reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
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{
"bytes": "",
"path": null
} | Generate code for a svg of a a white fence surrounding a well-kept flower 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="#faf9f7" d="M96 13v5l-3-4-2 2q1 8-5 14l-1-1-14 5q0-3-2-3H49q-2 3-3 0l-2 4q-3-1 0-3l-2-1-7 3q-3-1-4 3l-1-3h-6l-1 1 3 2-6 5q-4-3-9 0l-1-2 6-2q-3-1-2-3-6-1 0-2l-3-1 6-4 1 1q0-3 3-4l-4-2v-7l2-1-3-4-4-1-3 2-2-3 7-2-3-3q36-3 74-1l3 6q2-4 6-1l-1 1q0 3 3 4"/><path fill="#f8f7f4" d="M0 0h96v13q-3-1-3-4l1-1q-4-3-6 1l-3-6Q47 1 11 4l3 3-7 2 2 3 3-2 4 1 3 4-2 1v7l4 2q-3 1-3 4l-1-1-6 4 3 1q-6 1 0 2-1 2 2 3l-6 2 1 2q5-3 9 0l6-5-3-2 1-1h6l1 3q1-4 4-3l7-3 2 1q-3 2 0 3l2-4q1 3 3 0h20q2 0 2 3l14-5 1 1q6-6 5-14l2-2 3 4v72q-4-9-5-16h-5l-1-22-1 3q-3-5 0-11h-3q0 5-4 9l-5-2-2 4-1-3-8-2q-2 1-1 4l-1-1v-3q-12-1-21 1l-3-3q-2 0-2 3-3-2-6 1l1 1-5 3 1 3-3-1-6 2q-2 2-1 3l-3-1-3 4 1 1v2l-1 1-2-9q-2 6-1 13l-5 2z"/><path fill="#efefe2" d="M96 90v5L81 70q-21-6-42-4-3-2-4-1v-5h1l3 3 30 1 12 2-2-9-3 3-2-4-2 3-2-1 4-4-2-3 5 2q4-4 4-9h3q-3 6 0 11l1-3 1 22h5q1 7 5 16"/><path fill="#d0c788" d="m38 51-6 3-4-1-1-1q3-3 6-1 0-3 2-3z"/><path fill="#c9de37" d="m59 53-21-2q9-2 21-1z"/><path fill="#97bf1e" d="m38 51 21 2 1 1q1 3 7 5l-1 3 3 1v1l-30-1-3-3v-2l-3-3-1-1z"/><path fill="#aab577" d="m33 55 3 3q-3-1-3 2l-3-1q0-4 3-4"/><path fill="#eb6634" d="M36 58v2h-1q-2-3-2 0 0-3 3-2"/><path fill="#5d9329" d="m72 51 2 3-4 4 2 1 2-3 2 4 3-3 2 9-12-2v-1q4 2 10-1-3-3-6 0-1-4-4-1 0-2-2-2-6-2-7-5t1-4l8 2 1 3z"/><path fill="#d8cea5" d="M64 53h4v4h-4z"/><path fill="#bc5c28" d="M67 59q2 0 2 2 3-3 4 1 3-3 6 0-6 3-10 1l-3-1z"/><path fill="#b6ba90" d="M14 63q2-2 6-1v3q-5-1-6 4 0-9-2-1-1-4-2 0l-1-1-1-1 3-4z"/><path fill="#45741a" d="M20 65v2q-3 1-3 3l1 2 2-2 3 1q-1 4-5 4l-1 3q0-2-2-2-1-3-3-1l2 1-2 1 1 3q4-1 5 3h-2q-10 1-7-8 3-3 0-6v-2l1 1q1-4 2 0 2-8 2 1 1-5 6-4"/><path fill="#ca4b1a" d="M20 67h3v4l-3-1-2 2-1-2q0-2 3-3"/><path fill="#d1d6aa" d="M9 69q3 3 0 6-3 1-3 5-2-3-1-6-1-7 1-13l2 9z"/><path fill="#e05527" d="M15 76h-1l-2-1q2-2 3 1"/><path fill="#d4d8c3" d="M29 75v2q-4 0-4-3l1-1z"/><path fill="#5c8d27" d="m28 53 4 1 1 1q-3 0-3 4-3-2-4-1-1 6 6 6l-2-2 3-2q0-3 2 0v5q1-1 4 1l2 1-5 9-4-4v3h-3l-3-2-1 1q0 3 4 3l8 1q-3 0-3 2l-16 3q-1-4-5-3l-1-3 2-1h1q2 0 2 2l1-3q4 0 5-4v-4h-3v-5q-4-1-6 1-1-1 1-3l6-2 3 1-1-3z"/><path fill="#c74c32" d="M22 62q2 0 1 2z"/><path fill="#d6d4c8" d="m30 59 3 1-3 2 2 2q-7 0-6-6 1-1 4 1"/><path fill="#639018" d="M5 74q-1 3 1 6 0-4 3-5-3 9 7 8L0 84v-8z"/><path fill="#a0c32c" d="M39 66q21-2 42 4l15 25v1H0V84l16-1h2l16-3q0-2 3-2l-8-1v-2h3v-3l4 4 5-9z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a clear turquoise ocean stretching to the horizon. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#6ae1d7" d="M0 0h67q-9 0-16 3-2 2 0 3 1-3 2 0 0-3 2-1 0 3 3 5l-1 2h-4l-2-5-1 4q-1-5-3-2 1 3-2 2-4 0-7 3-3 1 0 2 5 0 0 3l-4-4q-3 0-4 3-3-8-11-5l-1-3q-4 3 0 6l-6 4-5 7-2-4 2-1q-5-6 1-1l1-3q-5 0-2-3h5l1 2 2-5q-4-3-6 1-3-3-1-4-4-1-5-4H0z"/><path fill="#68e1d7" d="M67 0h4l4 3 5-1 1 4q3-3 5 0l4-3 1 1-4 5q-2-4-3 0 0-4-2-1-4 4 0 7 1-4 2 0 0 4-3 1l1 2q-4 5 2 3-3-2 0-2l3 3-6 2q1 3 4 1 3 0 4 3 3-3 7-2v14q-1 4-6 4l-14-4-8 1-4-2-17-1q-2 1-2-1t3-2l-4-2-2 3q3 1 0 4v-1h-5q-23-3-1-4l-9-6q-2-9-8-4 1 3-2 1-3 2 2 3-6 0-1 3l-2 2-7-1q-7 4 1 4l-6 3-4 1V5h3q1 3 5 4-2 1 1 4 2-4 6-1l-2 5-1-2H7q-3 3 2 3l-1 3q-6-5-1 1l-2 1 2 4 5-7 6-4q-4-3 0-6l1 3q8-3 11 5 1-3 4-3l4 4q5-3 0-3-3-1 0-2 3-3 7-3 3 1 2-2 2-3 3 2l1-4 2 5h4l1-2q-3-2-3-5-2-2-2 1-1-3-2 0-2-1 0-3 7-3 16-3"/><path fill="#6be3d8" d="M71 0h25v26q-4-1-7 2-1-3-4-3-3 2-4-1l6-2-3-3q-3 0 0 2-6 2-2-3l-1-2q3 3 3-1-1-4-2 0-4-3 0-7 2-3 2 1 1-4 3 0l4-5-1-1-4 3q-2-3-5 0l-1-4-5 1z"/><path fill="#65dfd7" d="m37 39 2 1H4l6-3q-8 0-1-4l7 1 2-2q-5-3 1-3-5-1-2-3 3 2 2-1 6-5 8 4l9 6q-22 1 1 4"/><path fill="#5fdcd5" d="M42 39q-2 0-1 3 4-1 4 4l4-1 24 2-1 2H0v-8l4-1h35l-2-1z"/><path fill="#61ded5" d="M96 40v9H72l1-2-24-2-4 1q0-5-4-4-1-3 1-3v1q3-3 0-4l2-3 4 2q-3 0-3 2t2 1l17 1 4 2 8-1 14 4q5 0 6-4"/><path fill="#8cf2dd" d="M0 49h24q-2 2-1 5 1-4 4 0 3-4 6-1-4 2 0 3 2-6 5 0l3-3 1 3 5-5q0 8 3 0h5q6 4 14 1l1 2q2-3 6-3l-4-1h16l3 2h-2q-5 1-8 4l-1-1-5 4 5 2q-5 0-2 3H0z"/><path fill="#8bf3df" d="M24 49h72v1H72l4 1q-4 0-6 3l-1-2q-8 3-14-1h-5q-3 8-3 0l-5 5-1-3-3 3q-3-6-5 0-4-1 0-3-3-3-6 1-3-4-4 0-1-3 1-5"/><path fill="#90f3dc" d="M88 50h8v14H78q-3-3 2-3l-5-2 5-4 1 1q3-3 8-4h2z"/><path fill="#4cd7d1" d="M0 65h24l5 4-7 1 2 4q-4-3-9-2l1 5q-9 0-16 2z"/><path fill="#52dad1" d="M0 65v-1h79v1q-14-1-26 3-6-2-11 1-3 3-2 6-7-2-15-1h-1l-2-4 7-1-5-4z"/><path fill="#4dd8d2" d="m79 65 10 3 3 4q-5-1-5 3H73l-3-1 11-1-3-1-23 3q-4-1-7 1-2-1-1-3l6-1-5-2q1-3 5-2 12-4 26-3"/><path fill="#52ddd2" d="M79 65v-1h17v2q-9-1-2 4l-1 2h-1l-3-4z"/><path fill="#4bd7d4" d="M53 68q-4-1-5 2l5 2-6 1q-1 2 1 3 3-2 7-1l9 3h8q5-4 11-1l4-2q0-4 5-3h2l-5 2q-3 3 1 5l6 3v12q-15-5-29-5-4-2-6-5-12-1-22-6h-8l-5-1 1-1 5-1-7-1q8-1 15 1-1-3 2-6 5-3 11-1"/><path fill="#42c8cb" d="m73 75-5 1 4 2h-8l-9-3 6-1v-2h17l3 1-11 1z"/><path fill="#50dbd5" d="M96 66v16l-6-3q-4-2-1-5l5-2h-1l1-2q-7-5 2-4"/><path fill="#48d1cf" d="M73 75h14l-4 2q-6-3-11 1l-4-2z"/><path fill="#3dc4c8" d="m24 74 7 1-5 1-7 2h19q-2 5-5 3-3 5-9 3l1-1h-3q-6 3-13 1H8v3q-5-2-8-1v-7q7-2 16-2l-1-5q5-1 9 2"/><path fill="#49cfcf" d="m27 76-1 1 5 1H20z"/><path fill="#3abec4" d="M39 78q10 5 22 6 2 3 6 5-7 0-1 2-9 1 0 3l-1 2H0v-7l8-2v-3h2q7 2 13-1h3l-1 1q6 2 9-3 3 2 5-3"/><path fill="#57e0dd" d="M0 86q3-1 8 1l-8 2z"/><path fill="#43cdcd" d="M80 85q6-2 13 1z"/><path fill="#42c9cd" d="m46 90 5-1q3-1 6 1z"/><path fill="#36b8bf" d="M67 89q14 0 29 5v2H65l1-2q-9-2 0-3-6-2 1-2"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the dark green leaves of ivy climbing a wall. | <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="#2c5330" d="M30 0h4q0 2 3 2l-6 2q-2-3-1-4"/><path fill="#182c1d" d="M0 0h9Q6 2 9 3v1Q4 3 4 7 1 6 0 8z"/><path fill="#315939" d="M43 0h3v7l-2-3q-2-2-2 1h-2V1z"/><path fill="#28482f" d="M15 9h-1V6h-3q0-2-2-2V3l8-2 1 1q-3 3-3 7"/><path fill="#18261d" d="M9 0h21q-1 1 1 4-3 0-2 3h-6q2 6 6 2l2 2q-3 1-2 4l2-1v1l-5 2q-1 2 2 3l-2 4q0-6-5-4v4l-2-2q-5 3-8 0 9-3 0-5-1-6 3-3l1-5q0-4 3-7l-1-1-8 2Q6 2 9 0"/><path fill="#161c18" d="M34 0h9l-3 1v4l-7 2-2 4-2-2V7q-1-3 2-3l6-2q-3 0-3-2"/><path fill="#274730" d="M92 6q-4 2-6 6l-3-3q0-5 5-4 3-8 4 1"/><path fill="#1c3625" d="M88 0h8v15l-7-3 4-5-1-1q-1-9-4-1z"/><path fill="#466647" d="M11 6h3v3l-4 4q-1-4 1-7"/><path fill="#191f1c" d="m4 7 2 2-2 3q-3-3-4 0V8q1-2 4-1"/><path fill="#20422c" d="M29 7v2q-4 4-6-2z"/><path fill="#25382a" d="M9 4q2 0 2 2-2 3-1 7-3-1-5 1l-1-2 2-3-2-2q0-4 5-3"/><path fill="#2c4d34" d="M40 5h2l-1 2 3 1v5h3q-1 1 1 4l-1 1L37 8v5l-4-1q-2 0-2 2l-2 1q-1-3 2-4l2-4z"/><path fill="#19231d" d="M46 0h5q0 2 3 2-1 2 1 3l1-5h32v5q-5-1-5 4-4-2-6 1-3 2 0 3l-2 2q-5-5-5 2l14 8q-2 0-1 2-3-1-5 2v-1q2-4-1-2l-4-3q-3 3-3-1-3-2-3-5h-5q-4-7-4 1-5-4-5 3-2-5-5-4-2-3-1-4h-3V8l-3-1 1-2q0-3 2-1l2 3z"/><path fill="#30583c" d="M66 11q0-2 3-1-1 4-3 1"/><path fill="#2f5338" d="M50 7q4 0 4 5-3 0-2-2-5 0-2-3"/><path fill="#2f5235" d="m78 2-1 2 2 2q-6 6-4-2l2-3z"/><path fill="#33593d" d="M61 2q5 2-1 3l5 4-1 2q-5-5-5 2-3-6-1-10 2 1 3-1"/><path fill="#37673e" d="M78 2h3l-2 4-2-2z"/><path fill="#284c2e" d="M67 1h4q-2 15-4 0"/><path fill="#2d5437" d="M51 0h5l-1 5q-2-1-1-3-3 0-3-2"/><path fill="#1f2a23" d="m92 6 1 1-4 5 7 3v1q-5 0-5 4l-3 3-2-1v-4q-3-1-4 2-6-4 0-7-2-4-5-3 2-3 6-1l3 3q2-4 6-6"/><path fill="#365a3e" d="m4 12 1 2 1 3H3q-3 0-3 3v-8q1-3 4 0"/><path fill="#335d3c" d="m62 17-1 1h-3q0-8 4-1"/><path fill="#34563b" d="M77 10q3-1 5 3-6 3 0 7 1-3 4-2v4l-2 3-14-8q0-7 5-2l2-2q-3-1 0-3"/><path fill="#3c603d" d="M48 17q3-1 5 4-3 1 0 4l-1 1-2-4-3 2h-4q0-5 4-2v-4z"/><path fill="#354536" d="M62 17h5q0 3 3 5h-4v-3q-2-1-2 2l-3-3z"/><path fill="#4f6843" d="M96 16v4h-5q0-4 5-4"/><path fill="#1b241d" d="M58 18h3l3 3 2 1h1v3l-1 1q-2-1-1-3-4-1-6 3-1-4-4-3 0-3 3-2z"/><path fill="#436847" d="m66 22-2-1q0-3 2-2z"/><path fill="#25452e" d="M39 27q-1-1-3 1l-2-3q2-8 6-1-3 0-1 3"/><path fill="#294730" d="M58 18v3q-3-1-3 2l-2-2q0-7 5-3"/><path fill="#4a744c" d="m53 21 2 2q3-1 4 3l-1 2-4-3h-1q-3-3 0-4"/><path fill="#181f19" d="M53 25q-2 4-5 1l-2-1v-1l3-2 2 4z"/><path fill="#28472f" d="M43 24h4v1q-3 1-1 4-5 2-8 1l2-3q2 0 1-2z"/><path fill="#345638" d="m67 25 2 4q-3-1-4 1h-5l-2-2 1-2q2-4 6-3-1 2 1 3z"/><path fill="#4d6f4c" d="M67 22h3q0 4 3 1l4 3q3-2 1 2-2 0-1 2-2 0-2 3l-2-2v-3l-4 1-2-4z"/><path fill="#66845f" d="m86 22 2 1-1 4h-4q-1-2 1-2z"/><path fill="#19231e" d="M47 18v4q-4-3-4 2l-2 1q1 2-1 2h-1q-2-3 1-3-4-7-6 1v9l-1 1q-2 2 1 5l-6 2q-3-1 0-3 5-4 0-6-3 1-3-2-1-2-3-1l-3-4q-3-3-4 0l-2 2q0-3-2-3l-1 5q-6 0-5 6 5 5 7-3l-1-2h6l-1 2q-6 2 0 5l-1 2q-1-2-3-1v4q-5-2-8-1-4 0-3 5H0v-6h5v-4q-3-1-5 1V20q0-3 3-3h3l-1-3q2-2 5-1l4-4h1l-1 5q-4-3-3 3-2 0-2 3l2 2q3 3 8 0l2 2 1 2q1-2 4-2l2-4 4 3q0-3 3-5-1-4-4-3v-1q0-2 2-2l4 1V8z"/><path fill="#1c3427" d="M15 26v5h-4l1 2-3-1 1-2 1-5q2 0 2 3z"/><path fill="#2a4b34" d="M28 24q3-1 5 2l-3 5-3-4z"/><path fill="#375b3b" d="m19 26-2 5h-2v-5q1-3 4 0"/><path fill="#3b613f" d="M26 24q-3 0-4 2l-1-2v-4q5-2 5 4"/><path fill="#284532" d="m1 22 7 3-6 2z"/><path fill="#386240" d="M31 15q3-1 4 3-3 2-3 5l-4-3q-3-1-2-3z"/><path fill="#284730" d="M38 16q8 2 0 3z"/><path fill="#34573d" d="M11 17q9 2 0 5l-2-2q0-3 2-3"/><path fill="#345f3d" d="m16 9 6 1q-1 5-5 6-2-4-1-7"/><path fill="#395c3e" d="M83 27h4l2 1-2 3q-2-4-2 0l-3-2-2 3q-1-2-3-2-1-2 1-2v1q2-3 5-2"/><path fill="#4c473c" d="m73 31-2-1-7 2 1-2q1-2 4-1l4-1z"/><path 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B33rrLailudDV1eXp6Qnbups3b5ouJFBBGYaprq7GfQU4DqDKt0rQzZs39/X1QS3NhdzcXNi+KZVKswsJV1BGnHMUqnbugqanp/NwNd1Aent7fXx8YPuWl5dndi1BC8qI0FGowjkKumfPHqgVufPRRx/BNs3V1bWtrc3sWkIXlBGbo1BVDynosGHDCgoKoJbjTktLy6hRo2CblpKSMthyIhCUEdXnUaiSLQs6bty4kpISqLWsIjU1FbxpZWVlgy0nDkEZ8TgKVa8FQRctWlRXVwe1kFWUl5fL5cAnd4wuXzJCNIIyInEUqlizgspksrS0NK1WC7WKVfT19S1evBi8Y0VFRRYWFZOgjBg+j0JVairozJkzSW3rLJ9//jl4u6ZNm6bT6SwsKjJBGcHPUagyBwqqUCjS0tI6OjqggtuAWq3G8QLFY8eOWV5XfIIywp6jUDX2CxoXF3fr1i2osLZhMBji4uLAezVlypTu7m7LS4tSUEbAcxSqwIaGhjlz5hQWFkIFtIecnBwcvTp8+PCQS4tVUEaocxSqOp1Ox/PZy8G4e/cujtd3T5w4sbOzc8jVRXw9qJ+fX2lpqTDnqP0oFArwAzo2oNfrU1JSuru7wSPv3r2b08XOPPwJYkVoc5R0P4BRqVQ4ujR9+vSenh4uCThCQwX1eZR0MyA5ffq0mQs0ITh58iTHHBykocJxlHQnwLhx4wbs/Ub9zJ07l/vHa8dpqEAcJd0GGJqbm729vTG16Oeff+aeiYM0lEUIjpLuAQC9vb34no70yiuvWJWMIzR0IMS/M5FugL0YDAbYW90HMmLEiL/++suqfETfUFPIzlHS1dsLpq/tLO+//761+Yi+oWYh6Cjp0u1iz549+DoTEBDA8dDSQMTdUAuQcpR03bZz6NAhfG2Ry+WXL1+2ISsRN3RIiDhKumgbOXLkCNa27Nixw7bExNpQjvD/nYl0xbaQl5eH6YA8i6+vL5fT7mYRZUOtguc5Srpcq8nOzsZqp0KhsG1zZxFfQ22AT0dJ12oFer1+y5YtuBuyd+9ee5IUU0PtgTdHSRfKlc7OzlWrVuHuRkhIiJ13UImmofbDz+dR0lVy4tGjRzhufzNi9OjR9t99Ko6GQsGDo6RLHJrKysqZM2dibQJCSCaTff/99/ZnK4KGwoJ7rydd3xAcP34c0zVKRkA9JF/oDcUBVkdJFzco3d3dmzZtwlS1EVFRUZZvJuaOcBuKFXx7PenKzHPv3r3AwEAc9Zri4+PT0tIClblAG8oDmBwlXZYxBoMhPz9/5MiR4JWaxd3d3eg9MnYiuIbyCY69nnRNz1BbWxsbGwtboAXkcvmZM2dgSxBWQ/kHfI6SLugpOp3uf//7H47bhS2Qk5MDXohQGkoQ2DlKuhqGYZiKigqlUglVEUd27dqFoxZBNJQ4gHOUbCFqtXrTpk1OTk4gtXAnNTUV02PIqaBPgZqjpPJ//PixSqXieU9nWbVqFdRBJVOooP8BMkf5T7urqys7O9vDwwPENmt54YUXurq68FVHBX0G+x3lM9t///03JyeHtxcfmhITE2PzhZ4coYIaY+dez0+StbW1KpWK1NRkiYyMbG9vx10pFdQM9sxR3LlduHBh1apVxJ8rFhsbi3t2slBBzWOzo5jyuX///v79+59//nlw1Wxg3bp1NtyfaRtU0EGxba+HzaGhoSEnJyc8PBzrXRlWkZycjO87uylUUEvYMEehltZoNILykmXXrl08v3aRCjoE1s5RqHVteF88VhQKxSeffAJVHXfIP8NX4MyePbukpIT4M8nI4u7ufubMmW3btvG/NBV0aGbPnv3rr78K6jnOfOLr63v16tUVK1YQWZ0KygnHfh6+BVasWFFWVhYQEEAqASooV6S218tkMpVKdfbsWbKnA6igViCdvX78+PHFxcXZ2dnEzwhQQa1DCnt9TEzMzZs3SX3oNIIKajUOvNcrFIqsrKxffvmF4AUoRlBBbcEh9/p58+Zdu3Zt7969xLf1gQgoFXHhSHu9s7OzSqUqKysLDg4mnYsxVFDbcYw5qlQqy8vLs7OzXVxcSOdiBiqoXYh6jo4ZMyYnJ+fKlSvz5s0jncugUEHtRYzfmWQyWVJSUnV19TvvvMP/HXZWQQUFQFx7fVRU1LVr106cODFx4kTSuQwNFRQGUez1AQEBhYWFJSUl/N81bzMK0gk4DuwcJZ2FeXx9fffs2ZOUlCTwDd0UKigkfn5+pFMwZsaMGSqV6vXXX1coRPm7FmXSFC4sWLAgIyMjISFBdFNzIFRQR0Mul8fExKSlpfHwjgQeoII6DhMmTEhOTt6yZQsPj6DnDSqo6GFH5ubNm1evXi3Ms0H2QAUVMSEhIa+++mpCQoKXlxfpXHBBBRUZMpls4cKFa9euTUxM9PX1JZ0Odqig4sDNzS0sLCw+Pn79+vXCuViTB6igwsXNzS04ODgiIiI2NjYyMnLYsGGkMyKAjGEY0jlQzKDX6w0Gg+N96bEWKihF0NCLRSiC5v9/j0xY2Da2TwAAAABJRU5ErkJggg==",
"path": "793db883f94564a5d0d93e6f1de47af679d65f11deecc3ba751f55d22aa59cb9.png"
} | Generate code for a svg of a a black and white image of a sound icon with a white background | <svg width="28px" height="28px" viewBox="0 0 28 28" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>volume_high</title>
<g id="Page-1" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="volume_high" fill="#000000" fill-rule="nonzero">
<path d="M0,9.33333333 L0,18.6666667 L6.22222222,18.6666667 L14,26.4444444 L14,1.55555556 L6.22222222,9.33333333 L0,9.33333333 Z M21,14 C21,11.2544444 19.4133333,8.88222222 17.1111111,7.73888889 L17.1111111,20.2688889 C19.4133333,19.1177778 21,16.7455556 21,14 Z M17.1111111,0.357777778 L17.1111111,3.57 C21.6066667,4.90777778 24.8888889,9.06888889 24.8888889,14 C24.8888889,18.9311111 21.6066667,23.0922222 17.1111111,24.43 L17.1111111,27.6422222 C23.3411111,26.2266667 28,20.6655556 28,14 C28,7.33444444 23.3411111,1.77333333 17.1111111,0.357777778 Z" id="Shape"></path>
</g>
</g>
</svg> | |
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Lj72no4Nc5Opo5UllI2pD+mLyj/wXfW1JXu/U2WWY6977dZ9AbgrpEajL7X34kbsqipzVhD3wtvz1Ah1TmtXe5k39Re9beGWVnpj87EXw6LvO+ljKCtDMpx5xe9ITgklnjvpZ33107l8etXlBeH5+YMzoIVUVxcXF+VlZHgAIh2NNze3Ll69d0LDSK2tv3apWFiX7mRAutsQ8+eLWCrLnaqYgzy9wa8nv4mhsQyfehCKavPPooUPrq0tK8n2+LACIRZXmlvZ165oWLVnZ3q474Z4R3C54+vGr99//aDsL7UmaT/l4/tkZf7v9SxtcqKstO/rICQftv1ttzQ7rvJiizp69YM73/zd98k8eV7Id0ij1aHjr/pBugerdxaES4c53x47b68C99tzF693h+UmrVm/46usfP/r429VrzN5ivB0Iwc3XH3r+hdOtLqgvH9J+DM3066a8+I7uhevJM2bn+ksuOmHP3UeipLPgzfvhi33zdJxt0KLl+niLCAy2CJRxMSoVFUodyRv5pu28Xfc6JMmbOedz5i587InXGxZZmHD5jBPq77w7PV3PbtIvUErpn0485adF5m+uyc3xT7vytKMOT+pMX04pX76ELZjPNqzn7a0bh/tG76lj/nudUlSM1sMWgbZBdYVbxzr5X2YPK17UKRQWCZXV8i7jxJ1GgtB/b5hz/tEn3913/3OdnamnQtkR40d53373v6KY5rFs+gUKAGvXLjvuxGvaTO1cjRhRe98dl5YmswKAc/r9d+TTD3h7j0C614uP1EpKdWxkWxsrLhHWKarSzGurPToS1zQ35ZK3AWJbOwOosMh9+DHy3hMgiVq/pWXz9TfOWNiwIvkS+yU/AO++/VDdkDSf4gUOSR5WXT38r9dONnGGaf+J4559/MZk1MnDIe2RGfiVZ7dRJwDEYvT7cs50DKirvc2tvGIzVOtSJ2dC5OvCnuoEAN7aorzwZPShe3m4/4WrRUV5jzz41wn7mHYOrCDwW2461QnqBIcIFACOP/H8E48sNcXUvn8Yc/ftU12u/tsmHglr//k3W7oo4aueDeuWz9pVV9EVntYyPS07ACz+erR7feJ9eXTRgujdt7FQ/4tLXC75rjuu3GvPMbqK3hEnTa49/gR9p0NZhyOa+DixaOjoyX9esd5Q6sOa6tIXn/67z5fEqYeca//5N/ttecIXFc6XaaSdQe1hgd3G6AhkqqqOsNmceUUrP2rLAxjultw7aM3FYSOyrrgumbY+Eomdde5f163XnRavJ3Xl4qefvZ2VZeZZ9kZwkEAB4NtvPjjrosdSyPEZRxLFZ2f+ddTIpNZ40++/xS8/u/31VRp5Ixidq2DCOQDU+7yPTAeXlOx+5eQFqmLhglvwb9EYAEgI7e5xnRDw1MoJZrM8Z5wn7zMxGZsNi3674OKbKU3xRy4J8OyTVx1wgH2LlfrFKU18nAkTjzr9j7UpP37cMROTVCcAkM8TZPx/ozN2bVPH7JhGtvxuf4vEHnlB99qlZPjP07lxdQIA4fz7mHrdpuBboQRxU+2zD5K0OXpU/VFH7peyS38+abij1AlOEygATP/bHbXlqdSgkiied/YxSd7MNqzjLb0b7hc7Ii91RLavKj9cuu6nhtwUXOqDuQsCHyzt3fVkAC8Ho68Ee2uUbWpiG9cnafm8c44XxVS+1iEV4t9uNpQb1QocJ1CPJ+u6q/+UwskyEyfuWlqS7CIp3tTY60qDgt/qTDzrozL+zLsm70V/5p2wtoPO1Vuh6MLt0oawjcnOZZSWFOyrf0SPEEy7+nSX22F7HhwoUAA48ujTD9lbdyf94APG67g71Dvo+now2kdnfEFH56vvV+l1aUe88Hbp/M07HJtzgHe2a+hZZ0fy9g88oPdxNv0yaWLBsX88R+9TNuBEgQLA327+a5Zb3+htj/F61kFnbZMsJMrY9pVWHK8L8vxQXoC+W742pprwcUUV4bsV68oLUL4feVyJW4oFCo5tW78inz/5Isbvpm9JuM8Dt9x2p65HbMNhW4S2UFMz4sSjq597M9nEXYFsX3FRXvL2UWnXUk6UxcUAY9nk5KFivh9y/SjPD/nZyOcGnwd8nl4T+Cac/pHlYY9cIwN0hWk5h3CMR1WIKLwtxNs7eUeEt4YYIOIKibQD0SgCALFUx0mYJcUFfn9WOJzsJoGTjh1eVVWv943Yg7PCTD1pb2s++LALkkwBUldb9tYrt/d7G6IdgrJSUH4T1PWw7mfBryGzp5p1xUGTgauIhCVUsxtzVVNPHXPVMSm336dOOnXamrW9+9kJyc+G//u/lwvyzZklMR2H1qAAkF9QfMqJIx9+OqkVG+4dZffnRFBWiNGFSF0lKr8h0mNuXUeFm06Qm8tuDOEfAH6IX+FSHnUPYZ4hxDOaeoYCSrCsxOPZ4YK9Xpx20q6OVSc4WaAAMGXKdS+9fnZHEplGY9sue0Z4kxhdKEZ+FaILEDN/pU96QWSzRH6CyE8ueB0EN/UMI94xNGtn6q7r3rMfjSYVdsj1o6mX32Sls0ZxtECzA3lHHVKRzGrRTc3tjHERr5E7vxXD3yPssC1n1sFUMbpQjC6ENmByEfH/Afv3JXJVc0tSu6AmHzYkO9vRTYlz+6BxVq5cNGnyDbjPTRPlBfyoP9BLT8lzc30LNazA9D5oCihQ/OQ7LR9+D6sa+4onyxJ8+Ykj1tT1gdMFCgBnn3nal3MSNNOyBIfvQc+cRMbWp+VozcQ4QaDd/PIbvPgZ+ngOIomWEhy0d+7zL71tu1P6cHQTH+eQQ/f8cs422fmzs/jxE+g5R5CyAqf/utLL2HoYW8+vOZW/9iV66TO0edve/KTDUp+1t40BUINGwsE9Jvw5EgMAqC9nZx9Oj9mHelwOddtRNWhPFBW9Oxue/6TrPE+fB+bNfcfnz0m3X/0wAGpQnz/nD7v6Fy0L/eUYfOL+NKWFEIOAx81POgBO3I9/9hPc+xoaPjTP+eqEASFQTkIXHiOPLFZ2dETkIMkjCHDYHnDQOFi5WeZ4M5IdPYQHpzfxTCVN75CNrwJ11qlLfeDYJn57kOh1lf/RXX0mEh23iKkb5wqUtn9D1jzCNR0pC53AABJoHMFd5Km/TC506IDJiQLlahNe/SDrmJNuR1JhwAk0jpS/t3foFYLHcXOeThMop5vexWtnAhuQXzMMWIECABI9nroprvJjDOQ4Nx8HCZRrzfi3e1jnvHQ7YoiBK9A4Ut547/DrBHdJuh3pwikCpW1f4VUzgA74hR0DXaAAgCSfd9i1ctEB6XYEwBECZRpeN5M2vZNmN0wiAwQaRy6Z5B12NRI86XUjzQLlykZt+S08uiqNPphLxggUAETf0KxR/xC8Ohbzm046BcqCP+IV/+JkwMQ4kyGTBAoASApkjbxJyrPpVKQEDqRLoKTxNbLuKeAOWohkChkmUAAAJHjqLnZXnpyewtMgUE7x6gdpc7LZMgYWGShQAABwlR7hHTYNkN1z47YLlMa0Ff8coEH4ZMhUgQKAlLd71qhbkejr/1bzsFWgHLdrS6bz6ErbSrSfDBYoAIj+Yb6d70Iu+465sm/tGteatUVXZ7Y6Mx4aXh6eP4Uplp/f0I1NAuXKeq3hSq5YeFjCIPbAlMbIL1ewWLLJzAxih0B5bI22aBrXfjc7LTMdpm4K/3IZi66xoSzLBcqV9dri6zjWcRbgIM6Ha23hXy63QaPWCpQrG7XF1wyqMyPheHNkwdUsZm1/1EKBcrVJW3wN19qsK2KQ9MLUlsiCK5iqI4e/XqwSKCdBbcn0wX5nxsOUTZFfr+RYx4FSurBGoEzFS//OFZsGeknCASgl6V+9ZQDOOSHEae+AxTZEFl7PabKnkurCAoFyoi2/lYUTHz6ULiihWNU4h+RP7HQgCCEOXMUKocRRKqWhJdHFNwNP9iyU5DFfoHjVA6xjrulmU4YxrmkaoYQjLkk6joN3JpIoA0eEEE1TGXPQUhvS/n1shflnMJgsUNL4Bm1JcLxLWuAcMCYYa/FmXRQkR+22SQ2EQBJFAOCca1jDGAM4pTLVGt9TN7xurk0zBco6fiDr0nx6czeMcYw1xroane7vNQMQJbH7h0YZVTXNOVWpsvJh0v69iQZNEyiPrtJW/MsZ6zs5oQRj3HM8JCBx4NeeXSBAYo/DujnnGtEI6TNFpW1wFl18KzVvi4RJAqUxbcVtYM04Thecc00jlNBeDZ8oZVRKp96tAQdCiaZpTohRcBqJNvyVE3P2P5rytXG88t88luyJHNbBGNOwxhPV4ghllEATvh3GmaZpzIKhtF5YbH1s6T9N6Ryb8LWRja/S9m+N2zEIpRRj4pgBQ3rgwDWMCU1/c4/bvlPXvWzcjlGBstAisv4Z434YgQNgTAghzhnPphMOhBCME59LZifK6ido50KDRowKlLZ+mt6BEefQc7Q+SBzKqKZpaf7FcqY1fWjQhlGBCllDDFowAudMwxpngxVnAhhnSrqD+YLPqDyMClQsOgJ50rOxnzGqaRgcMG51Lhww1ihNT/MieMvdZccaNWLYC1mqvsCoEf10DYkG6Q8OgAlOS5TUM2QKCEazYpswihfz9hVydjNuJ3kIIU6JSw8QCCWY2DpsknLHyQUTjdsxJzooV18I9gQaOWCM09VmDWgopZqGuT3DJiR46qeaYskcVaGsIWLR4aaY2h7OgTFGCcUYO20Jz8CCcaqqKsYaoYQxZt0Y31V6pOgbaoop0zKZSJVn07avzErwyTnnjHPOKOOc88EAp4lQxmDLjxwhhJAgCEhAgiCYVFuJWZ6a80wxBSYKFMm5UsVpZO0TqT3OeVyULC7KQUXaA+ecc9rdJnWJVRAEJKa8sNtdc5aJqUfMzAUllf6RNn+YdHYGxDljjHHOOAPmiGVQv3c4Z5QCpRQAAwIBiVsqVzHJKkPwlLvLTzDRJVNHNkjqO+SE5Hwhdy+xeDIBn6aqmqYRQihlg+p0IhwYo4QQDWuKGiNCtqvqdLlkktBn2NtTf4nx0FJPzE8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} | Generate code for a svg of a a black and white picture of a martini glass | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><path d="M279.1 279.6l222.1-222C523.3 36.38 508.3 0 478.3 0H33.72c-30 0-45 36.38-23.75 57.63L128 175.7V176h.3359l103.6 103.6V463L220.8 464H152C138.8 464 128 474.8 128 488S138.8 512 152 512h208c13.25 0 24-10.75 24-24s-10.75-24-24-24h-78.09c-1.701-.2207-3.203-1-4.965-1h3.02V279.6zM443.7 48l-80 80h-215.5l-80-80H443.7zM255.1 235.8L196.2 176h119.5L255.1 235.8z"/></svg> | |
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} | Generate code for a svg of a the dark green of fresh herbs growing under the sun. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#104e22" d="M0 0h96v96H76q-1-6 1-9l2-1 3-1-4-5 2-3q-1 3 3 4l2-2-5-5q5-2 0-4l1-1q2-3 6-3l-6-2q-2 1-1 4l-5-2q-2 3 1 5l2-1q1 2-1 5h-2q-3 0-3 5-2-1-1-3l-1-11-1-1q-3-4-3 0l-2-2q-2 3-5 0-3 0-3 3-3-6-5 1l-2 3-1-2-4 1 1 2q-2-1-2 1-3-1-4 1-4-1 0-3l-3-1q-6 9-5 22l-1-15-4 1-1 10-2-9 2-6q5-3-1-3l2-2q-5-6-7 1l-4-2-5 1 3 1-7 4 2 2q3-3 7 0l-2-4h4l2 12q1-3 4-2v5q-4-3-5 1h5q-1 2 1 5h5l3 2 1-5h3l-1 8H0z"/><path fill="#429c36" d="m67 58 3 3 3-3 1 1q-6 7-7-1"/><path fill="#71c43c" d="m69 65-2 1-1-1q0-4 3 0"/><path fill="#3a7f32" d="m69 65 1 1 1 11q-4-4-8-3l1-2 1-1h1l2 3v-3l1-2-2-3z"/><path fill="#5eb53f" d="m69 69-1 2h-3l-3-3q3-2 7 1"/><path fill="#28712a" d="M81 69q-4-1-5 2-3-2-1-5l5 2q-1-3 1-4l6 2q-4 0-6 3"/><path fill="#4b9336" d="M56 66q3 0-1 2-2-2-1 1 2 2 1 5l4 7h-5q0-6-3-8l-1 3h-2l1-5q6 0 2-4 2-7 5-1"/><path fill="#469438" d="m19 68-2 2h-4l2 4q-4-3-7 0l-2-2 7-4-3-1 5-1z"/><path fill="#152f25" d="M66 71h2v3z"/><path fill="#64b03c" d="m64 72-1 2-4 1v-3z"/><path fill="#347433" d="M75 75h2q2-1 3 2l-2 3q-2 3 1 6l-2 1q-2 3-1 9h-1z"/><path fill="#144b24" d="m66 65 2 3q-4-3-7-1l3 3-1 1h-5v3l4-1q4-1 8 3-1 2 1 3 0 2 3 2v14H64l-1-15q-1-3-3-1l1 5 1-2 1 13H35l1-8h-3l-1 5-3-2h-5q-2-3-1-5v-6q-3-1-4 2l-2-12 2-2q2-7 7-1l-2 2 1 3-2 6 2 9 1-10 4-1 1 15q-1-13 5-22l3 1q-4 2 0 3 2 3 4-1 0-2 2-1l4-1 2-3q4 4-2 4l-1 5h2l1-3q3 2 3 8-5 2 1 3 3-1 0-3h4l-4-7q1-3-1-5-1-3 1-1 4-2 1-2 0-3 3-3 3 3 5 0z"/><path fill="#59a73b" d="M43 72q-2 4-4 1 1-2 4-1"/><path fill="#51ab37" d="M24 69q6 0 1 3z"/><path fill="#5bb137" d="m49 70-4 1-1-2 4-1z"/><path fill="#4b9b38" d="m81 69-1 1q5 2 0 4l5 5-2 2q-4-1-3-4-1-3-3-2 2-3 1-5l-2 1q1-3 5-2"/><path fill="#56a73a" d="M43 76h3q0 4-4 4-1-3 1-4"/><path fill="#71c040" d="M75 75v7q-3 0-3-2 0-5 3-5"/><path fill="#6abb3f" d="M54 81q3 2 0 3-6-1-1-3"/><path fill="#6dbd47" d="m78 80 4 5-3 1q-3-3-1-6"/><path fill="#57ad3f" d="M23 85h-5q1-4 5-1"/><path fill="#7bc04a" d="M70 83q5-1 2 4-3 2-5-1z"/><path fill="#3a8933" d="M64 96h-1l-1-13-1 2-1-5q2-2 3 1z"/></svg> | |
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} | Generate code for a svg of a a close up of a cloud with a half moon in the background | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 192 192" enable-background="new 0 0 192 192" xml:space="preserve">
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",
"path": null
} | Generate code for a svg of a black and white vector illustration of a cargo ship icon. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": "emoji_u1f613.png"
} | Generate code for a svg of a downcast face with sweat | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="1992.9" gradientTransform="matrix(1 0 0 1 0 -1930)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</g>
<g id="faces">
<g id="eyes">
<path d="M73.71,74c-0.99-1.55-0.54-3.62,1.01-4.61c0.26-0.17,0.55-0.3,0.85-0.39 c3.38-1.33,6.98-2.05,10.61-2.12c3.63,0.06,7.23,0.74,10.64,2c1.81,0.52,2.86,2.41,2.33,4.22c-0.08,0.27-0.19,0.54-0.33,0.78 c-1.02,1.52-2.94,2.15-4.66,1.54c-2.51-0.96-5.16-1.5-7.85-1.6c-2.7,0.09-5.37,0.63-7.89,1.6C76.71,76.12,74.75,75.53,73.71,74z" style="fill:#422B0D;"/>
<path d="M29.11,74c-0.99-1.57-0.52-3.63,1.05-4.62C30.42,69.22,30.7,69.09,31,69 c3.38-1.34,6.98-2.05,10.62-2.12c3.63,0.06,7.23,0.74,10.63,2c1.81,0.53,2.85,2.43,2.33,4.24c-0.08,0.27-0.19,0.52-0.33,0.76 c-1.02,1.52-2.94,2.16-4.67,1.54c-2.51-0.96-5.16-1.5-7.85-1.6c-2.7,0.09-5.37,0.63-7.89,1.6C32.13,76.13,30.15,75.54,29.11,74z" style="fill:#422B0D;"/>
</g>
</g>
<g id="facial_expressions">
<path id="mouth" d="M64,87.2c10.8,0,17.8,7.9,19.7,11.6c0.7,1.4,0.7,2.6,0.1,3.1c-0.64,0.4-1.46,0.4-2.1,0 c-0.32-0.13-0.62-0.3-0.9-0.5c-4.9-3.52-10.77-5.44-16.8-5.5c-6.01,0.08-11.87,1.96-16.8,5.4c-0.28,0.2-0.58,0.37-0.9,0.5 c-0.64,0.4-1.46,0.4-2.1,0c-0.6-0.6-0.6-1.7,0.1-3.1C46.2,95.1,53.2,87.2,64,87.2z" style="fill:#422B0D;"/>
<path d="M29.66,56.52c-8.47,0-15-8.2-15-15.23c0-4.95,2.21-10.68,5.33-18.62c0.39-1.17,0.91-2.34,1.43-3.65 c1.49-3.72,2.81-7.75,4.81-11.24c0.95-1.7,3.1-2.3,4.79-1.35c0.56,0.32,1.03,0.78,1.35,1.35c1.86,3.43,3.13,7.14,5.07,11.47 c5.47,12.24,7,17.19,7,22.14C44.63,48.32,38,56.52,29.66,56.52z" style="fill:#44B3E6;"/>
<path d="M38.81,47.13c-1.91,3-6.25,2.4-6.25-2.51c0-3.14,0.64-19.25,3.33-17 C40.28,31.29,41.53,43,38.81,47.13z" style="fill:#81D4FA;"/>
</g>
</svg> | |
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KHIntYLeS9A/UELEK24FwEtblLOkcgzXCUt8THrEWTRLtyb/gX9/aZ0HEyTbYL+GnSP8gDRWVCX3DnepMstsGa4Slvie8oh07516q+w3+db531BKIlMxA7FS66djpZakfoiHiRWw2+T5OdSaNacUaYUVb099brAc+5FlJJeS9Uug1NFdHJJM9sQl9i0j/8AwR7bw+oU/7sefHBOBu0t8fnrEGOMWzkkpoM/y3AP9L1BKIFNym2C+v20n/0AwVjwEXANv7VJk4Kfqa/p5iGfAmx3oqqxPwr/v/iVoCkYKaiE3oe430D8wQsRpN6MuzycDzpL9PvGMhcIBjPZXZf+Jf/++LWgKRAtkam9D3BOkflKFiFrY/vJZc5dOuwA2kv09CxLNoo596zMD/M9g5aglEcq4f9iu4zBP6lmC9Gfs51Zn4G4wNw3if+paXmAts51VZTWIBvp/BYtTbJwLAHtiEviJvndpbdJ3QN9CpziSMt2AvyNT3TKiYhU6ArNf2+H8Of4paApGc2QSYgr0YvWfX5iXmYQ2bHX2qTAIai52UmPqeCRm3YhNppT7vxv+z+ErUEojkRGVC3wrSPxBDhCb0FUsZ1/RXixnYdsVSv2/i/3lMjloCkYS2wia7PUj6B2GomINNWtzMqc4kvAMo35r+anEp2kuiETfj/5mMjVoCkci6TuhbR/qHYIhYivVmaClVsYygnGv6q8X3sV4OyaYF+557fibzopZAJKLdsRnUz5H+4RciKhP6pgBDfapMIirrmv5q8U2nOmtme+D/ufw+aglEAhuMzXAv84S++dgDdSenOpO4dgGuJ/19FCM6gM/5VFvTOwP/z+eLUUsgEkhlQt+rpH/ohYg12BDGZGxIQ4pnADY3YzXp76cY0YaOmPV0Ef6f0bFRSyDiaBQ2a/p+0j/sQkVlQt/mTnUmaRwNPEL6+ylWrAHe5VFx8g9/w/cz6sDOlRApjFZen9C3lvQPuhCxDOvNONKpziSdrSj/mv7usQL7joqfAcAqfD+nR6OWQKQB22G/hJ8l/QMuRLRjJwueDQzzqTJJqBWbnLmY9PdWzFgMHOJQf/JGE/D/rC6JWgKROjXDhL4XsAl9uzjVmaS3P3AX6e+t2LEA2Nuh/mRjH8f/8zonaglEajQRWxv9CukfaiFiLbYb2qlAf6c6k/SaaU1/93gKnSgX0k/x/8wOi1oCkV6MxLq/7yX9wyxUPIINY2zpVGeSH5OxTVVS32MpYja6p0N7AN/PbB3ajlkSq0zom4b/BJe8xPIN5dOkqHLaBTtNLfV9lir+gvV8SDhD8T+S/N6oJRDpYlvsl/DTpH+AhYpZWI/GcKc6k3xptjX91eJa9CsyhiPx/+ymRi2BNL1B2Jj3DMo7RroAm9C3m1OdST4dRXOt6a8Wl6FDfWL5LP6f31lRSyBNay/spfgy6R9aIaINW6VwKnogll1lTX9ZV6TUGj9Eh/rEdDn+n+G+UUsgTWUE1v19O+kfVqHiUawLeIxTnUl+Vdb0l3VVSj2hQ33iewLfz3AlWn0kzlqxsaqp2A2W+kEVIlZhOxBOwo7mlPLbH/8tWIsYHcDnG6xLqd9o/Hucbo9aAim1rbFfwk+S/iEVKioT+jZxqjPJv2HYr92yzlepJ9qAjzZWnZLRW/H/PL8btQRSOgOxdc/T8V+ekpdYjPVmaKys+TTzmv7usQZ4T2PVKQ34Ev6f6WlRSyClsSf2q2gR6R9MIaIdTehrZjsD15H+PsxLvAYc11CNSqOuwv9z3TVqCaTQNsUmQM0k/QMpVDwOXABs71NlUjADgHOxF17qezEvsQRtFZsHL+D/uWr+kvRpItYFXtaH4mo0oU/gzcAc0t+P1eIe7IEd++8uAPZppFLFxTb4f7Y3Ri2BFMpYbEKf97KTPMUs7NfeaKc6k2IaQ37X9M/HZtw/nuBvP41OpsyLU/D/fL8WtQSSe/2wX8FlntC3BOvN2N+pzqS4Wsjvmv512GmCBwHPJ/j7D2OreiQf/gv/z/jkqCWQ3BqHTeh7ifQPvhBRmdA3Be1XLmY/4E7S35vV4jZgb+BA0uyaeTewWfaqlQBuxP9zVgOviQ3BZrjPJJ9dnx4xD2vY7OhTZVIClTX9eezhWoINSbUCR2OnR8bO4SZ0aFXetGBLkT0/5wVRSyC5UZnQt4L0D7wQsQZN6JPqJgPPkf4e7R4d2ByELTbk+Q7SnCx4BVrymke74f9ZXxW1BJLUVtgviwdJ/7ALFXOwSYvqupTudgb+SPp7tFo8CBzRJdfTSdM7cTE61CevTsP/8/5S1BJIdK28PqFvHekfdCFiKdabMcGpzqRcKmv689jbtRLbb2Jgl3z/GZuvEjsXHeqTb9/F/zPXpk4ltTv2YMljV6dHtGMHWJwNDPWpMimhN2Mz2VPfr9ViBrBDt3zPS5BHB/CFOutV4vM+SbUD9ZSWymDKP6FvPvZLZWenOpNyGo31CuXxezCfjffSbyHML7y+og34WH1VKwn0w38DtieilkCCmYitFfaeIZqXqEzom4x9EUR6UlnTn2LZXF+xHvuedj9Bsj/wiwT5rMV+MEj+7Yf/539Z1BKIq1FY9/f9pH+whYrKhL7KrGiR3uxLftf0/xVb09/dIOAPCfJ5DTi+9qqVxM7C/x74TNQSSMO6TuhbS/qHWohYhnXdHulUZ1J+Q7H5Lnn8TnRd09/dCGyznxQ5HV5r5UouTMX/PjgCKYTtsF/Cz5D+gRYqZmE9GsOc6kyaQ1HW9He3JXBvgrxexHpKpFjuw/c+aEPP2lwbRPkn9L2ATejTQSNSr22B35H+Hq4WjwHH9pL79hv+m9h5PY3OfS+iwfgv4X4gagmkZnthL8U8HkziEWux5U+nYpOfROqR5zX9q9h4TX93e2BbU8fObQ52lKwUz2H43w8/iVoC6dVIrPs7RZdgrJiLDWNs6VRn0nzeRL7X9O/YR/4TgUUJcrsHrfcusnPwvyfOjloC2UhlQt80bDew1A+wELF8Q/kmOdWZNKc8r+l/AVt22JejSHOoz81svOxQiuUS/O+LA6KWQP5hG+yX8NOkf3iFisqEPp0mJo0o4pr+at6ODQ/EzvEqbPxYis17vshqdNhTVJUJfTOw2ZepH14hYgH2QKy21lmkXvsCd5D+vq4WfwcOrLEcHyTNGRy/QnNsymAE/udC3Bm1BE1sPDahL4+/YDyiDVulcCpqUYqPoq7pr+afSHOoz4XoCOyyOJYw94cEMgLr/vY+uCFP8Sg2jDHGqc5EwNb0P0v6+7t7VNb01zOBNdWhPhfUkaPk37/hf5+cHrUETaAF27luKv4HNuQlVmM7EE5Cvy7E1zbAb0l/j1eLx6hvEmsL8J0Eebahmd1ldCX+98q4qCUosa2xlv6TpH9QhYrKhD7NJBZv/cn/mv5BdZSnH/CzBLmuBd5bR55SHM/je68so/YhLKliINZVOR2bCZz6QRUilmC9GdoyVEI5EniI9Pd6tbiWvtf0dzcI+H2CXFcCb6szVymGrfC/X26KWoIS2ROb0LeQ9A+oENGOJvRJeKOwSUgpJsf1FbWu6e9uOPbdiZ3vUnSgS5lNxv+e+UbUEhTcptgDIcWXO1Y8jnV17uBTZSJVVdb0p9gJr6+oZ01/d6OBuxLk/BKwf4Z8pTi+gv99866oJSioiVgXeB7HJj1CE/okpnHYjnSp7/tqMYva1/R3N5Y0wxjPALtlzFmK43r8753topagQMZiE/oeJ/1DKeTD7lzsV4tIaHle07+U+tb0d7cz8FSCvB/BTkKUcmvB/0C4F6OWoAD6Yb+Cp5Nmt65YD7qpqLtQ4srrmv5O7PveyKFUE0gzF+jvwOYN5C3FsTP+9881UUuQY+OwCX0vkf5hFCIqE/qmAEOc6kykFttgL9jU34Fq8ThwXIPlezO2lCp27regpbjN5P3430NfjlqCnBmCzXCfST5PFfOI57GGzY4+VSZSs8qa/ldJ/z3oHlnW9FdzEmkO9bkaHerTbEJsJtWUy0UrE/ry+GDyiDVoQp+klec1/Tfjs/PZaaQZJpyGDvVpRrfhfy9tEbUECY3Gdq97gPQPoFAxB5u0qDFBSSXPa/oXkG1NfzWfTFTGi9Cubc2oFf8frE9FLUECrZR/Qt8yrDdjglOdiWRRhDX9mzqVNcWhPp3YUJ40p73xv59+HbUEEe2Gje89R/qHT4hox04WPBtbViWS0u7YdqKpvxfVYjZwkFM5W4D/TlCGDuAzTmWQYvoI/vfV56OWILDBlH9C33zsV8DOTnUm0ogh5H9Nfz+nsvYDfpqgHOuBDzmVQYrrYvzvrTdHLUEgE7HuvcWkf+iEiDXADKxxo4k/khdvx3afS/39qBbTgTGOZR1EmqOJVwInOJZDimsWvvdWOwVeQjoS+CzwMOkfNqHiAeAcYDOnOhPxsDU2Cz3196NaPEHja/q7GwbcmKAsy7CVFCKD8O9lezhqCZxsiXU5LiX9wyZELMcm9OmLL3nTDGv6uxsF3JmgPC8BBziXRYrrEPzvsZ9HLUGDBmFHFq4m/cPGOzqAPwOnox36JJ8mYlvOpv6uVAuvNf3djQUeTFCeZ7FJlSIV/4T/ffapqCVowL7AfaR/0HjHC9iEvl39qkrEVbOs6e9uJ+DJBGWai05mk439Cv97Letpl1F9inKt318L/A44Eb/ZySLeKmv6Uxxu01e0Y8NkXmv6u9sLa5zHLtcsmmhXNqnLHHzvtTX4D5e5S7XZRoiYu6E8jZw2JhLDbthS2tTfmWoxGzg4XNE5GP/jVmuJWwnXoJFi2wT/Hri7o5YggwtJ/7BpNJYDPwYOda4bkRAqa/rXkP670z281/RXcyywIkHZrkFzf6RnR+N/z/0gZgHqdQ7pHziNxCxsh77h3hUjEshJwNOk/+5UixnAtuGKDsA7SdPwuRQYELhsUmz/iv9996GoJajD4eRzV7G+4kWs12If/yoRCSbva/rfGq7o//AJ0kxy/D461Ef6FmIDqvFRS1Cj0dj619QPnlpjPXAVMBnt0CfFkuc1/asJs6a/mvNIs224DvWRWj2D7733KjmdgP590j98aonHsAfU9kFqQSSsPK/p/zOwR7ii/0ML8O0E5evAdjAVqcUW+N+Dt0QtQY3GY7+oUz+AeorV2P7ik7CHh0jRjCS/a/pfJNya/u76YZNzY5exDfhwhPJJeZyE/3347aglqNEM0j+EqsWdwEcp8KEJIthBUs24pr+7gVhDPnY51wDvilA+KZfz8b8X3xu1BDXYFmsdp34YVWIJ9lDaL2ShRSLYjTQH2dQS9xJ2TX93w4DrA5Sjr1iB9RyK1OuP+N+PO8YsQC0uIP3DqB3b/ORU7FeCSJHleU3/MsKv6e9uFHCHczlqicXYQS4iWXj32i2Km37fWrDDL1I9jJ4A/h1bDiVSBscAj5L+RV8tYqzp724r7Gjt2GVdAOwdoXxSTjvgf09eF7UENdid+F9MTeiTMhpLftf0PwkcH67oPdoRa+THLu+jaJWQNOZU/O/LC2IWoBZnEu9LOQvretwsRsFEIqms6V9O+hd991iHrXkfHKz0PRsPzK8zX4+Yjc78kMaFWKZ6UtQS1GAqYb+MSzf8jQNiFUgkognAPaR/0VeLW4A9wxW9VweR5lCfvwAjIpRPyu8W/O/PMVFLUIPbCfNFvAnrQsn9kYciGVTW9Odp9UwlYq7pr+YY0uxweC061Ed8tOLfo/dc1BLU6BF8C9kGvCdqCUTiOpV8bpndjs1BGB2u6H06GZvjE7vsl6FDfcTPnvjfo7+LWoIaeT/Ifhk1e5F4dgVuIP2LvlrcR/rlblNIs5voD9ChPuJrCv736XlRS1Aj75P/Ph03fZHgtKa/b+eiQ32kPL6H/716TNQS1Mh7nOOrcdMXCeotwFzSv+irxQxgu3BFr0kLaTYS6wA+H7540qTuwvd+bSenk1OfwregzwObRy2BiL+8r+l/W7ii16wf4VcRVYs24CMRyifNaSD+81jmRi1BHbxbOpUH1PvRCgApnlzNX3kAACAASURBVFbgbLSmvy8Dgd8Qvw7WAO+OUD5pXhPxv2+nRS1BHa4k3Jd1MTaWclC00ohkNwG4m/Qv+mpxK+nW9Hc3FPgT8evgNeC4COWT5vYJ/O/d3M6N+1fifHnnYmOFO0QplUjtirCmPy9bZo8k3N4hvcUS4NAI5RP5Of73b+oVOj06nLhf5Mqpf1OwXxIiKU3G5q2kftFX+55MI1/bZo/BlhvGrosFwD4RyicC8BC+9+868jFsV9UgYBVpHnJLgYtRy17i25U0Z9PXEveRv+/EjsDjxK+Lp4FdwhdPBIBh+PcEzo5aggx+TfqH3qPYEMFOYYsqTW4gtiFHit3q+orXNuSWek1/d3uSppfkYXRMuMT1Zvzv44ujliCDt5D+4VeJdmyM8WysNSbiRWv663cg8DLx6+Mu8jX8Ic3h8/jfy4VYsup9JoBHLMfGQSeRn0lQUjxbkd81/U8BJ4QrekOOJs2hPjcBw8MXT2QjIXrD945agow+QvqHYW/xBPBltIpAapf3Nf0Xkt9erneQZpjkCnSoj6TzJL7382vkb0ivqlbCbArkHV2HCPQrQXpyAPm9n/8CjA9X9IadQZpDfS5Gh/pIOqPxP8/itqglaNBE7AWb+gFZa6wCpqMhAnndCPK7pv8l8rWmv5pPk+YZoEN9JLW34X9ffydqCRx8m/QPyizxNLaKYGf3GpGiyOua/g7yt6a/mvNIUzdfiFE4kT78B/739weilsBBK3At6R+ajcQsbIhgE+e6kXzahfyu6b8fOCxc0V20AN8lft20AWdFKJ9ILa7B/x4v5A/SkcBjpH94NhqvYb+8jkVji2U0gPyv6e8frPQ++gO/JH79rAVODV88kZotwPceX0y+h/t6NZY0236GivnYOOPunpUkyRxDmp3paonfAtuEK7qbocAfiV8/K7B5OyJ9GQCMivB3tsP/Pr8+Qt5BjcRmLKd+oHrHLOBc8j8mKxsbijXk8jhZ9SngxHBFdzUC+Cvx62gJdv6ISDWtWM/QFdhBWJX7ZjW2R/83CHMuxLvwv9e/EiDP6AZjR/rm8YHbaKwCLgeOpyBrNZvcHtiW0anvm+6xFvgaMCRc0V2lOtTnBWCvCOWTYjoa2/65r/uoHRu22tLxb3+9hr9bb5zsmF9yh5PPh6/nw+lCYD+vChNXJ5HPDX1uwRomRbEDaYZOnkTnfEjPPkf9e088g1+D8qY6/3YtMdYpt9wYCvwr/pMl8hZ3AZ8kztiT9O392M55qe+LrrEYW2lSpEk+ewDziF9XcyjGnAhJ4+Nkv7cW0fgZGi3YybSe9/z8BnPKtUHY8p05pH8Qh4w1wG+wX58aIkjjQ+Rr+KkdmErxGoepDvW5g+LVlcRzAI3vOnk3jT2fd2/w71eLKxvIp1D2wiZlLSL9wzlkvIgNERzgU21SgxNIsyVtT/EA+V/TX81RpBk+uRntxSG98+p6/2ADOZzulEPX+LcG8imkQdhObNPJX3etd8zB1nh7TkKRN9oHWy6W+rPu3JDH58j/mv5qTibNPgnTgYERyifFtT9+99uDDeRxoWMelTi2gXwKbzQ2Pjqb9A/vkLEWO8f9VHSCmafh5Od46hnA9mGLG8wHSdMY/xXFbCxJXF/B977LOsn0Tuc8OrAl9MLrQwQLSf8wDxlLsLHhI32qran9ivSf59PY3I+iOhf/k81qiW9SrImRks4d+N57p2fIYQC2HNwzj8cy5FF6/bDdv6Zjv5xTP+BDRmWIYIxLzTWXY0jz4qrEOqxLsMhHTac61Oe8GIWTUgjx4v18hjwOcM6hE7gkQx5NZRQ2RHA7aV/UoaMNmIkdAVuUTWJSGoz98k71ed0KjA9dyIBasU27UtznH4tQPimPg/C/D7NMvDs7QB7nZMijaY3Hug27bvtYxliKhgj68jnSfDZFXNPfXT/g58Svu7XAeyOUT8rl0/jfi1My5PGTAHkUcaVQcpUhgmn4dw3lLR4BLqC4k8tC2IT469Q7gB9jk1aLbAhhjjLtK17DttEWqdel+N+PR2TI4wHnHNaj3t6GjaQ5hgjaeX2IYKhLzRXXOcSt+wcox6E0w7F7KPa9u5RsD1wRsK2hPe/HddT/DB2K/z4j99WZg/RhT+zX8rOkf2GHjGVY78ckit0VnUUL8c6ZWIndT2VYoz4a27Y69r36EjozQ7LbDP+JvrMy5HGEcw6d2DCvBNDK60MEK0n/wg4Zj2IvqR0d6q0IjiZOvc7ADsMpg62x41Fj35vPALtFKJ+U19H435c/yJDHZwLkcVaGPKROI7Bu85mkXTIWOtqxYZCzgWEuNZdPPyJsPc4H3hOtNOGNA54j/v34CLBthPJJuX0I/3vzjAx5XBYgD/WMRTYO+7WccvlYjFhOOYcIWgl7jsQ0yrUf/QTSnLtxF8WfLCn58An8789xGfJ4wjmH1WhH2GRasSV2U7HZyalf2CHjOWzp5M4uNZfWfoSrp/MjliOGo0hzqM9Mir0xkuTLu/C9PxdT/4+iUfj3Ht9eZw4SyKY03xBBUR/QIcbhOoGLYxYigreTZnns77GDvkS87IHvPTojQw7HOefQCXw3Qx4S2PbYFqVPkf6FHTJWYdssF22I4BL86+JRyrWsMtWhPj+jsXPWRXriuQzwoxn+/pcc/34lTsuQh0TSdYggL8fMhop52BDBLi41F5b3RhydlGtnuk9hPT2x76GLKFZDUorli/jcp0vJdvLeVU5/v2todUxBDMGO8C37EEEntj72bPI7Ec77rPp5lOdX63+S5p759xiFk6Y2DFhAunv1BYe/3TWWoQZzIW2LDRF4zwjNW6zGhggmk58X5Ej8y/m9qCUIowX4H+LfIx3YnAyRGN5CYzvx3Um2WfdjG/ibPcWNGfKQnJmIDRG8SvoXdsiYjw0RpO6y2h3/smU5EzxP+gO/JP49sQ54f/jiibzBmWSb3zIb2CLj3zw5w9/rK/4rYy6SQ4OxIYIZ2FGnqV/YIWMWcC62PWdsIZYAFnl/+sGEGZvsK1YCJ0Qon0g1xwHPU/v9egm2GVxWX6vjb9UapzSQj+TYNtgQwWOkf1mHjK5DBP1daq5vEwOU46BIuXsbhnUjxv7cl6IjqiW9odjM/J6GYtcD12LbCDcqxPdsG4e8JMdasF+XP8YmfKR+YYeM54Gvk213rXrsHyD3YwLnHMLmwD3E/5xfwj4DkTzZC+um/zTwYeBt+E1ibsE2DvL8Hi1wyk0KYhCvDxF4HyeZp+jYUMYDfKptIzsEyPmcQLmGMhZ4kPif7bPYHAyRZrIr/t+lq6KWQHJla2wM/X7Sv7BDRRs2DOJteIBcLwuQZyi7keaY6znoUB9pTqfh/336UtQSSG4dCvwQWEL6l3aI+KZfVf3DK845voxt+pR3e+G/FrmWmEX22dMiRfe/+H+njo9aAsm9Qdhkuumk2cI1ZHzQsZ7AzjLwzjHvEwEPwb/hU0vcip2TIdKsvJ83HaRZQSUFMRb4F+Bh0r+8PWI5vjf8jwLkeL5jft5OxJbdxf7c/oAtMxRpVv3wPyn2yaglkELbC+tGX0j6F3kj4blV7BkB8vubY36e3k+aHqFL0DnlIvvi/926PGoJpBQGYmdiX00xhwjm4zfOvkOA/NrIX7fcJ0lzqM930R7lImCnBnp/vz4XtQRSOqOww3pmkf7FXk8c7lgHIc5h+IBjfo06jzSfUYhJmyJFNRX/75g20RI3lSGCl0j/gu8rvuVY7osC5DfNMb+sWoBvE/+z6QA+G6F8IkVyL77fszZsB08RV/2ASdgqgrWkf9lXi8cdy3tCgPwWkXY5YD/gJ1XyCh1t2O5pIvK6wfgPtz4QtQTSlEZiQwQhlss1Gns4lXEIsCpAfgc65VevAcDvaszRM1YBb49QPpGiOQz/79tPo5ZAmt6ewAXAc6R/+XcCX3Qs258C5PcfjvnVqh9wRcZ8G4kVWK+RiGzsHPy/cx+PWgKRDVqxh/000qwpr4TncrsQX9A7HPOrRT9sK+LYn8NibHMhEanuEvy/dxOilkCkihHAFGAmNvkr5ounHdvoyMNuAfJrA0Y75VeLXwYoQ1/xHOFPbRQpukfx/d6txpZzi+TGOGyI4BnivYA8u8GeDJDf+xzz602KpX6PAtvHKJxIgY3Afw+OvG42JkIrtj51Kv5bX3aP6xzz/n6A/H7pmF9P3ob1NsR8+c8GtoxQNpGiOxb/799FUUsgklHoIYI1+B0wc1KA/F4k7E54uwGvBsi7t7gVHeojUqsv4v8dPCNqCUQc7EmYfQVOdcov1HLAA5zy664/1hUY8+U/A6snEalNiCW5e0YtgYiTEMvtLnXM74YA+XkeXtTVfwbItbe4DB3qI+UwnHhDWPPw/R4uI+0mYyKZfQL/F9My/GbEfiZAfn91yq2rCcQ9yOl76KEjxTUcW+o7kzcuXV6NnYPyH9jBYN62wv+7eHOAPEWi2JowcwG8NqHZI0BuIZYD3hYgz55Ch/pIkX0M25q7r/t8DXavew5xTa7h7+r7KE3lbvy/FN9zzO+pAPl5zVMAeH+A/KpFB/B5x7xFYhqIbVZW733/N/yGB76S4e/3Fe92yk0kiX/H/0sxH7/Z9j8MkN/PnXIbTJx9FtqAjzjlLJLCj8h+/z8ADHXIIcScJ+29IYU2njAvrYlO+YXotluATwPl3AC5dY/VwMkOuYqk8lEa/x54HLZTy9BDPbHQISeR5B7D/8X1FafchmHjgd757d9gXgMIfxDTa8BxDeYpktIm2P4bjX4X2oF9GshjZ4ccuseMBvLJHc0qbl5XB7jmKU7XWYlNsvN2QoP//jTCdv8tBd6CzZQWKar3YbPvG9UKfKGBf3+QQw7d/T3ANUWiO4Iwv2B3c8rvcwFy+0uDOT0cIKdKLAUObDA/kTy4Dr/vxSvYKZtZ/I9jHpVo9EeESC604tNN1z0+65RfiHkK64GRGfM5NEA+lVgHHJMxL5E86Y//EeXjM+byF+c8OinZ+RsaAmheHcC1Aa7rNXntEWy83VN/su9XEHLv73OBPwe8vkgs++Ize7+rMRn+TSv+W4A/g00qLA01AJpbiHkARwJbOF3reqfrdPW2DP9mIPBe70Q2uBq4ONC1RWI7JMA1s2x/PR6bjOipdOP/agA0t5nACudr9sNO9fPwJ6frdPU26l8OeByweYBcFmO7pImUxaEBrjk/w7/RBMAaqAHQ3NYSZsa51zDATViOnrah/qVFxzvnUHE+8HKga4ukcLDz9drJNhSoBoBIDabgP1FmFX7jgDcFyO+8OnOYGyCHx7A5CSJlMRL/c0buy5jL353zaMd/SCE59QDItdi2s56G4LeZTep5ANtiBxR5+zb+9S6S0qH4bQdecXeGfzOIxjYQqmYu/sOlyakBIEsIc1yu1zBAiHkARwCb1vjfHhXg7y8ELglwXZGUQoz/Z2kA7Ic1AjyVsvtfDQCBMKsB3oFPF/ccYJ7DdboaABxb43+7r/PfBrgcW/svUiYhVgDcleHfaPy/RmoACMBV2DiXp82Aw52uFWIYoNYdvby7EgGuCHBNkZRa8H/xLsfmytRLDQCROt2H/0S37zjl9s4AuT1PbeOV853/7suo4S3lMw7/7+gNGXOZ45zHWvyHFHJBDyKpCDEM8C6n69yEf5f5tsBeffw3m2LLBj3dhM2UFimTEN3/Wcb/N8EaI54ewH85ci6oASAVVwW45o74dKGvAO50uE53fa0G2DnA35wd4JoiqeWlATCR7IcH9aS03f9qAEjF/dhe197yvBqgr3kAIRoADwe4pkhq3isAOsnWAND4fx3UAJCuZgS4Zp4bAEfS++Yeuwb4m1kmNYnk2RD8J8s+hR0FXK8QDYB7AlwzF9QAkK5CzAOYCGzncJ2HsIl7ngbS+zG83j0AbfiXQSS1iWQ7sKc3WZb/gX8D4DVK3GhXA0C6+gvZWt29acH2BPBwo9N1uuptGMC7AfAc2v1PyicvGwBtgc078jQb2wa4lNQAkK7aCdPVnudhgBN7+f/t4vy3nnK+nkge5GUCoMb/66QGgHQXYhjgaGCUw3VmAusdrtPVdtjZ4d31x2fooqunna8nkgfePQBrsKV39VIDoE5qAEh312NfQE8DqH3nvd68CvzN4TrdVVsOuD3+45rqAZCy2RrbU8PTvWTb90MTAOukBoB0txLbrMZbnocBqjVOvLv/QT0AUj4hxv+zTgA80DULmw/1rPM1c0UNAKkmxDDAicBgh+uEaAC8GRje7X8LsQeAegCkbPIy/r8DMMY5j1J3/4MaAFLdNfjPfB0OvMXhOg8CCxyu09VANs4tRAMgxEZLIinlZQWAuv8zUANAqllE9m643ngMAzRySEhvug8DeA8BvIzNYRApi37YHgCeFmHLZeulCYAZqAEgPQkxDHAKPvdcjHkAWgIo0rt9gWHO18x65keIBkDpz+1QA0B68ocA1xyDzxf1RvyXA+4I7NHl//YeAtAEQCmbvIz/t+LfEzEPeMn5mrmjBoD05EngkQDX9RgGWE62B0VfKssBN8eOAvakHgApmxANgCxDj+Pw/76Wvvsf1ACQ3oUaBvAQchhASwBF+uY9AbAd2wOgXhr/z0gNAOlNiAbAnliLvVEhGgBHYasVtARQpHcjgd2drzmHbBNltQIgIzUApDf3APMDXNdjGOB+4EWH63Q1CGsEqAdApHeH4P/+yMsJgJ3Afc7XzCU1AKQ3ncC1Aa7rtRww1OmA3j0Aa/BvrIiklJcJgAOA/ZzzeAxY5nzNXFIDQPoSYhjgUGArh+uEOh0wxAqADudriqSUlwbAvvjsMNpVU3T/gxoA0reb8W8NtwKTHa5zI/47Fu4EHOx8TXX/S5m04P8deRWYm+HfaQJgA9QAkL6sJ8zOex7DAEsJsxxwiPP1NAFQymRXbKmsp3vI1kumBkAD1ACQWoQYBpgEbOJwnRDDAN7UAyBlkqcTAL17ItZj5400BTUApBbXke187t4MAt7qcJ0iNADUAyBlkpfx/6G8cfdODw8Bq52vmVtqAEgtlgO3BriuxzDAvcBCh+uEpB4AKZMQDYAs3e4Tgf7OeTTNBEBQA0BqF2IYYDK2jKcRoU4H9NIJPJs6CREng7GZ956eIlsjXuP/DVIDQGp1NfYy8zQSeJPDda53uEYoL9BEXYpSehOBgc7XzDqRVw2ABqkBILV6AZgV4LoewwA34L8c0Iu6/6VMQkwAzNoA8J4AuIpsSxELSw0AqUeow4FaGrzGEvLbctcEQCmTvJwAOBrbs8PTbKDN+Zq5pgaA1CNEA2B7YH+H6+R1NYB6AKRMvBsAa4EHMvy7g2j8h0N3ef0REYwaAFKPh4EnAlzXYxhADQCRsMZiDXZP92GNgHp5d/+DGgAifbomwDVPcbjGbGCRw3W8aQhAyiJPGwBpAqADNQCkXiGGAfaj8fG8DsKcDtgoNQCkLPKyARDAga5Z2DyipuutUwNA6nUHYTbeeYfDNfK2HHAF8ErqJESc5GUC4LbYcISnv+O/zDn31ACQenUAfwxwXa/lgHk6dle//qUs+uH/q3sR2TbJUve/EzUAJIsQwwBvpvETxl4hzF4FWakBIGWxNzDc+Zoa/09MDQDJYiaw0vma/YATHa6Tp9UATTemKKVV5g2AIF8/HKJRA0CyWE2YCXdlWw6oBoCURV7G/1uw7Yg9zQcWOF9TpNQ+hE2a8YyV2BGfjWjFJil655YljmuwLCJ5MQff70Y7sGmGPHZ3zqMTuDJDHqWgHgDJ6lr8t80cChzb4DU6gJsccvGgHgApgxHAHs7XnAO8muHfaQMgR2oASFaLsSWB3jyGAfKwHLANmJc6CREHB+P/rtAJgDmgBoA0IsRqgMnYhMBGXE/65YDzgPWJcxDxkKcJgN4NgE5sF1ERqdOOhBk7P9Iht8rGHqkij7sSimRxLf7fj70z5NEfO7LXM4/HMuRRGuoBkEY8CzwY4LplWA2g8X8pC+9f3SuAuRn+3d7AEOdcmrb7H9QAkMZdFeCaHocDqQEg0rhdgC2dr3kPtgqgXpoA6EwNAGlUiHkAuwJ7NXiNe7CJiqloF0ApgzKP/4MaACINuZds+3n3pdFhgHZsx8JUmnJnMSmdPJ0A6N0AaAMecL5moagBIB5mBLhmkecBLACeS/S3RTzlpQdgCDDeOY+H8d/SXKTpHIv/LOEO7NjPRozCti2OvQLg0gbzFsmDQcAafL8bWefGHOGcRyfw44y5lIZ6AMTDbcBS52u2YHsCNGIpcI1DLvX6SYK/KeJtAtYI8KQTAHNEDQDxsB64LsB1PYYBLna4Rj0ewRpEIkWXl+5/UANAJNdOxb+Lbh0w0iG3qwLk1lO8wyFfkTz4Nf7fj6yNised81gNDMiYi4h0swn+44WdwPsdctsF23wk9Mt/ukOueTMIG3/9LDANuB14gTfWZzvwCvAQNiH0G1iDcKsE+YqfZ/H9fqwl25DCSGxOkGcud2bIQ0R68Uf8X6pXOOX2LvwfIl3jcWBzp1xTGwx8APgtdmJb1jrpAO4DzscaYVIcW+L/Hck6/j8pQC4XZsxFRHpwNv5f1GXAQKf8vhggv07gJWBnpxxT2hb4X2wDJe866gBuBk7EJnhKvp2M/z3wfxlz+bcAuZyeMRcR6cFWWHew95f1eMccz8YmLXrlNgfY3TG/FDYHLiLMEE61mA0cE6VkktXX8f/cP5AxlysD5DIuYy4i0os78f+y/tA5x6NofFJRB7bef7hzbjG1AGdh4/cxXvzd4/donkBe/Rn/zztrL9nzznksQ71QIkGch/+DYz7+X9jBwJeBhRny+StwmHM+sW2OLd1M8eLvGq8A7w1cVqlPK7Ac3895UcZcxjrn0QnclDEXEenDOMK8KEKsAwablXwGtuTpxR7+9lpsz/Cvku0c87w5DP9fVY3GT4FhIQstNdsX/88364Zc7wiQyzcy5iIiNZiL/5f2a5FyH4s9AI/FZh+PA/pH+tsxfBBYRfoXfrV4FDggXNGlRh/D/7P9UsZcvhYgl3dmzEVEavBN/L+0D0ctQfn0I8zn4h1rsGEk7VKazk/x/1wnZczlhgC5NHrGiIj04jDCvByKPts+ldHY0cipX+71xI1ogmAqD+P7WbYDIzLk0YL/BNUXM+QhInVoxY7E9X4p/EvMQpTEOKxrPfULPUssBN7mXyXSi02ANnw/x6y9d7s659EJXJ0xl1JSN5uE0IFtCevN43CgZnIidvhKUdc8b4mtVLgQv82gpHeHYMNFnnQCYE6pASChhGhpH466hWvRgo2jzyBb12uetADnAHdgvwglrEMCXFMnAIo0mUE0to98T/HRmIUooMHAJaTvvg8Rr6ItXEO7Bv/Pbd+MufzVOY8OYLOMuYhInabj/zDJup64GWwLzCL9izp0TKPYOzDm2Uv4flavkW0Zbb8N/9Yzlycz5CEiGX0Q/4f/KrRhTDVH4v/wznM8Tfaz5aW6nfH/nP6cMZcQmxF5nSxaGpoDICFdC6xzvuYQ4K3O1yy6s7GT9sakTiSinbAu4gvQc8xLiAaVJgDmmL44EtJy4LYA19VqANMfmyE/leacJd8fOB/bLGZs4lzKQBMARcTVP+PflbeYcm3Pm8XmhDmxraixEFv2KNndhf/nsnXGXGY759GGhg5FotsGm33r/WA5OmIZ8mY/4BnSv3TzFh1oz4CsBmHbMHt+Hs9mzGUwdgCXZy4PZsyl1Jr9V5SE9wJwLzDR+bonA7c6X7MI3gf8HBiaMIeHsK2Fn8HmeGyGdR8fjz28U6nsGXA48AE067seB2CNAE9Zx//3w78RN8v5eiJSoy/j/2vv6aglSK8V+C/C9KbUGndhqw16Mho7atX711uWeBU75llqcy7+n8FnM+YSYtjwkxlzEZEGhVjS04n9UmgGmxJmg5ZaowM7SbDWHsP9CXMkdJa4BNvfXnp3Of51f1jGXH4VIJcDM+YiIg6ewv9LfX7UEqSxC/6ns9UTq4EpGfIego3Hp24AdGJDFYdnKEMzeRrfOl+H3QNZeDceV6N5ISJJ/S/+D/Z7o5YgvrcCS0j34pxP48ux3oWt2kjdCFiP9gzoyZb41/c9GXMZgR0f7JlL1rkIIuLkKMI82HeKWYiIzsZ+RaV6Yd6B38FL2+O/r3vWuJnsS9PK6h341/NFGXM5JkAu38uYi4g46Qe8jP+X+9MxCxHBIGyWf8qX5I/x7zLtj/0C9z5rPkssAt7uXL4i+y/86/iDGXM5L0AuWYawRMTZL/D/ct8UtQRhbQ38jXQvxvXYAziko4HnE5axEpU9A7yXvhXRTfjX7y4Zc/ldgFz2yJiLiDg6hTAvrdExCxHIAcBzpHshvgIcG7yUZgTwmwhlqiUeAvYOW9xca8W27Pa+l1oy5uP9HXgVzfsQyYWhwEr8H+JFPyP+A9gph6legg+SZi7FFMLcD/XGKmwdfDPaG//6vDZjLiEmI2Y9jVBEArgK/y/5b6OWwE8/bH19ypffDGyfgVTGAw9UyStF/A4YFba4uXMW/vX45Yy5vD1ALt/KmIuIBPBh/L/kK0i7BW0WedncJw/do4PJz54BzwJHBC1tvvwE/zo8LmMu/y9ALu/JmIuIBLAZNm7v/UU/KWYhGrQ7aXfKW4Gtz8+bU8jXngH9gpY2Hx7Et+46yN6Lcp1zLp3YElQRyZHb8P+i/zhqCbI7AVhKupfbPGBC8FJmtx3wF9I3Ajqx8eNtwhY3qU3wX5Y5p4F8FjrnsqiBXEQkkM/j/7BeSD66s3vSgi2x897lrJ64DZtolXf9sLpKuRFSJV4GJoctbjIhNt35ecZcdgqQS9bJiCIS0C6EeVjndb/3wcA00r7IpgIDQhfU2SH471GfNaaR9gjmEP4d/3r6eMZc3hsgl/Mz5iIigT2E/xc+jzN+t8H2RU/14loLfDR4KcMZAVxB+gZAJ3Yo0z5hixvV1fjXUdYTOv87QC4nZMxFRAL7Kv5f+MejlqBvKkEK6QAACr5JREFURwAvku6F9TJ2BkMZTAFeI30joEx7Bnjfm69R+5HR3d3qnEsnxRjuEmlKBxLmAb1nzEL04mzs13eqF9V9wA7BSxnXHsD9pG8EdAK/p9g7UO6If53ckjGXVmzHPs9cnsmYi4hE0ILNSPd+CH0xZiGq6E/6zX1+TfnGqysqewZ0kL4R8BzwprDFDeb9+NfHNzPmsleAXKZnzEVEIvk+/l/8v0UtwRtthh03m+qF1IGtX8+6D3uRnIztOZ+6EdBGMfcM+C7+dfHOjLmcGSCXL2TMRUQiOY4wL8EUa7f3Je2M9Vexl2IzGQPcQPpGQCfW8ExxnkJWIU6d3DpjLj8IkMtRGXMRkUgGAEvw//JnXYqU1WT8T1SrJ57A9tRvRi3YpLw87BmwDHhf2OK6GAisxrfszzWQj/cqmXbSnm8hIjW6HP8H8XWRcs/D5j7XAyNDF7QADgaeJH0joJP87xlwMP5l/k3GXAYCa5xzaWQ3QhGJ6H34P4zWEP4XwHDgygC51xMXUryx55A2BS4jfQOgE3gEGxbKozPxL+/nMuZyUIBcfpExFxGJbDj+3ZGd2M5ioexCmI2Mao01wIcClq/opmAHHqVuBKwmn3sG/Cf+Zc16guKnAuTyqYy5iEgCf8L/IXBZoFzfjB0ykuql8gLWhSu9GwfcS/pGQCfwB2yFSF58Bd/yrQOGZMzlF865dGK9CiJSEJ/A/yGwDBtf9HQ2aSeb3QmMdS5TmQ3C1qannKNRiXlY4zEP/hnfsv29gVzmOOeyFvvcRaQgxhDmIT3JKb9BwM8C5FdPXEr2X1nN7jjSbslciXZs3kbqQ5mOxLdc382Yx3D8jyNupDEiIonchf8D93sOeW1BmH3Ka402bKWBNGYMYYaassRdwM5hi9ur/vguvz06Yx5HOeZQiR9kzEVEEvo3/B8G82lsV7wDsPXNqV4Ui/HrxZDX9wxIeUZDJZZh2/Gm8vUe8qo3Hsb28s/iX5xy6BpnZsxFRBLakzAP2okZ83k/sDJQTrXEo9hENvF3ELZ5UupGQCe2Z8CwsMWtahR2WmSj+U9uIIffOPz97rFXA/mISEKP4v9A+EqdOfQj/WE+1wIj6sxb6rMpcAnpGwCdwFxg/7DFreqtNDYG32h3+zMN/O1qsQLtiyFSWN/C/+H6YB1/fxPg6gA51BodWOMja5eq1C9vewbEPsjpQ2Rb2XIpNpcgq80z/M2+4tYG8hGRxA4nzMN1txr+9m7Y7m2pXgCvAe+uvarE0U6EORwnS1xN/D0Djqb2IZHV2Nh9o43UE2r8e/XEfzeYk4gk1EqY5Vp9bVP6NmBpgL9ba8wj+1wF8TEAO9Y3D3sGvAQcH7S0GxuI7Q9wF9YT1T2nF4DvANs7/b3zq/yNRiPk7p8iEsFP8H8w/K2Hv5WHw3xuwbpDJR9OABaSvhHQBnyNxrrZs9oSOAx4J7aHQi09aPW6Bv86S7m0UkQcvJ0wD9T3dPs7Q0h/cMwPSL8pjGxsK+BG0jcCOoE7gB2DljYN756+V4g/f0JEnA0mzKSs9cBU4APAOaRdBrYW+JhXhUkQLcAXSLv1cyWWUq7u7e3wr6M/RS2BiATzO9I/dEPFy2TfOU3imwg8Tvr7phPbM2B42OJG8W786+b/RS2BiARzBukftiHifsrZnVt2m2C9R6nvn05sr4wDwhY3uBD7bLw9aglEJJiR5KPr1TN+Awz1rCSJ7lTSrhapxBps8mpR94v4M/51olMyRUpkJukftB7Rjp1zoAlK5bArcA/p76tObMfILcIW110rdg6CZz3Mi1oCEQluCukfsI3Gq8Ap3hUjyfUnP3sGLMT2sSiKPfCvg99FLYGIBDcMWE76B2zWeAIdTFJ2x2Ab5KS+1zqAC7HNfPIuRMNex2WLlNCFpH+4ZonrsdPWpPy2BK4j/T3Xie3il/fNcC7Cv9zHRi2BiESxBdaNnvrBWk9MJc3ubZJOC3aQzxrS33+vAqeHLW5D7sK3vB3YpGERKaGvkv6hWkusxpYvSvOaADxG+nuxE/gl+dszYAD2PfEs56NRSyAiUQ3CjvRN/UDtLV4ADglVAVIoQ8jP0NUzwKFhi1uXCfiXcVrUEohIdAdg2+emfqBWi9nY1qYiXb0bWEL6+3M9tmIhD3sGfAL/8n06aglEJIkQD49G4xdYD4VINTvjP+adNf4EjAlb3D79FP9yHRa1BCKSTF7mA7ShpUdSm8qeAW2kv28XAScGLW3vvIfy1mFDLiLSBFqA75D2IboYOyNdpB7Hkp89A75N/D0DhmLDEZ5luTdqCUQkF84lzS5sD2NbwYpksQUwg/SNgE7g78S9l48MUIapEfMXkRx5K/A88R6YF6PuRmlcC3AO+dkzINbS1c8GyP+sSLmLSA6NBH6FdWuGekg+DUyOVSBpGvsDc0nfCOgELsGOPA7p8gB57xc4ZxEpgP2Ba/B9uLyM/WrRLH8JZRjwE9I3ADqBJ4GDApb1Ced8V6IdN0Wki72B/wEWkO2h0g7cApwGDI6cuzSv9wJLSd8IWAf8K/57BozGv5fuduccRaQk+mE7830WOyr0ITZ+wLZj54jfAvwQeA+wWYpkRYAdgDtI3wjoBG4EtnIs21sD5Phdx/xEpAkMxU7pG5o6EZEq+mN7XeRhz4CFwAlO5fpSgPxOc8pNREQkN44m7gqXnqIDO9eg0XkwVwfITctxRUSklEYAvyZ9I6AT2/9i7wbK4r0B0mJsOaWIiEhpTcFmvKduBKzCNuCq17YBcrkhQx4iIiKFMx54gPSNgE5sUu2oOnJ/Z4AcvlbH3xcRESm0wdh4fOoGQCfwLHBEjXl/PcDfP7nGvy0iIlIap2Bj4KkbAeuxUw779ZHvzAB/e+s66ktERKQ0tgduI30joBO4mZ5fyEOA5c5/74UsFSYiIlIW/YDzyceeAS9T/byMLwb4W1dlrTAREZEyeRPwHOkbAR3ApcBxwCTgx4Q5pOtLPtUmIiJSfCOAK0jfCIgRxznVmYiISGl8HFuvn/olHSraqG8JooiISNPYA7iP9C/rEHGXYz0J/sc+iohIOo8ChwEXYS/NMtEOgCIiIjU4GXiF9L/cvWKib/WIiIiU1xjgetK/vBuNu70rRkREpOxasIN81pH+RZ41zvSuFBERkWZxMPAk6V/m9cZTwKAA9SEiItI0NgUuI/1LvZ54Z5CaEBERaUJnAa+R/uXeV8wMVQEiIiLNahxwL+lf8j3FInTyn4iISBCDgAsJs29/I9EOHB+w3CIiIoLtsf8i6V/8nVhj5BNhiysiIiIVWwM3kb4BcE7ogoqIiMgbVfYMWEv8F/9q4EPhiygiIiI9OQR4nHgv/+fQVr8iIiK5MAA4D/tlHurF3w5MBTaJVCYRERGp0a7AlUAbvi/+q4ADIpZDREREMtgB+DqwkOwv/leAHwF7RM5dqmhJnYCIiBTKAOxcgTcBRwIHAVv28N8uAuYCdwC3boj1wTOUmqgBICIijWoFNt8QA4AV2K/9V1MmJSIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIu7+P8HRuBGLFlruAAAAAElFTkSuQmCC",
"path": null
} | Generate code for a svg of a black and white vector illustration of a paper airplane, commonly used as an icon for the Telegram app. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
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} | Generate code for a svg of a a close up of a blue and gray water drop with a white background | <svg width="22px" height="20px" viewBox="0 0 22 20" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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</svg> | |
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"path": "242e7453e38da3117531aa8f1a1699626b8d742c49bc1a1d21976b6b5051a8a6.png"
} | Generate code for a svg of a a close up of a folder with a star and a circle | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
width="48"
version="1.1"
height="48"
id="svg4145"
inkscape:version="0.91 r13725"
sodipodi:docname="folder-plasma.svg">
<metadata
id="metadata4164">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
</cc:Work>
</rdf:RDF>
</metadata>
<defs
id="defs4162" />
<sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="640"
inkscape:window-height="480"
id="namedview4160"
showgrid="false"
inkscape:zoom="14.9375"
inkscape:cx="17.907949"
inkscape:cy="25.271967"
inkscape:current-layer="svg4145" />
<path
style="opacity:.65;fill:#fff;stroke:none"
id="rect4154"
d="m 3,1.959 0,9.342 42,0 0,-6.9866 -22,0 0,-2.3555 z" />
<rect
style="stroke:none;fill:#444444;fill-opacity:1"
id="folderTab"
height="11.773318"
y="2.9586298"
x="4"
width="18" />
<rect
style="stroke:none;fill:#444444;fill-opacity:1"
id="folderBackground"
height="35.319954"
y="5.313652"
x="4"
width="40" />
<rect
id="folderPaper"
style="fill:#ffffff;stroke:none"
height="32.965004"
y="7.6680799"
x="6"
width="35.999992" />
<rect
id="folderFront"
style="fill:#3498db;stroke:none"
height="32.965298"
y="10.022959"
x="2"
width="43.999996" />
<rect
width="35.999992"
x="6"
y="7.6680799"
height="32.965004"
style="fill:#ffffff;stroke:none"
id="rect3849" />
<rect
width="43.999996"
x="2"
y="10.022959"
height="32.965298"
style="fill:#f0544c;stroke:none;fill-opacity:1"
id="rect3851" />
<rect
width="30"
x="9.380971"
y="11.101083"
height="30"
style="fill:none;stroke:none"
id="rect3265" />
<path
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} | Generate code for a svg of a a close up of a person with a circle on their face | <svg width="14px" height="18px" viewBox="0 0 14 18" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>Group 5 Copy 2</title>
<desc>Created with Sketch.</desc>
<defs></defs>
<g id="General" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="Jump-Link" transform="translate(-1066.000000, -884.000000)" fill="#999999">
<g id="Group-5-Copy-2" transform="translate(1066.000000, 884.000000)">
<g id="Group-4" transform="translate(0.000000, 9.000000)" stroke="#999999">
<rect stroke="none" id="Rectangle-259-Copy" x="0" y="0" width="14" height="9"></rect>
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</g>
</svg> | |
{
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} | Generate code for a svg of a a red swing with a white seat swaying in the breeze. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f5ddd5" d="M0 0h96v96H69l-8-20q5-1 0-2H33l-1 1 7 1q-4 9-6 20H0z"/><path fill="#e89792" d="M64 55H36l10-2 4-20h18l-17 1q-3 9-3 20 7-1 16 1"/><path fill="#da8b87" d="M68 36a83 83 0 013 27z"/><path fill="#f0292b" d="M36 55h29l-2 5 1 2q-14 2-26-1v-2h-4q-1-3 2-4"/><path fill="#f2756c" d="M65 55q3 3-1 7l-1-2z"/><path fill="#d1c7c7" d="M61 76H39l-7-1 1-1h28q5 1 0 2"/><path fill="#ece8e6" d="M39 76h22l8 20H33q2-11 6-20"/></svg> | |
{
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} | Generate code for a svg of a a bowl of hot golden popcorn in the sunlight. | <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="#f6ead4" d="M0 0h96v30l-2-2v8q-4-1-6 3l-4-5-2 1q-3-1 0-2h-6q-2 2-5 1l-16-8q2 1 1 4l-5-5q-3 3 1 6-2 3-1 7-3 1-5-1-1 2 1 5l-3 3q3 1 3 5h-7q0-3 3-4v-6q-3 3-4 0l-2 4 2 1-9 4-1-5-4 4h-3l-1 2q0 7 4 13v1q-1 2 2 3l5 7-4 1q1 2-1 3-1-2-3 1l4 2v4q-4 1 0 2l-1 1-10 2-3 2-7-1q-4 0-4 5H0z"/><path fill="#f6e9d3" d="M96 30v66H3q0-5 4-5l7 1 3-2 10-2 1-1q-4-1 0-2v-4l-4-2q2-3 3-1 2-1 1-3l4-1 8 3 2 1 13 1 1-1 6-3 4-3 2-3 2-3 3-7 2-9q-2-3-4-2l-2-3-1-4q-3 5-8 6-4-4 0-6l2 3q1-5-2-8l-6 7 3 2-1 1q-3 0 0 3h-3l-3-2v-4q0-3 4-4-1-2-3-1-1-4 1-7-4-3-1-6l5 5q1-3-1-4l16 8q3 1 5-1h6q-3 1 0 2l2-1 4 5q2-4 6-3v-8z"/><path fill="#fbd86c" d="m60 47-4-1 1-1-3-2 6-7q3 3 2 8l-2-3q-4 2 0 6"/><path fill="#f8d77e" d="M33 39q2-1 3 1l-3 6z"/><path fill="#f7cf6b" d="m40 50-12-1h2l9-4-2-1 2-4q1 3 4 0v6q-3 1-3 4"/><path fill="#f9d157" d="m69 45 2 3-4 1v-5z"/><path fill="#f8d77a" d="M51 38q2-1 3 1-4 1-4 4v4l3 2-6 1q0-4-3-5l3-3q-2-3-1-5 2 2 5 1"/><path fill="#fbe79c" d="m69 45-2-1v5H56q-3-3 0-3l4 1q5-1 8-6z"/><path fill="#f8d05b" d="M30 49h-2l-3-1 4-4z"/><path fill="#d44e0b" d="m22 48 3 15q-4-6-4-13z"/><path fill="#f07712" d="M22 48h3l3 1 12 1v21l-10-2-3-2q0-3-2-3v-1z"/><path fill="#8e5731" d="m75 50-2 9q0-6 2-9"/><path fill="#e47f2f" d="M56 49h11l-5 26-6 3 4-28z"/><path fill="#c2a88b" d="M53 49h3l4 1-4 28-1 1-12-2-3-6V50h7z"/><path fill="#db6a1f" d="M71 48q2-1 4 2-2 3-2 9l-3 7q-3 0-2 3-3 0-2 3l-4 3 5-26z"/><path fill="#826558" d="M25 64q2 0 2 3-3-1-2-3"/><path fill="#725442" d="m70 66-2 3q-1-3 2-3"/><path fill="#4a4342" d="m27 67 3 2 10 8-8-3z"/><path fill="#987965" d="m68 69-2 3q-1-3 2-3"/><path fill="#f4e8d0" d="m30 69 10 2 3 6h-3z"/><path fill="#535053" d="M40 77h3z"/></svg> | |
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"path": "emoji_u1f6a3_200d_2640.png"
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"path": "e8425109d6f0eed96b74c0ceeb0ca75f0d517f6090ab8394e45318ccdf3108c7.png"
} | Generate code for a svg of a a close up of a computer monitor with a blue screen and a white arrow | <svg viewBox="0 0 50 50" class="fxs-portal-svg" role="presentation" focusable="false" xmlns:svg="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" id="FxSymbol0-184" data-type="1"><g><title></title><path d="M31 37H19c1.571 5.8-.577 7-10 7v3h32v-3c-9.423 0-11.571-1.2-10-7z" class="msportalfx-svg-c03" fill="#a0a1a2"></path><path d="M46 4H3.7C2.2 4 1 5.4 1 6.9v28.3C1 36.7 2.2 38 3.7 38H46c1.5 0 3-1.3 3-2.8V6.9C49 5.4 47.5 4 46 4" class="msportalfx-svg-c03" fill="#a0a1a2"></path><path d="M45 34H5V8h40z" class="msportalfx-svg-c19" fill="#0072c6"></path><path opacity=".2" d="M38 4h8H3.7C2.2 4 1 5.4 1 6.9v28.3C1 36.7 2.2 38 3.7 38H8L38 4z" class="msportalfx-svg-c01" fill="#ffffff"></path><path opacity=".2" d="M9 44h32v3H9z"></path><path d="M24.754 30.672c4.287 0 8.039-3.39 8.396-7.673h-2.501c-.357 2.855-2.858 5.175-5.895 5.175-1.786 0-3.573-.892-4.466-2.32L22.967 23H16v7.494l2.501-2.855c1.608 1.784 3.752 3.033 6.253 3.033zm.503-15.855c1.786 0 3.573.892 4.466 2.32l-2.68 2.855h6.967v-7.494l-2.501 2.677c-1.429-1.784-3.752-2.855-6.253-2.855-4.466 0-8.039 3.39-8.396 7.673h2.501c.358-3.035 2.859-5.176 5.896-5.176z" class="msportalfx-svg-c01" fill="#ffffff"></path><path opacity=".15" d="M20 38h10v1H20z" class="msportalfx-svg-c06" fill="#1e1e1e"></path></g><defs>
<linearGradient id="a" x1="-1267.23" y1="3.07" x2="-1267.52" y2="14.64" gradientTransform="matrix(-1 0 0 1 -1256.13 0)" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#32d4f5"></stop><stop offset=".23" stop-color="#31d0f1"></stop><stop offset=".46" stop-color="#2cc3e6"></stop><stop offset=".7" stop-color="#25afd4"></stop><stop offset=".94" stop-color="#1c92ba"></stop><stop offset="1" stop-color="#198ab3"></stop></linearGradient>
<linearGradient id="b" x1="6.4" y1="1.32" x2="7.21" y2="11.39"><stop offset=".22" stop-color="#32d4f5"></stop><stop offset=".47" stop-color="#31d1f3"></stop><stop offset=".63" stop-color="#2ec9eb"></stop><stop offset=".77" stop-color="#29bade"></stop><stop offset=".89" stop-color="#22a5cb"></stop><stop offset="1" stop-color="#198ab3"></stop><stop offset="1" stop-color="#198ab3"></stop></linearGradient>
<linearGradient id="c" x1="13.76" y1="18.05" x2="13.76" y2="10.25" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#76bc2d"></stop><stop offset=".6" stop-color="#81ce31"></stop><stop offset=".82" stop-color="#86d633"></stop></linearGradient>
</defs>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a purple and gold gymnasts performing on the balance beam. | <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="#42148b" d="M0 0h96v96H0z"/><path fill="#e3af74" d="m74 24-1 1h-3v-4q3-1 4 3"/><path fill="#8f5b77" d="M23 28q-3 0-3-2 2-1 3 2"/><path fill="#844a81" d="M74 24q8 0 0 3l-1 4-1-3 1-3z"/><path fill="#dd908c" d="m72 28 1 3 1 8q-3 0-4 2l-2-3v-1z"/><path fill="#cd758e" d="M68 37q-4-4-9-5 5-2 9 4"/><path fill="#984595" d="m24 33 1 1 1 7h-2v2l-3-3z"/><path fill="#e5968b" d="m23 28 5 8q2 2 1 5h-3l-1-7-1-1z"/><path fill="#c36f9a" d="M29 41q1-3-1-5 3-2 7-1l-4 2v3l4-2 2-5 2 2 4-2v1q-5 2-8 6l-5 2z"/><path fill="#804a88" d="M74 39q2-1 3 1-4 2-7 1 1-2 4-2"/><path fill="#ac39b4" d="M32 49q0-3-2-3-3 3 0 7v4h-1q-3-2-2-5l1-4v-3q6-2 4 4"/><path fill="#7b07d0" d="m32 49-2 4q-3-4 0-7 2 0 2 3"/><path fill="#e07a94" d="m28 48-1 4q-4 0-6 5h-1q1-7 8-9"/><path fill="#401694" d="M27 52q-1 3 2 5v3l-10-1 2-2q2-5 6-5"/><path fill="#824577" d="m20 57-2 2 10 1v-3h1l1 1q-2 0-1 3-12 2 0 4-5 2-8-2h-9v-3q4 0 7-3"/><path fill="#5e2576" d="M47 60q1-3 4 0l3 1v3H41v-4h5q0 2 3 1z"/><path fill="#ca8189" d="m31 58 1 2v5h-2v-4q-1-3 1-3"/><path fill="#4e208c" d="M30 61v4q-12-2 0-4"/><path fill="#814276" d="M32 60h9v4h13v-3l-3-1h31v3h-8q-5 6-10 2H50l-1 23V78q-2-18-2 0l-1 7V65H32z"/><path fill="#d09e76" d="m46 60 2 1q-3 1-3-1"/><path fill="#f9c75d" d="M49 78h-2q0-18 2 0"/><path fill="#bf7167" d="M47 78h2v10l-3 1v-4z"/></svg> | |
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} | Generate code for a svg of a a bright turquoise pool shimmering under the sun. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#21d5d0" d="M12 0h84v49h-7v-3l1 1q6-12 3-24l-1-2 1-11q-5 0-4 5l-11-2 2-4q-4-1-6 2l-2-1q0 4 3 7-1 4-6 7-3-4-6-4l-1 3q-1-4 3-6-3-5-6-1l-3-2q-4 6-4-1L41 7l-4-4 2 4-2 1 3 5-10 2-5-4h-4q1-3-2-3l-4 3-4-6q0-2 3-2z"/><path fill="#1fd2ce" d="M0 0h12l2 3q-3 0-3 2l4 6 4-3q3 0 2 3h4l5 4 10-2-3-5 2-1-2-4 4 4 11 6q0 7 4 1l3 2q3-4 6 1-4 2-3 6l1-3q3 0 6 4 5-3 6-7-3-3-3-7l2 1q2-3 6-2l-2 4 11 2q-1-5 4-5l-1 11 1 2q3 12-3 24l-1-1v3H75l7-1q-9-1-11-9 1-3-2-3-3 3-7 0-2 1-2-1l-1 1q-2-3-5-4-13 1-24 8l-13-4-3 2-9-4q-3-3-2-4-1 2-3 1z"/><path fill="#1bccc9" d="M75 49H62q-6-2-10-1H41L0 49V31q2 1 3-1-1 1 2 4l9 4 3-2 13 4q11-7 24-8 3 1 5 4l1-1q0 2 2 1 4 3 7 0 3 0 2 3 2 8 11 9z"/><path fill="#c0f2e3" d="M44 48h8v1h-4v4h-3q1-3-1-5"/><path fill="#36e2dd" d="M62 49h33Q78 60 66 76q-1-3 2-4l-2-1q5 0 3-4l2-2q-3 0-5 2l-1-2-2-1q6-7-2-6-1-6 1-9"/><path fill="#36e2de" d="M41 48h3q2 2 1 5-2-1-2 1 0 4 4 6-3 0-3 2l3 4q-4 1-3-2l-5-1v2h-4l4 1-1 4q-1-3-1 0l-2-1-4-10q-1-4 2-6l-1-3z"/><path fill="#23d9d6" d="m41 48-9 2 1 3q-3 2-2 6l4 10 2 1-4 1q-7-3-15-2-9 2-15 7l-3 1V49z"/><path fill="#f0f9ed" d="M52 49q-1 4 2 7-2 2 1 2l-6 1 7 2q1-1 4 1h-6q5 3 0 4l1 2-1 1q-3-2-4-1l-3-2-3-4q0-2 3-2 1-2-1-3 1-2-1-2v-2h3v-4z"/><path fill="#f5f6ca" d="M95 49v24l-4-3-1 2-6-2-5 2-7 8q-3 8-10 14l-7 2h-6l16-20q12-16 29-27"/><path fill="#aaf3e7" d="M45 53v2q2 0 1 2 2 1 1 3-4-2-4-6 0-2 2-1"/><path fill="#65eade" d="M52 49v-1q4-1 10 1-2 3-1 9 8-1 2 6l-5-2h2l2-1-4-5q-2-4-1-7z"/><path fill="#c4f4df" d="M52 49h5q-1 3 1 7l-2 5-7-2 6-1q-3 0-1-2-3-3-2-7"/><path fill="#99eedf" d="m58 56 4 5-2 1q-3-2-4-1z"/><path fill="#aaf0e2" d="m58 62 5 2 2 1-2 1 2 7-3 2v-3l-4-2 1-1q-3-2-4-1l-1-2q5-1 0-4z"/><path fill="#8cede4" d="m47 66 3 2-3 1-8-4v-2l5 1q-1 3 3 2"/><path fill="#f8f5c5" d="M96 73v23H56l7-2q7-6 10-14l7-8 5-2 6 2 1-2z"/><path fill="#14bbbe" d="m33 71 11 11q2 6 1 14h-6q-3-4-5-11l-6-3q-1-3-3-1-3-4-6 0l-7-4-9 1v-2q6-5 15-7 8-1 15 2"/><path fill="#10b9b8" d="M3 76v2l9-1 7 4q3-4 6 0 2-2 3 1l6 3q2 7 5 11H0V77z"/><path fill="#46e1e0" d="m39 65 8 4-2 1 4 3-5 2q6 2 13 1-4-1 0-3l-3-2 5-2-1 1 4 2q-6 0 0 3l3-2-2-7 2-1 1 2q2-2 5-2l-2 2q2 4-3 4l2 1q-3 1-2 4l-5 7-1-2-7 2q-4-3-7 0l-2-1-1-2 2-2q-3-2-3 1l-9-8 4-1q0-3 1 0zl-4-1z"/><path fill="#ecf7f3" d="M62 72v3q-6-3 0-3"/><path fill="#e1f6f0" d="M50 68q1 3 4 1l1-1q1-1 4 1l-5 2 3 2q-4 2 0 3-7 1-13-1l5-2-4-3 2-1z"/><path fill="#6ff1e8" d="M49 73q2-1 5 2h-4l1-1z"/><path fill="#82f3e5" d="M50 68q1-1 4 1-3 2-4-1"/><path fill="#c0f0ee" d="m43 80-1-1q0-3 3-1z"/><path fill="#3ad4d7" d="M61 83 50 96h-5q1-8-1-14l2 1h7l7-2z"/><path fill="#fafcfa" d="M46 83q3-3 7 0z"/><path fill="#e7f8f4" d="M49 90q1-2 4 1l-1 1z"/></svg> | |
I draw images of a man with medium-light skin tone, curly hair, and a slight curve. The overall impression is a dynamic and expressive figure, with a focus on capturing the subtle nuances of his physical form. The lighting is soft and diffused, creating a sense of depth and atmosphere. The subject is a man in a relaxed and confident pose, with a slight curve in his shoulders and a relaxed posture. The overall composition is balanced and harmonious, with the subject's features and the background providing a sense of depth and perspective. | {
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"path": "emoji_u1f468_1f3fc_200d_1f9b1.png"
} | Generate code for a svg of a man: medium-light skin tone, curly hair | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g id="face">
<path id="ears" d="M91.34,50.42H36.69c-5.89,0-10.71,5.14-10.71,11.41c0,6.28,4.82,11.41,10.71,11.41h54.65 c5.89,0,10.71-5.14,10.71-11.41C102.05,55.55,97.23,50.42,91.34,50.42z" style="fill:#C48E6A;"/>
<path id="head" d="M64.02,10.05c-17.4,0-33.52,18.61-33.52,45.39c0,26.64,16.61,39.81,33.52,39.81 s33.52-13.17,33.52-39.81C97.54,28.66,81.42,10.05,64.02,10.05z" style="fill:#E0BB95;"/>
<g id="eyebrows_1_">
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</g>
<g id="eyes">
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<ellipse cx="80.65" cy="58.8" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
</g>
<path id="nose" d="M67.87,68.04c-0.11-0.04-0.21-0.07-0.32-0.08h-7.07c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63s1.71,2.69,4.55,2.69c2.84,0,4.25-1.99,4.55-2.69C68.87,68.96,68.51,68.3,67.87,68.04z" style="fill:#C48E6A;"/>
<path id="mouth" d="M72.44,76.13c-3.19,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.45,5.42,11.37,5.42S74.6,80,75.35,78.37C76.11,76.7,74.26,75.04,72.44,76.13z" style="fill:#6D4C41;"/>
</g>
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<stop offset="0.7247" style="stop-color:#BFA055;stop-opacity:0"/>
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"path": "emoji_u1f932_1f3fc.png"
} | Generate code for a svg of a palms up together: 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": "emoji_u1faf1.png"
} | Generate code for a svg of a rightwards hand | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M64.85,111.68c9.18-1.14,27.36-3.73,30.71-4.6c5.2-1.34,7.88-3.36,7.95-6.93 c0.07-4.16-2.97-5.49-7.67-5.2c0,0-27.29,2.31-27.29,2.31c0.19-1.14,0.62-1.09,0.8-2.36c0.6,0.09,1.24,0.07,1.83-0.01l36.41-2.89 c6.16-0.97,8.48-3.32,7.66-7.8c-0.56-3.06-4.02-4.68-9-4.78l-35.63,0.71c0.05-0.81,0.1-1.62,0.14-2.43 c1.99,0.31,40.81,0.05,46.34-0.62c5.05-0.61,6.91-2.9,6.91-5.73c0-3.76-2-6.54-8.17-7.1c-7.26-0.66-43.21-1.8-43.23-1.45 c-0.67-0.1-1.4-0.12-2.07,0c-0.02-0.91-0.04-1.79-0.07-2.65l34.37,1.41c6.54,0.13,9.38-1.99,9.68-5.34 c0.33-3.68-1.35-5.88-7.44-6.93c-14.63-2.52-40.88-4.53-53.93-5.33c-3.49-0.08-2.27-1.72-2.27-1.72 C63.95,34.9,69.6,21.3,61.9,15.91c-1.08-0.76-4.23-1.03-7.57,2.32c-2.46,2.47-5.8,5.58-12.7,10.28C25.46,39.51,4,43.12,4,74.56 c0,17.51,7.3,28,19.01,32.97C37.71,113.77,54.57,112.96,64.85,111.68z" style="fill:#FFCA28;"/>
<path d="M105.51,60.27c-4.14-0.13-33.08-1.43-34.88-1.68c-1.79-0.25-3.14-1.92-4.69-1.22 c-1.09,0.49,0.47,3.29,1.36,4.33c0.84,0.98,1.75,1.29,3.18,1.29s33.63,0.66,33.63,0.66c8.04,0,10.23-3.22,10.4-6.99 C113.8,58.55,110.77,60.44,105.51,60.27z" style="fill:#EDA600;"/>
<path d="M115.79,76.27c-5.25,0.47-43.78-0.02-45.09-0.19s-2.25-1.05-3.47,0.05 c-0.93,0.84-0.88,2.65-0.47,3.81c0.58,1.62,3.22,0.2,5.07,0.21c1.85,0,38.14,0.13,43.68-0.49c6.88-0.78,8.4-4.45,8.4-7.28 C123.92,72.37,122.62,75.66,115.79,76.27z" style="fill:#EDA600;"/>
<path d="M108.81,90.46c0,0-41.61,2.76-41.7,2.74c0,0-2.26-0.45-3.44,3.23c-0.3,0.92-0.54,2.3,0.76,2.4 c0.73,0.05,2.5-1.27,3.1-1.35l40.09-3.51c5.44-0.72,8.02-3.53,7.78-7.93C115.4,86.04,114.9,89.46,108.81,90.46z" style="fill:#EDA600;"/>
<path d="M64.85,111.68c9.18-1.14,27.31-3.92,30.71-4.6c6.42-1.27,8.12-3.61,7.95-6.93 c0-0.05-0.8,2.76-6.69,3.81c-3.33,0.59-20.1,2.81-31.04,4.21c-15.53,1.99-28.73,1.12-41.2-4.33c-8.86-3.87-14.32-10.28-17.48-19.21 C5.14,79.13,4,74.56,4,74.56c0,17.51,7.3,28,19.01,32.97C37.71,113.77,54.57,112.96,64.85,111.68z" style="fill:#EDA600;"/>
<path d="M50.52,37.85c-3.45,2.7-3.94,4.79-1.13,5.94c2.38,0.98,1.27-0.51,1.27-0.92 c0-0.33,0.21-0.61,0.21-0.61c9.03-5.08,14.52-13.14,14.52-19.42c0-1.25-0.23-2.43-0.69-3.5C64,30.71,53.97,35.16,50.52,37.85z" style="fill:#EDA600;"/>
<path d="M53.1,54.67c-1.24-0.68-1.51-2.01,0.49-2.22c2.45-0.25,5.68-0.08,7.03,0.15 c1.15,0.2,1.76,0.77,0.58,1.67C60.43,54.86,55.38,55.92,53.1,54.67z" style="fill:#EDA600;"/>
<path d="M52.58,87.38c-1.11-0.87-1.17-2.1,0.84-2.11c2.65-0.01,5.5,0.49,6.97,0.92 c1.12,0.34,1.61,1.04,0.31,1.74C59.84,88.39,54.63,88.98,52.58,87.38z" style="fill:#EDA600;"/>
<path d="M51.29,103.56c-1.06-0.93-1.04-2.29,0.96-2.06c2.45,0.29,4.13,0.51,5.28,0.75 c1.15,0.24,1.73,1.09,0.38,1.71C57.03,104.37,53.24,105.28,51.29,103.56z" style="fill:#EDA600;"/>
<path d="M53.29,71.53c-1.33-0.88-1.51-2.3,0.76-2.45c2.93-0.2,6.24-0.01,7.95,0.42 c1.29,0.32,1.91,1.03,0.5,1.93C61.58,72.02,55.75,73.15,53.29,71.53z" style="fill:#EDA600;"/>
</g>
</svg> | |
{
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} | Generate code for a svg of a the feeling of cold snowflakes on your tongue. | <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="#f7f8f9" d="M0 0h6l6 2-6 2-1-1v3l-4 6-1-1z"/><path fill="#f8f9fa" d="M6 0h26l-6 1h14q2 0 3 2l8-2-7-1h18v1q-4 2 0 3 3 0 4 5-4-4-7-4-2 2 1 4-3 3-3-1l-5 4 3 7q-2 3-5 2l-2-3 2 1v-4l-4-5-4 2q0-5-3-2l-3-4-2 2q-2-3-5-3L10 7 8 20l-2-5V8q3-3-1-2V3l1 1 6-2z"/><path fill="#f8f9f9" d="M32 0h12l7 1-8 2q-1-2-3-2H26z"/><path fill="#f6f8f8" d="M62 1V0h6l1 6q-2-1-2 1l1 3-2-1q-1-5-4-5z"/><path fill="#f8f9f9" d="M68 0h23v2q-4-3-9-1l4 2q-4 2-5 6-2-1 0-3h-4q-1 2 2 4h-7l-1-4h-2z"/><path fill="#fcfdfc" d="M62 1v3q-4-1 0-3"/><path fill="#fafafa" d="m50 21-2 1 1 1-2 5q-5 3 1 6l-2 2q2-1 3 1-3 0-3 3h2v4q0-3-2-1-3 3-3 7l-2-2q-3 3-3-1-6-1-1 2l-5-1q-4 2-6-1v-6q-5 0-4-4-6 0-9-3l2-2-2-1q0-3 3-4l-4-3-1 1-3-5 2-13 19-2q3 0 5 3l2-2 3 4q3-3 3 2l4-2 4 5v4l-2-1z"/><path fill="#fafafb" d="M5 6q4-1 1 2v7l2 5-3 2v20L2 30z"/><path fill="#f8f9fa" d="m66 9 2 1q-3 2 1 5l8 2-7 5q-3-3-3 2 3-3 2 2l1 4q2-4 6-6h1q-3 1-2 4 2-3 4 0l2-5 6-2q0 3 4 4-3 2 0 3-3 1-3 4l-2-2q5-3 0-6l-4 8q2 3 6 4v-3l3-1q-1-1 1-3l2 7-2 1 4 2v4l-2-1-1 2q-1-6-4-1-2-1-1-3h-3q1 3-2 4l-2-1v-3q-1 5-5 10v-4q-1-3-3 0l-3-4q-3 2 0 3-4 1-5 4l3 6h2q-3-3 0-1 4-6 4 0 2-4 5-2l-6 6q-4 0-5 3l2 6h4v-3h6q-1 2 1 5-4 1-4 7l3-2q-3-1 0-3 2 2 5-1-4-1 0-3l-2-5q-3-3-4 0l-1-2q-5 6-5-1l8-2q-4-1 0-3h2q1 2-1 3 5 3 6-3-2-6 4-8 2 3-1 5 3 2 2 6l-3 1 4 2h-2q-2 2 1 4-5 3 1 5l-3 4h-4q-1 1 1 4-2 5-8 8-3-6-4 1l-2-8q2-2 1-5l-5-4-4 5-2-2-4 2q-5-1-5-4l3 1q-1-3 3-4-6 0-3-4 2 2 3 1l2 1q-3 2 0 3 7 1 1-2l2-7 3-1q-9-5-15 2l-1-2-6 3q1 3-1 4-1-4-3-1l2 2q-3 2-3 5l-3 1q-1-5-5-7-2 4-5 1-3 1-3-2l2-1-2-2q3-1 2-4l2-3 2 1 11-5q3-3 7-3 2-5 6-8l-2-5q-6 0-7-6l2-5-1-1 2-1q3 1 5-2l-3-7 5-4q0 4 3 1-3-2-1-4 3 0 7 4"/><path fill="#f9f9fa" d="M91 0h5v39l-4-2 2-1-2-7q-2 2-1 3l-3 1v3q-4-1-6-4l4-8q5 3 0 6l2 2q0-3 3-4-3-1 0-3-4-1-4-4l-6 2-2 5q-2-3-4 0-1-3 2-4h-1q-4 2-6 6l-1-4q1-5-2-2 0-5 3-2l7-5-8-2q-4-3-1-5l-1-3q0-2 2-1h2l1 4h7q-3-2-2-4h4q-2 2 0 3 1-4 5-6l-4-2q5-2 9 1z"/><path fill="#f8f9fa" d="M5 6 2 30l3 12V22l3-2 3 5 1-1 4 3q-3 1-3 4l2 1-2 2q3 3 9 3-1 4 4 4v6q2 3 6 1l5 1q-5-3 1-2 0 4 3 1l2 2-11 5-2-1-2 3q1 3-2 4l2 2-2 1q0 3 3 2 3 3 5-1 4 2 5 7l3-1q0-3 3-5l-2-2q2-3 3 1 2-1 1-4l6-3 1 2q6-7 15-2l-3 1-2 7q6 3-1 2-3-1 0-3l-2-1q-1 1-3-1-3 4 3 4-4 1-3 4l-3-1q-3 0-3 2l-4-1-1 4q-2-9-5 0l-1 1 3 4v-2l4-2 3 2q-3 5 4 5v-4h4q-1 2 1 5h6q-6 2 1 2-2 2 0 3 3-3 0-5v-3l5-2q-1-3-3 0l-2-4-6 1-1-2 4-2 2 2 4-5 5 4q1 3-1 5l2 8q1-7 4-1 6-3 8-8 3 5-3 8l-2 5-10-1-3 2-14-1v-5h-9l1 4q-3 3-4 0l-1-6-2-1q0-4-3-6l-1 3-4-4q-3 2-5-1l8-1q1-3-1-3-5 3-10 2-4 3-9 2-3-1-4 2H5l-2-5 1-1-3-1-1 2V11l1 1z"/><path fill="#f9f9f9" d="m67 24 1 11q-4-1-5 3-2-3-2 0l-4 1v-6l1 1q1-3 4-3-3-2 0-2l4-1q-4-3 1-4"/><path fill="#f9faf9" d="M47 28q1 6 7 6l2 5q-4 3-6 8-4 0-7 3 0-4 3-7 2-2 2 1v-4h-2q0-3 3-3-1-2-3-1l2-2q-6-3-1-6"/><path fill="#f7f8f8" d="m68 35-4 12q-4-3 0-4l-4-2 1-3q0-3 2 0 1-4 5-3"/><path fill="#f8f8f8" d="m93 44-1 2q-6 2-4 8-1 6-6 3 2-1 1-3h-2q-4 2 0 3l-8 2v-1l6-6q-3-2-5 2 0-6-4 0-3-2 0 1h-2l-3-6q1-3 5-4-3-1 0-3l3 4q2-3 3 0v4q4-5 5-10v3l2 1q3-1 2-4h3q-1 2 1 3 3-5 4 1"/><path fill="#f9f9fa" d="M19 43h2l1 11 4 1-2 4v5l-3-2q-3 0 0 2l-4 1-2 6 1 1h-5q-3-7-7-10l4-5q2 3 3 0 0 2 2 1l-1-6 4-4-3-1-3 5q-3-3-3 2-1-3-2 0l-1-3 2-3q2-3 3 0l3-3q4 2 7-2m54 15q0 7 5 1l1 2q1-3 4 0l2 5q-4 2 0 3-3 3-5 1-3 2 0 3l-3 2q0-6 4-7-2-3-1-5h-6v3h-4l-2-6q1-3 5-3"/><path fill="#f9f9f9" d="M16 59h4l-2 5-1-1-3 5-3-3z"/><path fill="#f9f9fa" d="M55 70q0 3 5 4l1 2 6-1 2 4q2-3 3 0l-5 2v3q3 2 0 5-2-1 0-3-7 0-1-2h-6q-2-3-1-5h-4v4q-7 0-4-5l-3-2-4 2v2l-3-4 1-1h5l1-4 4 1q0-2 3-2"/><path fill="#fbfbfc" d="M47 75h-5q3-9 5 0"/><path fill="#f8f9fa" d="m41 82-4 3q3 2-1 2-1-3-3-1l-6-2-1-5-2 1q-14-8-17 7 1-1 4 2l-4 2-3-3-1 2-3-4v-3l1-1q1 8 4 1-4-5-1-8-3-2-4-1v-3l1-2 3 1-1 1 2 5h7q1-3 4-2 5 1 9-2 5 1 10-2 2 0 1 3l-8 1q2 3 5 1l4 4 1-3q3 2 3 6"/><path fill="#f9fafa" d="M96 43v53H0V86l3 4 1-2 3 3q-3 2 0 3l8-2q2-3-1-3l7-1 4 1 1-2 5 2 5-2q4 0 1-2l4-3 2 1 1 6q1 3 4 0l-1-4h9v5l14 1 3-2 10 1 2-5q6-3 3-8-2-3-1-4h4l3-4q-6-2-1-5-3-2-1-4h2l-4-2 3-1q1-4-2-6 3-2 1-5l1-2 1-2z"/><path fill="#f8f9f9" d="M0 74q1-1 4 1-3 3 1 8-3 7-4-1l-1 1zm36 13-5 2-5-2-1 2-4-1-7 1q3 0 1 3l-8 2q-3-1 0-3l4-2q-3-3-4-2 3-15 17-7l2-1 1 5 6 2q2-2 3 1"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a handshake:My thoughts on drawing a handshake are centered around the interplay of form, texture, and the visual impact it creates. I'm interested in understanding how the shape of the hand, the way it's positioned, and the details it features can contribute to the overall feeling and the emotional response of the viewer. I'm particularly drawn to the dynamic interplay between the hand and the body, the way it interacts with the environment, and the subtle nuances of the gesture. The visual representation of a handshake is a powerful tool for conveying a sense of connection, warmth, and a sense of shared experience. | {
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<path d="M123.31,46.75c-1.48-9.85-3.43-16.55-4.88-18.17c-1.66-1.84-4.51,1.82-10.54,3.96S91,35.49,91,35.49 s-18.99-0.04-25.64,1.82c-5.25,1.47-11.75,5.63-17.21,8.93c-4.36,2.64-8.29,4.37-8.62,6.28c-0.31,1.82,1.71,5.89,6.73,6.3 c8.15,0.67,16.77-4.48,16.77-4.48c2.79-1.58,3.83-1.77,9.4-1.77c5.57,0,11.31,4.25,11.72,4.93c4.16,6.85,7.9,10.33,11.72,14.97 c2.79,3.39,9.35,12.36,9.35,12.36s7.37-8.71,9.25-10.72c1.88-2.01,8.85-7.1,8.85-7.1S124.86,57.06,123.31,46.75z" style="fill:#FFCA28;"/>
<path d="M105.51,76.92c-0.61-3.66-2.38-7.25-1.54-10.84c0.13-0.53,0.25-1.06,0.31-1.6 c0.28-2.86-2.42-1.61-2.82-1.57c-1.03,0.11-12.87-0.33-11.55,1.01l15.3,20.7c0,0,0.6-0.19,0.74-1.67 C106.1,81.45,105.56,77.23,105.51,76.92z" style="fill:#FFB300;"/>
<path d="M95.87,64.15l-12.29-4.26c1.62,1.6,2.97,3.33,4.51,4.92c4.68,5.45,11.75,14.71,17.01,19.99 c0.22,0.22,0.57-0.06,0.41-0.32c-2.92-4.61-10.42-16.52-10.81-17.69C93.96,64.52,95.87,64.15,95.87,64.15z" style="fill:#D69513;"/>
<path d="M73.43,54.64c4.55,0.81,5.91,1.9,9.64,4.75c9.16,6.98,17.51,4.33,18.58,4 c5.88-1.73-4.81-1.73-6.49-2.38c-13.51-3.16-14.37-13.04-30.74-8.57c-5.53,2.02-14.55,9.29-21.62,4.26 c-1.01-0.72-2.63-2.17-2.45-3.78c0.34-3.12,8.6-4.99,12.17-8.2c4.87-3.77,10.97-6.67,16.94-8.21c-2.93-0.33-6.26,0.3-8.69,1.09 c-6.51,2.13-11.02,7.04-17.95,9.78c-5.73,2.26-5.24,4.18-5.23,5.51c0.01,1.33,1.06,4.81,4.23,6.52 C53.78,65.84,62.31,52.65,73.43,54.64z" style="fill:#D69513;"/>
<path d="M59.07,106.85c-0.36,0.9-1.88,2.45-2.67,2.71c0,0,2.39-5.22,1.1-7.57c-0.79-1.98-3.15-2.71-5.1-2.27 c-3.14,1.01-5.1,5.81-5.62,8.77c-0.14,0.77-0.98-0.62-0.86-2.17c0.41-5.24,4.43-7.27,4.87-11.88c0.28-2.85-2.45-4.91-5.25-4.32 c-3.65,0.41-5.34,3.91-7.09,6.75c-0.77,1.36-2.33,3.96-2.49,5.51c-0.14,1.35-0.47,1.63-0.79-0.05c-1.39-7.13,7.57-13.28,7.02-17.15 c-0.58-4.1-3.59-4.84-6.19-3.65c-3.88,1.79-7.68,8.1-9.15,11.08c-0.42,0.6-0.75,2.23-0.75,2.23c-1.4-3.44,1.61-8.01,3.11-10.18 c0.65-1.1,2.06-2.42,1.47-3.76c-0.91-2.08-2.46-2.03-3.72-1.78c-3.25,0.65-6.91,5.3-6.91,5.3c-0.12-1.18,1.35-3.52,2.49-4.86 c2.84-3.42,8.96-4.04,11.1,1.17c5.82-3.98,12-1.6,11.77,5.85c0.23,0.68,2.78-0.13,5.87,2.24c3.1,2.37,2.14,7.75,2.14,7.75 s3.1,0.33,4.81,2.48C59.81,101.04,60.06,104.76,59.07,106.85z" style="fill:#D69513;"/>
<path d="M103.73,81.63c0,0,7.32-7.33,9.95-9.02s6.47-4,6.6-3.35s-6.12,5.05-8.47,7.81 c-2.34,2.77-6.28,7.4-6.28,7.4L103.73,81.63z" style="fill:#D69513;"/>
</svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a red cabbage arranged on a wooden shelf. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbf9f4" d="M0 0h96v26q-3-6-7-4 1-10-8-12l-9 2H35l-9 2q-9-3-17-2-3 0 0 1l-5 1-2 6q4 15 4 30l2 2 1 8v13q-3 8-1 15 1-3 2 0-1 3 2 8H0z"/><path fill="#fbf6ef" d="m89 22-1 2-1-4-1 28V19l1-1q-37-2-73-1H8v32h4v2l-2 32 1 1q0 2 2 3l4 1 2 8h-7q-3-5-2-8-1-3-2 0-2-7 1-15V60l-1-8-2-2q0-15-4-30l2-6 5-1q-3-1 0-1 8-1 17 2l9-2 46-2q9 2 8 12"/><path fill="#e1af8a" d="m14 17 70 3q-38-1-73 2l-2-3z"/><path fill="#e4ba97" d="m14 17-5 2 2 3 73-2q0-2 2-1v29q-3 16-2 34h-1V64H63l5-7q2-6-1-12l-6-9h-3q-6-4-13-3-3 1-4 4l-5 2q-8 2-8 10H8V17z"/><path fill="#fcfaf5" d="M89 22q4-2 7 4v70H82l3-12q1-2-1-2-1-18 2-34l1-28 1 4z"/><path fill="#b87f60" d="m84 20-2 2H11q35-3 73-2"/><path fill="#9c434e" d="M58 36h-3q-8-3-14 1 1-3 4-4 7-1 13 3"/><path fill="#61222b" d="m55 36-9 1 8 2H43q-6 4 1 6l7-2v1l-11 3q1-3-2-2v-5l-7 11v4h2q3 3-1 3l-3-1-1-4-1 1v-2l1-1 8-12 5-2q6-4 14-1"/><path fill="#a8484f" d="M54 39q2-1 3 2l-6 2-7 2q-7-2-1-6z"/><path fill="#3b0b14" d="M55 36h2l5 7-1 2q-2-4-2 0-5-2-8-1v-1l6-2q-1-3-3-2l-8-2z"/><path fill="#972d37" d="m36 39-8 12v-2q0-8 8-10"/><path fill="#a5414d" d="M51 44q3-1 8 1 2 4-3 4-6 0-9 3l-5-2q-1-4-4 0-1-3 2-3z"/><path fill="#571822" d="M57 36h3l6 9q3 6 1 12l-1-5-2 6h-2q3-6-1-12v8l-5 5h5l-8 3-1-4-6-3-6 3q8-6-1-6l2-2 5 2q3-3 9-3 5 0 3-4 0-4 2 0l1-2z"/><path fill="#b88566" d="M12 49h16v2l-1 1q-7-2-15-1z"/><path fill="#421019" d="M40 47q-3 0-2 3 3-4 4 0l-2 2-1 2q-1 3 2 4l1 1q0 3 4 6h4l7-6 5-5v-8q4 6 1 12h2l2-6 1 5-5 7q-7 4-16 4l-9-1-4-3 7 1-7-4-2-3q4 0 1-3h-2v-4l7-11v5q3-1 2 2"/><path fill="#9e424e" d="M50 52h8l1 2q-6 3-11-1z"/><path fill="#81293d" d="M35 47q2 4 1 10-4-6-1-10"/><path fill="#a5434d" d="M40 52q9 0 1 6-3-1-2-4z"/><path fill="#7f2a37" d="m32 58 2 3 7 4-7-1h-1q-6-4-6-10l1-1 1 4z"/><path fill="#8e313f" d="M46 65q-4-3-4-6l5-4 6 3 1 4q-5 0-8 3"/><path fill="#e4b996" d="M12 51q8-1 15 1v2q0 6 6 10l-12 1-4 4q30 3 62 0v-2l-6-3h10v18l-73 1z"/><path fill="#be8a6b" d="m33 64 4 3 9 1q9 0 16-4h10l6 3v2q-32 3-62 0l4-4z"/><path fill="#c99772" d="M83 82q2 0 1 2-3-1-3 1-36-1-69 2-2-1-2-3t3-2z"/><path fill="#f3dec7" d="m82 85-2 3q-16 7-30 0l-12 3-25-4q33-3 69-2"/><path fill="#f8f0e2" d="m85 84-3 12H19l-2-8 21 3 12-3q14 7 30 0l2-3q0-2 3-1"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green paths marked for pedestrian traffic. | <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="#54ac2c" d="M0 0h96v36a606 606 0 01-61 37l-9-3L0 59z"/><path fill="#49a128" d="m0 59 26 11q-6-1-10 2L0 79z"/><path fill="#61c23b" d="M96 36v60h-9l-18-8 2-6q2-4 5-6h2l6-7 1-1q-5-2-8-1-3-3 1-3-3-1-1-3l7-7-1-2-7 2v4l-5 2 1 2-7 8q-4 1-7 5h-8v-3h-4v6l-11-5 4-4z"/><path fill="#bde1b2" d="m65 70-5 5h-2q3-4 7-5"/><path fill="#d2e9c0" d="M77 67q3-1 8 1l-1 1q-4-2-7-1-1 3 1 8h-2q-1-6 1-9"/><path fill="#f4f4e8" d="m84 69-6 7q-2-5-1-8 3-1 7 1"/><path fill="#459730" d="M57 64q2-1 3 1-2 2-1 5l-8-2z"/><path fill="#9cd48e" d="m65 70 7-8q2-3 1 1z"/><path fill="#276d15" d="m16 72-3 5 1 3q6 3 9 9 8 1 14 7H0V79z"/><path fill="#52af36" d="M77 67q-2 3-1 9-3 2-5 6l-4 4h-3l-18-8v-6h4v3h10l5-5 8-7q1-4-1-1l-1-2 5-2v-4l7-2 1 2-7 7q-2 2 1 3-4 0-1 3"/><path fill="#367e2a" d="M63 75q3-1 3 3h-3q-3-1 0-3"/><path fill="#236612" d="m26 70 9 3 11 5 20 9-6 9H37q-6-6-14-7-3-6-9-9l-1-3 3-5q4-3 10-2"/><path fill="#cceab9" d="m71 82-2 6q-2 0-2-2z"/><path fill="#449a28" d="M64 86h3q0 2 2 2l18 8H60l6-9z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a tiny bird perched on a fence post. | <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="#f3e7cd" d="M0 0h21v8q-3-1-3 1h4l3 3 4 10q-3 4-3 8l3 1v9h-4l-4 4q-3 3 0 7l-2 4q-6 4-7 10l-3 2q-6-1-9-4z"/><path fill="#f4e8cf" d="M21 0h56q0 3 3 4l-5 2-2 5q3 3 0 6l4 3q-2 4 4 4l1 6q3-1 2 2 1 3 7 5-6 1-3 5 1-4 2-1l-2 2 2 4-4 7-8 3-9-6-1-1 4-2q-6-1-4-6l-5-2 2-1-3-6q-3 0-3 2v7l-3-1q2-4-1-6l2-4 3-1-4-4q-3 1-4 4l3-11q-4-5-4-10-3-5-7-2 1 2-1 3 1 3-2 5l8 6-2 3q0-3-2-3 0 3 3 5l-12 1-5 4v4q2-2 3 1l-3 1v4q2-1 4 2l-3 5 1 2q-3 4-3 10-3-4 0-9l-2-2q-2 3-5 1l1-2-3-4 4-4h4v-9l-3-1q0-4 3-8l-4-10-3-3h-4q0-2 3-1z"/><path fill="#f4e8cd" d="M77 0h19v96H86l-1-28q-3-4-7-3-2-3-1-5-5-1-8 1l-1 5-1 1-2 1v28h-6l-3-35q-2 1-2-1v-7q0-2 3-1l5 4h2l-5-4-4-8v-2l1-1 3 1v-7q0-2 3-2l3 6-2 1 5 2q-2 5 4 6l-4 2 1 1 9 6 8-3 4-7-2-4 2-2q-1-3-2 1-3-4 3-5-6-2-7-5 1-3-2-2l-1-6q-6 0-4-4l-4-3q3-3 0-6l2-5 5-2q-3-1-3-4"/><path fill="#f3e8cc" d="m56 41-1 1h-1q-6-10-15-3l3 2q0-3 2 0l2-2 3 3v2q1 3 7 5l1 3q-3-1-3 1v7q0 2 2 1l2 6-6-5q-3 1-3 4l-3-9q-6-2-10-1v40h-1l-1-28-5-5q-4 2-7 7v26h-2l-2-27v27H5L4 72l-4-3v-6q3 3 9 4l3-2q1-6 7-10l2-4q-3-4 0-7l3 4-1 2q3 2 5-1l2 2q-3 5 0 9 0-6 3-10l-1-2 3-5q-2-3-4-2v-4l3-1q-1-3-3-1v-4l5-4 12-1q-3-2-3-5 2 0 2 3l2-3-8-6q3-2 2-5 2-1 1-3 4-3 7 2 0 5 4 10l-3 11q1-3 4-4l4 4-3 1-2 4q3 2 1 6"/><path fill="#a1977a" d="M54 42h-5l-3-3-2 2q-2-3-2 0l-3-2q9-7 15 3"/><path fill="#fcf5ae" d="M49 42h6v2h-6z"/><path fill="#927d54" d="M49 44h6l4 8 5 4h-2l-5-4-1-3q-6-2-7-5"/><path fill="#96978a" d="m49 66-2 2 1 28h-7l-1-20V57h-3v11h-1V56q4-1 10 1z"/><path fill="#acaa9a" d="M35 96H22V70q3-5 7-7l5 5z"/><path fill="#b4b2a2" d="m58 67 1 29H48l-1-28 2-2q0-3 3-4z"/><path fill="#b1b09f" d="M69 61q3-2 8-1-1 2 1 5 4-1 7 3l1 28H75l-1-29 2-6z"/><path fill="#b3b2a2" d="M73 96h-6q-1-16 1-30 3-3 4 2z"/><path fill="#7a7c71" d="M69 61h7l-2 6 1 29h-2l-1-28q-1-5-4-2z"/><path fill="#3e433d" d="m40 76-3 15V57h3z"/><path fill="#484943" d="M20 96h-2V69z"/><path fill="#868779" d="M68 66q-2 14-1 30h-1z"/><path fill="#b4ae9b" d="M0 70v-1l4 3 1 24H3L2 72z"/><path fill="#d4ccb6" d="m0 70 2 2 1 24H0z"/><path fill="#55554d" d="M67 67q-2 14-1 29h-1z"/><path fill="#5f635a" d="M36 68v23l3-15 1 20h-5z"/></svg> | |
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} | Generate code for a svg of a a close up of a logo with a white background and a red and black logo | <svg id="Layer_1" data-name="Layer 1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 645.33 122.88"><defs><style>.cls-1{fill:none;stroke:#5f0f40;stroke-linecap:square;stroke-linejoin:round;stroke-width:5px;}.cls-2{fill:#5f0f40;}.cls-3{fill:#9b1c22;}</style></defs><title>barectf-logo</title><line class="cls-1" x1="10.29" y1="43.95" x2="3.54" y2="37.19"/><line class="cls-1" x1="21.56" y1="32.69" x2="14.8" y2="25.93"/><line class="cls-1" x1="32.69" y1="21.56" x2="25.93" y2="14.8"/><line class="cls-1" x1="43.95" y1="10.29" x2="37.19" y2="3.54"/><path class="cls-1" d="M161,265.83l-43.2-43.2a8,8,0,0,0-11.39,0L63.07,266a8,8,0,0,0,0,11.39l43.33,43.33a8,8,0,0,0,11.39,0L161,277.49A8.32,8.32,0,0,0,161,265.83Z" transform="translate(-50.52 -210.22)"/><line class="cls-1" x1="112.59" y1="78.93" x2="119.34" y2="85.69"/><line class="cls-1" x1="101.32" y1="90.19" x2="108.08" y2="96.95"/><line 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"path": "d8eed07e375fe265f047f1401b66eb4843610985c6cff37033e5f9924a54f06c.png"
} | Generate code for a svg of a there is a clock with a needle in the middle of it | <svg width="64px" height="64px" viewBox="0 0 64 64" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>icon/component/ withStyles</title>
<desc>Created with Sketch.</desc>
<g id="icon/component/-withStyles" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
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"path": "emoji_u1f469_1f3fc_200d_1f33e.png"
} | Generate code for a svg of a woman farmer: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g id="hat_x5F_back">
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</g>
<g id="neck_1_">
<path d="M51.72,90.68H42.8v10.68c0,4.83,3.63,8.74,8.11,8.74h1.62c4.48,0,8.11-3.92,8.11-8.74V90.68H51.72z" style="fill:#C48E6A;"/>
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y+r4G32LsZQhGvstlJtz7AZYXBK7d/PLFgBC9EAJl5vmnr+vuFMht9/OJDNg7BKaj/9xw88a/xrAgACAAPI3/pjt4nv8jpBt/j2K/bkL+VXj9eteBbUdBl+F3hvlt3r5tb4E8o59TN1B/Y9+tKMjbztcuBly9/laDX5kQ6DYtkD/1r7O6gEIRMBX952aIAACazMMhyEfypj4kC42/9DH+MjXmye8lkQIpdREhyWv3QOX3jd9pfZ/8/fTvtv52mnxov6/WI1KfOCiTPyc1ASFb/57MIKPM46S8Zvs9E6l/j9r/hszPh/zMSs+p1k1JFWU+K9k69lI79urnaB5j9bhS5rhK5TV9zgmSlkiVJj4zUaVORK4yRVNK/3oaKbXjaf2b8dfj0X8ewFUNAEQACvnepjvi8b4ZQ+xd6V8+5F/W6/cL90tjD4AyHr+tlsDw9q2evuP1LM8H7qWZl9fPBt/NTYGENSpg2cyn5XiLnIhAzlTA3Ly+/nseuwVaUwIedQFGcaCtQ6C5i+Atd/01dhEEuMrgEDiN/xciI3VPofH3KvYzDXZHIX/fcH/eOOGuDb89xA+j34elKhw9BEaawFKIZ6iJboVA+bRAr1ICHYqAz0ci4Es4rwAEANCNf+T1y02m8deEgKfxLzb2lml+6t/L8/otM/+dBX5eht9V1CcdRp+M1kMY/VDEgKtWoFgICO+pgOWiAaVEgPp9p8WB+SLg45EI2IzzCUAAgNT4c77/qTLGP7/Yr7pZAMVevyPc71HVbzP8rjC/bVthGP3BLWFrmiAnKlCZELDO9ndFA/w7BbJdAg4RUYkIaLYHRiIA7YEAAgDG/45GYvzHio1/QbEfye7z/T7Pd3j9Vo/davhVg+1h+AtfAwxyKRtG3FYrkFPxXywE/NMCVUYD7O1+eTUEebMCMn9rKhEB6AwAIwe6ANrGnzf3eaB74y8N4y99jL9aOS+zNQb638zMINC6CqxV3FKLUiiV99lqdDKq+aX6/qW9eh/GPwTUz5qI9M9R6h0Etop/sr8GubtIKLNOst0C7fND+V47733rYpxrzXcOh/bvV/7WeCvdBwAEwMheQO+NLwZljb/aTmUr9lMvrqoxN37PdgEsaO1zFRnqLX1dGH4yDL8uBkCIYsDaVlgoBCztqJqYyBpi9Ry2G/XsupHGGiCLgDVaZF3i19H6p/9NDxGw4Xubbr8b5w0YzbjhyHv/t2+M7jZ1ZPzzKv31i6dnyL+jDYRaT8/L6edU9ecMGGp/C4Nf56VupgfsBYO2GgF9DK/xmEdtQJmqf++6AFvVv3NgUGE64IZb7rof9QAAAmCEjP94dPeU2/g7QpGa8bd770RF+X77HgLuvv6yuwcaj8HwQwhYhIBfsaCw1hgI6nRjH7IX6OWKgPR1fDoESouA6UQEoB4AjAQjnQKIjD9v7ftAOeMvc4y/9DP+HuHO7GQ0e6g0N1JgycHaagScoX7k94cUW51AXmrAcm7npgVyagPIdZ77pcWkFlUrHriV07FjTwc0ov/ei3MEQACMBvfyoneH/W3Gn3KMf1GxX16+P/u39CiBNUXgKvLTjbeaD5aWfysMP4SASwgoBZ9ZQyyNKJMkmyFvrxMpHbUxhUKZCooD88YH+4iAzN/c+L2v3L4B5wcYjXjg6Hr/G6PFvsk/51+ux1/13ovz/UUhf3dfv8wL2Rvhfls7H0L9oHkpyIT3rXl8v7RAmd399OcXTgP0ahN01w+40wGZv8nzAdbc8hmkAgAiAMNn/L9yeyOyePdWZfyl1cPwMP7SsZOgEfLXNtQp9Ppd4X6yhGPh8QMlIqCer5lzyDctYIkGkLS0yNpSAjK74ZQtEpZZAw4h3FEkIPM3x9AaCCAAhvdit0km/f66R9yJ8afCHKPdgDt3QivTFWC7aOaG+3XRAsMP1KWh7xJIRr6cLPMDpK3rRaq7A5J/SkC615FZoyOrFwHNrzZ87yufQCoADHncb+S8/0/cLZu5f8eFoaja32H8nZ5LBwNOHCF/qY/fzbT26ULFIVCUnwFQdHlwdwxoaQFXOJ6qTgk4OgRs0/+80gGOscHNX5qJ7tbc8pmvIxUAEAEYAuPPBX/3ZDfECcX4F4f8KVMBTblev7SGWgkDfECZcIBWKGiLBpAZDZCWolZZlBKwrwvfQtrOIwGONd/8pTGJrgAAATAslzPaxIs6O7Y32ydfifGX9guPvYXJdZFyCAWy5/qtIVKE+0GVQsDWLWCbJqj8jj5OmLTfUQVr6VbaqkWAfb1v/PuvfGIC5wCAAKgx0SK+O1rME27jL6sz/s5Kf614qSDfL8lV6Oe+iLq9fgC61QGWtkGyjcHW1leZ3TAzdQHSHfGqQgTk1vpktsxGQSAYSkaiBiAy/lzVuyNazGPumf3ljHp540+5UwDtEwHVC6fuBRXk+pHnBz29cii1APr3XqN/02cU1wVY6wDUv5nk8n1a/9TfcW4lrLw3ZdrgF9/3mQe+gA8eIAJQP9dlU9v4k9v4U8XGXxYZf20jE1km5F/g9cP4g75HA9redlG7X6Zt1RlJILJ2CHim3IoiAc6tu9VUXXvNfu7vv/LxMXzwAAKgVt7/xznsvyGz572x2LWvqzL+ebuY5W5lSmQL+UtLK5V9+1UYf9AXFWBMDrTVBhSLW/359i21yxbdOtMBzvSevpGX+vrcNoyCQAABULdr1KbW5UYf8au13UnjIpINy3dq/LPeh/TK90trisDeCw2vH4QTDbBHu8zIWI7odRllfS3KDkVA7lyP3JqgjX//px8fxwcOIADq4P3/6cd5j+9GftWv7nlkvQRZqfEnp/FXIxFlQv6o8AdhRQNs3Sl6SkDviiFj+JDZIUDknrpZVgTkFfzJosJgRAHA0DC0RYCR8ed83Q4Zt/15XAisYcCcC43vtsFFxj8vJGoIBUKhH6jFZaV4pn/75/ZBQWZxoFrwp/9ewTa/yvO1r21/r3hQ0M3v++wDk/icASIA4XKPafypR8bfsXNgbg9yvvGXTuNvGSUMQHDRAEWcWmtgyF4XIDvdedPyt0rt8eE7IyD+Gm2BABGAgL3/Brf9yTzDntfrX9r4F+8fYL+4EHm1BDqjAACEfoWxeOS543wpx0vvIBJgtAiq0YlMm1/W+7dEAtrPjb+46/2f3XwfPmCACEB4Hsi9qhdQ3O5nqf61VgJ3vnNgJ8Y/fw91AOqwFPWtsV07A7qKA2Vu/U1hJCA3VWcO5cquL23WhnI9oHikOAAQAIF5/xsmeCcvW8W/anTdxl+/MHRTXJTf4y9znot8PxgiFZBdh3mjeV1tsb0UARkxTr6dAY2/+9MNG/HZAgiAoC41kTL3rPhXd8bLePhVG//cTU5kzrhh5PvBEIoA3ThLKuwQKC0CjOep69z06PUNjtxpwcz7QRQAQACEQqTIeejPRPZiYCv6U3Ps+gjeTow/lTT+2kQ0117n2r8DgPqLAL1VkCxrM6erxlcE5NT4kNaho67/jEzI7gdgKwps/N2ffAxRAAABEMj15Z7MpK9MyE5bzGTfATDraWfDgplIQq7HUWT8yToJMNshQMj3gyHVARZxTbbJmJ2JACoQAUbKoZPOgPb7QhQAQAAM3Pv/k8j7593+yJL3l1oer0RhoHWnMzL7/Msaf7PNz1aLAMAQiwDZGxGQnRhImjCwiPrc+SCFRYEcBZjABwogAAZ7RbnHWMykefSl2v00424NF7o3Fyky/mZVNIw/GDkVYHQIdC8CiHIHdFnWbcZpIH1UOPkUBSIKAGrJUMwBSBT4I9Y8u2PGf27Ff17VcAebj/iMK4XxB6N8GRKWrXjdswKs0/myXxtbCWf7+AtnBCgzC4y/I9THW+/5hvf/6oNT+CwBIgD953M+eX+j7cdl2Eu2DOnRhs6MPyr9ASIB7c2DpP9eG7JorkdZoU/2okByFAU2X+Bz+BwBIgD99/4bxDP/rR5/QUuPsjuf3Tj7DQ1x1QaUM/4A4HJk3UMgd5qfbyTANS3Qbwqga58AbR+Dpbf+6t/M4HMEiAD0j3s6yvtnCgMdXr0zLwjjD0BvIgHZan7DU8+tCSC/Yl/ZRWeA1AsB1WsN3Y3PEEAA9M/7H4uW4Ma2rS8Y9qOO+S2q+PfeOIRg/AGoUgbkiID8wsASG3wVdgYor604CKZTkXm/d+LTAxAA/fMX7jY9ey3v7/QeyFnxX9gbnLt/OBUafwnjD0BHIkCWFgHZHL6tPbAw/WcTDmSNCDQe/uNf3IBPD0AA9EcB3KkP7jFCgNrCzy36syj9zGI3BIZ0jvfNM/4Y8ANApyLAbBHMGvP8qZ+FnT2Oa4HpYDivO4gCAAiAXhMp7Y3RXUNX/mTxFGyT/nxUv/98cH22v934E4w/AF2JAKeHr9folNr3gzqIBjqvBxse/uOPNvDJAQiA3nKnPfTvl/fPz/uV2yFM90Ykcv4A9EQEuDx8cz22Zb5dvJO5Lp31QGR1HMiISLQiBUgDAAiAHnr/jXjsr3XUr8WIl1b6RL7jQLObANnqD2D8AahMBMgcEWDfsa+4HZiKOoLy5gNYu48wEwBAAPTwcvA5y6IzqnOdeX9py/Xlt/04LzSuiwvB+ANQrQggTxHg2x6YfU5xPYB3a2Dj4T/66Dg+MQAB0Bs2FIf+ZSYaQJn/yvLqvrDdr6j1CADQpQQw5/SXbeHVpoKqX3caJcxeh1rvFMWAAAKgah7+449uiFZXI2N4KbuoM2ZcdpL396n4dxl/suQZAQDViwCpSXtH3r7MfBBrPYD9euF0Fgh1AAACoFfcWS70Tx3k/cmj4p8s2wyTdQcyAECPRYA0o3yu9kAqWt9GPYBtGFFhKqDx0B99ZAKfFYAAqM77H4sW3Yasd+4I/cuc0L/m6RftAe6q+JekCwwYfwAGKwLsqTiS9vVcph7A6vHnpwKQBgAQAJUt+dT4k0foP7flz5L3t475tU0Ny+v1h/EH1bNs2ZV06eobcSBsIsDw0t1TAF3TQqVnPYA9xWAXBskjiAAACIAKuTNvJnde6N+1eA2FL11Ff/YLiH2zEgCqYfny62hNYyK+X7hwMQ6I6RUYjkC5okC9gt/fichLBSTXh8ZDf/RhdAMACIBueeiPPtKI7iY6Df3bVHq5vL+96I9sc8YBqIA1ayYynv/Kle/EQbFqAJ8ZAeoVoYvJoUbVT2EqAGkAAAFQARs6C/13VMCj9fFrFwr1b6HdD1TM/PkL6NprbqdlF1yZeZy/X7x4JQ6QMxCgtQcS2XcS9KgHcM8QaX+fFRbOVAC6AQAEQAVL/M7OQv/USQuPdrFwFf1pAgGALlm06AJaf/2n4nsbqxAFcF0f3EWBmbWuOgDknA/gmiLqnwpoXacaD/3hhxv4fAAEQIc89EfRApI0LrUQm56z6yT0b7sISMcugCj6A72E8/zs+XMEwMXixSviokDgKwLK1QPIbq8t9p8jCgAgALpgIrPIbWmAjlS6dYyncjHJGwqCoj9QDWzw9Xx/Hpeufk+uSBh5EaBdGzqvB6DcVID1Ne3bBn8MnwuAAOh8TX8sr/DPe3GS10YeZM37o+gP9AAO9V+17qNGvr9IMFx66Xtw8JzXC80JKF0PoDgWXToZya9P4EMBEAAd8NAffngsG0KTdpVPZUL/eS1/0vl37HsNANAZHMpn4+/K9+f+LgoCizVAx/UAVaUC2o999w8+hDQAgADogAnTEyfHQJ/SBTpWg+6cCKb/TQA6IA35c39/N6H8NWtuQirALQE6rgdwX298C42tUYib8JkACIDyy/hjzsK/7lt0qLDlzyo4oABAZ7C3f+21t5cK+btYuGBxLCRAztWDNO89px7AvB60f0+W+LkjSoAPCkAAdBYBcC06z4VYUPVvtPzJogUPQHm4hY+r/NlwV8XSsQa6AnI1QE49gO4c+G4xbswYcTge2dcb/+4ffHAMHwiAAPDku3/4oXEep2lfhKqnTs5QXM6YTjJC/85dwMznAuDtqS9cHOf6ezXJj7sCOqkjGCkN4DMUjDpLBeSnHkm9/iAKACAA/Fdu0/vPC8PlF+OUCf0XtPzB9oMOYO+cvX7u3+8VcU1Bl/UEQy4Bitr0ukoF+F6DIlAHACAASizcm6Tm7fup705C/+Rs+UO/P+jEKK9de1vfDDNHANAamC8CbM5Ad6kAPbKQjUJaCpARAQBBcUbg72/C6MHVF681/0ZOpV8c+lce0b0GADzgvDwX5/XbI+fCwuPHD9G+fc/gQ7BJgGgdC8FfCP4/CV7Xyfd83/p59A1fAeIvk/+m1wShfN98TZH8jionms9SX6P5u4SdAQEiAD589w8+OBEtoDFjRrfu/Xc4E6D1iMX7R+gfdOP1821Q4XieJoj5AHkiQBP1zol+5nUh60Bo15zcgsD29eQ7v/8BRAEABICf968baaK8kJv06vnXC33MwsDW6yn/BaDI6+dNfPh+0FwRCRAUBTolgH07X5vDYE0FlCgItDslEAAAAsBjma6379BlLqzsYi7y+D1C/6R5CQA44Ar/QXv9tkgEigKLwgAeQ8Os1xDb9cghJOxpyfX4AAAEQLECmPD3/u1tN1n1rhl6hP5Bl6S794Xg9eukewyAHA2Qkwog53Ukbz8Scl+f2jNJUAcAgkGE+Ka+8/sf4EXyVHuB2dr02j29Uq0HkNnnqIre3OlPHxdq2SUQAItx5d77Xrb2VcXBQ1tpx45JfGi2i19cvccFgElpX3zf/D7zc+Xr+D4pFMw8pv2++XqiVWAY3ZZ+8Ne/O4NPAAyaULsAxv2H/lgm/lnSAPaefzOqgNA/cMEh9Ysjr79XA316QTpyGCLAFgVIuwK4EUDEXQHN7oCm8Y6bBIQkoxMg6RpIvkmeJ1rft1+Pst0G7ddhBwcfCIAAcCxNZWCGY+BGbtsfOat3yWvWPwBZuLKeN9+pcoxvP0XAyblZ2r3nCXyQhghIjHxi9Ck12q0Lg1DEQmrkk+uHUMSA1gKY9VxE9m+RmIAAABAAOREAm/fvUWFLlDvxz1X4h6p/YIeL/FavvjHIPH8ZOGoxd3KWDh7cig9VW/8tA02K4c+ZDZCdB5BcQ9J5AEVRgObrXobjDiAAcgSA3TgT5fXYZjr58np3jcK/7OsCwPDmPVzoNyzV9NwZwEAEuKMAbaMtW6mAtlFvh/7Tn1ujAJbhQJrIQCEggACw8Z3f/4UJ2VF/rdayY93Ax9K+g9A/0KhzuB8ioLMoQDt0nzXY5k/1CYE2w6+kI+1RAAgAEATBtQG222RMA2/z/s3duxxhflc7IelKHYwq6a59V637yFAaf1UEYAthSxjAGkUs2ldELSAmMzqpXcvS77795VshAgAiAJaVuJ6MBeX2/qmM94/CP2CBQ/xpuH9UQCTArgHaBYFNLz9TF5ApCFSjAOqVSYskOKIA0fPGcMQBBIBJwzf37/b+3dP/VLlAhMK/UYeNPhv/UZyaBxFgSADK5OqNzYK0tsBWLYBQ2gdbSiK900RCSzTwwZ/EMQcQAFkmOvL+rVtwkrXtz7Z1MBgtuKp/9aU3DnWoHyKg2yiAaBv51jO0KIBWAOgfBRDn4WgDCACFb/8/t3Xu/ZPD+3fM8YbfP5pwgR97/HWY4gcRMJgoQHs7X2Uj3/TOCP8nv1E+CoAaAAABoNEg12Cf0t6/zPH+Cd7/iDEs/fy9FAGLzr6Adu56HAfD2suvtAUSOaMALftfHAXAiQggALSVN2Hd8a+E91809CezZwAYCcPPQ3DSkbjATTzz4IyFGBtc1BaYEwVQQgdFUQAIADBwgmoDjBbKZdYd/0p4/+6Rv1q7DhIAQw0X9V0aefzXX/dLMP4l4GO1Zs0EDkRBW6AqBrIXKsXJsDgy6uXpW7/3PogAgAiAspwaVXv/0rKo4f0Pt+HnDXuGaYLfIEQApwN+8uI36NSpkyMcB6COogC+tQCyGQWYxhkHIACajFft/WPoDww/KA9vecxDkUZaBChtgKlR960FaF9ptM2BlFqA6D+YBQAGSmiTAMdsBt82EhjeP0gNP1f1r7/+U3GuH8a/WhHAx5XvRzYKIHOcEOlyTMiSbrQ6IegEAIgAMN/68vvHDSdeZnf3c8/8h/cPjx/06jhzJIALAw/PTI+iBEjuPKMAeXsEaGkBXIoABIDq/UtZ4P1TwdQ/eP/DDlf1c44ahr+/ImDt2ttox/TkSM4KaOfvPWoBMjsFinYtgHJdEu0Rw+txdgEIgOZKGjc31ZC6ls4KhJypf/D+h8/wo51vsPCsAB6kNHptgt1EARK3xB4FQA0AgABoRQCMUD8ZBj/TkmP4/tIu3+H91xbOP7O3D8MfBvw58Pjkl7Z9d6SKAzuPAlCmDFD9fVySAARAe1lc1l49uoevCYGMsnbN/If3X2cwsjfkz2ZFsy5gepKOHz+EKEBRFCCZLNgUEUpLoJQoAgQQAAmN3NY/pTBQap0A8P6HyMNcdmUc6h/1TXpCJ20TfGnbQzQ7uwdRAMtOgWmoPycKgBQAgACwGXxj8I/l+cY2v/rMf3j/tQAV/fX93K5a95F4/4B9+54Z3ShA6+ei5Y600/2mIDAHAwEw6gJA0oSt9U/18Z3ev3SJCXj/oXuRyO/XHx65zJ/lzp2PDX1dgMz6/ZTdKTDdSljbE8A5GAiAwTIv1EWWDQNYvH9t21/7jn/w/kOEw/wcPr72mtth/IflM72g+Zlyt8ZwK4DsiPK2P+KoUcodDCTpm/9uAnUAABEAa/Gf5s1n7Lks8v6x229IoH9/+OEoAIu6YR8a1N7yV6nl17z+ZjGgsLo22ZZAjAMGIy4A/vb/vrlhFv+5Wv/sW/xK7bl2RQ76zdKxBl0Qefx8D4afdGjQnj1P0O7oNrwKILnYCKGJgrQmwDEYyIgQICEAEAFoWQdptP5Z1p9rEyBjcBAYpLfPhh/V/KPJyriFc+WQzgvI7hMoWpsGkXdLYOu5uFCBURcAHRf/5Yz9Rfwf3j4YLDwvgDcTGsZWwXbBHxnl/M6WwOSK1R4FDFcFQAC0jLVX8Z+l9c8+9hf0A877sre/bNk65PaBQdoqOHwpAT0K4NESaO0OQAoAjLoAyIQCCor/WkLAJSTQ+tePizobfDb8o7xVLPBnGFMC1sFAmQpBW0ugeg0TmAUAIAAoY/Db3/oV/2HwT7+M/tKlDRobayDEDzpi+FICZgdA+0uz4z9+zNgfANcqAAGgbftbpvgvu4jg/VcLG/uxpU2jjxA/qEJIDlNKwN4SSJ7FgLheAQgAslXvd1z8B0UNow+CJ00J8IZCc3OzNVcA5YsB2yAHAEZcABi7/RVO/iNr8R9MP4w+qA+cEqj/4CC/YkDFrYmLAdNUAa5aABEAQwhYggPOyX+qGMAHCqMP6kQ6OIg3E+KUQB0LBIuLAR2TAdEEACAATKOfCf9bn6tN/nO8DjAvtmkh35LFK2H0QTDwiOg0JXD8+KEaRgGIFLc+dzJgZiaAhAIAiABQbvhf2qIC9u2DQRaeypdW7nPIFYBQSfcSqGOBoN79Z6sLsM4EAAACwFIHYIiBgvA/vP8WqbHn8D5G8YK6UcsCwZblT7GN/zWNPsaXAQgAvQugMPwvkfK3ePls9NGjD4aB+hUIpsn+xM7nzQRohQskYRIQGHkBIJ1l/LKg9380t/1Nc/nsJfGFEl4+GNbznAsEWQCwEAi9QDBb0+eYCaCmAZADABAApkE3xYAjIjAi2/7yhXBJYuzZ6GP8LhglOKq16FqOBjwa9gRBn5kAehoAxUsAAkC15zInL2aG/4dx+cDgA5CFo1w8QZDbBXfuejz4GICZ9td6/tACCCAAlNXQUfh/OAoB2MDzDSF9APIJvV0wm9ZHGgBAAHQYCtC8fudz6qcA1NY8NvzoxwegnGCOCwQjEXDw4NYwL15l0gAAjLQAkEXDfxQhUOPwPxt+bnHibXQBAN2xpjER34cnAhQNUJAGkAI1AAARALuxd3r89Qv/X7r6xjh8CQCoVgRwKiCkdECZNABCAWCQzAvF3Fvls3P4D9UmBsBeP4crYfwB6G0kICzfX9or/KXjHoDRjgC4RwHXdfgP5yqvWvfRgeT4uWe66RkdbH3906SP+tSpOcNjatYiLGyeFNH7TWsTFi1ahjqFGjMK5wG/r1Ur3xnk+GA9DQDPH0AAOFaKVI19gccfevtsv40/X9x5YAr3Sc/OvlZ6hKpuCPTpaxzJSNsS0akQLnMnZ+PPf9TOA46w7d33TDDDgnyGAiEEACAAbIvAvtWfYvnDHv7TL+PPF7uDB1+kg4e29jwHyoaEb2nBFf8buZhx2bJ1iA4E4OWP+nnAf5vfA88JCMr1t3n7eVsEAzByAkC6dIAs1AOhwReiXht/9vJ4x7RBVj+zodl5/PF4KMuyZVfS8ouuw8CiAXwG+/Y/g/OgFQV4ezgCQNkbwG7/MQkIQAAYxt7H4w85/N9L4x+C4bfB74dvHBbmbgcIgd7C50GIY3HV82DNmpv6nh7gv8ezNULZPEjfIphb/tomX+Rf9wAYJQHQkgHSVQxIFHrov1fGj0O8XOAUjndjhw3Sc8/fH+djuSgLqYHRPQ+efvovB3IeXLDsynB2D8w4+Y6IAOw/gADwjAcE3P7HXk8vWv24kKtW+6JHsIGaiS7C3J7FhWIA50G/zgOOALDgCKMYMKf4DxkAEADhzAHwbP8LUTDzBYdDnr24gP7kxW/U6qKfwu+Z3/ueAFuz6gYfQ5wHJUTA0kaALg1p17Hh38UUQABUIqDd2wSHwcWR5191vpO9vXB3PfOHQ9b8bwGdnwe7h0BE9fM84H02gruEaY4NABAAmjzOzf8H2v6Xzvev+qIf6nzzTuB/y09e/GYwPdp1Mv7Ddh70QwQsDUgAtFx/9dol8yUCACMcAahXXezq1Tfiou8BF4bt3PUYVtyInwejJwLynBqc5wACwLIS6pH/58K/Ki80HPIfxou+evEfhrRGr8F5UMXaDK/41F4HAAAiADmaQDH/ga2XVRWG/rnKO/T2rirgf2MwbVoBwscG50H3jAVUCCgdBc6IAgAIgNYiKcr/h7Va0lno1Xl9oxMe34UogJNR6pro5b+Vi3K5Picsj8Y0/LD/AAJAWSR1WRCrKi78C2k/817DrWEoCMR5wP/WXp4H4aQBioabATAYzghjeUhDKYec/+dpf3UacMOe0ILII0q3d801zid5s5c36OTJ2Z72nfPFH0OCsnAaqB/nwcKF5xa2rabbBtf5PFh0dngjqfXtgSOmcOaDkRYA1hpA/QcBKYBeTPyrVpysjO/5AtjtaOJ4L/k3D8X3XMlflYeK/QJ667HW5TzopQjkf39Qht9ykfvEf/fjGZz5YLQFQO7KCav/n70o3v60ajrdxISnEPLks7Qjoeq567EBYeOR2A8O2fL7ZCNw+PB0RyFcfq/YJ8B9bDrZ5Keu50GvxXAwY4Ez2wMTtfYFAAACIDwv30UvjD/Dw4SORhdT34sVX+S50rlX7yfP0MT7v0e3NY1m1fqhg1tLiZdLK56dMEzwseENlcoIR94Ap99973U5DxYtWhbIronu7YEBGGkBIObNm5anT7VqAfR+2ZDgi22vvBXeSnjb9oecOVeOPiy/6O2x4e/3Vqt5BohvLFwOHnyR9u1/Nvf988YwCP/nnwfXXnO713mwbNm6YCIpZc+DtZff1pfzYMniFcFtmwxAKASjRR/4P98tZRLuj+9luklQOiJ48HKAL3Br197W87/D+dUZzZPi+eZ1MZxpnliNZtTp/Yd0HNXzgI19mtfHeeAHRyS2bXsokKutIP6fen/7v/ox4gFgtCMAGTIFgGHN/u+V92/zAutsLOv+/nEch+f9B3X8MuF/FACAwVO/3QAHBIctg9pkBABQvG4XLA6s4BS7AQIIgBxjHyZjMP4A1BIuBAzqIgf7DyAA7PY/1ALAflfbAwCqEgBIRwEQdgTAkfOXASgBDv/jIgIABEDVjg4AEAD66ghsZSD8D0B9CaVlNsBLGxhxAp4EGE4XwDCF/2eOvEGHZ44Zj6+5bDlWwwiy45V9xmNLx86hsfPOHZp/Y3h7TqTtAFADAAIgaKVc9/A/G/wXXtxFL2zdRa/te51OnHBPGuSLPguBq9ddSldfuRqrYwjh8+CFF3fS3n2H4/PBxVlnLaAVy8+Pz4Or162uvSDgddzLTY06M/4YAQAgAIKmruF/9uwe/+Hz8QW/jFh46mm+bY8v+O9Yfznd+K6rY2MA6guLvsd/9AI9uWV7/Bn7/s6OV/bGt289/KNYCNz47mtqGyniXRDDEAAZHTCJsxNAAKhOf2BbANet958v8N966EelDL/rdb73D1vosR++QLf8/Pro4n81VksNYTHHBjwv8uMdOYhuay67mD7x0ffULiIQ4khgJAAABEBrNciZ6D9jIa2Q5ujV+uxZX9XFXvcE+TX54v+pOyYQDaiR1//Vv56MPfgq4df78p98kz5067vohusvr83xCGkYEIL/IBRC6gKYCk0X8/aqdYGN9Ne/8Y+VGn/9wv9vv/z13LwxCAP+jNhIV238VXHB5xrf6kI4w4Dg+gMIAI8VMvgOgF7vV14VfCF+/Icv9MWr/MqfPwQRELjx58/IN9ffDRxxqosIWLAwxJQFlACAAAh2XdQh/M+eP1+I+wVEQLiw0efPpldRoDqLgKBmAaTODew/gAAIE279C+uiYb/49sPzt4mAB77xWF8NDSj+TL76tcmBfCZ8HvZThHazpgEAAQqAkCr/m95/2OH/uNo/8v4HBUcAvvcft2AFBQJ/FoOMyvC52I+0QzfMn78QJwoAYUYAsiGxQQuB0MP/3Oo3aA+cow+2SXKgvzRnPrww0PfQLAx8DBEAACAAKgwJDIglAUcA+ILfbZ9/VTyCKAA+g9Z5uTdoQXhGYK2AETM4ewEEQDB+f9tTCKlvOGSjG/pFfxS8/161+w2bIAwvrSehngEEgCkC0P7ngvOsIV3wGR45DAbDU09vC0yQ7EWHSH18HQABEAyPhrJCQs7/PzbgXK8NTkegI6D/8DEPsfo+1I4A1AAAEHoEIABlHHL+fzrQcHsoNQmjxI6dgZ4LL4Z5LoSV1kMIAEAABLceQs7/s8cXang1tLTESAiAQI85p6lCjQghCgBAyBEAXCCcvLbvcLDvbebIMZw8fWZvwOdDqOcqZgEAEKgACCEIEHIB4N6Ai6sQARiEkQ33fJjeGeb5sDCgPQGQBAAQAIEtjEVnhxsBODGHQjugnA8ovCwvAEIa7y0xBwBAAASlh5EjBAD0iSkcAgABwAgxM2gtUJftfwEAw7DGkQQAEADJWpADV8Pw/gEAAEAAjCAQAAAMNwsCKgIEAAIgGwagQYbFQi4AZC5efn6w723sPFxY+80KnA+lCaoIEAAIgLbpd32HCEB6UT0nYGO0FKsJ54MiVnE+ABA6Z+AQNKlDASB7fGedtSDI9q8VF5+Pk6jPrLns4iBHMPM5GnJ0goX+8eOHQngr06N2zk4//OVGdDee3C6Lbo3kRxPJPReDTyX3vFvi5satv4FuiZEQAHKwF4VaXPQvXR7kRf+qK1djNfWZxmXLgz1HQyaUaYCf/K0tQy8AIoM/kRj3mxKjP1bwK2OKGNgQ3e6JXoMFwOcjITCJVT+8AmCgKm/hgnrksK9ed2lwAoDzvSF7fMMKH3M+9jx7P7RzFIwmkbEeTwz4xxRD3i38mo9Er31fJALuwlGujmBqAO74758c6FSsRYuW1eIDu+H6y+MQa0i8Y/3lWEkD4j3vvjqo98Pn5tWBR4PQ7VOpwR+Lbhui26botiN66Knodm+Fxl9lI/8dHPUhFAC4KNTzos8X/BvfdTVOIAjC1rkZmkDVOWP+Apw4XXr50e3u6PZI9C3v+vQAG2dq5/N7CYuADfgUKloLOATNfcLn1+iiwAb3sR++EEQxYB0u+MMMH3v+DL73D1sgBkHPvHxq5uNvSjz7xoDfEkcYNuOTQQSgIu9/Wa3eL19oP3Truwb+Pjj/jAv+4Ln559cH0Xd/S/Q+6iAGzw4j2hf0RkCJl/+F6PZU4uVv6qOXX0Qjel8bsfIRAahIANQvJ8ih3xde3DnQgsBPfPTn4P0HAn8WX/nz7w7s73NL4o3vrocYPCOMLoCgWts0L5/vxwL/GPl93oeVP1QCQESLQo73/4JQTyPGF/0v/8k3B1IFfst710cX/eVYQYHAnwVHhb718I/6/rdZBH7qjgl8CDUjqdhnY88V++M1e/sNfIJDJwDkQMJidd0FML7wfnIi8vwe6ms9AEcfOOwMwoI98Nf2vU5PPb29r+fgZ375tlpFguaPaBFgMoRnokZePhgtATAY6rxBCPeC8wW4XyKAjT9HHkCYpJ9NP0RAavzrNgNilNoAdzz0exNCiLQnfxwrpCeiqqFFJspEJ9LJh/HLNW79jWkIgD5T9w1C+AL8G7/6Efrq1yZjD7BXcNgfnn89RACfE71MB/Drc/QJm0CFxfbv/G5kfERk9DmsLyKjL8ekjL6KHgAdGfYxRTjd1KGRL/N3KREEfHs0uk32UhSMvAAYFm+AL8S/HokAvug//sMXKn9tNirI+dcHTgfwqGAWhVXXiPBr16XiP2AqKwJ86W//r8TLjwy+lOMU2frY6BNPVxfR/2RryvoQCYGuj18ypjg18Jcphr0x4H9bulfCxuR98r/1z6IbT0KsNE0emgCY7vcfDGUueFVwIRiH6b/98I9pxyt7u3qttMccXn89YS/9N//lJ+iR/7ilkrkRXOn/wVt/ZijGPnMdwKlTA52jcaTTX3zxG/9H4uW3QvuRl59afMXsi+heth4ikQqD4RABr5T05Pk4nacY1zrVP6TvmfdF+N1IBHxhWAXAK/3+g8OYD0zrAjgdwNEAbhUsc/Hn32cvj0e6wsurPyzgeF4Dnwd8PpRJE6Wjffl8GKb9Hnj2x+zsnlq95588+L9vjOz65yIjPi4iyy4Vo85fiOgLNvap0W8b/+hn8fPT++bvNRVDbZnUDH3qyU8o3vzEkC3lsUQE3Bndf7yKXRJHPgUwzGNB+YKdFoXxRX/6lX10+MgbtHff4exFfuGZ8Xa+F0fP553cYPSHD/5MOTLENxaDO3bui86D1+m1va/Tibm3Ms+9ePlSWnreuXEKAZs8DZ7nN//ORr7wR6a7kfXkqWXUqfl/Leyffpfzs3pGAzgM3khGAvvuMjhMsLjhzZF4h8T7IAC6YFRagvhCjos5UL36q7GFc9A89/V/w4ZtU5zXbxnx1HyrZrwJG3NOBbSjAmo0YKhSAmzsHxjx04OPAW/ANNVNJGDkRwEff/MQrjQAgH6Te9F+9v7/7e7ImPMY3nE26rGRj++lck/xvWz+MDb+6X37edrvJbfm15R9DNSRR5L0x1AIgOm+C4DjEAAAjBoLBz/7w1nN/cxf/6+bInt8r2nM20Y9fVw1+qlRb35NymPpjTLCgWyvAeoYCbgHAqALATDgamAAQL8FQKCzP57+q/8lMv5yozS89bZRzz6m/Mww5qmAsEUPpBY9yEYRQK3Y2GkUALsBRhytWTUwAGD42PIfvrApMsEb28bbNM5maJ8cnrwaDbCF/ckhJJSfgTpFASYgADpkdvY1HAQAwMCY+vf3bGTjn1h7uzG3hO+zeX0yIwVKaN9eI6C+JiElUF86GvOMUcCEOgAAQH/55G9tmUy/fuov/6fxyNxuSiv1qTXFjzJz/LLtfMrPrDMAmt/ovf/Z7gDt95L3M+QTBIeVjqa1BRUBOOPMhQPZI3sWKQAAwICIbPAmo0I/+YErtF99gaBEgWC9qX8NwIbf/P7MoP724ZlpnEIAgL7yxF/8aw79j+dX6Juh/eoLBMmrQBBCIFgerb0AGCSoAwBgdDg7gBHgP/7z3x6L2/20fD4pbXuZx6xRAFs0gPKjCLLzAsGWGAGh0ZEHCwHQEgBIAwAwKpwx2E3A0lTnhuZ2vYqRzRT8SXc0oKhAUOYUCDqiAeULBCEEAmJySASAmB7EX8U8AABAn0hTna0BLqpxL5z25xP2b70WOYSEZxRB5k0QRDQgEDY3bv2NYYkAyOlB7VKFOgAARoOfnpob6N//8Z//NrdtNTJXPs24ZkLvFRYIGlGEvAJBQoFgDfhip7+IFIAC0gAAjIgLPnixf6fDATLC8WEWCFoEB4TAIPh8N5sBBTcHYP4ZC9onknLSZVVr86SrPAJweJrWNHBGATD8Yr93Rb/NnnnR7p1vfU/p46w+JvJeQ0pLfz+Rsvtfu08/fiyzw1/a+9+eAZDdGbA5A6A5HICyOwMSObYR1n+WtxshZgb0iS9Fxv9L3bxAcAJAiHnTzZMxLTJRlGnrTJQ9qT/hGgCuBVgUQIUwKMdbJ07Q6VOn+vo3582fT2eedRYOfs3gNT43N9urK1hibdv3QhUA0X/OmH8W1wAUT26TMmuAE+NOyra+2e19s9sBZwf/pNsBtw03kWWL4XQQkfYa6Wvbthgmy7ChVOyAnjCdeP6bu32hACcBilda1j0jL20quHo4NAgBUB/eOHiI3jh0iH568q2B/H0WAUsuupDOXYZzpj7efw9TfcL+rWh57YIWnHleqbGtqVftZYBJnyCoRQpINebmBEGvKIL2mqRFCNTYAKIBlTGV3B6swvAHLAAGCxcCrlz5ThyIGjDz2t5YAAwSjjrw++AIxNJLVuFDqQEHD23tuf03HGDl6zPPOGei7OtKafjq2ujeNBXQNuqmJ1+cEmhFEch0tlp/XYkskBFhIMvfhgjogMnE4POAn8nI6PdkSF79BEAv3X9KwoMnZ4PdLhQ0mTt2bODGX+XY4RlatHSMFp5zDj6ckM+baG0Peu+PeeLMadI6ADxlQH5oXzfAZO4nQIZocOw1UBDib0cPCqII2E/Ay5dJDP6WxNhP9usPhygApvONvk2bVvxpHJ6m5cuvw2kZMMcPzwT5niAAwiaEiZ9nnnHOWDe/nwnfW6+IieG1RgP6XCBo1CdABFA7nJ9699ODeiPhCQARCYDM2SwMFdzrMABfJCAAwmZQOf+6vSdgivteXrwSV9d4SHveWNd/KjX+Woi/4wJBLbGgRwhQINgVk4mxn6IehvOHJQKQnHbpCSjtJr+HGoDrALgjYP78BbhiAjAk8Jru/bAvtQpAvfUGd4Fgavw9CwTVfL1PaN+jQJAsEYIRKBCc1rz7qZDfbPg1AAPoBEhFwLILrsRVM1DOXrI4rgMI7T2BcOm58S/qAEjaARcuGGOPcKJKEUAuI0uDKxDUowFDWiA4pXr4gwznD4UA2PDfPD65+d/eOPD3waFCCIBw4YK7o/sP9L333wW3A/J7AuHS2/C/XwdA+lZ6Fw1AgWAvTyEaULHeaEUAbO69Fglo1wf0Jg6ANEDYpP333IIXAjwHgN8TCJP+hP+9YQOyoVciwNr7TyEXCAYbDVCL9aZCD+cPjwDIVQXqSdLb2dNIA4QNG903j84OPBXAlf8sRkC49C33n+/582MzvYoAqNdFvdCPOikQJPvkAdPAly0Q1OsTslGEARYITibGfjIx+DPDvi5CFQDRahWN9ExpnmjSDFf1uBBg375nIAAC54LLVtOBl6fjQTwDWUALzozfAwibXof/2xekwuK/1KvsOa5pfxkDbEQKlAJBYZs7oNYSeEYRyKM+of8FgtOUDedPjeK6CFIARKfCdHQqNFon44AKATEUKHw47H7+6lWxCBjEXgAXXHYpQv+Bw2u4rwWAQq0HEMoDzUd/5pf/zeSP//y3+/OPz8wKsBhgw6iTtUCQLLUEmQJBbXMg+yZBAy0QnKRsOH8aKwOjgL08B8wECBvekOfCtzXo9V27+xYJaHr+l2IzIHj/GfsvHD8Qym4ACZtnDy/dMDszRgvPOkEXrOjtgKJuCwStYX/1Z54zAMgiOMy/3XWBYFqslxr7SayCugmAwkJAfSB1b9i3/1kIgBqJgMOv7o7rAnoJ5/w57A/Pvx70cva/Mwrg+Pmbb1w09WuXyS/84b/ObwNcuWZH5nsWCAvPbovbc8cO0+Klh9vnpIeI6K5A0L9dML9A0NxGOGP2O4sGpK14aTgf3n3NBQArt4n81ZWZPtEzeNtQbBFcD9KQPO8R0IsWQez8Vz947fZ+9r8l52+xV0cPXEHfv//Ld/u84p4da3K/L2JBJAiWaYJg5duyomLZir20IBIVInGoliydocXnzzgKBLUwPnVfIFhYn2AvEJyh7KAdePfDGAFonlSqipRaH2p/6gCaUYBnaE1jAmdLTWADzT35bxx6PRYD3QoBNvz8mudecD68fnj/BZ6/pQiQPf+jK9j401tz5/bl333yxFldiwiOOCxbubf17+LvL1y5T/k3C7rk8leahjx51oWX7Kezzp7ziiKQpPz6hObPpqLvpqLnPxr93tSa20azWG+0BEBR+L/PHD48TZeuxkyAukUDYm89Mtonjs5GF+CjpVMDPNnv7CVL6KzoHoa/pgLg4It9s/9pnZ8xATD635a/+x/7ZvyrYu7Ns2j39kbmsZefXZf5/gf088bvLTn/CF377mfohpt+TAsXzRmRgoICwUkhxaORepiM1MPU2z74X8/gLB69CMCUl9HvUx1AOkQELYH1FAIcDUin9PHMgLfePEGnT5+OIwP8NXPm2WfFz503b178NXb1Gw7vn9fuQB0Zaob+D736jpE57kdfP48e/84/ped+eB394me/HkcFHAWC09HlezK6jG/h+ys/8pvw7iEA4pUz4zTosdFPv+lPHUDTk9gKATAEsGGHcR8V778fxX9pm587/7/v5ZtG8vizEPja732KPvs//34cCYicteno2GyOrtWPRodrct1H/xW8ewiAnHWVjPvNVpPKgdQBzM7uQTEgADWBe/95zfbLy8+IAa0g8PjRi0f3c3hzIX3r//3F6Y//i7+665qP/9YkzsywmBfo+5pKc2fuxdZ/uBgQABA++/Y92zc/pXUv7DsAHj042pHD6Rfe1rj37v9hGmclBIAXH/v8P87kGv3M1K3e77mdwsWAA80pAgAK4TXaj+I/n2sUF/5xDQCQEzgG4VHDSYC2eQDUlzwAigEBCJ90J8/+XIvMlj+VoweuTAbwjDwNHAJEAMow1V5MIpkEJQpCbr1nz54ncNYAEDD9WqPCyFCaYuDQ7hvwgQAIgA609Yx3HUAfawN4MmBA+4oDABRmZ1+L12ifr1XZIYAilQMC4X8AAdDFsvIw+oXbb1ZOvwqMAABl12a/CnWFl/MxSv3/BVyGQwABUIYpt9QWLYVtKu9+eBl74jYjAEA49GXbX8e1yJgFQM3xv3Wb/tdDGjgEEABlFtiRdp5fMfhky731H9QCABAW/VyT7lok0XrgCML/AAKg22WWE2obUDsgw1PGEAUAIBzvvz+T/wo8D9EWAkcPQgAACIBOmfQTB1mjL/oYDkAUAIAwONRX41/c/he/J+T/AQRAF4vM6PFT2gHVdScGkwbAYCAABg+vwb37+jel07z26LUAqQBACyAIm5AHAc0kJl+Z9y+LV2Zmo6DeX3i46njlynfiTLLw3POv0LaXd9P+A0fo6NFj8WOrL7mQ1r5tJa29fBUtWbIIB0lhbu6t6JhNR8dsT3TMZuLvFy48Mzlmq+jaa1BIbYPXYN+FuMgTBmn7HwYAgbARIb+5v/nSz0veBSg2/Op9PFlLtiZsxffKz9Wf9Zr58xfQ+us/Fd+DJmy8Hvzm4y2j7+Laaxp083vXx0Zu1A3/k1Mv0RNPvRR/7WLJknPoYx+5kS66cAwnmSLCtzz91T4KgCQKKdpdSO2oZPt+1wsfpi0P/TY+IIU/2Tlf4CggAlBeokh9AebvDtjvCxCiAFnj/1f3P5pryNoRgsjb3b47FgLvHL9i5CICR48ep+demC40/O3nH6P/76t/F4mA99Day1fiZBuA958f/lc+qwNr4f8DCIAu4VkA400DLxIDL3PEAfU9DcBw/nH58utGPgrARszX+Ge838gA8o1D3dde3Yjvh1UM8L932/Y9cWqE7zvhOw//iD594a0jn0Lpd+4/r+CvNf0viQIc3HUDMgAAAqBLtT0jpcgac0+jn0YJEAXoHxzGLmP8dXa9eiC+MRzmviQSAqtXXRgLgrqmCfh4cFTk1d0HYoPPX1fxmo/94Hn6wK0/A++/n7l/Y/gPOVsBMQIYQAB0v+JmYoOelwYQzRqAQaYBEAVo8uzzr1T2Wmwo+caRAYbz3xddeF4sDC5cNhZ7v6Hlwjmkf+TosdjYH4m+PpD8G3oBp05ohAVA/71/2/AfuxhA9T+AAKiGLdFtQ8vxt6UB1NUp3RGBflyQdu56jNY0JkbyRGKvtKjorzvjeiy+6WFzFgbnRWKAIwSpIGCBkEYM1Me7NewpbOAZNvL8ntL7/h/v4yObBuh/5b9H+D8RA5gACCAAqlp20eqSujG3RATaIoGjAE2J0M80AMOTyDgNsHDB4pE7kXrl6foKg6ZXXD6nzuLgRI/FS69gUTKKAoCn/u3u9xAuj9n/6fOO7ocAsPHZ1afG/nTX/BkciXAIfBSwsiGQMFeaPhTIJtj73ek4qtMBOU9fV+FSR+OfipdRZBBrzGf2fwpSAE7GcQggAMosu5ns4lP6b6nI6JsLs19RAN6TfBThcDzo37EexfkJx48f6v/M/wKPXxUCP51bTMePXowTFEAAVEAzXCQsm/wIu9FvDecYiP/fZPeIRgHejkl1ONY9Zueux/vvhgh/MXDkwFpq5idxs98ABIAnH/3co1MZE65Y9ewWwa40QH93CEyZnd3Tv33JA+Id41eM/FS/fsDHmI/1qMFritdW/71/ajsVqnOhTQBkEP4HEAC9WX/JfVEP7mB3CEzZFXkqo7ZREBsmnlIHessHbn3XSAqtXQPw/r17/5NrEw8Agp8P/x8CoLr1N5k17O5FKoTIrFmRWaz9VQFzc7Nxq9KowcWAbKBA74z/KI4B5sI/XlMD8j8KR/+m3zZTAABAAFS4BLNpAJEIgmwawLJqB1gMyPCgEm5ZGjV41zqIgN4Y/1HcEZDX0N6BiGl3vl8f/cv/O350Bb01dy5OVBcSXQAQAOWZam3AIeyCwLZoQygG5BTArp2Pj+SJBREA418VvIYGkU7LbvxT3AkQe/+I8+fF/7GNJQRAaY44c3BqMaDwKAYcQDEAFy6NYkFgKgL+2e03oTCwC9K6ilE1/txSO5j1Y+b77cV/bQ7tQgEggACoWoZP29ajTzFge27A4KIAsQczggWBKVwTwCIAe9iXh3v9+diN6ta/vGZ2TE8O6LJDZE7+swuF9DqD/D+AAKie6YzxdhYDCqcyz/5e/2UAFy+N6mwAho0/G7Jrr2lgxXnCRv/Tn3r/SAsnLqIdROGfu/VPmJP/lMvJwV1IcQMIgKqX4ozVeBvFgORl9MWAwgB8MeMpZqMKh7J5+1oOZyMlkH+cbn7v+pE/TrxWBiWaRV7rnzb5L601OrIf3j+AAKicD/9Xj0zpxju3GDCzM1cYLYEpgwpnhubZ/tpdHxrZsHYenC759KdupXfcgM1kQlgrvq1//MVRTAD0uZ2HVQ4B0NlCpHxVbrQEOkYFOwsF++TV7BnhVIDq5bKHyzfsH9D2+jlNMqrb+6rwGhlYtCxTMCyskQFh+RnC/17gIAXGGfV4m2IyWm8T8d6+yVbA6Y7AbPCbHSbS2CY4/Vlzm2BJ0f/j7YKbzzH2FO4LHNYcG2vQokUXIBpw+crY631y6iV67PvPj+Qx4LoINv5Ii7RF8iDrZayDfxx7kahFxigABBAAPVyVsfFWDX5LAciWHW8Z/OhnUv1Zxuinal42nzMAOLx57TW34+xLvN8bf/YauvbqBj32g+fpueenR+LfzcJnIjL86I4w18bgrjP+g3/0C9QMagAABEDPeDRaZBNNQy4t+kAknr20OPbtWoBQogBpKmDlynfiDEzg0DcXCV579WX0eCQEdr16YCj/nWzw2fCzAABZBhr6N7x/oXj/ZL3mpN7/wVcR2QYQAD1emjKjxmNbH33R1APSXJ6t5ySefmBRAA5zLl68MrqtwFmoecarL7kpFgDDJATY8PMOftdiy2SnKB5oq2yu9+9u/eNv0AEAIAB6a/4nI6/9nqb3LhR734r9U/qz5r0MPgrApKmA+fMX4Ex0CIH9B2boyalttU0N8L+DUxzw+N3wwJ9t2x8auItR5P3rrX/pLxzgAkBsdQcgAPqxRKUjCqBHAixRAOO1BhsF4CEnO3ZM0tq1t+FMzPGcOTXwnsiIPvfCND37/Ct09OixoN8z1zWsvXxV5PGvRY7fg527HhvQwJ9uvP/2UKAj+y/Hh+gHciWBWtXg+dbvvS+y0zK26M2oPxvuZn9pep/5Wfp96zmkPEe7t6YR+selq2+k5cuvw9noybbte2IxwPehiRUO83N3A6r6/Th4aGssggd6EVQniGref3a6aPocan391txi+ua/+xt8kJ5s2n2mwFFABKAzla55+m0Pn++FXxQgsFoAJq0HQGugH2xg+TY391YsAra9vHtgYoCNPhcussePHv5ycN5/587HBn9d6dj7xwRAAAHQLyajJTchhdr5py5aWdtagHTTk6vWfRT1ACVgL5uL6tLCOhYBu3YfoFdfPRDXDvQCHlwU1yesujC+h9Hv7pwf7CZZoqvcP//n4K71hAIAAAHQe2YyMlxr+6t7FIC9IdQDVBMZYDg6wCLg1d1NMXD06PHSooCN/XmRgY8N/eJzYPArhPP+g94bozVSvEPvP24BjAUAABAAvWZLtCo3CM7Z2wYDdR0FsImH/sL7nvOmQagHqCY60OwkyFbfp8Igj/Miww9D3zv4HD94cOuA30V2wHgn3j8/d2YfCgABBEA/FuxM2zhXFQXIphBaEwQH6hk9TosWLcN8gB4LAzAY4rx/dI4P/GqS8f5FR97/8SMX08m5c/Ghgtoyry5vNFqTU6RM38quT3OToKyqJ4eqzz6XciZ/9ZOXtn2X5k7O4uwEQwXn+3/y4jdCuJpo1wn7zP8i7/8Awv+l2bjq5ASOAgRAJ4t2Wgh9ESsGO2+r4FYUQFf27dfIiv3BioB4MMq2hwZcIAVA9cY/hHM6e42wXz+Edl0xthiPmEH/P4AA6A8f/PWHplWj310UwFzMqiAIIAjQKgoEYBgIoejPKvqF5dqhXycs3j+DAUAAAqC/TFUTBaBMFEBoFwQKIArAcFFgCPlSALoz/o8HUPTXdhPaqzsbETR2/LNM/VMTBAd2IgUA6s0ZNXu/MxkPv9OOgKQAsFn0JzVBkV4M5MALAhmumOYBQcsuuBJnK6gdPOmPz+EQMNr+RFsICLNQKNsVoKUNY+8f7f8AEYC+LuGp9kK2RwFa69VS1Jcp6sms9HaoL7SCQIZTARwNAKBOzM6+FlAay5UaVA284v0bcQMlNRhvAATvH0AA9FvBv6Ibfb0WwBb6F9Y0gbmoSQvzhVAQqIqAIHKoAHjA5yp3swR07SBy5PptbX/utGBTOByJ+/8lbuVvDawOCIBOmRKap+8XBdAWtkvhq4s9oIJAJq2ihggAdTD+oVT8q2vZKPzLa/vTri1Cmwkws/9t+KA7AwIAAqDjlTxtM/rWfn7NfxdGy4+9LdBU/iKYKEAqAjAjAIRK3MK6PaQW1jKFf2S5FpjefywAMAEQQAD0lw/8l9+ZVherNQqgiv6M+nctbO0CYHk9kY0DDv4CixkBIFDjHwvUuXAEqjHxL6/wz9H2p19vkP8HEACDY6p0FEDkLHjhVxAoAtrFOrgQK4DxDzFFpRt9a2V/Xtuf3SE4sPN6ZPK7uAEIgC4WdbMV0IgCCGGJAvgNBzILAk1hoVwxIAIACN34Z0L/tol/7sK/PO8fGwABCIDBLutHXXk5t8p39QC7CgJtXQUiqFQARACA8S9w/p3rPb/wzzb0R3UIZvahABBAAAyKaVdlrpnny1/0ptK31wqEmgqACAAw/i7rL5w9/96Ff5Y1/9bcuXTsyHJ8+J1zEw4BBEA3q3va1Zvbfri4LdC6T4D1wmDpCghMBUAEABj/rLw3hD5p1wByGf38a8D+ndfjwwcQAIPiF/6Lb02aYXm7sc4rCOw4DEhhDQjSRQDmBIDRNf45oX/hqg9SV7yjK4Da15I4/88zwnHr/AYgALoU+TPFQ3tsbYF6QaBHRXBNUgEQAaBf59iWp78aqPHXi3eLQ/+2uR95BcYHXrkOJwGAABgwU63FnVOsY8721y8UppEny4XAOSAoQBWAiYGg1wIzzFRT9irgXPO6d6+nEkX+teQwCgABBMCgl7qY0la7W7ULe07QNgzEnQog88JBYaYCVBHAO7EBUAV8LoVs/I2BP6TVA5FD/DuFgDkOmKv/3zpxDk4GAAEwYF4R2tCezOItLAh05QjJkQrQ/5bQUgFhigDeQCiUrVhBvY0/n0uhFpkKa/1PNaF/Nf0H778SGjgEEADdCv4p/YFSBYGeqQDbgKC61AOk7Nz1OO2YnsSZDjqCz51wtvS1GX8z718q3ecR+k+/R/8/BMCwcUY937aYIiGj/wuSvDaljO/jOZO8kiXfyWbBafJ9cxnL5lPiryj+BZH8t3kvk+e1f57+Zvwy/ILxExMR0Pq7ys9D9OAObqW5uTfoirW30fz5C3DWg0LY239p20M0O7sn4MuAvTMnL71HmUfyhIDyWPIdRwBQww4QARgwt/3n3+RxwDPm7O6ctj3RTSogexER+kUkc0EKE76QP/f8/SgOBIWkxX5BG3915WXmewgtCiC0+R9FoX935HA/OgAABEAwTPnu3lVVKsD+c6UeQPE/QoR3aUNxIMgjLfYLWygK77y/Oes/KxqM0L/DYUD7H4AACOkSIMSjuufuW83r1RVQFBHIrQcIVwSkxYFcGwCASlwvEnCxX8bht/b7a4KdbJ09+sAfYaxr23UCBYBgGDmjxu99mhdtM+0u1RBAso6TGgDVoCs5+2YuXya5+/b3zeepNQIiqRugdgWBUg+QrUPQ6g8ChrsDOMS7du1ttHDBYqyEEWbu5Cxt2/ZQLdJDtnHe5DDuRZG7MpHCw/vWEDazBYgAhHMpmFZFvND2/fZp68lLBQj1F3PqAdpvwJ5XDBm+4D/33P1ICYwwh2em43OgFrUhFs++veSK8/7ZtZyNAJhdBNlUwszeNThZKuLTK94cx1GAAOiKW3/tbyaLRveqC9w7FWAUB+bVA2QHDWVrEkTQRYEpaUqAPUBsJjQ6xJ/7dJ0+96Kiv7x+/+w6FyWvCydPnEOHWQBIwq2a2xhWIARAFUxlF7Ytt+er9PXcn089gE10mBuI1MYTfP5+mp19DatiyOHPmD9rbg+tBz5Ff44Jf4YwJ7MAsCAyiP5/AAEQ4mVB0LS90reTNh99jLDyenkFRdZIQX06A1TSLgEuBkM0YDi9fv5s+TPmz7q+xl/Yjb+yRovy/kVbfat/c/8rb8fJAyAAArw4bPHZxc8aERCeEYHCeoD6dwbocIEgogHD6fXXazS03fiTEdYny5q1OQJmdCCTDiDKiojkv4eR/wcQAEEyWbSZjy0V4L34c+sBbEWBtihEPUVAGg1AbUD9vX7O9dfL6ydj/WXWkrqOc+b8k7G+HS1/BU4ACwCk7au9gTA4o95vn3cFlNRqBxSS0p49c0xw8ThfozWQ0vHByqhgvljwn0n+lvq3W+2DzScor6+2B4paLQGuDTj69Fdp1cp30vLlGIZSJ9jb373niVoKOPuM/7yKfzILdgvz/lSYBjx25CJ6Y+YinEzVgiJARAC65/2/unkmWqjTypWhOBVQaoMfy6hgi5dhdAZoFct1jgSkXiTnjpEWqAdpuL+utRxG+k3N77sm/TmL/vLy/sWFwAj/9wS0ASICUBk8Erhh28wnM7yH0uCATLYAIiUiIJTIQdtjpzwvPx0SpAwQakYZZGuwUPPX06hBvSMBTDojfulYg1ZfeiMGCAUGD/TZtfPxOGpTV4w8vrXdr4Oivw5TfxAAAAIg5AsGiS1SyA26oc6mAtrft4206om3dwUkcuwaqIuANF2gio0k9K/uRNgSAckz6y4CGDYwfFu27EpaufKdEAJBRGgeq1FbX0XGv0zRX2He3x592Dd9LSFrDSAAAo4A2D1xMgx2O3ffrgdQRwHb6wHa44bbz5XJa4ns3yTbuGCR/buk1iTUVwQwbHAOH56mi5dfF9cHYKvh/ht+zvPvjW51L9SswvirBj5b9GdGB8y8v31n0MN7GzjRAARAwFeOqaYnTtliPSKy7RXQ9tSpFfo3PHbdy7cUBbb3DhBWYZEvAvRoQX1FABseLjRjI8RC4IJlVyIiAMM/EOOfGc9tqeWx9/u7BoA1jT9PAQRgWKl7GyC97zNfn24WAtp3A9OVP6meQfsJlhBhQVFgZlJgTt7R1UKYeT5R3QoDXULg6af/Mm4743w0qBY+pnxsn3zqvtpW93du/B3Pt1T8uwd/+eT925eIw68h/w8QAagDU9GCbdi8dvfOfWR67En0oFUP4NjlrxlZUHcO7CYSQLWvCdDh1ADfuFiQUwOLF6/ASusCrupnj7/OxX3dG3/XjH9Xxb+51XfL+OcO/WpvLR6H/5H+7wXrcQggAKq7kBBtiQz2hlZuXinuSxe4Tz2A0Q2gFQUSWWoDWp0BUis69BUBw1EYaCMtFly4cDEtv+jttGzZOtQJlIio8LHbE3n6dRvg47NiVY/bafzzRm5TjvHXonPkHMxF1rx/+v3euAAQ9ADMAYAAqNSVmIwM9j0tw6+375HMVPS3LiRSrwewFQUKpYNA5ncGkCoyIAJS2IBxT/rh13bT8mXX0VlLltDZS1AnYOON2f104NDzta/or8T4ixzjL2xpNMfzXUV/lrx/W3iI6Hxt4IQEEAA1YErttU8H8emeOhmteerMAHU+gFoUKJOIgTBf00sEKCmDERYBKccOz8S3MxacGQuBc5aO0ZlnnTXSi/CtEyfiY3Li6FGaefNlmv3pzhEw/kqlfiXGX1ieTwXFhO33ko0CEO3bcS2i/wACoA7cctf9M9/bdAfXAYyTlu8vqgcgJfSvzgewGWq3CFDbA+2DggpFAFmGBVHayzh8/PTkW/TGwUPxLRUDHBVYeM5oVF2rRp+PxfDjafxFQdjf2uvvGvOr5frJ1UlgiorX0f4HIABqFgUgGs+E6EmvB3DNB8gvCiRlMqDa/98WAYrXbhsU5CMCbBMDW1GB4fZFVDEwb/78lhDg2/xIHAwDp6J/49yxY/HtzaOzdPrUqdG5ymQMfhXG39Xr7674Lyr6o4yo4ALAy2AdAARAja4xW8whPaTVA5hFgaT1/+tFgalxtncGaDMCuhYBZHYeJI9JORoBSTaMaZogPkEjAZCKgToJgtTgn4w8/bk3jsUe/0hiM/7CNtu/A+Pv6vUn13PIuWugvpPo3h3XEFoAegaKACEAKr/STGbn8OfUA5A09wuw7vLn6Axw7vLnIwIopzDQ8voks5MNR+yixNGBn55sCwKOEHDNwMJzz4nvWSAMuoaAjTu/z7cUYz9SHr7T9mcH8/TN+AvhOcPDfC/8JQ//eePwhbAOvQObAUEAVMvNG7829ch9n5yJDPCYlOqkPns9gL0osL1pkGKpzc4AtT2wtAhwdQekXknz5+lbjN/JkEwNrCpCkIbSVVgEsDhgYdD+fl5LMHRr4Pnvnj51uuXJs6Hnx0bWs883/dpgHZcBt0348zX+VM74U/Y52ShAVrC8jup/AAFQS3hnwAnrZj6KB05GqF/fNEjPwRPZogvO53QkAtq/a7QSkjYwqEbFgW/OrqQT0S02pGdcSueu3tczLzw2zJow0PERBIP04He/+Iu09blxWrryx80FunCWllzwYvz14mUv0hkLQp8JUNDmV5nxtwz6EcLd7mepEbDPEOANgK6BZQAQADXk0eg24Szao5z9AoyiQMXAk27UuxABlDcnIPH+02uVq0Mg+fmg6wJmD62jn84tpqPJvWrsX9/zM2bc7598iy5d/bdBRBBChY8fHzvb8Us5e/Ge+MbiYHEiDs5PBEMqHAZj+4uK/SwGmWwTAUsYf+voble7HxUY/+bXr7+GAkAAAVBHJqPbPVnDrg/0sQwJcooA0kLvthkBJUWAzcMXiSDJPC+vQ0BLHfQoJcAGnW+zByMDfzIy9AevjO8P5xinNuZ7GpVCxm5oHiNZ8LmsiG/M/h0T8f12+heZ57AQ4GjBkmVb43uOHqTCoadev2G83T3+3Rp/Et3sGpi+G7P+YO/L16D+D0AA1I2bN35t8pH7Pqk6JMZWv85efmobZ3tngGtGQEUioOXVJz8j4egQSJ5HyvvqIiWQevCpkX999zvpreievweDEgHdv8bru38mEQg3Gz/jaEGcWojEAUcQWBSwQOja+Bv5/hzjb50CqBhl22sZRYVV7Bqo/huI3pi5iE6+uQgnIYAAqCnxPIDWxSmzfS+ZOXnLJD97Z4DIr97vSARk9yTIRCOIsn+jVRxoqQtQxYPDdVENPXuPfJ+G7sFokaYXdHGQRglSYZB+7zT9SuhcD/nbjXfW0/Y3/rYIQ75hzzX+mlhQ6wMQ/u8P/9lFxxp/sf+caRwJCICqmSS1zaTVXkcZL9+7M6CnIqD9+pRkKOyzApTrpbUuIFtIOHvwyti4x/nkyKOHoQc+sCjkmy4MOGLAYmBxJAyWXNC8t4b8rfl+R7Ff4Qjg9PdLGH/XoB/Kf47aJcACANH/vtCIbhAAEACVw4WAd2uuSrYoUJkRmK0NyJvQV5UIIMsugqJgVkBaHGimBGYPXBnn5mcPXhHdr4sNPgBVRwz0osTzVz1BSxJRcMGqJ+nsJa8ZRtZe7EeF6QHhWyyYN1PAmWLQOwiyQmDvy1fjAwcQADWPABi4igLTFEFTDOSIANdzSosAM+1Ayshfo01QKQ5kL/7Qq++IDP0V9Pqr74zv34JnDwYhCiKhqYrNMxfORqLgyTh9cMElT0ai4CmvYj8v41+4cVBeKyE52/1sUwFfe/kqQgUggACoKTdv/NrMI/d9UqkD0AIB1q1+k84AUiYIWGcEdCsCyNJ5kLw3ZfJf+vfePLIiMvg30MHdN8T3bx5dYfkX42I1fNTvM31r7lza9/J749tLP2w+xkJgybKXovup6PYUnXnWGwXG3xI5KGv8KW/XwJyJg4LD/5fi1AMQAEMSBbCMmxTkNy7YNSOgWxFg20q4NQKQju5fSwdfHaeDu8Zjg88XVQDzX1cOvvqO+Pby1D+Pvz/vwqYYWLY6ukX3LAhstQHFE/5KjBL2NP7xBMA9KAAEEADDgFkHoIoA0mfu57QHViECSN9AqFmMePzI8tjYH9y5nl7b9k9h8MFQB3WO7L8ivr38ZLNVNxYC0W3F2n+k8y7aZjHO/TP+/L/XkP8HEABDEwFwo3QGZAsEeyQCFLGxJzL0B3ZeHxn8n4sEwMU4A8HIEovf6PaTxzbSmQvfoBVX/CNduHpLdP8YLUijA8Jj74AKjD9SAH1novA6DSAAOiGvDkAVAWQZAlStCIi8/KPLac/WGyOjv572vPSekT7ZDu1fhRUHrHD0a+ezvxDf6NtE5120nVZe+RitjMTA2PKX3cZf5OT8SU8raM8nodQpCjq0BwIAQAAMCw9SwbaTtiFAVYiAw3vfRq888/7Y05/Z9zacZQkn587GQShg7gSOEXNk/+Xx7YX/9Cu06Ly9sRhYdeUP6MJLn84ZH+wYKGTUFJAxbnhvXP0PAATAsDBJyb4A/iJAnRFQTgTs2fpPaP8rb6c9L95Ix45cpPwFVOkDf14/sArnjMaxIxfSSz/6KG390YdpwVnHYiGw6sof0SXrftiB8bdvGXyICwBx2AEEwHCQ7AswE305ViwCbO2BxSJg99afpVdf/FnaHd3eOnEOzqYC9r66FgcBUZKOkPH/TtPc3ELa/szP0bZnbqQFC0/Q6nVP0Nuu/0+0vPFcx8af71/bvg72H0AADGEUYEPx04Rjq19TBLy+dw3tmJqIDf+xmYtwBnVg4BYsfBMHwsGhA6iTsJl+2fqu7ajPzZ1JLz39btr69Dtp8XkzdOm6KVq7/ge09OLpUsY/Pu7I/wMIgKHjUT8BkC8C2NC/+sK76Cff/zCMfpe8fuASuviSl3AgrMdmFcLQOULAfS9pdmYxPfuD98S3Cy5+ja4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"path": "emoji_u1f481_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman tipping hand: 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": "e49a4482887a7153da0115253cf3b4a7bec6537aee8bbcb0b880c090a91780cf.png"
} | Generate code for a svg of a a black and white image of a curved arrow pointing to the right | <svg viewBox="0 0 512 512" xmlns="http://www.w3.org/2000/svg">
<g transform="matrix(18.68858,0,0,18.68858,1980.72462,-13005.28789)">
<path d="m-102.2208,702.3755c2.1639,8.4072 15.4259-.018 21.3586,11.8432-.9731-14.5005-17.0794-10.6589-21.1187-13.65l-.2399,1.8068z" fill="#fff" fill-rule="evenodd"/>
<path d="m-105.2737,697.0534v11.9797c5.69,5.9916 16.0795-.0293 25.6569,12.9219-5.4668-17.7982-24.7681-6.0468-24.1241-24.9016h-1.5328z" fill="#fff" fill-rule="evenodd"/>
<path d="m-103.1933,696.5534c-.0844,1.7269-.0291,3.9245.3965,5.4082 13.2384,3.1601-.723,21.19 23.0341,20.9981-21.2885-7.79-3.848-20.0324-18.0657-26.4062h-5.365z" fill="#fff" fill-rule="evenodd" stroke="#000"/>
</g>
</svg> | |
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wbHRsayGtf0D+18uJALi+Mo1nE4AAAIpELTcZyi33S7W/DVSRftaRwQAA9CbQBQA0H+2jfIGwABhjrbWWPx54YHDAJ38n7WYAAEAAAEAurLsrWuqHIT9ZsGPfuH8DAABQASkAoBK4Gvzit5X12eQ4AFAh45HQAAQAADQTVPUPAABLnAAJABAAQD0cAC9yz30fNFgGQ2UAAAAgAICGISd503Q5AAAAAAIAaJoLkKMOgPL+iP4BoAt0eQAQAECDBED2nOXGBRQ8Ab2B9RU3BbEY8wxAAADNEQALGUeX0mlyDmoIAKAW7wO0sAIQAEDfbXwZSRzRPwDEsXjp6ik8CwAEAFAknG4yWUQA+v6BXsIGTvIDIACAvnQB5tKROc6TB3oNLUc1ANv37MKTCUAAAA0SACmj+bSCAQD6Bdt27zyNZwGAAACKhNNNhqL5NO2AsP+BXsP6spuC1oknP4exmAAEAFAcithkxOXrdj9IYgH2P9BjcFEDMDA4MINnEoAAAMqA083GNqpH6x/Qmw5A/hqAjdYGBAAAAQA0UABQZG8hAjLPDQCAGkO4cACGBiEAAAgAoHkCwI9gLNIAcACAXsPakhtRu7HeegvPJgABAJQB55uN7wCY8vutDeT/gZ6DwxkA6AAAIACAUlDIZmM63S/PuQEAUFe4mgEwvG0UHQAABABQCmYKEQBXrmtdgDwnBwJAXeGqBfCWb/+7U3g2AQgAoHBMPPm5wuxGrQuwAvsf6EEB4MYBgP0PQAAApaKQiEPnAqAAEOhFtNacpLZm8EwCEABAmShs02m9MesX/XXI3xMFSAEAvQZXHQAeXsCzCWTBEJ4CoG6bDpH9+ksXGd86hOl/QM9ifcWZq3UKzyYAAQCUiWI3HWr7g+0PwAGwAWoAgExACgDIhCILAQGgPxwANwWAR1/8DbQAAhAAQI+5AADQo6DiP0cFgBDiAAQAUAmewVMAAOnh0P7HexCAAADgAABAYwTA9RW8BwEIAKC5mHjyc9h8AKA6B2Dm6Iu/MYNnE4AAAKrCU3gKAMAeDvP/eO8BEABApfgKngIAsMfqtet47wEQAEBP4BSeAgCwx/LVRRd3M3f0xd/Aew+AAACqw8STn5thaEUCACuIjQ1X/f+w/wEIAKAW+B08BQBQWvRPgP0PQAAAtQCiEQAoTwBQ9T/ecwAEAFA9Jp783BxEAACYQZX/sP8BCACgF/H7eAoAQI+V+SVXd4WUGwABANTKBaCoZAbPBACo4cj+P4XhPwAEAAAXAACaEv1fu+5q+A/eY4AzcDwFavzSJx6a8j6Mh7412b6ZcFLxPcqPv2D6pVVvY9gQGzNbRkZmgq8vzy+w/+fZ06ea9JzNPvbv6fmaxeoBgCjm37vki4CcoOK/W5r22J/8X45P79p9iA2PbN0UQ8sLkwMDQ5PB1wYcl/bgAEkHIM2wqBs599DjT6JVud8FgEfqkyEin5RImxbaVB2ve229xQYHB04PcD63vLrKPKHwTCAaBvjAjCcW5jyxUIsF7omAL3kfHsdbCwA2QZH/lTfOubirX/cEwK/VhNSnPFIf39hY75C5R+wnR7eMsY2N1vhGa31qaHi0ri/J6XZgFhYTgWiY8cTCDARAc0l+OkTmR9pEP6VRkj2DDSG8N57wFq6Y8T6dWW+13hoaHDx96er8TJniwBMA9Hy/iW0fADZx7cIcuz67kPduiLBu8QTAXJkkP77n8GRrfXVqcGjkCOcD3nube4Q/OMkHej57PNcWCiQG3gpEgycOTkEA1IPop0LkfpLZWfT9GYFsbDDO+em19fUZTyS8MDgwcOry/AIJg0KUricCvux9eBTPPNDvoMl/l18/53+sa/TvEf2kF83T3jnNhDg+ODw66V3w1MDgMF5ANQK34JlAJDQ1xdAIAdC27imyP94m/GmswfxYW2/NCSFo4T6zur5+amHp+mlPFOSOMDwBQK/P03iGgX7H0uV5tnjpqou7mnAR/XtkP75tbPfU8Mg2eo+e9AKDqaHhLeN4pZzgVFsQUM3XqSakEmopANo2fkD49BELtARsphE2TnubwqmNDfHMpavzp7O6BJ4IeBpCDeh3UO7fQfX/Ex75fzZrdD82cXB6eHjrcSE2pgcGhqb6wL6vC+baoiAQBKcgANSET1E9WcYnQRq1EwWn11utU+vrrWeuLi6dsnUI4AIA/Q7q+184f8XFXd1i2/tPEf6OXfunh4ZGTw4MDXuEPziFV6J2LgGlDp6qQ9qgEgFAlv56a+PRocGBk4jwG+cQeAuYf2V5dfWpL/3FszNwAQCg0Og/Mff///1vH50c3bLTC6DEp7wIfxoRfrMcgtb62jODQ8NPVZEyKE0A/I+P/Mj04ODApzjnjw5wPonXvvnwRNzMhth4yhMFv/973/ib0woBQK8zOgIARP/ZCUJZ+f+n/+njU4MDwz/PBwYf9cgD+2kPQGy0ZoQQT7Vaa195+F9+7VTjBcA//7EHH90yMvwptkn6iPJ72x2g1sOYGMBcAADRv5voPyB9j/Af9YgfpN/bYmBOMPHU6vLiV378F75R2OFPzgUASB/wcHq9tfH7lCb4rRt+mr5+niHNAyD6Tx39/+BfPjdO9v7AwMDnQfoQA67FgBMB8LMnPzy1bXTk80ODg48ODg5gowfCeOq/H/nw+N2DN03jqQB6f7PeYLMz7+eO/hfvW3hi7scu016KeRpAB63W2lxrffWplaX53/nJL/x17iLCXALgn5yYmtyza+zp4aEhKFNAiy18mP3r0Uf8jwDQy3DR97+2d5Vd+LmzeDIBI9bXlmfmLr390GP/9oWZrPeRq1yUesRB/kASlsUa+5O1F/FEAD0f/S9dyT3yl1196AqeTCARQ8NbJvOQf24BAAC2eL71NpvZuIQnAuhZLF6azz3yd+nua2zl5mU8mUApgAAASsMfwwUAehSU88974M/G6Aa7Oo3oH4AAAHoQ5zeusmfXX8cTAfQcXEz8Wzgx54sAAIAAAHoST6+/wubEEp4IoGewtrTi33Ldx95Vdu2BeTyZAAQA0LtAQSCA6D+O2Y+jPgaAAAD6AK+0zvk3AGg6qO0vb88/Wf/kAAAABADQF/jy2nO+GwAATQURf962v9bOdVj/AAQA0F8g8icRAABNBVn/edv+yPpH4R8AAQD0HZAKAJqKlWvXcxf+UeSPnn8AAgDoWyAVADQNFPUvnMtX+Ec5f8r9AwAEANC3QCoAaBpcTPyD9Q9AAAAA20wFYEAQ0ASQ7Z934h+q/gEIAAAIgQYE0aRAAKgrfOs/Z8//yqFlNg/rH4AAAIAuKBXwR0gFADUGWf95ev7J8p99BAN/AAgAAIiBHABMCQTqCBfWP5E/9f0DAAQAAChAtQBoDQTqBBfWP7X8Ld+OMzAACAAAMIK6AnBgEFAXXLswl8v6R8sfAAEAAJageoA/WP02ngigctDAn+Wri5l/38/7o+UPgAAAAHugHgCoGi4G/lDeHy1/AAQAAKQE1QM833obTwRQCa6+dynXwB/k/QEIAADIAXIBMB8AKBtU8Z9n1j9F/Venr+CJBCAAACArgvkAOC8AKAvrK2t+4V9WUL7/0j89jycSgAAAgLwgBwDnBQBlYDPvfznXfRD5o+gPgAAAAEeg2QBPr38fTwRQKCjyJwcgK1D0B0AAAEABeHrtFRQFAoWB2v3ytPwt3X3NvwEBRM4bUDSG8BTkX+KaT0oA9//f/qwvQEWBB/kudmBgFxYf4Ax58/4U9ffHnH+h+pBmp0ze0yx+h6t+vG92QTgA5etYQTcRu7HgplCtwvFNeWXtvy+Ut97T0sGQIBQFAs7e3+28f9aWP5rv31tFf6Kztyj3FPrY/p9ypwrvi2KjfROWN8XPK/5G53/ydYX3ZTgJcABSa1uRrFaF1R1lUb9mvSssxS6PCATNFXDeWL1MY4L/y+o32T8b+RG2hQ9j4QK5kCfvT8V+lz91oaFFf0LeJsz7lWZvFFn+pjHyl35OJP+0/E1h+j0Ox6DvBUAS2YvEb4ocb4KMb1TFt7hiiQvD+u58SwjpXnk4o1B7BJMCPz3yQTAYkBl58/7NKvoTyWQv7YmJu6NweG1pfjpm/UcfGNdsfN2Hxzt/k8eVAQRAPxG+PmAX2ZancLHEDcuRm+4z+ubkKnHANf6CvDnU3CWggsDx9e3soaEPgMmA1Mib9yfyr/ekP/k9rSd7YXAHTLuZsLwMNxtf6EeERP5agRAVB9woCljfCYKeFgDChvBFygUtyov/hfU/8Phn3HCdIvobWlEguwQ1FATUGTDOt7H7Bw+D0QD799bGBpvPMeq3nhX/SYRvIHuN5WkTHJW38VltgSGBEBcHQlFjKIuCfhIEPSUARGiRmwnfguxFNg+g8PeHsupfJPx9HhMHIkkUcMV7KyIIOOmBWuDLq8+xidFtbHJgD5gNsAId8pP1iF+K+utT8W8gfSXhC6XlqSZ6kfi3S29+4vKOJvTmhv/faF5TJQwEjzoFyiBKhFIGPSQGGi8AVFF+asIXdkSfbrGLwt7vkTy/4Y3CmcbdEBaiIPRGEPKbKHjzi/qIAeoMoKJAtAcCidH75Xn/mN8sqEe7X/i9J2J7XRLhC8XvGAneJlIqNcpr70m6v80lgaAqWYiJAhYXBELE9kg5xmy6GGikAFBF+irSF4mRvaHERaRb8Ok7A9IpXtOdqX9EIxJ4tKdAKwosBUFdxAC1BVJnwL8efQSdAYAWRPyLl7IdLkXkX92YXx3pyzuZiG2GIh4xqak+ufJZEzyVKwJ4QOzcdE0KgRCOY0QspkoQBEztDjRcDDRGABhJPynKFwmlLhYLP09nX3rJEK3y42nuX1rh3EYYqERBgiDgon5iIBABaA8EVKCiP7L+s4BIf/bjl0omf429n0D6QiEQ9GIiYT+yInhHVc9WwU+yE+sLBC7shAFv/7wQBkHQ/Z2wO6ATA02qGai9ABC6thQT6acmfJGa6EXWFW6bPuBZ3kc8rl5jbyiFMJBFgUEQZBYDJRUQUnsgiYBfGP0oGA/ortIcw36C0/3Ka/dTRPsxV1NENkNh3OAsCN9I9Mltf4W4AMIQ/RtjJiH3CeqFgWCKvU8vCMK/rhMD4ZqBursCtRQAcrRvZe9rSN9E+CJhsSWSvHAvetPcUbzXVRiHZ3JtLkzEzAMhJf15+G2eRQx0CgiLdwX80wNXn8OMAKCDq+9dyjzsp5xefxHfw6xJP4nwbcleV1AnLPeqolMBfPNauHm/5IooX8cFMVEgCQLOFU9NGjFQ8xRBrQRAUrSfnfSTCV9YMLqweRPn5Hie6ve58Q55ojhQiAKuuHfJIeA8jRjodhTIrgAvUAn4hwZ5ezZEAEC9/mtLK5nJv9hef1W0L6J7kgXpC0Xu30z4QvFj6SYAxv+SsH3IuTY+LhJEgsYGtZsBEBUEImT/y+6AWQywrpHLo/dVJyFQCwEgtLl9NXErSV8kLEkbwk884EKkfW8UEfhrVzY3CQTVlCyFKOCCKwRB1CEQoZ9JFgPdAkLZFRBdJVDI2wGDggCa8nd9diEz+RfX668mflW0LyRhoCZ9YdxTrQjfODdFWG5UIuvTkRj9a8M0biMQJGEgi4LEoUCSFjOKgXDNgN4V4BGLoQ8FgBD20b6y3S9FlC8M4XzSbMAsJC/yviEMEpmzxPd2bJVzlTBQiAJZPesEQVYxoHQFgo2vACGAQUH9C7/o73y2or9rD8wXQ/4dklfZ/IpoP+aKakg/FuXLp/Ylk71I3BjTtEi73veEflS5NBVQd2YKFwZRYCEIIu6AtRiIugKdawgNHKpSCJQuALT5fRXxK6J9oVhkwobw5RdNR9XWU6hsFbF7byBJAXeIV/u4RaIoUAsCzrjIJgZ4+w9GhUBbIbNi6wSoHoCNMIiAPgIN+Zl7+0Km3yXivzp9xfHbVyZ+tc2vjvb1ff8x0td2A6j2EGFF9CJPJJS7/1kk7N+SQyCLhFQzAKKCIFJLwNOIgdBTK7kCsVqBmBBQbujNFwB64o/TqU20b0X6CWN7k9azSHnoRdkHT3KDUlcfCMSlQr/o73CeIAiklEHgDhjFAA/p8pAr0M2TiUh6IFon4E4IQAT0D/KM+SXydzroR0H8cZs/RbRvIH2hGf1rJnzVPpuy7S/JgczMGFy953Hzr6lqnWjvSjsDQMQNCAsxwDuvA+dxVyBaK6ASAnxzzFtJQqBwAWAifhfRvrBSiSKR8IVVq4vFG0KkeuvYEbzmH0XCT3LFmz0uDHiItBMEgcEd0IqBUAFh1BVQpweKFAIYGdwfoF7/LBX/TsnfRPydN5qK+NXRvhAWpK8SEKpNU7M3m/a03ClNkeL3OGdGSSES9kzNSYHy+DTORQpBILsDGjHAFQ855Apo0wOCaYRAsSKgUAEgshK/VbRvIn0z4Zvtr4TBPUWchJlFLChUfKwIUHPuNZc2BWEjCEIKOuwOxMUAl/JeOlfAnB5QCgEHNQIYGdzj5H/+SqYxv9Tm58T2tyB+lc2fHO0nk75QbobCIroX6YheZJyGmlMscKNgMO/5XNrj4q2SyYLAWOkfkLdQ6Zhu+2KkVkCVHogJgWJrBAoRAPmJX/1i5iN9W8LPT/RCFCsNdO1zppO74jP/JVGQJAikzYFzjRgIpQlkV4CzsE3GYumBRCHgoFgwPC0QIqC3QBX/dMtC/vlH/IoowdoSf8gNsI72jaQvLCJ8odxvk4g48QTUXGekJL+jBdf8njB4ocYZANFfSBIEajGgcAbkyYCKLoJIeqBCIeBUAAjVdL4E4tfa/EIfrQsL0lerYc1CFvbrt2hydyUwZJEgEkWBjSBQuQOSGAilCWRXICk9kFYIZJ0jABHQe6CoP0vFf37yd0T8VtG+BelrJgEaHQBhrJJKii4cRf92RVaJY9G5WhzYzQAI/yc60rzjgHYOYxN6MSCi5xUIRa1ARByYCgZVQsBhfYATAaAmfmn5JhC/MbeviPbTkH4Wwk9D9CLfN000bvVtnuL6w6Qpv1Y6QcDl15NHvIFQrktKEyS6AqJz2kD4DWEUAqGugeAxZhECEAG9g6wz/vORv5SrjxTzOST+yN5qS/oJEb5yyqq5QFBYOASlBD/RzSx2ZbohQULy6bnifqL1GFLdkanSX+EMqIYBqWoFIsOBtEJAKhZU1BtUJgBidn9u4jcXn4jUpO+G8IU5nM6qaVNJC13Vf8wA43pxoHqcAYHqBIGQFCcPv1ZhMRCxuITRFYj8PI/XCWiFQNA1EBMC6QsFIQKaD6r0p3a/tBX/uchfyH37mq8NxK+y+dNE+2bSz0L4unNV7DsCCpsIrBx0xpXXJjTiQDkcUKo15LIg0LkDkXZlyZ02ugJMmx4wC4Hga3JSRceRECK/AnDjALgkfutoPx/pmwjfZqiFSP0E5X8D2I4iVs78lxpkueG5MAoC2R2IiYG2+WVIEZjSA7yzkZmFQPBGEFKhYFo3ACIA5J8+6hdmIZCV+BOi/XhOP5n01YSvb8c27SvC4BCUEfbHkw5xKzQxSEp97C+PcZCKyDtiQEoRRNIGpvRAghDo1GGFRUEtHIDIGyFuSWUjfl20byrQM5O+SKpcNbXKWBN7QSdjGw+/ir8JdI80Lgy4Ul2Hn6tYykAjBlRpAjlFILsC0fSArRAIzxGI1wdkSQtABDQTWQ74yUr+ESIXQj3AR6iI3p749dF+FtKPR/giMbLX12UlblAp6qhyxECxSn7NZUgBjdo1EJJToKvyl/+sk7Y/FhoZbBQCIceBx1sHqxcAQp+LEi6J3xHpm6ZaJaftcxB83oFYycabYsHyBGEgopP9FILA6A6ExEA4TdBd/BpXgIeG/1gJgXaNQKR9kLdFQUgIyGmBFN0CEAHNAhX8pT3gJxv5h6J+XZ5fGbnbEL/K5jdE+0I/7EdoonyRQPh2ZC8SpvAV7wZEL1HNfnIRn+mhc/WgwY4gULsDlqf9ySkCraVvIwRC+65/v+2CREcKYMjVqyMcE78qty8sFqSW9EUiddqdjGWhOJ2+KYSFGmCKlhaNVRIRBlwxDTCFIJDFAA8fgBGx2URo9n88958sBKJdA52BQqEhQcq0QMpuAYiAZoBO90vb7pee/NPZ/TLxq4r74sSvIGxpKJAy2s9M+uqJg7KgsOryN0RLBZUAMOV4YHnPUxCjqmhefmqUx/4qovewGOBSKb8wpAi6RkMoPZBWCChSATVwAFQErmrny0b8+UnfhvBFotWftgqgGD0stBJAqFat4g2gsge5RhDwyOuQLAbCG08sRSDVCqQWAqH2wXBaoJP77xwwpEkLWLoBEAH1RpbT/XKRv464hWZyny3xJ9n8SUWBKtI3Er5qVxKK6FhkdECLywFETyXVH4FungEgFQVKTkF06FkoULI44Cd5MiAPpSa7KsIoBLjo/F6nfbC9bDh39zwPuXh5lHn+1MSfLtrPRPo2hC+SEwMpDskqzgozGANce5oh14gCtSAQXOcO6MVAkisgpwdshUCnfVAjBDr1AZG0QDY3ACKgvuSfttc/LflvrmN11G+f589O/InRfmKkLwwDfgyEn0j0wrJVv5jNkAueuNkKrn5o8qE+egdAPTaYc7UYULkC3eBHcgUkIdCN5jVCQNn/H9xnqD6gHg5AdcQvdPZXbH2LhOtPIHtRxbK3tMckctcehxmbEpYsCHhotQqDGLB1BUR4oFAKIdBpHwwJgXB9gOwGsLYoyOoGQATUC1mO9k1H/qaoPyHvryX+8LvJXBugIn79scEpSD9m6QuLYEiYp6kmRiTukwBCOcZPJRIUjyZcMh/e00Khu7rlT/Fvcp5fUTMgONOOCI7/fgohoKkPqIcDEFk3Qvm1FfErclBCN6lKmCJ9oUkX6BeqSFjU6ToC3L0duLU9phIHCmHALQSBnDJIEAPhmgEbV8CFEIj8TGo3IHluAERAfcg/7dG+qcg/EumniPo7ZK/uBkhN/CmLAtX5fKHe47SEL9Qt1toNzKYZWTje+ATjBus/JhK4WRgIacCPLAjklAE3iYHEYUDhWoEsQiA+R6Beg4Ason6nxK+L9oV+8YrUhC+shG3BR2Ik3CNXWF0qcSC0dppQWAnRUb88ooiTxADvbIpuhUCsfTAg+VB9QKRtMOgWULkBnVSE3dwAiIBq0VpbT93rb0/+pgr/rFG/XTeADfGbo3170tcdH6zc7UTS7iYstzhXBdA8OfzikkgQCcJAGimsFgQh0yBJDMQO+Ym6AmmEQKRGgIfaEzlv72GBUOFOxtIPuXiR7IifMWVxnwPityV9rUuWwOyZpl4XUBPDpQVvfstxrTgQXGidAqFwCMLugFoMyDUDalcgqxCIzhFoW/7td4aIuAGBCOl2C8TcgHZRjUiREghEwM+MfARHCZcIIv359y6VQP72UX964g+/M7MSvybaj+ydQu9+CpEQoYuURG9/5rldkMQN4Y3NAQAS0TMWczJlC1REjjLVCIJEMRCvGVC5ArIQ0I/1lYoFw4OAVK2E9XAA4h0AysN8UhJ//ECNZItfaE/Esid8K7IXeYk96bcTTvuzOg9b9Ui4YcELvUPAk8RAuGYg2RVQ1gkYhUB4joBok7mcFtB0C9i4ARYFgr4IWPkm+/TIB9n9g4fBziWQP0X+aQb9LN19zT/SN4n8lYV+igp/rRBQ/Ltc4JeZ+FNF+zrSF+qWZu2wM2Ff2Wx7ZHDO/dA+68A7wYD6tY5vkDxBEIRTBmYxIO+5CRZ/yDGInvCnEwLdOQK1HQRka/enIv4U0b4d6QvtgkpazMkui8iwaHMIBO2cf64VPN1FqrpWHnMJwg6BfGqfVgzw6GsuuwI26QG9EIh+vfne6NYHcMGU3QJJboA8N8BvuUlICXx59TnGRhhEQMHIQv6zj1xKZflH8/eSEMgY9Qs5cndF/EJoBqCJ1KRvRfjCtqtfpDEE0jmdVlao0Ox5GmEg4qlPrtJTKcRAtO1POkcglB6Iknh7nj8zH/Qj2ptXdy9rB0TdyueqHQBL4ldU9VsRv+0hQYow2VgLo6loFYmPNNuqdjYI0MatiLTo6YUB56pnhEcWeNgdMIoBEX7TdZ/9biGLnB6ICwF1aiA8R0C0yTpaH6AtEpTcAP3cgHQpAYiAYkHV/sWSv8ryV5O2OupPWRcQIXDDuQHyMCGbaF/+fc2bXQhh3JGEaTiQ9twVUcjGJ5JUgEgQC1wnDBSiQCcIUokBzTG/4ftXjAeOOgKGGoFw/39wH1x/8mG5DkBokart/jzELxQOgDnaVxW0iESVq3hMlgvYaF4VPgiQq79SHamsEgUGQZBKDPCIkRZxBWK1AvL43sQagZDlz4J5GFJ9gNwt0LH5o26A3CnARTwlYNslQCJgeXiNnRi6DYztmPzTTPmzIn9Vlb+K0A0V/kKTMrCx+3MTvyHaF9pDfoTRktQSvrLjytT+V9BAtMTUf4jkueoxSCKeq54mlSCIFg1ai4FY219nRwqNF4ge9KOrEehG9yJU7xSvD3CRgHE2B8DG7s9K/KYJg6lIP4nwrVr5kqv7CpsJECvoEwblLPX4a0RB+KfivbDya8PVYkAqIIy5Aqr0QBohEAwU4qFaX7EZ7ce7BbpFgnJtgDw3QJUSSNMl8CdrL7LzG3N+XQBQPvlTvv/aA/MJ+5Mu36+y/A1CIIPd74b4DdF+bF80kL5QVk2Zx59bH5BWzBRAkWD9d74SGnHADYJCJwgyiYHgx6WZAJ1aJSHVCVgIgTDxB/tmuD4gSAvUIgUghDXxy+ozO/GrzhmwJX0z4YsExSCyLuNcyTBudzciYvpLizUuCoT0i136k6w2Hn7OZWdA7QrwyKYmpQdSCgFdWiDeLSAVCcY6BfQFgpu2Wrq6gOdbbzO2yiACcoLG+6Yhf4r6Kfq3In9VNG+08VNG/UKkqAtQnRugyu9rThxURfuK0wK1Ub4qZaCxU5PmBdhubM5qAJL2a2m8L1e1AxpO+Ys+PbZiQGrXY4paAUXRX0cIdIIYkSAE1GmB6lMAisIWc9RvS/xqm18f7WcnfRPhJy5tUXzEn3QlXCJ4oRUGqmEYXCEIhNYdiDsD4fx71BWQawVE2EXQCAFT10BXCHRJPuwGhIsErdwAqUAwUjcg0ouAHx++j23hw2DzlCDipwN+3JG/Xb4/sdAvVuGfLuqXRYE+XaD4HeVwIcZMRwSrSV8Y90l1sbVIZF+RYn/KHfkrovu4g8n0e7fyyF/JJRDZxIC67U+VHuDd800Ek1IDLFosGJsjEK8P4NwolUp2AFLY/bmJ3xDtC2FH+vp2mYqI3okLo34EXCcMJKcgLAhM7oCQuwZ4tCMg7gpwaZGbhUCsayBUkBcpFJS7BaQiwaROgeSUQLQuIKk4kETAOXHVHxgEEZCO/G1H/FJ735VPXWArNy+nI39tvj9e6GeM5DvvMY1DYCsUTMRvTBHEzx9Q2/vCEDAJC5dTWO0tFe52iaZEtP9fRPfAcCdVuBWQC607oBMD0Wr/KKHHXAELIRDt/+ehfTDY59wNAXLjAEjkmEj8igUrbKr/raN9E+nbEH69yT6bQSOUokAnCOSUQXRhC2WaQJci0KcH1EJA7hrgnTOwk9MCptoAVYGgnBLodgnE6wJsigPPb1ztTA2ECHBP/jTghwb9mBa7utgvSt7CyvI3DQNSRP2KugJXxK9yAJQugC3p69yD2pF9doEgRNw14FypIRRH/kbdgXBOP3zfXPLrRdg5NaUHIkKAdxzNyH1b1Qfkf7YGXBCMMNr90lkBIZUthIL8RVcgdBZ+54OIvMBChN8imzZepOYn+JfQD4vunwhfVPt3ReTx9CpE8DoIEY2EwjfRfZJF+JkXod9XvB7hF7F7P9Lrp3ztoq9ZOFUkOq+Rea2JkPiT11lkY1BOrxTRaxLyfatbXlUi4HdX/tL/COiR5nCf1s71DOQfWrtCXmeis0Zilr9E/kJIDkHnd0R3jWlGB8tCI+JMhH838jvh+wu+lpwHIaLtiaH7Cz8OFvpedw8U4Z0xshdENs/e2vE6aZ7OHh96HlTPYfi1UT+HLMo5ytcnzDuK+wy/1tI1ya+xaa1VKgC6izu0YQtp0zQSv0wU3UUsdMQRKQTMQPp9RvhpBIF8wJJODDBJDERERFYhICQhIFQtpSIiAnTrTnaawtcpmGKthaMy0b2eLhcISSzoV82cWPKdAIgAPfnbHu5DpH/h584ayT8sRoUIv6bhDTZM6iGBEBML0u/I9xtxCAy/JwkFJv08YwbiF3Hij4nuDKQvIiTYy4SfQRBIYqD7/EajzdhzGyNszfdSCwGmWXdMWkeVOwCSlS9FYtG8WjriZ0qiYLFoX8iRYxLpYw82vzUM7kDnNZXEgLxBiUShZxIC0fZSIb2mdm6ALD6jKRHB4i2sqpMrw/8mDOmumL3dPj/gldY5LCoF+dvM97eZ6x+J4oWm0l/aqCMkLhN6Z20kRf0stM8JSZDKokG1+RuI30giCvcgkfRZnxO+xa4nhGLfUwktDXnLa0AweyEg33eCiIy6AXVwAJgUXUUirHCqIA/xy5aYTPoi5BiA9AtxB0KmvyzwYq6AKj1gFAJMImHZ2RGKjhOTGyCvR4uUgHTt6hkX6UTAf1v99maXAJCK/KnKnyJ/a/JnSeTPopuowfKPELIp+lK6BbLdzyTCtiF+jc3P4tfddcpA+i4FQUwMSK6AYCZXgCnTNzohEH09o4WkZhcqPxwNAlLbrtE0hbCo6tecKsiYonhPaOZPCCaw3gsTA93pVjzymneK+jjXFw1GTvVj+hG+mz8eLRRUnOa3+fPxIsF4p0C8QFDVJRApHgxND1R3CNi3CdLUwLnhJfbQ0AdA/pbknzTdL0rmzFzpbzkHQFnoZ6zwT9cGaFPcFxGU4d/r2luKgmbRIwV8dRUDwYYklMOA9If8cKnVWTEuWMTbB+P9/0ERo3RscG1GAavIX7ZUYws4/jNWxC/UwykFWL/UNAELj6UMdRRwEe0i4KHXuDvJKoMQiI3x7YoQuWVQ7hTgItouqOsS4EI9L0DdIRBvEzSJgKfXXmFzG4t9OTCotbZuTf7pBvzoKvD1h/4Ixe8xxgypAaYUGtozA4xjhBlTnRyoIv7ovihi7zv1ccNAsWkC6djfSKAT6tVniiE+HWEgCQHDGQFCFhdCPiSoDg6ANuqPT+/TiYPsxI9ov66uQLgvP3KKX4IQ6C5+0W0djIwXTnYDum8SEW0XDBO9dMxw+N9U8wKikwPVbYI2A4PmVpbYT498pG/aBIn059+7lEj+ZPXTaF+X5G/O99tE86aTAjNG/TECB/H3iisgQmF9tG2v3c8fGesbhP9y+yAPBSjhoUDttkHJDciLAQfPhbLIzy7Pryrui1osQgipDYuFcvtYinVyBWJ5+O4/aOtBooGY1MrHmHLdRLsF4rUBQqoNiIgVYa4LMBYHJrQJ2jhRb25c8osDqT6gH8jf5ljfoMc/M/mH11ga8hcqx0BR6GfK9UccAnNnQDSfy/RtXuE9T1PFD/KviyugqRUwVvszRbEh0xf6JdScVCoAIm1WTDA5HyX38kffAGHiF/bEj5VXc1fAQggITWEoSxaQTEHCyk4BzfXEugR0xYEFiQBqD/ytla/3dJugLfkHlf7GHv8k8peLp6zIX+4MENpZApE9SluVzTTnAJg3+nhboJ74EfHU3RUQkboTeyHAmK5QMPz7sSJBB8vB0RwA3abNtC1f4SctifhRyd90ISAshYC6Y0BOIZlaBplMykImEcWQKqESsooOAYcioJfbBKsn/6RKf8UZALEqfxa1/IUq6mcW8wCY5BioN3dlxC9A/D0pBLRtf9G1Et7s4mu5Lg6A0Ef9ertfP/1NRfxA04UAMzgCYTfNkBZQuQGSo8RYfBaELiUgJOHKIpZs3M0yDwzKLgJ6rU3Qlvxt2vyyk7/qMB/FHAChnwOgGwak68WW/4bdVDdmJn6EPD0oBJg6TaBwi4Sh/18wN4Xv7hwARdSvt/slZ0CeyAfi73FHQB7qkzAvgjG1G6AYIKQa2mMiZrmNtWvnKgSCRPyR388oAgjUJki3fiH/hRNziW1++ck/OlAlvGFGp5Kq8/1xy1+K+pne0mURkWgifs3oXxB/DwsBecIgs0sLqNpYRS0cAMl+1UxUi9v9cqTGkOPvdyFgSAvo3ICYJa8d4MP0dQHK4kCFQDDWC+QTAeQCfGml2cWBNuRPxD9/Ys5qjeQh/9gwKKGO4pX5fq3lHx/oExkvrJ0CaLD+kePvcyEgryeFW6UqEnTEkk6KAGPjUnVRP9MUbDEQf78KgWirE9OmBXRugNwpwJhMxiLWTmWqC0jqEEgnAlgqERB0CNBZAk0DHexjIn+y+snyT6r0lyzFzOQvdwjoh/voLH+mjdrUnQFJUb+IWcDR6wP6SgiwpEI/vRsQXluVCwDG7KJ+c54fy6J/3w5MUSioSwskuQFMe6KfEEJz8p9JBLB0IkApPpjkJpjRxNMEifzpaF8dbA70YbLwkq18lpH8mYb8RdLPq6YICmOFvzLq1+b5Gez+/o5+ImuSGdMC8cLV+rQBCruoX2f3A0B3P1anBezdgHiBYPw8Af1ZArlFgEgSAXYuF6UBSAQ0oTgwifyXb1/yK/3pSF87PzH8mfyaZCX/NJMDFfl+YT5d0BT1mwu9ALgBhmOijW5AbYoA00b9sPsBkxCIpwXs3ACmLBDU1QWYigNtZgXEvs8sRUCKte+fISCWfr3Bkf9Tl3/yQmKlP4s8Xzpyz0P+LJK/1xX76fL96kK/UNBjiPrVJ7wBgEIIMIVQNQ6jqsskQMuoH3Y/YCsp07sBaVIC5uLAyPq1FQGCKQ9pkWe+S2o5Eb+1/PUZ78OnvdtcnV6jJPL38NkLP3f2K/YbYHgziUfcbsifaVr3zPl+teXPYl0C2qhf4KwSwM4GTeMGsDoMAhIpon4AyO0GsHiFfsyBihC2KSoXliJApBYBSdF/ivfDpyae/NxT3seHvNvpBpA/CZX7j774G0/QtVvue7EIWiZQ5+Qvkk4NVLgOOsvfWOQHux9w6wZEBEHlDgCifqBMN0CwWJueMIoAEzkzSxHAqhQBj/7SJx4a90TA6bYIOFVj8j/dJv/TTz/x2Dhdu5XIi2x0MlFLAYQr8mca8tfl+0OvqakoEFE/ULQbIBx2jzicA8AQ9QMlugHy3IBwW1WUmJlOBIi4wAi3CdZIBEzTfzwRMOfdSAT8dg3JnyL+hzzynwlfc/LmESVzFVGrJ/blJX/d8CCbn1dtyKpzBgCgIDegLg6AbPkzaRMFgKLcAKZwA7R1ASoREK4FEBriTisCWIIIYKoZAYkPPWKleyLgC96Hz7IS6wKI+A3k/wWP+D/r3eZ016zc3GKiSG3Ly4QeFQdZyZ8xU7GfOt/P9IV+8shfACjKDYiOQK1WACgtf7xkQNFugDw3ILIcVZ0pTDHOl5kFglYEdBWJ0A4C0t2XTowYEbPSPRHgR9zebaYM8qfoX4G5dtT/2zbXHI1swqIoSvYR4jV0AUTHjWclf6ax8rsqTXnAkMLyR9QPFO0GhNdkjRwAxmD5AyWLYmVKQE3MpsjdlrhNcwK674UoyasifXU3QoINMP5Ln3hoSiEC/Jw7K7AuwED+p9vkH/vbTz/xGF3ruPG1i1X8h0g1JvRE1DVQjve1IH9hQf4ietyq0FX5w/IHKgp+osdHV+0ARCwKAChTE8ejc5FE9IWIAPOEQKaYFsjka2KJ9QDTqm8WWRdgIP8n2uR/2taxkEldXfSnbveLkruq+M+S/EOBin64kPz3zTlYBD1AFdGPK8fJyXHAeAsAVaviCM8Ku+JAIR0lnFcEyGSvGxQUu3+7okBjTt11XYCB/FX5fhknDbaNoegvTv7xFADTzPa3J3+mJX+9o6A/YwAAqgl/RC1qAACgAOwe385OHJ9MKQL0dQHx4kCmORsgeYyvSGodTNMZwBSpghQOgCQC/Mic5ZwXsHLtuor8Tfl+i2uVnvPEin9T/p8prHwX5M/0P8PQ29/rmBifZLff/nCjRAAEANBzGBkeYtM/dBu7944DbGz7aAoRwAx9/aE4XCMCsrTvxb6ftj1Q83dU+KVPPGQjAoJ5AU9lee7pRL+FczHyD/r7TyX9/tNPPDatj1aEuehPa/fL5G/XPhg5REjZSmhJ/kKVJgB6BYODI+zwoRM++ZMIGBu7sW8eOwQAUDvy/+TJu9ju8W2boaQnBNJqYqEpDswlApilCLBuD4wXBbJYAVx6F6AtAqgugMYHfyEt+c+9fYGJjcjs/ic84r8/1N+fOvpPLvrTVfwzZaGfKh9vqvbXzREwk790TgDIvyexbdtudvfdn2H799/b+d7+/fdAAABA1eRPOLh3J5u88YbU9yUMc/yFhQhgsUjdQgSYZgTESgQ0hwiZ6wFOpnkOPBHw2203ILEuQEH+9DuU6/9syqf+pMKWSSj601T8C0WNhrIQ0NzqZ0f+wlxoCPLvOdx04wfZ3Xd9ho2OjEXfN+OTbHR0DAIAAMoC5fx/5ifuj5B/gBNTR3xx4EoEMAsRIBR9fulz/1Jcb+gG0LoMGRwASQSc8j7cwgytgkT6C+cuh8k/aPF7IsNLOR32Y8x5/yjRx1IAml7/yPcif0lXHyBSjQJWjxgGegVk8d9330+zGz0BoIPp3yAAAMAx+VPkPzI8qH7DbhtlH7zr5kz37UIEqPr1tdG6iEa/2gmCxnoApp0PYFMHoBABQaug8mjhq+9d8h2ANp5i5hY/LeT8v03e31z0x6xSAMbiP80Eweg1gPz7AUGu/wPHPhGL+mXs2X20L1wACACgUty4d6eR/ANQQWCWVEBko08tAiyK9CR+0LUHmosC1fUAmlTAdNbn2hMBv8aklAC1+60trQRfUovfpxNa/KyifxHJzcuCJ03Rn6rXPyH/H3McpL/LFKOEQf49DbL1j9/3M5FcfxJIBEAAAEBBODq5l33Cgvw77PKh21J1BaijUZYwMEg/LChiy6eYEaAvCmS6+cKaLgYfx3NthFJKYPXadfowwzar/PMOEzrZfWThxyHl/SPPizniV/f6M33+X5jHB9uRP9r8egVU5PeBY5/0K/zJAUgDEgtpfwcCAAAsQJZ+2gp/EgoPnziWqR5ARfDMyglIO+vfpihQ6khgivtWCI28DkBIBHRSAivXrj/RJv/TDl7WqbhrIkfpGhcgPOZXEgO6AkKhaCN0Q/5A0xHY/VTkNzZ2MPN9HEjhGDQRPO8d/JMTU3jHAClIfIg9OHWEHT2yN/N9nHnrIjv1ndezL3q+ufTbH4LPIp8rf4YHbxje/nfp+7xzT96nqvvZ/Gh336G/Eb/fW/7D156eqdPr+vQTj016H95UHZwjQkfo6try4pP8pOheG/HHawHsh/yA/HsRFLlThb+L6L3VWmUvvPgH/sc64rF/+0IuDh/CcgHKJH+5zS8LSDwsLK6w515+N7MTwDlt/h6xEg9wsUnCtP9zscnK7c8jPyO495H+lchik6DbP9H+ce+rNlkTmXAe3E/kD6v/fue+g1/x/6H9jfD9+ndBkfZMzV7eacb0EXtsYLiGsLVFf7GaiOihQCJ6xGOM0EH+vY89e4761ftJBX5pXYCJiUl26dKZnnzOkAIASoGpzS8LKIVANQRZkWj1h4kkQmYpzgdgGesBElIBIuU8gHIgjkf510TKct6fsXjeX03Wqna/6PdkQhcg/x4HtfWR1X/L5LRT8g/Qyy2BcACAwnHvHQfZieNH3Iec7RqCMzMXnToBke93SLcdgbOoExCO0juefWAitF2AiDsQ/juBORByHoL/dhyG9t2Gr8b75lTt6F+QKyEV+ilb/rLk/Zmh4l+u41ANEwL59yrxk9WfNcdvCxIV5C70ogsAAQAUBn+m/4duY5M3ThT2N0gEXFtcYWcvzhcjAkSQi49+HhB/QOIBh8dSBGERwMJ/J+D8TKmAqfq92p4okav+peg8QtRyVX+kI0Bl7euK/lhyCiDpKGEAxG/hAvSiAEAKACgEZPl/5mP3Fkr+AR5+8Jj/93JEr2HeiM8AkKYC6nr3k04PlIcERe6DRa8hIRUw/j/9d9OTdXmt//JLn6FrGRfSOF2lCyC1B6ry/mFBwBTtgKajgvWzAxj6/HuA+Kmljwb5lEn+YRcAAgAAEkCW/2d+7F5/gl85TsNgu7gwjwiwGfOrOFuAKUQAy1IPkNAaKB0YJOrlAkwxRe+8yfpX9/uzeAqAscgkQaFxEeJ/x9RdAPJvEoh4qyL+MPbv672WQAgAwCERD/nReBH5/kpFQMojflWTApPmA8RmEsTOEohNIqyPABBiSl31b7D+WXQkkF3en7FYWkHV7mfsLgD5N4n4aWY/FfdVSfwBaKhQrx0VjBoAwAlopC+Rv+1UvyJFwFefeZldnlvMLAJMhXtJ7YEs+DxcD8CirYFBfUG4iEAuPOzWBYbrDcIth/kmAjrlf386YbwoL+IC2Fr/0gjheN5fUfQXa/cT0rzB+HHQQD0RDN+p6xQ+qj34/qtnIQAAIIj6qSWPZvXX43o2RQANCpo5e8WJCGBcIv4OsXQ/jxcFhoSBZj5At9gvXHjIIgJB1xXgfTZZn1XgXUukNiKH9c+EosYioeiPMSYfLKRMAYD8aws6eIcK7eo+f5+cCHIBFhZ6QwRAAAC5ov6TNJ+/pFx/GhHw8INH2am/fz1zi2C4rS9K0PFuALlqXzckqNMm2InwFQ4D6zoDpq4AweuUAmBTqln/kUhdZf0rpwYyKYVgPi0w+cAgFnUOgFqBDumhaL8OFn8/ugAQAEDjo34d8swJiLftqaL0cPufelJgREh0fjfaGpg+FbApCH7hJ05O/u4fPzNT5XP8F//505NhVheagT9K658pjmo25f01Q4WY5YFBQD0Q2Py79xwtZHAPXAAIAKDPov5CRECM5FWWfbweIDTdJz4fgNmnAvQDgjq/ROQ7U/FTPBnr+ZfqGlm4it9g/TO54yKWQtDk/RMr/oF6EOeNfmFfLxyz2ysuAAQAYB315z3Ep5kiIEVRYEBHmil+dqkAFq0xiAmLLul535tm7WN9q4J3HdOxwj9pHoDc1RCt+pc7HjTFfgl5/8h9o+K/VtH+nj3H2P799zQy2u91FwACAEgEzdx/8PhkpRX+dRIBuqJAUz1AciogajvExxErawx2Vf7ECrYrHK0LTR2AvupfY/135IBd3p8p6wxA/lWBcvtk8dPHXkUvuAAQAIAW1FP/4PEj7ODenT3xeHKdHaAtCkyuB7BpDYyc+MfiZwXIBYFt1KAQUEwlF/4pBhpZWf+Gfv9Y3h9Ff1WDKvn377uHjU9M9lS038suAAQAEENTivzKFAHKWf5MUw8QcgRirYGmVEDo/sMVgKqCwLYLMF6Dp3Q8ufCPsXAdQGzgD9NZ/0xzyI/0PRT9VYbguFyakkeDcvoNTXcBIACACHrB7i9MBEQi/W7evsvYXeLPkgoI5wKSCwLrMQ5YBA6AqvBP0/OvOujHxvqPH/Kj+lt4D5eBfrD4+8EFgAAAfFB1/wmP+HePb+uLx5tdBMRb+OT5AFlSAR0XwLogcPMH/tXHf3T8P/3pX81V8Rz+2e/95Hj0wCJh1fPPpKE8aax/bb8/Q96/aFCETz37RPp1nNIHFwACAEirYLeP+sRfxql9vSICwlZAZz4A65zYmzIVwNr9/6rZAMkFgd5/yQU4VdFTqIn+mUXPPzMM/GFa69/U74/wvxjSp7a9fsnr95sLAAHQp+jlPH/RIkBZDxCZ5tclfn0qgHUq/GxmA0T4T9EWWA1Uh++kK/yLDRCysP5N5wkA+UHFfOP+hL57QPo97gJAAPQh8RPp05G9vZznTysCri2usLMX57OYAPHWwKRUQCAfQmcFJBUEGlyA6QodgGl92x9jiYV/2jMDmNH6Z9LgIXC/O9KnaL8fi/n61QWAAADxAx7oJMO0pwh2InamP9BHmQqQBgRFBIWpIJCp2wIrNgA0bX8WhX/G44JN1r8sJqAAQPpwASAAACWosp/s/qaM761GIG2eIviHf/4iW1hcScWCutZAFiJ+1YE+wTdsCgJVbYHtHzxSHf+LI/q2P8aidr+58E8wufCPGax/hrw/SB8uAAQAAOJ3KwIePrHpBKyurVu6ALpUgH5AULqCQKZ0GEIFiJMVPmWTNvP+5cI/pij8i7gAqrQArH+QPlwACAAgicRg9ecBtUE+8uBRXwRYR8KqVADTnRVgVxAYVhjatkBWtfltiP5VbX+xiX/h+5AK/0J/IV71D+sfpA8XAAIAAPEXABp9PP2h29ip77yekgyjXQEKu966IFB5TkBk7kDwpajOARBsUh39a9r+mDzxL6nwT8T+IKx/kD5cAAgAIFCc20fZPbcfZMcm94L4HYJOPaSuANv2wKj7HyVqm4LAcNVfd6aAdE6A2gWoTAB4VzAZj8qZ0raPnxjILAr/mKK9ENwP0ocLAAHQ56DJfZTjb+LxvE0BtQdenluy7wyIDAhKURAYqgEwtQVGfivsAlQKmeQN0X/sxMCkwj9VikGwfrf+QfpwASAA+jUy9Uj/mEf6vXJCX93x8INH2R/+2XetigKjxfrRswJ0swG0bYExF4BJY4S7LkCV3G8f/ava/lhC4V/4h/t74A9Iv3kuwJ49R9mlS2cgAIB8CPL7RP6o6C/5jew932mKAsMFgXLszmIHBxnaAlO4AP/Dw/946ve+8deny3xevv6//8S0iuT10X/UBWDWhX9COWkYpA/UHTfe+EEIACDHAoLNXwuQ20LFld/9wTnr0NhUEGjTFhiQpjwcSOUCeJ+VfyywYrJf6ug//HyZTvPro8I/kH4PvZYjY7V3ASAAahjtT940gf79muHE8SN+UaBNPUC6gkDzcCClWxBzAaoixmzRv6ntj+mi/x7mfpA+XAAIAET7iPZrDioKpEmBthGyXBDIJEJnjlyAKrhRKFv4TNG/VOynjP7VJwb2YuEfSL9/XAA6Qvn9978LAQBEQS18RPjI7TcDNCSInJnnXn7XKjYOFwR2j/V14QJIX1WjAJhV379x6I+67S8qGnpn4t/g4AibmCDSP+YXiQH9gZt8F+BV1mqtQgD0OwKLH5X8zQQJgJmzs5apgPCEQLvjfZUuAEucCzBZgQKYzBX9J8z776WJf5QHpmh/YnwSb6A+BAm/A/vvZe+dfQ4CoF8xeeMNPvHD4m8+UqUCmOmcAEsXQNkREPmqCmaZ7JJ2huifJUT/DS/8o0EwRPxE+kQAQH+D0gDn3/9u7VwACIASSJ8+Ykpf74BSAbZdAeW4AOWTpJA/s6j8T47+hXoMQENAeX3K6e/2iJ9yvwAQdgEOH36QvfnmKQgAkD7QdGymAq5YHh0ctAUW5QJUANOJfyyh8l8b/bPGRf/I6wO2IHF49uxzbGVlAQKgVxDk9KmKH6TfT6/7oC8CbA4MCnO3CxcgLiwqUwFMd+KfNvpnquhfNC76p8p9snVh8QNpcOjQCfbaa9+AAGgyqHqfyP6gT/oTeEL6FFTPQYcF0XyAMl2AcEtgpZOAddF/59Aedd9/PPpnjYj+g2h//7570boHZAIJxjodFAQBYAmK8I94pE8fKQcMAARyAc5ajAnO4wKoP2Phw4TrEf2rIn7loJ9w9F//3D/l9mmgC6J9wAXqdFAQBIBFlE+kD2sfUOFgO/VD9QCFuACxkwKD36nWBRCqID6U45fbANVT/1itc/9UxY/cPuCcW7z1RGJydm4GAqAuoFy+n8e/acLf1DGYB7DFiakjVgIgkwsQrf1jigOG2xKhCgcgfExvNHyX+/k7126a+leD6J8i/D17jrH9++9BJT9QGA4dPgEBUAfCDyJ82PpAZkXviUWa5kj1AHldAN3s/wjtq1yAKqBr/RPhlIDQM3uN+v6DFj4q7IPNDxS+3jxxSamAqocD9Y0AIEs/IHtE+IBrUC2AjQBQuQCxzyKef+h3DOOBqyB/betfSOp0i/7iJ/7VIfoP8vtE/gBQJuowHKhnBUBA9LvHtyOHD9TMBVCfERBif2Vq39ASOFPBQ55JPfY3/A3FzP8yo38QP1A16jAcqCcEQDi6371rO+x8oBLce/tBSxcgPh0wTO/x76laAlknDTAyPDRe+uY1vGV8ffV6LHrXjv0VioN9RNwFAPED/QRah3RS4NLSZQiANKDInvqwkb8H6rMmt/nr0W4ugKLSP8KMPEr0TE4XdAWD99/SBYAnYMZjDybp81D0L0qO/kH8QF1x+NCD7PuvfhUCwCbSv8eLsqhSHzl8oI64546DVgIgXMDXJXqKkDmTu/u0QqH6ecDGEwC7hwSZCgELdiraJ7GhuA+oLa9V2BbYCAFAuVUcnws0ATQZkoSq3RkBJheA6VsCNcWAZZO/vviPSdP9WEgQhNMD0d93Derjp+gKxA/UHdQWOL9wtvSCwNoKAGrTu/eOAz75I9oHGuUC3H6QPfuChZqXWgGTWwK71BsuBlxZWyv9Ma6tLCXP/U+K+FVTBB2AxvQS8WOAD9AUUFsgOVVltwXWUgBQSxUdt4rKfaCJOOaJVhsBELf5kz7TFwOWH/9HfQDtqX9JrX8OuZ8ifeqtJrsfAJoGqlG5dPlMqacF1koA0EhVmqqGiB9oMki4Zh0MFGsJ1BYDRn+/fAVg0+4nSQZtvUB+0AErt9xyEtP7gEbjlsnpUgsCayEAKGc6/UO3IccP9AxIzOYZDBRvCUyYDFgJFP3/oYI/XfGfy8E/iPqBXkLZBYGVCwCy+snyh90P9JYAcFsMmDwZsBr6j5oB0cl/uuK/kELIBcr1U8SEo3mBXkKZBYEDVT1IKvJ7+MFj7MTxIyB/oGddADsmFcrQWITK6YWRgiuif+vef6Yo/st3/RTx333XZ0D+QM8hOCegDFQiAGiIzydP3uVHSQDQq6BBVWki6ejnwvDvQqUXKoj+4+N8hfSRCbVmyFr8R5b/LbdMs8OHTmCBAT0LErhliNvSBUBA/pjeB/Q6aI1TGiA9qWoG6IUYVFR9fq5QmBfKY4ElQcCyF//RNL8PHPskpvkBfQFKb/WUAKDK6M/82L2w/IG+gW0aQAgRjZIVaYBk/6ACBaC3MOz/3QIUDcHyB/oJtNaLTgWUJgCI/KnSHwD6CbZpgCSSNaYBatIFIEf7rnr/qcWPIn9M9AP6DZQKIOer0QKAoiCQP9CPSJcGaDfOiZRpgKroP8H+1x77m0Kx0DjfDxz7BMgf6Ev4NS8FpgIKFwCU85/+EMgf6F/YzrcQsqtumQbgnO0q+zFxPrCLaYk/0dCwJv8y8qAAUGfQbICi5lwUKgCo1Y8K/pDzB/oZ1u2ACaypSwMMDg5OlR+ZDE9FBwK7tf/9yX4gfwDwQbUARdS/FCoAHnnwKMgf6HvcmGrCpUjVDVBV/j9yFoDO/mfZRv/SRnfH7Q9j4QBAR3AXkwooTADQdD+M9gWAzbMBbkybBrDsBqi0DCBN9X+KjQ4FfwCgFsauuwIKEQCU9ycBAADAJvKJYWHNudWwf8gNCIuWsJBhdvY/yB8A9KATAyk9VmsBgIp/AJDeuCkFgDENEPmuqLYNUAjt7P+01f804Q99/gBgBqXHXIlk5wKADvfBlD8AyOEAaM4GCIfU1fb/WzgQKa0KOgENE/4AIBlE/nfc/oiT+3J6GiBV/Vdl/c9eXWJra+uJP7dvD+oS+gE262HYW68Tu8oTq+QCnL04b0WsPPZ55ADgCFobrdKf343WuhXB29j/wXz/KrC0dDnx1DW6PjgT/YGFhXNWBFz1eqDWwM3zMF6ojwC4944DhVb9r6612IVL82xufsnb4Bc7X2cBbfxEAPs9QTC+c5v/9fZto3gHNAiLSys+0dN6eN9bB0T49HXW9UCv/8Su7YWth4OWAiAqBOJHBMuftzY2KhAAa8zc/icUHQFqHD78YKF5/5XVBZ/or3s3+hh8nQW08Q8OjrKd3ga81fucvqbT24DmILwe5j3Cb7VWMq8HyscPtQUBrYed3tdl1bC4mA3gTABQ9E/2v2u8e26WXbg873+kDd9lhEgICwja8MkhuPnAhP8RLYz1A62Dd8/P+q+b6/VAN7p/1Xq4+WD+kyupONae/YU/4SfC9jF1QCTL1f9eMJKn/8mf6zfQIqz/2bkZNufdKKJbWVlw6hhsRopnO9+jUa0UkY2PT/qpDKBeIIdn3nu9ilgPwTqg9RZeD7QWaE3UfT04EwDHJvc6I0zaiF994zx779wVP8ovM6J88+2L/o1wy+G97NZDe5A2qBhE9m+8c6nS9UBr+6aDN+RaD2kKAWMRf/sbm7og7grUGSYJ4LKtiTb3S5dfZbOzM4m2vtOI0iMUul26dMaP/iYmqJ7hmE8AQHUI1gO9LqU6DN5aeP/97/q3YD3s33dvLdNIzgTAPXccyH0ftNHSRp/V1neNYPOnSPDeYzf5ggAo9/n/7qvvOY30s4KER7AeKD1w7NYDqdcDiQg6F2BhMevjCVcERAVCLdhd+lwkKIDRLWNOSPLS5TP+ZpvVxnUdbRLh0I0iQWrbQnFjuaD1cPbsc04jfRfrwXe79hyt1XpwIgBo1OlYjnwpEf4/fO+tzPnbMiLBbz//hk9GEALFg2x4Wg91IH4VaJ0G6+GBe46kSg/s3rU9lQDQ1QFUH9aH8/5BHUBwzXbtf3nJn2zXd955thYbvS4SfPPNUz4ZHTp0AumBPiJ+tSNx1r+RWD186MFaOERuBMBN2fKjtMHTRh/Ou9YZgRAgl4I2/jIryPsBwfNbFwfI5nq/+Xdn/JTAR+6/1apokFpkZ85esSbZSB2ArADCdQD1UAWKE430GBjIljKkIq4333wmkoevM4iQXnvtG5vnG9xyEkWDjkHOz9ueEGzKeqDr/f6rX/UF4aHDJypdD84cgLQgK5XIv8ycrisQQf3pqe+yez9wM7vn2E14BzrAq6+fZ9979d1Gr4d7jt3Mjt12IEEA2BcCaiv/G1QHIIwCYDj1/VH09J4X5ZWZ43cZAb700h/6dQ9Fne7Wb6CIn9ZDE0EOFhUnUhdMVWmB3AKAyD9t8R9FeUGhXZPx3e+/67ef/ciHcehRVhDh/+3zrzfGBTI9Dj+NNb/ku0O69ZB/SFaNKF8YjICEn+Fe9L9li/0pxkT4b7/zrdILulxj83E86xeo0ewDjD3O/jz+4LVvNCbqNz0OShPR46ji9MvckwDTTDijTZIipV4g/3D095d/83Jt89V1J0167ppO/mHQ2qbHpHMystTK6MYCV1n81z2zUNH/b5H/H+AD1mcD0yZJlmnTyV+O/ugxNdHJqBqUAqLnrunkHwat7Zde/sPS10NuAWDb2hRs9nUt9Mv1ZvYeEwmbXnxsRZN/r64Hkwi4Mc9YYNWbeIBPlh45DAxNMtOwH5EsamzoPyD/OlT4u0aQC4YISPecURoF66EmAsDG0uzlzV5+jHACGNZDggjYsd3eBYhF/IpzAQZ4FQJgcNJ4sYkEL9j2bXv7lvwhArJH/r38XJW9HgbK+COU4+2H6Jg2e6oKb2IhG8i/OBEgY8zBiOEwua61yl9v62srydeWM0fR6+QPEWAPem6ok6IfniNaD1QX0BMC4HuvvtdTOV6bTZ8ED6BbD+/2VaqEHisVB4aRaiRwAv2LOjxIoXAorK5M/zNUKNcP5B/e9JtazV4GiBD7aT1QjcjZEtZDoQKAoj2qlO83kOBBPUAclB6hdr9+Az3mcGpoNHXHiNAWAlbL+9EBQPHCv2xXSlYvtfv1G+gx02MHoqCOifCs/X5BGe2uhQoAmt3er3jv/CzeubKKf+dS3z72sAuWpnMmwqMidSBdbNivPADI7no4H2DDw2onZG52pm/XyeUe6nRwJwDO9u1jL1r4DBV554vXy83X0CQ23TQ2isDKLNCj+QAYElQt6rQe1taz5+l1BwNFv6gXkjQA55yNaARA2Xlemtk/opnGtrq6UNvRsv0COrK3X9fDasF/a6hpi2HzzPZtnXPbaeBK2tPZyJ6ns+MvXF5g1zwSmLu66Nyyd32WPJC8HvbtHvOiyqHUI5pplgOlq+bm6UjgzbVQtDigVsCzF/ONPK4j9VuXAJTsWtCmvm3r7s657UODo6lnsVMOmsQJRaT0+dL1yxAHpbx2O7zn3O190jqgG43hpRHNNJAp7Wl9lJpYb62w67QWGroeChUAtCG72OCDM9lpY3dBrAFBhIUDEQARwYXL875dm5cAJnbinIDYa7l1xMl6oMN39u3e6b9+LiYwBusgfKhPsB7ePT/rf8y7Hsadr4ca0r9I86P6H97q4NhUInwieDqXfWd7g3dBGoSwcAjOmicyoPPm8xLAyCjOCYg971vdrAdaC/TauVoPwToIH/JENRy0FhbaayLveiBx0lwB4G2sRLZpo+tgk7/l0N7SDtwhIqG/STca5UobPgmBV984n3rzp/vCiYFx3HTwBrY9w/G+Va+HwDV6852LmcRhcP1hUCdAWgdAN/2/ihKArBMArcSzt6HShp128ww2eZqrXtbZ6/55797fpNvhQyf8SJBOpcsiBuj6cXRwHHv2HMtUEEfP5/5997DxicnSDtyhvzO6u/s65lkPtIaLPjGw8BTAD99/m98bb7NpEmneemhPaku/kGjV27TpYBe60eZPQoCKGpN6/Ik4PvqP7sLZAJrnhs5NME3JC/8sCYZjtx6oxamLm2mGI744JEeAToS0XQ/0mFXfzxPxVx7/Z5wAaIvbb3vYqjfeJ+AJIv1jtThelTbtw9tOdMTA+xe+y2ZnZ6weBz1mQP3cfODYJ1Oth/377i1NBNquB3IELl1+1WqkNYmXMs4GyL2HfOM3/1XiW542yTMegb7x9sWYEKCNlTZ52uybQJo0651sYXm2QZCquPfYTcj/W6wHmgegiqb9qPvARCPWAz0OEgG69XCrJ2iPemtb9TjOvHWRnfpOunkRVDjH2x87X/PNt/F/++bfl6oHvvy//rDYdAA2OwBEuxPA/zr4vmmjHhpmD0x91vgztNlTaxxFUHL0RBE3RXb0se4H6tDjoGpu6m6Qq7oD14JOCMTBQGaQvU698SprPVgPTXBQgvVAa1uebRC4QHRapM16mPzYL+Z635ciAGRQBJWlWKtuCCrJx3dtR8Sfg0SpCNNUsd+L6+HcxXn21WdeziQAWEgI8M67mN/iiYCZMh7nU7/5kUmP4N/UCQAhtwUqsGPHPnbnBx5NtWnSZjkyuqPS89NdEdnqyjU/OgTpZyfRXlkPQXFpFgcrrwCopAugDha/C/QCaVWNLF0cWA9dhFIBk95tppy/KSZ11xL9xOAApCQ++vk6WPwu4OeJR1Dslwe9tB6qTFUMYCkBQPnIPw7YkmmLUh05L0UIrAEAqBoQAABQAbKmjGo1DFh5UrFtBwAUAABAAAAAkCn0FpUSqukMAAAAIAAAADC4AClLcPKdsVOQIHHfAggAAAQAAPQ09oyn64KpJb+C9AEAAgAAAJCv7SUJVAECAAQAAAA5iRZcCgAABAAAwAio4i+K6i4GAAAIAABoFtzMAuhLBQIAAAQAADQXbsZH1419oQYAAAIAAIACKTZGtNMlXsK0fggQAAAQAAAA9J0sAQAAAgAAgBKIVlR+FdkmALZaK3gpAQACAACAfjMA5HPQAQCAAAAAwIZoRR0uBLY/AEAAAADQqAgcAAAAAgAAwPMQHQAAAQAAABQBAAAQAAAAQAcUdA2t1ipeOACAAAAAoN+ATgAAgAAAAKChUT8AAM3FEJ6C9FhZW2df/9vX2OvvXWGjw0PssY/ezfb2ysEuQGq8/OYFdur5GX9dnLjnEPvI3YfwpBSAp7/5AvvLv3qBbdkywn7iYx9i9993G56UPsW596+w//Jfv8GWl1fZnUcPsZ/65D/y1wUAB6BwPPmXL/nkHxYDQP+S/9f/7jV/HRCe/d477N0L83hiHOPNt973yZ9Am/4fffVv2PMvvo4npk/x5a9+y18HhFfOvOOLAaBhDgBtmhQ5zS+usJ3bR9kJL3Kij3UGbfYX5xYj36Ov6QYXIB9IVP3DmXP+57QWbt63s9bXS685rQcZL81cqP21F4KUOYmFhbNsbOyg1c8+/2L8eSYRcGD/BDu4/4baixdyL/x1/eE7/YgVyBf9003+Hq0HcgLqjLmr13whO3d1kY3v2u47WVU6F5UKACJ/iqA6BPDuFfbAsYO1tVDpWsPXK5MXBEA+Mv1///r7na+fvHDVI9Fd7JEP315LUUjilZwgFd71rh1wT6IqUOT3b37xp2pp/9Jm/0depPrmW+dDj+M8+4V/8Ynai5Y64/texK8Wia+zW44cqG1qiETgt/7ulY5zEaBK0VJpCoAif3lTJQv1v379hdrZqIHVq8OF2UW8M3NG/yoipbXw7ZfeqSX5B7Z/0roG3JCpCrSZBrngum32//H/+FqE/JMIDLB0AM5f0f5bHVNDJF5/11sLFPnL65ScgCpRyyJAigaffPp77K5b9rHp+yf9Qrs6k/8mKbTwzswBnXsSiMKXvNfgkQ/fUbm1TuROToWcBlKt4ZIdoZM9+rdidq/q30kE/Mxj02x8147KN3siIZ1gIRxA9J8Lyytrxn+n559QtRNAZP/Hf/adWteqVMqsh7zN3GSXEvEGaYH7jx4sXQiEq/2BagRAmHhJFFaZFghX+yeunVUIwkQxtXCO3Wi1ka5ZiQSKuKvqDlDZ/Toc3D+BF79gkAh45dW3K+kOIOJ/9juvKO1+Gbcc2d+/AsAmQgoiwH949VxpQoDI5uWZC/7ftNnsgfwgQqdbkn1OgvE/f+053x26e3JfKY4AEf+zL70Da7/ukWG7O+BZb+OlYrsyhABF/FSgaBvlkUNRtUvRL6DugN/8j3/EHmyvhaKf9zTEH2Dy8IH+FQC33XSDT+ZWEVVbCNCNNv/bvd+l33dJ+kQur3nRPiL+akDRva7IUkXKdCMRebe3HmgtuHIFaK1RDYq/Ft69AhHYMAQV4WS/UsX9nccOs1sO73cWCVK0/8qr7/ikn5SekHHnMXQAlC0KKfdOt85a8KJul2KAhAa5DWmtflqPfe0A+CLg5husN3158w9ExL6J7ezmvbs6UWTS5n5xdmnz49yiX7xHH/NGd6PDg3i35cQDRw+mXgv02p16/k3/RmKAHIFD+zbXgo3DRL9Pdv27F6+yq94auNheD/nFTB+2AXKWqhVwaemS1c9l3SRp86dNOdiYqfKe2gYnxnf4kdeWLcNW1fhE8lSsRfb+jBfxpyX9MDC8KD+2jA5nJ+p2ASYJAErFHDxwg1+TsWV0xP86SSSS+Jv19oeZt8/7xYiv5CjorEM7aOUCIMumH8brnYj9nRAZD7G9E9HNnzb2IiO5fRNoAcyLTQLflbmNLpjH8Hx7lkDYWYiIwNV1JySvF4N2b6tzF/t7YFCaw4BoY85b6R/tH38h8m8kBOTN3yafnwbUoob2v/wg0n4lZycFEbnv5Cjuh9aB/DrRunHdafLRHz0OAZB309dF+WX3YmMGgDtB6Pq1K3stlBX98z5aF2Thv1Jg+1yeqN4WD/3IcbzBHaDoLgoietfiTyUG61ALUotRwFTV3XT0peVbACilI0fsTcPtN5Uf5TVVDKysLlj9HOVuGy1gvA2/6nxvL4nBpuOnPvlgLa6jFgLAHwN8T3OLY4JiRsANaPZDo0XMzf1p82YRIasr1+wEQMPH5/74x34Ib2xHIIu+yeuBrP+6dILU5jAgGv/bVBv9gaM34l3pELQOpu+/pZHXTh0qpYrBPskD0Kbf1AI6mk2A3L9bnPjwXY28bloHdUoF1eo0wJ/8xx9oXCRNdjXsf/egeQ9Epo3bmFKcY3E2QxEgr5MQcPA3bVMAQeTUuHXsiRaaSQC4BaVTKK3SNBFL0yrrhFoJAEoFPPbRuxslAk7g7PfCQKmAJrlCJFjqfppl3bC6Yi8AyDZtkgtA0R5F/0AxaFJRJZH/P/vZh2s3BGqgbk8UbfhNEQEUpSL6Lw60BmgtNEEEEPGXWrtQufXPK7kIItQmTNIj8qcNv46nFPaSC9AEdyUg/zqmgQbq+IQ1QQQ0OU/dRBFw20031PoaS0tf1TXnn/G66DyAtJsp2ah1JlYqUAP5lycI61xfUWfyr60ACAj2Zx85XsvoLxAoQLkES45LHZElVXF5bqnReqBKHVJna50i0p957CGQf4moK8HSNf3iv/hErQXKQJ1fWLJVSQTUaeNvUoqi10COS50KRQNhkqVYcTXzVMq6WQCc5UkHrKYoAgyDagHqRLSbzsRDyPkjyu4IwV/wyL/u6aqBJrzAtPE/9tA9lbsBJERIkID8qwOlAv75Jx+oXBQGQvC2yob+VCwEuBs5srKykPl3A6u96o2fNvt/84s/1fhZBU0XAUS4VdcEbNZ+PNIYIdgYJqNiOyLfKo5mDfL9KPirB0iA0etB8xe+/nevlTrql/42HUv9kZzdHwtLrtZvVf1/wnAtItW9USvg6MhY5g2XNv6nv/lCqmNYXYAI/yce/hCO960RiHjvPHqY/cmffaeU8c4BaA1Qm2rTZlU0LpQlu5VuJARemrlY6OZPxP9AQ/vR+wF+2+hDd/tikERhkUf3BsRPzoMLB2ihRAFbmR6wBE0DzCoAAlBL2IkP3Zn6PPYskSYRf52muQFRUHcAiUI6BfJZby0UKQRoFgGRflOHVDXWyw6EAG3+dBrgS54gcHHCG5EK2bp0xjwO+GmOEKDzJFbuX/dFwGveenj3wnxuMUBET64PzfavswjkNbmGrBqAjgUeG8uf0iFyJiFAN9r86Yz2N99+P7cY8M9tP7zfP4+AyB8Ffs1AQMwkADbXwzv+CYB5Qa4T3e+dxw41XgQ2PplNmz9FZXSjDf/i7JJ/tvsF//jflvEY4ODQmUPeJk9kTzcMcmkuiLADYUggQUhC4Orisvf5kicWl7WpI3rdd27f4q2BbWyX9/Hm9pooCnlTALxuCiCHEkhzLHDazZ9ABDDz1vts1tv8z78/y2bnrmmJgDb0ifEd7MD+CTbhfT7pRZMY49ts0Ot38GObnSP0up/z1sB5b0286a0Jgu7kv+BY4C2jw/4RxJOH6TjniZ4SgD1VzRZEbMjVA4RA1NUR19ynAE6XePn0t6ZdOQE0C6DI0zR8AgCJA22BRzdych76ETwfA3gKAKB8kDuVK+qP2wBXS7z8qy7dh1ZrBQsCACAAAKA/cDlLvQp3R7puIPX/Z7yupaXLWBAAAAEAAP1A/lmnAHKzI1Ay+fOYEMh+RRABAAABAAA9jzwFgLohQN53SjsajXN+PHwZ3OQKWGJldQELAwAgAACg1x2ARUf3FCHa8RIfwrj5UtLjOhwAACgdmGnbB1hfa7H19VZlf39kdIgNDEBrdgXAkrP7qiYNoK7173w3QysAUgBRbLRabG15uTpiGB5hgyPDeCEgAIDGbiIbG+zyhXl2bf56pddB5L9rYjsb343Jab4AuJrPAYjPAKjXAUFZWgGXrkMABJi/cJFdu3TZFwFVYvvEONt18AAbGBzEiwIBADSN/M+9c4WtrqzV4lpmLy+wtbV1tvfAeN+/NlnGAPN6hP7uGF9CnkOBegmz777HFmfnanEtdB2r15fZ3lsnIQJ6FPBlezWKmF2qBfmHQU7E0rXlvn5dzl2czxf2c1uFUALpdz7hTq5jYeFcX6+N6/MLtSH/AJSGuHb5CgMgAIAmRZnzSzW9rut9/bpcytECGO4A4BWbAbxN/G5bAS/19dpYmp3FdQEQAEB+rK+1anldlA7oZ+TN/1dL+/rL4CZXwJZo+rwOYKNVz/fG+uoaAyAAAADIKwBydAD4aXYhwl/F/IFSOJ9zxbWJzWvzr0+wLEUB6AQAAAgAwAFGRodxXbUUANkcACGEPgSvxAzgGa4VAsCE4a1b6nldW7YwAAIAaBCo7a6W11XT0/nKQOYCwD5CPxcCju3eXc/r2rMbCxMCAGgSduzcyrZsq9e51Ts9UTI03L/tRGchACwEwNm+few0eGdHzch2dPt2tm0CrbsQAEDjsHvvztpM4CPrf6LPBwG5nABI4D34HPV7GmDnvr1sqCYT+Kj3f/zGA9hIIQCAJoJId/e+ndUvMk+E7D2wq+/HAcMBSMZ8HzsAAenuPnK4FoN3xg8eQP4fAgBoMigVUPX0vf03TaD4z4v+V9fW3cb/VVsAXPdF9gtrtVZRDOiR7sTNN1V6DTd4fx/WPwQAABGQK/Lff+ME27J1pO9fA3f9/70PnAvA2NadYz4JV+EEgPwhAIAeFQFl2fD0dw4euoFt2wELkeDM/q9L4p/H5wC6wkKfpwECEAmXOYef/g7IHwIA6GERQKRctB1PpH/o1r19b/uHUVQLYP3OAcx/Uf1+JkAYlA44cOwO3xEo+u+Q2AD59xdwGmCfgUj5piN72PzsIpu9fM3paF5q8SOXAZa/RGhLK5lOAGyGEpCOAiRnQOQ7HJBOBlxZXWCjI2NYPKxbGLiyuOifFuhyNC/dN3Ue7ECvPwQA0D+gnvwdu7aypWsr7KonBvKcHEjzBsZ2bvMdBiCOmfdcHqbCq+f+2PG/7W/4HxycDexhbnaG7d9/LxZPCNSTf+DYUbY0O+efGkiCIE/ETwN+tuwcw1G/EABAX0YWAwM+adONDg+io3qvX1/1xYDpMCFyEUZGh9jWbaN+tN/Pw31s4ML+57xO4X+U5B3yfgeUBoAAUINserq1Vtd8EUC31evL/tG92o1+ZNgnfRIRW3fu9IcOAQAEALC5EDwSJ1dgpzRCeNkTBJ1IH9Z+JrgpAOTdM/ZqkPinqxEB4xegAOZRCJgIIvFtI+OxvH3YGSDCBwAIACATQPr5o3+3/f/q9vtqNEGc9De/k18M0DwAcgHGxg5iEaUESB+wBboAAKBAzJydLeR+eYW0XxZm52awgAAAAgAAmolixv/yWs0DUH+R/wIxDwAAIAAAoJGg9r/Lcw4nAPKU3y+M83lIh8jDgNzlJGgkMLUDAgAAAQAAjYLb9r84q/LId8pWAYZon3NnV0PtgAAAQAAAQKNw5q2LzriWa3meVzMHQHUV3L0OuXT5DBYSAEAAAEBzsLrWcmj/cx33V4qI9ODydbq5OEoDUEcAAAAQAADQCMycvVJY8K0iWF7pKOAs/2YPdAMAAAQAADRHALjO/4dzAJV3APBo8R/nBlcgP1AHAAAQAADQCFD1v3sHgGv1QGWKgDNNcQJ3qlPIAUA3AABAAABAX0X/pgJAXkUBoEF4RAsB3V4ZXAAAgAAAgNrDVfV/mPVjBfbunfZUoiRC+gpR4HpSIboBAAACAABqDefDf+QYmyutgJJFAGexEUAFTgQkYCgQAEAAAECt8b0fnC825Ga6/H8VyYCEiYDcbXfC++9/DwsMABwCpwECSszOX2fvnL/Ktm8dYTu2jbD9u3fgSbGAy+I/c/6fJXyjeOoXgQARQhIE7a8dHxE8NzfDDh86gUVmgXfevcjm55fY/MIiu+3WG9m+veN4UgAIAMAOr7xxgb3+TpfMRoYH2aEDuzwhMOaLARIFWUQFDcgJMLFzq3+/vUP+s2xhccV5hK3O//MiBu/ZX5fP7YIFVyLaRM99PRA+FNidCFhZWfA7AibGJ3tmzaysrLELF+c6X4+ODmciayJ7Iv133rvIXnv9Pf9+A1z1/u3jH/shbGoABABgh0MHxiMCgIibvg5/L8kVeP/yNau/RSKAxAD9TRIZWcRFHXBm5qL7Ow1ZAPr8fxXhf4z6NyN/wWKioK0KnPzpy5fONFYAEEkTOb/2xlmf9MMkbXwv3rw3Mdo34fZbb8SGBkAAAGkEwCYRX1tazU3wSSBxQfdFt79/6V1fWBw/drBRaQfXvf+6Q36U+f+SiwCjMT3vWP5c8Pb3Q8Tvf184SwQEMwFGR8YaszaIoJ/925cTiTorwZuwc+d2dvttEACAGigCBLS47+jBSv4uCYFvfOsH7NR33oikDPoq+udc21Kv6f+fKlECTHV8Bx6/In8yIC+mHTBwAZoAivC/8rVvsf/7D5/JReJ58OAP34WNDIAAANLjtkM3+LfKIqfzV30h0AQR4Lb3Px5xc0WoHykSZLzMKq/xzYviWt8i/nV/zQQg8ifif+31s5Vdw913TXq3I9jIAAgAIGMEMXWkUhFAhYN1FwFE/i6L/3iY4RXEL1cElj4NmEeb/ng4FcFV7YDcaTsgFQPWWQQE5B8u7quC/FH4B0AAAE5EwA/dfXNlFfskAigdUFsBUJL9Hx2/w1UfylQB3f/G3IC2KODhMwHcXuGlGqcByPavivypi+ChHz0O8gesgCJAwAp33rrXdwJePHPO7wQoOyKnugASAtQtUCecuzjPznq3ImlWtv/j7nv5cwBF+Joi7YBs819DnQKsgG6AhYWz3u0cGxs7WKv1QMRfRb6fiJ+ifsr50+cAAAEAOAU5AOQE0I3y8++cn/OJ2dQp4BL0N+smAF51nPvvuv4a+z8eZ1cQ/geRvWjzOW/TvOi0JYqOKKB5QO67AXwX4PKrtRMAr79RXs6fKvypRZDa/FDpD0AAAKWB2gTpFo7Qwx+vXF3qtPe5wvlLC+y+owdq8xxQ65/73v8E+19q/+s6AiWqACm6100F9AN+tukQdH+SMVeDgSgNcOONH6xVS6Dr6J8IPjwc6Oab9na+DwAQAEAtEPTsq3r3ybp//Z3LlaQOisRzL79bHMEGET6PugBV2//dKxPJaYDIT29+z2EWwMfZs8+xWyane2ZNBVb+3XcewfheAAIAaD7Itqe0Ac0VoIp+EgRNRxHRP+9U1ycP/6nO/g/F/YlpANaN+GMOgRvU0QXICiL8f/qZk8jhA6UBXQBAaaAagocfvCPzqN8De+qzyRcW/TNlUX18+E9V9j9jiup+HukGiA4FYoqhQG6vl1yAuiCrNU/5fJA/AAEA9LwIuO3Q7sxOQu9G/7FPlLP/OVe0ArKq2gDlvIQ0H4BHpwUUMRMgcAFoPHAdsHdPNtv+nruOgPwBCAAA0KEuZwMUE/2biv+YcvZ/1CUo9zQAXcTPQv3/ESGgcA160QVAcR4AAQAABrx9Lv2QFOo4qMPRwYVE/9In8eI/ri3+47z0swBDtr4i4ucxOaNwAVjPugAUxWdpyatyZDAAAQAApYB6+bMUAd55677ejf47k/94LPpnUvSvLP7jVYwC0o365d3H0RkNLH2vIw560wV4YOqO1L9DA4QgAgAIAKBnQcT/rdNvpf49sv7rYP8X0/eviP5DrG5X/FdFBYDa1uehnAWX6wTC3+thF4DSAFlSAX/6Z9+p9PwAAAIAAApBcMRvljkAx4/VY9rbM995vYDgXxH9c0VaIFz8Jx24U347oHyBPHRZnKkPCOoSf6iAwPmVvfnmM7VYKycyHMNbh0OEAAgAAHCKF8+cz0z+lPuvQ/Rf6Mz/xOhfKv6LKohuRF4W/UeInkW6ABhj5pbA9qPiIQHkEsEZAXVwAbLUApAI+L/+4M/Zs3/7MjYOAAIAaC5o8t+X/+Il9sKr2Tbk4OyBOuBbL7zl/D4jg38Mo/8jRfWq4r8qzgJgmmLAoOJf+l7cBeAR0eASb7/zrVqsmYd+dCpza9+3vv0y+70v/Ql76eW3sJEAEABA84if8v15DgqiyYFZhwa5xHd/cJ5dnlssIugPRfWK6D/S+sc1A4LKjf47fzcW8fN4S6Die1EXgIfuyx2Wli6z99//buXrZufObf7pfFkxP7/o1wVACABFAaOAAScgon/j3SvslTcuOJn3T9Y/HUFcNeixlFb5nzr6l4m1LP4PnQTA23P+BYucDxDM/O98r33N3bOC2j8peOjUAHdjgt87+xzbs+cYGxysVkA+cP8d7J33Luaq8A+EwNN/dZp90Lu/u++c9MUFAEAAAJWC2vrooB/66AoU9T84daQWj+9bL8x4ImC9sOifpYj+la1/lXUC8NDBPkI6H4B1jgPu1CgIFhIN9O88dKigiIoDB2i1Vv1UQB0OCvr4xz7E/s+Lf+4TeR5QfQClBuhG9QUkBHAMMAABAJQOsvlfPHMul8WvA+X96zD0hwr/Cmn7yxj9q1r/eMnRf8RuEJIL4HN5fVwAagvcs/sYGxurtouE6gAe+tHj7Ctfc1ebQI4C3egMAUoz3H3XEWxKAAQAUHzE//cvvVsI8Qc49Z03/Ln/dGbAbYduqEwMFFP4F/0kS/TPFdE/L78MwI/43bkA4ZMF3YFcgLvv+kwl64ci9pdenmEvvfJWYa19QXrgW3/7si8y4AgAEABAYeRP5FwGaGgQCQ1yGWgK4H1HD5T6WCnv77rwLxLJh0ld2/dfw+i/fTUi+LtCxL5n6wL4H3lbPIiueHCpAqggkCYE0pHBZYLa+J57/ge+CCgDJATIYfjUJx6ECACsgS4AwBpU4Fc2qAiP2gi/9sz3nRQX2uDy3FIhhX+d4r1w9M+l6J9li/5L7QSQjvftHPbD5PHAui4BHhU7namCvJDHQQWBJATKivqpj5/y9GWR///P3pX9xpEf5/rpoE1SEimJFHWurpVX0sbw2kkQrAPYGyCxH4I8BciDAfuPy8M+BNBDYCeAlQWsVWBtjNVakrXSShQpDnWQEq8hOZzhMSQ7Xb+Z7v7d3cM+5mB9wGjEuXl0f19VfVUl4s8PX9CJikACgJA99rrGN6uMwF6HCbWKO/dzmPgHcrTPrBv/9JW/DHTnf7uifyknweR5vtHWP9tcAH06IDPMDWA5fGNTpTuFkH+7J/mhMZBAIAFAyEEAnIBf/PQab9FrlwjYyy6BVpBb6l80/gmRu7bxz7ny1xH9F5oAYOYsgGMugD4d0LD4SB0YlCGCUkCeaOcsf0z7/9u//pzMgISWQB4AQksIFvNgJI7z/ZGU3y1UoLq+lasxMAD6EPB98hgQlGfqHwTiFqN5uRuACdvyzI+3Rf/tSAYYvQCGuQDybWLdnzXvbxgBGz4AyM0QiKWA4eFLMDCQfSZrdbVW2DY/dP4PHRvg44ZHR4b59V4nDhJIABAILQOd+ZgJwIto0ENBEIiDpZUav846bY8Dh7I2BeJnzCP1LxK00fgnbfeT72OGDII9+i9SArCQtJGl9Y6AJoGH7YKRnuGSwIvEg8sQ2Hi9bFUAlgKuf/QvmQ8IevJdKfOfMpI6kvup0WE4f65B8vh/AoEEAKEjge17QaZAjNrRQIhiIAtgxiFrAZBX6j+R8Y+J0b3yeGXmfzhGXxUXBZcAPMX9H5n3vSbRMynijyJ6pkf84QNNrycoiAyApQDMBHxw4dNsM1NvspsXgaT/k0+ukZufQAKA0P0IMgUoBLCGX5SbPylKM2V4/CL7DXJi6l9u47MZ/0D2A6jPV9IH2syAQqESuRd+Jk+J+MMWv+C2kO/l5xRVCsA9ATgc6PjwpY76O8QIH6cGEvETigKZAAmFCoFOGfEboFLbhDtf5+f6Z8zi8Dca/1xtf8rXolgoWgQw2fSnmfuEwUSR4U9tC5Sfw8ROAcYEjyDLpytg6g5sblU66m+RyJ9AAoDQ8yKgE8b8Brh9bzzzWf+mqN2Z+me6CNCNf7pRkMlvV2Tsr2Q5ZGe/uPFPbQtkalugSUwA6Pdl/A3iroCJidsdFf0T+RNIABB6HoP96QxYp0eOZvI5vno0XUzdn0nJe2vqXzf+ge4fUMRA4UOAxOhdInIQhIxhOJBA/OL9rtkA+oCg7FsDX73+Khthez7d5sqhY4N0YiCQACD0NrCFDzsF0mYR0mJ8ej7nur/J2R+X+je0/RleB8AxSriwHEBU0wdDxA9KxM+0iD9hKUB6XvbfCfoBFhbHU7/O1SvponecH4CthAQCCQBCzwJn+6cBdhcEnQZ7Bfb75zFQSI7ymV6jd6X+Exj/4vwDRdJ/pErsEb801KeVUoAoKqSZQfn4AV69upd6VDC256XNAuBCHwKBBAChJ4ErhPGSBj/6KN1qV+xA+O2XT/Ot+xta/tSJfVrqvwXjn32HQGEKwEDcesTv2glgLAVoZQSwCITs/QDPnv+WX6fBp393M9Xz+ebAp9N0oiCQACD0FnAGAG73SwMcRSzOF+gk8o+r+4vcqUb59ol/bqJXhEKpQAVQ0mr4Tid/TCmA2URFcX6ALEQAZgA+vnkp1ef4w92Hbd0lQCABQCBkHvmnXeSDaf+/+fh8qs9x71Epd9Ofre7vGvhjTP07Jv4xZvQPFCYA/LcsSdZDjbDDT56sFGA0BppFgLFzICM0TIH3Ur3GP/zsR6mm9QXbBCkTQCABQOhqIOFj1J+23o5tg7iEKE37IDr+x0vzmX+PZtOfve5vrOMLkbA19Q9m458py1CABDCu+GVCnSJJKUAjf5sfIPyGBd9ETqbAhYXxVJ0B2M6HS3nSzubHxUJ/uPuoLSuFCSQACIRUwJT/f919Bt+9TEe6GPn/88+upyL//Bz/IlHrpr+W6v5gFgyagADzcqHCobQARtmN5KUAcKb7weAHgDDDIIuIjP92U3YGIPn/5lf/lHpu/58fvIB///yLTMcMEwgiaBQwIVNkOfcf6/2f/e2V1OSfy6Q/1YlvImqJ7GPq/klc/46dAe1ANLqXCaN7QRjrG7f4pzn2N7zPk14TAOTnMfn5wcjgXJYGTd3h1yMnf7Cn5x87NsAzAf/5u3upCHx1tQr/cetL2g9AIAFA6ExgX//k68VwVW8WQLd/2oU/2O6X35hfg+NfvN/Qqqd7BeLMgKBvDTRsEWwfmE7m/DPaF/9EWwRFASGsDfakH7IiEJR9AZo4yF4EDPSf3PP64KAc8NWfnsK9/0vX4ociAi+4ChhFwMc3LtJmQAIJAELvkD4CU/5//+OLmfT6o+M/F/JX2/2EGf6sxX5/a1lAcv3HGQXbqQHErX/N1cCeYfFP8FHFRUHBKuHm98P5OynZFyQCsDMA1wfvVQQgsD0QBwX9/n/up3b4Y0YASwN4ITFAIAFAKAxI9DjIB9P7WZI+4shAnx/xn+GtfmkRkH/W7X7MEq2Dg/yZdLul7g8xRkFmziJ0CuJLAQ2yBkkkNCN+gchBzRRY0/3FiYCgPTCtCECC/vWv/pG7+3HgDxJ5WqhiAMsEP/XFBpYfCAQSAIRM8fJN+kE+eRJ/keSvR/E28gfNB2AtBTg8Be11/cf/dOx1/Sg7AIFIcAqEpJF+94kAxMc3L/JLlkIgEANPnlZhyCf/tAOJCCQACAQNaZf4iEDCv3B6OJO5/u0mfynNLxn2XBkDexlBJXimLgVirPP+OKRSQBCxe9E34ln8AKlq/t0pAkQhMDE5AxMvZ/gUwCxw7CgtFSKQACDkACRtjNiD2n8rg33weejqR9LH66xXAreT/G1pfmZ9HtOMfRDqCEMpwJgt6EQNwCJTX/A92FL64Kr5i6ZAuTOgUUJomgWbrN+tIgCBNXy84AAhNPmhGMDrVjIDjVXC57gXIO0+AgIJAALBCiTvYBwvGgGXVtahur7lX9dCQYBkf2Tge3D40EE4MdTPDX1ZE34h5C84+ZOTP4shf5AMg666vz4CmHX830eDjFmilD6A3sonmwK9sDMgaCsMREDjuQf8/+92vQiISPxs2OaHA4DQMDjvXza36rCyWgtFAT4WPQUY7Y+ODpEBkEACgFA8kNjTuvW7gfyZknpPTP7QilfA7SGQMgWdLQHkK5sfwJANUE2Brv5/CAVB74gAVRBgNE8RPSFP0CRAQtdidn41J/Jnqcg/YECX41+cEyCa/PR+/85P/dt/fvLCIGnpj7Lkx7b8x3q7OIUQT2Ou181hd0AgAiqVWToQCSQACIQigRP+8iP/YMx9i+SvtfQ5SgHA5A4BQ8agG8lf+jmK8xFYzOhfiBcBYLhdFAEusQDsQG4iIM3YYAKhnaASAKEryT+f8b6WgT6G24zkzxKSv/I+rEv6/Vv/eUZ+gHA+QIwp0ObuB8v/xZ+OszuAGxOb3oLgwRkh7dhgAqFrMwDjpUX6KRIKw537k5mTP9PIOk/yt5sAddNfN9j+3D9ZZoncY9P9SglBfawe4YP+fKaUAdTXyxAoAqZKd+gAJRSG5Uqp/RmA51MLsFCuwSc3TsPA9w/Tb4WQC7DDAIm/NJPtICJtRS2oK31jyJ/Fp/0h0cwAk+mPdf8vLpgPsJexvlIE34zymSUTELYIGjIBXvCz9IzZAvH2NMBVwjvbW3D58mdw8GAfHbSEXLC9swHz5Wewsbmc+rUy8QCgE/vu1yV4+aZMvx1CLuSP9f48yZ8ZyZ9p0b0YPSYlf/V13Y7/7q37u3/Ordf8TbeLt8kRPliNf5L/wPSYDH/W5eUS9wWgP4BAyBqra2/g7dz9TMg/MwGAqG/vwpMXc3DvwWuobdTpN0XIBCguP//vB/51NbPXVAlfJnSm9P+bUvXC81OTP/Q0+WsiwJbuN6T4wZLuZwmer78PGB5zIJeSQK22CI/+8jm/JhCyivpn5/3z4MoE7O5mZ3zOvAsgzAa8pmwAIR3Q7Hfri79k6vSX3ely/Vgj6xjyh0zIn/U8+Zt/9obuipZq/i2KAIcvQMsUZADMADx5eos6BAipsbL2Gt6+/xo2tlYyf+1cugAwG/DtxBy8W6jAJzfOkDeA0DLQ7Ddems806gfV5Q/J6v2mFH14vQfy12r8PeD4Ty4ChM4AYawvY5487rdZ5JcH/8ieAG2IkDg2GNTHN56k+gMAxMfzT9O4LaMuATQHViozcPnSZ3RQE1qL+rex1v8drG8u5xYY5NYGiB93YXkdvrg3CR9dHoErF07A4UM0doDgRqW2CbfvjWeb8jcY/aTbDSn/qD/fIAi0nv6k5A+xUwN7HzET+4TpfsFPJPDpMacIUMYGe7qe0u5TXycwF2ZsEERzIJYDPvzwF/C9vqN0kBOcwBQ/Rv3l1SkhM5UPDuV7qDdUNXYKvJpdgR/fOAMjx2lXNcEMnOz3e5/8s0r5x0b90YOkDIA9KwD2nQAQPzDIOg9AmRq4L0QA6I7+MBQXRYDQ7C91B4BBRIA+TwDUDgHhuSC+DihdAhlnA1AAPHlyC659+Es4evQMHewEI9Y3yzC/9BS2dzZzJ//cBUBwMvT8A3B9ow5/fPAKTg73w09unqWyAEHCN0/f8EuxUb875a++jnUy4F7IX+z1Z/vwF86Y3OKnDf4JRICXcBUwC7cQikQPYMkaGEoCoGQDQHmftMODgsmB587+NZz1LwRCgO3tdZjziT9K97NC/ECHCjrWuQhARb24vA63/zgB16+MwtULx/nGOML+RdYpf5n4Y6J+8TGuer9JEChT++zkbx4cxHqp1z8HEQDS9j+IFwEGogfbY0DJKGh+gMYjJW9Ac2xhFmWBtzPf8HZBKgkQMN2/XHkF5ZWXBmNr/jhU4LEejv7EL569nIfJV0tw/fIIXP3gBP0l7EOUZsp8uE8WKX8mTNBxp/5t0b475R+Qtf21k08NJPKPFwHxNX95yI9qAIwIXrgvrP3rJQFREIDh/QCyLQsEJQEcGnR8+BL9HexDLK9Ow9LqS/B2dwzzMYrBoWKPdRbu/MZvuL69A49fvIeJ10tw48oIfHCG9lrvB2Q51U+atKcRdmtRv55BcJn94vcF6K+ZK/k/LPBXiO/1WZ4iICJkr0m8yWr+EoEbHgPGTIEsEoAp3oCgtCBmKYIsQQohgCWBiYnbXADQ9MD9g9W1GT/in4T6zoalpbU4FL4MKHTqNiU+HkDoD/jmyQxMz6z4QmCUjII9DDT6YYtfpbqZO/GbRIBG+Ek9AK7hQEnI3+BDyBgrBf4aV3I4MSSI9B0ZATDV/GVfgBjla48HldgdZYFmBgGEEcNphACWA2pPb/FWQTII9i7WN5ZgaXmSG/3s8yyKRVu2AYqegEh9M1goV+F/v6nCyPAg3Lg64guBQfqr6aGoH01+j1+k25+uE7/QQGdI91tT+wlT/sFruer9cnTvIn8GlPVvVQTg+WFXbvGDFmv+0n1RtA+qSJAifLkUAYbtgyA9Jp0Q2NyscIPg2NgPuUmQsgG9RfyLyxOc+N3DrIrHoTYe65IICI5cvFpYrsLd+1UYPT4A16+O+tckBPZ71K/X+BMQv/E+JRvQasofwLK+VyR4t5GQ0IoI8PjIXrWOb4zkLb4APcq33caaxkO9UyAsCzRvCzMMgSdAEwLhrS3h/fvHsLxcomxALxH/RlkwBncO+bdVAIQiAFi0qzt02jJe+5sv12D+folnAi6eHeYXwv6K+hMTv/CPmu7fa9RvFhFxPgL31EBCQhEAGdX8JTERRftgzAbYRIKtLCBkEUQhoIiSVoUAZQO6G7iwp7wy7Z//KjLBdxj5t10AiFEWKCIgOGpRIOC64flyFZ5OzsHNq6fg7Kmj1D7Y4Ujr8JeicJVEY4hfI3hrGcBG/ky731XvD/6EjaKCyH/PZwY5QLDU/MPRwTbnvk7qoNwHRuEQvS5YMg1WISCcu+QMQWtCALMBCwvPqVOgC7C7W4e16nse8de31w17KmQB0Ank3xECQDrhhyIAhHngkSBAs+D9b9/ykcIfXjwJl84eh4F+GijUScC+/i994p+ZX80k2pdG5O6F+MX74oYDScSdbF9AkmmBhLQiwFHzVwheN+nJJQFIkg0Ac1mAlyjBi243Pl74OvyMQWDTenkg6BQ4evSsLwR+TnMDOgxI9qsVjPinYNfbEc4n6nIqvQTQCTjUUYe7OCwg7NUVW3QapYH6zi58NznPMwJnR4/BNV8MjJ4gn0C70Uj3v2sp6tdIXyFf7TGGGr8xsk9i/mP6e8RG+CZBILT5qX3/hGzOC2oXAJj8AKb5/2Cv/VuzAc3zDJiyCUrbYCQEAnJvegSUYULR+0RZgSgpEC8GcKEQzg04PfZDmiLYAaitL3LSX6u9V9L6YN5IGdye4cbJnhMA0cEeHVyiOZD3BDeNg4FJByPNmblVngm4dnGElwcG+6lmViQw3f/Vo1Jik59I6O5oPyHxg9v1nyrq1wSB+B6mFcFE/nmLgIiwHUN+DIt+ICYbEEbrQto+KAsAM9wu/v2CIkCELoYgswngSVkBCLMJycQAZgNwiiCuGL5w4VMqCxQe7dd4mr+8POUHoevGVdLuej90FPl3pACQDnaw+wKYkA/Em2sbdXj4bJZfUAScO3UMLp07Tn+1OQLd/Rj1x6X71VW3TGF+5soIpIj4ExO/jfwTbQkEcvoXmiG0zwDQF/zYRvuaswHSLoJAKAgkrQoBKUDRHmd6DyUrIJzPQCgtBI8BiyBAk2BQFkCTIHUL5IuVymtYW3sHldo7YxrfVu83CoMOw6HOPdjVDoFofzgo3QIgHEx4vMzMVXhW4IEvBlAInBs7xq8JxRC/abe9i/TNKX9dCOiu/hjibyXdnzjqd68BJuR/YhDn83uuBT6Otb9iNiCc9AcKkYMp5W/JCEgeAZnEWfghhKyAkk2IPpi8e0CUNmqGAMsCz57PkBDIAZXqLCf9teo72PG2m9H+ASPh6/V96DizX9cJAIlIRF8AiHu/g5JAZBpsHGCN27e3d3l6uvS2DIcPH+CmwVMnjnBBQMiG+E1kH0v4YCgDKIrAlObfC/G7o/4k+wLiBv9Qyr8dZwbzgh9DSUAgdVs2IKRZSTDoKX/N+GcVApEZMSR1NSugeAUAwJgJCG8Xy6KKh6BSmeVtgyQEUpL+2qxP/Ej6s3xJD2h1fCasD3ek/INzR4fV+7tOAIgncN0XIKtm4/+94OzuQb2+Cy+mF2F8eoG3EJ7nmYEhXxAM+uKAWgpdGJ+eh29fvIPFlZqR8Jiu2vQ/e6ZZ/cykb3hsnPGvdeLfQ9QfMzegA7Dco+8Vc14Adx+/Mxugzx6Ro3LVH5BECMhZhOjr6JOJzw3OV8FyIvH85ml5MFEogCAKGvev+QT2fPx30N9/Ek6P/RWcPPkDOnk5sLNbh1ptIYz28esoqnel+VURAIaUP3Q8+XeNAAgPdq6q9ZJAXDYgsvI2/o+ZgamZMky9LfPXRBFw3hcD2Elw/Fg/HRnQaOd74Yul8dI8/z8zEr2F7C2EH0f6SaL9vRC/oEs04jeLAIX8DS7/Dkz5P+zR94o9LwSkqI30bZK6PRsASoQvlAUUB7+0EtgiBORTTbMVEcxbDkF4PjC9UwBC0QCCIFCNg0o2oHkPTqCbKt2FmdkHvgi4BiO+EOjrO0InNR8bmytN0p+Bam0xOg8wd1QviwAwZAegK1L+XSsApBO6WB9LkA0IV396QeqwOWOgKQrml6owt1Tl/x/8fh+MnjwCY74YOOVf77eOAiR93NI3PVtWlK5Dz1rI3kT4inZwk770GPkBJhJmzDUVkGmftQeifoLwO3OP+dVHBUdb/gIznjr1T/QHxAiBqC/BHPUbvpb8AYEYAFMro6E04EV/4023QXQsND/w1tYazPoiAC/DwxdheOgiFwT7CfV6zSf6eaitL/jXC9zJH07rNBI6WNL9YI7wuyzl39UCQEv9QXw2ILL1glYWaLyGnB2obtSh+nYJSm+W+ENRAJw6Oci9A5gd6MUMwfRMmRM+XuP4XmNcz4wU7iB7F+HLX6j9Ae5ovwXih2TmP3etH8jl30XnBRDm+EuT/LRsQFwHgPiYBEJAW2NsyAoAGMSAmOqXXQk2QRB0PkFI/MIDwuAoOmLwUcsrr/jl9ds/cSEwPPwBv+69CH8ZNjZWOOlXfdJHAaBH5yqJgxzpW2v+0JVGv54TAFIKNyYbEB74ANaygCQEmm6d4O7a+hZMvcFLIyLGKYQoAjA7EAiCbssSIMnPLqzCq5llTvzR4J5kf8iMWfMzRsLXTlKxpG+I9jX3v5v4TeuBXfsCKOrvGRWQbOlPuANAqb8bjHcSQZuEgBjVa1/L7ynGG1LXgHAe8yRi9yThAB5ox4EpW2CT4WhuWypP8gvuGBge+gCG/MvRI6e7budAvV6F9Y1lntZHwsfr3Z267MrXavIG4jeJANXhb4v6O2iq374SAK1kA2SZrhz0qhCQpHvgBm4IA3x2fXuXlwveL64JBx3A2IkjMDjQx8XAmC8O+g4f7JhsARL+O5/wF1fWfdIvh2Y+4ZAAR2AfT/Qa2es3qLZBZntOwmhfjM5tj2cJRgUn2RdA5N91ZwXF8Gee6692AIBtl4BYwwe9k0C1GclZAX2RkDFtrxK/SRBIb6KIAjUwSjBdEOfXczGwNMm/7u8/wQVBf/9xONJBgmDDJ/md3S2oVuf9c1k1TOuD4s0Rx+9KfweJiF8NgGwOfzGbkPikSQKgbdkAdZQ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5f+cyvEjGP0S+33vzoJBev2MdP0Y/hxObxyY/2m59zmhA1JRA6CLAib+ljwQEahYkxYDLKAoEIgCQpvHfGNb4q7SMv6l8GwjVe13uXr+zl0C1Fwk5iwYoTSGgs4dA3XgxtYWh1QWCZhLjsk6Q+kUCAvWQkGjcA5x5CAM1ABDG+Jesu0esW2cY42+mZfxV2NbBzslUE+5XuudB7iMCHvUBXtEA7wJBI3jL3xCRAOUWCfDfQKh00aplxlMvDfZzxoEIACTKmGk+oHzy/jqDGsb4Oz0sZ661vqufbjmX3otTdd3f3DsIYvwLFhHQ1Qco74ZU2uV6UQtTQ0QClFskINig3EI9ACAAIGnv/442w/BsQVq7g55Z21O/Rhi4G/+J3Ht1cZV7NMCsmcBN15C/6Qjn6tu+Eu4vtAioG0uqrkiw2kArz5RAOiLAvfi19vP78EB5lQ4AAgDi8WcfuUw8ii0B3CzthHfSYGtynu7GX/kaf73H5r5tsFk3ueL1Ew3QjSuHYHQ13rXNqZxNg8KLABdhoBzRAf+BKsb/Hs40+EENAPh5/t3t7W2PKN/Qv8Pw1hnjhIx/mP0DlPJfMkiuv6XRbflbecAIUBegHD878/+6x4L0CairE5j4IWiPgDUXrVr27FMvDf6WswxEACAq4vmXfD0qp3F2duDzKPhLxfg7Q/4u3h7Gn2hATa2KZ2tf078uQFsAGyYS4BIdqLpWQixNvYdUACAAIKr336t8lvzVFOwpR86+KiQwkQZwmzAj5k+9igldQ/7k+qFqDCu/VNPEWAu05W9MEWDWxrDq9hCo+XzeX41UAHhCCgC03HxxT/e0rk7p89/tbvxVzaRW85hz0nJMZHXiIXYFtcfjpn47YAAnfk18XJ8TYDmg7rH6v1PfKrj6fXXLA0kFABEASJT5p866rc0wSl5ek7PiX7vcL5DxNyMYf9PbAzPdVw0AeIra6tUldStNVLheFmbISIA2dVYVqYi2MoBUACAAIBjlhj9b/GZK9+V+jlUArpXN1ZGDsMbfZfmfWV01bdLKF8KLABW/BsUrEuX53j7Fs7XXT+CVAd0qyCoeQAAAKJ+8YW3Rn9Is91P1k1bUCdHD+KvAaQGMP0SJBriMS9NHBPgI3iAiQPe+rrUzqvYac+E22b6bswoIAHDlz6++vM+66w0yKQat+Hd6LHGKo2qMv19jFqr8IRERYGq6B5rKtbulTpSaPlEvR/8KZxpN2yOgbmWAb4prK2cUqqEIEE4iecK2trbvKJc1/7Uevr7oz3VJnltRngpZGe1YWRBzG1WAQATb4S9A3/+TBXuaYsGq96h7LJmiQNkrYPdTLw0OcEaBCAA4kSV/JQ93KGDRn67Rj6rzUkyXzoEYf8heJEAFTk8p16V8Pstea9JaLteBT1FggPG/hYJAQABADZuvuFgM/63uE2B93r8uCeBS9Kfb1tSsCh2EaYyC8YemiQDlsyogYGFg1Q9aEVDTOrv26b5FgQHqAUoqwHbegACAFmJ6V6dUCXe7ej/KK++vvIv+nO/jO9m5FPxh/CET0YCq8WuGFwGmUxQrf1HsXxRYL7Y9uLW80gcQANDqlCeDPi/fJ0ze363ozzl5eoU7Mf6QCxGg4ogAj14VpndRYNXVU99x078/AMsCAQEA44yMjt7jNdE5N/mpM9KOCcmt6E9f9axZUqUUxh8KLQICFca6XSNe9QBKH3XT0EcUABAAeP+9He3tvfoJri4GoF3vr7R5/6AV/+7rqav39cP4Q5FEQLwomXKvBwiXCiAKgACAFsdjEtCH/v0mH9N0ZvY9Kv49PSXNhkIYf8iyCAhYGFhzvSiPPTF0dTKe9QDukTeiAIAAgBrvX7k0/fEL/Xt6NC6TmVvvc++qaZdd0DD+kEURYNZX7wdqj+2xMkC5XYs1Un3iMZ3v73G5EAVAAADev36yqA/96yceXU7T15PRRhQw/pBvEVC7pFVf46L8lss6rzEzYD2Am3hQRAEAAQBl/uwjl7l6//Whf5fe/2Hy/o64p3tBk9fSJow/ZF8EmH4iwKwvnHVbGeAsnFU6D99laWCIVQFEARAA0EpMntSxyd+LcdptXRMS5fBZQixpMjVTm+dmJxh/yJsIcFwVIVtmOwWEa/2MU1CoUKsCiAIgAKBVcFv377akKEzo3zfvH2iTk9DbnQJkTQVoi149d8ysk9De11N9VMF0Ee4qSCqAKAACAFqELX6TVu3kETz0r/VYlF8Fs3Ld69zE+EMe7X/1aK4x2magokDPeoAASwPdGgR5iOmN7BGAAIDie//dY6bZp7H9dcberepf65lEnKjqspqaXChAToMAVd6+3wZausLX4MJaf/25RfO0iPFnjwAEABSc29q024Wa2kKj6smkzrAHXPKnNBNfsIp/3/3NATIuAswaEVArnh3jXnd9meGvryANglyiAJs4YwgAKDab3Cap+slG5/2HCP175f1V7XvpK/45WVAcEaCUfjMtVXet6DbTChBhU87r0k101wv7MqUvXruhjzOGAIACUr64S0ozCZjOycbZ699Ujr7/ASYmn+VKiop/aCER4GzmYwbeTttlaaAzFWDWX3W116YzekAUAAEALe39uxb+KV3XMe+q//qCpzAbmCgq/qHoKsC/KNAppIM2+qmLpPn3BnDRAL2Wo9DDyUIAQLG8f/H8e3Xef52x9yn8cwv9qzDrlMP3LQfIt/2v8fYjbK2tPISCClcQqG8YfJJbOVsIACgWt/p6/yEK/4KG/k0PbyTkzmUARQgC1BnjuusulvDWR92U4/18Im4sCUQAQMHo001EwTr+6ZYmOSYPl9C/boc/pVy2F8b+Q0uIAF23TZelgcolMuCaetP38NBV5XgsCxTjv5EzhQCAAvDnV1/eV76otSbYz/s3NapBW4xk+hUjhW5OAlDYUEB9fwDl2gsg6Lp//XO8OgS6Xn+kARAAUAQ62tuvj+L913nxqtb70Jj3WtGg9XBU/Xp/jD+0mv3XXT+m19JAM0AqIExBoG8UoIf9ARAAkHM2X3GxXMQb/bz/2k1EVIj8Y7TQv7MvAEDrBQEcqQDHtelfh6MiFwTWXtuuBbhEARAAkGemd3Vu9PL+XVsAB55wVIAJh9A/gJsI8EoF+HX0qzPeIWp6lH/pLXUACADIOZu8vH9trj6W9688q/5Z8gdQJwO8V+NoGgS5FeSGFu7eUYASPQEQAJBTyjm8nmS8f7Nu4nBb4hcs9I/xB6i5LpUK3iAo8LUZIApgel6NpAEQAJBTNgb2/n3XHuu9DOUs/HM86h765+QATBjtqKkAv+ic1/Xp+FkfBSANgACAnLIpsPcfwMPwazzinKS88pYAoBEC2usvbn2OqrlgQ9YCdH/x2g2IAAQA5Aln+D8J799PINR5/8ql4Q+nB0AbBai/7jRGOo0ogKMblyMKcD1nBwEA+WJj3YXuNOgxvf/6SSjI5iOYfwAPFeC7OZdbjw7vKIAZOApgeswlgACAfLCpblLRrPuvnRzieP8ehX/0+gcIZv+r7t2251Y1z3ETDi4rdQJFAZRTfHSzGgABADmhOvyvzwVqPPPY3r+qm6zqBAH2HyBAEKD2enMaZmXqPHoVIAqgAkUBXFbqbOLMIAAgH/QqN89A14Q0De/fv8sYAPhGA/TdOqNFAYLVAris1iENgACAnHC9djLRbgRiJuL91y37U559xgEgRBQg8G6dcaIAyjMKUGJvAAQA5IAx09zo9ABcJ4WY3r/bsj8K/wDixwA8OwRqfg4aBXAXBsorpUAUAAEAWeZzV12+sc0wai5e9/x8fO+//tX6pYEAEDYKoDfQSUQBXOt3lKZ4d+KDrOesIAAgw0zqaF+vNdKmi8eA9w+QaRWQWBRA1d+bThXgEgUgAoAAgHzQq9w8chfPQWfcq2eWoN4//f4BErb/KlwUwHNFQKA6HsfrHM/94rUbejkrCADIIJuvuLikarr/uXn0Ez+brobeDFT5r/Ua6PcP0JQoQP31rI8CuF/PvksC6QqIAIAsMr2rs7fmYndd+mcGKfgJXvmP9w+QsSiAGeya9vpb+ucSAUAAQEZZr/UGlHvovsZoh/YW8P4Bsh8FcBp4pyMQcEng+N/u+eK1G7o5IQgAyB69rsv7lPfSP9eJJID3r/D+AbIVBVDBV/Vor1jvYkCiAAgAyBLlJh2l+r77wZf+1Xj/plvFcP1sYeL9A2QmCqAT7J51QOGLAVkOiACALDEyOtqrXLwE7QShok4QGmGB9w/QtCiACtjZs0bg+y4J9Ly+2RgIAQBZoqO9/RyvkL5u0gha/KdUpB3EACCtKIDLHgH+S3b117jzutU+d4JeTgQCALJFr9/af5/iHs+lf957iNP1D6ChUQCNSHcX/xGuc93vq8QC/QAQAJAterSevvLOD8bxDOrzg8gAgEbIAFehr4I3BvKM9Gmv/5q/iwBAAEAWEDVeb9Td1v7HzQ0qvwphAEjT/Idp8x3E2Ct/sa8REudwJhAAkAFGx8Z6dUV4YTx9nXcfqPGPZpcxAGhEHCDaRl86we+Z7nNc7+WnEQFAAEAmTmJb2zk1RjyuyvdaH+zuEQBAw6IAEbb6jnrNa19vdpeXHgMCAJrsCvTUevruaj62N8DSP4DMRQKUSwYvrLEPFDWceC7LAREA0EzG23KaJdfwf1jVH6n4j/MA0IQwgGcnzljC3+v1ExMAAgABAE2eA8JX/yt/dV992VP8B5BRz99FiMdZ+eM/d5yUAnQERABAk6eBXv2FHcML0C4h0hf/sfQPoPlCwL05l1vvj0QchRJHHwEAzWWpfk1wBLUfYItQvH+ADBl/362/lUvkLkT9j3vUofRfP9rLzoAIAGgiPXUXuoob/q9f++/REAQAMhIJCLr/R3jHwK0AmEJABAA0VwD49v4PG/538RY0LUEBoPmm3zsKqOkRkpzDgABAAEAz+K8f7e1RSqfKnb3/A3gJhP8B8mn+XVN+bmmAsMuAPeYEpZZyBhAA0BxKfk07fI18gOp/1v4D5CUWoOKnAVznAse1bxIBQABAM+kJ4tVHK/7ReBHV1z72HyBTpj9YGiCAWDCVu8SvrwVCACAAoBmMjpnnuIfu/VuDxe0TAAAZMf+B0wBB64GUSwvguvmgm5UA+aWDQ5Bj9dZmdFdf+dWbgQQ14EGiB+5eRvqsWzGm1q0cU6fNNu3btC6lSgvH7N8N7mlTh48q9fZ+w749/3Kbeqv8M0Ba41HGYWmReXIclhbKuDStsWhYY3J87L2w0xqL+6wxad03ejzK1WnY/6v6t0MsGIbj+XX/qPwgE4dh/Wda/zKU7mnWryUK0M/oQABAY+kN7Blo7bm+xZ/plu9vUPi/98JRdeHZY+qCs0Y9n1eZgCt8/KqJn2XiFYHw9r7xSbkiFgDCGPrTTzXVWuvn08sC1AsRAetWmCdfX0HG3i9+3aa2P9meshiQ69WoMfbVdlzuncbeMt7KCCogyr8Y/xs1b1xixCAAoIFI2M0M4sErr3CfPgrg/Gcj8v3i2X+0d0Rds37UnkgTiRysGKt7vOKRye2V34//XPHaoLWoRJNsD35qcEMflvG/MWYJ1BFLCLSrf+1vt8dh4ua/4tlP/FBjrCfkgbsqqIsWqHqBoHkQAYAAgEZieq7/r4/fRyr4cYscpODx9904kojhDyIMdIgQeGv/eKTgyFFlpxMqggHyi+3FS8i+bOTlfqrtqY815fNIVEtu/U+1q233T0o1KlVtp10i++XflwWCJRwMY0IY1EQCvCMI5zDSEADQQEZGR0sdbW0Ok++e/9fNDr5LfnTL/xIMB8jk/IVPn2jaZOz8LHKrfJbqdEIlt3ukfH/4yETUAIGQDQNfCddXzmMannzSoveCs8YsEdBhi4FUjL/WfQ/g6evUQk0Eoe5pFAEiAKChJ669veS5/Zfyyf+HbfoRMFIQxhP/y/9yoiFef1yqc7sXnKV/jrMg0RYH5SgChYlRjvlEjUfFuE+teqxSeJfv71gWwCvH1Fe/NSkhy29d0UZtjt603PQJx95hxhOpA/CvRQIEACTL0mD5f4fBN706BemjB0lPs+L9yMRXJJwFic4oQoVKqqEiGo6UQ8BSMV4tEopWtFhtsMWQL1s0cbzWVkWAshANakY0QI7PHf9jcuxz7nTeJ2y4M6yfZB0AC4TzCm5JTvnCNb3bLR3ea1aF6037fqKSv/KY/V/V9r2VUL5Z9bza91A12/1ObPtrxs4AFNH4N4Jq4VDhyFHvAsbqVEVUnMZa93ud+GlFQx4XEX1JiADDKHv45Xv73+MP2PdG1b39X9XzVNXzx39f+x4nX1N5j8rfUsaGr/5bfz9nkQgANIAxc6xkGIbWVff14MO2/DwZPcD4N4vTXHLabikJyGOURNJix20REBczgHcXyNOv6weg6pYZ6lIIkA+oYMrriTOMUuUKDBDVdwnShcv/x5vcTLvSHwDckchJ7OtE09/DvVNgcCdBNxlUpRhpCYwAgEZw88U93X4GX18UGLndZ2zE88970RZAI/jo+hF7hUAc719v7PVtgHUXv+n7WF1XUFYCIACgEcyd1d1junnmHg2AgkcGdM+Jbrw/cfWINk8MAF6COaE3C9kozDOo4D55sC0wAgAag+lizP0bAAWZFJzr/10ngABI3lo6oAFAcCRaJp0xE7T9gQ27NlLo874m3QARANAYRsfGeuouv8gNgFx2BwsTIvDx/gEgPCKcIzczMjUbdwV4K/384V0rxCpABAA0kPa2tm6nz++jzgOGAJJFJi+p/AeAaHy0N9r1Y2p+0K/0cXMMAs4dE//q5WwhAKABBPHy6x2CxhcARp28AKBsVRMS0O5Ogelv8T0KAQEBAI1nffBr1gw8Kbg/J9qFfuFZCACAOEgtQFwREGXHUG/RUO1YTPzm89esZyUAAgAaHwaovsjdF/z6L+1JrgBQljFleTMWgLxw4dkpr6DxjBiG8hjoBYAAgCbY/4CPBGgIFDZE4Dpp4f0DJIFsHxxpSWDAQkBvTz/4SgBAAEBj6Km5DEOsAKh7wIzWGyBIBAAAkhMBSTgJnrt7es4ZZt18gxpAAEBz6HZbAaACqXmfaEHMAkAx/nT9A0iOWGkAl46AcaKGLrNPL2cKAQCNImCaLmI+L8ZkRfgfIOkIQGKdAaunAN/lQPWP6VYCIPcRANAAdPsAKFfvPc4KgIltg6NEAAAgeREQ39iH8+ob0SocEAAQkNNnndLjf4FGvJA13kDYy1p2/SP8D5A861amKKzNYFe9Gc2bAAQApHOxRn/M2RksiYu69yLC/wDpRAAiCAAzSq1Q5aWhU4frOUsIAGiaHjBja4S4Yp7mPwDpIJG1sCLAdFf+IQRBwKWARAIQANCMAEC4Ip60rlZp/EPzH4D0iJwGqNsTQAVfChhRRAACAJKnu+YqNMN5/LqLOKklgBdS/AeQKslF2EIsBQzoPKAJEACQPj1xLvg0L9JUi5QAIHaULfCmQAGMOwYfAQBNwYx3QQbOAYa7xC8g/w/QgChAwkI7clGxmZBzAggASOWi1VXymkHfPIT9Z+0/QGOIGmkL0gsg6EVv6p/OboAIAMiuQgj39DDvQPgfoDGkGWkLuqIo1lwDCABIx66HTg3UOPvRL2SW/wE0UgSEEdzBegHEseN0A0QAQCa0gBnoBWaCEwHL/wAaS6iIWxzDbppJvh0gAKDRUQH/F8a7pFn+B9BYokXcvD2AWLMAqgABANkVBWaK1zD5f4DGEibqlrhtxtgjACAbzr4Z46pM6jpeuwIBANBo1kW+7szIswW2HwEATWR0dHR9sEu1MRJeJiF2/wNoPBeeHVIAeFQI0+gHAQA5oL29PX7YIEkvhPA/QFPISuQNoYAAgLxdfi6SP+y70QAIoDlI5K20MI75NSNMKZh7BAC0llhwnYCUNQEhAACaxbpEogAYdQQAtKSNj3PpU/wH0FwuODv8csBI1zxFAggAKJ4XH8v7IP8PUIAIACAAIBeMjI4OZkUSMPkAFFME4NwjACCDdLS3787C55AmJOT/ATIgAIjEAQIAGqng8f4BskHclTh4+y3sUHIIoMhex9HhNrVn7/gwPyI/vzmp5vcrS8dO/rxi6XFObMGpHg/7htrV/qHaKXDhvBNqaudYrsaDROJkRc7ho5xfQABAIwRABiMAYtxf3j3Zvt9/oF29PDjZ9zWP7Jhe8+8ua/JfNG9ELZx7wjYGKy0jMLubrY7zyH7LwMt42Dk4JfB4cFI9HlaUjqtF1n0Wx4OsyPnFrwnoAgIALAyVXmgvS9v//ueLnerXv+207qfY3l0SHqIYimpjIRP+2auH1UXnHLVFAWSXyngQwy8CIMnx0P/ktJNRAhGGWRoPEpGLKgAMhg0CACAv3r9M7DIZP/lsVyJGP+jfk5uIAZn4LzrnCJGBDHn6Tz471R4PSRh9PyTCJDcZDyIAxsfDUTta0KrXJCAAoIDevpu30Qx2Wl5d/xPTbC+vmcZG0gZyk0n/6vUHEQJNPRczbMPfLEQI3G/dZDz0XnTEuh1uihBIug6AqAACADD3mfA2ZKK//9GZTTX8OsTwyA0h0HqG34lEokQE9D85tWlCIAN1AL9jdCIAoMByotH5f5noZVJtRKg/jhCQGgSZ+EUIQOuOh4oQkDFx40fes2tHGibMA9YBGFEnCn9eZYQiACBVzH7rf1uiWfT40YMLG7T7n3h53/hfs+qW7WWVysQvQuAz1x2gWDBhZBx88+FTcjMeZPz+P9+dZQuAT19/oCHRgOiROaOhL4PswLqRQvjwCb3M8H+3RuT/JdT/lX+ck5vJ3mmo/v6fZ2cqPJ135FjKMc3jeJCxfMffn2bXr6RNpQ4g9txhYPURANDyGkFH2jsAymQvnlOWQ/5BogHfeqjbrluAeMhxlFvex8Pf33tqQ0RhM3boRBIgACBX9j7aJVtaaFoeRnr5/8pkXxRkmVjejVezjX+RIimNGN+eETrD/TEjmVliiFGLAIAGmncjxuUa9hVpVv+Lt1zEsHklfI0IaG3jXz0e0hQBwa5RI/Js4fO6Zxm5CABIka8/sqM/inU3wr8knHcRc1KsdFkrIpW6AGht41893mU1Qxro6gASD9ET80cAQGaDAhFeGOwN0sgvSnFUkcL+XiKgFb5nXLK2vj+97zk9tcJA9+vU8JwzYtl1RAECALJg941ALwhb6Ctr/5PO/0tY/BvfndUy52u8X0AnA9dDDDo3Zyoy30ypPqQuUhfDOBuGEWaGoQYAAQANYCiMKAhi7P0yfGnk/yXv32q58W89dAr1AB7efytR2WMicQFQd60GzPnHEQrjdwOMYgQApM9A4lezT0gwjfx/K66VF+MvzYKg3hhG2a4376RxDYTvB6C75onpIwAguwR09UOG8HRhgVQiAI1ojJJVZLtaqKVVUyNp7V6oqwMwHNd00BSi51RjIBYQAJBV+x85OFCdEmh0///CRwGOcdnVHRPSIokSKmJnRH2s7gFSADmDvQDyyQ7r1hteMpiRdgPI417jK0vHVdeUMbVw3kjVY8fqnrfP8sD2D3WUjZCh9uydVH6snVFWIGRvhqmdplqx9PjJx2Z3j6hTNTs4/v7NSScFSV7HhNs1a7j+24itEb7+yH9QBIgAgIbGAQzTtug6w6439vWP1jwy8ZbRvImAVE/EcZFteGXTlRWW0V8090SobXlXLHX/naQpXh6cova82ZFoiHrhXDYKShPZeGelNb5kPMh92I2Z3MamiII9ezvsMSF1HEnsTZDWplGVOoDDR/1MeoCQv/8DgACABjLkadQDqQGNpW9wBOCic45GLoKSiVNeL4Y/jMEPawiqjYGIgJ2Dk+3PHCdkLZ8bapHzGGcJYEUEyrFNy6iKsKiMCdn2WSICMiZkPEQVA70XHU7tmIoIeH5nm8NmG478vcOcB10fXP+8pxnFCABoDAN62677KZwucP779BTz/7JfunhSQY2pTMAywcukmZbR9zNSchv/3J1qx5PTQleuy2dnq2C9oJO0TdjjWRkPzTimMgblb8utsqQvjDisiNi0kMjdCxUBELgJiO4p7ouEqx57j1GMAICGoDHlESx+bVWAPoqQ5va/YtD/2y37fXvly0QrHleWPOeKGAgz8YuhEPEAev7LJ94NtO2vjJvei47Yx1N+zgIyRuXcyq3S6terZkCM/2et75sm9koAw4jcBly3gsjjzcj/5xAqnXLIusXz1aSO9tvcr8eQS/8qoUDNkp7eC0ctzyy9SXbm9DF16flH1cFD7Wr/gXY1MmLUGNk/vPaAPakuqirmyxJdnaY6c8UxdeUl41EJ+fTvHW47+T3EQK1dfsz+Hpecf4TB68GkDtMaC0fsMShjoVpQVY7jhy49pPpuGrKjBfL8LCJjtRKlku8hY7v6e8h3/Mz1B+yxnyYSvfvejyaVV+qNCwEx6pXrXO6Nyn3Z2Bs1z9M9Vv/a8nt/95c7d/czivPnSkIO+fOrLzdNe/4zlWmn8ifu7f9M+6fx+/En1jymHK+pea/y8+QfX/nLY3YusZHIxJ8Vzw6ah3jQYkBnnzLalJRPkuNZige7ppgNT1Xc+X9PsdMAxrjFnjD4yvFv24jrHgssHu78+iP/cQejNl+QAsgvQ9b11x0oE2BdoBUR4PlEB1O7zIYb/4qXlAZvvttu35z0nHGc0ZRBxOinafgHfldfbzBv1qh9S3o8J7nqJQySBpioA9B4f7pGPj7Jfl0TIGuO+RUjFgEAjWPAuvR6/YKgtXbevReAbilgHtf/Ow3+Y893qsefn6J2vj5JHTrqHvBasWDEup1Ql6w7pi5dN8zoKiDVY2Hn6+5T33RL+FaPhaQFQSNZt2JUfd/ocNjwEEsAVbA0o+VgHGSEIQCgYRhDJ4v3dL0APK18VeGf9VrnasDKb9fmVACIZ3ffz6dZE37wnvtiEOT2o1922RP+Ve87qm669IhlDEhF5JlDR9vUfY9Ntc+rLvqjf42hBnZNtm9ffXiGJQKOqZsuO5zLSNHShbVXduglgIZGNBha6UAXQAQANJBnrdtGN1/fVwNoH639bd4EgEzwX314ZijD7/Y+234yXX3/sWlq05WH1M2XHma05RA5f/da59Er8hMscjDFvokQ+MJ17+UqIjDNTuOZavcew9XIG57/DrQEUH39kR2sAkAAQAMZqjPhE/+bMOZ1y/6U52NSz2OW36MZ+f+oiIf31R/MjD3ZOz1B8QAlbPzlW4aIBuTI6//bf+62PfgkEREw8Ls56gsfe8+OEOUFEfK793gsUQ24iZhHyTjef05hB46cYlRddN7q3Ahz3efS+xev/yv/65REjX/N7GYZkj/676fZuWPINnKO5FwlbfyrRaGMNRlzeWHd8lGPIr5480VZJ+D9IwCgmRGAsIrer/h37Yp8hDllMv7+Y1Mb4FUa6vb/ORsRkHHjL+coLSFYjYw5GXt5iQD4bwJkuIsCnxUARAAQANBgvvbIjoHKelw/+29o/+XdGjQPEQDxwiT03ygQARj/auy0Uw4iAbKcV9p5n8zmV9byO6aFqCsArH8fYAQiAKCB7Pma6uueOlx39Qap6tUX+dQKg7XLsx0BkMm3EZ6/TgSMpxu4dLKCnIs0U0B+kYBGitDIUYDlY+H3AAi4AuDMBW8PMgoRANA4499t3W09pWvYcfHWe/eGhxBwu86zHv63q/1/0DzPS5YLSnU5ZAM5F17r+tNGxmLQJYbN4kyXa9rwTBcGWwFw6YpXt5bnJEAAQAOQfQC6l8454GPYXQSBT5Ag69X/zfL2nJ6frpMcNBY5B82IBNVGIIzM1wNUInqRCwA9VMDcUw51l+ckQABAyt5/ybrbIj+vnveO+6UbVNlrCgHPXJ5dASATfloV3lE8T+Ac2ONSGgdlWBBKDcDULjfHIGQBYNW/z1m8t/LPLeW5CRAAkCJbKj/MnXlIdU89FqEQUNVPAFW5vSzn/7NkdLM+6beC958VMZgHQbi2ajmgbwGg4TFnVHkOa+a/o52bAAEAyXv/EmrbWP3Yhct+X3fFRrm4KzGBpQvH7KrhLCJ51ixN+IK0HAaOfUUQZrkWwCns4zgJghQhr5y7r/rJG6kFQABAeti5/+oHVs59x3G5hg/vVV/USzOc/8+isZXucKwIaDxyzOO2fG41QVhXCGjU5/+DpgmFsyfC/yc1gaIWAAEAqbHJ+cCsacdOioAgBT5+LT7PzHD4P6vhdtIAHPM8jIWlC8Y0WwB7OAhekQHrwXMW7Q00RwECAGKy52t26L+k+13Pkr0uRX9eF7Jm/b+R3fy/eHzNXOrlxbO7EAAc83FkjGY5IiQFvoEbAHl0AFw2Z0idMlW7bXapPFcBAgAS5Hq3X6yet09N6Tih4jUEGt85bM6sbKYAdr6R3X2rsvzZigrjIaoAGPX38nUNgFRt78BzFu+NNFcBAgCi4amqqy/IIA2BdHUAZ56R3fB/ltvvDhAB4JjnZKyeuXxE4wAEyP9XzROdk0ZqliCHnasAAQAhKIfUPKtr6wpyPBoCuW0MlOX8/+EmN/4BKMJYlTqAuPn/M+e/oyZ3eM4V3aQBEACQHOv9njD/lMPq9JmH6i/gAHUAlfslC9jvHqDIyBLfpQtGNVGAeoegbs4o/+LC5XsSmbMAAQDB6A3ypPfbF2aEfgDlX5wMDwJAYTnTqx+AT/7/1OlH1ekzDic2ZwECADwoN9boCfLcVXPfUaZp1lywQcN9Z2Z89z8ASIYlC0Y90oLe+f8Llr0e9M/00BQIAQDx6Qn6xK7Jo3YxoMsunp4XfJYLAAEg+QhAkMLgGmNhPXDWor2pzF2AAAA9vWGefM6S+gvUb8mPUfYKsszyBdlNT8ybhXjimOdjrAqy1HfO7DHXuaB+rhj/xer5++wVAGnNXYAAAI1ND/Pk0pwDambX8El5r73ANap/zRnZnrSyPOGvWEDtBMc8X4JwvBDQLfyv7/9/7pI3U527AAEA9YTOo5296M2Jy9lwubCrLnyp/s/qBkATE/4JNT2jn/Gc5ccZpRxzGxmjMlazzpozRr2X/zkemD1tWC0/fX/qcxcgAKCW3rAv6Fny1sliQLcLuvqfWQ//n/xeZxzncwFjIREBMBI4Omj3CFnwTkPmLkAAQExkg6A18/Z5Lwc0aieDPHDJuuHMfSYJ9+bB4ysacsyzGGrP4hjVURH9/uH/8X+HqP4HBAAkwZ6vRa+iXTXvnYkL2icNkBcBcNX7jmYuDXDTZUcYqBx7GxmbMkbzQuW69wv/rzh9SM3sPNbwOQwQAK1O5BzauUvfLm8Q5H5hyz+ndmZ3AyAdN196ODOfxZ7wzz/KKG2WIDw/W4IwS2MzjADwDP8r341/UpvDAAEAMTh70V7tBV19wa8+I18V7DddeiQzk75M+NO7aJ/cPAE2lhmjK2NSxmaemKj90TcNk2jh1CkjauXcfQw2BADkDbsngOGdBshLAWD1pP+Fj73X9M8h+ee8TfhFRM5BFmoBNl15KHdicLWjEFB+dpQE2MV/Phv/AAIAssiC7iPq9BkHax5zpgHWLMtfAZvkWXuavAzsS394AO8/I4JQzkUzkbGYt/C/IOm/xXZbYOUa/qf4DwEAOeb9y1/XXtiVoEDeUgAVvnzLUNM8vy9cd5ClfxlCzoWck2YgY1DGYl5ZMr/SFri++n/R7INBN/4BBABkkdXz9qkxc0ybBsir8a94fl/eNNTwegCJPuTR2ys6ck4aXYEvY298DOY3ElQ9BzijgzGL/wABAM1GNgiSxkA1zn/5Ql88P98tbGUt+NY/298wESAG5kufOMCgyihybholAmTMydjLew+IJTIHaML/bW2mOmvRWwwqBAA0kcEk3uTsxXsdewOM/3/Nsvz3sJcJ+Bu3vZN6b3gJMWP88yEC0k4HyFgbH3P5bwC1eP6omtpZZf7L4X/x/hMq/htkVCIAIAILP5/MxXPGae+pmZ1H6/b4znsEoILkYcUbuzmFqnz7vT+3n7B/jpBzJecsjRoRGWMy1oq0A6REAZzh//OWJhP+T2oOAwRAq5JIhVF1MaAwp3tMnTqrOFXs9vLA696zPLN9iawQkBBv35WH1Hf+t7cp+Mshcs7k3PXZy/Pip4hkTMnYkjFWtNUf43UAE9HBOTOOqoWzEllqO8RIzDYdHILMM6AS2FRj1dx31KPPnVG+zE079FdEKnUBO1+fpO57bKp67PlOdeioEeL1I+omy4O8dN0xlvkVAFmfL70CHnt+ijUeplnjIviUJ8Lh0nXD9uuLvN/D6mUn1A/Gbb89O9j9Q5KbuwABADEYTOJNZk8/bq8IeOnNOeMdAJcVewMbmbAlH/wldcAWAwO/m6z27m9XO9+oHfLTO8e3b11uGX7xGjH6xUPOqRQHyu3Q0TZ7LOyyhICMi0PDteJwxfwRNXf2qD0WWmWTp4XzRlRHu1KjY+PFfwlW/w8y+hAAEI9nk3qjj1/6qhrY16W6OsfUFR8YbpkDKBM5O/ZBRQyIV3/pOo5FhWldprq17z3V/0SX6pk3qKZPSSzl9SxHFwEA8UgsjDa57bj62AdpXwsAtaxedty+7f31fjV6LLG3JQWQcSgCzDgLP6/6k3qv0WN4wQDQmDkiybkLEACtTGIX0okjxziaAJD23IDxRwBAQuxI6o3MUXb2AgCN93880QjhDo4oAgCS4cGk3ujYQWoAAEAXAUi0MPhBjigCABJg4eftYprBDKp8ACAC4GSwPGcBAgCypKgpBASAlOcGvH8EACTMvUm8CSkAAEh5briXo4kAgAQph9QSCauRBgCAlOaEAcL/CABIh7uTeBOWAgJASnPC3RxNBACkEwXYphIoBky42hcAci8AEpkTBstzFCAAICVi59eOUwcAAMnPCeT+EQCQMnepmPtsj1ADAAA1EYDYKYCh8twECABIi4Wfty+02+O8hyz3oRAQAOz5wJoLxuJ3CL29PDdBjjA4BPlkz9fUM9ZdT9TXz16xSHV2T+dAFsR7a3SLZ6O9XU2aOoWDXwCGhw6p/Tt/H+ctpPL/XI5k/mA74PwiUYDt0Y3GMAIg5xze+646+Po7SXhvkWizRMCMBXPUtLmzOBm5FpCxCwBv5yjmE1IAOaW81WbknBuFgPlmaPANdeC1vU0z/oL8bfkM8lkgv8ScC+5i218EADSHO1XEZYF0BMz3hH3knQOZ+TzyWRCU+SXGXDBYnoMAAQBNiAJI0c0NUV9PQ6B8cmTfAT4TJELMOWAzhX8IAGiuCJC2m5FycHht+SSLGzqxyVQ+iTEH3E7oHwEA2RABUguwLezrSAMAtDYR54Bt5TkHEACQESQKEGoTDiIA+aSzewafCZoVAYgccQQEAKQXBZBc3IYwIkCquKkDyB9dc06xl+BlZhKxPot8JsgXcu2HXEUic8sG8v4IACiICCAKkMOLtr3NXn+fFeSzyGeCQnv/GH8EABRNBFAHkE+k+c6UGVOb/jnkM9AIKJ+EuPYx/ggAKKIIGB46yAHLKbNWLFLtUyY17e/L35bPAPkk4LWP8UcAQI5FwDa/55IGyOnF296mZi9f1JR6APmb43+bKSSPBLzmt2H8iw2bAbUAe76mbrPutrr9ftrc2eqUxadzoHKKFHPt3/X7hq3FnzS1U3WX5rMZUI458Npb6vDe/V5PuZ2lfkQAoBjRALmQZbeuQSIAxUMM8WlrlzWkJkD+xqmrl2D8ixsBkDniXIw/AgCKJQIGyiLgrnoPctjeExxyfCG3t9mG+ZTFc1NJCch7ynvL3yDsn2/kWnfZAfCusvEf4Ci1BqQAWpA9X1O91t0W69ZbeUwmd6q5i8HY6Jgd3pXtguPuFiiGX8aFpIkw/MVAxoXs4lhFv3W7k9a+CABoLSHQVxYCpUpoF4olBKTSe/jdQ6FXe0hnv85Z0+17DH+x2Pfiq5UlgINlw7+No4IAgNYWArfOO3dVD5N9cZG8b6X7m4iDkXIYuGNqp23kxduX3P7kDPQXgPRE4ZvPvCQh/rsx/IAAgJOYT625x7rr40gAFJZtxoW/3cxhAAF3D6p5iEMAwDUORACgNaMA71p33RwJgMIxZHn/VPoCEQBw5UEOAQDXNiAAoPW4m0MAwLUNxYcUANRhPrXmFeuuxJEAKAyDxoW/XcZhACIA4Me9HAIArmlAAEDrsY1DAMA1DQgAaDGMC387qBRtQQEKQn/5mgZAAEAgCBkCcC1DkZ09DgG4QU8AgNzD2n8gAgCR2MYhAOAaBgQAtB6sGwbgGoaCQgoAPDGfWrPduuvlSITj6eemqxd2TlVvvDVZvXugw37sjMXD6syVR9TaFUfUrFNGOEhVyDGS4/Wbl6eq161jNnysTXVOGVNnLBm2j9d5f3CIgxQeKf7bwGEABABEFQAbrbsHOBLBEIP/zQdPP2n03bjk/PfUFZcM2UaulRFD//ivZqqfPu5daiKC6TMb31LzTz/OIAvODZYAoP0vIAAglgigM2BA4/+N/3eebdSCIMb/fMuz/YAlBlotIiAC6ennp6vHfzkz8PESPvvJN9WyxcMMNn/o/AcIAEhEAPRZd/dwJLw92f/rfy4KZcyqkfSAhLnFuBVVDMixeeHlqXaoX+6jIKLpr/7s9y0fOQnAZksAbOMwAAIA4goAic9KFIAlgS78689m26HsJJAwtwgCEQOSA8+rsRODL1GR373WaRt8+TkJJH3y0Q/uZ9C5M2TdllkCYIhDAQgASEIE3GHdbeFI6Pk//n5JZO/fD4kIiCiwb6cdP/nvLPFGuXBPjL2E9+XfSRl8XRTgf/9vrzLo3LnTMv53cBjAjw4OAQTkLut2K1EAvaeblvEXxKDaVfKOsLkIgVkzR1Rn59hJQSACoatz7KShjCsU5O8OvTcxTYiBP/m4fK73OnwLHtM43vI3WUnh6v3fxWEABAAkhoQTzafW3E0UQO/9NoOKMBCi5NRFHFSMae6s3HsIABfuJvQPQaEREISNAoDGkOZVuOTR+Of5mOP9AwIAchsFYIKpR0LteKONQ441qwDw/gEBAI3nzrKnAVXQqY5jjfcPCABohSgA/cUdyNI0vNL0kWMsxxrw/gEBAM3hLqIA9Ybp5qvf4UCkzB/f8BZCC+8fEABAFCBbrF15BBGQInJsaQOM9w8IAMhGFGCQw1CL5KcRAekYf3L/Wgbx/gEBAM2IAtzJkUAEYPybyp14/xB5HucQQBzMp9Zst+56ORL1SHOe7z8yJ9UugUWmUlchqRXQ0m8Z/w0cBiACAE3zQDgEesRwyfa1NK0JjxwzOXYYf649IAIA2Y4CyFbBfRwJPRIB+OHPZqunn5vOwQgonMTzp9rfk22W97+ZwwAIAGi2AGC74ACQEvBGDP61H9xPvt8ftvsFBABkSgTcZt1t5Uj4RwNEBETZvKfInLF4WN1kef20VA7E7Zbxp/IfEACQKRHwjHXXw5EIFg341+2zc7sZD15/0xiwjP+5HAZAAEDWBIAY/2c4EsGjAY//aqb66eOtmTkRoy/Gn1x/KM61BMAAhwEQAJBFEXCHdbeFIxEciQJINKBV0gIS7v+oZfhZHREaWfN/B4cBEACQZRFAKiACr7zWaUcDfmfdF9XwX3HJEO18o0HoHxAAkAsBQCoAIVBj+CXcT54/FoT+AQEAuREBdyhSAbF4463Jdo1AXvsH4PEnBqF/QABA7kQAqYAEkBqBp5+fbguBrK8akII+aeRzxQeGWNKXDIT+AQEAuRQAJTWeCqBBUEJIoaCIgawVDEpB3yXnv2cbf6r6E0Ma/Ujof5BDAQgAyKMI6LPu7uFIJIssIRQR8MLOqU0TA2L0Ja+/dsURvP102GwZ/20cBkAAQJ5FAHsFpCwGfvdqp108KIWDUjuQBmLkJZ8vuX25x+inCr3+AQEAhRAAkgKQbYOpB2iQIBARUBEDUjcQVhSIcZ810zL4S4bH7zH4jUSq/TfQ6x8QAFAUEdBTFgHUAzRZGHjRbRl7DH1TGSobf5b8AQIACiUC+hT1AABekPeHhsG+pNA4tTk+sbGLGYCeuzD+QAQAih4JkFRAL0cC4CT9lvHfwGEAIgBQdG5Q44VOADB+LdzAYQAiANAqUQCKAgEo+gMEALSwCGDTIGhl2OQHmgYpAGie+hyf+Gh2Aq3KZow/EAGAVo8E9CmWB0LrGf9tHAYgAgCtHgmQiZDlgdAqsNwPiAAAOCIB7BkARYce/4AAAEAEAMYfAAEAgAgAjD8AAgAQAYgAwPgDIAAAEQCA8QdAAAAiAADjDxAPlgFCthXq+ATKEkHIG3dh/IEIAEAykQCJAtAsCPIATX4AAQCACACMPwACACAJEcAugpBF2NUPcgc1AJAvxTo+wW5Q43uoA2SBAYw/EAEAaFwkQCIAD1i3Xo4GNJF+63aDZfyHOBSAAABorBDYat3dxpGAJiCV/rdzGAABANA8EdBn3YkQoC4AGoF4+7dT7AcIAIBsiAApDpQVAj0cDUgRyfNvJt8PRYAiQCiGkp0oDsQrg7SQsUWxHxABAMhwNKBPkRKA5CDkDwgAgByJgJIaTwn0cjQgBv1qPOQ/yKEABABAvoTAbeVoAEBYxOtnHwpAAADkWAT0lEUA0QAI6vXfTq4fEAAAxYoGbFHUBoAeyfXfidcPCACAYoqAUjkasJGjAVU8WPb6BzkUgAAAKLYQ6FXjRYIljkZLIwZfivz6ORSAAABoLSFwh3V3qyIt0GpIuP9uy/DfwaEABABA64oAMf5SG8CeAq2B5PjvZAMfQAAAQEUIlMpCoI+jUUi2lQ3/IIcCAAEAgBDA8AMgAAAAIYDhB0AAAABCAMMPgAAAaHkhIMWCUijIqoHsYVf1W7e7KO4DQAAApCkGJBqwSdFeuNn0W7d72akPAAEA0Ggh0FMWAn1EBRrq7W8rG3769QMgAAAyERW4XtFmOC2kXe9DePsACACArAqB7rIIQAwkZPTlntw+AAIAIK9ioFeRJvBDjHw/Rh8AAQBQGPZ8Td3R2T1jy5QZU9Vk6zZp6hQOisWJI8fU8YNH1DHrNjx08M6Fn1d3cFQA0qeDQwDQOCwDZ9+EtvZ21TlruprU1dlSgqBi8E8cHVbD7x5SY6OjDAwABABA6yCG78g7B6yfDpwUBCICRAxIlKB9yiTVPnlSrr/j6PETavTYCdu7t42+Zfwx+ADZgBQAQEqYpllS43n/9XL/3hN/3X3oma+EqgGoiIKOqZ2qwxIDlZ/b2tsyJmbG1MiRYdvAj1hGv/JzWGM/7awvDp5y6d/Lj/3WbYfcG4YxyGgCQAAA5MbgW7dS9e9PvDOg3v7euYn9PYkSCBVBIBGDjnLEIMnoQcWLF0bKP1cMviDefVLMuX67mryg1/nwIIIAAAEAkBuDr0MEgAiBZjApQORADPuJsmFvNO0zSmruZ14J8lQEAUACUAMA4EJfX1/35ZdfLp3+1NGjR3u6urq6jx8/vnTy5MmlKVOmyM891s+h3nPa2beqoZ9tbsr3aZZhD8r0s28N+lQRWn1ys86Buu+++wYOHDjwUPl3/eX7gT/5kz9hCSEAEQCAev7pn/5JDEnJadxHRkZKHR0dvt781VdfrebNmxfqb44dG1JvfWuZfQ+1zPuTd1XblHBtEt588031yCOP+EULKrfd1f+2BAKRAyACAFBU/u7v/q63vb29e8aMGT1uBt4y/vZ9xZu3fhfY+IQVAGLgOksb1ZEXt3Fyqpi6ui+08a+cgwDRgpKLALQjBWq8+dCO8v0A4gCIAADkhC1btpSWLl0qk3zPsWPHlk6ZMqXHa+JPzGO1jL9EAcIyenBQ7f3mMk5cFad9/Bk1aU5P6NeJ9x9ABESlvywKnq0SBmw+BEQAABqN5bGJi9gzPDzc29bWVvHme6s9dsv4N+zz7N+/P9LrpNhtyoJedez1fk6qnDPrWEQx/nHOQUB6y/cbNVEDiRA8e/DgwYEZM2YMEDEAIgAACfGVr3ylZ+rUqT3Tpk0TL369Zeh7LEOfuT76119/vZo9e3bo1x23jP87D23gRFt0f/AeOwUQxfg/9NBDWfkadvrg2LFjA5YItSMGRAsAAQDgwy233CLuX8/MmTPPOe+883qqPK/Mc9lll6kVK1ZEeu0+SwC0ehQgxNK/Onbu3Kl+/vOfZ/0r9pcjBs++/fbbA1/60pcQBZAZSAFAo419d9nAi6FfX23szzjjjNx9n3379kUWAF1rNrW8AJhxwZZYxz4H9FbG+GmnnabuvvvuoV/96lciAnaUhUH/P//zP7MkBIgAQPH44z/+44pHf47yaJYzf/58tWbNmtx9Pwn/SxogKlIMKEWBeP/hkfB/yjUAqfDb3/5WvfHGG9UPDaqqxkb/8i//MsjMAUQAIM8Gv+Ld++btpYgvqhfdbOIaIPGAm9UYKM/efxLHvlnIWH/77bfVyMhI5SERxX3lm1xDg+XoQEUQkDYAIgBQDIPv5Mwzzwy9nj5LRGkI1OpRgLjef4AGQJlGPv9vfvOboE+XFMGDRAiACAA0lc985jOlsqGXuHevaZqxKvNnzZqVa+NfmczjfIdTLtmq9v/oBrz/kMc8z8h4kTTAu+++G+Tp3dURAusaHKwWBN/85jepIQAiAJCa0T9p8NV48V5ifOADH1CdnZ25Pj5LlixRV1xxRaz3aKUVAbLmXxr/xOGnP/2pevXVV3N9HIaHh9VTTz1VnQqIigych8pigHQBEAGAWAZfPI6NVUY/lfX3y5Yty73xF5LIRYtHfOyh1hAAEvHIwjFvNjL2Fy9erF555ZW4b9VbvtVEBywx8CCzGRABAF8+/elPl8pGf1PSXr7W4M2YoS688MLCHL+Pf/zjavr06bHeQ4oBi75HgHT9O/X67bHe49ChQ+p73/teYY6JRAEOHjyYxlsPVUUHHvzWt75FqgAQANAco1/NeeedZ+f/i4KkACQVEIdW2ClQCv+kADAOEvqXFEBRkDqAp59+uhF/6kHEACAAWphPfepTttE3DKPhRr+ChD1XrVpVqOO6du1addFFF8V+n8P/eZc68PjthRx7My64Q81435bY7/Pkk0+qF154oVDH5qWXXlKvvfZaI//kg6Zp2mLg29/+NmIAAQAFNvqVKuKmGf0Ksub/0ksvDbzlbl6IujOgjre/d6468U6xarmSKPyrkPIOgE1BCgEfe+yxJAoCI0cGLCGwjdkSAQDFMfxi9KWQb2NWPtM555xjt0QtIps3J9PQR4y/iIAiEXW7Xx333HNPIcePNAd69tlnm/kRKv0G7rXEQD8zaPFhFUDB+KM/+qOecnhfjH+mds+TnH9Rjb8glelRdgbUectSKV+UVICE/pMy/kWo/ncVSda1IddIwN4AaXCy34DlPAyKEDBNc9t3vvOdQWZWIgCQXaNfWbZ3q2pyiN9VaXZ0qPe///2qq6ursOdBagCkFiApitAbIImq/2ok9y81AEXl6NGj6oknnmhWKsANOypgCQGWFSIAIEOGv1Q2+pnz9p0sX748l7v9hUF6vMv2wEkhqwEkFZDXNsFtU7rV6Z9+xb5PCtn+V7YBLjK/+93v1K5du7L40eyogHUjKlAQ2jkE+eOTn/zkxrPOOuvr1o93Wbf3W7dMd9ORNf/W5y38eTl+/Lhat25dcuq8o9P2oId3fVeZo8O5Ox5zbvz/VMfMUqLvKWvm5TgXGUkDSD1ABr9nZSvv26zrufQHf/AHB5577jmEAAIAGmD0u60L7pPW7QHrn59TLtvqZpGzzz670KF/pwBob0/usmqfOk+1WbfhVx7K1bHo/uA9qnPJVYkf31/96lctcb1PmzZN7dmzJ8sfUVKNfdZ81FcWArQgRgBASob/r60fvyP/VBkP9TtZunSpWrRoUcucL/mucTsCOpECOgmjH3vt0XwYr7NvUzPO/evE31cMYgJtc3OBCGapAzhw4EDmtZ5122jNUbdZty7rNmCJgWEFCACIzh/+4R9KiE2apv+DYRjiSuWuab4U/p177rmqra2tZc6bpDvS2N1w8tz3q9GDu9WJfdl2tKau7lPd67+eynuL8S/a+n9Py9rdbTcHGhsby8PHlflJdgf9nDVvrbFuzz7//PM0GMo4FAFm0PBbd9IurS/v30WM/+mnn57bzz80NKRefPFF+7Z371579zaJaIiBl34Gc+fOrXtNkg2BtJ8pw/sF2Mb/g+mt0Xc2AJLzIevm5fyIpyznS85J5fzIuco7b731lnrmmWfy+vFloN753e9+d5CZHQEALWL4BVkPf8EFF+T28//Hf/yH2rFjh+dzVq9erT784Q/bntpJT33yZNljIV1hkkERkLbxF771rW/ZdQCVbXRlOaD87IYIgOuuu67m/OSRX/ziF3nvf4AQyCikAJrMJz7xie5169b9tWEYUtzXU4TvJKH/888/X02aNCmXn//hhx8OtNZ83759tiE6duyYWrhwof29R0dHbcOTZtFj57KNmUoHNML4iwGUHgDi8T/wwAO21++3Vl6iAv/5n/9pL89Mui6j0WJa6h9ykgrQIfPabdY8V7JupAYQAFAx/Gq8uO+qIn03We+vC4/ngR//+MehK81lcpbd3CrGX9IeSXQE9BMByjDU8df7C2/8he3bt6utW7fax9nL63ciIkHW1EtKIK/7T4iQFuNfgC6ICAEEAFjGv69s+KV7X2eRvtvMmTPtyTaPSA75/vvvj/RaMTS7d++2Pc4pU6aoiy++OPXPKz0C2meWLBGwoyl9AsTwS5vfNPn973+vPve5z6l//Md/VIcPH470HiIYxIjmuSZABKXUA0i0qQDYSwgtEdBl3QYsIcCqAQRA8fn4xz/eaw34ewzDuE3lbDlfUMT453XNv+T94669rs5Py5LAtJdAyhLBKYuvspcImscb41DJkkRp8pP0Ov9q3nvvPfU3f/M36q/+6q9sERAXSQcksV1zM8lBb4AwnFw1YM2Je1944QX6CCAACmv4Jdxf6dxXKvJ3FU94zpw5iTbDaRQ//elPI3uZOs/1vvvus/PWshpCIiOpXcRT59mh+JGhF63bb9OdtZdtVKdetz3xDn/Vhv8f/uEf1K233qoGBpKzCSLM1qxZk9tagBMnTqiXXnpJHTp0qGhThgiBjdb8KLcXretlEIuBACiS8RdvXwr83t8K31cMqKxdlrX/eau+/rd/+7fE31P6usv2tWLYRAhIeiANpG1w14pP2hGB43ufTDwaIF7/rCu/Y4f85W+lgQgmMfw/+clPUgl1S5fGPK4IGBwctJcCyhgqMNI8Q9ICPdbtSUsIUB+AAMgvN998c2nt2rWVtr2drfTdpRhOepnL2nnxuPKSEpAUQFqIN/vtb3/bNmyyK2JadMxaY0cDjI6uxAoEpbPf7KseSGxLXyeSLpE8vxyfNI2cpKfyJACk6E8KUiWaJNdUi7BGhIA1d3ZZIqBfAQIgh8b/jrLXX2rl4yDGTiYvCV/KxJv1tECaAqByPMTYiacrKYEktw52RgOkQHDqmj5lHjugRg8NRioSFCEx++oH7MhCGl5/pcDv7rvvtgVj2uRFAMj1Isscn3vuuaIU/YXFrg+wro+N1k2iAW8qSGeu4BAkx0033dRjGIasierhaDg8044O2+BleV+AL3/5yw39exIJkJB32sVpsq3w0Re3qSMv3qtOvOOdV2+fUVLTz75VdVnGP8ltfKsRL1+OtQihRnLLLbdkfiWAiCKpG/HrcdBi3GWa5p3WeCEtgADIrPGXXL908uvmaLhz6qmn2kIgzaK4vAiACldeeaX627/924aIo9GDg2r4lQfVMVk6eGx8PjUsQz9lwXo1eUFvamH+iuGXeohKTUSjybIAkOMhhl+aS4GWQeu22RIB/RwKBEBmuPHGG7vLXfx6ORrBWblypVq2bFmmugU2SwBU2Lx5sx0RaJQ4OnLkiN1gphGV8eLtS6g/iSV9RRIAEu6XTY5efvllJoVgSCTgDg4DAiALxl+M/gN4/dGYOnWqHQ1IY/e8PAoAQYx/RQjE9Silmv6JJ56w146L4Q1jfCuFipKekAhF1HoFqXmQ4yrebbPJmgCQjY3kuIgQg1BIHmvz/fffT+8ABEDTjL+o0C0cifhIWqCnp6fpqwWyIAAqSDpARMBNN90U6nVi5MXTTjq/LgJAPo+IgaCfQ5r4iADJClkRAEePHrVXhRDuj4Xkr263RMA2DgUCoGHccMMN4u1Lod9GjkZySCpA9hBYtWoVAsDhiQctFJTcuhj/NPPr8nmkUY9bmqJZBX55EQDSzEd6Q0joHxJBBMDtDzzwAAWCCIDUjX9P2fhT5Z8SkhaQaIBEBRAAE/gVCv7lX/5lw4yuGH9Zs1+dFmh2gV/WBYB4++L1E+5PBTslYIkAUgIhoQ9AQDZu3Nhr3T2iWnxtf9qIZySdBKV3u+yq18jeAWn3AYiDV0fBRhp/Qdam//CHP1SXX365Ou2001Lv4JcUzegDIONZmvn85je/wetPDyki+uSaNWte/K0FhwMBkLTx71PjxX6dHI3GID3PZXc9EQCzZs1qeQFw0tVxdBQUUSAh+UYjf7/yWdLu4JdXASCi7Re/+EXRW/hmhc6yCDhgaYAnOBzBIAXgw/XXX3+HotivqZxyyim21yv3aZLlFIAOSQeIccHABKNRKQCJXknvfrmHprDtoYce2sxh8KeDQ+Bp/CXf38eRaC4ykfb396vly5er1atXZ6p3QDNp5pp6qKfSwnfXrl0cjObSZ83dUqe1wRICFAciAMJz3XXX3WOaJsY/Q+zcudNOC5x11llqyZIlHBDIDK+++qr69a9/TZ4/O4gA2G7N4xsefvhhRIALbRwCvfHH88+ul/X000+rxx57jIpqaDoyBmUsypjE+GdSBDxjzees2nKBIkAHH/vYxzD+OZl4JdQqOd2kUgJ5KAKE6CRdBChj8NFHH0WIZhs54Z9cvXr1oy+99BK7ChIBwPgXBakJkL4BAM1Axp6MQciFCNhuze9EAhxQA1Dm2muvJeefI2T9+dlnn82BgKYiY1CKVN9++20ORg5EgDXPb/jhD39IwyAiADXG/zY8//wgIf/KZjUAzUbGIitTciUCiASUafkagI9+9KNi+L/OUMgPGzZsSCX0Tw1AsUmrEZA0q5IdLaXxD2QeaRh01apVq+5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",
"path": "f91b33a71bfbad860b7120243ac6bdc0441b3c0d6e712cb4df96a4807e832efa.png"
} | Generate code for a svg of a a close up of a black and white picture of a person's face | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="109" height="109" viewBox="0 0 109 109" xlink:used="" data-num-strokes="4">
<style id="style-Kanimaji">
/* CSS automatically generated by kanimaji.py, do not edit! */
.backward {
animation-direction: reverse !important;
}
#kvg\3a StrokePaths_030f7 {
stroke-width: 4.5px !important;
stroke: #666 !important;
}
/* stroke kvg:030f7-s1 */
#kvg\3a 030f7-s1-brush, #kvg\3a 030f7-s1-brush-brd, #kvg\3a 030f7-s1-bg {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 030f7-s1-anim {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 030f7-s1-bg, #kvg\3a 030f7-s1-bg.animate {
visibility: visible;
}
@keyframes strike-030f7-s1 {
0% { stroke-dashoffset: 34.931; }
100% { stroke-dashoffset: 0; }
}
#kvg\3a 030f7-s1-anim.animate {
stroke: #f00;
stroke-dasharray: 34.931 34.931;
visibility: visible;
animation: strike-030f7-s1 0.678s ease-in-out forwards 1;
}
@keyframes strike-brush-030f7-s1 {
0% { stroke-dashoffset: 34.931; }
100% { stroke-dashoffset: 0.4; }
}
#kvg\3a 030f7-s1-brush.animate.brush, #kvg\3a 030f7-s1-brush-brd.animate.brush {
stroke-dasharray: 0 34.931;
visibility: visible;
animation: strike-brush-030f7-s1 0.678s ease-in-out forwards 1;
}
/* stroke kvg:030f7-s2 */
#kvg\3a 030f7-s2-brush, #kvg\3a 030f7-s2-brush-brd, #kvg\3a 030f7-s2-bg {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 030f7-s2-anim {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 030f7-s2-bg, #kvg\3a 030f7-s2-bg.animate {
visibility: visible;
}
@keyframes strike-030f7-s2 {
0% { stroke-dashoffset: 142.134; }
100% { stroke-dashoffset: 0; }
}
#kvg\3a 030f7-s2-anim.animate {
stroke: #f00;
stroke-dasharray: 142.134 142.134;
visibility: visible;
animation: strike-030f7-s2 1.368s ease-in-out forwards 1;
}
@keyframes strike-brush-030f7-s2 {
0% { stroke-dashoffset: 142.134; }
100% { stroke-dashoffset: 0.4; }
}
#kvg\3a 030f7-s2-brush.animate.brush, #kvg\3a 030f7-s2-brush-brd.animate.brush {
stroke-dasharray: 0 142.134;
visibility: visible;
animation: strike-brush-030f7-s2 1.368s ease-in-out forwards 1;
}
/* stroke kvg:030f7-s3 */
#kvg\3a 030f7-s3-brush, #kvg\3a 030f7-s3-brush-brd, #kvg\3a 030f7-s3-bg {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 030f7-s3-anim {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 030f7-s3-bg, #kvg\3a 030f7-s3-bg.animate {
visibility: visible;
}
@keyframes strike-030f7-s3 {
0% { stroke-dashoffset: 12.009; }
100% { stroke-dashoffset: 0; }
}
#kvg\3a 030f7-s3-anim.animate {
stroke: #f00;
stroke-dasharray: 12.009 12.009;
visibility: visible;
animation: strike-030f7-s3 0.398s ease-in-out forwards 1;
}
@keyframes strike-brush-030f7-s3 {
0% { stroke-dashoffset: 12.009; }
100% { stroke-dashoffset: 0.4; }
}
#kvg\3a 030f7-s3-brush.animate.brush, #kvg\3a 030f7-s3-brush-brd.animate.brush {
stroke-dasharray: 0 12.009;
visibility: visible;
animation: strike-brush-030f7-s3 0.398s ease-in-out forwards 1;
}
/* stroke kvg:030f7-s4 */
#kvg\3a 030f7-s4-brush, #kvg\3a 030f7-s4-brush-brd, #kvg\3a 030f7-s4-bg {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 030f7-s4-anim {
visibility: hidden;
}
[class *= "current"] ~ #kvg\3a 030f7-s4-bg, #kvg\3a 030f7-s4-bg.animate {
visibility: visible;
}
@keyframes strike-030f7-s4 {
0% { stroke-dashoffset: 11.847; }
100% { stroke-dashoffset: 0; }
}
#kvg\3a 030f7-s4-anim.animate {
stroke: #f00;
stroke-dasharray: 11.847 11.847;
visibility: visible;
animation: strike-030f7-s4 0.395s ease-in-out forwards 1;
}
@keyframes strike-brush-030f7-s4 {
0% { stroke-dashoffset: 11.847; }
100% { stroke-dashoffset: 0.4; }
}
#kvg\3a 030f7-s4-brush.animate.brush, #kvg\3a 030f7-s4-brush-brd.animate.brush {
stroke-dasharray: 0 11.847;
visibility: visible;
animation: strike-brush-030f7-s4 0.395s ease-in-out forwards 1;
}
#kvg\3a StrokeNumbers_030f7 {
display: none;
}</style>
<g xmlns:kvg="http://kanjivg.tagaini.net" id="kvg:StrokePaths_030f7" style="fill:none;stroke:#000000;stroke-width:3;stroke-linecap:round;stroke-linejoin:round;">
<g id="kvg:030f7">
<path id="kvg:030f7-s1" d="M21.5,24.12c1.5,1.25,2.16,3.14,2.38,5.38c0.96,10.07,0.89,8.17,1.89,19.38c0.31,3.4,0.59,6.58,0.86,9.38"/>
<path id="kvg:030f7-s2" d="M24.25,26.88c3.12,0.38,5.16,0.22,8.23-0.06c13.76-1.28,27.14-2.31,41.64-3.69c8.04-0.76,9.44,0.51,8.38,6.62c-4.75,27.25-20.62,47.63-43.88,61.5"/>
<path id="kvg:030f7-s3" d="M85.5,12.38c2.61,1.93,5.7,5.93,7.36,9.37"/>
<path id="kvg:030f7-s4" d="M91.56,7.25c2.82,1.78,6.15,5.48,7.94,8.66"/>
</g>
</g>
<g xmlns:kvg="http://kanjivg.tagaini.net" id="kvg:StrokeNumbers_030f7" style="font-size:8;fill:#808080">
<text transform="matrix(1 0 0 1 15.63 27.38)">1</text>
<text transform="matrix(1 0 0 1 28.63 21.63)">2</text>
<text transform="matrix(1 0 0 1 80.13 11.63)">3</text>
<text transform="matrix(1 0 0 1 85.13 6.38)">4</text>
</g>
<g id="kvg:030f7-bg-Kanimaji" style="fill:none;stroke:#eee;stroke-width:3.000000;stroke-linecap:round;stroke-linejoin:round;">
<a data-stroke="0"/>
<use id="kvg:030f7-s1-bg" xlink:href="#kvg:030f7-s1" data-stroke="1"/>
<use id="kvg:030f7-s2-bg" xlink:href="#kvg:030f7-s2" data-stroke="2"/>
<use id="kvg:030f7-s3-bg" xlink:href="#kvg:030f7-s3" data-stroke="3"/>
<use id="kvg:030f7-s4-bg" xlink:href="#kvg:030f7-s4" data-stroke="4"/>
</g>
<g id="kvg:030f7-brush-brd-Kanimaji" style="fill:none;stroke:#666;stroke-width:7.000000;stroke-linecap:round;stroke-linejoin:round;">
<a data-stroke="0"/>
<use id="kvg:030f7-s1-brush-brd" xlink:href="#kvg:030f7-s1" data-stroke="1"/>
<use id="kvg:030f7-s2-brush-brd" xlink:href="#kvg:030f7-s2" data-stroke="2"/>
<use id="kvg:030f7-s3-brush-brd" xlink:href="#kvg:030f7-s3" data-stroke="3"/>
<use id="kvg:030f7-s4-brush-brd" xlink:href="#kvg:030f7-s4" data-stroke="4"/>
</g>
<g id="kvg:030f7-anim-Kanimaji" style="fill:none;stroke:#000;stroke-width:3.100000;stroke-linecap:round;stroke-linejoin:round;">
<a data-stroke="0"/>
<use id="kvg:030f7-s1-anim" xlink:href="#kvg:030f7-s1" data-stroke="1" data-duration="0.6780565148162623"/>
<use id="kvg:030f7-s2-anim" xlink:href="#kvg:030f7-s2" data-stroke="2" data-duration="1.3677479715952805"/>
<use id="kvg:030f7-s3-anim" xlink:href="#kvg:030f7-s3" data-stroke="3" data-duration="0.3975676416125911"/>
<use id="kvg:030f7-s4-anim" xlink:href="#kvg:030f7-s4" data-stroke="4" data-duration="0.394875010787334"/>
</g>
<g id="kvg:030f7-brush-Kanimaji" style="fill:none;stroke:#f00;stroke-width:5.500000;stroke-linecap:round;stroke-linejoin:round;">
<a data-stroke="0"/>
<use id="kvg:030f7-s1-brush" xlink:href="#kvg:030f7-s1" data-stroke="1"/>
<use id="kvg:030f7-s2-brush" xlink:href="#kvg:030f7-s2" data-stroke="2"/>
<use id="kvg:030f7-s3-brush" xlink:href="#kvg:030f7-s3" data-stroke="3"/>
<use id="kvg:030f7-s4-brush" xlink:href="#kvg:030f7-s4" data-stroke="4"/>
</g>
</svg> | |
{
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xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
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inkscape:version="0.92.4 (5da689c313, 2019-01-14)"
sodipodi:docname="005_drone_icon.svg">
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inkscape:pageopacity="0.0"
inkscape:pageshadow="2"
inkscape:zoom="1"
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inkscape:pagecheckerboard="true"
inkscape:object-nodes="true"
inkscape:snap-global="false"
inkscape:window-width="1920"
inkscape:window-height="1017"
inkscape:window-x="1912"
inkscape:window-y="-8"
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rdf:about="">
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<dc:title>Drone Icon Tutorial</dc:title>
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"path": "68fc97bcd4d74dfffb67544277a5f0507f202a768add4c9884c2c59ebb7160d1.png"
} | Generate code for a svg of a a close up of a circular button with arrows pointing to the center | <svg
viewBox="0 0 241.88976 241.88977"
width="64mm"
height="64mm"
version="1.1"
id="svg1038"
sodipodi:docname="replays logo 2.svg"
inkscape:version="1.1 (c68e22c387, 2021-05-23)"
inkscape:export-filename="G:\Downloads\replays tray idle.png"
inkscape:export-xdpi="101.6"
inkscape:export-ydpi="101.6"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns="http://www.w3.org/2000/svg"
xmlns:svg="http://www.w3.org/2000/svg">
<sodipodi:namedview
id="namedview1040"
pagecolor="#505050"
bordercolor="#eeeeee"
borderopacity="1"
inkscape:pageshadow="0"
inkscape:pageopacity="0"
inkscape:pagecheckerboard="0"
showgrid="false"
units="mm"
inkscape:zoom="2.8284272"
inkscape:cx="163.87199"
inkscape:cy="124.80434"
inkscape:window-width="1920"
inkscape:window-height="1020"
inkscape:window-x="1272"
inkscape:window-y="-8"
inkscape:window-maximized="1"
inkscape:current-layer="g1036"
inkscape:document-units="mm"
inkscape:lockguides="true" />
<desc
id="desc976">replays logo v1.dxf - scale = 1.0, origin = (0.0, 0.0), method = auto</desc>
<defs
id="defs990">
<marker
id="DistanceX"
orient="auto"
refX="0"
refY="0"
style="overflow:visible">
<path
d="M 3,-3 -3,3 M 0,-5 V 5"
style="stroke:#000000;stroke-width:0.5"
id="path978" />
</marker>
<pattern
id="Hatch"
patternUnits="userSpaceOnUse"
width="8"
height="8"
x="0"
y="0">
<path
d="M8 4 l-4,4"
stroke="#000000"
stroke-width="0.25"
linecap="square"
id="path981" />
<path
d="M6 2 l-4,4"
stroke="#000000"
stroke-width="0.25"
linecap="square"
id="path983" />
<path
d="M4 0 l-4,4"
stroke="#000000"
stroke-width="0.25"
linecap="square"
id="path985" />
</pattern>
<symbol
id="*MODEL_SPACE" />
<symbol
id="*PAPER_SPACE" />
</defs>
<g
inkscape:groupmode="layer"
inkscape:label="0"
id="g1036">
<path
d="m 207.81683,120.65076 a 86.810397,86.810323 0 1 0 -173.620785,0 86.810397,86.810323 0 1 0 173.620785,0 z"
style="fill:#343444;fill-opacity:1;stroke:none;stroke-width:5.3208;stroke-miterlimit:4;stroke-dasharray:none"
id="path996" />
<path
d="m 190.36682,120.58998 a 69.448331,69.448269 0 1 0 -138.896646,0 69.448332,69.448268 0 1 0 138.896646,0 z"
style="fill:#45455a;fill-opacity:1;stroke:#45455a;stroke-width:1.83749"
id="path1002" />
<path
d="M 170.0361,120.58998 91.84893,75.448612 v 90.282708 z"
style="fill:#17b2b0;fill-opacity:1;stroke:#17b2b0;stroke-width:5.10394;stroke-linecap:butt;stroke-linejoin:round;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
id="path1010" />
<g
id="g862"
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",
"path": "cee764c6db997d0ad905b8b7eb7ed5054376d9b5d6a278162e7ab17273536fb8.png"
} | Generate code for a svg of a a red icon of a group of people connected by circles | <svg xmlns="http://www.w3.org/2000/svg" width="16" height="16" version="1.1">
<defs>
<style id="current-color-scheme" type="text/css">
.ColorScheme-Text { color: #ff6666; } .ColorScheme-Highlight { color:#5294e2; }
</style>
<linearGradient id="arrongin" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color:#dd9b44; stop-opacity:1"/>
<stop offset="100%" style="stop-color:#ad6c16; stop-opacity:1"/>
</linearGradient>
<linearGradient id="aurora" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color:#09D4DF; stop-opacity:1"/>
<stop offset="100%" style="stop-color:#9269F4; stop-opacity:1"/>
</linearGradient>
<linearGradient id="cyberneon" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0" style="stop-color:#0abdc6; stop-opacity:1"/>
<stop offset="1" style="stop-color:#ea00d9; stop-opacity:1"/>
</linearGradient>
<linearGradient id="fitdance" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color:#1AD6AB; stop-opacity:1"/>
<stop offset="100%" style="stop-color:#329DB6; stop-opacity:1"/>
</linearGradient>
<linearGradient id="oomox" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color:#efefe7; stop-opacity:1"/>
<stop offset="100%" style="stop-color:#8f8f8b; stop-opacity:1"/>
</linearGradient>
<linearGradient id="rainblue" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color:#00F260; stop-opacity:1"/>
<stop offset="100%" style="stop-color:#0575E6; stop-opacity:1"/>
</linearGradient>
<linearGradient id="sunrise" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color: #FF8501; stop-opacity:1"/>
<stop offset="100%" style="stop-color: #FFCB01; stop-opacity:1"/>
</linearGradient>
<linearGradient id="telinkrin" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color: #b2ced6; stop-opacity:1"/>
<stop offset="100%" style="stop-color: #6da5b7; stop-opacity:1"/>
</linearGradient>
<linearGradient id="60spsycho" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color: #df5940; stop-opacity:1"/>
<stop offset="25%" style="stop-color: #d8d15f; stop-opacity:1"/>
<stop offset="50%" style="stop-color: #e9882a; stop-opacity:1"/>
<stop offset="100%" style="stop-color: #279362; stop-opacity:1"/>
</linearGradient>
<linearGradient id="90ssummer" x1="0%" x2="0%" y1="0%" y2="100%">
<stop offset="0%" style="stop-color: #f618c7; stop-opacity:1"/>
<stop offset="20%" style="stop-color: #94ffab; stop-opacity:1"/>
<stop offset="50%" style="stop-color: #fbfd54; stop-opacity:1"/>
<stop offset="100%" style="stop-color: #0f83ae; stop-opacity:1"/>
</linearGradient>
</defs>
<path fill="currentColor" class="ColorScheme-Text" fill-rule="evenodd" d="M 3.143 9.757 L 6.221 8.218 L 3.143 6.37 L 3.143 9.757 Z M 4.2 11.143 L 7.961 9.262 L 8 9.286 L 8.039 9.262 L 11.8 11.143 L 8 13.043 L 4.2 11.143 L 4.2 11.143 Z M 12.857 9.757 L 9.779 8.218 L 12.857 6.37 L 12.857 9.757 Z M 11.936 4.925 L 8 7.286 L 4.064 4.925 L 8 2.957 L 11.936 4.925 Z M 1.428 4.328 L 8 1.043 L 14.571 4.328 L 14.571 11.671 L 8 14.957 L 1.428 11.671 L 1.428 4.328 L 1.428 4.328 Z"/>
<path fill="currentColor" class="ColorScheme-Text" fill-rule="evenodd" d="M 6 2 C 6 0.896 6.896 0 8 0 C 9.104 0 10 0.896 10 2 C 10 3.104 9.104 4 8 4 C 6.896 4 6 3.104 6 2 L 6 2 L 6 2 L 6 2 L 6 2 Z M 6 14 C 6 12.896 6.896 12 8 12 C 9.104 12 10 12.896 10 14 C 10 15.104 9.104 16 8 16 C 6.896 16 6 15.104 6 14 L 6 14 L 6 14 L 6 14 L 6 14 Z M 12.714 3.125 C 13.67 2.573 14.894 2.901 15.446 3.857 C 15.998 4.813 15.67 6.037 14.714 6.589 C 13.758 7.141 12.534 6.813 11.982 5.857 C 11.43 4.901 11.758 3.677 12.714 3.125 L 12.714 3.125 L 12.714 3.125 L 12.714 3.125 Z M 1.286 9.411 C 2.242 8.859 3.466 9.187 4.018 10.143 C 4.57 11.099 4.242 12.323 3.286 12.875 C 2.33 13.427 1.106 13.099 0.554 12.143 C 0.002 11.187 0.33 9.963 1.286 9.411 L 1.286 9.411 L 1.286 9.411 Z M 14.714 9.411 C 15.67 9.963 15.998 11.187 15.446 12.143 C 14.894 13.099 13.67 13.427 12.714 12.875 C 11.758 12.323 11.43 11.099 11.982 10.143 C 12.534 9.187 13.758 8.859 14.714 9.411 L 14.714 9.411 Z M 3.286 3.125 C 4.242 3.677 4.57 4.901 4.018 5.857 C 3.466 6.813 2.242 7.141 1.286 6.589 C 0.33 6.037 0.002 4.813 0.554 3.857 C 1.106 2.901 2.33 2.573 3.286 3.125 Z"/>
</svg> | |
{
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"path": "33f7b6cac3238663f048c6aa4351177ca1c85fbd8d71f001116e1bc0852fa328.png"
} | Generate code for a svg of a a close up of two black arrows pointing in opposite directions | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 38.75 26"><path d="M0 0l16.75 13L0 26V0zm22 0l16.75 13L22 26V0z"/></svg> | |
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"path": null
} | Generate code for a svg of a black and white image featuring an abstract sphere with a spiral design, outlined in white. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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c1.412,3.094,3.349,5.899,5.702,8.297C12.795,50.125,18.247,51,20,51c17.094,0,31-13.906,31-31c0-3.897-0.537-7.83-1.17-11.147
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<path d="M22.514,1.715c2.026,2.025,2.856,4.975,2.339,8.303c-0.5,3.213-2.21,6.417-4.814,9.021s-5.808,4.314-9.021,4.814
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c0-4.15-0.898-8.114-1.884-11.336C34.538,0.411,31.817,0,29,0c-2.513,0-4.952,0.322-7.279,0.926
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<path d="M4.129,20.1c1.563,1.563,3.9,2.195,6.581,1.776c2.797-0.436,5.607-1.945,7.914-4.252s3.816-5.117,4.252-7.914
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<path d="M52.359,11.839C52.735,14.425,53,17.216,53,20c0,18.196-14.804,33-33,33c-1.474,0-5.132-0.528-8.839-1.161
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</g>
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| |
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"path": "emoji_u1f90f_1f3fc.png"
} | Generate code for a svg of a pinching hand: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M118.88,43.13c-6.13-13.22-24.44-24.9-45.03-31.8C58.49,6.18,55.82,16.4,55.82,16.4l-1.33,5.91 c-4.78,0.33-9.71,0.99-14.89,2.08C28.14,26.81,9.51,38.58,4.38,43.88c-2.65,2.74-0.89,8.92,6.76,9.5c8.91,0.67,19.1-5.56,28.65-8.4 c3.47-1.03,7.41-1.73,11.32-2.19c0,0-0.33,3.18,1.27,5.55s5.54,2.71,5.54,2.71c4.83,10.88-5.6,14.92-11.92,14.92 c-6.4,0-17.56-9.26-29.66-9.26c-5.12,0-11.4,1.72-10.57,9.39c0.44,4.1,9.17,6.64,9.17,6.64c22.69,7.67,21.1,16.01,29.06,26.49 c10.98,14.46,34.14,21.3,53.24,13.03c8.4-3.64,18.38-11.78,23.16-21.25C127.07,77.75,125.1,56.53,118.88,43.13z" style="fill:#E0BB95;"/>
<path d="M82.02,67.6c-0.22-0.79-1.33-2.48-1.97-2.99c-0.73-0.58-5.66,1.7-11.05-2.58 c-3.65-2.91-4.01-8.95-5.05-9.18c-0.61-0.14-4.63-0.9-5.61-1.11c3.47,9.57-4.97,13.67-10.75,14.15c0.14,0.14,12.73,5.13,15.43,8.61 c2.9,3.74,2.83,8.91,4.65,13.28c0.98,2.35,3.52,5.57,6.05,5.3c1.64-0.17,2.71-1.57,3.81-2.79c3.84-4.23,7.92-9.27,11.75-13.5 c0.96-1.06,1.93-2.13,2.65-3.37C87.82,74.43,83.15,71.69,82.02,67.6z" style="fill:#CCA47A;"/>
<g>
<path d="M69.71,25.08c1.67-1.4,4.28-1.45,7.68-1.21c9.28,0.66,24.22,5.46,24.22,5.46l-0.87-1.13 c-0.1-0.13-2.47-3.13-10.96-5.76C86.1,21.3,82,20.49,78.13,19.8c-4.59-0.83-8.42-0.1-11.07,2.11c-2.51,2.09-3.83,5.39-3.83,9.52 c0,0-0.01,21.72,0.72,25.31c0.77,3.76,3.32,7.13,6.84,9.01c1.3,0.7,6.84,1.84,12.07-0.5c0,0-2.03-4.35-2.2-4.29 c-2.29,0.9-4.84,0.98-7.28,0.68c-4.9-0.6-5.79-8.04-5.87-11.49l-0.15-18.71C67.37,29.42,67.78,26.7,69.71,25.08z" style="fill:#BA8F63;"/>
<path d="M54.84,15.11c-1.05,1.83-3.4,11.21-3.65,12.27c-0.25,1.06-2.67,12.43-2.74,14.26 c-0.24,6.63,4.17,11.91,10.5,12.56l8.42,0.81l-0.02-0.57c-0.05-1.52-0.29-3.03-0.71-4.49l-0.11-0.38c0,0-7.81,1.21-11.62-1.54 c-1.78-1.28-2.4-3.81-2.31-6.23c0.05-1.42,2.8-15.12,3.27-17.07c1.81-7.58,2.8-9.75,4.32-11.63C61.5,11.49,64.1,10,64.1,10 s-2.3,0.27-4.48,1.19C57.7,11.98,55.89,13.29,54.84,15.11z" style="fill:#BA8F63;"/>
<path d="M108.32,60.05c-2.02-1.62-8.6-6.59-9.79-6.52c-0.57,0.03-1.07,0.32-1.5,0.86 c-0.17,0.21-2.18,6.39-2.18,6.39s3.9-0.93,6.82,1.9c1.33,1.29,2.3,2.86,2.3,4.73c0,2.67-3.29,2.82-3.29,2.82 c-5.71,0.63-14.34,1.58-15.53-1.41c-2.27-5.71-2.71-13.63-3.07-20c-0.28-4.92,2.92-7.6,7.93-8.61c5.42-1.09,20.59-1.46,20.59-1.46 l-1.2-0.66c-5.49-3.03-11.19-2.62-17.23-2.18c-0.8,0.06-1.61,0.12-2.42,0.17c-7.36,0.45-12.21,5.79-11.81,12.98 c0.25,4.48,0.8,8.94,1.59,13.35c0.39,2.17,1.53,7.63,1.71,8.16c0.5,1.48,1.58,2.78,2.94,3.54c1.45,0.82,3.08,0.97,4.69,1.24 c-0.46,0.06-3.2,2.52-3.92,3.14c-1.45,1.25-8.83,9.95-10.16,13.51c-0.01,0.04-0.03,0.07-0.04,0.11c-0.08,0.22-0.16,0.47-0.07,0.69 c0.25,0.59,1.14,0.18,1.57-0.29c7.36-7.86,16.5-14.76,27.15-16.38c0.86-0.13,1.78-0.24,2.48-0.76c0.77-0.57,0.68-1.38,0.84-2.23 c1.41-7.86,2.5-8.97,2.91-10.41C110.01,61.39,109.2,60.76,108.32,60.05z" style="fill:#BA8F63;"/>
<path d="M62.29,71.09c-3.23-3.51-7.29-5.37-11.74-5.37c-0.16,0-5.21,0.71-11.98-1.97 c-0.14,0.5,1.27,2.74,8.38,4.31c4.07,0.9,7.68,0.43,13.94,7.99c2.25,2.71,4.65,7.63,5.74,10.44c0.11,0.29,0.37,0.47,0.67,0.47 c0.03,0,0.07,0,0.1-0.01c0.35-0.05,0.62-0.34,0.65-0.7C68.42,82.23,66.57,75.73,62.29,71.09z" style="fill:#BA8F63;"/>
<path d="M80.34,118.12c-20.92-0.85-33.17-15.25-33.17-15.25s24.64,19.93,53.19,4.98 c28.19-14.76,22.5-52.34,18.51-64.73c0,0,3.12,4.59,4.73,12.62c1.07,5.34,6.58,40.88-20.77,56.46 C95.1,116.61,87.34,118.12,80.34,118.12z" style="fill:#BA8F63;"/>
<path d="M37.34,42.36c8.73-2.41,13.3-1.85,13.3-1.85l-0.86,4.09c0,0-5.8-0.6-15.57,2.74 c-5.3,1.82-8.86,3.49-13.57,4.75C18.07,52.79,30.89,44.14,37.34,42.36z" style="fill:#BA8F63;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a turquoise vase filled with red tulips. | <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="#f9f8f5" d="M0 0h96v96H0z"/><path fill="#eb746b" d="m56 15 4 1-1 4v-3q-3 0-3-2"/><path fill="#fa2b25" d="m49 16 1 1q3 7-5 7l1-7z"/><path fill="#f12922" d="M56 15q0 2 3 2v3q-4 3-7 0-1-5 4-5"/><path fill="#f72422" d="m36 21 4 4q1 5-4 3-4-3 0-7"/><path fill="#f32019" d="M56 29q-1-4 3-6l4 2q-2 7-7 4"/><path fill="#5fd07d" d="m56 29-2 5H43l-1-11 2 6 2-4 1 6q2-11 2 1 6-19 3 1 1-4 4-4"/><path fill="#51e3d9" d="M43 34h11q6 0 1 1l6 12q3 15-4 30l-10-1-10-8v2q-4-11-3-23 2-5 6-8 1-3-1-5z"/><path fill="#f0f8f5" d="M40 41h4l-6 12-3 1q-1-9 5-13"/><path fill="#44d0d0" d="m57 77-1 3H41l-4-12 10 8z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a pale pink sunrise over the horizon. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#eececd" d="M0 0h66l-4 2-1 3q0 5 3 6-3 2-5 1l2-3q-3 0-1-2l-6-3q-3 6 2 12l-3 3q-3-4-6-5l-1 1-4-5q-2 0-2 3l-1-2q-3 3-2 7h-5q-2-7-7-9-4 0-7 3-1-5-4-2-4-6-6 0l3 2q0 3 3 5l-2 4q-1-4-4 0l-1-1-5 4q0-2-2-2z"/><path fill="#eed0cf" d="M66 0h30v79q-5-3-2 1l-3 4q0 3-2 0v-6l3-2-6-6q-1 4-3 1l2-1-2-3 3-2q0-5-3-4v4q-3-1 0-2l-4-1-2 2-5-3 2-1q-4-5-3-10v-5l4-2q4 3 9 0l-2-5 3-3q-4-4-4-9h-4l-3-11q-4 9-7 0-2 0-2 3l-1-7q-3-1-3-6l1-3z"/><path fill="#f7c9cb" d="M59 28h-3q1 6-5 9l3 4q-9-6-15 3l-2-2-6 5q2 3-1 2-3 3-1 6v2q-8-15 4-27 12-9 26-2"/><path fill="#f9c6ca" d="m59 28 6 4q2 7 6 13v5l-3 7-3-3q-4-2-7 1h-2l1-2q2-7-3-12l-3-4q6-3 5-9z"/><path fill="#eccece" d="m64 11 1 7q0-3 2-3 3 9 7 0l3 11h4q0 5 4 9l-3 3 2 5q-5 3-9 0l-4 2q-4-6-6-13l-6-4q-14-7-26 2-12 12-4 27l5 8 5 2h16l5-2 8-8 3-7q-1 5 3 10l-2 1 5 3 2-2 4 1q-3 1 0 2v-4q3-1 3 4l-3 2 2 3-2 1q2 3 3-1l6 6-3 2v6q2 3 2 0l3-4q-3-4 2-1v17H47q-3-3-6-2l-5 1q-8-4-15-5-4-4-1-9l1 3 8 1-4-3q-3 0 0 1h-2l-2-7q-3-6-6-1l-8-3q-1 1-3-1-3 2-3 6v9l-1-1V22q2 0 2 2l5-4 1 1q3-4 4 0l2-4q-3-2-3-5l-3-2q2-6 6 0 3-3 4 2 3-3 7-3 5 2 7 9h5q-1-4 2-7l1 2q0-3 2-3l4 5 1-1q3 1 6 5l3-3q-5-6-2-12l6 3q-2 2 1 2l-2 3q2 1 5-1"/><path fill="#fcddcc" d="M54 41q5 5 3 12l-6-3-5 2-7-1v-7q6-9 15-3"/><path fill="#f8c4c7" d="M39 44v7q0 2 2 3l14 1H29q-2-3 1-6 3 1 1-2l6-5z"/><path fill="#fcd8c9" d="m57 53-1 2h-1l-14-1q-2-1-2-3l7 1 5-2z"/><path fill="#f9a7b2" d="M29 55h33l-4 7 1 2-20 3-5-2-5-8z"/><path fill="#f9aeb8" d="M58 55q3-3 7-1l3 3-8 8-1-1-1-2 4-7z"/><path fill="#f59dac" d="m59 64-5 2H39z"/><path fill="#eecece" d="M47 96H0V85l1 1v-9q0-4 3-6 2 2 3 1l8 3q3-5 6 1l2 7h2q-3-1 0-1l4 3-8-1-1-3q-3 5 1 9 7 1 15 5l5-1q3-1 6 2"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a blue floral dresses hanging on the boutique's walls. | <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="#f5ede5" d="M0 0h96v18l-12-1-12 1 1 1q-4 3-6 8l1 2q-3 3-2 8l-2-12q-3-3-7 1v10l-2 5-3-15q-10-4-6 6l-2 9-1 5q-3-2-4-5v-1q-3-8-1-14-4-4-8-1l-1 12q-3 6-3 15l-2-3q-3-10-2-21h-5q0-4-3-1-2-1-1-3H7q-2 4-2 10v1l-5 7z"/><path fill="#397aad" d="M18 20h3q-1 6-4 2z"/><path fill="#f9b78c" d="M33 21q2 0 1 2z"/><path fill="#599ad0" d="m14 27-3-3-6 9q0-6 2-10h6q-1 2 1 3"/><path fill="#bbcacf" d="m17 28-2 10q-2-5-1-8v-3q3-3 3 1"/><path fill="#8e9ca7" d="M14 30q-1 3 1 8v1q-2-2-2-5z"/><path fill="#3b8cd1" d="M14 28v2l-1 4q0 3 2 5 0 5 6 6l-1 11h-3q-4-2-7-1H4l1-20v-1l6-9z"/><path fill="#4d94cc" d="m66 37 2 9-1 10h-3l-1-1 1-13q0-9-7-6V26q4-4 7-1z"/><path fill="#4490cd" d="M17 28h5q-1 11 2 21l1 7h-5l1-11q-6-1-6-6v-1z"/><path fill="#93b9c9" d="M96 37v7q-6-2-3-8z"/><path fill="#dcdbd6" d="M80 43q-3 2 1 4v8q-1-3-1 0-3-2-4-1l-1-2-2-1-1-4q-2 0-2 2-3 3-3 7l1-10q3 0 5-4 0 3 4 3v-7q0 2 2 1v-3l1-2q1 3-1 8z"/><path fill="#3b78aa" d="M80 43q4-1 4 4h-3q-4-2-1-4"/><path fill="#519cda" d="M5 35 4 55h6l-7 1-3-1V42z"/><path fill="#3582c8" d="m39 40 1 14H30l2-16q6 29 5 0z"/><path fill="#3787ce" d="M51 55h-9l2-14q4-4 4-9l3-2 1 1-2 5z"/><path fill="#5894c0" d="M73 51q-3 0-3-2t2-2z"/><path fill="#4494d5" d="M57 36q7-3 7 6-6 2-6 8 0-5-3-8v13h-4l-1-19 2-5-1-1-3 2q0 5-4 9l2-9q-4-10 6-6l3 15zm-18 4-2-1q1 29-5 0l-2 16h-4v-3q0-9 3-15l1-12q4-3 8 1-2 6 1 14"/><path fill="#3782c6" d="m64 42-1 13h-8V42q3 3 3 8 0-6 6-8"/><path fill="#8595a6" d="m24 49 2 3v3l-3 2-2-1h4z"/><path fill="#7299bf" d="M39 41q1 3 4 5l-1 9h21l1 1H44l-7-1h3z"/><path fill="#f1e9e2" d="m0 55 3 1h18l2 1 3-2h11l7 1 1 2-7-1q-7 3 0 4v3H23l-2 2Q2 57 5 78l1 11q5 1 5 7H0z"/><path fill="#b2aba7" d="M10 55q3-1 7 1H3z"/><path fill="#bab1aa" d="M44 56h14l-3 2q-6-3-10 0z"/><path fill="#f9f1e8" d="M96 18v19l-3-1q-3 6 3 8v22q-4 2-3 6l-2 5-2-10q-1-4-3-3l4 12-1 1 3 3 2-8q0-3 2-4v28H11q0-6-5-7L5 78Q2 57 21 66l2-2h15v-3q-7-1 0-4l7 1q4-3 10 0l3-2h9q0-4 3-7 0 2 3 2l2 1q-2-1-2 1l3 1q1-1 4 1 2 2 1 5l-2-1 2 3 6 14q-3-6-3-13 0-4 3-6l-2-2 5-4 1-1q-2-3-2 0-9 8-2-3l-1-1q-2 4-2 1 0-5-4-4l-1-1q2-5 1-8l-1 2v3q-2 1-2-1v4q-3-3-4 0-2 4-5 4l-2-9q-1-5 2-8l-1-2q2-5 6-8l-1-1 12-1z"/><path fill="#4a76a2" d="M90 58q2 0 1 2z"/><path fill="#4f8bb2" d="m75 52 1 2-3-1q0-2 2-1"/><path fill="#4c6c87" d="m90 51-1-1q0-3 2 0z"/><path fill="#4286b4" d="M77 42v3q-4 0-4-3 1-3 4 0"/><path fill="#929faa" d="M87 39q3 0 3 5l-4-1 2-2z"/><path fill="#4f84b2" d="M87 31q3-1 5 2h-5z"/><path fill="#a29395" d="M72 32h3q-1 5-3 0"/><path fill="#5b81a5" d="m82 27-2 4q-3-4 2-4"/><path fill="#3675a8" d="M88 25h4q-3 3-4 0"/><path fill="#cbccca" d="M90 20v3l2 2h-4q-1-3-2 0-2 3 1 6v2l-7-2 2-4 2-2-2-2h2l1 1z"/><path fill="#6092b0" d="M90 20q5 0 0 3z"/><path fill="#4e8bb8" d="M84 23h-2q-3-3 0-4z"/><path fill="#b1b4b7" d="m89 50-5 4 2 2q-3 2-3 6 0 7 3 13l-6-14-2-3 2 1q1-3-1-5 0-3 1 0v-8h3q0 3 2-1l1 1q-7 11 2 3"/><path fill="#babab8" d="m93 72-2 8-3-3 1-1-4-12q2-1 3 3l2 10z"/><path fill="#387aa0" d="M67 66q2 0 1 2z"/><path fill="#6b91af" d="M96 66v2q-2 1-2 4h-1q-1-4 3-6"/></svg> | |
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} | Generate code for a svg of a a whiteboard marker resting next to a blackboard. | <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 0h96v96H39V77l-20-5-7 2-6-2 19-37q1-6-2-8-3-3-3 1l-4 5L0 64z"/><path fill="#252427" d="M23 27v3q-3 0-3-2 0-4 3-1"/><path fill="#c6c5c3" d="M23 27q3 2 2 8L6 72l6 2 24 6-33-5 1-6 19-39z"/><path fill="#b0b2b4" d="m16 33-6 17L0 69v-5z"/><path fill="#2b2c2f" d="M20 28q0 2 3 2L3 75q1-1 4 1-4 2-7 6V69l10-19 6-17z"/><path fill="#e7e6e4" d="m39 91-1-11h-2l-24-6 7-2 20 5 2-2z"/><path fill="#494e51" d="m7 76 31 4 1 11v5H0V82q3-4 7-6"/></svg> | |
{
"bytes": 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"path": "adb21e4d86bb2d33638b8e9a079be4bc547016bd2600dc210c5fc45fc806dd3f.png"
} | Generate code for a svg of a a close up of a number on a blue background with a white background | <svg version="1.1" id="Calque_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="120px" height="77px" viewBox="0 0 120 77" style="enable-background:new 0 0 120 77;" xml:space="preserve">
<g>
<rect style="fill-rule:evenodd;clip-rule:evenodd;fill:#82C8E6;" width="120" height="77"/>
</g>
<g>
<path d="M23.193,60.209c-5.924,0-9.209-1.466-11.966-3.108l3.226-6.394c1.76,1.231,4.634,2.698,8.153,2.698
c4.81,0,7.801-2.815,7.801-6.335c0-4.751-3.637-6.394-7.86-6.394h-4.282v-6.862h4.34c4.047,0,6.569-2.112,6.569-5.279
c0-2.64-1.994-5.044-6.334-5.044c-3.813,0-6.334,1.818-7.684,2.991l-2.992-6.1c3.52-2.346,7.332-3.695,12.552-3.695
c8.446,0,13.256,5.044,13.256,10.558c0,4.282-2.288,7.684-6.687,9.326v0.117c4.575,0.88,8.036,4.399,8.036,10.206
C39.323,54.168,32.813,60.209,23.193,60.209z"/>
<path d="M69.375,50.59v8.622h-8.211V50.59H42.512v-7.684l16.071-25.104h10.792v26.336h4.869v6.452H69.375z M61.164,25.075h-0.117
c-0.176,0.704-1.35,3.226-2.992,5.807l-8.446,13.256h11.555V25.075z"/>
<path d="M92.236,60.326c-9.209,0-14.43-5.514-14.43-11.789c0-5.514,3.109-8.975,7.098-11.027c-3.578-2.229-5.807-5.044-5.807-9.326
c0-6.863,6.217-11.614,13.314-11.614c7.273,0,13.314,3.578,13.314,10.675c0,3.871-1.994,7.156-5.865,9.502
c3.813,1.818,7.155,5.338,7.155,10.793C107.017,55.399,100.74,60.326,92.236,60.326z M91.531,40.384
c-2.697,1.056-5.396,3.988-5.396,7.215c0,3.401,2.229,6.628,6.218,6.628c3.93,0,6.1-2.757,6.1-6.042
C98.453,44.431,95.051,42.144,91.531,40.384z M92.529,22.553c-3.227,0-5.279,1.994-5.279,4.868c0,3.402,3.402,5.514,6.041,6.628
c2.171-0.997,4.518-3.695,4.518-6.276C97.809,24.899,95.932,22.553,92.529,22.553z"/>
</g>
</svg> | |
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",
"path": null
} | Generate code for a svg of a yellow backpack with a blue window on the front and a blue strap, depicted in a vector illustration design. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
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| |
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"path": "emoji_u1f468_1f3fb_200d_2764_200d_1f48b_200d_1f468_1f3fc.png"
} | Generate code for a svg of a kiss: man, man, light skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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"path": "05b00f461b980677d4a4afc77a388ccd446602228e06c1bba406c4b4e8bfeb87.png"
} | Generate code for a svg of a a black and white picture of a small android logo | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<path d="M472,0H40C17.9,0,0,17.9,0,40v432c0,22.1,17.9,40,40,40h432c22.1,0,40-17.9,40-40V40C512,17.9,494.1,0,472,0z M482,472
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<path d="M294.2,150.3l2.8-4.2l2.8-4.1l6.2-9.3c0.8-1.1,0.5-2.7-0.7-3.4c-1.1-0.8-2.7-0.5-3.4,0.7l-6.6,9.9l-2.8,4.2l-2.8,4.2
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<path d="M191.8,209.8h-1.1v12.3v10.1v86.6c0,8.7,7,15.7,15.7,15.7h11.3c-0.4,1.3-0.6,2.7-0.6,4.1v0.8v5V370
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<path d="M166,209.8c-8.2,0-14.9,6.7-14.9,14.9v63.6c0,8.2,6.7,14.9,14.9,14.9c8.2,0,14.9-6.7,14.9-14.9v-63.6
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<path d="M354.3,209.8c-8.2,0-14.9,6.7-14.9,14.9v63.6c0,8.2,6.7,14.9,14.9,14.9c8.2,0,14.9-6.7,14.9-14.9v-63.6
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</g>
</svg> | |
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"path": null
} | Generate code for a svg of a the sight of icicles hanging from the eaves of a 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="#fbfbfc" d="M0 0h96v96H0z"/><path fill="#888790" d="m29 51-4 2v-1l1-4h3z"/><path fill="#9293a1" d="m20 52-7 2q-6-3-1-6 3-2 7 1z"/><path fill="#c2c2c8" d="M29 51q5 0 2 5l-2 13V57h-5q-1-3 1-4z"/><path fill="#abadb6" d="m31 56 38 3-25 1v8l-2 1-1-8-2 5-1-5-2 10-4-9q-2-3-1-6"/><path fill="#f1efee" d="m20 52 1 5 1-5h3v1q-2 1-1 4h5v12q-2 0-1 2-2-3-2 0h-5l-2-15-5 2-1-4z"/><path fill="#6b6d7b" d="M46 61q0 9 2 0 7-1 16 1l2 5 1-4v-1l1 16H43l2 2q-5 2-8 1 2-4 6-4v-7l4-2q-1-3-3 0v-8z"/><path fill="#a7aaaf" d="M46 61h2q-2 9-2 0"/><path fill="#b3b5bb" d="m64 62 1-1 2 2-1 4z"/><path fill="#616572" d="M31 56q-1 3 1 6 0-3 2-3-1 12 2 26l-3-1-2-4-1-1v-1l-2-7q-1-2 1-2z"/><path fill="#dbdcdf" d="M67 62q0-2 3-1v29l-22-1h20V78z"/><path fill="#bdbbbc" d="m28 71 2 7-4-4 2-1-2-2q0-3 2 0"/><path fill="#727786" d="m34 59 2 12 2-10 1 5 2-5 1 8 2-1q2-3 3 0l-4 2v7q-4 0-6 4 3 1 8-1l-2-2h25v4H47l-1 3q-4-3-9-2v3q-7 0-9-5l3-1 2 4 3 1q-3-14-2-26"/><path fill="#b7b4b7" d="m30 79-3 1q-3 0-3-2z"/><path fill="#7c8293" d="M68 82v7H48l-11-3v-3q5-1 9 2l1-3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a collection of antique keys hanging from a leather strap. | <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="#f7f4e6" d="M0 0h39q1 6 7 11-3 5 2 6-8 3-4 11-2 3 1 5l1 7-2 1v8q-3 2-3 5-10-2-5 7l-3 8 1 2q1-6 4-2v-5q0-3 3-2 3-2 2-5l-1-2q1-4 5-7l1 21h3V30q2 1 2-2l1-6q-1-4-4-5 3-3 1-6l7-11h38v96H0z"/><path fill="#a09788" d="M50 17q3 1 4 5l-2 5-1-6 1-1-3-2z"/><path fill="#f7f4e5" d="m51 21 1 6q-4-3-7 0-3-9 6-6"/><path fill="#6e5e54" d="m39 0 3 7q6 3 10-1l3-6h2l-7 11q2 3-1 6l-1 1 3 2-1 1q-9-3-6 6 3-3 7 0l2-5-1 6q0 3-2 2-2 2-1 5l-2 6-2-1 2-5q0-6-4-7-4-8 4-11-5-1-2-6-6-5-7-11"/><path fill="#fbf9ec" d="M47 12q5 2 0 3z"/><path fill="#f6f5e6" d="M40 0h16l-3 6q-4 4-10 1z"/><path fill="#b9a996" d="M44 28q4 1 4 7l-2 5-1-7q-3-2-1-5"/><path fill="#a09489" d="m46 40 2 1q-3 3-4 8v-8z"/><path fill="#d9d5c7" d="m51 42-1 3q-3-3 1-3"/><path fill="#50403b" d="M50 35q-1 3 1 6v1q-4 0-1 3 0 4-2 1l-1 2q-4 3-5 7l1 2q-5 0-2 5-3-1-3 2v5q-3-4-4 2l-1-2 3-8 1-2 2-3 2-2q0-3 3-5 1-5 4-8z"/><path fill="#7f6856" d="M51 41v28h-3l-1-21 1-2q2 3 2-1z"/><path fill="#f3f1eb" d="m39 56-2 3q-3-1-1-3 2-3 3 0"/><path fill="#988c80" d="M43 57q1 3-2 5-3-5 2-5"/><path fill="#988b81" d="m41 54-2 2q-1-3-3 0-2 2 1 3l-1 2q-5-9 5-7"/></svg> | |
{
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",
"path": "215fec31a6fb03b4605e0c0da54c3db88bbb4f743c7d1e69182079f07ca33392.png"
} | Generate code for a svg of a a close up of a blue and white sign with a white arrow | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0,0,1024,1024">
<desc>perm_scan_wifi icon - Licensed under Apache License v2.0 (http://www.apache.org/licenses/LICENSE-2.0) - Created with Iconfu.com - Derivative work of Material icons (Copyright Google Inc.)</desc>
<g fill="none" fill-rule="nonzero" style="mix-blend-mode: normal">
<g color="#039be5" class="teamapps-color-1">
<path d="M1009.42,376.1l-446.98,549.41c-12.35,15.18 -30.89,23.99 -50.46,23.99c-19.57,-0.01 -38.1,-8.83 -50.45,-24.02l-446.98,-550.16c-23.21,-28.57 -18.1,-70.69 11.27,-92.88c125.21,-94.61 280.18,-170.7 486.18,-170.7c206.17,0 361.14,76.97 486.18,171.45c29.38,22.2 34.48,64.35 11.24,92.92zM988.92,295.44c-123.21,-93.1 -275.01,-168.34 -476.92,-168.34c-201.77,0 -353.56,74.4 -476.92,167.6c-22.43,16.95 -26.33,49.12 -8.61,70.94l446.98,550.16c9.43,11.6 23.58,18.34 38.53,18.35c14.95,0 29.11,-6.72 38.54,-18.32l446.98,-549.41c17.75,-21.82 13.86,-54.01 -8.59,-70.97zM958.98,335.07l-446.98,549.41l-446.98,-550.16c117.33,-88.65 258.87,-157.56 446.98,-157.56c188.11,0 329.64,69.65 446.98,158.3zM549.25,437.51h-74.5v223.49h74.5zM549.25,363.01v-74.49h-74.5v74.49z" fill="currentColor"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a father and daughter playing catch in the backyard. | <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="#fdfcfd" d="M0 0h96v96H0z"/><path fill="#2b2c34" d="m39 34 2 1-3 4q-3-3 1-5"/><path fill="#46373b" d="M61 49q-2 0-1 2l-3-1 2-3q-6-3-1-4l5 1q-3 2-2 5"/><path fill="#757e87" d="m40 54-6-1v5h-1q-2-10 4-17 5-2 8 4l-4-1z"/><path fill="#ccc9c9" d="M19 65h-1l-1-16-9-3-2 19V38l2 6 11 3z"/><path fill="#2d282b" d="m69 51-4 3-2-3q3-3 6 0"/><path fill="#efded6" d="m63 69 7-2-3-12-3 3-2-2q0-3 2 0l1-2 4-3q4-4 10 0 2-3 5-3l1 4q2-6 3-1l2-2v5l-7 14z"/><path fill="#26252c" d="M40 54q3 5 2 13l-1 1-3-2v-6q-2 5-7 8l3-10v-5z"/><path fill="#9c8988" d="M61 49q0 2 2 2l2 3-1 2q-2-3-2 0l-2-5q-1-2 1-2"/><path fill="#d27d7f" d="m57 50 3 1 2 5 2 2v2l-9 1z"/><path fill="#a47d77" d="M72 59h4l-2 4q-3-2-2-4"/><path fill="#959091" d="m64 60-2 4q-3-3-4 0l-3-3z"/><path fill="#b5cbc2" d="m33 58-3 10-13-3h1q0-7 6-11 6-1 7 6z"/><path fill="#a7b6ae" d="m70 67-7 2-22-1 1-1 7-2q3 3 7 1l2 2 7-3z"/></svg> | |
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<g>
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<path d="M105.2,66.97c-7.99-2.79-17.33-3.29-20.09-3.29c-3.92,0-3.17-5.96-1.5-7.08 c1.15-0.47,2.51,1.18,3.58,1.57C90.37,59.34,103.81,60.08,105.2,66.97z" style="fill:#BA8F63;"/>
<path d="M105.71,122.93c-14.67-2.6-34.22-7.76-49.74-9.76c-11.42-1.47-17.81-5.89-22.62-8.37 c-2.71-1.4-4.85-2.51-7-3.05c-5.69-1.44-10.07-0.63-13.62-0.76c-3.55-0.13,4.27-5.12,14.59-3.09c2.62,0.51,5.03,1.91,7.85,3.37 c4.86,2.51,10.8,6.25,21.65,8.02c6.08,1,15.31,2.02,23.98,4.2c6.84,1.71,25.86,7.77,32.48,8.58c3.39,0.42,6.38-0.5,6.39-0.5 c0,0-0.57,1.36-2.88,2.05C114.33,124.36,111.44,123.95,105.71,122.93z" style="fill:#BA8F63;"/>
<path d="M71.53,42.1c-2.08,0.3-6.6-1.05-4.72-5.59c3.2-7.72,3.46-10.39,3.33-18.15 c-0.1-5.56-1.82-9.31-3.11-11.58c0,0,10.38,7,5.13,28.87C71.39,38.83,71.53,42.1,71.53,42.1z" style="fill:#BA8F63;"/>
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</g>
</svg> | |
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"path": null
} | Generate code for a svg of a black and white icon depicting a man riding a bicycle. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 250 250" style="enable-background:new 0 0 250 250;" xml:space="preserve">
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<path id="XMLID_445_" d="M215,180.001h-15V135c0-36.219-25.808-66.522-60-73.491V30h55c8.284,0,15-6.716,15-15s-6.716-15-15-15H55
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| |
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"path": "emoji_u1f468.png"
} | Generate code for a svg of a man | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path id="ears" d="M99.54,63.98h-71.1c-7.67,0-13.94,6.68-13.94,14.85s6.27,14.85,13.94,14.85h71.11 c7.67,0,13.94-6.68,13.94-14.85S107.21,63.98,99.54,63.98z" style="fill:#E59600;"/>
<path id="head" d="M64,12.39c-22.64,0-43.61,24.21-43.61,59.06c0,34.66,21.61,51.79,43.61,51.79 s43.61-17.13,43.61-51.79C107.61,36.61,86.64,12.39,64,12.39z" style="fill:#FFCA28;"/>
<g id="eyes_1_">
<ellipse cx="42.62" cy="74.51" rx="6.41" ry="6.64" style="fill:#404040;"/>
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} | Generate code for a svg of a simple icon of a pizza, possibly with a variety of toppings. The AI descriptions seem to be incorrect as they mention a laptop with a smiley face, which doesn't match the SVG name or folder name. | <?xml version="1.0" encoding="iso-8859-1"?>
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Okay, here's a concise summary of my thoughts on drawing a black and white icon depicting a plug with two wires:I'm drawn to the visual representation of a plug, a simple yet powerful symbol. The key to this is the interplay of shapes and the subtle, almost ethereal quality of the wires. The curves and the overall shape of the plug are crucial, creating a sense of movement and a subtle, almost organic feel. The detail level is high, with a focus on the intricate details of the wires, the connection points, and the overall form of the plug. I aim to capture the essence of a simple, yet effective, icon. | {
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} | Generate code for a svg of a black and white icon depicting a plug with two wires. | <?xml version="1.0" encoding="iso-8859-1"?>
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|
{
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} | Generate code for a svg of a blue car headlights shining bright in the night. | <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="#051a40" d="M0 0h96v96H0z"/><path fill="#062452" d="M72 69V56q-1-3 2-4l-6-1-4-3 1-1-6-2 7-4h3l3 2q1 6 5 11-5 1-2 6z"/><path fill="#164a82" d="m59 45 6 2q-15-1-27 1 1-3 5-3z"/><path fill="#042c6c" d="m65 47-1 1 4 3 6 1q-3 1-2 4-21-3-40-1l-2-2 8-5q12-2 27-1"/><path fill="#8f8c93" d="M82 51h4v3q-4 0-4-3"/><path fill="#0b5ab6" d="M72 56q-3-1-4 1h-1l-3 3q-1-2-3-1-12-3-22 0-4 2 0 3l22 1H34l2-6h-3l-2-1 1-2q19-2 40 1"/><path fill="#042667" d="m61 60-1 1 6 2h-5l-22-1v-3q10-3 22 0"/><path fill="#afc4db" d="m31 57 2 1v4h-4q-1-4 2-5"/><path fill="#cfebe3" d="M61 60q2-1 3 1z"/><path fill="#387fc2" d="M68 58q1-2 4-1v5l-6 2-6-2 1-1h3l3-3v3h4v-3z"/><path fill="#eceef3" d="M67 58h3v3h-4z"/><path fill="#2778bb" d="M33 58h3l-2 6-5-1v-1h4z"/><path fill="#88b8d3" d="M39 60v3q-4-1 0-3"/><path fill="#b2dfe9" d="M72 62v3h-6l-4-1h4z"/><path fill="#68b5dc" d="m29 63 5 1h28l4 1v1H39l-7-1z"/><path fill="#09549b" d="m29 63 3 2 7 1-3 3 3 3h22q5 0 8-3 1-4-1-1-3-1 0-2h-2v-1h6v8l-44-1q-2-6 1-9"/><path fill="#012666" d="m39 66 18 1q3 1 3 5H39l-3-3z"/><path fill="#033d89" d="M40 66h28q-3 1 0 2 2-3 1 1-3 3-8 3 0-4-3-5z"/></svg> | |
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"path": "71ec3fb2b4ccf4c8ce0a5caa5b22e97d6340606d3de8977784f1105998fc0f4d.png"
} | Generate code for a svg of a a close up of a smiley face with a frown on it | <svg viewBox="0 0 72 72" xmlns="http://www.w3.org/2000/svg"><path d="m36 13c-12.6823 0-23 10.3177-23 23 0 12.6822 10.3177 23 23 23 12.6822 0 23-10.3178 23-23 0-12.6823-10.3178-23-23-23z" fill="#ffeb52"/><circle cx="36" cy="36" fill="none" r="23" stroke="#000" stroke-miterlimit="10" stroke-width="2"/><path d="m27 43h18" style="fill:none;stroke:#000;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:10;stroke-width:2"/><path d="m30 31c0 1.6568-1.3448 3-3 3-1.6553 0-3-1.3433-3-3 0-1.6552 1.3447-3 3-3 1.6552 0 3 1.3448 3 3"/><path d="m48 31c0 1.6568-1.3447 3-3 3s-3-1.3433-3-3c0-1.6552 1.3447-3 3-3s3 1.3448 3 3"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a fresh basil resting on the kitchen counter:I'm drawn to the visual appeal of a fresh basil arrangement. The texture of the basil, its vibrant green leaves, and the subtle, almost ethereal quality of the arrangement create a sense of freshness and a touch of natural beauty. The arrangement is designed to be visually engaging, with curves, shapes, and detail to highlight the vibrant green of the leaves. I aim to capture the essence of a fresh, healthy, and visually appealing basil plant, emphasizing its natural beauty and the subtle textural details. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a fresh bunch of basil resting on the kitchen 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="#fdfcf6" d="M0 0h96v50q-5 0-7 5v11l-9-1-1 3q0-5-3-7l-9-8h6q-2-8-8-7l-1-3q5-3 5-9l-7-1-2-2q-4 1-7 5-3-3-5 1l-8-4-2 6q-5 2-2 5l4 2h-6q-6 3-9 7-12-3-21 0H0z"/><path fill="#528d3a" d="M62 33q-3 4-9 7l-2 6q-2-1-2 1l-5-3 6-1q-3-3-2-6 2-4 5-1 3-4 7-5z"/><path fill="#70ab4b" d="m62 33 7 1q0 6-5 9l-4-5v4l-4 4h-5l2-6q6-3 9-7"/><path fill="#32662e" d="M51 46h5l1 3q-3-2-4-1-3-3-3 0l-1-1q0-2 2-1"/><path fill="#6fa84b" d="M48 37q-1 3 2 6l-6 1 5 3 1 1-7 3-9-2q2-3 6-3l-4-2q-3-3 2-5l2-6z"/><path fill="#5a9541" d="m64 43 1 3q6-1 8 7h-6l9 8h-4l-7-4q-4-1-6-5l3 1 2-2-7-2-1-3 4-4v-4z"/><path fill="#c1d1af" d="M0 53h4v6H0z"/><path fill="#639d47" d="M40 46q-4 0-6 3l9 2q-5 2-5 8l-4 3q-4-3-4 2-11-3-2-10l-3-1q3-4 9-7z"/><path fill="#478335" d="M50 48q0-3 3 0-7 6 3 9h4q6 4-1 4-1 2 2 4l-3 1-4-8q-2 0-2 3-3-7-3 1l-2-1 3-6q-1-2-3 0-1-6-6 0-2 2-1 6-5 1-8 4l-2-1q0-5 4-2l4-3q0-6 5-8z"/><path fill="#6ea94b" d="M53 48q1-1 4 1l7 2-2 2-3-1q2 4 6 5l6 15-5 1-7-2q-6-4-7 3l-7 6-3-7H29q-1-5 3-8 3-3 8-4-1-4 1-6 5-6 6 0 2-2 3 0l-3 6 2 1q0-8 3-1 0-3 2-3l4 8 3-1q-3-2-2-4 7 0 1-4h-4q-10-3-3-9"/><path fill="#fbf9f0" d="M0 75h4l-2 2 8 4h9q0 2 3 2l4-4 3 2q3-1 6 3 1-5 4-2l-1 1 6 5 6-7q1-1 4 1v-2q0-3 2 0 0-3 2-1l12-4h26v21H0z"/><path fill="#f6f6ec" d="M96 50v25H70l-12 4q-2-2-2 1-2-3-2 0v2q-3-2-4-1l-6 7-6-5 1-1q-3-3-4 2-3-4-6-3l-3-2-4 4q-3 0-3-2h-9l-8-4 2-2H0V59h4v-6q9-3 21 0l3 1q-9 7 2 10l2 1q-4 3-3 8h13l3 7 7-6q1-7 7-3l-5 2h12l5-1-6-15 7 4h4q3 2 3 7l1-3 9 1V55q2-5 7-5"/><path fill="#87ab74" d="m59 71 7 2H54z"/><path fill="#96a98d" d="M21 67h2l-8 6z"/><path fill="#39732d" d="M47 61 36 72q2-5 6-9 2-2 5-2"/><path fill="#5d7164" d="M4 63q8-1 15 1l-8 1z"/></svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a "A suspended hexagon of light cuts through 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 fill="#fcfaf7" d="M0 0h96v46q-6 1-10 7L51 90l-3 1q-3 2-2 5H0V57q3 1 4 7l7 2v4l6 4 7-1 1 3q3 2 7 1v2q3 5 8 0-6-3 0-7-4-5-8-2l-3-4q-6 6-8-2-6-1-6-7l-5-2q0-2 3-2 0-3 3-4l-3-2q4-6 1-13l1-1q-3-3-4 1l-3-3-4 14-3-2v-7q1-4 5-7l-1-3 5-2-8-4-1 1q3 3-1 6z"/><path fill="#fdfcfa" d="M0 57V27q4-3 1-6l1-1 8 4-5 2 1 3q-4 3-5 7v7l3 2 4-14 3 3q1-4 4-1l-1 1q3 7-1 13l3 2q-3 1-3 4-3 0-3 2l5 2q0 6 6 7 2 8 8 2l3 4q4-3 8 2-6 4 0 7-5 5-8 0v-2q-4 1-7-1l-1-3-7 1-6-4v-4l-7-2q-1-6-4-7"/><path fill="#e8e7e1" d="M49 34q0-3 2-1l10 10v10L48 64l-6-7z"/><path fill="#c7c4bf" d="m49 34-8 22-3-2q-3-6-1-11z"/><path fill="#fbfaf6" d="M96 47v49H53l34-41z"/><path fill="#f3f4e5" d="m96 46-9 8-1-2q4-6 10-7"/><path fill="#cdcbc6" d="m86 53 1 2-34 41h-1l-1-5v-1z"/><path fill="#eeeeec" d="M24 79 8 72h3z"/><path fill="#f2f1ed" d="m24 79 27 11v1l-4 5h-1q-1-3 2-5l-1-2z"/><path fill="#bbb9b5" d="m51 91 1 5h-5z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a golden wheat fields stretching across the 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="#f9f9f7" d="M0 0h96v37q-12-1-23 2H48q-18-3-34 0H0z"/><path fill="#fadc7a" d="M0 39h14v1L0 41z"/><path fill="#f6bb42" d="m48 39 10 3q-7-1-13 1l-31-3v-1q16-3 34 0"/><path fill="#f4d273" d="M48 39h25l-8 4-7-1z"/><path fill="#f6ca58" d="M96 37v7q-3-3-4-1H65l8-4q11-3 23-2"/><path fill="#f3af35" d="m14 40 31 3q-2 1-1 4l-5 6q1-5 4-9l-4-1H0v-2z"/><path fill="#fac33d" d="m58 42 7 1h27q1-2 4 1v9l-3 4-1-1-1 5q-1-6-4-9-1-2-3-1l-3-3q-3-2-4 1l-2 2-10-2q5 3 0 5-3-6-8-4l-6-5h-1q3 3-1 6l-3-7v3q-2 0-2 3v-3q-1-3 1-4 6-2 13-1"/><path fill="#fac23e" d="m39 43-3 3q-4 0-7 3-6-4-9 3-4 3-7 9 2-6-1-9-4 5-5 13l-7 9V43z"/><path fill="#f2ab3b" d="M36 46q-6 3-11 11-3 5-3 12l-2-7 4-11-1-1-3 3v-1q3-7 9-3 3-3 7-3"/><path fill="#f9c247" d="m39 43 4 1q-3 4-4 9-4-3-7 1l-2 3v3l-6 9q-1 6 2 2l1 3q-1 5-5 6V69q0-7 3-12 5-8 11-11z"/><path fill="#f8bb43" d="M77 49q3 0 3 4h-4l6 8q1 4-1 10v25h-1l-2-30q0-9-6-13l-2 7 1 7-5-3-1 21v-1l-1-23-3-4-1 1q0 9 3 17-2-4-5-4 5-7-3-12-2 1-1 4h3l-1 3q-1-3-3-2 0-12-5-4l-1-10-1-2v-4l3 7q4-3 1-6h1l6 5q5-2 8 4 5-2 0-5l10 2z"/><path fill="#f8c048" d="M20 62q-2 0-1 3h-3q-2-9 4-13l3-3 1 1z"/><path fill="#eea43a" d="M20 52q-6 4-4 13h3q-1-3 1-3-3 15-2 33h-2l-1-17-2-2q-2 9 1 19h-2V77l2-13q-3-1-4 1l-2 5-1-2 2 28H0V74l7-9q1-8 5-13 3 3 1 9 3-6 7-9"/><path fill="#e79338" d="M39 53q-3 3-3 7-4 4-6 10l-3-1q-2 0-1 2-3 4-2-2l6-9v-3l2-3q3-4 7-1"/><path fill="#f6ae3b" d="M77 49q1-3 4-1l3 3q1 4-2 1-1 3 2 8l1-5 1 2v39h-3l-2-25q2-6 1-10l-6-8h4q0-4-3-4"/><path fill="#e79338" d="m46 48 1 2 1 10v1l-3 4q-2-4 1-6z"/><path fill="#f8c14b" d="M44 47v3q0-3 2-3v12l-2-6q-3 4-4 10l-4 2-2 5-3 3q-2-1-1-3 2-6 6-10 0-4 3-7z"/><path fill="#f9b93d" d="M84 51q2-1 3 1 3 3 4 9l1-5 1 1 3-4v43h-2V65q-3-5-3 1l-5-9-1-2-1 5q-3-5-2-8 3 3 2-1"/><path fill="#f1af45" d="M46 59q-3 2-1 6l3-4-1 7q-3 5 0 9l-1 4-1-2-2 2V57l-5 39h-1V75q5-6 3-12 1-6 4-10z"/><path fill="#f9c950" d="m56 66-3 6h-2V59l-2 12-2-3 1-7v-1q5-8 5 4 2-1 3 2"/><path fill="#e99232" d="M78 66q-1 2 1 3l1 27h-1l-2-20v-4q-1-4 1-6"/><path fill="#e69835" d="M40 63q2 6-3 12v9l-2 7-1-21 2-5z"/><path fill="#e18c30" d="m20 62 2 7v7l-2 2v18h-2q-1-18 2-33z"/><path fill="#f5ba46" d="M12 77q-3 8-2 19H9L7 68l1 2 2-5q1-2 4-1z"/><path fill="#e19033" d="M43 81v5l1 10h-6q-1-10 2-19l3-20z"/><path fill="#f9cc53" d="M77 72v4l-2 5q-2-3-1-4l-1-8z"/><path fill="#e99a35" d="m71 67 1 29h-6q-2-6-1-11l1-21z"/><path fill="#f4b744" d="M27 74q1 5-2 10-2 5-1 12h-4V78l2-2v4q4-1 5-6"/><path fill="#fade6f" d="M46 81v4l-3 1v-5l2-2z"/><path fill="#eca03a" d="m65 84-2-2q-2 6-1 14h-2l-1-14q-2 6-1 14h-8q-3-12 0-23l-1-1-2 5q-3-4 0-9l2 3 2-12v13h2l3-6 1-3h-3q-1-3 1-4 8 5 3 12v6q0 3 5 4v-6q-3-8-3-17l1-1 3 4z"/><path fill="#fbce56" d="M58 71q3 0 5 4v6q-5-1-5-4z"/><path fill="#f0a73d" d="m77 76 2 20h-4V81z"/><path fill="#e59031" d="M12 77v19h-2q-1-11 2-19"/><path fill="#f4ad3f" d="M78 66q-2 2-1 6l-4-3 1 8q-2 9-1 19h-1l-2-36 2-7q6 4 6 13"/><path fill="#e69232" d="M60 96h-2q-1-8 1-14z"/><path fill="#db8530" d="m25 84 1 12h-2q-1-7 1-12"/><path fill="#e59c3a" d="M30 70q-1 2 1 3-2 11-1 23h-4l-1-12q3-5 2-10l-1-3q-1-2 1-2z"/><path fill="#dd8d34" d="M16 96h-2q-3-10-1-19l2 2z"/><path fill="#e58d31" d="M50 96h-4V81l1-4 2-5 1 1q-3 11 0 23"/><path fill="#e68d2c" d="M74 77q-1 1 1 4v15h-2q-1-10 1-19"/><path fill="#f2a435" d="m86 57 5 9q0-6 3-1v31h-8z"/><path fill="#da8831" d="m81 71 2 25h-2z"/><path fill="#de8a2e" d="m34 70 1 21 2-7v12h-4l1-12-2-5v17h-2q-1-12 1-23z"/><path fill="#f0ad3e" d="M33 96h-1V79l2 5z"/><path fill="#efba50" d="M46 85v11h-2l-1-10z"/><path fill="#d88832" d="M65 84q-1 5 1 11h-4q-1-8 1-14z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a overhead pipes carrying chemicals to different sections. | <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="#f4f5f3" d="M65 63v-6l-2-5 2-1q-9-2-16 1 4 1 1 5l-4-2-2 4-4-11-21 3-1-1q3-1 2-3-3-2-5-1-1-9-3 0l-1-15q3-4 6 0-2 6-1 13 5-1 6 5l18-2 4 1q-1-10 3-2 9 4 18 1l2 4 1-3 11-2h5q-13 2-1 3l8-2 1 3h-7l2 1v14l-23-1z"/><path fill="#5b698a" d="M13 71q2-1 4 2l-4 2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a golden feathers falling from a mysterious unseen bird. | <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="#f5d997" d="M0 0h96v96H0z"/><path fill="#f5d891" d="m31 58-1 4 4-5-1-3q7-3 0-6-3 0 0 2-4 2-7-1-4-3-5-6 3-4-1-7l3-2h-7l-2-2q-1-4 1-7h5q2-3 5-3l1 3q-3 3 2 6l1 1h5l-4-3 6-6q-1-4-4-6l1-2 4 3-1 3 3 7 4-5-1-1 9 2 1-3 3 5 6-4 3 3-6 5q10 1 19-1l-1 6-10 6-6-4-2 3-12 7-4-2h-5v5l1-1 5 13-8-1q-5 1-8 4-5-5 1-8z"/><path fill="#f4b949" d="M26 25q0 3 4 4l4 3-6-1q-5-3-2-6"/><path fill="#fdd670" d="M43 29q5-1 11 1 2 9-7 11-6-2-5-7z"/><path fill="#cf802d" d="m28 31 6 1h-5z"/><path fill="#f6cd60" d="m24 40 7 4q-6 1-7-4"/><path fill="#f8cc59" d="m62 58-3 2q0-3 3-2"/><path fill="#ca904c" d="M62 58h2q-2 3-5 3v-1z"/><path fill="#f8d774" d="m34 57-4 5 1-4z"/><path fill="#f0bb49" d="M59 60q-1 3-3 1 0-3 3-2"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a traditional stone cottage by the sea. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v96H0z"/><path fill="#a39a88" d="m64 50-8 2q-2 3-1 8h-1q-2-15-2 0-5 2-8 1 2-3 3 0v-9l-7-6-8 9v-2q2-5 7-8l16-3q-1-5 1-8t3 0l1 11z"/><path fill="#4b424a" d="M64 50q4 1 7 7l-5-2-2 2z"/><path fill="#d6c6be" d="m64 50-2 9q-4-3-7 0-1-5 1-8z"/><path fill="#d4c9c0" d="M44 61h-4q-2-10-2 0l-6-1q-1-6-3 0l-6 2q2-6 8-6-1-3 1-3v2l8-9 7 6v9q-1-3-3 0"/><path fill="#2b262d" d="M54 60h-2q0-15 2 0"/><path fill="#807669" d="M64 51v6l2-2 5 2 1 1q-5-1-8 2h-9q3-3 7 0z"/><path fill="#51474b" d="M32 60h-3q2-6 3 0"/><path fill="#382e33" d="M40 61h-2q0-10 2 0"/><path fill="#e9d98c" d="M72 58q3 2 4 7l-17 4q-5-3-11-3l-12 2-7-4-9-2h3l6-2h3l6 1h6q3 1 8-1h12q3-3 8-2"/><path fill="#f7edb7" d="m59 69-4 1-19-2 12-2q6 0 11 3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a silver coins scattered across the forest floor. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfafb" d="M0 0h96v96H0z"/><path fill="#9d9e99" d="M65 7q3-3 5 1 1-3 4-2v16L72 7v4h-2q-2-3-1-4z"/><path fill="#5c5953" d="M61 6q2 1 2 5-3-2-2-5"/><path fill="#81817b" d="M25 12h1v2l-2 2-2-9-3 7-4-3v6l-2-4q-1-4 2-6 5 9 5-1h4q-1 3 1 6"/><path fill="#7f807b" d="M74 22v4h-1l-2 1 1-20z"/><path fill="#605f59" d="M88 6h3q-1 23 1 45v7l-8-1 3-3v-2l2-3q-5 0-2-2l-1-32-2-2 3 1z"/><path fill="#d1d5d2" d="M74 6h14l-1 8-3-1-2-6q-2 1-1 4-5-3-2 1 3 12 0 26l-4-3-1 4z"/><path fill="#75746d" d="m84 13-3-2q-1-3 1-4z"/><path fill="#d4d8d5" d="M30 6q5-1 9 1l-1 6-1-3-1 23-1-7q-2 3-4 0V16l2-3 1-1-2-1V7l-1 6q-2-4-1-7"/><path fill="#c5c7c2" d="M70 11h2l-1 16q-3-6-1-16"/><path fill="#55514a" d="M65 7h4q-1 1 1 4-2 10 1 16l2-1v16q3 0 6 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",
"path": "emoji_u1f470_1f3fc.png"
} | Generate code for a svg of a person with veil: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="veil">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.9935" x2="63.9935" y1="99.4816" y2="-6.7508">
<stop offset="0" style="stop-color:#EEEEEE"/>
<stop offset="1" style="stop-color:#BDBDBD"/>
</linearGradient>
<path d="M63.79,9C-0.15,9,3.84,124,3.84,124h1.51h1.5h114.31h1.5h1.5C124.16,124,127.74,9,63.79,9z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="outfit">
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.998" x2="63.998" y1="28.0398" y2="5.8538">
<stop offset="0.1785" style="stop-color:#FAFAFA"/>
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fill-opacity: 1; white-space: pre;">1990</text></g><g class="xtick"><text text-anchor="middle" x="0" y="453" transform="translate(448,0)" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 12px; fill: rgb(68, 68, 68); fill-opacity: 1; white-space: pre;">2000</text></g><g class="xtick"><text text-anchor="middle" x="0" y="453" transform="translate(567.38,0)" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 12px; fill: rgb(68, 68, 68); fill-opacity: 1; white-space: pre;">2010</text></g></g><g class="yaxislayer-above"><g class="ytick"><text text-anchor="end" x="59" y="4.199999999999999" transform="translate(0,435.51)" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 12px; fill: rgb(68, 68, 68); fill-opacity: 1; white-space: pre;">0</text></g><g class="ytick"><text text-anchor="end" x="59" y="4.199999999999999" transform="translate(0,371.41)" style="font-family: 'Open Sans', verdana, arial, sans-serif; font-size: 12px; fill: rgb(68, 68, 68); 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} | Generate code for a svg of a mother helping her daughter with a puzzle. | <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="#faf4ed" d="M0 0h68l10 2-2 2 8 3q-2 3-5 2l1 2q-4 0-1 3-4 0-7 3l-2-1-2 8-1-1-2 2-3-4q-1-1-3 1v-6q-2 0-2 3-9-9-3 3l4 3v10l-2 2q-1-7-6-3v-2q-2-11-11-10-3 1-3 4l-4 6 1 2q0-2 3-2l1 2-1 2q-6-1-7 4-3 7-3 16l1 2q-1 2 2 3l12 1-1 1q3 4 10 4 2 3 6 0l4-2q3 6-4 10l-4-2h-5q-1 8-7 2-3-4-1-7l-4-3H24q-2 2 1 3l-5 3h-5l-3 1v2q-4-3-5 2l-2-2v9l2 3q-3 4-7 4z"/><path fill="#605e7f" d="M36 26v6q-3 0-3 2l-1-2z"/><path fill="#111341" d="M50 32q-2-4-5 0l-6-1-2 3-1-2v-6q0-3 3-4 9-1 11 10"/><path fill="#ab9494" d="m45 32 3 1h-7l-5 3 1-2 2-3z"/><path fill="#171642" d="m42 47-1 1-2-5 1-1 1-3 1 1q4-5 7 1v4l-1-1q-4 0-6 3"/><path fill="#c8d3d5" d="M36 36q-2 0-2 3 2 3 6 3l-1 1 2 5 1-1 1 1-3 2q3 0 1 3l-4 4-8 1 2-2q-3 0-4 2l-1-2q0-9 3-16 1-5 7-4"/><path fill="#2592d4" d="m55 60-1 1-4-1q0-3 2-4z"/><path fill="#5a5b7b" d="M29 58v3q-3-1-2-3t4-2z"/><path fill="#e8d0c3" d="M41 53q0 2 2 2l2 3-4 4-12-1v-3l8-1z"/><path fill="#5b8db3" d="m59 58 3 5-2 2-4 2q2-3 1-6l-2-1q1-3 4-2"/><path fill="#38cccb" d="M59 58q-3-1-4 2l-3-4q-2 1-2 4l-6 6q-1-3-4-3l1-1 4-4-2-3h16z"/><path fill="#969892" d="m50 60 4 1-2 4z"/><path fill="#f9f3ec" d="M68 0h28v96H0v-6q4 0 7-4l-2-3v-9l2 2q1-5 5-2v-2l3-1h5l5-3q-3-1-1-3h11l4 3q-2 3 1 7 6 6 7-2h5l4 2q7-4 4-10l2-2-3-5v-3H43q-2 0-2-2 2-3-1-3l3-2-1-1q2-3 6-3l1 1v-4q-3-6-7-1l-1-1-1 3q-4 0-6-3 0-3 2-3l5-3h7l-3-1q3-4 5 0v2q5-4 6 3l2-2V25l-4-3q-6-12 3-3 0-3 2-3v6q2-2 3-1l3 4 2-2 1 1 2-8 2 1q3-3 7-3-3-3 1-3l-1-2q3 1 5-2l-8-3 2-2z"/><path fill="#0e1241" d="m84 54-2 10q-2 0-1 3-6 0-9-3 5-6 12-10"/><path fill="#f5c16b" d="m64 58 3 3q-7 2-3-3"/><path fill="#f4b566" d="M87 53q3 2 4 6l-5 9-4 1v-5l2-10z"/><path fill="#f9e9c0" d="M91 59q-1-4-4-6 3-4 8-1z"/><path fill="#2fa6d0" d="m50 60 2 5-2 2q-7 0-10-4 3 0 4 3z"/><path fill="#f15e52" d="m55 60 2 1q1 3-1 6-4 3-6 0l2-2 2-4z"/></svg> | |
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} | Generate code for a svg of a close-up image of a cell phone, possibly depicted in a black and white style. The image might be related to an application that is free to use on Android, as suggested by the descriptions. | <svg width="24px" height="24px" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M4 5.25C4 3.45507 5.45507 2 7.25 2H12.7145C13.5764 2 14.4031 2.34241 15.0126 2.9519L19.0481 6.98744C19.6576 7.59693 20 8.42358 20 9.28553V18.75C20 20.5449 18.5449 22 16.75 22H7.25C5.45507 22 4 20.5449 4 18.75V5.25ZM7.75 14H12V10.75H9.25C8.42157 10.75 7.75 11.4216 7.75 12.25V14ZM7.75 15.5V16.75C7.75 17.5784 8.42157 18.25 9.25 18.25H12V15.5H7.75ZM13.5 18.25H14.75C15.5784 18.25 16.25 17.5784 16.25 16.75V12.25C16.25 11.4216 15.5784 10.75 14.75 10.75H13.5V18.25Z" fill="#212121"/>
</svg>
| |
{
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} | Generate code for a svg of a dark brown soil rich with nutrients for the crops. | <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="#faf9f0" d="M0 0h96v55l-82 2q-8-3-14 0z"/><path fill="#5b2813" d="M96 55v41H0V57q6-3 14 0 6-3 12-2z"/><path fill="#c6b2a5" d="M83 67q2 0 1 2z"/><path fill="#d6be95" d="M14 68q2 0 1 2z"/><path fill="#e4c194" d="M21 82q8 2 0 3z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a black and white photo of a Chinese character with the word "curves, shapes, positioning, and detail level":I'm drawn to the intricate and dynamic interplay of these elements. The character's form is visually striking, with a subtle curve and a defined shape. The contrast between the black and white is crucial, creating a sense of depth and realism. The detail level is high, with a focus on capturing the subtle nuances of the character's form and the overall composition. I aim to create a visually appealing and emotionally resonant image that evokes a sense of both beauty and a hint of mystery or intrigue. | {
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"path": "945544c8cbe65be14344bb78983d9b7af11e21664ef9aee9fd2212ebcc1505f3.png"
} | Generate code for a svg of a a black and white photo of a chinese character with the word | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 1010 1000">
<path fill="currentColor"
d="M246 523v-180c-47 63 -105 122 -157 158c-11 -16 -31 -37 -46 -49c64 -37 137 -109 184 -178h-169v-60h188v-79c-56 6 -113 11 -166 13c-2 -15 -10 -37 -17 -52c124 -8 272 -25 350 -49l54 47c-43 13 -95 24 -152 32v88h166v50c51 -60 89 -139 113 -222l66 14
c-10 32 -21 63 -35 93h300s0 20 -1 31c-14 202 -29 281 -53 308c-16 17 -32 24 -56 26c-20 2 -55 2 -93 0c-1 -19 -7 -46 -18 -64c36 4 69 4 82 4s22 -1 29 -10c15 -16 27 -77 39 -231h-92c-35 107 -93 201 -162 263c-11 -11 -37 -33 -52 -43c65 -51 116 -130 146 -220h-100
c-27 49 -58 93 -92 128c-12 -10 -41 -30 -57 -40c9 -8 18 -17 27 -27h-157v2c35 22 127 92 151 111l-38 52c-22 -22 -73 -66 -113 -99v183h-69zM685 778l62 15c-17 31 -35 63 -51 89h221v49h-835v-49h218c-12 -28 -29 -61 -47 -88l60 -17c23 32 47 74 57 105h93v-116h-281
v-50h281v-72h-149v-47h378v47h-156v72h286v50h-286v116h92c21 -32 44 -74 57 -104zM512 422l58 30c-8 7 -15 13 -24 20c122 65 272 99 421 123c-15 15 -31 37 -39 56c-150 -31 -299 -72 -429 -148c-116 72 -274 123 -424 156c-8 -17 -24 -40 -39 -56
c178 -32 372 -96 476 -181z" />
</svg> |
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} | Generate code for a svg of a a field of wildflowers in a meadow. | <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="#fbfcf2" d="M0 0h96v47l-9 5q-6-5-12 1-1-2-3-2l-13 2-1 4-2-6-2 2-4-5-4 6v-1l-4-1q-3 0-4 2l-2-6v5l-2-5-6 1q-2 2 1 2-10 3-19 0L0 52z"/><path fill="#fbfae7" d="m36 53-5 4-1 8q0 2 2 3-7 5-7-4l-1 3q-1-5 3-8v3l2-1v-8q0 8-2 1l-4 7q-1-3-2 0 0-5-2-2-4-3 0-4h-3v8q3 1 2 4l-1-2-2 3q-3-3 0-6l-1-2h-1l-1-6-1 1q-3 0 0 2l-3 6q-3 1-1 8l-2-5v7q-3-2-3-5l-2 1V52l10-1q9 3 19 0-3 0-1-2l6-1z"/><path fill="#dca764" d="M11 55v2q-3-2 0-2"/><path fill="#f9f6e0" d="M96 47v9h-4l-1 4-2-5-2 7-1-4q-2 5 1 12l-2 3q-3-3-4 0l-2 14-1-16h-3l-2 2q-3 2-3 7l1 2 2 1-2 2q-2-2-2-5l-2-19q-2 17-1 35h-1V74l-1-1-2 2-4 2 3 3q-3 5-3 11l-2-18q-1-3 2-5-1-1-3 1l-2 6-3-4q-7 5-3 12l1-7q3 8 1 17l-1-6-5 6-2-5v8h-2V82q3 3 2-1 0-3 1 0l1-5 1 2q1-6 5-9l-2-10-2 2q-2-4 1-7l4-6 4 5 2-2 2 6 1-4h16q6-6 12-1z"/><path fill="#e3a778" d="m68 60-1 1q-3-2 0-2z"/><path fill="#f4955c" d="M81 69q2 0 1 2z"/><path fill="#eeebc5" d="m11 55 1-1 1 6h1l1 2q-3 3 0 6v6l2-5q1 3 2 0l2 5q-2 2 1 3v-3q1-2 4-1l1 19q3 6 3-1h3v5H20l-2-19q-1 9-2 0l-1 5q-2-3-2 0l2-5q-3-10-4 0-3-3 0-6l-3-8 3-6z"/><path fill="#f5f1d7" d="M46 53q-3 0-3 2l2 11q4 7-2 1-2 2 2 4-3 4-6 4l-1-7q-2 0-2 3v-2q-1-3 2-4-1-2-3-1-1-3 1-4-1-2-3-1v8l1 2 2 6-2 5q-3-5 0-8l-1-1q-2 0-2 3-1-4-1 0l3 6h3l2 16h-5v-5h-3q0 7-3 1l-1-19q-3-1-4 1h-1l-2-5q-1 3-2 0l-2 5v-6l2-3 1 2q1-3-2-4v-8h3q-4 1 0 4 2-3 2 2 1-3 2 0l4-7q2 7 2-1v8l-2 1v-3q-4 3-3 8l1-3q0 9 7 4-2-1-2-3l1-8 5-4v-5l2 6q1-2 4-2z"/><path fill="#f28f2a" d="M33 67q2 0 2 2h-1z"/><path fill="#f2dea3" d="M36 69h-1q0-2-2-2v-8q2-1 3 1-2 1-1 4 2-1 3 1-3 1-2 4"/><path fill="#e0e0b5" d="m8 63 3 8q-3 3 0 6 1-10 4 0l-2 5q-1 2-2 1l1-3q-2-3-5-3-2-6-2 1l-3 3q5 6 3 14l-3-7 2 8H0V69l2-1q0 3 3 5v-7l2 5q-2-7 1-8"/><path fill="#e5e7bf" d="M96 70v26H86l1-7 4-1 1-14q-5-1-2-4 1-3 2 0l-1 3z"/><path fill="#f4af57" d="M21 74v3q-3-1-1-3"/><path fill="#e9da9b" d="m73 73-2 9-1-2q0-5 3-7"/><path fill="#d4ddb2" d="M36 75q3 1 3 7v14h-1l-2-16h-3l-3-6q0-4 1 0 0-3 2-3l1 1q-3 3 0 8z"/><path fill="#f1ebc7" d="M46 53q-3 3-1 7l2-2 2 10q-4 3-5 9l-1-2-1 5q-1-3-1 0 1 4-2 1 0-6-3-7l-2-6h2v2q0-3 2-3l1 7q3 0 6-4-4-2-2-4 6 6 2-1l-2-11q0-2 3-2"/><path fill="#f7f3df" d="M13 82q0-3 2 0-1 3-4 3l-2 6q-2-6-2 0l1 5H4l-2-8 3 7q2-8-3-14l3-3q0-7 2-1 3 0 5 3l-1 3q1 1 2-1"/><path fill="#f0eed1" d="M96 56v14l-5 3 1-3q-1-3-2 0-3 3 2 4l-1 14-4 1-1 7h-4q-1-12 1-22l3 1 1 2q-3 3-3 7l3 4q3-3 2-6h-2V70q-3-7-1-12l1 4 2-7 2 5 1-4z"/><path fill="#f5d381" d="M7 81q2 0 1 2z"/><path fill="#eae8c2" d="m62 75 1 21h-7l-1-14q-2 6-1 14H41v-8l2 5 5-6 1 6q2-9-1-17l-1 7q-4-7 3-12l3 4 2-6q2-2 3-1-3 2-2 5l2 18q0-6 3-11l-3-3z"/><path fill="#c4d19d" d="M65 96h-2l-1-21 2-2 1 1-2 3z"/><path fill="#f0eecc" d="m78 71-1 11-1-3q-1-3-1 0 3 8 3 17h-5q-3-6 2-11l-2-2-2-1 2-9 2-2z"/><path fill="#bccb97" d="M56 96h-2q-1-8 1-14z"/><path fill="#dadcb2" d="M20 96H8l-1-5q0-6 2 0l2-6q3 0 4-3l1-5q1 9 2 0z"/><path fill="#e0dfb6" d="m68 60 3 25 2-2 2 2q-5 5-2 11h-7z"/><path fill="#c5d0a1" d="M87 70v12h2q1 3-2 6l-3-4q0-4 3-7l-1-2-3-1q-2 10-1 22h-4q0-9-3-17 0-3 1 0l1 3 1-11 1 16 2-14q1-3 4 0z"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a kite flying in the sky:My primary focus is on the intricate interplay of form, texture, and perspective. I aim to capture the dynamic and expressive qualities of a kite, from its delicate curves and soaring form to its soaring, aerodynamic structure. The details are crucial, and I strive to create a sense of movement and dynamism. The overall composition is visually appealing, with a focus on the kite's overall shape and the surrounding environment. I aim to evoke a sense of freedom, adventure, and the thrill of flight. | {
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAADeElEQVR4nO3YLUptbRyH4X3kBBWLX5NQMJoN4ghMDsHmIIxGk8Fg2jOwGA3OQNAkJhERQVFk6zuGd8GCm8N1DeD5lZs/rPXn9/d3Av/T1dXVbDbb29sbe+iPQBlgZ2fn/v7+9vZ2aWlp1KG5UV/nX3V6evr09HR8fDz2kAvKQIeHhxcXFw8PD8vLy+OtuKAMdHR09P7+Pp1OR11xQRlue3t7ZWXl8vJyvAkXlOF2dnZubm5+fn7GmxAow21ubr6+vj4/P483IVCGW11dnUwmLy8v400IlOE+Pj4mk8ni4uJ4EwJluMfHx7m5ufX19fEmBMpwNzc3GxsbCwsL400IlIE+Pz8vLy93d3dHXREoA02n07e3t4ODg1FX/KhniK+vr62trbW1tevr61GH/o76Ov+qk5OTu7u78/PzsYdcUIbY399fXl4+Ozsbe0igDDGbzb6/v+fn58ceEihpvuJJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlDSBkiZQ0gRKmkBJEyhpAiVNoKQJlLT/AJXkc77HxspuAAAAAElFTkSuQmCC",
"path": "b0db1ae48dc27a22a03980b72674b5800be801d6b6a4f40b7c6546b393205379.png"
} | Generate code for a svg of a there is a man that is flying a kite in the sky | <svg clip-rule="evenodd" fill-rule="evenodd" viewBox="0 0 671 923" xmlns="http://www.w3.org/2000/svg"><path d="m655 3s12 14 12 33-12 33-12 33" fill="none" stroke="#000" stroke-width="6"/></svg> |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a golden light radiating from the top of a wizard's staff:I'm drawn to the intricate and dynamic interplay of light and form. The golden light, a radiant source, is a captivating visual element. Its curves, shapes, and overall composition create a sense of depth and movement. The light's intensity and color are carefully considered, with the color palette reflecting the wizard's magical abilities and the overall mood of the scene. The light's presence is not just a visual cue, but a subtle, almost ethereal glow that adds a touch of magic and wonder to the artwork. | {
"bytes": "",
"path": null
} | Generate code for a svg of a golden light radiating from the top of the wizard’s staff. | <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="#f0d6a5" d="M0 0h96v96H0z"/><path fill="#f3d784" d="m56 32-2 1q-3-3-6-2l-1-14q-1-5 1-8l1 21 5-1q4-6 13-9-8 5-13 11z"/><path fill="#f5d576" d="m47 30-2 5 1 7q-5 0-8 5 2-5 6-8h-7l5-3q-9-4-17-4 9-2 18 1l-5-7-8-5q4 0 7 3l2-1 1-4q3 3-1 6 2 5 8 5"/><path fill="#f9d161" d="m47 17 1 14q3-1 6 2l2-1h11l-12 3q-7 0-6 8h-2l-1-1-1-7 2-5z"/><path fill="#f6d378" d="m55 35 1 2 8 4-11-3q0 4 4 7l-7-5-1 3q-1-8 6-8"/><path fill="#b46520" d="M47 43h2v23l-2-16z"/><path fill="#deab60" d="m47 50 2 16v1l-2 1z"/><path fill="#c88844" d="M49 67v10h-2v-9z"/><path fill="#dc9a38" d="M47 77h2q-1 3 2 8l-1 1q-3-2-4-1z"/><path fill="#c4681f" d="M46 85q1-1 4 1-3 5-4-1"/></svg> |
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