h12q1 3 4 5 5-1 5 5l6-1q-5-3 1-3-1-3-3 0V8l1 1q2-3 3-1 1-3 4-3h7q1-3 4-1"/><path fill="#040d20" d="m0 5 4 3v4h3l-1 8h3q-2-6 1-11l4 5q3 6-2 10l3 5-3 3q2 3 5 0 3 2 5 7l2-2q-1 11 1 21l5 3q5 7 14 10l-8-1-12-4q0-6-4-9l-2 1q-2-7-7-4l2 3q-3 2 0 4l-3 1v3h6l10 5-2 2h-7l1 7 2-3h4l3 6-1 1 4 5h5v3q-4-1-6 1l4 2-17 2H0z"/><path fill="#031e5a" d="M55 24q3-1 6 2h-1l13 12-1 13q0-7-4-12l1-1-11-10q-16 0-26 14l-5 15 1 3-3-2q-2-10-1-21l1-1v6l1-4 1 2 2-4 9-6z"/><path fill="#042163" d="M55 24 29 36l-2 4-1-2-1 4v-7l11-10q9-3 19-1"/><path fill="#072370" d="m61 26 12 10v2L60 26z"/><path fill="#041c54" d="M73 38v-1 20l-4 3q-3-13-12-24l-11 3-1-1-6 5-4 8-1 9q-3-1-4 1l-2-1-1-3 5-15q10-14 26-14l11 10-1 1q4 5 4 12z"/><path fill="#031a4d" d="m69 60-9 9-16 2q-9-3-14-10 1-2 4-1l1-9 4-8 6-5 1 1 11-3q9 11 12 24"/><path fill="#050d1f" d="M96 67v29H16l17-2-4-2q2-2 6-1v-3h-5l-4-5 1-1-3-6h-4l-2 3-1-7h7l2-2-10-5h-6v-3l3-1q-3-2 0-4l-2-3q5-3 7 4l2-1q4 3 4 9l12 4 8 1 16-2 9-9 4-3V36q0-3 3-4l-2-4 1-1 5 2q0 4-4 7-2 11 1 21l-3 5q2-1 5 1-3 1 0 4l-2 2h4q-3-2 0-2l5 1q0-5 3-7l4 2q3-3 1 2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow apricots resting on a smooth white table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f6eccb" d="M0 0h96v48q-3 2-2 6l-11-5-1-2 2-9q2 1 3-1V27q-3-3-4 1 0-4 4-5-9-8-14-17v8l-11 4-6-4q-6 0-3 5l-2 2q2 5 8 7-4 1-6 4l-12 4-6 8q-9 1-15 5-11 1-20 8z"/><path fill="#f6eed1" d="M83 49q-15-6-29-3-4-2-7-1l-3-2-9 1 6-8 12-4q2-3 6-4-6-2-8-7l2-2q-3-5 3-5l6 4 11-4V6q5 9 14 17-4 1-4 5 1-4 4-1v10q-1 2-3 1l-2 9z"/><path fill="#f7f4ea" d="M47 45q-2 0-2 3l-2 2v2q-3-1-4 2h-1q-3 2 0 5l-6 3 1 1q5 1 11-1l2-2 1-1q0-3 3-4l1-2 2-1 1-1v-6a70 70 0 0140 8l2 1v41H51q2-10-4-17-8-1-10-7-3 0-4 3 0-5-3-2-2-4-5-6-10-3-13-11 2-6 7-4l1-3q6-4 15-5l9-1z"/><path fill="#fced7e" d="M47 46v-1q3-1 7 1v6q0-7-6-6z"/><path fill="#e8a625" d="M47 46q3 1 5 7l-2 1q0-5-3-5h-1z"/><path fill="#e5c970" d="M47 46v3h-2q0-3 2-3"/><path fill="#fcd840" d="M48 46q6-1 6 6l-1 1q-2-6-5-7"/><path fill="#f5f1e3" d="m20 49-1 3q-5-2-7 4 3 8 13 11 3 2 5 6 3-3 3 2 1-3 4-3 2 6 10 7 6 7 4 17H17Q9 85 0 77V57q9-7 20-8"/><path fill="#f8ea85" d="M48 49q3 0 3 5l-1 2v-1z"/><path fill="#fcdb39" d="M45 49h3l2 6q-3-4-7-4z"/><path fill="#e7a62f" d="M43 51q4 0 7 4v1l-7-3z"/><path fill="#fcec88" d="M96 48v7l-2-1q-1-4 2-6"/><path fill="#f9efa4" d="m43 53 7 3q-3 1-3 4l-1-3z"/><path fill="#eead24" d="m60 55 3 2q2 0 2 3-5-1-2 2-4-3-4-6z"/><path fill="#ea7923" d="M63 57q1 3-2 0z"/><path fill="#de9738" d="m38 55 5 8-5-3q-3-3 0-5"/><path fill="#f3be28" d="M38 55q4 0 7 6l-2 2h-1z"/><path fill="#fadb49" d="m43 53 3 4 1 3-1 1q-3-6-7-6 1-3 4-2"/><path fill="#fad84d" d="M60 55q3-3 6 2 1 3-2 5h-1q-3-3 2-2 0-3-2-3z"/><path fill="#dacaae" d="M59 56q0 3 4 6h1q-7 3-13-1 2-3 7-2-1-3 1-3"/><path fill="#e0d4bc" d="m38 60 5 3h1q-6 2-11 1l-1-1z"/><path fill="#d0b180" d="M0 77q9 8 17 19H0z"/></svg> | |
{
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"path": "0c76a1b1f46d002b3761837f05574ad5272f74023f72b89f546c65b022cdddbd.png"
} | Generate code for a svg of a a black and white picture of a car on a stand | <svg xmlns="http://www.w3.org/2000/svg" enable-background="new 0 0 24 24" viewBox="0 0 24 24" fill="currentColor"><g><rect fill="none" height="24" width="24" y="0"/></g><g><g><path d="M17,9.01V9H7v0.01V12h10V9.01z M9,11.5c-0.55,0-1-0.45-1-1s0.45-1,1-1s1,0.45,1,1S9.55,11.5,9,11.5z M15,11.5c-0.55,0-1-0.45-1-1s0.45-1,1-1s1,0.45,1,1S15.55,11.5,15,11.5z" opacity=".3"/><circle cx="9" cy="10.5" r="1"/><circle cx="15" cy="10.5" r="1"/><path d="M5.78,16h0.44C6.65,16,7,15.64,7,15.19V14h10v1.19c0,0.45,0.34,0.81,0.78,0.81h0.44c0.43,0,0.78-0.36,0.78-0.81v-6.5 c0,0-1.34-4.03-1.56-4.69c-0.05-0.16-0.12-0.29-0.19-0.4c-0.02-0.02-0.03-0.04-0.05-0.07C16.82,3.01,16.28,3,16.28,3H7.72 c0,0-0.54,0.01-0.92,0.54C6.78,3.56,6.77,3.58,6.75,3.6C6.68,3.71,6.61,3.84,6.56,4C6.34,4.66,5,8.69,5,8.69v6.5 C5,15.64,5.35,16,5.78,16z M8.33,5h7.34l0.23,0.69L16.33,7H7.67L8.33,5z M7,9.01V9h10v0.01V12H7V9.01z"/><polygon points="4,17.01 4,19 11,19 11,22 13,22 13,19 20,19 20,17.01"/></g></g></svg> | |
I draw black and white silhouettes of men with guns, focusing on the mechanics of their movement and the way they interact with their surroundings. I aim to capture the essence of their physical form, their posture, and the subtle details that define their personality and the world around them. The goal is to create a visual representation that is both visually striking and emotionally evocative, conveying a sense of power, danger, and the dynamic interplay of human action and the unseen forces that shape our world. | {
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"path": "7980f5f424a6632709b6787ae3af4f16829ad898860b886ec8d72053dc228606.png"
} | Generate code for a svg of a a black and white silhouette of a man with a gun | <svg version="1.0" xmlns="http://www.w3.org/2000/svg"
width="260.000000pt" height="260.000000pt" viewBox="0 0 260.000000 260.000000"
preserveAspectRatio="xMidYMid meet">
<metadata>
Created by potrace 1.11, written by Peter Selinger 2001-2013
</metadata>
<g transform="translate(0.000000,260.000000) scale(0.100000,-0.100000)"
fill="#000000" stroke="none">
<path d="M330 2435 l0 -165 80 0 80 0 0 -160 0 -160 80 0 80 0 0 -245 0 -245
-80 0 -80 0 0 -80 0 -80 -80 0 -80 0 0 80 0 80 -85 0 -85 0 0 -160 0 -160 85
0 85 0 0 -85 0 -85 80 0 80 0 0 -160 0 -160 80 0 80 0 0 -80 0 -80 80 0 80 0
0 -85 0 -85 85 0 85 0 0 -160 0 -160 485 0 485 0 0 245 0 245 80 0 80 0 0 80
0 80 85 0 85 0 0 80 0 80 80 0 80 0 0 165 0 165 80 0 80 0 0 80 0 80 -80 0
-80 0 0 -80 0 -80 -80 0 -80 0 0 160 0 160 -85 0 -85 0 0 325 0 325 -80 0 -80
0 0 80 0 80 -485 0 -485 0 0 85 0 85 -245 0 -245 0 0 80 0 80 -80 0 -80 0 0
-165z m480 -1135 l0 -160 85 0 85 0 0 -85 0 -85 80 0 80 0 0 -80 0 -80 -165 0
-165 0 0 80 0 80 -80 0 -80 0 0 245 0 245 80 0 80 0 0 -160z m1300 -245 l0
-85 -80 0 -80 0 0 -80 0 -80 -80 0 -80 0 0 80 0 80 80 0 80 0 0 85 0 85 80 0
80 0 0 -85z"/>
</g>
</svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green potted plant sitting on a wooden bench. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9f7ea" d="M0 0h96v96H0z"/><path fill="#71a14d" d="M52 34h-1l-1-3q-1-2-3-1-3-5 0-8l2 1 1 4q3-7 11-6 0 10-9 13"/><path fill="#7bad52" d="M33 28q4-3 10 0 3 3 1 7h-4z"/><path fill="#7f8f7a" d="M47 30q2-1 3 1-2 1-2 4l1 4v2h-1q-2-6-1-11"/><path fill="#e7e9e4" d="m50 31 1 3q-3 1-2 5l-1-4q0-3 2-4"/><path fill="#88b05c" d="M58 36q12-1 3 6l-7 1q-1-6 4-7"/><path fill="#70ac4f" d="M47 51h-2l-1-2q-3-5-9-5-9-6 1-6 9 2 11 13"/><path fill="#b2c6a7" d="M51 34q-3 6-2 14 6-9 2 1l4 2h-5q0-3-2-1V39q-1-4 2-5"/><path fill="#37742d" d="M48 41v9q2-2 2 1-2 0-1 3h-5q-3-3 0-3h2z"/><path fill="#112b19" d="M51 51h6q-3 3-7 3-1-3 1-3"/><path fill="#0d1712" d="M38 51h2q6 0 0 2z"/><path fill="#3a553e" d="m44 49 1 2q-3 0 0 3h-5v-1q6-2 0-2z"/><path fill="#c59a6b" d="M60 55q9-1 20 1l1 10H56z"/><path fill="#8bb868" d="M57 51q3 0 3 4l-4 11-4 3q-5-4-5-9-6 0-10-3 0-3 3-3h10q4 0 7-3"/><path fill="#c19b6b" d="M36 52q-1 7 3 14h-6q-3-2-4-1l1-10z"/><path fill="#7fa763" d="m38 51 2 2v1q-3 0-3 3 4 3 10 3 0 5 5 9v1H30v-1l12-1-3-2q-4-7-3-14z"/><path fill="#a17143" d="M33 66h6l3 2-12 1q-3-1-3 1h-4v-4z"/><path fill="#ae824e" d="m81 66 3 1v4h-4q-3-2-5-1H52v-1l4-3z"/><path fill="#3a4743" d="M75 70q2-1 5 1l-1 10z"/><path fill="#2a3c3b" d="M30 69q-2 4-1 10-3-5-2-10 0-2 3-1"/><path fill="#8e948c" d="M26 70q-1 5 2 10l-3 1z"/></svg> | |
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"path": "emoji_u1f485_1f3fc.png"
} | Generate code for a svg of a nail polish: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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} | Generate code for a svg of a simple black and white illustration of a pair of flip flops, placed side by side on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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</svg>
| |
{
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"path": null
} | Generate code for a svg of a a red dragonfly zooming over the water. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#edefe4" d="M0 0h96v96H54q1-6 7-8l19-1 9-9q1-18-14-22-16-3-33-2-4 0-1-2l8-7 8 6q1-3-2-5l9-1-6-2-6-1q3-3-1-4l-4 3-7-7q-6 0-1 4l6 3q-13 3 1 4l-6 7h-4q-6 2 0 5l-2 2q-4-2-9-2-10-2-17 4-2 1-2 4 2 7 10 10 18 3 12 21H0z"/><path fill="#dd8c73" d="m47 41-1 4q-14-1-1-4l-6-3q-5-4 1-4z"/><path fill="#d99d81" d="m58 43 6 2-9 1q3 2 2 5l-8-6q2-3 6 0z"/><path fill="#b75349" d="m58 43-3 2q-4-3-6 0l-8 7h-1l6-7 1-4 4-3q4 1 1 4z"/><path fill="#b0b1aa" d="M40 52q-3 2 1 2l1 1-4 4-1-1 1-1-3-5z"/><path fill="#556566" d="m36 52 3 5-1 1-2-1q-6-3 0-5"/><path fill="#dde5db" d="M42 54q17-1 33 2 15 4 14 22l-9 9-19 1q-6 2-7 8H28q6-18-12-21-8-3-10-10 0-3 2-4 7-6 17-4 5 0 9 2l2-2 2 1 1 1 4-4z"/></svg> | |
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} | Generate code for a svg of a a pile of autumn leaves waiting to be jumped in. | <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="#f7f2df" d="M0 0h96v75h-9l-5 1h-3q-1-3 1-4h-4q-2-3-5-2-4-3-7 0l-7-5q-5-1-5 3h-3l-6-6q-3 1-4 4l-4-5-4 2-2 3 1 2q-3 0-3 2h-1l-2-2-1 1q-2-3-5-3v4q-4-1-6 1l2 1-3 3H7q-4-2-7-1z"/><path fill="#c16f21" d="M49 68q-2 0-2 3l-2-2-1-1q-1-4-3 0l-2-1-12 3q0-2 3-2l-1-2 2-3 4-2 4 5q1-3 4-4z"/><path fill="#62301e" d="m44 68-6 2q-1 3 2 5-3-1-4 1h-6q-4-1-4-4v-2h1l12-3 2 1q2-4 3 0"/><path fill="#ba5419" d="m64 70-1 1-4-1-4 2q1-3-2-2l-1-2q0-4 5-3z"/><path fill="#947658" d="m71 70-3 4h-4l-1-3 1-1q3-3 7 0"/><path fill="#7b5c47" d="M44 68v4q-4-1-5 2-3-2-2-5z"/><path fill="#efa321" d="M49 68h3l1 2q-4 3 0 6l-2 1q-5-1-2-4l-2-2q0-3 2-3"/><path fill="#af591d" d="M71 70q3-1 5 2l2 1-4 1q-3-1-4 2-2 0-1 2-2-3-1-4z"/><path fill="#eba729" d="m63 71 1 3h-7v2h-1q-3-1-3-4h2l4-2z"/><path fill="#a84d17" d="M26 70v2q-3-2-4 1l-6-2-1 1 3 2-1 1h-6l3-3-2-1q2-2 6-1v-4q3 0 5 3l1-1z"/><path fill="#e39226" d="M17 75q1 2-2 3l-3-3z"/><path fill="#7c401e" d="M53 70q3-1 2 2h-2q0 3 3 4l-2 3-3-2 2-1q-4-3 0-6"/><path fill="#64301c" d="M64 74h4q-1 1 1 4l3 1-2 4h-4q2 1 1 3l-1-1-1 2q-3-4-4-1-2-2 1-3h-3v-2l5 1 4-1-4-3v2q-3-4-7-4v-2z"/><path fill="#89451f" d="m87 75 1 2q-4-1-7 2l1-3z"/><path fill="#7e634d" d="M0 74q3-1 7 1l-1 5H0z"/><path fill="#ac4e19" d="M30 76h6l2 1-2 1q5 1 0 2-3-3-7-2z"/><path fill="#e19c36" d="m45 73-1 3 3 2-1 1q-3 0-5 3l-1-4-2-1-2-1q1-2 4-1 1-3 5-2"/><path fill="#ae9d87" d="M56 76q4 0 7 4v2l-5-1h-4l-1-2z"/><path fill="#af8859" d="M76 72h4q-2 1-1 4h3l-1 3h-1q-3-5-6-5l4-1z"/><path fill="#4d2216" d="M22 73q0 2 3 2-4 3-6 7l1 2-5 2 2 2h-3q-3-1-3 1H7v-3H2q-2 2-1 3H0v-9h6l1-5h5l3 3q3-1 2-3l1-1-3-2 1-1z"/><path fill="#7c472c" d="M96 79v3q-10-3 0-3"/><path fill="#c47622" d="M64 82v-4l4 3z"/><path fill="#cf7823" d="M26 72q0 3 4 4l-1 2q-4 2-6 7l-3-1-1-2q2-4 6-7-3 0-3-2 1-3 4-1"/><path fill="#d98b1f" d="M55 81h4v2l-8 1q-12-3 0-4l3 2z"/><path fill="#f2b532" d="M87 75h9v4q-10 0 0 3v3l-6 2-2-1 2-2v-4q-7-1-3 3-6 1-7-4h1q3-3 7-2z"/><path fill="#9e5b23" d="m90 84-2-2-1 1q-4-4 3-3z"/><path fill="#b76e2c" d="M4 84q5-3 9 2z"/><path fill="#d08426" d="m70 76 6 3q-4 5 2 3l5 3-2 2q-3-3-7-3v1l11 8q-6 1-9-1l2-2-5-3v-4h-3l2-4-3-1q-1-2 1-2"/><path fill="#673d28" d="M74 74q3 0 6 5 1 5 7 4l1-1 2 2-2 2-2-1h-3l-5-3q-6 2-2-3l-6-3q1-3 4-2"/><path fill="#dc9535" d="m20 84 3 1h6l-3 3 3 1v2q-4 0-5-2-4-2-7-1l-2-2z"/><path fill="#eca32f" d="M70 83h3v4q-3 0 0 1l-6 1v-3q1-2-1-3z"/><path fill="#cc771d" d="M7 89H1q-1-1 1-3h5z"/><path fill="#e9cfa1" d="M34 85q2-1 1 1 3 2 0 5-3 0-4 2l-2-2v-2q1-4 5-4"/><path fill="#bc7126" d="M14 88h3q3-1 7 1l-5 4-2-2q1-3-2-1z"/><path fill="#773b1d" d="m41 89-1 2h-5q3-3 0-5 1-2-1-1l-3-2v-2z"/><path fill="#e19434" d="M41 89q3-1 1 2h-2z"/><path fill="#e4a12f" d="m57 92-6 2v-5l2-2z"/><path fill="#946d45" d="m86 85 2 1 2 1 6-2v9l-3-1-2-4-7-2z"/><path fill="#492317" d="m45 69 2 2 2 2q-3 3 2 4l3 2 1 2-1 1-3-2q-12 1 0 4l8-1h3q-3 1-1 3l4 1 1-2 1 1v3l6-1q-3-1 0-1l5 3-2 2q3 2 9 1l-11-8v-1q4 0 7 3l2-2h3l-2 2 7 2 2 4 3 1v2H73l-1-3-3 2-7-3v4h-1q-1-5-4-4l1-2-5-3-2 2-5-1-2 1 2 2h-4q2-3-1-2l-10-8v2l3 2q-4 0-5 4l-3-1 3-3h-6q2-5 6-7 4-1 7 2 5-1 0-2l2-1 2 1 1 4q2-3 5-3l1-1-3-2 1-3z"/><path fill="#dc831e" d="M85 89q6 3 0 2-3-2 0-2"/><path fill="#bd9b72" d="M51 89v2h-5l-2-2 2-1z"/><path fill="#d27818" d="m65 87-4-1q1-3 4 1"/><path fill="#b24b0f" d="m44 84 2 1q-4 2-2-1"/><path fill="#3e1e15" d="m14 88 1 2q3-2 2 1l2 2 5-4q1 2 5 2l2 2q1-2 4-2h16v3l6-2q3-1 4 4H48q2-3-2-3-3 0-7 3H0v-7h7l1 2q-6 2 0 3 5-1 3-5 0-2 3-1"/><path fill="#bf6b1c" d="M7 89h4q2 4-3 5-6-1 0-3z"/><path fill="#c26c1c" d="M73 96H62v-4l7 3 3-2z"/><path fill="#905726" d="M48 96h-9q4-3 7-3 4 0 2 3"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a close-up of a computer keyboard with a mouse on it:My primary focus is on capturing the intricate details and subtle nuances of a computer keyboard. I aim to create a visual representation of the keyboard's form, its position, and its interaction with the mouse. The key mechanics are:* **Shape and Form:** The keyboard is a dynamic object, with curves, angles, and intricate details. I strive to capture the overall shape and the subtle variations in its form.* **Position and Movement:** The keyboard is a point of interaction, with precise positioning and subtle movement. I aim to capture the feeling of being held, the weight of the keys, and the overall sense of control.* **Detail and Texture:** The keyboard is a detailed object, with textures and subtle variations in surface detail. I want to convey the tactile feel of the keys and the way they interact with the mouse.* **Composition and Perspective:** The keyboard is a visually appealing object, with a clear composition and a sense of depth. I aim to create a sense of the keyboard's presence and its impact on the viewer. | {
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"path": "ee76f55e67dc2ec4f194cc14b8a664ccb997ec2f80dfa3a76fe185ba17367059.png"
} | Generate code for a svg of a a close up of a computer keyboard with a mouse on it | <svg xmlns:svg="http://www.w3.org/2000/svg" xmlns="http://www.w3.org/2000/svg" width="16px" height="16px" viewBox="0 0 16 16" version="1.1">
<defs id="defs2753" />
<path d="M 1.8056585,3.397172 V 1.7357431 H 14.194342 V 3.397172" id="path2655" style="fill:none;fill-rule:evenodd;stroke:#929299;stroke-width:1.1431762;stroke-linecap:round;stroke-linejoin:round" />
<path d="M 7.9999999,10.042887 V 14.19646" id="path2657" style="stroke:#929299;stroke-width:1.1431762;stroke-linecap:round;stroke-linejoin:round" />
<path d="M 7.9999999,1.7357431 V 7.550744" id="path2659" style="fill:none;fill-rule:evenodd;stroke:#929299;stroke-width:1.1431762;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1" />
<path d="M 5.3452822,14.19646 H 10.654718" id="path2661" style="stroke:#929299;stroke-width:1.1431762;stroke-linecap:round;stroke-linejoin:round" />
<path d="M 1.8056585,7.550744 H 14.194342" id="path2663" style="stroke:#929299;stroke-width:1.1431762;stroke-linecap:round;stroke-linejoin:round" />
</svg> |
I draw silhouettes of black cats sitting upright, with their tails up, against a white background. The subject is a black cat, sitting comfortably and relaxed, with its tail resting on the white surface. The overall composition is visually appealing and suggests a sense of calm and tranquility. | {
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",
"path": "emoji_u1f476_1f3fc.png"
} | Generate code for a svg of a baby: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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} | Generate code for a svg of a a conference room with chairs set around a table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H39l13-7 12-4v-3l2-1 6 6 1-3 4-1-5-4 2-1q0-4 3-5 0-7 3-12 1-2-1-3l2-3q4 5 10 3 3-8-4-8-9 1-11 11-1 4-6 5-3 2-2 7l-3-1-2-3q4 0 1-2l1-2q-3 2-5-1l8-2 2-8h-3v-4q-3-1-5 1l-1 2-13-1h6q1-12-10-7v8l-10 1-1-1q-3-4-6-3l-2 4q-2-1-2 1l2 6 2 1v2l-1 1-6 1q0-6-4-6-1-2-3-1l-1 3-2-12q-6-3-10 0z"/><path fill="#dee2e2" d="M16 60q-2-1-2 1l1 6q-7-2-15-2V50q4-3 10 0l2 12 1-3q2-1 3 1"/><path fill="#f5e9dc" d="M80 61q-3-3-4 0 2-10 11-11 7 0 4 8-6 2-10-3l-2 3q2 1 1 3"/><path fill="#394452" d="M27 50q3-1 6 3l-1 7-4-2q-2-5-1-8"/><path fill="#b7babb" d="M61 53q-2 3-1 7h4q-3 1-4 4 2 3 5 1l-1 2q3 2-1 2l2 3q-2 0-1 2l-4-5-3 5q-1-3 1-4l-3-1-10 3 1 2H22l3-2q3 3 6 0 2 3 5 0l-7-2 2-6 2-3 4 6q-3-1-4 1h3l3 2h6l12-4q2-1 1-2v-4H47q4 0 7 4-3-1-4 1l2 1-4 1-1-3-4-4v-3h-6l-1 5-2-8 10-1v-8q11-5 10 7h-6z"/><path fill="#2a313d" d="M25 54v7l-2-6q0-2 2-1"/><path fill="#49545e" d="M62 51h4l-2 3 2 1-2 5h-4q-1-4 1-7z"/><path fill="#72797f" d="M62 51q2-2 5-1v4h3l-2 8-8 2q1-3 4-4l2-5-2-1 2-3z"/><path fill="#b2b6ba" d="M27 50q-1 3 1 8l-1 4-2-1v-7z"/><path fill="#3b4554" d="M58 64h-4q-3-4-7-4h11z"/><path fill="#4c5661" d="m33 53 2 8 1-5h6v3l4 4q-2 0-1 3h-9l-4-6-2 3h-4v-2l1-4 4 2z"/><path fill="#edefef" d="m26 65 1-1h4l-2 6 7 2q-3 3-5 0-3 3-6 0l-3 2h24l-1-2 10-3 3 1q-2 1-1 4l3-5 4 5h3v4l-4-2-63 1V65q8 0 15 2v6l5 1 1-6 5-2z"/><path fill="#f0f0f0" d="m47 64 1 3 4-1-2-1q1-2 4-1h4q1 1-1 2l-12 4h-6l-3-2h-3q1-2 4-1h9q-1-3 1-3"/><path fill="#353e49" d="M16 60q4 0 4 6v8l-5-1v-6l-1-6q0-2 2-1"/><path fill="#293240" d="m70 66 2 10-1 2-2-1q-2-3-1-4-1-5 2-7"/><path fill="#5c6268" d="M26 65v1l-5 2-1 6v-8z"/><path fill="#83878a" d="M80 61q-3 5-3 12-3 1-3 5l-2-2-2-10q5-1 6-5 1-3 4 0"/><path fill="#8c8d91" d="m65 72 3 1q-1 1 1 4 0 6-2 1v-4h-3q-1-2 1-2"/><path fill="#d3d7d9" d="M67 78q2 5 2-1l2 1 1-2 2 2-2 1 5 4-4 1-1 3-6-6-2 1v3l-12 4q-12-3-23 0l-6-5-6-1-17 1v-7z"/><path fill="#e7ecec" d="m52 89-13 7H0V84l17-1 6 1 6 5q11-3 23 0"/></svg> | |
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} | Generate code for a svg of a a close up of a green gas tank with a gas cap | <svg xmlns="http://www.w3.org/2000/svg" width="63.202" height="41" viewBox="0 0 63.202 41">
<g id="Group_37744" data-name="Group 37744" transform="translate(-271.375 967.037)">
<g id="Group_37745" data-name="Group 37745" transform="translate(299.49 -961.865)">
<g id="Group_37744-2" data-name="Group 37744">
<path id="Path_51176" data-name="Path 51176" d="M287.354-961.719h-5.572v-3.141h5.572Zm-4.4-1.171h3.231v-.8h-3.231Z" transform="translate(-281.782 964.861)" fill="#008755" stroke="#008755" stroke-width="1"/>
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<g id="Group_37747" data-name="Group 37747" transform="translate(290.534 -966.537)">
<g id="Group_37746" data-name="Group 37746">
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</g>
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<g id="Group_37749" data-name="Group 37749" transform="translate(271.875 -953.263)">
<g id="Group_37748" data-name="Group 37748">
<path id="Path_51178" data-name="Path 51178" d="M274.5-940.019h-1.558a1.064,1.064,0,0,1-1.062-1.062v-19.632a1.064,1.064,0,0,1,1.062-1.062H274.5a1.064,1.064,0,0,1,1.062,1.062v19.632A1.064,1.064,0,0,1,274.5-940.019Zm-1.449-1.174h1.338V-960.6h-1.338Z" transform="translate(-271.875 961.775)" fill="#008755" stroke="#008755" stroke-width="1"/>
</g>
</g>
<g id="Group_37751" data-name="Group 37751" transform="translate(276.522 -945.001)">
<g id="Group_37750" data-name="Group 37750">
<path id="Path_51179" data-name="Path 51179" d="M276.683-953.579h-3.141v-5.232h3.141Zm-1.971-1.171h.8v-2.89h-.8Z" transform="translate(-273.542 958.811)" fill="#008755" stroke="#008755" stroke-width="1"/>
</g>
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"path": "730d78597d144662d77750e686c58a99dea5c44a7f2a33c7acf4d83caad4acda.png"
} | Generate code for a svg of a a close up of a black and white picture of a phone with an arrow pointing down | <svg viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M18.2962 1.01L8.29624 1C7.19624 1 6.29624 1.9 6.29624 3V6C6.29624 6.55 6.74624 7 7.29624 7C7.84624 7 8.29624 6.55 8.29624 6V5H18.2962V19H8.29624V18C8.29624 17.45 7.84624 17 7.29624 17C6.74624 17 6.29624 17.45 6.29624 18V21C6.29624 22.1 7.19624 23 8.29624 23H18.2962C19.3962 23 20.2962 22.1 20.2962 21V3C20.2962 1.9 19.3962 1.01 18.2962 1.01ZM11.2962 15C11.8462 15 12.2962 14.55 12.2962 14V9C12.2962 8.45 11.8462 8 11.2962 8H6.29624C5.74624 8 5.29624 8.45 5.29624 9C5.29624 9.55 5.74624 10 6.29624 10H8.88624L3.99624 14.89C3.60624 15.28 3.60624 15.91 3.99624 16.3C4.38624 16.69 5.01624 16.69 5.40624 16.3L10.2962 11.41V14C10.2962 14.55 10.7462 15 11.2962 15Z" fill="currentColor"/>
</svg> | |
{
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<path class="st0" d="M56.8,135.6V124h3v27h-3v-11.7H26.3v-3.6H56.8z"/>
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<path class="st1" d="M87.2,377.3H2.8c-0.9,0-1.7,0.8-1.7,1.7c0,0.9,0.8,1.7,1.7,1.7h84.4c0.9,0,1.7-0.8,1.7-1.7
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</svg> | |
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} | Generate code for a svg of a a shining golden triangle with sharp edges. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f4dfac" d="M0 0h30q0 4 4 1l3 1q-8 1-2 5l1-1 4 4q-3 2 0 3l-7 14q-4 2-7 7l-2-1-5 5q-1-4-3 0l4 13q-2 8-8 14l-1 5 3 3h12l-11 1 12 1q-3 3-3 5 1 4 5 7h-4q3 2 2 6l-6 3H0z"/><path fill="#f6e1ab" d="M30 0h33l-4 7 2 2-4 3q3 3-1 6l2 4q4-1 1-5h1l4 7q-2 3 1 4-4 1 0 3l-2 3 1 1-2 2-9-14-5-8q-4 4-6 11L14 73l-3-3 1-5q6-6 8-14l-4-13q2-4 3 0l5-5 2 1q3-5 7-7l7-14q-3-1 0-3l-4-4-1 1q-6-4 2-5l-3-1q-4 3-4-1"/><path fill="#f4dfac" d="M63 0h33v78q-2 0-2 3-2-2-3 1-6-9-10 1-1-2-3 1l-1-3q7-2 0-4-3 2-5 7l-2-3 2-8 2-1q-3-6 2-1l2-1 2-1-16-34-1-1 2-3q-4-2 0-3-3-1-1-4l-4-7h-1q3 4-1 5l-2-4q4-3 1-6l4-3-2-2z"/><path fill="#f2c43d" d="M53 23q-3 0-2 3l-3-3-4 5-2-2q2-7 6-11z"/><path fill="#e9b12c" d="m42 26 2 2-19 35h-1l-2-4q9-18 20-33"/><path fill="#e9b22d" d="m53 23 9 14 16 33-6-7-21-37q-1-3 2-3"/><path fill="#f7e39d" d="m51 26 21 37H25l23-40z"/><path fill="#f6dc87" d="M31 56h34l1 1H30z"/><path fill="#edb336" d="M65 56H31q7-15 17-27z"/><path fill="#f7e1ab" d="M24 63h47l6 7-2 1q-5-5-2 1l-2 1-5-3q-3 1-3-2l-7 6-2-1v-3l-6 7q-6-3-12-2v3h2q2 10-6 4-2 3 1 7l3-2 3 9H21l6-3q1-4-2-6h4q-4-3-5-7 0-2 3-5l-12-1 11-1v-1h4l6-3-12-3z"/><path fill="#f1c042" d="m22 59 2 4v3l12 3-6 3 2-2-10-2q-4 0-7 3 2-7 7-12"/><path fill="#ebad26" d="M30 72h-4l-11-1q3-3 7-3l10 2z"/><path fill="#f6e1af" d="m72 73-2 8 2 3q2-5 5-7 7 2 0 4l1 3q2-3 3-1 4-10 10-1 1-3 3-1 0-3 2-3v18H40l-3-9-3 2q-3-4-1-7 8 6 6-4h-2v-3q6-1 12 2l6-7v3l2 1 7-6q0 3 3 2z"/><path fill="#f2d47f" d="m15 71 11 1v1H14q-1-2 1-2"/></svg> | |
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} | Generate code for a svg of an emoji representation of a woman's face, characterized by a prominent smile. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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<path style="fill:#FDC794;" d="M51,30c-11.099,0-20.503-7.958-23.767-18.968C13.738,11.693,3,22.842,3,36.5
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<circle style="fill:#7F5B53;" cx="22.5" cy="24.5" r="3.5"/>
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| |
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} | Generate code for a svg of a a black and white image of a hand with a finger up | <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 165.34 262.3"><defs><style>.cls-1{fill:#231f20;}</style></defs><title>snap</title><path class="cls-1" d="M374.6,488.76a161.85,161.85,0,0,0-2.06-19.18c-.37-2.5-.75-5.08-1.08-7.63q-.63-4.84-1.27-9.69c-1-7.82-2.1-15.92-3-23.89-.3-2.77-.78-5.55-1.24-8.24-.55-3.18-1.12-6.47-1.39-9.76-.75-8.91-2-18.37-4.14-30.67a17.49,17.49,0,0,0-7-11.5,16.39,16.39,0,0,0-12.36-2.68c-9.45,1.64-15.38,9.8-14.41,19.84.65,6.75,1,13.64,1.39,20.3.14,2.53.28,5,.43,7.58.12,1.92.29,3.88.46,5.78a88.54,88.54,0,0,1,.48,15.06,39.23,39.23,0,0,0-7.94-5.8,50.32,50.32,0,0,1-5.35-3.58l-4.83-3.93-.18-.1a17.27,17.27,0,0,1-5.87-3.5c-.71-.56-1.45-1.15-2.2-1.67-19.29-13.43-38.81-27.19-57.69-40.5l-8-5.67c-6.36-4.48-13.2-4.74-19.78-.77a16.64,16.64,0,0,0-8.25,13.76,18.37,18.37,0,0,0,7.91,15.57c2.6,1.86,5.3,3.7,7.9,5.47C230.43,407,235.94,410.73,241,415l8.5,5.58-8,6-.06.12c-3.14,7.12-5.18,14.72,1.11,22,.52.6.54.87.52,1s-.5.44-.9.64c-.21.11-.42.21-.63.34-5.33,3.13-8.62,7-9.76,11.52s-.13,9.3,3,14.43c.59,1,1,1.6.84,2s-.55.77-1.44,1.29c-5.9,3.46-9.43,8.85-9.68,14.79s2.8,11.57,8.36,15.51c17.66,12.48,36.48,25.75,55.19,38.61a45.92,45.92,0,0,0,26,8.32,42.56,42.56,0,0,0,7.55-.67,45.35,45.35,0,0,0,28.82-18.83q3.75-5.29,7.44-10.63c2.8-4,5.7-8.2,8.6-12.26A42,42,0,0,0,374.6,488.76Zm-114-58.38.08.09.12,0c3.15,1.19,5.79,3.31,8.34,5.36,1.16.94,2.36,1.9,3.61,2.78,6.19,4.35,12.56,8.67,18.72,12.84q4.41,3,8.81,6l.78.53a44.48,44.48,0,0,1,4,2.94c3.71,3.15,4.45,8,1.8,11.83-3,4.39-8.49,5.7-12.41,3-11.67-8-23.43-16.32-34.81-24.34l-10.06-7.09a1.67,1.67,0,0,1-.14-.32,3,3,0,0,0-.13-.36l-.07-.11c-1.84-2.18-3.16-4.07-2.14-6.71l0-.13c.55-5.67,2.61-7.59,8.73-8.2C258.12,428.59,259.57,429.16,260.63,430.38Zm-10.67,27h.13a9.36,9.36,0,0,1,4.49,2q6.66,4.71,13.35,9.39c6.58,4.62,13.38,9.4,20,14.16a10.13,10.13,0,0,1,4.49,6.4,8.87,8.87,0,0,1-1.84,6.68c-3.17,4.43-8.23,5.23-12.88,2-10.21-7-21-14.54-33.87-23.72-4-2.82-5.22-6.53-3.63-10.74s4.58-6.1,9.69-6.19Zm-7.6,29c2.17-.34,4.11.85,5.9,2.09q6,4.15,11.95,8.34t12.18,8.51c3.85,2.67,5.14,6.3,3.86,10.78-1,3.39-6.68,7.09-10,7.14-.5,0-.7-.21-1.07-.61a3.91,3.91,0,0,0-.63-.58l-7.23-5c-6.8-4.64-13.83-9.45-20.64-14.31-3.76-2.7-5-6.38-3.35-10.38s4.48-6,8.53-6h.46Zm43.18,24.08c-.17-1.63.45-1.81,2.11-2.29,9.85-2.86,14.65-10.18,13.16-20.07-.32-2.15.14-2.47,2.26-2.89,7.71-1.52,12.76-6.63,14.22-14.38,1.42-7.57-1.25-13.88-7.72-18.27-1.11-.74-2.19-1.57-3.25-2.37a33.2,33.2,0,0,0-8.09-5c-1.83-.56-3.38-1.18-3.79-3.14l0-.16-.12-.11a31.29,31.29,0,0,0-5.06-3.43,22.18,22.18,0,0,1-6.34-4.79l-.1-.09c-.57-.39-1.15-.76-1.72-1.13a28.92,28.92,0,0,1-3.44-2.42l.21.05-1.57-1.42-.31.3.12-.41a9.9,9.9,0,0,1-3.58-2.22c-.42-.35-.85-.71-1.29-1l-.15-.1h-.18c-2.05.12-3-.58-3.17-2.34l0-.3-.28-.11a31.15,31.15,0,0,1-6.77-4.29,48,48,0,0,0-4.32-3q-5-3.45-10-6.89c-8-5.52-16.26-11.23-24.34-16.92a10.35,10.35,0,0,1-4.45-6.64,8.72,8.72,0,0,1,1.59-6.55c3.3-4.58,8.72-5.25,13.81-1.7q22.92,16,45.81,32l17,11.89,6.33,4.54c2,1.41,4,2.78,6,4.11a100.35,100.35,0,0,1,13.67,10.34l.16.09.55.22c.94.37,1.76.68,2.08,1.65l.1.32.33,0c2,.15,3.43,1.38,4.86,2.57l.76.63c3.27,2.63,6.14,2.45,8.76-.55l.12-.14.18-6.3v-.07c-1.17-4.26-1.19-8.72-1.22-13a75.2,75.2,0,0,0-.44-9.21c-.83-6.26-1.35-12.68-1.86-18.89-.29-3.68-.6-7.48-1-11.22-.47-4.75.42-10.65,7.36-11.74,5.23-.83,8.9,2.6,10.07,9.4,1.88,11,3.41,22.69,4.67,35.82l.62,4.9a99.27,99.27,0,0,1,2.32,15l.13,5.23,0,.13a102.74,102.74,0,0,1,2.8,16.58c.31,2.74.62,5.57,1.05,8.34,1,6.38,1.76,12.86,2.29,19.28.6,7.17-1.46,14.13-6.31,21.29-5.32,7.87-10.91,15.68-16.65,23.65-11.95,16.6-33.68,20.47-50.54,9-4.22-2.86-8.32-5.78-12.65-8.86L275,529.59C282.88,525.59,286.44,519.17,285.54,510.48Z" transform="translate(-209.28 -294.87)"/><path class="cls-1" d="M282.71,309.07c.53,9.61,1.07,19.55,1.54,29.32.17,3.46,2.22,5.53,5.5,5.54h0a5.24,5.24,0,0,0,3.9-1.49,6.24,6.24,0,0,0,1.47-4.68c-.1-2.27-.23-4.54-.36-6.81-.07-1.22-.14-2.43-.2-3.65q-.17-3.56-.31-7.11c-.27-6.33-.56-12.86-1-19.29a6.81,6.81,0,0,0-2.07-4.88,5.36,5.36,0,0,0-4.15-1.11c-2.33.22-5.06,1.56-4.78,6.65Z" transform="translate(-209.28 -294.87)"/><path class="cls-1" d="M317.29,357.11a6.07,6.07,0,0,0,1.82.3c2,0,3.59-1.19,4.8-3.56l2.67-5.28c4.5-8.88,9.16-18.06,13.79-27.05,1.16-2.26,1.47-4.11,1-5.66a5.39,5.39,0,0,0-3-3c-3.19-1.53-5.8-.33-7.77,3.57-3,6.08-6.2,12.23-9.25,18.18q-3.37,6.63-6.75,13.25a15.11,15.11,0,0,0-.95,2.54c-.08.25-.15.47-.21.64l0,.16C313.37,354.34,314.64,356.29,317.29,357.11Z" transform="translate(-209.28 -294.87)"/><path class="cls-1" d="M247.54,342.43q5.06,7.72,10.14,15.41a5.27,5.27,0,0,0,4.54,2.59,7.41,7.41,0,0,0,2.15-.35c2.16-.67,3.29-2.39,3.38-5.12a6.71,6.71,0,0,0-1.38-4c-6.27-9.55-13-19.75-19.6-30.06-2.94-4.56-6.08-3.9-8.2-2.54-3,1.92-3.37,5-1.07,8.56C240.81,332.12,244.14,337.22,247.54,342.43Z" transform="translate(-209.28 -294.87)"/></svg> | |
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} | Generate code for a svg of a yellow oranges displayed in a tall pyramid. | <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="#fbe59a" d="M5 0h91v8l-3 3q-1 5 2 9l-3 6V13l-2-2-6 2 4 7-3 1q0 5-4 6l8 12h-4q-3 1-1 4l1-2 2 5q-1 3-3 1l-5 6q1 2-1 3l-1-1-2 4-1-1-3-9q0-4 1 0l-1-6q3-4-2-6l2-4-10-4v-1l1-8-3-2 1-2q-6-6-9-13-5-1-8 3l-3 11 1 2-6 14-8 17q-4 4-3 11l-3-1q-3 0 0 3-5-1-5 3-2 3-1 7-3-1-3 1h-2l-3-2 4-4-4-11 2-4q-3-3 0-6-2-4-5-3l2-6h3l-1-5 1-1q1 6 7 5l1 3 4-5q3 0 5-3 0 2 2 1v-3l3-2q0-5 3-9L32 9q-3 2 0 5l-4 7h-5q-1 4 3 7-3 2-2 5l-3-1q2-6-3-3v-4q-3-2-5 1l4 6-2 1-8-8z"/><path fill="#fce490" d="M61 28 48 7l-7 12-1-2 3-11q3-4 8-3 3 7 9 13l-1 2 3 2z"/><path fill="#fae69e" d="M0 0h5l2 25 8 8 2-1-4-6q2-3 5-1v4q5-3 3 3l3 1q-1-3 2-5-4-3-3-7h5l4-7q-3-3 0-5l2 10q-3 4-3 9l-3 2v3q-2 1-2-1-2 3-5 3l-4 5-1-3q-6 1-7-5l-1 1 1 5H6l-2 6q3-1 5 3-3 3 0 6l-2 4 4 11-4 4 3 2-1 2-2-1q-2 5 1 11l-2 4 1 5 4-2 3 3H0z"/><path fill="#fbe59d" d="M96 8v65q-6-2-11-1-1-6-1 1l-2-3-1-2-5-4-1-5 2-4 1 1q2-1 1-3l5-6q2 2 3-1l-2-5-1 2q-2-3 1-4h4l-8-12q4-1 4-6l3-1-4-7 6-2 2 2v13l3-6q-3-4-2-9z"/><path fill="#fdd02b" d="M48 7v33l-2 4-11-11 6-14z"/><path fill="#fde490" d="m61 29 10 4-2 4q5 2 2 6l1 6q-1-4-1 0z"/><path fill="#fccf36" d="m35 33 11 11 2-4v37h4-9q-4-2-7-1v-9q2-2 1-5-5-9-10-12z"/><path fill="#f9bf21" d="m61 28 2 5-1 3q6 10-4 5l-6 4q1 5-2 6-1 9 2 18-3 3-1 7h-3V6z"/><path fill="#f8bf28" d="m63 34 8 15 3 9v6q-9 1-7 10l-15 3h-1q-2-4 1-7-3-9-2-18 3-1 2-6l6-4q10 5 4-5z"/><path fill="#fbd246" d="M27 50q5 3 10 12 1 3-1 5-3-2-4-1h-2l-6-5q-1-7 3-11"/><path fill="#7c901c" d="m24 61-3 2q-3-3 0-3z"/><path fill="#ddb55b" d="m74 58 1 5h-2z"/><path fill="#fbc417" d="M74 64h2l5 4-6 13q-6-2-8-7-2-9 7-10"/><path fill="#fabe11" d="m24 61 6 5q-3 0 0 2l2-2q1-1 4 1v9l-3 3-8-1q-3-7-7-5-3-3-2-7 0-4 5-3z"/><path fill="#a7a404" d="M30 66h2l-2 2q-3-2 0-2"/><path fill="#f0a80d" d="M25 78q-3-1-3 1-3 1-2 4l-3-1 3-6-2-3q4-2 7 5"/><path fill="#afa625" d="M12 74q0-2 3-1z"/><path fill="#fad441" d="m82 70 2 3 2 3q-6-1-4-6"/><path fill="#fac414" d="M16 66q-1 4 2 7l2 3-3 6 3 1Q9 89 9 77l4-2 2-2q-1-4 1-7"/><path fill="#fce59a" d="M96 73v23H51l-1-2q3-3 3-7l1-1q2 3 2 0-3-2-3-5l-4-2-3 3q-2-4-6-3 0-3 3-2h9l15-3q2 5 8 7 5 8 12 2 1-5-1-7l-2-3q0-7 1-1 5-1 11 1"/><path fill="#f3d444" d="M10 74h2l1 1-4 2v-1z"/><path fill="#f3d97b" d="M36 76q3-1 7 1-3-1-3 2h-7z"/><path fill="#fce59d" d="M35 79h5q4-1 6 3l3-3 4 2q0 3 3 5 0 3-2 0l-1 1q0 4-3 7l1 2H20q3-3 0-6 1-6 4-7l3 1q-3 3-1 5 3-3 6 0l5-5z"/><path fill="#f8b618" d="m81 68 1 2q-2 5 4 6 2 2 1 7-7 6-12-2z"/><path fill="#fbe599" d="M9 76q0 12 11 6l2-4q0-2 3-1l8 1h2l2 5-5 5q-3-3-6 0-2-2 1-5l-3-1q-3 1-4 7 3 3 0 6h-6l-3-3-4 2-1-5 2-4q-3-6-1-11z"/><path fill="#ebc229" d="m22 79-2 4q-1-3 2-4"/></svg> | |
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"path": "ba82038b367887737d7c1867128e600f8f8ad5aca552fbb75981f63315b8f2c7.png"
} | Generate code for a svg of a a close up of a yellow label with a white background | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="364" height="136" viewBox="0 0 364 136"><defs><linearGradient id="a" x1="0.991" y1="0.024" x2="0" y2="0.98" gradientUnits="objectBoundingBox"><stop offset="0" stop-color="#ffa726"/><stop offset="1" stop-color="#ff9800"/></linearGradient></defs><g transform="translate(-83 -96)"><rect width="364" height="136" rx="8" transform="translate(83 96)" fill="url(#a)"/><circle cx="53" cy="53" r="53" transform="translate(337 126)" fill="rgba(255,255,255,0.12)"/><circle cx="44.5" cy="44.5" r="44.5" transform="translate(292 96)" fill="rgba(255,255,255,0.12)"/></g></svg> | |
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",
"path": "1e4bb3787c132a7b9e341eeb8512d4a4ce9e43b2ef9191713527a13d32f11b03.png"
} | Generate code for a svg of a a black and white photo of a bird with a long beak | <svg width="25" height="21" viewBox="0 0 25 21" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M24.6407 3.06399C23.7528 3.46011 22.7966 3.72648 21.7926 3.84259C22.8171 3.22791 23.6025 2.25808 23.9713 1.09702C23.0152 1.66389 21.9497 2.08051 20.8228 2.29906C19.9213 1.33607 18.6305 0.735046 17.203 0.735046C13.9999 0.735046 11.6505 3.71965 12.3744 6.82035C8.25606 6.61546 4.60215 4.64166 2.1571 1.6434C0.85945 3.8699 1.48096 6.7862 3.6938 8.26143C2.88106 8.23411 2.11612 8.01556 1.4468 7.63993C1.39217 9.93472 3.03814 12.0861 5.42172 12.5642C4.72509 12.7554 3.96016 12.7964 3.18157 12.6461C3.8099 14.6131 5.64028 16.0473 7.81214 16.0883C5.72906 17.7206 3.09961 18.4514 0.470154 18.1441C2.6625 19.551 5.27147 20.3706 8.07167 20.3706C17.2782 20.3706 22.4756 12.5983 22.1614 5.62515C23.1381 4.92851 23.9782 4.06113 24.6407 3.06399Z" fill="black"/>
</svg> | |
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} | Generate code for a svg of a a bright orange marigold 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="#fafaf8" d="M0 0h96v59l-3 4-1-6q-1-3-1 0l-2-7q2-1 1-3-3-1-4 1-6-4-3 2l-8 2q-3-1 0-2h4q-1-3 2-5l-5-4 1-2-7-6 1-1-4-2v-2l-5-1 2-2-1-1 1-3q2 3 6 1l-2 2 5 3q4-5 1-8-4-3-9-2v-4l-6-1q-4 0 0 2l-3 2-7-7q-3 1-2 4-3-3-5-1l-4-3-3 3q3 2 0 5l-1-1-7 4-2 4 2 4q-3 2-3 5-2-3-1-5-2 1-1 4-4 0-4 3-4-1 0-3l-4 1q-1 6-5 11H4l-2 2-1-1 2-6-3-4z"/><path fill="#f7f9f5" d="m91 57-3 9q-4-4-1 2l-1 2-3-6v1l4 10q-2 1-2 4-4-3-7-1-3 3-7 2l4-3 2-4q5 0 4-5h-3q-4-3-7 0-4-1-1 2-6-1-3 4l5 1-1 1q-4-1-6 2 0 2 3 2l2 2q-3 1-3 4l-2-4-3 4-1-4-1 1q-3-1-1-3l5-4-4-1-10-3q-2 0-2 3-3-1-2-3 3-4 9-7-6 0-9 5l-1-7-1 1-2 20q-3-12-2-22l12-3q1-3 4-3v-4q0-3 2 0v-3l-1-2q5-3-1-5-1-1 1-3l-6-5-7-2-3 1q-5-5-8 1-7-3-3 3h-4q-9 0-6 9 5-4 11-1l-7 4v4q4 2 8 1 0 6 7 8l-1 22-1 1q-1-3 1-4-3-3-2-5l-4-2q-3 1-4-2l-5 2h-1q-1-1 1-3h-2v-1q6-4-1-4-5-12-2 1-3-3-4 0l-1 6-2 1-2-2 2-11-6-5q9 15-5 7V35l3 4-2 6 1 1 2-2h5q4-5 5-11l4-1q-4 2 0 3 0-3 4-3-1-3 1-4-1 2 1 5 0-3 3-5l-2-4 2-4 7-4 1 1q3-3 0-5l3-3 4 3q2-2 5 1-1-3 2-4l7 7 3-2q-4-2 0-2l6 1v4q5-1 9 2 3 3-1 8l-5-3 2-2q-4 2-6-1l-1 3 1 1-2 2 5 1v2l4 2-1 1 7 6-1 2 5 4q-3 2-2 5h-4q-3 1 0 2l8-2q-3-6 3-2 1-2 4-1 1 2-1 3z"/><path fill="#fa8713" d="m51 34-1 4q3 2-1 4l6 2-5 2 8 3v3q-2-3-2 0v4q-3 0-4 3l-12 3h-1q-7-2-7-8-4 1-8-1v-4l7-4q-6-3-11 1-3-9 6-9v1q-3 0 0 2l12 5-5 2q4 1 7-1 3 4 8 1l-9-4-3-6v6l-6-2v-4q-4-6 3-3 3-6 8-1l3-1z"/><path fill="#e2dda4" d="M26 38v2q-3-2 0-2"/><path fill="#fb9916" d="m51 34 6 5q-2 2-1 3 6 2 1 5l1 2-8-3 5-2-6-2q4-2 1-4z"/><path fill="#e76217" d="M26 38v-1h4v4l6 2v-6l3 6 9 4q-5 3-8-1-3 2-7 1l5-2-12-5z"/><path fill="#5f4a38" d="M46 50q4 1 1 4-2-3-1-4"/><path fill="#e59626" d="M83 57q-3-1-4 2l-3-1q2-3 6-3z"/><path fill="#4f8154" d="m83 57-1 6-3-4q1-3 4-2"/><path fill="#67976a" d="M29 58q5 1 6 7z"/><path fill="#c8d2d1" d="M96 59v11q-5 0-7 5l-1-8-1 1q-3-6 1-2l3-9q0-3 1 0l1 6z"/><path fill="#e1c876" d="M18 67q-3-1-3 1l1 2-3 2 1-6q1-3 4 0"/><path fill="#83b298" d="m21 70-3-2v-1q-3-13 2-1 7 0 1 4"/><path fill="#ec6f15" d="M71 68q3-3 7 0-4 3-7 0"/><path fill="#d7e4d6" d="M11 74q-3 0-4 2-1-8-7-5v-8q14 8 5-7l6 5z"/><path fill="#3e5748" d="M15 69q2 0 1 3v-1z"/><path fill="#89b29b" d="m28 72-1-2q13-7 1 2"/><path fill="#5f7a51" d="M21 71h2q-2 2-1 3-6-1-1-3"/><path fill="#eadcb3" d="m70 70-3 3 4 2-5-1q-3-5 3-4"/><path fill="#627e4c" d="m77 73-2 4-1-3q0-2 3-1"/><path fill="#a4b9b3" d="m87 68 1-1 1 8q2-5 7-5v4q-6 0-8 5l-1-4-4-10v-1l3 6z"/><path fill="#f0941c" d="M15 69q0-2 3-1l3 2v1q-5 2 1 3h1l5 8q-3 3 0 7l-2 1-7-7v-1q-3-3-6-1 2-8-3-1 0 3 4 3l1 2q-3 1-3 4l-5 1-3-8q0-4 3-6 1-2 4-2l2-1 3-2v1q1-3-1-3"/><path fill="#4e8466" d="m60 75-6 1v4l-3-4q-1-2-3-1 0-3 2-3z"/><path fill="#91be99" d="M48 75q2-1 3 1-3-1-5 1v13l-2-1-1-7-1 2 2-20 1-1 1 7q3-5 9-5-6 3-9 7-1 2 2 3"/><path fill="#83a799" d="M96 74v4q-5 1-8 5l-1-1-2-3q0-3 2-4l1 4q2-5 8-5"/><path fill="#98b4ad" d="M7 76q-3 2-3 6-1 5 3 8l5-1q0-3 3-4v3l-1 8H0V71q6-3 7 5"/><path fill="#cea85c" d="m71 76-3 1v3q-3 0-3-2 2-3 6-2"/><path fill="#967338" d="M19 82q-3-1-5 1-4 0-4-3 5-7 3 1 3-2 6 1"/><path fill="#b8c4bf" d="M96 78v7l-9 4v-4l1-2q3-4 8-5"/><path fill="#4b685b" d="m83 84-2 2-1-2q2-3 3 0"/><path fill="#22443e" d="M14 83q2-2 5-1v2h-2l-2 4v-3z"/><path fill="#93b09f" d="M28 72q1 3 4 2l4 2q-1 2 2 5-2 1-1 4l-3 6-1-3-1 1 1 7h-2l-1-3v-3l-1 1h-1v-2q-3-4 0-7l-5-8z"/><path fill="#f39322" d="M71 68q3 3 7 0h3q1 5-4 5-3-1-3 1l1 3-4 3q4 1 7-2 3-2 7 1l2 3-4 2q-1-3-3 0l1 2v3l-5 2-9-1v-4q0-3 3-4l-2-2v-3l3-1 1-1-4-2 3-3h-1q-3-3 1-2"/><path fill="#6e653d" d="M74 85q2 0 1 2z"/><path fill="#d9bc8c" d="m87 82-1 2h-3l-1 4q-2-3-2 0v-3l2-2z"/><path fill="#5d9172" d="m4 82 3 8q-4-3-3-8"/><path fill="#837743" d="m19 83 7 7 2-1v2l-3 1z"/><path fill="#68988b" d="M67 86v4l-3-4q-4 5-10 7-1-4 2-6l2 2v-4l2-2 1-1 1 4 3-4z"/><path fill="#4e7d51" d="M17 84v5q-2 3-1 7h-2l1-8z"/><path fill="#f58f1c" d="M17 84h2l6 8-3 1-3-1-2-3z"/><path fill="#f4c343" d="m30 93-1-2 1-1z"/><path fill="#97b2a5" d="M87 85v4l9-4v3l-13 8h-6q-2-3-1-5l5-2q0-3 2 0l1-4z"/><path fill="#b7c9bf" d="M39 62q-1 10 2 22l1-2 1 7 2 1 1-3q5-3 7-7v-4l6-1 4 1-5 4q-2 2 1 3l-2 2v4l-2-2q-3 2-2 6 6-2 10-7l3 4 9 1q-1 2 1 5h-7q-3-4-6-5-3 3 1 2l1 3h-9q-3-3-7-3-2 0-2 3H33l-1-7 1-1 1 3 3-6 1-1z"/><path fill="#f7faf9" d="m51 76 3 4q-2 4-7 7l-1 3V77q2-2 5-1"/><path fill="#5d8d77" d="M70 96h-4l-1-3q-4 1-1-2 3 1 6 5"/><path fill="#bec4bd" d="m17 89 2 3-2 4h-1q-1-4 1-7"/><path fill="#cadcd7" d="m28 91 1 2 1 3h-9l1-3 3-1z"/><path fill="#c1cdc6" d="M96 88v8H83q0-4 3-3z"/><path fill="#71ac97" d="m19 92 3 1-1 3h-4z"/><path fill="#5b917a" d="M57 96h-9q0-3 2-3 4 0 7 3"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a glowing firefly in a mason jar:I'm drawn to the intricate and dynamic interplay of light and shadow. The firefly, a simple, yet powerful, object, embodies a sense of movement and energy. The curves and shapes within the jar, the precise positioning of the light source, and the detail of the details within the jar itself all contribute to its visual appeal. The light itself is a captivating source of illumination, creating a sense of wonder and anticipation. The jar itself is a visual representation of the firefly's journey, a testament to the beauty and power of light. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a glowing firefly caught in a mason jar. | <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="#a78e95" d="m63 23-1-1-11 2v-2q0-3 2-3l-5-1q-3 0-4 2-9 0 0 1v3q-3-1-4 2-1-2-3-1l-4 1 2-3v-7l3-2q12-2 24 1 2 3 1 8"/><path fill="#e2b490" d="m51 22-7-2q1-2 4-2l5 1q-2 0-2 3"/><path fill="#eecc59" d="m43 32-1 1-1-1q0-3 2 0"/><path fill="#966f74" d="M63 23q-2 2 2 4l-3 50-2-3v-2q-3-2-2-5h3q6-3 0-4l-2-3q-2 3-2-1l-1-2v-4q0-2 3-1h4q0-4-3-4-2 0-1 2-5 2-5-3l1-1q5-1 6-4-2-3-1-4l3-1v-2q-1-2-3-1-1 5-4 0 3-2 2-4l-3 3-2-8h-3l1-1 11-2z"/><path fill="#bf795d" d="m53 25 2 8 3-3q1 2-2 4 3 5 4 0 2-1 3 1-4 0 0 2l-3 1q-1 1 1 4h-4l-5-11z"/><path fill="#f8d65c" d="M63 35v2q-4-2 0-2"/><path fill="#e3bb48" d="M37 37q2-1 3 1l-2 1z"/><path fill="#a96e64" d="m44 20 7 2v2l-1 1q-4-1-7 2 3 2 0 5-2-3-2 0l1 1 2 11h-3q-1-2-3-1l2-2-2-2 2-1q-1-2-3-1l2-2q-8-4-2-10 2-1 3 1 1-3 4-2zq-9-1 0-1"/><path fill="#d57858" d="M50 25h3l-1 6 5 11-8 2q1-8-2-14-3 8 0 15v1l-6-1v-1h3l-2-11 1-1q3-3 0-5 3-3 7-2"/><path fill="#8c6772" d="M37 25q-6 6 2 10l-2 2 1 2 2 2-2 2-4 2 2 1q0 3 3 5l-5 4q-2-15-1-29z"/><path fill="#f4a147" d="M49 44q-2-1-2 1-3-7 0-15 3 6 2 14"/><path fill="#fada4a" d="M38 43q2-1 3 1v1q-3 0-3-2"/><path fill="#ce9869" d="M38 43q0 2 3 2l6 1v1q-2 1-1 4-5-2-5-5h-5l-2-1z"/><path fill="#edb758" d="M57 42h4q-1 3-6 4l-5 1h-3v-2q0-2 2-1l1 2z"/><path fill="#f7df74" d="M59 52v-2q-1-2 1-2 3 0 3 4z"/><path fill="#9b6969" d="M36 46h5q0 3 5 5l-4 8q2 2 1 6l2 9v1q-2 0-2-2-2-5-5-2-3 1 0 2h-4V55l5-4q-3-2-3-5"/><path fill="#ca7e5d" d="m55 46-1 1q0 5 5 3v2q-3-1-3 1v4l-2-2q-2 8 1 15l-2 2-3-20q8-2 0-2v-3z"/><path fill="#e48a57" d="M47 47h3v3q8 0 0 2-2-2-2 0l2 10q-3-1-4 2l-1 10-2-9q1-4-1-6v-1z"/><path fill="#3c2029" d="M57 59q0-4 5-3z"/><path fill="#eecf51" d="m42 58-2 4q-2 1-2-1 1-3 4-4"/><path fill="#f5d25a" d="M61 63q6 1 0 4z"/><path fill="#e2c49a" d="M33 26q-1 14 1 29v18l1 4-2-1q-3-26 0-50"/><path fill="#f9a94f" d="m50 52 3 20v1q-2 0-1 3h4l-11 1v-3l1-10q1-3 4-2l-2-10q0-2 2 0"/><path fill="#d2c6b7" d="m65 27 2 24-1 24q-1 6-7 6l2-2 1-2 2-3z"/><path fill="#b67562" d="m56 57 1 2q0 4 2 1l2 3v4h-3q-1 3 2 5l-5-2q-3-7-1-15z"/><path fill="#3c222b" d="m55 70 5 2v2q-4-4-7 0v-2z"/><path fill="#482c35" d="M43 73h-5q-3-1 0-2 3-3 5 2"/><path fill="#d08760" d="M34 73h9q0 2 2 2v2l7 2-16-1-1-1z"/><path fill="#c68b7f" d="m60 74 2 3-1 2h-9l-7-2 11-1h-4q-1-3 1-3v1q3-4 7 0"/><path fill="#f0c56f" d="m36 78 16 1h9l-2 2h-4l-15-1z"/><path fill="#b29ca1" d="m33 76 2 1 1 1 4 2 15 1H28l-3-1 7-2z"/></svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a glowing eyes peering out from the shadows. | <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 d="M0 0h96v96H0z"/><path fill="#b35418" d="M35 33h2q-3 2 0 5l2-3q1 7-5 4-2-4 1-6"/><path fill="#b95c15" d="m62 34 1 4q-5 3-7-1 2-5 2 1h3q-1-3 1-4"/><path fill="#271914" d="M62 34q-2 1-1 4h-3q0-6-2-1 2 4 7 1h3q1 2-1 4h-9q-6-4 0-9 3-2 6 1"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red and green plaid scarf draped on a 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="#fcfcfe" d="M0 0h96v96H71l-1-6q-1-7 2-12l2-1 5-8 5-16-1-2-26-4q0-3-2-3l-1-1-4-3q-12-6-13 7l-3 4-5 20q-16 0-29 6z"/><path fill="#43220f" d="m50 40 4 3h-3v4q-5-1-7-5z"/><path fill="#25570c" d="M55 44q2 0 2 3l-1 1q-4-2-1-4"/><path fill="#3f4213" d="m53 49-2 2-8-3q-2 0-1 2h-2q-2-10 4-4z"/><path fill="#8dcd9a" d="M57 47q6-1 13 2-7 12-6 26h-8l2-2q-2-1-1-3l-1-8V48z"/><path fill="#433310" d="m38 52 2 8h-3l-1-5q0-3 2-3"/><path fill="#a22111" d="m50 40-6 2q2 4 7 5v-4h3l1 1q-3 2 1 4v14l-3 1q-3-8 0-14l-9-3q-6-6-4 4l-3-3q1-13 13-7"/><path fill="#145718" d="M53 49q-3 6 0 14v1q-3 0-4 2l-2-5q-2-7 4-10z"/><path fill="#c0180c" d="M51 51q-6 3-4 10l-2 7q-1-21-2 0l-4-1q-2-3-5-2-1-6 2-10l1 5h3l-2-8 5-1-1-1q-1-2 1-2z"/><path fill="#412306" d="M45 68h-2q1-21 2 0"/><path fill="#aae0b6" d="m70 49 13 2-9 22-1 1-9 1q-1-14 6-26"/><path fill="#ea2420" d="m56 62 1 8-3 1-1-7v-1z"/><path fill="#902119" d="m53 64 1 7h-1l-1-4q-2 2-4 1l1-2q1-2 4-2"/><path fill="#22722a" d="m37 47 3 3h2l1 1-5 1q-2 0-2 3-3 4-2 10 3-1 5 2l-2 2h-4l-1 3-3-1 5-20z"/><path fill="#39663a" d="m39 67 4 1h2l2 5q-4-1-7 1l-7-1-1-1 1-3h4z"/><path fill="#644f35" d="m47 61 2 5-1 2q2 1 4-1l1 4-6 2-2-5z"/><path fill="#f90e11" d="m29 71 3 1 1 1 7 1q1 3 7 3v12l2 1q0-7 4-11v-4h3v3q-3 0 0 2l11 4 3 6 1 6H0V77q13-6 29-6"/><path fill="#bfdbbe" d="M57 70q-1 2 1 3l-2 2h-3l-5 2h-1q-6 0-7-3 3-2 7-1l6-2h1z"/><path fill="#43915e" d="m83 51 1 2-5 16-5 8-2-1q-2 0-2 2H56v-3h8l9-1 1-1z"/><path fill="#333810" d="M53 75v4l-5-2z"/><path fill="#342114" d="m74 77-2 1h-2q0-2 2-2z"/><path fill="#e4e7d5" d="M56 78h13l-2 6-11-4q-3-2 0-2"/><path fill="#981302" d="m47 77 5 2q-4 4-4 11l-2-1z"/><path fill="#952618" d="M69 78h2q-3 5-2 12l-3-6z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a red pedestrian lights flashing at crosswalks. | <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="#998b99" d="M0 0h96v63q-22-1 0 5v28H63l-3-9q-6-2-12-1l1 10H34V86q-15-5-15 10H0V67q9-4 0-3z"/><path fill="#ebdddc" d="M20 39h-2q-2-3-1-4h3z"/><path fill="#ca7185" d="m63 50-3 1-5-6 1-1z"/><path fill="#d47487" d="m60 52 1 3h-2l-19-7-1 1 3 9-2-2q-1-6-6-4l-1-1q3-7 8-12l1 1-3 5q9 5 21 7"/><path fill="#d22527" d="M63 50v5h-2l-1-3v-1z"/><path fill="#9a8192" d="M40 56H30l4-4q5-2 6 4"/><path fill="#9c8294" d="m59 55 1 1-16 1-5-8 1-1z"/><path fill="#c37790" d="m33 51-4 4h10l2 2 2-1 16-1-1-1h4l6 2q-24 3-46 0z"/><path fill="#ab778a" d="M18 39h2v20l3-2q22 3 46 0l3 3H17z"/><path fill="#edeae7" d="M34 61h7v4h-8q-1-3 1-4"/><path fill="#e8e3e0" d="M64 60h8l4 4q-9 3-12-4"/><path fill="#eae7e5" d="M21 61q15-2 1 4l-4-1z"/><path fill="#eae6e1" d="M0 64q9-1 0 3z"/><path fill="#e1dad7" d="M96 63v5q-22-6 0-5"/><path fill="#eae7e4" d="M54 61h6l8 8q-11 3-14-8"/><path fill="#ece9e6" d="M45 61q2-1 3 1l9 13-8 1z"/><path fill="#e9e6e3" d="M63 96H49l-1-10q6-1 12 1z"/><path fill="#e8e5e2" d="M34 96H19q0-15 15-10z"/></svg> | |
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",
"path": null
} | Generate code for a svg of a round icon depicting a computer screen, possibly featuring a user interface with red and green buttons. The image may be related to web development or SEO, specifically referencing WordPress plugins. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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<circle style="fill:#21D0C3;" cx="50.881" cy="77.129" r="6.286"/>
<circle style="fill:#FAD24D;" cx="75.692" cy="77.129" r="6.286"/>
<circle style="fill:#FF5B62;" cx="100.504" cy="77.129" r="6.286"/>
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<g>
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"path": "emoji_u1f9d1_200d_1f91d_200d_1f9d1.png"
} | Generate code for a svg of a people holding hands | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="couple_x5F_holding_x5F_hands_x5F_person_x5F_right">
<g id="arm_x5F_left_3_">
<g id="arm_x5F_left_x5F_fill">
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<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.4049" style="stop-color:#FFCA28"/>
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<g id="pants_7_">
<g id="pants_9_">
<path d="M105.56,74.61v48.08h-5.65l-7.87-38.21c-0.04-0.24-0.24-0.41-0.46-0.41s-0.42,0.17-0.46,0.41 l-7.87,38.21h-5.65V74.61H105.56z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoes_3_">
<path d="M102.61,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.5-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63C98.16,124,102.61,124,102.61,124z" style="fill:#424242;"/>
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</g>
</g>
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fCPzhYRivrFbdG+YAa1zh4PLApefAqnTvPpTh44QVzwakAFwRi8X+orITjIZLP5XZWAzd5nc3AGVfc3w+HyZOnIiCAnc+sy129iHwx0cR+H//5NP4vMrQkT7vNCQ/0eDaJwjS6TT6+/tVbxDMALiSbxPMPxwA8kxra2sTgN9B4eDv5o1+2tZuBH//dwTufwJIuObxK6aSEMiceTySV81G9ujJqnvzAVJK9PX1qd4gaAL4ZCwWu0dlJ5i9OADkEdWDvxAC1dXVqKhw3yNY+trNCNz1VwQeeR7IuupMduYimdOOQ/I/ZiF7wlTVXdmDlBKJREL1UcImgP+IxWK/U9kJZh8OAHlC9eBvGAbq6upcN+WvbdiK0B33wv/IC4A7nrNmOSB74lTEr2+Ceay7nhxIp9Po6+tTuS+AQ0Ae4QCQB1QP/qFQCPX19a7a5a9t7Ubo1/fDv+xJvoCHjVrm5GOQ+Nx8mIdNUN2VXUzTRG9vr8rbBTkE5AkOADmura3tMinlUii60a+kpAQTJkxwzS5/bUcvgkvuHVzj56l+ZgOpaUg3fhjJz8yFVeGOpwZccIxwFsC8WCx2r6oOsLFzx6c2G5WWlpZzhRAPAAg43bYQArW1tSgrU3q+0C4ilUbgD48geNcDfEwvIyEDfqSazkPyqtmQIcffcvuk+IrhtKZpcxobG/+uqgNsbDgA5KiWlpbThBCPAIg63bamaairq0NRUZHTTX+QlPA/thyh5nZom7er7g3zAFlWjPj185C+8AzABTNfivcFxAFcEIvFnlbROBsb9a9edsgWL158nGVZTwAY53Tbfr8fkydPRjAYdLrpD9DfWofwT+6Csepd1V1hHpSddiTiX/oEzMnqzxDIZDLo6+tTdV5Aj2VZM+fMmfMvFY2z0eMAkGOam5sP0zTtKQBVTrcdiURQX18Pw1B7jKrojyO05F74//goBO/sZyrpGlKXnYvEZ+ZCRsNKu6J4c+A2y7LOmjNnzlsqGmejwwEgh9x2223lPp/vWQCHOd12cXEx6urq1G72kxL+h59H+PalEF096vrB2F6ssmLEv3YVMmcer7QfUkr09vYik8moaH6NZVmnz5kzZ6uKxtmh4wCQIxYvXhw2TfOfQohTnW67rKwMtbW1Sgd/bUsnwj+4E76XVinrA2MHk77wDMS/cCVkkeNbc3ZReXKglHJ5IBA4+4ILLhhwvHF2yDgA5ID29na9q6vrzwDmON12ZWUlqqurnW72fVLCf98Tg9/640l1/WBshKxxhYh/+RPIfPRkpf3o7+9HMqnkPfPXaDQ6d+bMmcqvM2QHpqnuADu4rq6u2+Dw4C+EwPjx45UO/tqmbSj47I8R+dGvefBnOUPb0Yvofzcj8t/NSi+aikajCIWUXAba2NfX16yiYXZoeAbA5VpbW/8HwM1OtimEQF1dHYqLi51sdg+BvzyG8O1L+cIeltNkWTEG/vcaZE4+RlkfEokEBgaUzMh/NRaL/VhFw2xkOAC42NC1vvfAwd+Tpmmor69Xdqa/2NmHyA/uhO/JlUraZ8x2mobklRciseBSwFByYKeqECCllPNmz579Z6cbZiPDAcClWltbTwTwNADHni1SPfgby19H5OZfQtu+Q0n7jFEyj6pH/7evhTWhUkn7yWQS/f39TjebEELMmDVr1gqnG2YHxwHAhZqbm6s0TXsRgGM3kCgd/LMmQm1/QvD3D/GNfSyvyXAQ8a98cvAUQQUUhYB1mUzmlEsuuWSb0w2zA+MA4DLt7e3+rq6uRwHMcKpNlYO/YRgo/L+/QP6SZwmZd6Tnno2Bmz4O+Jw/VCuZTGJgYMDRo4OFEM9omnZOQ0MDb+pxEX4KwGW6urqa4fDgP2XKFCWDfzgcRn19PSq++wUELviw4+0zpor/3sdRcOOPIDp3Ot52MBhEJBJxtE0p5ZmWZbU52ig7KJ4BcJG2trbPSyl/7lR7QgjU19ejsLDQqSZ3KSkpQUVFxfuHCyVT2HHFl5F67EXH+8KYKlZZMQZ+8Flkj53ieNsqlgOklDfMnj27xdFG2X5xAHCJodv9ngDgd6I9VYP/8DXC+5pxkKk0dn7y60g9xBeLMQ/xGYjf9HGk5p7teNMKrhPODF0c9IyTjbJ94wDgAq2trRUAVgJw5FoxVc/5G4aBCRMmHPAmQQ4BzKtSl52DxBc/Bqk5uzKr4MTADQCmxWKxTicbZR/EewAUW7hwoSaEuBsODf4AMH78eMcH/2AwiEmTJh30GmER8KP4rh/wngDmOYE//QORm37m+KmX0WjU6eu9JwBY2t7eruZQBLYLBwDFKisrb5ZSnu9UezU1NSgtLXWqOQBAQUEBJk2aBJ/PN6I/LwJ+jPvN9xGYeQpxzxhzF98Lrw1uDnT4tstoNAq/35HVx2HnhEKhbzrZIPsgXgJQqK2trUFKuQwOBbHS0lJMmODY0QIABjf7VVaO7uATXg5gXmWVj8PALV9E9vCJjra7c+dOZLOO3eFjWZZ14Zw5cx5xqkG2Jw4Aigyt+78CwJFjwYqKilBfX+9EU7tUVFSMebaBQwDzKisaxsCPP4/siVOda9Oy0NPTA9M0nWpym6Zpxzc2NnY41SB7Hy8BKCClFADuhEODfzgcRl1dnRNNARjcZFhdXW3LUgPvCWBepfXHEf38Txy9F0PTNBQWFkJzbiNihWmadw59JjKH8SYMBaqrq28CcKMTbfn9fhx22GHQdWd+1cOP+RUVFdlX09ARnD0T2VdXw3x3vW11GXM7YVnwP7ECZl01rHpn9glrmgafz4dUyplD+4QQh61evbrrnnvu4UNAHMapy2Gtra3HAngJAPm2W8MwcNhhhzm2w1fTNEyYMAHhMNH9RXxYEPMoqWmI//fVSDec6VibqVQKfX19jjUH4NRYLPZvpxpkvATgqDvvvDOIwet9HRmR6+rq8mfwB4BgAMVLb+HlAOY5wrIQ+e4SBP/wsGNtBgIB2vfzXs0JIe5pb28POdUg4wDgqFQq9VMAxznR1v5O26Og6zomTpzoyIcF7wlgniUlQj+/B8GlDznWZCgUQiAQcKQtKeXRoVDoh440xgBwAHBMa2vrR6WU1zvRVklJCcrLy51oCilzAM9s+jMMv3PbSTgEMC8L3bYUgf/3T0faEkIgGo3CMBy7tfDG+++//yNONeZ1HAAccNddd0UA/B8c2HMRCoUwfvx46mYAAGkricc77sZ78RX4zbPfg2k59vwwHxbEvEtKhH96N/z3Pu5Ic0IIFBQUOPVkgCaEuPO+++5z/npSD+IA4ICBgYFbAJBf92UYBurr6x15o2ZlGo9vuRtdqU0AgHW9q3D3iz9AxkyTt70L7wlgXiUlwj+5C/6Hn3ekOV3XUVBQ8P7tnbTqNU37gRMNeR0/BkistbX1owB+AQe+/dfX1zuyDm/KLJ7s+C22Jdfu8c93JLZiS+8aHF11KnTNoccO+RFB5lFCSvifWgmzvhZWfQ15e8OPEmcyGfK2AJw8f/78Z5cuXfqeE415Fc8AELrtttsKAfwKDgz+1dXVjmz6s6SJp7cuRUdi3+/Lt7etxNKVP3V0JoD3BDDPMi1Ev9UG3/LXHWkuHA47dWeA0DRtcXt7e9SJxryKAwAhn8/3PQDkR/BFo9FRn7d/KCQkXuq8H5vibx3wz729bSX+sPIWx/cEcAhgnpTJIvLV22C8vc6R5qLRqFP7AerD4fDNTjTkVXwQEJG2trbpUsrnQbzMYhgGpk6dOuKb9sbi392PYNXOJ0f854+omIb5074Mn+7gLWN8WBDzKFlWjN5f/g+sKvrbPjOZDHp6HLmx0ARwSiwWc+48ZA/hGQAC7e3tupRyMYgHfyEE6urqHBn83+l76ZAGf0DNcgBvDGReJTp3IvrFWyB6B8jb8vl8Th0SpEspF7e3t/N+NQIcAAh0dnZ+FsA06nYqKysdWfffOPAGXtq+bFQ/y3sCGHOOvnYzol+9DSJNv1EvHA478uVDCDE9FApdR96QB3EAsNnixYurhRALqdsJh8OOrPvvTHfg2e1/goQcdQ3eE8CYc4yX30L4e3cAcvTv2ZGKRqNOPRr4vWXLljlzG5KHcACwmWmaiwDYdxXePgghMGHCBPI3XsocwJNbf4+sNfZv729tW4F7VvyYZwIYc4D/4ecR/O3fyNvRdR2RSIS8HQCFAG51oiEv4QBgo7a2tnOEEJdQt1NTU4NQiPbODEuaeGrrUvRnum2rqWo5gE8MZF4UavszfM/QX64XDAadui9g3rJly853oiGv4ABgk4ULFxpSSvKEWlBQgLKyMupm8ELnfR846McOvDGQMYdYFsILF0Nf30HeVCQScWQpQAhx62OPPebYxQT5jgOATSorK68F8U1/w7fuUb/R3u55AWv6/kVXn/cEMOYIrT+OyFd+DtEfp21H0xzZkCylPHpgYOAa8oY8ggOADZYsWVIC4NvU7dTU1JDvuu1MbsDK7gdJ2wB4TwBjTtHXdyCycDH5pkC/3+/IUoCU8uYHHnhgHHlDHsABwAbZbPZmACWUbUQiEZSW0h7wkbYSeGZbOyxpkrYzjB8RZMwZvmf+jcDvHyJvx6GlgDIp5ULqRryAA8AYLVq06Bgp5QLKNoZ3/VOSUuKZre0YyO4kbWdvvDGQMWeEW9phvLKatA1N05x6KuC6Bx544CgnGspnHADGSNf17wMg3ZRSWVmJYDBI2QRW9TyBLYl3SNvYHxV7AnhjIPMc00Lkf9sgevpJmwkGg04cEOSTUn6fupF8xwFgDBYvXnwqgBhlG4FAgPzAn+7UJry243HSNg6G9wQwRk/b2oXId5aQ7wdw6ICguQ888MAZ1I3kMw4AY2BZ1k9AfKES9a7/tJXE09v+4Ni6/4HwngDG6PmeeRnB9kdI29B1nfysEgDgWYCx4QAwSq2trbMAzKBso6SkhHw9bXnnA+jP7CBt41BwCGCMXrC5Hfq7G0nbCIfD0HXyO3w+smzZsgbqRvIV37A0CgsXLtQKCgqWAqiiakPTNNTX15O+gdb2/xuv7niMrP5odQ1swZbeNTi66lTomjMvUWHoCMXORmbFKphrNznSJmOqCMuC8fp7SM2aAWh03wN1XUcqlSKrP+RDU6dOXfz444/TX36QZ3gGYBQqKyuvkFKeQNwG6UaaRLYPyzv/SlZ/rHhjIGO09DfXIvSb0d3yOVJ+v9+JDYHHnXTSSVdQN5KPeAbgEA19+78HQAVVG4FAAHV1daRr/89t/zN2pLeQ1bdD18AWbO59z/GZgODsmci+uhrmu+sdaZMxVYx/v43s6R+CVU53ro7P50MymSSrP+ToqVOntvIswKHhGYBDVFVVdYmU8hjKNmpqakgH/zV9L2PjwBtk9e3EewIYI2RaCH9nCUQ6Q9aEQxsCj5w2bdrF1I3kGw4Ah0BKKaSU36Bso6CgAEVFdLcJJ8w+rOhy79T/vnAIYIyOvmYTgnfcR9pGOBwmfyxQCPENKSX9jUR5hJcADkFlZWWjEOJLlG1MmjSJdM3shc570Z3aTFafStfAFnT0rsUx1adDE87kVl4OYF5hvPYOMjNOhCyl+fIxPPhnMnQzDQCq33nnnefvueceNSea5SCeATgEQgjSb//FxcUIh8Nk9bck3sH6/tfI6lNTdVgQHxvM8p5pIfyj3wCWRdZEOByGRvjEAQBYlvXfpA3kGQ4AI9Tc3DwTAOmpU9XV1WS1TZnBS520O36doGI5gJ8OYF5grHoX/vufJG2D8gvOkA//9a9/PYu6kXzBAWCENE0jTZZlZWWkV2m+uuNx9Ge6yeo7ifcEMEYj3NwOrZPuQrBAIADDIL06BZZlkc7U5hMOACMwdOb/OVT1NU0jPe+/N9OJN3ueIauvAocAxuwn+uMI3b6Urr4QTswCXHDfffdNp24kH3AAGAHLsr5KWb+srIx049/Krgddcda/3VQcFsQhgOU7/8PPw/fyW3T1/X7yWQBN00g/s/MFB4CDaG5ungDCG/+EECgvL6cqj03xt7A5/jZZfdV4YyBj9gv+7CKnZu4AACAASURBVHekGwIdOBdg7rJly2qpG8l1HAAOQtO0BQDI4mppaSnht38TK7seJKrtHrwxkDF7GavXw//gs2T1HdgLYAC4hrKBfMAB4ADa29v9AD5DVV8IQbr2Xx16AbHxXRAi/0/H5D0BjNkr1PYnIEF3kY8DewH+c/ny5eQXEeQyDgAH0NXVdQkAshF63LhxZN/+DS2J2tDjOK0MuKJOgPgQLlfgEMCYfbTOnQj+9m9k9R3YC1Dd0dExl7KBXMcB4ACklDdQ1q+oILtPCNXBp2CIBADgtHLgijpwCCDCIYDlq9A9D0LbRvf4MPVeACnl9aQN5DgOAPuxaNGiY4QQZJ/oxcXFCAaDJLV9Wh+qQ8/v8c84BNDiEMDyUjKN4K/uJysfCASg66Qn0p/9wAMPHEvZQC7jALAfmqbdSFmf8tv/+NAT0PDBwY9DAC1+OoDlo8Bfn4K+aRtZfQdmAa4lbSCHcQDYhzvuuKNACHElVf1IJEK2ASag7UBFcPl+/z2HAGL8dADLN1kTwV/R3RYYCASobwr85N/+9rdCygZyFQeAfUin01cCIHvBUD73Xxt+EgIHPvSHQwAtXg5g+cb39+egr9tCUlsIQT0LUGCaZhNlA7mKA8A+SCk/TlXb5/OhqIjmyk2/1oPywL9G9GdPKwfmcwggwyGA5RNhWQjecS9Zfar9ULv5GHUDuYgDwF4WLVpUJ4Q4k6p+WVkZ2XRXTejg3/53dzqHAFIcAlg+8f/jJejvbSKprWka6WVoAM669957J1A2kIs4AOzFMIwrAZAMiUIIlJaWUpSGT+tDxQi//e+OQwAtDgEsb1gWgnc9QFaeeBlA03V9PmUDuYgDwF6klGSb/4qLi8kOvqgJPQNNZEb1sxwCaPHTASxf+B99AVpHF0ltwzCoHwkk+2zPVRwAdtPW1nY8ALJnRqm+/esihYrAijHVOL0cmD+JQwAZfjqA5QPTQmDpQ2TlifcCnHD//fcfQ9lAruEAsCeyjSKBQADRaJSkdkVgOXSRHHOd08s4BFDi5QCWD4L3PwHR009Sm3gfAMCzAHvgADBESimklGSPipSUlJDUFUKiKvSCbfU4BNDiEMByXiKFwF8eIylNvRlQCPExKaUHPt1GhnTBJZdUVVWdDeDzVPXr6upI1rdK/a+hIji26f+9TQgDxX5gVY+tZV2pa2ALtvSuwdFVp0LXnHk7CENHcPZMZF9dDfPd9Y60yZidjDWbkJp3LkDwmabrOpLJsc9o7kfxm2+++cjSpUs3UDWQS3gGYIiU8nKq2oWFhWS3/lUFnz/4HxqF08uAy3ljIBmeCWC5THT3wveIfTOPu6PeDKhpGj8NMIQDAAan/4UQs6jqU03/h/UOFPjovkGeUT4UAshacA9+OoCxQ0O1DACQ7wWYTVk8l3AAANDW1nYCgPEUtTVNQ2EhzanClcEXSeru7oxy4PJJHALI8NMBLEcZq96F/uZaktrEAWAi3xA4iAMAACllI1Xt4uJiaJr9/5l1kUZZ4BXb6+4LhwBavBzAclXg3sdJ6uq6TnZmCgBIKclmfHMJB4BBZC8GqnP/rf4XoYsUSe194RBAi0MAy0WBh56F6IvT1KZ9GoADADgAoLW1tUIIcTJFbV3Xyab/b/yvO/HSq70ktfeHQwAtDgEs5yTT8P/9WZLSlAFASnnasmXLysgayBGeDwBD0/8k/x2KiopILv557733sHzl6zj/qpVY/hqHACocAhg7uMD9T5DU1TQNfr+fpDYAXUp5EVXxXOH5ACCEaKCqPW7cOJK6f/vb3wAAO3uzOO9THAIo8dMBjB2Y/s4G6O/QPFZPGAAghCDb+5UrPB0AFi9e7ANwHkVtXddJjv61LAsPPfT+WdwcAujx0wGMHViAaBmAMgAAuHD58uU0B7TkCE8HAMuyZgAg2aVXUFBAMv3/4osvorOzc49/pjIENE3iEECFlwNYrvA99ByEZdleV9M0yqcBirZs2XImVfFc4OkAAOBsqsJUm/8efvjhff7znb1ZnH/VvxwPAWdyCCDFIYDlAq1zJ4wVb5DUJp4FOJuyuNt5PQCcRVWYIgBkMhk89dRT+/33O3oyOP+qf2EFhwAyHAIY27dcfBoAhGNALvBsALjtttsCAE6lqB2JREimrV588UX09x/4Gs4dPRmcpygEXDyRQwAVDgHM7XyPr4BI2f+e0HWd8m6A09rb20mnGNzMswHA7/efCiBIUZtq+v8f//jHiP6cqhBwdiVw8QQOAVT46QDmZiKehPHiKpLaVJepAQiFw+HpVMXdzrMBwLIssqkfitP/Djb9vzdlIaBqMAR4AT8dwNie/E/YezX5MMIAACmlZ5cBPBsANE2bQVHXMAwEg/ZPLKxcufKg0/97UxkCLuEQQIaXA5hb+Z5+GTDtfxqAeCMgyViQCzwZABYuXGhIKU+nqE3x7D8APP3006P6uR09GVz0mZfx6tuHFh7GikMALQ4BzI1ETz+Ml9+yv64QlI8Dfri9vZ1sk4GbeTIAVFZWTgNQQFG7oICkLJ577rlR/+z27jTO+eRKDgGEOAQwNsj/5EqaunSzAIWBQOBDVMXdzJMBQAhBtuZDMQOwZs0abNq0aUw1OATQ4xDAGOB7YgUgpf11CfcBaJrmyX0AngwAUkqSx/98Ph/JM6vPPmvP87UqQwBvDKTDIYC5iba1G/qazbbX9fl8JKerAoAQgmRMcDuyRRWXO56iKNX6//PPP29breEQ8I+7puG4I2j6uy8zqwb/719o7gxxleEQMH/al+HTnXnEWAT8KP7djyH7ae5mz2ci4IcIkR424zli61Z0d3fbXtfn8yGdtj9cSylPsL1oDvDCI9t7uOOOOwrS6fROEMx+TJgwAaWlpbbWTKVSOP/8821/0ZeX+B0PAQDwWIc3QgAAHFExzdEQwJhb9Pf3Y8MG+9/o8Xgc8ThJyDUBFMZiMU8laM8tAWSz2eNB9P93OBy2veYrr7xCknhVLQfM5OUAxvJeJBKBptn/MUv4JICuadpxVMXdynMBwLIskqkeTdNInv9fvny57TWHDYeA11SEgImONqkMhwDmRUIIks9Dyn0AlmWdSFLYxTwXAEC0/h8KhUhemJQBABgKAf+hIARUcghgLJ9FIhHbawohKO8FIBkb3MyLAYAk5VFM/8fjcbz55pu2193bti4OAdQ4BDCvofhMBEiXATy3EdBTAWDhwoUGgGMoalO82FetWgXLsv9YzX3hEECPQwDzkmAwmGv7AD7ktRMBPRUAqqurjwLRDYAUAeDVV1+1veaBqAwBc3ljIGN5hWpfFGEACIfD4SOoiruRpwKAaZokuzx1XSc5AOi1116zvebBDIeAVasHHG33o1UcAhjLNxQBgHAPAKSUnjoS2FMBQNO0wyjqUrzIpZRKAgAwGAI++skVHAIIcQhgXkAxM0q5EVBKSTJGuJWnAgDVLzcUCtlec926dejr67O97khxCKDHIYDlO4rPRoBuGUAIMZmksEt5KgAAmEJRlGIG4K237L9S81BxCKDHIYDlM8MwSC7xIVwGIBkj3IoDgA0o1v9Xr15te83RGNwTwCGAEocAls9ybCMgB4B81NzcHAVQQVGbYprLDTMAw7Z2DoaA19/hEECFQwDLVxRfkAgDQG17ezvNuoULeSYADK3t2H5Un2EYJC9Gt8wADNvaObgcwCGADocAlo8oZgA0TaM6EliEw+FJFIXdyEsBIGem/7du3Yqenh7b646VyhAwh0MAYzmJ4jMSAMkhQwBgWZZnlgE4AIwRxYt7zZo1tte0i6oQcA6HAMZykt/vJxmsqTYCUo0VbuSZAECV6vx+++96X7dune017cQhgB6HAJZPculAICklB4B8I4QYT1GXIgCsX7/e9pp24xBAj0MAyxcUn5NUSwBCCI98wngoAIDoCQCKZ1zdPgMwTGUImE0S59yHQwDLBzn2JADJWOFGZP8FXYjkl0rxws6VAAC8HwIeu/skHDXF/vu/9+fcaiArgb9tcqxJZd7ethJ/WHkLLjn+BgjhqcvKWJ6QwrS9JtUMADgA5CXbf6lCCNtnAFKpFLq6umytSW04BPzzLmdDwIU1gCGA+zc61qQyb21bgR888mnV3WBsVMYFqnBR7Q221uQAMHaeWAK46667IgBsv5XCMAzbn0Xt6OiAlNLWmk7o2D4YAt5419nlgHOrvbMcwFiu6kt3215TCEF1FkDhY489RnJtvNt4IgAMDAyUU9SlWIPasmWL7TWdwiGAMbYvWZlGyorbXpdqFqCnp4dkzHAbTwQATdMqKepSBICOjg7bazqJQwBjbF/60vYvbVIFAMMwPLEM4IkAIKUk+WXyDMC+dWxP4/yrVuKddfYn/gPhEMCYew2YO22vSXgaIAeAfCGlJJnOoXgEcPv27bbXVGFjRwozP7FCSQi4qNbRJhljI5DI9tlekyoAaJrGASCPlFEUpQgA3d32b5ZRRVUIuKiGQwBjbpM0+22vSTgDwHsA8oWUkuTZNIolgB07dtheU6XhEPDu+oSj7XIIYMxdKAIAFSGEc88zK+SJAACCRwABmvSZTzMAwzgEMMYS2dyZAZBShkgKu4wnAoCmaSS/TLtffFJK7Nxp/0YZN9iwJaksBFxY42iTjLF9oJgBIDoHAEIIDgD5girN2X0b1cDAALLZrK013URVCGio5RDAmGq5tAdASskHAeWRnJgB6O/PnTWy0eIQwJg3pUxnNwOPBc8A5BGqXybFDIAXcAhgzHssmLCkvZcCEd4HQLJvzG08EQCQI5sAvTADMIxDAGPeY8qM6i6MFC8B5AuqPQB2B4B4PHemyOwwHALe28AhgDEvSFspW+tRbQIE0bKx23giACBHfpleCwCA2hBwfrWjTTLmeaZM21qPA8DYeCUA2H5kH8VVlOm0vW+OXLF+s5oQMGs8zwQw5qSMlTOfcX7VHXCCVwJATjxbZ5r2bpDJJapCQEMtcAGHAMYckc2dAJATY8ZYeSUA2D6yUkw95fMZACOhKgQ0cghgzBF2PwVARQjhiQ9jrwSAnPhlej0AAO+HgDUbOQQwlncIluwpvoxJKT3xYcwBYJQoXnReXgLY3frNSZzzyZXo7nH2kaHGWmCGJy4BZYwdBAeAPGL7L1NKaXdJkpq56uLzylFSZP91yweyIw280eNok4x5TM58bnIAyBcU6zkULzrCU61yyk1XTcQtXz/C0TZ3pIHb3wQ67X1MmTGWmzwxHeuJEYdiPYcDAA0e/BljqgkhcubIwrHwyohDMp1jdwgwDMPWernmizz4M5bXcmWZkzcB5hGqX6bdL2YvzwB88aqJ+BkP/ozlNU3Y+yWHKlAIIXgJIF8IIUiu2bP7xefzObvpzS148GfMGwyRG59xUkpP3MzmiQAAYAdFUcuybK0XCnni+Ok9qBj8d6aBRW/x4M+Y0wzN3hN27f4M3s1OqsJuwgFgDDgAjM0XPqVm8L/9LWB70tFmGWOwfwaAaglAStlNUthlPBEAhBAkAcDug3vC4bCt9dzsC5+aiFu/wYM/Y16ia7kRAED0pdFtPBEALMsimc6xOwB4ZQaAB3/GvMkn7F0CINwEyEsAeYRnAFyCB3/GvElAQLd5DwDhEgDPAOSRnAgAxcXFttZzGxVr/r0ZoJkHf8aU8+shCJtvA+IZgLHxRADIpT0Afr+9CdktPv8fg4M/wR1K+9WbGXzUbysP/owpF9AittekCgCWZfEmwDySEwEAyM9ZgAXza3HrN3jwZ8zLArr9S5xUjwGapslLAPlC0zSSX2Y6nba9ZlFRke01VVowvxat3z6KB3/GPC6kF9hekygAyGAw6Il7QT0RABYsWBAHYPuUTjZr/wnD48aNs72mKv95ufODf08G+AUP/oy5TlC3fwmAYhYWwLaGhgZPHBPmiQAwZJ3dBTMZ+y+MKisrs72mCv95eS3abnZ28O/LAIve5A1/jLlRgCAAUOwBkFJusL2oS3kpANj+S6UIAFVVVbbXdJqqwf/2t/ibP2NuFdKjttekWAIQQtj+ZdGtvBQA1ttd0DRN21+AuR4ArmlSN/h3JJxrkzF2aCKGvcubUkqSGQAhhO1jhVt5JgBIKUl+qXbvA6isrLS1npOuaarF4u/w4M8Y+6ACf4mt9aieALAsyzNLAPZezuximqatp0iLqVTK1mf3c3UGQMXg3zO023+bB6b9Dc2HqZXTbT5GhTGnCEQMex9xJtoACBDMFruVZwIAiH6pdj8KWFVVBU3TKK+5tJ2qb/7Nb3lj8Nc1A5dP+xKOrJyuuiuMjUomk8E777xja02qz0ghhGdmAHgJYIzsDgB+vz+nlgF42p+WrhmYP+3LPPiznEaxYZpqBsCyLN4EmG+2bt26BYDtJ/ekUvY/Ljpx4kTba1L4zLxatN18JA/+RHjwZ/mC4tA0ogCQmj179jaKwm7kmQCwcOFCS0q51u66FAGgrq7O9pp2+8y8Wiz+zpHQNOdGfx78GctNORQA1gghaC4YcCHPBAAA0DTtdbtrUryw3T4DwIM/LR78Wb6h+KJEtAfgNYqibuWpAACCX65pmrY/CujmGQBVg/8iHvwZy1nJpL27dU3TpLoJcBVFUbfyVACQUpL8cu1+cR9++OG21rPL1fNqlA3+W3jwZywnUXxJInwEkGcA8pWmaTkRAIqKilz3JMDV82rwf985igd/Ijz4s3xFMf1PFQCEEDwDkK/GjRv3FgDbr/BLJOwfodw0C8CDPy0e/Fk+owgAFDexAkhHIpHVFIXdylMBoKmpKQ3A3tMoYP8MAAAcccQRttccjU9fxoM/JR78Wb6j+HwkmgF4c+bMmSTJwq08FQCG2L7Gk0gkbN+Q4oYA8OnLavDL7/LgT4UHf+YFFAGAaAbA9qfE3M6LAcD2NR7Lsmw/6eroo4+2td6h4sGfFg/+zAssy7J9CYBo8IeU0lMbAAEPBgAhBMkv2e59AOXl5couBlI2+L/Ngz9j+SSZTNo+O0oVAOCxJwAAbwaAFynqxuNx22sed9xxttc8GKWDv/3/CV2HB3/mJRSfi4QzAC+RFHYxzwWABQsWrAewye66AwMDdpd0PABcdSkP/pR48GdeQ/GEFFEAWDdnzpzNFIXdzHMBYMhzdheMx+O2T3U5GQCuurQGS77Hgz8VHvyZF+VKABBCPGt70RzgyQAghLA9AFiWRXIiYDQatbXmvvDgT4sHf+ZFqVTK9sf1CNf/bR8TcoEnAwCIftl2LwPouo4TTzzR1pp7+9QlPPhT4sGfeRXF+r/dT1sNM02TA4BXpNPplQBsfziV4gU/fTrdwPGpS2pwx/edHfz7szz4M+YF/f39ttckmgFIpFKpVygKu50nA8DnPve5FIB/2V2XYiMgVQBQNvi/yYM/Y/lOSplLMwArhk6J9RxDdQdUkVI+J4Q43c6aqVQKmUwGPp/PtpqTJ09GeXk5tm/fblvN+Y2Vjk/7Dw/+m/k5fzIvvNOL597udbRNxvZlXNDEKdWWrTVN04Rl2VtziCc3AAIeDgCapj1HcZ90X18fSkpKbK05ffp0PPjgg7bUmt9Yid/+9FjoOg/+FFQN/s+t7sVlP1uFgRTZNamMjdh1Z4VxSnXI1ppU6//w6AZAwKNLAAAgpXwSgO1xkmLd68Mf/rAtdXjwp8WDP2ODTp1k3yzosHSaZJbe0nX9GYrCucCzAeC6667bBuBlu+tSBIBTTz11zMsK8xsrcTcP/mR48Gds0LiwwOEVuu11iTYArmhoaLBvfTXHeDYAAICU8iG7a6bTaduTaiQSGdPjgJc3DA7+Bg/+JHjwZ+x9Zx0egCbs/awhXP+3fQzIJZ4OACD65VPMApx55pmj+rnLGyrx21t48KfCgz9je5p5hN/2mkTT/wAHAO/Sdf1ZAD121+3psb0kZsyYAXGIqZoHf1qqBv8n3+jBJbe8xoM/c52CoMBJE3Nm/b+3urr6BYrCucLTAWDBggUZAI/bXbevr8/2ewGqq6tx1FFHjfjPN/HgT0rlN/8rbnsdiTTJdChjYzJjih+GzaOKlJLqCYBHpk+fTvZoQS7wdAAAACHE3+2uaVkWyTLAueeeO6I/19RQid/x4E+Gp/0Z27eZU3Nn+l8I8TBJ4Rzi+QCg6zrJGlBvr/0HspxzzjnQtAP/ylQM/vEs0Po2D/6UePBnbhf2C5wyKacCgKfX/wEOALjmmmvWAFhtd12KAFBRUYFjjz12v/9e1eDf/Dawwf5TkF2HB3/G9m/GYX747X/6j2r6/43GxsZ1FIVziecDAAAIIf5qd81UKoVUKmV3WZx33nn7/Oc8+NPiwZ+xA2s4JmB7zUwmQ/X4nz1Hq+Y4DgAApJR/oqi7c+dO22uef/75HzgUaN5FPPhT4sGfsQMrj2qYXmf/7n+KL1EAIKX8I0nhHMMBAMC11177LADbp4MoAkBhYSFmzJix6+/nXVSJe37Ggz8VftSPsYNrPDYAu+8Wk1JSrf9viMVinn78bxgHAABCCCml/LPddROJBEmCbWxsBMCDPzV+1I+xkbmQYPo/m81STf8vFULYfxNcDuIA8D6SKSGKWYDTTjsNn2o6Ssng3/IWD/6UeNqf5ZoP1RqoK7F/9x9P/9PjADDkuuuuewE5sgygaRpu/vp8Rwf/xNDgvz7uWJPK8ODP2MhRbP6jmv4XQqyNxWLLbS+cozgADBFCSCFEu911E4kEksmk3WXRmT4FUjoTABJZoJkHf1I8+LNcFA0InH907kz/W5b1B57+fx8HgN2YpkkyNURxN0DKKsaOzJG2190bD/70ePBnuarh2ABCPvu/iFBN/2uaxtP/u+EAsJsbbrjhJQDv2F23q6vL7pIAgK3JU0nqDuPBnx7v9me5Sgjg0hNDtteVUlIFgPcaGxtXUhTOVRwA9kKxQSSdTmNgwP6dcz2ZyUiYZbbXBXjwdwLv9me57NRJPkwcZ/8QkkqlbL9MbQhP/++FA8BeLMv6NQDbXyQ0swACHcnTbK/Kgz89nvZnue7SE4Mkdamm/wHcRVU4V3EA2MuNN974NoBn7a67c+dOkk0t21PTkJUR2+olhp7z58GfDg/+LNfVFOk4Y7L9J/+Zpkl19v/TsVjsTYrCuYwDwD4IIe60u6ZlWSSPBFrShw6b9gLsGvz5OX8yPPizfNB0UhCayJ3NfwB+RVU4l3EA2AfTNP8AoN/uulSbATsSp8CSY0vjPPjT48Gf5YPikMDsD9n/6B8AkkemAfQlEgne/b8PHAD24YYbbugXQtj+ghkYGCB5gWdlBNtSJ47653nwp8e7/Vm+uOLkENmjfxTLpEKI9qamJtu/0OUDDgD7YVmW7csAANDZ2UlRFluSZ0Hi0I/j5MGfHu/2Z/kiGhC45ASazX9E3/4Bnv7fLw4A+3H99dc/BcD2TSPd3d0wTfu/BabMImxPTTukn+HBnx5P+7N8Mm9aENGA/d/+CTf/vdXY2PgcReF8wAHgwH5jd0HLstDd3W13WQDApsRHRjwLwIM/PR78WT4J+gSaTrL/4B9g8Mh0Infws//7xwHgALLZ7F0AsnbXpVoGSJlF2JY8+CxAIgu08OBPigd/lm8uPTGI4pD93/4JT/7LaJp2N0XhfMEB4AA++9nPbgZwn911U6kU+vr67C4LANic/Agsuf9ZgIQ5OPiv48GfDA/+LN9EAwKfOIVu7Z/o5L//19jY2EFROF9wADi4Foqi27dvpyiLlFm03zsCEubglb48+NPhwZ/lo0+cGkJRiGa4oJr+1zSN5LM7n3AAOIhrr732MQBv2F23t7eX7IW/KTkTWbnnWh0P/vR48Gf5qCyqYd40um//FI/+AXitsbHxSYrC+YQDwEEMbSAhSZLbtm2jKIusFcTmxId3/T0P/vR48Gf56uozwiTP/QOkm/+aqQrnEw4AI+D3+38DoNfuujt27CA7+rIjeQbSVhEP/g7gwZ/lqwnjdMw6jubUv3Q6TfJINIA+XdfvoSicbzgAjMDVV1/dJ6UkeUFR7QWwpIG1A+fw4E+MB3+Wz647KwyDaJQg/PZ/V0NDg+1f2PIRB4AR0jTtdhBdE0x0AAa60ydgwJxAUttN+Hhfxuw3faIPM4/wk9TOZDJkn3tCiDaSwnmIA8AIXXvtta8DeMruulJKslkAQGB66SwIglu73IKP92XMfroGfOGj9l0zvrd4nOy+8X/OmjXrNari+YYDwKEh2VjS2dlJloZLAjWYHD20I4JzhaH5cMVJX+Fpf8ZsNn96CFPKD/1ukZGg/PYvpeRH/w4BB4BDUFpa+mcA79ld17IssicCAOD4kvPg02ge41FF1wxcPu1LmFpxkqPt8uDP8l1ZVMOnT6c58hcYvBWVyJpkMnkvVfF8xAHgEDQ1NZkAFlHU7uzsRDqdpiiNoB7BiaXnk9RWgTf8MUbnxo+EEfbTLBtmMhlks7afrg4AEELcOvQZzUaIA8AhymQydwDosbuulBJbt261u+wuUwqmozxYR1bfKTz4M0Znep0P5x9F89gfQPrtf0c8Hie5wj2fcQA4RJ/73Od6ASyhqN3d3U12LoCAwGnlc6ELg6S+E3i3P2N0gj6Br50fBdWe4VQqRfbtH8Dipqamfqri+YoDwCgYhvFzALbvYpFSoqOD7u6KAl8Zji6eQVafEu/2Z4zWdTPCqC2mGxIIn/vP6LrOJ/+NAgeAUbjmmms2AvgTRe0dO3ZQPiKDY8Z9BEX+CrL6FHjanzFax9UYuGwa3dR/IpGg/Pa/tKGhYSNV8XzGAWCUpJS3UNXeuJHutaxBx5kV86AJmkd87MaDP2O0fDrw9Quj0Ijm/qWUlN/+YVnWrWTF8xwHgFG6/vrrVwAguW0qHo+jp8f2fYa7FPurcOy4s8nq24UHf8bofebMMOpL6b4QJBIJqhv/AOAfc+bM+RdV8XzHAWAMhBA/paq9efNmSGn7ycO7HFN8FkoDtWT1x0rVIT+84Y95yfHjffj4KXTP/FuWRfrtdvAHrgAAIABJREFUn3Im1gs4AIzBggULHgBAkj5TqRQ6OzspSgMABDScVn4JdOEja2O0VB7ywxv+mFcUBAW+PSsKjfCk8IGBAcovMi/HYrG/UxX3Ag4AYyCEkEKIH1HV7+joIDsyEwCK/BU4qewisvqjwdP+jDnjK+dGUFlANwSk02myx5oBQEr5XSEE3TSpB3AAGKOSkpI/SSnfpqhtmiY2b95MUXqXwwpORl30Q6RtjBQP/ow5Y/aHAjiP8MAfKSXloT8A8ObKlSv/QtmAF3AAGKOmpiaTchZgx44d6O+nPd/ilLIYIkYxaRsHwxf7MOaM8cU6Pj+T7qY/YHDjn2nSvaeklN9fuHAhr9WNEQcAG2iadjeAdVT1N2zYQLoh0KcFcWblPAhFLwe+2IcxZwQMge/PKSA76x8YnLmk3PgHYE1BQcHvKRvwCg4ANliwYEEGANkTAalUivS2QAAoC0zEiaUXkLaxLzztz5hzvnp+BIdX0J4BQrzxD1LKH82cOZPsVCEv4QBgk0QicQcAsnN8t27dSnZb4LAji85AXfQ40jZ2x4M/Y8659MQALjqGbt0fGPyyQvw5tdkwjF9TNuAlHABsctNNNyUAkJ1IZVkWNmzYQFV+l1PL5qLYX0neDg/+jDnn2BqDfN3fsizqjX8AcEtDQwPdowUewwHARpZltQAge3i/r6+P9GwAADA0P2ZUzodPo/umwBv+GHNOWVTDD+YUwKcTPvCPwal/whP/AGCb3+9fTNmA13AAsNENN9zQL6X8MWUbmzdvJl8KKPCV4YyKeRCw/wODN/wx5hyfLvDdWBRlUdqPeupn/of86IILLiCfYvASDgA2SyaTiwCQPbzv1FJAbXgqTiixd1Ogqml/Pt6XeZEQwNcviOD48bSnfVqWRf6oMoAtANqoG/EaDgA2u+mmmxJCCNJZgL6+PnR1dVE2AQA4qvhMTCmw55u6yjV/Pt6XedGnTw+Rb/oDHJn6B4Dvx2IxunvSPYoDAIFAILAYwCbKNjZt2kS+FAAAJ5fFUBGcNKYavObPmLMuOiaAq88Ik7eTSqWcmPpfr+v6L6kb8SIOAASuuuqqpBDi+5RtWJaFtWvXkj5vCwCa0HFW1cdQ7K8a1c/zmj9jzjphvA9fvyAKQbvnD6ZpOjH1DyHE93jnPw0OAERKSkqWgPB0QACIx+PYsmULZRMAAL8WxNlVH0fIKDykn+NH/RhzVl2Jjh9dXAAf7Vk/AID+/n7yLyAA3quqqrqTuhGv4gBApKmpKS2l/C51O9u3b3ckhYeNIsys+iT8WnBEf543/DHmrMpCHT+fV4jCIPFXfwx++aC8qXSYEOLm6dOn0zfkURwACOm6/hsA71K2IaXEunXrkM3Sn4xZ7K/EjMoroQvjgH9OF4ayNX/e8Me8qCSi4famAlQV0n+kZzIZxOOO7Md7OxKJ/M6JhryKAwChBQsWZIQQ/0PdTiaTceTRQACoDNXjzIrLoYl9zzFqQsf8k77Ma/6MOSQaEPj5ZQWYMI5+3t+yLPT19ZG3M+S/+cx/WhwAiC1YsGApgBXU7fT09JBfGDRsfOTIoYOC9nz5CGi8258xBwV9Aj+5pACHVxx4Vs4OUkr09/c78cgfALw0a9asPzvRkJdxACAmhJAAvuxEW1u2bHFkPwAATIwcg1PKZ79/WqAUuHL6f/GaP2MO8evAj+YW4ATig36GJRIJRx49BgAp5deGPjsZIQ4ADrjuuuseF0I8TN2OlBJr1651ZHMOAEwpOAknlTUCpsDHT/kar/kz5pCgT+CnlxbilEnODP6ZTAaJRMKRtgD8dfbs2f90qjEv4wDgEMuyvgKAfKTKZrOOnA8w7IjCU3H5Ud/gNX/GHBLyCfzk4gKcXOfM4G+aJvr6+pz6TLE0TfumEw0xDgCOuf76618B8Hsn2hoYGMCmTaQHEe5BzwbR0dHhWHs8+DOvivgFfj6vENMdGvyllOjr63Nq3R9CiLsaGxtfdqQxxgHAYd8E4MiJVp2dnY7cFzBsx44djhxKxIM/86poQOAXTYX4UC39hr9h/f39jjxiPCQppfyWU40xDgCOuu6669YKIVqdam/jxo2ObQoEgJ07d2Lz5s1kU4W84Y95VUlEw6LLC3FMtXODfzwed+Kc/93dHovF1jvZoNdxAHCYEOJ7QoidTrQlpcSaNWuQTCadaA7A4OOImzZtsj0E8IY/5lU1RTrarijE1ErnBv90Ou3UYT/Dun0+3w+dbJBxAHDcggULOgF8x6n2TNPEe++95+Q0Hvr6+rBu3Trb1g152p951ZFVBpZ8vMiRQ36GZbNZJw/7AQAIIRZeeOGF3Y42yjgAqCCEuF1K+bZT7aXTaaxbt86xJwOAwWeG7TiimAd/5lWnTvKjZX4hxoXpz/YfZlkWent7Hf2sAPBmVVVVm5MNskEcABRYsGBBBsBXnGyzr6/PseOChyWTSaxdu3bUh4fwmj/zqouOCeAnl0QR8jk3+Esp0dvb69iO/93avYkv/FHDuVcX+4C2traHpJTnO9lmRUUFampqnGwSmqahtrYW0Wh0xD/D3/yZFwkBXH1GGJ8+PQTh4Kfz8ODv1CFiu3k0Foud53SjbBDPAKj1RQCOXnaxbds2x+4MGGZZFjZu3IgdO3aM6M/z4M+8KOQT+MGcAlx9hrODPzA4Q6hg8M9KKb/gdKPsfRwAFLr22mtfl1IucbrdzZs3o7vb2f02Ukp0dHRg27ZtB1xf5MGfeVFNkY5ffqwIHznc73jb/f39jp3xv5eW2bNnr1LRMBvEAUCxbDb7v049Fri7DRs2oLe31+lm0dXVhY0bN8I0PzjA8+DPvOjECT7c8fFCTCl3bqf/sHg87uhjwrvZkclkblbRMHuf8684tocHH3ww3tjYmAXg6F4AYPCZ/Wg0Cr/f2W8d6XQafX19iEaj0PXBl+CTb/Rg3q2rEOfn/JlHCAF87JQQ/rchirDf+e1YiUTC6Wf9d/e1uXPnPq6qcTaIZwBcoLS09HYAbzjdrmVZePfddzEwMOB000in01izZg16e3v5kB/mOQVBgR/NLcCNHwlDV/ApnEgklLzvh6yqrq527ERUtn8cAFygqakpLYT4rIq2VYYAy7KwadMmPP3ye0hnedqfecPUSgN3fqIIMw5zfr0fGHw8V+HgDyHEZ/mxP3fgxwBdpK2trV1KOU9F27quY8qUKQiHwyqaxxsdWXzz/n5s7uEgwPLXpScG8PmZUfgULb4mk0lH7wfZh9/FYrGPq+wAex/PALiIrus3AVDy7jRNE++++66yNcGjqgz8+pNFOPsINd+KGKNUEtHwk0sK8OVz1Q7+Kr/5A+izLOu/VHaA7Yk3AbrIsmXLehsbGy0hxLkq2pdSYufOnUo2BgJAwBA498gAqop0rFifQYYnA1geOOtwP352qbOX+exN8Zr/sG/Mnj37YdWdYO/jGQCXKSsruxUKNgQOG54JcPoykN3NOjaA336qGCeM9ynrA2NjFfYLfPX8CH40t8DR8/z35obBXwjxenV19e1KO8E+gPcAuFBbW9s5UspHVfZBCIFJkyahqKhIWR9MC/jNCwn8+rkEMqajl5MwNiYnTvDhmxdFUFOkdpI1Ho+rfNRvFyHER2fNmvWY6n6wPXEAcCmVGwJ3N2HCBJSWlirtw3udJr77YD/e6HD01GTGDlk0IHDNmWFcNi0AzenzfPfS39+v6pCfvd0Ti8U+proT7IN4CcClhjYEqpuHH7JhwwZs375daR8mlw0ek3rdWWFlG6gYO5iZR/jx+08Xo+mkoNLBX0qJvr4+twz+vZZlOXrzKRs5/jh1qWXLlvXGYrE4gAtV96Wvrw+WZSEajUIo+mDTBHD8eB9mHhHAu9uz6OjlQ4OYO5RHNXyrIYpPnxFWcqLf7oYHf0Vn+3+AlPKmOXPm/FN1P9i+8QyAi3V0dNwO4HnV/QAGbxFcu3at43eF721SqY6W+UX4n4YoikO8gsXUMTTgiukh/P7TxThLwSU+e7MsCzt37nTN4A/gxWQyuVh1J9j+8Seoy7W0tHxICLEcgCu2xIfDYUyePBmGoe6RpmH9KYklzyTwx5UJWLxHkDno5DofvvDRMCaXqX8fAEA2m0Vvb6/ygL6brKZpJzc2Nr6suiNs/zgA5IDW1tafAviS6n4M8/v9mDx5MoLBoOquABg8RfAXj8Xx7418uiijNXGchi98NIrTJ7sijwMAMpkMent7D3jNtgI/jMViX1fdCXZgHABywOLFi8Omab4mhKhX3Zdhuq5j0qRJKCgoUN0VAICUwD/fTqPliTgfJ8xsVxTS8KnTQrhsWhCGixZO3fCM/96EEGt9Pt+xF1xwgbs6xj6AA0COaGlpuUgI8TfV/dhbTU0NKioqVHdjl7QJLF2ewN0vJNCfctU3IpaDQj6BK6YHceXJIUQC7vq4dNFjfnsQQsyaNWvWX1X3gx2cu17R7IDccjbA3oqKijBx4kTounseKulNSvxxZRL3vJRAPM1BgB0any7QeGwAnzkzhNKIi77yY3CzX19fHzIZVy558WU/OYQDQA5ZvHhxtZTydSllseq+7C0YDKK+vh6BQEB1V/bQ2W/h18/Hcf8raT5NkB2UTxe48Gg/rv7/7d19dFz1fefxz/eOZiRZIxtLdmUscJLdtGlaGgptku1ut6k4kR+ke2eEAZGyQJMY7zw5pvhskkOS3Xg3zdM25SwtscRTsmxoaBzIAyVZyGYhpQlJQAYTg3kOwQ/Y8gO2ZUkzmtG9v/3DltcGS5asGX3vw+d1jo8dkiO9D7FmPnPnzr3/bh7amv31xA/48mS/k71RqVTevXr16n3aITQ9HAABs2nTputE5HbtjtOJxWJYtmyZ6uWDJ7N3yMPdjxfxT78qocxTBOhNGuOC1Hsa8Bd/XI+2+f45knUyH9zKd0rGmGtTqdQ3tDto+jgAAsYYI/39/f8bwArtlsksXrwYS5cuVbto0FQOjRp8Z2sJ/zjAcwQIaEoI7D9owDXvb/Ddof4JxhgMDw9jbGxMO2UqP3Qcp1s7gmbGf4/QdEa33HLL22Kx2DYA/jgF/zTmzZuHt7/97Sq3FZ6Ow6Me7n2qhO8+PYY3Rnx5OJVqaOmCGC6/uB49FzagMe7fh0GfH/KfMOS67gU9PT07tUNoZvz7N5+m1N/f/zFjzN9pd0zFsiycd955aGlp0U6ZVMU1+JeXK/iHJ4rYvoc3Gwq7C8+Lo/fiBnzgtxOI+fMF/wmlUgkjIyN++3z/W4hIxrbt27Q7aOY4AAJq48aNVltb208A/HvtljNpbW1Fe3s7LMvfj7gDr1Vw39YS/uXlMlxfv+CimWhKCFb9fj2u+KNGLFvo77+DwLGz/EdGRvx+yH/CT2zbvkRE/L1S6LQ4AALslltu+Z1YLLYVQKN2y5kkEgksW7YMyWRSO+WMDgx7eOCZMdz/qxL2HOESCCIR4ML2OLovSOCSd9Wr36RnusbGxjAyMuL3Q/4TRj3PuzCdTr+sHUJnJxg/FTSpvr6+TwD4snbHdIgIFi1ahHPPPdf3RwMAwDMGv3x1HD94poSfvlLB2Dhf5PjdkvkWui5oQNfv16P9HP//HZtgjMHIyIgvL+wzhb9yHOdm7Qg6exwAAbd58+bYwYMHfw7gvdot01VfX49ly5ahqalJO2XaRsYMHnlxDA9uL+OpnePwfP6+bJScM8/Cn70zjs7frcfFy+pg+fDTJ1OpVCoYHh6G6wbq86m/KBaLf9rb2xuoaDpVsH5S6LS++tWvvtuyrC0IwFsBE4J2NOBk+456eOTFMh55sYxtuzkGNCycJ/jAbx87vH/x+XHfn9B3OsYYjI6OolQq+f5EvzcZ9Tzv4nQ6/YJ2CM0OB0BIbNq06eMi8t+1O2YqkUigvb3dlxcPmo6DIx4efenYGHhqZwXjgXjrNpjOXxjDn/yrOP7snQlcdH4cVoAfvcrlMoaHh4PyXv8pRGS9bdt/r91BsxfgHyE62fFPBTwM4APaLWdj/vz5OO+883x73YDpKFUMtr0+jp+9UsFPXhzD4NHgPbj7SX2d4D3tdXjv2+L403cm8I5Wf16hbyY8z8Pw8DDK5bJ2ytl62LbtD/Ks/3DgAAiR22+//R3j4+NPw8cXCJqKZVlYsmQJFi9e7MurCM7UK/tdDOyo4MmdFWzdWcFQiY+ZU6mvE/zeuXW46Pw4Ljq/Dhe2xxEP/nP+CcViEaOjo0E73H+yIcuy3tPd3f2adghVR/AfZekUfX19OQCbtDtmo7GxEUuXLkVzcyB3zGl5xuDXB1w8uWMc214fx3N7x7H7cLTPn5rfIPiD9jje016HPzwvjncviSEeC99DUqVSwcjICMbHg32hKRFZY9v217Q7qHrC99MWccfvFfADAKu0W2ZrwYIFWLp0qe/uMFgtQyWD5/ZW8PxeF8/tHcfzgy4Gh8I5ChYlLbyrrQ6/81sxvKutDu9qq8OS+QE8c28GXNfF6OhoUC7ocyYPOI7jaEdQdXEAhFBfX187gG0AFmq3zJaIoLW1FUuWLEFdXZ12Ts0Njxm89oaLVw+MY8ch7/ifXbx+xPX91QljFnDu/Bje1hrDsoUxLGuJYVmLhbe3xNDi0xvt1MLE2f3FYlE7pVoOWpZ1QXd3917tEKouDoCQ6u/vv9YYc5d2R7XEYjG0tbWF5vyAmRr3gP1HPew76mLwqMH+4WN/3nvEw8ERD0Mlg6NjBkNFU/WPJVoiaG4QJOuBhfMstDZZaJtvYXHSwqKkhbbmY78vmW+F8hD+TJRKJYyOjgby7P7JGGOuTKVSm7U7qPqi/dMacn19ffcCuEy7o5ri8Tja2trQ2toaySEwHcNjBkcnBkHJw8QeOHr8JEQD4GjJQ11MMO/EnfAMmhuOvUqvs4BkvaC5wUJzvaCpnv+ep2KMQblcDtIlfGfim47j/AftCKqN8B9TjTBjzFoReR+A87VbqqVSqWDXrl0YHBzkEJhEsl6QrBecCwAI0Wn0PhSWE/wmsUtE1mlHUO3wkTPkNm3a9EEReQhAKN+Era+vR1tbm69vOUzhUy6XUSwWUalUtFNqxRORD9q2/Yh2CNUOB0AE9PX13QTgBu2OWkokEli8eDFaW1sDd2lhCgZjDCqVCkZHR8P6iv9kX3Ic50btCKotPlJGQKVSuRHA09odtVQul7F7925s374de/fujcIDNM0RYwxKpRIOHz6MoaGhKPzdeqpYLH5WO4Jqj0cAIqK/v//3jDEDCNANg2bDsiy0trZi8eLFgb68MOnxPA9jY2MoFothPLlvMiURea9t289oh1DtcQBESH9///XGmP+h3TGXRATJZBKtra0455xztHMoAFzXRalUCuJd+mZNRPK2bfdpd9Dc4ACIkONXCXwAQJd2i4ZEIoHW1la0trZG4qJCNH0T7++H/MS+KRljHnQcp4s3+okOngMQISJiLMu6DsB+7RYN5XIZe/bswfbt27Fjxw4MDw9rJ5Ey13UxMjKCQ4cOYWhoKLJP/gD2GmM+zCf/aOERgAjq7+9faYz5Ifj/P+LxOFpaWtDS0hLaew7Qqfhq/y08z/NWptPp/6MdQnMr8k8AURWFjwbOVDKZREtLCxYsWIBYjBfQCZtKpYJSqYRyuRy59/bPgB/5iyi+ERpRlmV90nXdfysi79du8Yvh4eETbws0NTXhnHPOwcKFC3m+QIBVKhWUy2WMjY1F6Uz+mXiCH/mLLh4BiLBbb731X3ue9ySA+dotfiUiaG5uxoIFC7BgwQKOAZ8zxmB8fBxjY2MYGxvjK/2pHTHGXJRKpV7VDiEdHAAR19fX1wvgW9odQdHY2Ij58+cjmUwimUzyPgQ+MPGe/tjYGA/vz4Ax5qpUKnWPdgfp4aMXYdOmTXeJyLXaHUFTV1eH5ubmE4MgHo9rJ0XCxKv8icP7EbgyX9UZY25LpVIZ7Q7SxeOZhGQymR8ZGXkfgN/VbgmS8fFxHDp0CIcOHQJw7MZE8+bNQ1NTE+bPn88rEFbRxBP+xC++yj97IrIdPAGYwCMAdFxfX99FAB4D0KDdEhb19fVIJpNobGzEvHnz0NjYyLcMpsHzPIyPj5/4xSf8qhoVkffzUr8EcADQSfr7+7PGGF4GtEZE5MQYaGpqQkNDAxoaGiI9Ciae7F3XRaVSgeu6cF1XOyvMPuo4zte1I8gfovvIQ6fV39//DWPM1dodUVJfX4+GhgY0NjaeGAWJRCJUtzX2PO/Ek/vEK3vXdfnKfg6JyD22bV+l3UH+wXMA6BSu6+Ysy/ojAO/WbomKiY+sHTly5JR/XldXh0Qigfr6etTX1yORSCAej6Ouru7E734x8WQ+8UR/8u88Sc8Xno3H42u1I8hfeASA3qKvr+8CAL8EME+7hSYnIqeMgVgshlgsBsuyEIvFUFdXd+LPJ7/NcPJVDt98ouLJr8gnntCNMW/5NfHPPc/jBXb8b8R13ff19PRs1w4hf+EAoNPq7+9fY4y5Q7uDaqu9vT3S5yBEgYh82Lbtu7Q7yH/C8yYjVVU2m70TAB80iAJMRO7kkz9NhgOAJtXU1FQAwMOGRMH0jDFmvXYE+RcHAE3q2muvHRGRKwAMa7cQ0YwMeZ53ueM4o9oh5F8cADSlbDa73RhzDQB+XosoGIwx5qPpdPoF7RDyNw4AOqN8Pv89AH+j3UFEZyYiX0ilUvdpd5D/cQDQtAwODt4I4CHtDiKa0o9HR0c/qx1BwcDP/9C03XHHHS3lcnlARN6h3ULVwY8BhsprAP7YcZwD2iEUDDwCQNN23XXXvWGMWQ2gqN1CRKcoichlfPKnmeAAoBkpFApbAfA+4kQ+IiIF27a3aHdQsHAA0IzlcrlviMht2h1EBIjIJtu2v6bdQcHDAUBnRUTWAfiZdgdRxP3CsqwN2hEUTBwAdFYymUzFsqwrAOzRbiGKqEEAl3d1dY1ph1AwcQDQWctkMnsAXAGgot1CFDHjxpgrHcfZrR1CwcUBQLOSy+V+BuBG7Q6iiPlPqVTqn7UjKNg4AGjWcrnc3xpjvqXdQRQFInKP4zg3a3dQ8HEAUFUkk8k1AJ7R7iAKuW3xeHytdgSFAwcAVcXxOweuFpHD2i1EIXXY87zVK1asGNEOoXDgAKCqyWazLx2/c6Cn3UIUMp6IXJ1Op1/WDqHw4ACgqsrlcg+IyH/V7iAKE2PMf7Ft+wfaHRQuHABUdZlM5nMA7tHuIAqJex3H+YJ2BIUPBwBVnYiYYrG4BsDj2i1EAfckgL8UEaMdQuHDAUA1sWHDhqJlWT0Admm3EAXUnlgslnYcZ1Q7hMKJA4BqJpPJ7LEsKw2AD2BEM1MC0NPV1cUBTTXDAUA1lclknjTGfBgAD2ESTY8xxnzUcRy+hUY1xQFANZfP578N4IvaHURBICKfS6VSPImWao4DgOZENpv9DIDN2h1EPvfdgYEBfoyW5gQHAM0JETGe560B8CvtFiKf2ppIJK7ZuHEjL6RFc4IDgOZMoVAYdl03BWCfdguRzwwCSPMyvzSXOABoTq1bt+41z/MuBTCm3ULkE2XLsnodx9mhHULRwgFAc65QKDxmjMlodxD5gTEm393d/ah2B0UPBwCpyOfzdxljbtLuINJkjPlyKpW6U7uDookDgNTs27fv4wAe0O4g0mCMebBUKn1au4OiS7QDKNruvPPO5nK5/BiAC7Rboqi9vR0ifBhQ8FxDQ8OfdHZ2HtEOoejiEQBStWbNmqPHTwo8oN1CNEf2G2O6+eRP2jgASF2hUHgZQDd4zwAKv5KI9KRSqVe1Q4g4AMgXcrnc48fvGcCLoFBYGQBrbNt+TDuECOAAIB/J5/PfFpHPaHcQ1YIx5hOO43xTu4NoAgcA+Uo2m/0igD7tDqIquyOVSn1FO4LoZBwA5DuWZV0vIj/S7iCqBmPMg8lkMqfdQfRmHADkO5lMphKPxy8HbxxEwfdsY2Pjhzo6Osa1Q4jejAOAfGnNmjVHAXQB2KXdQnSWXndddxU/7kd+xQFAvpXL5XZblpUGMKzdQjRDRy3L6u7p6dmpHUI0GQ4A8rVMJvOkiFwJgIdQKShcEbm6u7t7q3YI0VQ4AMj3stnsD40xBe0Oomm63rbt+7UjiM6EA4ACIZ/P3wbgZu0OoqmIyFccx/mqdgfRdHAAUGAMDg5uAPBd7Q6iSdw3MDDwSe0IounibcAoUG666abGxsbGhwH8G+2WMODdAKvDGDNQX1//5ytWrBjRbiGaLh4BoEDZsGFDsVKppAC8ot1CdNyrxhibT/4UNBwAFDjr16/f77puWkQOa7dQ5L0BoCudTg9qhxDNFAcABdK6deueBZAGUNJuocgqAUg7jvO8dgjR2eAAoMDKZrOPGmOuBOBqt1DkuMaYqx3H+al2CNHZ4gCgQMvn8/eLyDrtDooWEbkhlUrdp91BNBscABR42Wy2H8CXtDsoMj5n2/bfa0cQzRYHAIVCNpv9lIh8XbuDws0Yc7dt25/V7iCqBg4ACgURMSKSMcY8qN1CofXD5ubmj4iI0Q4hqgYOAAqNTCZTicVilwH4hXYLhc4TxWLxyo6ODt6UikKDA4BCJZPJjFqW5RhjXtRuodB4xfM8p7e3l7elplDhAKDQyWQyBwCsAsCLs9Bs7Qewihf6oTDiAKBQyufzvzbGdAPgqzY6W0cBrHQc5yXtEKJa4ACg0Mrn81tw7GqBZe0WCpyKiFzhOM6T2iFEtcIBQKGWy+UeNsZ8BADP3KbpMiKy1rbth7RDiGqJA4BCL5/Pf1NEPq3dQcFgjPmEbdt3aXcQ1RoHAEVCNpv9IoCbtTvI30RkUyqV+op2B9Fc4ACgyBgcHNwA4F7tDvKtbw0MDHxMO4Joroh2ANFc2rx5c+LgwYP3A1ih3eIH7e3tEOHDAID/G4vFuru6usa0Q4jmCo8AUKT09vaWLctaDeDn2i3kG48Xi8UePvlT1HAAUOQcv1pgCsBz2i2k7sVKpcKr/FEkcQBQJGUymQN1dXVdLRnCAAAHqElEQVTLAbym3UJqdgHoXL169T7tECINHAAUWWvXrt0lIp0A+AQQPQcAdDqOs0M7hEgLBwBFWjabfcnzPBvHLvtK0XBURFY6jvO8dgiRJg4AirxCofAEgB4APAks/MoALrdte4t2CJE2DgAinLhk8IcAuNotVDOuiFztOM6PtEOI/IADgOi4fD7/PQAF7Q6qCQMgZ9v2t7VDiPyCA4DoJLlc7lYAn9HuoKr7lOM4t2tHEPkJBwDRm+Ryuc8D+FvtDqqaWxzH+ZJ2BJHfcAAQnUY2m/24iHxdu4Nmxxhz95YtW67X7iDyIw4AotMQEdPS0rLWGPMd7RY6aw80Nzd/ZOPGjZ52CJEfcQAQTaK3t9ctlUpXA3hUu4Vm7OeJROJDHR0d49ohRH7FAUA0hQ0bNhRLpVJaRLZqt9C0PdXQ0LBqxYoVI9ohRH7GAUB0BjfccMPhcrm8HLx5UBC85Hneqs7OziPaIUR+xwFANA3r16/ff/zmQb/RbqFJ7bQsqzOdTg9qhxAFAQcA0TStXbt2l+d5nQD2arfQW+zzPK+zu7ubd3ckmiYOAKIZKBQKL1uWtRzAG9otdMJhz/NWptPpF7RDiIKEA4BohjKZzDbLsroADGu3EEY9z7PT6fRT2iFEQcMBQHQWMpnMLwGkAZS0WyKsLCKr0+n0z7RDiIKIA4DoLB2/g+CVAPhZ87nnGmOusm37Ie0QoqDiACCahXw+f78x5iMAeLW5ueMBuDaVSt2nHUIUZBwARLOUz+fvFpGPaXdEhAFQcBznm9ohREHHAUBUBdlsdhN4G+GaE5EbHcfp1+4gCgMOAKIqyeVynxeRL2t3hJWIfN62bf77JaoSDgCiKspkMjcaY/gKtcpEZJNt2zzCQlRFHABEVSQiZt++fQUA92i3hIUx5u6BgQGeY0FUZaIdQBRGt956a9x13ftExNFumUp7eztEfP0w8N1kMtnL2/oSVR+PABDVQCaTqSxatOhyY8yD2i0B9uNkMnkVn/yJaoMDgKhGent7y7FY7DIAj2q3BNBjiUSip6Ojg1daJKoRDgCiGspkMqOVSsUBMKDdEiBPjY+Pd69YsWJEO4QozDgAiGps/fr1Q5ZlrRKRZ7VbAmBbpVLpvPTSSw9rhxCFHQcA0RzIZDIHjDGXAHheu8XHXrIsa/nq1asPaocQRQEHANEcyeVy+zzPWw7gN9otPrTDsqzO7u7uvdohRFHBAUA0hwqFwk7P8zoBvK7d4iO7RaSju7v7Ne0QoijhACCaY4VC4eXjbwcMarf4wH7XdZfbtv1r7RCiqOEAIFKQz+dfEJEVAA5ptyg6IiKrenp6tmuHEEURBwCRkmw2+7QxpgvAsHaLglEAtm3bW7RDiKKKA4BIUT6f/wWANIAoXfCmKCK24zg/1Q4hijIOACJluVzuYQA9AMa0W+ZARUSusG37Ee0QoqjjACDygVwu95CIXAUgzNe9dwFcY9v2D7RDiIgDgMg3stnsd0RkDQBPu6UGjDEm4zjOt7RDiOgYDgAiH8lms/9LRP4jAKPdUkVGRAqpVOpO7RAi+v84AIh8JpvN3ikiN2h3VNEnbdvu044golNxABD5UDabvVlEPqvdMVsi8mnHcf5Gu4OI3ooDgMinstnsfzPGfFG7Yxb+2rbtL2hHENHpcQAQ+Vg+n/+UMeYr2h1n4e8cx/nP2hFENDkOACKfy+VynzDG9Gt3zMDXbNv+K+0IIpoaBwCRz4mIyeVyeWNMEM6i/8aWLVvWikiYPsVAFEocAEQBICJm0aJFGQD/qN0yGWPMd5LJ5Ec3btwYxusYEIUOBwBRQPT29rqWZV1rjPkn7ZY3M8Y8WFdXd1VHR0eYr2RIFCqiHUBEM7N58+bEwYMHvwdg1Wy/Vnt7O0Rm/TDw42Qy6XR0dETphkZEgccjAEQB09vbW7Ys63IA/6zdAuCxYrF4KZ/8iYKHA4AogDKZzGilUkkBeFwx45ee563s7e0dVmwgorPEAUAUUOvXrx+yLGs5gC0K3/7peDzelU6njyp8byKqAg4AogDLZDJHLMtaKSLPzuG3fcHzvBUrV658Yw6/JxFVGQcAUcBlMpkDxphLADw/B9/uZc/zLkmn04Nz8L2IqIY4AIhCIJfL7aurq+s0xrxaw2+zc3x8vDOdTr9ew+9BRHOEA4AoJNauXbsrFot1AqjFE/TuWCzWcemll/6mBl+biBRwABCFSCaTecV13Q4Ae6v4Zfe7rru8q6vrlSp+TSJSxgFAFDLr1q178finAw5W4csdBrCyp6dnexW+FhH5CAcAUQhlMpltnud9EMChWXyZIWPMcsdxnqxWFxH5BwcAUUgVCoWtItIN4Gwu1DNqWZaTSqWeqHYXEfkDBwBRiGWz2Z8DSAOYyaV6xyzLuqy7u/vRGmURkQ9wABCFXC6Xe9jzvDSAsWn8z8vGmMu7u7sfrHUXEeniACCKgEKh8CNjzIcATHW7XtcYc00qlXpgrrqISA8HAFFE5PP574nIXwBwT/NfewD+MpVKbZ7jLCJSwgFAFCHZbPZeANfh2BP+BCMiOcdx/kEpi4gUcAAQRUwul/ufAK6f+M8i8nHbtm/TKyIiIqI509/ff+P3v//9G7U7iEjH/wOLkxir3jyBxgAAAABJRU5ErkJggg==",
"path": null
} | Generate code for a svg of a vector illustration of a map pin icon, featuring the South African flag. | <?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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{
"bytes": "",
"path": null
} | Generate code for a svg of a a simple white teacup on a saucer. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#e2e6e3" d="m58 35 8 2-2 2-8 1q-1-4 2-5"/><path fill="#f9faf8" d="M58 35q-3 1-2 5l8-1 2-2q13 0 5 11 14 7-1 13l-3-1q-21 3-41-1l-7-3q-3-1 0-3l8 4 12 2 8-1 2-1q-7-6-8-13l-3-4q2-1 5 1l3-7q6-2 12 1"/><path fill="#d0d5d6" d="m38 40 3 4q1 7 8 13-6 2-9-1 1-3-1-3-4-6-6-13z"/><path fill="#d6dad9" d="m34 53-7 4-8-4 1-2q6-1 14 2"/><path fill="#e1e5e4" d="M34 53h5q2 0 1 3 3 3 9 1l-2 1-8 1-12-2z"/><path fill="#cbd0d2" d="m19 56 7 3q20 4 41 1l3 1-9 3H35q-10-2-16-8"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a basket of freshly picked apples resting on a table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#faf9f7" d="M0 0h96v96h-5l-2-21q-43-2-87-1v22H0z"/><path fill="#628a4d" d="M55 40h-3q1-6 8-5 0 5-5 5"/><path fill="#7a7856" d="M51 40h3l5 4-3-1h-1q-3-2-4-1z"/><path fill="#c17045" d="m51 40 1 2q-3-1-4 2h-5l1 3q-4-1-6 2 0-5 4-7l1-2z"/><path fill="#7c722b" d="M52 42q-1 3-4 2 1-3 4-2"/><path fill="#eb5340" d="M52 42q1-1 4 1l-1 6h4l2 1 1 6h-4l-4-3q-2-3-1-4h-4l-5-2-1-3h5q3 1 4-2"/><path fill="#d3b58a" d="m57 43 3 1q2 0 2 3l-2-1q-1-2-3-1z"/><path fill="#8a4433" d="M56 43v2q-1 1 1 4h-3z"/><path fill="#b9863d" d="M57 45q2-1 3 1-2 0-1 3h-1q-2-3-1-4"/><path fill="#795f39" d="m60 46 2 1 4 3h-5l-2-1q-1-3 1-3"/><path fill="#7d6d3e" d="M42 42q-4 2-4 7h-2q-3-2-4-1 1-7 10-6"/><path fill="#d15339" d="M32 48q1-1 4 1l-1 3-3-1z"/><path fill="#f8d672" d="m44 47 5 2-1 7q-6 3-11 0-1-4 1-7t6-2"/><path fill="#8d674c" d="M32 49v2q-5-1-5 3-2 0-1 3-3-2-2-5 3-3 8-3"/><path fill="#435e24" d="M49 49h4q-1 1 1 4l4 3-2 2-9 1 1-3z"/><path fill="#f2ca63" d="m32 51 3 1 1 5q-5 0-5-4-2 0 0 2-3 1-4-1 0-4 5-3"/><path fill="#ad7349" d="M36 49h2q-2 3-1 7 0 2 2 3h8l9-1 2-2h4q7 0 4-6 3 0 5 4l-7 11v-8l-2 1v7l-5-1 4-1-4-2-8 1q3 1-1 2l-4-1-5-1q-6-3-6 1-4-1-5-4l2-1-4-1q-1-3 1-3 1 2 4 1-2-2 0-2 0 4 5 4l-1-5z"/><path fill="#db6347" d="M37 56q5 3 11 0l-1 3h-8q-2-1-2-3"/><path fill="#e86c51" d="M61 50h5q3 6-4 6z"/><path fill="#7d6746" d="M41 50q2 0 1 3-2-1-1-3"/><path fill="#c1834d" d="m64 65-1 1q-6-1-9 1l-2-1v-1l-2 1-6-3 4 1q4-1 1-2l8-1 4 2-4 1 5 1v-7l2-1z"/><path fill="#9c5537" d="m26 57 4 1-2 1q1 3 5 4 0-4 6-1l-4 3 2 5q-9-5-11-13"/><path fill="#b46a3e" d="m39 62 5 1 6 3 2-1v1l2 1q3-2 9-1l-5 4H37l1-2-3-3z"/><path fill="#e9ae7c" d="m89 75 1 21H2V74q44-1 87 1"/><path fill="#f4d9c1" d="m89 75 2 21h-1z"/></svg> | |
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"path": "emoji_u1f477_1f3fc_200d_2642.png"
} | Generate code for a svg of a man construction worker: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<path d="M100.61,90.79c0,0,2.5-26.91-7.74-50.02c-1.63-3.68-3.19-6.85-4.71-9.64 c0.39-2.15,2.23-12.22,2.78-15.31c0.48-2.72,0.26-4.82,0.01-6.05c-0.11-0.53-0.36-0.63-0.69-0.2c-0.54,0.7-1.21,2.56-2.07,5.75 c-0.67,2.48-1.87,9.07-2.34,11.77c-2.7-4.46-5.33-7.92-8.09-11.23c-1.36-1.63-3.31-3.71-4.54-4.55c-0.96-0.66-1.37-0.49-0.95,0.18 c0.41,0.67,2.42,3.89,3.42,5.61c3.95,6.81,9.24,13.17,14.44,24.9c5.98,13.49,7.46,28.47,7.7,38.18c-1.28-2.42-3.42-5.12-4.91-7.06 c-5.58-7.22-10.53-9.35-16.17-8.39c-2.57,0.44-4.92,1.92-7.87,3.24C68.68,52.03,61.36,47,61.36,47c1.99,5.57,3.7,14.19,3.61,22.24 c0,0-2.8,0.85-5.22,0.96c-2.95,0.02-5.07,1.07-6.39,2.64c-1.37-5.2-3.31-10.99-5.21-13.48c-3.22-4.21-6.94-4.31-6.94-4.31 c8.34,10.47,9.41,24.82,9.42,24.91l0.19,0.2c0.08,1.82-0.62,5.61-3.45,6.46c-2.16,0.65-4.98,0.95-11.58-11.55 c-0.82-1.55-2.02-2.4-2.99-2.83c-0.59-0.26-1.22,0.3-1.01,0.91c3.29,9.44,7.94,17.63,13.93,17.65c0.9,0,1.84-0.15,2.84-0.47 c1.79-0.58,4.58-1.64,6.08-5.71c2.3,2.46,5.94,4.24,10.88,4.26l2.9-0.05c-2.57,3.09-7.95,10.01-6.92,23.41 c0.66,1.91,2.76-18.63,14.37-23.27c0.79-0.32,2.81,3.99,6.99,4.65c0.23,0.04,0.51-0.02,0.6-0.23c0.09-0.21-0.07-0.44-0.23-0.6 c-3.86-3.96-4.9-8.23-6.51-8.64c-1.62-0.41-2.29,0.3-5.91,0.73c-16.35,1.94-16.11-7.05-15.32-8.55c0.79-1.5,2.72-2.22,4.42-2.29 c7.95-0.34,13.7-4.5,16.6-5.41c5.65-2.38,11.43,4.39,15.61,10.17c1.29,2.01,4.77,7.24,5.08,14.72c0.17,4.17-1.75,13.34-7.89,19.14 c-12.29,11.59-26.53,9.48-30.39,9.01c-3.86-0.47-9.34-1.62-9.34-1.62S56.4,124,67.32,124c11.5,0,20.77-3.84,26.47-11.42 c3.98-5.29,6.01-10.22,6.8-19.25c0.07-0.85,0.07-1.71,0.02-2.56L100.61,90.79z" style="fill:#EDA600;"/>
</g>
</svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a close-up blue ribbon with a gold medal:My primary focus is on capturing the essence of a blue ribbon, a symbol of strength, elegance, and a sense of achievement. The ribbon's shape, the way it's held, and the subtle details of its color and texture are crucial to conveying its visual impact. I aim to create a photograph that is both visually appealing and emotionally resonant, capturing the feeling of a moment of triumph or a moment of quiet contemplation. The focus is on the delicate interplay of light and shadow, the subtle texture of the ribbon, and the overall sense of depth and richness. | {
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"path": "b0729ab1a309f105ccf0f0836be210a519df21760bb480134283f5ebb7e0babe.png"
} | Generate code for a svg of a a close up of a blue ribbon with a gold medal | <svg xmlns="http://www.w3.org/2000/svg" version="1.1" viewBox="0 0 100 100">
<path style="fill:#E3E3BF;" d="m 19,4 62,0 q 5,0 5,5 l 0,82 q 0,5 -5,5 l -62,0 q -5,0 -5,-5 l 0,-82 q 0,-5 5,-5 z"/>
<g transform="scale(0.4) translate(22,30)">
<path style="fill:none;stroke:#919191;stroke-width:6;" d="m 32,62 128,0 m -128,16 128,0 m -128,16 128,0 m -128,16 128,0 m -128,16 128,0" />
<path style="fill:#3F51B5;" d="m 112,96 32,0 0,48 -16,-16 -16,16 z"/>
<circle style="fill:#A8965D;" cx="128" cy="76" r="28"/>
</g>
</svg> |
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