reasoning
stringclasses 264
values | image
dict | text
stringlengths 32
301
| target
stringlengths 125
27.5k
⌀ |
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",
"path": "emoji_u1f90d.png"
}
|
Generate code for a svg of a white heart
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M93.96,8.97C72.05,8.97,64,31.35,64,31.35S56.06,8.97,33.99,8.97c-16.58,0-35.48,13.14-28.5,43.01 c6.98,29.87,58.56,67.08,58.56,67.08s51.39-37.21,58.38-67.08C129.41,22.11,111.87,8.97,93.96,8.97z" style="fill:#E0E0E0;"/>
<g>
<path d="M30.61,11.2c17.2,0,25.74,18.49,28.5,25.98c0.39,1.07,1.88,1.1,2.33,0.06l2.52-5.88 C60.41,20.01,50.65,8.97,33.99,8.97c-6.9,0-14.19,2.28-19.86,7.09C19.14,12.77,25.01,11.2,30.61,11.2z" style="fill:#BDBDBD;"/>
<path d="M93.96,8.97c-5.29,0-9.77,1.54-13.53,3.85c2.64-1.02,5.56-1.62,8.8-1.62 c16.21,0,30.72,12.29,24.17,40.7c-5.62,24.39-38.46,53.98-48.49,65.27c-0.64,0.72-0.86,1.88-0.86,1.88s51.39-37.21,58.38-67.08 C129.41,22.11,110.53,8.97,93.96,8.97z" style="fill:#BDBDBD;"/>
</g>
<path d="M17,24.82c3.75-4.68,10.45-8.55,16.13-4.09c3.07,2.41,1.73,7.35-1.02,9.43 c-4,3.04-7.48,4.87-9.92,9.63c-1.46,2.86-2.34,5.99-2.79,9.18c-0.18,1.26-1.83,1.57-2.45,0.46C12.73,41.95,11.53,31.65,17,24.82 z" style="fill:#FFFFFF;"/>
<path d="M77.13,34.66c-1.76,0-3-1.7-2.36-3.34c1.19-3.02,2.73-5.94,4.58-8.54 c2.74-3.84,7.95-6.08,11.25-3.75c3.38,2.38,2.94,7.14,0.57,9.44C86.07,33.4,79.66,34.66,77.13,34.66z" style="fill:#FFFFFF;"/>
</g>
</svg>
|
|
{
"bytes": "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",
"path": "9d54098b43510538d7debdb65d7e0e5e48c5502ceb5340f7f0fd528ca5d63012.png"
}
|
Generate code for a svg of a there is a red and white salt shaker with a red lid
|
<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 49 49" enable-background="new 0 0 49 49" xml:space="preserve">
<g>
<path fill="#F1543F" d="M40.2,10.2H9.5c-1,0-1.8,0.8-1.8,1.8c0,1,0.8,1.8,1.8,1.8h30.7c1,0,1.8-0.8,1.8-1.8
C41.9,11,41.1,10.2,40.2,10.2z"/>
<path fill="#FF7058" d="M39.1,10.2C36.7,4.9,31.7,1,25.7,0.5c-7-0.5-13.3,3.6-15.9,9.7H39.1z"/>
<path fill="#F2F2F2" d="M40.3,14.5c0-0.2-0.1-0.5-0.1-0.7H8.8c0,0.1,0,0.2-0.1,0.3L5.9,32.7c-0.8,5.2,0.6,10.1,3.4,13.9
c0.9,1.2,2.2,1.9,3.6,1.9h23c1.4,0,2.8-0.7,3.6-1.9c2.8-3.8,4.2-8.7,3.4-13.9L40.3,14.5z"/>
<circle fill="#FFFFFF" cx="18.8" cy="4.4" r="1"/>
<circle fill="#FFFFFF" cx="24.5" cy="4.4" r="1"/>
<circle fill="#FFFFFF" cx="30.1" cy="4.4" r="1"/>
</g>
</svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a pile of receipts stacked on a desk mat.
|
<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 0h96v96h-8v-7l6-1-1-1q-12 1-22-1v-1q8-1 8-10l6 1v-3q-6-1-10 2v-3l2-11q-3-3 0-6-1-2-3-1l-3-2q3 0 2-3 3-1 2-3-3 3-6 1-5 2-8 1 11-3-1-1l-1-1 2-1q7-3 1-6l-7 5-1-1q3-3-1-5-4 2 0 5l-11 1 5-2-7-2-4 1-5 10q3 2 0 3-3-3-4 1l-7 7H0z"/><path fill="#dddfe2" d="M61 45h-5l-14-1 11-1q-4-3 0-5 4 2 1 5l1 1 7-5q6 3-1 6"/><path fill="#7f8495" d="m42 44 14 1-10 2q1 2-1 2l-7-3v-3q1-1 4 1"/><path fill="#b8bbc2" d="M56 45h5l-2 1 1 1q12-2 1 1 3 1 8-1 3 2 6-1 1 2-2 3 1 3-2 3l3 2H62l3 1-1 1 6 1q-9 5-11-4l7-2-5-1q-2 0-2 2h-1q-3-2-7-2H39l-1-1v-3l7 3q2 0 1-2z"/><path fill="#7d8394" d="M59 53v-1q0-2 2-2l5 1z"/><path fill="#f4f4f5" d="M39 50h12q4 0 7 2l-16 4z"/><path fill="#9d9faf" d="m38 49 3 6q0 3-3 3l2-2-4-1 2-1-4-2q1-2-1-2z"/><path fill="#7e8498" d="M27 55q6-1 8 7v2q-3-2-3-5-7-4-6 4-4-1-7 2l1-3z"/><path fill="#767a8c" d="M40 63v-2q9-4 19-3-12 1-19 5"/><path fill="#f1f0f1" d="M0 62h20l-1 3-2 1-5 9 1 1 14 3-1 2-19 1q0-4 3-5-6-2-10-1z"/><path fill="#d8dadc" d="M42 44q-3-2-4-1v6l-4 2q2 0 1 2l4 2-2 1 4 1-2 2q3 0 3-3l16-4h1v1q2 9 11 4l-6-1 1-1-3-1h12q2-1 3 1-3 3 0 6-4 0-4 4v6l-3 7q-3-2-6-1l-2-2-5 3-4-2q-6 0-9 3l-3-1-2-6q0-3 3-1l4 5q4-4 10-6 3 3 7 1l1-2 8-9q-5-1-8 3-4-4-9-3l1 2-5 2 7 2q-7 2-13 6l-6-4 4-1-1-1 7-1-13-1q1-2 4-1 7-4 19-5-10-1-19 3-3-1-5 1-2-8-8-7 1-4 4-1 3-1 0-3l5-10 4-1 7 2z"/><path fill="#f9f9f8" d="m64 69-5-3 5-3q3-4 8-3z"/><path fill="#f7f7f6" d="M56 62q6 0 3 4h-1l-7-2z"/><path fill="#9298a8" d="m64 63-5 3q3-4-3-4l-1-2q5-1 9 3"/><path fill="#d4d5d9" d="m35 64-9 1q-4 0-1 3h-6v-3q3-3 7-2-1-8 6-4 0 3 3 5"/><path fill="#f0f0f0" d="M19 68h6q5-1 9 2 4 0 1 3-8-6-17-4-2-2 1-1"/><path fill="#aaacb4" d="M18 70v-1q9-2 17 4l-1 1z"/><path fill="#8e92a1" d="m84 67 3 4-3 1z"/><path fill="#797a88" d="M19 65v3q-3-1-1 1v1l5 4-1 2 17 2h2l-3 2q-6-1-11 1h-1l1-2-14-3-1-1 5-9z"/><path fill="#8c8c9a" d="m39 72 2 6h-2l1-2-6-2 1-1q3-3-1-3l2-2z"/><path fill="#b4b6bd" d="M40 61v2q-3-1-4 1l13 1-7 1 1 1-4 1 6 4q6-4 13-6h1l5 3-1 2q-4 2-7-1-6 2-10 6l-4-5q-3-2-3 1l-3-4-2 2q-4-3-9-2-3-3 1-3l9-1v-2q2-2 5-1"/><path fill="#d0d0d3" d="m18 70 16 4 6 2-1 2-17-2 1-2z"/><path fill="#dedfe2" d="M75 72v3q4-3 10-2v3l-6-1q0 9-8 10 1-7 4-13"/><path fill="#efeff0" d="M64 77q3-1 6 1l-2 7-27-1q-4-3-8-3h-6q5-2 11-1l6 1 15-2z"/><path fill="#636679" d="m64 77-5 2-15 2v-2q3-3 9-3l4 2 5-3z"/><path fill="#9ea1b0" d="m41 78 3 1v2l-6-1z"/><path fill="#aea3a0" d="M26 81h6q4 0 8 3h-9L7 82z"/><path fill="#5a5c71" d="m77 61-7 23v1q-2 0-1 2h-2v-3l2-7 3-7v-6q0-4 4-4"/><path fill="#f9e1c8" d="M0 76q4-1 10 1-3 1-3 5l24 2q-5 0-7 5H0z"/><path fill="#beab9e" d="m40 84 27 1v3z"/><path fill="#f9dbbb" d="M31 84h9l28 4h2l-46 1q2-5 7-5"/><path fill="#beaca2" d="M71 86q10 2 22 1l1 1-6 1-18-1q-1-2 1-2"/><path fill="#d8bea3" d="m70 88 18 1v1H0v-1h24z"/><path fill="#6e5d5a" d="M0 90h88v6H0z"/></svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a red sled waiting by the door.
|
<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9f4e3" d="M0 0h96v96H0z"/><path fill="#f5b6a2" d="M39 39v17h-6q2-2 5-1-1-9 1-16"/><path fill="#f53e36" d="M58 38v27H46q0-2 3-2l-5-2-5-1-1-3h-4l-1-1h6V39q3-2 9-2z"/><path fill="#e39c8b" d="m33 56 2 2 2-2 1 3q-3-1-5 1-3-3-1-5"/><path fill="#f8f7eb" d="M34 57h4l-2 2z"/><path fill="#e1574b" d="m44 61 5 2q-3 0-3 2l-1 1h-5q-3-2-6-1l-7-2 13-1z"/><path fill="#ee3227" d="m27 63 7 2h-8q-3 0-3-2z"/><path fill="#ee938f" d="M26 65h8q3-1 6 1-3-1-4 1h-1z"/><path fill="#f4a69f" d="m58 38 1 28H45l1-1h12z"/><path fill="#fefefe" d="M36 67q1-2 4-1h4l1 1z"/><path fill="#bf9a9d" d="M44 66h1l2 2 16 1H21l14-2h10z"/></svg>
|
|
{
"bytes": 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",
"path": "8c530324fdbd9a05c55fbce641364208ede06fb9aa8e597b04d8b3e698e5500d.png"
}
|
Generate code for a svg of a a close up of two hands shaking each other with a white background
|
<svg width="28" height="28" viewBox="0 0 28 28" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M24.6311 14.6126L24.1061 6.6938L20.4748 8.92505C18.6811 8.6188 18.1998 8.6188 16.7998 7.9188C15.9686 7.52505 14.9186 7.78755 14.3936 8.0938C13.6061 7.26255 8.48734 8.48755 7.91859 8.75005C6.38734 8.31255 4.11234 6.5188 4.11234 6.5188L3.36859 15.4876L4.37484 15.7501C4.46234 16.0563 4.72484 16.8001 4.72484 16.8001C3.76234 18.0251 4.89984 19.4688 5.99359 18.9876C5.51234 20.2126 6.78109 21.3501 7.78734 20.5626C7.65609 21.7001 8.83734 22.5313 9.71234 21.7438C9.31859 23.1001 10.8498 24.1063 11.7686 23.0126C12.4248 23.4501 13.0373 23.8001 13.5623 23.9751C14.4811 24.3688 15.4873 23.4938 15.3123 22.4001C16.3623 23.6251 17.9373 22.4438 17.5873 21.0876C18.7686 22.0063 20.2123 20.4751 19.4686 19.1188C20.7811 19.8626 21.9186 17.8501 20.6498 16.5376L24.6311 14.6126Z" fill="#DADADA"/>
<path d="M6.08109 15.8813C6.73734 16.1876 7.17484 17.1938 6.47484 18.0688L6.16859 18.4188C5.81859 18.8563 5.46859 18.9876 5.11859 18.9876C5.38109 19.1188 5.68734 19.1188 5.99359 18.9876C6.03734 18.8563 6.12484 18.6813 6.25609 18.5501L6.56234 18.2001C6.73734 17.9813 6.95609 17.8063 7.13109 17.7188C7.48109 16.8001 6.86859 15.9251 6.08109 15.8813Z" fill="#9C9C9C"/>
<path d="M11.1123 20.2126C11.8123 20.3876 12.3373 21.3063 11.8123 22.3126L11.5498 22.7063C11.2873 23.1876 10.9373 23.4063 10.5873 23.4501C11.0686 23.5813 11.5936 23.4063 11.9436 22.7501L12.2061 22.3563C12.8186 21.1313 11.9873 20.1251 11.1123 20.2126Z" fill="#9C9C9C"/>
<path d="M8.00596 19.8626L8.70596 18.7689C8.66221 18.1564 8.13721 17.6314 7.61221 17.5876C8.26846 17.8939 8.70596 18.9001 8.00596 19.7751L7.69971 20.1251C7.34971 20.5626 6.99971 20.6939 6.60596 20.6939C6.95596 20.8689 7.34971 20.8251 7.74346 20.5626C7.78721 20.3439 7.87471 20.0814 8.00596 19.8626Z" fill="#9C9C9C"/>
<path d="M9.88734 17.8938C10.5873 18.1126 11.0686 19.0751 10.4561 20.0376L9.62484 21.3501C9.31859 21.8313 8.96859 22.0063 8.61859 22.0063C9.05609 22.1376 9.62484 22.0063 10.0186 21.3938L10.8498 20.0813C11.5498 18.9438 10.7623 17.8501 9.88734 17.8938Z" fill="#9C9C9C"/>
<path d="M15.7062 18.9877C15.75 18.9877 16.275 18.9002 16.45 18.9002C15.7937 18.2439 14.7437 18.7689 14.1312 18.4189C14.5687 19.1627 15.4875 18.9877 15.575 18.9877L16.625 20.3439C17.5 21.4377 16.8 22.7064 15.8812 22.8377C16.8437 23.1439 17.8062 22.1377 17.5 21.0439C17.4562 21.0002 15.7062 18.9877 15.7062 18.9877Z" fill="#9C9C9C"/>
<path d="M16.7562 16.4501C16.7562 16.4501 17.4125 16.3189 17.9812 16.3189C17.325 15.7939 16.3187 16.2751 15.6625 15.8376C15.925 16.4064 16.4937 16.4064 16.6687 16.4064L18.6812 18.7251C19.6 19.7751 18.9437 21.0439 18.025 21.2626C19.075 21.5689 20.0812 20.2126 19.425 19.0314C18.9875 18.9001 16.7562 16.4501 16.7562 16.4501Z" fill="#9C9C9C"/>
<path d="M15.356 21.4814C14.6997 20.9564 13.781 21.3501 13.3872 21.0876C13.606 21.7001 14.4372 21.5689 14.481 21.5689C15.2247 22.7064 14.4372 23.8876 13.5185 23.9751C14.4372 24.3689 15.4435 23.4939 15.2685 22.4001C15.2247 22.3564 14.6122 21.5689 14.6122 21.5689C14.6997 21.5251 15.181 21.4814 15.356 21.4814Z" fill="#9C9C9C"/>
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<path d="M4.85638 16.625C4.63763 16.1 4.50638 15.4 4.50638 15.4L3.41263 14.6562L3.32513 15.4875L4.28763 15.75C4.41888 16.1875 4.55013 16.5375 4.72513 16.8L4.85638 16.625Z" fill="#9C9C9C"/>
<path d="M2.66888 15.3563L5.03138 7.17505L6.12513 7.9188C6.30013 9.1438 4.28763 14.7438 3.54388 15.575L2.66888 15.3563Z" fill="#9B9B9A"/>
<path d="M23.3188 7.0874C22.9688 7.30615 24.2376 14.8749 24.7626 14.6562C26.4251 13.9124 27.1688 13.6937 27.1688 13.6937V4.68115C27.1251 4.68115 26.1188 5.4249 23.3188 7.0874Z" fill="black"/>
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</svg>
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Generate code for a svg of a a basket of freshly picked strawberries on a porch.
|
<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v49q-3-1-4 2l-4-2h-5q-3 0-4 2l-1-3-1-5-6-3q-3-22-25-21-11 4-14 16-4 2 0 5l-2 1h-4l-1 4q-2 3-5 3L0 47z"/><path fill="#fafaf6" d="M67 36h-1l-13-6q-3 0-5 3-2-2-1 1h-6l-4-3q0-7 6-9 19-5 25 13z"/><path fill="#ccb994" d="M71 40q-2 1-1 4-3-3-3 0l-2-1q0-2 3-1l-1-6 1-1q-6-18-25-13-6 2-6 9-2 0-1 3-3-1-4 1 3-12 14-16 22-1 25 21"/><path fill="#acbd79" d="M66 36h-8q-3-1-5 1l-6-3q-1-3 1-1 2-3 5-3z"/><path fill="#dd4c40" d="M41 34h6l6 3q2-2 5-1h2l-5 2q-5 5 2 8l2 1-2 2-4 1-6-1q5-4 0-7l-4 3-1-1 2-6h-3l-2 5-4-4q2-5 6-5"/><path fill="#a2b95b" d="m37 31 4 3q-4 0-6 5-2-1-2 1h-1q-4-3 0-5 1-2 4-1-1-3 1-3"/><path fill="#a87c56" d="M58 36h7l-1 1q-3 0-2 3h-1q-3-3-6-2l5-2z"/><path fill="#a4a345" d="m64 37-1 4-1-1q-1-3 2-3"/><path fill="#cc684c" d="M65 36h1l1 6q-3-1-3 1l2 1-3 1q-2-3-1-4l1-4z"/><path fill="#968a47" d="M33 40q0-2 2-1l4 4v1h-4z"/><path fill="#a2aa5a" d="m71 40 6 3 1 5h-5l-2 4q-6 1-2-2 3-3 1-6-1-3 1-4"/><path fill="#b6c48a" d="M55 38q3-1 6 2l-1 6h-3q-7-3-2-8"/><path fill="#b4bd88" d="M35 44h4q6 4-1 7l-4 1h-1q-1-5 2-8"/><path fill="#b7954a" d="M47 49q-4-1-4-4l4-3q5 3 0 7"/><path fill="#ed6845" d="M70 44q2 3-1 6h-5v-5l3-1q0-3 3 0"/><path fill="#9e623d" d="M57 46h3v4l-3-1 2-2z"/><path fill="#fdfdfc" d="m0 47 20 1q-2 1-1 4l1 4q5 3 8 9 2 7 11 7l6 1 6-2q10 3 19-4l9-16q1-2 4-2h5l4 2q1-3 4-2v47H0z"/><path fill="#a2975e" d="m30 41-6 7q-2 2-1 5l-4-1q-1-3 1-4 3 0 5-3l1-4z"/><path fill="#d44341" d="m61 40 1 1q-1 1 1 4v5l5 6q-5 0-8 2l-15-1 1-3q2-3 6-2l3 4 4-6v-4z"/><path fill="#c03637" d="M43 45q0 3 4 4l6 1v1h-7q-3 3-3 7-4-5-9-2v-4l4-1q7-3 1-7v-1l2-5h3l-2 6z"/><path fill="#7e4835" d="M46 51h7v1q-4-1-6 2-2-1-1-3"/><path fill="#a7a661" d="m57 49 3 1-4 6-3-4v-2z"/><path fill="#e6453b" d="m32 40 2 4q-3 3-2 8-2 1-1 4h-2l-7-3q-1-3 1-5l6-7z"/><path fill="#7a3b37" d="M33 52v4h-2q-1-3 1-4"/><path fill="#cc6e53" d="m73 48 4 3h-3q0 4-5 5l-5-6h5q-4 3 2 2z"/><path fill="#e59272" d="M43 58h-7l-6-1v-1h4q5-3 9 2"/><path fill="#bc9d65" d="M46 51q-1 2 1 3l-1 3 15 1h3l-6 1-1 9h-4q-1-3 2-4l-2-5H37l-1-1h7q0-4 3-7"/><path fill="#cdaf79" d="m19 52 4 1 7 3v1l-2 1 7 1-6 2q7 3 16 2v-2h6v4q-6 0 0 1v4l-14-3 4-2H28q-3-6-8-9z"/><path fill="#dfc58f" d="M73 48h5l1 3-9 16q-9 7-19 4l-6 2-6-1q-9 0-11-7h13l-4 2 14 3v-4q-6-1 0-1v-4h-6v2q-9 1-16-2l6-2-7-1 2-1 6 1 1 1h16l2 5q-3 1-2 4h4l1-9 6-1h-3q3-2 8-2 5-1 5-5h3z"/></svg>
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"path": "a3d345f092aecf78af68eeec349b0f179f0dbed7a1f7f87bd9b6f94bd37117df.png"
}
|
Generate code for a svg of a arafed line graph of a person with a laptop and a cell phone
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<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="420" height="75" viewBox="0 0 420 75">
<defs>
<filter id="96nf87qh2a" width="104.4%" height="128.1%" x="-2.2%" y="-14.1%" filterUnits="objectBoundingBox">
<feOffset in="SourceAlpha" result="shadowOffsetOuter1"/>
<feGaussianBlur in="shadowOffsetOuter1" result="shadowBlurOuter1" stdDeviation="3"/>
<feColorMatrix in="shadowBlurOuter1" values="0 0 0 0 0 0 0 0 0 0.964705882 0 0 0 0 0.823529412 0 0 0 0.5 0"/>
</filter>
<path id="suq2xk2t5b" d="M230.12 5.738c.15-.244.469-.307.699-.158l.073.058 13.993 13.358 23.779-8.318c.215-.076.45.005.576.187l.042.073 26.601 56.947 22.824-42.496c.146-.272.495-.343.734-.17l.068.06 16.702 17.44 17.595-25.127c.141-.201.403-.267.619-.168l.078.045 22.141 15.526 37.196-12.54c.233-.078.483.024.597.232l.037.082c.078.233-.024.483-.232.597l-.082.037-37.435 12.62c-.12.041-.251.034-.365-.017l-.082-.047-21.94-15.384-17.656 25.217c-.163.232-.48.279-.7.12l-.07-.061-16.651-17.384-22.968 42.77c-.18.334-.64.347-.847.054l-.046-.08-26.834-57.441-23.639 8.272c-.148.052-.31.03-.438-.053l-.072-.057-13.769-13.144-27.076 43.94c-.17.276-.545.315-.769.102l-.062-.07-15.508-21.447-23.581-13.626-13.96 17.112c-.091.113-.227.179-.37.184l-.085-.005-25.403-3.528-19.938 10.226-19.584 13.713c-.162.114-.373.12-.54.023l-.078-.058L65.79 37.526l-15.985 5.273-.197.023-19.971-1.627-23.444 9.733c-.227.094-.483.009-.612-.19l-.042-.08c-.094-.227-.009-.483.19-.612l.08-.042 23.558-9.779c.05-.02.1-.033.153-.037h.08l19.986 1.629 16.163-5.33c.141-.047.293-.028.417.047l.071.053 17.825 15.757 19.32-13.523 20.137-10.332c.068-.035.144-.054.22-.055l.077.004 25.28 3.51 14.051-17.223c.136-.166.36-.225.556-.155l.082.038 24.042 13.893.155.14 15.131 20.925 27.009-43.828z"/>
</defs>
<g fill="none" fill-rule="evenodd">
<g fill-rule="nonzero">
<g transform="translate(-81 -255) translate(81 255)">
<use fill="#000" filter="url(#96nf87qh2a)" xlink:href="#suq2xk2t5b"/>
<use fill="#00F6D2" xlink:href="#suq2xk2t5b"/>
</g>
</g>
</g>
</svg>
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AGP/Sn19U1dWTzCyWIcZ/RYsAgxPdDK1SHxv/tlp2Q3oY9pTlVODhsowLHzIynK+qptuu3QdY3J+yz/q8acOfpAioPTqu1hf/BcafiY7Vzt7GX565oDbxcQnDIYHGHiqhioCMax84Cg9MbPMKnFHNmOdH21Tdogk3f9oiQIy+rPzFAwD2I10EpSTK0EQXpAiIjP8N7j67MZw8G6wIyHDruSkCMP7uTnTLdz5DBGD8YQfyTMizYVAEBFcmiABwUARg/JnoEAEHGn+pJLrC3eYeEg4w1EFQjP8rIXkCEACOiYDhLYw/IgARcIDxt6G9OLgpAoIKByAAHBIBI7WTauIhxt8nEWBwLwEvRYBzDX4G+1XmkD5Gok25hgeU6o+m5XJFqWpd1ctb+tA/b1YRAYgABECIIuBQ9bj6xoN/pfprGH8mOkTAHsa/LSFtfNIdG2oeYvS18W+braqqL5dVrfAoGDGACEAABC8CxOi/9PnFhvvfafTKJjN86Cs/ywpHVjqNn0ubQV57RIDnxl+v9PuOH1GZ7OEvV/g9UNcioHZ/9fFzw7PBs4EA8FAEuGz8ZYXTWOWMHGoa+3YnPlnpPKo0xEB9dYPVTvI43SzIauMvhv+Zkabhjxtt/Gv3VlS9uMGzkRxeb7CFALBcBHx9+Z+p7Pqvu3NDtdybo8OxrHSaHgItBpbW9URX9n7Fgwjo2PjLjn7vWPfB9L3f99xoMoZ/5/Ohn42GN8BzCnc+M9VR09tumggAi0XAidXfuXGi+Dv2f1hZ5eiJLjM+3FlMs4sVT2OyWyp5LQQMiQCJdZ51aQMhW9v7Zo4f0av+o7EJ4LZEgIQE7ha9nhMNVs4492wgAFxXu7aubHYa/qTcmwcIgdqDtYYY8BXZP8DAtqky0Z1yIfFJPx8T+vSeVcZfVv0vZr/M6E/bQAYgAmQToS8+vG+ikVZeedgjgP1i7Z3c7E1oityb/aefTt/4b3v/vpePq4yUTXnI2PPH1cBw6oYkG62obX8+Wlv6WmP8xej3nz5hzPg3PkPDC+d3lVD/oQGVffGEibe2e05GAHiFVZPbE5PM8SPNiU6fjX8WbfwbIsCCzxL7d+vvU+OnvmZCBEx+8J3v2T7RWbWlrxjdvlPjqbr895zQnx1teOZ8RrY7H3nGyPR4Tj8bb/g0lggA+1Y3V5SF+5W3jK2svG2Y6J64icUbcHLMus8Vhwg49tKJxjllpvVEN23x83HOmntP33d9z49ZtETO2PV5EmLkmWNqsN390uPlin42Jn0ZRwSAXZPblLKwi5kkNNnubhf3Z9+pp7wTAeLyFE+AARFg3UQXlftZ83yI8TcSAjvoWWiV33rOsReNiGPBm1AAAsCeya0V17RrNXFqXGWeGXFjxSxeCvFQeIaEAUafG0/7bbM2TXRRxr81m/vYavwfPwuOPLM9fUdt/CVXxgASJruEAIC4VaU9SU3amJpOaurWE+BjTsBw9qiJuKdMdMaNbiSOrXk+bDf+LS+A77kAwtDYEXXkuJGQx5s+hAIQAHasbiSmaU1cs5HU9PJxZ93paddgp4XEPWXCS5k39EQ3ZfirW5MXI8+G7cb/8WcdHQpi/pTnwlAowPntphEAdqxu7HFtSkKd60lEEro47qcL1FB54A0tArKGno9pZcnWvrKqdunZCCEPoPE9zYUCpmxNlkUAuMObqlljav5mENemJ+5zH8MAjye7k8fTXvFMRPdp2sbfnrh/1OTHqXslEAEgiGfMYFVA1tVxQwCYXf3LBGdFVrMLcc1OJ2zZk8BHDCUFmggF2BP3f/6Ye2El+bz94TR7HT1pxAuQNSGOEQB+YMXqxjvjH8AKSJICh8ePpv22qVUFaHF8SdkS95dtfB0Vk4+33w4AKZk11CBIxPEEAgA6meAk6W/K+A3gqfFvWskBr++h0WfH084HmEij/Cnqh2HHqqqx38VRBW5w5PioqYRAJ70ACICAV/9eG/8AVj+tfICUuZjkamdbyZ8dE+TzY0G50X14JgyVBU67WBaIADCz+p9WhhP/0tqr3CgBTNziATiabj5A0lUr1iTFNkr+Akqk8wUpC+wfNOL9c64sEAFgBqPuosbE5mmWfIjIiiflDOhzSSQEWtUKW7L+nx3l5nJYBBhgyjUvAAIgsNV/o11uAJuFhMZo+qWBVxx5ze4mRgs3veqGenkryOdBkmQN5QJcRACAnav/Rm//p7gCHtLMgE511TMZZxMUq7L+ZTMdH8Jj1XrzCBSDuQATrowRAiCg1X+jkUlICU1b1eAmvJRDAW/G9FxM2LRyyniyoVSoq/8vnwcqAhAArP6bk5rUMgeW0FTfrAZ3g6UcCoirLFBc/1Y0/Gk8J56Uj9aLG0FPtvIcGNg7QzjnSndABEB6q/9zxlb/Usv8XIAJTaXwVkAGQgEXe5nsosQ/OzbCkhCZTzX/pc3g511DyYDyPEwjAOCJidLYRQ406S9UF6iEAlJsECSTXS+Z+/bU/Pu0i+RWVd//leAnXRHEhvYIcCIZEAGQzupfVv5TJt475FrmkF2gKTcIutjlcyHCYcKKARvs96o0tvagxMQbMTxuZGfQCQu20UYABL36D7iWOfT4p3gAUsyCznZaERB1/LMmWarvGY+2j67W9f1fZtZtCQBzJYGvIwBAmDZycY+PBNvGtF54FPxNJ/HPFCe+To25rP7tSJSS1b9HXTFrD9aCLv/bDZIBEQBGiJL/0r8JZDvcULv9SfwzcA+AIMY/xW2DJ9r1AkQhMXtW/x7lyEjcv760zsS7UwCMGhF4Mu+fs3lcEADJY8QNFPLqn/jnl4j7M8UkqHbvdWuMf6Ppjy85MuL6v7vCTb+HB8DQ/gCvIgDCXf2bUYChr/6Xcf9vJ8VSqAN7oUer/2lbxibjUey/9ukqmf/7cMhMNYDVYQAEQMIX38ikJvHMUFf/d4vcdbtMfMPjqdW3H5Twak+XNIn9e7L6r90rInwP8gKMGsvzsDYMgABIFiPun76nw1z9S+yzTvOTPb0AKSUETu+14rFt9e9L5j/Gv00BMHbEVDXAGQRAYJhy/2fGhvSSrz8841+uNLOfYVekIUqKZYHnnFj9e5D5j/Hv8LIbCgMgAMLDjPtfBEBotJKfKH3alxQ3R7nI6j/5e772cQHj37EXwEw1gK1NgRAAyZG++1+S/zyqZ257IrzzBclP7YhDbfxTSgic3CUZ0J7Vvzwno8PuXsitavOep9S1YwwlApqxBwgAo6Su+DJjw2GNMMa/Cy/AWFrlUK9vW/1bVQ/tcoms5LhUP1zinu9W+x0aMFUOiAcgFKIdzlIv/ciMhuP+lwmw+jMmwm5IyQuw3eDb0/VPnpNxN4Vy/UFJC95lQl1uegEmbSwHRAB4pPZC2fRHsv1rehWkNqvcaV0gzYFSWAVt3wzFmp7osjmWc0myDU/XMkmuMTE4YmyhZJ0XAAGQDKmXfTSMv++1/1HiU+3+KneYG16A16NW2BPWCICsW6t/ifNXP3hIeWuMpLhV9le8ANaNBbeDH0rP99W/TIBS8sSqPz4vQOnBiqpuJhdCyfT3WWX8nWr8I2L33gqJfgkJAEmIrVdr3i8M8QCkTBT/N7CkO+Sv8W/FPjH+TnkB9ASb1ceULd+3z5H22LKTZWPVj/FPjENmvABTto0DAsCTi+ylB0DKnT5cIvaZoBcgyVwAg53X9vjCdjs8G14uifVLO2sS/ZIVAIbKAQ/aKwMB4D7fTd34D/sXyWnEPil3ctoLII2HbMJakSxC916xYfyJ9afDwLAxj6lVAoAcAB8u8GGP3P8S+5RdzehwlpoXIIlcAPEsGGy64gZi+B+UuNcNYKgXgJEFIgIgJaKGJxOpr2w86f0vq31p6cuq34QIKDjjWejF4FpRAojht8ADQCUAAsCXi+tBAmCjtp/yPiOIq359qRhbVrTE/YdG7Uu4E/e6yVbZ8v71QhnDb5EIqJRTD7mQA+AxU0betd/hy0htv3HEYB/OHo3t9eS1Mhbek/XlspH7W8Rt9YPPmzF+jL89xs/MPZq1qSMgAiBeXjIygTuaBNjYwpdNTazg8NOjVr5W7CvwlJLs5J6WxL7qTx40xS0lrNZhMEfFGi8AIYB4mWAIOpkg2cLXFmSTlOHxo6q83FvJpZT+yWvZinib+k+fiL9rpqz0V8taYGzpe7vMfQ1O2AkEQLxMpb76d7D+v9HYh9p++7wA2ZGeBYBtpX+7GWrZRKrvxWzPnrOGN0EMfoqeBYgP2ROghACAOIgqAOCgFdi9InFQSxGXaC+JUc6U/m02G0z1PXO0uTPgQZUBsrovbyklVSriyheDT6UKdM9LtnwQBEB8TDIE+0+ijXg/E6fVHHl6VBXvLnX1b60s/dtPjIoXSh8NT0B/X8ObVpdSwVa8vlrjfvVc8BoCD4CHmPEADDrQAwDj7wxSvpfpX+64JNDW0r92aN2XuPHBa1uxC1QBOO4BsL4JEMbfKbotCbS19A/goPs9FFuBAACMPxxszLso47O19A9gPw4NDwb9/REA8XGGIcD4+4CU8Q12EB+1vfQPwDY++M73JhAAgPEHKxkeH2n771pf+gdgHwgAz6AMMEIa/GD83aaZDHjw9MCuf+AyA4QAICYoAxTjf3+V1r4e0MjqHzs4q9+10j+Anfc5AgCcJa4d3GL5LNrwy8Yn4AfSGfBAkeBo6R8AC0YEgPvY4mqXPc6ltz94g7j290sGPHJ8jNI/gO6wImTM0xsDtAFWqna3yAYoHnLsxRO7igAx/rj/AdyG2p14CDr+L5v70EXNT2SFnz31tcb+ABvFR/r/M5T9ASAAwArjK5uUmERc/+zs5/9EMTwYfMY0gG8QAnAdw273husfAAAQABCOCGhk/eP6BwBAAIAZTIUBap+uMvgAAAgACMkDIIl/j/dNBwAABAAYIO1eANLrf6nEuAMAIADAJGmHABrd/qj5BwBAAIBh0nTFs/oHAEAAgC0egPRCAPXVMqt/AAAEAFgjAlIqx6s9YPUPAIAAAHtIwQvQ2OaXzH8A8ITqViXo748A8MUDkIYAYKtfAPCI2qYxAZBHAPhDwbgASDoEsFWl6x8AAAIAtpO9eWHR+IcQ1/xWcu752ues/gEAfAIB4BFJrtDrqxsMMAB4BTkA4JEASKYhEMl/AOClACAHAGLC2zwAVv8AAPFx+vZbCADPsCIPIIlqgHqxzNUFAK+olElqRgD4RjHe1XrD/U/nPwDwjHq1Zuqt87aMAQIgPgpW3NQxr9Yp/QMAH6khABAAMfK+FQJAQgAxlgMS/wcAH6mkvIuqjSAAPKQeUxigISbI/gcAiJMFBIB/LNryQerLj+J5Idz/AOApWyWSmxEA8VGw5YPIyj2OagDi/wAA/i4WEQDxkbfpw8ThBUAAAICvbJrzAFizWEQAxET25gW7BEChNwHQ8CBQ/gcAgAcAHPMCaOPdkwhg9Q8AnmIy/n/69lt4ABAAKXgBlru/yXH/A4CvGOwBkLNpHBAA8bJo04cRI95tMmASLYUBAGzAYA+Agk3jgACIlxXbPlB9ab3zfySxf+r/AcBbAWDMw/m+TeOAAIiXnHUCQKoBOuwMWKdDFgB4TOjbACMAkqFg44fqOBeghAAAADwACABom+zNC4s2fq7aUqmjkr76Fu5/AMD4x83p22/lEAB+Y58IkJLATnIBiP8DgKfg/kcAhCUAOvQCUAIIAP56AIyFOK2zDQiA+PnITtlbV7UHa239PQAAXzHYBOh928YCARA/OVs/WCMMcEB8n9U/APhMdctYCAAPQAAs2vzhavdXDxYJAAAeUq/WTOYAIAB8J3vzgpQC5q19AIobqnavuIssrjd+jwcAAHzFYAVA4fTtt6yzCwPcEokpvQlrRcDyI1XVhj4zOqQy/X2Nsr96sUz8HwC8ZrO0weofD0DivG//k1BtuPslMbDRLRDjDwB4AJJiAQEQDjmGAADANg+AsQoAPAABscgQAADYg2T/19kGGAGQNFEiICIAAMASKo/M9f8/ffstK/eJQQDgBQAA8J4tcwmAOVvHBAGQHAsMAQCAHWzSARABgOoDAAgLif0brADAAxAa2ZsX8srihkAAAKz+E0caAFkbDkYA4AUAAPAa4v8IABOQBwAAEK4H4F0EAB4AAAAwAPF/BIARojwAygEBAAyxsWpsh9O8jRsAIQBQgAAAQWBwA6B528cGAZA8bzMEAACGPABFYx6Ad20fGwRAwmRvXpAQQJ6RAABIl61S2VT/fyn/yyEAQMgxBAAAaa/+H5l663kXxgcBkA7vMgQAACkLgFXc//uR4RZJh8Jr15f1KctIAAAkj5T+ffHhfSPT/enbb43jAYDtzDEEAADpUF4umXrreVfGCAGQHlQDAACkhEH3vzNzPQIgJagGAABIB3H/VzcrJt4670L2PwIAZQgA4CXrS6um3nrepXFCAKTLHEMAAJAsBpv/XEMAwK5EewPMMxIAAMlQLqyZav6Ts733PwLAPPQEAABIbPVvrPmPcyFe+gAYoPDa9Tv6NMFIAADER3WropZ+es/ItO5K7T8eAPOQDAgAEDMGa//nXBwvBAA3CwCAHwKgsGbqra+5OF4IAANEyYCIAACAmJDMf0O1//OuJf8hAMxDGAAAILbVvzH3/zVXxwwBYM4LkNOnRUYCAKA3JPnPUO2/U53/EAB2cY0hAADojUefG+v8d9nlcaMM0DCUBAIAdI80/fn8g3smmv/I6v+Uy2OHB8A8lxkCAIAuV//mOv85n8eFADCPtAYuMAwAAF0IADMb/8icfRUBAD2RvXlBbiRyAQAAOkTq/g2V/l07ffst5xduCAA7uIoXAACgM9Y/Z/WPAMALAAAQFFulsqqUN1n9IwDwAgAAhETpwQqrfwQAXgAAgNBW/5v6YPWPAMALAADA6p/VPwIALwAAAKt/Vv8IADe9AHmGAQCA1T8CIDwvAN0BAQBY/ScKewFYCnsEAADsmBfvfGZCADjf838vBrilrGVWH+8wDOAjm+UNtaWPteVi4/8frZVUrfJlR7e+gQF1+OhI4+ej42Nq+OgR1T/AdMXq38jq31uPLB4Au70At/RpipEA16lq4158uKzWCiuNc7XSefvWweEhNaLFwLGnn1JjJ55iUFn9p8GiXv2/4uuYIqnt5jICAFxGVvaff3K/a6O/02uwef+hWtaHeAPGnzuhnn7huYYwAFb/CTHr87jiAbDfC3BDn6YZCXCJUqGoPrvzyWMXf5KIEPjaqRcQAqz+4yanV/9nfR5XPABueAHO6SPLUIDtyCr/F3+db6zS02I58gqICHj6hWfJFfCMjeK6qdX/jO9jSxmg5WRvXsgrmgOBAxQffqH+6vvvpWr8tyMeh7/+4e2G9wH8Ye3TZSMLL736z/s+toQAHIGyQLAZWfVLrN8Wvv5LE438AHCbcmFNFe8upT7d6uOUj3X/eADcZZYhANsQl//P3/uRVca/JUg++cmHXCCHqVdravW+kdX/bAjGHw+Ae14AygLBLuP/Fz9uZPrbiiQIvvDLL3OxHERa/pYepG6HvU/8wwPgLjMMAWD820fyEfAEOHh/bVXU+pKRXI6gPK0IAIeIEgLZJwCM89Ff/tR6479dBJhKTITuV/8SAkiZq3r1v4gAAJtFwCXFboFgEImvp1HfHycrn3/BhXMEafpTXl5L+22D3IQNAeAmhALACFLqZ1vCXzvUeuxCCOlhKPFvJpTEv+2QBOgodAiEtJG4v9T599rSd+Tryyr7jc/UMX0MDG81zttZ+vFJtfSjF9Rn//cbsX12KQmU0kCwG0Nlf0El/m2HllnuIskqdAiE1BDXfy/G/2t/5+fq+d/6KzXy3P4rvOPfvts45O/++L+cUeXlkVgEANiNobI/WfUH61ElBOAo2ZsXCoreAJAS0l2v20S64fGS+s6//N/q9D/5wYHG/wlPgf67r1z844bHoFukLbCUAbJPgAP3mJnEvyA6/u0FIQDHoTcApIE0++km8U+Mtxj/geHNrt+7Uh5Ut//zb6vSL8Y7MvxjJ8bZJMgRKuVN9cWHqeeWeL3VbzsQAnAfcV+9pwgFQEJIuV83xn/g8GbPxr/xOsPN19kpAg4fHVHDo0e0gR/WPx9R/Yea09khbfAx+m6xZijxL/RxxwPghxfgDX26wkhAEkgjnW7c/9/+5wuNWH58q8RBdfe//1M1qL6lRrJjXBhPMJT4J67/S6GPPTkAHpC9eeGqPuUYCYgbSforPux8dSaZ/XEa/5Yn4KV//Edq7AV2+/MFQ4l/ixh/BIBviDurwDBAnIjx7ybzf/BX/iqRz5MZeKRGfvWa6h+9y8XxgNVPl00k/tFHBQHgnRcgr2gTDDGzVljp/B8Nbqrl7F314b1kPpOIgMN/8782zuAuhjr+XQ6t3S8CIBwRQCgAYqXURfJf3wvN1fnDgkpMBIgHQDwBiAB3Kd5LPe6P6x8B4D2EAiAWNssbjaNjxr+M6SICYFdh+WBFVTdTb8+M6x8B4L0XIM+NDnGw1Y3x12SeejKpCxEA25Ga/9KD1Ncos7j+EQChiIB5fZpnJKAXut3xLzPy1bguIgAe31fpZ/1Lr/+rjDwCICQIBYAZjpZ2/TUiANaXimqzVE7zLYPu9Y8ACNcLIDf+eUYCumWzHP9EjQgIl+pWpRH7T5nZkHv9IwDCFgE5fcL1BV3RbQ6AWhtBBMBXWL27lHbN/7w2/nOMPAIgZBEgOwaS/AKpUfv5N/EEwBMYcP3Lqh/XPwIAFPkAkKYA+Mm3lNocRARAA0Ou/xm9+mfOQwBA9uYF8QDMMhLQCcNHR7r7h9r4V//XbyMCoIEB1790+8sx8ggA+FIEzClKA6ETAzrQ/W7h9eVxRACYcP3n6PaHAIDdkVBAnmGA9gRAf0//HhEQNgZc/1Q+IQBgHy8ADwi0zeHRkZ5fQ0TAS59fVP21w4iAwDDg+ifujwCAA0QA+QDQFsNHj/T8GuPPnVAj9ZcQAYFhwPV/VRt/QpwIAGhDBEhvAB4W2N9gDgyow0d78wIce/qpppjYOokICATp9Z9yu1/Z5Y9FDQIAOoB8ADiQkfGxnv792ImnvvQoIAKCoHg31W1+CWsiAKALL0DrwSFmBntyNNu9ANhu/BEBYSBJf+IBSHMhQ6tfBAB0JwLIB4ADjfjg8FCs4gER4CdbpXLa2/xeJu6PAIDeRMCcPs0xErAX488909W/2y98gAjwC8n2L95L1fVPvT8CAGKC/QJgHwFwonPD2kYCISLAH8T4VzcrqbxXpr+PuD8CAGL0ApAPAHsiIYBORcDh0fZKCBEB7lMurKmN4nqa3oaz1PsjACBeEZBHVcNefO3UCx39/ZHssbb/LiLAXaTb32q6JX+S9Ie3EgEACYiAnD5dZiRgNy9AJyKg0zbCiAA3WfnoYZrd/ua08Z9j1BEAkJwIuKRoEgS7egFOtt0YqJv+AYgAt5BmPymW/EmznxlGHQEAySMPGm42+Aonv/3NtrwF3XYQRAS4gZT8SbvflCDpDwEAKXoBCpEIINEGnkAM+wu//PK+f+frvzTR03sgAuxGXP6Fjx+m+ZZnafaDAIB0RcAiqht2QyoCnn7huT3/bLcOgIgAf1j5ONW4P0l/CZJhCGA/Cq9df0OfrjASsJNSoagefnJf1SoV1TcwoE5oUTCSHYv1PcqH7qqPnr6mqn0HG+ATWaVefj6Z71pdPalKf35R1SuHw77mD1bS7PY3R9wfAQDmRcANfZpmJMAEiAA7kLj/8p3P0no7Sfp7hbs/WQgBwIFkb14gKRCMQTjAPCnH/fP6OMudjwAAe5AHkqRAQAQEKAJSjPs3Mv7p9IcAALu8AAVEACACwhMBEvffLJXTejuS/hAAYKkIkAeTpBxABAQiAlLe4neW7X0RAGC3CJAHdJaRAESA3yIg5bi/ZPxf5e5OF6oAoCuoDADTUB2QLF98eD+tVr9k/OMBAMc8AVQGAJ4ATz0BKfb5lzmEjH8EADjIWUQAIAL8EgEbxfW0+vw3Wo6T8Y8AADe9AOwZAIgAj0SArPqL95ZSW0CQ8Y8AALdFQMuFhwgARIDDIkCS/op3l9Kq96fcDwEAHokAKgMAEeCwCJCVf0px/8va+M9xx5qHKgCIjcJr16f16QYjASahOqBzJOYviX8pwAY/CADwWARQHgiIAIdEQIqb/OS08Sfj3yIIAUCsROWBc4wEmIRwQJsCZauSVrMfCROe585EAID/zCrKAwERYLUIkGS/lY9S2eSnsY8I5X4IAAjDC9DaOAgRAIgAS0XA6qepNPvB+FsMOQCQ3JP/2vUJfXpPNAGjASYhJ+BJUkz6e4VyPzwAEKYnIK/oEQB4AqzyBEjSX0rGn1p/PACAJ+D6ZOQJAMATYNATIC5/yfhPIe4/Q60/HgCAVqMgan8BT4BBT0CKnf6uYvwRAADbRcAcIgAQAeZEQEqd/qTRD11BEQAAu4oAJgdABKQsAiTmL7v8pWD8EfkOQQ4ApA7dAsEWQsgJKBfWGq7/hFnUxv8V7ig8AAAHeQLoFgh4AlLwBIjLfzX5jP/WjqCAAABABAAiwLQIkGS/FDL+G8afRj8IAIBOoWUwIAISEAEpGX+6/CEAALr2AtAyGBABCYiAFNr8YvwRAACIAEAE2CQCJOO/vLyWhvHnmUUAACACABFggwiQjH/p84/xBwQAuCYCziv2DQBEQFciQFz+KZT7ncf4IwAAkhABecXmQYAI6FgEtHr8J4z0989xZyAAAJISAYuIAEAEtC8CUurxz+Y+CAAARAAgAmwSASsfP0w64x/jjwAAQAQAIsAmESAb/GyWyhh/6Ar2AgCrKbx2fVKfbokmYDTANDbtHfDwf86o1U8w/oAHAPAEAATlCRif+k+qb2gjqa86i/FHAADYIgLYRhgQAdsYOvFAnfy9P0xCBMi2vle50v5DCACcofDa9Wl9usFIgA3YEg7YePiMuvtHv69qG0NxGf8Zri4CAAARABCOCMD4IwAAEAEAgYkAjD8CAAARABCYCMD4IwAAEAEAgYkAjD8CAAARABCYCIjN+NcXhqRfh/TqaJ2F76rO+ndIqe/70c+L0f8vZs5sUAKMAABABAAiICYR0LHx10a+ZeDleGnbz2k06crpIx8JhJwWBexIiAAAQAQAIqBDEdCW8dcGfyoy8Gei84Rlwyyi4F0EAQIAABEAiICDRcCexj8y+FORwZ9ybLjFOzCvjwUtBua5+xAAgAgAQAREIuAX/+13577xg/84s83gT0SG/tXo7Mt+G5IzMKePt/EMIAAAEQAQvAhQklj3zKEZNdInxv511XTr+44IgGviHSCZEAEAiACAcEXAoJ7ynxsMcReYllfgmhYCee5IBAD4LwLYShgQAYiAnbSEQPDhAQQAIAIAEAEhktPHZS0EcggAAEQAACIgTI/A5RBDAwgAQAQAIAKgKQRmQ0oW5LJDEGRvXpB431nVTAYCMMvDrBr9s99TmcrB/fof6jv2w3sJfY7NulL3N5WqcUk00/q4U18YuoQHAABPAEDsVMqb6osP7zd/Hn2gVn7tD1V9YANPgF3k9THje34AAgBCFQHvKPtam0IAxn/5zmeqXv1yyY0IsJo55XFYAAEAoYqAbOQJmGQ0wJTxRwS4MV1E3gDvWgwjAAARgAiAhBGjL8ZfRMCeAgERYDvzkRDwxhuAAABEACIADBt/RIBT3oDzvuQGcHkhaLI3L8gDLdUBbBoCRo2/MLD6jDr2w9+nOsDiKUMWDPWFoSt4AAD88gbI3gHTjATExcrHD9VGcb3jf4cnwAkWI29AHg8AgPveANkqdY6RgDgo3lvqyvjjCXAGCRu+V18YOocAAEAEADw2/uXltZ5eAxHgxpShj3dcbR5ECABgFwqvXZcH+k1GAjql9GBFH/Elim9l7y2u/PrNCdVG8yrCAUZxrkqASwmwuydABMAMIwGdUC6sxWr8NblDheclSbWtNtZ4AowioQBJEJzAAwDghydgWp9uMBLQjvEv3l2K8yXnTt9+qyFCtVHJlor15R//YFNVtg7+h3gCzE4bItgyZzasryziEgLs7wmY06fzik2EwJDxb60uR8Yy6tu/MagGDh38j/EEmJ02Ik+A9cmBCACAg0WAxPbYSRB2ZatUjtv4X91h/IVX5T+IAKdEgCQHTiMAANwXAWwnDF9BGvwUPn4Y50vOaOM/u8vvp1o/IAKc4obNIgABANCZCHhF0TUQ1P6b+/Rg/Od2/jJyJT9RAYAIcE4EvIEAAHBfBOQVrYMx/vEa/0Z/+d2Mf8SZ3X6JCHCKK1oEWJdMjAAA6FwEtPYPyDEa4VHdqsRt/M9q47/fVrN7JpMhApxi2jYRQBkgQC+zN/sHBEWnm/scQD5a+e/pTYpqyu8c9EKlYl3d/tP2PhMlgsaRZkFzeAAA3PcG0DoY498NjXyS/Yx/xFQ7LyaegJcnB9p6YzwBxrEmMRABABCPCKBrIMa/E+Mvbv92KkrOtPuiJ072IwIQAR1BCAAgJugaiPFvg7ldavz3fu+FIXH/T3TyBg/vVtWHi5X2RAPhANNIx8AcAgDADxEgW4TeUm1s3AKOXFNt/DdLZRPGXwz/nW7eCBHgzu2lDLYN5rIAxAgNg/xCtvWNyfjPdmL8Iya7fTPCAe5MGarZMdDIggEBAJCMCDil6BXgvPEvL6/F8VLS4OdqF/9uspc3RQQ4w4Rqeg0RAACeiIBWrwBEQLjGv1XjP9flvz/T6wdABDjDpIkeAeQAACQMvQKCNv5dC0BtEJZVTLkk5AQ4Q6o9ArgMAMl7AyT2e5WRCMb4N0JAPRr/CRVjIimeAGeQlsGTab0ZAgAgHREgO7zRK8Bi1peKcRj/nGq/xn8/JuL+fogAN6YK1ewRkEpSIAIAID0RMKdP5xUVAtZRLqyptfvLvb6MlPnFYfyFqSS+JyLACcQD8CYCAMA/ESCbvlAmaJnxL95d6vVlLndR5rcfLyX1fREBTvBGfWFoKuk3QQAApC8CKBP0y/hLmd+lmD/aRJLfGxHgBImHAhAAAGZEAFsKu2/8ey3z24/EE8EQAdYjIjDRUABlgACGoUzQSeOfVwds5dsLeuVXT2ssKBG0nsT2C2CoAcx7AyR2PMtIOGP8293Kt1vjP5nmeOAJsJ7EvAAIAAA7RID0CRAhQHJggsiOfj0a/zkVT5nfvrdD2uOCCLCaqaS2DiYEAGAR7CaYrPGXbX1le98uuaoNf+Kemij720hveMIB1pLPnNk4hQcAwG9PABUCdhr/mTSMf2vFZ2qc8ARYy0QSXgAEAIB9IqBVITDPaBg3/klm+lsJIsBaYs8FQAAAWCoC9CFdA9lDwJzxX4yMfy60cUMEhOEFQAAA2C0E2EPArPEPNhSDCPDfC0ASIIADFF67PqVP7yiSA9Mw/nMxt/XtCL3KkwTAKVvG0prEwKP9+g0GuLlj7AuABwDADU+APPBnFcmBSRv/WZPGH0/APqxV9RtUuCBKvR7XCyEAANwRAYuK9sH7r5610e/S+Euyn3T2I+cCEWA75xAAAGGKAEkOFBEwx2jEZvzzqhnvp+oiRhFwfymhD4IIyMa1UyACAMBNISBualzVO4y/uP87JNG2viGLgPynTSGACEiEVxEAAGGLAPECiDcg6PbBPRh/SfZ7JeG2vkGLAAkFIAISIZb9IhAAAG6LgJysYFWgyYE9GH+bk/3yiABEwAFMIQAAQERAXgXYObBL4+9Cst9HeAIQAQfe/wtDEwgAANjeOfAyxn9PWs19SPZDBPgAAgAAnhACl5Tn2wp3afxzKvDOfogAQAAA+C8C5lQzJJD38ft1YfxlG9+zDiX7OXfdEAEIAACwRwQ0ytuUZ8mBxXtLnRr/NLfxDVYAIAIQAABglwiQvAARAXO+GP/y8lq7f13MyyshbeOLCAhOBPQsFNkMCCAACq9dn9anG4EY/1ayn7N5EPWFobrL91snGwjJ5kEnktriyt8NhAqZMxvjeAAAoB1vgKyEX1EOJgd2aPx9ae7j9OfHE5A4uTheBAEAEI4IkJXxKeVQXkCHxt+nnfycz91ABCTKuwgAAOhUBDiTF9CB8RfTcdaznfy8SN5EBCSCjFIsvSwQAABhCgGrNxMqPVhp1/i3NvPJeXaJPvLliyACYuda5sxGLKNEEiBAwBReuy6bitwSTWDLZyoX1lTxblt7yc555PJ/gmi711s+fScSA2Nb/Z9CAABAXCJAptp3VEwbjKRk/Gd8L/FzvRIAEZAI57Xxj62VNQIAAFpC4Io+vWG58W/F+71v6asFwC0bRBkiwBquauMfa1MrcgAAoEH25gWZXIzsI9Cm8W9UMQTUz3/Bxy9FTkBXzMVt/PEAAMBungDJC5CmQZNpvN9Wqdzo73/Q6sfBlr69egBk9X/L1++HJ6BtZrXxT6TCBQEAALuJgGwkAs4l+T7S11+Mv+zwt9dHUc36/rkQr4MWAcvKogRNb0XAcS0AxvptGx7xdM1o45+YxwsBAAD7CQHJCbhiyPg3JsCQt/DVAuCdpEUYIkA1g+HPHrqqhvrk1af0MWHY8EupX+KiFwEAAAeJAJkQ34lzJdqG8Z+PjH8h5LHXAmBaObyHg2OegLnMdLM3hh53eYfJSAx8NxIESYbE8tE9/3aSK34EAAB0IwJkQrwVxyQoRl+M/z7b+s561tWvFwEg474cwne1QAQUtAAYP+B6TEZCeCr61ZnoPNGm16AQrfDl/H7086I2+nkTY44AAIBOhEBPpYIHGH+ZFM972NWvVxHgfRjAIhFwVouAYO4/ygABoG2iUsHzqstSwX2Mv0y6pzD+u/JuKF/UghLBqZBuLAQAAHQqAiRWKRsKdRSrlM199jD+l7XhPxt6vH8vomSwYMbGmj4BCAAAgF1FQL6TXQWl0c8um/u0XP6XGNEDmQ/pyyICEAAAYL8QaO0quO8UvP756s5ftXbxm2cU2+JaaF8YEYAAAAD7RYB4Ac6qPUIC1a3KTte/dPUT459n9NojKg3LIQIQAQgAALBNBCxGImBu559Jq9+Ilst/lhHrirdD/NIpi4CgRBZlgAAQK4X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"path": "emoji_u1f498.png"
}
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Generate code for a svg of a heart with arrow
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<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g>
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<path d="M47.93,49.56l-26.3-26.57c-0.88-0.97-1.18-1.92-1.31-2.69c-0.15-0.94,0.04-1.99,0.72-2.66 c-1.79-0.16-3.69-0.54-4.95-1.82c0.06,0,0.03,2.35,0.02,2.52c-0.06,1.14-0.23,2.28-0.58,3.37c-1.01,3.08-5.73,4.43-7.9,2.57 c-0.18-0.16-0.35-0.32-0.52-0.49c0.4,0.76,0.89,1.49,1.5,2.1c2.24,2.24,6.11,2.05,8.14-1.23c0.41-0.66,0.69-1.39,0.87-2.15 c0.08-0.34,0.1-0.66,0.2-0.86l30.1,30.41V49.56z" style="fill:#C67500;"/>
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<g>
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<g>
<path d="M42.45,22.68c14.21,0,21.27,15.28,23.55,21.47c0.32,0.88,1.56,0.91,1.93,0.05L70,39.33 c-2.93-9.37-11-18.5-24.76-18.5c-5.7,0-11.72,1.89-16.41,5.86C32.97,23.98,37.82,22.68,42.45,22.68z" style="fill:#DA2E75;"/>
<path d="M94.79,20.83c-4.48,0-8.25,1.13-11.4,2.84c2.18-0.83,4.83-0.99,7.5-0.99 c13.39,0,25.38,10.15,19.97,33.63c-4.64,20.15-31.78,44.6-40.07,53.93c-0.19,0.21-0.33,0.75-0.45,1.36 c3.56-2.62,42.47-31.69,47.97-55.23C124.09,31.7,109.59,20.83,94.79,20.83z" style="fill:#DA2E75;"/>
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<path d="M31.2,33.94c3.1-3.87,8.63-7.06,13.32-3.38c2.54,1.99,1.43,6.07-0.84,7.79 c-3.31,2.51-6.18,4.03-8.19,7.96c-1.21,2.37-1.93,4.95-2.3,7.59c-0.15,1.04-1.51,1.3-2.03,0.38 C27.67,48.09,26.68,39.58,31.2,33.94z" style="fill:#F386AB;"/>
<path d="M80.88,42.07c-1.45,0-2.48-1.41-1.95-2.76c0.99-2.49,2.26-4.91,3.79-7.06 c2.26-3.17,6.57-5.03,9.3-3.1c2.79,1.97,2.43,5.9,0.47,7.8C88.27,41.02,82.97,42.07,80.88,42.07z" style="fill:#F386AB;"/>
</g>
<path d="M71.9,72.3c1.86-1.59,5.22-1.79,5.22-1.79c1.2,0.05,2.02-1.07,1.2-1.93 c-1.52-1.58-3.74-2.47-6.16-2.16c-3.15,0.4-5.74,2.92-6.22,6.06c-0.33,2.18,0.32,4.22,1.57,5.73c0.79,0.95,1.97,0.32,2.07-0.99 C69.59,77.22,70.04,73.88,71.9,72.3z" style="fill:#C2185B;"/>
<path d="M106.78,107.21L91.86,92.67c0,0-4.07,8.18-1.82,15.92c2.47,8.51,11.34,16.17,15.71,15.35 C113.05,122.57,106.78,107.21,106.78,107.21z" style="fill:#FFC107;"/>
<path d="M107,106.99L92.46,92.07c0,0,8.18-4.07,15.92-1.82c8.51,2.47,16.17,11.34,15.35,15.71 C122.36,113.26,107,106.99,107,106.99z" style="fill:#FFC107;"/>
<path d="M110.16,113.33c-0.76,0-1.52-0.29-2.1-0.87L70.26,74.59c-1.16-1.16-1.16-3.04,0-4.2 c0.72-0.72,1.85-0.86,2.6-0.86c0.46,0,0.91,0.18,1.24,0.51l38.15,38.23c1.16,1.16,1.16,3.04,0,4.2 C111.67,113.04,110.91,113.33,110.16,113.33z" style="fill:#FFA000;"/>
<path d="M111.45,112.04c-0.76,0-1.52-0.29-2.1-0.87l-39.73-39.8c-0.24,0.59-0.31,1.22-0.33,1.66 c-0.01,0.36,0.13,0.71,0.38,0.97l38.38,38.46c0.58,0.58,1.34,0.87,2.1,0.87c0.76,0,1.52-0.29,2.1-0.87 c0.23-0.23,0.4-0.49,0.54-0.76C112.37,111.92,111.91,112.04,111.45,112.04z" style="fill:#C67500;"/>
</g>
</svg>
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",
"path": "emoji_u1f469_1f3ff_200d_2764_200d_1f48b_200d_1f468_1f3fc.png"
}
|
Generate code for a svg of a kiss: woman, man, dark skin tone, medium-light skin tone
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<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="head_331_">
<path d="M102.27,34.74c-27.05,0-31.37,19.51-31.37,47.59c0,23.97,10.35,39.27,28.5,41.22 c9.35,1,17.91-0.79,24.6-5.64V40.6C118.69,36.83,111.62,34.74,102.27,34.74z" style="fill:#E0BB95;"/>
</g>
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"path": "emoji_u1f57a_1f3fc.png"
}
|
Generate code for a svg of a man dancing: 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="hand">
<linearGradient id="hand_3_" gradientTransform="matrix(0.9969 -0.0787 0.0787 0.9969 -48.0554 78.7317)" gradientUnits="userSpaceOnUse" x1="85.0816" x2="92.2607" y1="-6.2753" y2="3.0381">
<stop offset="0.5" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
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</g>
<g>
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<path d="M87.41,16.23c-1.88-1.06-3.5-0.2-4.56,1.66l-4.59,12.86l-14.16,4.44 c-1.33,1.69-0.15,5.14,1.05,7.01c1.41,2.2,2.56,3.26,4.7,2.73c0,0,7.91-2.95,11.94-4.84c3.4-1.59,4.63-2.14,5.54-5.71 c0.9-3.57,2.79-12.84,2.79-12.84C91.18,19.69,89.29,17.29,87.41,16.23z" style="fill:#AEEAF5;"/>
<path d="M92.22,22.72l-1.3-7.86l-7.14-1.39l-2.41,8.2C84.57,24.07,92.22,22.72,92.22,22.72z" style="fill:#00BFA5;"/>
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<path d="M62.64,76.17c0,0,2-6,2.71-13.31c0.83-8.59-1.76-17.4-6.55-24.58c-1.19-1.78-2.16-2.88-4.16-2.05 c-1.07,0.44-2.66,1.96-3.8,2.05c-2,0.15-5.21,4.39-4.92,6.62c0,0,5.48,11.3,5.63,14.55c0.2,4.44-3.32,10.16-4.9,12.5 c-0.4,0.59-0.18,1.39,0.46,1.69C49.47,74.78,55.14,76.92,62.64,76.17z" style="fill:#C2EDF5;"/>
<path d="M61.28,76.41l0.98,0.21c0.59-4.21,1.68-16.84-4.6-23.27l3.36-3.66c-3.75-1.85-8.71-1.91-8.71-1.91 l-0.96-0.28l0.02,1.15l0.93,0.13c0.04,0,3.76,0.06,7.03,1.27l-3.05,3.32C56.28,53.37,63.9,61.24,61.28,76.41z" style="fill:#74CCF2;"/>
<path d="M57.65,36.17c-6.66-0.3-9.32-0.54-14.07,2.52c-3.27,2.11-6.33,3.94-9.33,5.94s-5,4-4,9 c0.59,2.94,4,14,4,14s5.92-1.32,5.76-3.45l-0.77-12.62l12.85-4.56c1.72-1.29,1.54-6.84,0.11-8.71L57.65,36.17z" style="fill:#C2EDF5;"/>
<g>
<linearGradient id="SVGID_1_" gradientUnits="userSpaceOnUse" x1="63.5184" x2="63.5184" y1="68.2129" y2="43.6405">
<stop offset="0.1156" style="stop-color:#00AB94"/>
<stop offset="0.3768" style="stop-color:#00B29A"/>
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<path id="neck" d="M57.63,33.34l5.88,0.88l2.78,9.81c0,0-9.58-4.92-11.75-9.1l-0.69-0.96L57.63,33.34z" style="fill:#C48E6A;"/>
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<g id="eyebrows">
<path d="M50.95,20.85c0,0,0.8-1.1,2.56-1.1c1.95,0,2.71,1.38,2.71,1.38c0.17,0.25,0.09,0.59-0.16,0.75 c-0.15,0.1-0.34,0.11-0.5,0.05l-0.1-0.04c0,0-0.9-0.74-2.23-0.62c-1.03,0.09-1.4,0.36-1.43,0.37c-0.13,0.06-0.2,0.08-0.2,0.08 c-0.29,0.1-0.62-0.05-0.72-0.34C50.81,21.19,50.84,21,50.95,20.85z" style="fill:#AB872F;"/>
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<g id="eyes">
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<path id="mouth" d="M61.75,30.84c-1.14,0.6-4.78,0.42-5.87-0.29c-0.62-0.41-1.3,0.14-1.06,0.73 c0.23,0.58,2.16,1.99,3.88,2.07s3.74-1.13,4.03-1.69C63.02,31.11,62.4,30.5,61.75,30.84z" style="fill:#6D4C41;"/>
<path id="nose" d="M60.15,27.58c-0.04-0.02-0.07-0.03-0.11-0.03l-2.47-0.12c-0.04,0-0.08,0.01-0.11,0.02 c-0.23,0.08-0.36,0.3-0.27,0.55c0.09,0.25,0.55,0.96,1.54,1.01c0.99,0.05,1.51-0.62,1.63-0.85C60.48,27.91,60.37,27.68,60.15,27.58 z" style="fill:#C48E6A;"/>
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<g id="hairgroup">
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<g id="hand_2_">
<linearGradient id="finger_1_" gradientUnits="userSpaceOnUse" x1="85.6903" x2="88.4085" y1="7.2185" y2="7.2185">
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<path id="finger_56_" d="M85.69,7.94c0,0-0.09-1.65,1.44-1.57c1.7,0.09,1.21,1.71,1.21,1.71 L85.69,7.94z" style="fill:url(#finger_1_);"/>
<linearGradient id="finger_2_" gradientUnits="userSpaceOnUse" x1="82.9434" x2="85.869" y1="6.2675" y2="6.2675">
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<path id="hand_20_" d="M83.68,9.98c0.17-0.26,0.57-0.96,0.71-1.15c1.51-0.87,3.43-0.14,3.74-0.26 l0.22-1.28c0.11-0.59,0.81-0.88,1.44-0.7c1.21,0.35,1.06,1.3,1.06,1.3c0.04,0.01,0.47-0.58,1.38-0.4c1.81,0.36,1.47,8.86-4.39,8.54 c0,0-0.41,0.01-0.68-0.04c-3.09-0.47-3.55-1.99-3.8-2.69c-0.17-0.48-0.26-1-0.3-1.51C83.03,11.26,83.35,10.47,83.68,9.98z" style="fill:url(#hand_4_);"/>
<linearGradient id="shadow_1_" gradientTransform="matrix(-0.9986 -0.0523 -0.0523 0.9986 7.1535 733.4661)" gradientUnits="userSpaceOnUse" x1="-42.4423" x2="-45.1792" y1="-726.0317" y2="-723.2949">
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<path id="shadow_36_" d="M88.7,11.24c0.53,0.16,0.67-0.11,0.96-0.29c0.27,0.83,1.26,0.84,1.26,0.87 c-0.04,0.41-0.54,1.48-0.82,1.77c-0.98,1.02-1.69,0.65-1.69,0.65s-1.04-1.46-1.31-1.83c-0.27-0.37-1.18-1.06-1.19-1.11 c-0.03-0.38,0.08-0.84,0.28-1c0.14-0.12,1.67-0.15,1.67-0.15S88.01,11.04,88.7,11.24z" style="fill:url(#shadow_1_);"/>
<path id="tone_5_" d="M91.86,10.67c-0.09,0.16-0.2,0.36-0.34,0.53c-0.15,0.18-0.31,0.29-0.54,0.34 c-0.22,0.05-0.39-0.09-0.49-0.29c-0.08-0.16-0.09-0.35-0.09-0.53c0-0.16,0.01-0.33,0.04-0.49c0.12-0.76,0.52-1.45,0.63-2.21 c0.01-0.09,0.02-0.19-0.05-0.26c-0.05-0.05-0.12-0.06-0.18-0.03c-0.12,0.06-0.19,0.3-0.25,0.41c-0.08,0.17-0.16,0.35-0.24,0.52 c-0.18,0.39-0.35,0.79-0.52,1.19c-0.07,0.17-0.14,0.34-0.21,0.51l-0.05,0.12c-0.01,0.02,0,0.02-0.05,0.11 c-0.02,0.05-0.05,0.1-0.1,0.15c-0.16,0.19-0.42,0.27-0.65,0.19c-0.23-0.06-0.41-0.28-0.46-0.53c-0.01-0.06-0.01-0.13-0.01-0.18 l0.03-0.26c0.02-0.13,0.03-0.27,0.04-0.4c0,0,0.01-0.15,0.01-0.15c0.04-0.49,0.05-1,0.12-1.48c0.03-0.18,0.04-0.36,0.04-0.54 c0-0.07-0.01-0.13-0.03-0.19c-0.03-0.08-0.14-0.18-0.23-0.12c-0.07,0.04-0.05,0.14-0.06,0.21c-0.04,0.25-0.11,0.49-0.16,0.74 c-0.09,0.43-0.17,0.87-0.24,1.3l-0.02,0.12c-0.02,0.14-0.05,0.28-0.07,0.42l-0.04,0.29c-0.02,0.13-0.01,0.25,0,0.35 c0.07,0.49,0.42,0.92,0.9,1.06c0.24,0.07,0.5,0.07,0.74,0c0.19-0.06,0.36-0.18,0.5-0.32c0.01,0.03,0,0.07,0.01,0.1 c0.04,0.16,0.11,0.31,0.22,0.43c0.1,0.11,0.22,0.21,0.38,0.28c0.14,0.07,0.29,0.11,0.44,0.13c0.16,0.02,0.33,0,0.48-0.06 c0.26-0.09,0.48-0.27,0.69-0.54c0.19-0.26,0.02-0.01,0.36-0.68c0.21-0.54,0.3-1.13,0.44-1.69c0.03-0.14,0.06-0.29,0-0.42 c-0.02-0.05-0.07-0.1-0.13-0.1c-0.07,0-0.11,0.07-0.14,0.13c-0.07,0.16-0.13,0.33-0.15,0.5c-0.02,0.16-0.08,0.28-0.14,0.43 C92.15,10.06,92.02,10.37,91.86,10.67z" style="fill:#BA8F63;"/>
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<path id="finger_54_" d="M83.07,11.79c-0.09,1.5,1.08,2.97,1.67,3.38c1.3,0.89,3.48,0.98,3.59,0.87 c0.03-0.03-0.03-1.22-0.01-1.47c0.09-0.97-0.68-2.08-1.52-2.61c-0.35-0.22-1.34-1.25,0.3-1.41c1.07-0.11,1.75-0.54,1.91-1.02 s-0.44-1.25-0.73-1.29c0,0-3.62-1.24-4.69,1.64C83.37,10.44,83.1,11.26,83.07,11.79z" style="fill:url(#finger_3_);"/>
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</svg>
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Generate code for a svg of a a bright yellow sun hat on a child’s head.
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<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="#f4d218" d="M55 32v3q-3-1-5 1l1 11H34q0-22 21-15"/><path fill="#c79a25" d="M55 32q2 0 3 2l4 12q3-1 7 1h-6q12 5-1 9-6-6-12-7l12-2H51l-1-11q2-2 5-1z"/><path fill="#1e1a17" d="m33 48 1-1h28l-12 2q-9-2-17-1"/><path fill="#f4d613" d="M33 48q8-1 17 1 6 1 12 7l-13 2q4 0 8 3l-13 1h-3q-3-2-4-1-3-3-7-3l-11-3q6-6 14-7"/><path fill="#ecc21e" d="M69 47q15 0 4 11-10 6-20 6l-9-2 13-1q-4-3-8-3l13-2q13-4 1-9z"/><path fill="#4c383b" d="M30 58q4 0 7 3-3-1-6 1-2-3-1-4"/><path fill="#1e1a18" d="M41 62h3l9 2q-7 4-12-2"/></svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a the beauty of white snow against the grey sky.
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{
"bytes": 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",
"path": "f730a4b12943adbd890809acbdb8a8e34fdc4f68884d6da03df0198325cf0b48.png"
}
|
Generate code for a svg of a a black and white photo of a man with a hat on
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<svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 448 512"><path d="M97.07 183.5C96.82 186.4 96.2 189.1 96.2 192c0 70.75 57.22 128 127.9 128c70.71 0 127.9-57.25 127.9-128c0-2.75-.625-5.375-.75-8.125c69.09-30 93.58-77.88 95.08-80.88c3.498-7.125 1.125-15.88-5.621-20.25c-6.623-4.5-15.62-3.25-20.87 2.75c-1.873 1.875-22.49 20.62-76.09 33.63C333.1 69 312.2 0 278.2 0c-10.37 0-19.68 4.5-27.43 10.5c-15.24 11.88-36.77 11.88-52.02 0C191 4.5 181.8 0 171.4 0C137.4 0 116.6 69.38 105.9 119.5c-55.22-13-75.59-31.88-75.96-31.88C25.61 80 15.87 77.25 8.119 81.63c-7.621 4.25-10.37 14-6.121 21.75C3.498 106.3 28.86 153.5 97.07 183.5zM224.1 208c26.61 .125 53.22-2.75 79.21-8.625C299.5 240 265.7 272 224.1 272s-75.46-32-79.21-72.75C170.9 205.3 197.5 208.1 224.1 208zM314.7 352H133.3C59.7 352 0 411.7 0 485.3C0 500.1 11.94 512 26.66 512H421.3C436.1 512 448 500.1 448 485.3C448 411.7 388.3 352 314.7 352zM50.7 464c9.498-36.76 42.95-64 82.64-64h181.3c39.69 0 73.14 27.24 82.64 64H50.7z"/></svg>
|
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{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a collection of antique keys hanging from a hook.
|
<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 0h45q-2 9 1 21-3 0-3 3-2 0-2 3l-1-1-3 9q-2 2-1 6l-2 9q-3 4-3 10 3 1 4-2l4-2q1 3 4-1l2 2 2-8v8h3V42q-1-7 1-12 5-4 0-9l-1-3 3-18h43v96H0z"/><path fill="#99856f" d="M45 0q-2 3-1 7 9 2 6-7h2l-3 23h-4v-2Q43 9 45 0"/><path fill="#eceae9" d="M47 10q4 1 1 7-3-1-2-3z"/><path fill="#f6f5f4" d="M46 0h5q3 9-6 7-1-4 1-7"/><path fill="#eeede8" d="M46 23h4v3q-3-1-4 1-3-3 0-4"/><path fill="#b87f54" d="M51 21q5 5 0 9-3-3-1-4v-3l-2-4z"/><path fill="#a45f35" d="M46 21v2q-3 1 0 4 1-2 4-1-2 1 1 4-3 1-2 4l-2-4q-6-1-4-6 0-3 3-3"/><path fill="#b0a093" d="M51 30q-2 5-1 12-2-5-1-8-1-3 2-4"/><path fill="#7f5435" d="m47 30 2 4q-1 3 1 8v1h-2z"/><path fill="#c3874f" d="m43 43-2-2h3q0-6-4-6-6 1-1 5l-2 1h-1q-1-4 1-6 4-5 8 1 1 4-2 7"/><path fill="#ebe4d4" d="M41 41q2-3-1-3-2 0-1 2-5-4 1-5 4 0 4 6z"/><path fill="#a2542b" d="m41 41 2 2-3 1-3-3 2-1q-1-2 1-2 3 0 1 3"/><path fill="#f4f2ec" d="M43 24q-2 5 4 6l1 13q-2 2-1 6l-2 8-2-2q-3 4-4 1l-2-4 1-1 2-7 3-1q3-3 2-7-4-6-8-1l3-9 1 1q0-3 2-3"/><path fill="#8c6949" d="m36 41 3 3-2 7-4-1z"/><path fill="#c18d5d" d="M48 43h2v14h-3v-8q-1-4 1-6"/><path fill="#9a8e80" d="m34 50 4 1-1 1 2 4-4 2q-1 3-4 2 0-6 3-10"/></svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a massive asteroid belt surrounding a distant planet.
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<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="#817c73" d="M5 5q42-2 87-1l-1 59V5z"/><path fill="#1a1a1f" d="M5 6V5h86v58l-1 1q-7 5 0 3l6-5v34H0V73l12-3-4-2q-2-2 1-2 8 3 9 13h-3l5 2 9 3 3-5-6-14-8-6H4q-1 4 1 7l-5 1V57q2-2 5-1zh23q0 3-4 5l8 5q-4 2-3 6 6 0 3 6l1 6q-4 2 0 6-6 17 12 24 15 0 20-15l5-3-4-4v-6q-2-3-4-2l-1-4-4-1v-4l6 3q4-1 1-3 0-3 3-5-2-3 1-3 1 2 4 1l4 5q-3 3 2 6 0-3 2 0l-4 2q-4 4 0 8l3 2 3-2 1-3 1 2 4-5 1 29 1-57z"/><path fill="#1c1b21" d="M5 7V6h85l-1 57-1-29-4 5-1-2-1 3q0-7-6-4v4q-4-4 0-8l4-2q-2-3-2 0-5-3-2-6l-4-5q-3 1-4-1-3 0-1 3-3 2-3 5 3 2-1 3l-6-3v4l4 1 1 4q2-1 4 2v6l4 4-5 3q-2-15-14-19-12 0-18 10-4-4 0-6l-1-6q3-6-3-6-1-4 3-6l-8-5q4-2 4-5z"/><path fill="#f6edd2" d="M0 0h96v45q-4 3 0 8v9l-6 5v-3l1-1 1-59Q47 3 5 5v51q-3-1-5 1z"/><path fill="#f3ebd0" d="M65 50q-5 15-20 15-18-7-12-24 6-10 18-10 12 4 14 19"/><path fill="#e4ddbd" d="m82 40-3 2-3-2v-4q6-3 6 4"/><path fill="#d7cbad" d="M15 40h3q-1 5-3 0"/><path fill="#5d5c56" d="M54 40q2 0 1 2z"/><path fill="#ebe4c4" d="M26 45q7-1 4 6-6-1-4-6"/><path fill="#7a7b77" d="M84 46q2 0 1 2z"/><path fill="#75746d" d="M26 45q-2 5 4 6-7 1-6-5z"/><path fill="#343535" d="M96 45v8q-4-5 0-8"/><path fill="#e7e1c2" d="M0 73v-6l5-1q-2-3-1-7h14l8 6 6 14-3 5-9-3-5-2h3q-1-10-9-13-3 0-1 2l4 2z"/><path fill="#60615d" d="M15 65q1-3 4 0z"/><path fill="#6b6761" d="M90 64v3q-7 2 0-3"/><path fill="#37373c" d="M15 69q2-3 5-1l3 7z"/><path fill="#696865" d="M86 74h-2z"/><path fill="#605e58" d="M26 76q2 0 1 2z"/><path fill="#eee5c4" d="M84 74h2v5q-4 1-7-1v-1z"/><path fill="#24272e" d="M20 77q9 2 0 3z"/><path fill="#a49f8c" d="M79 77q-4 2-3 7l-4-1q0-2 3-1-1-6 4-6"/><path fill="#d9d2b2" d="M70 86v4h-3z"/></svg>
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{
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",
"path": "emoji_u1f933.png"
}
|
Generate code for a svg of a selfie
|
<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="M7.61,97.8c3.2-14.29,15.22-12.24,24.28-10.19c10.14,2.3,31.25,6.47,31.25,6.47 s17.31-8.97,28.63-17.42c3.07-2.29,7.03-3.16,10.57,0.71c3.9,4.26,7.5,13.6,2.43,19c0,0-26.92,22.18-34.5,25.83 c-3.77,1.81-9.73,2.25-13.81,2.09c-12.35-0.48-32.48-3.65-36.05-4.71C15.95,118.29,4.35,112.35,7.61,97.8z" style="fill:#F78C1F;"/>
<g>
<path d="M97.97,67.88l-16.82,1.11c-5.7,1-6.15-2.38-6-5.14l2.81-53.35c0.23-3.59,1.32-4.74,2.84-5.84 c2.02-1.47,6.35-0.87,6.35-0.87c5.13,0.83,14.9,9.63,14.76,12.38l2,47.06C103.77,65.92,101.08,68,97.97,67.88z" style="fill:#757575;"/>
<path d="M100.34,69.29L83.8,68.36c-2.84-0.11-5.17-1.61-5.03-4.37l2.92-55.49 c0.14-2.7,2.61-4.84,5.45-4.73l14.87,3.5c2.84,0.11,5.08,2.39,4.94,5.14l-1.17,52.2C105.65,67.32,103.18,69.41,100.34,69.29z" style="fill:#9E9E9E;"/>
<ellipse cx="89.24" cy="11.52" rx="2.81" ry="2.53" style="fill:#424242;" transform="matrix(0.0554 -0.9985 0.9985 0.0554 72.7968 99.9946)"/>
</g>
<path d="M82.38,36.31c1.35,5.07,9.26,6.9,11.16,9.66s4.29,9.33,4.29,9.33s-22.64-1.02-20.02,2.84 s9.07,3.14,11.85,4.89c1.14,0.72,3.28,2.7,2.51,3.2c-1.12,0.72-7.17,1.76-11.13,1.78c-3.96,0.03,13.33,3.94,16.8,2.11 c3.47-1.83,3.23-11.9,3.23-11.9s-0.73-11.51-0.76-11.87c-0.02-0.36-5.78-6.35-5.78-6.35S81.25,32.03,82.38,36.31z" style="fill:#757575;"/>
<path d="M105.25,82.19c1.25,5.28-0.16,11.61-3.84,12.48s-8.22-4.05-9.47-9.32c-0.52-2.21-0.48-4.36,0.01-6.19 c0,0,3.07-1.34,5.21-1.85C100.84,76.43,104,76.91,105.25,82.19z" style="opacity:0.7;"/>
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Generate code for a svg of a a family watching fireworks on the 4th of July.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafafb" d="M0 0h96v90l-11-6q-3-2-3 1l-1-2 1-8q-3 4-2 10h-3v-3l-1-6-2-16v11l-3-1q-1 4-3 1l-1-7q0 3-2 1-2-3-5-2l-1-1q3-1 0-2l2-2q-6 0-4-5-4-3 0-7l-1-2 5-1 1 1q1-9 3 0l9-8-6-1-2 2-5-4q-2 3-5 0 2-7-3-11-5-2-8 1h-4v4q-7-1-10 5l6 11 3 1q1 5-1 9-3-3-2 1v6l-3-2 2-5q-3-1-4 1-2 1-1 4-1-3-3 0l-1 12q-6-1-9 1l-4 2-6 1-3 6-5 2z"/><path fill="#f2f1f2" d="M45 23q3-3 8-1 5 4 3 11 3 3 5 0l5 4 2-2 6 1-9 8q-2-9-3 0l-1-1-5 1 1 2q-4 4 0 7-2 5 4 5l-2 2q3 1 0 2l1 1q-3 1 0 4l5-2q2 2 2-1l1 7q2 3 3-1l3 1q-1 3 1 6v4q-1 2 1 3l-5 2q-2-1-2-3 4-5-2-7-8-1-8 5l-4-4h-6q-2-4-1-7l1-3h-3q-1 2 1 3v6h-7v-5h4q-1-4 1-7l-4-10q-3 4-3 10l1 5h-3l-1-1 2-8v-6q-1-4 2-1 2-4 1-9l-3-1-6-11q3-6 10-5l-4 1v5l2-1 7 6-4 7 4 6h2l1 2 5-8q-4-1 0-3-6-3-4-10l2 2 4-7q-4-1-6-4l-2 2q-1-3-3-2"/><path fill="#f1e0e1" d="M45 23q2-1 3 2l2-2q2 3 6 4l-4 7-2-2q-2 7 4 10-4 2 0 3l-5 8-1-2h-2l-4-6 4-7-7-6-2 1v-5l4-1v-4z"/><path fill="#191a33" d="M34 58q-3-2-2-4t4-1z"/><path fill="#cfc7ce" d="M31 58q-4 5-2 11l-2 3q-4-2-9-1 3-2 9-1l1-12q2-3 3 0"/><path fill="#1c1c3e" d="M50 57q3-1 4 3-3 8-6 0z"/><path fill="#1a224c" d="m40 71-1-2-1-5q0-6 3-10l4 10q-2 3-1 7z"/><path fill="#f6534e" d="M60 63q3-1 5 2l-5 2q-3-3 0-4"/><path fill="#304774" d="M32 54q-1 2 2 4l3 2-2 8 1 1v6q-6 0-9-3l2-3q-2-6 2-11-1-3 1-4"/><path fill="#ec6065" d="M53 66q4 1 1 5-4-2-1-5"/><path fill="#a02a43" d="M48 70h-1q-2-1-1-3h3z"/><path fill="#d39ca6" d="m76 76-1 1q-2-3-1-6V60z"/><path fill="#538194" d="M36 69h3l1 2v5l-4-1z"/><path fill="#67657c" d="M47 70q-1 3 1 7l-5-1h3z"/><path fill="#656a79" d="m76 76 1 6-2-1v-4z"/><path fill="#050620" d="M18 71q5-1 9 1 3 3 9 3l4 1h4l5 1h6l4 4q0-6 8-5 6 2 2 7 0 2 2 3l5-2q-2-1-1-3l2 1v3h5q0-3 3-1l11 6v6H0V82l5-2 3-6 6-1z"/><path fill="#aeb2b5" d="M82 85h-5 3q-1-6 2-10l-1 8z"/></svg>
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{
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",
"path": "emoji_u1f6b6_1f3fc.png"
}
|
Generate code for a svg of a person walking: medium-light skin tone
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="head">
<path d="M67.17,13.34c-2.51-4.06-8.2-7.22-12.91-6.44c-5.28,0.87-8.11,4.67-8.86,9.49 c-0.27,1.75-0.22,3.49,0.08,4.72c0.04,0.15,0.33,1.22,0.35,1.56c0.2,1.3-2.32,2.59-2.61,4.02c-0.22,1.08,2.03,1.77,2.21,1.96 c0.88,0.97-0.51,5.58,5.66,6.04c2.37,0.18,1.91,0.03,2.61,0.3c1.09,0.42,0.99,3.32,0.99,3.32s0.61,4.78,4.69,3.51 c4.66-1.44,4.84-4.74,4.84-4.74s-1.73-4.6,1.05-9.38C67.48,23.88,68.79,15.95,67.17,13.34z" style="fill:#E0BB95;"/>
</g>
<path id="mouth_2_" d="M46.05,31.23c0.86,0.05,1.7-0.15,2.43-0.69c0.79-0.59,0.25-1.24-0.66-0.86 c-0.55,0.23-1.32,0.35-2.02,0.22L46.05,31.23z" style="fill:#6D4C41;"/>
<ellipse id="eye_2_" cx="49.65" cy="23.39" rx="1.13" ry="1.74" style="fill:#5D4037;" transform="matrix(0.9995 -0.0315 0.0315 0.9995 -0.7121 1.5755)"/>
<path id="eyebrow_2_" d="M48.77,20.82c-1.12,0.26-1.34-0.48-0.94-1.04c0.29-0.42,0.98-0.74,2.25-0.42 c1.2,0.3,1.66,1.03,1.97,1.47s0.24,0.86-0.04,0.89C51.63,21.74,50.15,20.5,48.77,20.82z" style="fill:#AB872F;"/>
<g id="pants_x5F_back_2_">
<path d="M85.26,108.68L71.19,92.63c-0.88-1-1.4-2.26-1.48-3.59l-1.38-22.46l-15.5,1.71l4.88,23.17 c0.79,3.75,2.9,7.09,5.94,9.42l16.49,12.6L85.26,108.68z" style="fill:#616161;"/>
</g>
<g id="pants_x5F_front_2_">
<path d="M68.15,62.88l-17.58,1.61l-4.53,20.39c-0.83,3.76-1.12,7.63-0.85,11.47l1.63,23.24h6.67l2.95-25.03 c0,0,5.01-13.32,5.17-13.4c4.07-1.93,7.59-4.92,7.41-9.83C68.93,68.51,68.47,65.67,68.15,62.88z" style="fill:#7C7C7C;"/>
</g>
<g id="shirt_2_">
<g id="shirt_x5F_fill_3_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="51.8724" x2="69.1224" y1="77.6397" y2="65.6397">
<stop offset="0" style="stop-color:#F78C1F"/>
<stop offset="0.482" style="stop-color:#F47F12"/>
<stop offset="1" style="stop-color:#EF6C00"/>
</linearGradient>
<path d="M64.89,73.51H52.99c-2.27,0-4.12-2.18-4.12-4.86l2.15-22.5c0.44-4.11,2.53-8.09,4.63-9.59 c1.97-1.41,4.82-1.64,4.82-1.64c1.53-0.12,3.8,0.25,5.25,2.37c0.87,1.27,1.52,3.75,1.66,5.88L69,68.65 C69,71.34,67.16,73.51,64.89,73.51z" style="fill:url(#SVGID_1_);"/>
</g>
</g>
<g id="arm">
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="59.1987" x2="56.0045" y1="57.6172" y2="76.3419">
<stop offset="0.4606" style="stop-color:#E0BB95"/>
<stop offset="0.9996" style="stop-color:#CCA47A"/>
</linearGradient>
<path d="M66.8,60.29l-2.25-13.83l-6.97,1.13l2.15,13.19l-3.57,9.84c-0.23,0.45-3.46,1.91-3.66,2.01 c-0.62,0.3-1.05,0.89-1.37,2.06c-0.19,0.72-0.67,2.78,0.34,3.14c-0.34,0.95-0.12,2.14,0.14,2.42c0.6,0.65,1.33,0.36,1.33,0.36 s0.1,0.83,0.76,1.06c0.82,0.29,1.39-0.16,1.39-0.16c0.29,0.22,0.64,0.34,1.01,0.34c0.44,0,0.83-0.17,1.13-0.39 c0.19,0.08,0.71,0.39,1.37-0.08c0.42-0.3,1.74-2.03,2.15-3.14c0.28-0.76,0.24-4.58,0.59-5.25c0.35-0.67,5.14-10.2,5.14-10.2 l-0.01,0C66.9,62,67,61.11,66.8,60.29z" style="fill:url(#SVGID_2_);"/>
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<g id="hand">
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="53.3336" x2="55.5812" y1="44.8394" y2="50.6919">
<stop offset="0.4561" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
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<g id="shoe_x5F_front_2_">
<path d="M54.6,123.98c0.63,0,1.15-0.51,1.15-1.15l0-2.8c0-1.9-1.93-4.07-1.93-4.07h-6.98l-6.28,2.07 c-1.52,0.6-2.53,2.06-2.54,3.69l-0.01,1.26c0,0.55,0.45,1,1,1L54.6,123.98z" style="fill:#4568AD;"/>
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<g id="shoe_x5F_back_2_">
<path d="M89.65,111.84c0.45-0.45,0.45-1.17,0-1.62l-1.98-1.98c-1.35-1.35-4.24-1.52-4.24-1.52l-4.93,4.93 l-2.97,5.91c-0.65,1.5-0.33,3.24,0.82,4.41l0.89,0.9c0.39,0.39,1.03,0.39,1.42,0L89.65,111.84z" style="fill:#325599;"/>
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<path id="tone_3_" d="M58.37,79.39c0.07,0.49-0.06,0.86-0.24,1.22c-0.2,0.34-0.44,0.65-0.89,0.86 c-0.07-0.49,0.06-0.86,0.24-1.22C57.67,79.91,57.92,79.6,58.37,79.39z" style="fill:#BA8F63;"/>
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<g id="shirt_x5F_sleeve_6_">
<g id="shirt_x5F_sleeve_7_">
<path d="M56.4,53l10.9-1.98l-1.76-9.69c-0.55-3.01-3.43-5.01-6.44-4.46l0,0c-3.01,0.55-5.01,3.43-4.46,6.44 L56.4,53z" style="fill:#ED6D23;"/>
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<g id="hairGroup">
<path id="hair" d="M70.66,13.53c-1.32-3.31-4-4.31-4.88-4.55c-0.41-1.2-2.49-5.75-10-4.51 c-1.83,0.3-3.17,1.17-4.35,1.94C50.93,6.74,50.45,7.06,50,7.27c-0.37,0.17-1.01,0.33-1.54,0.16c-1.21-0.4-0.83-2.24-0.83-2.24 s-4.44,0.88-2.53,5.17c-1.49,0.66-2.18,2.24-2.44,3.73c-0.36,2.03,0.63,3.96,2.58,4.83c0,0-0.39-3.26,4.32-3.07 c1.46,0.06,2.99,0.29,4.34-0.26c0.52-0.21,1-0.54,1.5-0.78c0.12,0,0.18,0,0.18,0c1.78,0.95-0.56,5.16,1.42,7.62 c0.39,0.49,0.72,0.31,0.72,0.31l0.79-1.17c0.6-0.8,1.15-1.5,1.9-1.33c2.22,0.49,1.82,4.45-0.81,5.32c-0.26,0.09,0.35,4.5,5.8,4.5 c2.82,0,3.81-2.34,3.81-2.34s-1.2,0.3-1.46-0.72c-0.14-0.53,0.35-1.25,1.23-2.03c2.54-2.26,1.62-4.86,1.25-5.67 C70.63,18.54,71.69,16.12,70.66,13.53z" style="fill:#AB872F;"/>
<g id="hairHighlights">
<radialGradient id="SVGID_4_" cx="63.4351" cy="103.5031" gradientTransform="matrix(0.9381 0.3463 0.4988 -1.351 -47.7029 142.3603)" gradientUnits="userSpaceOnUse" r="7.1218">
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<path d="M70.24,19.29c0.05-0.09-0.79,2.01-4.39,1.66c-1.48,0-3.54,3.57-1.38,5.93 c1.92,2.08,4.75,0.83,4.75,0.83s-0.39,0.11-0.96-0.08c-0.37-0.13-0.5-0.61-0.5-0.64c-0.14-0.53,0.35-1.25,1.23-2.03 C71.53,22.69,70.61,20.1,70.24,19.29z" style="fill:url(#SVGID_4_);"/>
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</g>
</g>
</svg>
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Generate code for a svg of a green bell peppers stacked in a wire basket.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfd" d="M0 0h96v96H0z"/><path fill="#96a96d" d="M48 17q-3 1-2 4h3v2l-1 1q-1-2-3-2-2-4 2-6"/><path fill="#9fc055" d="M40 22q-5 5-2 12l-3-8-4 1-2-2q2-3 6 0 1-3 4-3"/><path fill="#95c017" d="M46 23q2 0 3 2l1-1 1 1 1 13-6 2-3-14q0-4 3-3"/><path fill="#71a51f" d="m70 29 5-2 1 1-4 3-5 9-6 2v11l-2 1-1-3 1-5-2-1 1-4v-3q1-6-5-5l-1 5-1-13-1-1v-2q3-3 7-2l13 12z"/><path fill="#aed82e" d="M48 15q2 0 2 3 5-1 9 1 4 6 11 10v3L57 20q-4-1-7 2h-3q-1-3 2-4l-1-1z"/><path fill="#62981a" d="M48 15v2q-4 2-2 6-3-1-3 3l3 14h-5l-2-6q-3-7 2-12h-1l4-2q0-3 4-5"/><path fill="#6fa21d" d="m36 26 3 8q-1 4 1 10-5 0-2-3H26v-1l2-1-4-6 11-4z"/><path fill="#aed734" d="m36 26-1 3-11 4 4 6-2 1q-4-4-4-8l10-5z"/><path fill="#b7c58e" d="m39 34 2 6 1 3-2 1q-2-6-1-10"/><path fill="#d7d88a" d="M58 38v3q-6-1 0-3"/><path fill="#8e8f8f" d="M67 40q4 0 4 4h-4q-1 3 2 5l-3 1q0-6-3-7l7-1h-9z"/><path fill="#5b7926" d="M58 38q-6 2 0 3l-1 4-2 8 3 1v-3l1 3 2-1-1 4q-2-3-4-2l-2 5-1 1v-2l2-9v-1l1-7q-3-1-5 2v-3h-5v21q-2-6-1-12h-3l-1 10v-4h-3q-1 2 1 5-3 0-3-2l1-10h-5v9l-2-17h8q-3 3 2 3l2-1-1-3h5l6-2 1-5q6-1 5 5"/><path fill="#82c413" d="M55 49h-4q-1-6-1 0h-4v-8h5v3q2-3 5-2z"/><path fill="#c1c1c3" d="M26 41h4l2 17 6 8q11 5 15-5l1-1 5-1 1-2 1-4V42h9l-7 1q3 1 3 7l3-1v6h-4q4 8-2 15l-3-1-9 1v3h-7v2q-16 0-18-15-3-10 0-6h3q0-6-5-6 1-2 4-1l-1-3q-3-2-4-1 0-3 3-2"/><path fill="#65a510" d="M55 49h-4q-1 5 2 9v2q-4 10-15 5l-6-8v-9h5l-1 10q0 2 3 2-2-3-1-5h3v4l1-10h3q-1 6 1 12v-8h4v-4h-4v-1h4q0-6 1 0z"/><path fill="#57a711" d="m60 57-1 2-5 1 2-5q2-1 4 2"/><path fill="#90d10b" d="m55 50-2 9q-3-4-2-9z"/><path fill="#96dd10" d="m57 45 2 1-1 5v3l-3-1z"/><path fill="#88cb04" d="M46 50h4v4h-4z"/><path fill="#79bb09" d="M32 45h9v9h-3q-1-4 2-6l-3-1-5 1z"/><path fill="#72be01" d="m42 45 2 2-1 2q-2-3-1-4"/><path fill="#808187" d="m63 70-6 3 2-2h-5q-5 3 2 3l-12 1v-2h7v-3l9-1z"/></svg>
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{
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Generate code for a svg of a a cup of hot cocoa resting on a wooden table.
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<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="#f8edd2" d="M0 0h82l-4 1 6 1 3 7q-2 0-3 3-1-6-3-1-6-2-11 4-4-4-7-4-3-3 0-5-4 0-7 3l-5-5-1 4-3-2q-7 5-12-1h-3q-2 6-4 1-2 0-2 3l-1-1q-3 3-6 0-2 0-1 3l-4-2q-3 5 0 9h-4v-3l-4 1 3 3q-2 3 1 1v3q4 3 1 7-4-5-3 2 5 0 6 6 2-1 1-3h4l-2 8-2 3-3-3q-2-9-8-11 3 1 0 4 3 3 0 7l1 2-5 8z"/><path fill="#f9edd2" d="M82 0h14v38l-9-5q-3-2-3 1l12 5v23H86q-7-1-15 1-1-1 1-3l12-2 3-2-19-4q3-9-6-9 0-4-4-6-12-3-22 0-4 2-1 5-3 3 0 9l-3 1-32 4v-3l5-8-1-2q3-4 0-7 3-3 0-4 6 2 8 11l3 3 2-3 2-8h-4q1 2-1 3-1-6-6-6-1-7 3-2 3-4-1-7v-3q-3 2-1-1l-3-3 4-1v3h4q-3-4 0-9l4 2q-1-3 1-3 3 3 6 0l1 1q0-3 2-3 2 5 4-1h3q5 6 12 1l3 2 1-4 5 5q3-3 7-3-3 2 0 5 3 0 7 4 5-6 11-4 2-5 3 1 1-3 3-3l-3-7-6-1z"/><path fill="#edd1ae" d="m96 38-9-6z"/><path fill="#dfa97c" d="M48 39q11 2 0 3l1 1-8 1q-4 0-4-3 5-3 11-2"/><path fill="#efc298" d="M48 39q6-1 12 2l-4 3H41l8-1-1-1q11-1 0-3"/><path fill="#f7f0de" d="M37 41q0 3 4 3h15l3 6v3l3 3q-4 0-6 3-7 3-13 0l-5-7-2-9q-1-2 1-2"/><path fill="#c79973" d="m35 42 2 9 5 7-3 1-5-9q-3-6 0-9"/><path fill="#efede3" d="m68 52-6 4-3-3 3-1q4 0 4-4 1-3-2-3-2 0-2 2-2 1-1 4l-2-1-3-6 4-3q-6-3-12-2-6-1-11 2-2 0-1 2l-1-1q-3-3 1-5 10-3 22 0 4 2 4 6 9 0 6 9"/><path fill="#b1bbb8" d="M66 48q-3-2-4-1 0-2 2-2 3 0 2 3"/><path fill="#fbeccf" d="M62 47q1-1 4 1 0 4-4 4l-1-1q-1-3 1-4"/><path fill="#95a4ab" d="m59 50 2 1 1 1-3 1z"/><path fill="#f8daaf" d="m35 51 2 5-13 6q-13 0-24 3v-9z"/><path fill="#deb384" d="m37 56 6 6 9 1-9 4-15-1q-4-1-4-4z"/><path fill="#d7d3c9" d="M43 59q6 3 13 0-1 4-4 4l-9-1q-3 0-3-2z"/><path fill="#fbe4bd" d="M86 62h10v23l-11-1q-9-2-1-5l5 2 5-1q-11-2 1-5-9 0-15 2l-5-2 7-2-13-2 20-1h-7l-1-3z"/><path fill="#f2d0a4" d="M24 62q0 3 4 4l15 1q0 5-5 5l-8-2-30 4v-9q11-3 24-3"/><path fill="#f9dfb5" d="m68 52 19 4-3 2-12 2q-2 2-1 3 8-2 15-1l-5 5 1 3-7-2-4 2-18-2 6-2q-6 0-11 3l17 1-18 1 24 2 2 1q-3 1-3 4-1-4-3 0-2-4-5-1-12 1-23-2-2-1-1-3 5 0 5-5l9-4q3 0 4-4 2-3 6-3z"/><path fill="#daa879" d="M38 72q-1 2 1 3 11 3 23 2 3-3 5 1 2-4 3 0l-23 2q-10-5-21-7L0 77v-3l30-4z"/><path fill="#a06747" d="M47 80v15H0V77l26-4q11 2 21 7"/><path fill="#f7d9ae" d="M82 70h7l-20 1 13 2-7 2 5 2q6-2 15-2-12 3-1 5l-5 1-5-2q-8 3 1 5l11 1v11H84L47 80l23-2q0-3 3-4l-2-1-24-2 18-1-17-1q5-3 11-3l-6 2 18 2 4-2z"/><path fill="#c18254" d="m48 81 36 15H48z"/></svg>
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{
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"path": "78997616ef35f267b39753142c44d629c7b2f19496080363ce5f6a447e824094.png"
}
|
Generate code for a svg of a there is a black and white photo of a man riding a skateboard
|
<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="744.09448819"
height="1052.3622047"
id="svg2"
version="1.1"
inkscape:version="0.48.5 r10040"
sodipodi:docname="New document 1">
<defs
id="defs4" />
<sodipodi:namedview
id="base"
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1.0"
inkscape:pageopacity="0.0"
inkscape:pageshadow="2"
inkscape:zoom="1.979899"
inkscape:cx="128.38304"
inkscape:cy="100.30828"
inkscape:document-units="px"
inkscape:current-layer="layer1"
showgrid="true"
inkscape:window-width="1920"
inkscape:window-height="1025"
inkscape:window-x="0"
inkscape:window-y="0"
inkscape:window-maximized="1">
<inkscape:grid
type="xygrid"
id="grid2996" />
</sodipodi:namedview>
<metadata
id="metadata7">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title></dc:title>
</cc:Work>
</rdf:RDF>
</metadata>
<g
inkscape:label="Layer 1"
inkscape:groupmode="layer"
id="layer1">
<path
style="fill:#000000;fill-opacity:1;stroke:none"
d="M 9 956.375 L 9 1025.375 L 9.09375 1025.375 C 10.037239 1034.813 17.562068 1042.3064 27 1043.25 L 27 1043.375 L 96 1043.375 L 165 1043.375 L 165 1043.2812 C 174.438 1042.3378 181.96276 1034.813 182.90625 1025.375 L 183 1025.375 L 183 1023.375 L 183 981.875 C 183 978.28515 180.08985 975.375 176.5 975.375 C 172.91015 975.375 170 978.28515 170 981.875 L 170 1004.6562 L 170 1023.375 C 170 1027.241 166.86599 1030.375 163 1030.375 L 96 1030.375 L 96 964.375 C 96 959.95672 92.418278 956.375 88 956.375 L 9 956.375 z "
id="path2998" />
<path
inkscape:connector-curvature="0"
style="fill:#000000;fill-opacity:1;stroke:none"
d="m 183.0001,956.37498 0,-69.00005 -0.0937,0 c -0.94349,-9.438 -8.46832,-16.9314 -17.90625,-17.875 l 0,-0.125 -69,0 -68.99995,0 0,0.094 c -9.4381,0.9434 -16.9628,8.4682 -17.9063,17.9062 l -0.094,0 0,2 0,41.50005 c 0,3.5898 2.9101,6.5 6.5,6.5 3.5898,0 6.5,-2.9102 6.5,-6.5 l 0,-22.78125 0,-18.7188 c 0,-3.866 3.134,-7 7,-7 l 67,0 0,66.00005 c 0,4.4182 3.58172,8 8,8 l 79,0 z"
id="path2998-7" />
</g>
</svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a silver key resting on an old wooden table.
|
<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfafa" d="M0 0h96v96h-5q-1-3 1-4 4 0 1-2 2-2 1-4L77 58v-1l-3-4v-3H52l5-9q3 4 7 1v-4l-3-6q-8-4-8 5l1 2q-3 9-13 12H20q-3 2-4 5-3 0-3 3-6 3-4 9l-4 2q-2 0-2 2v6l-3 1z"/><path fill="#f8f8f9" d="m59 38-2 1q-1-2-3-2 0-6 6-5z"/><path fill="#847b7e" d="M53 37q2 0 3 2l2-1v4h5q-4 3-7-1v1l-3-3z"/><path fill="#c8c3c4" d="M64 42h-5v-4l1-6q-6-1-6 5h-1q0-9 8-5l3 6z"/><path fill="#dcc8b7" d="M52 50h22v3H50q-1-3 2-3"/><path fill="#dcc0a9" d="m41 51-3 2q-3 1-2 4l-10 1-10-2q1-3 4-5z"/><path fill="#d5b092" d="m74 53 3 4-29 1h-4l5-5z"/><path fill="#e7e7e6" d="M38 53q6-1 2 3 0-2-2-2l-1 3h-1q-1-3 2-4"/><path fill="#684436" d="m49 53-5 5-2 2-1 1-5 3q5-7 12-13z"/><path fill="#8c6e58" d="M77 57H48z"/><path fill="#725d50" d="m16 56 10 2 10-1h1l-1 2H13q0-3 3-3"/><path fill="#bbb2af" d="m54 39 3 3-5 8q-3 0-2 3h-1l-1-2q-7 6-12 13l-5 1-1 4-2-2v-2q6-1 8-6l1-2 1-3q2 0 2 2 4-4-2-3l3-2q10-3 13-12"/><path fill="#9c7a5f" d="m42 60 7 3 20 4q-6 1 0 2l-1 2-32-1 8-2v-1l7-2-10-4z"/><path fill="#c29a7a" d="M13 59h23q-2 5-8 6v2q-7-1-12 1H9q-2-6 4-9"/><path fill="#8a715e" d="M22 61q4-1 10 1l-5 1z"/><path fill="#d1a17a" d="m41 61 10 4-7 2-10-1 2-2z"/><path fill="#6d5547" d="m36 64-2 2 10 1v1q-7-1-12 1-3 3-4 0-6-2-12-1 5-2 12-1l2 2 1-4z"/><path fill="#231a15" d="M69 67v2q-6-1 0-2"/><path fill="#dcbb9a" d="M9 68h7q6-1 12 1l-1 2-8 1q-8-3-14-2z"/><path fill="#d4ac8a" d="M68 71q2-1 5 1h-2l-15 2 5 2-25 2-13 6q-3-7-9-7l2-1q-1-1 1-3l-3-1h5l8-1 1-2q1 3 4 0 5-2 12-1 9-3 21 0l-29 2z"/><path fill="#cb9b74" d="M44 58h33l17 28q1 2-1 4 3 2-1 2l-6-2-6-2 6-1-9-3 13-1-17-1 8-1h-3l10-1-17-2 16-1-16-3 8-2h-6q-3-2-5-1l1-2v-2l-20-4 7-1z"/><path fill="#6e4f3c" d="M71 72h8l-8 2z"/><path fill="#f2e5d8" d="M5 70q6-1 14 2h-5l3 1q-2 2-1 3H6l7 2-12 2 10 2-5 2 8 1-14 2v-8l3-1v-6q0-2 2-2"/><path fill="#a47e60" d="M71 72v2l16 3-16 1 17 2-10 1-15-1 6-2H58l9-2h-6l-5-2z"/><path fill="#745a48" d="M61 76h6l-9 2-14 1-8-1z"/><path fill="#dfccb9" d="m16 76-2 1q6 0 9 7v1l10 3q-17-1-32 1H0v-2l14-2-8-1 5-2-10-2 12-2-7-2z"/><path fill="#a9886c" d="m36 78 8 1-4 2q-5-3-8 0l12 3-21 1v-1z"/><path fill="#6b5543" d="m52 85-7-1q5-3 12 0z"/><path fill="#8b6b50" d="m73 82 17 1-13 1H60q11-1-1-2z"/><path fill="#e8c6a3" d="m44 84 7 1-1 4-18-1-10-3z"/><path fill="#766458" d="M1 89a257 257 0 0150 0z"/><path fill="#836249" d="m80 88 6 2H72l-12-2z"/><path fill="#d8a67c" d="M58 78h11l-6 2 15 1h3l-8 1H59q12 1 1 2h17l9 3-6 1H60l12 2h14l6 2q-2 1-1 4H9v-1l32-2h-7l-18-3 35-1 1-4 5-1q-7-3-12 0h-1l-12-3q3-3 8 0l4-2z"/><path fill="#fbf9f7" d="M0 89h8q-3 1-1 4l1 2v1H0z"/><path fill="#9e795a" d="m72 90-3 2-8-2z"/><path fill="#f1cfab" d="m9 89 7 1 18 3H8q-2-3 1-4"/><path fill="#735d4e" d="m33 94-20-1h28z"/><path fill="#b28768" d="M8 93h5l20 1-24 1z"/></svg>
|
|
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAANBElEQVR4nO3d61Mb1x3G8T170wUQIImrBJgYMDa+0AQ7TjrpxGmctGlnOp1p/spOX3QyedHOZNwmsTOO6yQ2xmBjE8AYWQIJcZO019MXeJwYpJXAWu1Pq+fzUmA4Gb7Z69mzjHMuAFAlej0AACcIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEiTa/w+09Y39te3ii80q2jahqtjaoDtnJ3PNtPa510x1hlt+q2JLCoBORwN9cXDg7Ko1vRPqn7Hjpady3y3tvPEss03HiEVejambfR6PYpjKAiZTSHr9SjqRhLlZGR8qvdqJBBz/k6nQDnnDzK3Hm7c5tyu6/Cg1Vm2uZKfX91+NNVzdarvPSawSt9ZMVDO+XfPvlzdXnBnhAAC5/aDzK1dfevq0GeVGq14WHM//Q3qhAZYyc/Ppm9W+mr5QLOF1MLGHdeGBPCa+cztXPFF2S+VD3Q2c5MLzXSSC02NC7zSRrRMoPv6dnp3xeUhAbwmtfvznp4/+nmZQJfzD7H5hMZbyZc55ykTaGb/mfuDAThso1x4ZQLdKmbcHwzAYbli+uiHhwO1bEO3Sg0ZD8BrdKt09C764UB1S2vUeAAOM47k1/TzD8DfECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAauUBty+sRACW1rm7nNq3IV2f1jRVLL9miJHT2yiPnla5+yetxgcdIBLqXs+59VTJKL591ti1hK2XmX5ijv1GHp2papA/8yvtdvGXy2Ru/1PkK58LPP+q559jltzTvA009MbRC+XUiOBeW7+sNHg+Q4n2guXWnbeRu1jI0LHPSurwPVHd8Cp9zQS8i0NblfaA1LAOFQFsXgUABKkOgQBoCBdK8DNQ0eGbF1ItVXiHy8z1j/bGxt2XhWLQFeXAnidt8Y9VMLZr5tMVraG5z1dxcNQVBUEMslpR7huTuQZGxii8uAT9paKC2LTyfN9YWDK1wkhcv6UWeWjRSi0agTRwYkxMTihJEpj7XuEDzaWvxtra/XYd3gmn79vI9/dmckTijjJxXJBWZ+lYjAuWcL/+kr84ZtezQa2eZfHVOT6+Y534b6OzFvCd/cv0kybaE+W+1lQd1rvMVbc/+6d/F5wtN/35bKMvdLSjn/OG32sEpjpu/RXjyP42JwuCE4uovgsZzdwu6ct9wu84DnAuL3+v7ebz01m9c3ILm09bKbE2T5URJaO+W2rtFNcwkmXGBGyVulHhxl+9s2tyu6eCAc770o37hWvDNRg20uBUo5/zpXa3qcWckLiXPytGELCvlz8Qtk+dfWKkn5uaaWfVCfW7dsixBwvmSj7gV6OYzazfrtMOVZDbxrto7KjtfcpdkFkvKsaRc2LGf3tWya06TR7nNTc2Wwrh/6x9u/S3XHzmdVksym/401PeWUvsNoXBEvHAtdO6DoFz5qqesMDWEa6K+4kqgpsa30k6buvErgY7oSX517yl55s/hSlc9e0aqbI+h6bgSaD7jNLEj2Mb63zr5oUWwjU1/EhydViX5tRa7B+TTM3gE1G9cOQZ1vtwTH1aEN9vMMcZGLqiDE0r2mbW/Y0ky6+qTuvpwcuRDrgSq7Tudb4fa67MXVgKsf0wm8mg/uMSVXbxlOgXKsKWDmrkSKHP8qbs53O+BWrkSqBpw+rGZZVPHo+5QG1cCbet2+rGWzhe+LWEVO6iFK4FWfSQjt27d/6po6tiOQhXu7OKDYjRR5VQon7bufFl0vnUJ4NatzpEL1S92anv27I3i7I3SXg6ZQnluXUSMxKXEuPL8cfWJ7tk1M/fcjCak5Fm1GyvWwutcvMp9eiawm7N3NqtvHTkXsmtWdq3Y1ikmJpXe0Yqz76DVuDgzTZSEix8HO3uOsVHc37Yf39Zu/X3/4delXMriLj3HBM3D3fuEssIufhyc+08plzrGUaZtCZkVM7NihjvFgTG5/y08/966XJ/bK8nswu+DY5dV8fi/qrBtP72rf/ePlxtUF0YH1DVipgVjLDmpRuLS49va3vHvc9r2yw1qe1QanlJ6RiRM+mwdjXs6IhKXZj4Ln7kaOPH+ei9nPfym9P0/i6mnBhYSaxGNnavGhIFxpXdUTj0xVh8YJ1vbu7hrP7qlPZszxmYC0UFclvI5D54vk2SWnFSv/jU8fjkQ6jjhAArb9v2vivM3NQv3S33Ns9m+osQSk0rijLK5Zj5fMLZenOQcKL1k7GxY5z4IdsTwJKc/eT0dnQnxITk+JBd27PXHRmrRdJ7sfFRx1/7xX8Wp3wViSa//W8AFVDY84Yg4NhN472/hscvqcff7tsXnvq7yyDw0KSqBHpAVlpxUr/wldOGj4LHeJGtbfO7r0gmuYQFxtAI9wBiLJeTp66G3/xiqOm3vFdvi8zdLNS7kBM2CYqCvROLSxY9C09dDNa7ysJ+31xcbsZgeNAzpQA909UtvfxY6dUmt5f7R2kMDU0z8pAkCFQSBMXbqojr9achhYaYDxT3bedEyaC7NEeiBzh7p0vXqjW6nEah/NFOggiB0RMWJdwPO34N1lv2kyQIVBKH3lNwedTq1N3QE6h/NF6ggCL0jToFy9OkjTRloOOI07EPLMkJTc+X+taXznZzFGOuIiW7kYjpe68Qiy35S/0CfPzKWftAP5nxIMktMKkPnFCVQz2j2t5z24qEIAvWPOu/iM8vG4vfaqxlJlslXH+h3vihk1+p2g8e2hfSS00+LxDCL2T/qHOjPP5VZqUEv8tkbpYWbWl0WY1q5p+mliltQSWWYG+on9fxb6gW7uFsxnRdLxp0vCm/44rmNZXN1zukn9CQlJmIX7x/1PAa1qk3I1Ar8wX9L0UHp9DuBtq5j/r/BhWfzxtIPuvOt9oFxvK7TV+oZaLCNSSqr+pBQbt3aShW6+uWhKTnaL1ddY4xznk9bSz/oVW+yd/dLeC+3z9QzUCay5Bmllvdzci5spcytlKkEWNeA1N0vdcalYAd7dU2Kc24U+W6O72yYG6tWYaf6xXfGhLGZKndBoenU+TLT8HklvWSUHN/y8WuGxjeWzY3ll4eVkiSIMuNcOMHp1KlLqvPKztCM6vwXlWR28eOQetKrnpYlGBo/QZ3xIXnkPN7i5UP13+SEI+Kl66FQe+M2ZrGEfO6D4Bu+HAxocuslCu/8KdSY54CTZ9Xz1wIiTo18yq2GZJVduBbcXDWf3NVLe67ML1IC7PRM4E1e+wn0ufvXjQ/L0YS0/th8/shwuIZ/XIwJgxPKqUtqfW/xA0Gub35EiSXPKslJJbdurS8aW+tm1ev5DpQA6z8tD4wrzjPuwDcatX9kQjQhRROSbfGtlJVds3Y27f28VeMDmKEOsatf6h6Q4klJlLDVbCGNPoATJRZLygfnT7Yl7G1Z899oRceD1OnroWOtMgJ+4uWOUpSESFySqj2lKeP2UAvDkRyQhkCBNAQKpCFQIM37QOVqczyUamdR4GPeB+r8CJEaYmoYgbYu7wMdHFccXkKXnFTw2q5W5n2goQ5x/HKgbITd/dLQOTxj1NJITAUamFCUEHtyR3s1FV+UWOKMPDodYN7/HwReIhGoIAjxITmelHeylrbHJZVFekS8Mh4EOoEKgiAwIRKXhLjXwwBKsAcF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BA2uFAZRHPAIFnjuZ3OFBFCkhoFLwgi4oiHV4prswuviuIpy7AA13BnqMflgm0J5x0fzAAh8XbEkc/LBPocNcZ9wcDcNhI5+TRD8sEGg31d4d63R8PwC+iob7uUN/Rz8tfZprqfc/l8QC8Zqr3/bKflw80GRkf6pxwczwAvxjunExETpf9UsUL9VeSf4iG+l0bEsBLsfDAleQnlb5aMVBFVD8c/Xywo3zXAHWRiJz+cPRzWay4SCzj1V5VtJJfeJC5tavl6j02L+nZmLbRTCeCgZ6MGst6PYp6igSi5/veHy535v5r1QM9kC2k0vurW8V0ySzoVsmyjXoM0jN7mfbdFxGvR3EMHQM77T17Xo/ijUiiokrBoBzuDvX1tQ3HwgO1/KtaA/WZQknbLxS9HsUxtIVD4WArvjCqRQOFZoHpdkAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpP0fjhItQfmk9qwAAAAASUVORK5CYII=",
"path": "f210171995e785be2127c5dcee8724e9188fd3c050f9a7e40f88f06c2cb028ab.png"
}
|
Generate code for a svg of a a close up of a green and blue gift card with a dollar sign
|
<svg
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
version="1.1"
width="47.5"
height="47.5"
id="svg2"
xml:space="preserve"><defs
id="defs6"><clipPath
id="clipPath18"><path
d="M 0,38 38,38 38,0 0,0 0,38 z"
id="path20" /></clipPath></defs><g
transform="matrix(1.25,0,0,-1.25,0,47.5)"
id="g12"><g
id="g14"><g
clip-path="url(#clipPath18)"
id="g16"><g
transform="translate(3,32)"
id="g22"><path
d="m 0,0 c -2,0 -2,-2 -2,-2 l 0,-20 c 0,0 0,-2 2,-2 l 32,0 c 2,0 2,2 2,2 l 0,20 c 0,0 0,2 -2,2 L 0,0 z"
id="path24"
style="fill:#a7d28b;fill-opacity:1;fill-rule:nonzero;stroke:none" /></g><path
d="m 24,7.938 -10,0 0,24.063 10,0 0,-24.063 z"
id="path26"
style="fill:#9aaab4;fill-opacity:1;fill-rule:nonzero;stroke:none" /><g
transform="translate(12,17.9688)"
id="g28"><path
d="m 0,0 c 0,2.979 -5.493,2.785 -5.493,4.584 0,0.871 0.833,1.296 1.8,1.296 1.624,0 1.914,-1.045 2.65,-1.045 0.521,0 0.772,0.329 0.772,0.696 0,0.856 -1.296,1.502 -2.539,1.726 l 0,0.825 c 0,0.515 -0.417,0.932 -0.932,0.932 -0.515,0 -0.932,-0.417 -0.932,-0.932 l 0,-0.853 c -1.354,-0.31 -2.52,-1.25 -2.52,-2.781 0,-2.862 5.492,-2.746 5.492,-4.758 0,-0.695 -0.754,-1.39 -1.991,-1.39 -1.857,0 -2.476,1.257 -3.23,1.257 -0.368,0 -0.696,-0.309 -0.696,-0.776 0,-0.741 1.24,-1.631 2.947,-1.881 0,-10e-4 -0.002,-0.004 -0.002,-0.004 l 0,-0.933 c 0,-0.514 0.418,-0.932 0.933,-0.932 0.514,0 0.932,0.418 0.932,0.932 l 0,0.933 c 0,0.01 -0.005,0.019 -0.006,0.029 C -1.281,-2.788 0,-1.789 0,0"
id="path30"
style="fill:#67757f;fill-opacity:1;fill-rule:nonzero;stroke:none" /></g></g></g></g></svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a a glowing lantern rests on rough stone steps.
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<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="#cbc5b3" d="M0 0h96v96H82q-2-7-5-11l1-3q-2-3-5-4l-1-9H60l10-2q2-3 1-5l-1-2h-9l1-6h-8l5-2q-3-2-3-5l2-9q-2-7-7-9v-1l-2-3 1-3q-4-1-4 4-3 0 0 2-3 1-3 5-1 6 1 13l8 2 2 2-32 5q0 4-3 7h-1v-2l-1-4q-7-3-13 0H0z"/><path fill="#5b514e" d="m49 25-3 1q0-5 4-4z"/><path fill="#d5af5b" d="m49 25 2 3h-5q-3-2 0-2z"/><path fill="#684c39" d="M46 28h5v1l2 4H43q0-4 3-5"/><path fill="#e5c670" d="M43 33h10l-1 15-8-2q-2-7-1-13"/><path fill="#f3e3a4" d="M45 34h7l-1 8q-3-3-6-2z"/><path fill="#654734" d="M44 46q1-2 4-2 8 0 0 3z"/><path fill="#d7c69f" d="M51 29q5 2 7 9l-2 9q0 3 3 5l-5 2q-9-2-18-1l18-3-2-2 1-15z"/><path fill="#cfb283" d="M4 56q6-3 13 0l1 4h-2z"/><path fill="#5c5955" d="M36 53q9-1 18 1h8l-1 6H44l6 1q-1 6 2 1 9-3 19 0 1 2-1 5l-10 2-7-1q0 5-5 3v-3q4 0 1-3l-9-2-11 1-10-2q3-3 3-7l13-1z"/><path fill="#a49378" d="M0 56h4l12 4-7 3q-4-4-9-3z"/><path fill="#bba680" d="M61 60h9l1 2q-10-3-19 0-3 5-2-1l-6-1z"/><path fill="#5a5b59" d="M0 60q5-1 9 3l7-3h2v2l-8 6 1 2q-5-1-5 3l-6-4z"/><path fill="#bfa275" d="m18 62 10 2 11-1 9 2q3 3-1 3l-8-1-9 2H13l-2 1-1-2z"/><path fill="#4d4f4e" d="M48 68v3q5 2 5-3l7 1h12l1 9q3 1 5 4l-12 1q2-4 7-4l-11-3-5-1q3-1 3-4-5-1-8 2l-7 2-7-2H19q-3-5-6-4h18l9-2z"/><path fill="#969284" d="m0 69 6 4q-6 0-6 5z"/><path fill="#998465" d="M57 75q-4 0-5-2 3-3 8-2 0 3-3 4"/><path fill="#5e605e" d="m62 76 11 3q-5 0-7 4h-3q-9-1-16-5H37q12-2 25-2"/><path fill="#93866f" d="M37 78h10q7 4 16 5H51l-4-3z"/><path fill="#424447" d="M13 69q3-1 6 4h19l7 2 7-2q1 2 5 2l5 1q-13 0-25 2l10 2 4 3h15l12-1-1 3-10 1v3q2-1 3 1v2l-4-2q-6 0-11 4-2-1 1-3l-4-2 12 1q0-4-3-4-11 3-20 0 1 8-2 1l-4-1v-3q-2-4-5-4l4-2q-6-3-12-1l1 2-5 6 8 2-10 1v6l-3-5-13 1V78q0-5 6-5 0-4 5-3z"/><path fill="#535656" d="M77 85q3 4 5 11H0v-7l13-1 3 5v-6l10-1-8-2 5-6-1-2q6-2 12 1l-4 2q3 0 5 4v3l4 1q3 7 2-1 9 3 20 0 3 0 3 4l-12-1 4 2q-3 2-1 3 5-4 11-4l4 2v-2q-1-2-3-1v-3z"/></svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a blue light filtering through the leaves of a forest.
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<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="#0e3075" d="M12 0h2q-1 3 2 7-2 0-2 3v4l2 2h-3l-1 9-1-1v-8L9 6q0-6 3-1z"/><path fill="#12377a" d="M50 0h3l1 3q-5 1-2 4l-3 1q0-3-2-3-3-1-2-2 3-3 5-3"/><path fill="#185a96" d="M53 0h6q-5 4-8 10l-2-2 3-1q-3-3 2-4z"/><path fill="#256a9c" d="M46 0h4q-2 0-5 3-1 1 2 2v4l-4-4h-4z"/><path fill="#103073" d="M20 0h10q-1 3 2 6l1-4 4-1-1-1h10l-7 5h4l4 4q2 2-1 2l-3-2 1 2h-2l-6-6-2 4q-2-1-2 2l-2-4q-5-1-4-6-7 0-3 6l8 4-1 1q-5-1-8 2h-3q-3-3-1-5h6l-7-7z"/><path fill="#2e82a7" d="M30 0h6l1 1-4 1-1 4q-3-3-2-6"/><path fill="#164182" d="M59 0h2l-4 5 1 1 5-6h2v4q12-4 3 4l-2 7q3-2 3-5 3 0 5-3v6q4-4 5 3l-2 1q-3-5-3 1v4l2-1-1 4q-3-2-4-1l-2 8-2-4v1l-2-4v-1q0-5-2-2l-3-4h-2l2-3-2-1 4-4-2-1V7l-2 1-4 13 2 1q-2 4-5 1l-2 2q5 3-1 4-3-6 3-7v-5l-2 2h-4q2-6 6-9 3-6 8-10"/><path fill="#207ca9" d="M61 0h2l-5 6-1-1z"/><path fill="#1d69a3" d="M34 9v4l-4-1 1-1-8-4q-4-6 3-6-1 5 4 6l2 4q0-3 2-2"/><path fill="#135390" d="M65 0h19l4 2-4 12-3 3 2 5q-3 3-3 7l-1-13q-1-7-5-3V7q-2 3-5 3 0 3-3 5l2-7q9-8-3-4z"/><path fill="#3288b3" d="M46 11q-3 0 0 1l-5 2-5-4v5h-4l-4-1-2 2-4-2q3-3 8-2l4 1V9l2-4 6 6h2l-1-2z"/><path fill="#5fbad2" d="M47 5q2 0 2 3l2 2q-4 3-6 9l-3 1q-3-3-1-6l5-2q-3-1 0-1t1-2z"/><path fill="#144b8d" d="M19 14h3l4 2 2-2 4 1 1 3q-2 0-1 3l-2-1v3q-3 2 0 3l-2 1-1-2v-4q-1-2-3-1v-4q-4 0-5-2"/><path fill="#2d85b6" d="M70 13q2-1 2 2-3 4-8 4z"/><path fill="#133f81" d="M84 14q0 6 4 0 6 1 5 8-1-3-3 0l-2 6h-4q5-3 5-9-4-1-6 3l-2-5z"/><path fill="#5bb2d3" d="m77 17-1 4-2 1v-4q0-6 3-1"/><path fill="#165e99" d="M14 0h6l-3 2 7 7h-6q-2 2 1 5 1 2 5 2v4q2-1 3 1l-8 2q-3 0-3 3V16l-2-2v-4q0-3 2-3-3-4-2-7"/><path fill="#59bbd3" d="m33 18 2 3q-1 5-3 0-1-3 1-3"/><path fill="#27629f" d="M45 19q2 6-3 3v-2z"/><path fill="#63b5cf" d="M48 29h-2l-1-2q-2 0-2 3-1-4-3-4-1-3 2-4 5 3 3-3h4l2-2v5q-6 1-3 7"/><path fill="#105a98" d="M0 0h12v5Q9 0 9 6l2 10H9l-2-6-1 7q-2-4-5-3-1 8 6 9l-1 2 2 3q-3 0-3 3v4q5 5 3 12l-2-1-3 3-3 5z"/><path fill="#4fa5c2" d="M58 18q-3 3 2 3v-3l3 4-5 2q1-3-2-2l-2-1 4-13 2-1v2l2 1-4 4 2 1z"/><path fill="#091e66" d="M58 18h2v3q-5 0-2-3"/><path fill="#2d87b8" d="m84 28-2 2v4h-2v-5q0-4 3-7 2-4 6-3 0 6-5 9"/><path fill="#3475a9" d="M32 21q2 5 3 0l2 7-3-3q-2 2-1 6h-1l-2-8v-3z"/><path fill="#091150" d="m79 16 1 13v5l-2-2-3-7 1-4 1-4z"/><path fill="#0c1156" d="M16 16v10q0-3 3-3 1 8 5 1l3 1 1 2q-4 8-4 17-5 6-2 14l2-8v31l-2-19v-2l-1-1q-2 6-1 13l-3-5 3-35q-2 6-2 14-2 6-2 15l-2 1-2-24V25l1-9z"/><path fill="#338bba" d="M27 21v4l-3-1q-4 7-5-1z"/><path fill="#4d9bb9" d="m65 24-3 2q-1-3 3-3"/><path fill="#135093" d="M11 16v8q-2-3-2 0 2 4 1 10l2 16-4 6-2-7 2 5v-7q2-7-3-12v-4q0-3 3-3l-2-3 1-2q-7-1-6-9 3-1 5 3l1-7 2 6z"/><path fill="#145f9c" d="M84 0h12v96h-4q-1-21 2-41l-1-5-1 1q-3 6-3 13V53l-2-4-1 1-1-6q0 6-2 1-2-6-1-11v-4l2-2h4l2-6q2-3 3 0 1-7-5-8-4 6-4 0l4-12z"/><path fill="#69b4ce" d="m37 28-1 14-2-5-1-6q-1-4 1-6z"/><path fill="#0d2065" d="M65 24q-4 0-3 3zl2 4q-3 3 0 7l-2 7q-3-6-1-10l-1-1-1 8-1-7q-1 2-1-1v-4l-4 2q6-4-1-3 0-3 3-3l5-2q2-3 2 2"/><path fill="#3571a9" d="M40 26q2 0 3 4 0-3 2-3l1 2q-3 2-1 3l-3 1-2 4z"/><path fill="#2673ab" d="M11 24v25z"/><path fill="#223c81" d="m32 31 1 6-2-3z"/><path fill="#4596b8" d="m75 25 3 7 2 2-1 7-4-4-2-10-2 10q-2-3-4-1-3-4 0-7v-1l2 4 2-8q1-1 4 1"/><path fill="#a8e4f0" d="M56 22q3-1 2 2-3 0-3 3l7 59v10H41l-1-18q-1-13 1-24l2-7-3 6V37l2-4 3-1q-2-1 1-3h2q6-1 1-4l2-2q3 3 5-1"/><path fill="#62acd3" d="M55 27q7-1 1 3l4-2v4q0 3 1 1l1 7q-2 14-1 29v7l-2 2z"/><path fill="#3c7fa1" d="M19 46h-1q0-8 2-14z"/><path fill="#497ea7" d="m32 34 2 3v2q-2 4-1 10l-1 1q-3-9 0-16"/><path fill="#0e1659" d="M41 14q-2 3 1 6v2q-3 1-2 4v13l-1 7 2 8q-2 11-1 24-1 8-2 0l-4-39v-2l2 5 1-14-2-7-2-3-1-3h4v-5z"/><path fill="#6fb2d1" d="m30 23 2 8v3q-3 7 0 16l-1 9-2-1-1 4v-6q-2-3-2 0-2-1-1-3 0-2 2-2h3q-3-4-6-1v-6q0-9 4-17l2-1q-3-1 0-3"/><path fill="#6dafd4" d="m71 37 2 11q-4 4-6 10l1 38h-1l-1-15-2-17q-1-12 1-21l2-7q2-2 4 1"/><path fill="#0a135e" d="M65 43q-2 9-1 21l-1 8-2-3 2-37 1 1q-2 4 1 10"/><path fill="#2c4872" d="m18 46-3 26V61q0-9 2-15"/><path fill="#214a8d" d="M25 53h-1v-3q3-3 6 1h-3q-2 0-2 2"/><path fill="#506a93" d="M40 39v14l3-6-2 7-2-8z"/><path fill="#355b82" d="M24 44v6l-2 8q-3-8 2-14"/><path fill="#2a81b3" d="M92 96h-2l-3-47 2 4v11q0-7 3-13l1-1 1 5q-3 20-2 41"/><path fill="#1568a5" d="m3 49 3 25-2 22H0V54z"/><path fill="#1d3084" d="m34 54-1 24-1-10q-1-8 2-14"/><path fill="#0c1051" d="m12 38 2 24 2-1v11l1-5 3 5q-4 11-1 24H7l1-40 4-6z"/><path fill="#3a5c8c" d="m22 60-2 12q-1-7 1-13z"/><path fill="#8ad0e3" d="m34 39 2 7v50h-3V49q-1-6 1-10"/><path fill="#297fb4" d="M8 47v7l-2-5 2 7-1 40H4l2-22-3-25 3-3z"/><path fill="#9bd5e2" d="M78 71v25h-2z"/><path fill="#0c1150" d="M75 37q-1 5 2 11v-6l2-1 1-7h2q-1 5 1 11 2 5 2-1l1 6 4 46H78V71q-5-12-5-23l-2-11 2-10z"/><path fill="#2f4b6f" d="m79 51 2 6-1 6q-2-6-1-12"/><path fill="#194076" d="m75 37 4 4-2 1v6q-3-6-2-11"/><path fill="#1c498f" d="m64 64 2 17-1 8-3-3-1-10v-7l2 3z"/><path fill="#7ec2d7" d="M22 60v36h-3q-3-13 1-24z"/><path fill="#1f529d" d="m33 49 1 5q-3 6-2 14l1 10v18h-2V59l1-9z"/><path fill="#589cca" d="M24 53q-1 2 1 3 0-3 2 0v6q-2 16-1 34h-3V53"/><path fill="#80c5df" d="M31 59v37h-4l2-38z"/><path fill="#1e3d84" d="m22 62 2 19v15h-2z"/><path fill="#266eb0" d="m66 81 1 15h-5V86l3 3z"/><path fill="#88cee5" d="M73 48q0 11 5 23l-2-1v26h-8l-1-38q2-6 6-10"/><path fill="#3c7db8" d="m36 46 5 50h-5z"/></svg>
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{
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",
"path": null
}
|
Generate code for a svg of black and white icons depicting four different types of buttons, each featuring distinctive circular designs and striped patterns.
|
<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 502.664 502.664" style="enable-background:new 0 0 502.664 502.664;" xml:space="preserve">
<g>
<g>
<g>
<path style="fill:#010002;" d="M52.137,144.664h398.369c28.797,0,52.158-25.756,52.158-57.594
c0-31.86-23.361-57.659-52.158-57.659H52.137C23.404,29.412,0,55.21,0,87.07C0,118.909,23.404,144.664,52.137,144.664z
M71.464,51.608c19.586,0,35.484,15.876,35.484,35.462s-15.876,35.462-35.484,35.462c-19.565,0-35.462-15.876-35.462-35.462
C36.002,67.484,51.899,51.608,71.464,51.608z"/>
<path style="fill:#010002;" d="M450.506,193.716H52.137C23.404,193.716,0,219.537,0,251.375s23.404,57.594,52.137,57.594h398.369
c28.797,0,52.158-25.756,52.158-57.594S479.303,193.716,450.506,193.716z M323.972,286.837
c-19.586,0-35.462-15.876-35.462-35.462c0-19.586,15.855-35.462,35.462-35.462s35.484,15.876,35.484,35.462
C359.434,270.961,343.558,286.837,323.972,286.837z"/>
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Generate code for a svg of a silver bats catching the light as they swing.
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{
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",
"path": "emoji_u1f9d1_200d_1f692.png"
}
|
Generate code for a svg of a firefighter
|
<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="helmet_x5F_back">
<g>
<path d="M110.97,59.11c0,0,0-0.02,0-0.04c0.01,0.02,0.04,0.06,0.04,0.06s2.39,14.4,2.39,17.32 c0,17.6-23.26,24.66-48.67,24.67V45.78c19.26,0.12,30.09,4.58,37.26,8.29C105.35,55.81,110.97,59.11,110.97,59.11z" style="fill:#EF5350;"/>
<path d="M17.03,59.11c0,0,0-0.02,0-0.04c-0.01,0.02-0.04,0.06-0.04,0.06s-2.39,14.4-2.39,17.32 c0,17.6,23.26,24.66,48.67,24.67V45.78c-19.26,0.12-30.09,4.58-37.26,8.29C22.65,55.81,17.03,59.11,17.03,59.11z" style="fill:#EF5350;"/>
</g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="85.6885" x2="85.6885" y1="83.4384" y2="30.707">
<stop offset="0.2551" style="stop-color:#B71C1C"/>
<stop offset="1" style="stop-color:#D32F2F"/>
</linearGradient>
<path d="M100.29,48.3c2.62,2.85,7.14,6.77,7.85,10.51c1.13,5.96,1.15,15.17,1.15,16.98 c0,8.92-7.34,14.68-16.83,18.72c-14.29,6.08-30.37-4.13-30.37-19.12V61.88c0-19.12,24.66-28.2,37.9-13.91 C100.09,48.08,100.19,48.19,100.29,48.3z" style="fill:url(#SVGID_1_);"/>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="42.851" x2="42.851" y1="83.4384" y2="30.707">
<stop offset="0.2551" style="stop-color:#B71C1C"/>
<stop offset="1" style="stop-color:#D32F2F"/>
</linearGradient>
<path d="M28.02,48.3c-2.62,2.85-6.52,6.77-7.23,10.51c-1.13,5.96-1.31,14.71-1.31,16.52 c0,8.92,6.88,15.14,16.38,19.18c14.29,6.08,30.37-4.13,30.37-19.12V61.88c0-19.12-24.66-28.2-37.9-13.91 C28.22,48.08,28.12,48.19,28.02,48.3z" style="fill:url(#SVGID_2_);"/>
</g>
<g id="suit">
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="12" x2="116" y1="18.0085" y2="18.0085">
<stop offset="0" style="stop-color:#F44336"/>
<stop offset="0.3592" style="stop-color:#E73B32"/>
<stop offset="1" style="stop-color:#C62828"/>
</linearGradient>
<path d="M64.14,96c-0.05,0-0.09,0-0.14,0c-25.65,0.03-52,7.1-52,24.99v3h1.44h1.45h98.22h1.45H116v-3 C116,104.12,89.9,96,64.14,96z" style="fill:url(#SVGID_3_);"/>
</g>
<g id="hairGroup">
<path id="hair_3_" d="M98.9,79.85c-1.25-2.27,0.34-4.58,3.06-7.44c4.31-4.54,7-15.07,2.64-25.76 c0.03-0.06-0.86-1.86-0.83-1.92l-1.79-0.09c-0.57-0.08-18.26-0.12-37.97-0.12s-37.4,0.04-37.97,0.12c0,0-2.65,1.95-2.63,2.01 c-4.35,10.69-1.66,21.21,2.64,25.76c2.71,2.86,4.3,5.17,3.06,7.44c-1.21,2.21-4.81,2.53-4.81,2.53s0.83,2.26,2.83,3.48 c1.85,1.13,4.13,1.39,5.7,1.43c0,0,6.15,8.51,22.23,8.51l8.95,0l8.95,0c16.08,0,22.23-8.51,22.23-8.51c1.57-0.04,3.85-0.3,5.7-1.43 c2-1.22,2.83-3.48,2.83-3.48S100.11,82.06,98.9,79.85z" style="fill:#543930;"/>
<g id="hairHighlights_1_">
<radialGradient id="SVGID_4_" cx="99.638" cy="45.8498" gradientTransform="matrix(1 0 0 0.4912 -21.0551 59.6285)" gradientUnits="userSpaceOnUse" r="23.419">
<stop offset="0.7275" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M63.99,95.79v-9.44l28.57-2.26l2.6,3.2c0,0-6.15,8.51-22.23,8.51L63.99,95.79z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="76.5728" cy="49.3316" gradientTransform="matrix(-0.9057 0.4238 -0.3144 -0.6719 186.5131 79.3597)" gradientUnits="userSpaceOnUse" r="6.9209">
<stop offset="0.6628" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
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Generate code for a svg of a yellow buses waiting at a crowded stop.
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",
"path": "18c6dbd202a4181c4da27cc2896c5e092b84d036fc80e02439e85d07410b182e.png"
}
|
Generate code for a svg of a a close up of a blue icon of two circles
|
<svg width="60px" height="60px" viewBox="0 0 60 60" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>4.组件/2.通用/Bigicon/浅色/微架构/选中</title>
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fuv4njTjzsh14Xidt0slnTClLE2DUCEheza4AKFrc2ZjrZdwQyAyyKmCK2YgAgHKcf1116vovOur32VgWuHqARsAC6bX00vTmUDaEaM39MU7JPu4VgACAcpCtficKvLjtGRyXhEGfzxscZUJai/59jO5tXDtphby59zVhLAgBBACkjv5ls598+3Pn3TzEh1JCkQ5gxfNqrASwIhhXzbSEFN27njVosYu9ARAAYM/5Tyibd+iqGXqOjfdRYpZggBKAHcM1lON8urSEzxVHbyZDwB0DEQBgS3ErleLGHGVFDFXLEiTf6nRjGvbxN34vgFRbL7vq6G1enzWrf7PBHQMRAFB89C+Of0/hRsHFewG4GuG136CGPoDi9eVwQQ7Vt9Ux7kEWAAEAXGQBRlsp32PX29OCmdM4sGKMSeOb/Xv5XqfODoEIACgu+m8oVaE0mw+GmjsDuhH9V9HRZ9mcy1454GGWBSIAoBj6S/2buvhdSWW6athrNAIWbrSKWAHgq6N3E3H+u5ipCAAwG/1P6YeGNaOTxfi4KAxKMsbLIlSa94w3AV5O/7u+E1/4jp4sAAIAnI/+yyR0w9prS2AoJwNQtlj01dGbLRGQBUAAgOHovx7MBwq8fMCWwAWevmFHzrcvjr5W2vVHFgABAJWN/n0zmAbfB30ABZ2iXtmVEDrww4IsAAIASov+a4a/hzBI/T4oARQY/VOv9wmyAAgAIPoPMNrq8T4ubwZE857RJkBrmRVfHb1775UsAAIArEf/VRQDDq0+qA1xagoZ5qFA50/Y75ssAAIAiP6rYyARAAUZrGHDc8PXOd3v88spAYrzn2L2IgDA5+g/hJqnRWHAPQFKFlZE905lAZi9CAAIJfoPrQGqgM9DI2ABYzpYGYcZGvU4oAEEAKSI/ncqX2r/IYuBHJ+NpYCGjdUwAtRzHmQWIwAgHX6mzEI2ZBk/WxSt0r1v7Aiur6J62YqGDmwmMe0IAOgd/TdU0Xv+Q+HGm9sCF5gBwOkT2AACIFDcSZXVSvrdAIw62wEbHuahsOZHRZliSSACALpH/3VleskMBqgUg08ToOFhJaMSjAhgCBAAwMURqIq78uXQeobDmLFiWWUoUAZAAEAXzKf/mwyqLYd/1fc5jG4FHNT8qC71uM8JEABw2U64uO1vs6TfBQACHUAAcFEQ7Tj32RA3wPWRh500AyIA4Er0L5F/A6PGZ4OKnJdqzy1x/juZyAgAaOFXY0xoxovoHkfKZ7ANZQAEAMS4r4ZDdvqAkGNe2qYRZz4BAVBhm+XTvv84hex/m6P8VQC+CgPTTbhNw3+jCoEPAgAK5n6GILDoj+wC0bbP89veuFAGKBH2iCs/+pdmmFOFn92age+5+LWr70NY0scCc9wYIymcYRFf2/57pt5r0/D3imNr7XY1ywQnA1BFyk+BuZcWdDe6z/I+yAKEEbX7VD7wc85RBkAAVJbi0v8+OPYQHD1U8zwxL0xBGaAkKAGUabuKTP+vPMOulQOKel1X3oewqCgBmGR0FafvYjrf9t9b7Ws3SwACZQAyAJWjWqmvECN6MgXMQdfnB6sBAAHgJGF2/7uYxg9FyODAzZ0HV8oHTU/Gu1h2MLntQwmgrOvKRvq//Qyvlrbu53tpXtfG166+LiUAs4yqclPwJl/L5t829b3i2VS7XZ1mopMBqAJ2U15Nx17Hpagp7+tSBnB3DodS7sn6t/2chw0mOQKgKrD5T5mGtmnh9xED7oqBKgoD93sBsImWGWIIKpIBSGNIaim+V9TfLOpv5f0b/fz+yt8BtwUjDaJkAMgAgDV7ddyi83dB4duO6G1E90T7YWYJlGdzNSzq2jZOMgwIgNAJP9Xlm6NvGv4dDLtbgtKHPo+mpdd0e4MwsgAIgOBxe5JnMRC+1euLjO5x+v6JTleXErq6f0DxsBwQARCwjWqluOrOO/aQontbkSW4E/2XkSVw5Rppej1PyQAgAIj+vY6qyjK0tqL7LI6Hw+xh8jyWMcdcypK5KRQmdJCECEAABIsb9X8bF7+N9KgL0T1ZALeEaRl9AS5dHwRJgABgcpdiXFzdoMe0Y6EB0D8x4HKWoIjX8rcUsJ1JjQAIz04d9+iGF6sZD1fT+GV18zcRAd5G/y5nCWzMKfeEAhkABECQlN/h6srF7vJa/X4jSpx+2GLAhyyB3w2ACRPsB4AACBH3la1pA+JydG/CkVAK8MPhu7x6oIxeAPeFAlkAC7AVsK3rrXX3P7dUrcntd8vYcrefz5L275j6GSKgOKdlIhvjWpagCOHt51ykD4AMANG/lcipXyMS2lp9U5E+Tt+tTECR/R4uZQnC2sKaEgACICjcmdC2o4MQu/mbGf8PdjIBRYg6n7ME/oqCyThrCgiAIPBni0sTAiGUbn6cfriZAdPzo+wsQR5R4ObcJQuAAAiGhncGM6uhciG6NxHh0envZ/RvIzOgSp7vTYvXOTYzeGgCtGGzXNnacrVGuU4/N9Uo2E+TX97fKeNnK98zgsGO87eRGfBt9YD/mQAaAREAQeBeKqvITnsbf8N2N39ap29SNPmedagVPH9tZwZczhKEOZcoASAAgsBtJdtP5N/NAZcV3bvm9BcV5YN+P28t4+vmcfA2t362kSUwlQlwgzquo1joAbBDw2uj3LT8t02nXU12+ifHkj4WYkd/KT7m2o6L8c/T3MkOuo9z+5GMbTLei/EYL/UYZ9vLBX2594An85E7A5IB8NuWtZayuKlk80b+rkX3piL9Xo9QPksrHntlEWp9ZhVM/MxWliDsTABZAASA1/hbx+q3DGDq9bM683536CNCDzOL0Mup1VL8blHRf1ERe1jp/wQaAREAXtOoTORvKyPQryDAyYPJyL3o5aj9/o7/Tj+MAAoBACr0BkCT0X2/Tr89oqsx4cAgq5WKTIqBPE66WfDPy6POJEQA+Iw/E9jkagDT4mClk6/h7KFEQbAys9ReRloqMIOQJWMQRiYAAVAgrAIoHjdTWHk3Cclak8yaBq3Fs3MwlqnD8deD8fdx/uCSKBhom5/D8ZxdOVdNlwLCdfrL3zIrAcgA+Ig3Ezdvyj9vFqAWG8tamzEF8F0UrJzL7csVFw059GpkArgpEBkAL6n7p1oKNBbNNqMoUdKIPsb0MboiYgII1domGa3ReO6PxP9PMgWmsgQ0AgIZAASAtci/1/cTAzeAgwe4ShQMtFnipbZjMaMjDzD9H3MLEwUB4CN+3QI4T5q/PbofbDuo1QNkFwTt19Vi27FUSVFQZ2IgAMgAlCEG0iy/G1LLG/QAwAzJ9TXUdj0mW1AvqPQ7VZpqMiwHSgAIAARA6c6+qa7U76nZA5QjCIbjQ6krpQIRA5dUqCUBmgALAvNdlF897rlqba6QidKwtF4fG/SxJjZAzB6A8i34cHxNyrW5Lr5Wh7x3+ivtaZ2TTQbAJ/xRrZ023BlRVzqUqeMD+EFSikuua8kMXIwPv7fCFgEwywlGAPhCwzvDMaqupPcBwG/aywVrVatUkIiBS14KAEAAeMNG599hshZfHD/pfD9ZGG4dK1nSiu7iaO/fXYpDxYFVdqUZme/8nKFLrQP8Eflr4kN6B+a9EgMIAASAV7jZA5A4/BFFar9sVjrpi2P6ewPd/9/N2TtlUVaIggHtaUbmuv9/7DzzoAwG2sRAMxYCiSAABADkxp0eAJy+PRKn3e7cu31dlYzE+XUp52lbpqHT1yvFA5ihFtuHUafFwA5OFAKADABOv/xofW68u7OHHOKpbQyTMV5NLLSLgiSb0K1kAaGIAUAAuEvzeEnR/1DbxUtNvz8H3+0R3BUL3TIMiRDo9gjpxUDSMyDHQinvhr0AEABE/1cx2BbtczbTOfkkTZ1E8KtFm+C3SOh2fiVjkGQQkt4FxEFn2nsGFtqyAvaGit0AEQBwJbpRV+4mBstJHLwY/pXOHiAhEQYrMwgrRYEIBVY8LPcacqyNRcCcokSAAIA2GoVF+2PxQV3/SkTf7uiJ5iH3vBronTVoFwZVzxgkG4Y1YyEwZzUrAAiACiAOP9mkp6pIBB9F8rHDJ6KHMrMGnTIGiSCISgkVW60gAUlSIpBEyXwsBgzSPK4atdvVNJMQAeA6+e9fnezMt6aC0b44d3H0ySNRPfiQMVg5TxNBIGIgeawC7bsPXojFAFkBBECFqOe6eMTpV6W2L2n8KKIvPrI/8VxrUJ+eXb2rf8sNl9T42JLacv2CWjO2xIz2kAtzA+qFl4fUeXl8afX02W31+ehx2y2GCtorRcHKTEHUhBiwZ5TAZTw+LsZigDYKBAB0IKnth35G2qP6pHZfAK+dHlR/++0xdWJ2RD3/8nD0/34RAXCbdgpbblhQ73jbXCQOwD3Eycs5f+GlIfW0FnsiALLwhWNXmgGvmViMz/ml6JzL/wvJFCS9BO3ZghBJegVkBUHSKwBOaDQwTPO4OqXSrFtN6mbi+EMtZ4vDT4yeHAXW7cUBfOmrayInkMfhpxEE73jbvLp78ry5aBH6Qs711741ph9HMzv8LIgAECHQuPucGTHQDckSJIIgEgWBesqlWARIViD9XQp3125X+5n1CADXBUDvKR1yN79Fh58gTn/6S2tTpXmLcAziFO7efoFSgSXE0cv5lvNepNDrxm31i+qu7eejc144oQuCbKsHHtECYC9XAALATwEgtkqyfyFtLJcsvZPj/HqrnfniAL5wbH0pTqBTVqBx9/lIDCAEinX8018aLzTazyL+3r/jDTtCoF0QjL9xRRCEtDeBtGCc7ykEEAAIAOedf10/PBuy4//G19ep68bWqc3ja0rZJlea+X7/yIQTjr+TEHj/jrOREABziOOXGr0Ljr+TEPgn958upxyUNBMmoiBsIYAAQAA4LwAa+uFoSI7/5CsjkdN/8v/fqI7rx3PnBtXBfzuv1q5pWn0fYvz/4MjGqO7rOtI89k8+eIaGwZxIWef3/3RjKeWdrEiPwM/ff6a8DNDAkvrrp+fUudpZ9aN3n1Fr13q+wuBqIYAAMAyrAIogAMc/++yayOlPf/Ga6Ot2Nl/TtO78Jer/3f+8yckIsJvj+s3/+Cb1sz/9OtmAHFH/5/58gzfvV4Tp0789oj76j06Vkw1YGlDjzXXqk799TfTf+tYLqvGTr6m7tBjYfJ2HzarJjYhWLw0AGQAHov9XVF0tqX1qQO301emLw3/ySxujqL8bjbsW1cd/3l5kK3X+9iVaviE1YhEC9Aakw6dMTzekDCT9AbY5d6Gmpn7l6shDBIAIAREEIgy8ZFFN6+Dqodp1aparBAHgkuOXJX+79PGw8uy2lWmdfjvi/EUE2OAPjkxEzX6+I6WAf/YLryECUjj/3/69a7xI+acRfj9//2nrf/eff3JUzb7Q3bR7LgZkQB/Vx34tBE5zxSAAynb+4vj3+OT4+3H67fy7X7qo6luKdWQhOQJEQDrkXP/uH29ysrmzX8roC/jUHwyr6SfTjaHHYkCc/yNaBLAvAAKgFMcvaf59Ks+2vxYRRy8Ov1NNPyufebTYtcghOn9EQG/E6UvPhC89HlnP+S//H69a+3vi/EUEZMXTnoFZJRsEXacOcxUhAGw4fnH4B1RRt/w1bQz+xzVR9/5fa+dvgju2Lam9v1iscQgl7Y8IQPAl2CwHzL4woP75J/PdTERWEdz1Y2dU4yde82WIp/VBfwACoFDnP6laS/ycTvdLhP/5P90cOX1ZsmeSj7x/QX34ZxYKe+/S9S3d36Eju8n94i/8gItKI5F/yM4/QVaDSDOoDT78sJkGSllKKGLgAx886UOJQBTWfVoEzHBVpYNlgIE4f3H04vDF8edN8feivqW45X/S9V0F5y88PTsSrW4oo1PcJUTwVcH5RyGqntvbtPCTvoCikUzdN07kL6eIXZEsohwiAEQIOLzHgNjmo9pWIwIQAEad/4Srzl9q+3/8hzcUEu13FgDFpK0lDezTmm8TyNLGKt9dUBx/VQRfu+CRuwwWXf654zYzAqAdCSw+9ehbLmcFPvKPX3KxVyARAVtZJYAAMMUu15x/Eu3LZj22WLumtQlQEZR1YxcXosIyloq5IoCqhsxxmetFbw5VZKauPStwx4+cvZwVcEwEiM3ei+vqzQBDkCr6f9iJ97Ko1Lz2Fae/o9Qn/81Wq86/yOhf+JrHm77kFT5V5W8res5tzPWil+kmiA0SW/Sxj94eCQIbWciUPBzbbkAA5GJn2dG/OP4LJ7Xjf1qr7xeUWrqk1A+99az19yFpxaKQmnhVqUoNvOqfOeH5l4pPvLa267b3maQUKeWBzx3cHNmqZvktAhOx7YYeUAJYnfvL+sPi6C+80or6XeD2beEsW5M7uF07cbWVOj9Xs+6cLsxXbzFOGZ9Zei3Gx65Ojf/g9KDV8pOtvQ4kC2C6D2A1brvlbGSz5BjVLnjNdTrKLE/rie0+iAtDAOShUXXHn3DdNcXVFWVZXBFZADH6N12/EDn82+rz6pqNi9HXaYz0Cy8P6WhtOHIOL7w8XFiWopQbx5RMkZ9Z5tKW6y9F5/kmff636POfpulOzvNrZwb1eR6Nvn5en/8ixKC8PxsU0QiYBbFfcpQoBBoKEAA5sZb+z+L437b1rPrOM2E0ACYOwYSDFYcvXday3CpPt7X8nrynlY5K7kooDqL1mP/92nIGLmJK9MnryHkSgZdHWIhgkKP9NUQIPq3P9Qn9PuXRhCAQcWInA9C0fk7XjC26JAToAUAA9I+tJhJXI/7lxqTY9L90RU9/abyv9Kgspft7b5+LHH6a6D6vUEkcROIcvvatMfW33x7t671XeR8A+exPz17blzh7x9vmL5/zIpfUtf7W3OW1+5IZuHLOx/p6PVu3h7bVCNjOzTdecDkjAAgAdxRk0tw318eGcNdushs5FtkAmBhG2SVNtgFOG/Xdtf185AjK2lK33Tn8vGp1tYtjSNvZL9vDVjH93y6mWsJvberxEqdvYyOdXlmCuycuRO9FBJ8Ivye/Op46kyFzvGiRmlBkxi4PiRAY09pvzWalaoMKEADuIftKN18p5rUTx99vt6xtAWAjnShGdc1YM7oXfKdoOjK+28X4nrdmRLNmIuQQIy8iQBxbt+aysu4X7xoyVnLOu+0JIOdZxqlModdLALbm44XoPMv5lvPeae7Kc+WugLbFi6kdAfNG/50Q+9cuBKAEH8cQrBKlv6KMer6L2uaf/34r7Z+Hv/v+GvUb/+Ft1sbBxi2AL4ujOLKSeqs035mo75aFfAbJDLwQL/1KtoJ1UcCUiTjQ1jgN6/NfU1tuWPB2l8Tkc0ifiDSdbtNztywBc/Bzw+rzx+yE2LI0+f/830/09btSDhi/UamR9caDOHwcGYBcTCsD3aSLWviff0mpS4bKf1nVdv4MgD3jlURWanuxn3HmmavTtttuXFDr1pj7rOLAqrrVbxZEEBVdGz97YUCd+P7VJm/yrWaFZXvPQNnUb5K5bEcAXDvR/zhKQHT2e0oNr9VC4Ab9js3slTTNlYUAyO0n8giAPHX+1RgfW1Tn54q/uO8IZP3/498YU098Y1TNfHdEvXSq+7itW9OMnMI9d8ype++YNyoIwB7i8B/X5/sJfd5F7J290D0YvGHTopq8Vc75vD7nc8GMgc0+gDcZKEtKgHTmu8b6A7ghEAIgN8dUa1/pvpAa11xBd3296c0XrCwFdLWZKK0T+Ozj4+pPHl/b0wEs/51a5Djk+E39/5959wX14E+djZwEuI+Iu8f+2zr1Z19ek+l35PlyiAD8uXvPqQ/de9578WdTvJvsSxKbKWWBsWtzvcwxrgYEQF6m8/yyTGARAYsFBBXjY3YcUv0mPwWAOIEsjr8biWMQIfDxf/gGGQGHxd6n/sv6TI6/mwA8GM8dEQIi/nzPApx8rfhSuEkBICWAnM4/t+2uAtwLYBXiW0oezvMaG+rFLHWx1QdQxnrivBHgR/e/KTLieZ3/SiHwj//t5o69A1Auck7k3OR1/p2EgMylXiUj17G1IdBNhuyRRP5iM3NymNsBIwBMcSSXiBgsRgTYWgpYxo5i/XLixeHIYJ94sZjkljiF3b9zjVFHA/mFmZwTk2Jv+ZwaiueUnzvXbL3JjoA3kZEUG7n+LUZs5RGuDASAKSQDkEtNSkrLtAiwIQBkC+C1a/wQAOIIPrr/2sIcQTu/+ccbEQGOnHM5F0Ujc0rmlo/n3IaAN3F30iRQMrACIHfWFgEAVyZmK5X0aN7XMS0CbhwtvgTgS/pforNP/ZcNVv8mIqAazr8dmWO+ZQJsNPHmWQKY2MaNtxpb/vco6X8EgGn2580CtIuAvPtgN+eUGj6zqNaMFNsI6EP6X5q/dv8/11iJ/DuJAHoC7CNjbtv5J5mA1lzzx3TaEPF5lgDK2n8TNrEt+t/PFYIAcDILYErtXnq59bhlU7FZgLXj7guAf/V7E6U4/8si4D9v9Moh+I6MtYx5eX+/Fs05sgBX6LcEIDcFWl83Whol+kcAuJ0FiATFYEsEjPZhRxbPKLV0vvX1bTcUu0Tpdsc3AZLNfWRjnzJJ1p2DHWSsy+7Klzknc88XritYAGwayZYBSOr9hu8BQPSPACg8C/CQ0Qh7S+vIooAXTl75etv1Z702HHn51J+ud+J9/Mnj414vFfMFGWMZa+ZeNoq8m6fYoA0X0gsA2e9/4jalhtYafysPEf0jAIoWAdJdarTDVLIAaUsCEv03Ly2/+O669bXCPq/LuwBKE5hLTpcsQLXGONk90AfGC3yb79/+UmSTxDatFvWve0vrKGBflMOxbQYEQOFIFsCo0pQGGBEBUhNLG/1fvgDf8VIhzYCuNwB+9vG1Tr0fcQb0AhSHjK1rDte1Odj9Wi4mAyDBR5KF7GSb2oMcifpHikmaGM/MIgCgVxZAJtwDRby21MS6ZQNWRv8J16y7qBo/fNL4e3F5/b9EX0Vt9pMHuX8AVGdsZQ76UPopSsxL8JHQKQuQrHrKWubMyAOk/hEAtkXAtH7YXcRrJ6sE5LaY7RfNYo8pvuPtJ41nAYqsG+Z3Bm42YD3hUWOYb7g6tj40AxYh5iX1L8HHsiAltlFit8Tpix0bKjZJsju2xYAAsC4CpOP0YFGvLzfDkLSZpM9EXSed/x0zB9r5/+y7XzD698cdLm8+4WikzZ4A1RvbJzzJ+pi8M6DYGwk6ViI2anTDFbtVMAdjGwwIgNJEgNSeClOgiZIeTHHtSj3O5L4ALu8C6OpubLJGnNUA5pExLXOvBx/nYpFIsNEt47jwWqHp/oTp2PYCAqB0pB9gpsg/MP9yygvzR81lAVxeAuiqM0icFVRnTF2ei8syAIZKehJk9Fp5NPdi4R9lRhXUg4UAgH6yAFL5uq8oEXBJv/riuXTPlY7cv3fzGSN/19UlgK6n2asYEVZ9TH0o/Zgq6a0WZIitulRcS57Y2Pto+kMAVEYEXMzY4G+iF2DzNU1Oap+c8yQiZEyrhYmSngQXaTYfu3iykI+A80cAeCECjG5IkTWlJp250qGbh+sQAADQZ3BRQBngMM4fAeCFCNCH1KcOmnrN+T7UdN5lgWQAAMIi7yqATsv+TNqsHki3P2v9EQBeCQHpUM29T0C/qbS8ywKvu9ZdAXDDpkWnz/2tb17gAqjYmLo+J/PSbdlfEbZrBbvp9kcA+CoCZI2qlAT6Vq55mmnyLAt0eQ8A143tujVLTP6KjakvAqDfLECvZX9F2K7YZt7HOn8EgO8iYFo/3Kn6bA5cOJ/v7/e7LNDlPQCEbQ5HhJNvvcjEr9CYbgs847Pasr8CbJfYyjvZ4Q8BEIoImNWHiIDManYhZ9XL5LJAHALOgLH1W/D109vTbxDRp+3aL7ZSbCYzHgEQmhCQnoBMJQET62n76QVw/U6A22910+gS/VdvbF2di53I2tuTdtmfAduVpPx3M9MRACGLgGn9sFWlXCq4dCn/35TO3fvvfT3T77h8J0Dh3jvm1DoH3+NPv/sCk7xCYytzUOZiqORpJM5gu8QWbiXljwCoighIlgo+0CsbYML5J/z9Hz2nnXpa5+/HOLpmeKURbNubLzHBC0LG1rVmO9+c/+0ZmgCzLPvr04ZFt1VniR8CoKpC4HCcDejYG7Bg8JKQDt6pn03nnFxvAEx48KfO8n4qBufcDv0s+8tow/bHUf9hZjUCoOrZgKQ3YLrIv9W4a9H52n7WiPtnHEkLu/ReQkbG2JUsgEvvxTT9LPtLidg4afLbTdSPAIArQkBubykiQDa9MH5hLF5sRf9pswC+8PF/+IYTvQC//I/OMIkrNNYy52Tu+UaafQD6Xfa3CmLTHhIbp48ZZjECADoLgYOqVRZ4pNk0JwQW5y9dNgCSCehpJG7zZyMb2SDmlz9SrkP4uXvP0/1vERlrGfNyhefrwW749KEfe8nYa8U27BHVSvcfZPYiAGB1ESBlgb2vf62YLTA/8v4Fbxr90iCNWGWl32VtOrV/+8iYl7UvgMy1UMs9EhzcvtVcllBsmNgy0v0IAMjIpVPmLppL5+cvfy2bgXygEdaGNZIFuPeOeevOf98/fY2tf0tAxlzG3rYIkDlWdsYpL902A5KgQIKDdlvhkg0DBAD0ydLi8rT/P9ixGNwd/8Qw24rMcP7VEwEyt3x3/kK3W31LUCA2YaWtAAQAlINR9by0uNSm9puR2u/E7dv8dGpJP0DR9eHJWy/i/B0TAZMF78Ync0rmVqjnXBy/BAXtNsJFGwYIgMqw5WNmu2UXzi/ftETqfXdsC8+gffyDr6tff/B0IasDpn7qLM7fUREwVUAvhswhmUsyp0Km1RfUvMpGuGbDAAEAJh3az4Z58xppDPzDXzkZOQUTQkDSv3/4qydp+HMYOTdyjkyUgWTOyNyRORTyVr9C+8qgAjIA4DBDDIHzTEuwbuKF5t84r0bWjy/7nuz6Jxf/9JODQUaG4hQ+dO959WdfWaP+/Mtr1IkX00952eRFmr4+9N5zwW74EhpyniRVL+f9s3+5Vj3+jVH10qn0c1v6CeSeAz/zrguVyfK0BwGXzGYAppmRCADIx2kbBuCvvzaozgW6kZ0Y8p+791x0iDOY+e6Ielkenxm52gHcuKCuv2YxWmvOvv5+CwFJ23/8g0qLvuHoXL/82qA68f2rTZ6c6+v186WPoGpCr7U7aGFCh/o/AgBy8lV97DTxQhff6NwcJ7W/D79/QR38XPjToX3L3geZW5VAhBxi7gqyHfg3TrSW/a0sAXazETlsFzgMPQDuY6yJpld97wM7FoK6TwAAdGbteOs6/3Dc+JfWRpRpuwABUFWmTb3QavW90O4TAADdswAi+rPaiLJsFyAAKsmWj0V1tFlTr5fcFKgTae4TAAB+88oPah3Ffi/b0Aezse0CBAC4oqSTmwJ1zwIsdN0pDAD8p3F35/0/VrMNRP8IACiHI6ZeaLV9vqUmuBkBABAs3Tb/MnkPAJM2CxAAlWbLx9RhU6+1cJE6PwAUaxtM2ixAAIAyc0GZ3uoTAAIRAOZsw0FGEwEAZnnMxIsYTvMBQCAYtA2k/xEAYJI4pZa7q1Zu9cl+3wCw3C4smboN8CzpfwQAFMOjJl6EMgAAFGQTHmM0EQBQDAdNvMi82e0+AcBzDNqEg4wmAgAKYMvHog2Bcl9gi6wEAADzNuFgbKMAAQAF8UjeF6AREAAKsAmPMJIIAHA8C3CJHgAAMGsTiP4RAGCJ3SrnioCL9AEAgBlbcDq2SeAZQwyBl1mA0y98Okq37etf8c+rkfXjDKbHSN32jRdfjc6l7azO8PiYPkbV+je/SQ2ODHMyvI7+c6f/H+HGP35SYwj8RYuAp/TDZD+/OzaxXl2zbQuD6HHU9tqJF0yt3e6bgcHBaB4hJv1F5tHc6Tf6/fUZ7fzvZBT9hBKA3zzUt+q/QB+Az5G/C85fkPcg74WVJR5nAPLZgocYQQQAlIBW3jOqz9qb3PoTo+0nZ18+5YTzbxcB8p7ATzGZ4zbAu2MbBAgAKEkE7Fd93nubDYH8xMWdHNld0k9y2IDDse0BBACUzAP6mM36S6wEAKg2fdoAsTWk/hEA4EgW4HQsAjJ14rIhkJ8MjY/xnqCsDEBka+j6RwCAWyJAanH3ZRMAc/QBeMj4tRt5T5CbPuv/91H3RwCAuyIgU2qOPgD/kPX3429yx+HKe5H3BMFH/w/h/BEA4LYIOJhFBNAH4Ccbbr4+WoNfugHR70HeC/hHxmv/odi2AAIAPBABqXoCyAB4euEODjixkZO8B3kvEGwGQGzIfTh/BAD4JQIOq1ZPQE8RIDVAmgH9RHbfm9h6Y2l/X/42OwD6iVzzKer/ifOfZsQQAOCfCJB63VZ99KzbUQbwF2m+K0MEyN+k8c9fUlzzke2g5h823AugIrzw6ejGQbs6/WxUR3HXvu0tDJLHzJ0+q04/+/3CdwiUmr84/7GJdQy6x/zg29/rVQLYrx0/d/cjAwABZQPkgpaSwOzKn4khWFpcYpA8Rhzy5jvqkZgrCnlt+Rs4f7+Ra72L8xfbcB/OHwEAYYqAaf0gd+565OoI8g0GyHPktrySyZEIfXDU3C165bXkNeW1ufWv/3S51sUm3Em9v1pQAqgoL3xa1fWDlAV2yv9lLfdE/UYGJiDO/+CMmjt1tm9xJ7eMHtu0jlp/YJye/b46/+qZ5L/SLCw39ZllZBAAUD0h0NAPDw8MDu684c7bGJAAkZSviADp/Jab9ix02AFOovwhHd3Llr6yqY84f5b3hclLTz0tvSLi+B8l4kcAAEQZget+5K2HhsZGJhkNgDBZmLs488rXn3mAiB8QALCM5pNvn9IPBxgJgGB5qHbXtw4yDCCQ44N2DjMEAFzjgACAiqEjg9MYCIBwnX98jQMgAKAjRxgCAK5tQABABaMEleImQgDgFWT3AAEAvaEMABCmsCf9DwgASMNjDAEA1zQEHvAxBNCJ5pNvf1Y/1BkJAO+Z1dH/VoYByAAAEQMA1zIAAgC6cpAhAOBaBgQAVIzaXd+aVTQDAvjO4fhaBkAAQCZIHQJwDUOogR5DAL2gGbA/5uYH1PGnx9Wp14cuf29sdEndvu282rRxgQHqwKkzQ+r4ifFo7BI2bVhQt992Pho7yAzNf9CTIYYAVuFRfexjGNI7/ie+skE98eUNyxxZwuf/xzXqrTfPqZ+857Taqh9Bqe+/MhKNyzN/N9b5CV9Q6p53vR6NGUIg87ULQAYA+s4ATOgHyQJMMBqrO//f/aMbIoeWhqoLAYn4v/hXE+pvvr4u1fNvvO6i+uj/+hIiIB2y6c9WNv8BBADkFQGSAdjFSPTmP2nn3zWKXcWxSYRbhVR3UhoRp9/vWP3igy8y2VZnv3b+uxkGQABAXgFQj7MA0AVxaH/yhTflfh3JCvywFgLyKM4uBCQjIs7+WX2I88/Lz73/VfXOHznLpOvNVrr/YTXoAYDVVaI2JFoEHNRfTjEanZG6vwnEUSaRsWQD3qxFwNa3aDGw+WIkCFxvIJS0vjj8758cUc9+b0y9qL/u1AuRd6wRAD05iPMHBACY5FEEQO8o1zTiONsFQUIiBOQxEQnJ922UEJ6N30/i3OWzz80N9JXSd2WsA7xWARAAYCwLMNN88u3T+ssGo9HZIdoUG3L0SqeLGFizQgxIJiHV5/ne8s9zIXbyro05qyg6Mi3XKsMACAAwzSMIgKuZ2OBeWr6Tw37GslCp2pg7dI0CpIKdACFLFkAyANOMxHLY2McuUuZgzLtG/1yfgAAAIgybyBI+YKy5NgEBAGQBKoas4wfGmugfEAAQOmwwsgJpSMMxFY/snBjK/ghck4AAAB+zANJlfJCRWM4HfuI10tMFImP7k+9hZ9sOHKTzHxAAYBPqjR2QXeqIUM0jYypjC1yLgACA8rMAsxieq5EOdblhDZkAc8i2yNwEqLvzZ9c/6NuOMwTQL9wpsDdyb4C0d7qDzsiWv0T+XeGOf0AGAErLApwmC9AdcVzSFwD9IWOH8181+sf5AxkAKDUT8JR+mGQkOiO78v3+4euiG+XA6kiq/3974BW2+u3NjHb+dzIMQAYAyoYlSD1I7mFPX8DqSL3/l/7p8zh/rjkgAwAeZQEOKO4WuCpyAx/pDTB9i9wQon5Z489eCqmQZX8PMQyAAABXBAANgSkR5y8ioNfd/KoW9X/o/a+yv386aPwDBAA4KQIkA3CAkUiH3NJWhEBVewPE4X/gPjZPyshD2vkfZBgAAQAuioCjilsGZ+KLfzWhnvjyhkqVBZJ0P2v7MyH7/d/HMAACAFwVAHX9IKsCKAVkQJz/E1/ZoL74RNjDJuv6ZTtf0v2ZkZT/nWz6AwgAcF0E7NIP+xiJ7Eg5QDICoW0ghOPPzW7t/PczDIAAAB9EAKWAnELgb76xzvvSAI7fCKT+AQEAXgmAuqIUkBtx/l/5+jr1V1/Z4E2zoNT173n36+qdd5zF8eeH1D8gAMBLEbBTPxxiJMwgqwZEDLhaHpDlfBLxywHGeEA7/8MMAyAAwEcRwAZBBWQFZA+B4yfGS99LQHY5FId/+7bzRPvmYcMfQACA1wJASgDSD8C9AgoUA8/83Vj0aKNfQNbty1a9OP1CmdHHfWz4AwgA8F0ETMYigH6AgpEbD4kYkMfkyIM4eIny5ZAUP3v0W+F07PxnGApAAEAIImBKsUtgaaJAMgMiDKKswdzAVcJgQjv6JJq/cfNFtWZsCWdfHuz2BwgACE4E0A8A0Bvq/oAAgGBFgCwNpB8A4GpmtPO/k2EAW3BPUrCNbGhCYxPAck7H1wYAAgDCJO5qxtABrBDGdPwDAgCqIAKku5k6J0CLh+j4BwQAVEkEHNQPjzASUHEeoeMfSrPDDAGUCSsDoMLQ8Q8IAKi8CJD7BexkJKBCHNbO/wGGAcqEEgC4gERB1EChKtADA2QAANqyANwzAKri/On4BwQAACIAcP4ACAAARADg/AEQAIAIQAQAzh8AAQCIAACcPwACABABADh/AAQAIAIAcP4ACABABADg/AEQABCKEGDbYHAdtvcFb2AnQPBHrbYM635GAhxlP84fyAAAFJsJkCzAAUYCHOIh7uoHCAAAOyKgoR/kJkITjAaUiNT5H9DOf5qhAN+gBAB+KteWwb1PcRMhKI+k2Q/nD2QAAErIBEgGQMoB3E4YbHJYtdL+dPoDAgCgZCGwSz/sYyTAAru146cZFRAAAA6JANknQPoC6owGFMCsatX7KTtBENADAOGo2ZZhvlO10rMAJpE5dSfOH8gAALifDZCSwB7FKgHIh9T4HyHlDwgAAL9EQF21GgQbjAb0wbRqNfrNMhSAAADwUwjs1Q8Pkw2ADFH/o9rx72UoAAEAQDYAiPoBEAAAHguBKdVaLkg2AFZG/bvZzhcQAABhi4CJWARMMRqgORg7fzb1AQQAQEWEQEO1Vgo0GI1KMq1aHf7TDAUgAACqKQSmYiFQZzQqwWzs+A8yFIAAAABWC4QP3f0ACACAriJAnP8uhEB4jl8f+6nzAyAAABACOH4ABAAAIARw/AAIAADoLAamFM2CLjOraO4DQAAAFCgEGnFGYCej4QRyp75HWc4HgAAAsCUEJBMgWYEHyQqUEu0/po+DbNsLgAAAKFMMSDbgfsXugkVzUB9HtNM/zFAAIAAAXBIC0iiYiAFKBGYQZ39EHmnqA0AAACAGcPoAgAAAcF8MvPHiq/sGR4enRtePq8GRYQaljcWLl9T8G+fV4vylg+vf/CZuzANggSGGAMCC0tYO7YVPq+eS/w+Pj6kRLQREDMjjwOBApcZjaXFJXdQOX5y+PF46P5f86LkNO1/F+QMgAADCRByeHOdefu2yIBgeH43EwPCa1tdhfd55denCXOzs59sdPgAgAAAQBOdfPXP5e5IdGNLCYGhk+LI48CGyX4g+y7xauHgp+lqifABwD3oAAAzzv3yy2Wj77+WvPz72kR13DX2mkee1BwYHIzEwODoc9RHIowiEWvx9W9F8c3ExcvCL85ei+r08yveX9Pfz8OTCh6c/NffHx1RrO9+Z+Nun//sv1WaYWQBkAACs83u/tbeuH+q/t7Cn3anfoq5sALSqY39x6Q7972dyRtiLrYj6je7PSUTB5Yt8fCxzj0ESySckzr5o9Bg1Oo2lFlXJl7PxIRxb8T2EAgACACBDxP6bzYn/NlablK9fbtYb19dm1enm5h0TtZPqrNo0uU6dmlBqr/qrJT9W8kVReZuzDiwFX+8lup7Yt1O9ZyDaI2ha/jnZvGlmc+35M3E2Icoq1B5WNBkCIACgKjQfvew4xNFPJA6+5USuVMLE+Qvxz5R2/pd/9o4B7VOaOd4DpyHdGOUYqOgctYkD7fwbHeZCIhBECHxVXSk3IA4AAQDgIz+pI/n/3orkI2cfO/mJ2OkvI3HwWVinfcNbB2bUd5cmGeyiRUAf3KrPzbr0/jsRBju7iANRgs/FwmBWCwNKC4AAAHDC0f9SbfKFU9smR4bmbtn8+POTb3xn0+T6Wm0ir5NfjXsGjiAAHEXOjSG6ZQ1mYmHwVXW3Fgl3a2FQu9yPAIAAADAaDTYvp+0nT5/XEf34Sf3/mnxPbdl0ovWkG5Va//QpO05m8LCKGwHBNQEwWPj9gSbjY6caVXvi+ZlkDGZUq5wwo0UB2QJAAABkdPaJgd0uj2fnJxqqLaWrnX/nX9xi7z3eWmulmc+qiT4+IOe4qDGSc3KrzQUAW67KGDTa5jGiABAAAN147PG99V+4Z2/i8HfEj8u86rrRlPXczfqQJfDzliLNgcPqzxenOIkOiYDtg9P23t+GeM71ppcoOBaLgllONiAAoCrRfePUuet3bFr7sv46WldvNiJ7xs5n2T54DAHgGPcMHrH3x/rPOCWiYFd8TczGokCyBNNkCQABAKE4/MjYxXX7y9G9dv7F/MGbLAqAgWlOsGNYPSc3GXslEcFTbdfM6VgQJBkCJhogAMB9Zp5rNK7fONu4YePsDtWW+uxat3cnKsuM7BXAcsACxWPG58vyv2T/Bs/nmojknfGxUhCQIQAEALjB9PEPT267/qnGlk0nWg6/Nj1R6huSmuyIstYHMFmbVt9VCAAXkHNhrcFyQ3zYobMgaKojkSAYoIcAEABggZ/4v5sTX1xTa/yg/ub7r/3gizrC/0w9V9hWVGRmqQwgNefPLuxiYjiQArBe/y9vri8XBEtRRkAyBEe0GJhm4gACAMzZ4f1RjXLn6ebm+ydqtYZ879qFF919w/QBVBJP6/8mSFbR7NJi4LQ6rEXA96LswOHaLrY0BgQAZHf6YlAefKN5jY4yXoui/CJ21CssOrOIbDzzxOJOJk2JWNj8p9Q5lik7sHQ5O3BAX8eSHXgsFgOzzBRAAEA3py9GY0dsPCKnv772mn8fxPJ+ANsHjiEASo/+j9n7Y3br/6ayA/tiMTAtgkCLARoJAQFQeae/L+rUfzBy+s0M29q5vpudRGjftRR9DhxWn1b7mExlZgDk1r9Ni3PL6Yu66/V5pVSwL8oGHI7EwG7EAAIAquT0Jy87/Sv3VA8LiwLghtqsul7b05eb6YayyVbA6cYo5TjJ0r8bwlj+ZxOZrLtiMXClTLCbMgECAEJ0+vXY4T9sxOk/7/gHttykJQ1oaXcF/ObCDiZkijFqZhj7kOeWhWvzSpmgJQYejcUADYQVYYAhCNbxT536rc1H9ZfPygUebMS/kqQPwBL32lyCBuWNvV/1/34QIXBAH6e07TigD5pbyACAT9z3b5qTcaSvL97aRGHd+z70ATi4HPC5RTYOMjlGVjMAW1SV7uY4JUdbv8CjlAgQAOCu45cLVmr7DW+cdNHG2lIfgNyGdlI7opmlxqrPPd+ciI7xGhnWXuOTKlzVYy5jTwNgocK8ruJ+AW1josbBo/+idpiZigCAsp3+/xV1nk1FEX9TTTAibViu1d4zcETNLDZSPVci3B8emuYcdYv+Uzoxq8v/SphTDoqLaI8BbXckEyCNg/uP/hpK1nfoAfDP8Tf0IbU6qe3vUaoE5/+644NkuQ8gSyr6mwsNJrGBsYmW/9nCh/q/vWuyHtudU2KH9EFdiwwAWHD8Eu0vT/OXaWxcN4gSsVkqA2wbmFHrdDB0NkX6+puXdig1xnzuOjYpkLGWMSf6L12Ui02a0rZJFPCjR3+N8gAZADBKQzt+fTzblO099X+TZdKrHZXH9rbAOiJNc16O6yg3bZ27SsiYyNikGUOr0X8Jc8lFVjknYpcOiZ1qtAIVQACACcevWktz6qav2FyHD9xU8BisOLLUpL98iRVWecYkGmuL59ab+n/517zYqQPabp3Sx159oHQRAJDJ8f+Gdvy/oR1/Uzv+pr6gQnbSRWJ9P4DDqc/NX8w/yPlZQTQmKcfv3kHq/46Liwl97NHHs9qW7dUHQgABAKkcf78RfyiRhqeRmyxJS1uX/ualBnsCtHFyqR6NSRqifgubG9Xd5NF8dw9x/NIwiBBAAID3jv+yxfZkcC3XbiczrAb4s7mHmfwxn7uwp5Ax9nEOBXpNIgQQALDC8Tf0cdQrx59w0ZP3aXs/gAxb0/7F/FQU+RL916OxKGKMfZxDgV+TiRB4SgIfvAACoIqOv66PQ/pLcf6Nwv5Q9dKNVyN9ACPKWgp2sjYdLVErIvIl+m8t/5MxtpZSX6/8qf/7db2L8j0gmU8JhPAKCIDg2fHrzQl97FWtDXxoAw80gtsuDipDFiBt7TtE5LNnif6zjG2lon9/ESFwVNtFOeoMBwIgVOcvDv8pfeyR+53bOKAcIz45cCzTefqdswcqe2rks2cZq0m2/y0vwVCsrRIV/Ky2k/skUGK0EQChOP66PiTdf0iFdDveeQRAN7IuUZMa+P97bl/lrg35zFl7IKwu//NNAMwHMS12xUJgCu+BAPDd+e+Ko/7w0v0nPXqvlvcDuKE2Gx1Z+MLcLvXli9WpCslnlc9c9Ljmwrf1/yeDmR6SAThAWQAB4HPULw1++5Qq8S59TY7Lxxa7f6+fSFXS4c8thL83gHzGfsoeWTZa8nHOsMfAVTTibMBevAoCwA/n/wkd9TejqL/BaDiE7T6AWvZateyF/1tvHAr6PgF5PmM/Y+rTnIGu7NF29Sl9sHMWAsBZxz+hj0OXo352BXOLW+3+uX6j1ZOLdfXrZ44GKQLkM8lnk8/Y1xJL2xsAIQCWU64tE+cvIoBsAALALd73iWgdK0v7XKaEem6/DktS5KGJgMT591vikLHMsr+Cj/MF0mcD3kc2AAHgiPMXRXpUi9SJSpXsXvfwZFlfDXCk73M3qx3lL772bBA9Ac/Fn0U+U7/jcS+7/61OwU2ADtk2uSiOvu8TzV0KEAAlOf4JfUijn7tbuRV5FZ7xVADYtFI5U9YSNX9CR83HMmyU4xry3j9hIJsRjSW3/+3NnKpSSVEm1D5tgw+JLcYjIQDsOf9HovQTjX5kAHqyrTaTe9maOM7feeNAdPhUEjD5vmUMZSzJAEAHog3WYpsMCIDCnb+EY0e1Iq6zbMczyugDMLRv/bG5KfUrp55SX553v81E3qO8V3nPpu6vEPo88QJ3bV1dbHJsmwEBUJjz36tad+4j5eS2QXAmtXvnoLmla9I9/+9fP6R+/fRRddzB+wfIe5L3Ju8x6vR3cAxTR/+s0/eNaPMgbaP3KchEjSFI5fzF8XulMI+tKfjU+tiCc1wf/5+9P3e2OaE+MHeqkNe+fXhafWjtI9Fj2Y7/s+f2FCZKPj+2ye4KgL8vg+vh3N5f7MvvuOCNypAL4oG/2GNz0vjLEEPQ0/GLspT1/Q3v3nzR1+vzyr9a6U12o6V16rTaNjCjTiyZL1GKwz1+uqE2D86qHWOPqXePHFa3DNmplUtnv2zne2zuQaPR/kpk7NbZtuM+1v+fx1a3IbZaSgIiAmYZDgRAX7xXO/+m1Ptby04gBJL6rsVljPcOHFFPLxU3hV7RDvgzOgKXQ8SAZARuHz6m6loMmBIE4vBlGd/xSzsi4VGk0185dlbT2z7X/5tev7xpokZtbcPv+8s9tjtI/YISQCfnvzeK/L12/n9RdAngw55GS3+uWqUAS8wsNdQ/mz9a2scVUSCHsFZH07cMfXUVZ79dnYs798XR23L2nfjt0fvs7gAoqf+f9jQD8Jli/8T7LnjZaCDpowf+cq/tTlIEAM4fAeAmx2MRYJF/MHcq6geA9Ejq/7+ObbL7R39a+Vn/RwCsxkNaBBzkqroaVgEE6PyhByWIljtt72MfAKWMGev/Q+WAtu1TDAMCAOdvijOevu8S6rxRLRvcHjOf6/9nmC+IAAQAzr+dotcdv678vbe55Xu9kwHoMwMQ8Jzw7lpEBCAAgqWp9ulj0lsDwMYg2bjZ7p+T7WxvULMqqPlV4CFjdYPtFVw3c1mUGlDYOw68dw8iAAGQRP97/NvkB3JSQq33vYOHGXeXx4r6f5U4cO8e7h9QeQGgJ8GUFoVTIQZS0IMy7gswcIzgPuUhYxX6fCABULp9PIoIqLAA0Ce/oVp7+0O/FoEsABmAEMbqJq7FCjIRi4BKr8+tpACIT/ohJHuO42QAAsBy2IEISOn8A79JlHGeV6QUEQEIgAzO8ZA+JoLOoxbNvOdzoISmrztrx8jvr7ZionasEnOBgMKZYzJqAkcAVCT6/9fRbX0bXNEGDILPlNIHMM28cW2MqP+DUlPaL+yq4gevlADQJ1kc/x7mO1FBGanf2wZm7C9v8wgZGxkjq9ykyPiBsE/7h8o1BVZGAOiTK3Uemv7gCmWUAcgCuDU2pP/hCodiP1EZKnM74GYr8q9XKjovkrkAxugm+9HTewePqP+6OIWp7TI21qPZENb/zyluB2wG8Q/SD/AQGYCAuOdfRamdStZ4CuNkAJ+hhPovGQCHxiaU+v9J5o5BprS/2IkACIsDleuohnRYTgGvU6fVbbUZOv5XHDIm66Lbt4d77r2mWrbzgBYBlSgFBC8A9ImcUtzhD7pRyrbA3B3QiTFh+1/ojDj/SjSLBy0AYhW3j/kMLkWB7x1gQyAnxoQMAHRnl/YfDQSA5ycxVnPVgzJDOqQGvF6Fn+52mFLKIutVOOv/udaLIvgsQLAC4D3/sik7/T1c2bqqDV4JZKzKWg5I7b+1+19Zy/9CGL9XAhIZ7h2Ne/5l2LcODjkDsEufwwn8f4HMBzJTSuoDwPe3Dur/7l+DFZ6fQWcBghQAUfSvdPQPkDYaLCMDAOWNBfV/SEf9PQFnAcLMADQrXPu3O85hUMJ68Btl29vaTOWnkIzBjba3Rw5p/3+W/NoY42CzAKGWAB4kt6poDMpCCXvC0wdQ0hiEtvwPW1S0nau/59fCzAIEJwDiE1VHtkImSkgJv4/9AMoZA9L/kJ0gswDBCQAt2O5HtFrieQRAHiT6rfo8pf7vxzWITVX1H/+18LYIDkoA/Pi/aNb1mdrJbLWntoKhpLrw+2QDnIrO0feVsflPSPV/y5EVh3oQAeA2O7lSLV6woRmGUvoAjlV2ikafvQLnmIAiHP8SBZkIAGd5kDkKfVNKH0B1twUu5bNT/weCzPAEQKzMuOkPeOUcZAmc9WVwDlDa50YAQD6C2l8mnAwAtX/7KbszgV3aJdWHq7gcsJTmvxDr/2es2VeO1lH/8V9tBhNoDoXj/9X9iNMVFywCoL8I8et2/+T7Bo6oz6upSk1P+czWa8shRv9n7FzrtAEso6GPIHbxGgjspAB45yTeWcFtgd/J8j/wl2B6zYIQAD/2q+HftxnCdRLraqcrJQLks8pnRgCAp0z+2K80g9hqPowSQJPov8OYhPE3bJPUiS2XN945cEz9zWI1pvE7y1j6yPp/rnWzyMXq/RKeUEoAO5iPJRqG0I4ylgMOVGc5YCmbH92saGBjHwB8TogZgCbL/8rh7wL9XCU0At42MBOlxd9ohn0Ty/X6M8pnLeWccg2SADBHED7HewFw9y9ri9nk1r/gv7OQyPjzC1NhR/9lbXxE/R8FYJZGCB8ihBIA0X+3C5bUYH8k9WLLadZ3VmBb4HeWsf1vyPV/rvMyg0/vfQ8CAMCRiHFHBfoASvmMRP9QDHUEQPmQ/ocgnIb0APzQwEywQ/pDcZ8DAgACwfvg0/8mwCYrAEplXh+jCABT3FmbVt9phpnUks9WpXNp5dqzZ2fham5BAJTu/6HUgXklUAO7UZWyH8COwSPqjxZ2BTkl5bNZv2A3xkeIvGLvOsfOdqSOAOAkIDRCtQ43qxI2BJqOlsqFthxwfVm7Hd4c8PzEK5eN9xdpCD0ACAAoznmUQIjbApf2maj/Q3HQA4AKBgSAYWdZO6aONXeGJQBqxyp1DoMDOxskAwxBwBcs64PzkfQBWF63vmMwvOWA0WcqY/3/Rq5zrnNAAEAxvEwWwDQ31majIxRK+zw3c+0B9ML/VQCo03KZD/zzvUVZvy+AIFvm/tGlMFYDvG/ocHnnjmsPOwtkACoHqUFzUWQJd197Vy2cbYGjz1KRuzpynQMCACAUSlpHHtJKgFI+S8jr/wEQAFCpCKTMo4RIUtbNvysAEfCueF+DqmRurB8AOWAZIORjrgKfsaQ+gB0DR9RXFhteD518htLOGdcedhbCFgDMy5IH5pUKjGVJu8lJ6tz3+R2l/5slnbPQYStgyAklAIDVKKmeLHfP83k5oLz3Uu5uSP0fAAEAYIySUso+9wGU9t7fwnQFqIYAaHKU2hxUldxgSSnldw0c83YORu+9QueqFNuHnaUJMwdDCjAOkC6qLGFMdwzIJjoHvByy6L03SzpXXOcAFcgAQLmcqcjnLKmuLEvoSqmj50TecynL/6pU/6/KtQdkABDADhuhqpwEiSy/VkYkfUR9e8mvO4+WuvyvWaFrDzsLVRYAzEzGxRpSW/5b+382aqZr7vFqqN7F8r+wrnHsSZBQAgDIEl2W5Uw9gxUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAOAj/1OAAQAXAduNiCtlWQAAAABJRU5ErkJggg==",
"path": "emoji_u1f477_200d_2642.png"
}
|
Generate code for a svg of a man construction worker
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="helmet_x5F_back_1_">
<path d="M18,52.5c0,9.34,20.6,16.92,46,16.92s46-7.58,46-16.92C110,43.15,18,43.15,18,52.5z" style="fill:#FFEA00;"/>
<path d="M105.38,52.49c-8.12-5.31-19.54-9.71-41.38-9.72c-21.85,0.01-33.27,4.4-41.38,9.72 c-0.62,0.41-0.78,1.21-0.33,1.8C26.75,60.12,45.76,65.86,64,65.88c18.24-0.02,38-6.62,41.71-11.58 C106.15,53.7,106.01,52.9,105.38,52.49z" style="fill:#EDBF00;"/>
</g>
<g id="shirt_1_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="34.1991" y2="-7.6178">
<stop offset="3.200000e-03" style="stop-color:#448AFF"/>
<stop offset="0.4042" style="stop-color:#3B7DFF"/>
<stop offset="1" style="stop-color:#2962FF"/>
</linearGradient>
<path d="M116,123.98v-3.12c0-16.78-26.35-25.09-52-25.06c-25.49,0.03-52,7.28-52,25.06v3.12H116z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="safety_x5F_jacket_1_">
<g>
<g>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="44.025" x2="44.025" y1="31.8282" y2="-5.8907">
<stop offset="3.200000e-03" style="stop-color:#FF9100"/>
<stop offset="0.4399" style="stop-color:#FF8400"/>
<stop offset="1" style="stop-color:#FF6D00"/>
</linearGradient>
<path d="M58.5,123.98H29.55v-22.74c1.79-0.7,3.68-1.32,5.64-1.86c2.89-0.82,5.94-1.49,9.1-2.01 c2.14-0.36,4.33-0.65,6.55-0.88L58.5,123.98z" style="fill:url(#SVGID_2_);"/>
</g>
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="43.075" x2="43.075" y1="32.036" y2="-6.675">
<stop offset="3.200000e-03" style="stop-color:#FFFF00"/>
<stop offset="0.6783" style="stop-color:#FFF200"/>
<stop offset="1" style="stop-color:#FFEA00"/>
</linearGradient>
<path d="M50.96,123.98H36.29l-1.1-24.6c2.89-0.82,5.94-1.49,9.1-2.01L50.96,123.98z" style="fill:url(#SVGID_3_);"/>
</g>
<g>
<g>
<linearGradient id="SVGID_4_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="83.975" x2="83.975" y1="31.7906" y2="-5.8734">
<stop offset="3.200000e-03" style="stop-color:#FF9100"/>
<stop offset="0.4399" style="stop-color:#FF8400"/>
<stop offset="1" style="stop-color:#FF6D00"/>
</linearGradient>
<path d="M98.45,101.54v22.44H69.5l7.65-27.45c2.21,0.24,4.4,0.56,6.53,0.94 c3.17,0.57,6.23,1.27,9.12,2.13C94.77,100.18,96.66,100.83,98.45,101.54z" style="fill:url(#SVGID_4_);"/>
</g>
<linearGradient id="SVGID_5_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="84.92" x2="84.92" y1="31.9382" y2="-6.6273">
<stop offset="3.200000e-03" style="stop-color:#FFFF00"/>
<stop offset="0.6783" style="stop-color:#FFF200"/>
<stop offset="1" style="stop-color:#FFEA00"/>
</linearGradient>
<path d="M92.8,99.6l-1.09,24.38H77.04l6.64-26.51C86.85,98.04,89.91,98.74,92.8,99.6z" style="fill:url(#SVGID_5_);"/>
</g>
</g>
<g id="neck">
<path id="neck_1_" d="M64,90.16h-9.08v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17 v-9.98C73.08,90.16,64,90.16,64,90.16z" style="fill:#E59600;"/>
</g>
<g id="face">
<g id="ears_1_">
<path id="ears" d="M91.33,50.52h-7.37H44.04h-7.37c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41 h7.37h39.91h7.37c5.89,0,10.71-5.14,10.71-11.41S97.22,50.52,91.33,50.52z" style="fill:#E59600;"/>
</g>
<path id="head" d="M64,11.15c-17.4,0-33.52,18.61-33.52,45.39c0,26.64,16.61,39.81,33.52,39.81 s33.52-13.17,33.52-39.81C97.52,29.76,81.4,11.15,64,11.15z" style="fill:#FFCA28;"/>
<path id="nose_1_" d="M67.86,68.14c-0.11-0.04-0.21-0.07-0.32-0.08h-7.08c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69s4.25-1.99,4.55-2.69C68.85,69.07,68.5,68.4,67.86,68.14z" style="fill:#E59600;"/>
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",
"path": "emoji_u1f6b6_200d_2640.png"
}
|
Generate code for a svg of a woman walking
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",
"path": "9307a94288ff5cbdaca1514d54a70167f9b166a5b7787df97eada25184a3d4c8.png"
}
|
Generate code for a svg of a a close up of a white background with a black and white word cloud
|
<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="960"
height="600"
version="1.1"
id="svg2"
inkscape:version="0.91 r13725"
sodipodi:docname="wordcloud-problems.svg">
<metadata
id="metadata32">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title></dc:title>
</cc:Work>
</rdf:RDF>
</metadata>
<defs
id="defs30" />
<sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="999"
inkscape:window-height="674"
id="namedview28"
showgrid="false"
inkscape:zoom="0.45667313"
inkscape:cx="411.97319"
inkscape:cy="348.18566"
inkscape:window-x="0"
inkscape:window-y="0"
inkscape:window-maximized="0"
inkscape:current-layer="g6" />
<g
id="g4" />
<g
transform="matrix(1.2067399,0,0,1.2067399,406.63563,317.6715)"
id="g6">
<text
transform="scale(0.94939183,1.0533059)"
style="font-size:113.19654083px;font-family:Impact;text-anchor:middle;fill:#4d4d4d;"
id="text8"
x="152.4911"
y="2.4809942">café</text>
<text
transform="scale(0.94939183,1.0533059)"
style="font-size:113.19654083px;font-family:Impact;text-anchor:middle;fill:#4d4d4d;"
id="text10"
x="217.01314"
y="-135.61879">manhã</text>
<text
transform="scale(0.94939183,1.0533059)"
style="font-size:98.48098755px;font-family:Impact;text-anchor:middle;fill:#4d4d4d;"
id="text12"
x="221.541"
y="85.114464">atendimento</text>
<text
transform="scale(0.94939183,1.0533059)"
style="font-size:98.48098755px;font-family:Impact;text-anchor:middle;fill:#4d4d4d;"
id="text14"
x="-68.242142"
y="-12.234556">preço</text>
<text
transform="scale(0.94939183,1.0533059)"
style="font-size:80.36954498px;font-family:Impact;text-anchor:middle;fill:#4d4d4d;"
id="text16"
x="94.76088"
y="151.90042">estacionamento</text>
<text
transform="scale(0.94939183,1.0533059)"
style="font-size:80.36954498px;font-family:Impact;text-anchor:middle;fill:#4d4d4d;"
id="text18"
x="-187.09851"
y="-131.09093">bebidas</text>
<text
transform="scale(0.94939183,1.0533059)"
style="font-size:54.33433914px;font-family:Impact;text-anchor:middle;fill:#4d4d4d;"
id="text20"
x="-176.91081"
y="199.44298">frigobar</text>
<text
transform="scale(0.94939183,1.0533059)"
style="font-size:54.33433914px;font-family:Impact;text-anchor:middle;fill:#4d4d4d;"
id="text22"
x="154.75504"
y="194.91512">quarto</text>
<text
transform="scale(0.94939183,1.0533059)"
style="font-size:54.33433914px;font-family:Impact;text-anchor:middle;fill:#4d4d4d;"
id="text24"
x="-248.22464"
y="-83.548378">banheiro</text>
<text
transform="scale(0.94939183,1.0533059)"
style="font-size:54.33433914px;font-family:Impact;text-anchor:middle;fill:#4d4d4d;"
id="text26"
x="-176.91081"
y="-200.14081">cortinas</text>
</g>
</svg>
|
|
{
"bytes": 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"path": "d6adb4169fab32aa0400917208a68ab2f9c42b87ba5348fceaa0a15e42374e1a.png"
}
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Generate code for a svg of a a diagram of a computer system with a number of different devices
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align-items: unsafe center; justify-content: unsafe center; width: 214px; height: 1px; padding-top: 64px; margin-left: 206px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; font-weight: bold; white-space: normal; word-wrap: normal; ">Runs one or more closely related containers</div></div></div></foreignObject><text x="313" y="68" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle" font-weight="bold">Runs one or more closely related con...</text></switch></g><rect x="205" y="144" width="216" height="60" fill="#ffffff" stroke="#000000" stroke-width="2" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 214px; height: 1px; padding-top: 174px; margin-left: 206px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; font-weight: bold; white-space: normal; word-wrap: normal; ">Sets up networking in a Kubernetes Cluster</div></div></div></foreignObject><text x="313" y="178" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle" font-weight="bold">Sets up networking in a Kubernetes C...</text></switch></g><rect x="41" y="4" width="40" height="20" fill="none" stroke="none" pointer-events="all"/><g transform="translate(-0.5 -0.5)"><switch><foreignObject style="overflow: visible; text-align: left;" pointer-events="none" width="100%" height="100%" requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"><div xmlns="http://www.w3.org/1999/xhtml" style="display: flex; align-items: unsafe center; justify-content: unsafe center; width: 38px; height: 1px; padding-top: 14px; margin-left: 42px;"><div style="box-sizing: border-box; font-size: 0; text-align: center; "><div style="display: inline-block; font-size: 12px; font-family: Helvetica; color: #000000; line-height: 1.2; pointer-events: all; font-weight: bold; white-space: normal; word-wrap: normal; ">Object Type</div></div></div></foreignObject><text x="61" y="18" fill="#000000" font-family="Helvetica" font-size="12px" text-anchor="middle" font-weight="bold">Object...</text></switch></g></g><switch><g requiredFeatures="http://www.w3.org/TR/SVG11/feature#Extensibility"/><a transform="translate(0,-5)" xlink:href="https://www.diagrams.net/doc/faq/svg-export-text-problems" target="_blank"><text text-anchor="middle" font-size="10px" x="50%" y="100%">Viewer does not support full SVG 1.1</text></a></switch></svg>
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{
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"path": "b18aa1e9ccfa5b3ab074d45b747cf36be97fc5da993c5fe855dabb56ca7c2378.png"
}
|
Generate code for a svg of a a close up of a white arrow on an orange square
|
<svg xmlns="http://www.w3.org/2000/svg" width="16" height="16" version="1">
<rect fill="#f07826" width="16" height="16" x="0" y="0" rx=".8" ry=".8"/>
<path fill="#ffffff" d="m9 3 2-1v11l-2 1z"/>
<path fill="#ffffff" d="m3 7.5 0.134-2.2321 9.526 5.5001-0.134 2.232z"/>
<path fill="#ffffff" d="m3.866 10-1.866-1.232 9.526-5.5 1.866 1.232z"/>
</svg>
|
|
{
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"path": "emoji_u1f64e_200d_2640.png"
}
|
Generate code for a svg of a woman pouting
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
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<stop offset="0.7936" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
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<linearGradient id="SVGID_1_" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="84.2565" y2="123.6627">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.5233" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
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<linearGradient id="hand_1_" gradientUnits="userSpaceOnUse" x1="26.3099" x2="53.2703" y1="99.818" y2="99.818">
<stop offset="0.5" style="stop-color:#FFCA28"/>
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<path d="M47.95,124c11.25-1.44,31.69-10.89,32.27-11.4c0.58-0.51,0.2-1.99,0.2-1.99s12.52-5.18,13.2-4.26 s0.36,1.24-0.57,1.87c-0.66,0.44-11.06,4.66-15.73,7.67c-7.33,4.71-14.24,8.06-14.24,8.06L47.95,124z" style="fill:#1A237E;"/>
<linearGradient id="hand_2_" gradientUnits="userSpaceOnUse" x1="68.5775" x2="94.0704" y1="104.21" y2="104.21">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="hand_8_" d="M68.58,98.96c0,0,7.59,3.01,11.85,11.65c0,0,1.88-0.24,4.34-1.06 s3.35-1.65,4.92-1.93c1.57-0.28,3.96-0.34,4.26-0.87c0.8-1.42-2.11-6.15-7.32-7.79C78.41,96.37,68.58,98.96,68.58,98.96z" style="fill:url(#hand_2_);"/>
<path id="tone_11_" d="M31.3,106.12c0.35-0.46,1.2-1.23,1.7-1.66c1.55-1.35,3.77-2.52,6.16-3.2 c0.28-0.08,0.58,0.08,0.66,0.37c0.08,0.28-0.08,0.58-0.37,0.66c-2.93,0.83-4.95,2.02-6.51,3.57c0,0-0.27,0.08-0.78,0.2 C31.78,106.14,31.3,106.12,31.3,106.12z" style="fill:#EDA600;"/>
<path id="tone_7_" d="M27.91,103.19c2.72-3.21,5.75-4.16,9.1-5.02c0.28-0.07,0.58,0.1,0.65,0.39 s-0.1,0.58-0.39,0.65c-3.16,0.81-5.56,1.77-7.62,3.76c0,0-0.31,0.14-0.73,0.2C28.37,103.25,27.91,103.19,27.91,103.19z" style="fill:#EDA600;"/>
<path id="tone_5_" d="M27.03,98.4c1.9-1.7,4.35-2.88,7.63-3.67c0.29-0.06,0.58,0.11,0.65,0.4 c0.07,0.29-0.11,0.58-0.4,0.65c-3.04,0.73-5.32,1.8-7.07,3.34c0,0-0.27-0.09-0.46-0.24C27.19,98.71,27.03,98.4,27.03,98.4z" style="fill:#EDA600;"/>
<path id="neck_1_" d="M71.81,77.11H56.19v8.59c0,3.88,3.18,7.03,7.11,7.03h1.42c3.92,0,7.11-3.15,7.11-7.03 L71.81,77.11L71.81,77.11z" style="fill:#E59600;"/>
<path id="head_1_" d="M63.99,13.54c-14.74,0-28.4,10.96-28.4,34.21c0,18.68,11.56,29.72,21.63,33.28 c2.4,0.85,4.71,1.28,6.77,1.28c2.04,0,4.35-0.42,6.73-1.26c10.08-3.55,21.67-14.6,21.67-33.29C92.39,24.51,78.73,13.54,63.99,13.54 z" style="fill:#FFCA28;"/>
<path id="eye" d="M54.1,50.21c0,1.33-0.58,2.53-1.49,3.33H47.1c-0.91-0.8-1.49-2-1.49-3.33 c0-2.43,1.9-4.39,4.24-4.39C52.2,45.82,54.1,47.78,54.1,50.21z" style="fill:#404040;"/>
<path id="eye_3_" d="M82.38,50.21c0,1.33-0.58,2.53-1.49,3.33h-5.51c-0.91-0.8-1.49-2-1.49-3.33 c0-2.43,1.9-4.39,4.24-4.39C80.48,45.82,82.38,47.78,82.38,50.21z" style="fill:#404040;"/>
<path id="eyebrow" d="M56.24,42.47c-0.8-1.06-2.64-2.59-6.22-2.59c-3.58,0-5.43,1.54-6.22,2.59 c-0.35,0.46-0.27,1.01-0.02,1.33c0.22,0.3,0.89,0.58,1.63,0.34c0.74-0.25,2.19-1,4.6-1.02c2.42,0.02,3.86,0.77,4.6,1.02 c0.74,0.25,1.41-0.03,1.63-0.34C56.51,43.48,56.59,42.94,56.24,42.47z" style="fill:#6D4C41;"/>
<path id="eyebrow_3_" d="M84.2,42.47c-0.8-1.06-2.64-2.59-6.22-2.59c-3.58,0-5.43,1.54-6.22,2.59 c-0.35,0.46-0.27,1.01-0.02,1.33c0.22,0.3,0.89,0.58,1.63,0.34c0.74-0.25,2.19-1,4.6-1.02c2.42,0.02,3.86,0.77,4.6,1.02 c0.74,0.25,1.41-0.03,1.63-0.34C84.47,43.48,84.55,42.94,84.2,42.47z" style="fill:#6D4C41;"/>
<path id="nose_3_" d="M67.32,58.17c-0.09-0.03-0.18-0.06-0.28-0.07h-6.08c-0.09,0.01-0.19,0.03-0.28,0.07 c-0.55,0.22-0.85,0.79-0.59,1.4c0.26,0.61,1.47,2.31,3.91,2.31c2.44,0,3.66-1.71,3.91-2.31C68.17,58.96,67.87,58.39,67.32,58.17z" style="fill:#E59600;"/>
<path id="mouth_3_" d="M72.25,70.09c-0.41-1.47-4.05-4.81-8.5-4.81c-4.48,0-7.61,3.65-7.99,4.8 c-0.02,0.07-0.09,0.28,0.06,0.4c0.2,0.15,0.45-0.01,1.21-0.5c1.36-0.88,3.9-2.51,6.8-2.51c2.74,0,5.29,1.54,6.81,2.46 c0.71,0.43,1.1,0.67,1.35,0.67c0.07,0,0.13-0.02,0.18-0.06C72.34,70.41,72.28,70.17,72.25,70.09z" style="fill:#795548;"/>
<path id="tone_8_" d="M63.9,71.88c2.46,0,4.54,1.34,4.34,0.62c-0.21-0.72-2.13-2.51-4.48-2.51 c-2.35,0-4.01,1.91-4.21,2.51C59.36,73.11,61.44,71.88,63.9,71.88z" style="fill:#EDA600;"/>
<path id="hair_1_" d="M64.38,3.33c-35.15,0-34.87,32.5-34.87,33.02c0,0-0.84,14.17-0.35,21.71l6.76-0.01 c-0.05-2.5,1.7-17.97,6.93-19.15c19.17-4.31,30.01-14.47,30.01-14.47c2.82,6.16,11.64,12.17,14.81,14.45 c2.6,1.88,3.49,15.9,3.44,19.19h7.51c0-0.04,0.02-0.09,0.02-0.13c0.48-7.5-0.36-21.58-0.36-21.58 C98.27,35.84,99.53,3.33,64.38,3.33z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_2_" cx="64.1815" cy="73.7718" gradientTransform="matrix(1 0 0 -1.2135 0 143.94)" gradientUnits="userSpaceOnUse" r="42.9265">
<stop offset="0.7945" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights_6_" d="M64.38,3.33c-35.15,0-34.87,32.5-34.87,33.02 c0,0-0.84,14.17-0.35,21.71l6.76-0.01c-0.05-2.5,1.7-17.97,6.93-19.15c19.17-4.31,30.01-14.47,30.01-14.47 c2.82,6.16,11.64,12.17,14.81,14.45c2.6,1.88,3.49,15.9,3.44,19.19h7.51c0-0.04,0.02-0.09,0.02-0.13 c0.48-7.5-0.36-21.58-0.36-21.58C98.27,35.84,99.53,3.33,64.38,3.33z" style="fill:url(#hairHighlights_2_);"/>
</g>
</svg>
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Generate code for a svg of a a gray elephant flapping its ears.
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<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="#8b8b94" d="m43 32 1 1-2 3 4 8q3-3 5 1h-7l-1-3q-1-3-2 0-2 3 1 6h2q-3 6 2 12l-5 1-5-14-7-8q2-5 6-8 3-1 8 1"/><path fill="#929298" d="M61 45q-1-6-3-1-1-4-2 0-1-7 3-12-3 0-5 3-3-1-1-3 11-4 13 9z"/><path fill="#9ea0a7" d="M43 32h4q-1 2 1 5l5-5q-2 2 1 3l-3 10q-2-4-5-1l-4-8 2-3z"/><path fill="#52586e" d="M44 45q-2 0-2 3-3-3-1-6 1-3 2 0z"/><path fill="#797c86" d="M61 45q-3 1-3 5h-3q-1-5-4-5l3-10q2-3 5-3-4 5-3 12 1-4 2 0 2-5 3 1"/><path fill="#c8cacf" d="M44 45h7q3 0 4 5l-2-1-9-2v1h-2q0-3 2-3"/><path fill="#545c6d" d="m53 49-2 8v-5q-9-1 0-2-3-2-5-1v11q-5-6-2-12v-1z"/><path fill="#b4b7bc" d="M51 55h-4l-1 5V49q2-1 5 1-9 1 0 2z"/><path fill="#8e8e95" d="m53 49 2 1h3q-3 4-1 10l-5 1-1-4z"/></svg>
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{
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Generate code for a svg of a bright green vines hanging from an ancient tree.
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<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="#d5eaa4" d="M64 0h32v39l-3-4 1-4-2-1q3-6-1-1l-2 6-1-1-3 5-4-2v-7l5-3q-3-2-5 1l-1-8q-1-5-3-2 3 3 2 8l-2 2q-3-3-5-2v3l-3 1-3-2 2-6q2-4 6-6l2-2q-3-8 2-1 3 0 0-3 2-1 1-3-1-3-3 0l-1-3-1 5-2-8-3 3-5 6z"/><path fill="#77a028" d="m45 2-3 3-2 1q-1-6 5-4"/><path fill="#d0e99b" d="M53 0h9v7h-3q-1 8 2 1l1 4-8 5-1-2z"/><path fill="#a8c264" d="m40 6 2-1 2 8-2 2q-2-2-1 1 0 4-4 4 0-3 2-4l-4-2 2-1h3q-4-2-1-5-5-2-4-5 3-1 5 3"/><path fill="#a6a772" d="M46 0h4v12l1-12h2v15l-4 14-2-16q-3-3-3 0l-2-8 3-3z"/><path fill="#daeba6" d="m50 0-1 12z"/><path fill="#c0d58a" d="m74 16-2-2q-5 3-7 9-3-6 0-12 1-2 4-2l-2 5 1 2q0-6 4-7-4-2 0-5h-3l3-3 2 8 1-5 1 3q2-3 3 0 1 2-1 3 3 3 0 3-5-7-2 1z"/><path fill="#a9c25c" d="M31 10v2q-2 0-1 3-7-1-1 2-2 5-6 2l-1-7 1-7q2-3 5 0-3 0-1 3z"/><path fill="#d5eaa2" d="M12 0h34l-1 2q-6-2-5 4-2-4-5-3-1 3 4 5-3 3 1 5h-3l-2 1 4 2q-2 1-2 4h-2l-1-6v-3h3V8q-3-1-4 2-1-18-2 0l-4-2q-2-3 1-3-3-3-5 0l-1 7-1 1q0-3-2-3l-2 6h-6l7 3q-4 0-6 3h4l2 2-1 16 2 9-2 5q-2-4 1-6l-1-1q-4 3-1 9-4 3-1 7l1-5 1 13 3 4q-9-3-7-10l-2-7-4-6-1-8q2-4-1-8 1-3 4-2l-3-6v-7q0-7 6-12-3-4 2-5-6 0-1-3z"/><path fill="#707731" d="m34 14-3-2v-2q1-18 2 0 1-3 4-2v3h-3z"/><path fill="#a9c451" d="m49 17-3 6q-3-6-2-10 0-3 3 0z"/><path fill="#949557" d="M62 0h2v10l5-6h3q-4 3 0 5-4 1-4 7l-1-2 2-5q-3 0-4 2-3 6 0 12l1 2q0-3 2-3l-2 6 3 2-5 2q0-4-2-5V12l-1-4q-3 7-2-1h3z"/><path fill="#cfe29f" d="M41 16q3 4 2 11h-2l-1-1-3-6q4 0 4-4"/><path fill="#99b757" d="M30 29q-3-1-2-3v-6q2-3 3 0 1 5-1 9"/><path fill="#bbd481" d="M62 14v13q0 6-6 7-7-14 6-20"/><path fill="#584627" d="M74 16q-4 2-6 6-2 0-2 3l-1-2q2-6 7-9z"/><path fill="#bdd77f" d="m21 13-1 3q-1-3-1 0v4q5 0 8 6-1 3-2 0-3 3-6 0l-1-2-2-2h-4q2-3 6-3l-7-3h6l2-6q2 0 2 3"/><path fill="#8ec042" d="M35 20h2l3 6-4-1 1-2q-2-1-2-3"/><path fill="#5c4b27" d="m22 12 1 7q4 3 6-2-6-3 1-2-1-3 1-3l3 2 1 6q0 2 2 3l-1 2 4 1 1 1h-5l-2 8-4-6q2-4 1-9-1-3-3 0v6h-1q-3-6-8-6v-4q0-3 1 0l1-3z"/><path fill="#629b14" d="M33 27q2 0 1 3-2-1-1-3"/><path fill="#7aba18" d="m69 35-2 2q-2-1-1-3 2-1 3 1"/><path fill="#d5e8a2" d="M19 26q3 3 6 0 1 3 2 0h1q-1 2 2 3l4 6q0 5-3 2-4 4 0 2l2 2-2 5 2 5 1 20h2l-1-25h7l1 1-4 3q0 2 3 2l-2 18-2 6 2 2q-2 2-1 6-3 2-3 5l-2-3h-2l-1-7-6-7-3 4-1-1 1-1q-6-5-4-12l5-23q-3-2-4-1z"/><path fill="#86b235" d="M22 34h3q-1 5-3 0"/><path fill="#6a8524" d="m50 38-3 6q-2-1-1-3h-5l-1-1q-1-2 1-2z"/><path fill="#d5e9a7" d="M81 30v7l4 2-2 6 1 1q-2 1-2 4v4l3 1q-1 3 3 2l6 3q-1 2 1 3-4 0-1 3l-3 1-2 5 2 10q-3 5-6 2-3 1-5-2l-2 4-5 2q1 3-3 5l-8-4-13 1v-1l10-1q-6-18-1-35v-1l1-8 5-5q2 7-1 16l1 2q-3 1-1 4l2-4h5q-7-4 1-4v-5h-1v4q-6-3-4-7 5 2 3-3 0-3 3 0l1-3q-7 0-3-4 4-5 11-5"/><path fill="#d9ecab" d="M0 0h12l1 1q-5 3 1 3-5 1-2 5-6 5-6 12v7l3 6q-3-1-4 2 3 4 1 8l1 8 4 6 2 7q-2 7 7 10h1l1 1 3-4 6 7 1 7h2l2 3h13v1H39q11 0 0 3l1 3H0z"/><path fill="#82a838" d="M19 38q1-1 4 1-3 2 0 3l-2 2q-3-3-2-6"/><path fill="#96b254" d="m36 37 4 3 1 1 2 2 1 7h3v3l-5-1q-3 0-3-2l4-3-1-1h-7q-1-6 1-9"/><path fill="#543c27" d="M62 12v2q-13 6-6 20 6-1 6-7 2 1 2 5l5-2 3-1h8l-1-3q1-5-2-8 2-3 3 2l1 8q2-3 5-1l-5 3q-7 0-11 5h-1q-1-2-3-1-1 2 1 3l-3 2-5 5-1 8q-4-3-5 1l2 2q0-2 3-2-5 17 1 35l-10 1H36q0-3 3-5l2-4q3 4 4-2-7-1-1-1v-3q-4-1-6 2l2-6 2-18 5 1v-3h-3l-1-7-2-2h5q-1 2 1 3l3-6h-9q-2 0-1 2l-4-3q0-2-2-2l2-8h7q1-7-2-11-1-3 1-1l2-2q-1 4 2 10l3-6v12l4-14 1 2z"/><path fill="#74a229" d="M52 43q6 3-1 4-1-3 1-4"/><path fill="#8cb931" d="m50 38 1-3q5-3 3 2z"/><path fill="#8eb845" d="M51 35q-3-1-1-2z"/><path fill="#81c829" d="M46 32q2 0 1 2z"/><path fill="#9dc94d" d="m47 24 1 6-3-1z"/><path fill="#98b450" d="m79 26 1 3h-8v-3q2-1 5 2z"/><path fill="#79a033" d="M72 18q6 0 1 3-2-1-1-3"/><path fill="#5a7f1f" d="M53 48q2 0-1 3z"/><path fill="#6da61b" d="M58 52q-3 0-3 2l-2-2q1-4 5-1"/><path fill="#b1c679" d="M69 35q-4 4 3 4l-1 3q-3-3-3 0 2 5-3 3-2 4 4 7v-4h1v5q-8 0-1 4h-5l-2 4q-2-3 1-4l-1-2q3-9 1-16l3-2z"/><path fill="#85cf21" d="M47 54q2 0 1 2z"/><path fill="#5b970e" d="m50 58-2 3q-2-1-1-3z"/><path fill="#84b02e" d="M42 58h3l-2 4q-2-3-1-4"/><path fill="#56731c" d="M50 58q3 1 3 7l-5-4z"/><path fill="#8abf30" d="M45 63h3v3q-6 0-3-3"/><path fill="#5f7b1d" d="M49 65h2q-2 2-1 3 2-3 3 0 0 7-4 1l-1 1z"/><path fill="#939a58" d="M34 35q2 0 2 2-2 3-1 9l-2 5-2-5 2-5-2-2q-4 2 0-2 3 3 3-2"/><path fill="#b5bf81" d="m18 24 1 2v12q-1 3 2 6l-3 18q-2 7 4 12l-1 1h-1l-3-4-1-13-1 5q-3-4 1-7-3-6 1-9l1 1q-3 2-1 6l2-5-2-9z"/><path fill="#697023" d="M52 74q5 2 0 3z"/><path fill="#668222" d="M39 84q-1-4 1-6l-2-2q2-3 6-2v3q-6 0 1 1-1 6-4 2z"/><path fill="#daeeab" d="M96 39v57H40l-1-3q11-3 0-3h10l13-1 8 4q4-2 3-5l5-2 2-4q2 3 5 2 3 3 6-2l-2-10 2-5 3-1q-3-3 1-3-2-1-1-3l-6-3q-4 1-3-2l-3-1v-4q0-3 2-4l-1-1 2-6 3-5 1 1 2-6q4-5 1 1l2 1-1 4z"/></svg>
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a yellow and green street signs above a train platform:My primary focus is to capture the visual essence of a train platform, emphasizing its dynamic and visually appealing design. I aim to create a sense of movement and a sense of scale, drawing attention to the platform's shape and the surrounding environment. The yellow and green color scheme is chosen to evoke a sense of energy and optimism, while the green provides a subtle contrast that adds a touch of sophistication and a sense of stability. The details are carefully considered to ensure the signs are clear, legible, and visually engaging, reflecting the train's purpose and the overall aesthetic of the platform.
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Generate code for a svg of a yellow and green street signs above the train platform.
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<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="#f7e847" d="M0 0h96v45q-10 8-16 18l-3 3q-1-1-3 1l-5-5q0-3 3-7-3-3-4-1l1 2-2 7v-6H50V45H40l-1-8q-5 9 7 10v9H31l-2 10 1 2 1-10q12-2 21 1h-4v6l3 1v-3h3v-3l2 2 2-1 1 6 1-4-2-4q0-3 8-1v10l-17 1h-7q6 0 5 7h-6l-1-6q-10-1-3 5L0 76z"/><path fill="#666925" d="M47 38q3 0 3 4l-3-1z"/><path fill="#767a2b" d="M51 38h5l1 4h-6z"/><path fill="#7d7b2e" d="M42 38h4v4q-3-1-4 1z"/><path fill="#4f6a36" d="M46 48v-1q0-3 3 0z"/><path fill="#f3f7c0" d="M96 45v4L86 59l-6 6v-2q6-10 16-18"/><path fill="#f1e786" d="M96 49v12l-7 4-3-6z"/><path fill="#b9ca7b" d="m86 59 3 6-8 7q-7 3-12 9l8-15 3-3v2z"/><path fill="#557b2a" d="M96 61v24H82q-2 3-1 6l-4-2v2l-3-4h-6l12-4 1-11 8-7z"/><path fill="#f1e14c" d="M77 66 63 89q-3 3-6 1l-2 2q-2-5-5-7-2-3-1-4l5-3h-2q-1-2-3-1v-8l17-1V58q-8-2-8 1l-2 1 2 1-2 1-2-2-2-1q-9-3-21-1l-1 10-1-2 2-10h15v-8l3-1q-3-3-3 0-12-1-7-10l1 8h10v12h17v6l2-7-1-2q1-2 4 1-3 4-3 7l5 5q2-2 3-1"/><path fill="#747c45" d="m58 59 2 4-1 4-1-6-2-1z"/><path fill="#5a5233" d="M38 61q2-3 3 0l1 5-4-1q0-3 1 0 1-3-1-4"/><path fill="#5d5e35" d="m43 60 3 6h-3z"/><path fill="#6b6534" d="m38 61-2 5h-3l2-2q-4-6 3-3"/><path fill="#969747" d="m52 59 2 1v3h-3v3l-3-1v-6z"/><path fill="#718d4c" d="M49 69v8q2-1 3 1h-3v3q-1 1 1 4-2 5-1 11h-2V77l-6-1h6q1-7-5-7z"/><path fill="#131a1b" d="m41 76 6 1v19H0V76l37-1q-7-6 3-5z"/><path fill="#262921" d="M52 78h2l-5 3v-3z"/><path fill="#4e6e38" d="m81 72-1 11-12 4h6l3 4-1 1q-8 0-13-3l6-8q5-6 12-9"/><path fill="#335a23" d="M96 85v5q-9-1-15 1-1-3 1-6z"/><path fill="#1f2722" d="M50 85q3 2 5 7l2-2q3 2 6-1 5 3 13 3l20 3v1H84l-20-3q-6-3-7 3h-8q-1-6 1-11"/><path fill="#355136" d="M81 91q6-2 15-1v5l-20-3 1-1v-2z"/><path fill="#707c34" d="m64 93 20 3H65z"/><path fill="#d6a62a" d="m64 93 1 3h-8q1-6 7-3"/></svg>
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",
"path": "emoji_u1f590.png"
}
|
Generate code for a svg of a hand with fingers splayed
|
<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="M20.52,69.41c-0.5-7.06-6.99-28.77-7.83-32.13c-1.02-4.1-1.08-8,2.23-9.31 c3.54-1.4,6.56-0.33,8.66,5.4c0,0,7.82,18.99,10.11,24.55c0.36,0.87,1.24,1.96,2.81,1.54c1.33-0.36,1.57-1.72,1.4-2.72 c-1.19-6.88-5.18-30.66-5.52-34.67c-0.56-6.7,1.12-9.01,4.42-9.48c3.91-0.56,6.43,1.66,7.45,6.97l7.75,36.21 c0.2,0.94,1.06,1.58,2.02,1.51c0.12-0.01,0.25-0.02,0.37-0.03c0.98-0.08,1.74-0.88,1.76-1.87c0.15-7.65,0.79-38.13,1.37-43.4 c0.67-6.09,3.07-7.94,6.23-7.94c3.76,0,5.94,1.71,6.61,8.15c0.66,6.36,0.69,36.01,0.6,43.68c-0.01,1,0.75,1.84,1.75,1.93 c0.02,0,0.03,0,0.05,0c0.95,0.08,2.14-0.52,2.35-1.45c1.53-6.6,6-31.95,7.53-37.18c1.77-6.05,4.77-6.72,8.15-6 c3.45,0.73,4.33,4.6,3.49,9.63c-0.48,2.87-3.86,30.76-4.18,38.32c-0.29,6.94,1.3,16.48,1.3,16.48 c7.36-13.08,22.64-19.43,28.03-11.73c0.76,1.08,1.03,4.23-2.32,7.57c-2.47,2.46-6.6,6.02-11.29,12.93 C94.83,102.54,91.21,124,59.76,124c-17.51,0-27.8-7.39-32.98-19.01C20.52,90.91,21.02,76.47,20.52,69.41z" style="fill:#FFCA28;"/>
<g>
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"path": null
}
|
Generate code for a svg of a depiction of a computer monitor with a pencil protruding from it.
|
<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<path style="fill:#2D2D2D;" d="M0,376V52c0.104-5.704,4.696-10.296,10.4-10.4h491.2c5.704,0.104,10.296,4.696,10.4,10.4v324H0z"/>
<g>
<path style="fill:#BCBCBC;" d="M512,376v41.6c-0.104,5.704-4.696,10.296-10.4,10.4H10.4c-5.704-0.104-10.296-4.696-10.4-10.4V376
H512z"/>
<rect x="146.4" y="501.6" style="fill:#BCBCBC;" width="219.2" height="10.4"/>
</g>
<polygon style="fill:#2D2D2D;" points="328.8,501.6 183.2,501.6 193.6,428 318.4,428 "/>
<rect x="20.8" y="62.4" style="fill:#FFFFFF;" width="470.4" height="292.8"/>
<polygon points="318.4,428 193.6,428 187.792,469.08 320.272,441.224 "/>
<polygon style="fill:#D8D6D6;" points="90.12,331.76 183.12,307.424 421.88,68.664 353.216,0 114.456,238.76 "/>
<polyline style="fill:#6B6B6B;" points="103.464,280.76 90.12,331.76 141.12,318.416 "/>
<rect x="344.2" y="23.948" transform="matrix(0.7071 -0.7071 0.7071 0.7071 51.0675 268.286)" width="10.368" height="97.103"/>
<rect x="104.524" y="117.627" transform="matrix(0.7071 -0.7071 0.7071 0.7071 -42.6179 229.4677)" width="302.317" height="97.103"/>
<rect x="334.698" y="7.671" transform="matrix(0.7071 -0.7071 0.7071 0.7071 67.3419 275.0236)" style="fill:#E21B1B;" width="61.911" height="97.103"/>
<g style="opacity:0.25;">
<polygon style="fill:#FFFFFF;" points="90.12,331.76 388.832,35.616 353.216,0.008 114.496,238.72 "/>
</g>
<g>
<polygon style="fill:#666666;" points="172.744,296.968 170.912,295.128 200.512,265.528 200.512,252.576 261.952,191.144
278.352,191.144 323.6,145.896 344.504,145.896 342.04,148.488 324.672,148.488 279.424,193.736 263.024,193.736 203.104,253.648
203.104,266.6 "/>
<polygon style="fill:#666666;" points="126.256,250.536 124.424,248.704 234.408,138.76 234.408,130.384 292.856,71.944
292.856,60.368 295.448,57.848 295.448,73.016 237,131.456 237,139.832 "/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a crystalline waterfall cascading into a hexagonal pool
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<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="#f4f7f5" d="M0 0h96v96H0z"/><path fill="#72a6b2" d="M55 51q6-1 13 1-3 0-3 2H55z"/><path fill="#75aeb5" d="M35 60q-3-1-4 1l-5-6q6-4 9 5"/><path fill="#8dbfca" d="m68 52 4 3-7 7-2-4 2-4q0-2 3-2"/><path fill="#b1d2d6" d="M50 51h5v7h-5q-4-3-3-6z"/><path fill="#88c0c7" d="M43 51v7h-1q-4 0-7 2-3-9-9-5l5 6-4 5q-7-6-2-12l2-3z"/><path fill="#d7e7e7" d="M43 51h7l-3 1q-1 3 3 6h-7z"/><path fill="#f3f9f7" d="M42 58h13l-3 2h-9z"/><path fill="#56909d" d="m65 54-2 4-6 1-1-1h-1v-4z"/><path fill="#a4d1db" d="m72 55 4 2q-3 6-9 10-3-2-2-5z"/><path fill="#a6d0d9" d="M25 54q-5 6 2 12l1 3q-8-2-8-8-1-6 5-7"/><path fill="#66b8be" d="m63 58 2 4q-1 3 2 5l-1 2h-1l-1-5-3-1-4-4z"/><path fill="#bedfe6" d="M76 57v9l-10 3 1-2q6-4 9-10"/><path fill="#87d0d0" d="m35 60 2 2q2-2 5-2l-2 7 3 1q1 3 5 1l7 4-2 1H35l-7-5-1-3 4-5q1-2 4-1"/><path fill="#9adcd9" d="m42 58 1 2h10v4l-9 1q3 5-1 3l-3-1 2-7q-3 0-5 2l-2-2q3-2 7-2"/><path fill="#86d7d5" d="m56 58 4 4 3 1 1 5-10 4-7-4q-4 2-5-1 4 2 1-3l9-1v-4z"/></svg>
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{
"bytes": 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"path": "emoji_u26f9_1f3fc_200d_2640.png"
}
|
Generate code for a svg of a woman bouncing ball: medium-light skin tone
|
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Generate code for a svg of a a green and white striped tent pitched in the park.
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",
"path": null
}
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Generate code for a svg of a flat design icon depicting a server with a speech bubble, featuring a long shadow.
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<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512.002 512.002" style="enable-background:new 0 0 512.002 512.002;" xml:space="preserve">
<circle style="fill:#FF5419;" cx="256.001" cy="256" r="256"/>
<path style="fill:#C92F00;" d="M512.001,256c0-17.83-1.827-35.233-5.298-52.034L362.597,59.859l-83.897,70.584l13.222,13.222
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<g>
<path style="fill:#D0D1D3;" d="M355.268,227.556h-99.843v199.111h99.843c8.013,0,14.51-6.496,14.51-14.51V242.064
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<rect x="142.223" y="256" style="fill:#D0D1D3;" width="227.556" height="28.444"/>
<rect x="142.223" y="312.889" style="fill:#D0D1D3;" width="227.556" height="28.444"/>
<rect x="142.223" y="369.778" style="fill:#D0D1D3;" width="227.556" height="28.444"/>
</g>
<g>
<rect x="255.432" y="256" style="fill:#A6A8AA;" width="114.347" height="28.444"/>
<rect x="255.432" y="312.889" style="fill:#A6A8AA;" width="114.347" height="28.444"/>
<rect x="255.432" y="369.778" style="fill:#A6A8AA;" width="114.347" height="28.444"/>
</g>
<path style="fill:#FEE187;" d="M353.114,56.889H158.888c-9.204,0-16.665,7.461-16.665,16.665v80.431
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c9.204,0,16.665-7.461,16.665-16.665V73.554C369.779,64.35,362.318,56.889,353.114,56.889z"/>
<path style="fill:#FFC61B;" d="M353.114,56.889h-97.687v147.604c2.889,0.209,5.879-1.143,7.449-4.087l15.881-29.756h74.357
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<g>
<circle style="fill:#6CAF5F;" cx="345.644" cy="270.222" r="7.758"/>
<circle style="fill:#6CAF5F;" cx="345.644" cy="326.68" r="7.758"/>
<circle style="fill:#6CAF5F;" cx="345.644" cy="383.569" r="7.758"/>
</g>
<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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</svg>
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",
"path": "emoji_u1f469_1f3fb_200d_2764_200d_1f469_1f3fc.png"
}
|
Generate code for a svg of a couple with heart: woman, woman, light skin tone, medium-light skin tone
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="hair_8_">
<path id="hair_9_" d="M5.43,74.62c0.06-0.26,4.95-29.34,30.8-27.08c15.04,1.31,25.48,11.52,25.6,26.61 c0.04,5.32,0.22,14.51-0.22,18.69c-1.83,17.58-7.74,28.43-8.53,28.63c-4.16,1.02-41.34,3.35-44.09-2.23 C2.65,106.44,3.99,83.56,5.43,74.62z" style="fill:#312D2D;"/>
</g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(-1 0 0 1 1241.6432 0)" gradientUnits="userSpaceOnUse" x1="1210.7977" x2="1210.7977" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#530EEB"/>
<stop offset="1" style="stop-color:#651FFF"/>
</linearGradient>
<path d="M27.08,111.11h3.76h3.76c8.69-0.66,21.56,3.24,24.47,12.89H30.85H2.61 C5.52,114.36,18.39,110.45,27.08,111.11z" style="fill:url(#SVGID_1_);"/>
<path id="neck_2_" d="M30.61,117.83L30.61,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54h13.61v4.54 C37.41,114.79,34.36,117.83,30.61,117.83z" style="fill:#EDC391;"/>
<g id="face_1_">
<g id="head_1_">
<path d="M37.51,55.63L37.51,55.63L37.51,55.63C25.36,54.14,13,61.79,10.64,80.95 c-1.89,15.39,6.52,25.66,14.46,29.61c1.89,0.94,3.76,1.53,5.45,1.74c1.68,0.21,3.62,0.09,5.67-0.36 c8.66-1.9,19.33-9.84,21.23-25.25C59.8,67.53,49.66,57.12,37.51,55.63z" style="fill:#F9DDBD;"/>
</g>
<path id="nose_1_" d="M36.63,94.22c-0.07-0.04-0.14-0.07-0.22-0.08l-4.94-0.61c-0.08,0-0.15,0.01-0.23,0.03 c-0.47,0.13-0.77,0.56-0.62,1.08c0.15,0.52,0.96,2.03,2.94,2.27c1.98,0.24,3.13-1.02,3.41-1.49 C37.25,94.95,37.06,94.46,36.63,94.22z" style="fill:#DBA689;"/>
<g id="eyebrows_1_">
<path d="M29.03,80.21c-0.55-0.95-1.91-2.4-4.85-2.76s-4.61,0.71-5.37,1.5c-0.34,0.35-0.32,0.8-0.15,1.09 c0.16,0.27,0.68,0.57,1.31,0.44c0.63-0.13,1.89-0.6,3.88-0.37c1.99,0.26,3.1,1.02,3.68,1.3c0.58,0.28,1.16,0.12,1.38-0.11 C29.14,81.06,29.27,80.63,29.03,80.21z" style="fill:#454140;"/>
<path d="M52.23,83.06c-0.55-0.95-1.91-2.4-4.85-2.76s-4.61,0.71-5.37,1.5c-0.34,0.35-0.32,0.8-0.15,1.09 c0.16,0.27,0.68,0.57,1.31,0.44c0.63-0.13,1.89-0.6,3.88-0.37c1.99,0.26,3.1,1.02,3.68,1.3c0.58,0.28,1.16,0.12,1.38-0.11 C52.35,83.91,52.48,83.48,52.23,83.06z" style="fill:#454140;"/>
</g>
<g id="eyes_1_">
<ellipse cx="46.34" cy="88.83" rx="3.59" ry="3.46" style="fill:#312D2D;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -47.4729 123.9972)"/>
<ellipse cx="23.13" cy="85.98" rx="3.59" ry="3.46" style="fill:#312D2D;" transform="matrix(0.1219 -0.9925 0.9925 0.1219 -65.0243 98.4599)"/>
</g>
<path id="mouth_1_" d="M39.11,100.32c-2.39,1.05-9.67,0.15-11.73-1.44c-1.18-0.92-2.63,0.08-2.24,1.31 c0.38,1.2,4.03,4.34,7.47,4.76c3.44,0.42,7.69-1.74,8.35-2.82C41.63,101.04,40.48,99.72,39.11,100.32z" style="fill:#444444;"/>
</g>
<path id="hair_7_" d="M36.22,47.55C10.37,45.29,5.49,74.36,5.43,74.62c-0.67,4.18-1.32,11.4-1.18,19.21 l7.24,0.51c-0.22-3.96,2.88-19.14,9.42-19.61c16.27-1.19,23.71-8.59,23.71-8.59c1.7,5.36,8.36,11.2,10.74,13.41 c1.95,1.81,0.84,11.69,0.47,14.4h5.66c0.04-0.36,0.08-0.72,0.12-1.09c0.43-4.18,0.26-13.37,0.22-18.69 C61.7,59.06,51.26,48.86,36.22,47.55z" style="fill:#312D2D;"/>
<radialGradient id="hairHighlights_1_" cx="33.6622" cy="88.578" gradientTransform="matrix(0.9988 0.0497 -0.0666 1.3393 5.9395 -31.7222)" gradientUnits="userSpaceOnUse" r="30.7367">
<stop offset="0.7651" style="stop-color:#454140;stop-opacity:0"/>
<stop offset="0.9659" style="stop-color:#454140"/>
</radialGradient>
<path id="hairHighlights" d="M61.82,74.15c-0.12-15.09-10.56-25.29-25.6-26.61 C10.37,45.29,5.49,74.36,5.43,74.62c-1.34,8.35-2.6,28.87,2.4,41.97c5.33-4.24,13.28-5.94,19.25-5.48h3.76h3.76 c6.52-0.5,15.39,1.57,20.64,6.71c2.12-4.59,5.14-13.29,6.35-24.98C62.04,88.67,61.86,79.47,61.82,74.15z" style="fill:url(#hairHighlights_1_);"/>
</g>
<g>
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a close-up logo with a gear wheel:My primary focus is on capturing the essence of a logo, focusing on its form, shape, and the interplay of its elements. I aim to create a visually appealing and memorable representation that conveys a specific message or idea.The key mechanics involve:* **Form and Structure:** The logo's form is crucial. I strive to create a visually balanced and recognizable shape that is both accurate and visually engaging.* **Shape and Detail:** I pay close attention to the precise shape of the gear wheel, its size, and its overall appearance. I aim for a detailed and detailed representation, with a sense of depth and realism.* **Positioning and Detail:** The gear wheel's position is a critical element. I carefully consider its placement on the logo, its size, and its overall visual impact. I aim for a subtle and impactful positioning that enhances the overall design.* **Color and Texture:** I use color to enhance the logo's visual appeal and to create a sense of depth and realism. I pay attention to the texture and how it interacts with the
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"path": "d3ae268943b2536cb62bd90ba6348145636ef6ad4a30579e8abd0626d8a4d43f.png"
}
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Generate code for a svg of a a close up of a logo with a gear wheel in the middle
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"path": "bc31e5cc4a2af926acc04ee1eb10876ecad1cf34dc00edf47281164e190bc6d0.png"
}
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Generate code for a svg of a a black and white picture of a gift box with a ribbon
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",
"path": "emoji_u1f44a_1f3fc.png"
}
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Generate code for a svg of a oncoming fist: medium-light skin tone
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<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="M73.89,95.82c-4.59,4.52-6.77,11.22-4.65,17.31c0.43,1.24,1.24,2.86,2.47,3.91 c2.09,1.79,5.11,2.03,7.8,1.45c2.69-0.58,7.21-3.58,12.45-4.01c8.37-0.68,13.91,2.57,18.86,1.14c7.27-2.1,14.04-9.54,13.05-19.28 c-0.77-7.53-5.4-26.09-7.29-33.43L73.89,95.82z" style="fill:#CCA47A;"/>
<path d="M63.1,9.45c-3.9,0.55-8.78,7.12-14.06,8.31c-4.36,0.98-9.97-1.89-13.99,0.07 c-6.07,2.95-7.08,6.96-9.96,9.06c-4.55,3.31-7.12,0.37-12.22,2.75c-5.07,2.37-9.14,9.33-8.86,18c0.41,12.35,4.2,29.31,5.53,33.84 s3.82,10.5,5.52,12.69c4.53,5.85,15.22,4.34,19.18-1.91c6.07,7.41,19.81,14.72,24.94,2.93c0.22-0.83,0.4-1.84,1.2-2.16 c1.49-0.61,3.7,1.28,4.35,2.75c6.27,8.98,23.95,3.25,22.32-8.36c3.64,9.98,17.07,11.72,24.28,5.62c8.46-7.16,7.62-16.79,6.57-37.13 c-1-19.38-4.79-30.92-9.88-37.98c-4.43-6.14-11.09-4.82-14.23-4c-2.89,0.75-5.92,1.87-8.9,2.18C75.23,15.57,74.7,7.82,63.1,9.45z" style="fill:#E0BB95;"/>
<g>
<path d="M29.5,56.05c-0.3-1.63-0.21-2.61-1.35-3.81c-0.71-0.75-1.76-0.94-3.04-0.21 c-0.88,0.51-3.39,1.8-3.66,2.68c-0.4,1.32,0.78,2.52,1.76,3.49c0.73,0.72,2.05,2.23,2.42,2.99c0.76,1.56,1.49,4.61,1.65,6.76 c0.44,5.9,2.04,15.39,5.3,22.88c0.03,0.07,0.07,0.13,0.1,0.2c-1.41,1.95-4.34,4.74-9.53,4.75c-3.76,0.01-6.88-2.9-8.85-4.51 c-0.41-0.34-0.97,0.11-0.72,0.58c1.08,2.02,4.53,7.48,10.82,7.85c8.71,0.5,12.29-4.84,12.29-4.84 C36.63,94.32,29.6,56.59,29.5,56.05z" style="fill:#BA8F63;"/>
<path d="M58.45,57.13c-0.23-2.71,0.74-5.9,0.95-8.15c0.16-1.7-0.13-2.86-1.72-2.85 c-2.8,0.02-8.58,0.62-6.81,4.03c0.83,1.6,2.43,2.53,2.64,5.67c0.79,11.85,1.75,22.62,4.76,34.12c0.84,3.21-2.02,5.02-4.51,6.54 c-4.23,2.58-12.18,2.04-12.18,2.04c15.34,9.58,18.29-6.8,24.35-1.33C64.94,96.31,60.94,86.27,58.45,57.13z" style="fill:#BA8F63;"/>
<path d="M123.32,91.41c-0.57-3.3-1.3-6.59-2.42-9.74c2.52-12.16,0.05-44.9-10.93-60.58 c-0.95-1.35-3.05-0.22-2.47,1.33c3.89,10.39,10.34,31.01,7.86,56.81c-1.22,5.49-3.45,13.62-16.6,13.34 c-3.57-0.16-6.23-3.41-5.99-6.97c0.65-9.7-1.4-21.28-2.73-31.63c-0.22-1.75,0.15-3.63,0.88-5.26c1.1-2.43,3.06-2.87,2.95-5.12 c-0.11-2.24-4.82-2.17-7.28-1.72c-1.69,0.31-2.41,3.41-2.23,7.06c0.43,8.36,2.36,22.2,2.6,27.8c0.05,4.67,0.67,8.31-0.46,14.05 c-0.59,6.64-9.33,9.81-15.8,9.02c-2.28,2.82-2.72,7.28-1.97,11.04c0.27,1.34,2.12,1.46,2.54,0.15c0.66-2.05,1.68-3.77,3.47-5.38 c8.02-5.9,13.15-3.23,21.62-2.19c8.11,2.67,10.85-6.26,17.87-5.77c3.65,0.25,4.41,2.63,5.96,5.06c0.87,1.37,2.99,1.01,3.36-0.57 c0.16-0.68,0.27-1.38,0.34-2.07C124.19,97.18,123.81,94.27,123.32,91.41z" style="fill:#BA8F63;"/>
</g>
</svg>
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Okay, here's a concise summary of my thoughts on drawing a pocketknife resting on a wooden table:My thoughts are focused on the intricate and nuanced interplay of form and texture. I aim to capture the delicate balance between the smooth, polished surface of a wooden table and the rough, textured surface of the pocketknife. The knife's shape is deliberately defined, with a defined curve and a subtle, almost imperceptible, texture. The placement of the knife on the table is crucial, with the knife's edge positioned to create a sense of stability and control. The overall effect is one of understated elegance, emphasizing the craftsmanship and the tactile quality of the object.
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a a pocketknife resting on a wooden table.
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<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="#f7ecdc" d="M0 0h45q2 2-1 2 2 0 1 2l2 4q-4 3-6 7l1 5q-3 3-2 8h-5l-2 8q-6 2-6-4l-4 2 1 1q-5 0-2 4l-2 1-3-3-2 2-9-3 1-1q-4-2-5-5l-1 3-1-2z"/><path fill="#f5ead9" d="M45 0h31l-2 9 4 7-2 2-21 21-9 10H0V31l1 2 1-3q1 3 5 5l-1 1 9 3 2-2 3 3 2-1q-3-4 2-4l-1-1 4-2q0 6 6 4l2-8h5q-1-5 2-8l-1-5q2-4 6-7l-2-4q1-2-1-2 3 0 1-2"/><path fill="#f5e9d7" d="M76 0h20v49H60l3-7 10-11 2-3q-1-3 2-3 4-6 4-13-2 0-2 3l-1 1-4-7z"/><path fill="#cbc3bc" d="M77 25q0-5 3-9l-1-1q0-3 2-3 0 7-4 13"/><path fill="#f5f0e8" d="m79 15 1 1q-3 4-3 9-3 0-2 3-3 0-2 3l-8 7-3-4 16-18z"/><path fill="#cbc3bb" d="M76 18 62 34h-2z"/><path fill="#a19a94" d="m75 28-2 3q-1-3 2-3"/><path fill="#eee0cb" d="m56 39 6 1-5 2z"/><path fill="#dc9a5c" d="m55 39 1 3-2 7-3 6-8 6h-1q0-3-2-3l-1-1 6-8z"/><path fill="#56595c" d="M73 31 63 42l-3 7-5 8-2-3-1 1 3-6 2-7 5-2-6-1h-1l5-5h2l3 4z"/><path fill="#f0c792" d="M0 49h46l-6 8q-2 1-1 4l-22 2 8-3q-2-1 1-3l6-1H0z"/><path fill="#f7d09f" d="M0 56h32l-6 1q-3 2-1 3l-8 3H0z"/><path fill="#f1c489" d="M60 49h36v15q-15-1-29 1l-14-2 8-1-9-1 3-4z"/><path fill="#a68c6f" d="M40 57q-1 2 2 3h1l-3 2-2-2q-1-3 1-4"/><path fill="#50504c" d="M41 58q2 0 2 3-3-1-2-3"/><path fill="#837e70" d="m55 57-3 4-6 5-3-1q6-4 9-10l1-1z"/><path fill="#515253" d="M52 55q-3 6-9 10l-2-2 3-2z"/><path fill="#dcb281" d="m39 61 2 2 2 2 3 1-4 1q-9-3-19-3L0 65v-2h17z"/><path fill="#f3c992" d="m52 61 9 1-8 1 14 2q14-2 29-1v7l-23-2-4 1-69 1v-6l23-1q10 0 19 3l4-1z"/><path fill="#d6ae7f" d="m96 71-22-1-74 2v-2z"/><path fill="#ecc28b" d="M0 90V80h20l-5-2H5l10-2-11-2 56 2 15-2q-6-2 1-2-1 3 3 5H37l-16 2 29 2 19 2-21 1q3 2 0 3l9 2z"/><path fill="#f5cd96" d="M96 72v24H75q-6-5-14-4l-8 1q7-2 16 1l-5 2H21q3-2 8-2h11L8 92l8 1 3 3H0v-6l48-3q3-1 0-3l21-1-19-2 30-2H21l16-2h42q-4-2-3-5-7 0-1 2l-15 2H15L5 78h10l5 2H0v-7l74-2z"/><path fill="#dbb07e" d="M21 96h-2l-3-3-8-1 32 2H29q-5 0-8 2"/><path fill="#d9b17f" d="M75 96H64l5-2q-9-3-16-1l8-1q8-1 14 4"/></svg>
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a baseball player sliding into home plate to score:My primary focus is on the intricate interplay of form, position, and detail. I aim to capture the essence of the baseball game, from the initial movement of the ball to the final scoring opportunity. I strive to create a visually compelling and engaging image that conveys the dynamic and exciting nature of the sport. The key elements I prioritize include:* **Form:** The ball's shape, its trajectory, and its overall form are crucial. I aim for a dynamic and graceful movement, emphasizing the player's body and the impact of their movements.* **Position:** The player's position on the field is paramount. I want to capture their posture, the way they are positioned, and the impact of their movements on the ball.* **Detail:** I pay close attention to the details of the player's face, the ball's texture, and the surrounding environment. I aim to create a sense of realism and immersion.Ultimately, my goal is to create a visually stunning and evocative image that captures the essence of baseball, showcasing the athleticism, skill, and excitement
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a baseball players sliding into home plate to score.
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<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="#f4f1e7" d="M0 0h96v47l-2 1q-5-2-8-1l-1-9-3-3 2 7-7-2-1-5-2 2-2-5-4 3q0-5-2-2-3-17-5 1l-1-3v-9q0-3 2-4l-2-3-2 5h-2q2-6-3-10-3 1-3-2l-1 2-3-1q2 7-6 10-3-3-3 2v-6q-5-1-2 2-6 1-1 4l-4 1 1 5-3 10-1 4q-6 1-11-2v-3l-1 1v-4q3 0 6 5 0-15-8-4 1 4-1 8 0 2 3 2l-4 1v2q-3-3 0-5-3-6-4 0l2 2-5 2-1 6-3-4z"/><path fill="#f3eee4" d="m94 48-5 5q-2-1-2 1-10 1-19 4-1-1 1-3l-3-1-6 4q-10-4-3 4v3l-1 1q-4 0-7 2l-1-1v-2q1-2 4-1l2-1-2-3-1-4h-6l2 4v1l-2 1q-9 0-16 3l4 1 7 1h3l-1 3q4 1 10-2l21 1 2-2q2-2 4 1 7 4 17 4v24H65Q53 79 34 76q-18-6-34-7V48l3 4 1-6 5-2-2-2q1-6 4 0-3 2 0 5v-2l4-1q-3 0-3-2 2-4 1-8 8-11 8 4-3-5-6-5v4l1-1v3q5 3 11 2l1-4 3-10-1-5 4-1q-5-3 1-4-3-3 2-2v6q0-5 3-2 8-3 6-10l3 1 1-2q0 3 3 2 5 4 3 10h2l2-5 2 3q-2 1-2 4v9l1 3q2-18 5-1 2-3 2 2l4-3 2 5 2-2 1 5 7 2-2-7 3 3 1 9q3-1 8 1"/><path fill="#bb3e37" d="m40 39-4 1v-3q2-1 4 2"/><path fill="#5e4b5a" d="m40 39 2 4-2 2-2-1-2-4z"/><path fill="#58353d" d="M45 43h3l-1 4z"/><path fill="#413855" d="M63 51q-3-1-3 1-4-3 0-6 2-2 3 1z"/><path fill="#baa5a0" d="m42 43 1 2 2-2 2 4q-1 6-4 2-2-6-5-1v-4l2 1z"/><path fill="#61444b" d="m38 48-2 5-1-3q0-2 3-2"/><path fill="#ad4045" d="M63 51q-1 4-3 1 0-2 3-1"/><path fill="#b14b3d" d="m35 50 1 3v1h-2q-1-3 1-4"/><path fill="#f4efe7" d="m43 49-7 8v-4l2-5q3-5 5 1"/><path fill="#f7bd7d" d="M96 47v25q-10 0-17-4v-3l10-12 5-5z"/><path fill="#c9c1bb" d="m43 49-7 10q-4-4-10-4-1-3 2-3v1l4 2 2-1h2v3z"/><path fill="#f7d4aa" d="M89 53 79 65v3q-2-3-4-1h-2l5-4 9-9q0-2 2-1"/><path fill="#aa9796" d="m52 60-3-2-2 2-2-4h6z"/><path fill="#f49b55" d="m87 54-9 9-12 3h-5q0-3 3-5l4-3q9-3 19-4"/><path fill="#4e323f" d="m60 58 1 2q-3 0-4 2-7-8 3-4"/><path fill="#c3a7a4" d="m68 58-4 3-3-1-1-2 6-4 3 1q-2 2-1 3"/><path fill="#bc6c55" d="M47 61v-1q3-1 5 4-3-1-4 1h-4l4-2q1-2-1-2"/><path fill="#a05040" d="m61 60 3 1q-3 2-3 5-3-2-4-1v-3q1-2 4-2"/><path fill="#604046" d="m52 60 2 3-2 1q-2-5-5-4l2-2z"/><path fill="#f19c6d" d="M47 61q2 0 1 2l-4 2h-4l-7 1-4-1q7-3 16-3z"/><path fill="#2f1d26" d="M40 65h8v2q-3-1-4 2l-1-2h-3z"/><path fill="#ac684d" d="m78 63-5 4-7-1z"/><path fill="#894d48" d="M40 65v2l-7-1z"/><path fill="#342527" d="M57 65q1-1 4 1h5l7 1h2l-2 2q-5-2-8-1l-9-2z"/><path fill="#b3aca8" d="m56 66 9 2H52q-6 3-10 2l1-3 1 2q1-3 4-2l1 1q3-2 7-2"/><path fill="#f68d49" d="M0 69q16 1 34 7-3-1-3 2l7 2q0 4 3 7-5 5-11 6H13q-3 0-5 3H0z"/><path fill="#464b66" d="M75 74h3v3q-4 0-3-3"/><path fill="#f68642" d="M34 76q19 3 31 20H8q2-3 5-3h17q6-1 11-6-3-3-3-7l-7-2q0-3 3-2"/></svg>
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{
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",
"path": "emoji_u1f9d1_1f3fe_200d_2764_200d_1f48b_200d_1f9d1_1f3fc.png"
}
|
Generate code for a svg of a kiss: person, person, medium-dark skin tone, medium-light skin tone
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<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="head_351_">
<path d="M102.27,34.74c-27.05,0-31.37,19.51-31.37,47.59c0,23.97,10.35,39.27,28.5,41.22 c9.35,1,17.91-0.79,24.6-5.64V40.6C118.69,36.83,111.62,34.74,102.27,34.74z" style="fill:#E0BB95;"/>
</g>
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Okay, here's a concise summary of my thoughts on drawing a woman detective:I'm drawn to the intricate and nuanced portrayal of a woman in a detective's attire. I'm interested in the subtle details that contribute to her personality and the way she interacts with the world. I want to capture the subtle nuances of her expression, her posture, and her overall demeanor. The focus is on the details that make her a compelling and memorable character.
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"path": "emoji_u1f575_200d_2640.png"
}
|
Generate code for a svg of a woman detective
|
<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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<stop offset="0.1609" style="stop-color:#606060"/>
<stop offset="0.2878" style="stop-color:#606060"/>
<stop offset="0.449" style="stop-color:#595959"/>
<stop offset="0.6836" style="stop-color:#464646"/>
<stop offset="0.962" style="stop-color:#262626"/>
<stop offset="1" style="stop-color:#212121"/>
</linearGradient>
<path id="suit_3_" d="M50.1,95.4H50c-18.1,0-36.8,3.7-46,12.2v2.3v2.1v11.9h95h1.5h1.5v-3.4 C102,103.7,75.7,95.4,50.1,95.4z" style="fill:url(#suit_2_);"/>
<g id="hairGroup_4_">
<path id="hair_3_" d="M87.8,40.38c0.29,2.92,0.57,6.04,0.83,9.31c0.03,0.42,0.06,0.83,0.1,1.25 c0.04,0.54,0.08,1.09,0.12,1.64c0.05,0.73,0.11,1.45,0.15,2.19c0.18,2.63,0.33,5.34,0.46,8.09c0.08,1.76,0.14,3.52,0.21,5.3 c0,0.09,0.01,0.17,0,0.26c0.02,0.94,0.05,1.89,0.07,2.84c0,0.26,0.01,0.53,0.02,0.81c0.03,1.67,0.04,3.34,0.05,5.02 c0,1.65-0.01,3.3-0.03,4.94c-0.01,0.66-0.02,1.33-0.04,2c0,0.64-0.03,1.25-0.05,1.88c-0.02,0.49-0.04,0.99-0.05,1.47 c-0.02,0.49-0.04,0.98-0.07,1.47c-0.04,0.77-0.11,2.17-0.19,3.77c-0.08,1.19-0.17,2.36-0.26,3.52c-0.05,0.61-0.11,1.22-0.16,1.82 c-0.05,0.53-0.03,1.89-0.05,2.72c0,0.03,0.01,0.06,0,0.09c0,0.1-0.02,0.18-0.02,0.25c0,0.06,0,0.11-0.01,0.14L11.24,99.9 c-0.07-0.64-0.14-1.29-0.2-1.94c-0.06-0.6-0.11-1.21-0.16-1.82c-0.19-2.38-0.35-4.83-0.45-7.29c-0.03-0.49-0.05-0.98-0.06-1.47 c-0.02-0.49-0.03-0.99-0.05-1.47c-0.02-0.63-0.04-1.24-0.05-1.88c-0.02-0.67-0.03-1.33-0.04-2c-0.02-1.64-0.03-3.29-0.03-4.94 c0.01-1.67,0.02-3.35,0.05-5.02c0.01-0.28,0.01-0.54,0.02-0.81c0.02-0.95,0.05-1.9,0.07-2.84c0-0.09,0.01-0.17,0.01-0.26 c0.06-1.79,0.12-3.55,0.21-5.3c0.13-2.75,0.28-5.46,0.46-8.09c0.04-0.73,0.1-1.46,0.15-2.19c0.05-0.55,0.08-1.1,0.12-1.64 c0.03-0.42,0.06-0.84,0.1-1.25c0.26-3.27,0.54-6.39,0.83-9.31c0.01-0.12,0.18-2,0.87-4.81L43.54,7.6c1.93-0.25,4.01-0.39,6.22-0.42 l36.93,26.75C87.62,37.62,87.79,40.23,87.8,40.38z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_1_" cx="50.3863" cy="64.3388" gradientTransform="matrix(1 0 0 -1.1901 0 142.0687)" gradientUnits="userSpaceOnUse" r="42.3755">
<stop offset="0.7936" style="stop-color:#6D4C41;stop-opacity:0"/>
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"path": "emoji_u1f487_200d_2640.png"
}
|
Generate code for a svg of a woman getting haircut
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
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<circle cx="97.78" cy="59.97" r="2.03" style="fill:#B9E4EA;"/>
<circle cx="97.78" cy="59.97" r="2.03" style="fill:#B9E4EA;"/>
</g>
<polygon points="99.56,52.73 100.65,52.21 105.52,59.58 104.21,61.09 102.36,63.24 " style="fill:#2F7889;"/>
<polygon points="92.05,58.46 90.32,61.9 91.43,71.19 93.66,73.43 " style="fill:#2F7889;"/>
<g id="hairGroup_7_">
<g id="hair_7_">
<path d="M87.63,55.73c0-10.47-1.68-20.87-6.04-30.27C68.61-2.5,25.66-3.04,10.62,24.62 C0.15,43.9,6.05,74.31,19.16,91.83c3.05,4.08,17.86,31.84,63.71,31.84c31.16,0,37.6-39.92,14.45-49.55 C88.54,70.78,87.63,67.92,87.63,55.73z" style="fill:#543930;"/>
</g>
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<stop offset="0.7945" style="stop-color:#6D4C41;stop-opacity:0"/>
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<path id="hairHighlights_7_" d="M82.88,123.67c-25.85,0-41.84-8.83-51.41-17.26L88.06,64.4 c0.82,5.27,3.11,7.38,9.27,9.72C120.47,83.75,114.04,123.67,82.88,123.67z" style="fill:url(#hairHighlights_1_);"/>
</g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="51.565" x2="51.565" y1="34.2029" y2="6.4324">
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<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
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<g id="neck_3_">
<path d="M56.22,90.08v9.98c0,4.51-3.72,8.17-9.09,8.17c-5.36,0-9.08-3.66-9.08-8.17v-9.98H56.22z" style="fill:#E59600;"/>
</g>
<path id="head_3_" d="M80.38,55.95c0,6.12-1.07,11.55-2.86,16.27c-4.39,11.57-13.15,18.94-21.3,22.17 c-0.38,0.14-0.75,0.28-1.12,0.41c-2.78,0.98-5.47,1.47-7.85,1.47c-0.94,0-1.93-0.08-2.95-0.23c-1.58-0.24-3.25-0.66-4.95-1.26 c-0.43-0.15-0.86-0.32-1.3-0.5c-11.41-4.61-23.93-17.34-23.93-38.33c0-27.12,15.93-39.91,33.13-39.91S80.38,28.83,80.38,55.95z" style="fill:#FFCA28;"/>
<path id="mouth_3_" d="M55.67,76.14c-3.19,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.44,5.42,11.37,5.42s10.55-3.79,11.3-5.42C59.34,76.72,57.5,75.05,55.67,76.14z" style="fill:#795548;"/>
<path id="nose_3_" d="M51.11,68.06c-0.11-0.04-0.21-0.07-0.32-0.08h-7.08c-0.11,0.01-0.22,0.04-0.32,0.08 c-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69s4.25-1.99,4.55-2.69C52.1,68.98,51.75,68.32,51.11,68.06z" style="fill:#E59600;"/>
<g id="eyes_3_">
<ellipse cx="30.81" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
<ellipse cx="63.69" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
</g>
<g id="eyebrows_3_">
<path d="M38.24,49.82c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39c0.86-0.29,2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18c0.86,0.29,1.64-0.03,1.9-0.39 C38.54,50.99,38.64,50.36,38.24,49.82z" style="fill:#6D4C41;"/>
<path d="M70.73,49.82c-0.93-1.23-3.07-3.01-7.23-3.01s-6.31,1.79-7.23,3.01c-0.41,0.54-0.31,1.17-0.02,1.55 c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18c0.86,0.29,1.64-0.03,1.9-0.39 C71.04,50.99,71.14,50.36,70.73,49.82z" style="fill:#6D4C41;"/>
</g>
<g id="hairGroup_6_">
<g id="hair_6_">
<path d="M77.35,72.67L76.7,60.62c0.06-3.83,0.48-12.84-2.55-15.03c-3.7-2.66-13.99-9.67-17.28-16.86 c0,0-12.65,11.86-35.01,16.89c-6.09,1.37-5.15,12.18-5.15,15.09c0,5.56,1.06,11.26,2.24,15.89c1.51,5.89,3.22,10.07,3.22,10.07 s-2.82-2.23-5.85-5.14c-3.54-6.94-6.1-14.96-7.3-23.08c-1.84-12.46-0.34-23.97,4.24-32.39C19.59,14.41,32.27,7.18,46.35,7.18 c14.46,0,26.92,7.49,32.51,19.54c3.83,8.25,5.77,18.01,5.77,29.01c0,4.42,0.12,7.86,0.77,10.64L77.35,72.67z" style="fill:#543930;"/>
</g>
<radialGradient id="hairHighlights_2_" cx="50.9174" cy="74.2874" gradientTransform="matrix(1.030000e-13 -1 -0.8459 -8.700000e-14 111.7586 106.8122)" gradientUnits="userSpaceOnUse" r="53.2654">
<stop offset="0.8408" style="stop-color:#6D4C41;stop-opacity:0"/>
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Okay, here's a concise summary of my thoughts on drawing a black and white photo of a Chinese character with a large, rectangular shape:I'm drawn to the intricate and detailed nature of a Chinese character, a shape that embodies a sense of order and precision. The large, rectangular shape, with its curves and defined lines, provides a visual anchor, suggesting a sense of stability and a clear, defined form. The detail level is high, with a focus on capturing the subtle nuances of the character's form and the overall composition. The overall impression is one of meticulous craftsmanship and a deliberate artistic approach.
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",
"path": "4fc70e1f2cf8e1c3b9a43a940fbf8b60bc847ca5faf5aea31b8e471f9b37d215.png"
}
|
Generate code for a svg of a a black and white photo of a chinese character with a large, rectangular shape
|
<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="M363 163h-173v44h173v-44zM602 207v-44h-174v44h174zM821 248h-153v49h153v-49zM428 297h174v-49h-174v49zM190 248v49h173v-49h-173zM190 338v56c0 161 -13 401 -93 565c-11 -13 -41 -35 -57 -42c75 -153 81 -370 81 -523v-280h387c-9 -20 -20 -40 -31 -57l68 -20
c17 22 35 52 45 77h350v49h-272v44h221v131h-239v49c75 -10 154 -24 200 -38l38 35c-64 19 -157 33 -238 42v11c0 21 7 25 51 25h159c31 0 37 -7 40 -58c14 8 35 14 52 17c-6 69 -25 86 -84 86h-171c-85 0 -109 -12 -109 -70v-99h-257v38h216v40h-216v50l223 -15
c-4 13 -6 31 -6 42c-246 20 -277 23 -294 31c-2 -14 -12 -38 -19 -50c16 -4 38 -11 38 -44v-92h-83zM470 701h308v-40h-286c-6 14 -14 27 -22 40zM778 578h-255c-4 14 -8 27 -13 40h268v-40zM793 828h-386v52h386v-52zM846 535v80h99v49h-99v80h-408c-12 14 -23 26 -36 39
h461v170h-70v-29h-386v31h-68v-122c-42 28 -90 52 -143 71c-7 -12 -26 -38 -38 -49c81 -25 149 -61 201 -111h-123v-43h162c10 -13 19 -26 27 -40h-219v-43h240c5 -13 10 -26 14 -40h-209v-43h595z" />
</svg>
|
{
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GcsutUu1vAlGkn7ZlMAAAzQmsAgDqj8ZWvkBQAAywtZU1rz1wW3ubR/5WlpsBAAABAACZsGqvaKkVmvykQf/uIe8BAAAgAlIAQCmw1fjFW1bWYp3jAECElFtCAxAAAFBPUNU/AABM2wESACAAgGo4AG7knvkY1FgGTWUAAAAgAICaISN5U3c5AAAAAAIAqJsLkKEOgPL+iP4BYAtY5QFAAAA1EgDpc5brV1DwBDQHVpfsFMSizTMAAQDURwDMpmxdSrvJWaghAIBKfA6whBWAAABabuJLSeKI/gEgjrlrN8dxFQAIACBPWJ1k0ogArPsHmgnr2MkPgAAAWtIFmE5G5thPHmg2rFmqAejbuR0XE4AAAGokABJG80kFAwC0CnpHBidwFQAIACBPWJ1kKJpPshwQ9j/QbFhdtFPQOvzc59EWE4AAAPJDHpMMv75g9oskFmD/A00GGzUAbe1tk7iSAAQAUASsTjamUT2W/gHN6QBkrwFYX1uHAAAgAIAaCgCK7A1EQOq+AQBQYXAbDkBHOwQAAAEA1E8AeBGMQRoADgDQbFiZtyNq11fXzuJqAhAAQBGwPtl4DoAqv7+2jvw/0HSw2AMAKwAACACgEOQy2ah298uybwAAVBW2egB09nZjBQAAAQAUgslcBMCNBakLkGXnQACoKmwtATz4D/96HFcTgAAAcsfwc5/PzW6UugBLsP+BJhQAdhwA2P8ABABQKHKJOGQuAAoAgWbE2oqV1NYkriQAAQAUidwmnbV3pryiv03yd0UBUgBAs8HWCgAXr+BqAmnQgUsAVG3SIbJfPXmVOT0d6P4HNC1Wl6y5WuO4mgAEAFAk8p10aNkfbH8ADoAJUAMApAJSAEAq5FkICACt4QDYKQA89OpXsQQQgAAAmswFAIAmBRX/WSoAhBAHIACAUvAiLgEAJIdF+x+fQQACAIADAAC1EQALS/gMAhAAQH0x/NznMfkAQHkOwOShV786iasJQAAAZeF5XAIAMIfF/D8+ewAEAFAqvo9LAADmWL61gM8eAAEANAXGcQkAwByLN+dsHGb60KtfxWcPgAAAysPwc5+fZFiKBABG4Ovrttb/w/4HIACASuAbuAQAUFj0T4D9D0AAAJUAohEAKE4AUPU/PnMABABQPoaf+/w0RAAAqEGV/7D/AQgAoBnxbVwCAJBjaWbe1qGQcgMgAIBKuQAUlUziSgCAGJbs/3E0/wEgAAC4AABQl+j/1oKt5j/4jAEQAEAl8SwuAQAIBIC94r/juJoABABQOTSKATFBAUAAFPkv2en+h+gfsIoOXAJznDj+qSH36bDgn2Q/V2Fc9MMjx54br/llesZ9HMNoAYANLEzdsnEYEte1d9g+99SRMck/jSU81ETjmsR+/mc/PDGNUWcGB4S+Sdz+ANwe+FkaYreJaRbusufv/T3ZeFRSMEx96t98z306io8X0Oqgzn/X377oPWcV1ode/eqfVpjQRxsPwuOBXzncmEfLQlAo0Nc3IwFYSwuGphcALsmPBYj8zsBAHc3h417m5R8PiARfOEy6AmGyBAFA1/wEpn+g1TF/fYbNXbtp41DDrgAonKhcgvfnSp/IH08ZsVcdk4HHWV84uOJgvJnHZ9MIgAbR+4P1cTskz4Xf8iJuiGP1Vo0HBvZ4EcLAFQEnmnCSAIBEuPHORRvV/8dd8n+6IKIfCwRK+PyGxcGL/tfNIgxqKQAaZE+K9OHGc0abnicgeF76bXFiv5LqNvouwYuN53FXFFiLMOACAK0OWvc/e+mGjUMdtLn23yX7oQa5H24ES2Xb9HXFROPxCttIJdROFFReADTy9GOBgZpBlfLQlzwtwXPbosBJeEccA2GQ6tZONhyCVxqCINMuf3ABAET/maP/zLl/l/D9efPhxvMo7k5uGA8EVuNVry+onACIEP5YtuieK8iea/4stTzI8aY4ml9wbAuC6caApsH8fNK0gSsAaKI5gzkBQPTP0n7+DibN/Tfs/KOBORTRfbkuwXhVBUElBIBL+r5C/SMrEb4p4QuIPpX9z/O4C06CX3eMjmPRIfi+KwaMNiRxRcC3GJYFAoj+c43+XdI/Gpg/EeFX2yH4fkMMTJR9MqUJAJf0fYV6NNuA3WBfrrPlI2Svje95+nPJ7fI7RjJg6ztjQZB6GDzfGMzPy+oHGi7Ay4hCAET/9qL/Rh7fJ/2mXHLLqxy12sFkYw590RUDpezwWOi1bJC+P2CHMg0NrondtYRvUvHHswX4PPvVdkz+2FHKAIUgKEYMuCKAopivgBqAZget95+avGwj+n862vY3QPqfZjWqreHyL4qhN13mtBrwt1T/fpFiIPdr0rD3v1AM6csIX0f2XPVPBQ9a+QBOJA6c9ILAthhwBQDd9zNwAYBmh6V1/xMu+T9Sp0iflz5XZptfKyYOfDHwjbzTBLm8b5f0R9lG3peU6mhW7Ri297lw1JkTPpf9OMPANSsxdKzfhvjIdRIIggLEgD+Qv334r36PxsG3QBFAM0f/lrr+HfmzO37FGvNnxsApT7Ln6f62HJpPNa9WQBhMso09II67YmCy0gKgYfF/OrtSjUb7WUg/QviJVCqvmAHgJBq8SlHgmIqBwL9kcwUmD/3dI0O9N/vhAgBNiVtXptnC1GymY5ztuTn5n3e9yVhFCvmSkj238ktJJlsn1T8lJ0CnCk6BF0zZTBFkfj+NZXtfzB7tNwhXGu1LSN+I8LneZbA+MHO+NY4m4lcKAkfpDujEQFpXoGemj933tx8EUwBNB8r5U+V/Fiy1rbFv3/aq91wq6RsSPjf6B174bOqY/msm7VCqIPBdgWezLiu0sRtgxtyuPtrXkT5X1AJIo3puYVjqzkM7hFSDUXMs7jChF+JEaTx6vRz3T3n4ZXngdx3679b3m7/qhf/+qzmNX+WJhMDC4By7evAC23XmdjAG0FSw0fHvF9vfK4X8TaJ8npDoy6wCMFnK7cR+MTwX6+u3o7zlNBzSQkCBNhVVU23dcNkCYCj1bZISf5TWNKSvbNzDTUav5PR4zgPVfNmhE5ObkioDHhEFSkHgNLifR8QADxzO2bwnm8dxgq7Jxu+bpgcu3fsu235phHUtbANrAE2Blfkl75EF17rm2cTA5YJJPy3h65ZTZ2NpSwkA5T/yhMKAO3pBwHnh7kDmdGpH8R8XCfEbRfvRnDxPEOHzjETPrfyK+egN/4JMyISFATcUBGJ3gAeifGdTBkfFgMQVMBQCa52r7MKD77CDv3oAzAEg+m/ghR2TpZK+SWE0T/RCerLNPdrn8blIt4WK6FzDosBEEAQ5rlBnoMoCIKiQkkT7etLnklqA5GTPU/I+zzR6HSlhcsVgdaTvfUsUyASBxB3YvEFbaQIn8HfRFIHj/35CIXBzz3Xvsf3yCNgDqDVo2V/WNf9k/ZMDkB/pG9JwZH5OUtBXnQSA+l1yiUBQCQOuEwSRlIGjcAaqJgY6irgBaYifC343MekrCV9vv/OCBjI3dBfCQoFLJW302kgFAXe2PuohMcADH+wtyz+UIsgoBN59+DR74MRHWPtKBwOAOoKIf/5Gtqr/mY7lXKx/noj0DaP8GNknmx8NawPtwWgpn0Ds8Igo0AkChTsgFQOOU4neAznOvjxuP2uJXxftc6OWv1ySGpD/CTccuSWsAnA058kjlr5AFMQEgeMIrklUDETTBFv1AnEh4LsEjX8zEAKUCiARgFQAUFeQ9Z91zf9PRs5YK/zj0mBJTvq2CT/bVJl2fnUSuBPhP3NMREHUKZAKgqA7oBEDnFciRZCDAJDl+E2Jn4vjY1XFKefGd5+n3AXQwFCyQ/iBOF7+EmFxEH1PDneiCiF8ZM7V7gB3No+5RdwBVyBYKyBaQWAoBJAKAOqKpVsLmQv/KPK/0D2b+VyMon0T0k9I+DaXTmebSblBpC+gYS6fXh2VKOCbM6fokGIxIE0T+EFtOcsKLQsAgd2fhfgtkD5X7uDHTU2hAgyAyMdOsZGPIxUH/kCTCQKudAfiYsDZmlyCroCwViBeJyBLDQSXDyIVANQNFPXPXsxW+Ec5f8r92yZ+VdMzriV9noHsM2yfbmle5UYqgEt+RSEMJIKABwImkTsQEgOSmgFHFDgXmB7osHXp48QfpV8z4ueCIsDwIXg60pdaY9xwMBZc2CIczTxmKwWoWzpyo8sNQ/a+IxEDAdLWuwJiIcAbvxcVAsE+AkgFAHXD3LWZzNY/Vf2ntf7NiD8b6SftlZJmpXXOcZT8VxxTYeAYCoLosmgTMRBOEQjTAwUIgewCYDOXYZP4ddE+jzxxoxHMBYIiyehJ31I4gS0VGhDcUBzwyKCWCALHiV0vsTvgbF5zlStgJAQcHikWDPYR2EgX3NxzDQ2CgFqAbP+s7X7TVv2bEr990tckPhOtkC5aFQiq/LmpMJCIAqUgMBUD4RSBsFagACGQWQCEyT8p8XPlRj/hoWxC+kkIX2NZ8SIHK1cZGjFl4EidCyd8vZ2IIOBc6Q5sigGHG7gChkIgtmogoICdrbTApXvPsv7r21nPTD9YBqgkPOs/45r/C9tm2c8TWv9K4jeI9pOTfnrCT7WBej6lVIZn5MjbqDDRen+udggUYsCJ/9nWMQW1AkUIAQspAB7J82cjfmG0r7L3VaTPDWyrRETPs/+ak3Ykc7EdFSoe4ZLRyyMK0xGOWi4p7Iu5AgmFgHj5YEMINI612rHKzj50mr3v77BXAFBNkPWfZc0/Wf4/SdDwJzXxa6J9HekbtlQxVQO58r3q4I7R1MqFwZZMFITnUa52B5xYK7fNgzgCIRAOjooRAhZTAGEy5pEiwGTEr4n2RekDgyjfjPC5QkVbGMrcnPAd6Uh2YicnFgVc6BDwCLE7wQM4jt4VSCgE/FUDIiEQTAssDM6y8w+8zfa/djfYBqgUbFj/tORvpkO/ciAL8VshfZ4isjctpcrVBnDMjsh102qsjFooCKKZ2Jg7EJ5W44wVEQLB62wqBEoXANGoX0z88hy/MfELG1Zw0acjAeGrrPeic1WKwhoeHaFcsB5VIQocJ+4QCNwBp5GTV7oCIiEQsPOFQsB3iDaFQLQ+YMsNuDp6ng1c3862X94J1gEqARvWPy35e6dnunjiT0n63DCEz7BnYCLHwYzzudkuforXFYsCQ0EgFANO+D6IXAFBrYCpEKiEAxB+M9FBlpX4E5J+AsJPTPa8YFHgOOoPL1eJAkfs0mw2noiPXB4gcakrwAMpBMcf6nzr50IhEFw+KK8P8FcLnH3oFHvf3/VjwyCgErh1ZTqT9a9b8seFAVN64lf1TUlF+kaEn2Y1gf24iWu5X70MUCsKBILAiXv5gaDKxBUQ1AokEQKlCgBJ1G+X+NU5fa7YGMhEJZuQfL67WjvSc3G0wkAmCmSCQNSbmkc8rSSugEAIxFIDwT4C8voA3nhfax0r7J0PnXRFwIfAPkCpoIY/izfn0v9925pyyR8vgPgTk76W8E1TDNb5PRvxKdqnqJYBcpkgEDZic5hwSlW4AibpAZUQKFUA8EARYJxgEhK/yD2QRPvyna24eYTPucmwzofzVQcUrh911MJAIArCXat4QjGgcgU0QkBUI9DoIyCvD2gIjYYbsDAwy87f/xbb//o9YCGgFNho+EN5f9GSP851kTk3J36Jh85TkL4J4ach+0Ruq2ln9gQF1U5SYeBIivwi1zVuuHLGJc4AD/xOsO+rLj2gFAKlOwC6qD+0nE9P/CqbX57T52ZRPudmZJ+gq0Uu8b9whPOI6ozK0IgoiAiCRGLAcSLdBoOuQDYhsNUSOJ4WiLoBV0bPs96Zfrbjwl6wEVA4bl64lqnhjyjvb2L3pyN+LjkeiwdUCUk/CeEX2kU1wf7Equ6qkr5ARoKAGzkDDpNkXcOuQHha1QoBh1WhBkAW9aclfuNo34D0pYSfYNWAofjJPI6FFZ2C+F9QEBgWBTpBYCAGYhtVBCWsoRCIFAuGGwqJ0wIiN+Dc/W+xntl+9AcACgVV/Gfp9U9R/98OnzOL+i0QP1dObyZ9RiLnZhyoJ6oIzF0TKONiSWAn76yaRBCoxIDeFUgjBKqRAuBcMHi48Mpx6a6AsnoBebQvzfsLSV9P+DxHgk/qpJiJBC4RBWJB4HCeQAxEXYHkQiC8akBSHxBNCwjcgLXOFTb5gTfYoV8cxn4BQCFYXVrxCv/SgvL93919ShrAcMHnnmcl/tTRPjeO8nlCsjefPe12AuJGv6V6eVlnVYkgSCAGZK5AMiHg+NNqdRwAYdRvjfg10b6K9HVqORHRm2y8kU6qOiY6VmQdikSBQBCYi4Hgrn1bxwjvWKUXAqJKf3FaoJEDc7jYDeAb9QBnXRFw12/eD3YC8tXhXt7/eqZjEPn7RX9Jo37hUsC0xK8hfd3Ux/WWgcHUl6xBQMZpVHwEx0wkOIrJXSkIDMWAw0WuQBohEF4+WLIA4GIngGuq+hMQvzDaNyL9NIRvmvviti5dLFqP/WNs8wlHLgqkgsBUDASvOUX+PCwmQjtWaYRAYPmgSAiElg0q3QCHTe++yi7eM8n2vTUKlgJyA0X+5ACkxU9GJj37Xxr1J7D7uWouS2zzm81rJlE+N5vMconvU83EscY/onaBGlEgFQSmYkDgCojSAwZCwHHsXVmLKQBJ1B/K80uq/VMQfyLS51yvcTN1o8h5KPOoQOACYeBoBEECMeAIUgDR9ECoLWVcCISWDzaEQLABkDgtIHMDNl714j1nvN4AIygKBHIALffLsuTv9b7r7uNasqhfS/zyeSoJ8WchfSXhpy8BqMbsygWL/SSiQOwQmImBrUAqcFxJekAnBMTLB0tzACTEHyLrBMSvsfllmw2ZkT5XfsCMhg/Pb7A78i+k0ppHigFVgsBUDIhcga0CFJEQiNcIhHcFlDcAUrsBgddonMf5+99kvSgKBCwja96fon5a8sd5/na/DeLX2fs8p/mP8+JlgqNhSq4TBU5o1lS4A3IxEF7qF3cFHJ5eCJQsAORtgGV5fmPiN+gCaEL6yQifK3r/5+kSOAJ7j8cHXKwHMDcQBAnEgMMVroBMCAiKBUN9BBRpAaUbEE8JrHassLcf+S27/6WPoCgQsBO+NPL+aZf8zXQss+/sPmVO/pnsflk3U9Ecm4X000f4ZZB82vORiQOuFQQSdyAmBiSugBUhUIk+AAq7X7iO38DqTxLtG5E+T0n2qStf0l1Ix0AgRK5VXBSIBIGZGAhV84d27ksjBFRpgehqgYgbEO0bEEoJOGypZ4Gd/ujL7NAvHoEIADIjS96fiv3+auebbMlZFZB/3Jk0ifpNiF8a8auIPyHpG/miGcg+T5lgSo2i8xeJgrggMBUDElcgsRCIFwtWog+AOuq3S/zqaN+E9Ln5zn6KZkC5DVwusPCVAiEuCqSCwEAMxF2BBEIgUizIG9G+I0wLMLUbEO0bEEoJbNzA+YFZdu59b7LR394PBgNSI2ve/4UdZ9jVzvl0Ub9Rnj8L8XODqS0Z6SchfLN+arZnU0H7XieZQIi+R6UgUIgBI1dAWCcQEQKSVQO8EjUAuqhfYPenJv6UpM91g45LPzr64W21FaCj7EzgKJoAsSB1xwSBoRiIuQIJhIBo1UC0PiCQFpC6AU54IlSlBK7ffpF1L2xj+946CCYDEiNr3p/I/52eKUPyT2b3cy05WyB+gynMlPC52Te5uQGO6khcEjg5ZqIgeA2SiAEuCue4RAiwYM00jwV40VUDjqVOQFZqAIyjfi5qUMEzEr+4GZB5q19uXOWaG3SpilgRCo+IAkekEgIDyEwMOI7MFYj0FzAWAvK0gMwNiDUQCqUENgpfNo/tfvPe5sqAfWA0wPwjt77OZjK0+qVqf3qEP77Jo/7kef5kxC+L9rOQflKyL3QKTeIPcLUocFK4A2ELn2tcgcima8ExIkoNBIQAt3RVLW0GFB2cZgV+qYhfSpaaSJ+rCJ8n64KVdSQ6poPVUQsEJxDJCwUBj2wstBXlO4I0ARc1AYqkB5zNSF7gCISWD4rrA7ZsfLEbEFopEEsJCOoC3H+bfP/rrgjoYQM3hsBsgBFok5+0W/xS1E/RfzgGSUL+sqg/R+LXxDPGpK8IVhJRUhGqwDF7WZko4JEGLCpBIBMCm65AJIiLpgdCq6aCt0wgBByL+wFbTgEwyc6AZp0AxcSvsvm59IOSlvB5oo0seIZrph+tXFIYGBYG3FwQONElJDxSMxBuAsQcHksPqFID6voAJ/CBEbkB8ZUCylUCfKtJEH3/9iOvskO/+KC3RBAAVJi/PuNt85sGlO8n8ldZ/sI+AFwe9avtfvlyvjyJn0vm+ESzn26Xwrz5X7VtoGMoCrjYIXAU11EoBoIrCRydEFAVCwoKBTOgzZb54l2AYDdAHiH/xr/zzYHLAx8eviUeAsfgvoDgjd8PtBnmjeNvDanAMTlnPHjc4LE5j9ltod8OvtTm+cgeYgGh+5/8OgoewXPefIuSY/LI+9z8E761bXPkem79CReIK/8ac/195Ir7GLqOgZ8FRzjngoLS6Pmy2N/53691rLDTH/2N+7zKAEAGIv65azdTk/93d7/BFhttfmPkzwXkz4MEyiVRf9iaj26IHv1oxuYqFv87FpgfuYCs/IdsBorPf5rZLzJvci6epYpcIMgj8194no/Pq6rZODofy66tyfUN3lQuEltcwBShsWVPSHXYuMgmUX/c7jeJ+FX1AiLVLG8XLIzwDYtVuOV6AKN0Qiw3JDrvQN7I4QKHINzQJzhswrl2kSvgRFwWQ0fA4cK0AG9E7TE3QLBSwCglECsOdDZFADkB7atYHgiEQUV/ZP2nEg4u6b8wciZA/ikt/yRRP5fEz5qIP3W0z4VH1NoDPN0kmNVHZVof1TF5eVU9lfgcnZi74midgaArIKoTEDsC8WLBeKFgyQKARSMyrd0vSxcE6wk0hYIyS012zASEz427AOXaC1AuahyVKAiQbWgcOwIxwCODPpKn4smFgBNa0yJJC/DIUkXBSoFwSkC0SkAmAjaWB5IIuP+lj4LxgK2PR4ZmP0T+33Ejf2+5X4oqf/Ncv6blbwrit0/6CQjfaCq1O4+Gt0RXzLDS+gC9IJCLAXmaIJMQcEKdALZorkqtgOVRP5fYZRrXQEP8nHHlSOOSPQKSkb351lWZd7FydEdxhJNNWBRIBEHUHeDRpSpiV0AnBILR/Fa73kChYKCroNoNEBUI8s09AKR1AaHiwK0VAiQCJt//Ghv93QNgPsDDzQvXUjf72Vzrb5Lv5zoyTxr1c8VyPnvEn5n0ub01ADzN/Gl4BL418cWP5SQQBEIxwENzL7clBBSFghUQAIJcvyDqVxO/TDxoiF8W7atIX7MxkOhHeZWu6A2JgOZzuLEocARL/aJiwIn0C4jv3KcXAuFVA4K0QKi9sMgNCK8UCKcEGrtfBVMCkuLAsCjYEAHUI4AAEQDQWv+V+aXU5P82rfXPSP7RYCib3Z+S+G2SPk9eFlhSLbXgx6Izd+L7ASkEgUoMxFyBXISAY8MAsLwboCrqN8nzpyB+Llnqp4/yuWJA8+RD0I4FwCQ+RmzNqiMUBU78nkTdgc1BKXMFBOkBqRCILsuLCwEnEtGH3QDBSoHNlICkLiDUL2BrE6NQE6HG8bxGQYs9aBTUwqAufwtTs6nJ/zVa6y8q9pNG+Sksf03UL1ouzQ2I3zjaNyH9BIRvt9kfTxT7a7cwljb/4WpBkEAMxFyBSK1AIiHgbFX+i9ICFXAAkkX94jy/wAmIKW6utNLi/bW5IeFz/QBMtCVAgkYAPKIYpb/qiIUBNxAEAXfAidj4Ylcgnh6QCoHg8sFQfUB8F79okaDQDVCkBDZVb1AEBLYX3hIBLHS89+5+B42CWhRe0d+ldEV/Lw9ctkv+guXKuvSASdSfnfiTkD5P4WLKaNO2KFDNtI6KBiSiIMonjnRKFhdXy12BREIg0EdA5AaULwBUFf5au19G/MFhaU788WhfRPr6nQDFR7CZAuCGw9kJt5eUioLwZBLqox/UogFyD7sCivRASAhEUgPRFEBgkhKlBcK1AdGVAlERwMKFfjHxEF8hEG0f7B+P6gEIEAGtA2ryM/3ulVR/S8T/06F3JeSv6eqX2vLPbveLiD9xtK8hfTPCT0j0uS0DkJ+JI2JpgShwhHfEiW4MGOOnraDJjhBQFgqWKQBSR/2SToBmxG8e7XOu8oV4smHL8xq1gtHrqD7EjkAUOJLJJFBhL3UFxOmBuBBgEZUbyLuzeCdAqRsgWikgWSUQqguIFQfqVwhABLQesrT5JfL3uvxxkXWfPd+fqMKfiz//0qjfgPiljc+5AekrCD9tLXUJm6pK53qRKBAvBJCIAYErIEsPJBUCsrRA+Q6Akvy5YjOg6IdEk+PnCaJ9aaTPxR8+tYeW/6ANDyfJizghYRAdug6XVbDwgKvvxPcKELkCSiEg2sFPlRaIuAFOoJ+VJCUQWyXQEA/x4sDkIoDSAQM3hsGSTQxa65+m4n+L/DXL/JTkr7D8M0b91olfUfekngK5cUFfyrJAW7NonP+5uShwoqwtdAeC48KJTb+y9EASIaBKC2RFm4WrzZigAxwXkD8PdQeUdIAL/r2oE9xmZ7ngCfDAn3PBEsGtrk+xvlTRrn/RLnks0lEq1FHQ/oPzcNcsWSeqcCsqUTdDHmshxgMdFKPXjsWuXfyaie7RVmdFvjnJcUHqhws6CSYSj4Kxw4PXROA0ccGxqGUwLRMEmpT8L91I1eaXlvlt2P7m5M+NyJ/HyJ+ryJ+bkf/WtCjpDBfpGhqN9uNdVMNTIZN0H+TROodo01LZvGXYSVX568aHkf+ycG6VHC/+F9FrK5JN4u6NcU6LzcAh4ccj916Y7qnCMsBo+1ajXL/C7k8c8QujfS7fXUuWRlD8fZEeAIsuz4spz2AxSrQewontFLVZLR/6e5krEEgPaB0BVX1AZOtev5AvsmQwmhIQrhKIFQfGmwaplgmycKsCr1Ww3y2wd3YAjNlEoIp/eqQhf2r0s+SsJiJ/ZkT+LEL+ij4AhsTPVFG/IuKXbaTGpdG7el+UxAXQPKeZk2tn1Ei0LHr/jjyN4IjcAUeYJnDCCQBJekDlCISXD5qkBcp1AKRRG5dG/eEIPPIzZcQf7vkfi/alkT6LRcVRXSjeK0ChIKVBPDd4SP5W4jswSa//qJqN7R0QUe7ha8AU19fQEQj1tOaRCDzqBnCWqGeENI0UF5PSPQRi57RxPr4IgBPQPKCoP03Fv4z8uY78Q1GgPN8fI38uIP8EUb+0j7xBxG8S7Qv3LOHxqFe5O4BifkvG6olDf/mRBOcjtEwEszBTOCLRUJ4L3J+tuTCJIxDec0CXCioxBSCz/EUbvkStYNEHQ2X1S2z+yAY1etIXjUwB0QuIPc0GQcaDO5gGiAoF4e/LBYFaDMiFADcSAtF7KSDfmBXPk6cEohsKKcYWREDrIm2P/y3yXzNu8GNc7CcgDHHxH9davlG73wbxRw8iI/2wrW9I+IbznvB/uiBJFGxJtx3SbdxmJghUYiDGOSx+3aIBkLAWRFkPwo3SAiU5AILd3kyi/qgCirgG0REe37EuSnwCUpSSvkTxBQZWnOTLQFgchD4YwiQc04gBptiBMb7TokgIRJNgsfoAoRsQnMAYC+/kFxgzShEQ3XGSQQQAXqU/LfdLWvEfJn8uCLMzkn949pJEeAmifqndb4P45ZF+OsKXkDwXllpln2ZVm6gGAiiRZ2omCEzFgMQVMBACYY6KjhW5S1S6ABAW+sU+HKqoP5ouEJCMkPgl0b4h6Qe3wY0TfqWnPDNBIBQDUZ+KS1MvTJIaiN0jzvVuQOiaq1MCWhHATEVAPOUXcjEa32+JgFtg0xYkf2a41E9I/oLPXjzfz40s/+RRfzzmNyV+WTGf2N4PH1tF+CKiNyV3buGRIJYKOckyUSCupdaIgdi/6oUAkwlGWVrAIku12SEkmeVvEvUH7H4B8fMUxG9C+sIyzXpOg3FBoBQDAleAJa3BEKcFZG5A+F6IUwJREbBF9OIVJlHhGBcBEldA8LsbIuDXEAE1Q5oNfqLkr2/ywwWV/tys2E+S7xfZuUmiftO94mXEbxztcya0rGWEn7y4X0DAaVZPCVMKhgIh+rKiqv8EYkCZHpAIAdGqgTBP6gVkiQJAZfmbRf16cjEh/uhobWbS1wgCqRiIuwKJhYDQnVG7AZwxbUpAWhwYqhFgRkv+pCJA8rsMTkDtQAV/STf4sUP+zJz8WdQx4ErL3zTqj1nxkaSECfFLo31ppB+vjZIxq3ThHZcsYzY+VpJVf3GRoE8CRAWB+LdVYkCfHgjfAxFXhU9HlhYQKrMSBIDO8pdF/TG7n8XXkCciftEgbRXSNxMDIlfAXAgErUoWI1S9GyBOCURFAJeuEFAdj6lFADPrEbDWsbIhAgYhAqoM2t0v6XK/vMifK8hfle8XWf5Jon7ZOn5T4o9JgCSkL+VfLi6wFtjZWWz9VMcQiQNDQRAvxGYC0SYWArp7wnmS+gCBG1C2AOAGlr8w6hdGkvHKcCnxcxHxx5tjACyUoolNHEZCgMXclZhzo3UDxCkBzjTFfJG6ALEIkPRn5ywkMuQiYOvvPBHwEYiAqiLN7n6b5N9mn/yZgvyZgvxllr9p1B+j8sTEH/qIxecKBenLCV9P9GaMYi3zrz4XgVugFARCZ0DgChilBwSui8hV4mo3oAIpAAPLX2ojR9fbRomfy4k/ppg4iD+RK5BECERWDbDo0k+9G8AikxxTWvhcvs20VgQIlqMqRIDoHCACqkv+Sdf6h8ifi3b1y5H8Beu4dZa/edQfW23LmCnxC3P74Zy+ivRF69zMaDlar5SgR0rCvismhQlyp0DsEAjFgChFwEV7K4g6RwqEQOR+xR0m1Rb3paQAzC1/ccTIY3a/kPiZgvhB+vbSAwZCgMXy9zo3IJ5S4JqIPLb230QEiAoLhbUFXLCEiocmfF8ELEAEVAJptvaVkn/EaFdX+6vJn6vIP/qJM7H8E0T9cWuZSYlEHGmGo31Jx1sh6RutspeRezGzW2xpd3zFl0YQcCZodsaEBZiiFIG4TkC1aoDJ6wM0fSVKTAFIJtfgRUsU9TN9jh/En1t6QCsEomkBjRsQnZHUdQFmKwRitiqX/K3WNWDi89wUAavs1EchAqpA/km39iXy/+4m+TNpox+jpX5M/ztpyZ/HhIZB1J+ouMyQ+GXxqoT041OIgOyrG/pIloDLBUFcDJi4AhGnR+YGyOoDmEG9SfkpAMVkznhMRptE/eHlfCD+woWAMDUQnZEUboAwJcANyJjHJmi1CBBNtMzANWDxWFCyl4W/OgAioBysrawmXuvvk/9ig/xl24NzyVSanvzjY1Jc7Ce3/I2i/gR2vynxx3un6Eg/EuHX2wvVCoK4GBA1XNMIAW4uBMJBE4sF0LZgtRWwyvJXRv3RPJhoVz5b2x8BRvc0GnkkcgMMUwLy8cOTiwDNkkLp8kBpUeDW3696IuBldmvHNMZGkcPQJf2ZC9cyk790A514Ij8WbScjf5NiP73lbxb1M0GkGK/qNyV+pupCF3MKqx3hWxcEEjEQvTnWhAAT7zERazhVlRSAck02M4j6JXl+VPWX/DGQpgXiDk3UDTBJCYhXCDAxkatEgGYDofjrilwqQVEgC4qAFU8EXL/9EoZGQeRPkX+SRj+v913bIn8WJ38uWUfFY4xslhowJf/wPBbf0U9WjGga9dsiflk/PM6j24i3XDwkdAaErkBCIaCvD5C7ARVqBKQjfxaatEW5fpHdD+KvhhCI1wfwWBTOmGxraG4oAoJCwmQnQBaL5MxEQPx3uXKL6nB/i7MfeB0ioACkIf8XdpzZIv+MFf+hL+JefSLylxX7cSH5iy1/ddTPBH1hVMTPhcQfdwFbl/R1zgDjElcgoRDQ1gcw9Y6T5QsAWbGfYF24ONcvivpB/NUUAqK0AIs5O+qUgGaFgNF2wKqqfhaz/WMTrDBFID6/+B7qEAF5g6r905A/kxG+UWQfnWDVHf5skH+UGFSWvzbqF3xW5RE/kxB/c+T0ixMDcldAKwQiBC5LCzDJOLCVgmmzczEU+X6uWAsujfqByg57gRvAmWgTH1lBqKA4UNA3QisCJDl+YXSvXRkgSwWwmLPh//jsQ6+zK6PnMSRyIP8kXf6C5C/K65tV/HONU5CN/LmC/EX5fpnlnyjqFxI/1xA/xl8mVyCJEDBMC3CBE2SzE5CF3QAVFdxCa1gwuSPqr6UbEJ6ZJCkBYV1AtG00N4rm4zUAZrsIGhUFMkV/ANE5u/8/f/+brhB4A8OhJPL/6fC5MPmHZxtJa13DRj8WyZ8pyJ9JyJ9HIkB11C+3+0H8Bc6KCYQAEwqBsKiQjw1bFQC2agAkxX7RKn+h5Y+ov8YiQFaYxyStgKNErl8RECvU5pIJlYs7DIrEA+eCym9NfwBRKoD+T6kAiIDsoPa+Scj/JyOTbKL/UmwGVhf9CaryE5M/S0n+XED+8nw/i5lRqqifSbaUBfFXVQhwqTgUuQGalEC5AkBW7MfFEZl0qRdQbzdAnhLg0mieGYoAdQ2BslGQtCgwQuYidcHkSwODH21fBKx1rmI4pAARP23wk4T8X+u9FiNdLiJ3Fm+lKqy8NiZ/noz8uehvwq8dnOhVlr8u6o+vzgHxV1EIRMcFT+AGcLGWLdcBEBf7MbmVy2D5N6MIiG8MxRhTWvrmvQFMdvOLiQBlUaCkHoAJ6gGYSCyEf++GKwLe/NgrEAEpyN+0xS919fvunlNe3l+1nj9p3l8UT1kjf6Ymf+HrSyx/XdQfTqVFhQ2Iv3whwOL3RtkUyixdVKoA0K/tZrD8W0QExLeGlhUHcsPxk1IEMPnywHARjaA/QOJUwNbbWxiYhQjIk/x3n2IXumc374e9vL/Aci+Q/OX5fhaz/MVRv8LuB/FXSAhE5j4WTQto3ABRSqAKDoB88mbhjn6w/FtC7qra8bLghGXUGyAaeMuW8QUmOlmKQBghil5EkwoQFSI2vloYuMXe+Ee/RutgDZJs7jPTseyR/7Wu+TiZcXlu3jzvv3XLORPNURnJn6vJP65B5Ja/OOpnTPROsZyvkmGSIi2gdwNEKaySBQAXFmPFJ3mQfysNc1XrXhGRc13LXqkrEBxX8pUBXCEMgv0BjFIB0p9tfL3cs+g5ARABcvI33dyHSP8/7T3pPccoUuT6CNfvRyJrRdGfrNFPJvJnevLnivMX70DIpFE/7P5axEnitICgZoTJWkNXwgHQVGIj3w8RENskxbYIkLTyVdUDcFl+3ygVwEJuQ9xq5l4a4M2Pvcpu7rmOoSAgf5P+/kT6FPkvNbr7GVv/krx/8qK/+HI/Jfmz9OTPVOTPmXDToVhIFdl4CKiDEIinBbbmFbmLxCyJAKvbAauLvoDWFQGMxQtERTtGiir8mVQEyIpkhO6Dpj+AaSqACVcPiPfnXutcYWc+dJLd2H8ZQyEh+b/ed539x72vbZG/MPAQBCHSqDlN0Z9icx+Ro8ntkr+oqY/M8ofdX+dZUuAsSQQm5/Z6ANhxAEKTLMgfEIkAWQe+oAgQK1tVkWCs1SqX7xlg1h9A8DpM3iBIXBDIY7u+vfvwKXbp0Lsg/wTk/5ORM7E5Jhp5C66+cMpR1wikLPoTtvdl8t9RFiDySLGfJN8vtPwR9TeVGxBd/yFNCdhx1a3sBYBKf8B4nBiJAN1uflwwUQqKAoWpAEE9QIwqRHUDMjKQFwQG38ule8+6QuB0S976tZVVY/KnNf5R8heJucTWvy7vL4vkReTP1b39TQr+YpX+Uuci/NlAhX/TT5PmKYEqOADqnu0AkF4EKHeZVO0hoKoHSJUK0BUEMvHPIseiVMBbH3+1pZYJEunPXLimJX+y+on8N9b4qyPpVNa/hPyFef8yyV+Y7xc5HbD8m/YzI3ADWHTuskSz1joBgvyBdCIgxrX6IkGh5yu25rlhFb8s1yreK8CsQ2BIcDT+4dbIzZYRAUT6Jtv6+mv8o+TPRISbyfrX5f15RL+JKv7tkT9XtiAOnw8s/xZ1A0QpAYtVAFZWAYD8gfQiQLORDxNE/sp6ABZzDOIV+5KlgcLiP3E0H5vlFcsCo3+3MDjHXjvyS++51cnfr/TfWuanIHWe1fpnmrx/gop/C+RvJkAj7x9TbOuJAJO9Jsp0ALgtPwJoNXkrFQGh6M9kZYCoHoCJK/tFy/Zik7i2IFCys5uBC0AgB4CcgGZcJmiD/CNUGE/Ty+YhQ+s/Sd6/cPLn4t0GMcO26FQpc6N4BYoAUe0PpNcAchEQi/x17YNF9QApUgFMsusft+wC+CLgzIdfa6plgqbkH13mp43+gyOCy8hUFtEbWP8S8pd1BhSdpzXyZ4rlhwDmS4vhtpVVAABgZfiIREBsK2BxUWDMVRCIBWEqgDHpXgEmBYHCZYGGLoAPWh3QDCsETMn/F9vfiy/z00T/SXr9J7P+dXl/xXI/g42GRHsNmJM/8v2ASATY89zbcEmBkoe0Yjc/zcqAKCkH/164NFDwOrq9AmIkoQo5BUyjcQF8NMMKARPyp0r/n7sCwCTS0RX+iW9FUutfl/dXFP0JyF3c5IcplyHKyR+zAyALmuwMDggAoHoigMWb6QiLAqX1AKKlgaLXiZC70lVI6AKwZC4AwV8hQHsJ1A20sY+K/MnqJ8tfWOmv4nRZ9C+IvtNY/9by/rHxIXMjQP5AdUQABABQPRGg6O0fnahTpQICvyfdK0BZEBinD66qDzB0AQi0MuDU773MlnsXp+tE/rS1rww3O5am/5NL/vJiv9jMpo/+Y8JKRMhMa/2L7l/sKMIe7FzuFEiPBPIHbIsACACgmURALGqSFQUGvzZMBQgL95jkZ1y97SaX/53SBTCY5CkN8NqRXx53vzxed/J38fx39rzx/EzHksHdj89w6ug/PnIYl13jDNY/Ew+FZEV/IH+geoAAACoqa7mkHiA6gyv6AzDdqgCmKQi04AJE2YbrXYAGjg4/9/mn3ecv1Zj8nz306lc/Ode+Mpbk3quW/ckL/1Skbsn6j6YWkpA/A/kDEAAAYK4BQpG8qh5AFqLp0gO6gkALLgCXuwCaFN7oieOfOuyKgGfdrz/pPiqVEjAg/6dd8v/S5546cpjeS+LoX9LvP2nhn6yYT0T+nCnIn0mWDBos94tntED+AAQAAEjpgGute8NUAOPS7lnCgsCMLoC8TD3uAhgs5vk0/ccVAc+7T0fcx0QNyJ+EyiMu+R8PvofU0T8XtRozL/zTNfxhMg0XfUVh3t+E/MU9B0D+AAQAAKhEAAsSboR8JakApvq9WNQnKAg0bQ4kcQFM+gJoQt8gjvpfuCJgoiECxitM/hMN8p8QvYc00b+uoC9x4R8TR/9i619yu7ni1unIn4P8AQgAADCOCsMkqk4FyFYFmBcExpcFCqO7VC4Aixxb297VSwMERMC0+yAR8GwFyZ8i/iMu+U/6PzC1/1XRv3SpHZM05BFcey40YVJa/7q8v0A4ynr7g/wBCAAA0HJDwlSAqEEQUxQEMl2knqwWQL5HADeOgQOIWeiuCKDCQCoQLKwugIhfQf5fcomfcv7TunPPFv0bLPsTRN8sLtGEEb3orETr/ZNW/IvJH+wPQAAAgJYiwrn34Nfy3v0iF0BKP6lcgHgtgAGzhClE0xioAaGF7ooAL+J2H5NFkD9F/wJMN6L+Z5Oce/ronyWI/uPRt5B8E1v/aSr+o28Z5A9AAACAuQjYnHUVqQBRgyDFjoHqZYHJXQDpToEZGgOxjTTAqEQEeDl3lmNdgIL8JxrkL3ztzz11hM55NNfonxtG/6o1/xGWF1n/yfL+TF3xD/IHIAAAILEGMIjcWeKCQKZZu2/mAqjInMc3jRFEiiyFC9AQAbnVBSjI/3iD/CfSnLO16J/FBZxp4Z+Y1MXWv0jIGef9I+QP+gcgAAAgjQsgId3ghkHyxjyRaVy6T0AaF4ALo0/zxkBaYvgj3dWxXRegIH9Zvj/ROecV/as6/sXHg2XrX1fxjw8xAAEAABZsgEiDICaKzpmgQ6BNF0DyO6LjiMWFnhYbGDtx/FNDBiLAi8xZxn4BS7cWROSvy/dv4nNPHaFzHUsV/TNd9J+k6U/Kwj8Wtwe4/C0w2eFQ8Q9AAACATQnAZVGeKoSz7AJohIPxksDIeWhCxDGT6xPoF/B8mutLO/rNXoyRv7++f9zwMGMJ76rCWFG3/OUq4ZCi8C9J1b/Q9RGwPYr+AAgAALDkApgVBFp0AZTHljCSaElgNAQVLmeTksXjpleoURdA7YMT7SNA5D/97hXG19eDPz7uEv8jwfX9BnjcIPhX5vdNc//ychCeqvBP6hIorH9d3h8AIAAAwK4NEKYFLovU5Xl7qQvAIi4AN3MBpEsCBefB1RaFCEeTXqbGPgLkBmjrAgTkT39Duf6nU9yhozoRJ7ksTGi9S3L/6aN/laUvafgjGX5ccI+R9wcgAAAgdw3AxRXZXNKTPRjxqYr5TPYI4Gp+MysGZJFOxsqeANLlgBoRMO4+HWSKpYJE+rMXrwfJ31/idzzp6+mW/3HFT7j0JwVE/1xxRsbWv0KnAgAEAABYkwDxmTarCyDpDihmoEAb4ARLAuWdAY16AoyluVKBpYLPiP795oVrngPQwPNMv8RPhTET94YbRP9MEf0zK9G/QeFfSusfeX8AAgAAinABmGJZoJELwJiCJQLHlq3dT1oMGH9NQ7p4PMv1ckXAn7JISoCW+63ML/nf0hK/Txos8Ut1jibRv+iamK77N4n+5cv+JIV/Ms0pcCNSpHUAAAIAANK6AOJ8PdO4ANFjBO36eIQfP5R6SWD0ZaOEwpUl7co0wFjWKxZNCSzfWqCnSbZR5W+jmdCYzrRRNv7hBhF+huhfJT60hX/B+wfrH4AAAIDSNQAT5+tVLoCskoyLJ/KESwLjxYDyJkDyveuFLJKqDkAgAjZTAku3Fo6z+Ba+qaBv/8tl0kws7CSpAJvRv7Ljn5DUYf0DzYMOXAKg/i6A4/6vQaiO+zXNwU6UAhzBl5t/Gfram+0dJ/63ja+9/zZ+J/SrsrPjzsYhYucleR/6CPu4jSvXSAnYxJgZ9Zv+JLToU3/UFNF/XEfqCv/ifwjrH4ADAACVcwGYti9AKLwzXhIoizGZ+Libx7KSBni8wndCfm7GxX9m0T+L/pm16J+ZR/9c4hgBAAQAABTpAojJXBweMjkRC9kl+nNVX3+moCPx3yRMAxyu8I04bHq/TGJmddPkgqJ/VeEfQ8MfAAIAACrlAph0BxSwhnRJoJS/uVEHv/CKA25GjCqSNdkXoGg0+v8fVgT/Ei7W9FXgZhE+yxL9cwOCFxT+oeEPAAEAADV0ATiPLAlUHTlBMWCsJ4BxGoDFmgIpTquKLsBhI2HDzYr/1Cs0ucKESRH9M1H0z4TRv3iLYXz6AAgAAKiuC8AMUgORJYFG+wPE/tmooQ+LpwG4YVzrYayCV3/MzNMwK/4zuAYG/8Zllzt19M8E0T8AQAAAQDUUAGMiwletx5csCeRad4EVkAYQ/vLDFbz4DzNl1M6ka//12iz50j9V17/E0T9H9A9AAABA9SWAsi2vnFvNigFVpCJOA4hYgmtcAq4Pc2uUAjBf+28WU+uL/5RL9bSV/5qOgByFfwAEAADUwAWIRuAGxYCRZWicqx0GXRqAayJ6Hm1DFxIN0uqE0SoVAjYKAEf1d0Jw/WThOzfZGjjROoG4AOG66F/c9MdMqAAABAAAlCQBuEF7YEExoILwzdIALAElcS1hJY+4KxT9y6rmueTKKMTAlohTR/8incEVewCro3+G6B+AAACAepsAJsWA+mjVLA1guDcAT1LeJvzdsQpd8THja8jM1v4nKvAzdAa4TGyY7A6N6B+AAACAeigArglDlfY0z5AGEESI6i2CJb3nhaFzCFUqBHxYq8FEVMx1+ocr6yFMlv4lTRJwxYsh+gcgAACgNi6AqhjQtCeAxqaPpgG4kSUhZhaJVy6rA6jQ1R6VvWWu1j5Mbf8z4eoN2UURLf0LczYXajhVhI/oH4AAAIB6KgA1SWRJA3B1bCknD65MMicgl4rXAJhW/8ffvYn9b3bX5BG+6Y5/iP4BCAAAqK0E4PHOgLKoUrEagCnTAJo9ByTsx1m2OoATxz81VvY1/txTR8ZM74SYbGW/ys22dVAW/7H4ARD9AwAEANBaJoC2UY9mNYCuhM1sOWCKOgBRRLqF0Qpc5VEZuat6/wtFVgIBkcQZ4CbOAKJ/AAIAAJpUATCJGEiUBojwQMrlgMLXUPYDqHQdwKhOeRVp/5uIBm7lOwCAAACAGkgAVRpARQ/RKvQk/es0dQBSVklUB1CFlQCPJyVirv3VZPa/almfvviPyRv/oOc/0OToKPsEBgZui/1seXmWLS3N4u4AdhSAE/wy8IPILxD1OvS1/6PQ8+a/xg+sOKb4WFvP0aNKT174fSUcgCFzctf0/k8YyScRTsriP5PoH/wPZOG5vm420Nsd+/l7V2daRwD09o6w4aFRj/Tp6/b2LuXvz89fZ/ML19myKwZmZi9CGADZFEDspxES506At9XELPrXDZ3g/tcJiIiQwBC8pprgJWe/iSqsBDgs4k39jsZcQ8BiP8VklaWq81840OdarYLoH0hD9Pt2DXpfj2zvYyNDvcq/WV5ZY9en5zwxMPnelPd1UXCyHuC5/+Nh5aeju3uA7Rw5xEZ2HmLdXQNWTpqEwZIrBhYaz0tLt9yfXWNra8sYgYBglDubdO0QOTOn8X/HFaP7Nr+n/6yvL7OFhenNf9/4241jeD9x/I+N0zhW8JjR3xW/5ub5NI4l/ncWOGb43yI4eOTYc5NlXNbPPXWEHIgz4UiZRwRAeP+FYIMj8e+EizDDx+Ox5j/64219vWN7D+vsbA8JgItXZ7dkQ0i8cHGjIaDl0dXZwXa6pN7fIPuRob7Gc6+V48/OL7HTk1fZ6bNX2ezckvJ3/9+fTWTi8NwcACL+2277kEf+eTgJvpsQu3izFxvP73nPM5HvgdZDe1sX6+tzx0zPTtbljsve3h1soH+f8m9ITC4sTrG5uSvs5sx5trg4HbbwhVG6PqKXewgBByL2Z+LkRQP0IZgs6dKO6t0XxY8kW//Kl2kyhSMTxvBgDzuwd4jt3dnvft3rTtrtyiNcvDbLbriR1+z8sheB0WPJjcyA1sRtbgRP2Nd4jn6fq4vgiokPPbDfe5AI+PVr57VCoFIC4HaX+In8S7FgBvaFnm+TCATfMSA3YdV9Xltb8r4Gakz07V0uue/0xGF3V//m17pUk+xY/X17vMee3R9gyytzbMYVAtdunGYrK/MCglfVFjToO0rw0WeFPFCALPjxki75YQ3ds0iYHiNsE4o3XVvR39PF3ndwF9vvEn9/b7J7vm/ngPcIwrdmr03Ps1tuVOZ/vbyyig9bjUERe7crCCmSp6jdj+iLIvgkOHTnLjZ62w722zcvekKg0gKAJtuDo2Pec1URFQhCC6YhEii9sNyoOfCdBAiF8rFB6t1s0L2HFNFTaikt0Zuiq7OP7Ry5z3tMTZ9hV66eZCur80KychQ/FMXyGQsBy9wWeEgU3evz/2noXd77v88l+4cO7WN37d9h+Z63e4QQJQVfGJBVS5HZxasznltQZO4WkBN7kMiDxXdVI/ck45DcABIC47962+o4syYAdu48xO448Fiuk3DhIoFtiYTbBL+3IRBuxcSCX5ewJSiQfkgTyXd4zyOb33d191urI8mC4aGD3uP6jdPsyrXXXFG4Ei78UxQC6gldU/YXx+MlXorHxRQtIW4dsxsu//NB+fwP3LvXi/qLnpA9YSAKHlxRcMsVBb5TcL3xDOcgOW4LEHZ/gMiDpN4vqa5vToHTyz7x+APspVcmvRqByggAIn+K/FsNREY+IQ2wfUZ/ExQNhGjx4mojLRGKOJpk9UNwyScRe0dDLPo/rwrBG38gdxxigwO3s/Pv/ZLNLVwTrwpIeEzR36Q5TvlQb6ecdfnfnpF+9vGH72B9PdUKOIiM/CpwphAIBH8J2HLEPSh7aZiV6yAgZorQg7UYQeu91cg8i/gc+/Dd3tc2REBmAdCq5G9DNATdhjSIigkZbDkQvt1ugrwt+aqgs7OPHbxzjF288gq7ceMtZrcQUPH9Fsr88I1p6VrR6ChJ/j/4u/e5Ef+HHri9nsTYm9ySXk6QXvDTErYjcHlU2qctsARy+OA1RAD7WckCAORfHTEhj7z34WLljH27H2Y93UPswqVfCck/lvtPXAioXAlQmYA/S/6fawwEwsceOmA911+HqM9ULOCT3loi4H//jy9kOgZaAQOAJQxtv5PdvvfD6mY1nEndgLQ4cfxThTcE+txTRw5rQn2Tty1vwyvAx1uQ/AEgT0AAAIBlEbB390OCLfG4JO5NEF7LybaMlQBD5ufLUuX/eYT8D4L8AQACAACqjJHhezwhoI+LjQleh9ES3qbha2bdUY97xA/yBwAIAACoBfbsfoht696eiva44c+qIgCkNr/iB6aFgMMDPeyD99+GAQUAEAAAUA+0t3Wy2/bqu2FyUfQfYkfF91WBbJvdBH8UfYs+qOivE1XmAAABAAB1AjkAQ4N3RCgvF/YuoxnQ44pQ3yzKl+0F0MDB24fd69eDgQQAEAAAUD/QPgJtbZ1iRuQ6puTCDHq196bLWgC4AYr6Yf0DAAQAANQWlAoIugAqKs+wFLBiqwDEbJ+kARBF/7D+AQACAABqjR1DdycLf5PjcAlv67DyHekrApX9Eg6N7sTAAQAIAACoNzo7e1lvz04N/WX9vlzwRKek3hp4947+yvX4BwAIAAAAUmFo8EBzvjEu/jbRXj+RAsDR/cMYMAAAAQAAzYH+/mRd2pP2Ajhx/FNjRb2Xzz11ZMzsrNL5FPt3D2LAAAAEAAA0B6gYcKsxULMi+woAWvaH4j8AgAAAgKYC1QGYVf/XoPlPQjFgmhrYvaMPAwUAIAAAoNkEwIglXhUKgtEC38poMiNAvgIgugUwFQACAAABAADNJQB6d6ZoBmSJlHMQAOlOVZwT4HAAAAACAACaFVQH0NmZtLVthbsBBnc85qlXAW5+QUv/kP8HAAgAAGhKNH8hYHozY2hwGwYIAEAAAEDzCwDL7YBLpHo7vzqMjX8AAAIAAJoV8Y6A1nBngW/jTiOGT6hldqEAEAAgAACgWdHZkVuUO1rg2xhNEu6bpgT6ejoxQAAAAgAAmlQAdPa22Ds23wQI/f8BAAIAAJoaW2mAam/wY4nvtc4AYfcI7H8AgAAAgCZHe1uHDTZtGqVAX3V2YCoCAAgAAGhydDfBUkBu+SBYAQAAEAAA0PRIXwdQPUcgUxOgwA97kf8HAAgAAGh6AdDRBIWA3K5EQQEgAEAAAEALOAC27O4Q3Q4V+BaGEp2ZkQDAEkAAgAAAADgAaXC4wLdg/bXgAAAABAAAwAWoBey1AQb5AwAEAADABWgWJNAHEAAAAAEAAECTsb2JDkAPAACAAACAloGdTYGcprgW6AEAABAAAAA0qRvAcWEAAAIAAADGtnUPtmTELxICQwNwAAAAAgAAWuWD12ay7r3uhG8W93d2tmNAAAAEAAC0MpyWeadICQAABAAAtCR6e0ZsE/50Xa/F7h19GBAAUAI6munNLC3PsuWlW8J/6+ruZ91dA7jjLQjVuGhv72K9vSPN8DYnCozex92nsbo7AVM359nKyqrw3/p6u70H0HqYm1/yHq0wLmopAGZnL7qP97yJfcmd2OlrU2xM+DtZtysIKAqjrwcG9mHU1xxra8tsfv66NxboedX9Psm4IAwM3MY6GoKAvqZnGi9ADdhcguWVNTZ9c45duT7rEv6c9/2VazPJHIqdg6yrs50Nb+9ju0cG2JD73IW6hdqDxgGJwKmZeY/wpxvjI8m4IDHQ7z5oXND3EAA5wJ/Yp6bPJp7URURBx5idDf98eGjUEwJDw6NwCmoCGhfT05PuuJj0vs4uLDfGFh2PsV97X/tiYOfIIetOAQnQhYXweTtNWwcgVgd52P80qZ85d3VzgrdBFITzF6e25ovtvWz/vh3s9r3D3tdAPSJ7uodXrs+E7mXWcREVBfvdMUHPdRgXlRUAFN1PT02yy1d+50b5s7m/3lSDSN499zNvot+z5wOeKEAEWL1xcfny7zziL2JckLCgx+XLv2Xd3QOeEBjZeciKSHQC/wWyT+5nzl1j77x7VWrf2hYZ9PjtG+e9KHD/vmF23117kTaoGCiiv3DxBjv1ziUrYtBEFPjCgMYCjQkaG1UdF5UTAN5ke+W37Nq106Wew5kz4+xdl/x37rzPFQPvhytQMijtc+G9X2d2gDKJD1dw0DnQg8QhicTi00eQDdEJlyZ3GxFdFvFx6u1L3oMivw/cd3st7eBmE4Q0Ls64gjCJrW/7HH7zu7Pe4+AduzwxUDVXoDICgEiXou8yJ/goKF1Akd+1a6fYXneypwkfjkDrEb8wAmw4RpQeuOPAo6nSA5QCmF+8wUKM7sQJv5nJfveO/tQROE2sSfP5RQiSv3YfEALlRfyn3yExdrE04heBhAg9aDx8/JG7KuMIlC4AiGTfPfdSqRG/yTkSCV1yxcDBg2Ne9AfkHG0vz7IzZ16sHPHHBcp77ORr32E7dx5yhcBjrS0QSanwVP+YaIIn4qfJtOrOhC8EqjThNzPIBfr5y29XivhF4+I/vzDhOQIffP+dpReTlioAKLomYiWCrQPoPN9668de1HfvPU/CDcgJ7zXEVl3GBYEE7NTUpCWB6EQcAcX3VeP5Fp/gRRP+fx3/Lbvv7n3s/ffdjg93DiCr/R9efqdybpDOEaDahPfft98dG3tbSwDQxP6mS6RVj+5UUd8rr/4l3IAWjfp1ApFSRZQW0MFvB2zJ5J8s8K1ae63OTrNeZBT1U469jiDBQsWCl12CghsAURgcFzSuz1+aYr/30UOluAGFdwKknC6RZ10n+ehkf2ZyHJ9CS+Pi5Mnv1H5cEMjZorSAzsHo7kqWH9bIhLMFvkVrrzWs2QiIJkmKoOtK/iI3oE6RapVBUf/f/uJ0Lck/Oi5+8MLLpYyLQgXAteun2RunflAra1f7nq6dNprsgdYaF1TUSu8pbX+C5ij8czK9Pyr0+5u/f62Q5VtFRn1//fevV76GoerXkIRUM13DssZFYQKA8rq0tK4ZQZM8iQAbzWhakfybeVykFwFOwu+bC81I/tHoFSIg3bgg8se4qJEAoEmeiv2aGbRGPEvEB/JvTpCrIXM3Ojt7W4bQZe+yt6dTGA0R+dfd2oUIyEcUFtHoqVXGRe4CoBUm+ehkDxGAcWEiAjo7eiLkmEkEFLkZ0IQ5xavlTV9PV0uSP0RAOvLHuKiRAKCq7nfffamlBipN8lQYiJoAOfxOi3jPVlHYdsBO7LWy5fqDoIruZrV3VZN9q73nJCDSr2ulfxbQCoG83Y5cBQAt6WpFItzoavgSPrkSgfTW2z9uzShmetJbISBlSW0XwBq1AU5xklTpX2ZL3zLRDNXseaEVRaEvfEgc1lIA+Fv2tipodQBdAyAMIsAiNvGpKqKNrxxRcV+FmwBlYnjNZPe7U+dbdlxQpEctbIEwaGlcq4pC//3nuTwwNwFw7fqplh+8zV74mAaXRBFwC4HIn/aW8NHTs8PWoScKfBvJXkuiFYJbAZe5aUtVQP3rgTB+e+pCy1+Dd85dq58AWFq61fI3jhwQqoMA/OtxEbURjesgdwDEfKmLt48ce66wGoA/++EJ7Wsl9Qdoj/ZWBwkgNAnaArkiuB4s1zqANgyznD/UEEKbmJ+/hovgYjUmgpyM35cAxw7xB8kPYCgGLIj4gA10NMOboM15CIOavdkpGidnYm1tCUv1WgD+uOju7mfdXQPS35tpROTL3vgox7HJuARwsvAT5t5rjvqs7/ByNghKCurD7/fi36PYqveWSz4+ASEKbX4Mb+9lnZ0d3tjo1+zVcLkxHpphXOQmAGh/dNtFgN3dA94e6nRsmtzpOcuOfCQCSBSQJUtf51G0iB0Dg2NiZy7HzToubot8T+NhY1y8t/G1ZVEwPHSnvdC5LAGw8ZqjiXcGlPzB/r3D1idUmsxpO949IwObX6cFORTTN+fYleuzbpQ+50XqeUSoRETABoiQ8wCNA7rOu0cGvXGR9JoHd3UsYlzkOSZyEwA7Rw6JlzwlnixH3Ul9HxsaHlVGcWlFCj38Hf0oPz3TmPSnpyczT/weMbnHB/yIfJ93TbJeVyL34eFRj+y9Y1oeF3TMAbbPG8MEEgPTU5Ne86KszhGd+86d921+T0WA84s3DDyBii0BzLwnsMN2jfRvfkf7o9MqgKypAJosDx7YxfbvG7a66x7t1EbEERQRfo76sjv509auWc89q0hpxqicrklWQqVj0Hggwqfra3PXPdm4oJULVNdiYwUDjedaOgBErLT2ObF42HmIDbl/W/RWux6xNF6XtnOlyZ4mfaraTlO8dnB0DJ/iaLR924dSNcTxSb+McUECg7b4pYcvBi5f+V0qIXPHHY8p3InUSwAnSriV9JoJB7hcNdBE+sH335lq3TNN8Pfdtdc66Zu8LgkXerBH7vIme9raNa0Y+EAgsgQ2QNsn0yY5aYjZuzcueRbtqnjj8e693sMv7KRxkaazH43pWjoAHgEeHGNLhq1xSTDQBEuTe1VsczqnO3of9cTAhhA4bZwmoPc+oKlJaEVQVE3XkK5llcWgiRggp4iWu5q+l9td8eO7CiqKNPlZBDdLMABuciOOj5O+/5Po+6IJe25hmf32DbN+APT7dx3YWZmomSZregTFgOmkvykkgBDo3pIIMBWG9Ps0JqpyLUmI+OOCBC6Jw1PvXDIq9iTi/9gjd+d6frkKACLy9933Ca8rnmiS9KO6Pbs/UHmrnCZuepCYuXzlt2zKjQJFrgBZ3Pfc/SSsf40zQkRKPQFE15CunXe9d95X6RoKL1XgPu448Nhmlz+R2KVUBZG/WBDWcAVAykjfJGtA+dXdIwPe+m9RTQBNihTt375vh1UrNy8xQJM+iYAz564KJ316D/fdvS+UVwbi4mhoe5/XLVGUDqBrSOOBxkWVayg2XQn3QWOBhIDMLaLfobGT9xjPPJtMvvDnRplA3zr1J/wed5IfdCfGOhfJbRQPXtt8TxSpgviTX8Mo+dd5TNA4Dy797NKsQLg+/Ra7MfXWpsXvOI2PpONsVAE4jVoA7+eBfw/jyJFjz40X+T4/99SRMc75CeaTurcKYGMq4I0f8MA/8sYswTd+0fvxg/fsZg/cvVv6GnOBSnxCsIK/jvALxqIRK2AOIs4Llzby6p0d7RvFfDW+hn6KYHpmfvM9JUllPfnlb2bi8MKWAfrWaTPBjwCBbNewmUDjPElRYltbR433AEhQCSj41c4OdRuSuhO+KAIE4WcDEX4zrZQIpgjKABoBAUCJ2NY1uMWQ6fcAKKsIUMv5KgwN9GAAAECJgAAAgArF00lJlFBkG2AfXjtgR3yuTpo3CgAABAAAQAKYfu9hssQTntw8K5A6AEAAAABQPAnX57WhFAAAAgAAgC1SdLa+TlgAOFniWU+acbwT+woyAAAgAAAAYCH+ZwkLAM+WeNpnTSN9ED4AQAAAABD8ALZ1SinSkDQnSzz9Se0ZO/J/7qxwIx8AgAAAACBXyHsGGHcALFkAOMqzV4mYoYFtGAAAAAEAAC0MTf5fg4kSz3wiGuE7id8zAAAQAAAA/mei/L8jJ8vpMnoA+PB6AbjnkJzPwf4AAAEAAADLkP+fqMCZT5i9JQf0DwAQAAAAJBMElcz/S85BUPUXfAL7AwAEAAAAQa5MtQHQ2Qqc+VndWYLzAQACAAAAHVWar/8njFfgpMdT7wkAAAAEAAAAW/SZgDgnKnDCE1HNYix2AACAAACAlv4QtnUq6FCe/y9zBYCPxkqASbNT3/pBVweaAAEABAAAtDg2mgEF7X+j/P9khd7CpJz5xYWAQ4NoAgQAEAAA0OpwRF9q8/8vVugdvIhCQACAAAAAILUCMF7+Rxiv0BsYl3UEBPEDAAQAAAAq+g+3AzQhzokKvYUJKeHrfwAAQEnowCVIjsXFZfbdH/w9e/30ObZtWxf7V3/8JNu3ZwcuTIvi5VffZv/fC7/0xsUf/P7D7MjvPZxRCGjt/0oUAPqgQsDPPXVk0v1yVP7OeOgpDf7h5Dn2s9+dY92dHWzskVH2wMHdGHwtiqvTc+y5vznJllZW2d2372B/+LF7vHEBwAHIHf/+L37skb8vBr73g5dwUVqY/EkM0jgg/M1PX2Fnzl5OS/+mkfJ4BS/FuO78s8T+56/MeORPoEn/R794i7125goGYIviRz9/yxsHhLcv3PDEAFAzB4AmTYqcpm/OsaHtfV70NLS9v9IXjCb7i5dvhH5G39MDLkA2kKj62S9e976mKPrgnXsqfb50z2k8xEXBWynP3dj+f7GCl4MKAY95IX447t98zoKTk3GyJxGwa7iP7Rrqq/Q48cTLyQ3x8sFD+7yIFcgW/dMj+jMaD3/40Xsqfe4zc0veWKDnwb5uz8kq07koVQAQ+VMEFSSAxz56f2oLtYhoL3i+QbzhnjsEQDYy/cvnTmx+f+bsJZdE97J/9onHKikKSbySEyRCGgcggf1fWQeAVi9y3+kPsn5MAST3As5fuSn8OUV+/9MnPlhJ+5cmeSKl4LnT13/8hw9XXrRUGRTxi0CO0IFdg5VNDVEK6zenLm46Fz7KFC2lpgAo8o9OqmSh/p//9w9T2qj5kr8o2tsksEs38MnMgDcaKZUwkV5if+6OhRN/+0olyd+3/ePj+laqyN+QICn/P1m1+/dnPzxB5zSpfY8p8wBEpiLQZOrngqs22f/Fj14RChcZgQFmuDI1J/23KqaGyAGisUAprOg4lY3rlhAAqmjw3//Fj0K51SqTv0cKSyv4ZGbAXol74ovCr/3b71ZCFBK5E/lH00CiMZxGBBjw43iFb+O4TsikWR4YtXtF/04ioOzJ1J/s/90Pfy2c7H0g+s+GpZU15b9XRQT4tSrPnfiddgyXhVJ9M8qTUpSnIl4/LfDoR+73Ku6LjvT8an8gX+zbM2xAvD8qNS0QrPbXj52EgtDc/v9+hW/j95njHPPyAP7b4dnrAJaW14xEAkVZZa0OENn9MkAA5A+6F29duFHK6gAi/pdPXxTa/VEc2D3YugJgr0HO3I8AX/rF64UJASIbmuzpNavgQLQCiNDpobPPSTCSG/DIQ3e7j3sKKRSksUBjMLm1nyT2Z6axcaUdAGnhn41KQMOIi4qsHn3wQCFCgCJ+KlA0jTip8IseQP6gVMu/+8Fv2Afv28ceGN2d+3VPQvw+9u/a3roC4P5DBzwyN4uoNoQAPWjyv/++O7y/t0n6ZDG/fupdRPwlgcj85VfNSNYvyKTCy43xcMCaK0Bj7cy7W2MhbxHY0dHD2PK0iS3+fJXW/0fR6AfwvPvlUTHzbzUC6O3JT8T70fj4y5Ps7v072D2372D73UjLViRIxydyOemSflJrd//u7figFxyNUzqGHrT6YmMsbLcqBmgskNuQNO1A43F/KzsAvgiQVdbrJn//7/ft3cFG79jLhof6tCRAk/nFy1NscWmZXaLle5dueN9nje62dXfi05YRj370/sRjwVuC+cINz5onMTDqighKE9CyUpNVGfT3ZNdPvnuJTU3fcsfEVIr8vVjMmAuAbawJ7P/AOTpHReF+0B3o7TH/vKSdJGnyp0nZn5jJeqdlg9vdyZ8ir+6udiM7nkieSP/clZtexJ8ln0vLAIFs6O5Mt5MkEbVfgEkCgO797sYyUiLjXcO9WpFI44Ae56/e9IoRsxR0kjgtG6ULgDSTfhAUoW1E7FuV4uQqRCf/jYk+v0iORAiQ8Rq694zIW1UXohUD7sPvJbBFxnsFIjC/Suz0KSqtAni+BrfxefdtfIsFlgP6dQDZJv2OzJX+4fXjYZfPI4Gu8HRoks9PGv0j/58dRNpZV1L4RC46zoYYCN+nqy7Z215pQmmqlhcAWSd9WZRv83gm2IseANYEoe17V/RYOHhH0roEx98BWIXjVbb/fTTSAMddwj8mtgDSFQOQC5Dn8rkiqrQR/dtB3iKKiN62+BOJwSrUglRiGSBVddcdySd9QARK6UQj9tq9h/vuyCP6/3aNLsG3Ze8t7S6B99S8ex5N+OgAaOtaDtb+PVSlY2ElBADl7akNcJ1Jq+glis2Mf/LEh2svYqxSP2PjbvQ/Xpf3/2c/POGeqzMefINZ9wCsQr40C2h5ImAHZNHXWUw9+v4DlVkJUplGQNT+t66tdB/96AP4VFoEjYN/+sRHannutCIhsRjUs+MzNbwUzwjfmpMm/t+Y9Ou6+9/YIweR+7eMDx66rZbnTePg4xXI/VdOABD+5afGahdJk11d9U1r6imq7vfItG7IwcmqVfTv49/+FbkAwZ4FTvYxUaGJ0xQkWh5B7t86KA1QtyWVJGL/h3/0vkqdU6UEAKUC/tUfP1krEVDVjYuaAeQC1MkVIsGSQ4fCp2t8C58O8n/a/L8Psk3r5AJQtAfrP8cgoUaCkMj/U3/wYOWaQFVuLwCa8OsiAihKRfSfH2gM0Fiogwgg4s8hbfFsFTf+MXcBxuncn7WVBiAQodahkx6RP034VdylsJlcgDq4Kz75VzENVMnNgOogAuqcp66jCLDZ9TGPc8whfUXk+UwT3MJn2OYugdnTAL6NWmVipQI1kH8xqHp9RZXJv7ICwCfYz/7PT1Uy+vMFClAkwR7xHJcqIqdUxdN1WPdv4ALQe3ja53/HwjGrbK1TRFp1gdJsqCrB0jn98R8+XGmB0lblG0u26v/qioAqTfx1SlE0G4hoSQhU5dr7wiSHYsVn61j4pxABtEnQs6EfZlQCVAtQJaL1nQmKSAFE2SQEifyrnq7KLMgnX/hzXsSJ0kY9/+WFX+bawlUHEiKw/cuHtzHU374Sa/lbtBD85CcesxL5zy9eY5ev/87/dsIl/0ea8b599r8fe5lxdpi7//nYQ/vZvl0DmY9JHfx+9PO3St1vnSZ7WtuNqL98jL98xtuRr8yon0RgUc2KnvzyNzNxeG0EgI+8t2aVTfb/xCV+FPxVCzQGvvuDlwpt9UtRP21LbXP1x/r6Krt0/dXJpeUZ6vX/TDNY/xIBMORy/1eGB7cdffSRA6OdHe3Wjv0PJ88l2obVBmgZGnV0w/a+1QJt2ERCoEhRSGOgqC2oW1oABIUAPfKc/In467oevdWEAInCPLfu9Yn/0Y/cn1cK4pnRJz77p61wv378tc/Q+/yK7eOm2Y89KbwudPt3eJM9iL/aoF0gf+OOhzyFAInAB0d3lbY8NasAqK1nRaRMD5r8Xz91zhMDNtIDVHdAe8vTsfdhg59agO7ZP/vEf+ORv7c75Kl32Zl3L2cWA0T0tMcD9fYvQAROt9Aty+W9EjlTlzV60ORPe7RTNJhVDPj7ttN+BET+sPrrASJlepAAOOmOB9pMinYAzAqy+R90j0urPeouAmvrAIiwsc3rlLe3+8VLN9ji0opyG2B/0xmy9mk3v317hvNo5AKUBLr3k2cvsylXJF5yx8XU9C1p6oju+/BQvzsOhtmw+/WoOyYKFoBHRp/47HiLOABj7tOJol6PCICEwM25RffreZcEFqVEQBP6YN82d5LvZdvdZyJ+tPFtHtB997eFPueOCYJs5z9/W+DuznZvC+L9u7a73/dWSgC2rAMgjdjciRu5eoCwzxN1tXFxJlvo1hT6XonAQeLAlsDr9qL3jz+I69GGSwAA5cON/ltGALhRyyTuOABAAAAA0FrRfyu/ZwCAAAAAAAIAtx0AIAAAoNUxgfcMAAAEAAC0Hs7iPQMAUDSwoLUFsLa8wlZXlkt7/c5t21hbeztuBKJhOACGWF9fZ8tLq6W9fkdHO+voxGcWAgCo7ySytsZuXrzE5qbK7TFD5N+/c4QN7t6FmyLGJN4z4GP6+i12c2rOEwFlon+wh43sHmRtbTCKmxW4s01M/lffmSyd/P1zmbl8hU2dv4AbI0ArLQH0gaWAYly9NM2mrs+WTv6EWzML7OK5G5U4FwACAEjy4b1+g60sLlbqnEiMLMzM4uaEMY73DhDmby16pFslLC+tsJmpedwcCACgVpPJ1BTOqx6YxHsHCLMVI/+t84IAgAAAaoXV5ZVKntf6GuzECF7Bewe8z0ZFrfbVlTXcHAgAAABywATeOwAAEACANdDSu0qeV8823ByQIN67AF3dnTgvAAIAyI6BnSPVPK+REdycLUyOPvHZ6VZ9809++Zv03icxDDawvaI7Fm4fxk6KEABArdA7PMS6+6r1waVeAO1diCYQAeMaiECNdwYrRrbberu8fgAABABQMwzdtrcyHfgoJYFGQDGgCA7XIIThkf7KdOCjBkAjuwZxUyAAgDqCSHdo397yB5krQnYcuB3tgOMYxyXANYiS7p7bhivRfY+6ACL/DwEA1BiUCtix//ZyJ5I7D1S2KLFkwP7GNYiBSHfP7cOlnsOuvUOw/iEAAIiAbJH/yJ13VK4WoSrE18oFgD4ahYAQARFs6+kqzQkA+UMAAE0qAoqy4el1dt01ynoGB3DxEfniWqT5zPZvY/sO7ChMBNDrgPwhAIAmFgFEynnb8UT6e++7F7a/Gi/iEuBa6EDpgAN37fLEQN6vQ2ID5N9awHbALQYi5T333s1uXbvOZq5c9XbqszaYujrZ8P7bYfkj6sW1sByZUzpgcWHZ2y3QZmteOjatPBjEWv+WhJP1AJMv/DnHZawniPwXZ2bZrCsGsuwcSITfNzzkOQyAEaZHn/jsMC7DFn78tc/QLlEYQAagHQNpg57F+eVMET81+Ont767EigMgHZ788jczcTgcgFaOLNrbPdKmx9ryCluYmWFLc3OeGFBtJkQuQlfPNo/46YHmPokxjksgvCZHcRn0IJueHuQEkCuwML/ElpdWva17pRN9Z7tH+j09XV46oSq9BoByAQEAeCASp059/ZEWwiQIgpE+YAXIeYuvCQRAksnbJfH+zp5Y3p5EgQ9aTQAAEABAKoD04QDgmtQLIH3AFEj+AECxoPw/it4iePLL36RrMo0rAQAQAACASBfXBgAACAAAaBog/49rAwAQAADQgngelwDXBgAgAACgtTA5+sRnJ3EZxHjyy9+ka4PrAwAQAACACBfXCAAACAAAqD+Q48Y1AgAIAABoNYw+8VlEtxo8+eVv4hoBAAQAADQVQGy4VgAAAQAALYjv4xLgWgEABAAAIKoFcK0AAAIAAJoc46NPfBZtbg3x5Je/SddqHFcCACAAAKDugKWNawYAlQN2AwSEuHJ1mr39zntscKCPDQ72sgP7d+GipAcs7XTX7Ou4DOlw+fotdmt+mc0tLLMDe7ez4ciWwQAAAQBI8ZuJt9jJ1yY3v+/u7mT33H07O3D7Lk8MkChIIyqWllY2v9+9a8g7bpNjHN3/koO6Av74a58Zd78ca+b3ubyyxqZmFja/7+psT0XWRPZE+pevz7Jzl256x936tyX22OE7MagACADADPfcdVtIABBx0/fBn+lcgXPnrxq9FokAEgP0miQy0oiLCuPbGE2Zrl3TCAAiaSLnc5emPdIPkrQKe0b6tdG+Cgf2DmEkARAAQAIBcPdtLhH3sZmZucwErwOJCzoWPU789BVPWDz6sQeaJe0A+z/btftW3d8EEfQrpy5qiTotwavQ39vlpQAAQAQUAQJSPOaScBkgIfD/fOdF9v0fvhRKGdSRwFD9nx6N1QC1FVAU4Y//8h3245fezETiWfDQoX0YSAAEAJAcDz5wp/sYLe3133r7PU8I1FgEwP5v0WtI5E/ET5Z/Wbj7wA7vAQAQAEAq/OMnPlyqCKDCwZqKgGn0/rfiAtA1rJWL4pN/sLivDPJH4R8AAQBYEQFHfv/h0ir2SQRQOqBmOI6R05rXkmz/ssifVhF8+MH9IH/ACCgCBIzwwUfu9ZyAl37+mrcSoOiInOoCSAjQaoGaAPa/3Wv5xTqcKBF/Gfl+In6K+innT18DAAQAYBXkAJATQA/Kz7/1znseMatWCtgENSaqiQCYGH3isxMYMXbw5Je/OfHjr32Grufhqp9rkTl/qvCnJYK0zA+V/gAEAFAYaJkgPYIROuH8hY1nv+mPraWC/ms8+rFaXJ5vYITkck0rvyTw0rVZq8cjgqeIfsf23s3vg88AAAEAlA5/zb5o7T6JgZOvny0ldVACar10rcLwWwM3dVcb38q/+8AI2vcCuQNFgEDuINue0gb/y9P/tE45/LQ4jrX/9tHoCXC8md8jEf4n/9sHvSI+kD8AAQA0FaiG4F/888e9DoNZXIaKA/Z/C1/bvTsHUv0d5fOffOxeFPABEABAc4uA9z+QbonSrp2Vdw+ex8Y/uboAdG0rnV5JG7mT5Q/yByAAAKC+DgCi/xa/xijOAyAAAEABWkKYFLTioOJbB9PSv3Hc3dxdALrGlV1iSVF8miV5715E2QgAAQC0APnTqoCk+ODhexGZArW41vfftTvx31ADoTL3DQAgAAAgVxDx/9cXfpn478j6r7j9P+lG/8dxhwtzAehaT1b1/CgNkCYV8NLE2VL3DwAgAAAgF/hb/KbpA/BoSdsSJ8AzuMO45kE8fF/ybXj9TYTK2joYgAAAAOv42c9fS03+lPtH9A/U0QVIUwvgi4BXT1/CTQZyBzoBArnh5Gtnvc2D0u4VsLH3QOXbvyP6L/faV7Y9MDX0oWieSD0pXjl1kb197rq3uQ91BgQAOABAbYj///rWf/Hy/Vk2CnrsYw+wwcFeRP9ALV0Aau5DBJ4Wt+aXvbqA7/31SVcM3MANB+AAANXEzMw8O/n6JPv1y29a6fdP1j9tQYzoH6izC3D/XbvY5euzmSr8fSHwq5PnvRUGd+3f4YkLAMgKJ3MI9MKfc1zG1gUt6yPiT7O2XwZqFfw//sv/rurr/in6P4gRUD5+/LXPnHGfRqt6fpQC+KufvuERuS1QfQF1D8Q2wK2NJ7/8zUwcDgcASIWs+X0VaOOgipM/on+4AMag5kBUDzD+y3esHZMcBXr4aQbUCQBwAIBCIv4TP30lF+IPgnYNfPD+O9mDD4xWUQyMu9H/EYyGSrkAJ9ynsapF/pS7p2K+vNf3kxAgkQFHAA4AHAAgN/L//g9fKuS1qGkQPchl+NAj91atFwCi/2q6AJURALSM7/V3rqRaAZAGlF4gh2HsI3dBBADGwCoAwBi/mXiz8NekgsKX/uE19h/+8idWigst4Hn0/K9kJET3pPSdAonwf/jiG94yvqLIPwgSHQAAAQBYx4P3j5b22uQGpG0mZBG0icGXMBIqiy817lFp5E9NfMps50uFgQAAAQDYFwAP3Mn+xT9/3FuiV5YISLOXgEV8w43+JzESKusC0L0pbaOgMnv5k+3/5GP3ohgQSATUAADJJprGxjwUiVN//6vXpr3nmzPzuRcGEqgOgXoOlNAgiMjlWYyAyoPu0adZwcsCKQdf1G5+VPDX19PF9u4cYMODPV7bYVppAAAQAEAhoMp8cgLo8ejHwlE6iYPzF656X5M4sG3bU9+BEooCn3ajf2zaXn0XYPrHX/vM0+6XJ4p83XfO2+/UR6RO5L5je+8myRPhAwAEAFBJ0PI93ykIRu1UQEhiwAboOEHRUQBQ+FcvETDuigAqCDxa1GteujZr7VhE9tTxD9X8AAQAUHv4TgEJAcrhV6Sa3xQU9T+Nu1g70D0bcx9DdTlhivAfO3wniB8oDCgCBAoVAv/4iY/U7bSfgfVfSxeA7lmt+jWgkQ8AAQA0vQioQZtfH9TxD4V/9RUBdO/G6xL9o4IfgAAAmh7bB/sy/X2wviBHwPpvDjzNCugNQBX5WUBV/QAAAQA0NWgJH60OyIK77yqkD8HTWPPfFC7AZBFCLqt1T/0DbO4WCAAQAEDlQL39s0b//kqDHEFV/8/jbjWNCKB7mev99NfjZ8Grpy/iZgEQAEBzgrYQPvlatqC6gPX/hUSMQOF4unFvc8PD9+3L9PcbOwfewJ0CIACA5gKt3T/x04lMx6CtgQvI/38SVf9N6QLQPf1knq9BDkDWQr5fnTzPLl+/hRsGQAAAzRP5Z93Ih2z/I7//cN6n+iWX/Cf+f/bu5tWKMo4D+JxFSUoqhlBBeKiIMKgrtAgXeV1YiwK92xalO3cp/QHqHyDmQmjXtUXbbNFGg25CqyCvgdgLyJEIAkGuvRIVNb97n6nx+HZvZ2bOzDmfDxzOReG+zHlmft/nmeeZxyc2sSEgPttaN3OKpXyjPK2v2FDISAACAJ0WBf+T8xdH3sAnlg3GJkQ1Lx88Y8nfVISA+Ixrmw8Qy/liU55Rn80fGwvFaMA4thRGAICRxJD/e+9/nH1x4duRvk/0/F9/bU/dxT96hu77T48D6TOvLQS88uLTIz+3//KVa9lH579yS4Da9Eb9BoNzp/52GClU+dz/uN+/99WddRf/uDe829D/dDl7/OBMtrJhUG1LSqL3vvD5lUoKuP0BuJ2X3npnpBouADCyWNd/6fLVtFVvNVsC73xhe1M7/s1Z8je1ISA2C/qg7p/z5Tc/ZBe/rmaJX2wFHCHgiccesjMgAgCTU/RDDPm/vOf5Jtb6h8Pu+099CDiUv52o++fEg34+u3B1+b0qwgACAI2Jp/jFg3xieL/Koh82btyQ7cx7/M9s39bUnzOfF3/3/YkQ8G7+tr+JnxWz++OBP1U/9S/CQNwmePapR5a/RgBYDdsBs2qXLg9GfpBPCwp/WFD8KV1ED+QhoJ+tbB9cq3hOQLyqDgLxfX7+9Xpe/NflIeBhHyoCANXa+OCGyr5XPNTnyccfXd4dsGEx2W/Op8mQaBMxKXCmiR9WBIHvfriRv5YqW/dvUyHWwi0A1iSG/1fu/X+/pgf7RE8/ZvVH0Y/3MW0JHMV/tyf9cTtnjx/c3GQIKIsVA7FaIMJAvK9lZCCWHRZzAUbdj4BuMQeAsYmJgNeu3ch+/OmX5a+LQBDFftPG9dm6++/Ltm7dvDyhb0wFvyyK/g47/HGPENDP3y5kNS4PXG0giAmD12/8lv3x5195IPj931AQBX/LpvXLvf0tmx4wAVAAEADgHsXfWn9WGwJqf0YAtCEAeBIgij/cfFFdvlWU2g5MLAEAxR+EAAQAUPxBCEAAgG5aVPypOARoSwgAoPgjBIAAAG0s/oZsqToELAkBTBpPAmRSeLY/TYSAHU3uHQBGAODujin+NBgEoq0dcyQQAGB8okc2lxf/ow4FDYeAaHNzmRUCCADQuOJ+/xmHgjGFgGh75gUgAECDzmRm+tOOEFCsEBBEmcoAEI1/4FDSkMN54Z8z058WhYCl/BW3Aw47GjRkkGrvSHqV/CbnTsWmGScyM2OpT/S0Duj102ZpI6FYJTDjaFCT+QibaVXK+ANAKQjsS43fLlpU6e1sZaa/Xj9dCAFx/TuSvw45GlQorn8H0tyTSvSq/g3TaIDGTyXNKfX6FxwKOhgEZlOHqO9oUEUnqIpef60BoBQEovHHbQFDYej1YzQA1i5uecZwfy2doF7dv30eBI7mb29mbguwhgav188EjgboELFa0fE5mZ43UZteE3+JSYKstsF7qA8THgR0iLiX+ayiSX6tCAClIDCTgsCsz5jhBm+4nykJATpE3M5CKvyNrXTqjeOvTPMDjggCGnwq/Jb2MY1BQIeI4jp4rK77/K0LAIKABp+tTPBbcCgQBA66Dir8Y9Frw1EQBBR+EAQEAYV/CgPAUBCICTL7tBGFHwQBJkg8wOdkGwp/KwNAKQj0UxDYn5kt22Xz+eu0wg//Owi8kZks2GVL6ToYhX/Qtl+u1+Yjl5YP7kthwPrZjjX4vPAPHA4YOQjoEHVPTGw+Gb3+JpbzTWQAGAoDM9l/twecBO2zkHr78w4F1BYG9qdRgVlHo5Wdn2KYvxMrm3pdPMpp06E3MnMFxv5RRNGPHr/ePjQ+KlCEgb4jMlZR9E9XuUmPALC6IFDcItgrDDRa9M+k3r71+zD+MDBT6hAJA80V/Q+zlg/xT3QAuMPIQISBWSdCpRaLxq7oQ+vDQHEdNG+q2o7PQlwHu9jTn4oAMBQGZlIQ2GV0YM2Ke1mfRqM3vA+dDAP9oWuguVNr7+UvXwO7ck9fALhzIJhNiXhXOimcDDen28VSwdfLh8kcHSgCQXzdd1Ru6vQspGvgYpvW6gsA9QSCfjoJZkonxOYpaehFsY/3RT18mNoRAtfAlYI/ldfAntPgllDQTyl5U+nk6OJJsVhq6FdLxd6Oe8CdQsHm0nVvW2mkoIujBcX1L143Ug9/MK3FXgAYLRwUQaB431Y6KZoMCUWjLr6+OFTwB3r0QE0jBv3SdTA8V7r2jes6OEidnOLflib1nr0A0P6gUD45ht3tBBmk1y08ShfoYGCYvcN/3W1EoVzYhy12eckdAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAANAN/wgwAM8Bng4evpgrAAAAAElFTkSuQmCC",
"path": "emoji_u1f468_1f3fc_200d_2764_200d_1f48b_200d_1f468_1f3fd.png"
}
|
Generate code for a svg of a kiss: man, man, medium-light skin tone, medium skin tone
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="head_331_">
<path d="M102.27,34.74c-27.05,0-31.37,19.51-31.37,47.59c0,23.97,10.35,39.27,28.5,41.22 c9.35,1,17.91-0.79,24.6-5.64V40.6C118.69,36.83,111.62,34.74,102.27,34.74z" style="fill:#BA8D68;"/>
</g>
<g id="eyebrows_176_">
<path d="M72.9,77.19c3.34-4.73,11.18-4.89,15.1-0.86c0.68,0.7,1.4,1.61,0.89,2.62 c-0.57,1.12-1.73,0.94-2.69,0.55c-2.55-1.03-5.17-1.49-7.91-0.93c-1.18,0.24-2.2,0.73-3.32,1.13 C73.47,80.23,71.92,78.65,72.9,77.19z" style="fill:#613E31;"/>
<path d="M120.13,79.71c-2.34-1.02-4.71-1.6-7.29-1.31c-1.17,0.13-2.32,0.44-3.42,0.87 c-0.87,0.34-1.81,0.9-2.7,0.29c-2.57-1.77,1.99-4.65,3.32-5.23c2.9-1.25,6.35-1.14,9.15,0.32c1.11,0.58,2.32,1.42,2.98,2.52 C122.99,78.54,121.75,80.37,120.13,79.71z" style="fill:#613E31;"/>
</g>
<g id="eyes_173_">
<path d="M108.65,85.64c-0.67-0.79-1.07-0.16-1.2,0.36c-0.45,1.76,0.25,4.54,3.47,5.43 c4.36,1.2,8.76-1.42,9.25-4.98c0.06-0.44-0.43-0.77-0.82-0.55c-1.31,0.72-2.93,2.23-6.3,1.88 C109.77,87.45,109.37,86.49,108.65,85.64z" style="fill:#49362E;"/>
<path d="M75.8,85.64c-0.67-0.79-1.07-0.16-1.2,0.36c-0.45,1.76,0.25,4.54,3.47,5.43 c4.36,1.2,8.76-1.42,9.25-4.98c0.06-0.44-0.43-0.77-0.82-0.55c-1.31,0.72-2.93,2.23-6.3,1.88C76.92,87.45,76.52,86.49,75.8,85.64z " style="fill:#49362E;"/>
</g>
<path id="mouth_95_" d="M91.65,114.85c-3.02,0.38-8.02-2.23-6.91-5.19c0.42-1.12,2.1-1.45,2.1-1.45 s-2.76-3.12-1.34-4.76c1.91-2.21,5.07-0.59,7.43-1.27c0.48-0.14,0.99-0.36,1.46-0.2c-0.2,0.94-0.76,1.62-1.95,2.04 c-1.34,0.47-2.8,0.2-3.54,0.83c-0.76,0.66-0.11,1.59,0.87,2.17c1.39,0.82,3.47,1.24,3.37,1.9c-0.11,0.72-2.49,0.8-3.02,0.95 c-0.48,0.14-1.18,0.32-1.39,0.83c-0.38,0.89,0.93,1.85,1.6,2.25c0.74,0.44,2.61,0.93,2.68,0.99c0.14,0.12,0.11,0.37-0.02,0.51 C92.86,114.6,91.94,114.81,91.65,114.85z" style="fill:#5D4037;"/>
<path id="nose_180_" d="M89.65,93.53c0.11-0.04,0.22-0.07,0.33-0.09h7.33c0.11,0.01,0.22,0.04,0.33,0.09 c0.66,0.27,1.03,0.96,0.72,1.69c-0.31,0.73-1.77,2.79-4.71,2.79c-2.94,0-4.4-2.06-4.71-2.79C88.63,94.49,88.99,93.8,89.65,93.53z" style="fill:#99674F;"/>
<g id="hair_613_">
<path id="hair_588_" d="M106.04,28.41L106.04,28.41c-0.01,0-0.01,0-0.02,0c-0.01,0-0.01,0-0.02,0v0 c-47.64,0.25-37.88,54.66-37.88,54.66s0.61,3.94,1.53,5.65c1.1,2.06,1.85,2.81,1.92,1.64c0.07-1.16,0.01-19.44,1.85-24.35 c1.09-2.89,4.08-4.56,7.12-4.02c7.58,1.35,9.78,1.28,14.5,1.32c8.41,0.07,18.46-0.98,23.13-1.83c2.2-0.4,4.38,0.39,5.82,1.94 v-31.6C119.21,29.72,113.31,28.45,106.04,28.41z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_1_" cx="106.7042" cy="74.3587" gradientTransform="matrix(0.9998 -0.0217 0.0243 1.1197 -1.7809 -6.5844)" gradientUnits="userSpaceOnUse" r="39.6188">
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<path d="M25.73,34.74c27.05,0,31.37,19.51,31.37,47.59c0,23.97-10.35,39.27-28.5,41.22 c-9.35,1-17.91-0.79-24.6-5.64V40.6C9.31,36.83,16.38,34.74,25.73,34.74z" style="fill:#E0BB95;"/>
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<g id="eyebrows_170_">
<path d="M55.1,77.19c-3.34-4.73-11.18-4.89-15.1-0.86c-0.68,0.7-1.4,1.61-0.89,2.62 c0.57,1.12,1.73,0.94,2.69,0.55c2.55-1.03,5.17-1.49,7.91-0.93c1.18,0.24,2.2,0.73,3.32,1.13C54.53,80.23,56.08,78.65,55.1,77.19z " style="fill:#AB872F;"/>
<path d="M7.87,79.71c2.34-1.02,4.71-1.6,7.29-1.31c1.17,0.13,2.32,0.44,3.42,0.87 c0.87,0.34,1.81,0.9,2.7,0.29c2.57-1.77-1.99-4.65-3.32-5.23c-2.9-1.25-6.35-1.14-9.15,0.32c-1.11,0.58-2.32,1.42-2.98,2.52 C5.01,78.54,6.25,80.37,7.87,79.71z" style="fill:#AB872F;"/>
</g>
<g id="eyes_167_">
<path d="M19.35,85.64c0.67-0.79,1.07-0.16,1.2,0.36c0.45,1.76-0.25,4.54-3.47,5.43 c-4.36,1.2-8.76-1.42-9.25-4.98c-0.06-0.44,0.43-0.77,0.82-0.55c1.31,0.72,2.93,2.23,6.3,1.88 C18.23,87.45,18.63,86.49,19.35,85.64z" style="fill:#5D4037;"/>
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</g>
<path id="mouth_99_" d="M36.35,114.85c3.02,0.38,8.02-2.23,6.91-5.19c-0.42-1.12-2.1-1.45-2.1-1.45 s2.76-3.12,1.34-4.76c-1.91-2.21-5.07-0.59-7.43-1.27c-0.48-0.14-0.99-0.36-1.46-0.2c0.2,0.94,0.76,1.62,1.95,2.04 c1.34,0.47,2.8,0.2,3.54,0.83c0.76,0.66,0.11,1.59-0.87,2.17c-1.39,0.82-3.47,1.24-3.37,1.9c0.11,0.72,2.49,0.8,3.02,0.95 c0.48,0.14,1.18,0.32,1.39,0.83c0.38,0.89-0.93,1.85-1.6,2.25c-0.74,0.44-2.61,0.93-2.68,0.99c-0.14,0.12-0.11,0.37,0.02,0.51 C35.14,114.6,36.06,114.81,36.35,114.85z" style="fill:#6D4C41;"/>
<path id="nose_169_" d="M38.35,93.53c-0.11-0.04-0.22-0.07-0.33-0.09h-7.33c-0.11,0.01-0.22,0.04-0.33,0.09 c-0.66,0.27-1.03,0.96-0.72,1.69c0.31,0.73,1.77,2.79,4.71,2.79c2.94,0,4.4-2.06,4.71-2.79C39.37,94.49,39.01,93.8,38.35,93.53z" style="fill:#C48E6A;"/>
<g id="hair_586_">
<path id="hair_587_" d="M21.96,28.41L21.96,28.41c0.01,0,0.01,0,0.02,0c0.01,0,0.01,0,0.02,0v0 c47.64,0.25,37.88,54.66,37.88,54.66s-0.61,3.94-1.53,5.65c-1.1,2.06-1.85,2.81-1.92,1.64c-0.07-1.16-0.01-19.44-1.85-24.35 c-1.09-2.89-4.08-4.56-7.12-4.02c-7.58,1.35-9.78,1.28-14.5,1.32c-8.41,0.07-18.46-0.98-23.13-1.83c-2.2-0.4-4.38,0.39-5.82,1.94 v-31.6C8.79,29.72,14.69,28.45,21.96,28.41z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_2_" cx="1218.2842" cy="71.2396" gradientTransform="matrix(-0.9998 -0.0217 -0.0243 1.1197 1241.6937 17.8958)" gradientUnits="userSpaceOnUse" r="38.0829">
<stop offset="0.6679" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
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<path id="hairHighlights_25_" d="M21.96,28.41L21.96,28.41c0.01,0,0.01,0,0.02,0 c0.01,0,0.01,0,0.02,0v0c47.64,0.25,37.88,54.66,37.88,54.66s-0.61,3.94-1.53,5.65c-1.1,2.06-1.85,2.81-1.92,1.64 c-0.07-1.16-0.01-19.44-1.85-24.35c-1.09-2.89-4.08-4.56-7.12-4.02c-7.58,1.35-10.91,1.32-15.63,1.25 c-9.75-0.13-17.32-0.91-21.99-1.76c-2.2-0.4-4.38,0.39-5.82,1.94v-31.6C8.79,29.72,14.69,28.45,21.96,28.41z" style="fill:url(#hairHighlights_2_);"/>
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<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
</g>
</svg>
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Generate code for a svg of a a red sleigh filled with presents.
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<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="#fcf9f4" d="M0 0h96v47q-6 0-9 3l-2-3v10q-5 3-8 1 6-4 6-12 1-3-2-5l-5 1-1-4q-1-4-3-1h-3l-2 6-1-4h-7q-8-1-13 3v3l-10-3q2 12 14 17l-3 4-6-2q-3 0 0 2l38 1-2 14-3-2L2 96H0z"/><path fill="#d79486" d="M75 38q-3 1-2 4h3l5-1q3 2 2 5h-1q-1-4-4-3-7 0-5 7-2-7-1-13 2-3 3 1"/><path fill="#eb382a" d="m75 38 1 4h-3q-1-3 2-4"/><path fill="#c8c8b7" d="M59 39q-2 5-2 11h-4l-2-2q-1-3 1-5-3-2-6-1 5-4 13-3"/><path fill="#e22622" d="M78 43v6l-2 2H55l-2-1h4l7 1v-7h5v7l4-1q-2-7 5-7"/><path fill="#efe8e3" d="M78 43q3-1 4 3l-3 5-1-2z"/><path fill="#729091" d="M67 43q-3-1-3 1v7l-7-1q0-6 2-11h7z"/><path fill="#db6d5b" d="M72 37q-1 6 1 13l-4 1v-7h-5q0-2 3-1l2-6z"/><path fill="#c69387" d="m87 50-2 7V47z"/><path fill="#e12826" d="M46 42q3-1 6 1-2 2-1 5-2 2 1 3 10 3 22 2l5-2 3-5h1q0 8-6 12l-2 1H50q-12-5-14-17l10 3z"/><path fill="#cc625d" d="m51 48 2 2 2 1h21l2-2 1 2-5 2q-12 1-22-2-3-1-1-3"/><path fill="#c99b97" d="M50 59h25l3 3-31 1z"/><path fill="#efe9e8" d="M69 60q3-1 7 1H61z"/><path fill="#cc3435" d="m47 63 31-1q2 0 1 2z"/><path fill="#e48372" d="M17 63q5 2 6 8-4 4-9 1 0-6 3-9"/><path fill="#fdf0e5" d="m77 78-5 18H2l72-20z"/><path fill="#fbdfd3" d="M96 47v49H72l5-18 2-14q1-2-1-2l-3-3 2-1q3 2 8-1l2-7q3-3 9-3"/></svg>
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{
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Generate code for a svg of a a red poinsettia in the center of the table.
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<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="#fbfafa" d="M0 0h96v66q-8-3-12 5-3 12-3 25h-1L66 79l-33-2 2-1-4-3-5 1q-1-3-3 0-5-5-8 1l4 3-1 1q-2 0-1 2l-3-1q2-5-3-5 1-13-11-9z"/><path fill="#ec2827" d="m52 34-4 3q-8-3-2 2-4 0 1 2l-4 2h-2l-10-4q2-3 6-4l-4-5 8-1q2-4 6 0 2-3 6-2z"/><path fill="#871f21" d="m48 37-2 2q-6-5 2-2"/><path fill="#363422" d="m52 34-2 5-3 1q-5-2-1-2l2-2z"/><path fill="#3b1f19" d="M51 41q8 0 0 2z"/><path fill="#7f322b" d="M50 40v2l-4 5q-2-3-1-4h-3v-1l4-2z"/><path fill="#433d2e" d="M41 43h2v1q-3 1-3 4l-1 1-2-1z"/><path fill="#dc5e5d" d="M62 46q-3 0-4 3v3h-1v-6z"/><path fill="#ed3029" d="m62 46-4 1v6l-3 8-4-4-3-5q-3 0-5 3h-3v-7q0-3 3-4h3q-1 1 1 4l4-5q8-2 0-2l-1-1 2-5 5-4h8q-3 6-7 9z"/><path fill="#63b450" d="M59 50q5 3 0 3z"/><path fill="#c36545" d="M40 48v7h3v1h-4v-7z"/><path fill="#88c586" d="m37 48 2 1v7h4l1 1-7 4q0-7-6-2-3-9 6-11"/><path fill="#418233" d="M48 52q-3 3-2 8h-1l-1-3-1-1v-1q2-3 5-3"/><path fill="#ebece6" d="m48 52 3 5q-4 0-5 3-1-5 2-8"/><path fill="#a0d997" d="m51 57 4 4-6 3-1 5-3-9h1q1-3 5-3"/><path fill="#ec352e" d="M96 66v30H81q0-13 3-25 4-8 12-5"/><path fill="#d52925" d="m33 77-5 1h-3q-1-3 1-4l5-1 4 3z"/><path fill="#c72020" d="m23 74-2 6-3-1 1-1-4-3q3-6 8-1"/><path fill="#6d5c39" d="M26 74q-2 1-1 4h3v2h-7l2-6q2-3 3 0"/><path fill="#ebccc9" d="m33 77 33 2H37q-3-1-4 2-3-2-5-1v-2z"/><path fill="#c19994" d="m18 79 3 1-2 3-2-2q-1-2 1-2"/><path fill="#ee312a" d="M0 66q12-4 11 9 5 0 3 5-5 2-7 6l5 1q-1 5 3 9H0z"/><path fill="#e95140" d="M28 80q2-1 5 1 1 3 7 2l-3-4h29l14 17H15q-4-4-3-9l4 6q2-4 5-6l-2-4 2-3z"/><path fill="#718938" d="m37 79 3 4q-6 1-7-2 1-3 4-2"/><path fill="#6b9b40" d="m14 80 3 1 2 2 2 4q-3 2-5 6l-4-6-5-1q2-4 7-6"/></svg>
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"path": "0caf5503a7bf6aa108198260d6b1184236e1d6e7c4323a8d35d3c1d6a2feea31.png"
}
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Generate code for a svg of a a close up of a white bed with a white sheet on it
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<svg style="clip-rule:evenodd;fill-rule:evenodd;stroke-linejoin:round;stroke-miterlimit:2" viewBox="0 0 16 16" xmlns="http://www.w3.org/2000/svg">
<g transform="matrix(.963702 0 0 .941667 .290381 .785112)">
<rect x="2.531" y="6.313" width="10.938" height="7.146" style="fill-opacity:.3;fill:rgb(223,223,223)"/>
</g>
<path d="m2 14c0 1 1 1 1 1h2v-1h6v1h2c1 0 1-1 1-1v-12c0-1-1-1-1-1h-7l-4 4v9zm11.27-7.27h-10.54v6.729h10.54v-6.729zm-6.27-3.73h1v3h-1v-3zm-2 1h1v2h-1v-2zm4-1h1v3h-1v-3zm2 0h1v3h-1v-3z" style="fill:rgb(223,223,223)"/>
</svg>
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{
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Generate code for a svg of a a spiral galaxy spins in a circular, geometric frame.
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<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="#efeff1" d="M0 0h96v96H0z"/><path fill="#67728b" d="M53 17q10 1 19 10l-1 2-3-3-2-1q-5-5-10-5l-2-1q-9-2-1-2"/><path fill="#acb4c1" d="M43 17q4-3 10 0-8 0 1 2-4 0-5 3-7-4-13 1l-1-1q6-4 13-5z"/><path fill="#929caf" d="m54 19 2 1 10 5 2 1h-1q3 2 2 5-10-9-21-4-1 3-6 5 3 0 1 3-9 5-8 15-4-9 3-14v-3q3-5 11-8v-3q1-3 5-3"/><path fill="#b5bcc7" d="M56 20q5 0 10 5z"/><path fill="#737c94" d="M43 17h5q-7 1-13 5l-6 3-5 3q7-9 19-11"/><path fill="#d7dde3" d="M35 22q-5 2-8 6l1-4z"/><path fill="#67728d" d="M49 24v1q-8 3-11 8-4 2-5 5-3-1-2-3 6-11 18-11"/><path fill="#6d7486" d="M74 30q6 6 6 17l-7-16z"/><path fill="#afb6c3" d="m29 25-1 4q-3 3-4 9-2 3 1 8l-4 2-1-3q-1-8 3-14l-1-1 2-2z"/><path fill="#7b869d" d="M49 22v2q-12 0-18 11-1 2 2 3-3 6-1 15l4 3h-3v2l-6-9V37q-3 3-2 9-3-5-1-8 1-6 4-9 3-4 8-6 6-5 13-1"/><path fill="#a9b0be" d="m68 26 3 3 1-2q2 0 2 3l-1 1 7 16v2l-3-1-1-6-3-3-4-4v-4q1-3-2-5z"/><path fill="#778098" d="M69 31v4l4 4-3 17-2 1v-8l-2 4-1-8 2 2q-1-3 1-6l-7-4-2 2v-1l-4-4 4-1q-7-3-13 0l1 1-4 1q2-3-1-3 5-2 6-5 11-5 21 4"/><path fill="#959ead" d="M55 34h-8l-1-1q6-3 13 0z"/><path fill="#677087" d="M47 34h8l4 4h-2l5 5-2 1q-2-4-5-4-10-6-16 4-2 11 10 9l3-3 1 1q-6 9-15 5l1-1q-3-2-4-5-1-10 8-15z"/><path fill="#8e95a5" d="m22 30 1 1q-4 6-3 14l-1 8-1-2v1q-3-12 4-22"/><path fill="#757e96" d="m20 45 1 3 4-2 2 5-2 1q0 4 5 7 2 4 8 6l10 2q-3 0 0 2l-10 3q-10-8-18-17l3 9q-5-6-5-12v-1l1 2z"/><path fill="#8e97ab" d="m73 39 3 3 1 6 3 1-5 14-3-5q-3 2-4 6l-9 6q-3-1 0-3l1-1 4-7 4-2 2-1z"/><path fill="#b7bac0" d="M55 40q3 5 2 13l-3 5 1-4 2-7-1-1q-3-8-10-7-7 3-6 10l3 2 6 2q-12 2-10-9 6-10 16-4"/><path fill="#f5f1e9" d="m50 49-4 2q-6-7 3-7z"/><path fill="#9e9ea1" d="M50 42q3 0 5 6l1-2 1 1-2 7-1-1-1-2-1-1-3 3-6-2v-1l3 1 4-2 2-3z"/><path fill="#cfc6bc" d="m50 42 2 4-2 3-1-5q-9 0-3 7l-3-1q-3-11 7-8"/><path fill="#6e717c" d="m56 46-1 2q-2-6-5-6-10-3-7 8v1l-3-2q-1-7 6-10 7-1 10 7"/><path fill="#656e86" d="M33 58q1 3 7 5 9-3 14-10l1 1-1 4q-12 10-24 1-5-3-5-7l2-1-2-5q-1-6 2-9v12z"/><path fill="#a4aab5" d="M38 33v3q-7 5-3 14 1 3 4 5l-1 1q9 4 15-5l1 2q-5 7-14 10-6-2-7-5v-2h3l-4-3q-2-9 1-15 1-3 5-5"/><path fill="#8991a4" d="M55 40q3 0 5 4l-4 16q-5 2-8 7l-10-2q-6-2-8-6 12 9 24-1l3-5q1-8-2-13"/><path fill="#636c88" d="m68 57-4 2-4 7-1-1 9-16z"/><path fill="#848da3" d="m66 53-7 12 1 1-1 1q-5 2-7 5l1 2 2 1q-4 3-7 1l-2 2q-3-2-7-1l7-2-5-3q3 3-1 2l-2-2 10-3q11-7 14-19l-2-6 2-1-5-5h2v1l2-2 7 4q-2 3-1 6l-2-2z"/><path fill="#a7adb9" d="m75 63-7 7v-6q1-4 4-6z"/><path fill="#67708a" d="m60 44 2 6q-3 12-14 19-3-2 0-2 3-5 8-7z"/><path fill="#a5adb8" d="m38 72 2 2q4 1 1-2l5 3-7 2-8-5-8-8-3-9q8 9 18 17"/><path fill="#808598" d="m23 64 8 8q-6-3-8-8"/><path fill="#cbcfd7" d="M68 64v6q-5 1-8 4-3-2-4-1l-3 1-1-2q2-3 7-5-3 2 0 3z"/><path fill="#787d93" d="M56 73q1-1 4 1-3 2-4-1"/></svg>
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{
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",
"path": null
}
|
Generate code for a svg of a graphic icon of a CCTV camera, likely simplistic and monochromatic in design.
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<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
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<path style="fill:#5D9CEC;" d="M478.708,350.07l-45.437-45.436c-4.172-4.156-10.921-4.156-15.093,0l-45.248,45.264
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</g>
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c-4.164,4.172-4.164,10.922,0,15.078L342.948,425.49c4.156,4.172,10.906,4.172,15.077,0l90.512-90.496
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<g>
<path style="fill:#434A54;" d="M479.114,350.477L358.432,229.81c-1.141-1.156-2.531-2.016-4.062-2.547l-46.062-15.89
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<path style="fill:#434A54;" d="M237.483,169.203L124.214,55.926l-15.085,15.093L222.397,184.28c4.164,4.171,10.921,4.171,15.085,0
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<path style="fill:#434A54;" d="M184.556,40.849l-22.632-22.625l-15.085,15.078l22.632,22.624c4.164,4.172,10.914,4.172,15.085,0
C188.719,51.77,188.719,45.004,184.556,40.849z"/>
</g>
<path style="fill:#E6E9ED;" d="M170.666,373.335c0-11.405-4.445-22.124-12.5-30.17c-8.062-8.062-18.773-12.5-30.171-12.5
c-23.522,0-42.662,19.14-42.662,42.67c0,11.391,4.437,22.108,12.491,30.154c8.062,8.062,18.773,12.5,30.171,12.5
C151.525,415.989,170.666,396.85,170.666,373.335z"/>
<path style="fill:#434A54;" d="M3.125,508.861C1.195,506.939,0,504.268,0,501.33V245.34c0-5.906,4.781-10.671,10.671-10.671
c5.891,0,10.664,4.765,10.664,10.671v255.99c0,5.891-4.773,10.656-10.664,10.656C7.726,511.986,5.055,510.799,3.125,508.861z"/>
<path style="fill:#CCD1D9;" d="M138.667,373.335c0,5.875-4.781,10.656-10.671,10.656c-5.891,0-10.664-4.781-10.664-10.656
c0-5.905,4.773-10.671,10.664-10.671C133.885,362.664,138.667,367.43,138.667,373.335z"/>
<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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<g>
</g>
</svg>
|
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{
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NZoVIkOYKKLoEimEDrjLgSbDLUr6cVMJZpTPWhJjj6gPZ36EqPYxaiDp8HugaAAoSD1m/X1xxIllzQjcDE1636DRgY6Ln9W07W/gWifK657r3xZ1WRePD9D6myMsK3FdVLXkNOO/fKt48nzVrGWsvv/yySP6VQqMq/5Avf/nLU9bhw5/85Cd5q+ALrB97LaVZJpixK8xWwtaA8+YReBsUpbE7YDd7AyS5Bi8AAA9Ahx6AGDkvylh9jN0AKazxjvdcEuOXlv25/2a3/t5Jkva+JonnQQfMzM5O79m9e4RDE1VHo2r/IEsIcF4A3z51ySWXsBgYt4biGSa3DpbtAighPmWpXUgjIDPEbW6SfMc+1We53QrnnORChisGuASRdz4M2x1QldxoxrU0uiD6uO8HAEDnAsNQ7WSXgGh9O/opzgPz2CF/12hxk/Zckhez+cXmPeK2vuKugtIyQM/6ayh2A/Tdlxg4qh0PPaLnLuv8buuxu7Zu2XInxWw1DwGgMb7yla+4YuCLF1900QiLgNm5uTMajQaLgtGAIFCV1Yklg2IjHzFPIKQMUHUeqBAQKgNYDHjfz+1F0OtUGri7HqbVFlh6rcOmQN2ICFQBAHXxAsQd6ypLX/zcQPMfwconRQWA+Dpxl7wFp2NqwML37thHFNgNUGz0EyUOvOuN798n2Q3Qd1/mcZB4QazX3WU4pP+1r3+91V5+7Rln1GacNuryD/3aDTfwD3yXc6MPf/jDYyPLl7PKW2Mp2LU9PeVKh+CaVBJcbd5dD/kY8AYkWJTSbgrUKYl33AoVAEpE/gFrOY15ElIGF9b8x01SbrXU5YRlIeGutL9Nc/2/m3lgw/r103Ufq426/sPvvPPOlneA75915pnjfX19Z1gDfNyyrscChCcLB5DCnU/qzYCUewYIJGuqFgjFAuPucuV6Cvi5PR4xIOYSxPECJIn5x1r0YjQPggcAqKMIkLXvTTIf4tTjy6x87+547lFWAWAoRIPPWnfd9+Tv9CcVHkIvf7E1sLhXgJhTQOJ7iO/j+Rzb6DMMm/S/8Y1vTGN0QgAE8K077piwDnyjsbGxkTcdfvhai0DXWHfHLeIcVTUCCriXFCQqVhyoRILvNYqdAr1kGuby99bT2smFTuviXid0wLdQ0k+5HDDJ82PtggYAJRcAScZ5kuY/qt7/vtg9Vx0Jf4fvdYqe/97P9cbSxd7+3iMJrn9TsoOf0tsnbgLkETjKRkCmaVv67Oa/6aabQPoQAPExOTk5bd02WKd8o5NPPnlsr732Gh8YGHAFwUgZ/11u/2xbGDgTyfUQeL0EOi2icP8DQGfwWvWidS8SeEXQdO9b5H/zLbeA9CEA0sEDDzzgCxe85z3vGR8cHGQhsMbgkAHH28Nc+zE3CpKW5cn2CyB1Fn+Y215WieDN4nUhigJDstlIHl4AeACAKnsBEoe3xBa7nutuG11v/F7W198rqkNd+jEEucrq9+0GKH6WzN3vtfIlbX5loQIv6bvZ+7fddhtIHwIge/zgBz+YICdcwDjppJPWWoJgTX9f33hPb++YOLFlewEECDnJ5kEJj1HXRMEx7ywk3onpDRvIREHaiyMAAOq545K9t2++jOxFoeGt4SdJPX+YKJG59mXHVra/astfkmT6C69p/f1yIdB071vk/61vfQukDwFQLB588MFWdcGxxx47snLlSk4otL0DFlmOld2N7YYN5p1Oha6XwL01Go321sgpeAGQ+AdU3QsQd4y7ZO+N3QdKAF3vQHUxbf3bJ3obDdvSv/Puu0H6EAB6YvPmzb5yQxYEFsb7Go01Rk/PuDXxx3zNLMS9BCjCzS+GBlT3O7S247YFXvTsye1ukuEmGHpDCJ2IH6+FAgBVI/+w57tE3+oOqnDJG6pd7kjiqpe8h7IJUFjejacRkKqxjvj+Ue/ns/jJV8s/bb3OtvT/7d/+7S6MJgiASgiCY445ZmT58uXjDRYEhtEWBCTsISA5iu19Izf9UWwNnCQ0EPWY+B7udpmip4DFgNdTICV9SecvACi7CJCNd69V71r2sq1m47T3Dbsfx9Ufp92vt6kPCVn93rmqDAtIPkdcP6xrU2zhz87Nbfze978P0ocAqB5+/vOfBwTBsmXLbEFgTQQ7ZFC2pkRhcBe2eWcDJHfyy6oP4PYHqgi3e55o2cus+Rpi0vo+7rbWv7vuvffeSYwWCIDaCwKuMOAcAoscx1gU9AqCQOWmD1jubYntNUlCrflOLJw411SiwAtRELDHAADKBDcL32vhF+VlcNeASFe/pCVvoImPUGuvdPGL4YDge/N6N2G97u4dO3dOPPzww1MYNRAAgEIQMFavXj1u719gmmscD8FI7AoAYW8BkaAjdxCk6A6BnYgA2eNuoqEoCtzcAhYErvcAAAq16j09NVyLvhOyD826p3jbA8fJ3A879zX8obabX8zep7AKAHdey/cCmDS5asow7r7v+9+fwOiBAAASYNOmTTxpWhPnHe94x1h/fz97Bo5dbIYNRqv6b3cXVTGE4PUUpFWaCAAyoeptpiPzXAEBr8OU0bTyN1pzcuIH998PKx8CAEgLP/3pT93GRDZWrVo1Mjw8zA2JeA8DO5fAMxl9R6UVrthCWPKiVBbVbl+vWoTFMEJrUyQASEj0ebjvI4iUjBT+XXG3Dpb17le+zu8lmDKb69HGudnZiR/96EeI5UMAAHnh8ccfD4QNjj/+eBYDnEPA1QbvZJ3QUWMgiufiTysM0C1kYQR4DAAXruteJPoiElCjegF0VAEgCPiozYPCKgACr2k+iR+btI4T1slmtvAfeOABWPgQAIBOePTRR10vwYbVq1fz3gXPWreROn4XUR4Db1MjVywA5YZL6l6CL9qiLynYuNhg3Z7j9eThhx+ewFcCAQCUiwDv9JK/dBdD/wsSWe5SK6YA679TolARg5uA6BUHqEzQB25nSm9TqjKRfCebXUVl3ScNG4SFAhxwwvGNjzzyCNz6EABA2bD6uOPWWovCuLtYhFUCJGkApGsIIG2CkcEVBV5vgVcsAOlAJPUqWfJR2wBL3f/NB/zXhQ2ClJn+ivc2QpoEeR5bb11+O0YkBABQJvJvuv7Xo6Ne+pabtzpBJRBcYeA9Iveg/R26ne+8BO8lfkAbjJ1wwglXPPLII1/EVwEBAJTHglrfYxht138CK1xVIVAGy10ngRBmrbqiwCsYVOdlstjFc+93gDh8e4yECcGo/v0xP0S6n0bs9/Y2/zHNq044/vi7Hnn00Sn8ehAAgP7WPzcOWiu6/DvN/u/U5R8mFuouJJLWk4vegyhvQlJvg9cqjyL4OM8H1EijAiDGhwR69Ee9d0iDoBHreK119cP49SAAAP2xHl9BtSCSLaxpIGesPeGEE8YfeeSRCXwV1QAylqpp/V9tHUZjWdohrv4k6KQSAADqihJ7v67FrwcPAKAv+Y9ai8vlLgGrQgC+fv+K6oDQPQGEx1SLWtkrAQAgC8Tt35/kPeL0/Re3CvZu7iN7b992wM37nBC47pFHHtmAXxEeAEBPhT6CrwEAgIxwlSUCsMZAAACaWf/j1mFty7r2WOsBy1txHmKqK18PAEB6iO0VixnaMyPCfGbI6035/VHrdgV+qfIDIYCKWf9JtgNOvBVwxDbB0muSUEHHCx4AVACpVQAosvxDH3Mz+6m5dS8ptvYVH5NsB3z5CSec8MVHHnlkGr8oPABA8db/Ouswhm8CAIAcMAIvAAQAoAkOGm5cJbWug+Z2uDXe4WNKjwB+GgBIhk48YnErfcLmpej2j36vy5ELUG4gBFAB/LfT3s3W/+jK/l56dvsMbZ9bDO31n2Rb4DC3fxrNgOI8DgB1gdf9Hvk83wVF0x/P+8n6/ZPkPcK2A3bfq9c67DfYGNl7oOeKR4iuxi8HDwBQHK7i6drfY9Bblw/QW6zbsj5saQsAQLrgNebQJQ06ZqSfDhjspb4e43LLAIEXAAIAKNL6dzL97MOyRo8lAvptIbC00dOV5W0mfD4AAJ3DTOF5Pi9dB+8tA68jhy3toyOtdYU9ja1ggYlcgDIDIYAqWP8e8m/OySaaQmCAts8t0Is7Z+n12cXgApGwEiCLPQEgLoC6IK0KAFlDH+ljMbYHVpKDZe0v7+/h/CLL8u9xNgtyWgfxOmM4n23S5Zec9u4vfuXeH6IiAAIAyNP6tybfaFDimx4hYNrq/S3LB+l1Swi8tmeeXt09hy8PAAAphnoNju/T8oFearQ2k2KjwCDDJn77zLPoGCPWgfuPbMC3BwEA5ARr6l3VnpyeMw/5m55pyh6BZUv76cChPnpx5wxNzy7QvCl93y7+KFj/AJDzOqDcJjhq22EXnNQ3YhE+E/9Qoyfwft6WwYYrB0zD8QLYV6+CAIAAAHK3/r2uf0kZj+k/sZMFe4kOXTZAh1hv8Oruefrd7lmaXTAL2xYYIgAA4iNsD4Co54rXOFl4b7b2+3uo0dPjt/a9ZzbHN+m/1RfIueSIgNFLTn332q9854d34ReCAACyVv0mXdCidVNO+K2QvuAVcJ/Ta83i/YYa9m377AL9dtcsbZvFFrMAUGVwJv++1pwfsSyB/t6gte8yu+jybxJ/OweAfOf2K3kTMgiAEgFVACWEpbTHrcO4l/kDrn+B/L2TO9AS2Lot7euhNy0fpKNXDtMBQ33WwmDgiwYALcV/cm+ZTfqWpc9lwkeODNrnfT2GvEW4xKhoP6e1qki8jua4tTaN4heCBwDIFpeHuf59R9N7rprspm+hOHBJn31jr8Bre+Zo6555WkgQBlAtUGELF0IAQNXRSQVA0ud5KwLcLP59LUE/bJcDG47rvhm/9+bxtTP6nUZAtoFv2o1/DHeNMHx1AKp8AM4FuBC/NjwAQDbWPyvstWLJn1gB4L0YSAj0dfrzi4WWmDCbXgHOFTh672H7uBTNhQBAa/T1GrRioJdGl/XT0SuH6I1LB2iotyewNqjCggHjQEwwlloWvrdfe8mpJ6MxEDwAQJbWvzjrVK5/2QRvT/SwCd4+5VyBlYMNWjnQoJkFk7bNztnlhLvnF2P3LYeFD9QdcTPyk6LftvR7aYU1R11Lnzxz2nDz9EkM3Xsfayf++f9o8oX8xXwASWngiEkoCYQAALKw/i1lba5TxN885E+x4v5e8qdA97BgiMFebHoN26W4z2AfzS4s2iECFgN8HkX2qAQA6gqX+JOOcZW7n0v1mPSX9ztle/bbyxL1giV7PqJ3XPuiy18MBbjuf1+4gOShAOvO5RAA5QBCAOWyIdj1PyJ3/YuyPTrub0oFgoL8JV4GFgMHDPfTUSuH6a0rhqzzPnsxAgAgfexlEf4blg7Q26y59ublg7S/JcQHnflmBhN+BENA5SkUjQUz2liIDgWMfeLUk0fxi8EDAKSLy0WzPsr1Hxb3J9GTEFg4guQvLzMkO844ZImB/YfJ9gZMz8zT1hknTCB4GACgdtK9A/e/7dofaNi5N0z+ba+AQNgtq91fn+8v5XMCA62SPZ6//qTA4HN8HyN1+StDAaa9Vn0KvzwEAJACLjn15DFrfo0ldf2rfANxEntMkfxJVWngf0ZfTzNMwDduMLRjboG2zc7Ttj1zsTcxAYAqIW4FgEv47NpXleL6iL41i/2NewKPBUjbndxGaD6AT7h4hUFUKICMtRAA+gP+2rJYEGz9R23tZSZ1/Qd3DVO1FPY+XfoYyQ19XsQ4gfCwvQZpbL9ldPjyIet+n92ABADqDg6Z7TvcT0eMDNHYvkvtebJvjD4cwZp9r7fODMxFUfCbsmUkZslwzFDA6Cc+cPJa/MLwAADpYK2MfH2kTGrXfyfNPSTaQmgsZEoTDMPAFg7fGBwe2DE7T9PWbQc6EAJVFvCOJc3Cly38ZZzAZ82D3i6qAvyJej73u9C2NyIp0FT3B3DPfZ9FsUMBZxA6A0IAAN3hE6eevI733e7G9U+qDl4x4v6mJFvQDIiI5O57tn6GGv22BcSNhrZbQoCbD7Eo2DUHQQCUH0z4y/obzq03dc9XUASQJx/ALwJccibB/a/OB2hfD6wl8UIBbLSgKRAEANDdLKczwsk9huu/07i/IulPFUroFGwJjQz02TcGJxK6goCP3jJDANCf8HvtYy6hLmUpX7B3v5gU6K3w8yYIUkg+QKBLICn3Bxj5+AdOXvvV7z4ALwAEANCR9f8Bu6vW2u5c/6a0bDBW3F/geBn5Z5G6xwvn3kP91o0gCABtMdzXS0s9hN9r5L+HhpeuW3PSFQGCVS5NChSJ3sPjASs/SSig+WKEASAAgC6wzlQSNsV0/XsmssL1Hxn3D0gCv+DIw7KCIACKRG+PQcONJtEvdQhfF8gqA1xLPJj975/BYfkA7nXy5gaQ6DEgeSig+XkIA0AAAF3gApIk3pFIyQlc/7KmIf63lsf9g0l/xX0pMkGwa37BFgS755qiAADSsO65vW5u7vyuRED8pEB/PgD53f8xSwNjhgJGPv6Bk8a/+t0HJzCiIACABPjEB04etabXmI/MYzb8CXP9k8KTEB337y7pL2tBwDc3h4DBImC3Iwo4qRBeAiCM7Ics6364r8c+6mTddycCgkmBHttfEgoQ+gBJRULiqgAOA0AAQAAAiSZzM4s2lms/6vEo13/SuH8Z4GZf7zfs9xLsnmuGD/h8YRHNh+pK9gNcktdfXrIPUQHypEAKJv4ptvTtqioguKMQoSkQBADQAS7oOPEvoeufAqRffNw/Oy8B0YE0AFFQA7iu+7Jb9skMByEpUJkP4O8PIJYGJgoFyLoRtr0Aox9//0mjX/2PB6cwIiEAgBj4+AdO4uz/sTQS/2QGgve9yhL3L0IU8BHhg3L8jgNOCd5QX/M35YS9ukLcF0CWD6AsDaT4oQCVF0DyXuwF+CJGKgQAEA9ru078U7n+SV7yRwFPA2kd989DFLjgRkUsBDinYGbBRKJhQdhrCdGRh/bQ740adMi+Bj071UdPPNVXSPmd/iIgLB8gZC+BOKGA5AmBayAAIACA+Dij28Q/dcMfM9wrQOWN+2cFJhg3p8AL9gzMLCzarYz56JYnAt2ByZ1vLtEfaR1/zyJ+FgBe7Nxt0qevIXplC76zMFdAMB9AUhoYEQrwBRd8DYciEgKbb4t9ASAAgPgTVzJhOnT9q8IIka5/r1cAv0iot0AlDLweA1cgAG2ccKT13bFVP9pjWfaGTfDHHxm/3G7JkEmX/skcXX1dP75MxZKgygdIGgqQNQiiOAmBzgsvfv9J41/7D5QDQgAAofj4+09a21XiX8Ksfwp8FlU67l+kMGCwh4BDCpxj4IqCKicfekn+kH2b1r3Mmu8URx2xSOecNk+33ovlLMQJkF4ooPOEwHFCOSAEABCp2tcEDPsQ6z/+Np1hWf/y9zLB/qnDFQXeHAOvOGBwSGHebHoO3PwDncUOJ+AN9fVSwyKBN+5v0EVnLdB73plfXP7sU+fpyad76MlnsM20XATIY/XhoYAEVn68x9fgl4AAAKIxHnDNh5Gzaptf2TGJ6x/kX5g4kHkOXCHgeg/yEghcN885EC7Bc5Y93x9wvBxenL5mgc62rPElQ/kn5X36ojn69DX99MoWJAQqTYtEoQDB2k+SECj3AozjN4AAAEJw8ftPGiWx/M/bmU8g/6ia/65c//g5tIKbiKjyHng9CLvtkAL58g5kyYnu+7lWPPP5kFM+l6RmfskQ2bH441YV56ngfIArL2rmA+zcjfES9AKkFwqISghUlQVe9L4Tx2/43kMT+DUgAIAQ619e9qcQ9RTC2KrEQLj+a+dByArHrVq0yZ8JuGiMHrxI686co+tv6sNgkIqAdEIBUQmByrJAe31DHgAEAKCaomuULvsw6z9JzT9c/0AqFnfxVr9UQa9esMMASApUrjGUWiggRkJguwuhfXYsvn8IACDMAyAl5QjrngTVEOI2kPf6h+sfiI92rF/P0cJJgS+/ZtDEpl78WAEvQNxQgLBqxNgSWPZ4+2X2E8bxC+gDpMxqhIvff+KoNUVGZVZ7bOtfJHnRiyArK4TrH4iJfVeadPVls7abXVfyd8HeidGDMZ7lIiC8eVgwh4j8606S5mT+9xm56H0njuIXgAAAgmJ5LL6lry77i5P4p2r4AwAqcK39F66ctevuywIWKxABISuOYg3xXhdDiaFrSOT6ZTbXOQACAAhMlDXxVXVwHkZxujzxDw1/gHAwgTLxs1tdd6tfBP+9LAI4XwEI2BDydUC2HiTpLBrhBbD+AwEAAQBIMB5llMdy2VF04h9c/0A0eRKtO5Ot/hk7u768/w6IgEgVoPICRKwrZmfVSmgIBAEASDAW1fJXOanCrklVPVz/gBpc2nf9VTN0+ppqbGzEAgYiIGRdEL0Akh5j0YYJCWaJsl/JKL55CADAA26QkZX1L0/8g+sfCMJN8rvyotnSufshAjp1AiRNCBRIXZFYHGKcjH7sD981gm8eAgBIYv3HavpjqiU7av4BBZgUOcnvy5bVX6Ykv05EAFcHAGp2jiojDq4n8reJ8AIgDwACAPDgWOV8pJgtfynalYeaf0AEN85hdz8n+dUB3LgIIkD0AoSvD4nKAkm2QVlgwYEA0ABoBKSN/jbHwjJp1dZ/UK3HLftD4l+9wZY+N/OpssUfJnoYaBksqAAjpEOg93prXYloDuRZa4SNgg7FFw4BAJBEESey/oPWfUDVK9Q9UE9wnJ/d/S4J1tnzAREQ5O1Ah0CSdAoMPK5oEezbD8D3QfAAQAAAjI+9711dW/+Bpj9xtxIGagOO858+Pk8fXLNQuQS/bkXAhjv6sIMgqfv4i14At+9/F16AUXzbEABAc7J0bf2Ld8Iz/LH415HouKYfxC//brjZEbYRFthbtk+AECWI6wVov6j1WggADYAkQD0wmrzuP9r6V/f7xxdeF3B8nzP7ddmuV9sJiBJBj6VO0nVD1Ryo04qAP3vvHyAMAA8AYGGN0vo3O7f+UfZXb+Kva4JftyIAngCPF0AQBoHdArvxAhChFwA8AIBpT4QsrX+U/dUFbiMfvoH8OxcB/D3CC5CtF8DSBuMYcRAAgHIXQFj/QHziZzd/1Rv55CUCePMj7CIYzD5WrT/x+gLIRQZQHBACKBh/9ofvGpOpY2UPbt+kg/UP4kdJXxZwNxDicMDUC0ZtvQCysj+xR0D8ioD2c52KgGMx0iAA6o4RVd/sqK5/sP5B/CD+bEUA74TIfQImNvXW1AkQbA6UNBfA90x/agFyACAA6o723thiz+ww659g/YP4gVzgtg2uowhQNQdK4gXwv9bnBYAAgACoO//TSEi/bKKInv+w/kH8QD4i4Kg3L9aza2B2XgCUAUIA1B7HSuhe3bYX1j+IHygE/BtwnwAWAXUqE4z0AgTOFXclXgCgWKAKoPjJNdIU2dEuf1j/9QFn8l95UTOrH+SvD3gnwVo2DDJDKgICe42o2pIHse49J4xiVMEDUGeMSq1/0aKXigPJpIT1X3riRwMfzSfswYv29sl1qhCI5wWIeq20MRCvf1MYVRAAtV1PQhv/mBJRYAZ7/Zuw/ksNtvLZ1V/3BjRlgVsmuOGORo2SAyXdAcm7V4BD8bZAsM5aKkFeBRAtHQAIgDpBVvoXe2LC+i8fiTR352PyB/GXUwRwcuB+e5t0673VX0r9fQGEJgEKKhe3EhYVgAkFAAFQV1z43j8YS1L657f+TQpLG4D1ry/cxL7jVi1ig54K4OxT5+2ugfVIDmwTuC8sIHoBHCPGiCgJtP7LlQATGEUQAHXEiGDE+y16WeOfULeBCetfYzDhs8WP+H4Vf1tODmyKgCrnBfjL//y9AFRVAMGSQN/yhV4AEAD1hGj9d1b6JyN80L8uYDc/u/iZ+OHmrzbcjYRYBDz2eJULrNrE76/7p5iNgTzJgFirIADqvGaEzrGEpX9iYiBQJBmYNunDzV83wWfSlRfN0m3faVQ2L8C/s6/XCxDdGCioGAAIgLoLgLDkP5k7IMZOW0Ax1j67gk8fX7CtQaC+qENeQKLGQMJVrxcAgACoLdTJf96dtk15dr9EJZgw/2HtA1qAxeAXrlyka26oYL+AsPbAgV0Eg8mAIRoBgAConQLwy4Gw7H6ZdDDhAIC1D+gIzvuoYr8AsTEQGdGsHpoMCEAA1NX6V2buS5L/UPpXtFW3SKuPWUB7XiCBWDRbmwltuKNCIQGPF0AsCYydDIhGABAAsP4ppPMfheYBoPQve7CLf/z4BVq9Cg17gM7BopHH0jU39NErW8pPfH7ST5gMCN8/BACg6OWvei5K/3IDE/1qy9pn4oeLH0hPTC7SF66sUqlgsCQw1v4ArTwBrFsQAHWXAKbKyE+S/Ifvslu4cX0mfTTrAbIbZ81SwXs2NuzcgFKvX5KSQH8yYHhnQAACABDUAJL/8if91ccs2kcAyAunr2l2haxC98DIZEBJZ0CCGIAAqD3fk6r2P7zzX0CGAyB9oHRwuweWukogUTKgVBMAEAA1VwFyZ0DwabLOf/gWI8Exfba2QPqAfoK03FUCfiKPSgYUwgBYvCAAgAQb/wTEAWaQ2rpqkj4S+YAygKsEeLyWtXFQeGdAmWhoegYACIDaWv8Byo9V+4/kPxW4Tp8tKZTsAWUEj9kvXDljewLu2ViikIA/G9BP/7IwAPz/EABA0LoPWvg+tRA4xYLZdu0feQRa8QLVwLoz5+i4YxboCzf0lyIkkKwngFcKYL5CANSc9OO0/kXtP6x8oF6wKwSumilRz4BkPQHgBIAAAP0HLsjd/3Wu/eeFkAmfLXzU5wN1grdnwG33NrT2Bkh7ArieAaEnABQABACgEgVmiFSogfvfTd5zSR9ufaDuKFPPAF9PABnJe8IAmNkQAGD8iOx/qfu/Qua/l+yZ/EH4ACATxoslSBBsM77sDIAAAGS2fVL3f0n/vdyE50iH8HlBg0sfAJJB5wTBjsIAAARAvdk/oAHkTyqx+5+T9c45bR7b6AJACmDhzB0Er75OzyqBJGEAAAKgxvxfbfc/W/xssYD4ASBdsAft0xc1RYCG9K88A/RBD74CTUVBiCegLPTvljGB/AEguznGnjWt1jBTtqJ575rSdQ2AAKgl3Xu3/g1zAZRpqjDps4sSCX0AkC0+uEbPfhimfKmTHgEIgDpLgAh/QPxX6EL+vLkJAADZg0W2bl4Av3GjWLvA/hAAgGTilLj3P8gfAIqZdzp5AWTrlDoMAEAA1NoF4Lf0ZRv9lWG6gPwBoDjo5wUQVjZZGAA6AAKg1txP4eV/Zdn6lxv4rDtzHj8qABQE3iODq250XOjK38EEAgAoQBz4rmk6d3jRYcsfCX8AUOQ8NC0RoFHFjWTBwgoBAQBIZkOc7n+64uzT5u2aZAAAisXp4/oIgNDk5Rgt0IHsgUZAhU8SM3IfYJ0nCdch80YlumDLdC/95nd99MJv++zzLdt66TU+Tsfrnf7m0Vn7ePD+c7RyZIEOOWCOjjh0FgO1ZKjrOGAhzsmAr2zRp+mOrCsg2gJBAAAR2ln37n+u679I7N7TQz//5QA9MzVATz/XH3uBV+HpqX7f0cXBFgG82SKA44/dbZ8DegHjoI3VqxY12iwIXQEhAIB4EyVQ/idKAr1w+vh8YaVHj24eosefGrQW/cFcPo8tSb5NPLqEhgYXbQKAGCgeGAdBjB+/oI0A8G8ORAH6N6ADIADqS/lR5X/6xsiY+LkDWd5WHi+8E48O2+dFWpvNv2OJ7So+bc12hAkwDrQZBzqGAXzU7x6aeQATGNEQAHXFdNTuf7qCa47zyvrXZcGXgV3ET0/tDSGAcaDVONArDCDkAQAQAICNybAJ076jlxJg6yKvDX6eea6f/uXuka5junkRwDFv3UN/csY22z0MYBwUNQ6OenNJ8gBQBgABAIQb/brNkTw6jrGFd+/GpbbFVyZwLPrpL/Xbiz+TAIBxUMQ4OPIIfQRoWB4A+L9YoA9AwWwfVv+v4+TIw/pnK+9L31hZukXfS1o33LLCIq5lGOMYB4WMAw7PHXWEjl4oUD4EAFDaeZK19c8Z1p//6j72sexgy/Wmu0cwljEOChkHHAbQbknDPsAQAEA46+sa/+e6/yytf17s2eLTLcGrG3CZGkQAxkER4+BIrTwAZugZAAFQeyNf9/g/1/1j0YcIAPmXYxwcpVkegM5rW+tv2vS28QNXzo6GPee9x247g58HAQCkIwPMMkyN7Kx/Xuy/duuKSi763sUfOQEYB3mPA+QBxCb+Met2v3V6/97L5kMFwL7L58f4efx86zYKAQCkMx3MEE2gAfln1fXvju/upX15VxrgWDCXswEYB3mNA96mW1vqN/UQA441z+Sf1Krn5/+MxQMEAJDK1DA1VcrcXjQL8ILPVlFdMPHIEgx1jIPcxoFeiYDBXudFr3AOeTP5dxqbGXG8AaUUARAA+ujhxA/nBbb8s3Il8i5tdQLvUAdgHDydmwdAIwGgWZNTi7RHHPLvFvw+dzrvVyqgEZDGUkAX+/+U4xdK+Z1yW9ahgUU6+IB55/6M8rnNrWKb04Hds0m2jk1q6QIYB3nlObB45+qdnbv1WOMMvRa5q7qw/ANay7pdYd2uhgAAkjO/xg2Asiz9GxpI51/rbtPqHnkP9yQ44lD5dSaB3/y2j57hFq/WebcLt7vPPIBxkBfYC/DkM7o5e4vdGMCx1tfJHlsy0LHX5HIIAKA7y18z9uckoiy3/OWFmhfpTqwsbrG66m17Olro4xPCrH0bP36nfZ/L1DhWza1eO/mbV6E9MMZBzuOA8wB0EgBe6u9vNCYL+jPWqqz/ow7dRY/+f0vVXpXlyq2fRzih0Fj91AQEABAHk17W1zEBcDwH9/+fnjFNX7slXvkXE4W7B3sRG63w55/Jtw+83toX/ue/HIj9t7sEAgRx8TlbY/cAwDhIJuK1s/ydwz9v3DRdlG2jeuA9x2yjWx7Yh3ZKfsv9LPI//i3bQ5dM61YaAYDNGQvGeSe903T3AmhWxZj+Y8H48lUzmXoAXPAiesd/7GXvpiaCF3h3sefFU0ewNfj4U4O2RSj7+8eP32Uv+tglEOMg73HwyhaDPvm5AX0IxzBax1sf+mkhHOTU/I+rHn/2dwN03f97oH10cfShu+jP3vcyHbb/TNhbf9FY/dSnIACA2ALAdAr/vcRvatACmC2HL1w5k+tnsjuVM8I5+Wpvx51b9N7qScAW4Au/a9h//9CgScPWQl+mv18XYByki7MvH9SHdEogALxCYOeeXloyuBBF/C7usgTAh8syThEC0Ap6JQCMF5D9zzFcvqmSsXTHkLPQl/Xv1wUYB+mCy3j1TAQsDFNxnhST9L3YXKZxij4Ams0DnSTA6lUL+G0AoALII4xXMlPnuYzed7pM4wICQMtZoYf7X7dFAwCAzrDf3hrO5WL/pLtK9r4QAFVmfVMzeaznJiIAAHQCXbcGLgrG6qe4Amsq5bedsN53qkzjAjkAOjsCCsRxx8D9DwCV8QDo5M0rsAfQb79ll/9xD4Aztr32Ii3f+6DU3nv6ledHrffn5MK72RNwwFmpCwx4AED22YNbh8IDAADVgU7hvCL+EouYR6zbtdbps9aNj+N7dr0+unvntlTef9f2rTSzZyeLi3Hn/Z+1Pu9qCACgdFLgSJA/AFQOGor6XLoAMvlTc9OfK8THtk+/TPNz3ZU6s4jYPv072UNXWZ/9M+fztQRCAMXz/oSjGrWRAKsr5P7fsbuHJn/VT5v/q5+eealBz7zYZ13z+x8PWLFARxw0b93m6MSjZuwjUC1gHBANa7bbsplDxryH/KXb9ZqLCzT96m9o7/0PI6MnuT1sLi7S61teCnuKu93w2yEAgDI4ACrh/ucF/lsPDtODTw4GFvrAIrG11749+OQAbfjeUpsIzjp5F536zt20dAjeEIyDaoyDww5ZpMcer53T9woV+bsYWrK8I/Jn8OuWLt+Hdmx7NVQEcDjggLP0CwlAAGjH/cUqAY4Vlrn8jxfwG63F+zs/HurqPa7/t2X2+1zwvh30kZPQvx/joPzjQK89AXIYA03r//JwAu+l4aUru/ocfn2EACDSdKdA5ADAE1AZ658X+4u/uE9Xi74XbDEyAfB7MhkAGAdlHgfDQ7ptCpQ5lDv+uRgcWtqx9e/1AgwMLYt6GichroUAAHTmf3vr0DLi87cut29Rbt5O8MyLDXvx5xgygHFQ1nGglbjPZ6E7NuoJjb509kjo64+12dIYBACARSKDRT8tay/MCvzUV1Zm/jkAxgEMndQQSbiN/oFa/w4QALD7Wyhj/D+PRV/8PE4oAzAOyjgO0N8DgACABKjE4tBtklc3iz9nlwMYB2UbBzqVAhqkf6c8CAAga0zq8oeMHlIe65/jsFyqVQTYDcyLP4BxULZxwKWAGhk9z2EEQwDU3fLfpksPgDJ5AD5/S7ELLyeE3VgQ8QAYB1XwAOjZCB0CAKjphBg9uBwCgBdcHcqxbn9wid1hDsA4KMs40GqOg/8hAABY/50suDqAXcDcZQ7AOMA4ACAAgNIq4rLU/3OyVxY13mUnoboB46D8Qh8OAAgAQBOUpU3oQ5qVXjEJoSwQ4wDjAIAAALrSwUVScBni/xxn5Y1a9COjAQxjjIPSjAONvABTGM0QALWGQUbhZYBLhqgUDYB0bcE6+V9oEYxxgHEAAQABACS1/01zuui/oSzZ///1op6bV3ImOqoBMA7KMg7qtisgAAEAhKAsCYA6d1175iXsrI1xUI5xsGQYAgCAAAAclKX//449Bn4sAOOgSwxjHyMAAkAfFE2/cAlW2yoFMA788x0bAgEQAAAWhNSwczesUgDjICGm8RVAANQavT09U7D+y483HTSPLwEoxTjQZc7f/qPJSYwYCIBa4+YHf1KoAChL/F93LB2CFwUoxzhYMoQ5D0AAAKTX9qBROOJAfa2rpYNYVDEOMA4ACACgIxSzcJQpBLD/ygV9SemgOQxhjIPSjIMybf4FQAAAGaFMIYCxw2f1/LveNIuBhHGAcQBAAADlQpkqANi6OmCFftbfiUfNYCBhHJRqHGjQC2AKIxkCAGhiohjyL1+88iQNF9mTjtqDEYxxUKpxoEHuDwQABADQQgFcXMZs4LNO3qnV38NuXx2t0aoD4wAAIACALlCWPQC84EVWp1jrBe/bgYGEcVC6cYB2wAAEQM1R1kXg0j/aro3Vp2tCWh2AcdA50P0TgACoOcq6CHAS2EdO2gUCqjkwDkoNtAGGAAAcFNISc0mJ3YDscj2iwLar6+zPR+0/xgHGQYfYjK8AAgBoYhs8AMnALVf/6pxt1jH/REbOQEfsH+OgzOMAe4AAEAA1RhX2AGDL69pPbMl18WdrkwkHwDgo8zjAfgAABECNsV9FNgHKc/HnZK/mZyGBCuMA4wCAAABKiiqVAbmLf5axYE42w6KPcYBxkA4Mw0ASIAQA4GAi7w8s0y6ASRb/tLPCud78ry+Ypkv/+HWMUoyDSo2DIjcEMk1zEqO1eDTwFQBVAVtlvEBzl7gbv7eUvvPjoS7ey7RIZCedZREJrD2MA4wDAAIAqAyOrPB2oGytcYIWZ2h/11r8H3xykJ55MXqo82LPDV1OPGoPnfr7uzFIMA4wDgAIAAAoKwHw4s+3Hbt76JmXGhYB9NHO3YbveW86aN5+Luq5MQ4wDgAIACBvTBGvRTkm5tetDpjdt2zVoXVvvYFx0EaRicD9fQ3kAGgAJAFqgNse/tlU3p+JOmAAqDeKTAT+1x/+GFUAEABAUXjyGfz0AABUGlP4CiAAAAle2WLgSwAAoMrQbb8B7QQJBIAuMPPdHWvqN/jpAQCoNBHepdm/ewICAFAh16SYqRfgAQAAoLoC4ICz7M/RhXQ3OH8PBAAgQc58jBwAAABqgAutW9EJh/z5n9PxywEL1FmGv4CfHwCA6sKxuj9VMPmfoqP1DwGglQMgf5c8wgAAABRhe+QsAjZYh7dT/kl4Uw75a9vzAAJAE5hEG/P+zCefxs8PAEDueK4AT8CkIwLYG5A1IfP7X2h95mE6kz8DnQA1QX+jYYkAk5r/t/5nNmWBaToNAk37Ud5FK0UPAAQAANQVWewHYhiOL9M5Gs07vmNRfkeLjNkd/0W+/fZbNGIdxxqN/sut49qu1+/BpRto26s3Mvk7n1MKQABojWB/4DQ7BnMIgPuhoysgANQPv6hxIrBD0hPmpsZYGgKgr39wo/WeE2X7HmAC6oNpkehl52nL51+gGgAAaom8Q4CepWtKo68hrV4BE2UcA1j99cGkb6oYwqwxslEAyAMAgJoKgJTFvxH7qqGNADBWPzWVAnlvcN4HAgBIewKVaxEAAKB+5C8uYEbB61pCdNMrgF/3qbKOA+QA6CYBDNMX5G/H/Dmpxkx9x2DkAZQbc7tmaM/09tw/t3egjwZHllFPLwRkGZFN6M/wM77vqK8MYOvd3PS2U6zT+63bSELyP8V6fWl3NoQA0AdTRS4Gx61awC9QIiwuLNL0sy8VQv4uenpfpr3euB8N770cP0jZPAAZhf6MKPvGOtz0w8cmNBQBk44IuNO6jcZ4iV3qx68r8ziAfNcE1qSYkk+i7JXzpp9jGJQNr/3y14WSf1OELNgiZNdr2/CDlAjs8cs29GeErFxaewImrdth1AwJTEYQ/9vLTv7wAJQI3vK/NEsBbWsAeQClAhPu3K492vw9r//6ZXgBSgRU/kQKgQ3WgW9kbnrbuOf6RNX+rRAAGlN+IObvMj9300ixIdArWwy7KdDowYv42kuA3a/qZXGzJ2B2+y7qXzaMH6cEyML9H2Xta1oCGEcMTFR5LEAK6oUJac1/Dl4zeAEAoB7Y9HihFQBT+AUgAICwmWSodXRWWuAx5AGUZ4T09uJvAjoCe/rY45eZAihZBQAEAKAV9xcF9gBwchCgPwZXLNXq7+GSwL7hAfwwJUCWnr6w1L+mXYP1BQIACMOkXAsYuWiFxx7HcCgDOOGOSVcXLH/D/vhRSoKJR/Px1BjqBzbiV4AAAOTYFjaRstwTgLHp53DjlgUrRg/U4u8YWDZMgyNL8YOUAM1k3/QXjgQJgAAEABB/IuW3J4DrAUAYoBzgjPtlB+1T7OLR20srjjgEP0ZJsOnxjAR+eVsAQwDgK9AKU61YWQGJgK4IAMoBFgDD+xRTf8/kv/db34hWwCVCdu7/RAmAk/glIAAAlQAo2kpAGKBUGBk9MHcR4JI/Ev/Kg6zc/34JoEgDNNpawOh80x0AAqD6ULvQgpPLyGA+IwwAEQDyrx4yc/93tLIBEACADNOyiRMI+xvZTiqEAcopAkYOO9Am6KzAu//td8ybQP4lRFbuf0Ma/zfCDJop/BoQAIAE/7LxMX8ZYEgnwCz1dF6lQkC64PJAJui0vQFccrjyiEOs28GI+ZcQ2br/DemCpOoJYK1xEAAaAXsB6Ai7539wy5/2lbS3A/KDm4XworHvShO/RdkUvUXQ7A3gBMHtL75Ke7busHv1d4K+4UFasv8KbPRTctwzke0yH9W+HM5/CAAgPjgMMBIkfTnxZyUFOGZ4+pp5/BolRW9/ny0EeGfzPdM7aGb7Lprftcc+hln6fUODzdr+FUvt9wDKj025hPTUCYCecmZY/xAAQAQmrbkybsqcAjIHQco7A7atBgiAqoAb9YjNeuZ2zZDpeAYalqUP13418Zgl5LPp/d9RAyAIAM2AWa8dFKk0ObvWeNHADoHVBSfycTMhvoH8K2z9Z7nJl2EElifVuoQwAAQAEA9T7RkT3hAoayAZEADKCy7nndiU7RxWx/+lMgBNgCAAgAg8F66e8+kHYAsAa/FATwAAKCeyJv+wNantGfAZMdvwq0AAAGFTyVHPoW60nPoB5LuIAACQJjiPJ9t1Slx9sAEQBADQLabk1r8hldhZT7QsFxEAALJBlsl/vpXJkN+V+QcM7AMAAQAkEACReQCUueLmReSxxyECAADWv5zYgxeVIQHsAwABAEROrMjOf5IJZmSn9uEFAIDyIOsKnlgGiMJ4ASAAgHBMujPIkEwzQ7LlZtZzjBeTqRcwVACgDLj13ozbuxjhUX9D8ZJ/ntg0gV8HAgAIgTVJpkUlLauqyTvdBl4AANAfeZT+eQ187xJkSBYqI8c1CoAAqAqmo6dRfuWADF5Usk0qAgCgW/z7xjyFeuzyP8YUfh0IACAeJqOzainXckBG5q5FAAC6sv4z3/ing/I/bAMMAQB0obADZ0bwWh62OVcDoDEQAOhr/e/cndOaJC3/U/gosWRAAACJpthUcCYZqlRbpUJP38LI28VYDTz7/CC99HI/vogY2DPTg+9LU+s/QOwk90YqliD0ANAQ8OnqKQGe463+3I3+AjsBUsjugJltENwELzIfXLNAS4ZM/EwhJPaTJ5bST62bSGQH7jdL7zh6B73Tug0OLOLLsrB1W4Me/sle9Itnhu1zL4588y468Z2v02Fv2IMvKgSPPd6TufUf5f73PRpMWkYbYAgAILbENqV3PBPMFJQAhwFMypqWXS/A2adiq2AZmPD/5a79AkTmffyeH6y0Ce+975q2xUCdhdJD1vdw30Mjyuf84ulh+8ZC4COnvQrRpLD+88nPCe/+J9sRsC0aDDQB0hDw52qIYw87hOl8XVBUx+wKmHHMjXsCvO/EBervw28lkvvXvnkA7dgZPa2Y/Nji/emTS+37++09R42GWZvv6bs/XEF3/cfe9PSzQ7Fe88qWPnr+xYFaCyYV7r6vkUu3TsNwco2cY2vfEs/+JYFrLZFgfH7z1AtT+LXgAQASTbpmGEDmIGgePf/NKQzAXoDbLItj3Zlz+IE8uP3efWxiTwL2FLBHgG9s5R55xC7b3b1iebU8LEz6LHjYmu80vv+r5wfpvodHbM8J0Lb+84j9x3L/K1uXIxEQAgBIZGSLYYCge7+4MADjno29dPr4PO27ErkAjG6IzfsefGOwAGAhcLh147wBvpUJnMj3ovV98PFXvx5MLIxUeOjHe0EAeJBP5n/bwu/M/W8DSYA6Gpj4CvTE/37K8TaT83+aHgCH2MVrDv+azgkfnbOA5yBtjK9eoEv/BF4A1/rnpL8swWJgxBIGLA4Od5LiikyOY1Jn0cNejK2vN1rnWWfwX3zeb5EU6Fj/l35uIPvkP4fNO3b/WyffuP9RcA08AEACsJkz4irp8DCA/0LTMZBtGIDB3QFPH1+g0YORmDW9LfupxC5wer55fp/wGHsIhgYWaXBw0ectWLHXfMfhBPvzXLLf09Midib7rduKWzrYswABQLThjkY+1r8Ro+VPmPsfTYAgAIDE4G6A43HDAG26l51luwhdfdksfq2C4bW63TACUF1wW+48ev6L/O7lfq/1L8oCA22ASwE0AtIUhl9B+zk/pClQXlsEu+CdArPcerQsYMsbyAcH7QfBef1N+ZTg+JeQsN7/stWL0AgQAgDo2AMgmYiGZDom6MZV6sVIZ8AlnR8OrLkAyFd0G5I1JbxFOQWNl40YtRAAQLKJty24u6Yw8RQZub6zHJQAuyNv+069o0no7JcP3oHvOXfBbUgWGfXWv541B6Y/BADQ8aybkijpAPsrtwjOaYdAF1yLXOftgpmUPvSeLRi3+I4zBQvtvOaZIUn+iw5JGhS0TQyUAEIAAAkxFaB35RbBhkR1G5SnEOds5PV31DsUwNYpOtVlh//twy/X2vpn4s9rwx+JrRFa+x80N3x5AGjcAAEAJJx40y1hLYu/KVsDF5MMyOANSeqeEMj96iECsvle655nwQI7n6Y/Ecl/Sve/IVEHKAOEAAASY8MPHpkkCpmEEtUdTAY0cg/DcXySG5RABEAE4PtMU1z32gI7Z9s/PPkvYn8S9zk3/uARCAAIAKAjL4DU72ZIwwCkDBHk5gSw3ZTcnhSkBdLqFuzu/9O1L9f+e2RBvf6O/Fz/hszkSJL85xcKcP9DAAAdYtLvVVMn4IQlA6p9B9mAtyblHQMhAl61b0BycPdCbvnLGyTVHbzxVq4JtrGT/2QyILDmIAEQAgDoVo3L5mdYMqBUjee4hqA3QBNsvV52wYuV290vS/A+B/ydHYiGP3ZOzT0FeNQMyUJjyOx7I0QoNE/hAYAAADrERt+0kvUEiNMZMOeSQMbUC+gN4IKJjAkN1mw0Tn/PFrrIsvzRU6Hp+s+95t8w1EZIwuQ/53QzRjUEAJCSG8CITAYsviTQBUIBbbjxbA4JgNzUIunEd76OL8NB7q5/gecNCeknSf5zAA8ABADQoRqfEGx5ZTKgRJwXWhLo4pobUBXghRsSgDegjfeeOA2XvwDO+s/b9R9W+tdB8p8L5ABAAABpyPKwhBx5By6SlgTmScd2m+B7EQrwgvMB2BvAtzrnBnCs/9Mf/w29910wEr0owvXvW1mM8G1/ZZ3//GuUN+8I4l9zWgF0xoXv/QPTgn3OR/vM3gHYvda8YLrXTHcLYNP3mO/1znmeuPKiOTpu1QJ+UAF7ZnrooZ/sRQ/9eC/7vC4C6PRTtsALosA1N/TnXPMvbO3rGAuta4YoDtqVR+1zTzVS6/UGrb/vR+AYeACAtGZpUKEHlXmgjrdgLwADDYLk4HwAtoDZBV71enf73+q4+0H+ctyzsZE7+Sez/lVri/A+QCmAji2a4+2Hv2HcUtKjsgnbVu6UuDFQ3rkAc/NET0/10Pjx8ALIMDS4aJMiiwD2BLz0cn+liH/NCdvo/D96hd5y2G5qNEz84BJwwuwXbsjf9S+z/l2DIsz6d70DMuu/eWpMTD77mxvxy+oLBGfL5AAgdujzBDPJbN7xPWJPQusB07CeZXoebj7QvMYT1AkF+N4iB3BNM5cGnn0qauJVYPc4VwqwV+C+h0fop08sLTXxn/j7r9uZ/ah8CAd7x665oa/AlYUouumY3/qXbfvrIX8+ILkDAgDocmputEiavQDNuL2HtR0p0LoUJHSepM0cACnZ8yTNOReASwNHDzaRDxBTCPD2t5wjwEJg67ZGaf52FjDs0QDxxwOHyAop+TP8pO47BDyIEZuPBb2K6AEAAQCkYPYHvACuxd9m/nJ4AdzF7gtXLtK+K+EKjmNFM5nyjUXAL54Zpl88Pazl38rhi3dat7rv2pcUxcX941j/Rrj1T0rrH/sAQAAAKUzQCYvOrzKFmeaSexm9ALylKWc6X33ZLC0ZgghIQrB8Y08ACwEWBEXnCrCVf+QRu2DtdwgOi224o5hluHvrn5R7jTiPoQcABADQJaZbBr8TBqiCF4BbBfPCd+mfzOEXTgh2sXNcnW+uGHj2+cFcPANM8oe/cQ9IPwWwy/8LNxQp4IKZ/zLrn5TWfzD476/7N+AB0N28xFegP/7sD99lm/BM0q2eAPZ/hL4AzjF4rXlBp74ALtadOU+nr0FSYFpgIfAr6/bsrwfpxZf7u+4twGKDO/TxjRv3wL2fDjjp7+rr+m0hXJz1H5b5r6jxb2X+e17n24TMaB3/1/cfBr/AAwCk5AUYCXoBPDLO4wVwqwTCvADN5xfrBWCwF2C/lUgKTAuHuST9ruZ9t6SQPQVbX29OdxYH0te+sUnuK/aabxE/LPxswHkwRZF/59Y/xbL+nbtT+JUhAIB03DSTFo2PG2T6SdpH4P5cAOmEF3IB/CIi/1wA72J49WUmjR4MskkbTOBNUeC5+C58L0Viwx19BSb9Bdz0PmI3ZNv7CqQvxv7lTckgAMoAdAIsB6ZClLY4Y0nduCOiO2BBBgknBbI7FJ0CgapjYlP+m/yELBOKrn+GtMlffOvf/i8SACEAgJTwnFptGwEXnhE2/eWbCkoWAYgAAEgTvMNfMZv8+NeLcOvfUGT+J7L+Gdvwi0MAAOnI9slwxd2lF4CMQA1vIW6OF5qJUQBQNXCb36LJ3788GB7xn6DrXzzr33Z24FeHAADSmbrT4apb7QUI3yNApuqLXiiN4q0kAEiZ/JveraKXEUMuBiKtf0pq/fMJSgBLYVsCpcDH3ndiqxRQLOVzj2JJX6vsr3nwlQr6HjeFskIqrizQxfjqBfQIAEoPDmld+rmBwsk/rOzP97ghWv2yskDybfkr8yp8/XsoAYQHAEhTqaXjBQi4/CQTWANlyMlS8AQAZSd/LSx/76pg5GD9kzGFXx8CAEgXk7Hjb7IMP0MUBoay9Md3sWARwH3SAaCs5F9srb9/jaDAGmFIqgLka0SStQclgBAAQPqYSqLCDTHDV+UACLxQj4RAF9woiIUAAID8O7H7ZRa8Z/VQJAF2av0bKAGEAAAywXNJlbhK9Uu9AIqEQB0CeRwKgAgAQP4dmf+eVSCk6Y+i5W+Haw5KACEAgJTn8USHajwQ4zMUjT6k/QAMPRYyiAAA5J90zfDn98gtfkXLX9laYcRbb8hACSAEAJA2ppMocmVpX8gMNlQJgZoYMxABAMg/JvmTaN0L1xVGgYTVg+8ZkXeEHIASGZb4CsqDi99/Yqs6z7fTn1C+J90pkMLKAp3r4m6BnseLLgv0AiWCAMg/mfXv2+3Pcy5z+bdfK7f+vTv+Ba8Rfe0/HgKvwAMAZDCtJ8O8AP67hiKzN0FCoLewx9BnTqNEENAFbpMfvcifguRPYYl/hiL8R+Ir43QgRQJgiYAaq3Jh2jvnzNbOvu5egO3tgn1b/QnbBdt3POfuf9u7BXp2FvTuOFjchoFSEcCAJwAomvz1qPNXiX9BFIS2CVcnBQc+Q913ZAojAx4AIJvJvbHrSRqVEKjMEJa6CwoXAdhACAD5S8x/73yNKPVTeQYNhfUv6SPm/YzNGB0QAEA2CmBKOXuVbjpfgw7lIhDXLahTKIDx5DM9EAFA7sLz09foR/7SuH8M8R+Y70aSJONAeBEhAAgAICvDI2CpKzL3pTwuWwjCOgQqqwL0IluOv3K/dbbKACBLcGdKHfNPlFn/YTX/Cea81GiQrydTGCVlsimBUuHjHzjJbGXmezf3CWTzd7ApkPdxotCqAG/lgS5YMtTMCThu1QIGCpA6dC5DDcv695G0h+i9CcWG4e8XYEirAqLf+6vffRCcAg8AkKXBGyy9NbqJ2Sk3CAq6EPRrEOQFu2SvuaEP+wcAKY8rgz59zUD5yV9YL0iw/ikkp4gEj4DiveH+hwAAMp3szk5bcdp1+u5GTd7YGcH6hgJc8P4BbK0hLwDoWm2/0GPH+3Uq8xM42Ufa8oY/pI7ZG/GMCGnZHwWMiCmMGAgAIFtsTLJdZ1SHwPAM4KiqAC0dATbcCoFXtkAEANUcQ8qEvKjtfaOMhjDXP4VuNIYKAAgAIONZP2WIC0AnCTyy3uCKc+nnhO1HoI311nTdcqUAACTBhjv6HC+SzmtBRMlfaMlvOuuGID4QAoAAADLGpHcyBxR+x0peXRUg/RzN8wFc8ALOVtxt30FeABANtvZZNN6zUe89J7qb0/Hzh6I8h4LgmMIIKps9CZQOnzj1ZDM0+z9knwDnErWz/lXZ/zGqCxTvryuOOmKRPn3RHC0ZMjGIgAAee7xXf6s/jNwlmf6q7X2NKOOglUwo7/cvyx36f77zAPgEHgAgB9U2GWf/bnU2LwWt94DrUG3oq/MB9J7/HArgfgEICQAi2OXPFSTakz/JyT9JJU/s5F7V2/maixntNQmAAAByWQamlAk+gbVA4dbrJBRAikWkBEmBLtyQAC/4qBIAmln++rv8vfM2lIiTVPYkcv3LE/88dyAAIACAnLBZ5P6kpXuxMoijvAyG3NooA63ygt/cxQ1ToK7gfhE6l/gFFUBSAS8ha4WDQPZZsTqItteG5zCiIACAfEyBiTCSDuvpnWQRUG4OEpU9bJRjQW1WCSBBsG7gRL+mF6g8v7s6Vi+ZcgqRHts4UEUPSFgQ/BcmMLLKB6x8peR/mjJbE8/0z0MzuPuvasvgwHa/7jbA9ra/wW2DqfVe7a2BW0fxvdxtiUuAW+9t0Kaf99pthEcPXsQAq7jVf5v1e+se61eTv6jv/ZZ6rJK/jl3/hrJfiHWCEEA5uQQoI/7bae/eavHriLzHf/NC3Kz9yL0AFO8fWYFAVBoR4OL0NQt09mnzqBSoGDjUwxn+pXH3y0heSPqLF7YT7ifI+hfbCoeEBaf/6d4frsAoKx8QAigvJrvZ3lMpA42w7oCKUENoUmC5FlzODeCwACoFqgFO9OQQT6li/SEWfizyJ5J3ATSSZf3La/6lCwes/5ICIYDyYqN1G2/P1rbZ7XPLkyQUYJiO+14eChD8+tR8FbXDBNbrxffy/g3+57TfrixwY8THrVqkC8+co31XwhtQRnBd//o7GqVsBx2ovDEiMvKlObmKuH9Xrn9p1c9GjDYIACDXBcKYasfrvSTvxPFJIHsSrsvyAbzXlfkAIYLCIX5yBYHk7ygXgfTQL54ZoNPH5+mDaxYQFiiRgGN3f1m9OKGuehIT9YJev8i4f0QTIGkrYUlZsOdvgAcAAgDIeZWYdMneZWQfeXuJWDDFVQl7Ltnb7+MVE8L10KRAr/XvM/3LKQI4WYyTBO9/tJfOOW2exlcvYOxp+1sZdoJfGWr6w+d2RMa/1wygCJIXHAmdhACDrw+U/UIAlJZGgNLikx9cY7YS9aIS+Tps7+tPGgz/jPZ5vPcrI0YPNmndmXN2W2FAH+L/d4v075koV3a/nPvDyN/w8G9YSMCI3gdEdr2zhkLTX753IxIA4QEACsCENQ/H2xa4xHonuZs+bmmgN4AfzCnwf4YvV0BRHkje8xKCE8k4P4AFAFcLQAgUPAE29doemips+xxV7kcxyN/7wljNwDroCCoIDVj/EABAQeA9AcajQgHSWD2FhAJI3h8gTlIgST+vWiKAwfHlJyEEQPyZkb9kW25Vp7/Iapxo8k+yPbggNJAACAEAFLJoEG1u59u1iV+sChD7BXmvhYoAUucDkC8BMSgC3PyDKosACAEQf9bkH97mN14pbselv0pvhE8vwAMAAQAUtHRMtq19mes9OhQQLRLCRUBUZUAdRACEQLZwY/yciFkl4u+U/L2sHZ30l/4+IEJIAAKg3EYkUGZcevr4VotdR5J28ZMmBcq6BArXwz7D/3n+z/F/JlUqMVAG7h2AqoHuwGTPiX1s9Zc9ua878hcS+2Tu/Rid/kKvh4YahOueBMDr/30CCYDwAAAFwlLgxnigb3/ArFe55pPlAwRL/8LKA+vnCfCSF9ei9275DY0d00fD+yyn3v4+jNYYmN2+i3b8biv9/a370zO/G6im5ZWA/ElJ/oLFn5D8ZZt2qZoLSVz/SACEAAA0cOFsNO1EwLBNeii8K19UfwCKqgwIhgkgAhznxsICbX9xm3V7lQZHltlCYHBkKQaugIXZOdqzdQfteHkLLczMOVf3B/mHdOFTZvxLkv7IKxSk5B5zIyG/kEACIAQAULQHIGpXv+jSwKDjoC0YwjsF+p5L1L0IoPI1C4qLPdPb7VtPby8NWUJgeO/l1Dc8UOvBu+u1bTbx8/dSA7EuWOkxyV/R4z+q01/Qso8Z9yd5kqEkq3ACyy8EAFAsJvxLTHAL39ilgdJMftFRILf2feWB3YiAknYMTILFhQXa+bst9q13oI+W7reSBlcsrU2IYM90k/CZ+Pm7qANSIf+EGf9Jk/5kJX/hbYURAoAAAArFP94zMf3np49PWRNyVNm+VzTrlfX6CnHgeAHCRICvPLALEUAt70T5thLuBOzu3vb87+xb3/Ag9S8brpxnYHFh0Y7r1430RevbKwT8hnV35O/9oMi4v7LGPyTuT9LHp3jtwQoMAQAUvsAYExZZrgvE+0lVGujbr4cCO/mFbBrUdjRkIwJauQjiZ9YAc7v22Df2DHCYgL0CLAg4d6Cnt6dk/5aZFunPWMf6zs3syT9J0p+63j/GRkL+95rAygsBAOiBzdKEvZANffzXhTYAsZICSaj/hwhI12peoF2vbrNvRC+1vAPsGRiwjrqFC5jsmfSZ7Pm8bla+Qpj7SLYI8iff5/lFiarePyLu737eZiy7EACAHpjwErfHTFfnA8RMCoyqDCCPVyBVEUCmLxGxir0COvEOuGAPAYuBpigYtAVBHmEDdufP23/LDM3PztnndbbwOyH/YM19EvKnmOTvf35U0p+X5FXNhQSvATwAEACADrju2/dPXvahU9Sb9UjyAeImBbYrA+L2CEhHBJDv76LKVwh04iFg4hXJl8UAhwsazpGTDBsebwELhihyd+G+N5M9lzPyEZZ9BPF7mDuwc18q5B9e60/iZ8ZM+guv9w98zjSvOfi1IQAAvbwA46KbXtUfIHlSIKnLA1MQAWR6kv/Ik4/g/fwaVAik4SnwkjeQp9UvWNGR5G8IPJyA/BW1/lHlfiT1DoifFSkyQP4VQQ++gspgIwkTNXy7T+pgYxFDXWYUGt8MK39qn4gJSe3z5ivaCxU6WAO6kb8hHeet87TJP6rWn8QdBUXLXtU7QB33l601AAQAoI8HQDFh4+4uFqf9qH/xSV0EhCQ6eZckwzCwkQWgEflTW6QahqTG3/lvyuRvKLwC3icFPAYhSX9GWMth1VoDQAAAxeK6b9/vm5Sq5h+yDCFV/FG6SKUsAgJeCMFKCSyEhpBYBRUAFEX8lCDTXzLffETbLfmryv2iOv1RjKQ/YZKJaw0AAQDogUmZE0Bu5RvSRUnVU1xqbaQgAihCBIgLk6wfOkICQCFWv5jsJxCvb9yHkT+lSf4USf4kSUSMSPqD9Q8BAJQAE9KFSjqxyW+5xNgMhLpalAxhYRQFiOCWFOKShhGWF1B8SMBs9JPZP2jfFof3osUlI/bt288eTbvnsQtgUvxm+3J6lfazv0NzYLj13WpD/hR0+cfP9I8ifyOVeRY745/i7xZIiP9XCqgCqBZ4cl4hWbHkjX3I3wwo0BFQWhkgNuvxZ+bHqQ7wVQC0thL2fCaRpyrArRDwlybK+gW4i1eqjYN6G2RaNzJ6yOzrb5G9fZ9vDTm5u3/DL6f3olv/82i6YNXPMDpj4rXdw/T3j76Ldi9a3+2w3BI1FuaJFuebxDvbrHww5metL36x+RjfUid+wYMVQsAqj5chIeLQJj8pkX9oxr8s6Y+UghoeAAgAoCweAHdam+Tf7i+0I6BIyFmJAGr3J6DW5wdFAjmiwH2cAv0CyLOPQLLGQTap20RuHXt62uTuXCeFoGhdEx6TPfdHvzmE3rLiVfqDQ57HCI2Bf/rJ79OuuQZ5d6Nq70XR/NXNnl7uhtS81idvgGQsLrTEgMFiwT3vQCAYYlJdWImfhHh9zzaCOTpS8jdCQnApkL860ZeUuTWI/0MAAJrCmpzTl33oFM4DGJM7AbwWd7vVn6pdcHiPgOQigEjoBeD5u8j9fJJ7CkjwVPj7BYR7A1pk3j9kW+1k3Td7ey0SaYSTN782jPwjrnmvr998DB2y1zZ6w16vY6CGYMPmY+nX25ZZZ4tSy18UAqprzbHW0xQHgkBoESl7DBYXyZjb0zxa991rsa1+inb5e8k/9PGUyJ/Eg4L84yb9wfqHAADK5QUYk1sx4qZAku18A3sGeKzwLkUAmf6GQNTaaEjeMIjEv8F+riIkYC32i0zsbBX2Nqzzwbb7XkLQ9n3TVBJ4WsTvxfWPvYP+x7sfouG+OYxSCR5+/mB6yLqFWf5JhYDqmj02e/usMUK2QAiEGCxRYCwsND0Hs3taIQd/qZ3M5a8md5nLPwvyj+7hYSRJ+vMC8X8IAEBz3E2yPACSkbLYKTAPEUBtDwN52wsHRUBz3wIK5AUs9g/YxM4L+CIn3/FNsujLrPhOiL5b4nevv7JzkP5x09vpyhM3YZQKYKv/5id+zzK+41v+nZB+7PsNSxT0OfeHl7fej8VAD3sKOLxgewzmrDG8GAgJqJpcqchfXsInhh26I3+jO/KHB6CCQP1UBXHZh06JDH+bnpi5N17evOzcF85bz2q15m0Tvdl+ceCx4Od53jfsvdmqZ5K3LDQm+kXLurfJPoSgO32sGzGQVCS87/Dn6PxVT2GgOuB4/1X3v4te2z0kFawqIZvWtbD7cR5jL0EPCwHr1ju/p3nu3SSL1Ja3bxHOivy9j8XoHaDCdd++H3wBDwBQArBSHw9VfopEPVmugJgwKNvMJ4kngMTNieyLFtk3+mjBsrwWLMLn+Pyik+TlI3FPfDZL8u8mBBBWhcCPffeZN9Bb93mN3nHgKxipFm74yVH0yk6O0y8qLfy4Vn7a3oA4j5lGryVSe8noH6J52st+rGdxgXoW5uxb79xMUxS4eQ2STH9VDD5V8ifFVsEUq4QW1j8EAFASbIwSAK2VIQcRQMIGQgy26hd6mfD7rVufTfgBwna9Bgoiz4v8s8gH+NqPj6TPnPxTeuPI9loP1Dv/83D6yYv7tv1GCsLPk/Q7EQHi+YKdkzJIxLfBZfZ1FgEsCBrzM01hsDAXTv7SsEIX5G+EdwCMwN1YViEAgHLgLut2VST/kyfDXioCSIjHdyYCzB6D5nv7ad6y7tmlP9/oD7XskxJ+ViGBbsRA1PUdM7301R//Hn12zU9puG++loP0P18ZoTueHJVa/ioilxFy3Gt5iwDxnPNWFqzbXP9QM5/AXLREwDz1WoKgMT9LjYXZTMmfpN6GRF5FoGJATKeiuOxDp2y1DiNxnmsGYvLenABF7D4kJ4Bd90zyTdK3LHyjN5SAuyH8IvMB0hAEJx/6En1idf3yATgh8r9/j+v9+ySOKf3j/lGPJTn3XmMR4IqBvvnZFkuHdRmMS/5GiLchAtPXffv+FVhV4QEAyuUFWBdLBYox+XY7nna3QKUnwCL83h6as8ieb0z6drJel0SvE/lnQfzu9Y3P7k9vHNlBp73lN7UanH//4FG2FyQs7l9UCCDJY2pRbcYmWO9z53r6aH6gv/X3sxjos8XADDUW54ogf3ctASAAgBJhY1wB0BYB4S5/72NzjQGL8PuapN8j1Np7Su+ytPh1zgdIcv0bPz2cjtx3Kx26YmctBuY/PfoWmtq6hMS4f+Glfym6/FUEn0RM8OPNOdZHxsBSO2TQtzBH/ZYY6Fucpd7FxTzI311LAAgAoGQegPVJXiD2CPCKgAXLMpnlm038/X4yF4i9E9IvmvyLKgl0H/vcfavouj/+MS3pr3Y+wMZf7U8T/7UfdZvxryJQ3eL+cYk/7uMz1tzjOcjotQRB/8IMDbAgsIRBRuQPD0CFgRyACuOyD53CO9CMJX2du+Du6R2wXZIzThw/jLjjknpeQiBLr0C311TXj9xvG139vicqOx7Z6r/6e0c7ff5JSvYyUdrJtaTP6SS2H/d5slh/Wo+7xx5LqLMIGFiYpcHFGTuZNyXyn7zu2/e/HaspPABA+XB3EgHA2ftM+mzps6WxSIbPyo9D7GkJgaTPzUIYpC0GojwBT/x2Ga3/8Shd+PtTlRuIO2cbdM3EW2nHTE+zNDSG5a+y/uNcSxoS6MTa70RYp+EFkGGBfSrWnOV5u91YRv2Ljhiwbr3mQsd/s4UbsYxCAADlRGQ5oEv6M/biMSCQrtkx2esSBihbPsC3f3EAHbX/Nlr9hq2VGoifv/8t9Lvt/YEx1W3cP80QQB4u/6TEnkRUeDFjNGim0aDtfUuozxIAQwszLTGQEBNYRqsLhAAqjss+dMqz1mFUJH0me5f44xB52YVAN4/l7QngvgB/fep/0mErd1ViDN4yeTB907oldfWrrndb5hd1P+tSv6Tu/bjX4jyWUAxMXfft+w/DKgoPAFBesIJfZ1sFTPqNQYv4PY14Err2s3L/ZykKsvQKpCEGxMfYTf6lBw6j/3naU7Skf6HUg+/RX4/QzT87KHXLP8obEBUS6LTUr5uM/qRegKTegjiehDmjl+Yaw/S6dWMxsGR+TytnQOFBBCAAgLJid9/Q5jlZTL9Lki9KCMR5XRbCIAsvQNhjv3ptiG545A10+bunSjv2Xt7RT1/84Wjod5JmCECXuH+37v8siF/2XBYD031LrPtLbY/A0MIeO2/AA5T/VRwIAVQQ55577ohj9V9u3UbjEn4VhEBR5J+W+1987OITfkN/fPTLpRuDO2d76TP3vJmefW3Yv+BkkPEvu1a0y997nrb7P85jnT6XqwmG2CuwMDP9lX/7Hrr/QQAAZcF555231iKQC6zTtd0Qvk5CIAtR0M1jWXgCwgQB40tnPkWH7727VGPx2ok30n1P7x2++FQw7t/tc9MWAElEguQ4aR3+wbrddeutt05jhYUAAPQjfdvat0jEtvazIH7dhEA3oiBLr0BWngDOA9jwJ/9ZmnyA7/9yBf29JQC6sfw7Jf0siD4rsteY+MX3mrbOOR/gc5YQmMKqCwEAFE/8TPZXOeSfKeEXJQSysP6LzgfoVBCsOmgHXfPHv9J+XP7q1UG69Pa3pGb5p0H6WVn73Vr5uhO/4jjBXgFLCCBBEAIAKID4xx3iH49D1N2Qd9ZCIO7zsxYCeZF/t56ADx/zGl1y0kvajk3e3OeTt77JqffP1vJPSvp5iIAiY/05EL94ZE/AP1jnG2655RaEByAAgIyJf51D/ImS+tIk8TyFQF6ioJvHshADUY/95XtfoPe/Tc/19i/vHKWfv7gkM8u/W9LPSgTUjPjFIw/GDdb5P1hCYAorNQQAkCLOP/98dvEnJv6kAiBNQVAWIZClVyBNL4D38aUDi/R/n/kcvWmfPVqN029s2pe+8eg+XVn+nZJ+EdY+iF963GAdPgchAAEAFEz83QqANARBUUIgT69AN2KgU08Ak//fn/VrWwzogIf+ayn9j3sOyYzw0/AG6FzqVwHihxCAAADSIn7rcJW1+I+mQeJFJP6VuX1wXuTfrSfgpDftoL/+oxcLH6+/fb2PLr7pULt7YRTZhz1ex7h/3sQf9Zw0hYBzDiEAAQB0SvxpkjmEgL75AJ16Av58zSv0kXcUlw/ApH/FbYfQM68MpGL5Z0H6aYoA3TL+0xYNKRK/eIQQgAAAFMQ/bh2utRb5sSzJXIeSwDSFQBqPZ+UViPucbjwB7nO+dM6LNPaGYpoE/e139qN7n1wWqw1t3qV/VS71y0o0ZCgAWkLAOn7um9/8JoQABEDtiZ8t/fUklPNlTeZlFgLdegey9goksfrT8gRwHsBtH88/H+DeJ5bR33xn31wt/zyt/ToRfxoCIMFz2GXF5YNftIQAygchAOqFj370oyPWQn4FNd39XRG1jgKgSkKgW/LPuiTQxZv3m6X1F7yQ2xh++uV+uvDGg+MtMBkkAFap1C/Lvv6aEX+gfNA6fsoSARvACsWhF19BruTPvfrvtE7XxiVlCIFylAjGEQNxrnWCLTt77SY8xx+WfSiA4/5M/rML3dsOcb+Tbu7HFVdxky/TEnZJntPJczO3HLsI+zgY5HVw1apVa48++uhfPvHEE1NgCHgAqkr8XMoXcPcnIeW0SV3HtsF57yOQh1cgz4X7v5/2Cp129I5MP+Oybx5IP3t+sDCSKUOpX1E7+eli+Xf4evYEfAphAXgAqkb+V1gEcLN1+rY0yL6snoAqCIFOyD9P/Oz5IdsLsPeSbDYN+tIP9qb7nlpS6L8xjaqNTn73Tj0LVbH4k1j+HYq6Met4ydFHHz3zxBNPPALmgAeg9Fa/dVhvTeLxMLItWggUtZFQ2TYUSkIARYLzAa4776XUkwIfeHqYPnPX/vouZDnF/avQ5CfnWL/ysZDnT1iHC1EtAA9Apaz+NIVA2UMCRQqBpM/VmfBFcD7Ac1v66Q/ftjO19+SkPyb/NOL+RXgJ0rTAs0ji1HlsdRvrT+oxcJ4/ah3XwRsAAVA24h9ZtWrVzU6W/2AnJF633IAytA8uG369pY+WDi7SUQfNdP1enPT3WYv8f/t6o7TfR5ySy7ST/HQk/iRknCXxx6z+GLSunWqJgHHrttESAsgNgADQmvy5kc/91qQ+ISvSz0MIFC0AdBACVcCjzw7T29+4hw5cPt/V+/zd9/ax3muoUt9Np9n/dSD+bt8vg7JP1xvwO0sETIJpIAB0JH+2+O+0JvZIHqRfh9yArIVAFUlfxANPL6G1Y9upv9HZv/PWn+xF//LoSG3mcSdeAJ2Jv2hy75L4vdfYG8DlgqOrVq1ib8AeAiAANCB+dvn/kzWx/88iSB9CoHMhUAdwzJ49ASwCkoLj/p/VOOkvDxFQduJPy+VfIPGL19jLeqq15j5qiYDfgoEgAIok/1HrcK81uU8tmvR16S1QtBCIeqyO6KRJUJrNfqomBupE/GkKhrSuWecHWIfzLBGAkAAEQGHkz0r0R1Fb9kIIFC8EAKInXxqwcwG4RDAO/o/bD7ATCYFyEX/aIiEuQWdA8sprDtwugqOWCLgboxICIE/yX0tOvL8ToocQyF4IAEHEbRKkQ7OfKosDXSx/nYk/wWvGLBEwbt3uRl4ABEAe5L/OOnCZ32C3RK9juKDsQgBQg9359z21NFQE/K+HV9C/PLocX1aFiT+Dmv3MiT/CI8BVAsgL6HTs4CtIRP7r0yb6suUN6CYAgOT44NE76OQjdtq9Ahi/3dawyf+lbQ18OV2ScBHHLHv3Z3kt5cd5d8FTbr75ZuQFQADoR/4QAiB+AEIAxJ/u4xIRcKElAu7CSIwHhABSIH8IgXSFAJL6ACBaZHT6nAIz+FN7XPFcTg7kCoHnUCEAAZA7+acZDqijEIC1DwAg/rjEH5IbsBYiAAJAW/Iva95AWiIhieUPAEB34kCT0r1OyRwiAAKgmuQPIYAYPwCkYfkXTfydCoNurX+IAAiAtMmfm/wESv2KJP86CQEAAOITv+6le3lY/+J7CO/HImCzJQKewoiCAIgif27u8zNxU58syR9CAMQPAGkSf8kT+VI9dwQB9wn4LvoEBNGDr8CH+90OfyI5RZ3nSf7eW5LHs7oW56Z6HQDUGWnNo6znepqPZ2VAhZzzmn7/+eefP4oRBw+Ayvpfr9rYJ8/zPJ9bhJcAVj8ApGPV62bxZ5DIl+Y5bynMbYNvQdtgeABE8l9nkdK6MpF/EqWdlpegG6sDVj8AJPcG5GHxd7JOpGn9R+3vkeI553etx0iDB8BL/qPWwLiTFWIRhN/tYE/zud28Js5rAQDIxhtQdAZ/VlZ83C6ACc7ftmrVKuOJJ56YwCiDACBrMDD5vy1JvD+tc11DB1kIAQAA0hcFJWnMo9s5hwI2WiJgqvZjqubW/xUWQV1blMu/qNBBnkIAAIB0iF/XHvxZvkea58L9aev0sJtvvnm6zmOrtjkAjuv/qjjWeh3Jv9sMYZA/AKSDPDP40/RQiutpWute1Hodcx3nyoDa5wP01HhS8Y8/kuOA04b800jsiTPxAQDIRghkWZqXV85Tkeuqc3/t+eefv7bW3qU6/qOtH32cmjX/sSdEGbwBOuQNAACQ8aLd+Xa5pXXfxznv8PW8hXBtQwF19QCsT6Ioi7b0szpPu/EQAAD5eAKSiHgNG/OktvamsI5zKODauo6l2gkAy/pfZx1G0yT4vN1XOvYeAAAgXxGQd01+N+IgyRrZ6XrZxXutc7zCEAA1wFVJB0kOKjQ34dDtRAb5A4B+QiBvK76I9auTz0jwN15Vx/FTqz4AjvW/LmzwZE3weSvoNAgfyX4AoD/y2Fwn7fMkcftOXp/gNaNHH3107bYOrpsH4KokBJsFwedl6edlAQAAoJ8nIEvhr0HcPpPXMD/UbdzURgCw9W/92KNJBkheg69s+QQAAOgvArIowUt7XcqT4GO8ZvS8885bBwFQTVyQNvFnMRCzEgvdCAfZ+wAAUC4RoKM3IO/XxFgna+UFqIUA4H2grR93PG/iL8L9lYVwQMIfAEAEpGVsFEnwMZ7HXoBxCIBq4XIdiV9XgYBSPwColwjoltRLRPBxnnc5BEC1JsM62Y+tO/FnrbSTTmoAAMonBNI2FipA8FGPrT3vvPNGIQAqAOuH5F7PIykPkNQGY5FxsyTfAwAA5SR/EHxH77EOAqAaOCPtwZEm8edF9p0KBAAAqu8ByGvNSfq8rNfYkMcugACoBsY7UYhZewbSVsJZvgYAgHKLAF2t/qzfo4v352TAMQiAEsP5AUdzVo6FexfSnLgAAFTfG1CUWz9rkdBtLgAEAKz/0oiHNAUCAADVI/8yxuOzXFMjHjsDAqDcWFPAoNFWDXfyWQAAVNMDUBVXfoaPjZ133nkjEAAl9gCUcNBlJh5A/AAA6OjK1/UxbwM5CIASges4rR9vpMyDLy/xABEAAPUk/7xIvBsBUeQ6So4XGQKgfBiLIjXdCFuXyQkAQD2FQFm8AHl9hssjEADlG+BjOg6qLBRtWhMTAAB4AXQxiIomf+f+OARAOXFsJ5Z/Hl4CnTwRsP4BAEKgLKHNItbgc889t7JegCoLgJEsBkNeAiHvSQYAAMhfB4JPY11Mc01nLoEAKB/GdBxMOnsJAACorxCoK8HHeO44BEAJPQBlH4xFeAkAAAD514zga7seVlIAnHvuuSOdToJOn6v7YK77QAcAIN7alodRUrL1s7KlgFX1AIyViZyhdgEA0J3867xWQgCUeFBjIIP0AQBIRnR1WuvqKgZ6MPCzfS5IHwAAiIF8STtl638UAqBmJF/2QQv3FgAAWP9S+ZsgAOomCHT0GBT1OQAAQBzovJ7psJZDAJRswJaBfEHyAADoYv1XfR1EGSCs/soqUggCAAB0FAdYEyEAtBcEZRAeIHkAAHRft0D4EACYHBi0AABgPay1sQgBgB8Z/z4AALAOwXiCAMCgBgAAgDEBQAAAmIgAAAAABABgGAa+BAAAAAACACQOAACANQuAAMhtUJdhQmDSAgBQ13UW6x8EAAYxAAAAjCesu3UXAHn9qBALAACA1NN/LdZHAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACyxP8vwACIZdLzLkq4pQAAAABJRU5ErkJggg==",
"path": "emoji_u1f469_200d_1f393.png"
}
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Generate code for a svg of a woman student
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<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="hairGroup_1_">
<path id="hair_10_" d="M64.57,4.87c-41.01,0-40.68,35.92-40.68,36.52c0,24.56,1.88,59.25,11.71,72.9 c3.9,5.41,11.43,5.71,11.43,5.71L64,119.98L80.97,120c0,0,7.54-0.3,11.43-5.71c9.83-13.65,11.71-48.34,11.71-72.9 C104.1,40.79,105.58,4.87,64.57,4.87z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_2_" cx="64.0002" cy="68.5103" gradientTransform="matrix(1 0 0 -1.1901 0 141.0216)" gradientUnits="userSpaceOnUse" r="46.9632">
<stop offset="0.7936" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights_1_" d="M64.57,4.87c-41.01,0-40.68,35.92-40.68,36.52 c0,24.56,1.88,59.25,11.71,72.9c3.9,5.41,11.43,5.71,11.43,5.71L64,119.98L80.97,120c0,0,7.54-0.3,11.43-5.71 c9.83-13.65,11.71-48.34,11.71-72.9C104.1,40.79,105.58,4.87,64.57,4.87z" style="fill:url(#hairHighlights_2_);"/>
</g>
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",
"path": "1e692b97ad33a93ac422a70e9d8d45a7e35e6dd672fbda2b5fefe989b9298690.png"
}
|
Generate code for a svg of a a close up of a person with a video player on their head
|
<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"
version="1.1"
x="0px"
y="0px"
viewBox="0 0 52.106998 61.457001"
enable-background="new 0 0 64 64"
xml:space="preserve"
id="svg878"
sodipodi:docname="contentcreators.svg"
width="52.106998"
height="61.457001"
inkscape:version="0.92.5 (2060ec1f9f, 2020-04-08)"><metadata
id="metadata884"><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="defs882" /><sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="1848"
inkscape:window-height="1009"
id="namedview880"
showgrid="false"
inkscape:zoom="10.2"
inkscape:cx="-9.7793334"
inkscape:cy="31.559421"
inkscape:window-x="0"
inkscape:window-y="34"
inkscape:window-maximized="1"
inkscape:current-layer="svg878" /><path
d="m 12.832,26.353 h 26.445 c 2.574,0 4.668,-2.094 4.668,-4.668 V 4.668 C 43.945,2.094 41.851,0 39.277,0 H 12.832 C 10.258,0 8.164,2.094 8.164,4.668 v 17.018 c 0,2.573 2.094,4.667 4.668,4.667 z M 19.364,6.537 c 0,-0.261 0.136,-0.503 0.358,-0.64 0.222,-0.135 0.5,-0.146 0.733,-0.028 l 13.002,6.641 c 0.251,0.128 0.409,0.386 0.409,0.668 0,0.282 -0.158,0.54 -0.409,0.668 l -13.002,6.64 c -0.107,0.055 -0.225,0.082 -0.341,0.082 -0.136,0 -0.272,-0.037 -0.392,-0.11 -0.223,-0.136 -0.358,-0.378 -0.358,-0.64 z"
id="path868"
inkscape:connector-curvature="0"
style="fill:#e33180;fill-opacity:1" /><polygon
points="37.413,14.449 26.81,9.034 26.81,19.864 "
id="polygon870"
transform="translate(-5.946,-1.272)"
style="fill:#e33180;fill-opacity:1" /><path
d="M 26.054,31.358 C 11.688,31.358 0,43.046 0,57.412 v 3.295 c 0,0.414 0.336,0.75 0.75,0.75 h 50.607 c 0.414,0 0.75,-0.336 0.75,-0.75 V 57.412 C 52.108,43.045 40.42,31.358 26.054,31.358 Z"
id="path872"
inkscape:connector-curvature="0"
style="fill:#000000;fill-opacity:1" /></svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a shiny golden key resting on a book.
|
<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="#f9e1aa" d="M0 0h96v96H0z"/><path fill="#f1c656" d="M77 32q-3 1-5 5-3-3-3 1l-2-1v-3q9 1 6-7-6-6-8 3l1 3h-6q-1 2 1 5h-3q-3-8 5-7 2-14 13-5z"/><path fill="#f8e6ba" d="m67 34-1-1-1-3q2-9 8-3 3 8-6 7"/><path fill="#dea147" d="M77 32q-2 6-8 6 0-4 3-1 2-4 5-5"/><path fill="#dd9e34" d="M67 35v2l2 1v3q-8-1-2-6"/><path fill="#f0c967" d="M63 47h-3q0-4 4-5 2 3-1 5"/><path fill="#d6b880" d="m57 51-6 9 2-5q1-3 4-4"/><path fill="#efb44a" d="M60 47h3l-3 5-7 8q-4 2-7 6 0-4 5-6l6-9q0-3 3-4"/><path fill="#d7a683" d="M12 61q4 0 7 4-5-1-7-4"/><path fill="#f7f2e4" d="m53 55-2 5q-5 2-5 6-3 1-2 4l6-4 7 3 7-12q-1-2 1-2l13 4q-9 9-17 21l-1 7h-2L10 59l3-6 19-8q9 2 15 9z"/><path fill="#f5d589" d="m62 55 2 2-7 12-4-1 3-3q-5-2-2-4 1 2 4 1-2-1-2-3 7 2 2-3 2-2 3 1z"/><path fill="#e09836" d="M60 52q-1 2 2 3l-1 2q-1-3-3-1 5 5-2 3 0 2 2 3-3 1-4-1-3 2 2 4l-3 3-3-2-6 4q-1-3 2-4 3-4 7-6z"/><path fill="#884140" d="m80 64 2 1q-7 6-12 13 4-8 10-14"/><path fill="#e2d6c4" d="m78 59 2 5q-6 6-10 14-3 1-3 4-4 2-7 6v-1l1-7q8-12 17-21"/><path fill="#af604a" d="m70 78-3 4q0-3 3-4"/><path fill="#c57855" d="M67 82q-3 5-8 6l-1-1h2v1q3-4 7-6"/></svg>
|
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{
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",
"path": "emoji_u1f482_200d_2640.png"
}
|
Generate code for a svg of a woman guard
|
<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="M101.07,22.6C97.22,6.2,74.51,4.59,64.8,4.43V4.41h-1.08h-1.08v0.02C52.93,4.59,30.76,6.2,26.91,22.6 c-2.38,10.12-3.27,38.11-2.79,43.63c0.97,11.11,5.6,14.64,20.28,19.04c10.72,3.21,16.08,4.28,18.24,4.61v0.09 c0,0,0.19,0.08,1.08,0.02c0.89,0.06,1.08-0.02,1.08-0.02v-0.09c2.16-0.33,8-1.4,18.72-4.61c14.68-4.4,19.5-7.93,20.47-19.04 C104.47,60.7,103.45,32.72,101.07,22.6z" style="fill:#424242;"/>
<g id="hairGroup_1_">
<path id="hair" d="M64.45,12.12c-37.38,0-37.08,35.33-37.08,35.89c0,22.88,1.71,55.21,10.67,67.92 c3.55,5.04,10.42,5.32,10.42,5.32l15.47-0.02l15.47,0.02c0,0,6.87-0.28,10.42-5.32c8.96-12.72,10.67-45.04,10.67-67.92 C100.48,47.45,101.82,12.12,64.45,12.12z" style="fill:#543930;"/>
</g>
<g id="suit_1_">
<g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="33.951" y2="7.7185">
<stop offset="0" style="stop-color:#F44336"/>
<stop offset="0.9857" style="stop-color:#CC2623"/>
</linearGradient>
<path d="M64.14,96.05H64c-25.65,0.03-52,7.1-52,24.99v3.01h1.45h1.44h98.22h1.46H116v-3.01 C116,104.18,89.9,96.05,64.14,96.05z" style="fill:url(#SVGID_1_);"/>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="5.947" y2="21.0215">
<stop offset="0" style="stop-color:#BFBEBE"/>
<stop offset="0.7101" style="stop-color:#FFFFFF"/>
</linearGradient>
<path d="M66,124.05v-17.2c0-0.55-0.9-1-2-1s-2,0.45-2,1v17.2H66z" style="fill:url(#SVGID_2_);"/>
<circle cx="74.1" cy="118.29" r="3" style="fill:#FFFFFF;"/>
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"path": null
}
|
Generate code for a svg of a vector illustration of a bell icon, depicted in black and white with a smile on it.
|
<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<g>
<path d="M448.866,376.488l-22.768-173.029c-9.245-70.282-60.803-127.396-129.248-144.087V40.851
C296.85,18.325,278.525,0,255.999,0s-40.851,18.325-40.851,40.851v18.521c-68.447,16.689-120.004,73.804-129.25,144.087
L63.13,376.488c-19.074,3.434-33.595,20.143-33.595,40.193v32.681c0,4.513,3.658,8.17,8.17,8.17h297.204
c-18.966,23.81-48.039,38.128-78.911,38.128c-22.006,0-42.911-6.965-60.454-20.14c-3.609-2.709-8.73-1.98-11.439,1.626
c-2.709,3.607-1.982,8.73,1.626,11.439C206.127,503.903,230.424,512,255.998,512c40.081,0,77.555-20.757,98.949-54.468h119.348
c4.513,0,8.17-3.657,8.17-8.17v-32.681C482.465,396.631,467.942,379.92,448.866,376.488z M466.125,441.191H45.875v-24.511
c0-13.515,10.994-24.511,24.506-24.511h273.19c4.513,0,8.17-3.657,8.17-8.17s-3.657-8.17-8.17-8.17H79.698l22.402-170.239
c8.628-65.588,57.995-118.501,122.844-131.667c3.808-0.772,6.545-4.12,6.545-8.007V40.851c0-13.515,10.995-24.511,24.511-24.511
c13.515,0,24.511,10.996,24.511,24.511v25.066c0,3.886,2.737,7.234,6.545,8.007C351.903,87.09,401.271,140.003,409.9,205.591
l22.399,170.239h-56.047c-4.513,0-8.17,3.657-8.17,8.17s3.657,8.17,8.17,8.17h65.328c13.551,0.002,24.544,10.997,24.544,24.511
V441.191z"/>
</g>
</g>
<g>
<g>
<path d="M255.998,32.681c-4.512,0-8.17,3.657-8.17,8.17v21.787c0,4.513,3.658,8.17,8.17,8.17c4.513,0,8.17-3.657,8.17-8.17V40.851
C264.168,36.338,260.511,32.681,255.998,32.681z"/>
</g>
</g>
<g>
<g>
<circle cx="309.063" cy="182.74" r="8.17"/>
</g>
</g>
<g>
<g>
<circle cx="352.637" cy="204.528" r="8.17"/>
</g>
</g>
<g>
<g>
<circle cx="159.363" cy="313.464" r="8.17"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a green paper tickets held tightly in hand.
|
<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="#adda88" d="M0 0h96v96H5q9-9 21-14l11-19q-1 6 3 11h7l25-5h4l-3-9 2-3h-3V47l2 8 1-4-2-15h-7l6 3-3 1q-2-3-4-2-3-2-6-1l6-2q-6-3-11-1-3 2 0 3l-10 2-2-3-1 3q-2-2-5-2h-4q-3 3 2 3l1 1-2 1-5-2q-2-4-2 0 5 8 0 16l-1-1-8 11 1 1Q8 70 0 76z"/><path fill="#89d45d" d="M59 37h-5q-3-1 0-3 5-2 11 1z"/><path fill="#8ddb61" d="m41 39-7 1q-5 0-2-3h4q3 0 5 2"/><path fill="#79d65f" d="M35 41h13l-17 3v-2h2z"/><path fill="#bee29b" d="M31 42v2l1 7q-3-3-3-8 0-2 2-1"/><path fill="#7fd763" d="M45 47h4q0 3-3 5-4 0-6-3z"/><path fill="#f4ecb9" d="M33 42h-2q-2-1-2 1 0 5 3 8h3q1-3 5-2 2 3 6 3l4 2q-6-1-9 1l-2 1 6 2q-4-1-7 1-2 1-1 4L26 82Q14 87 5 96H0V76q8-6 18-9 6-5 8-11 5-8 0-16 0-4 2 0z"/><path fill="#79da61" d="m50 54-4 2-5-1q3-2 9-1"/><path fill="#d1eda6" d="M70 52v12q2 1 1 3l-7-3q3 0 2-3l4-2q-15-2-1-4h-4z"/><path fill="#72d659" d="M45 58q2-1 5 1l-10 2-2-2q3-2 7-1"/><path fill="#7ece59" d="M26 56q-2 6-8 11l-1-1 8-11z"/><path fill="#eff5cd" d="M54 37h5q3-1 6 1-8-1-14 2l21-1-6-3h7l2 15-1 4-2-8v10h3l-2 3 3 9h-4q-4 0-1-2 1-2-1-3V52l-18 1v3h5q2-1 3 1-5-1-8 1l-6-2 4-2-4-2q3-2 3-5h-4l-8-2q-6 0 1 2l-3 1v3h-3l-1-7 17-3H35l-1-1 7-1 1-3 2 3z"/><path fill="#86dd6d" d="m70 52-5 3q-5-1-8 1h-5v-3z"/><path fill="#91de73" d="M58 47h12v3q-10-1-19 1v-3z"/><path fill="#acdb85" d="m45 47-5 2q-4-1-5 2v-3l3-1q-7-2-1-2z"/><path fill="#7dde5f" d="M44 44q1-1 4 1l-2 1z"/><path fill="#a2ca8b" d="M58 42q5-1 11 1l-1 1H51z"/><path fill="#6dce52" d="M65 38q2-1 4 2H51q6-3 14-2"/><path fill="#e9f4c4" d="m41 55 5 1 6 2 4 2q-4 1-1 4h6q2-3-1-5v-2q-1-2-3-1 3-2 8-1h4q-14 2 1 4l-4 2q1 3-2 3l7 3q-3 2 1 2l-32 5q-4-5-3-11-1-3 1-4l2 2 10-2q-3-2-5-1l-6-2z"/><path fill="#bbde9a" d="m65 66 2 1q-8 3-14 2z"/><path fill="#75d053" d="M39 66q5-1 11 1l-6 1z"/><path fill="#61c947" d="M39 62q5-1 11 1l-6 1z"/><path fill="#86dc62" d="M60 59q3 2 1 5h-6q-3-3 1-4z"/><path fill="#99c982" d="M60 57v2l-4 1-4-2q3-2 8-1"/><path fill="#9fd67b" d="M47 69q1-1 4 1l-10 2-2-1z"/></svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a yellow pineapples placed neatly next to the citrus fruits.
|
<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="#fbe699" d="M0 0h96v96H0z"/><path fill="#c4d45a" d="M56 40q-3 2 0 3l-2 2-2-7 1-2z"/><path fill="#efdb47" d="m51 37 2 7 2-2q-3-1 0-3 1-6 2 0-2 14-8 1-2-3 1-4"/><path fill="#cdd049" d="M51 37q-3 1-1 4 6 13 8-1 2 2 0 6v8l-6-1-4-11 1-5q0-3 2 0"/><path fill="#d6d040" d="M79 52h-5q-3-6-1-11 4 0 7 3-2 3-1 8"/><path fill="#dcd236" d="M27 52q-5 2-1 3-4 3-2 8l-4 2-1-4 2-1-4-4-2-6 1-2 3 3q3-6 5 0 6-7 3 1"/><path fill="#f2c81f" d="M74 52h5q4 2 4 8-4 5-4 13-2 0-2 3-5 4-11 4l-5-4h2l3 1 6-2 5-5q4-6-2-9-3-2-5-1-1-6 4-8"/><path fill="#c1c842" d="M27 52q1 2-1 5 3 0 0 3v7h-7l-5-12 3 1 4 4-2 1 1 4 4-2q-2-5 2-8-4-1 1-3"/><path fill="#f1ca25" d="m52 53 6 1q7 6 1 14l-1 6-1-2q-7 3-10-4-3-10 5-15"/><path fill="#fbe793" d="M75 61q6 3 2 9z"/><path fill="#f5cb1f" d="M19 67h7l2 1q4-8 11-2 1 9-8 8 2 16-13 10-7-9 1-17"/><path fill="#fcefc0" d="m77 70-5 5z"/><path fill="#facb1d" d="m75 61 2 9-5 5-9 1q-7-10 5-15z"/><path fill="#fcf1b9" d="m72 75-6 2-3-1z"/><path fill="#c8c95a" d="M77 76q2 2-1 4H66q6 0 11-4"/></svg>
|
|
{
"bytes": "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",
"path": null
}
|
Generate code for a svg of a black and white padlock icon on a white background.
|
<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="47px" height="47px" viewBox="0 0 47 47" style="enable-background:new 0 0 47 47;" xml:space="preserve">
<g>
<g>
<path d="M16.863,15.421c-1.348,0-2.451,1.099-2.451,2.459v3.538h4.907V17.88C19.319,16.52,18.217,15.421,16.863,15.421z"/>
<path d="M41.551,18.13L11.127,1.228C5.812-1.725,1.462,0.834,1.462,6.915v33.17c0,6.081,4.349,8.64,9.665,5.688L41.551,28.87
C46.867,25.918,46.867,21.082,41.551,18.13z M24.053,34.034H9.679V21.418h2.277V17.88c0-2.711,2.201-4.914,4.907-4.914
c2.709,0,4.913,2.203,4.913,4.914v3.538h2.277V34.034z"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a floating crystal ball levitating in mid-air.
|
<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H0z"/><path fill="#e7edf0" d="M66 36q-11 0-17 6l-4-7-11-6q-5 4-2 10v4l5 5-2 5q-15-22 9-34 9 0 17 6z"/><path fill="#b9ccd5" d="m66 36-1 4q-6 3-8 11h5v4q-4-2-7-1V42l-9 5 7 7H41q0-6 4-1l-1-5q2-4 5-6 6-6 17-6"/><path fill="#fafcfc" d="M55 54h-2l-7-7 9-5z"/><path fill="#b0c5cf" d="M32 39q6 5 7 14h-4l2-5-5-5z"/><path fill="#224660" d="M41 54h14q3-1 7 1h1l-2 2-28-2z"/><path fill="#625c6a" d="m33 55 28 2-1 1H35q-2 0-2 2-4-3 0-5"/><path fill="#395c72" d="M63 55q2-1 3 2-3 5-9 5l-9 6-5-5-10-3q0-2 2-2h25l1-1z"/><path fill="#dae9ef" d="m47 62 4 2h-5z"/></svg>
|
|
{
"bytes": "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",
"path": "a8fab772b30996319af0903517bb0205ba3bd4729c01fd49d99a907361fe8982.png"
}
|
Generate code for a svg of a a close up of a red dice on a white surface
|
<svg class="icon" width="800" height="132" p-id="1137" t="1592727113403" version="1.1" viewBox="0 0 8192.1 1351.7" xmlns="http://www.w3.org/2000/svg" xmlns:cc="http://creativecommons.org/ns#" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
<metadata>
<rdf:RDF>
<cc:Work rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
<dc:title/>
</cc:Work>
</rdf:RDF>
</metadata>
<defs>
<style type="text/css"></style>
</defs>
<g transform="matrix(1.3423 0 0 1.3423 1337.2 -1509.6)" stroke-width=".74503">
<g transform="rotate(240 1605.9 624.56)">
<path transform="matrix(0 .38073 -.38073 0 -252.57 -1747.9)" d="m6920.2-1439.8c-386.49 669.43-211.46 568.37-984.45 568.37-772.99-1e-5 -597.96 101.05-984.45-568.37-386.49-669.43-386.49-467.32-1e-4 -1136.7 386.49-669.43 211.46-568.37 984.45-568.37s597.96-101.05 984.45 568.37c386.49 669.43 386.49 467.32 0 1136.7z" color="#000000" fill="#a61e4d" fill-rule="evenodd" stroke-width="1211.8"/>
</g>
<g fill="#fff" fill-rule="evenodd">
<circle transform="rotate(-30)" cx="1008.4" cy="2435" r="77.855" color="#000000"/>
<circle transform="rotate(-30)" cx="1260.9" cy="2435" r="93.427" color="#000000"/>
<circle transform="rotate(-30)" cx="787.1" cy="2435" r="62.284" color="#000000"/>
<circle transform="rotate(-30)" cx="909.04" cy="2215.1" r="77.855" color="#000000"/>
<circle transform="rotate(-30)" cx="1128.4" cy="2215.1" r="93.427" color="#000000"/>
<circle transform="rotate(-30)" cx="720.8" cy="2215.1" r="62.284" color="#000000"/>
<circle transform="rotate(-30)" cx="909.04" cy="2654.9" r="77.855" color="#000000"/>
<circle transform="rotate(-30)" cx="1128.4" cy="2654.9" r="93.427" color="#000000"/>
<circle transform="rotate(-30)" cx="720.8" cy="2654.9" r="62.284" color="#000000"/>
</g>
</g>
</svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a swimmers gliding through the water with perfect strokes.
|
<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="#f6f9fb" d="M0 0h96v56H80l-2 1 5 4 13 1v34H78l-3-4-12-5-2-2q8-1 11-9l6-6q-7-6-15-4v8l-13 2-3-6 2-6-1-3h5l2-4q-10-1-1-1l19 4q4-1 1-3-5 1-8-1-1-3-4-3v-2q4 3 7 0l3 4 2-2-6-6-17 1-1 1 7 3-8 2-11 1 3-2v-1l4-1-13-4q-3-3-5 0-13-4-27-3z"/><path fill="#88d8e3" d="m27 47-2 1q-13-5-25-2v-2q14-1 27 3"/><path fill="#daf0f2" d="M27 47q2-3 5 0l-4 1q5 4 13 4v1q-6-1-10 1l-13-2q-9-6-18-5v-1q12-3 25 2z"/><path fill="#eab793" d="m47 43 10 3h-7l-3 4-4-6z"/><path fill="#65d2e2" d="m32 47 13 4-4 1q-8 0-13-4z"/><path fill="#cbecee" d="M66 56q-9-3-17-2l8-2-7-3 1-1 17-1 6 6-2 2-3-4q-3 3-7 0v2q3 0 4 3"/><path fill="#dca788" d="m41 53-3 2q-4-1-6 2l-1-1v-2q4-2 10-1"/><path fill="#3f4663" d="M31 54v2h-1l-2-1q0-2 3-1"/><path fill="#cac8c1" d="m30 56 1 1-3 4q-9 1-1-2z"/><path fill="#f6fbfc" d="M96 58v3q-28-1 0-3"/><path fill="#6cc9d6" d="M49 54q8-1 17 2 3 2 8 1 3 2-1 3l-19-4q-9 0 1 1l-2 4v-3h-6q-7 7-15 2l-3 1 3-4q2-3 6-2z"/><path fill="#96dee3" d="M96 56v2q-28 2 0 3v1l-13-1-5-4 2-1z"/><path fill="#42b6d2" d="M0 47q9-1 18 5l13 2q-3-1-3 1l2 1-2 3q-8 3 1 2l3-1q8 5 15-2h6v3h-5l1 3-2 6 3 6q3 0 5 5l-11-1-13-10q-7-3-14-1l-8-9q-4-2-9-1z"/><path fill="#57b6cd" d="M0 64v-1l16 7H8z"/><path fill="#92edf0" d="M51 67q4 0 1 3-2-1-1-3"/><path fill="#69cfdf" d="m61 85-6-4q-2-5-5-5l13-2v-8q8-2 15 4l-6 6q-3 8-11 9"/><path fill="#3fb1ce" d="m57 65 2 1 1 5q-6-1-3-6"/><path fill="#0f3a74" d="M0 59q5-1 9 1l8 9q7-2 14 1l13 10 11 1 6 4 2 2 12 5 3 4H0V64l8 6h8L0 63z"/></svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a yellow butterfly fluttering around a blooming flower.
|
<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="#f5e6b7" d="M0 0h96v96H51l-1-4-4-7 3-18q-6 3-9 9-5-7-4-15l6-1 5-7 7-2q3-4 0-7l8-2 2-3 1-12 2-6q-4-1-5 2-3-1-3 2-5 2-5 7l2 2-1 2q-3-1-3 2-3 1 0 4l-1 1-2-6q-9-9-19-12-3 0-4 3l-2 6q-9 3-1 9l3 4-6-2-1 1 3 3q-8 2-1 7l12 2q1 17 13 31l2 7H0z"/><path fill="#686d2e" d="M65 27v-4h-3q1-3 5-2z"/><path fill="#f1dc4a" d="m59 25 2 2 3-1-2 8q-4 0-6 3l-1-1 1-2-2-2q0-5 5-7"/><path fill="#87814e" d="M56 34q-1-3 1-3 1 2-1 3"/><path fill="#9e8938" d="M62 23h3v4l-1 12q0-4-2-5l2-8-3 1-2-2q0-3 3-2"/><path fill="#f8e272" d="M26 28q-1 3 1 8-3 2-2 5 1-1 4 1-4-1-6 1-8-6 1-9z"/><path fill="#e6bd35" d="M62 34q2 1 2 5l-2 3v-4l-7 4q-3-1 0-2h-2l-1-2q0-3 3-2l1 1q2-3 6-3"/><path fill="#7b863b" d="m29 42 3 5q-4 1-1 4l-1 3q-1-5-4-7l-3-4q2-2 6-1"/><path fill="#f9dc43" d="m52 42 1-2h2q-3 1 0 2l7-4v4l-8 2q3 3 0 7-4-2-5-5-6 3-10 9 0-3 3-5l-3-2q-5 2-5 7l-13 1q-7-5 1-7l-3-3 1-1 6 2q3 2 4 7l1-3 3-4h-2l-3-5q-3-2-4-1-1-3 2-5-2-5-1-8t4-3q10 3 19 12l2 6z"/><path fill="#484947" d="m52 38 1 2-1 2q-3-3 0-4"/><path fill="#ede8c0" d="M32 47h2l-3 4q-3-3 1-4"/><path fill="#f9df58" d="m54 51-7 2-5 7-6 1q8-4-1-4l-2 1-12-2 13-1q0-5 5-7l3 2q-3 2-3 5 4-6 10-9 1 3 5 5"/><path fill="#bdcb85" d="m33 58 2-1q9 0 1 4-1 8 4 15 3-6 9-9l-3 18 4 7 1 4h-3l-2-7Q34 75 33 58"/></svg>
|
|
{
"bytes": "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",
"path": null
}
|
Generate code for a svg of a digital depiction of a ghostly figure, possibly resembling a robot, with elements that might suggest a face, akin to one drawn on a cell phone screen.
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<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 60 60" style="enable-background:new 0 0 60 60;" xml:space="preserve">
<g>
<g>
<path d="M46,16c0,0.6,0.4,1,1,1h9v-2h-8v-5c0-5.5-4.5-10-10-10H10C4.5,0,0,4.5,0,10v50h2V10c0-4.4,3.6-8,8-8h28c4.4,0,8,3.6,8,8
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<path d="M46,33c0,0.6,0.4,1,1,1h7v-2h-6v-2h-2V33z"/>
<path d="M46,23v3h2v-2h3v-2h-4C46.4,22,46,22.4,46,23z"/>
<path d="M48,53h4v-2h-5c-0.6,0-1,0.4-1,1v7c0,0.6,0.4,1,1,1h7v-2h-6V53z"/>
<path d="M48,41h6v-2h-7c-0.6,0-1,0.4-1,1v6c0,0.6,0.4,1,1,1h13v-2H48V41z"/>
<rect x="23" y="51" width="2" height="9"/>
<rect x="14" y="51" width="2" height="9"/>
<rect x="6" y="51" width="2" height="9"/>
<rect x="32" y="51" width="2" height="9"/>
<rect x="40" y="51" width="2" height="9"/>
<path d="M13,12c-3.3,0-6,2.7-6,6s2.7,6,6,6s6-2.7,6-6S16.3,12,13,12z M13,22c-2.2,0-4-1.8-4-4s1.8-4,4-4s4,1.8,4,4S15.2,22,13,22z
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<path d="M35,12c-3.3,0-6,2.7-6,6s2.7,6,6,6s6-2.7,6-6S38.3,12,35,12z M35,22c-2.2,0-4-1.8-4-4s1.8-4,4-4s4,1.8,4,4S37.2,22,35,22z
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<path d="M29,41H18v2h12c0.6,0,1-0.4,1-1v-3h-2V41z"/>
<rect x="56" y="39" width="2" height="2"/>
<rect x="56" y="32" width="4" height="2"/>
<rect x="58" y="15" width="2" height="2"/>
<rect x="58" y="22" width="2" height="2"/>
<rect x="54" y="22" width="2" height="2"/>
<rect x="56" y="58" width="4" height="2"/>
<rect x="51" y="27" width="2" height="2"/>
<rect x="56" y="27" width="2" height="2"/>
<rect x="51" y="10" width="2" height="2"/>
<rect x="56" y="10" width="2" height="2"/>
<rect x="54" y="51" width="2" height="2"/>
<rect x="58" y="51" width="2" height="2"/>
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<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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<g>
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<g>
</g>
</svg>
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{
"bytes": "",
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}
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Generate code for a svg of a black hockey skates sliding across the smooth ice.
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<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="#f5f8fa" d="M0 0h96v21q-3-4-2-9-6-3-9 0l-2-3-10-3q-3 0-4 2-1-3-3 0l-1-2q-5 3-10 0-1 3-4 1l-9 2H30l-4-2q-4-1-9 2-3-3-6-1l-4 4 2 3q-6 5-1 12l-4 1-1-6-2 7v4q2-1 5 1-4 1 0 4v14q0 2 3 2v11h5l2 2 9-6v-8l3-1q-1 2 1 3 0-12 2-1l2-1 4 2 4-2q8-1 15 1-3 0 0 2l3-2v1q4 1 8-2v-4q-2-3-5-2-7-3-12-8l1-1q-4-2 1-2l3 2q0-3 3-4-2-2 1-1 3 3 9 5l-5 2q3 2 0 3 10 8 2-3 3-1 5 3l2-4 5 6 11 8 8-7v50H58l-2-8-29-10q-13-4-27-5z"/><path fill="#f9fbfc" d="M96 21v25l-8 7-11-8-5-6-2 4q-2-4-5-3 8 11-2 3 3-1 0-3l5-2q-6-2-9-5-3-1-1 1-3 1-3 4l-3-2q-5 0-1 2l-1 1q-5-1-4 4h-7l-6 5v5l-2 1q-2-11-2 1-2-1-1-3l-3 1v8l-9 6-2-2H9V54q-3 0-3-2V38q-4-3 0-4-3-2-5-1v-4l2-7 1 6 4-1q-5-7 1-12l-2-3 4-4q3-2 6 1 5-3 9-2l4 2h12l9-2q3 2 4-1 5 3 10 0l1 2q2-3 3 0 1-2 4-2l10 3 2 3q3-3 9 0-1 5 2 9"/><path fill="#151616" d="M50 39q5 5 12 8 0 3 5 2l-9 2-17-2v-5l5-1q-1-5 4-4"/><path fill="#6c6e6e" d="m46 43-5 1v5l4 1-12 2v-4l6-5z"/><path fill="#919696" d="M62 47q3-1 5 2-5 1-5-2"/><path fill="#94989b" d="M67 49v4q-4 3-8 2v-1l-3 2q-3-2 0-2-7-2-15-1-3-3-6 0h1l1 2-4-2v-1l12-2 13 1z"/><path fill="#3a3c3f" d="m41 53-4 2-1-2h-1q3-3 6 0"/><path fill="#333a45" d="M0 73q14 1 27 5l29 10 2 8H0z"/></svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a a glass jar filled with lavender buds.
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<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfefe" d="M0 0h96v96H0z"/><path fill="#c4b8e4" d="M37 23q8-2 17-1l-2 2z"/><path fill="#856abc" d="m37 23 15 1-2 2q-7-1-12 1h-1z"/><path fill="#d0cee4" d="m50 26-1 3-9-1-2-1q5-2 12-1"/><path fill="#514572" d="m54 22 4 3q-3-1-5 1l-3 9q-3 2-3-1l2-5 1-3 2-2z"/><path fill="#ededf2" d="m58 25 2 13-2 34q-2-6-5-1l4 3-1 1H40q-4-1-6-6V30l3-3h1l2 1 9 1-2 5q0 3 3 1l3-9q2-2 5-1"/><path fill="#6e6387" d="m43 39 1 3h-3q-6-5-2-10z"/><path fill="#493867" d="M44 43v-1l-1-3q0-3 2-1 1 3-1 5"/><path fill="#5b5076" d="m56 41 2 2-3 6-1-3z"/><path fill="#655b7f" d="M40 49q-4-1-3-4l1-2z"/><path fill="#a9a6b4" d="M41 42h3v1q-3 1 0 4 2-6 2 1-3 5 2 9l-4 1q0-6-4-8v-1q2 0 3 2z"/><path fill="#797094" d="M53 55v-2q8-7 2 2l2 1z"/><path fill="#50446d" d="M50 51q-4 2 0 6-2 2-1 5l-2 2-3-6 4-1q-5-4-2-9 3 0 2-3l4-8q1-2 4-1-4 5-6 11z"/><path fill="#b4b4c0" d="M50 51q2-1 3 2v2q-3 3-3 9l-1-2q-1-3 1-5-4-4 0-6"/><path fill="#514072" d="M54 61q3 0 0 3-3-1 0-3"/><path fill="#817895" d="m44 58 3 6 2-2 1 2-3 8q-3-1 0-3-1-5-4-5l-6-10z"/><path fill="#bbb7cb" d="M43 64q3 0 4 5-3 2 0 3l-5-1-4-4q-2-2 1-2l3 4z"/></svg>
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Okay, here's a concise summary of my thoughts on the mechanics of drawing an open book with a red ribbon on top:My primary focus is on the visual representation of a book's structure and the interplay of its elements. I aim to capture the dynamic and engaging nature of a book, emphasizing its form, texture, and the interplay of its components. The red ribbon acts as a visual cue, symbolizing the book's inherent structure and the way it can be used for various purposes. The overall effect is to create a sense of openness and inviting exploration, suggesting a place where readers can discover new ideas and perspectives.
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{
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",
"path": "082bd25899d54f5bde737d17bff8d8642723beae9d671d4c70dec9f84133b798.png"
}
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Generate code for a svg of a an open book with a red ribbon on top of it
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",
"path": null
}
|
Generate code for a svg of a vectorized image of a wine glass icon, prominently displayed within a yellow circle. The wine glass appears to be a close-up, making it the focal point of the image against the yellow background.
|
<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="512px"
height="512px" viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g id="Guides_For_Artboard">
</g>
<g id="Artwork">
</g>
<g id="Layer_3">
<g>
<circle style="fill:#E6A52E;" cx="255.866" cy="257" r="245"/>
<g>
<path style="fill:#EAEBEC;" d="M242.813,342.692v57.409h-44.701c-7.28,0-13.182,5.045-13.182,11.271
c0,6.224,5.901,11.271,13.182,11.271h115.384c7.279,0,13.181-5.046,13.181-11.271c0-6.226-5.901-11.271-13.181-11.271h-44.702
v-57.409c-3.721,2.474-8.187,3.918-12.991,3.918C251,346.611,246.534,345.167,242.813,342.692z"/>
<path style="fill:#C0C2C5;" d="M255.834,335.564c-0.011,0-0.021,0-0.031,0c-7.55,0-14.784-1.097-21.576-3.141
c1.814,4.199,4.817,7.763,8.586,10.269c3.721,2.474,8.187,3.918,12.99,3.918c4.804,0,9.27-1.444,12.991-3.918
c3.763-2.502,6.761-6.058,8.577-10.248c-6.771,2.03-13.981,3.12-21.505,3.12C255.855,335.564,255.845,335.564,255.834,335.564z"
/>
<path style="fill:#EAEBEC;" d="M324.906,91.358H186.826c-2.761,0-5,2.239-5,5v164.176c0,0.232,0.016,0.462,0.047,0.686
c1.152,34.583,22.449,62.183,52.417,71.204c6.783,2.042,14.007,3.137,21.545,3.141c0.011,0,0.021,0,0.031,0
c7.523,0,14.734-1.09,21.505-3.12c0.024-0.007,0.048-0.013,0.072-0.021c29.967-9.02,51.264-36.615,52.416-71.198
c0.031-0.226,0.047-0.457,0.047-0.692V96.358C329.906,93.597,327.667,91.358,324.906,91.358z M314.617,260.322h-0.024
c-0.887,32.814-25.253,59.142-58.281,59.142s-57.394-26.328-58.281-59.142h-0.024v-93.008c0-3.422,2.672-6.212,6.042-6.417
l0.006-0.007h0.128c0.087-0.003,0.173-0.013,0.261-0.013s0.174,0.01,0.261,0.013h103.213c0.087-0.003,0.173-0.013,0.261-0.013
c3.489,0,6.322,2.777,6.428,6.24l0.01,0.01V260.322z"/>
<path style="fill:#D46A56;" d="M308.179,160.877c-0.088,0-0.174,0.01-0.261,0.013H204.705c-0.087-0.003-0.173-0.013-0.261-0.013
s-0.174,0.01-0.261,0.013h-0.128l-0.006,0.007c-3.37,0.206-6.042,2.996-6.042,6.417v93.008h0.024
c0.887,32.814,25.253,59.142,58.281,59.142s57.394-26.328,58.281-59.142h0.024v-93.195l-0.01-0.01
C314.501,163.654,311.668,160.877,308.179,160.877z"/>
</g>
</g>
</g>
</svg>
|
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{
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"path": null
}
|
Generate code for a svg of a black and white vector illustration of a feather icon.
|
<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<g>
<polygon points="256,449.225 239.304,434.846 239.304,512 272.696,512 272.696,434.846 "/>
</g>
</g>
<g>
<g>
<polygon points="162.637,102.293 162.637,162.857 239.304,228.886 239.304,168.323 "/>
</g>
</g>
<g>
<g>
<polygon points="272.696,168.323 272.696,298.696 349.363,232.667 349.363,102.293 "/>
</g>
</g>
<g>
<g>
<polygon points="162.637,206.925 162.637,368.816 239.304,434.846 239.304,272.954 "/>
</g>
</g>
<g>
<g>
<path d="M344.165,62.702C331.449,26.241,296.741,0,256,0s-75.449,26.241-88.165,62.701l71.47,61.554V81.197h33.391v43.059
L344.165,62.702z"/>
</g>
</g>
<g>
<g>
<polygon points="272.696,342.764 272.696,434.846 349.363,368.816 349.363,276.735 "/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
|
|
{
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",
"path": "emoji_u1f615.png"
}
|
Generate code for a svg of a confused face
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<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="1400.9" gradientTransform="matrix(1 0 0 1 0 -1338)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</g>
<g id="facial_expressions">
<path d="M44,40.94L44,40.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.2,0,8-3.54,8-9.41 S48.24,40.94,44,40.94z" style="fill:#422B0D;"/>
<g id="peepers">
<path d="M43.65,44.87L43.65,44.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C44.78,47.06,44.54,45.73,43.65,44.87z" style="fill:#896024;"/>
</g>
<path d="M82.4,40.94L82.4,40.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.19,0,8-3.54,8-9.41 S86.59,40.94,82.4,40.94z" style="fill:#422B0D;"/>
<g id="peepers-2">
<path d="M82,44.87L82,44.87c-1.42-0.68-3.13-0.08-3.82,1.34c-0.53,1.11-0.29,2.44,0.6,3.3l0,0 c1.42,0.68,3.13,0.08,3.82-1.34C83.13,47.06,82.89,45.73,82,44.87z" style="fill:#896024;"/>
</g>
<path id="mouth" d="M40,91.94c7.07-5.28,15.3-8.8,24-10.27c8.65-1.63,17.56-1.17,26,1.33 c1.41,0.43,2.51-1.25,1.36-2.09c-7.53-5.48-17.89-8-28.65-6.06S43.13,82.7,38,90.46C37.19,91.64,38.8,92.84,40,91.94z" style="fill:#422B0D;"/>
</g>
</svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a blue candles flickering on a 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="#c9dce9" d="M8 0h88v52q-6 2-11-1l-3 10q-3-2-2-4-7 1-12 4v8H45l-1-6-2-1h-2q-2-1-2 1-3-2-6 1l-10-7-16-5V32l-2-6 1-3L1 2z"/><path fill="#c5dbea" d="M0 0h8L1 2l4 21-1 3 2 6v20l4 2 12 3 10 7q3-3 6-1v7H0z"/><path fill="#ebebdd" d="m78 50 2 6h-3q-1-4 1-6"/><path fill="#f1f2f1" d="M96 52v21l-14-3v-9l3-10q5 3 11 1"/><path fill="#60afe3" d="M82 61v9l-1 6-1 1V62H69v8h-1v-9q5-3 12-4-1 2 2 4"/><path fill="#57b8f1" d="M40 62v8h-2v-7q0-2 2-1"/><path fill="#2280d3" d="M40 62h2v8h-2z"/><path fill="#3aabed" d="m42 62 2 1v7h-2z"/><path fill="#9cbed8" d="m44 63 1 6h23v1H44z"/><path fill="#1b599a" d="M0 70h69v12q-4 0-6 3-3 0 0 2l24 9H0z"/><path fill="#3a8fd3" d="M80 77q-7 0-11 4V62h11z"/><path fill="#87a3c5" d="m82 70 14 3v23h-9l-1-1 1-2q-8-6-7-15v-1l1-1z"/><path fill="#7392ba" d="M80 78q-1 9 7 15l-1 2-23-8q-3-2 0-2 2-3 6-3 4-4 11-4"/></svg>
|
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Okay, here's a concise summary of my thoughts on drawing a close-up of a musical note with two black balls:My artistic approach focuses on capturing the subtle nuances of sound and form. I aim to create a visual representation of a musical note, emphasizing its delicate and expressive qualities. The two black balls act as a visual anchor, providing a sense of depth and detail. The focus is on capturing the subtle interplay of shape, texture, and color, allowing the viewer to appreciate the intricate and nuanced sound.
|
{
"bytes": 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rUpWqcydPRV25p1Smok6qaBg0sIS3CUyVRl1YUhJaRaKBNJka67vc1LVm1VsDigvRhNYFhDNJJ0+dQXdyesRicW6f/CHl5dq8vFB1BpBIJMnKlKhvvP+eOxQKhoECOoaVD+WnIU16elFpKVt1ms0Xqqr9IbNrC56aO+tBtIP3IAgFekmgMakqTT24fGhOfj7NP8DnjZLqJSQkLFr4JMrQGJg+bTIPrSjVqv7FRSwHN/q29przlaFzvzOmTX57xWvIogsHYRfPZqcubhGLxXn9+mZptfSH+bxeKxll14OHH7q3uKg/mtBYMWHc6BxtNtJVBzKFvKikRMTCO70eT+PF+g5dlw0rb5s8aee29xMSEpAFGA5CB5XJWGXfXJGUknzVNUMZ1UkQhL69PXI5SFqa+s3XBViOHopEIln8wtNIm+hfXCxmIS9DZ8e506fD1Hnv3dP37NyIdN4oEoQCpb/5kFvSMzNKBw+Wy5nTR4/b3dIUJfdYs3J5ZkY6gtC6x/zHZqMbfKg1muSU6Ml3EAtJVp89V1td4w7Z9UkkEr304jM7tqzl2XQIpF381UMGoTt5KPkF/bJzctgc6ff7ay9c8LjDl+Q8OvuB++6ZwX1k3UcmS9y++b3R46ei2BVMqVbRvGo2GduaW8wRiZlardq4btUMXvLjSBA66HUjkFe8RSJRQXERS3USBNFYd5GM+AeMHjXyn/9YznVoV87wa8vWrFqOYobGFa3q53a72lpazp/+veZ8VaQ6J4wbfeLIfqHUSaBebld+3YTTv59DdHKRSFRUWqLSaNgc7Pf7G2rrwlbiEAQxeFDpD999mp7G6iR8snL1ukUvvsrtf0ckEmVptakqpUgs9ng8dquVNJutFFMDaWnqN/7213lzHkI9mUkPWoGuXL3uuRdeQXTyguLi9MwMNkd63O7amhoyYq/GQVeV7N/3cXZWJoLoOGDXnk8fnfcM/ysVpVLp3EdnvrZ0MQ6fW7QCtdsdAwaN7PmW6ZFkabV9+hewOdJkMDTU1rlc4b3bqOtHfLJ3S0Y6wvtpes6Zs5Vz5j/72/FT/DQnlUpnPXj3S4ufLezfj58WGUG+OmHbh3tmPfIUt+dMTEwcXF7GOBHidDqaLjYYon1B/AP3/Xn9/60Ualldt/B6vasrNixbvlKn70DXSlZmxtw5Mx+f93BeLtuEnh/4WD7z0MNPbt+5l8MT5vXrq83NpTnA7XK1NjXr2toi/zqZLPGdv//vE/Me5jAeHrBYrBVrN723dlM9p3uDyeWyqVNufuC+O6fcOpHnAidL+BCo1Wq7deq9h349ytUJBwwaGPWeBIIgHA5HW3Nzp04f9c7MEcPLNqxdNWTwQK4i4Rmfz/ft/oMf7frkq3372XwpGRVFhQXjx/5pyuRJk24ay3LjaaHgaQGiyWSeMu3+X4/8xsnZsnNz8/t1WVbsdrtMBmOHTm8xR9+1XqVSvvLyogVPPSbI7Zqc4/P5Tp46c+TYiePHT/9+9nx9fWNwe8BIkpIURYUFA0sHDCwtLi8besP1w7EdF0bC3wpZh8P5xP+8sHnbR5ycLUWZmpycIhKLXE6X3W6zU+/9IpVKH5l132tLF8fQf+UKsFis7Tq9yWS2WK1Op0ujVhEEoVartNlZmHskPXwv4d7+4d7nXngFab4fRCZLnD3z3r+8+ExBvz48NAeggG+BEgSh7+h8Y9k7a9dvod/qsif07ZM377HZc+fMxGF6HegJAgg0QHNL65qKDZu3fsTh6rLMjPTpt9/6wP133Tj6eparcQHMEUygATwez9ffHPj8i31ffr3/UrRFRowkJycNH1Y2ZvTIybdOHDliGOiylyGwQEOprav/7fipEyd/r62rv1jf2NjYRFosoRN9CoU8MyM9R5udm6sdWDqgtLR4yKCBQ68e1DsG5kBUMBJoVLxer9lMpqamgArjE9wFCsQ5kLEBWAMCBbAGBApgDQgUwBoQKIA1IFAAa0CgANaAQAGsAYECWAMCBbAGBApgDQgUwBoQKIA1IFAAa0CgANaAQAGsAYECWAMCBbAGBApgDQgUwBoQKIA1IFAAa0CgANaAQAGsAYECWAMCBbAGBApgDQgUwBoQKIA1/w+9+iiez4HHFwAAAABJRU5ErkJggg==",
"path": "818f8340660de5cf8d268e9caf25383456a46e1af30dd653e353ffe3222b01da.png"
}
|
Generate code for a svg of a a close up of a musical note with two black balls
|
<svg width="64px" height="64px" viewBox="0 0 64 64" preserveAspectRatio="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" 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:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd" xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape" version="1.1">
<metadata id="frame0_metadata19">
<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="frame0_defs17"/>
<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="frame0_namedview15"/>
<g id="frame0_g3">
<path style='fill:#010716;' d='M55.1542969,15.1655273l0.0039063-0.0004883l-0.0351563-6.3276367l-30.9589844,1.65625 c0,0-0.4326172,21.4658203-1.7363281,32.7670898c-1.8251953-0.5888672-4.1113281-0.6484375-6.4560547-0.03125 c-4.7944336,1.2626953-8.0029297,4.8574219-7.1669922,8.0322266c0.8354492,3.1738281,5.3984375,4.7236328,10.1923828,3.4609375 C23.140625,53.6318359,26.0932617,50.7988281,26.2802734,48l0.015625-0.0068359l-0.1445313-25.8554688l26.7109375-1.7607422 c-0.265625,6.7231445-0.7089844,15.2216797-1.4013672,21.2275391c-1.8251953-0.5888672-4.1123047-0.6484375-6.4570313-0.03125 c-4.7939453,1.2626953-8.0029297,4.8574219-7.1669922,8.0322266c0.8359375,3.1738281,5.3984375,4.7236328,10.1923828,3.4609375 c4.1435547-1.0908203,7.0966797-3.9238281,7.2841797-6.7226563l0.0146484-0.0068359L55.1542969,15.1655273z M26.1367188,19.5185547 l-0.0131836-2.3569336l26.918457-1.8510742c-0.0244141,0.7841797-0.0527344,1.6225586-0.0839844,2.5175781L26.1367188,19.5185547z' id='frame0_path5'/>
<ellipse transform='matrix(0.9798511 -0.1997292 0.1997292 0.9798511 -8.8383617 3.8608131)' style='fill:#FFFFFF;' cx='14.7163086' cy='45.7363281' rx='1.7406383' ry='1.208977' id='frame0_ellipse7'/>
<ellipse transform='matrix(0.9232014 -0.3843166 0.3843166 0.9232014 -13.8123093 19.8841915)' style='fill:#FFFFFF;' cx='42.8461914' cy='44.5019531' rx='1.7406101' ry='1.2093225' id='frame0_ellipse9'/>
<path style='opacity:0.24;fill:#D7F6FF;' d='M21.2348633,52.4140625c-3.9550781,2.2802734-5.7182617,0.96875-1.9165039-1.9160156 C24.1518555,46.8310547,24.8740234,50.3164063,21.2348633,52.4140625z' id='frame0_path11'/>
<path style='opacity:0.24;fill:#D7F6FF;' d='M50.9853516,50.4912109c-3.9550781,2.2802734-5.71875,0.96875-1.9169922-1.9160156 C53.9013672,44.9082031,54.6240234,48.3935547,50.9853516,50.4912109z' id='frame0_path13'/>
</g>
</svg>
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{
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"path": "0fe56781a3cbac9a05fdb89ff1b078e38ff965eb8760aabafee7ebf8dc22b0f3.png"
}
|
Generate code for a svg of a a black and white logo of a house with a roof
|
<svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24"><path d="M1 11v10h6v-5h2v5h6V11L8 6l-7 5zm12 8h-2v-5H5v5H3v-6.97l5-3.57l5 3.57V19zm4-12h2v2h-2zm0 4h2v2h-2zm0 4h2v2h-2z"/><path d="M10 3v1.97l2 1.43V5h9v14h-4v2h6V3z"/></svg>
|
|
{
"bytes": "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",
"path": null
}
|
Generate code for a svg of a black and white emoticon depicting a sad face with a frown.
|
<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="32px" height="32px" viewBox="0 0 32 32" style="enable-background:new 0 0 32 32;" xml:space="preserve">
<g>
<g>
<circle cx="11.167" cy="12" r="2.333"/>
<path d="M21.212,20.404c-3.373-1.092-7.051-1.092-10.424,0C10,20.66,9.567,21.506,9.823,22.294c0.254,0.788,1.1,1.222,1.889,0.965
c2.775-0.897,5.802-0.897,8.576,0c0.151,0.05,0.31,0.073,0.462,0.073c0.633,0,1.223-0.404,1.427-1.039
C22.434,21.506,22,20.661,21.212,20.404z"/>
<path d="M16,0C7.178,0,0,7.178,0,16s7.178,16,16,16c8.82,0,16-7.178,16-16S24.82,0,16,0z M16,29C8.832,29,3,23.168,3,16
S8.832,3,16,3s13,5.832,13,13S23.168,29,16,29z"/>
<circle cx="20.834" cy="12" r="2.333"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a red brick walls of the train station housing the tracks.
|
<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="#fcfbfc" d="M0 0h96v44l-9 3-16 1-2 1h-3l-1 4q-10-2-19 4h-4q-3-2-5-1-1-6-5-6V29q-13-1-24 1l3 2H5v-3H0z"/><path fill="#cf837e" d="M0 29h5v3H0z"/><path fill="#f28f7f" d="M32 50q-2-4-1-9l-7-1q7 0 7-7l-13 2 4 2-5 1v-3q-6-1-9 2-3-3-8-2v-1l23-1q-6-2-12-1l-3-2q11-2 24-1z"/><path fill="#f75c4d" d="M0 32h11q6-1 12 1L0 34z"/><path fill="#f47365" d="M32 50v8l7-1-8 5v3l-6 2H14q-3-2-6-1v-3l13-1q3-1 1 2l1 1q0-3 3-3l-13-2 4-1-2-1 12-1-3-1 7-1q-22-1 0-2l-8-1 4-1h-3l-11 1v-1q0-3-13-1V35q5-1 8 2 3-3 9-2v3l5-1-4-2 13-2q0 7-7 7l7 1q-1 5 1 9"/><path fill="#f3aea4" d="M96 44v3l-2 2q-3-3-7-2z"/><path fill="#fbfafa" d="M96 47v49H70l-1-3v-1q6-5-2-4l7-3v-1l1-2 1-1 1-3 4-5 4-9 2-2 7-13z"/><path fill="#fc5452" d="M0 50q13-2 13 1H6v15H0z"/><path fill="#eba28a" d="m11 51-5 4v-4z"/><path fill="#c7a9a4" d="M32 50q4 0 5 6 2-1 5 1l-1 1-2-1-7 1z"/><path fill="#f66058" d="M87 47q4-1 7 2l-7 13-15-2q-2-6-1-12z"/><path fill="#eacbbb" d="M74 54q2 0 1 2z"/><path fill="#fb5551" d="M69 49v11l-9-1v-5l5-1 1-4z"/><path fill="#f96557" d="M8 63q-2-8 5-11l11-1h3l-4 1 8 1q-22 1 0 2l-7 1 3 1-12 1 2 1-4 1 13 2q-3 0-3 3l-1-1q2-3-1-2z"/><path fill="#e5776d" d="M71 48q-1 6 1 12l15 2-2 2-12-1-27-6q9-6 19-4l-5 1v5l9 1V49z"/><path fill="#6c4545" d="M11 51h2v1q-7 3-5 11v3H6V55z"/><path fill="#5d4442" d="M42 57h4l30 7-2 1-10-2 16 5-9-1h-1l2 2h-4l-22-8q-4 0-1 3 4 1 5 7l5 5v3l-1 1a66 66 0 01-13-22z"/><path fill="#716363" d="m68 69-5-1-2 2-15-11z"/><path fill="#fe5150" d="m39 57 2 1 3 7 8 20 1 11H0V74l14-7h11l6-2v-3z"/><path fill="#f9e8e4" d="M0 66h8q3-1 6 1L0 74z"/><path fill="#8f5c55" d="m73 63 12 1-4 9q-4-4-9-4l-2-2h1l9 1-16-5 10 2 2-1z"/><path fill="#958c8d" d="m46 61 8 6 10 9h-9l-5-5q-1-6-5-7-3-3 1-3"/><path fill="#644e51" d="M72 69q5 0 9 4l-4 5q-4-1 0-2l-2-1 4-1q-5-2-7-5"/><path fill="#95827f" d="M68 69h4q2 3 7 5l-4 1 2 1q-4 1 0 2l-1 3q0-2-2-2l-13-9 2-2z"/><path fill="#906d6d" d="M55 76h9q3-3 2 1l2 2q-9 2-13-3"/><path fill="#4a3539" d="m54 67 1-1 19 13h-6l-2-2q1-4-2-1l-2-4z"/><path fill="#d2aca3" d="M55 76q4 5 13 3h4l-12 3-5-4z"/><path fill="#8f3c40" d="M72 79h2q2 0 2 2l-1 1H60z"/><path fill="#995954" d="m55 79 4 7q-5-1-5-6z"/><path fill="#a75b5f" d="m74 84-12-2z"/><path fill="#cbaba2" d="M60 82h15l-1 2-12-1 12 2-7 3 2 4v1z"/><path fill="#837172" d="M67 88q8-1 2 4z"/><path fill="#eee8e1" d="M44 65q3 8 10 15 0 5 5 6l-1 2 4 2-3 1q4 0 7 5H53l-1-11z"/><path fill="#2e1a1e" d="m55 78 5 4 9 11 1 3h-4q-3-5-7-5l3-1-4-2 1-2z"/></svg>
|
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{
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",
"path": "emoji_u1f468_200d_1f9bc.png"
}
|
Generate code for a svg of a man in motorized wheelchair
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path id="head_1_" d="M93.39,13.48c-2.37-4.24-8-7.71-12.82-7.14c-5.4,0.64-8.46,4.37-9.44,9.23 c-0.36,1.76-0.38,3.53-0.14,4.8c0.03,0.15,0.28,1.26,0.28,1.6c0.14,1.33-2.47,2.52-2.84,3.97c-0.28,1.08,1.98,1.89,2.15,2.09 c0.85,1.02-1.39,5.33,4.87,6.04c2.18,0.25,2.35-0.07,2.71,0.12c0.36,0.19-1.51,3.54-1.51,3.54h9.97c0,0,1.79-8.38,5.36-11.97 C95.15,22.59,94.91,16.21,93.39,13.48z" style="fill:#FFCA28;"/>
<path id="mouth_2_" d="M70.82,29.29c0.71,0.11,1.66,0.1,2.16-0.08c0.93-0.35,1.45,0.34,0.62,0.9 c-0.72,0.48-1.86,0.56-2.72,0.5L70.82,29.29z" style="fill:#795548;"/>
<ellipse id="eye_2_" cx="74.68" cy="22.82" rx="1.77" ry="1.15" style="fill:#404040;" transform="matrix(0.0138 -0.9999 0.9999 0.0138 50.831 97.1844)"/>
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Generate code for a svg of a a snow-covered path through an ancient forest.
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Okay, here's a concise summary of my thoughts on drawing a black and white gun image:I'm drawn to the visual representation of a gun, a simple yet powerful tool. The black and white aspect, with its clean lines and subtle color gradients, evokes a sense of precision and control. The outline of the gun, a smooth, defined curve, adds a sense of depth and realism. The overall composition is clean and uncluttered, emphasizing the focus on the gun's form and the subtle details that define its functionality.
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"path": "7365887fe16816f664957280199ad45e295fd2b2d57d86ca941cf814b0b1cf8a.png"
}
|
Generate code for a svg of a a black and white picture of a gun with a white outline
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p15B6DZNXYbXQUEbNMaqPce40TZW01PLVvxm/xKVTqUoYA5h6NzXHbQ7LsemeOiwXbuDwh7Q1kXqN6FtKCFTSbJuSClT+yoItdXSYCTLZLmMHcvYQbU3sW8f+9baQjyHTXT2vDUbiMonLFGoXdXXQXENLrQpJwT1h5I2eRvS2NXHyipAP+0STHW1KRNhJKwM/G0Gx0lgu7DwnjxKyq112Odv6FGljyZhIeq5HQXMBQUpX/JCW+lOU7aV0j/OgOXvvkIYyJQ4mOjUrUIMiVVPPHhIEmnatkxssXTZHeiAsjglLGdtXUsk5sH89BW9y8Zyre1LtfkVnDsltESBxbLeU+6DKZG6psEv5FDXATabPi+coFOcoLXiLwg+oPqK53Acu6DRTfYTCDxyDlgo3uFFnVLLo96NMtixpZSDlCKqMQM8cFCWxSL3Gjc/H+TN0dQi2NZZ9I1kDEYnEpNn+RfYnPIGIJMJiZTTeLRcbaKmhpZaWGiH1TUut7dGcs1C4s7Pdvc916ljhtdXCWUVG0KtdoOZm6ksEv7v0CW4Eauni3GlhVpA0HLoFaqWlhpYaxzQTAUGERBMSRUgUITGERDL8BmEm19FmC8EzBtpW/UGmHn/wrg7bllZHmy2kODRWWOFVFnHsU9qaaWukrYm2JtrOu1lh2KfEqS9xfxKRPkF4XXdSofBO7Qo0yAQGJabh5QcEgQ6eRqDJzfO6+qgg0JQxbhrv6uBCnbD1CPSLEATaUsMrdzh/Y3AYRiOAxdKj09CKN4T0+Kd3cfB/3RjjQKqd8TXH3NwcZGLwdcKl3MnkbRgkLhEh5RzUGEhwqITt9UixnTN8cKjoY3BK9VHhdexAr1Mb2x9EhfZcgrb9IuYWzC2uXNpC7eYPrqePVxISTUyacOk2vHvIdGG0Rql8wqZwDS+SgBCXZxtSUfW1KLZkxBx399v71BkcMx665aKdQE3hvj/CAoJEFeqvjNZ3TeoYUZqGqq/d3D/8BuF1Y4Xor1Q+JE86JLVAo6VtrwesHLWrXpeR66bfc2UikQ3wUqAiJRl8zy0fKl5+eStQe7Mv1ItOfZ32ZT8BPapUsT/JXRqkFqhSLhf25RWNgaLlrROsVNjNwJzunrrA4Vkc6usy32F/4KKXdQTtza444ObmnIV2j1orxz71ri+f0bpAI5Kkba9HGs+IHtxjbyfQ1PPd4iDjxKHeJYdvbRCt/CJ9/RlFnVq9K3QZkSSKd3O94gkyMfY24bLysOzRtpeRXAASCzQyWdr2XLH/TeF1SDRzfulqbDu1025TxsCQ6V501NVB63nh0uefMSpFeH2x0bsz66wZwgTUauF0z3kAQmOZ+2vRXHD/em+s7B2Sl+iVWKBRClZwO/kfzpUKl8Nns+ptpt1LeLyTm9uaRAksh1zvXV/2oSY+fwZRdspu8dKN397gM4ecz1/D47n+h6x6m6yZwhcbyijZ6V1fvSFK6hFK6hFUwRrXVovj2BBkYsIyVr3DvIeIy3S8/+TnwuvUMd6tdexDeaJTer7PJfbKbqnr+b4rCIsV+XzY/yDdxKSSdz8r32b8UtHWErD3NUWT2Ur+CJVYoLEDXWWslJyjmxzD6ICAILLn8r3XWPYSY28XFvgndwhTSYPRu6oU9gL1fQS1U7ZXwWsjF9i5gVqFym79wsmex21/Y8V6rr3dSTxWczXHtvhorQ8YjNKXkZY4u12/cCKTlAtDs3Sy51Vm/8z5d5OGkTSMaT+kdDcntlO6j7NFwibo6FvYv97T0cXezzeyPwaj18OSwShaXXnuOGwwMvoW4fLMISydZM9j6HQyJrnZlN3zqqLVKKOSpXf6lj79YvxgReMkiz5g1AKhAsaVBAQxeBqDp4FVZFh0CukTKN3jUS/2egoIIjzeycjtmogkkZhc72LakzFRNLGLTOKeDR49pmqOc/hDb0zsNXKkLZE+UXsvM9J4i9XCtqdF20Dmph7SiRkcZ0hzfkHOLcRluv+8HQY8H57yDqsHT0bQ8Hiy8pj5gOiLkcnOrbVaRKV/rBY+e0rpUgpyCFT6EdQ+0YoyVB3m64+ENAemKA69x/mzZM91k5E6PJHZDwK0t9JQRkMZDaWcK6PhNM01om2gllo6zcJWa1wmZw56Z6T9oq3D7LhICggisj9xGcSmE5tBXAYxAz11bKgt5uhmYtJEpxWH85XLxX6ZJBk+eukFmqJGHbcdzzP4ekwRtssxt/Lez3ltBXGZjJjDoClu/riDQ0WVsrrprkp4oY7malrquNggDJxp13J0kyhRlGuCQ0XnQK0NTFhKeAKRSYQnEp7gixNqfQklX3BsM+dKGTSF6T8SvmVuZufzXjfYWwyyJB+VvsoHsPa7ogB2ZcjK46bHhMu287y2QvCaC08gI5eMiQwc7yZa1ysue3x2tdNpF3Ud2M9WEdSFt6gPmJsp20fpXsr2Cj9aRCJ3vCw6Y8xfzXEFF+/dxAxkxRvSNytLIa8Bo1UQaPE2CjcIj7mQaBas4d3/tiUFv1DH4XwO52MwkjGBW5/AIIVXWECQQm7aVgsf/IpTuxynlYH9WLBGpM5D76mgTvDaR8xDZKlm5RCLrRjbnxHl8U/JYf4jjoHkVgun9/C12An/0P/y1TuU7fN6bS45LbWU7eOrdzj0nujrhz+k5AtHdRqM3Lha9GCtO8Hnf1fCzitJdecJ7huyjKDpuQq51jvQeYkPH2HZP4XTlKHTmfUAW/7seOeeVxgxRxj8Mibzr+U2t/zgUKJTiUgkIomIRNtMMSyOkGiRN2dvuHSBtvNcPEdzNRfqbRFILbWcP2Ob1waauOt14f6uDva86qSdWT9jyDThsqONDx/xtIyExBikSa1/JbIINCKR+EGyFCVxS0MpnzzGTY8JA2fOrVxsYNda0W1NVRS8Se5y22VUMhPv5IsXANpbqS2mtthJ48v+KUQFlRdQ+D6AMcC23DZ886K9FWuX7UX3hlfOrQwcZ3tj9VHeuNvNTzHpe6JozP1vONlanrySHLsNfKuFjx/1YntVWhKHEtZzrEFvkEWgQOYkdQQKnPicz/7KrJ8KX+nOu+Sg0d3/YvgNgg7GL6F4m5sqZJVFgkAjEkSRJ66ZaqfIKncpcxOGMm6xcNlc5WT4nLzSMZnU1qc4ucNTeyQnc5JcLctVUTVzskwNe8Sh99j9sugrk1cy66ei+WinmW1PC5cBQdy0xs1JXaVdlEVMmqeey6GxoliiSpehGkEh3PSoaOG17WnR/oDByKyfOqpz11oKN3hkjEzI93HLJdCUHMITZGrbI758yTFlw5hFLFgt+uxLdnDqC+EyZmCPx/rdnD1oN7E2kD7eI0vSx9ud/Vg5e9DVzbN/LlJzyU6Rs1xAEAvWMGaR6C2FGxwfDgoTkcgAGSrFdyOXQA1Ghs6QqW1P2fpnR41mzeT2Z0Se7ZsfF0V0jJjrKnrkQj31dnUK7YN+XGC/eqg/7Sp915hFogDAi+f49E/CZUQitz/jWDeicANbn/LIDPnImimjC5uMRdOHzXR/j6xYLWx5wvFZP2A0d6wlY6LtsrWRj9aItm9mPuAqjtm+yGfGJPfJEI0BovmZi2y0g6cx8yci4z9aIzgmZ0zkjpcdj2p2rWXLk0ofuF+JrB+0jAJNHukmcZIyfPkSW/4s+hRDoln0JFPvtoWVVRxg9yvCd40BLFjT46ld6W7hdWiM+/i71GtEEaendzu/LSWHBatFct/9ii0yrjtF6KInRbvxVgtbnlT5yd5NdIorV7LeI6NADUZG9aJOhYQUvs+HD4kSKxuMTPwey14ieSTA7ldEU73Aftz6hGPB4G4qDojSsGe5GzyyZgmv25qcp+9Kzmbhn0QJOUp22P5mkkexbC0TvyfSbkcbG3+j8qroMiMXyOuiLqNAcXAFV5UTn7NulWMB4IQhLH6OWT8lOJT8R0RBS6YIbnvGye6JpUsUcZE1w1VdkcBgsmYIlyc/d+IHmDmZ254R3FyAs4XkryY4lNk/Y/GzjsU66k7w+io1d5TsMQZ4F5jgSxeyth6RKOMOmbc0lLH+btvu+mUMRsYsYsUb5Cwk/2FRrfYgEwsfd1Ks6PhW4bUpiqE9V7tzqLlh/8ZuRi1g4eOiKKL6U+Q/zJhbWbGenFsd/7wPvcf6e1Tbjb+SzCnOQxQlRBZvJntOfcn7Mpcp95asPGY/KBq0url4jqObGT7bcYPsyCd89lch45LByMq3BAfkqiOs/77zjpa+QP9v5glNlaxdLEyFg8OY+QDZc0X3X6jj2BZGzHFyKmNu5tMnOLHdwx9RIRb9WfYBSPYH8KDJxGXI3Yl3FG/j5SUczndc/4bFMX6Jk+337Hkst1tBWy0U2e1eJWc7r3M3aKqgTqBoo9DdgNEsf9lRnUBoLOOXOKrTaqFoIy8v0Zw64weROdH9bb1E/hmiQYsZuNvOs/mPvHkvNccdv+U0OVvUABY/y42rbUEjRR+IvJWn3uP4LmMAU+2G1fZW245sZDI3rmbxs86DRq7suuYY63/Ap3+SvYSfD4xbrEQEr+yPeKCrg39+2+tURMpgMDL6JnLv9HRHrKuDIx9T9CGDr2PincLXdz7PXjv/o4l3igS651VKdjL6ZrLneeo/2lzNnlc5/KH625xOCY9n1TtK+MIqIVBg3zp2PKdAPz5iDGT4DeQuIzbD07e01IjyEFm6+Gi1zX0kK48Fa0Trm5ZaL7JBNZSy93WObVE0Ythbpt8n8miRD4UE2mHmpe94ly5LeQxGhkxj3GIfY2ssXbZk5NnzfEziWlnE/vWU7NToqHmZsDhWveUmW5tUKCRQoOAt1Zy9vSUiieGzGXWTyG9DPpqrOb6VwxtpVCoHXS+Z+ROu+bZCfSkn0M5LrF0syv2ufZKzyZpJ2lgShkh84mC1UHeS8gKKt1GteHxwb4hIZOVbCkVioaRAga8/YtMfFOtNSkwRpFxD2lhScohNd0zQ5SEdZhpKOVtIxQHOHlKo5obkzH/Yfc51CVFUoFYL63/gZwOGU7oLLEWnEpOGKYKgUPqFExxCYAhAZxvtbVy6QEcr5hYaKzh/5ptyR35O8kiWPK9ofjhFBQpUHWb9vSrE0+lIgIGl/xCdPiiA0q4cyaMYcYP723Q0yMj5SqsT5QUKzLhfqWIgOtIREsX1P1ShXxUEGhLF9PuU71anV+T9RJ1hRR1vzex5QtCFjvbJnMzw2ep0rZo78ZxfSl+VTEcOTBHM/rlqvasm0PAEbtCYn6iOU2b/3LuyUtKiZkDG0OmyBwzo9JKcW9zHXcmKyhFDef9NbLq6Juj0SFwm03+ssg0qCzQ4lIV/JDhMXSt0nBAcys2P+XioKyHqx1zGDGT+bxU9PdNxj4G5v/bCO1Y+1BcoMHgaE5aqbYSOHRPvVD9zUTeaECgw7Qeq7bTpOJCVx5RVahvxDVoRKAbm/EqWMhE6XpGSw7yHtJJuAw0JFAL7sfCPRKeqbcdVTEwat/zRVa4U5dGQQIGQaG5/RtGi8zqXiUjk238RpSjTAtoSKBCRyG1/lSvhuU5PhMbw7b9qcWjQnECB6FQt/in3YUKiuO1pjZ6YaFGgQPxgvvusyknErxLCYrn9GeIHqW1HDygd8uEVTVX8+36aKtW2o+8S2Z/b/qbphammBQq01PDuAzSUqW1HXyQug2/9RU1PJU/QukABcwsbf02Fs9zEOj4zcBw3/16y2nny4QcCBbo62Pw4RzepbUdfIXseN/xCueQLvcE/BApgZc+rfPmS1vMWaRyDkal3k3uH33jn+I9AAag4QP4jQnEWHa8wRbHgEbmqvsqEnwkUaKpi42+cF3vVcUHScG7+nSYKA3mF/wkUsHSy51V2v6I/7j3DwLW3cf0P/WPS6YBfCrSb8gI++Z2fpctTnrBY5v7Gj4O8/ViggLmJ7c9wRF/dO8VA9jxm/D9RKRy/w78F2s2Zg3z6uN9kf1WGqGRm/9zP1kNO6QsCBTrM7HqJr/5NV4fapqhNQBBjv8PkFQql6JabPiLQbs6fYec/bJUMrk4GTWHG/USnqG2HdPQpgXZTto8dz111+1BJw5h2LwPHq22H1PRBgXZTvp//PHtVyDQuk8kryZrhN4dDXtFnBQpYLRRvY9+6PivTpGFMuIOh0zUU4yY5fVmglzlbyL7XObWr76QeHzCa3DsYNFVtO+TnqhBoNw2lFG3kyCdarHvpISFRZM9n9M0aDc+Qg6tIoN10dXDyPxzOp3y/35yUGgMYOJ5RCxg8zS+PK3vDVSfQy5ibOfUlxZ9RugdLl9rWOMNgJHkkWTMZPstJkfCrhKtXoJdpbaR0L6W7Kduriad/SDQZuWRMIiNXrzahC9QOq4Wa45wtpLKIykJF64eHxTFgNCk5pOSQmNWXV+Xeogu0R5oqqS2m/hT1p6g7SXOVZDMBYwBRycQPIX4Q8YNJzCJKexkTNIIuUE+xdNFSS1MlzdW01GBupq3J9n9XBx1tAO0XAVs+3qAQAoIIicIUafs/IomoZCKTiUj0sV73VYguUB1No092dDSNLlAdTaMLVEfT6ALV0TS6QHU0jS5QHU2jC1RH0+gC1dE0ukB1NI0uUB1NowtUR9PoAtXRNLpAdTSNLlAdTfN/DWvCuE+d97IAAAAASUVORK5CYII=",
"path": "9f160f67bd55d94e37e56cfcb777330bc15e61f26eb04ad3e101197dc60f629f.png"
}
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Generate code for a svg of a a close up of a bird sitting in a bowl on a white background
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<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" style="isolation:isolate" viewBox="0 0 104 104" width="104" height="104"><defs><clipPath id="_clipPath_qgsX0Hi0x1NZJsrMfoYbN3axPO9TQD0w"><rect width="104" height="104"/></clipPath></defs><g clip-path="url(#_clipPath_qgsX0Hi0x1NZJsrMfoYbN3axPO9TQD0w)"><defs><filter id="TYRfeGxNBcwiY4fatyEguuqvQD3aHhWu" x="-200%" y="-200%" width="400%" height="400%" filterUnits="objectBoundingBox" color-interpolation-filters="sRGB"><feGaussianBlur xmlns="http://www.w3.org/2000/svg" in="SourceGraphic" stdDeviation="4.293609062839028"/><feOffset xmlns="http://www.w3.org/2000/svg" dx="0" dy="5" result="pf_100_offsetBlur"/><feFlood xmlns="http://www.w3.org/2000/svg" flood-color="#000000" flood-opacity="0.4"/><feComposite xmlns="http://www.w3.org/2000/svg" in2="pf_100_offsetBlur" operator="in" result="pf_100_dropShadow"/><feBlend xmlns="http://www.w3.org/2000/svg" in="SourceGraphic" in2="pf_100_dropShadow" mode="normal"/></filter></defs><g filter="url(#TYRfeGxNBcwiY4fatyEguuqvQD3aHhWu)"><circle vector-effect="non-scaling-stroke" cx="52" cy="52" r="39.999999999999986" fill="rgb(141,59,255)"/></g><g><rect x="20" y="20" width="64" height="64" transform="matrix(1,0,0,1,0,0)" fill="none"/><path d=" M 27 52 C 27.02 51.31 27.28 50.64 27.74 50.13 C 28.21 49.59 28.77 49.14 29.4 48.79 C 30.15 48.36 30.94 48 31.76 47.71 C 32.76 47.34 33.77 47.04 34.8 46.79 C 37.35 46.17 39.95 45.73 42.56 45.48 C 45.7 45.15 48.85 44.99 52 45 C 55.15 44.99 58.3 45.15 61.44 45.48 C 64.05 45.73 66.65 46.17 69.2 46.79 C 70.23 47.04 71.24 47.34 72.24 47.71 C 73.06 48 73.85 48.36 74.6 48.79 C 75.23 49.14 75.79 49.59 76.26 50.13 C 76.72 50.65 76.98 51.31 77 52 C 76.98 52.69 76.72 53.35 76.26 53.87 C 75.79 54.41 75.23 54.86 74.6 55.21 C 73.85 55.64 73.06 56 72.24 56.29 C 71.24 56.66 70.23 56.96 69.2 57.21 C 66.65 57.83 64.05 58.27 61.44 58.52 C 58.3 58.85 55.15 59.01 52 59 C 48.85 59.01 45.7 58.85 42.56 58.52 C 39.95 58.27 37.35 57.83 34.8 57.21 C 33.77 56.96 32.76 56.66 31.76 56.29 C 30.94 56 30.15 55.64 29.4 55.21 C 28.77 54.86 28.21 54.41 27.74 53.87 C 27.28 53.35 27.02 52.69 27 52 Z M 29 52 C 29.02 51.8 29.1 51.61 29.24 51.46 C 29.56 51.08 29.95 50.77 30.38 50.54 C 31.03 50.16 31.72 49.84 32.44 49.59 C 33.37 49.25 34.31 48.96 35.27 48.73 C 37.73 48.14 40.24 47.71 42.76 47.47 C 45.83 47.15 48.91 46.99 52 47 C 55.09 46.99 58.17 47.15 61.24 47.47 C 63.76 47.71 66.27 48.14 68.73 48.73 C 69.69 48.96 70.63 49.25 71.56 49.59 C 72.28 49.84 72.97 50.16 73.62 50.54 C 74.05 50.77 74.44 51.08 74.76 51.45 C 74.9 51.6 74.98 51.8 75 52 C 74.98 52.2 74.9 52.4 74.76 52.55 C 74.44 52.92 74.05 53.23 73.62 53.46 C 72.97 53.84 72.28 54.16 71.56 54.41 C 70.63 54.75 69.69 55.04 68.73 55.27 C 66.27 55.86 63.76 56.29 61.24 56.53 C 58.17 56.85 55.09 57.01 52 57 C 48.91 57.01 45.83 56.85 42.76 56.53 C 40.24 56.29 37.73 55.86 35.27 55.27 C 34.31 55.04 33.37 54.75 32.44 54.41 C 31.72 54.16 31.03 53.84 30.38 53.46 C 29.95 53.23 29.56 52.92 29.24 52.55 C 29.1 52.4 29.02 52.2 29 52 Z " fill-rule="evenodd" fill="rgb(255,255,255)"/><path d=" M 36.948 55.776 C 37.145 57.565 37.492 59.335 37.98 61.07 C 38.7 63.68 39.84 66.16 41.34 68.41 C 42.01 69.41 42.77 70.34 43.62 71.19 C 44.4 71.98 45.27 72.68 46.21 73.27 C 46.99 73.77 47.826 74.167 48.702 74.441 C 48.31 73.739 47.98 73.002 47.71 72.24 C 47.34 71.24 47.04 70.23 46.79 69.2 C 46.17 66.65 45.73 64.05 45.48 61.44 C 45.317 59.889 45.196 58.336 45.137 56.781 C 45.795 56.818 46.452 56.856 47.144 56.871 C 47.203 58.331 47.318 59.786 47.47 61.24 C 47.71 63.76 48.14 66.27 48.73 68.73 C 48.96 69.69 49.25 70.63 49.59 71.56 C 49.84 72.28 50.16 72.97 50.54 73.62 C 50.77 74.05 51.08 74.44 51.45 74.76 C 51.6 74.9 51.8 74.98 52 75 L 52 75 L 52 75 C 52.2 74.98 52.4 74.9 52.55 74.76 C 52.92 74.44 53.23 74.05 53.46 73.62 C 53.84 72.97 54.16 72.28 54.41 71.56 C 54.75 70.63 55.04 69.69 55.27 68.73 C 55.86 66.27 56.29 63.76 56.53 61.24 C 56.682 59.786 56.797 58.331 56.856 56.871 C 57.548 56.856 58.205 56.818 58.863 56.781 C 58.804 58.336 58.683 59.889 58.52 61.44 C 58.27 64.05 57.83 66.65 57.21 69.2 C 56.96 70.23 56.66 71.24 56.29 72.24 C 56.02 73.002 55.69 73.739 55.298 74.441 C 56.174 74.167 57.01 73.77 57.79 73.27 C 58.73 72.68 59.6 71.98 60.38 71.19 C 61.23 70.34 61.99 69.41 62.66 68.41 C 64.16 66.16 65.3 63.68 66.02 61.07 C 66.508 59.335 66.855 57.565 67.052 55.776 C 67.794 55.639 68.487 55.491 69.109 55.329 C 68.916 57.451 68.525 59.552 67.94 61.61 C 67.16 64.42 65.94 67.09 64.33 69.52 C 63.58 70.63 62.74 71.66 61.8 72.6 C 61.673 72.728 61.545 72.854 61.413 72.977 C 63.942 71.851 66.266 70.259 68.26 68.26 C 72.58 63.95 75 58.1 75 52 C 75 52 75 52 75 52 L 77 52 C 77 52 77 52 77 52 C 77 58.63 74.36 64.99 69.68 69.68 C 64.99 74.36 58.63 77 52 77 L 52 77 L 52 77 L 52 77 C 45.37 77 39.01 74.36 34.32 69.68 C 29.64 64.99 27 58.63 27 52 L 27 52 L 27 52 L 27 52 C 27 52 27 52 27 52 L 29 52 C 29 52 29 52 29 52 L 29 52 C 29 58.1 31.42 63.95 35.74 68.26 C 37.734 70.259 40.058 71.851 42.587 72.977 C 42.455 72.854 42.327 72.728 42.2 72.6 C 41.26 71.66 40.42 70.63 39.67 69.52 C 38.06 67.09 36.84 64.42 36.06 61.61 C 35.475 59.552 35.084 57.451 34.891 55.329 C 35.513 55.491 36.206 55.639 36.948 55.776 Z " fill="rgb(255,255,255)"/><path d=" M 72.293 63.271 C 68.038 65.511 60.536 67 52 67 C 43.464 67 35.962 65.511 31.707 63.271" fill="none" vector-effect="non-scaling-stroke" stroke-width="2" stroke="rgb(255,255,255)" stroke-linejoin="miter" stroke-linecap="square" stroke-miterlimit="3"/><path d=" M 41 56.29 Q 38.032 50.375 38 47 C 37.938 40.438 40.426 36.453 38 33 C 37.156 32.078 36.635 31.544 35.707 31 Q 34.828 30.484 33.29 30.077 C 33.13 30.034 33.08 29.892 33.179 29.759 Q 33.813 28.906 35.27 29 Q 37.841 29.165 39 30 Q 41.938 28.906 44 29 C 46.063 29.094 47.807 29.887 49.59 31 C 51.373 32.113 51.932 32.809 53 34 C 54.905 36.125 55.643 38.513 57 41 C 58.086 42.99 58.913 44.721 60 46.71 C 61.025 48.585 62.1 50.392 63 52 Q 63.9 53.608 65 56.53 L 56 58 L 42.56 58 L 41 56.29 Z M 43 33 C 43 32.448 43.448 32 44 32 C 44.552 32 45 32.448 45 33 C 45 33.552 44.552 34 44 34 C 43.448 34 43 33.552 43 33 Z " fill-rule="evenodd" fill="rgb(255,255,255)"/></g></g></svg>
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{
"bytes": "",
"path": null
}
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Generate code for a svg of a a pair of leather gloves resting on a bench.
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<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="#fbfaf5" d="M0 0h96v96H70V76h1q7-1 14 2l-1 4 4 4 1-1q-3-3-2-7l2-4V62l-18-1v-6q-7-3-14-2l1-2q5-6 3-13h-3v-3q-3-1-5 1l-6 12-3-11q-3-3-4 0l-2 5q-1-1-3 1l-1 12q-6-1-9 2v5H7v8l-2 4H0z"/><path fill="#5e6c6a" d="m47 48-2 3v-4h-5V37q1-3 4 0z"/><path fill="#667674" d="M58 51q-3-6-9-6l4-9q2-2 5-1v3h3q2 7-3 13"/><path fill="#76817e" d="M40 37v10h5v4l2-3q0-3 2-3 6 0 9 6l-1 2-1 2v1q-3 1-3 4l17 1-19 1v3l-1 1-1 1 40 1v2H48l-3-5-11-4 1-7 2-2 1-10z"/><path fill="#ead6b3" d="M57 53q7-1 14 2H56z"/><path fill="#7e7362" d="M56 55h15v2z"/><path fill="#b99c7b" d="M25 57h9l-1 3-8 1z"/><path fill="#ceb390" d="m56 56 15 1v4h-1l-17-1q0-3 3-4"/><path fill="#6a6a64" d="m38 42-1 10-2 2-1 7 11 4 3 5q-1 4-4 4 3-5 0-8l-11-3q-2 1-2 4h-1q-3-2-5-1v-1l6-2q-3-2-6-1v-1l8-1 1-3h-9q3-3 9-2l1-12q2-2 3-1"/><path fill="#a89479" d="M25 62q3-1 6 1l-6 2H7v-3z"/><path fill="#718383" d="m44 74-2 2-11-7v-3q0-3 2-4l11 3q3 3 0 8"/><path fill="#b3a085" d="m70 61 18 1v3H51v-3z"/><path fill="#d4cab3" d="M89 62v8-2l-38-3h38z"/><path fill="#c8b090" d="M7 65h18v1L7 68z"/><path fill="#bea280" d="M50 66q20-1 39 2z"/><path fill="#9a8166" d="M25 66q2-1 5 1L7 69v-1z"/><path fill="#cab294" d="M7 70q6-1 13 1l-2 2 3 1 10 1-13 1-13-2z"/><path fill="#353537" d="M20 71q4 2 1 3l-3-1z"/><path fill="#c7ab8b" d="M48 70h41v4q-10-1-18 2h-1l-26-1v-1q3 0 4-4"/><path fill="#d4cbba" d="m89 74-2 4-1-2-1 2q-7-3-14-2 8-3 18-2"/><path fill="#84847b" d="M30 67v3l-6 3h9l1 1-2 2-27 1 3 9-2 1v9H5q-1-8 1-14l-2-7H0v-1h5l13 2 13-1-10-1q3-1-1-3-7-2-13-1v-1z"/><path fill="#948370" d="m44 75 26 1v1H42z"/><path fill="#524b47" d="m31 70 11 7h28v5q-3-1-4 1l3 5h-2l-2-3v-3H11l-2 4-3-9 27-1 2-2-1-1h-9z"/><path fill="#f8f7f3" d="m0 78 2 18H0z"/><path fill="#7d7871" d="M87 78q-1 4 2 7l-1 1-4-4 1-4 1-2z"/><path fill="#6b6f6c" d="M70 82v8l-3 1q-3-3-2-6l2 3h2l-3-5q1-2 4-1"/><path fill="#444" d="M0 75h4l2 7q-2 6-1 14H2L0 78z"/><path fill="#f6f4ed" d="M65 85q-1 3 2 6v5H7v-9l2-1 2-4h54z"/><path fill="#464846" d="M70 90v6h-3v-5z"/></svg>
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{
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"path": null
}
|
Generate code for a svg of a black and white icon of a perfume bottle with a pump and a key.
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",
"path": "emoji_u1f978.png"
}
|
Generate code for a svg of a disguised face
|
<svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<radialGradient id="face_1_" cx="64" cy="-1730.6666" gradientTransform="matrix(1 0 0 -1 0 -1666.6666)" gradientUnits="userSpaceOnUse" r="58.8348">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.9188" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face_2_" d="M64,6.25c-31.1,0-59.9,20.7-59.9,57.7c0,37.3,28.8,57.8,59.9,57.8 s59.9-20,59.9-57.8C123.8,26.45,95,6.25,64,6.25z" style="fill:url(#face_1_);"/>
<path d="M52.59,54.25" style="fill:none;stroke:#FFFFFF;stroke-width:0.9183;stroke-miterlimit:10;"/>
<path d="M22.35,54.25" style="fill:none;stroke:#FFFFFF;stroke-width:0.9183;stroke-miterlimit:10;"/>
<circle cx="34.56" cy="51.99" r="22.96" style="fill:#4FC3F7;"/>
<circle cx="93.39" cy="51.99" r="22.96" style="fill:#4FC3F7;"/>
<g>
<g>
<rect height="38.44" style="fill:#E1F5FE;" transform="matrix(0.7501 -0.6614 0.6614 0.7501 -22.1729 37.0771)" width="3.59" x="36.17" y="28.65"/>
<polygon points="21.66,36.63 15.42,42.45 40.84,71.29 47.08,65.46 " style="fill:#E1F5FE;"/>
</g>
<g>
<rect height="38.44" style="fill:#E1F5FE;" transform="matrix(0.7501 -0.6614 0.6614 0.7501 -7.0385 77.1248)" width="3.59" x="96.73" y="28.65"/>
<polygon points="82.21,36.63 75.97,42.45 101.39,71.29 107.64,65.46 " style="fill:#E1F5FE;"/>
</g>
</g>
<radialGradient id="SVGID_1_" cx="63.9723" cy="88.4087" gradientTransform="matrix(1 0 0 0.4617 0 47.5867)" gradientUnits="userSpaceOnUse" r="33.8219">
<stop offset="0.0323" style="stop-color:#000000"/>
<stop offset="1" style="stop-color:#424242"/>
</radialGradient>
<path d="M96.68,86.83c0.33-2.58-0.58-5.39-2.1-7.43c-0.2-0.27-0.63-0.14-0.64,0.19 c-0.07,1.71-0.68,5.16-4.37,6.44c-6.97,2.42-10.42-9.38-20.51-8.43c-2.19,0.21-3.86,1.18-5.07,2.62c-0.01-0.01-0.02-0.02-0.02-0.02 c-0.01,0.01-0.02,0.02-0.02,0.02c-1.21-1.44-2.88-2.42-5.07-2.62c-10.1-0.95-13.55,10.85-20.51,8.43c-3.69-1.28-4.3-4.73-4.37-6.44 c-0.01-0.33-0.44-0.46-0.64-0.19c-1.52,2.04-2.44,4.85-2.1,7.43c0.65,5,5.47,6.48,5.47,6.48c-1.34,1.26-2.63,1.59-4.18,1.47 c-0.5-0.04-0.82,0.56-0.51,0.95c3.63,4.68,10.3,6.15,15.17,3.1c-0.29,0.94-0.75,1.82-1.34,2.56c-0.24,0.31-0.13,0.77,0.24,0.92 c6.22,2.51,12.68,1.36,17.87-3.68c5.18,5.04,11.65,6.19,17.87,3.68c0.36-0.15,0.48-0.61,0.24-0.92c-0.59-0.74-1.05-1.62-1.34-2.56 c4.86,3.05,11.54,1.58,15.17-3.1c0.31-0.4-0.01-0.99-0.51-0.95c-1.56,0.12-2.84-0.21-4.18-1.47 C91.21,93.31,96.04,91.83,96.68,86.83z" style="fill:url(#SVGID_1_);"/>
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<g>
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Generate code for a svg of a blue boxes of chocolates lined up in a row.
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<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="#d1e9f2" d="M0 0h96v48q-9 1-10 10-2-9-1-16-9-1-15 1v4h-1q-7 0-12 2l1 2q-6-1-10 1H36q-6-1-10 2h-9v13h9l3-1q-3-5 3-4v5h7l13 1v-3q0-2 2-2l6 5 1-12 2 3q1 2 4 1l2-5h1v14h18l8 1v26H0z"/><path fill="#8cd7f5" d="M86 58q-1 5 2 11H70h15l-2-13v3l-6-1v-2l-6-4q2-4-1-5v-4q6-2 15-1-1 7 1 16"/><path fill="#92d6f5" d="M69 47q2 3-1 5l2 3h-1q-7-5-6 4l-2-3q0-4-2-5h-1l-1-2q5-2 12-2"/><path fill="#f9fcfc" d="M96 48v22l-8-1q-3-6-2-11 1-9 10-10"/><path fill="#4e98cb" d="M69 47q3 1 1 5h-3q3-2 1-5"/><path fill="#99dbf8" d="M36 52v15h-4v-5q-6-1-3 4l-3 1V54q4-3 10-2"/><path fill="#afe5f9" d="M38 52h10v15l3-1 1-1v3l-13-1h-1z"/><path fill="#b7e3f5" d="M26 54v13h-9V54z"/><path fill="#73c6eb" d="M36 52h2v15h-2z"/><path fill="#91ddfa" d="M59 52v15l-5-4q-2 0-2 2l-1 1q-2-7-1-13z"/><path fill="#55bcee" d="m69 55-2 5q-3 1-4-1-1-9 6-4"/><path fill="#65a6d8" d="M59 51q2 1 2 5l-1 12-1-1z"/><path fill="#6ebde3" d="m58 51-9 1q-1 6 1 13l-3 1V52q4-2 10-1"/><path fill="#4ebff3" d="M39 67v-6h6v6z"/><path fill="#6ed0f8" d="M68 52h3l6 4v2l6 1v-3l2 13H70V55z"/></svg>
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",
"path": "32c380240c5854defe59e2709e00d016b8faf9266a92b74b426fb0e0d20e99f0.png"
}
|
Generate code for a svg of a a close up of a red and white cross sign in a circle
|
<svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M24 12C24 18.6274 18.6274 24 12 24C5.37258 24 0 18.6274 0 12C0 5.37258 5.37258 0 12 0C18.6274 0 24 5.37258 24 12Z" fill="#DF2020"/>
<path d="M11.9992 9.87958L8.05878 5.93933L5.9375 8.06069L9.87781 12.0009L5.93852 15.94L8.05981 18.0614L11.9992 14.1221L15.9385 18.0614L18.0598 15.94L14.1205 12.0009L18.0608 8.06069L15.9395 5.93933L11.9992 9.87958Z" fill="white"/>
</svg>
|
|
{
"bytes": 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pCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANT/mYbfNTAx18J8yCERRIQ6BAGgIF0hAokIZAgTQECqT19GGm4zeMd3oRYB4YQYE0BAqkIVAgDYECaQgUSEOgQFqvHGbCfKKQwggKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpCFQIA2BAmkIFEhDoEAaAgXSECiQhkCBNAQKpP0fkPvODyNaFU0AAAAASUVORK5CYII=",
"path": "a9ad413782301556af5da1b97f495b9c269638c562e0a0f2e2a51d2c3ad33346.png"
}
|
Generate code for a svg of a a green background with a blue cloud and a green arrow
|
<svg width="64" height="64" viewBox="0 0 64 64" fill="#26FC90" xmlns="http://www.w3.org/2000/svg">
<rect width="64" height="64" fill="#26FC90"/>
<g class="point" transform="translate(15,10)">
<path d="M16 24.0002V11.5002M16 11.5002L12 15.5002M16 11.5002L20 15.5002M20 20.0001H26.5294C30.6324 20.0001 32 16.5962 32 14.1649C32 11.7336 29.7206 9.30223 26.0735 9.30223C26.0735 4.92583 22.8824 2.49615 20.1471 1.52343C17.4118 0.550711 12.8529 0.551054 10.5735 4.92583C6.01471 3.95329 1 6.8709 1 12.7061C1 18.5413 6.01471 20.0001 7.83823 20.0001H12" stroke="#004578" stroke-width="2"/>
<rect x="8" y="24.0002" width="16" height="17" stroke="#004578" stroke-width="2"/>
<line x1="12" y1="27.0002" x2="12" y2="38.0002" stroke="#004578" stroke-width="2"/>
<line x1="16" y1="27.0002" x2="16" y2="38.0002" stroke="#004578" stroke-width="2"/>
<line x1="20" y1="27.0002" x2="20" y2="38.0002" stroke="#004578" stroke-width="2"/>
</g>
</svg>
|
|
{
"bytes": "",
"path": null
}
|
Generate code for a svg of a a vintage bicycle leaning against a tree.
|
<svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#faf0d8" d="M0 0h96v96H0z"/><path fill="#3c3747" d="M35 36q15 0 0 3z"/><path fill="#4a4247" d="M56 46h-2v-2l-1-2-2-5q3-3 8-3 0 3-3 3 1-3-2 0 0 5 2 9"/><path fill="#d9a496" d="M33 45H22l-1-1q6-3 13 0z"/><path fill="#c77271" d="m53 42 1 2H42q0 6 4 11v1h-3v-1q-1-6-4-10l1-4z"/><path fill="#fbdbbd" d="M54 44v2l-8 9q-4-5-4-11z"/><path fill="#e2b09c" d="M62 47q-4 3-6 0v-1q5-3 11-2z"/><path fill="#38343b" d="m55 48 1-1q2 3 6 0 6-1 12 1v1q-9-3-16 2l2 6-4-5-4 5h-2q2-5 5-7z"/><path fill="#f2e4ce" d="M55 48v2q-3 2-5 7l-2 2q-3-1-2-3z"/><path fill="#f5e7c7" d="M39 45q3 4 4 10l-6-7z"/><path fill="#923843" d="M54 46h2v1l-1 1-9 8v-1z"/><path fill="#5e5858" d="M74 48q13 6 8 21 3-14-8-20z"/><path fill="#725b5c" d="M22 45h11q2 3 6 0l-2 3 6 7v1l-1 1-2-1q-3-7-9-9l-2 3q-2-3-1-4-11 0-13 10-2 3-1 8-3-6-1-10 3-6 9-9"/><path fill="#dfd6c3" d="M74 49q11 6 8 20l-6 3v2q-3 1-5-1h1q5-4 0-2v-2l7-8-3-1q2-3-1-1-3-4-3 1l-3-1-2 8-1-3-6-7-2-6q7-5 16-2"/><path fill="#b3a799" d="m40 56 2 1q-2 0-2 2l4 4h-4l-2-1q1-3-1-1l-8 1q2-3-1-3t-2 3l-5-4 1-1h4q-4-4-1-8l3 9 4-5 1 5q3-3 7-2"/><path fill="#2c2f38" d="M43 56h3q-1 2 2 3l1 1q-3 1-3 4l-3 1h-1l-2-1v-1h4l-4-4q0-2 2-2z"/><path fill="#e0d6c2" d="M40 56q-4-1-7 2l-1-5-4 5-3-9q-3 4 1 8h-4l-1 1 5 4h3l8-1q2-2 1 1l2 1v1q-3 8-12 9l-7-1-2-4 1 1 6-6q-6 1-9 5l-2-2V56q2-10 13-10-1 1 1 4l2-3q6 2 9 9"/><path fill="#736664" d="M50 57h2q-3 3-1 8-1 3 2 7-4-2-4-5l-6-2 3-1q0-3 3-4l-1-1z"/><path fill="#23212a" d="M29 62h-3q-1-3 2-3t1 3"/><path fill="#bfb7a8" d="m60 57 6 7 1 3 2-8 3 1q0-5 3-1 3-2 1 1l3 1-7 8v2q5-2 0 2l-5-3q-3 0-2 3l-1 2h-4l2-1 1-9H51q-2-5 1-8l4-5z"/><path fill="#363139" d="m60 57 6 7z"/><path fill="#aca599" d="M15 56v10l2 2q3-4 9-5l-6 6-1-1 2 4q-6-3-7-8t1-8"/><path fill="#e1d9c4" d="M51 65h12l-1 9-2 1-7-3q-3-4-2-7"/><path fill="#9c978d" d="M82 69q-2 5-5 6-9 3-16 2l8-1-4-3q-1-3 2-3l5 3h-1q2 2 5 1v-2z"/><path fill="#979289" d="m40 64 2 1q-7 13-21 7l7 1q9-1 12-9"/><path fill="#565455" d="m53 72 7 3h4l1-2 4 3-8 1q-6-1-8-5"/></svg>
|
|
{
"bytes": "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",
"path": null
}
|
Generate code for a svg of a black and white image featuring a prominent cross symbol, possibly layered with another cross.
|
<?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 17.1.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
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Okay, here's a concise summary of my thoughts on drawing an empty alley lit by a single streetlamp:I'm drawn to the concept of a dark, empty alley, a space that evokes a sense of mystery and introspection. The light, a single, flickering streetlamp, casts a soft, diffused glow on the alley's curves and shapes. The overall atmosphere is one of quiet contemplation and a sense of being lost in the shadows. The details are minimal, focusing on the texture of the brick walls, the subtle shadows cast by the lamp's light, and the overall sense of emptiness and the quiet hum of the city. I aim to capture the feeling of a place that feels both familiar and mysterious, a place where the mundane fades into the background and the soul can find solace and inspiration.
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Generate code for a svg of a a dark empty alley lit by a single streetlamp.
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<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="#000001" d="M0 0h80l-3 21q-3 22-2 46l-5-2-1-29q-2 12-1 27h-3q-1-52-1 0h-3l6 7h13l1-70h15v96H0z"/><path fill="#84898c" d="M70 23q-1-3-3 0l-1-1q2-3 5 0z"/><path fill="#f1f3f4" d="M70 23q-1 5-3 0 2-3 3 0"/><path fill="#161414" d="m80 0-1 70H67l-6-7h3q0-52 1 0h3q-1-15 1-27l1 29 5 2 3 2-1-48z"/><path fill="#361c17" d="m77 21 1 2v46l-3-2q-1-24 2-46"/></svg>
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"path": "a45e5d66dcff6709943a2993fbe7bc9d8524d50b86c5485a62f4f0c5977d94f2.png"
}
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Generate code for a svg of a a close up of a black and white sign with an x in it
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<svg fill="none" stroke="currentColor" viewBox="0 0 24 24">
<path fill="#1F2937" fill-rule="evenodd" d="M8.293 5.293A1 1 0 0 1 9 5h11a2 2 0 0 1 2 2v10a2 2 0 0 1-2 2H9a1 1 0 0 1-.707-.293l-5-5a2.5 2.5 0 0 1 0-3.414l5-5zM9.414 7l-4.682 4.682a.5.5 0 0 0 0 .636L9.414 17H20V7H9.414z" clip-rule="evenodd"/>
<path fill="#1F2937" fill-rule="evenodd" d="M11.293 9.29a1 1 0 0 1 1.414 0L14 10.581l1.293-1.293a1 1 0 1 1 1.414 1.414l-1.293 1.293 1.293 1.293a1 1 0 0 1-1.414 1.414L14 13.41l-1.293 1.293a1 1 0 0 1-1.414-1.414l1.293-1.293-1.293-1.293a1 1 0 0 1 0-1.414z" clip-rule="evenodd"/>
</svg>
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"path": "emoji_u1f3cb_1f3fc_200d_2642.png"
}
|
Generate code for a svg of a man lifting weights: 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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