reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
"bytes": "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",
"path": "48fa1d7e675cd4166a6cf335d035168e239ceb11b86bbec1401aab1eecf32e0a.png"
} | Generate code for a svg of a a close up of a blue and white logo with four squares | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" preserveAspectRatio="xMidYMid" width="16" height="16" viewBox="0 0 16 16">
<defs>
<style>
.cls-1 {
fill: #4c5866;
fill-rule: evenodd;
}
</style>
</defs>
<path d="M16.005,8.000 L11.995,10.997 L11.995,9.000 L9.000,9.000 L9.000,11.995 L10.997,11.995 L8.000,16.005 L5.003,11.995 L7.000,11.995 L7.000,9.000 L4.005,9.000 L4.005,10.997 L-0.005,8.000 L4.005,5.003 L4.005,7.000 L7.000,7.000 L7.000,4.005 L5.003,4.005 L8.000,-0.005 L10.997,4.005 L9.000,4.005 L9.000,7.000 L11.995,7.000 L11.995,5.003 L16.005,8.000 Z" class="cls-1"/>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a map pin icon in gray, featuring the flag of Haiti. | <?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:#B3B3B3;" d="M434.44,110.654C401.18,45.876,334.359,0.003,255.98,0v101.329
c55.478,0.004,100.593,43.671,100.594,99.151c0.001,54.805-45.49,102.048-100.594,102.051V512
c70.645-73.617,151.953-154.542,187.529-251.428C461.297,212.121,457.979,156.5,434.44,110.654z"/>
<path style="fill:#979797;" d="M68.492,260.572C104.066,357.458,185.374,438.383,256.02,512V302.531
c-55.104-0.003-100.595-47.246-100.594-102.051c0.001-55.478,45.116-99.147,100.594-99.151V0
c-78.379,0.003-145.2,45.876-178.46,110.654C54.021,156.5,50.703,212.121,68.492,260.572z"/>
<path style="fill:#A2001D;" d="M416,198.772c0,88.366-71.634,160-160,160s-160-71.634-160-160s160-160,160-160
S416,110.406,416,198.772z"/>
<path style="fill:#0052B4;" d="M96,198.772c0-88.366,71.634-160,160-160s160,71.634,160,160"/>
<polygon style="fill:#F0F0F0;" points="311.652,240.512 256,233.555 200.348,240.512 200.348,157.034 311.652,157.034 "/>
<circle style="fill:#0052B4;" cx="256" cy="205.728" r="27.829"/>
<circle style="fill:#A2001D;" cx="256" cy="205.728" r="13.909"/>
<polygon style="fill:#6DA544;" points="235.131,170.946 276.869,170.946 256,191.817 "/>
<rect x="249.045" y="184.864" style="fill:#FFDA44;" width="13.909" height="41.739"/>
<polygon style="fill:#6DA544;" points="278.261,222.425 233.739,222.425 200.348,240.512 311.652,240.512 "/>
<path style="fill:#C7C7C7;" d="M255.928,21.706c-73.745,0-141.451,47.553-166.61,116.807
c-25.343,69.773-3.142,149.835,53.974,197.07c57.236,47.338,140.369,53.625,203.978,15.148
c63.626-38.489,97.228-114.681,82.271-187.573C414.888,91.77,355.517,35.12,283.472,23.842
C274.361,22.416,265.141,21.706,255.928,21.706 M398.59,263.184c-30.241,67.01-105.732,104.802-177.479,88.399
c-55.215-12.621-100.384-55.764-115.778-110.195c-15.749-55.658,1.328-116.804,43.417-156.425
c45.534-42.867,114.172-54.571,171.321-28.799c68.228,30.767,105.971,108.144,87.651,180.845
C405.459,245.986,402.37,254.739,398.59,263.184C396.502,267.811,400.132,259.739,398.59,263.184"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "emoji_u1f474.png"
} | Generate code for a svg of a old man | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path id="ears" d="M99.92,64.57H28.08C20.34,64.57,14,71.51,14,79.99s6.34,15.42,14.08,15.42h71.84 c7.75,0,14.08-6.94,14.08-15.42S107.66,64.57,99.92,64.57z" style="fill:#E59600;"/>
<linearGradient id="hair_x5F_grey_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.9999" x2="63.9999" y1="97.3885" y2="34.5792">
<stop offset="0" style="stop-color:#E0E0E0"/>
<stop offset="1" style="stop-color:#9E9E9E"/>
</linearGradient>
<path id="hair_x5F_grey" d="M117.14,50.27c-0.52-8.56-4.29-13.6-9.56-16.38 c-4.18-2.21-9.3-3-14.5-3H34.92c-5.2,0-10.34,0.79-14.52,3c-5.26,2.79-9.02,7.83-9.54,16.39c-0.7,11.48,3.7,21.66,10.59,26.5 c2.64,1.87,5.66,2.94,8.89,2.99c0.09,0.01,0.17,0.01,0.26,0.01c0.12,0,0.25,0,0.37-0.01H97.4c3.32,0,6.42-1.08,9.13-2.99 C113.43,71.95,117.84,61.76,117.14,50.27z" style="fill:url(#hair_x5F_grey_1_);"/>
<path id="head" d="M64,12.21c-34.67,0-44.06,24.4-44.06,59.52c0,34.93,17.06,52.2,44.06,52.2 s44.06-17.27,44.06-52.2C108.06,36.61,98.67,12.21,64,12.21z" style="fill:#FFCA28;"/>
<path id="wrinkle" d="M40.63,105.31c-0.38,0-0.77-0.15-1.06-0.44c-0.59-0.59-0.59-1.54,0-2.12l9.53-9.53 c0.59-0.59,1.53-0.59,2.12,0s0.59,1.54,0,2.12l-9.53,9.53C41.4,105.16,41.01,105.31,40.63,105.31z" style="fill:#EDA600;"/>
<path id="wrinkle_1_" d="M87.37,105.31c-0.38,0-0.77-0.15-1.06-0.44l-9.53-9.53c-0.59-0.59-0.59-1.54,0-2.12 s1.54-0.59,2.12,0l9.53,9.53c0.59,0.59,0.59,1.54,0,2.12C88.14,105.16,87.75,105.31,87.37,105.31z" style="fill:#EDA600;"/>
<path id="wrinkle_2_" d="M42.91,90.5c-2.63,0-5.27-0.85-7.28-2.54c-0.63-0.53-0.71-1.48-0.18-2.11 c0.53-0.63,1.48-0.71,2.11-0.18c2.95,2.49,7.74,2.49,10.69,0c0.63-0.54,1.58-0.46,2.11,0.18c0.53,0.63,0.46,1.58-0.18,2.11 C48.18,89.65,45.55,90.5,42.91,90.5z" style="fill:#EDA600;"/>
<path id="wrinkle_3_" d="M85.09,90.5c-2.64,0-5.27-0.85-7.28-2.54c-0.63-0.53-0.71-1.48-0.18-2.11 c0.53-0.63,1.48-0.71,2.11-0.18c2.95,2.49,7.74,2.49,10.69,0c0.63-0.54,1.58-0.46,2.11,0.18c0.54,0.63,0.46,1.58-0.18,2.11 C90.36,89.65,87.73,90.5,85.09,90.5z" style="fill:#EDA600;"/>
<path id="wrinkle_4_" d="M42.98,54.37c-0.6,0-1.16-0.36-1.4-0.95c-0.31-0.77,0.07-1.64,0.84-1.95 c0.37-0.15,9.1-3.54,21.24-3.54c12.13,0,21.49,3.39,21.88,3.53c0.78,0.29,1.18,1.15,0.89,1.92c-0.29,0.78-1.15,1.18-1.93,0.89 c-0.09-0.03-9.28-3.35-20.84-3.35c-11.58,0-20.05,3.3-20.14,3.33C43.35,54.34,43.16,54.37,42.98,54.37z" style="fill:#EDA600;"/>
<path id="wrinkle_5_" d="M78.97,45.96c-0.15,0-0.3-0.02-0.45-0.07c-0.07-0.02-6.86-2.14-14.52-2.14 s-14.45,2.12-14.52,2.14c-0.79,0.25-1.63-0.19-1.88-0.98s0.19-1.63,0.98-1.88c0.29-0.09,7.28-2.28,15.42-2.28s15.13,2.19,15.42,2.28 c0.79,0.25,1.23,1.09,0.98,1.88C80.2,45.55,79.61,45.96,78.97,45.96z" style="fill:#EDA600;"/>
<g id="eyes">
<ellipse cx="42.44" cy="77.34" rx="6.48" ry="6.71" style="fill:#404040;"/>
<ellipse cx="85.69" cy="77.34" rx="6.48" ry="6.71" style="fill:#404040;"/>
</g>
<path id="nose" d="M69.07,89.56c-0.14-0.06-0.28-0.09-0.42-0.11h-9.3c-0.14,0.02-0.28,0.05-0.42,0.11 c-0.84,0.34-1.31,1.22-0.91,2.14c0.4,0.93,2.25,3.54,5.98,3.54s5.58-2.61,5.98-3.54S69.92,89.9,69.07,89.56z" style="fill:#E59600;"/>
<path id="mouth" d="M75.01,99.97c-4.19,2.49-17.91,2.49-22.1,0c-2.4-1.43-4.86,0.76-3.86,2.94 c0.98,2.15,8.47,7.13,14.95,7.13c6.47,0,13.87-4.98,14.85-7.13C79.84,100.72,77.42,98.54,75.01,99.97z" style="fill:#795548;"/>
<g id="eyebrows_x5F_gray_1_">
<path d="M52.53,64.89c-1.27-1.91-4.23-4.69-9.95-4.69s-8.68,2.78-9.96,4.69c-0.56,0.85-0.42,1.82-0.03,2.41 c0.36,0.55,1.43,1.06,2.62,0.6s3.5-1.81,7.37-1.84c3.87,0.03,6.19,1.38,7.37,1.84c1.18,0.46,2.25-0.05,2.62-0.6 C52.96,66.71,53.1,65.73,52.53,64.89z" style="fill:#9E9E9E;"/>
<path d="M95.47,64.89c-1.27-1.91-4.23-4.69-9.96-4.69s-8.68,2.78-9.96,4.69c-0.56,0.85-0.42,1.82-0.03,2.41 c0.36,0.55,1.43,1.06,2.62,0.6s3.5-1.81,7.37-1.84c3.87,0.03,6.18,1.38,7.37,1.84c1.18,0.46,2.25-0.05,2.62-0.6 C95.89,66.71,96.03,65.73,95.47,64.89z" style="fill:#9E9E9E;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f468_200d_2696.png"
} | Generate code for a svg of a man judge | <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="robe">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="53.006" x2="53.006" y1="93.904" y2="121.904">
<stop offset="3.200000e-03" style="stop-color:#616161"/>
<stop offset="0.2772" style="stop-color:#545454"/>
<stop offset="0.7831" style="stop-color:#323232"/>
<stop offset="1" style="stop-color:#212121"/>
</linearGradient>
<path d="M50.14,95.9c-0.05,0-0.09,0-0.14,0c-18.21,0.02-36.76,3.6-46,12.07v2.09v2.29v11.56h95h1.5 h1.5v-3.01C102,104.03,75.91,95.9,50.14,95.9z" style="fill:url(#SVGID_1_);"/>
<path d="M84.03,110.16c-0.32,0.11-5.23,3.04-12.05,5.56 c-3.21,1.19-13.11,3.08-21.95,2.88c-15.88-0.38-27.44-5.31-34.09-8.77c-2.51-1.3-5.48-3.91-7.05-5.38l-1.93,1.26 c1.24,1.21,3.67,3.34,7.45,5.61c-4.11,4.5-5.3,10.6-5.59,12.59h2.03c0.35-2.1,1.59-7.68,5.34-11.57c2.61,1.44,5.76,2.88,9.48,4.16 c-2.09,3.27-2.39,6.5-2.43,7.41h2c0.05-0.86,0.38-3.86,2.4-6.77c6.03,1.86,13.43,3.24,22.35,3.45c0.69,0.02,1.37,0.02,2.04,0.02 c8.08,0,14.81-1.17,20.34-2.86c1.65,2.7,1.95,5.35,2,6.15h2c-0.04-0.85-0.31-3.74-2.06-6.79c3.75-1.3,6.89-2.83,9.47-4.38 c3.46,3.86,4.64,9.14,4.97,11.16h2.03c-0.28-1.93-1.42-7.78-5.28-12.25c3.6-2.37,5.9-4.64,7.07-5.93l-1.77-1.06 C89.61,105.93,87.39,108,84.03,110.16z" style="opacity:0.19;fill:#FFFFFF;enable-background:new ;"/>
</g>
<g id="face">
<path id="neck" d="M50.01,90.08h-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-9.98L50.01,90.08z" style="fill:#E59600;"/>
<path id="ears" d="M77.33,50.43h-7.37H30.05h-7.37c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41 h7.37h39.91h7.37c5.89,0,10.71-5.14,10.71-11.41S83.22,50.43,77.33,50.43z" style="fill:#E59600;"/>
<path id="head" d="M50.01,11.07L50.01,11.07L50.01,11.07c-17.4,0-33.52,18.61-33.52,45.4 c0,26.64,16.61,39.81,33.52,39.81S83.53,83.1,83.53,56.46C83.53,29.68,67.41,11.07,50.01,11.07z" style="fill:#FFCA28;"/>
<g id="eyes_1_">
<ellipse cx="33.57" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
<ellipse cx="66.44" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
</g>
<path id="mouth_2_" d="M57.78,77.88c-1.08,0-14.46,0-15.54,0c-3.31,0-2.72,1.94-1.12,2.62 c2.51,1.07,6.06,1.36,8.87,1.37l0,0c0.01,0,0.01,0,0.02,0s0.01,0,0.02,0v0c2.81-0.01,6.36-0.3,8.87-1.37 C60.49,79.82,61.09,77.88,57.78,77.88z" style="fill:#795548;"/>
<path id="nose_1_" d="M53.86,68.06c-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-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69s4.25-1.99,4.55-2.69C54.86,68.98,54.51,68.32,53.86,68.06z" style="fill:#E59600;"/>
</g>
<g>
<path d="M50.01,118.15c0,0,6.12-3.24,10.47-10.19c-3.79-0.91-10.83-2.55-10.48-2.06L39.5,108.2 C43.82,114.88,50.01,118.15,50.01,118.15z" style="fill:#D8D8D8;"/>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="42.7465" x2="42.7465" y1="103.6447" y2="94.8846">
<stop offset="0" style="stop-color:#FFFFFF"/>
<stop offset="1" style="stop-color:#BDBDBD"/>
</linearGradient>
<path d="M40.96,96.22c-1.84,0.13-3.66,0.3-5.47,0.5c0.64,7.08,4.13,12.37,7.53,15.92L50,105.9 C43.66,101.22,41.54,97.49,40.96,96.22z" style="fill:url(#SVGID_2_);"/>
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="57.2465" x2="57.2465" y1="103.6447" y2="94.8846">
<stop offset="0" style="stop-color:#FFFFFF"/>
<stop offset="1" style="stop-color:#BDBDBD"/>
</linearGradient>
<path d="M59.03,96.23c-0.59,1.29-2.72,5-9.03,9.67l6.92,6.68c3.27-3.5,6.66-8.72,7.58-15.81 C62.69,96.56,60.87,96.37,59.03,96.23z" style="fill:url(#SVGID_3_);"/>
</g>
<g id="gavel">
<path d="M99.22,119.47l4.57-24.84c0.04-0.29,0.06-0.57,0.03-0.86l-0.67-8.86 c-0.18-2.33,1.63-2.63,3.95-2.39l0,0c2.32,0.24,4.03,0.9,3.39,3.14l-2.46,8.54c-0.08,0.28-0.13,0.56-0.14,0.85l-0.6,25.16 L99.22,119.47z" style="fill:#DD8A3E;"/>
<path d="M106.41,75.88l2.34,0.24c1.71,0.18,2.97,1.72,2.8,3.44l-0.06,0.56c-0.18,1.71-1.72,2.97-3.44,2.8 l-2.34-0.24c-1.71-0.18-2.97-1.72-2.8-3.44l0.06-0.56C103.15,76.96,104.69,75.71,106.41,75.88z" style="fill:#DD8A3E;"/>
<rect height="23.63" style="fill:#995F33;" transform="matrix(0.1021 -0.9948 0.9948 0.1021 29.5213 170.6342)" width="12.45" x="103.06" y="57.15"/>
<path d="M112.43,76.88l-9.62-0.99c-1.37-0.14-2.37-1.36-2.23-2.74l1.04-10.16c0.14-1.37,1.36-2.37,2.74-2.23 l9.62,0.99c1.37,0.14,2.37,1.37,2.23,2.73l-1.04,10.16C115.02,76.02,113.8,77.02,112.43,76.88z" style="fill:#DD8A3E;"/>
<path d="M99.36,67.89c0.59-5.76,0.62-7.94-1.62-8.17s-4.42,3.13-4.87,7.51s1,8.11,3.24,8.34 S98.76,73.66,99.36,67.89z" style="fill:#DD8A3E;"/>
<path d="M117.43,69.75c0.59-5.76,1.01-7.9,3.25-7.67c2.24,0.23,3.69,3.96,3.24,8.34 c-0.45,4.38-2.63,7.74-4.87,7.51S116.84,75.51,117.43,69.75z" style="fill:#DD8A3E;"/>
</g>
<g id="hand_1_">
<radialGradient id="palm_1_" cx="35.4785" cy="-8.9755" gradientTransform="matrix(-0.0347 -0.9994 1.0566 -0.0367 102.1961 150.6712)" gradientUnits="userSpaceOnUse" r="19.3111">
<stop offset="0.3074" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</radialGradient>
<path id="palm" d="M101.15,103.55c-1.05,0.17-2.08,0.44-3.05,0.88c-1.39,0.63-8.03-1.32-8.44,5.08 c-0.04,1.77-0.21,7.34,1.29,10.07c3.13,5.71,14.89,4.3,15.78,4.44c5.61,0.87,3.1-17.15-0.07-19.46c-0.4-0.26-1.04-0.58-1.6-0.89 C103.96,103.09,102.24,103.38,101.15,103.55z" style="fill:url(#palm_1_);"/>
<radialGradient id="finger_4_" cx="117.3085" cy="112.4097" gradientTransform="matrix(0.936 -0.352 0.352 0.936 -35.1196 46.8481)" gradientUnits="userSpaceOnUse" r="14.1497">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="1" style="stop-color:#FFCA28"/>
</radialGradient>
<path id="finger_5_" d="M109.01,120.19l-6.33-0.14c-0.81-0.04-1.48,0.51-1.62,1.26l0,0 c-0.16,0.82,0.44,1.6,1.31,1.76l6.26,0.93c1,0.18,1.96-0.49,2.06-1.46l0.05-0.5C110.84,121.05,110.05,120.2,109.01,120.19z" style="fill:url(#finger_4_);"/>
<radialGradient id="finger_6_" cx="111.9701" cy="99.8792" gradientTransform="matrix(1.0148 0.1678 -0.1671 0.9861 13.5468 -13.8179)" gradientUnits="userSpaceOnUse" r="14.1353">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="1" style="stop-color:#FFCA28"/>
</radialGradient>
<path id="finger_3_" d="M89.71,113.84c0,0,1.28,0.89,3.23,1.66c5.94,2.35,6.66-4.92,6.8-6.04 c0.72-5.78,5.83-4.49,10.16-4.78c0.9-0.06,3.98-0.53,4.81-2.56c0.87-3.38-2.59-3.33-9.9-3.77c-1.99-0.12-3.97-0.09-5.95,0.19 C89.46,99.86,89.38,109.51,89.71,113.84z" style="fill:url(#finger_6_);"/>
<radialGradient id="finger_7_" cx="118.2675" cy="110.8037" gradientTransform="matrix(0.9978 -0.0658 0.0658 0.9978 -7.444 9.0194)" gradientUnits="userSpaceOnUse" r="16.0833">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="1" style="stop-color:#FFCA28"/>
</radialGradient>
<path id="finger_2_" d="M110.98,109.91l-9.06,0.77c-1.22,0.09-1.24,1.01-1.3,2.17l0,0 c-0.09,1.25,0.06,2.33,1.39,2.41l9.1,0.43c1.54,0.08,2.84-1.09,2.82-2.56l-0.01-0.75C113.88,110.87,112.54,109.74,110.98,109.91z" style="fill:url(#finger_7_);"/>
<radialGradient id="finger_8_" cx="118.7781" cy="109.9569" gradientTransform="matrix(0.9971 0.0764 -0.0764 0.9971 7.2841 -6.4527)" gradientUnits="userSpaceOnUse" r="15.3695">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="1" style="stop-color:#FFCA28"/>
</radialGradient>
<path id="finger_1_" d="M110.86,104.56l-7.77,1.09c-1.16,0.15-1.99,1.09-1.99,2.19l0,0 c-0.02,1.2,1.03,2.17,2.3,2.18l7.87,0.06c1.47,0,2.67-1.18,2.57-2.59l-0.05-0.72C113.68,105.34,112.34,104.32,110.86,104.56z" style="fill:url(#finger_8_);"/>
<radialGradient id="finger_9_" cx="117.3986" cy="111.0256" gradientTransform="matrix(0.9746 -0.2241 0.2241 0.9746 -23.066 28.9625)" gradientUnits="userSpaceOnUse" r="15.375">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="1" style="stop-color:#FFCA28"/>
</radialGradient>
<path id="finger" d="M110.16,115.4l-7.18,0.4c-1.07,0.04-1.9,0.83-1.99,1.84l0,0 c-0.12,1.09,0.76,2.06,1.92,2.18l7.17,0.66c1.34,0.12,2.53-0.86,2.56-2.15l0.02-0.66C112.66,116.34,111.53,115.3,110.16,115.4z" style="fill:url(#finger_9_);"/>
<path id="tone" d="M111.3,115.68c0.11-1.01-8.03,0.03-9.03-0.81c-1.14-0.95-1.02-2.81,0.39-3.44 c1.57-0.71,9.26-0.99,9.26-1.43c-0.01-0.8-10.03,1.56-10.1-2.04c-0.04-2.23,2.32-2.22,3.9-2.51c0.94-0.17,5.08-0.49,5.08-0.78 s-1.02-0.2-1.13-0.21c-0.75-0.07-5.58,0.3-6.88,0.61c-2.15,0.51-2.67,1.71-2.71,2.65c-0.06,1.09-0.34,2.54-0.69,3.58 c-0.75,2.21-3.43,4.25-3.51,4.54c-0.09,0.32,1.71-0.58,2.82-1.77c0.66-0.7,1.57-0.37,1.79,0.57c0.13,0.57,0.24,1.1,0.23,1.34 c-0.01,0.5-0.04,3.5-0.21,4.53c-0.07,0.4-0.1,0.71,0.03,1.15c0.09,0.32,0.24,0.63,0.44,0.89c0.92,1.2,2.56,1.31,3.9,1.37 c0.81,0.04,4.03,0.39,4.78-0.04c-1.79-0.02-8.08,0.14-7.82-2.31c0.17-1.37,1.43-0.99,2.35-0.9c1.05,0.09,3.01,0.12,4.06,0.01 c0.29-0.03,1.83,0,1.83-0.22c0-0.33-3.23-0.37-3.59-0.38c-1.31-0.04-4.04,0.17-4.65-1.38c-0.22-0.57-0.14-1.27,0.24-1.76 C102.99,115.78,111.25,116.2,111.3,115.68z" style="fill:#EDA600;"/>
</g>
<g id="eyebrows">
<path d="M26,50.72c2.99-4.23,9.78-4.63,13.67-1.48c0.62,0.5,1.44,1.2,1.68,1.98 c0.4,1.27-0.82,2.26-2.01,1.96c-0.76-0.19-1.47-0.6-2.22-0.83c-1.37-0.43-2.36-0.55-3.59-0.55c-1.82-0.01-2.99,0.22-4.72,0.92 c-0.71,0.29-1.29,0.75-2.1,0.41C25.79,52.75,25.44,51.56,26,50.72z" style="fill:#6D4C41;"/>
<path d="M72.06,53.13c-0.29-0.13-0.57-0.29-0.86-0.41c-1.78-0.74-2.79-0.93-4.72-0.92 c-1.7,0.01-2.71,0.24-4.04,0.69c-0.81,0.28-1.84,0.98-2.74,0.71c-1.31-0.4-1.28-1.84-0.56-2.76c0.86-1.08,2.03-1.9,3.29-2.44 c2.9-1.26,6.44-1.08,9.17,0.55c0.89,0.53,1.86,1.26,2.4,2.18C74.79,52.03,73.61,53.76,72.06,53.13z" style="fill:#6D4C41;"/>
</g>
<g id="hairGroup">
<path id="hair_7_" d="M50.02,4.09L50.02,4.09c-0.01,0-0.01,0-0.02,0s-0.01,0-0.02,0v0 C4.55,4.33,13.86,56.23,13.86,56.23s2.04,5.35,2.97,7.71c0.13,0.34,0.63,0.3,0.71-0.05c0.97-4.34,4.46-19.73,6.22-24.4 c1.04-2.76,3.9-4.36,6.8-3.83c4.45,0.81,11.55,1.81,19.37,1.81c0.03,0,0.06,0,0.08,0s0.06,0,0.08,0c7.83,0,14.92-1,19.37-1.81 c2.9-0.53,5.76,1.08,6.79,3.83c1.75,4.66,5.22,19.96,6.2,24.36c0.08,0.36,0.58,0.39,0.71,0.05l2.98-7.67 C86.15,56.23,95.46,4.33,50.02,4.09z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_1_" cx="50.0055" cy="45.2732" gradientTransform="matrix(1 0 0 1.1282 0 -3.9187)" gradientUnits="userSpaceOnUse" r="38.0925">
<stop offset="0.7945" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights" d="M86.15,56.23c0,0,9.31-51.9-36.13-52.14v0 c-0.01,0-0.01,0-0.02,0h0c-0.01,0-0.01,0-0.02,0l0,0c-0.71,0-1.4,0.02-2.08,0.05C46.56,4.2,45.25,4.3,44,4.45 c-0.01,0-0.03,0-0.04,0c-0.09,0.01-0.17,0.03-0.26,0.04C5.45,9.31,13.86,56.23,13.86,56.23l2.98,7.68c0.13,0.34,0.62,0.31,0.7-0.05 c0.98-4.38,4.46-19.71,6.22-24.37c1.04-2.76,3.9-4.36,6.8-3.83c4.45,0.81,11.55,1.81,19.37,1.81c0.03,0,0.06,0,0.08,0 s0.06,0,0.08,0c7.83,0,14.92-1,19.37-1.81c2.9-0.53,5.76,1.08,6.79,3.83c1.76,4.68,5.25,20.1,6.22,24.42 c0.08,0.36,0.57,0.39,0.7,0.05C84.1,61.6,86.15,56.23,86.15,56.23z" style="fill:url(#hairHighlights_1_);"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green lamps illuminating the station's main hall. | <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="#095a17" d="M0 0h96v47q-15-4-27 2l-1 4-4 1-1-17-11 8-18-12-12-5-11-6v-1q3-2 3-5l-2 2q-1-3-4-4Q6 7 2 2L0 5z"/><path fill="#073e17" d="M11 21H6v-6h4q-1 2 1 5"/><path fill="#085e19" d="M11 21q-2-3-1-5H6v6zl11 6 12 5q-9-2-9 7l-3 1q-7-3-15-2-1-1-3 1L2 65q-2-3-2 0V5l2-3q4 5 6 12 3 1 4 4l2-2q0 3-3 5"/><path fill="#0e7321" d="m34 33 18 12q2 3 7 4l2 4-1 6-6 3-6 1-6-2-6-10q-8 8-19 8l-2 4v-5l1-4q5 2 8-4l-5-8q-6-3-12-2v-1q8-1 15 2l3-1q0-9 9-7"/><path fill="#e2f54f" d="M7 40q6-1 12 2l-6 5q-6-2-6-7"/><path fill="#0c6920" d="M96 47q-8-1-14 2h-5q-3 2 0 5 3 0 6 5l-2 1-5-5-15 10 7-6q-7 0-12 4-3-1 0-2h-2l6-3 1-6-2-4q-5-1-7-4l11-8 1 17 4-1 1-4q12-6 27-2"/><path fill="#187c20" d="M7 40q0 5 6 7l6-5 5 8q-3 6-8 4l-1 4-2-10q-3 2-3 7L5 42q0-2 2-2"/><path fill="#3da225" d="M96 48v2h-8v9q-1-3-3 0v-9h-3q6-3 14-2"/><path fill="#0a6d20" d="M48 63q-16 6-33 8v-8l2-4q11 0 19-8l6 10z"/><path fill="#bfe235" d="M77 50h8v6l-5-1v-3q-3 0-3-2"/><path fill="#cce839" d="M96 50v15l-8-6v-9z"/><path fill="#148125" d="M42 51q5-3 11-3l1 7-7 5-2-2-1 2q-5-4-2-9"/><path fill="#c5eb3c" d="M42 51h5q0 5-5 3z"/><path fill="#63c22c" d="M77 50q0 2 3 2v3l5 1v3l-2 1q-3-5-6-5-3-3 0-5"/><path fill="#0b6c20" d="M7 39q-2 0-2 2l5 13q0-5 3-7l-1 23q-5 0-10 3l2 3-4 1V65q0-3 2 0l2-25q2-2 3-1"/><path fill="#137c25" d="m88 59 8 6v10l-4-4-9-11 2-1q2-3 3 0"/><path fill="#09541d" d="m83 60 9 11-3 1-20-2 5 2q-5 3-7-1l6-10q-9 9-16 21-6 3-11 9l1 1q-2 1-2 4H15a485 485 0 0061-40l5 5z"/><path fill="#0d5b21" d="m92 71 4 4v3l-20-2 20 5v5l-25-6 4-3-10-3-5 6 2 1 8 5 18 6 3 3-5-1-27-9q-3 0-4 2-3 3-4 9h-6q0-3 2-4l-1-1q5-6 11-9 7-12 16-21l-6 10q2 4 7 1l-5-2 20 2z"/><path fill="#09561d" d="M21 87 5 96H0V78l4-1 19-5 3 1-21 9 1 1 23-7q-2 6-8 8z"/><path fill="#0c4d20" d="m71 80-5-1q-3-1-4 2l-2-1 5-6 10 3z"/><path fill="#177326" d="M96 78v3l-20-5z"/><path fill="#0c5d20" d="m13 48 2 10v13q17-2 33-8l6-1h2q-3 1 0 2 5-4 12-4l-7 6-3 2-37 19v-3q6-2 8-8l3-2q-14 3-26 9l-1-1 21-9-3-1-19 5-2-3q5-3 10-3z"/><path fill="#0d6c24" d="m71 80 25 6v10h-1q-3-2-4-1l-3-3-18-6-8-5q1-3 4-2z"/><path fill="#106a23" d="M58 68 15 96H5l16-9z"/><path fill="#0a5420" d="M91 95q1-1 4 1H51q1-6 4-9 1-2 4-2z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f468_1f3fc_200d_1f91d_200d_1f468_1f3fe.png"
} | Generate code for a svg of a men holding hands: medium-light skin tone, medium-dark skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="couple_x5F_holding_x5F_hands_x5F_man_x5F_right">
<g id="arm_4_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(-0.9876 0.1567 -0.1567 -0.9876 135.9082 118.1856)" gradientUnits="userSpaceOnUse" x1="48.3728" x2="65.0297" y1="71.2562" y2="49.2226">
<stop offset="0" style="stop-color:#8D5738"/>
<stop offset="0.4016" style="stop-color:#A56C43"/>
</linearGradient>
<path d="M71.96,53c0,0-3.53,11.93-5,15.33l-4.39,11.02c-0.7,1.55-0.08,3.58,1.39,4.43l0,0 c1.69,0.97,4.14,0.24,4.95-1.53l12.54-26.41l-1.01-3.46L71.96,53z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="pants_2_">
<g id="pants_6_">
<path d="M105.56,74.61v48.08h-5.65l-7.87-38.21c-0.04-0.24-0.24-0.41-0.46-0.41s-0.42,0.17-0.46,0.41 l-7.87,38.21h-5.65V74.61H105.56z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoes_3_">
<path d="M102.61,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.5-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63C98.16,124,102.61,124,102.61,124z" style="fill:#424242;"/>
<path d="M80.56,124h-4.45c-0.82-0.02-1.41-0.96-1.17-1.78c0.74-2.5,2.99-4.32,5.62-4.32 c2.68,0,4.96,1.9,5.66,4.46c0.22,0.82-0.39,1.63-1.21,1.63C85.01,124,80.56,124,80.56,124z" style="fill:#424242;"/>
</g>
<g id="arm_x5F_right_1_">
<g id="arm_x5F_right_x5F_fill_1_">
<linearGradient id="SVGID_2_" gradientTransform="matrix(-1 0 0 -1 127.4631 128)" gradientUnits="userSpaceOnUse" x1="23.7347" x2="4.2757" y1="74.508" y2="41.4066">
<stop offset="0" style="stop-color:#8D5738"/>
<stop offset="0.4007" style="stop-color:#A56C43"/>
</linearGradient>
<path d="M100.1,54.1l9.7-0.6c0,0,4.5,10,6,13.33c0,0,4.24,6.32,6.17,9.17 c1.88,1.92,2.36,2.62,3.04,5.19c0.75,2.83,0.4,4.38,0.04,5.06c-0.35,0.69-2.25,2.46-3.42,1.38c-1.24-1.15-1.15-5.22-2.31-4.94 c-0.6,0.15,0.16,1.36,0.23,2.56c0.07,1.2-0.85,1.41-1.5,1.08c-0.33-0.17-1.85-2.71-1.85-2.71l-0.65-4.21l-15.13-21.23L100.1,54.1 z" style="fill:url(#SVGID_2_);"/>
</g>
</g>
<linearGradient id="shadow_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="66.8654" x2="70.2904" y1="50.9231" y2="56.5203">
<stop offset="0" style="stop-color:#8D5738"/>
<stop offset="1" style="stop-color:#A56C43;stop-opacity:0"/>
</linearGradient>
<polygon id="shadow_1_" points="66.37,69.83 64.59,74.29 66.03,77.05 69.94,80.12 73.61,72.38 " style="fill:url(#shadow_2_);"/>
<g id="shirt_1_">
<g id="shirt_x5F_fill_1_">
<linearGradient id="SVGID_3_" gradientTransform="matrix(-1 0 0 -1 127.4631 128)" gradientUnits="userSpaceOnUse" x1="35.9171" x2="35.9171" y1="84.1861" y2="50">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.7047" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#00AB94"/>
</linearGradient>
<path d="M80.94,44.87c2.42-0.64,6.65-1.06,10.65-1.06c4-0.01,8.19,0.42,10.61,1.06 c7.55,2.01,9.42,5.56,11.67,11.65l-8.28,3.2V78h-28V59.72l-8.37-3.2C71.47,50.43,73.39,46.88,80.94,44.87z" style="fill:url(#SVGID_3_);"/>
</g>
</g>
<path id="neck" d="M91.54,40.72h-5v5.3c0,2.4,2.04,4.34,4.54,4.34H92c2.51,0,4.54-1.94,4.54-4.34v-5.3H91.54 z" style="fill:#7A4C32;"/>
<path id="ears_2_" d="M79.1,33.63c-2.36,0-4.28-2.07-4.28-4.6s1.92-4.6,4.28-4.6h24.48 c2.36,0,4.28,2.07,4.28,4.6s-1.92,4.6-4.28,4.6H79.1z" style="fill:#7A4C32;"/>
<path id="head_1_" d="M91.39,43.5c-6.98,0-14.5-5.42-14.5-17.32c0-9.53,5.54-19.82,14.5-19.82 s14.5,10.28,14.5,19.82C105.89,38.08,98.37,43.5,91.39,43.5z" style="fill:#A56C43;"/>
<g id="eyebrows_1_">
<path d="M102.09,24.06c0,0-0.06-0.08-0.17-0.23c-0.03-0.03-0.05-0.07-0.09-0.11 c-0.05-0.05-0.1-0.09-0.16-0.15c-0.06-0.05-0.12-0.11-0.19-0.17c-0.07-0.06-0.14-0.1-0.21-0.15s-0.15-0.1-0.24-0.15 c-0.09-0.05-0.17-0.09-0.27-0.14c-0.09-0.05-0.19-0.09-0.3-0.13s-0.2-0.08-0.32-0.12c-0.22-0.06-0.45-0.13-0.68-0.16 c-0.24-0.05-0.48-0.05-0.73-0.06c-0.25,0.01-0.49,0.02-0.73,0.06c-0.24,0.03-0.47,0.1-0.68,0.16c-0.11,0.04-0.21,0.08-0.32,0.12 s-0.2,0.08-0.3,0.13c-0.09,0.05-0.18,0.1-0.27,0.14c-0.08,0.05-0.16,0.1-0.24,0.15l-0.21,0.15c-0.06,0.05-0.12,0.11-0.17,0.15 c-0.05,0.05-0.1,0.09-0.15,0.14c-0.04,0.05-0.08,0.09-0.11,0.13c-0.13,0.16-0.2,0.26-0.2,0.26c-0.22,0.32-0.15,0.76,0.16,0.98 c0.19,0.14,0.43,0.16,0.64,0.09l0.13-0.04c0,0,0.08-0.03,0.21-0.09c0.03-0.01,0.07-0.03,0.11-0.05c0.04-0.01,0.08-0.03,0.13-0.05 c0.09-0.04,0.19-0.08,0.32-0.11c0.06-0.02,0.11-0.04,0.17-0.06c0.06-0.01,0.12-0.03,0.19-0.05c0.03-0.01,0.06-0.02,0.1-0.03 c0.03-0.01,0.07-0.01,0.1-0.02c0.07-0.01,0.14-0.03,0.21-0.04c0.14-0.02,0.3-0.05,0.45-0.05c0.15-0.02,0.31-0.01,0.46-0.02 c0.15,0.01,0.31,0,0.46,0.02c0.15,0.01,0.3,0.04,0.45,0.05c0.07,0.01,0.14,0.03,0.21,0.04c0.03,0.01,0.07,0.01,0.1,0.02 c0.03,0.01,0.06,0.02,0.1,0.03c0.06,0.02,0.13,0.03,0.19,0.05s0.12,0.04,0.17,0.06c0.06,0.02,0.11,0.03,0.16,0.05 c0.05,0.02,0.09,0.03,0.13,0.04s0.08,0.03,0.12,0.04c0.04,0.02,0.09,0.04,0.13,0.06c0.16,0.08,0.26,0.12,0.26,0.12 c0.37,0.15,0.8-0.02,0.95-0.39C102.25,24.51,102.22,24.25,102.09,24.06L102.09,24.06z" style="fill:#42312C;"/>
<path d="M81.46,25.13c0,0,0.09-0.04,0.26-0.12c0.04-0.02,0.08-0.05,0.13-0.06 c0.04-0.01,0.08-0.02,0.12-0.04c0.04-0.01,0.08-0.03,0.13-0.04c0.05-0.02,0.1-0.03,0.16-0.05c0.06-0.02,0.11-0.04,0.17-0.06 c0.06-0.02,0.12-0.03,0.19-0.05c0.03-0.01,0.06-0.02,0.1-0.03c0.03-0.01,0.07-0.01,0.1-0.02c0.07-0.01,0.14-0.03,0.21-0.04 c0.14-0.02,0.3-0.05,0.45-0.05c0.15-0.02,0.31-0.02,0.46-0.02c0.15,0.01,0.31,0,0.46,0.02c0.15,0.01,0.3,0.04,0.45,0.05 c0.07,0.01,0.14,0.03,0.21,0.04c0.03,0.01,0.07,0.01,0.1,0.02c0.03,0.01,0.06,0.02,0.1,0.03c0.06,0.02,0.13,0.03,0.19,0.05 s0.12,0.04,0.17,0.06c0.11,0.03,0.22,0.07,0.32,0.11c0.05,0.02,0.09,0.04,0.13,0.05c0.04,0.02,0.07,0.03,0.11,0.05 c0.13,0.06,0.21,0.09,0.21,0.09l0.12,0.04c0.37,0.13,0.77-0.06,0.9-0.43c0.08-0.23,0.03-0.46-0.09-0.64c0,0-0.07-0.09-0.2-0.26 c-0.03-0.04-0.07-0.08-0.11-0.13c-0.04-0.04-0.09-0.09-0.15-0.14c-0.05-0.05-0.11-0.1-0.17-0.15c-0.06-0.05-0.13-0.1-0.21-0.15 c-0.07-0.05-0.15-0.1-0.24-0.15c-0.09-0.05-0.17-0.09-0.27-0.14c-0.09-0.05-0.19-0.09-0.3-0.13s-0.2-0.08-0.32-0.12 c-0.22-0.06-0.45-0.13-0.68-0.16c-0.24-0.05-0.48-0.05-0.73-0.06c-0.25,0.01-0.49,0.02-0.73,0.06c-0.24,0.03-0.47,0.1-0.68,0.16 c-0.11,0.04-0.21,0.08-0.32,0.12c-0.1,0.04-0.2,0.08-0.3,0.13c-0.09,0.05-0.18,0.1-0.27,0.14c-0.08,0.05-0.16,0.1-0.24,0.15 l-0.21,0.15c-0.07,0.06-0.13,0.11-0.19,0.17c-0.06,0.05-0.11,0.1-0.16,0.15c-0.04,0.04-0.07,0.08-0.09,0.11 c-0.11,0.14-0.17,0.23-0.17,0.23c-0.22,0.33-0.14,0.78,0.19,1C80.98,25.21,81.25,25.22,81.46,25.13z" style="fill:#42312C;"/>
</g>
<g id="eyes_1_">
<ellipse cx="98.7" cy="28.12" rx="2.21" ry="2.29" style="fill:#42312C;"/>
<ellipse cx="83.98" cy="28.12" rx="2.21" ry="2.29" style="fill:#42312C;"/>
</g>
<path id="mouth" d="M87.77,35.95c1.43,0.85,6.1,0.85,7.53,0c0.82-0.49,1.66,0.26,1.32,1 c-0.34,0.74-2.88,2.43-5.09,2.43s-4.72-1.7-5.06-2.43C86.12,36.21,86.95,35.47,87.77,35.95z" style="fill:#473530;"/>
<path id="nose" d="M89.81,32.37c0.05-0.02,0.09-0.03,0.14-0.04h3.17c0.05,0.01,0.09,0.02,0.14,0.04 c0.29,0.11,0.45,0.41,0.31,0.73c-0.13,0.32-0.77,1.21-2.03,1.21s-1.9-0.89-2.03-1.21C89.36,32.79,89.53,32.49,89.81,32.37z" style="fill:#875334;"/>
<g id="hairGroup_2_">
<path id="hair_1_" d="M91.55,4.01L91.55,4.01C91.55,4.01,91.54,4.01,91.55,4.01c-0.01,0-0.01,0-0.01,0l0,0 c-19.47,0.1-15.48,22.34-15.48,22.34s2.19,3.85,2.18,3.77c-0.07-3.11,1.17-8.61,2.06-10.95c0.44-1.18,1.67-1.87,2.91-1.64 c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0c3.35,0,6.39-0.43,8.3-0.77 c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,2.13,7.84,2.06,10.95c0,0.08,2.18-3.77,2.18-3.77S111.02,4.11,91.55,4.01z" style="fill:#3C2C23;"/>
<radialGradient id="hair_x5F_highlights_2_" cx="91.5418" cy="105.2266" gradientTransform="matrix(1 0 0 -1.1282 0 141.4383)" gradientUnits="userSpaceOnUse" r="16.3621">
<stop offset="0.7945" style="stop-color:#554138;stop-opacity:0"/>
<stop offset="1" style="stop-color:#554138"/>
</radialGradient>
<path id="hair_x5F_highlights" d="M107.03,26.35c0,0,3.99-22.24-15.48-22.34l0,0 c0,0,0,0-0.01,0h0c0,0,0,0-0.01,0l0,0c-0.3,0-0.6,0.01-0.89,0.02c-0.58,0.03-1.14,0.07-1.68,0.13c0,0-0.01,0-0.02,0 c-0.04,0.01-0.07,0.01-0.11,0.01C72.45,6.24,76.05,26.35,76.05,26.35s2.19,3.85,2.18,3.77c-0.07-3.11,1.17-8.61,2.06-10.95 c0.44-1.18,1.67-1.87,2.91-1.64c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0 c3.35,0,6.39-0.43,8.3-0.77c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,2.13,7.84,2.06,10.95C104.84,30.2,107.03,26.35,107.03,26.35 z" style="fill:url(#hair_x5F_highlights_2_);"/>
</g>
</g>
<g id="couple_x5F_holding_x5F_hands_x5F_man_x5F_left">
<g id="arm_x5F_left_2_">
<g id="arm_x5F_left_x5F_fill_2_">
<linearGradient id="SVGID_4_" gradientTransform="matrix(-0.9962 -0.0869 0.0869 -0.9962 187.2525 139.6651)" gradientUnits="userSpaceOnUse" x1="143.1861" x2="123.5858" y1="74.6167" y2="41.2751">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4009" style="stop-color:#E0BB95"/>
</linearGradient>
<path d="M46.93,57.48l14.15,23.51c0,0-1.53,2.62-0.39,4.91c1.6,1.15,2.32-2.27,2.94-2.36 c1.19-0.18,3.08,4.56,4.34,4.56c2.41,1.04,3.53-2.18,3.57-4.08c0.91-3.31-5.37-6.79-5.37-6.79c-1.68-3-4.67-9.8-4.67-9.8 c-1.21-3.45-4.82-13.8-4.82-13.8l-9.71-0.25L46.93,57.48z" style="fill:url(#SVGID_4_);"/>
</g>
</g>
<g id="pants_1_">
<g id="pants_10_">
<path d="M22.53,74.61v48.08h5.65l7.87-38.21c0.04-0.24,0.24-0.41,0.46-0.41s0.42,0.17,0.46,0.41 l7.87,38.21h5.65V74.61H22.53z" style="fill:#7C7C7C;"/>
</g>
</g>
<g id="shoes_5_">
<path d="M25.48,124h-4.45c-0.82-0.02-1.41-0.96-1.17-1.78c0.74-2.5,2.99-4.32,5.62-4.32 c2.68,0,4.96,1.9,5.66,4.46c0.22,0.82-0.39,1.63-1.21,1.63C29.93,124,25.48,124,25.48,124z" style="fill:#424242;"/>
<path d="M47.53,124h4.45c0.82-0.02,1.41-0.96,1.17-1.78c-0.74-2.5-2.99-4.32-5.62-4.32 c-2.68,0-4.96,1.9-5.66,4.46c-0.22,0.82,0.39,1.63,1.21,1.63C43.08,124,47.53,124,47.53,124z" style="fill:#424242;"/>
</g>
<g id="arm_x5F_left">
<g id="arm_x5F_left_x5F_fill_1_">
<linearGradient id="SVGID_5_" gradientTransform="matrix(1 0 0 1 -40.8976 0)" gradientUnits="userSpaceOnUse" x1="65.2624" x2="45.8034" y1="53.4925" y2="86.5939">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4009" style="stop-color:#E0BB95"/>
</linearGradient>
<path d="M27.99,54.1l-9.7-0.6c0,0-4.5,10-6,13.33c0,0-4.24,6.32-6.17,9.17 c-1.88,1.92-2.36,2.62-3.04,5.19c-0.75,2.83-0.4,4.38-0.04,5.06s2.25,2.46,3.42,1.38c1.24-1.15,1.15-5.22,2.31-4.94 c0.6,0.15-0.16,1.36-0.23,2.56c-0.07,1.2,0.85,1.41,1.5,1.08c0.33-0.17,1.85-2.71,1.85-2.71l0.65-4.21l15.13-21.24L27.99,54.1z" style="fill:url(#SVGID_5_);"/>
</g>
</g>
<g id="shirt_2_">
<g id="shirt_x5F_fill_2_">
<path d="M47.08,44.87c-2.42-0.64-6.65-1.06-10.65-1.06c-4-0.01-8.19,0.42-10.61,1.06 c-7.55,2.01-9.42,5.56-11.67,11.65l8.28,3.2V78h28V59.72l8.37-3.2C56.54,50.43,54.62,46.88,47.08,44.87z" style="fill:#007689;"/>
</g>
</g>
<path id="neck_2_" d="M36.47,40.72h5v5.3c0,2.4-2.03,4.34-4.55,4.34h-0.91c-2.51,0-4.55-1.94-4.55-4.34v-5.3 H36.47z" style="fill:#C48E6A;"/>
<path id="ears_3_" d="M24.27,33.63c-2.36,0-4.28-2.07-4.28-4.6s1.92-4.6,4.28-4.6h24.48 c2.36,0,4.28,2.07,4.28,4.6s-1.92,4.6-4.28,4.6H24.27z" style="fill:#C48E6A;"/>
<path id="head_2_" d="M36.55,43.5c-6.98,0-14.51-5.42-14.51-17.32c0-9.53,5.54-19.82,14.51-19.82 s14.51,10.28,14.51,19.82C51.06,38.08,43.53,43.5,36.55,43.5z" style="fill:#E0BB95;"/>
<g id="eyebrows_2_">
<path d="M47.26,24.06c0,0-0.06-0.08-0.17-0.23c-0.03-0.03-0.05-0.07-0.09-0.11 c-0.05-0.05-0.1-0.09-0.16-0.15c-0.06-0.05-0.12-0.11-0.19-0.17s-0.14-0.1-0.22-0.15s-0.15-0.1-0.24-0.15 c-0.09-0.05-0.17-0.09-0.27-0.14s-0.19-0.09-0.3-0.13s-0.2-0.08-0.32-0.12c-0.22-0.06-0.45-0.13-0.69-0.16 c-0.24-0.05-0.48-0.05-0.73-0.06c-0.24,0.01-0.49,0.02-0.73,0.06c-0.24,0.03-0.47,0.1-0.69,0.16c-0.11,0.04-0.22,0.08-0.32,0.12 c-0.1,0.04-0.2,0.08-0.3,0.13c-0.09,0.05-0.18,0.1-0.27,0.14c-0.08,0.05-0.16,0.1-0.24,0.15l-0.22,0.15 c-0.06,0.05-0.12,0.11-0.17,0.15c-0.05,0.05-0.1,0.09-0.15,0.14c-0.04,0.05-0.08,0.09-0.11,0.13c-0.13,0.16-0.2,0.26-0.2,0.26 c-0.22,0.32-0.15,0.76,0.16,0.98c0.19,0.14,0.43,0.16,0.64,0.09l0.13-0.04c0,0,0.08-0.03,0.22-0.09c0.03-0.01,0.07-0.03,0.11-0.05 c0.04-0.01,0.08-0.03,0.13-0.05c0.09-0.04,0.19-0.08,0.32-0.11c0.06-0.02,0.11-0.04,0.17-0.06c0.06-0.01,0.12-0.03,0.19-0.05 c0.03-0.01,0.06-0.02,0.1-0.03c0.03-0.01,0.07-0.01,0.1-0.02c0.07-0.01,0.14-0.03,0.22-0.04c0.14-0.02,0.3-0.05,0.45-0.05 c0.15-0.02,0.31-0.01,0.46-0.02c0.15,0.01,0.31,0,0.46,0.02c0.15,0.01,0.3,0.04,0.45,0.05c0.07,0.01,0.14,0.03,0.22,0.04 c0.03,0.01,0.07,0.01,0.1,0.02c0.03,0.01,0.06,0.02,0.1,0.03c0.06,0.02,0.13,0.03,0.19,0.05s0.12,0.04,0.17,0.06 c0.06,0.02,0.11,0.03,0.16,0.05c0.05,0.02,0.09,0.03,0.13,0.04s0.08,0.03,0.12,0.04c0.04,0.02,0.09,0.04,0.13,0.06 c0.16,0.08,0.26,0.12,0.26,0.12c0.37,0.15,0.8-0.02,0.95-0.39C47.42,24.51,47.39,24.25,47.26,24.06L47.26,24.06z" style="fill:#AB872F;"/>
<path d="M26.63,25.13c0,0,0.09-0.04,0.26-0.12c0.04-0.02,0.08-0.05,0.13-0.06 c0.04-0.01,0.08-0.02,0.12-0.04c0.04-0.01,0.08-0.03,0.13-0.04c0.05-0.02,0.1-0.03,0.16-0.05c0.06-0.02,0.11-0.04,0.17-0.06 c0.06-0.02,0.12-0.03,0.19-0.05c0.03-0.01,0.06-0.02,0.1-0.03c0.03-0.01,0.07-0.01,0.1-0.02c0.07-0.01,0.14-0.03,0.22-0.04 c0.14-0.02,0.3-0.05,0.45-0.05c0.15-0.02,0.31-0.02,0.46-0.02c0.15,0.01,0.31,0,0.46,0.02c0.15,0.01,0.3,0.04,0.45,0.05 c0.07,0.01,0.14,0.03,0.22,0.04c0.03,0.01,0.07,0.01,0.1,0.02c0.03,0.01,0.06,0.02,0.1,0.03c0.06,0.02,0.13,0.03,0.19,0.05 s0.12,0.04,0.17,0.06c0.11,0.03,0.23,0.07,0.32,0.11c0.05,0.02,0.09,0.04,0.13,0.05c0.04,0.02,0.07,0.03,0.11,0.05 c0.13,0.06,0.22,0.09,0.22,0.09l0.12,0.04c0.37,0.13,0.77-0.06,0.9-0.43c0.08-0.23,0.03-0.46-0.09-0.64c0,0-0.07-0.09-0.2-0.26 c-0.03-0.04-0.07-0.08-0.11-0.13c-0.04-0.04-0.09-0.09-0.15-0.14c-0.05-0.05-0.11-0.1-0.17-0.15c-0.06-0.05-0.13-0.1-0.22-0.15 c-0.07-0.05-0.15-0.1-0.24-0.15c-0.09-0.05-0.17-0.09-0.27-0.14c-0.09-0.05-0.19-0.09-0.3-0.13s-0.2-0.08-0.32-0.12 c-0.23-0.06-0.45-0.13-0.68-0.16c-0.24-0.05-0.48-0.05-0.73-0.06c-0.25,0.01-0.49,0.02-0.73,0.06c-0.24,0.03-0.47,0.1-0.68,0.16 c-0.11,0.04-0.22,0.08-0.32,0.12c-0.1,0.04-0.2,0.08-0.3,0.13c-0.09,0.05-0.18,0.1-0.27,0.14c-0.08,0.05-0.16,0.1-0.24,0.15 l-0.22,0.15c-0.07,0.06-0.13,0.11-0.19,0.17c-0.06,0.05-0.11,0.1-0.16,0.15c-0.04,0.04-0.07,0.08-0.09,0.11 c-0.11,0.14-0.17,0.23-0.17,0.23c-0.23,0.33-0.14,0.78,0.19,1C26.15,25.21,26.41,25.22,26.63,25.13z" style="fill:#AB872F;"/>
</g>
<g id="eyes_2_">
<ellipse cx="43.86" cy="28.12" rx="2.21" ry="2.29" style="fill:#5D4037;"/>
<ellipse cx="29.14" cy="28.12" rx="2.21" ry="2.29" style="fill:#5D4037;"/>
</g>
<path id="mouth_2_" d="M32.93,35.95c1.43,0.85,6.1,0.85,7.53,0c0.82-0.49,1.66,0.26,1.32,1 c-0.34,0.74-2.88,2.43-5.09,2.43c-2.21,0-4.72-1.7-5.06-2.43C31.29,36.21,32.11,35.47,32.93,35.95z" style="fill:#6D4C41;"/>
<path id="nose_2_" d="M34.98,32.37c0.05-0.02,0.09-0.03,0.14-0.04h3.17c0.05,0.01,0.09,0.02,0.14,0.04 c0.29,0.11,0.45,0.41,0.31,0.73c-0.13,0.32-0.77,1.21-2.03,1.21c-1.27,0-1.9-0.89-2.03-1.21C34.53,32.79,34.69,32.49,34.98,32.37z" style="fill:#C48E6A;"/>
<g id="hairGroup_1_">
<path id="hair_2_" d="M36.72,4.01L36.72,4.01C36.71,4.01,36.71,4.01,36.72,4.01c-0.01,0-0.01,0-0.01,0l0,0 c-19.47,0.1-15.48,22.34-15.48,22.34s2.19,3.85,2.18,3.77c-0.07-3.11,1.17-8.61,2.06-10.95c0.44-1.18,1.67-1.87,2.91-1.64 c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0c3.35,0,6.39-0.43,8.3-0.77 c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,2.13,7.84,2.06,10.95c0,0.08,2.18-3.77,2.18-3.77S56.18,4.11,36.72,4.01z" style="fill:#AB872F;"/>
<radialGradient id="hair_x5F_highlights_3_" cx="36.7068" cy="22.7734" gradientTransform="matrix(1 0 0 1.1282 0 -2.9713)" gradientUnits="userSpaceOnUse" r="16.3621">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hair_x5F_highlights_1_" d="M52.19,26.35c0,0,3.99-22.24-15.48-22.34l0,0 c0,0-0.01,0-0.01,0h0c0,0,0,0-0.01,0l0,0c-0.3,0-0.6,0.01-0.89,0.02c-0.58,0.03-1.14,0.07-1.68,0.13c-0.01,0-0.01,0-0.02,0 C34.08,4.17,34.04,4.17,34,4.18C17.62,6.24,21.22,26.35,21.22,26.35s2.19,3.85,2.18,3.77c-0.07-3.11,1.17-8.61,2.06-10.95 c0.44-1.18,1.67-1.87,2.91-1.64c1.91,0.34,4.95,0.77,8.3,0.77c0.01,0,0.02,0,0.04,0c0.01,0,0.02,0,0.04,0 c3.35,0,6.39-0.43,8.3-0.77c1.24-0.23,2.47,0.46,2.91,1.64c0.88,2.34,2.13,7.84,2.06,10.95C50.01,30.2,52.19,26.35,52.19,26.35z" style="fill:url(#hair_x5F_highlights_3_);"/>
</g>
</g>
<g id="couple_x5F_holding_x5F_hands_x5F_fingers_x5F_wmn_x5F_right">
<g id="fingers_x5F_fill_1_">
<path d="M67.34,86.4c-0.16-0.07-0.32-0.11-0.5-0.11c-0.04,0-0.07,0.01-0.11,0.02l0.05-0.1 c0.28-0.62,0.04-1.36-0.55-1.66c-0.16-0.08-0.33-0.12-0.51-0.12c-0.07,0-0.14,0.02-0.21,0.03c0.25-0.6,0.03-1.31-0.53-1.61 c-0.17-0.09-0.35-0.14-0.54-0.14c-0.26,0-0.51,0.1-0.71,0.26c-0.07-0.37-0.29-0.72-0.66-0.91c-0.17-0.09-0.35-0.13-0.53-0.13 c-0.46,0-0.87,0.27-1.07,0.7l-0.92,1.96c-0.29,0.62-0.05,1.39,0.58,1.71c0.17,0.09,0.35,0.13,0.54,0.13 c0.19,0,0.36-0.06,0.52-0.14c0.01,0.1,0,0.2,0.03,0.29c0.1,0.32,0.3,0.58,0.58,0.73c0.17,0.09,0.35,0.14,0.54,0.14 c0.21,0,0.4-0.06,0.57-0.16c0.06,0.39,0.27,0.76,0.63,0.94c0.16,0.08,0.33,0.12,0.51,0.12c0.16,0,0.31-0.04,0.44-0.11 c0.08,0.38,0.3,0.72,0.65,0.89c0.16,0.07,0.32,0.11,0.5,0.11c0.47,0,0.9-0.29,1.09-0.74l0.18-0.42 C68.21,87.45,67.94,86.69,67.34,86.4z" style="fill:#A56C43;"/>
</g>
<path id="fingers_x5F_stroke_2_" d="M67.56,86.32c0.54-1.78-1.46-2.21-1.46-2.21 c0.28-1.01-1.32-2.17-2.31-1.59c-1.48-1.48-2.52-0.13-2.66,0.81c0,0,0.74-1.13,1.51-0.77c0.52,0.24,0.51,0.74,0.35,1.22 c-0.25,0.75-0.46,1.51-0.46,1.51s0.56-0.95,1.04-1.56c0.16-0.21,0.67-0.63,1.21-0.33c0.54,0.29,0.55,0.96,0.47,1.2 c-0.26,0.82-0.93,1.92-0.93,1.92s0.5-0.51,0.92-0.99c0.33-0.38,0.61-0.62,1.11-0.39c0.54,0.25,0.51,0.86,0.35,1.17 c-0.33,0.66-0.76,1.45-0.76,1.45s0.78-1.19,1.59-0.52c0.51,0.43,0.06,1.48,0.12,1.42C69.09,87.2,67.56,86.32,67.56,86.32z" style="fill:#875334;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "c771e350594789a30af5637339034a2b59a1c191e9ffc5dfbae0bd67e4d56b14.png"
} | Generate code for a svg of a a close up of a computer screen with a keyboard and a mouse | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 726 213">
<defs>
<path id="a" d="M8 12.36L3.07 8.54 2 9.38l6 4.67 6-4.67-1.09-.85L8 12.36zm0-1.7l4.9-3.81L14 6 8 1.33 2 6l1.09.85L8 10.67z"/>
</defs>
<g fill="none" fill-rule="evenodd">
<path fill="#FFF" stroke="#B8C7D2" d="M.5.5h725v177H.5z"/>
<g transform="translate(386 72)">
<rect width="281" height="45" x="-.5" y="-.5" fill="#FFF" stroke="#B8C7D2" rx="3"/>
<text fill="#253B53" font-family="Lato-Medium, Lato" font-size="15" font-weight="400">
<tspan x="36" y="28">Dropdown</tspan>
</text>
<g transform="translate(12 14)">
<mask id="b" fill="#fff">
<use xlink:href="#a"/>
</mask>
<g fill="#233745" mask="url(#b)">
<path d="M0 0h16v16H0z"/>
</g>
</g>
<path fill="#B8C7D2" d="M259.68 25.8l-4.14-6.02a.5.5 0 0 1 .41-.78h9.1a.5.5 0 0 1 .41.78l-4.14 6.02a1 1 0 0 1-1.64 0z"/>
</g>
<g transform="translate(60 72)">
<rect width="281" height="45" x="-.5" y="-.5" fill="#FFF" stroke="#B8C7D2" rx="3"/>
<text fill="#253B53" font-family="Lato-Medium, Lato" font-size="15" font-weight="400">
<tspan x="14" y="28">Dropdown</tspan>
</text>
<path fill="#B8C7D2" d="M259.68 25.8l-4.14-6.02a.5.5 0 0 1 .41-.78h9.1a.5.5 0 0 1 .41.78l-4.14 6.02a1 1 0 0 1-1.64 0z"/>
</g>
<text fill="#3E5667" font-family="Lato-Medium, Lato" font-size="15" font-weight="400">
<tspan x="0" y="207">The Dropdown component.</tspan>
</text>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a silver angel flying above the 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="#fdfefe" d="M0 0h96v96H0z"/><path fill="#dfe0e1" d="m49 45-1-3q-1-3-1 0-6-1-10-4l6-1 1-3-5-1-4-8h5l6 6 3-3 1 2q2-6 8-8l4-5q3 9-5 16l-6-1q-2 0-3 2l8 4z"/><path fill="#474365" d="m49 28-3 3-1-2q1-4 4-1"/><path fill="#91939f" d="m49 45-1 3-1-2v-4q0-3 1 0z"/><path fill="#838895" d="M48 53v4q1-3 2 0l-2 2q-3-4 0-6"/><path fill="#b1b2b7" d="m47 48-3 14-6-2q3-3 0-4h2l4 5V49z"/><path fill="#95999d" d="M56 63q1 2-1 3l2 1q-3 2-5 1z"/><path fill="#3f415a" d="m47 46 1 2v5q-3 2 0 6 0 5 3 0 0 3-3 5-1 3 2 8-2 6-1 13h-4l1-11-2-6q3-3 0-6l3-14z"/></svg> | |
{
"bytes": "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",
"path": "692b3a3d761353de2e2e97064fb96e99803c4381009509431db9996511a88386.png"
} | Generate code for a svg of a a close up of a chinese writing with a bird on it | <svg baseProfile="full" height="109.49251216685306" version="1.1" width="108.35089092841372" xmlns="http://www.w3.org/2000/svg" xmlns:ev="http://www.w3.org/2001/xml-events" xmlns:xlink="http://www.w3.org/1999/xlink"><defs /><rect fill="white" height="109.49251216685306" width="108.35089092841372" x="0" y="0" /><path d="M25,25 m0.0,0.0 m11.449172496795654,5.902629940379711e-08 l0.09988117963075638,0.6970047205686569 -0.14240730553865433,1.3521820306777954 l-0.503913164138794,1.2443680316209793 -2.512354254722595,3.905101716518402 l-3.396681249141693,4.120368957519531 -3.698488473892212,3.4504079818725586 m12.554018497467041,-11.815546751022339 l2.469985783100128,-0.1665775664150715 6.975095868110657,-1.7692850530147552 l1.778389811515808,-0.1587461680173874 0.8827044069766998,0.23437822237610817 l0.514189787209034,0.5062569677829742 0.14864987693727016,0.7521737366914749 l-1.2962917983531952,3.514952063560486 -2.0289941132068634,3.724810779094696 l-2.654964327812195,3.96207332611084 -6.011621356010437,7.038558125495911 l-6.372202634811401,5.598394274711609 -3.5546162724494934,2.4735915660858154 l-3.773849606513977,2.1685394644737244 m9.60013210773468,-21.50798797607422 l3.71092826128006,2.3290884494781494 2.3809221386909485,2.190534919500351 m-12.461709976196289,1.6687729954719543 l3.905462324619293,3.0696332454681396 2.460069954395294,2.6535221934318542 m21.79645299911499,-17.723320722579956 l1.9680558145046234,0.45884042978286743 1.7243024706840515,-0.08953697979450226 l11.172268390655518,-2.4251383543014526 0.9028969705104828,0.12196681462228298 l0.5960418283939362,0.40637578815221786 0.2826962061226368,0.6432780623435974 l-0.03695964114740491,0.8329441398382187 -0.5951403826475143,1.412038654088974 l-3.2780498266220093,4.901389479637146 -3.5950011014938354,4.1650813817977905 l-3.4179556369781494,3.050522804260254 m-8.677042722702026,-6.461626887321472 l2.7094122767448425,0.9117312729358673 3.963155448436737,2.3015940189361572 l15.35718321800232,10.780496597290039 3.8831061124801636,2.0572999119758606 l3.073960542678833,1.1178037524223328 m-41.10056400299072,0.05909035447984934 l3.204851746559143,0.2215494029223919 14.66558575630188,-1.4277690649032593 l4.799344837665558,0.1205949205905199 m-34.40816640853882,12.09247350692749 l5.551518201828003,0.5323991179466248 28.772270679473877,-1.9401559233665466 l8.746995329856873,-0.21234892308712006 3.8221678137779236,0.49025610089302063 m-24.277257919311523,2.4216680228710175 l0.7775948196649551,1.1776604503393173 0.3493136912584305,1.4751404523849487 l-0.13922967948019505,15.520524978637695 -0.5379881709814072,1.0262160003185272 l-0.7759721577167511,0.23690229281783104 -1.8721410632133484,-1.0348699986934662 l-2.1277935802936554,-2.1025529503822327 m-8.509731888771057,-10.55783748626709 l-0.3840196877717972,2.0008687674999237 -2.999500334262848,3.4125468134880066 l-4.654751420021057,3.843802809715271 -5.711977481842041,3.614112138748169 m39.000537395477295,-13.280951976776123 l2.9798486828804016,1.8569967150688171 3.716517388820648,3.1395864486694336 l2.6596519351005554,2.8915059566497803 1.7581972479820251,2.7011188864707947 " fill="none" stroke="black" stroke-width="1" /></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green garland draped over the fireplace. | <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="#7daa41" d="m58 25-4-1q2-5 4 1"/><path fill="#79ac4c" d="M43 24q2 4 9 4l-6 2-5-5-3 2 1 1q-5 3-7-1h5v-4z"/><path fill="#8ab251" d="M61 27h7l2 2v2l-7-2-1 3q-3-1 0-3z"/><path fill="#77ad54" d="m27 27 4 1v4l-5-2-1 1-5-1 5-2q0-3 2-1"/><path fill="#b6d3a6" d="M70 31v-2l10-1-7 3 1 15z"/><path fill="#e9eed4" d="M43 24h11q0 3 3 3l3 1q-1-3 1-4v3l1 2h-5v6l-8-1q1-2-1-2l2-1-4-1 6-2q-7 0-9-4"/><path fill="#d7a457" d="m54 24 4 1-1 2q-3 0-3-3"/><path fill="#e6f0d1" d="M27 27h5q2 4 7 1h4v3q-6-1-7 3-2-3-2 0 1 10-2 20-3-8-7-13V31l1-1 5 2v-4z"/><path fill="#573013" d="m61 45-1 17-1-1-2-11v3l-4-1q-1-3-4-4H38v13q-2-9-1-16z"/><path fill="#aacc98" d="m25 28-5 2 5 1v3q-3 2-2 8l1 12h-3l2-22h-4v-4z"/><path fill="#ac9a8a" d="M61 44H37q-1 7 1 16l-2 1V44z"/><path fill="#b3d398" d="M71 45v8z"/><path fill="#734520" d="M59 61H38v-1l4-3-4-6v-3h11q3 1 4 4l4 1v-3z"/><path fill="#e58110" d="m38 51 4 6-4 3z"/><path fill="#ecdfc4" d="m61 44 1 19-26-1 2-1h21l1 1z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a classroom door with colorful posters pinned on it. | <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="#f9f9f9" d="M0 0h96v96H0z"/><path fill="#9a8575" d="m76 92-2-77-6 1-37-1-7 1 1 2v25l-1 1v9l4 4h-4q-2 17 1 33h49v1q-27-1-51 1-3-39-1-78l52-3H19l-1-1q29-1 59 1z"/><path fill="#cd9673" d="M68 16q-2 0-2 3-6-1-11 1H41v13q2-1 5 1h-4l-1 13-2 7-1-8-1-2H24l1-1h12V33H25v-1l12-1v-1l1-11-13-1-1-2 7-1z"/><path fill="#eef1ef" d="m25 18 13 1-1 11v-3h-3v4h3l-12 1z"/><path fill="#9b756f" d="M35 22q-1-2 1-2 2 3-1 2"/><path fill="#f2c02a" d="M66 20q-1 5 1 9 3 2-1 2-4-2-9-1l-1-9q4-2 10-1"/><path fill="#e9a627" d="M55 20v12h-3l-9-2-2-5v-5z"/><path fill="#2ba679" d="M35 22q0 6-5 4-3-8 5-4"/><path fill="#ecede9" d="m74 15-1 12-6 2q-2-4-1-9v-1q0-3 2-3z"/><path fill="#f8f537" d="M69 20h3v5h-4q-1-3 1-5"/><path fill="#606260" d="M27 27h3v3h-3z"/><path fill="#8e2421" d="M43 30v-6h8v6z"/><path fill="#5a7c73" d="M37 30h-3v-4h3z"/><path fill="#fbd52e" d="m41 25 2 5 9 2-6 2q-3-2-5-1z"/><path fill="#ecd7b5" d="M66 19q-6-1-10 1l1 9q5-1 9 1v1H55V20q5-2 11-1"/><path fill="#c0a48b" d="m23 92-3 1q-2-42-1-82l51 2-48 1q-2 39 1 78"/><path fill="#fcf12e" d="M72 33v9h-5q-2-4-1-9z"/><path fill="#e5ae34" d="M25 33h12v6l-12-1z"/><path fill="#a98455" d="m26 34 10 1-5 1z"/><path fill="#f4efe7" d="M52 32v11-7h-6v5q-3-1-3 1l4 1v8l9-1V35h8v8l-6 1v8h6-13l-8 2-3-2h5v-3l-5-2 1-13h4z"/><path fill="#e4d384" d="M65 32h6v1zq-1 5 1 9v1h-2V32"/><path fill="#e58c82" d="M53 32h12v3h-8v15h-8v-7h4z"/><path fill="#403935" d="M58 36h6v6h-6z"/><path fill="#35312c" d="m53 42-6-1v-5h6z"/><path fill="#e3d5bb" d="M67 43v-1h5V32l1 11z"/><path fill="#5dc48e" d="m25 38 12 1v4H25z"/><path fill="#e4b59e" d="m47 41 6 1v1h-4v7h8l-9 1v-8l-4-1q0-2 3-1"/><path fill="#f3f5e8" d="M24 44v7h11l1-7 1 2v7H24z"/><path fill="#66eda0" d="M25 46h11v5H25z"/><path fill="#adf1b2" d="M25 44h12l-1 7v-5H25z"/><path fill="#b69877" d="m76 92-2-1v-1l-1-24-1 9-2-4-4-4-11-3q-3 0-4 2h-8l-2 1q4 1 1 4l-3-2h-6q-3 3-8 3v18q-3-16-1-33h4l-4-4h14v-7l1 8 2-7 5 2h-5v3l3 2 8-2h13-6v-8l6-1h8l-1-11h-6v-1q4 0 1-2l6-2 1-12q-1-1 1-3z"/><path fill="#69d76b" d="M46 49v3h-5v-3z"/><path fill="#ad9172" d="M74 90H25V72q5 0 8-3h6l3 2q3-3-1-4l2-1h8q1-2 4-2l11 3 4 4 2 4 1-9z"/></svg> | |
{
"bytes": "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",
"path": "a7574d506727a9bf399ae66afec456ef9421ee2036d087e14799b0a14b5fd141.png"
} | Generate code for a svg of a a plot of a curve with a red dot and green dots | <svg
version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"
viewBox="-0.02 -0.02 1.04 1.04" width="300" height="300" style="background-color:white; user-select:none; transform: scaleY(-1.0);" >
<rect x="0.0" y="0.0" width="1.0" height="1.0" fill="none" stroke="gray" stroke-width="0.0025px" />
<path d="M0.0000, 0.0000 C0.0501, 0.1255 0.1002, 0.2509 0.1503, 0.3504" fill="none" stroke="black" stroke-width="0.005px" />
<path d="M0.1503, 0.3504 C0.2170, 0.4826 0.2836, 0.5875 0.3502, 0.6506" fill="none" stroke="black" stroke-width="0.005px" />
<path d="M0.3502, 0.6506 C0.4503, 0.7454 0.5503, 0.8025 0.6503, 0.8504" fill="none" stroke="black" stroke-width="0.005px" />
<path d="M0.6503, 0.8504 C0.7669, 0.9062 0.8834, 0.9531 1.0000, 1.0000" fill="none" stroke="black" stroke-width="0.005px" />
<rect x="0.0000" y="0.0000" width="0.03" height="0.03" fill="lime" transform="translate(-0.015, -0.015)" />
<rect x="0.1503" y="0.3504" width="0.03" height="0.03" fill="red" transform="translate(-0.015, -0.015)" />
<rect x="0.3502" y="0.6506" width="0.03" height="0.03" fill="red" transform="translate(-0.015, -0.015)" />
<rect x="0.6503" y="0.8504" width="0.03" height="0.03" fill="red" transform="translate(-0.015, -0.015)" />
<rect x="1.0000" y="1.0000" width="0.03" height="0.03" fill="lime" transform="translate(-0.015, -0.015)" />
</svg> | |
Okay, I'm ready to draw a black and white image of a document with a check mark. I'll focus on the mechanics of drawing a visual representation of this. I'll analyze the following:* **Composition:** The overall arrangement of elements within the image.* **Line Weight:** The strength and density of the lines.* **Color Palette:** The dominant colors and their relationships.* **Texture:** The way the colors interact with each other.* **Form:** The overall shape and structure of the image.I'm excited to see what you create! Let's begin! | {
"bytes": "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",
"path": "516ee7bc70ba75c6062e2e7237cc323d5515e87e8e5f53afb4a414342aa65429.png"
} | Generate code for a svg of a a black and white image of a document with a check mark | <svg width="110" height="110" xmlns="http://www.w3.org/2000/svg" x="0px" y="0px"
viewBox="0 0 110 110" style="enable-background:new 0 0 110 110;" xml:space="preserve">
<g>
<g>
<g>
<path d="M71,12.9L71,12.9l0.2,0c0.3,0,0.6,0.1,0.8,0.3l14.1,14.1c0.2,0.2,0.3,0.5,0.3,0.8l0,0.2h0v64.4c0,2.2-1.8,4-4,4H29.1
c-2.2,0-4-1.8-4-4V16.9c0-2.2,1.8-4,4-4H71 M29.1,94.4h53.4c0.9,0,1.6-0.7,1.6-1.6V29.5v-0.2h-0.2h-9.8c-2.2,0-4-1.8-4-4v-9.8
v-0.2h-0.2H29.1c-0.9,0-1.6,0.7-1.6,1.6v75.9C27.4,93.7,28.2,94.4,29.1,94.4 M74.1,26.9h7.9h0.6l-0.4-0.4l-9.3-9.3l-0.4-0.4v0.6
v7.9C72.4,26.2,73.2,26.9,74.1,26.9"/>
</g>
</g>
</g>
<g>
<g>
<g>
<path d="M38.9,50.8c2.2,0,4,1.8,4,4c0,2.2-1.8,4-4,4c-2.2,0-4-1.8-4-4C34.9,52.6,36.7,50.8,38.9,50.8 M38.9,56.5
c0.9,0,1.6-0.7,1.6-1.6s-0.7-1.6-1.6-1.6c-0.9,0-1.6,0.7-1.6,1.6S38,56.5,38.9,56.5"/>
</g>
</g>
</g>
<g>
<g>
<g>
<path d="M76.7,53.6V56H49v-2.3H76.7"/>
</g>
</g>
</g>
<g>
<g>
<g>
<path d="M38.9,36.8c2.2,0,4,1.8,4,4c0,2.2-1.8,4-4,4c-2.2,0-4-1.8-4-4C34.9,38.6,36.7,36.8,38.9,36.8 M38.9,42.4
c0.9,0,1.6-0.7,1.6-1.6c0-0.9-0.7-1.6-1.6-1.6c-0.9,0-1.6,0.7-1.6,1.6C37.3,41.7,38,42.4,38.9,42.4"/>
</g>
</g>
</g>
<g>
<g>
<g>
<path d="M76.7,39.6v2.3H49v-2.3H76.7"/>
</g>
</g>
</g>
<g>
<g>
<g>
<path d="M38.9,64.9c2.2,0,4,1.8,4,4c0,2.2-1.8,4-4,4c-2.2,0-4-1.8-4-4C34.9,66.7,36.7,64.9,38.9,64.9 M38.9,70.5
c0.9,0,1.6-0.7,1.6-1.6c0-0.9-0.7-1.6-1.6-1.6c-0.9,0-1.6,0.7-1.6,1.6C37.3,69.8,38,70.5,38.9,70.5"/>
</g>
</g>
</g>
<g>
<g>
<g>
<path d="M76.7,67.7V70H49v-2.3H76.7"/>
</g>
</g>
</g>
<g>
<g>
<g>
<path d="M38.9,79c2.2,0,4,1.8,4,4c0,2.2-1.8,4-4,4c-2.2,0-4-1.8-4-4C34.9,80.7,36.7,79,38.9,79 M38.9,84.6c0.9,0,1.6-0.7,1.6-1.6
c0-0.9-0.7-1.6-1.6-1.6c-0.9,0-1.6,0.7-1.6,1.6C37.3,83.8,38,84.6,38.9,84.6"/>
</g>
</g>
</g>
<g>
<g>
<g>
<path d="M76.7,81.8v2.3H49v-2.3H76.7"/>
</g>
</g>
</g>
</svg> |
{
"bytes": "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",
"path": "emoji_u1f5e8.png"
} | Generate code for a svg of a left speech bubble | <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="M63.65,8.07 c42.66,0.21,59.94,22.46,60.26,50.15c0.18,15.48-9.79,28.84-25.07,36.98c-7.45,5.27,1.42,22.54,8.52,26.95c0,0-25.1-1.71-32.02-19.4 l0,0c-3.82,0.56-7.75,0.85-11.78,0.85c-33.28,0-60.17-17.68-60.17-45.38S20.58,7.86,63.65,8.07z" style="fill:#FFFFFF;stroke:#000000;stroke-width:6;stroke-linejoin:round;stroke-miterlimit:10;"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a small stone archway leading into a garden. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfaf9" d="M0 0h96v66l-5-1q-5-6-8 1-5-6-1 1l-5-3q-2 2-1 5-3-5 1-8l-3-7q-6-3 0-4h-7q-1-3 1-4h6l-2-3 2-2-4-2 2-3v-2l-6-8q3-3-1-4-8-3-10 5l-2 1q-4-3-4-7l-18 2q-2 2 1 3l-2 3-5 2v8h6v3l-6-1q-2 0-1 2l1 6q-1 3-4 2v16q-3-1-3 1-3-5-4 1-2-4 1-9-4-1 0-3-3-1-3 2 2 5-1 10l-1-2q-3-4 1-2l1-2-4-2q0-6-5-7-3 6-1 12l2 4-2 2H0z"/><path fill="#abaa9f" d="M31 23q2 3 5 0l2 2q-10 2-1 6l5-3q-2-3-1-5 0 3 3 5l-9 6q0-5-5-5l2-3q-3-1-1-3"/><path fill="#d8dacf" d="M72 34q-7 2-11-2l-1 1-7-5 2-1q2-8 10-5 4 1 1 4z"/><path fill="#f5f2e4" d="m53 28 7 5 5 4q3-3 7-1l-2 3 4 2-2 2q-3-2-4-1v-3h-4v29H35v4h-3l-2-2q-3 3-7 1v-2l8-2h-8v-3l11-2q-1-1-3 1-1-4 2-5l1-10q-6-1-9 1l-1-6 8-1q-1-3 2-3l1-5 9-6q-3-2-3-5-1 2 1 5l-5 3q-9-4 1-6l-2-2q-3 3-5 0l18-2q0 4 4 7"/><path fill="#9b9d90" d="m60 33 1-1q4 4 11 2v2q-4-2-7 1z"/><path fill="#d2d3c8" d="M30 29q5 0 5 5l-1 5-9-4v-4z"/><path fill="#aeafa4" d="m25 35 9 4q-3 0-2 3l-8 1q-1-2 1-2l6 1v-3h-6z"/><path fill="#d9ddd4" d="M25 49h8l-1 3-5-2 6 3v4q-5-1-8 1-3-2-3-5l-1 1v-3q3 1 4-2"/><path fill="#c2c7bb" d="m72 43 2 3h-6q-2 1-1 4h7q-6 1 0 4l-1 1 4 6q-4 3-1 8v3q-1-3-3 0-1-5-3-2-3-1-4 2-3-2-2-4V39h4v3q1-1 4 1"/><path fill="#5b865e" d="M8 61q0 6-6 5-2-6 1-12 5 1 5 7"/><path fill="#bec1b5" d="M25 49q3-2 9-1l-1 10q-3 1-2 5 2-2 3-1l-11 2v3h8l-8 2q-3-2-5-1 0-2 3-1V54l1-1q0 3 3 5 3-2 8-1v-4l-6-3 5 2 1-3z"/><path fill="#c6c3bd" d="m8 61 4 2-1 2q-4-2-1 2l-6 3-2-4q6 1 6-5"/><path fill="#b55458" d="M18 68q2-1 5 1v2h-5z"/><path fill="#b3aa9f" d="M18 68v3q-3-1-5 2l-2-4q3-5 1-10 0-3 3-2-4 2 0 3-3 5-1 9 1-6 4-1"/><path fill="#c55156" d="M73 72q-3 0-3-2 2-3 3 2"/><path fill="#67835f" d="M96 66v7l-14-1v-5q-4-7 1-1 3-7 8-1z"/><path fill="#90544f" d="M76 69q5 2 0 3z"/><path fill="#f5f5f1" d="M64 68q-1 2 2 4l11 3 19 15v6H0v-4q12-13 28-18l4-2h3v-4z"/><path fill="#9cb686" d="m10 67 1 2 2 4q2-3 5-2h5q4 2 7-1l2 2-4 2-6-2-9 2-11-2 2-2z"/><path fill="#abc094" d="M82 67v5l14 1v12l-6-3q1-6-2-1-4-3-5-6h-6l-11-3q1-3 4-2 0 2 3 2 2-3 3 0 5-1 0-3-1-3 1-5z"/><path fill="#bcc8a9" d="M77 75h6q1 3 5 6 3-5 2 1l6 3v5z"/><path fill="#c0ceab" d="M0 72h2l11 2 9-2 6 2Q12 79 0 92z"/></svg> | |
{
"bytes": "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",
"path": "41f02a0b4557aeeb2ef4b1574f53fc70f2f54755abdf46d64cbb90c7dae757b0.png"
} | Generate code for a svg of a a close up of a green and white picture frame with a white background | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="492.9504" height="394.14944" viewBox="0,0,492.9504,394.14944"><g transform="translate(0.97918,23.82108)"><g data-paper-data="{"isPaintingLayer":true}" fill="none" fill-rule="nonzero" stroke="none" stroke-width="0.5" stroke-linecap="butt" stroke-linejoin="miter" stroke-miterlimit="10" stroke-dasharray="" stroke-dashoffset="0" style="mix-blend-mode: normal"><image x="4.74727" y="20740.08765" transform="scale(0.49611,0.01777)" width="960" height="100" xlink:href="data:image/png;base64,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"/><image x="0.00001" y="525.58728" transform="scale(0.5,0.57546)" width="960" height="100" xlink:href="data:image/png;base64,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"/><image x="-1.90691" y="-47.64216" transform="scale(0.51349,0.5)" width="960" height="100" xlink:href="data:image/png;base64,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"/></g></g></svg> | |
{
"bytes": "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",
"path": "c449e4295eb2d4c73bf232128ccc4c2f78fca7fd6a17f18018c324f80fedb98f.png"
} | Generate code for a svg of a a close up of a plane with a blue tail on a white background | <svg xmlns="http://www.w3.org/2000/svg" width="514" height="364"><defs/><path fill="#607d8b" d="M314 143l49-128a11 11 0 00-10-15h-41c-19 0-36 9-45 26l-68 106"/><path fill="#eceff1" d="M33 235c448 0 480-34 480-75V43c0-11-11-22-22-22-23 0-42 15-51 39l-21 62c0 4-4 6-9 6H112c-43 0-86 21-107 58l-4 17"/><path fill="#cdd0d2" d="M16 171h497c-7 36-37 64-75 64H33a32 32 0 01-29-17 32 32 0 011-32l11-15"/><path fill="#546d79" d="M182 171h107c4 0 8 2 10 6l22 58 42 113a11 11 0 01-10 15h-41c-19 0-36-9-45-26l-64-102-30-47a11 11 0 019-17"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a hexagons float, interlocking on the mirror-like lake surface. | <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="#e2e5db" d="M0 0h92q-1 3-3 1-2 5-2 0-6-1-1 1-5 1-8 5 0 5 4 8 2-2 3-1-3 2 0 3-2 0-3 3-2-2-2 1l-2-2-8 1-4-2 3-1-9-6-3 3v5q4 1 3 5-3-5-2 1-3-1-5 2l-4-2-1 3q-3-3-6 0l-2-3h-4v-1l-3 3q-3-4-6-5-3 2-5 6l-8-2q-3 0-4 3l-1-1q-4 2-6 6-3 3 0 7-1 3-3 2z"/><path fill="#e2e4da" d="M92 0h4v58l-10-3-10 5 3 5-6 1q-3-13-15-8l-3 3-3-1q-5 5-4 11l-10 1h-4q-3-6-7-8-4-1-7 1l-4 8-4 1-10-2-2-3V43q2 1 3-2-3-4 0-7 2-4 6-6l1 1q1-3 4-3l8 2q2-4 5-6 3 1 6 5l3-3v1h4l2 3q3-3 6 0l1-3 4 2q2-3 5-2-1-6 2-1 1-4-3-5v-5l3-3 9 6-3 1 4 2 8-1 2 2q0-3 2-1 1-3 3-3-3-1 0-3-1-1-3 1-4-3-4-8 3-4 8-5-5-2 1-1 0 5 2 0 2 2 3-1"/><path fill="#c1ccc3" d="m27 64 6 9q-3 3-3 8l-8-1-4-6-2-1 4-8q3-2 7-1"/><path fill="#899790" d="M27 64q4 2 7 8l-1 1z"/><path fill="#f6f3ea" d="M96 58v6l-11 3-3 8q-9 3-15 0l-12 2-1-1-6-5q-1-6 4-11l3 1 3-3q12-5 15 8l6-1-3-5 10-5z"/><path fill="#adbdb6" d="m2 72 10 2v2H4z"/><path fill="#364952" d="M35 72h3l6 8 5 1q-4 3-5 8l-9-3q-3-3-3-7z"/><path fill="#c2c2bb" d="M96 64v2q-12-1-12 11l-12 2-6-2-7 1q0 3-2 2l1-2-3-1 12-2q6 3 15 0l3-8z"/><path fill="#dcdfd5" d="m72 79-2 11q-4 0-6-3-1-3-3-2-5-1-4-5 2 1 2-2l7-1z"/><path fill="#acbcb6" d="m48 71 6 5q-3 0-2 3l5 7-2 6-9-1-2-2q1-5 5-8l-5-1-6-8z"/><path fill="#acbbb7" d="M24 83q-4 6-3 0 2-3 3 0"/><path fill="#f9f4eb" d="M96 66v30H72l-2-6 2-11 12-2q0-12 12-11"/><path fill="#42575e" d="m0 69 2 3 2 4h8q-1 3 1 6l8 1q-1 6 3 0 5 0 9 4l-3 4h-5q-4 0-4-4 1 9-7 6-3-2-3-5L0 87z"/><path fill="#4e666a" d="M64 87q-2 2-1 5l-2 2v-9q2-1 3 2"/><path fill="#333f44" d="M64 87q2 3 6 3l2 6h-5l-4-4q-1-3 1-5"/><path fill="#27343e" d="m34 72-3 7q0 4 3 7l9 3 2 2 9 1 2-6-5-7q-1-3 2-3l1 1 3 1-1 2q-1 4 4 5v11H0v-9l11 1q0 3 3 5 8 3 7-6 0 4 4 4h5l3-4q-4-4-9-4-1-3-3 0l-8-1q-2-3-1-6v-2l4-1 2 1 4 6 8 1z"/><path fill="#e4e6dd" d="m63 92 4 4h-6v-2z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f646_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman gesturing OK: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="hairGroup_1_">
<path id="hair_10_" d="M64.57,4.12c-41.01,0-40.68,37.92-40.68,38.52c0,24.56,1.88,59.25,11.71,72.9 c3.9,5.41,11.43,5.71,11.43,5.71L64,121.23l16.97,0.03c0,0,7.54-0.3,11.43-5.71c9.83-13.65,11.71-48.34,11.71-72.9 C104.1,42.04,105.58,4.12,64.57,4.12z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_2_" cx="64.0002" cy="68.3091" gradientTransform="matrix(1 0 0 -1.1901 0 140.9834)" gradientUnits="userSpaceOnUse" r="47.5315">
<stop offset="0.7936" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_1_" d="M64.57,4.12c-41.01,0-40.68,37.92-40.68,38.52 c0,24.56,1.88,59.25,11.71,72.9c3.9,5.41,11.43,5.71,11.43,5.71L64,121.23l16.97,0.03c0,0,7.54-0.3,11.43-5.71 c9.83-13.65,11.71-48.34,11.71-72.9C104.1,42.04,105.58,4.12,64.57,4.12z" style="fill:url(#hairHighlights_2_);"/>
</g>
<linearGradient id="shirt_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="100.5439" y2="4.5673">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
<path id="shirt_2_" d="M108.03,124c0,0-11.57-29.06-11.83-28.44c-1.81,4.33-3.83,7.43-11.75,4.83 c-6.39-2.1-11.83-2.5-20.15-2.5c-0.2,0-0.4,0-0.6,0c-8.32,0-13.76,0.4-20.15,2.5c-7.92,2.6-9.94-0.5-11.75-4.83 C31.54,94.95,19.97,124,19.97,124H108.03z" style="fill:url(#shirt_3_);"/>
<g id="neck">
<path d="M54.92,90.08v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98L54.92,90.08z" style="fill:#C48E6A;"/>
</g>
<path id="head" d="M64,16.04L64,16.04L64,16.04c-17.2,0-33.13,12.79-33.13,39.91 c0,21.78,13.49,34.67,25.23,38.83c2.8,0.99,5.5,1.49,7.9,1.49c2.38,0,5.07-0.49,7.85-1.47c11.76-4.14,25.28-17.03,25.28-38.84 C97.13,28.83,81.2,16.04,64,16.04z" style="fill:#E0BB95;"/>
<path id="nose" d="M67.86,68.06c-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-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69s4.25-1.99,4.55-2.69C68.85,68.98,68.5,68.32,67.86,68.06z" style="fill:#C48E6A;"/>
<path id="mouth" d="M72.42,76.14c-3.18,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.44,5.42,11.37,5.42s10.55-3.79,11.3-5.42C76.09,76.72,74.25,75.05,72.42,76.14z" style="fill:#6D4C41;"/>
<g id="eyes">
<ellipse cx="47.56" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
<ellipse cx="80.44" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
</g>
<g id="eyebrows">
<path d="M54.99,49.82c-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 C55.29,50.99,55.39,50.36,54.99,49.82z" style="fill:#AB872F;"/>
<path d="M87.48,49.82c-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 C87.79,50.99,87.89,50.36,87.48,49.82z" style="fill:#AB872F;"/>
</g>
<g id="hairGroup">
<path id="hair_5_" d="M64.57,4.12c-41.01,0-40.68,37.92-40.68,38.52c0,7.76,0.19,16.53,0.75,25.32l6.72-0.02 c-0.06-2.92,1.99-20.97,8.08-22.34c22.36-5.03,35.01-16.89,35.01-16.89c3.29,7.18,13.58,14.19,17.27,16.86 c3.03,2.19,3.96,18.55,3.9,22.38h7.71c0-0.05,0.02-0.1,0.02-0.16c0.56-8.75,0.74-17.46,0.74-25.17 C104.1,42.04,105.58,4.12,64.57,4.12z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_3_" cx="64.3333" cy="64.2846" gradientTransform="matrix(1 0 0 -1.2135 0 141.7279)" gradientUnits="userSpaceOnUse" r="49.788">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights" d="M64.57,4.12c-41.01,0-40.68,37.92-40.68,38.52 c0,7.76,0.19,16.53,0.75,25.32l6.72-0.02c-0.06-2.92,1.99-20.97,8.08-22.34c22.36-5.03,35.01-16.89,35.01-16.89 c3.29,7.18,13.58,14.19,17.27,16.86c3.03,2.19,3.96,18.55,3.9,22.38h7.71c0-0.05,0.02-0.1,0.02-0.16 c0.56-8.75,0.74-17.46,0.74-25.17C104.1,42.04,105.58,4.12,64.57,4.12z" style="fill:url(#hairHighlights_3_);"/>
</g>
<linearGradient id="hand_2_" gradientTransform="matrix(1 0 0 -1 -117.6717 128)" gradientUnits="userSpaceOnUse" x1="183.1975" x2="142.8956" y1="108.2228" y2="108.2228">
<stop offset="0.5999" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="hand" d="M29.3,16.5c2.89-3.22,7.99-6.24,13.53-8.35c8.58-3.27,11.63-3.99,16.51-4.03 c2.23-0.02,3.22,0.59,2.84,1.82c-0.42,1.35-1.53,2.56-4.45,2.7c-4.48,0.37-7.1,1.99-11.26,4.37c-1.96,0.94-3.49,5.71-5.56,7.19 c-1.91,1.37-6.58,5.92-7.93,14.05c-0.4,2.39-10.89,1.11-11.02-3.66C21.92,29.23,24.05,22.35,29.3,16.5z" style="fill:url(#hand_2_);"/>
<linearGradient id="shirt_4_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="21.1266" x2="21.1266" y1="105.6217" y2="4.5971">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
<path id="shirt_1_" d="M37.82,29.12c0.29-1,0.22-2.22-1.02-2.91l-11.38-5.99 c-0.27-0.13-0.56-0.19-0.85-0.19c-0.87,0-1.72,0.56-2.04,1.34L5.97,64.19c-1.12,3.03-2.18,6.19-1.42,10.35 c0,0,9.09,46.16,10.21,49.46h1.57h1.61h19.38c0,0-4.52-21.36-4.1-21.16l-0.56-4.8c-7.27-20.18-7.22-26.71-6.53-29.13L37.82,29.12z" style="fill:url(#shirt_4_);"/>
<linearGradient id="hand_3_" gradientTransform="matrix(-1 0 0 -1 212.8882 128)" gradientUnits="userSpaceOnUse" x1="147.1496" x2="106.8477" y1="108.2228" y2="108.2228">
<stop offset="0.5999" style="stop-color:#E0BB95"/>
<stop offset="1" style="stop-color:#CCA47A"/>
</linearGradient>
<path id="hand_1_" d="M98.7,16.5c-2.89-3.22-7.99-6.24-13.53-8.35C76.6,4.88,73.54,4.16,68.66,4.12 c-2.23-0.02-3.22,0.59-2.84,1.82c0.42,1.35,1.53,2.56,4.45,2.7c4.48,0.37,7.1,1.99,11.26,4.37c1.96,0.94,3.49,5.71,5.56,7.19 c1.91,1.37,6.58,5.92,7.93,14.05c0.4,2.39,10.89,1.11,11.02-3.66C106.08,29.23,103.95,22.35,98.7,16.5z" style="fill:url(#hand_3_);"/>
<linearGradient id="shirt_5_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="106.8739" x2="106.8739" y1="105.6217" y2="4.5971">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
<path id="shirt" d="M122.03,64.19l-16.56-42.81c-0.32-0.78-1.17-1.34-2.04-1.34 c-0.29,0-0.57,0.06-0.85,0.19L91.2,26.22c-1.24,0.69-1.31,1.91-1.02,2.91l11.7,39.79c0.69,2.42,0.74,8.95-6.53,29.13l-0.56,4.8 c0.42-0.2-4.1,21.16-4.1,21.16h19.38h1.61h1.57c1.12-3.3,10.21-49.46,10.21-49.46C124.21,70.38,123.15,67.21,122.03,64.19z" style="fill:url(#shirt_5_);"/>
</svg> | |
{
"bytes": "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",
"path": "dedfedde076134f35cdc6c22d65742ad39c648a7a364af036a4c728baeadb7e7.png"
} | Generate code for a svg of a the logo for the new business, the e - logo | <svg width="15" height="16" xmlns="http://www.w3.org/2000/svg"><path d="M14.815 8A7.405 7.405 0 00.593 5.106V1.48a.296.296 0 00-.593 0v4.15a.296.296 0 00.296.296h4.148a.296.296 0 100-.593H1.143A6.81 6.81 0 0114.223 8v.593a.296.296 0 00.592 0V8zm-.296 2.074H10.37a.296.296 0 100 .593h3.302A6.81 6.81 0 01.592 8v-.593a.296.296 0 10-.592 0V8a7.405 7.405 0 0014.222 2.894v3.625a.296.296 0 00.593 0V10.37a.296.296 0 00-.296-.296z" fill="#5C5C5C"/></svg> | |
{
"bytes": "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",
"path": "afeaa0ff93fd6ab82b8bd08b0fdaf82ee3ecf9750239206c17c755ed302b5fba.png"
} | Generate code for a svg of a a close up of a circular mosaic with a yellow, blue, and red design | <svg width="100%" height="100%" viewBox="0 0 261 260" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xml:space="preserve" xmlns:serif="http://www.serif.com/" style="fill-rule:evenodd;clip-rule:evenodd;stroke-linecap:round;stroke-miterlimit:1.5;">
<rect id="clusters_no_labels" x="0.065" y="0" width="260.004" height="260.004" style="fill:none;"/>
<g>
<path d="M202.509,35.064C230.668,57.053 248.788,91.322 248.788,129.789C248.788,161.62 236.381,190.576 216.144,212.079L188.807,179.176L198.432,168.931L173.147,145.977L171.246,136.374L176.73,102.292L169.076,97.851L180.038,67.564L209.201,67.564L202.509,35.064Z" style="fill:#3b6e8c;"/>
<path d="M12.639,161.541C9.961,151.584 8.533,141.115 8.533,130.315C8.533,64.014 62.36,10.187 128.66,10.187C132.479,10.187 136.257,10.365 139.991,10.716L141.64,32.771L142.249,44.78L128.66,42.578L112.943,42.578L107.707,44.78L107.707,53.901L110.923,64.519L118.824,71.887L110.923,92.189L128.66,106.605L101.472,113.594L112.943,127.079L98.594,138.028L78.143,148.886L67.443,140.666L52.322,154.44L40.152,161.186L12.781,161.544L12.639,161.541Z" style="fill:#bc5b4f;"/>
<path d="M139.952,10.187C163.404,12.376 184.909,21.321 202.498,35.055L207.123,67.564L180.038,67.564L169.076,97.851L176.73,102.292L170.762,133.928L173.147,145.977L198.432,168.931L188.807,179.176L207.123,199.565L216.144,212.079C194.228,235.368 163.13,249.917 128.66,249.917C73.353,249.917 26.725,212.459 12.782,161.544L43.973,161.544L67.958,141.062L79.113,148.439L113.119,127.392L101.978,114.103L127.489,106.906L110.924,92.645L111.911,85.55L119.432,71.488L110.924,63.103L107.707,45.633L112.943,42.578L141.706,44.78L143.091,41.388L139.444,14.527L139.952,10.187Z" style="fill:#efc758;"/>
<g>
<circle cx="128.66" cy="129.789" r="120.128" style="fill:none;stroke:#000;stroke-width:2.29px;stroke-dasharray:6.88,6.88,0,0;"/>
<path d="M103.854,13.537C104.628,31.946 106.721,57.259 112.018,64.321C138.309,99.371 198.685,93.684 216.25,141.066C222.063,156.749 227.837,172.547 235.083,187.535" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M67.528,233.434C78.517,224.064 89.818,216.633 99.249,213.76C131.108,204.058 166.525,201.417 191.481,176.641C233.434,134.99 210.621,82.821 201.001,34.088" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M40.152,48.913C53.937,61.3 69.253,77.922 74.72,84.259C104.171,118.397 138.515,151.472 161.833,190.705C170.408,205.134 176.014,221.774 181.694,237.784" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M136.725,84.259C136.725,84.259 155.189,60.989 155.714,57.211C156.238,53.434 142.249,44.78 142.249,44.78" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M168.509,97.836C168.509,97.836 177.121,71.567 179.897,66.843C182.673,62.119 155.728,57.211 155.728,57.211" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M209.201,66.843L179.897,66.843" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M107.707,44.761C116.084,38.865 134.532,43.853 140.329,44.761C146.127,45.67 136.581,12.81 140.329,9.662" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M143.091,163.067C151.947,163.067 171.642,145.46 173.229,145.989C174.125,146.287 180.906,151.917 183.396,154.128C186.404,156.8 198.432,166.882 198.432,168.931" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M176.73,102.292C176.73,108.108 171.569,132.66 170.324,135.15C169.923,135.952 173.147,141.397 173.147,145.977" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M125.433,140.871C130.922,140.871 141.979,139.082 146.455,134.605C148.833,132.227 153.077,128.606 156.2,127.565C156.975,127.306 168.136,133.184 170.289,135.337" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M156.264,127.556C156.307,127.522 142.086,116.048 138.964,112.925C138.131,112.093 140.267,107.333 140.599,106.801C143.803,101.666 146.441,96.448 146.441,90.439" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M101.472,113.594C108.025,112.281 127.615,106.082 128.518,106.533C131.268,107.908 136.399,110.776 138.773,112.739" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M128.66,106.51C127.453,105.786 109.649,94.239 110.309,90.283C111.123,85.405 116.671,76.482 118.824,71.887" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M82.805,91.532C86.7,88.935 93.05,86.236 95.091,85.591C97.595,84.8 108.742,91.036 110.291,91.532" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M60.061,67.269C70.848,59.375 80.158,57.412 82.875,54.696C83.274,54.296 82.866,52.884 82.758,52.236C82.335,49.696 76.833,26.84 75.232,22.68" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M82.805,54.764C90.732,58.728 100.187,53.901 107.707,53.901" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M135.037,204.497C134.839,204.458 140.036,211.852 140.858,213.506C145.393,222.63 147.231,230.524 148.237,240.522C148.404,242.181 148.688,247.124 147.325,248.487" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M107.754,211.338C107.754,221.173 106.445,230.699 104.885,240.045C104.378,243.081 107.754,245.928 107.754,248.445" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M135.037,204.497C135.03,204.377 130.004,194.289 127.104,190.983C120.914,183.924 112.581,179.119 106.057,172.595C105.54,172.079 121.473,154.435 123.023,149.82C123.969,147.001 125.615,144.053 125.615,141.116" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M39.722,210.418C42.949,210.418 69.018,183.2 70.51,180.215C70.972,179.292 88.515,213.136 92.026,216.647" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M70.51,180.215C75.061,180.215 99.082,172.595 106.057,172.595" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M10.556,115.562C28.327,114.354 45.865,130.429 46.301,129.992C50.455,125.838 83.611,94.503 83.611,94.06" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M45.816,129.789C50.695,133.693 69.827,141.232 72.378,143.259C74.441,144.898 75.938,147.953 77.986,148.976C78.19,149.078 93.919,140.447 96.299,139.449C97.877,138.786 112.943,128.041 112.943,127.079" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M78.143,148.886C78.143,151.069 76.845,163.96 77.633,166.917C78.464,170.035 80.675,177.45 80.635,177.565" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M12.781,161.544C21.789,161.544 35.086,163.498 43.645,160.145C49.313,157.926 67.443,142.117 67.443,140.662" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M188.807,179.176C188.807,179.176 213.285,204.904 216.145,212.08" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M216.145,110.816L246.53,106.51" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
<path d="M211.212,78.951C211.212,78.951 231.341,73.408 231.235,67.269" style="fill:none;stroke:#000;stroke-width:2.29px;"/>
</g>
</g>
</svg> | |
{
"bytes": "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",
"path": "df7d065f35bc7303479dc66ae6cef3643da9357c90b85f4d1bfd256bcee7fed3.png"
} | Generate code for a svg of a a close up of a red and white u icon with a white arrow | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:xlink="http://www.w3.org/1999/xlink"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
width="96"
height="96"
id="svg11037"
version="1.1"
inkscape:version="0.48.3.1 r9886"
sodipodi:docname="ubuntuone.svg">
<defs
id="defs11039">
<linearGradient
y2="1046.1001"
x2="47.999954"
y1="962.62189"
x1="47.999954"
gradientTransform="matrix(1.15,0,0,1.15,-7.1999462,-150.65291)"
gradientUnits="userSpaceOnUse"
id="linearGradient3886"
xlink:href="#linearGradient3795"
inkscape:collect="always" />
<linearGradient
id="linearGradient3795">
<stop
style="stop-color:#13a6fd;stop-opacity:1;"
offset="0"
id="stop3797" />
<stop
style="stop-color:#2975b6;stop-opacity:1;"
offset="1"
id="stop3799" />
</linearGradient>
<linearGradient
y2="1046.1001"
x2="47.999954"
y1="962.62189"
x1="47.999954"
gradientTransform="matrix(1.15,0,0,1.15,-7.1999462,-150.65292)"
gradientUnits="userSpaceOnUse"
id="linearGradient11642"
xlink:href="#linearGradient3700"
inkscape:collect="always" />
<linearGradient
x1="48"
y1="90"
x2="48"
y2="5.9877172"
id="linearGradient3196"
xlink:href="#linearGradient3700"
gradientUnits="userSpaceOnUse" />
<linearGradient
id="linearGradient3700">
<stop
id="stop3702"
style="stop-color:#da4714;stop-opacity:1"
offset="0" />
<stop
id="stop3704"
style="stop-color:#ee743e;stop-opacity:1"
offset="1" />
</linearGradient>
<linearGradient
x1="16.626165"
y1="15.298182"
x2="20.054544"
y2="24.627615"
id="linearGradient4218"
xlink:href="#linearGradient8265-821-176-38-919-66-249-7-7-6-5-0"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(1.8236425,0,0,2.8764142,4.1473022,-10.570708)" />
<linearGradient
id="linearGradient8265-821-176-38-919-66-249-7-7-6-5-0">
<stop
id="stop2687-1-9-3-0-3"
style="stop-color:#ffffff;stop-opacity:1"
offset="0" />
<stop
id="stop2689-5-4-9-8-5"
style="stop-color:#ffffff;stop-opacity:0"
offset="1" />
</linearGradient>
<linearGradient
x1="48"
y1="20.220806"
x2="48"
y2="138.66119"
id="linearGradient3613"
xlink:href="#linearGradient3737"
gradientUnits="userSpaceOnUse" />
<linearGradient
id="linearGradient3737">
<stop
id="stop3739"
style="stop-color:#fffac8;stop-opacity:1"
offset="0" />
<stop
id="stop3741"
style="stop-color:#feff67;stop-opacity:0"
offset="1" />
</linearGradient>
<clipPath
id="clipPath3613">
<rect
width="84"
height="84"
rx="6"
ry="6"
x="6"
y="6"
id="rect3615"
style="fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none" />
</clipPath>
<filter
x="-0.192"
y="-0.192"
width="1.3839999"
height="1.3839999"
color-interpolation-filters="sRGB"
id="filter3794">
<feGaussianBlur
id="feGaussianBlur3796"
stdDeviation="5.28" />
</filter>
<linearGradient
x1="56"
y1="80"
x2="56"
y2="16"
id="linearGradient3842"
xlink:href="#linearGradient5105-8"
gradientUnits="userSpaceOnUse" />
<linearGradient
id="linearGradient5105-8">
<stop
id="stop5107-4"
style="stop-color:#f5f5f5;stop-opacity:1"
offset="0" />
<stop
id="stop5109-4"
style="stop-color:#ebebeb;stop-opacity:1"
offset="1" />
</linearGradient>
<clipPath
clipPathUnits="userSpaceOnUse"
id="clipPath3828">
<rect
x="5.9999771"
y="5.9999781"
width="84.000023"
height="84.000023"
style="fill:url(#linearGradient3832);fill-opacity:1"
id="rect3830"
rx="22.826094"
ry="22.826094" />
</clipPath>
<linearGradient
inkscape:collect="always"
xlink:href="#linearGradient3700"
id="linearGradient3832"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(1.0500003,0,0,1.0500003,-2.3999762,-1006.5793)"
x1="47.999954"
y1="962.62189"
x2="47.999954"
y2="1046.1001" />
<clipPath
clipPathUnits="userSpaceOnUse"
id="clipPath3009">
<path
id="path3011"
d="m -2,956.36218 -96,0 0,33.5624 96,25.68742 0,-59.24982 z"
style="opacity:0.15;fill:#ffffff;fill-opacity:1;stroke:none"
inkscape:connector-curvature="0" />
</clipPath>
</defs>
<sodipodi:namedview
id="base"
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1.0"
inkscape:pageopacity="0.0"
inkscape:pageshadow="2"
inkscape:zoom="3.959798"
inkscape:cx="33.538031"
inkscape:cy="59.964634"
inkscape:document-units="px"
inkscape:current-layer="layer1"
showgrid="false"
inkscape:window-width="1280"
inkscape:window-height="750"
inkscape:window-x="0"
inkscape:window-y="22"
inkscape:window-maximized="1"
showguides="true"
inkscape:guide-bbox="true">
<sodipodi:guide
orientation="0,1"
position="-24.748737,0"
id="guide11064" />
<sodipodi:guide
orientation="0,1"
position="-23.233509,96"
id="guide11066" />
<sodipodi:guide
orientation="1,0"
position="0,54.800776"
id="guide11068" />
<sodipodi:guide
orientation="1,0"
position="96,51.012704"
id="guide11070" />
<sodipodi:guide
orientation="0,1"
position="-18.94036,48"
id="guide11072" />
<sodipodi:guide
orientation="1,0"
position="48,79.296975"
id="guide11074" />
<sodipodi:guide
orientation="1,0"
position="2,75.508903"
id="guide11076" />
<sodipodi:guide
orientation="0,1"
position="-77.27667,2"
id="guide11078" />
<sodipodi:guide
orientation="1,0"
position="94,77.781746"
id="guide11080" />
<sodipodi:guide
orientation="0,1"
position="-65.912454,94"
id="guide11082" />
</sodipodi:namedview>
<metadata
id="metadata11042">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title />
</cc:Work>
</rdf:RDF>
</metadata>
<g
inkscape:label="Layer 1"
inkscape:groupmode="layer"
id="layer1"
transform="translate(0,-956.36218)">
<g
transform="matrix(1.0952378,0,0,1.0952378,-4.5714015,951.79078)"
id="g3045"
clip-path="url(#clipPath3828)">
<g
id="layer1-1">
<rect
style="fill:url(#linearGradient3196);fill-opacity:1;fill-rule:nonzero;stroke:none"
id="rect2419"
y="6"
x="6"
ry="6"
rx="6"
height="84"
width="84" />
<path
style="opacity:0.2;fill:url(#linearGradient4218);fill-opacity:1;fill-rule:evenodd;stroke:none;display:inline;enable-background:new"
id="path5237-7"
inkscape:connector-curvature="0"
d="M 12,6 C 8.6863616,6 6.0166116,8.6591585 6,11.96875 5.9999481,11.979099 6,11.989638 6,12 L 6.03125,58.90625 C 8.4477741,58.853361 88.165837,39.375647 90,38.4375 L 90,12 C 90,8.676 87.324,6 84,6 L 12,6 z" />
</g>
<g
style="display:inline"
id="layer5">
<rect
style="opacity:0.1;fill:url(#linearGradient3613);fill-opacity:1;fill-rule:nonzero;stroke:#ffffff;stroke-width:0.5;stroke-linecap:round;stroke-linejoin:miter;stroke-miterlimit:4;stroke-opacity:1;stroke-dasharray:none;stroke-dashoffset:0;filter:url(#filter3794)"
id="rect3171"
clip-path="url(#clipPath3613)"
y="15"
x="15"
ry="12"
rx="12"
height="66"
width="66" />
</g>
<path
style="fill:url(#linearGradient3842);fill-opacity:1"
id="path3865"
inkscape:connector-curvature="0"
d="M 24,20.039682 24,39 c 0,15.765571 0.553809,19.539944 1.1704,22.122415 2.318062,9.708749 8.55424,15.274008 18.603912,16.617296 5.440084,0.727149 16.427378,-0.118791 25.06833,-1.919873 L 72,75.171229 72,20.03968 56,20 l 0,44 -16,0 0,-31 -6,0 8,-13 z" />
<path
style="fill:#ffffff;fill-opacity:1"
id="path3844"
inkscape:connector-curvature="0"
d="m 42,20 -18,0.03125 0,1 L 41.375,21 42,20 z m 14,0 0,1 16,0.03125 0,-1 L 56,20 z M 34.625,33 34,34 l 6,0 0,-1 -5.375,0 z M 40,64 l 0,1 16,0 0,-1 -16,0 z" />
</g>
<rect
ry="25"
rx="25"
id="rect3003"
style="opacity:0.15;fill:#ffffff;fill-opacity:1"
height="92"
width="92"
y="958.36218"
x="-96"
clip-path="url(#clipPath3009)"
transform="translate(98,3.8281269e-7)" />
</g>
</svg> | |
I draw images of shapes and objects, focusing on their visual appeal and the way they interact with the background. I aim to capture the essence of the subject through careful attention to detail and composition. I strive to create a visually engaging and memorable image, emphasizing the visual impact of the medium. | {
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAEgAAABICAYAAABV7bNHAAAABmJLR0QA/wD/AP+gvaeTAAAArElEQVR4nO3QuwlCURRE0fGT25dVWJlYhaC9iSamMipHfMFacNPh3J0AAAAAADBkNby3T3IY3vzUKcn5zze8dEly//O7Tn5oPTn2g71vjN6whA8tmkCFQIVAhUCFQIVAhUCFQIVAhUCFQIVAhUCFQIVAhUCFQIVAhUCFQIVAhUCFQIVAhUCFQIVAhUDFdKD78N43Rm/YTo4lOSbZJdkM777r9rwBAAAAAIDleQAHYyfk6bQz3AAAAABJRU5ErkJggg==",
"path": null
} | Generate code for a svg of a simple image of a medium-sized black square against a white background. | <svg width="72px" height="72px" viewBox="0 0 72 72" id="emoji" xmlns="http://www.w3.org/2000/svg">
<g id="color">
<rect id="kleines_mittleres_schwarzes_quadrat_color_1" x="20.2643" y="20.306" width="31.4714" height="31.4714"/>
</g>
<g id="line">
<rect id="kleines_mittleres_schwarzes_quadrat_line_1" x="20.2643" y="20.306" width="31.4714" height="31.4714" fill="none" stroke="#000" stroke-linecap="round" stroke-linejoin="round" stroke-width="2"/>
</g>
</svg>
|
{
"bytes": "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",
"path": "5f3e52d4c11a5a4570a20a0101fccd6484efdb5c518b976393098ddda5e3495f.png"
} | Generate code for a svg of a a close up of a camera with a white circle on the bottom | <svg xmlns="http://www.w3.org/2000/svg" width="30.001" height="29.999" viewBox="0 0 30.001 29.999"><path d="M5618,60a15,15,0,1,1,10.608-4.393A14.9,14.9,0,0,1,5618,60Zm-3.446-23A4.558,4.558,0,0,0,5610,41.554v6.594a4.559,4.559,0,0,0,4.553,4.556h6.6a4.56,4.56,0,0,0,4.554-4.556V41.554A4.559,4.559,0,0,0,5621.148,37Zm6.753,14.131H5614.4a2.829,2.829,0,0,1-2.826-2.826V41.4a2.829,2.829,0,0,1,2.826-2.826h6.909a2.829,2.829,0,0,1,2.825,2.826v6.909A2.829,2.829,0,0,1,5621.306,51.132Zm-3.455-10.207a3.925,3.925,0,1,0,3.927,3.927A3.93,3.93,0,0,0,5617.851,40.925Zm4.122-1.178a.982.982,0,1,0,.98.983A.983.983,0,0,0,5621.973,39.747Zm-4.122,7.458a2.355,2.355,0,1,1,2.356-2.354A2.356,2.356,0,0,1,5617.851,47.206Z" transform="translate(-5603 -30.001)" fill="#747f92"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f9e1.png"
} | Generate code for a svg of a orange 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:#FF9800;"/>
<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:#F77E00;"/>
<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:#F77E00;"/>
</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:#FFBD52;"/>
<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:#FFBD52;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a quiet pier on a misty morning. | <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="#dbe3de" d="M0 0h96v96H75l-9-7V78q1-3 5-3l2-2-2-4-9 1q-3 0-3 3l-1-3q-3 1-3 4-2-4-3 0-2-6-1 1h-5l-1-3v5h-6l-1-5v7l-6-1q-3-1 0-3l-2-1q-7-1-12 1H2v3H0z"/><path fill="#9aaba6" d="m71 75 1-2H62v-3l9-1 2 4z"/><path fill="#818f8d" d="M18 75q5-2 12-1 0 3-2 1z"/><path fill="#798c8c" d="M62 70v3h10l-1 2q-4 0-5 3l-3 1-17-4h5q-1-7 1-1 1-4 3 0 0-3 3-4l1 3q0-3 3-3"/><path fill="#e7ede4" d="M4 77q12 0 0 4z"/><path fill="#353c40" d="M4 77v9l-1 3-1-1-1-6-1 1v-5h2l1-2z"/><path fill="#b1c0ba" d="M4 86v-4l7-1q-2 4-7 5"/><path fill="#abb7b2" d="M66 78v11q-5-3-5-8 0-2 2-2z"/><path fill="#b9ccbe" d="M2 88H0v-5l1-1z"/><path fill="#606f72" d="m46 75 17 4q-2 0-2 2 0 5 5 8l9 7H0v-8h2l1 1 1-3q5-1 7-5l-7 1v-1q12-4 0-4l-1-1-1 2v-3h11v8l6-1v2l2-6v4l9-4q-3-2-5-1l3-2q2 2 2-1l2 1q-3 2 0 3l6 1v-7l1 5h6v-5z"/><path fill="#acbcb2" d="M25 77q2-1 5 1l-9 4v-4q1-2 4-1"/><path fill="#becbc4" d="M13 76h6v6l-6 1z"/><path fill="#263138" d="M13 76v-1h15l-3 2q-3-1-4 1l-2 6v-8z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a blue Christmas light glowing on the 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="#c1dbed" d="M0 0h62q-1 2-3 1-2 2 1 4l-4 3v5l-2-1V3q-4-1-7 1l-3 3 2 4q2-3 3 1-6 0-2 4-4 2-3 7-6 3-2 8l-2 2q-2-1-2 1h3l1 3-4-1-2 2q-2-1-2 1l2 5q-3-1-3 1l4 4q-4 0-7 3 3 0 5 3-3 0 0 2v2l-5-5q-3 2-2 7h-1q-3-1-3 1l6 2v3l-1 1h-6l3 2h2q-4 0-7 3l9 2q3-3 8-3 0 3-3 2-3 1-3 4l8-5 2 3v6q-10-1-19 2l1 1q24 6 50-1-11-3-20-2v-6l2-1 3-2 5 4v-2l5-2-2-3q3 0 5-3l-11 3q-3-1-2-3l3-1 5-4-1-1q-3-3-7-2v-4l5-2q3-5-1-2-3-1-2-3l2-1-4-5 3-1q-4-3-1-6l4-2 8 13q2 11 8 21-3 6 0 13-6 15-21 12-4 1 0 4H0z"/><path fill="#c4dcec" d="M62 0h34v96H60q-4-3 0-4 15 3 21-12-3-7 0-13-6-10-8-21l-8-13-4 2q-3-4-7-3-1-3 2-5-3-3-4 0-2-1-1-3l2-2q-4-6-3-10l2-6-5-2q3-2 7-1v9l2 1V8l4-3q-3-2-1-4 2 1 3-1"/><path fill="#e9f0ec" d="m47 4 5 2-2 6h-1q-1-4-3-1l-2-4z"/><path fill="#4598e0" d="M49 12q-1 4 3 10l-2 2h-1q2-3-1-4-5 0-4 5h5l-6 1q-1 2 1 3v1l-3 1q-4-5 2-8-1-5 3-7-4-4 2-4"/><path fill="#ecf9fc" d="m49 20-3-1q2-2 3 1"/><path fill="#2d82db" d="M49 20q3 1 1 4v1h-5q-1-5 4-5"/><path fill="#def1f8" d="M46 30h-1v-1q0-3 3-2z"/><path fill="#62b1e3" d="M50 24q-1 2 1 3 1-3 4 0-3 2-2 5-2-1-1-3-4-1-6 2l-1-1 2-3q-3-1-3 2-2-1-1-3z"/><path fill="#2e7fd5" d="m54 32 3 1-5 2h-1q-1-3-3 0-3 2-1 6 1-3 4-2 0 3 3 5l1 1 6 3q-3-1-5 1l-1 1-2 2q-3-2-7-1l-2 3 3 1-2 7q-5 2-7 5l-10 3h-2l3-2 1-1 4-1 1-1 2-3 6-2h-7l-1-3q-3-2 0-2l1-1 2 2 3-1-1-1v-4l5-2v-3h-3l-5 4-4-4q0-2 3-1 3-2 3-5l-3-1 9-1-2-1 3-2v-2q-3 3-6 1l2-2 3-1h1l1 1q2-3 6-2-1 2 1 3"/><path fill="#4a9ade" d="m36 38 2-2 4 1-1-3h-3q0-2 2-1 3 2 6-1v2l-3 2 2 1z"/><path fill="#8cc3e6" d="M54 32q4-1 7 3-3 3 1 6l-3 1 4 5-2 1-6-3 3-5-2-1q0-5-4-4l5-2z"/><path fill="#e8f4fb" d="M51 35q-1 3-3 0 2-3 3 0"/><path fill="#52a6de" d="M48 35q2 3 3 0h1l1 2-2 2q-3-1-4 2-2-4 1-6"/><path fill="#398ddd" d="M52 35q4-1 4 4-3 1-2 5-3-2-3-5l2-2z"/><path fill="#57a8e4" d="m36 38 3 1q0 3-3 5l-2-5q0-2 2-1"/><path fill="#e4f5f7" d="m56 39 2 1-3 5-1-1q-1-4 2-5"/><path fill="#ecf9fc" d="M42 45h3v3h-3z"/><path fill="#7cc4e7" d="M42 45v3h3l-5 2-3-1z"/><path fill="#59aae1" d="M56 49q2-2 5-1-1 2 2 3l-4 1v-3z"/><path fill="#d1ecf5" d="M56 49h3v3l-4 1v-3z"/><path fill="#55a4e6" d="m37 49 3 1v4q-2 0-2 2l-2-2-1 1q-2-3-5-3 3-3 7-3"/><path fill="#e8f3fa" d="m40 54-3 1q0-2 2-2"/><path fill="#287bcf" d="M59 55q-4 2-7-1 0-2 3-1l4-1 4-1q4-3 1 2z"/><path fill="#61b1e1" d="m35 59-7 2q-1-5 2-7z"/><path fill="#4b9ade" d="m35 57 1 3h7l-6 2-2 3-1-3-7-1h1l7-2z"/><path fill="#388ad5" d="M55 50v3q-3-1-3 1 3 3 7 1v4q4-1 7 2-7-1-4 5l-3 1q-2-4-2 0-6-4-8-10l-2 5q-2-3-2 0l2-7-3-1 2-3q4-1 7 1z"/><path fill="#e1f5fc" d="M47 55v-3q1-1 4 1z"/><path fill="#5ea7df" d="m66 61 1 1-5 4q-3-6 4-5"/><path fill="#85c9ec" d="m27 61 7 1q-4 1 0 4l-4 1v-3l-6-2q0-2 3-1"/><path fill="#e6f5f9" d="m34 62 1 3-1 1q-4-3 0-4"/><path fill="#d3ecf6" d="M59 67h-2q0-4 2 0"/><path fill="#56a4d9" d="m29 68-3 2-3-2z"/><path fill="#4f9bdc" d="M57 67h2q-1 2 2 3l11-3q-2 3-5 3l2 3-5 2v2l-5-4-3 2-2-2q5-1 3-6"/><path fill="#4091d8" d="m45 62-2 5 1 2q4-3 7 2-7-4-7 4l-2-4v5l-2-3-8 5q0-3 3-4 3 1 3-2-5 0-8 3l-9-2q3-3 7-3l10-3q2-3 7-5"/><path fill="#54aee4" d="M51 71v7q-6 0-7-3 0-8 7-4"/><path fill="#2c7ad0" d="M57 67q2 5-3 6l2 2-2 1v6l8 1-18 1-2-7v-6l2 4q1 3 7 3v-7q-3-5-7-2l-1-2 2-5q0-3 2 0l2-5q2 6 8 10"/><path fill="#468ad8" d="m42 77 2 7 18-1-8-1q9-1 20 2-26 7-50 1l-1-1q9-3 19-2z"/></svg> | |
I draw images of cobwebs draping across forgotten tombstones, focusing on the intricate details and the way they create a sense of history and mystery. The draping is a deliberate and artistic technique, emphasizing the texture and the interplay of light and shadow. The overall effect is a visual representation of the forgotten history and the enduring presence of these objects. | {
"bytes": "",
"path": null
} | Generate code for a svg of a cobwebs draping across forgotten tombstones. | <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="#dfe1e2" d="M0 0h53q-3 8-10 10v3h-1l-2-1-10 3 1 12q2-3 6-2-4 1-5 4l2 10 3-12 2-1q-3 9-2 20l-1 6-1-8-3 8 1 2-3-1q4-7-2-11l-1 3-1-8 6 8-1-17-7 2-1 5q-2-4-5-3-1 6-1 0-6-1 0-1l-1-7-2 1 2-4v-1q3 2 6-1l2 1q-3 5 3 7l3-2-3-10q-4-1-5 2l-7 2-2 1-13 1z"/><path fill="#dbdddf" d="M65 0h31v7q-7 3-11 9l-4 2-5-7q-3-2-6-1-7-3-5-10"/><path fill="#7c808c" d="M53 0h3q-3 8-11 13v-2l-2 2v-3q7-2 10-10"/><path fill="#d4d6d9" d="M56 0h9q-2 7 5 10l-1 1q-3 5-3 13-7-9-3 2l-6 1-1-5-1 7-5 4 2-2h-8l6-2-7-5q-3 0-4 2l-2 1-3 12-2-10q1-3 5-4-4-1-6 2l-1-12 12-2q-3 12 3 0 8-5 11-13"/><path fill="#6b6f79" d="m69 11 1-1q3-1 6 1v3z"/><path fill="#93979f" d="M96 7v6l-2-1q-4 6-12 8-8 1-1-2l4-2q4-6 11-9"/><path fill="#565660" d="M45 13q-6 12-3 0h1l2-2z"/><path fill="#5c5f6b" d="m27 15-1 4-4-2q1-3 5-2"/><path fill="#53515f" d="M15 19v1L0 23v-2l13-1z"/><path fill="#c6c8cc" d="m27 15 3 10-3 2q-6-2-3-7l-2-1q-3 3-6 1l-1-1 7-2 4 2z"/><path fill="#dfe1e2" d="M69 11q-2 6-1 13l8-4 3 11 3 1q-6 3 0 7-5-2-2 4l-4 10-9 11q2-5 6-8l3-8h-4l-6-1-2 4-2-11q6-3-1-4l-4 4h-2v-5l-9-1 4-1 5-4 1-7 1 5 6-1q-4-11 3-2 0-8 3-13"/><path fill="#cacdd1" d="M75 34q-2-3-5-2l-3-5 8-4q0 4 3 7-3 1-3 4"/><path fill="#d3d6d8" d="m16 21-2 4 2-1 1 7q-6 0 0 1 0 6 1 0 3-1 5 3l1-5 7-2 1 17-6-8 1 8 1-3q6 4 2 11l-5 2q-6-9-14-15-3-6-9-6l10-2H0v-9z"/><path fill="#999ea5" d="m50 33-4 1 9 1v5h2l4-4q7 1 1 4-3 0-1 3-1-1-3 1 0 6-4 10H40l-3-8q-1-11 2-20 1-2 4-2l7 5-6 2h8z"/><path fill="#868b96" d="M70 32q3-1 5 2l-5 1z"/><path fill="#d7dadc" d="M96 13v42l-7-1V33l-6-1-1-12q8-2 12-8z"/><path fill="#dbdddf" d="M0 32h12L2 34q6 0 9 6 8 6 14 15l-1 1-2 11-1-2q-3 4-7 2l-4-8q-7-2-9-8l-1 1z"/><path fill="#cccfd3" d="m69 11 7 3v-3l5 7q-7 3 1 2l1 12 6 1v21h-1q3 2 0 3l5 8-7 11q0-7-2-2l1 2q-4-2-6 1v-3q-1-14-12-8-3-1 0-2l9-11 2 9 1-31-3-11-8 4q-1-7 1-13"/><path fill="#4c4b56" d="M72 48h4l-3 8q-3-1-2-3z"/><path fill="#dcdfe0" d="M24 56v24l-6 4-2 1q-6-4-9 0l2 1-9 3V52l1-1q2 6 9 8l4 8q4 2 7-2l1 2z"/><path fill="#c6c9cd" d="m62 40 2 11 2-4 6 1-1 5q-1 2 2 3-4 3-6 8h-6q1 2-1 2l-4-3h4q-1-11 1-20-2-3 1-3"/><path fill="#dbdddf" d="m89 54 7 1v41H63q-1-4 4-6l-6-2 24 2 1-1-6-3q-2-3-2-7l1-5v3q2-3 6-1h1l7-11-5-8q3-1 0-3z"/><path fill="#83888f" d="M61 43q-2 9-1 20h-4l4 3-1 1-7-2 3-1h-5l2 5q2-3 3 0-6 3-10 1-3 0 0 2l-6 1q-1-8 1-14 1 8 2 0l4 4 5-1q-6-1-10-6l13-2q4-4 4-10 2-2 3-1"/><path fill="#a8acb1" d="m30 53 3 1v2l1 24H24V56l1-1z"/><path fill="#ced0d3" d="m37 46 3 8h14l-13 2q4 5 10 6l-5 1-4-4q-1 8-2 0-2 6-1 14l6-1q-3-2 0-2 4 2 10-1-1-3-3 0l-2-5h5l-3 1 7 2-2 2q4 1 7-2v11q-5-2-8 1h-5l6-2-3-3v-3q-3 0-4 3l2 2-5 5q9 1 0 4l-2-1-5 6 1 2h-9l-4-2-1 2-9-3-2-4 2-1q0 2 2 2h18l-3-29-2-1v-2l-1-2 3-8 1 8z"/><path fill="#9fa0a6" d="M54 74h-4q1-3 4-3z"/><path fill="#504f5b" d="M86 76h-1l-1-2q2-5 2 2"/><path fill="#eceeee" d="M67 64q-3 1 0 2 11-6 12 8l-1 5q0 4 2 7l-14-1-3-2 1-5V67q-3 3-7 2l2-2 1-1q2 0 1-2z"/><path fill="#7b8088" d="m33 56 2 1 3 29H20q-2 0-2-2l6-4h10z"/><path fill="#d8dadc" d="M50 74h4l3 3-6 2h5q3-3 8-1l-1 5 3 2-6 1 1 2 6 2q-5 2-4 6H0v-7l9-3h5l-2 2 6 1 9 3 1-2 4 2h9l-1-2 5-6 2 1q9-3 0-4l5-5z"/><path fill="#44404c" d="m16 85 2 4-6-1 2-2H9l-2-1q3-4 9 0"/><path fill="#7f838c" d="m66 85 14 1 6 3-1 1-24-2-1-2z"/></svg> |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a vector illustration of a hot dog alongside a drink with a straw. | <?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:#EF645E;" d="M359.656,141.596c-2.989,0-5.413-2.427-5.413-5.423V7.083c0-2.996,2.423-5.423,5.413-5.423h20.568
c2.989,0,5.413,2.427,5.413,5.423v129.089c0,2.996-2.423,5.423-5.413,5.423h-20.568V141.596z"/>
<g>
<polygon style="fill:#F7EEDF;" points="385.636,14.551 354.243,46.468 354.243,69.422 385.636,37.93 "/>
<polygon style="fill:#F7EEDF;" points="385.636,55.572 354.243,87.488 354.243,110.442 385.636,78.949 "/>
</g>
<path style="fill:#A5D289;" d="M296.882,487.634c-7.863,0-14.375-5.934-15.147-13.8l-30.441-310.169
c-0.421-4.29,0.987-8.585,3.867-11.779c2.879-3.198,6.989-5.029,11.28-5.029H473.44c4.289,0,8.4,1.831,11.28,5.029
c2.88,3.195,4.29,7.489,3.867,11.779l-30.441,310.169c-0.772,7.866-7.284,13.8-15.147,13.8H296.882z"/>
<g>
<path style="fill:#79A85B;" d="M296.187,199.41h-41.385l1.587,16.169h39.799c4.465,0,8.084-3.618,8.084-8.083
C304.271,203.03,300.652,199.41,296.187,199.41z"/>
<path style="fill:#79A85B;" d="M287.889,231.747h-29.913l1.587,16.169h28.327c4.465,0,8.084-3.618,8.084-8.083
C295.974,235.366,292.354,231.747,287.889,231.747z"/>
</g>
<path style="fill:#F7EEDF;" d="M480.544,151.583c0,8.452-6.815,15.304-15.221,15.304H274.556c-8.404,0-15.22-6.852-15.22-15.304
v-20.406c0-8.452,6.816-15.304,15.22-15.304h190.766c8.406,0,15.221,6.852,15.221,15.304v20.406H480.544z"/>
<ellipse style="fill:#F7C677;" cx="369.946" cy="288.925" rx="64.909" ry="65.264"/>
<path style="fill:#F2EBAA;" d="M369.94,332.637c-23.903,0-43.351-19.608-43.351-43.708c0-24.1,19.447-43.708,43.351-43.708
c23.905,0,43.353,19.609,43.353,43.708C413.293,313.029,393.845,332.637,369.94,332.637z"/>
<path style="opacity:0.1;enable-background:new ;" d="M314.195,473.834l-30.442-310.169c-0.421-4.29,0.987-8.585,3.867-11.779
c2.879-3.198,6.99-5.029,11.28-5.029h-32.46c-4.289,0-8.401,1.831-11.28,5.029c-2.88,3.195-4.288,7.489-3.867,11.779l30.441,310.169
c0.771,7.866,7.283,13.8,15.147,13.8h32.46C321.477,487.634,314.966,481.7,314.195,473.834z"/>
<path style="opacity:0.1;enable-background:new ;" d="M304.068,151.583v-20.406c0-8.452,6.816-15.304,15.22-15.304h-44.732
c-8.404,0-15.22,6.852-15.22,15.304v20.406c0,8.452,6.816,15.304,15.22,15.304h44.732
C310.885,166.888,304.068,160.036,304.068,151.583z"/>
<path style="fill:#F7EEDF;" d="M512,167.262c0,8.454-6.815,15.306-15.221,15.306H243.101c-8.404,0-15.22-6.851-15.22-15.306V155.02
c0-8.453,6.816-15.306,15.22-15.306h253.678c8.406,0,15.221,6.853,15.221,15.306L512,167.262L512,167.262z"/>
<path style="opacity:0.1;enable-background:new ;" d="M272.613,167.262V155.02c0-8.453,6.816-15.306,15.22-15.306H243.1
c-8.404,0-15.22,6.853-15.22,15.306v12.242c0,8.454,6.816,15.306,15.22,15.306h44.733
C279.429,182.568,272.613,175.716,272.613,167.262z"/>
<path style="fill:#E66416;" d="M419.331,389.209c0,20.128-16.284,36.446-36.371,36.446H36.371C16.284,425.655,0,409.337,0,389.209
l0,0c0-20.129,16.284-36.447,36.371-36.447h346.59C403.046,352.762,419.331,369.081,419.331,389.209L419.331,389.209z"/>
<path style="opacity:0.1;enable-background:new ;" d="M44.733,389.209c0-20.129,16.284-36.447,36.371-36.447H36.371
C16.284,352.762,0,369.081,0,389.209s16.284,36.446,36.371,36.446h44.733C61.017,425.655,44.733,409.337,44.733,389.209z"/>
<path style="fill:#AA340F;" d="M128.255,352.762L111.7,369.351c-3.153,3.159-3.149,8.279,0.011,11.432
c1.578,1.575,3.644,2.361,5.71,2.361c2.072,0,4.143-0.792,5.723-2.373l27.523-28.01L128.255,352.762L128.255,352.762z"/>
<path style="fill:#F7EEDF;" d="M181.587,352.762l-16.555,16.589c-3.154,3.159-3.149,8.279,0.012,11.432
c1.578,1.575,3.644,2.361,5.71,2.361c2.071,0,4.143-0.792,5.723-2.373l28.031-28.01L181.587,352.762L181.587,352.762z"/>
<path style="fill:#AA340F;" d="M234.917,352.762l-16.554,16.589c-3.155,3.159-3.149,8.279,0.011,11.432
c1.578,1.575,3.645,2.361,5.71,2.361c2.071,0,4.143-0.792,5.722-2.373l27.568-28.01L234.917,352.762L234.917,352.762z"/>
<path style="fill:#F7EEDF;" d="M288.249,352.762l-16.555,16.589c-3.155,3.159-3.149,8.279,0.011,11.432
c1.578,1.575,3.645,2.361,5.71,2.361c2.071,0,4.143-0.792,5.722-2.373l28.076-28.01L288.249,352.762L288.249,352.762z"/>
<path style="fill:#F7C677;" d="M399.541,452.453c0,31.97-25.862,57.886-57.764,57.886H77.554c-31.903,0-57.765-25.918-57.765-57.886
l0,0c0-31.97,25.862-57.884,57.765-57.884h264.221C373.678,394.568,399.541,420.484,399.541,452.453L399.541,452.453z"/>
<path style="opacity:0.1;enable-background:new ;" d="M64.881,452.453c0-31.97,25.862-57.884,57.765-57.884H77.554
c-31.903,0-57.765,25.916-57.765,57.884s25.862,57.886,57.765,57.886h45.092C90.743,510.34,64.881,484.422,64.881,452.453z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "emoji_u1f926_200d_2642.png"
} | Generate code for a svg of a man facepalming | <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="shirt">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="32.8209" y2="-0.1808">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.4701" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#009E89"/>
</linearGradient>
<path d="M64.13,96c-0.04,0-0.09,0-0.13,0c-25.49,0.03-52,7.28-52,25.06V124h1.5H15h98h1.5h1.5v-2.94 C116,104.3,89.74,96,64.13,96z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="neck">
<path d="M54.92,90.08v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98L54.92,90.08z" style="fill:#E59600;"/>
</g>
<g id="ears">
<path d="M91.33,50.43H36.67c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41h54.65 c5.89,0,10.71-5.14,10.71-11.41S97.22,50.43,91.33,50.43z" style="fill:#E59600;"/>
</g>
<path id="head" d="M64.02,11.07L64.02,11.07L64.02,11.07c-17.4-0.01-33.53,18.6-33.54,45.38 c-0.01,26.64,16.59,39.82,33.5,39.83s33.53-13.15,33.54-39.79C97.53,29.69,81.42,11.07,64.02,11.07z" style="fill:#FFCA28;"/>
<path id="nose" d="M67.81,68.06c-0.11-0.04-0.21-0.07-0.32-0.08H60.5c-0.11,0.01-0.21,0.04-0.32,0.08 c-0.63,0.26-0.98,0.91-0.68,1.61c0.3,0.7,1.69,2.66,4.49,2.66c2.8,0,4.2-1.96,4.49-2.66C68.79,68.97,68.45,68.31,67.81,68.06z" style="fill:#E59600;"/>
<g id="eyes">
<path d="M47.69,60.3c-2.06,0-3.9-0.5-5.18-1.29c-0.55-0.34-0.87-0.14-0.77,0.5c0.37,2.48,2.9,4.4,5.95,4.4 c3.06,0,5.58-1.92,5.95-4.4c0.1-0.64-0.22-0.84-0.77-0.5C51.59,59.8,49.75,60.3,47.69,60.3z" style="fill:#404040;"/>
<path d="M80.31,60.3c-2.06,0-3.9-0.5-5.18-1.29c-0.55-0.34-0.87-0.14-0.77,0.5c0.38,2.48,2.9,4.4,5.95,4.4 s5.58-1.92,5.95-4.4c0.1-0.64-0.22-0.84-0.77-0.5C84.21,59.8,82.36,60.3,80.31,60.3z" style="fill:#404040;"/>
</g>
<g id="eyebrows">
<path d="M39.99,50.73c3.19-4.56,10.76-4.64,14.48-0.74c0.68,0.71,1.35,1.67,0.65,2.63 c-0.76,1.05-1.87,0.54-2.81,0.15c-2.37-0.97-5.02-1.24-7.52-0.65c-0.53,0.12-1.05,0.29-1.56,0.47c-0.51,0.18-1,0.52-1.53,0.63 C40.31,53.52,39.2,51.91,39.99,50.73z" style="fill:#6D4C41;"/>
<path d="M86.05,53.13c-2.23-0.97-4.49-1.53-6.95-1.25c-1.12,0.13-2.22,0.42-3.26,0.83 c-0.83,0.33-1.72,0.86-2.58,0.28c-2.45-1.69,1.89-4.44,3.17-4.99c2.76-1.19,6.05-1.08,8.72,0.31c1.06,0.55,2.21,1.35,2.84,2.4 C88.78,52.02,87.6,53.76,86.05,53.13z" style="fill:#6D4C41;"/>
</g>
<path id="mouth" d="M73.95,81.76c0,1.01-4.46,1.22-9.95,1.22s-9.95-0.23-9.95-1.22 c0-1.04,4.46-1.68,9.95-1.68S73.95,80.7,73.95,81.76z" style="fill:#795548;"/>
<g id="hairGroup">
<path id="hair_7_" d="M64.02,4.61L64.02,4.61c-0.01,0-0.01,0-0.02,0c-0.01,0-0.01,0-0.02,0l0,0 C18.54,4.85,27.85,56.75,27.85,56.75s2.04,5.35,2.97,7.71c0.13,0.34,0.63,0.3,0.71-0.05c0.97-4.34,4.46-19.73,6.22-24.4 c1.04-2.76,3.9-4.36,6.79-3.83c4.45,0.81,11.55,1.81,19.37,1.81c0.03,0,0.06,0,0.08,0s0.06,0,0.08,0c7.82,0,14.92-1,19.37-1.81 c2.9-0.53,5.76,1.08,6.79,3.83c1.75,4.66,5.22,19.96,6.2,24.36c0.08,0.36,0.58,0.39,0.71,0.05l2.98-7.67 C100.15,56.75,109.45,4.85,64.02,4.61z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_1_" cx="63.9995" cy="80.3211" gradientTransform="matrix(1 0 0 -1.1282 0 138.2961)" gradientUnits="userSpaceOnUse" r="38.0923">
<stop offset="0.7945" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights" d="M100.15,56.75c0,0,9.31-51.9-36.13-52.14v0 c-0.01,0-0.01,0-0.02,0h0c-0.01,0-0.01,0-0.02,0l0,0c-0.71,0-1.4,0.02-2.08,0.05c-1.35,0.06-2.66,0.16-3.92,0.31 c-0.01,0-0.03,0-0.04,0C57.86,4.99,57.78,5,57.69,5.01C19.44,9.82,27.85,56.75,27.85,56.75l2.98,7.68c0.13,0.34,0.62,0.31,0.7-0.05 c0.98-4.39,4.46-19.71,6.22-24.37c1.04-2.76,3.9-4.36,6.79-3.83c4.45,0.81,11.55,1.81,19.37,1.81c0.03,0,0.06,0,0.08,0 s0.06,0,0.08,0c7.82,0,14.92-1,19.37-1.81c2.9-0.53,5.76,1.08,6.79,3.83c1.76,4.68,5.25,20.1,6.22,24.42 c0.08,0.36,0.57,0.39,0.7,0.05C98.09,62.12,100.15,56.75,100.15,56.75z" style="fill:url(#hairHighlights_1_);"/>
</g>
<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="70.5601" x2="58.043" y1="42.7122" y2="36.818">
<stop offset="0.5089" style="stop-color:#000000"/>
<stop offset="1" style="stop-color:#000000;stop-opacity:0"/>
</linearGradient>
<path d="M82.42,74.24c1.75-4.43,1.44-6.57,0.16-10.63 c-0.33-1.05-0.53-3.34-0.6-4.12c-0.26-2.98,0.76-6.75,1.41-7.5c1.19-1.37,1.53-2.85,1.38-4.38c-0.22-2.22-3.89-5.01-7.91-0.84 c-1.62,1.69-2.31,4.38-2.31,4.38c-1.81-4.31-4.98-11.93-5.39-12.9l-0.06-0.15c-0.65-1.63-1.88-2.88-3.35-3.4 c-1.33-0.48-2.76-0.35-4.04,0.35c-0.88,0.48-1.57,1.22-2,2.1c-1.38-1.3-3.16-1.76-4.93-1.16c-1.39,0.47-2.45,1.46-2.98,2.78 c-0.35,0.88-0.45,1.85-0.3,2.83c-1.09-0.2-2.22,0-3.24,0.6c-0.94,0.56-3.81,2.71-1.49,7.17c0.05,0.1,0.12,0.23,0.21,0.38 c-0.88,0.04-1.59,0.33-2.05,0.59c-1.3,0.72-2.19,1.87-2.49,3.25c-0.33,1.48,0.06,3.1,1.04,4.43l6.18,9.06c0,0,3.87,5.86,5.46,8.3 c1.27,1.94,2.69,3.53,4.25,4.73c-0.34,0.99-0.28,2.05,0.14,2.92L74.45,124h34.47C108.92,124,82.43,74.25,82.42,74.24z" style="opacity:0.2;fill:url(#SVGID_2_);enable-background:new ;"/>
<linearGradient id="hand_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="58.3354" x2="75.0796" y1="91.6256" y2="53.3001">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="hand" d="M81.77,45.85c-1.08-0.41-2.83-0.01-4.37,1.86s-1.01,4.46-1.65,6.08 c-0.21,0.52-0.94,0.52-1.15,0c-1.4-3.44-6.7-16.01-6.7-16.01c-0.68-1.71-2.29-2.66-3.87-1.79c-1.26,0.69-1.49,2.26-0.91,3.69 l4.29,11.51c0.06,0.15,0,0.32-0.13,0.38l0,0c-0.14,0.07-0.32,0.01-0.4-0.15l-6.88-12.5c-0.71-1.36-1.94-2.27-3.3-1.81 c-1.69,0.57-2.06,2.41-1.21,4.05l6.22,12.72c0.16,0.31,0.06,0.67-0.21,0.84c0,0-0.01,0-0.01,0.01c-0.28,0.17-0.66,0.06-0.84-0.25 c0,0-5.46-8.63-6.22-9.89s-2.22-2.41-3.78-1.49s-1.31,2.42-0.55,3.87c0.65,1.24,4.61,7.94,5.76,9.87c0.17,0.29,0.08,0.66-0.2,0.84 l0,0c-0.26,0.17-0.61,0.11-0.81-0.13l-4.17-5.05c-1.03-1.25-2.17-1.91-3.42-1.22c-1.56,0.86-1.69,2.59-0.6,4.08l6.2,9.09 c0,0,3.88,5.87,5.47,8.31c4.19,6.42,8.62,6.24,9.52,6.26c2.34,0.05,7.24-2.01,8.82-2.77c8.83-4.24,4.41-11.94,4.01-16.53 c-0.25-2.83,0.83-8.11,2.23-9.95C84.26,47.93,82.68,46.19,81.77,45.85z" style="fill:url(#hand_1_);"/>
<linearGradient id="shirt_x5F_fill_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="98.1661" x2="77.515" y1="31.5351" y2="21.7677">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.4701" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#009E89"/>
</linearGradient>
<path id="shirt_x5F_fill_1_" d="M78.69,124L62.95,80.9c-0.02-0.04-0.03-0.09-0.06-0.13 c-0.18-0.37-0.2-0.79-0.05-1.17s0.43-0.69,0.8-0.85l16.58-7.29c0.19-0.08,0.4-0.13,0.6-0.13c0.56,0,1.07,0.31,1.33,0.8L111.94,124 H78.69z" style="fill:url(#shirt_x5F_fill_2_);"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a wooden birdhouse hanging from a tree branch. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfc" d="M0 0h48l-1 16 3-4q-2-6-1-12h47v96H0z"/><path fill="#a7948f" d="M48 0q-1 6 1 12l-3 4z"/><path fill="#bfc889" d="M73 18h-3q0-3 3-4z"/><path fill="#d0e085" d="M39 17q2 0 1 2z"/><path fill="#92766a" d="M70 18h15l-1 1-16 2q-3-2-5-1l2-2z"/><path fill="#6e3d31" d="m54 19 9 1q2-1 5 1-6 0-1 3l-6-2-2 1q-4-1-5-4"/><path fill="#adb74b" d="M24 21q2 0 1 2z"/><path fill="#afc267" d="m31 22-2-1q0-3 2 0"/><path fill="#cfbfa8" d="m59 23 2-1 6 2 2 1q-3 0-3 2z"/><path fill="#ae948e" d="M17 26q-2-1-2 1l-4-2q3-2 6 1"/><path fill="#90644b" d="M47 16v2q4-5 7 1l-4-1 7 7-2 1q-3-4-6-5-7 3-12 8-3 3 2 2v4q-2-3-5-3-2-3 1-4h-3l6-2 2-3h-9v-1l10-1q2-3 6-5"/><path fill="#ab9761" d="m59 23 7 4v2z"/><path fill="#6d3a2f" d="M15 27q0-2 2-1h21l-6 2h-3q-6 2-9 9-5 2-2-1l5-7z"/><path fill="#6c4030" d="m57 25 8 8-2 12-1-11-3 3v-5l-8-8q-2 0-1 3l-4-2-7 6q-5 1-2-2 5-5 12-8 3 1 6 5z"/><path fill="#8e7762" d="m69 25 9 4 2-1v2h-2z"/><path fill="#afb46d" d="M29 28h3q-3 3-3 0"/><path fill="#d3ced2" d="M54 19q1 3 5 4l7 6 2 3q-3 3-3 1l-8-8-7-7z"/><path fill="#a6ab61" d="m73 29 3 3q-4 0-3-3"/><path fill="#c5c891" d="M78 30h2l3 3q0 3-3 0l-1 2q-2-3-1-5"/><path fill="#b2ad7f" d="M18 36q-3 3 2 1l-1 5q-2-6-4 0l-3-3q0-3 3 0l2-4z"/><path fill="#360f10" d="m63 45-4-3v-6l3-3z"/><path fill="#b4794e" d="M59 37v6l4 3q-3 3 1 8h-5q-1 1 1 4l-5 1-2-3 5-1-1-1H41l-2-17v-6l7-6 4 2q-1-3 1-3l8 8z"/><path fill="#2b0d0d" d="M47 31q7-1 4 6-4 4-6-2 0-3 2-4"/><path fill="#281111" d="M48 43v4q-3-3 0-4"/><path fill="#90562f" d="m39 37 2 17h16l1 1-5 1 2 3-2 5-2 7q0-7-3-11v-3H37z"/><path fill="#733826" d="M64 54q0 3-4 4-2-3-1-4z"/><path fill="#c3a38c" d="M37 57h11v3h-1z"/><path fill="#a06844" d="M47 60q3 4 3 11l2-7q-1 4 2 10-3 4-8 4-4-3-6-7h3z"/></svg> | |
{
"bytes": "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",
"path": "a595afb8c962c0947eb4e126671ef7244521b470be446b8483ce5695bdaa3223.png"
} | Generate code for a svg of a a black and white image of a paper airplane with a star on it | <svg width="240" height="220">
<rect width="100%" height="100%" fill="white"/>
<line x1="130" y1="105" x2="240" y2="50" style="stroke:rgb(0,0,0);stroke-width:2"/>
<line x1="130" y1="105" x2="125" y2="220" style="stroke:rgb(0,0,0);stroke-width:2"/>
<line x1="240" y1="50" x2="125" y2="35" style="stroke:rgb(0,0,0);stroke-width:2"/>
<line x1="240" y1="50" x2="0" y2="100" style="stroke:rgb(0,0,0);stroke-width:2"/>
<line x1="125" y1="220" x2="50" y2="125" style="stroke:rgb(0,0,0);stroke-width:2"/>
<line x1="125" y1="220" x2="50" y2="0" style="stroke:rgb(0,0,0);stroke-width:2"/>
<line x1="125" y1="35" x2="50" y2="125" style="stroke:rgb(0,0,0);stroke-width:2"/>
<line x1="125" y1="35" x2="0" y2="100" style="stroke:rgb(0,0,0);stroke-width:2"/>
<line x1="50" y1="125" x2="50" y2="0" style="stroke:rgb(0,0,0);stroke-width:2"/>
<line x1="0" y1="100" x2="50" y2="0" style="stroke:rgb(0,0,0);stroke-width:2"/>
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a green tree planted along sidewalks:I'm drawn to the idea of creating a visually appealing and aesthetically pleasing green tree, specifically one that provides shade and contributes to a more pleasant outdoor environment. The design should be dynamic and responsive, with a focus on the natural contours of the sidewalk. I aim for a balanced and harmonious composition, with the tree's shape and size reflecting the overall landscape. The color palette should be earthy and natural, with greens, browns, and perhaps a touch of yellow or orange for visual interest. The tree's placement should be strategically chosen to maximize the shade and create a sense of tranquility and connection to nature. | {
"bytes": "",
"path": null
} | Generate code for a svg of a green trees planted along the sidewalks providing shade. | <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="#daeeb9" d="M0 0h34q-3 5 0 11 9 3-1 3l6 1q2 3 6 0l-2-2 4-5h4q-3 2 0 3 2-3 1-6h12l1 1-3 1 3 2q-3 0 0 2-1 3-3 1l-1 3H49l-1 1q5 0 7 6-9-5-17-2l-5 4q-1 6-7 9v-8l5-2q3-3 0-6v-4l-7 3q-1 5-4 0l-3 2-4-1-1 4-6 5q-2-4-4 0 0-2-2-2z"/><path fill="#dcefbc" d="M34 0h43q-4 4-4 10l4 5h-2q-3 0-1 3 3-1 4 3l-4 7 2-1 2 2q-5 5-11 4l-5-5q-7 0-7-6-2-6-7-6l1-1h12l1-3q2 2 3-1-3-2 0-2l-3-2 3-1-1-1H52q1 3-1 6-3-1 0-3h-4l-4 5 2 2q-4 3-6 0l-6-1q10 0 1-3-3-6 0-11"/><path fill="#dbeeb9" d="M77 0h19v50q-7-1-11 3v20l5 23h-4l-5-32-1-1-3-2-3-6q3-9-1-15l-6-7q6 1 11-4l-2-2-2 1 4-7q-1-4-4-3-2-3 1-3h2l-4-5q0-6 4-10"/><path fill="#dcefbc" d="M26 33v12l5 5h4v18q-18 2-35 6V24q2 0 2 2 2-4 4 0l6-5 1-4 4 1 3-2q3 5 4 0l7-3v4q3 3 0 6l-5 2z"/><path fill="#7ebf47" d="M55 22q0 6 7 6l5 5 6 7q4 6 1 15l-4 2-2-4 4-3q-6 0-3-4h-3q1-12-2 0-2 3-2 0l2-4q-3-4-3-8-4 1-6 4l-1-5q-2 1-1 4-3 4-6 4 2-3 1-7l-2 8-2-15-2 12q-2-3-4-1-3 2-2 5l-1 1-3-4v1l3 9h-4l-5-5V33q6-3 7-9l5-4q8-3 17 2"/><path fill="#609c3a" d="M46 42v2q-3 0-4 3l-2-8-1 5-1 2-2-3q-1-3 2-5 2-2 4 1l2-12z"/><path fill="#4e753d" d="m53 37-5 8 3 1-5 2v-6l2-8q1 4-1 7 3 0 6-4"/><path fill="#61973e" d="m62 46-1-1-1 2-1-4q0-3 1 0v-7l-5 2q2-3 6-4 0 4 3 8z"/><path fill="#4f6a3a" d="m36 43 2 3 1-2h1l-3 8-2-1v-1l-3-9v-1l3 4z"/><path fill="#4b882b" d="M58 51q-1 2 2 3v2l-6-1q-1-2-3-2v-1l3-2 1 1q-1-9 3 0"/><path fill="#65a93b" d="m55 38 5-2v7q-1-3-1 0l1 4-1 1 1 5-2-2q-4-9-3 0l-1-1-3 2h-1q-3-1-4 1h-1q-1-3 1-5l5-2-3-1 5-8q-1-3 1-4z"/><path fill="#49523e" d="M46 44v4q-2 2-1 5-1 26-2 0v15l-2-17-1-7h-1l1-5 2 8q1-3 4-3"/><path fill="#62aa3c" d="M41 51q-3-1-4 1l3-8z"/><path fill="#56743f" d="M62 46q0 3 2 0l1 1q-4 2-3 7 1-4 5-3l-2 6-3-1-2-2q-3-1-2-3l2 2-1-5 1-1 1-2z"/><path fill="#f9faf5" d="M96 50v46h-6l-5-23V53q4-4 11-3"/><path fill="#e6f4cf" d="M50 52v13h-4V53q1-2 4-1"/><path fill="#5a9a34" d="m70 57-5-1 2-6q-4-1-5 3-1-5 3-7l-1-1q3-12 2 0h3q-3 4 3 4l-4 3z"/><path fill="#dee7c9" d="m41 51 2 17h-6V52q1-2 4-1"/><path fill="#738368" d="M51 53q2 0 3 2v6q-1 5-2 0v4q-2-6-1-12"/><path fill="#94c66c" d="m74 55 3 6h-1l-3-1q-1-2-3-2v-1z"/><path fill="#6a725e" d="m60 54 2 2v11h-1l-2-4 1-7z"/><path fill="#67695a" d="m35 51 2 1v16l-1 3-1-1z"/><path fill="#7aac64" d="m54 55 6 1-1 7-5-2z"/><path fill="#85a474" d="m62 56 3 1 5 1-1 3-6 2h-1z"/><path fill="#49663a" d="m73 60 3 1q-3 1-3-1"/><path fill="#cdd9b8" d="M50 52q-1 6 1 12l-9 3V53q1 26 2 0h1v12h4z"/><path fill="#d8e1c8" d="M70 58q2 0 3 2 0 2 3 1h1l3 2q-5-1-7 3H63v-3l6-2z"/><path fill="#daeebd" d="m54 61 5 2 2 4q-10 3-18 8-3 1 0 2 9-7 21-10h-2v-4h1v3h9l-7 13q-5 3-5 8-4 3-6 9H0V76l35-6 1 1 1-3h6l9-3v-4q1 5 2 0"/><path fill="#8f9285" d="m72 66-8 13z"/><path fill="#f0f6e4" d="M35 68v2H25L0 76v-2q17-4 35-6"/><path fill="#aaba96" d="M61 67h2q-12 3-21 10-3-1 0-2 8-5 18-8"/><path fill="#f6f6f2" d="m80 63 1 1 3 15 2 17H56l4-9 5-8 8-13q2-4 7-3"/><path fill="#66675c" d="m65 79-5 8q0-5 5-8"/><path fill="#494b42" d="m60 87-4 9h-2q2-6 6-9"/></svg> |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAAndUlEQVR4nO2dd3xV5f3Hn7Pu3jf3JiEkIRsChLCXjCriqFqto25EtGr9WVtbXNQWtFp3W+vPVi0gVK3Sav0pWhUsU0EII8yQQSAQktzk7n3uGb8/rg2Q+TznrnPuve//fMmd+dxnfMfni/E8D7IMSU+IPeVnOgNsV5C1hVh7iHXRnCvMuiOcP8KHWd4T4QZ8oE6GKwhMTeI6Ga6ncKMcN8mJPBWRqyTyVeRINWGWE0n+LJIDywr0XDgetPmYBjfd7Im0eCKtXuakLxJkEvUVqUhslJYq0ZClOqpCR402yAo1JJagF5MmWYECW5DdZw/vt9OHnOEjzoifGXg5TA4aCq82yMaZZBPNsolmeY4i05fYDBWoPczu6ArttIV3dYfafEyq386gFGvI6VbFdItiRq48M88DGSRQjgcHHeFNHcGtnaGjTlpaHxsDYIxRNidPcWG+crxJjmfMOSD9BcryYFd36N+nAv85E+wJsal+O3EgR0EsKFBeMlI1zaIg0l2p6SzQegf9yUn/v08H7Gmhy/6YFcRlI1VXFqsnmGSpfi+JIg0Fag+zH53wf9DqP+6NpPq9JIkyHfXDUeqrR6nT75yaVgLd0xN+p9m7oT0Y4dLnQ8FD4diCAuXNZdqpFnmq30vcSAeB0hy/vi3wtybvURed6vciCqr01O0V2iuL1TLpX6akLVBfhPt7i29tk7c7TU+ZsWBRELdXaG8q02goPNXvRThSFaiH5tY2edc2ez10KuPq4kcnw28v195eodXJJClT6QnUz3CrG71rGr3eQTLgWfqjpfBFldrFlVo1KTGZSkmgDMe/2+L7y1G3I5yVphBMcvy+MfobyzSUdM6mkhHoxvbgCwecJ1OUltTJ8CI1ma8i81VEnpIwKQiTHDfICC2FaShcjmMqEiPP+avzAHhpLsLzAYb30Jyb5hxh1h7mbEG2M8ic8bNtfiZV0dkiDbm0xnBxgSolr46KBATa7Ik8vc+5wxZK2iuqSGyMQTbaIKvUUxU6qlRHGRJwgPNFuBM+ptkdafJEjrrow07ancTz9Ayr4lcTjeU6KmmvKAxRCzTI8K8eca9p8jKJj2uOVJNTcuSTcuQTzfJSHZWSFGKbjzngCO+z07u6Q83uSKI/M4ljt1doH6jWK0Vc4idegW7tDC7f4zwTSOCerpPhs3MVs3MVM62KAjWZuBcSgCPM7bSFvu4KbesM2oIJPAyMUJG/mWScl69M3EvEghgF6qa5Z/Y7/++kP0HPP0JFLhypvGiEalKOXPzFFjwAR5z0V2eCG9oDTe5EJW+vKlYvqzXqxReKEp1At3QEf1XnSETgPUdBXF6o+n6RusYkE70sB6bZE/nsVOCTk/5T/vhvLBYF8dQU03yRLaUiEmiI5Z+td77f4ovvG6Jw7HsjlNeOUl+QpxT/egkDD8CenvAHrb5/nwqE2Dj/+W4o1Tw2wSieU6lYBNrojjy0s6fZE88tLF9F3FSmvbYkDWt8ongj3Ecn/O+2+FrjWrdVqqVemmEeYxBFCZ8oBLruuO+Z/c44Lga1ZvmdldqLClTpsWQODQ/Ats7g6mPeOEbi5AT22ATjjWWaeD2hYFIs0BDL/2aPI473oTl5invG6KfkpE+9GTyHnPRfjrq/ag/G6y96ZZH6qSmm1Fbtp1Kg7X7m/m96GuJUIzc/X/mTan1N+taWQ9Lgol89EjeZVumpV2dbClMXg0uZQHd3h3+6o9sZj6z6VIv8ofGGieZMXDUH46CDfvGg69t4bPp6Gf6HmTkzrYrYn0oAqRHouuO+J/c5Y88PlWippTWGC0eIKzIiHjZ3BJ+vd8Xe+kJg4NeTTD8qTcGRNNkC5QH4/UHXGw2eGJ9HS+EPjNXfXKYhpVOYkxIYjv9bs/fVw57YDSnurNL9crwhyd93UgUa4fjHdjvWt8V6JbqqWP1IjcGc8a4b8NiC7LP1zs9OBWJ8nssKVc9NMyezkyR5Ag0y/AM7urd3xnQqKlCTT042zc5NzXlI6mzpCC7f6+gIxJSlm2FV/O/snKQVPidJoB6au3t7d709LPgZMABuKdf+YrxBPEkOKeKLcM/Vu/7R6ovlScabZG/OsSaiBLE/yRCoI8wt2WqLpeUyX0U+O9U0PUUXyfRjc0dwWZ0jlorpSj21ep41CSm6hAvUHmYXbbbFksO8dKTqySkmnZRbE0WIPcQ+utu+LYYTV7mOemueNdH+e4kVqDPMLdrS1Si0SExBYI/XGm9IRXQjE+ABWHnM8/uDLsE55jIdtXZ+YtfRBArUQ3OLtgjf2Ys05B9n5oikZCGNqesJ/2xHj2BbtSo9tXZ+buIKSRMl0ADDL95qE3wruiBP8fL0HIm2cksOW5B9YEeP4D9WjUm2ep41Qff6hAiU4fh7vxYeUVpcqf1ljTETCpHEA83xT9QJr9qZYVW8MceSiPho/AXKA/DILvvHgj4qiWPLJxmvK8keOlPDn4+6XznkFiaIywtVL07PibtE478s/+mwW5g6NRT+xgWWrDpTyH1j9M9PNwuzdfjsVOClg654v6N4C/RfJ/yvHXELeKBZQaydZ52VTRGlmiuL1K9fYFEJyoasPOZZdzymFEB/4rnF1/WEF2+xCfDmLFCTq+daizTiavzNZOod9N3bbAKM2Ugc++scy4z4pVTitoKeCTA//aZbgDqLNeTb83Oz6hQVE0yyNfOsJjmyPBiOf3BHTxybTuOzgoZY/uZNXUecyCHPEi21Zp7VqpRYXZKH5g456SMu+oSXafMxPSHWEWYDDE9zPACAwjENhRlkhEVBFGrIEi0ZHX0kuWRYkzuyaEuXAKu2Kj313oV5camaiI9Al9U5PkCvPyjSkG/Pz5WKOlke1HWHNnUEv+4S4kuDY6BCR83KVczPV06RznSOY+7Ios1dLvS9/soi9QvTzbG/gTgI9MMT/sd321EfNUJFvvM9a75KAjt7ozvyj1bfp23+eNk+muXE5UWq60o0VXqxe3cBAA456Tu22HzobqzLJ5li7wuNVaDNnsh1GztRO4bNcuLdC3OLxX3u5AHY0hFc3eiNS2fPgEy1yJdU6eblK0W+nu7uDt+1zRZG/CvLCez9C3NHx5asjkmgYZa//qtO1FoQNYn/bb612ijqJPs3XaGXDroOo5+qBTDWKHtovEHkVdgb2gM/29GDWlZSpqM+WJAXy4EmJoE+vd/5tyYv0kMIDLwxxyrmP8YpP/P0PufmjmCSX3d+vvLxWqOYoxlvN3t/u8+J+qgbyzTLJ5kEv6jwe+U3XaG3EdUJAPjNJPE2bPAA/K3Je+UXHclXJwBgc0fwqi87Vjd6RDvj6dZy7W0VWtRHvd/i2xLD9ylwBfVGuKu+7EDtbllUoX2s1ijg5ZKAPcQu3WX/pit5Ps6DMc2ieHG6WZzBDZYH92y3oZYBWZXE+oX5wmrTBK6gz9e7UNU5K1fx8ASRqrPeHr5mY6cY1AkA2NUdumZjZ12P8P6txEFg4OXpOai3W1uQfaYe+WwQRYhAd9pC/0SMeo5QkS/PyBFn8O+zU4Hbt9gS6mKMij3ELt5iS5yFbyzoZPirsyyoQfiPTviFlV8iCzTM8r/e40A6Fshw7A8zc5LTBIjKuy2+X37bgxpASQIRjn90l/2tRuRTfhKo0FNPTka+9yzf6xBgYIgsmjcaPG2Is2AemWAQp6fX283ep/Y6RHsp4QF4tt656lisLiyJ4MoiNWqv2Gk/I6DSDU2gbT7mr4jf14IC5S3lyFe/JPDhCf/T+5xiFedZnj/gej/eNWxx4fFa5Ck2qxu9qEZRaAJ9Zr8TaTe0KonfTolDQjbubOsMPVFnF786ozy517HpTAoiX0OjILAXEKubIxyPGklFCDN93RVastWG8NQAvDnHekGe6KKerd7IDV91xT7qM19FTLMoxhllZTpqhIo0KfBovZI3wjnC3JkA0+yOHHTSu2yhzphvYGoSf/+iXBHO3XqzwYNaSP/abAu8ISGsQFkeXL2hA2kMyo9KNSvQj9KJJsTy13/VGcs8F4uCuHqU+vuFKvgs81EX/Wlb4KOTfsHdvQCAUi31wYL41LDFEZYHN2/qQuoIHaUl1y/Mh7QlhBXoP1t9v6pzwL+JfBW5/pI8Ec7WXbHX8fcWgUe6Yg153xj994tUwrp2Ihy/vi3w56Nu1FtmL9eXaJ6aIrrffLMn8sMNnTTKZfOJiUbImwmUgMIs/+phtPvX8klGEarzm67Qe4LUqaHwx2qNn16Sf/UoteBRwRSOXTNK/dkl+Y9MMApr+vlnqy8Ws5oEUa6j7hmjQ3rIa0c9AQZK0FAaerfFh3SKuqxQJcLRetGBDQIuRtMsik8W5i2q0MbFLJfEscWV2k8W5k+1IHuW8wCsEBRNTDR3j9aVaBHOx/YQC1lmNLxAAwz/ZgPC8qkisUdFmdJcdcwjoFfm7tG61fPiX1hdoCbfmpd7ZxXawgMAOO1nVoovMirDsScmov3RVzZ6YO6pwwv07y1epEry+6v1ueIrdLCH2ZXH0LIyOAaenGz6xXhDgjK0BAYerjH8ZpIJdV1eecyTqlnzQzArV7FwJMIMeg/NrYVYRIcRaIjlV6H8XYs05O3oFVlJ4K8NaCbtGABPTzEnwVjvpjLNU5NNSBINMDxquiQ5PFxjQHK/WdvkHfaPMoxAP2j12cMIP9alNQbBd4jE4aa59xCTMb+sMVwzSp2g99OHa0s0Px9vQHrIe8d9bvRGtkQzUk0iFYy6ae794e6sQwmU5QFSscKkHPnFBQiLfNL4Z6svCHdnjPKDYvUS9NNhLPx4tO6KIoTfQ5DhY7TxThD3jNYh1X2uafIO7aUw1HNtaA8g3Sp+Ps4A/4+TBg8AUmipWEPG0qIgmBWT0fo91h2P81jouKCT4Xej/La7guzQs0eGEugalOVzdq5CQNwkCezuDsH/zDAAnp5qTkm2Rk3iv52CcBht8zF13WIsar61XIs0IWjNkFelQQV62EnvQ8lfPTBWD/+PkwnScKAri9UpHEQ7zaK4vBDhjPTZKTFWNCtJbEklwkn0iJPeM3j7wKACfRdlW5yVq6gV5ahMjgdftcPWAZE49mCqf2YPjkOIan11Jm6DjePLTWVapPr0IZLPAz+LL8Ih/TrvHp3UKwU8DS66GzpkeEWhqiB1Y32jFGnIS6EXUVuQPRanWdHxRUlit6Jc5788HRjMXWdgga5vC8Bfe8caZakahTssu1BOaTeLo7D6VpS38a0oj6EAgFvKtPB+DTTHf3Ri4AVxYIEi9cTdWSnS5RMAsB/6GF2qpUTSlzLRLB+lhV3I4T9gkjHK8R8UIwTOPjwxsOQGEGizJ3II2vIlV0lcMlJ0dSG9wHvXLBTTp4APJyfHnEcYt1Vo4YMSje7IgPadAwj0E5RpxDeUincgdpDhT0MHmGbnikig8OYrp/2MCIubopTrqGkoZ7+PBxJeX4HyAKxvg43LEBgQ8xi4kz5YF08Sx0Syv0epMckhz28cDwSXPyeBG1Hk8dmpQP+kUl+BHnDQ7dCrzvx8pUXEQ9vha1hLtCSsIpKCisSKNbDllWcC4hXoggIlvI+4Lcj2D4j2ffCG0whh7WvFPTIGvgFoFLQakgZ82jOWPqdEQ+EYUo3BF/3k11egX7bDCtQsJ+aKr2PzXOD7NkXo1AVfUxt7e2pCQbrLb2wP9NnkzxNoiycCf6C5tFAl2utRFPjbg4YS3QfRQk9cgGzuSRVjjbJS6G6QziDb5y5/3reA5IuJlDVOCfC320QMmYwR+LLaRM5Tjw+XFyFIZdP5IjxPoFuhOwatSmKiKJPv52KETgebEjnxXBgstO7E9+Pqy6UorSBbBxNogOH3QntSXlygEv/3UmOC/QnVmkUUY4oCXzAvNiuH/pTrKPjc2CEn7TynB+6sQOt6QvBz4i6Cti5JIeNMMpg5L9UG2ZjYJlEkAhv03Rz+tJpCLhwBu4hyPPi2++xOfvaz7eiCXT7VJC7O2uQ+YAAsmzjM3HkCA8sQ+2WTw0kv7G01R8Sh6F6+h+KTsNM2kEB3dcMeQGfmykXYGTcg0yyK5ZNNg2mUwMCTk02TU1ehPBghlj/pg3WPGiGFYWgTzTL4lX6X7exa+d1j/AzXAF1ZKKq09bBcX6J5a15u/0282iBbOz9XnLmG/XZYl0scQwjppxASx6ZbYReCVm+k14rhu89Wb6fhgzIzoF9JJEy1yP91cd4RJ73fQfsjnIbCJ5hl1eI7d/YCP85hpJqUytzPGVbFRrjuBh6A/fZw1KLxvwJ1wB5Ac5UEkguPeKg2ykQ+3q6XDdBtKmL+mfVhmgUh79gr0O+2+IMO2P09hT1lGcIBB90K7ZM9STp/jnIdpYeOTPcK8rsHwFcoS+gbkShvNyN0e08Xa7NNf3AMwCd3Drvo6JETBwD0hFj4KUHw0e8sAjjtZ+D7pPOURKUUBnr3Al9066G5M34GRAV6DNoPm8Kx0QYpfSOS4w+H3Ax0uuTCEWKf492H8SirW1SWOAAA3rC9Qk9JJQIqRep6wp+i9Nt8H6XUUgyMRbmkNvUKFH50jYTujJIjwPDLdiNMxinSkJK7D5jkOHwLRov3vwKFvzNK68QjLVbsdZxE6S66sVQjxb2sAlpCxz3/FSj89yLCOT3pwepGL9LoWDWJXyfKHNiwwEvohI8BAOAhlu9GaS4T+L6yDM5HJ/0vHECbv3ZTmUbY+PWUA5/l8UU4F83h7X7YjgEFgeUqswKNM+uO+5bttiMNtNVQuIDpCyIBadZ8u58h4XtzR6pF3oMkMTge/OGQ640GZLf5u6t08L28YqMQRaBnAgzZAd1VnXLnt3SiI8A+utv+rQ15KleRhrwDxX1TbOQrCRwDkDuGLciS8O6EIhwuI0VYHvy9xfvHQ24B7cIYAMsnQbuOiBISx8xyAlJ1thBL2kMSbh6XHBvbgy8fdKHOTO/lxjLNLGjbJtFiVcIK1B7iSCf0lJkc8bU+SohTfmb5HsfX0IWe/SnXUY+IcoQfKvA9Ko4wSw7mbNsfs0KqB/OUs+6473f1TqRROH3QUvifZuVIpTZ5aODbwd00R/qgT0LwxXxZegkw/LI6+79RBjn0h8DAyzNyJFon3h94IXkjHOmD/llLor1VVHQE2Hu32+CLxQYEA2DFZNMccdtgIQEvJF+EJwPQEyw1WYGi0OqNLN5iQxpj3h8MgMdqjRLNag4GvNNEgOFI2PZBAJRpcQBKDi2eyO1bbDHOJMYxsKzWeIs4RjvEEfiTdJjjSfhgnCwrUDg6AsySrbGqU4Zjv5tm/r7oHdoEAB/HpVmehLe7EaEFnAjxM9yPt3fHuLNblcQrM3PEORstduAz5iwPSKQyhSxDwwPw6C4HfIfCgMzOVTw/zYw07lJaIO3ECOn17Po5LGubvBugLar7oySxh8YZbkWZ3pL2IBQoZdfaoWnxRF4+6BL88ItGKB+vNWZCRQ7S2BySxDHIR0Q4XpldRgeBB+DXexzwIZFzqTbKHq4xzJBOh3uMwLssERgg4dNDdHYJHZyPT/qHmCk9GGoSX1pjuKFUk1H3T3ghyQiMlBM4AFChpqBYJ5qlnDDL/x59cx9tkL0yM0cS3nTxBX7qgxzHSDV0WB8+a59prDvuQ40rXZCneGWmRSV69+5E4IdOXipJnFSjJEaFvqV0huXBqka0to0L8hSvzbZkbFzZC11ApyYxXAc9IshFi3eiWQrZ0B7oCCB8M9UG2Z9mZq46AQDwFZ56GY7rZbAB4XNnL2TpZd3xgQedD4iOwv80K0f8czkSih1aSHoZjsP3B4p5JmSqsAXZnSiNbxkS6RwaeCGZ5ARuhm7k6Iotv5yWbDwThA++Tc6R/2CUxOy+EgG816dJjuMW6Fa4GAsg0pKtKMMjfzHekNFbOwAAAG+EQxryi+dBCxR+jnyGwHA8/OyeKTlyyZnRJYIzKBfKXCWB56tgBXoa2iQnQ2hwR+BjzjeWpVVVvGBOoTj45SlJPB86WBxi+U4U+ac9h6AnTygI7CLoWYDpzQnoAWUg6rakIDB4yxB4J9FMoMkD+21MtcgzPLTUSwv0l6alcKMcxwEAxdD9rPDPngm0QS8GU1FGBKU38BKK+uDhAMX1E37NyATgE0ginKacElgeNEK3G5TqKBAVaBn0CnoUep5nJgCfWsvAkqUBOeGNhKBr4sp7BQpvG97ojsAPSUl74ON5ZsnaecYXpAWuolegVXrYDSjM8vBLdNoD3xCrJLMCBQCAA9BxDwBAleG/AjXK8XzomeP7UV4jvYHfSrKOAlH222GbDvSy7zT53S97HPSEpb3ojQ1ZsgAAQix/xAW7/Y41yqI/6u8EOh56iGIddHIvS5Zz2WcPw19geqd6fifQCdAC7QyySPOmsmSJgmTI3zuzGO/9b/gOeaQKyCxZouywwR4OMXB2cPd3AlWSWDX0GOPtnVmBZkHDTXOHHLACLdNRxv8G5s6GP+DTcTtsIfgIS5YsAIBtnQhd61MtZ+sSzwp0JrSzhS/C1WXv8llQ2HQGobJ7+jlSPCvQKRY5fKvhf1BeL0uGE+H4rdDHQgI7b608K1AFgU2xwJZ8bzgdyO7xWSDZYQvBp4XHmeTnTlk4LwU3N08J+SydQRY+K5Alw/kcZcjJ3PPHRZwn0O+NgBUoAODTtphGq2TJEMIsv7Ed4UD4vfzzRHieQIs1JPy8+X+fCmTdxLIMy+aOoAd6f89XkWPOz7r3rbJZUAC7iNrD7LbO7FUpyzD864Qf/h9fXKDsc0/vK9CFIxF6uz5oRXjt9IOCC3pksg1TdwhtFesvv74CrTbIRkF3gGzqCGayH04xXJ08/PeZfnzY6oc/B+YpiUn9BpsMUEh7RSGsPQvD8f/M4EV0fj7UcQjp6plOcDxY14rgrHZZobr/ZjOAQK8sVsPvSe8f92bsVem2Cu2wpgIaCr8t7UbFQbK5I4jkRnNV8QDHywEEWqwhJ0KbtHQE2I0xDF6RNLlKYsVk0xAKjc6BhR+PnmasafLC/+MqPTVg7+vAvTLXopiwrWpEeB9pxpVF6hemmwdcRzUU/uKMnLScZQjDESeNVAB67SADcwcW6GWFavjZxvX2cCbXjlxRpP780hE/Hq2r0FMyHKNwrFJP3TNG9/ml+RmrTgDAm8cQbNHlBHZV8cBrIsbzAx8hV+x1/L0F9oQ7N0/5xhwL/BvKkt60eiNXfNEBfzmJbkQD/q9Bl8mbyxCO9ls7g4ec2W7PLN/xeoMH6ep8a/mg1n+DCrRCT01HmX326mE3wjvKkr6c8DKfnEQIPo43ySYMPtd5qIPmogqERXRzRzBb35QFAPDKYRfS8jm0zIYS6Px8ZSm0bRMA4KUYRqlmSQ+OuOjPTyOEHUeoyEuHzK4PJVAcA3dWISyiu7vDm1E827OkHy8ecCG1qy2q1A7dTjxMLOkHxWp4E3sAwPP1rqy7WMayuSP4TRdC7NMgw28YJPzZyzACpXDsrtE6+Jc87o28Ax2cypJORDj+2Xon0kPuqNQNazw9fDT++hKNFWURffWwO5NLnDKW1Y3eE16EzLtBht9WMfxgieEFKiewe8fo4V/YG+Geq3fB//ssacBpP/PaEbQ445IqnRrClRIqn3l9iXokygC/T9r8SGeRLFJnxV4HvHUyAMCiIG6FK/KCEiiFYw+OQ1hEAQC/2eMIZscqZQYfn/RvQ3RDur9aDzn2ZNBcfB84Hlz/VedhlHzmbRXaZbVG+H8vXZxh7ovTgbqecGeAifAgX0lMtcgvLVTBz0GVLj0h9oovOuAnbAMAynTUxwvzIU19YQUKANjdHb5tcxf8+8AxsHquFSlfKjnCLP+/R9xrm7z9Nzg5gd1arn1grF6R1v7K927vRg1+/3m2Bb7LAME7fapFfhlK/RjHg0d3O+BbTiWHPczetKnrjQbPgMevMMuvPOa56T9d9vSNaaw77kNV55w8BVIPDJq5/8M1RqSJaR0BZsUeB9JLSIUwy/94W/eR4c48R1303du7w+nYFtPiifwOMfApw7FltSakh6AJNF9F/AQl5AQA+PRU4B8onVNS4c9H3ZAn8iNO+rWj6VbqFWL5h3b2oN6DF1dpUXtckcejLK7Uws9VivL0Puex9Bpe46a5t1AaXdY0et0o1wjxI+BvWqQh70Nc3YAAgZI49tRkE5IXQYjlf/pNN7y/mfj54nQAKewXYvkvUGp8RM4HrT7UXREDYPkkk4D7opABU7VmOWSUtZeTPmbpt/a0KSPZi175KuAh4qTeQT+5D+3oCQC4ZpR6Vq6QeI7ACWgPjTdA+mr0srkj+IdDLmEvJzY6ocfI9mILpsNdvivIPvAN8p0vT0k8KjQiLlCgCgJ7dpoZdcF+s8HzEUozQBZREWT4+77uRv2lYQA8PdWsg24S7oPwGZITzXKkSjwAAA/AE3WOXdIfBZanQk4RIZXVihCWBz/f2TNsWK0/N5drZwva3KPENOT0gWp9DfQEsCgRjv+fr3ukPpF2CrTzytmHQA9REScr9joEtEuU66ilNYZYXjcmgZI49tKMHC3i6u2JcHdts51Gce0RGwsLVEgJCzWJXwxtvCpCXj7oWnccOZitILCXZ+TEmOmNdUx0oZr87RS03AAAwBZk79xq65ZsDlAnwxdXIhxvllRpUX/G4uHNBs8bDQg2Ib08XmusRAyZ9ycO39olI1VIDcpR2nzM4i02R1iqwdF7x+ggjze1ZvndiId18bC2ySusWffqUeobSocvmB+W+Pysl9YYBBzLmj2RO7Z02cOSXEdlOPb6BdZhNVprlr9+gQXSi1lsvN3s/d1+5JAnAKDaKFs+CXlfHRCEcruh6Qmx123s7ESP9pXrqNXzrBZpehTSHP/6Uc+qRk//rLSaxJdUae8erZOoOlce87xwwCXggSY5/o+L8gpQWjCGIG4CBQAcdtK3bOpCygFGKdKQq+da4/WRko+H5r5oD+ztCXcFWQyAfBU5OUe+oEAp3XPnK4fdqD1GUSgcWzXXOhV6ItywxFOgAIAvTwd+trNHQEozV0msnGuFH4KTJUGwPHhqn+M9ob3jz0w1/xDFXHZY4vwTXzhS9dB4g4AHdgXZmzd17e5Ok4S1RAmx/IM7ugWr854xuviqE8RdoACAu6p0twhyZffQ3JKttk/asrnQ1GAPsYs2dyFNhTuXq4rVPxtniOs7AiDuW3wUlgcP7ewRVmCGAXDPGN2D4wySvFlIlqMu+idfd3egF8FEuSBP8ZfZlqFdloSREIECACIcf8/2bsHd8ReNUD43zQxvQ54lFj49FVi22y7gdhtlolm+aq4VKbUGT6IECgAIMvxd22x7hNrXl2qpV2blZK9NCYXlwQsHnEjdAX2oNsjemm8VXKw0LAkUKADAF+GWbOuuF1qrqySx5ZNMPxjEXj9LjJwJMA/ttMdiO1ypp9bMyzXKE7jRJVagAABvhLsrBo0CAK4uVj8xyQjj45MFns9OBZbviakpvEpPrZ6Xa0qkOkESBAoA8EW4e7Z3C97rAQBFGvK5aeaJgzuZZ4HHE+Ge2uuMMVpSbZStmms1yBK+aiRDoACAIMPf/43wOxMAgMDA4krdA2P18rQ26kg02zpDT9TZBWSkz2WiWf76HEvizp3nkiSBAgBojl/6rT3G5sYSLfXUFJOAwpQszjD3XL0z9pabOXmKV2ZaEnRn70/yBAoA4Hjw9H7nO80xjU7EALi2RPPLGkMS9pf0gAfgw1bfiwddzpiLG68qVj8zxZSIeOdgJFWgUVYe87x0EM1qvz8GGf7z8YbrSjTZDX9oDjnpp/Y5Y7mk9nLPGN3Pkp5ASYFAAQBfng48vEt4ZLiX0QbZIxMMM9PaQE8wHQHmj4fcH7f5Y7cjoHBsxWRT3PPsMKRGoACAw076/q+7YzytR5mTp3hovGHAYc6ZiYvm3mjwvNPsjYtpmVGOvzLTEscKOiRSJlAAQE+IfXBHTyzhp14wAC4tVN1frc/wzFPUNGptk9fPxKeXZoxB9uqsnBSW6qZSoAAAhuOfP+BaizL5fghwDCwoUN07WldtzLjV1BZk1zR532vxxUuaAICri9XLJwsxVIojKRZolC9OB35V54iju9isXMUdldo5ecpMuEE1uOi1Td5P2gKR+HlfKQjs8VpjXLreYkQUAgUAnPIzv9jZc8ARz5neJVrqxjLNNcVqXToGpCIcv7E9+G6LN+5V3hV66uXpOagmmwlCLAIFADAc/6cj7r8ijhofFjmBXVyg+uEo9QyrQprta3055o582Or7pM0f96ZtDICby7VLawzi8dUXkUCj7LOHH9llb/PF33ckV0lcXqi+vFA1ziQTy9ePwmk/89mpwPo2f4KMg3KVxG+nmOfkiStmJzqBAgBCLP/SQdc7zd4E+YmOUJELCpQXjlBOyZEnMykiAB6Aoy76P2eCX7UHj7rief45FwyAq0epH6s1Jie9joQYBRplnz38RJ2j2ZNAmzENhc+0KmbnKqZZ5aVaURy5onSH2F228Pau4PbOUKINgoo05PJJJmHusklAvAIFADAcv6rR+9oRd+w5p2HJURBTcuQTc+Q1JtkYgyzJhzCWB82eyAFHeL+d3tMTQprKKhgKx+6s0t43RtSTnEQt0CgdAfa5eufnSfR4JzBQoqWqDFSVXlaiJct0VKGajKNBCMuDMwHmpJdp8Uaa3ZEGN93kjiThR3gus3MVv5poLBHTvjEgEhBolN3d4d/VOwUYqMYFHAMWBTFCReapiBwFYZYTJjmuk+E6CleSmAzH5ATWW6jKcsDPcAwP/BHOF+G8Ec5Jc/YQZw+znQG2M8h0BNg4xixRKdNRS2sM8/OlYQcpGYECADgerG/z//Gwu13K3qIpxKIgflKtv6FUSiVgUhJolAjHrzvu+8tRj3TtRZOPXobfVaW7tVybtELjeCE9gUYJsfy6476VxzxdaTE9I3EYZPgdlbpbyzUSNRmQqkCj0Bz/0Qn/qkZPcq690iJPSSyq1P2oVKOS2qp5LtIWaBSOB5s6gmsavWkwPyQujDXKFlVoLy9UiTwNAUM6CLSXY+7Iu83e9W2BOJacSQgZji0cqbq5TDMpjZoK00qgUQIM/+kp/4et/n3pMn1wWCr11LUlmquK1Ak1+UgJaSjQXk76mP876V/f5k9E6YkYyFUSlxWqripSp3GBdjoLtJcjTvrz04EN7cFWr7QHiEXJVxELClQLC1STc+TSP2QOQ0YItJdWb2TTmeC2ztCenjAtqdnLBAbGGWVz85Xz85XVRkmWCwojswTaS5Dhd/eEdtrCu2yhoy46uWlwWDAASnXUVIt8hlUxw6rITKOKDBXoufgZrt5O1zvCBx30EScdl05owehk+FiDrMYsm2CS15rlifaOEz9ZgfbFEeYaXHSTJ9LiibR6I61epidhOVWdDC9Sk2U6qkxHleuoKj0l3Vk8CSIr0OEJMnx7gGn3M7YQawuyjjDnDLMumnPTnC/ChVk+wPKAB+d6bZI4piIxCsdUBKalcA2F62W4UY7nKAizHM9XkfkqokBFpmU3X3z5fwoVWRtHIoBeAAAAAElFTkSuQmCC",
"path": "f78154c3359c46297e79c12429a893124e3fbf62ea384b658c175932587d5d14.png"
} | Generate code for a svg of a a blue circle with a question mark in the middle | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 1024 1024"><defs><style>.cls-1{fill:#27aae1;}</style></defs><title>circle_question</title><g id="Layer_2" data-name="Layer 2"><g id="icon"><path class="cls-1" d="M512,1024A512.12,512.12,0,0,1,312.7,40.25a512.12,512.12,0,0,1,398.6,943.5A508.73,508.73,0,0,1,512,1024Zm0-960A448.13,448.13,0,0,0,337.63,924.81,448.13,448.13,0,0,0,686.37,99.19,445.2,445.2,0,0,0,512,64Z"/><path class="cls-1" d="M512,840c-.65,0-1.32,0-2,0s-1.31-.08-2-.15-1.31-.15-1.95-.24-1.3-.21-1.94-.34-1.28-.28-1.91-.44-1.26-.33-1.88-.52-1.25-.4-1.86-.62-1.23-.46-1.83-.7-1.2-.52-1.79-.8-1.18-.57-1.75-.88-1.15-.63-1.71-1-1.11-.68-1.65-1-1.09-.74-1.61-1.13-1.05-.79-1.55-1.2-1-.85-1.5-1.29-1-.89-1.42-1.36-.92-.94-1.36-1.42-.87-1-1.29-1.5-.81-1-1.2-1.55-.77-1.06-1.13-1.61-.71-1.1-1-1.65-.66-1.14-1-1.71-.61-1.16-.88-1.75-.55-1.19-.8-1.79-.48-1.22-.7-1.83-.43-1.23-.62-1.86-.36-1.25-.52-1.88-.31-1.28-.44-1.91-.24-1.29-.34-1.94-.18-1.3-.24-2-.12-1.31-.15-2-.05-1.32-.05-2,0-1.32.05-2,.08-1.31.15-2,.14-1.31.24-2,.21-1.3.34-1.94.28-1.28.44-1.91.33-1.26.52-1.88.4-1.25.62-1.86.46-1.23.7-1.83.52-1.2.8-1.79.57-1.18.88-1.75.63-1.15,1-1.71.68-1.11,1-1.65.74-1.09,1.13-1.61.79-1.05,1.2-1.55.85-1,1.29-1.5.89-1,1.36-1.42.94-.92,1.42-1.36,1-.87,1.5-1.29,1-.81,1.55-1.2,1.06-.77,1.61-1.13,1.1-.71,1.65-1,1.14-.66,1.71-1,1.16-.61,1.75-.88,1.19-.55,1.79-.8,1.22-.48,1.83-.7,1.23-.43,1.86-.62,1.25-.36,1.88-.52,1.28-.31,1.91-.44,1.29-.24,1.94-.34,1.3-.18,1.95-.24,1.31-.12,2-.15a37,37,0,0,1,3.94,0c.65,0,1.31.08,2,.15s1.31.15,2,.24,1.3.21,1.94.34,1.28.28,1.91.44,1.26.33,1.88.52,1.25.4,1.86.62,1.23.46,1.83.7,1.2.52,1.79.8,1.17.57,1.75.88,1.15.62,1.7,1,1.12.68,1.66,1,1.09.74,1.61,1.13,1.05.79,1.55,1.2,1,.85,1.49,1.29,1,.89,1.43,1.36.92.94,1.36,1.42.87,1,1.29,1.5.81,1,1.2,1.55.77,1.06,1.13,1.61.71,1.09,1,1.65.66,1.14,1,1.71.6,1.16.88,1.75.55,1.19.79,1.79.49,1.22.71,1.83.43,1.23.62,1.86.36,1.25.52,1.88.31,1.28.44,1.91.24,1.29.34,1.94.18,1.3.24,2,.12,1.31.15,2,0,1.32,0,2,0,1.32,0,2-.08,1.31-.15,2-.15,1.31-.24,2-.21,1.3-.34,1.94-.28,1.28-.44,1.91-.33,1.26-.52,1.88-.4,1.25-.62,1.86-.46,1.23-.71,1.83-.51,1.2-.79,1.79-.57,1.18-.88,1.75-.63,1.15-1,1.71-.68,1.11-1,1.65-.74,1.09-1.13,1.61-.79,1.05-1.2,1.55-.85,1-1.29,1.5-.89,1-1.36,1.42-.94.92-1.43,1.36-1,.87-1.49,1.29-1,.81-1.55,1.2-1.06.77-1.61,1.13-1.1.71-1.66,1-1.13.66-1.7,1-1.16.61-1.75.88-1.19.55-1.79.8-1.22.48-1.83.7-1.23.43-1.86.62-1.25.36-1.88.52-1.28.31-1.91.44-1.29.24-1.94.34-1.3.18-2,.24-1.31.12-2,.15S512.65,840,512,840Z"/><path class="cls-1" d="M512,704a32,32,0,0,1-32-32V608.15c0-59.54,32.28-113.59,84.24-141A112,112,0,1,0,400,368a32,32,0,0,1-64,0c0-97,78.95-176,176-176a176,176,0,0,1,82.14,331.69C563.21,540,544,572.4,544,608.15V672A32,32,0,0,1,512,704Z"/></g></g></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the glistening of snowflakes caught in a tree's branches. | <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="#f9fafa" d="M0 0h96v96H0z"/><path fill="#5c70a0" d="M14 19h4v3h-4z"/><path fill="#807e8b" d="M40 42h-1l-5-10-2-2 2-2 4 7 1-3q1-3 2 0-2 4-1 10"/><path fill="#9797a0" d="m67 40-8 6-2 9h-1l6-24q2 3 3 0l2 2q3-3 8-3l-13 6v7q2-3 5-3"/><path fill="#97959c" d="M67 40q2-3 6-3z"/><path fill="#a5a4aa" d="M24 37q5 2 8 7l-6-4q-2-1-2-3"/><path fill="#95949c" d="M40 48v2h-1l-5-4q3-1 0-3 3 0 3 4z"/><path fill="#414464" d="m39 42 1 1v9l-1-2v-2z"/><path fill="#36466f" d="m12 48-3 1q0-4 3-1"/><path fill="#7c7b88" d="M79 55q-10-3-19 0-4 2-6 6-1-4 2-6h1v1l4-5v2l13-2v1q5 1 10-2l7 1z"/><path fill="#ebeced" d="m61 35-7 26q2-4 6-6 9-3 19 0l5 5q-5-2-7 2l3 4q-3 1-4-1l-1 4q2 1 1 4l-5-5-2 2q0 5 5 6l-4 1-2 3-5-10q-8-9 4-4h4l-2-1 7-3-10 2q-4-3 0-4l-10 5q-6 0-9 3l-1-9q-3-3-4-2l1 9q-4 0 0 2l-3 1-1 5h-6l-3 4q-1-3 2-4-4-1-1-3 0-3 2-1-2 2-1 3 10-10-2-4 2-6 9-6l-6-3q1-3 4-2l-4-6 1-2h6l1 2V34q2-1 4 2l4-8 1 1-2 5 4 5h2q-3-2 0-4l1 2q2-3 6-2"/><path fill="#92929e" d="m45 44 2 2q2-2 2 1 2-2 3-1l-6 9z"/><path fill="#a4a3aa" d="m66 60 2-3q-3-1 0-1l8 1z"/><path fill="#bcbcc1" d="m33 52 4 6q-3-1-4 2l6 3q-7 0-9 6l-2-1 6-6-7 1q3-2 0-4l1-2q-4-2-6 1l-1-3h-2v-2L9 49l3-1 11 6 1-1 8 5 2-3q-4-7-12-10 6 0 11 7"/><path fill="#7c7b8a" d="M66 60q-4 1 0 4l2 1-1 1q-12-5-4 4-4-3-8-3 0-2 3-2h-2z"/><path fill="#b0b0b6" d="m67 66 1-1-2-1 10-2-7 3 2 1z"/><path fill="#2e3451" d="M56 65h2q-3 0-3 2-4 0-5 4l2 12h-4l-2-7q2-5-2-5l-1-5-1-9q1-1 4 2l1 9q3-3 9-3"/><path fill="#9e9da3" d="M31 71q-3 0-5 3l-2-2q2-3 6-3 12-6 2 4-1-1 1-3-2-2-2 1"/></svg> | |
{
"bytes": "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",
"path": "6a71173b7854270cf3d7d701d39df02e3f2d91533f90a1ac3d276b800e917676.png"
} | Generate code for a svg of a a black and white photo of a cup of coffee with a spoon | <svg fill="currentColor" viewBox="0 0 24 24"><path d="M2 16a1 1 0 011-1h8a1 1 0 011 1c0 .507.16 1.289.611 1.916C13.026 18.49 13.726 19 15 19a1 1 0 110 2H6c-1.526 0-2.576-.658-3.212-1.54A4.35 4.35 0 012 17v-1zm8.93 3a5.385 5.385 0 01-.828-2H4c0 .34.11.872.412 1.29.264.368.714.71 1.588.71h4.93z"/><path d="M7 5a1 1 0 00-1 1v10a1 1 0 11-2 0V6a3 3 0 013-3h11a1 1 0 011 1v13c0 .66-.19 1.628-.788 2.46C17.576 20.341 16.526 21 15 21a1 1 0 110-2c.874 0 1.324-.342 1.588-.71.302-.418.412-.95.412-1.29V5H7z"/><path d="M17 4a1 1 0 011-1c.66 0 1.628.19 2.46.788C21.341 4.424 22 5.474 22 7c0 1.526-.658 2.576-1.54 3.211A4.35 4.35 0 0118 11a1 1 0 110-2c.34 0 .872-.11 1.29-.412.368-.264.71-.714.71-1.588 0-.874-.342-1.324-.71-1.588A2.355 2.355 0 0018 5a1 1 0 01-1-1z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white illustration of a map icon, adorned with gear and cogwheel designs. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 56 56" style="enable-background:new 0 0 56 56;" xml:space="preserve">
<g>
<path d="M55.188,40.362l-1.444-0.277c-0.677-0.13-1.21-0.573-1.462-1.216c-0.253-0.642-0.163-1.329,0.245-1.885l0.907-1.236
c0.292-0.398,0.25-0.95-0.1-1.299l-1.959-1.958c-0.339-0.339-0.872-0.389-1.268-0.121l-1.217,0.824
c-0.571,0.389-1.261,0.451-1.895,0.175c-0.632-0.275-1.055-0.825-1.16-1.508l-0.233-1.515c-0.075-0.487-0.495-0.848-0.988-0.848
h-2.77c-0.479,0-0.892,0.341-0.982,0.812l-0.358,1.865c-0.127,0.662-0.558,1.19-1.181,1.448c-0.625,0.261-1.301,0.189-1.86-0.189
l-1.572-1.064c-0.396-0.268-0.929-0.218-1.268,0.121l-1.959,1.958c-0.35,0.349-0.392,0.9-0.1,1.299l0.907,1.236
c0.408,0.556,0.498,1.243,0.245,1.885c-0.252,0.643-0.785,1.086-1.462,1.216l-1.444,0.277C30.341,40.452,30,40.865,30,41.344v2.77
c0,0.493,0.36,0.913,0.848,0.988l1.515,0.233c0.683,0.105,1.232,0.528,1.508,1.16c0.276,0.633,0.212,1.323-0.175,1.895
l-0.824,1.217c-0.269,0.396-0.218,0.929,0.121,1.268l1.958,1.959c0.348,0.348,0.899,0.391,1.299,0.1l1.236-0.907
c0.556-0.408,1.245-0.498,1.885-0.245c0.643,0.252,1.086,0.785,1.216,1.462l0.277,1.444c0.091,0.471,0.503,0.812,0.982,0.812h2.77
c0.493,0,0.913-0.36,0.988-0.848l0.164-1.065c0.105-0.688,0.552-1.256,1.193-1.522c0.644-0.265,1.36-0.179,1.921,0.232l0.869,0.638
c0.399,0.293,0.951,0.249,1.299-0.1l1.958-1.959c0.339-0.339,0.39-0.871,0.121-1.268l-0.824-1.217
c-0.387-0.571-0.451-1.262-0.175-1.895c0.275-0.632,0.825-1.055,1.508-1.16l1.515-0.233C55.64,45.027,56,44.607,56,44.114v-2.77
C56,40.865,55.659,40.452,55.188,40.362z M54,43.256l-0.667,0.103c-1.354,0.208-2.489,1.082-3.036,2.337
c-0.548,1.256-0.416,2.682,0.352,3.815l0.361,0.533l-0.768,0.768l-0.177-0.13c-1.13-0.827-2.575-1.001-3.869-0.467
c-1.294,0.536-2.192,1.682-2.405,3.065l-0.033,0.218h-1.086l-0.121-0.633c-0.259-1.346-1.175-2.447-2.449-2.947
c-1.276-0.5-2.696-0.314-3.8,0.494l-0.544,0.399l-0.768-0.768l0.361-0.533c0.768-1.134,0.899-2.56,0.352-3.815
c-0.547-1.255-1.683-2.129-3.036-2.337L32,43.256V42.17l0.633-0.121c1.346-0.259,2.447-1.175,2.947-2.449
c0.5-1.275,0.315-2.695-0.494-3.8l-0.399-0.544l0.768-0.768l0.889,0.602c1.108,0.752,2.511,0.893,3.747,0.381
c1.237-0.513,2.127-1.604,2.38-2.919l0.202-1.054h1.086l0.103,0.667c0.208,1.354,1.082,2.489,2.337,3.036
c1.255,0.548,2.682,0.416,3.815-0.352l0.533-0.361l0.768,0.768L50.914,35.8c-0.81,1.104-0.994,2.524-0.494,3.8
c0.5,1.274,1.602,2.19,2.947,2.449L54,42.17V43.256z"/>
<path d="M43,37.498c-2.757,0-5,2.243-5,5s2.243,5,5,5s5-2.243,5-5S45.757,37.498,43,37.498z M43,45.498c-1.654,0-3-1.346-3-3
s1.346-3,3-3s3,1.346,3,3S44.654,45.498,43,45.498z"/>
<path d="M26.394,46.579L20,43.839V3.159l15,7.941v14.397c0,0.553,0.447,1,1,1s1-0.447,1-1v-14.33l15-6.177v23.507
c0,0.553,0.447,1,1,1s1-0.447,1-1v-25c0-0.334-0.166-0.646-0.443-0.831c-0.277-0.185-0.628-0.221-0.938-0.094L36.053,9.395
l-16.585-8.78c-0.013-0.007-0.028-0.009-0.041-0.015c-0.048-0.023-0.097-0.04-0.148-0.055c-0.028-0.008-0.055-0.017-0.083-0.023
c-0.054-0.011-0.109-0.015-0.164-0.017c-0.028-0.001-0.054-0.004-0.082-0.003c-0.05,0.003-0.099,0.013-0.148,0.023
c-0.034,0.007-0.068,0.011-0.102,0.022c-0.005,0.002-0.011,0.002-0.017,0.004l-18,6C0.275,6.686,0,7.068,0,7.498v43
c0,0.321,0.154,0.623,0.415,0.812C0.588,51.434,0.793,51.498,1,51.498c0.106,0,0.213-0.017,0.316-0.052l17.639-5.88l6.651,2.85
c0.128,0.056,0.262,0.081,0.394,0.081c0.388,0,0.757-0.227,0.919-0.606C27.137,47.385,26.901,46.797,26.394,46.579z M2,8.219
l16-5.333v40.892L2,49.111V8.219z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "d68145b48a23d80db6e20b4add2123cd8839afd06a11f746d8486e74af4bc730.png"
} | Generate code for a svg of a a close up of a black and white logo with a person | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="220.75pt" height="524.5pt" viewBox="0 0 220.75 524.5" version="1.1">
<defs>
<g>
<symbol overflow="visible" id="glyph0-0">
<path style="stroke:none;" d="M 8.5 0 L 8.5 -170.5 L 76.5 -170.5 L 76.5 0 Z M 17 -8.5 L 68 -8.5 L 68 -162 L 17 -162 Z M 17 -8.5 "/>
</symbol>
<symbol overflow="visible" id="glyph0-1">
<path style="stroke:none;" d="M 54.75 3.5 C 49.582031 3.5 44.832031 0.789062 40.5 -4.625 C 36.164062 -10.039062 34 -16 34 -22.5 C 34 -29.164062 35.289062 -35.832031 37.875 -42.5 C 40.457031 -49.164062 44.164062 -55.414062 49 -61.25 C 37 -64.414062 27.207031 -71.164062 19.625 -81.5 C 12.039062 -91.832031 8.25 -103.582031 8.25 -116.75 C 8.25 -136.75 16.039062 -153.832031 31.625 -168 C 47.207031 -182.164062 66 -189.25 88 -189.25 C 100.5 -189.25 112.082031 -186.832031 122.75 -182 C 133.414062 -177.164062 142.164062 -170.414062 149 -161.75 L 149 -181.25 L 167 -181.25 L 167 0 L 149 0 L 149 -116.75 C 149 -131.582031 143.039062 -144.289062 131.125 -154.875 C 119.207031 -165.457031 104.832031 -170.75 88 -170.75 C 71 -170.75 56.5 -165.457031 44.5 -154.875 C 32.5 -144.289062 26.5 -131.582031 26.5 -116.75 C 26.5 -106.082031 29.75 -96.832031 36.25 -89 C 42.75 -81.164062 50.75 -76.832031 60.25 -76 C 69.25 -83.5 77.625 -89.5 85.375 -94 C 93.125 -98.5 100.082031 -101.25 106.25 -102.25 L 112.75 -87 C 95.582031 -80.664062 81.539062 -71.832031 70.625 -60.5 C 59.707031 -49.164062 53.664062 -37 52.5 -24 C 57.164062 -24 61.125 -22.582031 64.375 -19.75 C 67.625 -16.914062 69.25 -13.5 69.25 -9.5 C 69.25 -5.832031 67.832031 -2.75 65 -0.25 C 62.164062 2.25 58.75 3.5 54.75 3.5 Z M 54.75 3.5 "/>
</symbol>
<symbol overflow="visible" id="glyph0-2">
<path style="stroke:none;" d="M -157.75 -204 L -170.75 -217.25 C -162.082031 -225.914062 -151.332031 -232.582031 -138.5 -237.25 C -125.664062 -241.914062 -111.75 -244.25 -96.75 -244.25 C -81.582031 -244.25 -67.539062 -241.914062 -54.625 -237.25 C -41.707031 -232.582031 -30.914062 -225.914062 -22.25 -217.25 L -35.25 -204 C -42.414062 -211.164062 -51.332031 -216.707031 -62 -220.625 C -72.664062 -224.539062 -84.164062 -226.5 -96.5 -226.5 C -108.832031 -226.5 -120.332031 -224.539062 -131 -220.625 C -141.664062 -216.707031 -150.582031 -211.164062 -157.75 -204 Z M -157.75 -204 "/>
</symbol>
</g>
</defs>
<g id="surface1">
<rect x="0" y="0" width="220.75" height="524.5" style="fill:rgb(100%,100%,100%);fill-opacity:1;stroke:none;"/>
<g style="fill:rgb(0%,0%,0%);fill-opacity:1;">
<use xlink:href="#glyph0-1" x="16" y="302.25"/>
<use xlink:href="#glyph0-2" x="204.75" y="302.25"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow pears nestled in the grass freshly fallen. | <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="#fafbfa" d="M0 0h96v49h-8q-1-4-6-3-5-9-8 1l-2 3h-4v-1q-3-7-9-4l-2-8h-3l-1-2q-2 0-1 3-5 0-5 5l-4 5q-2-3-4-2-3-1-5 1l1 1-6 6-4-6v6l-5-6-1 5-1-2q-2 1-1 4-3-3-2 1h-2l-2-2-1 4-4-7-3 3 1 2q-3 5-3 12l1 2q0 4 5 7l-2 2 1 10q0-4-3-5l3 9 1-2 2 4v1H0z"/><path fill="#6c5a5d" d="M57 37q-1-4 3-4-3 1-3 4"/><path fill="#6f615e" d="m54 37-2 1q-1-3 1-3z"/><path fill="#7d7477" d="M39 46v2h-4l-1-1q2-2 5-1"/><path fill="#ede7cf" d="m47 43-1 4q-8 5-1 12v2l-4-4-2-9v-2q2-1 4 2z"/><path fill="#f4d12d" d="M54 37h3l2 8v5l4 4q0 4-3 8l-1-6-1 4-2-2q-2 8-5 0v9q2-5 2 1-3 2-4 6V62l-1-4-2 5-1-4q-7-7 1-12l1-4q0-5 5-5z"/><path fill="#f8d938" d="m68 49-4 4-3-8 1-1z"/><path fill="#f2e9c3" d="m68 49-6-4-1 1 3 8h-1l-4-4v-5q6-3 9 4"/><path fill="#e0dd9d" d="m74 47 2 9-2-5q0 3-2 2v-3z"/><path fill="#f8d122" d="M35 48h4l2 9 4 4q0 5-3 10l-1-3q-2-2-3 1-3-9-1 0l-2 1-6-10q-3-4 0-6z"/><path fill="#e2d97f" d="m25 54-1 5q0-3-2-3l-2-2v4l-3-3q-1-3 1-4l1 2 1-5z"/><path fill="#f3d22f" d="M70 50h2v2q-3 2-3 6-5 2-8 7 2-9 9-15"/><path fill="#eadc57" d="m76 56-1 5-3 4V53q2 1 2-2z"/><path fill="#bac481" d="m76 56 3 1-1 2-3 2z"/><path fill="#9caa5d" d="M29 54q-3 2 0 6l-2 2q-5-1-5-6 2 0 2 3l1-5v-6z"/><path fill="#f6f6f0" d="M96 49v47h-5q-1-7 3-12v-3q-1 5-6 8-2 3-1 7H9v-1l17-1 4 1h1l18-1h7l1-9q0-3 3-4v4q-2 3-2 9h13l3-1 3 1 2-1h3l4-6v-1l1-1 3-4 4-18q1-3-1-4 1-6-2-1v-4l-3 5q-2-8-2 1l-3-1-2 3q0-4-2-5l-3-1-2-9q3-10 8-1 5-1 6 3z"/><path fill="#9db55d" d="M72 52v12l-1 2-2-1v-8q0-4 3-6"/><path fill="#96aa63" d="m12 61-1 5-2-2-1 2q-4-5-1-8 3 0 5 3"/><path fill="#edd345" d="M22 56q0 5 5 6l2 7-1 1-1-2-7-10v-4z"/><path fill="#638a4d" d="m29 60 6 10v3h-1l-3-6 1 8v3l2 13-1 3q-2-12-2 1h-1q2-14-1-26l-2-7z"/><path fill="#638d56" d="m78 59-2 5q-3 0-3 2l-1 11q-2 8-2 0v-7l-1 3v-7l2 1 1-2 3-4z"/><path fill="#bdc675" d="m93 59-5 7v-6q-3 5-2 9-2 0-2-2l2-7q0-9 2-1l3-5v4q3-5 2 1"/><path fill="#f2ea99" d="M93 59q2 1 1 4l-6 9v-6z"/><path fill="#bfbe54" d="m58 60-4 16q-2-4 1-7l-2-1q0-6-2-1v-9q3 8 5 0z"/><path fill="#ebe9d2" d="M13 56v5h-1q-2-3-5-3-3 3 1 8 2 3-1 3-6-9-3 2l-2-1-1-2q0-7 3-12l-1-2 3-3 4 7 1-4z"/><path fill="#94a75c" d="m17 55 3 3 7 10v2q-3-1-3 2-4-4-1-8l-8-8q-1-4 2-1"/><path fill="#efda4d" d="m7 69 1 6-4-4q-3-11 3-2"/><path fill="#e2d156" d="m41 68-1 2 2 11h-1l-3-7q-1-4-3 0v-4l2-1q-2-9 1 0 1-3 3-1"/><path fill="#8da965" d="m65 72-1 4-4 9v-4q-1-6 1-11 9-7 2 2z"/><path fill="#669161" d="M12 61q0 6 4 12-6 0-1 5 3-4 3 2l1 14-3-6q0-3 1 0 1-3-1-5h-2L9 70l2-1-1-3z"/><path fill="#e7d96e" d="m34 73 1 5-1 1-2-4-1-8z"/><path fill="#a7af5e" d="M49 62q-3 9-2 19-3 0-3 2l-2-2-2-11 1-2 1 3q3-5 3-10v-2l1 4 2-5z"/><path fill="#c1c26a" d="M68 50h2q-7 6-9 15 3-5 8-7v15l1-3v7q-2 0-1 2l-4-7h-2q7-9-2-2-2 5-1 11-3 1-3 4l-1 9-1-12 5-20q3-4 3-8h1z"/><path fill="#82a35e" d="M88 66v6l6-9-1 7q-3 1-3 4l-2 2-2-7q-1-4 2-9z"/><path fill="#d7cf70" d="M13 56h2l8 8q-3 4 1 8l2 9q-3-9-9-16l-1-5-2 1 8 19 1-2q4 6 4 14l2-8-2-14v-2l1 2 1-1q3 12 1 26l-4-1h-2q-2-15-2 0h-2l-1-14q0-6-3-2-5-5 1-5-4-6-4-12z"/><path fill="#8fa65f" d="m86 60-2 7h-2l4 14 2-2v3l-1 3-1 1-2-8-1 2-2 1V62l2-3z"/><path fill="#edd65d" d="M84 67q0 2 2 2l2 7v3l-2 2-4-14z"/><path fill="#d8d47e" d="m93 70-3 11-3 4 1-3 2-8q0-3 3-4"/><path fill="#407952" d="M84 78q-3 1-2-2 2-9 2 2"/><path fill="#4f7b56" d="M41 81v12l-2-11-1 12-1-17-1 4-1-3-1-5h1v1q2-4 3 0z"/><path fill="#709155" d="m60 62-5 20 1 12h-3V81l-2 13h-2q-1-8 2-14l2-12 2 1q-3 3-1 7l4-16 1-4z"/><path fill="#5f905d" d="M24 72q0-3 3-2l2 14-2 8q0-8-4-14l-1 2-8-19 2-1 1 5q6 7 9 16z"/><path fill="#ded56d" d="M79 57q2 1 2 5v19l2-1q-3 4 3 7l-4 6h-3l-1-25-1 6q-2 0-2 3v-2l1-11 2-5z"/><path fill="#e8e3c6" d="m90 74-2 8v-6z"/><path fill="#d3cd5f" d="M49 62v12q1-4 4-6l-2 12q-4 2-4 6v-5q-1-10 2-19"/><path fill="#aaba6e" d="m76 64-1 11v2q0-3 2-3l-2 10-1 9-3 1 1-6V77l1-11q0-2 3-2"/><path fill="#527e52" d="M69 79q0 8-4 3-1 2 1 5l-1 7-3-8 2-10 1-4z"/><path fill="#588556" d="m84 78 2 8v1q-6-3-3-7z"/><path fill="#e9de9d" d="M70 77q0 8 2 0v11l-2-3-1 1v6l-3-5q-2-3-1-5 4 5 4-3-1-2 1-2"/><path fill="#c6cb71" d="m64 76-2 10 3 8h-7q0-6 2-9z"/><path fill="#e2d869" d="m72 88-1 6h-3q-1-2 1-2v-6l1-1z"/><path fill="#edde6c" d="m32 78 4 13-1 3-1-3z"/><path fill="#e2db9f" d="m11 66 1 3-2 1 5 13h2q2 2 1 5-1-3-1 0l3 6h6L9 95l-2-4-1 2-3-9q3 1 3 5L5 79l2-2q-5-3-5-7l2 1 4 4-1-6q3 0 1-3l1-2z"/><path fill="#557c59" d="m14 94-2-5 1-5q0-4 1 0l2 7z"/><path fill="#f5f2e3" d="m10 81 3 3-1 5z"/><path fill="#9ca74f" d="m8 75 2 6 2 8 2 5h-4z"/><path fill="#ccd58f" d="M91 96h-4q-1-4 1-7 5-3 6-8v3q-4 5-3 12"/><path fill="#88a65d" d="m66 87 3 5q-2 0-1 2h-3z"/><path fill="#d5d17e" d="M53 94h-2l2-13z"/><path fill="#688a63" d="m79 93-2 1-1-11-1 1 2-10 1-6z"/><path fill="#679354" d="M24 94h-2q0-15 2 0"/><path fill="#c7bd57" d="m77 94-3-1 1-9 1-1z"/><path fill="#a8b778" d="m32 75 2 4 1-1 1 3 1-4 1 17 1-12 2 11V81h1l2 2q0-2 3-2v5q0-4 4-6-3 6-2 14l-18 1q0-13 2-1l1-3 1 3 1-3-4-13z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bluebird perched on a wire in the rain. | <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="#cae5ee" d="M0 0h96v36l-30 9-6-4q-3 2-6-1h1q2-2 5-1L50 28q-8-4-11 3-9-1-1 1l2 5q-3 1-1 4l5 6A191 191 0 010 36z"/><path fill="#3487c8" d="M55 40q-1-2-3-1h-2l-4-4-3-2q2-1 1-3-3 2-5 1 3-7 11-3l10 11q-3-1-5 1"/><path fill="#3267a5" d="m46 35 2 4-3 1-2-4-3 1-2-5q-8-2 1-1 2 1 5-1 1 2-1 3z"/><path fill="#d2d7de" d="m46 35 4 4h-2z"/><path fill="#677082" d="M96 36v2l-30 9v-2z"/><path fill="#7e7c89" d="m0 36 20 6q-3-1-4 1l-1-1q-3-3-4-1L0 39z"/><path fill="#e6eceb" d="M45 40q0 2 3 2l8 3-1 1-10 1h-1l-5-6q-2-3 1-4l3-1z"/><path fill="#40415a" d="M0 40v-1l11 2q1-2 4 1z"/><path fill="#414c70" d="M48 39h4q0 3 5 6h-1l-8-3q-3 0-3-2z"/><path fill="#cae6ee" d="M96 38v58H0V40l15 2 1 1a148 148 0 0045 6l6 5-1-7z"/><path fill="#717486" d="m56 45 4 4-18-1 2-1 10-1z"/><path fill="#53566c" d="M16 43q1-2 4-1l24 5h1l-2 1z"/><path fill="#4f6f9e" d="M52 39q2-1 3 1h-1q3 3 6 1l6 4v2l1 7-6-5-4-4q-5-3-5-6"/></svg> | |
{
"bytes": "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",
"path": "1bb0c8806ce5a3043208eb1a1a8476123a0f57881c3dfe848eb76adce2190292.png"
} | Generate code for a svg of a a close up of a red and white logo with a white background | <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="1.0"
width="1024"
height="438"
viewBox="-2.02087509 -2.02087509 167.03050018 71.40425318"
id="svg2686"
sodipodi:docname="dsl-1.svg"
inkscape:version="0.92.2 2405546, 2018-03-11">
<metadata
id="metadata47">
<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>
<sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="1920"
inkscape:window-height="1023"
id="namedview45"
showgrid="false"
inkscape:zoom="0.93717194"
inkscape:cx="514.13408"
inkscape:cy="219"
inkscape:window-x="0"
inkscape:window-y="0"
inkscape:window-maximized="1"
inkscape:current-layer="svg2686" />
<defs
id="defs2688" />
<g
id="g857"
transform="translate(50.300742,5.3955813)">
<path
style="fill:#a70236;fill-opacity:1;fill-rule:nonzero;stroke:none"
id="path2436"
d="M 45.7375,38.825 V 12.5 h 4.1875 v 22.5825 h 9.86625 V 38.825 H 45.7375"
inkscape:connector-curvature="0" />
<path
style="fill:#a70236;fill-opacity:1;fill-rule:nonzero;stroke:none"
id="path2440"
d="m 39.15875,13.1162 0.0975,0.0363 -0.595,3.9087 c -1.93375,-0.8325 -3.165,-1.2625 -5.29625,-1.2625 -2.25875,0 -4.7175,0.645 -4.7175,3.2 0,1.9863 2.34875,2.8825 3.8225,3.6188 3.76,1.875 8.17,3.4687 8.17,8.7087 0,5.845 -4.82625,7.9438 -10.12625,7.9438 -1.95625,0 -4.00875,-0.4975 -5.80875,-1.2438 l 0.42625,-3.9637 c 1.73125,0.835 3.8875,1.4637 5.8275,1.4637 2.43125,0 5.2725,-1.0462 5.2725,-3.9775 0,-2.2525 -2.13875,-3.2137 -3.825,-4.0687 -3.655,-1.8538 -8.16875,-2.975 -8.16875,-8.1475 0,-4.8813 4.165,-7.2775 8.97875,-7.2775 1.95625,0 4.10625,0.3875 5.9425,1.0612"
inkscape:connector-curvature="0" />
<path
style="fill:#a70236;fill-opacity:1;fill-rule:evenodd;stroke:none"
id="path2464"
d="M 0,38.825 V 12.5 h 6.98125 c 7.7675,0 13.8875,4.8187 13.8875,12.94 0,8.8125 -5.255,13.385 -13.8875,13.385 z M 4.1875,16.2425 v 18.84 H 6.945 c 6.24125,0 9.51375,-2.9725 9.51375,-9.4938 0,-5.8962 -3.86875,-9.3462 -9.07,-9.3462 H 4.1875"
inkscape:connector-curvature="0" />
</g>
</svg> | |
{
"bytes": "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",
"path": "c5d97a98f0f2d03043cd7e8de343ecec78692a400490e2f38b5f4c6343033593.png"
} | Generate code for a svg of a a yellow button with a blue tick on it | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<circle style="fill:#FFD15D;" cx="256" cy="256" r="256"/>
<path style="fill:#F9B54C;" d="M371.262,484.631c68.696-34.701,119.632-99.437,135.52-176.959l-94.544-94.544L281.714,328.545
L256,369.371L371.262,484.631z"/>
<polygon style="fill:#324A5E;" points="256,369.371 99.762,213.128 127.798,185.092 256,313.296 384.202,185.092 412.238,213.13 "/>
<polygon style="fill:#2B3B4E;" points="256,313.296 384.202,185.092 412.238,213.13 256,369.371 "/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a yellow lego face emoticon featuring green eyes and a green nose. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 51 51" style="enable-background:new 0 0 51 51;" xml:space="preserve">
<g>
<path style="fill:#FFDB2B;" d="M42.5,47h-34c-2.2,0-4-1.8-4-4V10c0-2.2,1.8-4,4-4h34c2.2,0,4,1.8,4,4v33C46.5,45.2,44.7,47,42.5,47
z"/>
<path style="fill:#FEC722;" d="M37.195,51H13.805c-0.721,0-1.305-0.584-1.305-1.305V47h26v2.695C38.5,50.416,37.916,51,37.195,51z"
/>
<path style="fill:#FEC722;" d="M19.805,0l11.389,0C31.916,0,32.5,0.584,32.5,1.305V6h-14V1.305C18.5,0.584,19.084,0,19.805,0z"/>
<path style="fill:#81CCB8;" d="M8.492,23.81c-2.009-3.413-0.871-7.809,2.543-9.818s7.809-0.871,9.818,2.543
s3.902,12.96,0.488,14.969S10.501,27.224,8.492,23.81z"/>
<path style="fill:#81CCB8;" d="M42.508,23.81c2.009-3.413,0.871-7.809-2.543-9.818c-3.413-2.009-7.809-0.871-9.818,2.543
s-3.902,12.96-0.488,14.969S40.499,27.224,42.508,23.81z"/>
<path style="fill:#14A085;" d="M11.223,23.146c-0.256,0-0.512-0.098-0.707-0.293c-0.391-0.391-0.391-1.023,0-1.414l5.146-5.146
c0.391-0.391,1.023-0.391,1.414,0s0.391,1.023,0,1.414l-5.146,5.146C11.734,23.048,11.479,23.146,11.223,23.146z"/>
<path style="fill:#14A085;" d="M14.368,25c-0.256,0-0.512-0.098-0.707-0.293c-0.391-0.391-0.391-1.023,0-1.414l3.146-3.146
c0.391-0.391,1.023-0.391,1.414,0s0.391,1.023,0,1.414l-3.146,3.146C14.88,24.902,14.624,25,14.368,25z"/>
<path style="fill:#14A085;" d="M17.368,27c-0.256,0-0.512-0.098-0.707-0.293c-0.391-0.391-0.391-1.023,0-1.414l1.146-1.146
c0.391-0.391,1.023-0.391,1.414,0s0.391,1.023,0,1.414l-1.146,1.146C17.88,26.902,17.624,27,17.368,27z"/>
<path style="fill:#546A79;" d="M27.5,40h-4c-0.552,0-1-0.447-1-1s0.448-1,1-1h4c0.552,0,1,0.447,1,1S28.052,40,27.5,40z"/>
<path style="fill:#14A085;" d="M39.777,23.146c-0.256,0-0.512-0.098-0.707-0.293l-5.146-5.146c-0.391-0.391-0.391-1.023,0-1.414
s1.023-0.391,1.414,0l5.146,5.146c0.391,0.391,0.391,1.023,0,1.414C40.289,23.048,40.033,23.146,39.777,23.146z"/>
<path style="fill:#14A085;" d="M36.632,25c-0.256,0-0.512-0.098-0.707-0.293l-3.146-3.146c-0.391-0.391-0.391-1.023,0-1.414
s1.023-0.391,1.414,0l3.146,3.146c0.391,0.391,0.391,1.023,0,1.414C37.144,24.902,36.888,25,36.632,25z"/>
<path style="fill:#14A085;" d="M33.632,27c-0.256,0-0.512-0.098-0.707-0.293l-1.146-1.146c-0.391-0.391-0.391-1.023,0-1.414
s1.023-0.391,1.414,0l1.146,1.146c0.391,0.391,0.391,1.023,0,1.414C34.144,26.902,33.888,27,33.632,27z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "887e457fabc710c8ba0354f8e18444c7d2d3c62d64ee7b7aa07c2c157d0b4dbf.png"
} | Generate code for a svg of a a gray icon of a magnifying document with a magnifying glass | <svg width="24" height="24" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24">
<path fill="#565a5c" d="M28 21.155c-.02-.07-.05-.14-.09-.2.03.04.05.09.07.13.01.02.02.05.02.07zM27.82 20.835c-.02-.03-.05-.06-.08-.09.01.01.02.01.03.02.02.02.04.04.05.07z"/>
<path fill="#565a5c" d="M28 21.155c-.02-.07-.05-.14-.09-.2.03.04.05.09.07.13.01.02.02.05.02.07zM27.77 20.765c.02.02.04.04.05.07-.02-.03-.05-.06-.08-.09.01.01.02.01.03.02zM6.5 15H5c-.55 0-1 .45-1 1s.45 1 1 1h2.81c1.18 1.23 2.85 2 4.69 2 1.44 0 2.76-.46 3.832-1.25l.91.91c-.17.67 0 1.4.52 1.93l2.83 2.83c.78.77 2.05.77 2.83 0 .77-.78.77-2.05 0-2.83l-2.83-2.83c-.39-.39-.9-.59-1.42-.58-.17-.01-.34.02-.51.06l-.91-.91c.79-1.07 1.25-2.39 1.25-3.83 0-3.59-2.91-6.5-6.5-6.5-1.28 0-2.47.37-3.47 1H5c-.55 0-1 .45-1 1s.45 1 1 1h2.02c-.39.6-.68 1.28-.84 2H5c-.55 0-1 .45-1 1s.45 1 1 1h1.02c-.01-.17.22 1.38.48 2zm1.76-1h4.742c1.1 0 2-.9 2-2s-.9-2-2-2h-4.24c.81-1.21 2.19-2 3.74-2 2.48 0 4.5 2.02 4.5 4.502s-2.02 4.5-4.5 4.5c-1.95 0-3.62-1.25-4.24-3z"/>
<path fill="#565a5c" d="M18 3v1c-.01.54-.46.98-1 .98s-.99-.44-1-.98V3c0-.54-.46-1-1-1H3c-.54 0-1 .46-1 1v18c0 .54.46 1 1 1h11c.55 0 1 .45 1 1s-.45 1-1 1H3c-1.65 0-3-1.35-3-3V3c0-1.65 1.35-3 3-3h12c1.65 0 3 1.35 3 3z"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a creaky doors opening to darkened rooms. | <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="#efe9d9" d="M0 0h22q-3 0 0 2 2-2 5 1-3 1-2 4l1-1 4 3q-3 3 0 5-3 3 0 7l-1 1-8-6-2 1-4-4q0 5-4 0v-2l-3 8q1 3-1 6-1 2 2 3v-3l3-1 1 4-2 1 1 1 4-6h3q-1-4 1-6v8h-3q-1 4 1 1l7 6-3 2-5 1 2 1-1 1 2 3q-3 3-2 6 0 6 4 11l-9 6 2 2h9l13 8-2 2-15-6-10 5-10 2z"/><path fill="#f0ebdc" d="M22 0h64l-3 1q1 2-1 3-2-2-4-1-1 6-3 0-4 2-4 6-6 0-9 3 5 3 3 8 3 5-1 10l6 15-4 12h3l13-7h14v46H82l-17-9Q55 74 38 77l-3-1 2-2-13-8h-9l-2-2 9-6q-4-5-4-11-1-3 2-6l-2-3 1-1-2-1 5-1 3-2-7-6q-2 3-1-1h3v-8q-2 2-1 6h-3l-4 6-1-1 2-1-1-4-3 1v3q-3-1-2-3 2-3 1-6l3-8v2q4 5 4 0l4 4 2-1 8 6 1-1q-3-4 0-7-3-2 0-5l-4-3-1 1q-1-3 2-4-3-3-5-1-3-2 0-2"/><path fill="#efe9d9" d="M86 0h10v50H82l-13 7h-3l4-12-6-15q4-5 1-10 2-5-3-8 3-3 9-3 0-4 4-6 2 6 3 0 2-1 4 1 2-1 1-3z"/><path fill="#647074" d="M46 38q-1 13 2 28l-10 2q-2-17 1-32z"/><path fill="#9a9b92" d="M48 66q-3-15-2-28l1 26h3V50q2-3 7-2l-1-9q-3-2-5-1l-2 8 1-9 8-1v28q-6-1-10 2"/><path fill="#7b7e78" d="M51 51q8-1 1 2h4v9-6h-3l-1 6q-2-6-1-11"/><path fill="#858985" d="M50 50q-2-3-1-4l2-8q2-1 5 1l1 9q-5-1-7 2"/><path fill="#64676c" d="m35 76 3 1q17-3 27 10l17 9H0V77l10-2 10-5z"/></svg> | |
{
"bytes": "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",
"path": "a4aec6e77bd22fb5f4417f38a9edd6369684dbcdd135f327c3e47eb2791070f5.png"
} | Generate code for a svg of a a red heart with a white background | <svg version="1.1"
xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:a="http://ns.adobe.com/AdobeSVGViewerExtensions/3.0/"
x="0px" y="0px" width="18px" height="15.9px" viewBox="0 0 18 15.9" style="enable-background:new 0 0 18 15.9;"
xml:space="preserve">
<style type="text/css">
.st0{fill:#F419F4;}
</style>
<defs>
</defs>
<path class="st0" d="M9,15.9c-0.7-0.7-1.4-1.4-2.1-2.1C5.1,12,3.3,10.2,1.6,8.5C0.6,7.4,0,6.2,0,4.8c0-2.2,1.5-4,3.5-4.6
c1.8-0.5,3.4-0.1,4.7,1.2C8.5,1.6,8.7,1.9,9,2.2c0.3-0.3,0.5-0.5,0.7-0.7c1.9-1.9,4.9-2,6.8-0.1c0.4,0.4,0.8,0.9,1,1.5
c0.8,1.8,0.5,3.5-0.7,5c-0.2,0.2-0.3,0.4-0.5,0.6c-2.4,2.4-4.8,4.8-7.2,7.2C9.1,15.7,9,15.8,9,15.9z"/>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a dark gray storm cloud hovering over the mountain. | <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="#cdcfd2" d="M0 0h96v23l-4-3q1-4-1-6l-1 3v5l-1-1-4 3-5-1-16-8q-4 1-9-2l-5 3v2l-5-2q-15 2-25 11l-1-1-15 9-2 7 1 7-2 11-1 1z"/><path fill="#cacccf" d="M96 23v73H0V61l1-1 2-11-1-7 2-7 15-9 1 1q10-9 25-11l5 2v-2l5-3q5 3 9 2l21 9 4-3 1 1v-5l1-3q2 2 1 6z"/><path fill="#f2f0ea" d="M72 50q0-3-2-3-1-4-4-3-1-7-6-3l-7-3q2-2 5 1l1-1q-7-8-14-2l-3-1-5 4q-4-1-5 3-2-4-3 0 0 2 2 3l-2 1q-3-3-4-1-3 1 0 4l-2 1-2-1v-2q0-4 5-4 2-8 9-8l2 1 2-4q4-3 9-4 3 0 5 3l6 1 9 8 1 3q4-1 5 4z"/><path fill="#9ba3aa" d="M45 36q-3 2-3 6h-5v-3l5-4z"/><path fill="#b0b6b9" d="M66 44q-2 6 4 3 2 0 2 3l-6 4 3 2h-1q-6-4-11-5l-7-7-8 2v-4q0-4 3-6 7-6 14 2l-1 1q-3-3-5-1l7 3q5-4 6 3"/><path fill="#adb5ba" d="M37 39v3l-6 3q-2-1-2-3 1-4 3 0 1-4 5-3"/><path fill="#9ca3a9" d="M66 44q3-1 4 3-6 3-4-3"/><path fill="#bfc4c7" d="M29 46q-4-1-4 3-3-3 0-4 1-2 4 1"/><path fill="#7e8891" d="M37 42h5v4l8-2 7 7q5 1 11 5l-3 3-6-2-6 2-2-2-7 2q0-3-2-3h-3q-3 2-4 1-7-1-12-5v-2l2-1q0-4 4-3l2-1z"/><path fill="#88919a" d="M84 58v33l-62-1-2-1V63l7-3q3 2 8-1l1 1-2 11-5 2v4q6-1 14 3h12q8 6 18 8 5-3 7-7l1 1q1-5-1-8l2-1-5-5q-2-3-1-5l-8-2-8 2 8-4 3-3 9-1z"/><path fill="#848e96" d="M68 56h2l-3 3-8 4 8-2 8 2q-1 2 1 5l5 5-2 1q2 3 1 8l-1-1q-2 4-7 7-10-2-18-8H43q-8-4-14-3v-4l5-2 2-11-1-1v-2q1 1 4-1h3q2 0 2 3l7-2 2 2 6-2 6 2z"/><path fill="#c3c7cb" d="M23 52q5 4 12 5v2q-5 3-8 1l-2-1q-4 0-7 3-3-1-4 1-2 4-2 10-1 10 2 19h73-76l-9-7v-5l10-20 9-9 1 2z"/><path fill="#b4b9bf" d="M14 63v29q-3-9-2-19 0-6 2-10"/><path fill="#a3aab0" d="M18 62q1 3-2 8v22h-2V63q1-2 4-1"/><path fill="#b3b8bc" d="m86 58 1 1v33h-1z"/><path fill="#959ca4" d="M84 58h2v34H16l2-30q3-3 7-3l2 1-7 3v26l2 1 62 1z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f61e.png"
} | Generate code for a svg of a disappointed face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="1992.9" gradientTransform="matrix(1 0 0 1 0 -1930)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</g>
<g id="facial_expressions">
<g id="disappointed-face">
<path id="mouth" d="M64,87.2c10.8,0,17.8,7.9,19.7,11.6c0.7,1.4,0.7,2.6,0.1,3.1c-0.64,0.4-1.46,0.4-2.1,0 c-0.32-0.13-0.62-0.3-0.9-0.5c-4.9-3.52-10.77-5.44-16.8-5.5c-6.01,0.08-11.87,1.96-16.8,5.4c-0.28,0.2-0.58,0.37-0.9,0.5 c-0.64,0.4-1.46,0.4-2.1,0c-0.6-0.6-0.6-1.7,0.1-3.1C46.2,95.1,53.2,87.2,64,87.2z" style="fill:#422B0D;"/>
<g id="eyes">
<path d="M74.4,67.7c-1.36,1.26-1.44,3.38-0.18,4.73c0.2,0.22,0.43,0.41,0.68,0.57 c2.92,2.17,6.2,3.8,9.7,4.8c3.53,0.88,7.18,1.15,10.8,0.8c1.88-0.05,3.37-1.62,3.32-3.5c-0.01-0.27-0.05-0.54-0.12-0.8 c-0.59-1.73-2.28-2.84-4.1-2.7c-2.68,0.26-5.38,0.1-8-0.5c-2.58-0.79-5.02-2.01-7.2-3.6C77.82,66.41,75.78,66.49,74.4,67.7z" style="fill:#422B0D;"/>
<path d="M53.6,67.7c1.36,1.26,1.44,3.38,0.18,4.73c-0.2,0.22-0.43,0.41-0.68,0.57 c-2.92,2.17-6.2,3.8-9.7,4.8c-3.53,0.88-7.18,1.15-10.8,0.8c-1.83-0.03-3.28-1.54-3.25-3.37c0.01-0.32,0.06-0.63,0.15-0.93 c0.59-1.73,2.28-2.84,4.1-2.7c2.68,0.26,5.38,0.1,8-0.5c2.58-0.79,5.02-2.01,7.2-3.6C50.24,66.41,52.26,66.49,53.6,67.7z" style="fill:#422B0D;"/>
</g>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a desert oasis surrounded by sand dunes. | <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="#faeed3" d="M0 0h96v45l-22 5q-4-1-5 2-6-1-10 1H20Q9 49 0 48z"/><path fill="#fce8bf" d="M96 45v14l-8-1q-8 0-5 7 2-2 4 2l-4 3 1 2q-4 3-5 8-4-5-9-2v-3q-3-1-4 1-3-4-5 0-3-3-4-2l-13-3q-4-4 2-5l-16 2q-3 2 0 4l7 2 20 1 5 2-4 5 4 2q-2 3-1 6h-3v6H0V48q9 1 20 5 11 7 24 4-4-6-10-4h25l-13 1 7 6 12-4-5-2h19q-4-1-5-4z"/><path fill="#d7a475" d="M74 50q1 3 5 4h-8l-2-2q1-3 5-2"/><path fill="#f3c58f" d="M20 53h14q6-2 10 4-13 3-24-4"/><path fill="#f1cd9d" d="m69 52 2 2H60l5 2-12 4-7-6 13-1q4-2 10-1"/><path fill="#fce9c3" d="M96 59v37H58v-6h3q-1-3 1-6l-4-2 4-5-5-2v-1q1-1 4 2 2-4 5 0 1-2 4-1v3q5-3 9 2 1-5 5-8l-1-2 4-3q-2-4-4-2-3-7 5-7z"/><path fill="#7d6e5b" d="m74 60 6 2h-7z"/><path fill="#b1cfba" d="m57 74-20-1-7-2q-3-2 0-4l16-2q-6 1-2 5z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f3cb_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman 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">
<linearGradient id="leg_1_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="77.0183" x2="77.0183" y1="71.3788" y2="109.7061">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="leg_3_" d="M87.45,86.8c-1.78-1.92-4.11-4.42-6.15-6.58c-3.96-4.17-8.8-7.29-8.8-7.29 l-8.05,8.64c0,0,3.13,5.76,7.12,9.19c1.95,1.68,4.39,3.39,6.38,4.71c-0.3,0.99-0.6,2.28-0.73,3.82c-0.38,4.78,0.36,11.08,0.39,11.78 c0.12,3.66,0.16,6.37,0.16,6.37l6.34-0.02L89.39,94C89.97,91.43,89.25,88.73,87.45,86.8z" style="fill:url(#leg_1_);"/>
<linearGradient id="leg_4_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="50.9817" x2="50.9817" y1="71.3788" y2="109.7061">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="leg_2_" d="M55.49,72.93c0,0-4.84,3.12-8.79,7.3c-2.04,2.16-4.37,4.66-6.15,6.58 c-1.8,1.93-2.52,4.63-1.94,7.2l5.28,23.42l6.34,0.02c0,0,0.04-2.71,0.16-6.37c0.02-0.7,0.77-7,0.39-11.78 c-0.12-1.54-0.43-2.83-0.73-3.82c1.99-1.32,4.43-3.03,6.38-4.71c3.99-3.43,7.12-9.19,7.12-9.19L55.49,72.93z" style="fill:url(#leg_4_);"/>
<polygon id="sock_3_" points="42.29,111.07 43.9,117.42 50.24,117.44 50.38,111.07 " style="fill:#E0E0E0;"/>
<path id="shoe_3_" d="M52.42,119.94c-0.01-1.92-1.66-4.1-1.66-4.1h-7.75l-5.98,2.11 c-1.54,0.61-2.56,2.09-2.56,3.75v1.28c0,0.56,0.45,1.02,1.01,1.02l15.79-0.05c0.64,0,1.16-0.52,1.16-1.17L52.42,119.94z" style="fill:#4568AD;"/>
<polygon id="sock_2_" points="77.61,111.07 77.78,117.44 84.11,117.42 85.71,111.07 " style="fill:#E0E0E0;"/>
<path id="shoe_2_" d="M90.97,117.95L85,115.84h-7.75c0,0-1.66,2.18-1.66,4.11l-0.01,2.84 c0,0.64,0.52,1.16,1.16,1.17L92.52,124c0.56,0,1.01-0.45,1.01-1.02v-1.28C93.53,120.04,92.51,118.56,90.97,117.95z" style="fill:#4568AD;"/>
<g id="hairGroup_4_">
<path id="hair_1_" d="M64.18,17.66c-12.61,0-12.51,11.66-12.51,11.84c0,7.55,0.58,18.22,3.6,22.41 c1.2,1.66,3.51,1.76,3.51,1.76L64,53.66l5.22,0.01c0,0,2.32-0.09,3.51-1.76c3.02-4.2,3.6-14.86,3.6-22.41 C76.33,29.32,76.78,17.66,64.18,17.66z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_1_" cx="64" cy="32.9023" gradientTransform="matrix(1 0 0 1.1901 0 -4.4157)" gradientUnits="userSpaceOnUse" r="14.6134">
<stop offset="0.7936" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_4_" d="M64.18,17.66c-12.61,0-12.51,11.66-12.51,11.84 c0,7.55,0.58,18.22,3.6,22.41c1.2,1.66,3.51,1.76,3.51,1.76L64,53.66l5.22,0.01c0,0,2.32-0.09,3.51-1.76 c3.02-4.2,3.6-14.86,3.6-22.41C76.33,29.32,76.78,17.66,64.18,17.66z" style="fill:url(#hairHighlights_1_);"/>
</g>
<linearGradient id="arm_1_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="80.6712" x2="93.5083" y1="41.656" y2="20.6327">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="arm_3_" d="M96.26,23.12l-4.54-2.29c-3.63,3.56-5.35,6.61-6.97,11.92 c-3.43,1.63-6.39,4.62-8.31,7.71c-2.04,2.81-3.32,4.37-4.79,7.16c-1.11,2.12-0.31,4.48,1.7,5.95c0.95,0.7,1.72,1,2.47,1 c0.84,0,1.64-0.39,2.62-1.05c2.07-1.18,4.88-4.3,6.68-6.62l-0.05-0.03c2.29-2.85,4.6-6.87,5.75-10.67 C94.04,32.84,96.26,28.43,96.26,23.12z" style="fill:url(#arm_1_);"/>
<linearGradient id="arm_4_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="47.1975" x2="34.2673" y1="41.4768" y2="20.7327">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="arm_2_" d="M56.35,47.63c-1.47-2.79-2.75-4.35-4.79-7.16c-1.92-3.09-4.88-6.08-8.31-7.71 c-1.63-5.33-3.35-8.37-6.98-11.93l-4.53,2.3c0,5.31,2.22,9.71,5.44,13.08c1.15,3.79,3.45,7.82,5.75,10.67l-0.05,0.03 c1.8,2.32,4.61,5.44,6.68,6.62c0.98,0.66,1.78,1.05,2.62,1.05c0.75,0,1.52-0.31,2.47-1C56.65,52.11,57.46,49.74,56.35,47.63z" style="fill:url(#arm_4_);"/>
<linearGradient id="shirt_2_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="44.1231" y2="69.6197">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
<path id="shirt_1_" d="M76.44,40.46c-1.79,2.46-2.99,3.97-4.25,6.18c-1.23-0.32-2.62-0.5-4.16-0.5 h-8.17c-1.51,0-2.86,0.18-4.06,0.49c-1.26-2.21-2.46-3.72-4.25-6.18l-8.67,6.45c1.8,2.32,5.68,6.62,5.68,6.62 c0.83,4.06,5.61,20.2,5.61,20.2h20.27l5.17-20.28c0,0,3.75-4.28,5.51-6.53L76.44,40.46z" style="fill:url(#shirt_2_);"/>
<path id="neck_1_" d="M60.53,46.84c0,1.66,1.41,3.01,3.15,3.01h0.63c1.74,0,3.15-1.35,3.15-3.01v-3.67h-6.93 L60.53,46.84z" style="fill:#C48E6A;"/>
<g id="head_1_">
<path id="head_2_" d="M64,21.42c-5.29,0-10.19,3.93-10.19,12.27c0,6.7,4.15,10.66,7.76,11.94 c0.86,0.3,1.69,0.46,2.43,0.46c0.73,0,1.56-0.15,2.41-0.45c3.61-1.27,7.77-5.24,7.77-11.94C74.19,25.35,69.29,21.42,64,21.42z" style="fill:#E0BB95;"/>
</g>
<path id="nose_1_" d="M65.19,37.49c-0.03-0.01-0.07-0.02-0.1-0.03H62.9c-0.03,0-0.07,0.01-0.1,0.03 c-0.2,0.08-0.31,0.29-0.21,0.51c0.09,0.22,0.53,0.83,1.41,0.83c0.88,0,1.31-0.61,1.41-0.83C65.5,37.78,65.39,37.57,65.19,37.49z" style="fill:#C48E6A;"/>
<path id="mouth_1_" d="M66.6,39.97c-0.99,0.59-4.22,0.59-5.2,0c-0.57-0.34-1.15,0.18-0.91,0.69 c0.23,0.51,2,1.68,3.52,1.68s3.27-1.17,3.5-1.68S67.17,39.63,66.6,39.97z" style="fill:#6D4C41;"/>
<g id="eyes_1_">
<ellipse cx="58.98" cy="34.62" rx="1.5" ry="1.56" style="fill:#5D4037;"/>
<ellipse cx="69.02" cy="34.62" rx="1.5" ry="1.56" style="fill:#5D4037;"/>
</g>
<g id="eyebrows_1_">
<path d="M61.21,31.82c-0.29-0.38-0.95-0.93-2.23-0.93c-1.29,0-1.95,0.55-2.23,0.93 c-0.13,0.17-0.09,0.36-0.01,0.48c0.08,0.11,0.32,0.21,0.59,0.12s0.78-0.36,1.65-0.37c0.87,0.01,1.39,0.27,1.65,0.37 c0.27,0.09,0.51-0.01,0.59-0.12C61.31,32.18,61.34,31.99,61.21,31.82z" style="fill:#AB872F;"/>
<path d="M71.25,31.82c-0.29-0.38-0.95-0.93-2.23-0.93c-1.29,0-1.95,0.55-2.23,0.93 c-0.13,0.17-0.09,0.36-0.01,0.48c0.08,0.11,0.32,0.21,0.59,0.12s0.78-0.36,1.65-0.37c0.87,0.01,1.39,0.27,1.65,0.37 c0.27,0.09,0.51-0.01,0.59-0.12C71.35,32.18,71.38,31.99,71.25,31.82L71.25,31.82z" style="fill:#AB872F;"/>
</g>
<g id="hairGroup_3_">
<path id="hair_3_" d="M64.18,17.66c-12.61,0-12.51,11.66-12.51,11.84c0,2.39,0.06,5.08,0.23,7.79l2.06-0.01 c-0.02-0.9,0.61-6.45,2.49-6.87c6.87-1.55,10.76-5.19,10.76-5.19c1.01,2.21,4.17,4.36,5.31,5.18c0.93,0.67,1.22,5.7,1.2,6.88h2.37 c0-0.02,0.01-0.03,0.01-0.05c0.17-2.69,0.23-5.37,0.23-7.74C76.34,29.32,76.79,17.66,64.18,17.66z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_2_" cx="64.1095" cy="34.1559" gradientTransform="matrix(1 0 0 1.2135 0 -5.4665)" gradientUnits="userSpaceOnUse" r="15.3072">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_3_" d="M64.18,17.66c-12.61,0-12.51,11.66-12.51,11.84 c0,2.39,0.06,5.08,0.23,7.79l2.06-0.01c-0.02-0.9,0.61-6.45,2.49-6.87c6.87-1.55,10.76-5.19,10.76-5.19 c1.01,2.21,4.17,4.36,5.31,5.18c0.93,0.67,1.22,5.7,1.2,6.88h2.37c0-0.02,0.01-0.03,0.01-0.05c0.17-2.69,0.23-5.37,0.23-7.74 C76.34,29.32,76.79,17.66,64.18,17.66z" style="fill:url(#hairHighlights_2_);"/>
</g>
<radialGradient id="hand_1_" cx="35.3903" cy="19.198" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" r="5.6773">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</radialGradient>
<path id="hand_3_" d="M40.26,17.16c-0.9-0.53-5.17-1.2-8.12-1.2c-1.62,0-2.83,0.21-2.83,0.76 l-0.01,3.43c-0.01,3.45,2.24,6.27,5.96,6.28h0.01C42.01,26.43,42.54,18.49,40.26,17.16z" style="fill:url(#hand_1_);"/>
<path id="tone_7_" d="M40.02,20.82c-0.04,0.13-0.39,0.26-0.77,0.36h-0.01c-0.44,0.11-0.96,0.33-1.93,0.6 c-1.35,0.38-1.46,2.19-1.46,2.19c-0.25-0.94,0.39-2.59,1.28-2.97v-0.01c0.42-0.2,0.89-0.31,1.39-0.39c0.08-0.01,0.28-0.02,0.53-0.01 h0.01C39.51,20.6,40.07,20.66,40.02,20.82z" style="fill:#BA8F63;"/>
<g id="weights_1_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="13.3789" y2="19.4371">
<stop offset="0" style="stop-color:#BDBDBD"/>
<stop offset="1" style="stop-color:#757575"/>
</linearGradient>
<path d="M124,18.5c0,1.38-0.73,2.5-1.64,2.5H5.64c-0.9,0-1.64-1.12-1.64-2.5S4.74,16,5.64,16h116.71 C123.26,16,124,17.12,124,18.5z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="-102.2582" cy="115.8606" gradientTransform="matrix(1.230000e-13 0.9016 0.507 -3.900000e-14 -37.874 100.8768)" gradientUnits="userSpaceOnUse" r="24.348">
<stop offset="0.3956" style="stop-color:#9E9E9E"/>
<stop offset="0.7899" style="stop-color:#646464"/>
</radialGradient>
<path d="M20.92,32.99c3.31,0,6-2.69,6-6V10.14c0-3.31-2.69-6-6-6s-6,2.69-6,6v16.85 C14.92,30.3,17.6,32.99,20.92,32.99z" style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="-1251.9182" cy="123.7502" gradientTransform="matrix(-1.230000e-13 0.9016 -0.507 -3.900000e-14 169.876 1137.4968)" gradientUnits="userSpaceOnUse" r="24.348">
<stop offset="0.3956" style="stop-color:#9E9E9E"/>
<stop offset="0.7899" style="stop-color:#646464"/>
</radialGradient>
<path d="M107.08,32.99c-3.31,0-6-2.69-6-6V10.14c0-3.31,2.69-6,6-6s6,2.69,6,6v16.85 C113.08,30.3,110.4,32.99,107.08,32.99z" style="fill:url(#SVGID_3_);"/>
<radialGradient id="SVGID_4_" cx="-172.46" cy="114.0752" gradientTransform="matrix(1.3333 0 0 -2.3062 240.1634 275.9326)" gradientUnits="userSpaceOnUse" r="3.5427">
<stop offset="0.4406" style="stop-color:#9E9E9E"/>
<stop offset="0.9854" style="stop-color:#646464"/>
</radialGradient>
<path d="M10,27.22c2.21,0,4-1.79,4-4v-9.31c0-2.21-1.79-4-4-4s-4,1.79-4,4v9.31 C6,25.43,7.79,27.22,10,27.22z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="-1204.1" cy="114.0752" gradientTransform="matrix(-1.3333 0 0 -2.3062 -1487.7335 275.9326)" gradientUnits="userSpaceOnUse" r="3.5427">
<stop offset="0.4406" style="stop-color:#9E9E9E"/>
<stop offset="0.9854" style="stop-color:#646464"/>
</radialGradient>
<path d="M118,27.22c-2.21,0-4-1.79-4-4v-9.31c0-2.21,1.79-4,4-4s4,1.79,4,4v9.31 C122,25.43,120.21,27.22,118,27.22z" style="fill:url(#SVGID_5_);"/>
</g>
<polygon id="bar_x5F_shadow_3_" points="38.61,21 29.28,21 28.48,16 38.61,16 " style="fill:#646464;"/>
<linearGradient id="finger_1_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="34.7981" x2="34.9028" y1="14.6262" y2="11.3123">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="finger_7_" d="M41.22,15.04l-0.29,1.55l-0.06,0.34l-0.14,0.75l-0.08,0.44 c-0.17,0.9-0.96,1.53-1.84,1.53c-0.11,0-0.23-0.01-0.34-0.03c-0.46-0.08-0.85-0.32-1.12-0.68c-0.33,0.3-0.76,0.47-1.23,0.47 c-0.28,0-1.16-0.39-1.31-0.54c-0.04-0.04-0.08-0.08-0.11-0.13c-0.04,0.03-0.08,0.07-0.12,0.1c-0.02,0.01-0.59,0.35-1.17,0.34 c-0.54-0.01-1.08-0.34-1.24-0.5c-0.16,0.23-0.38,0.43-0.64,0.57c-0.18,0.11-0.38,0.18-0.6,0.21c-0.1,0.02-0.2,0.03-0.3,0.03 c-0.4,0-0.79-0.13-1.11-0.37c-0.42-0.3-0.69-0.74-0.76-1.24l-0.13-0.85v-0.01l-0.17-1.09c-0.08-0.5,0.04-1,0.34-1.41 c0.3-0.42,0.74-0.69,1.24-0.76c0.12-0.02,0.24-0.03,0.36-0.02c0.03,0,0.07,0,0.1,0.01c0.32,0.02,0.64,0.13,0.92,0.33 c0.04,0.03,0.07,0.06,0.1,0.08c0.06-0.23,0.18-0.45,0.33-0.63c0.04-0.06,0.08-0.11,0.13-0.16c0.06-0.07,0.11-0.1,0.13-0.12 c0.01,0,0.01-0.01,0.01-0.01c0.3-0.26,0.69-0.42,1.12-0.44c0.14-0.01,0.28,0,0.41,0.02c0.1,0.02,0.19,0.05,0.28,0.08 c0.26,0.08,0.49,0.21,0.69,0.39c0.06-0.08,0.13-0.16,0.2-0.23c0.1-0.1,0.21-0.19,0.32-0.26c0.06-0.04,0.13-0.07,0.19-0.11 c0.25-0.12,0.53-0.18,0.82-0.17c0.32,0,0.63,0.08,0.91,0.24c0.05,0.02,0.09,0.05,0.13,0.08c0.1,0.07,0.19,0.15,0.28,0.24 c0.16,0.16,0.29,0.35,0.38,0.55c0.12-0.18,0.28-0.35,0.47-0.48c0.04-0.03,0.09-0.06,0.14-0.08c0.2-0.11,0.41-0.19,0.63-0.22 c0.21-0.03,0.42-0.03,0.63,0.01c0.5,0.09,0.92,0.37,1.21,0.78C41.21,14.06,41.31,14.55,41.22,15.04z" style="fill:url(#finger_1_);"/>
<path id="pants_1_" d="M75.45,74.12l-0.7-1.96H53.78l-0.38,2l-9,7.91L54.44,92.5c0,0,6.79-5.67,7.4-6.21 c0.67-0.6,1.48-0.67,1.97-0.68c0.49,0.01,1.3,0.08,1.97,0.68c0.61,0.55,7.4,6.21,7.4,6.21L83.6,82.07L75.45,74.12z" style="fill:#7C7C7C;"/>
<path id="tone_6_" d="M41.03,16.12c-0.35,0.9-2.25,0.04-2.97-0.33c-0.11-0.88-0.22-1.46-0.22-1.46s0,0,0,0.01 c0.03,0.5-0.47,0.86-0.94,0.68c-0.53-0.21-1.14-0.38-1.58-0.36c-0.17,0.01-0.31,0.04-0.44,0.08c-0.12-0.39-0.19-0.65-0.19-0.65 s0,0.04,0,0.11c-0.02,0.34-0.18,0.66-0.46,0.85c-1.09,0.71-1.37,2.05-0.08,3.48c-0.44,0.3-1.13,0.28-1.52-0.12 c-0.5-0.5-0.71-2.09-1-3.27c0.09,0.84,0.34,2.34,0.22,2.92c-0.15,0.7-0.85,1.14-1.55,0.97c-0.61-0.15-1.33-0.64-1.68-1.99l0.13,0.85 c0.07,0.5,0.34,0.94,0.76,1.24c0.32,0.24,0.71,0.37,1.11,0.37c0.1,0,0.2-0.01,0.3-0.03c0.19-0.03,0.36-0.09,0.52-0.17 c0.01-0.01,0.03-0.01,0.04-0.02c0.01-0.01,0.03-0.01,0.04-0.02l0,0c0.42-0.23,0.63-0.55,0.64-0.57c0.05,0.08,0.57,0.51,1.2,0.51 c0.87,0,1.21-0.35,1.21-0.35c0.08,0.05,0.16,0.09,0.24,0.12c0.06,0.02,2.4,0.81,2.31,1.7c-0.01,0.11,0,0.22,0.01,0.33v0.04 c0,0,0,0,0,0.01c0.03,0.26,0.09,0.51,0.18,0.74l0.01-0.01c0.24-0.19,0.82-0.03,0.87-0.37c0.19-1.29,0.14-2.83,0.02-4.15l2.52,0.42 L41.03,16.12z" style="fill:#BA8F63;"/>
<linearGradient id="finger_2_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="35.0076" x2="40.3073" y1="18.3319" y2="15.6786">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4693" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="finger_6_" d="M41.51,19.38c-0.49-2.69-3.74-3.81-4.96-4.24c-0.15-0.05-2.38-0.58-2.65,1.4 c-0.12,0.86,0.53,1.8,1.36,2.12c2.27,0.87,2.26,1.35,2.26,1.67c-0.01,0.83,0.45,2.4,1.17,2.87c0.15,0.1,0.32,0.16,0.48,0.16 c0.1,0,0.2-0.02,0.3-0.06C40.88,22.71,41.79,20.95,41.51,19.38z" style="fill:url(#finger_2_);"/>
<radialGradient id="hand_4_" cx="39.3903" cy="19.198" gradientTransform="matrix(-1 0 0 1 132.12 2)" gradientUnits="userSpaceOnUse" r="5.6773">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</radialGradient>
<path id="hand_2_" d="M87.86,17.16c0.9-0.53,5.17-1.2,8.12-1.2c1.62,0,2.83,0.21,2.83,0.76l0.01,3.43 c0.01,3.45-2.24,6.27-5.96,6.28h-0.01C86.11,26.43,85.57,18.49,87.86,17.16z" style="fill:url(#hand_4_);"/>
<path id="tone_5_" d="M88.1,20.82c0.04,0.13,0.39,0.26,0.77,0.36h0.01c0.44,0.11,0.96,0.33,1.93,0.6 c1.35,0.38,1.46,2.19,1.46,2.19c0.25-0.94-0.39-2.59-1.28-2.97v-0.01c-0.42-0.2-0.89-0.31-1.39-0.39c-0.08-0.01-0.28-0.02-0.53-0.01 h-0.01C88.61,20.6,88.05,20.66,88.1,20.82z" style="fill:#BA8F63;"/>
<polygon id="bar_x5F_shadow_2_" points="89.51,16 99.64,16 98.84,21 89.51,21 " style="fill:#646464;"/>
<linearGradient id="finger_3_" gradientTransform="matrix(-1 0 0 1 132.12 2)" gradientUnits="userSpaceOnUse" x1="38.7981" x2="38.9028" y1="14.6262" y2="11.3123">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.5" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="finger_5_" d="M86.9,15.04l0.29,1.55l0.06,0.34l0.14,0.75l0.08,0.44 c0.17,0.9,0.96,1.53,1.84,1.53c0.11,0,0.23-0.01,0.34-0.03c0.46-0.08,0.85-0.32,1.12-0.68c0.33,0.3,0.76,0.47,1.23,0.47 c0.28,0,1.16-0.39,1.31-0.54c0.04-0.04,0.08-0.08,0.11-0.13c0.04,0.03,0.08,0.07,0.12,0.1c0.02,0.01,0.59,0.35,1.17,0.34 c0.54-0.01,1.07-0.34,1.24-0.5c0.16,0.23,0.38,0.43,0.64,0.57c0.18,0.11,0.38,0.18,0.6,0.21c0.1,0.02,0.2,0.03,0.3,0.03 c0.4,0,0.79-0.13,1.11-0.37c0.42-0.3,0.69-0.74,0.76-1.24l0.13-0.85v-0.01l0.17-1.09c0.08-0.5-0.04-1-0.34-1.41 c-0.3-0.42-0.74-0.69-1.24-0.76c-0.12-0.02-0.24-0.03-0.36-0.02c-0.03,0-0.07,0-0.1,0.01c-0.32,0.02-0.64,0.13-0.92,0.33 c-0.04,0.03-0.07,0.06-0.1,0.08c-0.06-0.23-0.18-0.45-0.33-0.63c-0.04-0.06-0.08-0.11-0.13-0.16c-0.06-0.07-0.11-0.1-0.13-0.12 C96,13.25,96,13.24,96,13.24c-0.3-0.26-0.69-0.42-1.12-0.44c-0.14-0.01-0.28,0-0.41,0.02c-0.1,0.02-0.19,0.05-0.28,0.08 c-0.26,0.08-0.49,0.21-0.69,0.39c-0.06-0.08-0.13-0.16-0.2-0.23c-0.1-0.1-0.21-0.19-0.32-0.26c-0.06-0.04-0.13-0.07-0.19-0.11 c-0.25-0.12-0.53-0.18-0.82-0.17c-0.32,0-0.63,0.08-0.91,0.24c-0.05,0.02-0.09,0.05-0.13,0.08c-0.1,0.07-0.19,0.15-0.28,0.24 c-0.16,0.16-0.29,0.35-0.38,0.55c-0.12-0.18-0.28-0.35-0.47-0.48c-0.04-0.03-0.09-0.06-0.14-0.08c-0.2-0.11-0.41-0.19-0.63-0.22 c-0.21-0.03-0.42-0.03-0.63,0.01c-0.5,0.09-0.92,0.37-1.21,0.78C86.91,14.06,86.81,14.55,86.9,15.04z" style="fill:url(#finger_3_);"/>
<path id="tone_4_" d="M87.09,16.12c0.35,0.9,2.25,0.04,2.97-0.33c0.11-0.88,0.22-1.46,0.22-1.46s0,0,0,0.01 c-0.03,0.5,0.47,0.86,0.94,0.68c0.53-0.21,1.14-0.38,1.58-0.36c0.17,0.01,0.31,0.04,0.44,0.08c0.12-0.39,0.19-0.65,0.19-0.65 s0,0.04,0,0.11c0.02,0.34,0.18,0.66,0.46,0.85c1.09,0.71,1.37,2.05,0.08,3.48c0.44,0.3,1.13,0.28,1.52-0.12 c0.5-0.5,0.71-2.09,1-3.27c-0.09,0.84-0.34,2.34-0.22,2.92c0.14,0.7,0.85,1.14,1.55,0.97c0.61-0.15,1.33-0.64,1.68-1.99l-0.13,0.85 c-0.07,0.5-0.34,0.94-0.76,1.24c-0.32,0.24-0.71,0.37-1.11,0.37c-0.1,0-0.2-0.01-0.3-0.03c-0.19-0.03-0.36-0.09-0.52-0.17 c-0.01-0.01-0.03-0.01-0.04-0.02c-0.01-0.01-0.03-0.01-0.04-0.02l0,0c-0.42-0.23-0.63-0.55-0.64-0.57c-0.05,0.08-0.57,0.51-1.2,0.51 c-0.87,0-1.21-0.35-1.21-0.35c-0.08,0.05-0.16,0.09-0.24,0.12c-0.07,0.02-2.39,0.81-2.31,1.7c0.01,0.11,0,0.22-0.01,0.33v0.04 c0,0,0,0,0,0.01c-0.03,0.26-0.09,0.51-0.18,0.74l-0.01-0.01c-0.24-0.19-0.82-0.03-0.87-0.37c-0.19-1.29-0.14-2.83-0.02-4.15 l-2.52,0.42L87.09,16.12z" style="fill:#BA8F63;"/>
<linearGradient id="finger_8_" gradientTransform="matrix(-1 0 0 1 132.12 2)" gradientUnits="userSpaceOnUse" x1="39.0076" x2="44.3073" y1="18.3319" y2="15.6786">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4693" style="stop-color:#E0BB95"/>
</linearGradient>
<path id="finger_4_" d="M86.61,19.38c0.49-2.69,3.74-3.81,4.96-4.24c0.15-0.05,2.38-0.58,2.65,1.4 c0.12,0.86-0.53,1.8-1.36,2.12c-2.27,0.87-2.26,1.35-2.26,1.67c0.01,0.83-0.45,2.4-1.17,2.87c-0.15,0.1-0.32,0.16-0.48,0.16 c-0.1,0-0.2-0.02-0.3-0.06C87.24,22.71,86.33,20.95,86.61,19.38z" style="fill:url(#finger_8_);"/>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f609.png"
} | Generate code for a svg of a winking face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="808.9" gradientTransform="matrix(1 0 0 1 0 -746)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
</g>
<g id="facial_expressions">
<g id="winking-face">
<path id="mouth" d="M64.25,95.44c-12.74,0-21.82-6.61-24.55-10.77c-1.03-1.33-1.25-3.13-0.56-4.67 c0.53-0.97,1.56-1.57,2.67-1.56c0.41,0,0.82,0.07,1.21,0.2c6.9,2.08,14.07,3.11,21.28,3.07c7.17,0.04,14.31-1,21.18-3.07 c0.39-0.13,0.8-0.19,1.21-0.2c1.11-0.01,2.14,0.59,2.67,1.56c0.69,1.54,0.47,3.34-0.56,4.67C86.07,88.83,77,95.44,64.25,95.44z" style="fill:#422B0D;"/>
<g id="eyes">
<g id="peepers">
<path d="M97.51,62l-0.2-0.28c-0.18-0.26-0.37-0.51-0.58-0.75c-0.72-0.81-1.53-1.54-2.42-2.16 c-1.2-0.84-2.5-1.53-3.87-2.05c-0.75-0.29-1.52-0.54-2.3-0.74c-0.39-0.1-0.82-0.19-1.26-0.28l-0.6-0.11l0.59-0.31l1.75-0.92 c1.13-0.58,2.2-1.08,3.1-1.49s1.64-0.7,2.14-0.89l0.76-0.27l0.22-0.09c1.41-0.58,2.07-2.2,1.49-3.61 c-0.4-0.96-1.3-1.61-2.33-1.69c-0.41-0.02-0.83-0.02-1.24,0c-1.01,0.09-2.02,0.27-3,0.52c-1.34,0.34-2.65,0.77-3.93,1.29 c-0.68,0.3-1.4,0.58-2.09,0.94s-1.44,0.74-2.06,1.07s-1.37,0.82-2,1.25s-1.27,0.88-1.87,1.32c-1.11,0.82-2.16,1.72-3.13,2.7 c-0.73,0.72-1.39,1.5-2,2.33c-0.18,0.24-0.35,0.5-0.5,0.76c-0.08,0.16-0.13,0.24-0.13,0.24c-0.37,0.9-0.4,1.9-0.08,2.82 c0.56,1.41,2.16,2.1,3.57,1.54c0.01,0,0.02-0.01,0.03-0.01l0.24-0.09L76,63l0.24-0.06c0.17,0,0.48-0.12,0.8-0.19 s0.71-0.14,1.13-0.21c0.99-0.14,2-0.22,3-0.22c1.18,0,2.37,0.08,3.54,0.25c0.21,0,0.74,0.1,1,0.15s0.54,0.09,0.84,0.16 c0.58,0.14,1.15,0.26,1.69,0.42c0.96,0.27,1.9,0.6,2.82,1c0.6,0.28,1.19,0.59,1.76,0.94c0.4,0.24,0.6,0.39,0.6,0.39l0.28,0.21 c1.2,0.91,2.92,0.67,3.82-0.54C98.26,64.32,98.25,62.97,97.51,62z" style="fill:#422B0D;"/>
<path d="M44.67,46.94L44.67,46.94c-4.19,0-8,3.54-8,9.42s3.81,9.41,8,9.41l0,0c4.19,0,8-3.54,8-9.41 S48.86,46.94,44.67,46.94z" style="fill:#422B0D;"/>
</g>
<path id="eyebrows" d="M29.84,44.8c-0.87,0.01-1.68-0.41-2.19-1.11c-0.48-0.72-0.57-1.64-0.23-2.44 c2.04-5.12,5.98-9.26,11-11.54c1.85-0.86,3.82-1.44,5.85-1.71c0.13-0.01,0.26-0.01,0.39,0c1.26-0.05,2.35,0.86,2.53,2.11 c0.18,1.33-0.61,2.59-1.89,3l-0.37-0.7l0.25,0.74c-5.37,1.88-9.95,5.52-13,10.32c-0.48,0.82-1.36,1.32-2.31,1.32L29.84,44.8z" style="fill:#422B0D;"/>
</g>
<g id="peepers-2">
<path d="M44.28,50.87L44.28,50.87c-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 c1.42,0.68,3.13,0.08,3.82-1.34C45.41,53.06,45.17,51.73,44.28,50.87z" style="fill:#896024;"/>
</g>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a black and white cricket balls bouncing across the pitch. | <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 0h96v96H83q-18-9-36-14l18-2q8-4 12-12l-1-1q7-3 1-6v-4q-3 5-5-1-7 5-1 11l4 1-6 1-28 12q-21-6-41-8z"/><path fill="#494a4c" d="m83 48 3 1q-3 1-3-1"/><path fill="#484b4d" d="m25 55 6 3q0 5-4 3-5-3-2-6"/><path fill="#2a2a2c" d="M76 67h-5q-6-6 1-11 2 6 5 1v4q6 3-1 6"/><path fill="#dbdadd" d="M71 62q4 0 1 3-2-1-1-3"/><path fill="#727475" d="m40 63 3 2q-3 1-3-2"/><path fill="#868688" d="m51 68 2 4q1-1 4 1l-5 1z"/><path fill="#313036" d="m22 68 2 1q-2 2-1 5-4-3-1-6"/><path fill="#f4f4f5" d="M71 67h5l1 1q-4 8-12 12l-18 2q18 5 36 14H0V73q20 2 41 8l28-12 6-1z"/></svg> | |
{
"bytes": "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",
"path": "292612b4c8b89c2bd573217cbe208b95a5f07b62360c67a0fa55d42988826540.png"
} | Generate code for a svg of a a close up of a blue gear wheel with a white background | <svg viewBox="0 0 32 32" xmlns="http://www.w3.org/2000/svg"><path d="m23.265 24.381.9-.894c4.164.136 4.228-.01 4.411-.438l1.144-2.785.085-.264-.093-.231c-.049-.122-.2-.486-2.8-2.965v-1.304c3-2.89 2.936-3.038 2.765-3.461l-1.139-2.814c-.171-.422-.236-.587-4.37-.474l-.9-.93a20.166 20.166 0 0 0 -.141-4.106l-.116-.263-2.974-1.3c-.438-.2-.592-.272-3.4 2.786l-1.262-.019c-2.891-3.086-3.028-3.03-3.461-2.855l-2.765 1.118c-.433.175-.586.237-.418 4.437l-.893.89c-4.162-.136-4.226.012-4.407.438l-1.146 2.786-.09.267.094.232c.049.12.194.48 2.8 2.962v1.3c-3 2.89-2.935 3.038-2.763 3.462l1.138 2.817c.174.431.236.584 4.369.476l.9.935a20.243 20.243 0 0 0 .137 4.1l.116.265 2.993 1.308c.435.182.586.247 3.386-2.8l1.262.016c2.895 3.09 3.043 3.03 3.466 2.859l2.759-1.115c.436-.173.588-.234.413-4.436zm-11.858-6.524a4.957 4.957 0 1 1 6.488 2.824 5.014 5.014 0 0 1 -6.488-2.824z" fill="#99b8c4"/></svg> | |
{
"bytes": "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",
"path": "2928366884fa09db526698ef2b409fb7fdf1d35ca0ca554c1100b8bd57c4b3b3.png"
} | Generate code for a svg of a a black and white image of a city with skyscrapers | <svg height="480pt" viewBox="0 0 480 480" width="480pt" xmlns="http://www.w3.org/2000/svg"><path d="m463.414062 129.167969c-1.761718-10.804688-7.925781-20.394531-17.023437-26.484375s-20.3125-8.132813-30.976563-5.644532c-3.382812-19.128906-20.023437-33.066406-39.453124-33.03125-19.425782.03125-36.023438 14.015626-39.34375 33.160157-9.894532 3.214843-16.601563 12.429687-16.617188 22.832031v16c0 4.417969 3.582031 8 8 8h41.398438c-.917969 2.566406-1.390626 5.273438-1.398438 8v16c0 4.417969 3.582031 8 8 8h96c4.417969 0 8-3.582031 8-8v-16c-.011719-10.394531-6.703125-19.605469-16.585938-22.832031zm-127.414062-1.167969v-8c0-4.417969 3.582031-8 8-8s8-3.582031 8-8c0-13.253906 10.746094-24 24-24s24 10.746094 24 24v.160156c-7.769531 5.839844-13.140625 14.320313-15.105469 23.839844zm128 32h-80v-8c0-4.417969 3.582031-8 8-8s8-3.582031 8-8c0-13.253906 10.746094-24 24-24s24 10.746094 24 24c0 4.417969 3.582031 8 8 8s8 3.582031 8 8zm0 0"/><path d="m152 224c4.417969 0 8-3.582031 8-8v-16c-.011719-10.394531-6.703125-19.605469-16.585938-22.832031-3.3125-19.179688-19.949218-33.191407-39.414062-33.191407s-36.101562 14.011719-39.414062 33.191407c-9.882813 3.226562-16.574219 12.4375-16.585938 22.832031v16c0 4.417969 3.582031 8 8 8zm-88-24c0-4.417969 3.582031-8 8-8s8-3.582031 8-8c0-13.253906 10.746094-24 24-24s24 10.746094 24 24c0 4.417969 3.582031 8 8 8s8 3.582031 8 8v8h-80zm0 0"/><path d="m192 416h16v16h-16zm0 0"/><path d="m288 416h16v16h-16zm0 0"/><path d="m472 368h-64c-4.417969 0-8 3.582031-8 8v88h-32v-56c0-4.417969-3.582031-8-8-8h-24v-8c0-4.417969-3.582031-8-8-8h-8v-168c0-4.417969-3.582031-8-8-8h-8v-24c0-4.417969-3.582031-8-8-8h-16v-48c0-4.417969-3.582031-8-8-8v-24c0-.078125-.039062-.136719-.039062-.214844-.011719-.785156-.136719-1.5625-.367188-2.3125l-5.328125-16c-1.714844-5.121094-3.242187-10.402344-4.554687-15.625l-5.710938-22.832031v-31.015625c0-4.417969-3.582031-8-8-8s-8 3.582031-8 8v31.015625l-5.710938 22.839844c-1.3125 5.257812-2.839843 10.511719-4.554687 15.632812l-5.328125 16c-.230469.75-.355469 1.527344-.367188 2.3125v.214844 24c-4.417968 0-8 3.582031-8 8v48h-16.039062c-4.417969 0-8 3.582031-8 8v24h-8c-4.417969 0-8 3.582031-8 8v167.984375h-8c-4.417969 0-8 3.582031-8 8v8h-24c-4.417969 0-8 3.582031-8 8v56h-16v-120c0-.097656-.046875-.167969-.054688-.265625-.015624-.933594-.203124-1.859375-.554687-2.726563-.0625-.175781-.183594-.3125-.261719-.480468-.199218-.464844-.445312-.910156-.730468-1.328125l-24-32c-1.574219-1.914063-3.921876-3.019531-6.398438-3.019531s-4.824219 1.105468-6.398438 3.019531l-9.601562 12.800781v-40c0-.097656-.046875-.167969-.054688-.265625-.015624-.933594-.203124-1.859375-.554687-2.726563-.0625-.175781-.183594-.3125-.261719-.480468-.199218-.464844-.445312-.910156-.730468-1.328125l-24-32c-1.574219-1.914063-3.921876-3.019531-6.398438-3.019531s-4.824219 1.105468-6.398438 3.019531l-24 32c-.285156.417969-.53125.863281-.730468 1.328125-.078125.167968-.199219.304687-.261719.480468-.351563.867188-.5390625 1.792969-.5546875 2.726563 0 .097656-.0546875.167969-.0546875.265625v192c0 4.417969 3.582031 8 8 8h464c4.417969 0 8-3.582031 8-8v-96c0-4.417969-3.582031-8-8-8zm-440-106.664062 8 10.664062h-16zm16 82.664062v120h-32v-176h32zm32-18.664062 8 10.664062h-16zm16 138.664062h-32v-112h32zm64 0h-16v-48h16zm64 0h-16v-16h-16v16h-16v-64h48zm0-104v24h-32v-160h32zm0-152h-16v-16h16zm20.921875-125.457031c1.09375-3.296875 2.125-6.640625 3.078125-10.007813.953125 3.367188 1.984375 6.710938 3.078125 10.007813l1.824219 5.457031h-9.804688zm-4.921875 21.457031h16v16h-16zm16 288v72h-16v-96h16zm8-216c-4.417969 0-8 3.582031-8 8v168h-16v-168c0-4.417969-3.582031-8-8-8v-40h32zm8 16h16v16h-16zm0 168v-136h32v160h-32zm48 48v56h-16v-16h-16v16h-16v-64h48zm32 56h-16v-48h16zm112 0h-48v-80h48zm0 0"/><path d="m432 400h16v16h-16zm0 0"/><path d="m432 432h16v16h-16zm0 0"/></svg> | |
{
"bytes": "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",
"path": "b9cf6c0ccb3004f90eee950d3e5a306d09b0e8b06a91cc39d89a498599c4563e.png"
} | Generate code for a svg of a a black and white picture of a cloud with a no sign | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><defs><style>.a{fill:none;stroke:#000;stroke-linecap:round;stroke-linejoin:round;stroke-width:1.5px;}</style></defs><title>cloud-off</title><path class="a" d="M1.752,6.753A7.5,7.5,0,0,0,8.25,18h4.5"/><path class="a" d="M20.987,17.242a4.873,4.873,0,1,0-5.376-8.127A7.5,7.5,0,0,0,6.833,3.13"/><line class="a" x1="2.25" y1="3" x2="20.25" y2="21"/></svg> | |
{
"bytes": "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",
"path": "emoji_u1f6b5_200d_2640.png"
} | Generate code for a svg of a woman mountain biking | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<linearGradient id="hill_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.954" x2="63.954" y1="108.1094" y2="5.7022">
<stop offset="0.2149" style="stop-color:#BCAAA4"/>
<stop offset="1" style="stop-color:#8D6E63"/>
</linearGradient>
<path id="hill" d="M91.01,19.05c-4.83,0-9.68,1.52-13.51,4.47c-2.35,1.81-12.14,13.22-15.1,16.68 c-3.99,4.65-8.76,9.69-14.89,9.76h-0.14c-7.92,0-14.46-8.12-22.06-8.13c-0.64,0-1.28,0.06-1.94,0.18 C15.51,43.51,8.24,56.29,3.95,65.5v1.22v1.2V124h120V49.39V48.5v-0.97C117.31,37.43,103.51,19.05,91.01,19.05z" style="fill:url(#hill_1_);"/>
<path id="shoe" d="M80.29,80.98l-1.63-2.34c-1.1-1.59-3.98-2.28-3.98-2.28l-5.85,4.06l-4.06,5.4 c-0.93,1.39-0.92,3.2,0.03,4.57l0.73,1.06c0.2,0.29,0.52,0.44,0.84,0.44c0.2,0,0.4-0.06,0.58-0.18L80,82.61 C80.53,82.24,80.65,81.51,80.29,80.98z" style="fill:#4568AD;"/>
<path id="head" d="M51.69,10.35c-3.24-3.37-9.33-5.24-13.7-3.56c-4.89,1.88-6.85,6.07-6.6,10.81 c0.09,1.72,0.49,3.37,1.03,4.49c0.06,0.13,0.56,1.1,0.65,1.42c0.45,1.2-1.7,2.93-1.7,4.36c0,1.07,2.31,1.28,2.51,1.43 c1.04,0.75,0.63,5.39,6.66,4.62c2.03-0.26,2.13-0.47,2.86-0.51c1.9-0.12,7.26,1.63,7.26,1.63l2.12-4.44c0,0-1.74-0.8-0.04-6.17 C54.04,20.31,53.76,12.51,51.69,10.35z" style="fill:#FFCA28;"/>
<path id="mouth" d="M35.01,31.63c0.83-0.12,1.61-0.48,2.19-1.14c0.64-0.72-0.01-1.23-0.8-0.69 c-0.48,0.33-1.2,0.6-1.9,0.61L35.01,31.63z" style="fill:#795548;"/>
<ellipse id="eye" cx="36.88" cy="23.43" rx="1.11" ry="1.69" style="fill:#404040;" transform="matrix(0.9705 -0.2411 0.2411 0.9705 -4.5614 9.584)"/>
<path id="eyebrow" d="M35.65,21.34c-0.93,0.64-1.39,0.05-1.23-0.61c0.12-0.48,0.63-1.02,1.91-1.19 c1.2-0.15,1.89,0.34,2.32,0.63c0.44,0.29,0.53,0.7,0.28,0.82C38.6,21.16,36.81,20.55,35.65,21.34z" style="fill:#6D4C41;"/>
<g id="hair">
<path d="M53.13,12.16c-0.43-0.58-0.9-1.12-1.44-1.6c-0.76-0.68-1.64-1.21-2.56-1.64 c-2.44-1.13-5.24-1.5-7.88-0.96s-5.08,2.02-6.73,4.15c-1.27,1.65-2.05,3.91-1.25,5.83c0.99-0.29,1.72-1.15,2.8-1.37 c1.4-0.3,2.93-0.32,4.12-1.11c0.46-0.3,0.85-0.71,1.28-1.05c0.11-0.03,0.18-0.04,0.18-0.04c1.91,0.55,0.5,5.03,2.91,6.98 c0.48,0.39,1.04,0.71,1.04,0.71s-0.41-3.16,1.61-3.19c2.1-0.03,2.27,2.12,1.67,3.95c-0.62,1.9-1.69,1.23-1.31,1.86 c0.62,1.03,3.81,1.33,4.81,1.12c1.34-0.27,2.2-1.73,3-2.84c0.93-1.28,0.85-2.8,0.71-4.38c-0.16-1.74-0.99-3.35-1.91-4.84 C53.85,13.19,53.51,12.66,53.13,12.16z" style="fill:#543930;"/>
</g>
<path id="tone" d="M83.57,49.62l-6.21-11.67L53.31,51.86v0.01c-2.74,1.45-3.77,4.85-2.32,7.59 c0.15,0.29,0.33,0.55,0.53,0.8l0.04,0.05c0.05,0.06,0.1,0.12,0.15,0.19l16.86,20.27l7.08-5.21L64.27,59.01L83.57,49.62z" style="fill:#EDA600;"/>
<path id="pants_1_" d="M87.51,40.02c-1.4-2.64-4.13-4.16-6.94-4.16c-1.25,0-2.51,0.3-3.69,0.92v-0.01 l-16.97,9.86l7.04,13.24l17.31-9.21C88.11,48.62,89.56,43.86,87.51,40.02z" style="fill:#646464;"/>
<polygon id="sock_1_" points="71.31,69.26 63.67,74.88 68.57,80.77 75.64,75.56 " style="fill:#E0E0E0;"/>
<g id="bike">
<radialGradient id="SVGID_1_" cx="97.52" cy="28.26" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="23.3325">
<stop offset="0" style="stop-color:#78909C"/>
<stop offset="0.5619" style="stop-color:#617A86"/>
<stop offset="1" style="stop-color:#546E7A"/>
</radialGradient>
<path d="M97.53,76.41c-12.87,0-23.34,10.47-23.34,23.33c0,12.87,10.47,23.33,23.34,23.33 c12.86,0,23.33-10.47,23.33-23.33C120.86,86.87,110.39,76.41,97.53,76.41z M97.53,114.74c-8.26,0-15.01-6.73-15.01-15 s6.74-15,15.01-15s15,6.73,15,15S105.79,114.74,97.53,114.74z" style="fill:url(#SVGID_1_);"/>
<radialGradient id="SVGID_2_" cx="30.48" cy="28.26" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="23.3325">
<stop offset="0" style="stop-color:#78909C"/>
<stop offset="0.5619" style="stop-color:#617A86"/>
<stop offset="1" style="stop-color:#546E7A"/>
</radialGradient>
<path d="M30.49,76.41c-12.87,0-23.34,10.47-23.34,23.33c0,12.87,10.47,23.33,23.34,23.33 c12.86,0,23.33-10.47,23.33-23.33C53.81,86.87,43.35,76.41,30.49,76.41z M30.49,114.74c-8.26,0-15.01-6.73-15.01-15 s6.74-15,15.01-15s15,6.73,15,15S38.76,114.74,30.49,114.74z" style="fill:url(#SVGID_2_);"/>
<linearGradient id="SVGID_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="34.6862" x2="99.0964" y1="48.2315" y2="48.2315">
<stop offset="0" style="stop-color:#D8EB21"/>
<stop offset="0.4414" style="stop-color:#D6E921"/>
<stop offset="0.6058" style="stop-color:#B8C721"/>
<stop offset="0.8038" style="stop-color:#ADBA21"/>
</linearGradient>
<path d="M99.92,98.07c-0.09-0.24-0.21-0.46-0.37-0.67l-9.17-12.34L80.2,71.32l3.74-8.13 c0.08-0.17,0.14-0.35,0.18-0.53c0.04-0.18,0.07-0.36,0.07-0.54c0.01-0.18-0.01-0.36-0.04-0.53c-0.06-0.35-0.18-0.68-0.37-0.98 c-0.28-0.45-0.68-0.83-1.2-1.06c-0.18-0.08-0.36-0.14-0.55-0.18c-0.07-0.01-0.13-0.02-0.2-0.03c-0.12-0.02-0.24-0.04-0.36-0.04 c-0.01,0-0.02,0-0.04,0c-0.03,0-0.06,0.01-0.08,0.01c-0.2,0.01-0.4,0.03-0.59,0.08c-0.05,0.01-0.1,0.02-0.15,0.04 c-0.22,0.07-0.43,0.16-0.63,0.28c-0.01,0.01-0.03,0.02-0.04,0.03c-0.18,0.12-0.34,0.26-0.49,0.41c-0.04,0.04-0.08,0.09-0.12,0.13 c-0.15,0.18-0.29,0.38-0.39,0.6l-0.02,0.04l-3.61,7.85l-31.97-4.62l1.07-4.05c0.39-1.46-0.49-2.96-1.96-3.35 c-0.01,0-0.03,0-0.04-0.01c-0.22-0.06-0.44-0.09-0.66-0.09c-1.21,0-2.32,0.81-2.65,2.04l-2.26,8.55l-8.5,32.17 c-0.38,1.46,0.49,2.96,1.95,3.35c0.24,0.06,0.47,0.09,0.71,0.09c0,0,0,0,0.01,0c0,0,0,0,0,0c1.21,0,2.32-0.81,2.65-2.04l7.62-28.86 l20.94,28.69c0.05,0.07,0.12,0.13,0.18,0.19c0.06,0.06,0.11,0.12,0.17,0.18c0.06,0.06,0.12,0.11,0.19,0.16l0.02,0.02 c0.01,0.01,0.03,0.02,0.04,0.03c0.06,0.05,0.12,0.09,0.19,0.13c0.03,0.02,0.05,0.04,0.08,0.05c0.03,0.01,0.06,0.03,0.09,0.05 c0.01,0,0.02,0.01,0.03,0.02c0.02,0.01,0.04,0.02,0.06,0.03c0.03,0.01,0.05,0.02,0.08,0.03c0.03,0.01,0.07,0.03,0.1,0.04 c0.07,0.03,0.15,0.06,0.22,0.08c0.05,0.02,0.1,0.04,0.16,0.05c0.19,0.04,0.4,0.07,0.6,0.07h32.92c1.04,0,1.99-0.58,2.45-1.51 C100.16,99.59,100.19,98.78,99.92,98.07z M46.8,70.21l16.47,2.38l9.66,1.4L63.9,93.64L46.8,70.21z M68.72,96.29l8.86-19.27 L91.9,96.29H68.72z" style="fill:url(#SVGID_3_);"/>
<path d="M71.05,99.48c-0.47-1.02-1.33-1.74-2.25-1.89c-1.18-0.2-6.06,1.39-6.78,1.72 c-1.75,0.78-3.88,3-2.91,5.31c0.61,1.42,1.48,1.85,2.41,1.85c0.78,0,1.59-0.3,2.33-0.57l0.56-0.2c0.37-0.13,0.8-0.26,1.25-0.39 c1.96-0.58,4.4-1.31,5.4-2.99C71.51,101.54,71.51,100.48,71.05,99.48z" style="fill:#504F4F;"/>
<path d="M43.17,56.25l-8.54-2.05c-0.21-0.06-0.43-0.08-0.64-0.08c-1.24,0-2.37,0.84-2.67,2.1 c-0.35,1.48,0.55,2.96,2.03,3.31l8.54,2.05c0.21,0.05,0.42,0.08,0.64,0.08c1.24,0,2.36-0.84,2.67-2.1 C45.54,58.09,44.63,56.61,43.17,56.25z" style="fill:#405966;"/>
<path d="M88.44,56.77c-0.13-0.1-0.27-0.2-0.41-0.28c-1.15-0.65-2.44-0.5-3.76-0.56 c-1.6-0.08-3.22-0.15-4.82-0.25c-0.88-0.06-1.76-0.07-2.64-0.07c-1.03,0-2.07,0.02-3.09,0.02c-0.78,0-1.55-0.01-2.32-0.05 c-0.04-0.01-0.1-0.01-0.16-0.01c-1.47,0-2.86,1.11-3.37,2.43c-0.72,1.87,0.55,3.05,2.14,3.91c1.95,1.06,4.14,1.56,6.27,2.08 c2.32,0.56,4.64,1.3,7.02,1.62c0.3,0.04,0.6,0.06,0.91,0.06c2.06,0,4.19-0.91,5.36-2.62C90.97,61.01,90.39,58.29,88.44,56.77z" style="fill:#504F4F;"/>
</g>
<linearGradient id="leg_1_" gradientTransform="matrix(1 0 0 1 0 2)" gradientUnits="userSpaceOnUse" x1="102.0325" x2="36.2045" y1="1.2203" y2="138.8736">
<stop offset="0.1952" style="stop-color:#FFB300"/>
<stop offset="0.6908" style="stop-color:#FFCA28"/>
</linearGradient>
<path id="leg" d="M86.54,46.67l-11.24-6.96L61.53,63.85h0.01c-0.76,1.23-0.98,2.63-0.74,3.95l2.77,25.84 l6.79-0.09l1.48-24.9L86.54,46.67z" style="fill:url(#leg_1_);"/>
<polygon id="sock" points="62.6,85.99 63.58,93.63 70.36,93.54 70.96,85.9 " style="fill:#E0E0E0;"/>
<path id="pants" d="M85.14,36.38c-1.29-0.79-2.72-1.17-4.13-1.17c-2.63,0-5.21,1.32-6.7,3.73L64.18,56.35 l12.75,7.89c0,0,9.56-14.8,10.76-17.03C89.61,43.61,88.83,38.67,85.14,36.38z" style="fill:#7C7C7C;"/>
<g id="hairGroup">
<path id="hair_1_" d="M72.44,19.92c3.97-5.94,0.68-9.83,0.68-9.83s0.26,5.96-6.88,7.47 c-1.07,0.23-2.26,0.12-3.49,0c-2.85-0.31-5.86-0.74-7.79,2.95c-0.83,1.56,0.75,4.73,4.06,5.69c1.28,0.37,2.85,0.39,4.62-0.16 C67.14,24.95,70.41,22.96,72.44,19.92z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_1_" cx="19.2603" cy="8.5469" gradientTransform="matrix(0.6452 0.764 -1.2328 1.0411 61.7837 -5.6602)" gradientUnits="userSpaceOnUse" r="8.8761">
<stop offset="0.6443" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights_2_" d="M72.45,19.9c3.97-5.94,0.68-9.83,0.68-9.83s0,0,0,0.02 c0.12,0.38,2.34,8.24-8.78,12.42c-4.94,1.86-7.58,0.01-9.01-2.68c-0.13,0.2-0.26,0.42-0.38,0.66c-0.83,1.56,0.75,4.73,4.06,5.69 c1.28,0.37,2.85,0.39,4.62-0.16C67.14,24.93,70.41,22.94,72.45,19.9z" style="fill:url(#hairHighlights_1_);"/>
<radialGradient id="hairHighlights_3_" cx="9.9872" cy="1.9708" gradientTransform="matrix(0.6452 0.764 -0.764 0.6452 57.7787 -2.2791)" gradientUnits="userSpaceOnUse" r="33.4628">
<stop offset="0.2839" style="stop-color:#6D4C41"/>
<stop offset="0.4091" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path id="hairHighlights" d="M73.12,10.08c0.01,0.25,0.1,5.97-6.88,7.45 c-1.07,0.23-2.26,0.12-3.49,0c-2.67-0.3-5.48-0.68-7.42,2.29c1.43,2.69,4.07,4.54,9.01,2.68C75.46,18.32,73.24,10.47,73.12,10.08z" style="fill:url(#hairHighlights_3_);"/>
</g>
<path id="shoe_1_" d="M74.11,97.52l-0.77-2.75c-0.51-1.88-3-3.49-3-3.49l-6.86,1.9l-5.61,3.75 c-1.33,1-1.92,2.71-1.49,4.33l0.34,1.25c0.12,0.45,0.54,0.75,0.98,0.75c0.09,0,0.18-0.01,0.27-0.04l15.33-4.26 C73.93,98.79,74.29,98.14,74.11,97.52z" style="fill:#4568AD;"/>
<linearGradient id="shirt_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="49.2381" x2="85.675" y1="92.12" y2="92.12">
<stop offset="0" style="stop-color:#651FFF"/>
<stop offset="0.7047" style="stop-color:#5914F2"/>
<stop offset="1" style="stop-color:#530EEB"/>
</linearGradient>
<path id="shirt" d="M61.1,23.54c-1.18-0.25-2.36-0.4-3.47-0.4c-2.52,0-4.63,0.78-5.53,2.82 c-0.73,1.62-1.49,3.27-2.28,4.92c-1.41,2.99-0.26,7.58,3.24,8.68c9.09,2.89,8.84,5.59,14.12,8.04c1.53,0.71,2.98,1.02,4.34,1.02 c6.66,0,11.37-7.4,14.15-12.12C79.57,30.27,71.43,25.81,61.1,23.54z" style="fill:url(#shirt_2_);"/>
<linearGradient id="arm_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="27.8958" x2="57.488" y1="83.1755" y2="83.1755">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="arm" d="M57.46,31.31L57.46,31.31l-7.78-2.3l-4.63,17.22l-8.32,7.01 c-1.44-0.49-3.34-0.75-4.69-0.75c0,0,0,0-0.01,0c-0.01,0-0.01,0-0.02,0c-0.14,0-0.27,0-0.39,0.01c-0.06,0-0.11,0.01-0.16,0.01 c-0.07,0.01-0.14,0.01-0.2,0.02c-0.07,0.01-0.15,0.02-0.21,0.03c-0.02,0-0.04,0.01-0.07,0.01c-0.18,0.03-0.34,0.08-0.44,0.14 c-0.37,0.22-0.94,0.72-1.48,1.21c-0.83,0.77-1.26,1.88-1.17,3.01l0.06,0.82c-0.07,0.25,0.31,0.83,0.88,1.17 c0.03,0.02,0.07,0.04,0.1,0.06c0.03,0.02,0.07,0.03,0.11,0.05c0.44,0.21,0.97,0.26,1.49-0.1c0.68-0.45-0.05-1.7,0.27-2.23 c0.37-0.63,1.01-1.27,1.01-1.27s1.98-0.15,2.41,0.16c0.76,0.63,0.98,1.19,0.55,2.39c-0.31,0.86-1.02,1.75-0.66,2.04 c0.13,0.11,0.26,0.2,0.38,0.28c0.01,0.01,0.02,0.01,0.03,0.02c0.09,0.06,0.18,0.12,0.27,0.16c0.05,0.03,0.11,0.04,0.16,0.07 c0.04,0.02,0.08,0.03,0.13,0.04c0.08,0.02,0.16,0.03,0.24,0.03c0.01,0,0.02,0,0.03,0c0,0,0.01,0,0.01,0 c0.46,0.01,0.96-0.28,1.69-1.01c1.03-1.04,2.01-0.69,2.8-1.48l9.9-6.65l0.12-0.08c0.19-0.1,0.38-0.22,0.55-0.35l0.04-0.02l0,0 c0.57-0.45,0.99-1.07,1.2-1.78l0.01,0l5.82-17.95L57.46,31.31z" style="fill:url(#arm_1_);"/>
<radialGradient id="handle_1_" cx="32.945" cy="71.45" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="2.84">
<stop offset="0" style="stop-color:#78909C"/>
<stop offset="0.5619" style="stop-color:#617A86"/>
<stop offset="1" style="stop-color:#546E7A"/>
</radialGradient>
<path id="handle" d="M32.94,53.71c-1.57,0-2.84,1.27-2.84,2.84s1.27,2.84,2.84,2.84 s2.84-1.27,2.84-2.84S34.51,53.71,32.94,53.71z" style="fill:url(#handle_1_);"/>
<path id="shirt_1_" d="M55.12,26.23c-0.51-0.15-1.02-0.22-1.52-0.22c-2.3,0-4.42,1.5-5.1,3.81l-2.55,9.49 l9.73,2.88l3.03-9.35C59.53,30.02,57.94,27.06,55.12,26.23z" style="fill:#4300D9;"/>
<g id="helmet">
<linearGradient id="SVGID_4_" gradientTransform="matrix(0.9962 0.0868 -0.0868 0.9962 -23.09 -2.9101)" gradientUnits="userSpaceOnUse" x1="72.0251" x2="72.0251" y1="19.4421" y2="27.2901">
<stop offset="0" style="stop-color:#646464"/>
<stop offset="0.9947" style="stop-color:#262626"/>
</linearGradient>
<path d="M45.94,27.8c0.11,1.66-2.8,5.42-2.88,5.65c-0.16,0.38,1.43,0.44,1.78,0.08 s3.57-3.53,5.64-7.49c0.93-1.78,3.03-6.51,3.03-6.51l-2.93-1.43c0,0-0.86,8.22-2.93,8.19c-2.08-0.03-2.04-7.99-2.04-7.99 l-4.67,1.94C40.93,20.24,45.88,26.77,45.94,27.8z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="36.3772" cy="117.5978" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" r="11.8136">
<stop offset="0" style="stop-color:#81D4FA"/>
<stop offset="0.3601" style="stop-color:#5EB3E7"/>
<stop offset="0.7751" style="stop-color:#3C92D3"/>
<stop offset="1" style="stop-color:#2F85CC"/>
</radialGradient>
<path d="M53.65,7.63c-2.6-2.44-6.08-3.64-9.58-3.64c-1.64,0-3.3,0.26-4.87,0.79 c-1.44,0.48-5.97,2.71-7.91,6.57c-0.81,1.62-1.45,3.39-1.61,5.19c-0.09,0.98-0.1,2.73,0.69,3.59c0.35,0.38,0.77,0.5,1.17,0.5 c0.21,0,0.42-0.03,0.62-0.07c1.05-0.23,3.7-1.35,4.49-1.43c0.11-0.01,0.21-0.01,0.32-0.01c1.66,0,2.89,1.19,3.22,1.43 c0.67,0.48,1.34,0.86,2.12,0.86c0.67,0,1.43-0.27,2.36-0.99c1.21-0.93,1.48-1.65,2.56-1.84c0.12-0.02,0.26-0.04,0.4-0.04 c0.73,0,1.73,0.38,2.9,2.2c0.99,1.54,2.14,2.19,3.12,2.19c0.57,0,1.08-0.21,1.47-0.59C56.6,20.92,59.51,13.07,53.65,7.63z" style="fill:url(#SVGID_5_);"/>
</g>
<path id="mud" d="M116.3,124H11.12c-0.05-0.34-0.06-0.59-0.02-0.73c0.67-0.39,1.6-1.21,2.58-2.08 c0.92-0.82,1.88-1.66,2.46-1.98l0.55-0.31c1.25-0.7,2.53-1.42,3.88-1.42c0.16,0,0.32,0.01,0.49,0.03c0.91,0.12,1.86,0.46,2.78,0.78 c0.53,0.19,1.06,0.37,1.58,0.52c0.52,0.15,1.04,0.3,1.56,0.46c1.15,0.35,2.33,0.7,3.52,0.95c0.39,0.08,0.81,0.12,1.25,0.12 c1.62,0,3.36-0.53,4.89-1c0.38-0.12,0.75-0.23,1.1-0.33c0.67-0.19,1.33-0.39,2-0.59c1.91-0.58,3.89-1.17,5.89-1.45 c0.19-0.03,0.37-0.04,0.55-0.04c0.8,0,1.48,0.25,2.27,0.55c0.31,0.12,0.63,0.24,0.98,0.35c1.52,0.49,3.08,0.86,4.58,1.21 c0.98,0.23,1.97,0.46,2.94,0.73c1.23,0.33,2.43,0.49,3.68,0.49c2.52,0,4.95-0.7,7-1.39l0.41-0.14c1.11-0.37,2.36-0.79,3.38-0.98 c0.26-0.05,0.54-0.07,0.84-0.07c1.18,0,2.45,0.38,3.68,0.75c0.51,0.15,1.01,0.3,1.49,0.42c1.52,0.37,2.96,0.63,4.4,0.78 c0.34,0.04,0.68,0.09,1.02,0.15c0.45,0.08,0.92,0.16,1.39,0.19c0.08,0,0.15,0.01,0.23,0.01c0.67,0,1.26-0.2,1.84-0.38l0.3-0.1 c1.72-0.55,3.39-1.32,5.01-2.06l1.04-0.48c0.39-0.18,0.73-0.26,1.07-0.26c0.56,0,1.1,0.23,1.75,0.53c0.91,0.42,1.86,0.75,2.78,1.06 c0.48,0.17,0.97,0.33,1.45,0.51c0.41,0.15,0.82,0.34,1.23,0.54c0.88,0.41,1.8,0.83,2.79,0.96c0.13,0.02,0.26,0.03,0.39,0.03 c0.89,0,1.67-0.39,2.42-0.78c0.44-0.22,0.86-0.43,1.27-0.55c0.24-0.07,0.48-0.1,0.73-0.1c1.04,0,2.07,0.6,3.03,1.22 c0.48,0.3,0.99,0.56,1.47,0.81c0.72,0.37,1.41,0.72,1.99,1.2C115.53,122.54,115.97,123.24,116.3,124z" style="fill:#6D4C41;"/>
</svg> | |
{
"bytes": "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",
"path": "c55a94b7dc0072a003d6a5495dcfc495af1e4174d64c0a491d1b96c7893a0bec.png"
} | Generate code for a svg of a a close up of a black and white icon of a four - bar | <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" fill="none" viewBox="0 0 24 24"><defs/><path fill="#1C1C21" d="M4 6c0-.6.4-1 1-1h14a1 1 0 110 2H5a1 1 0 01-1-1zM4 12c0-.6.4-1 1-1h14a1 1 0 110 2H5a1 1 0 01-1-1zM5 17a1 1 0 100 2h14a1 1 0 100-2H5z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a red emergency exit signs lighting up the hallway. | <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="#6f2d3b" d="M12 0h46q0 6 5 11-2 2 1 4l1 4q-3-1-5 1l-29 1v2l-8-10q-1-2-3-1l-3-4z"/><path fill="#752d3b" d="M58 0h27l-5 8-12 15q-4 2-7-1H39l-1 2-1 1q-2 3-1 8l-3-2q-1-5-4-7l-7-9-2-3q2-1 3 1l8 10v-2l29-1q2-2 5-1l-1-4q-3-2-1-4-5-5-5-11"/><path fill="#86303f" d="M0 0h12l5 8q-2 21-1 45l-3-1 2-4-2-19-4-11q1-3-1-4L0 7z"/><path fill="#b43647" d="m80 8 3 3q-3 2-4 6v13h-1V19q-6 0-6 6h-5l1-2z"/><path fill="#8e3543" d="M85 0h11v25h-5l1-1q-2 0-3-2l-1 1-2-6-1-5-2-1-3-3z"/><path fill="#7f313f" d="m0 7 8 7q2 1 1 4l4 11 2 19-2 4 3 1v33l-2 4-3-18q-1-7-6-11v-9l-3-1V41l-2-1z"/><path fill="#c31523" d="M38 24q11-1 23 1l-1 8-1-4-8-1-1-1h-3l-1 1h-8l-1 3v-6z"/><path fill="#ac1322" d="M37 25v6l1-3h8v3h5v-3l8 1 1 4 1-8v11l-12-2-12 1 1 2q-3-2-2-4-1-5 1-8"/><path fill="#ac4147" d="M47 27v3h3v-3l1 1v3h-5v-3z"/><path fill="#761d35" d="M47 27h3v3h-3z"/><path fill="#d8475b" d="M78 30v2l-8 1v3h-4v-9l1-2h5q0-6 6-6z"/><path fill="#c0394a" d="m22 15 7 9-11-4q-1 4 1 10l14 5v2l-16-3q-1-10 2-19z"/><path fill="#dc4758" d="M29 24q3 2 4 7v4l-14-5q-2-6-1-10z"/><path fill="#d2201e" d="m61 36-21 1h-2l-1-2 12-1z"/><path fill="#bf2831" d="m61 36-6 2-15-1z"/><path fill="#8c2f3e" d="m33 31 3 2q-1 2 2 4h2l15 1v1H38q-2 12-1 27l-2 3-2 2z"/><path fill="#b83b4c" d="M66 27v9h4v-3l8-1-1 8-1-2-11 2V28z"/><path fill="#812e3e" d="m68 23-1 2-1 2-1 1q-2 21-1 44h-1q-1-4-4-6l-1-25-3 2-1 14q-6-2-11-1l-2-16 14-1v-1l6-2V25q-12-2-23-1l1-2h22q3 3 7 1"/><path fill="#a13644" d="m17 8 3 4 2 3h-3q-3 9-2 19l16 3v34q-9 9-15 19-3-2-2-4V53q-1-24 1-45"/><path fill="#a63a48" d="M65 28v12l11-2 1 2 1-8v-2h1v56l-1 3-14-16v-1q-1-23 1-44"/><path fill="#853341" d="M96 25v24l-6 12 1 1-3 1V23l1-1q1 2 3 2l-1 1z"/><path fill="#6e2a38" d="M86 17v43l-2 14q-1-4-2 0l-2-4-1 16V17q2-3 6-5z"/><path fill="#70333d" d="m86 17 2 6v29q-2 5-1 12 6 0 1 1v31h-2z"/><path fill="#78303e" d="m0 40 2 1v10l3 1v9q5 4 6 11l3 18 2-4q-1 2 2 4-3 2-2 6H0z"/><path fill="#6c2837" d="M38 39v8l1-2q0 6 3 10l-5 11q-1-15 1-27"/><path fill="#5d2736" d="M38 39h17l-14 1 2 16q5-1 11 1l1-14 3-2 1 25q3 2 4 6l-5-5q-9-3-19-2-1 2 1 3l-4 2-1-1 2-3 5-11q-3-4-3-10l-1 2z"/><path fill="#8e3141" d="M45 42q2-2 5-1-1 2 2 4l1 10q-4-3-9 0v-9l3-1q-2-2 1-2-1-2-3-1"/><path fill="#7c3340" d="M96 49v47h-8V65q5-1-1-1-1-7 1-12v11l3-1-1-1z"/><path fill="#782f3e" d="m58 67 5 5h1v1l2 6q8 6 12 17H59l-3-14q-3-3-7-2-1-3 1-5l-10-4q3-3 9-3l-6-2q8-2 15 1"/><path fill="#722e3d" d="M58 67q-7-3-15-1l6 2q-6 0-9 3l10 4q-2 2-1 5 4-1 7 2l3 14H16q-1-4 2-6 6-10 15-19l2-2 1 1 4-2q-2-1-1-3 10-1 19 2"/><path fill="#632936" d="M86 60v36h-8q-4-11-12-17l-2-6 14 16 1-3 1-16 2 4q1-4 2 0z"/></svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAASfJJREFUeNrsncl2FNeatrealIQaJDAHlxbHdmLXqcXMeMLU4gqMp55YXIHhCgxXAL4C5AmDf2KxavDXDHnKxDozVv3HRR43SweKJoV6pZo/3sgISISazIgdEXtHPM9asRI3EtLOyPjerzcGAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADymjyMAqC7r/3Vu5tTZc/pjPbq6ZTG4mrr6rjxe5CQBEAAA4CAv7ofG/XJ0fSljXzs1Wh/7cNr0D9Zs/BXNSBQ0guufwbWgfw7EQZPTB0AAAEB+Bl+GfiYy9nqdevOh7x8wMvxDY+N5/CiNSBj8XaIgEAQLvDsACAAAsGv0rwUvX0UGv37Y/zM0NhEa/77+/iJ/VImAnxEEAAgAAEhu9GXsvw2ua51e/nsf9Hy9/l5oRoLgQSQIGryrAAgAADjc6MvQzwbXd6aLwr3aqVEzPv3Xor3+blG64MfgmkcMACAAAMC8KeT7/iRvvxNV+EdV/j6CGABAAABg+COvv7sPdv+AmZi+YAYD778kIAYAEAAAlTL+t0w71D/V7dcMDI+Y8fPTwetwWY8FMQCAAAAoreGfCV7umd6G84TG//SFj33J99tg3rQLCOeZOQCAAADw3fjfCV5u9Pp1w6cnzei5D6tk/A8yJzEQCIF57iIABACAT4Zf3v5Ppj2tr2fjP3Z+mkNs04zEwI+MKQZAAAC4bvxnIuM/1evXKuw/+VGdQzycuF5gjhQBAAIAwDXjP2va+f6eqWDOPw3zUVSAFAEAAgDAX+OvVj8Z/xJX+2dFnCL4gS4CQAAAgFfGX2i07/DEJAeZjoUoKjDHUQACAACcN/5a6jM+fYGDJCoAgAAA8Mj4q8r/oUlQ8Bd+aPsHzFT9M/L+RAUAEAAAHhl/Gf1fTI8DfjrRYh8Ht/oRFQDwDFwIgHz5Po3x12Y/jH9uSKxpINOT/UeXHgbXNY4EiAAAQBLvf8a0Q/+JmfzoIlX/xaJIwA+GuQKAAACAHgTAkzTeP9P+nGMuuG6THgAEAAAcZ/xnTYqqf6HCv/7BGofpHgumXSfAgCFAAADAewJAhX+Xk3493r8XKBJAegAQAADwxvjL8P+S5nto4t/gqVEO0w+aHUKgwXGAq9AFAJA936X5YlX+Y/y9Qt0D6vZQ98C94LrMkQACAKCapGofGzrNuF+PmQ2uX6I2whmOAxAAABXhxf3Q+E8l/XpN/WPefymQ8ZcIkBiY5TgAAQBQfr5K88XDeP9lQ+kApQWeIASgaCgCBMjO+5fn/yRNBIDBP6WnEVw/BtddOgeACABAeZhJY/z7azWMf/mpm7cFg7eCa4ojAQQAgP+kCv+PTJ7lBKvDFEIA8oYUAEBGvLhvXqWJADD5r9LEswRIDQACAMAz46/q/5+Sfv3A8IiZ/KjOQQJCADKDFABANqSr/qf1D9qQGgAEAIBnzKT54qHxcU4QEAKQKaQAACyTdva/qv+nPvmMg4TjIDUARAAAHCTd6N+xCU4Quo0IMFkQiAAAOBQBSLX6t+qb//b39szu1uaJ/58KJfv68WEiGsF1u+/K4zmOAhAAAMUY/7ppT/9L9oHsHzBnPv1b6c9pb6dldra2QkO/G7zu7+2a1sZ64u8nMdAfiIFYFGiDolIpFWyjXAyum4EQWODTCCcxyBEAWGUmzReXtfhPBn97ddXsBEZehl4G3yahkAheYxGx0fHfYjEwMDRiBoeHyx5dUeRJS4cWIiGwyEcSEAAA+ZCq/a9Mxik2+lsry12F9LMiFAWhIlh+8+8kCAYDQaBRy4oaSBiULFogIar6gDnTTg00+GjCQUgBAFgk7fS/M5/+h/d57e21VbP9ejl4XfHrYdg/8CZCUDJRQMcAIAAAMjb+8roeJv1636f/ydPfePnc7LVa5XlAlksUyPjfpFAQEAAA9gXAneDlRtKvH5k6a0bPnffu91Zef/XZUqkM/0mioBYKguHw1cO0DYWCgAAAsCwAKtX+p3a9tadL3oX6s0DRgU5R4EmUYD4SAg0+vQgAAEhu/OsmRfufOPvvl7z5fZXnl/G3Xc1fFlRkGEcH4mJDh7ltqA9AAABAYgEwG7zcS/r1MhYTFz72wutff/7UbL1e5k3v5UHbPxC2eEoQOBohaETRgHnerepAGyCAHb5M88U1D8b/yvi//vO3Qlv6fEWREommWDjFEQK973p1oPOjHlw/RfMDrpMWIAIAAN1HAFK1/01+dNHpMLGm9cn4E/LPBtUQaAV0XEfgAKQFEAAAcKxn9+jS5Y2Xz3UlDv+7Pv4X458vndGBobFCJ0MqCkBaAAEAUDnDXjftsKi8+riy//Ponzv/ndlsvgrz4knR9r/x6QsYfzhUHKp2oGAxQLcAAgCglAY+vj458M9dsxIYyDSLbEbPfWhGps64d0Z7e6bZ+BXjjxgQSgVopPBd3gkEAIBPRv5y5LV/edB7t8HLfzxO9fUu5v8p+PNDDKhuIOfZERoidJ0lQwgAAFcM/eUOQ/95x58zR1PwZCjTPMhdzP+vPVui1c8TVDMgITB8ejLP9kKKBBEAANUw9Eex/vyZ2Wy+TPz1Lub/09Y0QHGoeHAoEAISBDnQiKIBC5w8AgDAprGfiYz7J9HrjIs/5/LvjVRhctfy/1rhu/xbI9e8f7xwR61w6oeXRzvQgye7t7f3znuw3/HPB/9bZR7swZnqvsopKqC6gNtEAxAAAGmM/efR62Uvfu7AuLz6n/9O9T1cy/+nLWjshs42tzy366mjQcJmNxA5Wly0F73uRP++rAxHEYGMawWIBiAAAE409rGB/9InY38Ymoe/uvRHqu/h0vx/rfPVfH/PDVFiVM8RRwxisZC1GMqTnNIDRAMQAADvGPyZyODrdaosv1va/L9L8/+zbPlTncPoX877siHvPeJIgcSAhIEiCD6nFRSBOXX2XJZCgGgAAgAqavBl4K9FBv9amQz+QZr//DU0DEnRQ1iXC2y8fB5eVh8u/QNm7MPpoqfZZRoxUPpgLxIEvkULchAC6hK4yVMRAQDlNvr1yNh/azwO6ffqFcpjTsPpwPt3IRyehfevgj79fg4suckVRQh2ttsphHbEwP1IQcZCgLkBCAAoodG/HBl8Gf561X5/G/nyM5/+hxMG0rb3X1Xjf1KkIHwNxEGaqFGW6H0bO3c+K1GquoBb3A0IAPDb0/+uqka/k7SDcvSwnfzIjSNMm8rA+Pf4OdrbC6MDO1GEwLXUgWpTlLrJoGZjwbBqGAEA3hn9SoX38zCaqogfOz9d+O9ho5PhzcOkf8BM1T/D+KeMEkgQuNCWqLTAyNRZ2+9nMxIBbBhEAIDDhn82ePkqMv7QgY38vysDgFaX/gxEwIqV7+VKTUMZiGsIik4bqD5gPBCqGbyvtAsiAMAxox/n9WX8pziRw7GR/3dhAJCNQUYx8hRHz53n5shQdMaCQK95CwK9v4oIWI4GUCCIAICCjX7ctqfcPiH+LrCxKMeFAUC2Bv8Q+i9OELRWV3NLGSgaMPFvf7UtXBUBuBmIgDneVQQA5Gf465HRx9vv9YmVMv/vygAgW+F/FYzltHwGjqAzZZC1IMgofTUXCQFSAggAyNDwx97+DKeRzPNKm/93JVz+8h+PrXiFU598xo3hGLEQiF9toyJWCQFSAggAcN/oT0Wevgx/nRNJjo2wuQses63qf5emGcIRn/+OtkNFfBxv+SQlgAAAS4Zfxv57U/KRvHmSdv6/cKEA0NbwH+X+fZ3xX1Vs1g9kVBcgGCOMAICEhn/GvB3YAxZZ/r2RaryrCubOfPq3wn8PG2t/teRnfPoCN4XntCMDq4lHF+ueViQgAxGgVMBV6gKyY5AjKJXhnzXtNr4ZTiMb0s52HyzY84+xkReujY9zQ5TBCJwafdPnnyQ6oP9n5V9/hJEty+kAdSU9CZ5rV6kLIAIAxxt+hfrrnEa2ntLrwHNOgws5c1WML//+JPX3IfxfnehAN7UDGXe3XKcugAgAvDX6yunfiDx+DL8nXrMKp4pG++zTotwvxr860QF1rSg6sL26+qaY8LDPh+pKMhK494Jn3ufUBSAAMPxtw68cP4V9OXvOqT9wDqQAbKyorTHyt3JI8IX9/8EVdxa0AiEgURCnCiQAah0pBcvciKaVfk1dgB1IAWD4oUvSDgBypQDQxiRDV3YZgBt0pgr2d/eyngzJvAAiABh+yA+FP9P2T7tSAGijD9yV3wUcMSQdqQJFyhRlynAxlKIADykOTA/Dux02/MF1K/ijqrW+x/gX7OHYCP87Eja3UQPgQi0DuInaAXO41/U8/CUqgAYiAHj8kKHRtJA3d8Vo2ogAsPgHHEHFgfW+K49vcRQIAAw/ZBMBsNABUJawOd4/OMb3wfPzk0AEXOcoEAAYfrAvAFKmAFQAWJa2uX68f3CP2ehZep0OgR4+yxxBocZ/1pDjdx4VNaVdr+qK92+jlRHAUTT6/GEkBAAB4K7hDy4Z/nsYfg+8/+30+X9XCgCz3BMP4ABxh0Cdo0AAuGb4Z4Lrl8jwc4N6FAFIS5ny5poCCOC4CPglGhoECAAnDP9DKdPo5gSvBICFCECJ+uYZAQweMBVFAnjeIgAKM/z14LoXGf4ZTsRP0u4AKFMBIAAiAAEAxxv+ziE+s5yIz95/Oeb/22TPwiAhAEQAAqCMxv+GeVvZDxX3/kMBULLFOTYGCQEUIAKucRQIgKwM/0xU2X/HUNlfngjAdnkmAAJUXAT8xOjgA84JR5Da8NdNu6p/htMoHzukAADKhEYHm74rj+c4CiIAaQy/8vzy9p9g/EscAUjZAUABIICTIoB0AAIgsfGP8/w3OI0Se//M/wcoswiofGEgAqA3wx8P8iHPXwUBUKIVwADwDnQHIAC6Nvzq5//JMMinUlAACIAIQABU2/jfCl7k9ZMzIgLQewSAFAAAIsBR6AI42vDPGGb2VzsCYGEEMAWAAN6IgItVWyVMBOB9w98Z7sf4V9X7t1AAWCP/D+CbCKhUbRcC4F3jr6p+wv1gJfxP/h/AKy5XTQSQAjBvwv13DAV+EGGnAJD8P4CHIkC24DoRgPIb/niYD9X9YD0CMDhEBADAQ2Yju4AAKLHxV5ifYT5weARgiwgAQIW5UYW9AZVLAUSz+6XuyPPD4d4/BYBQtufe3t57olZRrv293WNE8Lv/XWOtjxK1/bWaGYg6Xo77/zxD0wIbfVceLyAAymH85e1rTS9T/OBoAUABIDhKp1HeO2DUj/tv1lhbSSSENRFTwkBzMfTZ6Ov3JvisDYJXAxGwiADw1/DHhR0zPELgxIfsNv3/kKPg3Fh/x2B3RqAyM+Q50Yp+l9aBqFosBiQMJAhqoUBwUhRMRZGAq2WcEVB6ARBN8vuexwzkGQFwdQKgHrxQrLGXMZS3vhMIzb1Wq5LnoEhFKzqLmFgISBQMjY279OPKgdRQuK8RAH55/fcM1f3QawTAgsfl6hIgChPzZW+nZbZXV0PDv91j+LyKn7vws9d8Gf7z0NiEqY2Ph68ORAeuyZnsu/L4FgIArx9K7KGlN7Lk/6uMCu62Xi+brZVlr8P3RSPBpGvNLLkiBr4PbMtiIALmEQB4/VBGL2QnfUh2gPx/ZcWjjL6MP2QjBtb7n5mhQAiMTJ4tKpp1LxIBDQQAXj+UTQBY6QAgzF41w7/x8vl7hW6QwXN+b7cdXQku1QsMT53Nu15ARYHaFfMFAgCvH0onANKHbJkBgOGH7ImLCDWD4NTZc2Z4YjKvv/qyJgX2XXl80/cz9HoSYOT1/4LxB5sPlfQRAGoAyowK+1aX/jSv//wN4+/C+9FqmbWnS6b5z1/DFExO3Ih2yBABKMDw1007DIPhB6sP9rSozc6jISfQI/L4N5uvjp2gB8UKge3Xy2FEIIdOHA0JuujzfADvnlQdK3sx/mCVMvf/Q3pxuPx7IxQAGH+3UVRG0ZmV4LIh6o8hHBLk81l5IwCizX3y+u8YRvlCBpS5/x+So7Dy8m8NWvo8FALNxq9m7dlS2JqZEdcip9RLvEgBRJv77mH4IVsBkD4CoIIkKA/rz5+ZzWgwDeTomXYsF+pFZB/1dYraZJia03yAeR9bA50WAPL6Tbu1j5W9kDk7FnYADA5RAFgG5DGG+WSm93XFwc4XGeKD+zAOM84l2RwYpwKuIgDsGX/a+yBXbMxlZwZAOYy/cshVC/l3GvGDBvyggSfV9R4zgc2a7bvyeA4BkN74zxpy/ZCn90/7X/dCKbt8KsbfIvHGvfjejEPgncYcQ26VO1EqwJuuAKcEQBTyl9d/jXsJ8oQRwD2cVUk9Y9+Mv4x6f2DUYyMeG/ZOYw+5Etsvb7YGOiMAopC/qvzr3EeQu1dL+L/yuGr8ZdhDYx8ITHn0h+XXwRnUFTDTd+XxAgKge+M/azzvpwT/vL3Oh/322qoVjwz8RK1iLhh/GXcZfHn1esXQe4ls2UUEwMmGXyET5fpnuWfABmrlU8vPTvSqQSCxdx//u6xgC6CfaLJfkRv84lW3GPzSUNeY+r4rj28hAI42/lT5QyJio65BH7Env9th6IuCFIB/qPhz/fnTwox+jgtsIF++C2zcXdcLAgsRAAz2gV4e0PLcZfRl6F1dvkL43z8kHlefLeX29ym8L4M/MnWWIr3yE0e3ryMA3jX+t0x7uA/AOyh8LwO/u70ZGn2fqs37eaB7hwb95BE1KmBdLbjBbGDvbrs8ITA3AUCLHxz0vkJjHxj5nWivt88QAfAL3XNZT/nD8INxfEJgLgKA9b0QG/zY2Jetl5yQrl9kHfqX4SfUD6Y9IdDZtsDMBUBU7PfQkO/H4AM4gFb6ZhX6VyRo/Pw0BaHQiVLe1RMAjPStFnEOv7W24n1Iv8woNF10x0SRwlRtf1kwfHrSjAXGH8CXKEBmAoDhPtUx+tqXrnxqVY2Kb2heQVXfK632zWIWxNiH0+T6wbsoQCYCIDD+MvyzvOfl9aI0OEWGn9A+VNn718KdiekLLNUBL6MA1gUAxr+8KJ8vo1/k1DRXUSQE3EZRKpvev4z/6Qsfk++Hbp+fzkUBrJaoYvxL6u0HRr/5z1/DZSkY/6POaZdDcBwV/9lk9C/nMf7QNXt7ezMv7rtlH60JAIx/yW7WnVb4wGw2fs1tYIrnH24OwW3vy+o9PHruQ3L+0BNDY+N6uROIAGeK4q0IAIx/uQy/NqPJ8EsA4Nl2B7UQbqMolr0H+YQZmTrDoUKSe0fG35lJuKkFAMa/PB7S6tKfoeEnzJ9UBFAH4Crbq6tWvo/y/qr4B0iCFkAF3Hhx39Rd+HlSFQFGS30w/p4bfnn69O1bOMvtTXLCLhr/tVVrkSzl/ZnuB4kFwNtuEc3H+dpbAdAx2x8w/C6z0PHnnw/5743o+jatmA0jABPcWy7e67Ye3uT9IQ39g7VwWuTu1ua1F/fNzAffFNsVkCYCcMMw4Q/DXyyx8V4MruXoVfu3G8EHq9HLNwo+jCatACCK4ia23hfN9wewISSjmqHC2wLTCIDveCv9QcV96//7LPMNaBkb+p/jP9tWzvp+kQhIEQHYDM9ZKh/cQG2sNgo05bUx7AdsoG4ATaQMmCk6CpBIAES5f7x/Twy/PH6PCvsakSr+e+TRLwYfkGZOf7f+vlQbK1VsRoV4+bx/3lOwZnTfFZKFRgGSRgC+4m103/ORyrQ9/CQDFiLPfiFnY3/Uz5JKAKjdDGPhDrbaM9X6B2AvCjARR2MLjQIkFQAzvIXuIqOvmecO9vA3Ow1+cNMvOvbzPTDt2pZUBkd1Fi6Hi9XKVhVsFADqYU3lP9iOAnSkYwuLAiQVAHXeQvdQu9P686euTe1biAyriwb/HaI6AImUVOktCbCJCx87+3uGrYp+1oL0Lsh20n8Wot5tAGvU3nUQCosC9CwA9h9duszb59hDbmsrNPyOVKE3gmteXn5wQ897eJz6mWfTfAO9D65HAaqCDTE8ODTCQYJ1Ea5IXEeU9tsiogBJIgAU/zmC8vwy/A4U+MVe/nyv7XcO8sBYGG7lehSgEsZ/x04kjOFOkFUUoCMNMPvivrmd9/NzkLfBTwrO8zcPGP1mWc5VUYvgg6gPYT1tFEDvDwWBfnv/NaI4kJXxfVcACLXW30QAwJGEM/ufFbKdT0Ze4fEHnob2e+FHY2Fhh6IzMiB4kP7SX2OmA2QXAThAHAXIzaFKIgCavHUFeDPFDfKZq4jRP/g7W9nY9frP38zpCx8jAooQyxaWMzHUCbLikDoApdevRc+ffARur1/Qd+XxIm9dvijcv/xbI0/jL2N/PbjOBIb/esWMv4nycFY+hPpwSwSUbVPgjgdjj1llDR5GAXJdFZy0ubXBW5fPQ7b5z19DAZDDw2yxw+h/HVxzZcrtJ+C2TUMkEbDDrgAPvTQ6ACDbKMAB6moJdF0ALPDWZem57Jm1Z0uh0cg419+IDN3FwNh/gdHPJgrQKQLaYm6PA/aEfgYAQb4RAPGt6wLgZ966bNAo2Wbj1yxb+5qRYZPBl+G/VYLWPeejADFhOuf3J+HQpqKo0iRAAJc5YlaIigFzabdPKgDmeevsoiK/lcBDXHu6lFW4P8zrB8Y+zutTy9FdFMC6CFBUZ3Xpj/D9luDL/aFDQWL37xXRGsiYI9JMs84KgL4rj5uIAMte4W+NLCb5yYCpr/RinNfntHvmrsmo5kXvtwRfXOdha3AN2MPWMiGAoygyDZBmDsAPpt2yAIkfLlthT7/lh0wszn7Ay7cSBWi+uB+KqJ8y8zJb7ZXNuuQNDE9MMj/AAqQ6wI8IwKGf88vBc+dy1s/wxAKg78rjhf1HlxYMmwETe/2WV/XqvfgRLz8TEaDpgDrX2Tw8zvVIEGoITSgEhkbCsD27BXp8uCGgwIf79OhdE4oCuCkAIm4jAAr1+humPbVujkK+zLkZ3ev1vP5CRQa2WqoReFsnIFEwMFh7Iwbi8KH+PUNrAEoTARDXTMajgfvSfoP9R5fumJQ71KuCZsNrPGxK4hD/j0Wsj6wyCskFLw+NBwuxFP4+ygNWYVtaAarphq5HJDR3Qa2XaRgamzDj0xe4+SFTVBB8RA3Y1Syf8zZ2AdyOlEqdt/EIT26nFRZ7pSzyW4i8/Xl69YtB+bioHuCe6z+rOklaFR88ZKMGgGmCkE8UYOSoz2uma4JTT7mIOgK+NuwIOBT1e6eo8G+Yt1X8VxnU44QImDMZtAZCFg9VagDA+3s100J7K2Ouov0AN3kbOz2H9jQ/9Xv36EXIwKv1LB7Uc5f8vnMi4JYxFFsCgB2OKQScenE/OxFgbR1wIALm9h9d0h/vVf3NTFDoV6VVu2URAdeDD6aY5TRK/FlmNgMUGwEQX5qM5u5YHXQtEWDaC2Uqiya7tbe/nWj845G8X3dM58P4eyYCqhoJ2PFku2HaZT4Z7+IAeEPt6KLazCIAfVl80/1Hl2ZMe3DKVJXewPXnz8xm8yWefsV4cT+MelUqEnDq7Lnwcp1jqqu75uy/X+Imh8xRyviYHTBfZDEUKJNVVxoSpB/YVGhroN68I4x/w7Rz+lfx9EsdCbjOSQBAUgaGjo1WZRIF6Mv6l9p/dOlW8PJdmaMBh3j+Ej4PTLtlr8GtXZlIwIypSORr+PSkGTs/7eNns2em6p8xZAky54S5FYta2e6dAIhEQD14+d6UM0zabD75f4t7u7sKz/yMd195ETAViYCZMv+eyldOXPjY+Z/TxshtH4Yegf+oc+zV//z3cf/LRdsO5WAev1jflcf6oa8HQuDHKBrg+xKhxdjLj9IdACHRnIargRC4EYneKU4FAE60k/394fCqY9rG5VTMeRcBOCIi8F0UEfDhARkb/J/1Gg0/AjgpGqD7/I4p6dZMH4rjNIhLsziIAIAPnFC0OhfVG/ktAA6IAT0cv4oeki6IgUZk8P8eGXs8fEgrBGaiaMAMAiBfbOwDGD33oRmZOsONDJlzQs1KU4XkpRIAB8TA5eghqcEH+nM9w7+uGRl6Xf+M/4x3DwiB8njGNgSALy2P4D9dLIyz2g446NIvH40U1nW3QxTED8v49ZMehEEz8uRjz15XM/p7AHIl2uq1EAkBLfmY9fn30VZB1yF0Dz4xePL+ipnIRpYvAgBQsYiAUl5Kfake5rJvP78vnvHLfzwmApAATTXdfr38JietqYpKhWhFsgrWwD5ddAKotfxrBABAOcXAl5HKr7v+M8sQjE9fcP5sm//8NdVIX19aHm1x0i4TVapLCIxMnUUI5C9YrdYBIAAA3BQE9SgqoOtz0y6QvWwc6pqRRzj5kfM6JfU44CoJABl/1Ux0s8G0v1YLIyPDE5N8YPO9X63VAQxy3ADuEQ380PVmsFRYD/P08cP9/eBBHaXf9bq33/7zzk77da/jv2drLDa9OEt5rHAyCj93a/zD+6zVMmtPl8I0gTolBk7OX4Od+3XGGAQAQLUeDFceL+z/3xHTt7NpBqNnxGDns2LoECMdCAEJhk5RoNq9nV07IkFV9q4X2oWGaW0l+e/oyebDtGgRTbfGvxN5q8u/PwlTAooIkBbI/H793NbfhQAA8EoFhJ0tXacBBo54FksAvF5P/+PIOJa90j6JUfSRzeV0OxPUv74dGK7x89N0X6RAqZUuIgB2/i6OG8Ana7RvJfTXb6n6Z3fb/TRADWN08vsYCLk0hZIx+h5KI6wu/RmmFCBBBODkxVP1qGgYAQBQKQaH7Ch/S5/8NMV1vhnIMqOWP5soEtBs/BqOYoYeBcDwSDf/m5W2YQQAgE+0NpwaYiWPb2+n5fSRdflAPZaypwG2U9RIHHdm2sOw9myJaEAPdFlDMYMAAKgauzvWXLWapeL47VW3vTyK0k64pSyF/4+MLrxeDosEdyoSLcpJtH6JAACAwvHhwZ42ClDmVEfa4r9uiGsDtOwGujDMJ4vWOgIAAJIbRVsRgAzCxwU8UCtLnhEcdQos/94ofU1FDoLVSiFgpdoA9x9dqveonBp9Vx43uB2hlF6GxTmgKvYaGht3+oGaxosvaw5b71ve9Q0aIKVogGYGsGb5cLpMW6kQcAEB8NbAxyuE9RpvDezV6B/8nvEf4/XB4ufoVYfPdkHIky9tfaNBiwPyNA3OZQGQtg7Al6mHvdIqKHoj0aG1t0ofjX04TZ3GQXF+8iwABEBgnK9FhxAvUMmSqY6/I379vkMkNKLr50goLBI9AJexKgACQyIv2dUHuY1OgFJGAAou4NR902qsm4npCwwP6rxfB7sSAJ+kfgZ4ZvDlyccb06459uPFkYaZjp83jhrEomAhEAVNbm9IgVWhq06AlqUIsB7mri6GSVsDUMZxwEWE/4+KBsQpgSquXT6MLvdXpJ4F4IUACAzpbPDylYNGv9uoQacoCIVAJAoQBND95+A/7a8Irg3aEwAbL587KwDSRgDKOAeg5Vjxpu6fOCXQ350HXN4IQHeLlcorAAJDKeN5I7i+NR7sRu+BeMXrjQ5B8CC45qklgKw/8IcJAGPJuVWrl6vLgWykJjTwqEyGycX5DeFiod8aoQhwuabEIQczFU4m7AKjeCt4eWLaOfZ6yd/Ey9Hv+Uvwe78KrntRbQPAQb60/Q21LMhm2l5enKuk3QmQ5bCc3I2/I+H/Q5//0QTBqs8M6CZq9eJ+upSgUxGAcN+5MfcqYPSPU3SzuqLCwvmO6ACpApjJ4psOBU+BzW17Hpy7UYB0VY97JWoFbHkwu0EzA3Q/qUCwiikB1a10IdFSRQGciAAo3B9cd4I/Pqyw8T+Ma5EgUmTgJ9VCRKkRqBhR/v9yFt97xPKz1dUoQJd51SMpUyug6+ObO89cKYEqjhHOoxCwcAEQ9e7L8N/gMd+VGHhCmqCSzGbnabRTAda8y+BhbXu7nJXfs5ZO6ZRlGJDL4f/Dz73dJeByeqlAwZqqFbBQAdBh/C8b6JY4TaCIgMTAnag9EsrNt1l+85Ehu99v/X+fOWcwB1KGkcsSAfAh/H8YEgArgRBgs+A7pHr2FyYAOow/Ie10b/6NKCrwCymCcrL/n2H0J1ORNxzYxj6Lo4Hlta09XXLMo0rXCliWGgBfwv+HipeNddNs/FqJXQI9TAP0SwBg/DNBZ9qZIiCqUh6+y+MvsR0F0GCgzeYrZw5RrYBpCgHLEAHwLfx/lLjUemEX00xWBWt3ESu/igAx/pkTpwh+iaMCHInX3v+MyX7MdVsAWI4CiHjeuysMpiwE1CwAn/E1/H8YijCtPVuqfErgxf3k0cFcBUAUnr6H8c83KhDNF6BWwE/u5OYh99mPAoiVpT+dCdmmLQT0fRZAq2TV9Fuvl8MCQd+F2aGfx+6jVX4IANMeeENoupioQFwr8FM0bwHc9/5v5P15URTA9j6fuIrbBRGQtp/c550AOv8yDTN6+3u1WwXLVhfQQ9uq+wIgMjq0+hWPCsoeRh0EsxyHs8a/HgnmfL2OPmNOZRAFcCVvm3YaoM/5886z1zkcdXn5eXFIZBZAYgGQ5yTA7w24dtPciwYw/RBcc6wvdorCUmXqCNhu2VsS1Inytq3V1cJ2wKdNAfg8kEaLmrRtr5tzV15dnrUiHvqdlTpwXfzEIuD0hY9TD32qCrl8AiPvf4bjdpKpSJzF3QN1jqRw7/9W0Z+XsZHsvre6A9TKpb7uvAu40qYAdj3ONcsodiu69P9pnPPI1BkzPn3BnPn0b2byo4tm+PRk6pHKWYuAlX/9UR4D3Z1gTbwjJC8JjvfvB7OREHhInUBhxv+aC58X2YlTGTpRelBLAEgIqJJb7WlZI09WbYlpogBlzKH3IiDGzk+bqfpn7ZW9NTfn8+s9cqn9NNWZZ7wDoS/rXyBq+/uFR7uXaD3xD31XHs9xFLkYf+daZFfWs0kFHIVy0PIw4xBuZ076pAVDqgSPDbRC1xIZygnLa7fZwy9PmBBzG9UVtKc+upUe0H0zceFj789Xkw+76NxofPCNuZjk++dRA/AtHxNvidsI5ZHeNmwlrJTxF0oFLAfPn/39fP6+Nw+7qF99w8H3SoICAdBGdQVDYxNhNEfb+1yhVa3lQfWkX5hHCoClNeW4weIpg7cYN1wN4x8+IPqzrQfwkTJtBbSB6gVGz50349N/dbo+AHIWAFH4v84xlwYKBitk/GOGBrOtB/CNKq6m7eo+GRuPKvBRjLYY7LIt88X9ZPNCso4AzPAWllYIzBr2DqQ1/rPGk7HYmg0wXOM9CyMAOy0O4QiUGnFBBPg6zyDlM9k5AfAlH4nSIyP2C50DPRt/zV/waiy2UgED/bx3KjRkJe3RKCVQtAiojU3wRjggAOoccWWQ8X/IAqITDX89uOT1ezkV8/QoIiCMAlAH4LQIGBofr9qRO5kCIDRcPeLOgXDUMAWD7xh/CaNfjMepMY0KRgRUrso8lQjIe16Awv/9g5XLV7mVAqBArPLo/X/TObD+X+cqez90eP2l2ISJCDBVnTmfSARM/Fu+3QFDpyc5eAciAAgAiJXp95vNV09e3Dc/BVdl2kIDoz8VjfV9YkpWEBuLgKHBat7UO9ukALpFhYGjfzmfk+AYCGcTlEdAdS2cEv3Sg9yekIsqHx/X7m4Z/2uBCNAwofng+uGDb8Jpg6Uz/Kad4/+uDB7/cSJg/JQxa4Et3KpYYbwKATV5sIKh5kTIKGsJ1HY04CkrtLugTAx2P3AqUbodAQC5oC1k28EDIBoZGrcRzgZioBGJgQeBGFjA8PuHugMGB9pCoFJRgK0tM4QA6P4++XDatBrZbhUcJvzvjACg+AveIE9JD4DVpfc2ddUjo3mjIzLwILgWAkHgxdhh5fhNe0DStare95oRIBGwshF4xxXpkNNAIA2/ge4IJwb+5Xy4EjoLNJKYiAwCABxFD0uJgGMeAG8iA/qHQBAsdogBp6IDkbd/zfQPfGf2dul2Me2iwMnRdiRge6f8vy+dAAmE4sRkuDcgi62KFP+5JQAaHC8c9gDQisuVpT+7CQVejq7vAzEgJAIkCn7WayAKcr3H9h+eq5uN19fM7vaXJt5x4dgWtMK9vKguQAJAQiCvJUJFoFkAGggkzxa6R+lA21EAFctVPBpDDQB4ojpPjZrJj+vhQ6BHL2omum5EEYJmhyCQGGjYjBSErawvG5fN3s6XgSW7Zlaf13n3uvTGBjWNzZj1rXIXCLZIAyRyAmyvECb3nyzijgCAQlCuTvu6N5uvwpBgwofBVIcoMJEoELEw0Ovfo//0RhgcJhLCfQZPH0+ZgdpM4E58Hhh9/XNdHuzuITlthbvl7cLx0QAVCKo+YCMQAq0SBkuoA0husG2uDy5T61+un9GsvnE0F/4hRwwnoXYqiYCt18te/vwSA/3BJ2lgoP2qYjgEwiHGcrd8QkCjbic/qvPm9ogGKS3//sSOM1GrmalPPivnZyYQmK///K2r/zdwbHp+4mQWAei78nghEAHc6dBVNGDs/PSbAiHfiqsUIZBNO2jYJAIkBnTVJA4qnirWOUyMtrsEdFatnfZrkXUCeo92U3QtqA6AeQBJhNNwmLe3kQYYYvFP8s9kxt9fIVi6AaC7m/HUaJgWkOrdWln2NiLwjjDYe5sDl7GpDbZD4lUeoyshNNz/dr2wzkjRgfC8gtedvWxEQSzCdNU6ojQvU86mkWAlBJ3g8x6IABtin7N3VwAsGFOd0a9gTwjoUrWwagQkBPZLUG0fGrhtYza3IyMYGMDhQSIDMsSHCaKd3bevnXpg54gWQ6VgOtMutYG33/+4dIz+vzRpCU24wwgl+5ynFQCKIgx0Py2v1Ly4b6Z6nZ2StQB4gACAxJ7iYM2MnjsfXooI5DFKNC8UBlc+XJcq5odq1Z2rf+TDaeDd1zcMWf57BtMJgLLck3ljY0FQBdf+HsdlY3rrgsra99BUtybvC6RFHtb49AUzVf8sEAQfFrZnPAvUM7+6EXxQ1qo3U9+VCETq93BtlYPsVXhZ8Nxr5P/TOVmZKrwrj2X8f+CYwWZUQAs/VHkdi4GyFAEpKqDhOQiBnA2RhadgiyhAIdROjXIIae79HP6Ou8H1rWE9MGQkBkxwaSKb8okqIFRINotRo3kLgY1tY8ZHDgmBg937KKoRSFN4qEVXY+c5yzxRFJApjA5HADqiANc5asj0PgseBBrIonoB9QQrOqC9Axo4oj5hX4XA63VjVtars2CnME8ypchSkSppgN5IWwDIACYPBEAkAhaCl9scN+QZHVDdgOYLSBCc+fQ/zPj0X8POAoUNbRQg5fag3G2nBRQRgIy8SQu3A2mAHgXuTrooXRXC/1nPRMmt7jgQAbf2H136xESb3gCKiBCYDq9BDyClCvQh02Sy3eCfNdjFVdQxsN1qL9sZIPJpPQKwkfJ7qF1VNSmEpU9GKTulTVIZL/L//giASARcj6YDIgLAiSiBroMPEomBne3NtigIBIFLkwk1S2B5zZjRYWNGhngPrUUALNls1Z8wE+BktAcgzWwPiv88FACIAPDCGAwPt4eLTLwrCuIiQ70WPZhIW/Y0IEfLdtg5YOG51Jd+LHDbsL1CAJwkYoPPks4J77+CAgARAF6LAnUdGBN1G6wW2nGg+QE764FOISVg52E4kF4AKGKkoVWIgMNR6H/12VJqAU0EwA6FPTYkAgzdAeCrsQgeQHHHwekLH4fdBkUUFsadAts7vCc2BIANtOteXi687/lrs52NOpsyDQKrpACIRMBc8PJFcDV4K8BnMRB2G0SDifJuO1T/uiYJMjzIDQEg71aGbsezrZZZev3a8qn1v7aMf1UKLdN2SjgtACIRsBiJgLt8VMBn9FDSYCJFBTSDIG8hoOFBa5u8D4kNS7+9eopYBMjw7Vd0iIOM1/rzZ6bZ+DU8B1tUKfyfdXrRifUj0bCgm/uPLml50D3D1EDwHOWAdSkfrIdfXnUCcRRgjAhpsgdif7rFQAfRe6+CNwnDcCjVYK2U56bwvkTPjjpnttudM1nd82z/K5kA6BACC4EIUDTgRnB9z9sDZRAC2lWgtiebXhAiIKMH4qBdARBHA/Te69K9oJSRttj5IgbiVMZOZOQV0YhD+UW0yA4OcWNbs7mu/mCBEKhHImCWtwnKgEKia0+XcntoDtcQAT17stGchVwevv0DYTi73WEyYvr7+3Npb+s04Hsdf+7897vRkCznDFZwZmc+/Vtl7sfl3xu91E1c/eCb3tYBO7uBvO/K40bwonbBHyMhMMPjCXxGHt/EhY/DkHA7N5ztLAEiAb2jOgDVl+WRtm/vD1gx5pARwqofGeiIEHRb+NZpxDtplaQgcbBi4f+sJ5N6M0IkEAIzCAEoUzRgZenPXEYPEwnoXThRTOkm2uWhqyq8/Mfjrv/fwPvv2Z5700uh+oDguhr8Udc8HwXwPRow+VHdjEydzcWg0SLYPUODTFd0Ffr/LT+HfPuBIyHwdfDHi8E1F1xN3kbwFQ0T0pbCrIcIyaNFBHT5jAmM/yn2LDhJlVIAeQyT8naagmoEommCEgI3DcOEwFePc2w8nCaYtXej/QG7e5x3N2jREuOVHXvmByK5rG2Uh5HHvhHvb3HNEAiuu8ElIXA1igoAeIUqwbMWAZoYuLLRfoWToW4C77/slErjRukBRQW0sUWvC7zF4I+H0x/WBWhgTFaoun11g7PuyuAMGHMKm+OQSK6WItvJIQVQ+lKXaJ7AteD6ytBBAJ6w9mzJbL1ezuz7y7CR5+4OCSaWLRWPxmtXactiPDyqSxoffBOmw6sbATgiKtCIUgRXOyIDdBGA2w+789PhAy+zh0vgXOzscs5dvRcj1AO4QNUmAPa4Q6KR5O+o1G0d1QvMdXQRqHhwkY8WuIi8nSxFAPUAXT43+ow5PYoIKJoBhgBZp7K3dEdk4ItIDNw2dBJAhUSAjD8DbxABfhh/KjIRANmKgVtRJ4EEwZxhvgBUQAQot01+u3sRMDnWnqwIORuq/uqZqh6LABPZKwTA+2JgUZ0EwUW9AFRCBCgKQCqge1QTMH6KaYFEALKlxzkAf0cA2BcDnfUCpAiglCKAVEDvaFzwFNGA/CIAg9U6aO0KyeVcubW6EgKdKQKGDUGhIiCL/QFKA9AV0ONzoa8dDUAIZE/VhgDltYoZAdC7GOgcNkRUAHJH+wOyGBa0ShQg2UO0vy0EzowH780whYLWn7n9A2bw1Gilfufd3iMAibrZuFWTC4FmR1RAaYIFTgXyQnMCbIsAtR1vbHO2aSIC2iGgQkFFBSQKlCro5ymbipGpM5X7nRNEACgCLFAMzEeDhthQCDlGAj60Xhy1uU1BoK2ogNICKhacigSB/qwJjBIFRAm6Q/f3qbPnqicAcqoBoI41A/YfXZoKXmaD67vgqnMikNm9Frjty78/sZozlBc7ygz8XNB2xrgIk02N71I7NRqtyq6eWlr58zfT2ljv5UvOfPBN744nAiB7MRALgcucBmRiRLa2zOvggWFzfag8VkLXOTwfIuPPLIa39Ndqoddfpbn/B3n1P/+vp89zYPwT2XIEQH5CYCZ4+d6wkAgyYCfwFiQCbKHwNetws/f+NY55D88/NPpDYxPBNV65gr/DePmPx738781AACQqlEAAFCMEFBG4xmmATbZWls3a0yWiAD68V61qzl6QoR8YrIW5ffX2q71Pf+7jRksj5hcCAXA1yd81yHHni9oI9YZFa4oVEZjlVMCK1z4xGT48bK0RVkcAUQD7yPBvtcr/eyqH32no8ey7Y3cnv5sDAVCcEGgEL9cDIXAbIQC2UGeAZojb2CQmI3VqiCiALZTvX90wplXCgUvy7LWuV0YeY5+OBAW9iTfaIgDcEQI/GmoEIO39FFjr8fPT1ooCiQJY8ur22sa/LJX+Gs4jD782Ph6+Vm1Ub6b3Sm9LgETikB8CwB0hsGDaqYEZhACkQXvTR/9y3ko9gKrTR/dZfJPW+L9e93++gsL5KtJTsd7AMH2imd0vvacAGgiA8gkBFQneMcwRgASoHqC1umq211ZSfR8ZLaUCNBsAesf3Yj8Ze4XzhwJPHy8/rwhAzzdMYgGArnecQAjciCICU5wG9HTv7O2ZZuPX1KkA1QCoIwB6Q1MV17f8+7kV0h86PRkaf6rz8yVhO+/FD75JJgIQAH6IgKkoGjDLaUAvbK+tmtWlP1J/H42xHSJe2DW+VfqriG9k8iyefsEkaeVNOgQofN85cveJFg9pA+EXhqVD0ANxzja1kGhxll2J9ajS3wfjr0I+LZSa/Oiimfrks3DpDsa/WBIUADbS/H0IAL+EwGK0dOimYeEQdMnYh9Phwz6VANhhSVA3xl/Ffq6P9VUxn+6Jqfpn4VZJCvpcEgD55f8RAP4KgbumvXlwntOAkz29fisb1baIAhz94N4zZnnd7TY/efunL3wcePz1sEiU/L577PQeAVhM8/dxB/grApQW+Dr449dpVSCUH4V3aymHsyAAjjb+8vxdnOmvyM/I1Nk33j4DetxFK4ATFOymGvuJAPBfCCgKoNqAOU4DjkNTAtMaOhbXHHhoO9rjH2/Uk+EfPXee3H45vX+xgABABMRFgooGUBsAh6Jcr7zBNLC29i0y+trm55Lxl+EP8/uffBYKAML8HgmAjfUkX5bqeU8bYNkeSu2WwXuGbYNw2P2RcjbAQGBPJpkJ8Kbgz5Wcf+zxK7cPfrLy52+m1aMISNMCSASgvNEARQJuchrw3v2RsiCQNIBbxr/T48f4+02r9wjAYur7h2MvrRBQp4BqAxqcBnQS9nvXkueEy7jNrhc03a9o46/ivjDHj+EvBbvJ8v+pn+0IgHKLgMVIBNAuCO+gjYGJBUCF6wCKnvD3xvDXP7PS2gneev/i7wgAOEkExCmB25wGxKgdLGlbYFUjADL8RRr/cGrfx3WK+0pIwgJAUgDQtRC4ZegSgA6SepDKge9WrA6gyK1+Emoa4KM+ftr5SioAthPdXA0EAPQiApQKuGqoC4AoCiCvMlEUoEJpAImdIrb6KdyvAr+JwPgzwKe8aADQXqv30NIH3xABgN5FQFwXsMhpQNIowE5F0gBFDfqJp/dR4Fd+Eub/F2z83QiAaoqAZhQJoDiw4iiknCQKsFOBFEARg360qEfb+TS9jzx/NUiY/28gACCVCIiKA+c4DaIASTzjss8D0FrfvGodFO7XqGYt6mE7HxGALvi7jb8bAYAQuI4IIAqQJAqwV+L1wCr4y6vbQUV+qu7XfAaoFknz/8ZSChcBAIgASBQFKGs7YF7tfvL6x6f/Ghb5Ud1fTbZXVxN93QffUAMAiAAoMApQxhSAihvzaPcbGpsIi/yGxsa5+SpMUf3/CABABECqKEDZBIB+HxX9Ze31q7VvfPoCRX6QNP+PAABEABQbBShTCiCPiv84109rH8Tef8KtnD8jAAARAIVHAcqCwv5ZVvzrXMn1Qyfba6tJv5QIAOQiApgTQBTgeC+mBFGAje3gYZzRZENtXVRfP4t74H0BsJLky5o2JgAiAKAbrhsmBhIFKPNDODD8GxmN+Q2X9wTGn75+OEjR7X8IAOgmChBPDGxwGtWKAtQqMHteIf8sKv7jQj8t76HQDw4VnquJw/8/W/2s81ZAFyKALYJEAQ7F10JAFfutZlD0p1G+2txHoR8cx9bKctIvXUAAQN4iQGGn65xEddD2ORmzspJF0Z9C/jL+hPzhOBT+391KFnqyNQAIAQC9igAVBN7mJKpDWUfTbmZQ9EfIH7olYe+/de8fAQC9ioBbhs6AyqAwtqrYy4S6FtYtFv0p369CP0L+0LUAcCT/jwCAJCgV0OAYqiMCykI87McWSpFonC8hf+j6HtzbS9r+RwQAnIgCxEWBUAFGps6W5nexWfTXbvGrE/KHnth6nbj4r2k7/48AgKQiQEWBNzmJCrzXgYFLsirYNRT2t9WxEOf7AXoWAI5U/yMAIK0IuJvVTQlucVwaYMCDJ4gK/lT4l14MDdDiB4lJU/1vMsj/IwAgLcwHqABqCTyqGLC/z/GHrqVhP3F//2AFBiRBRkI0efGfyKT4GgEAaaIAMv7MB6gAhw0Gkvc/OOD2zy3jnzbvr6mI9PdDWjaXXyb90sYH32RTeI0AgLQiYN7QGlh6FPaWCIgjAUODxpx23BnWkp+0eX/VP2iLH8V+kIbdra2ks/8z8/7FIG8NWEBRgJngmuIoyh0FCCMB66+MWXnq9M+qfv+0S37e/L4AxXn/4uesfi5kLdiIApAKqFQ4YNzpHy+c858y769Kf4w/WLkf1fufPP+v9r/MIgAIALAlAkgFVIWBmnICzv54yvvvJZzzT6U/2EaDf/b3EueiFrL82RAAYBPNBqAroAqMurknYKuVfM5/bPyp9AebbDZfpfnyBwgA8CUK0DAsDKoGQ6PtSIBDyOtPOuc/bvOj0h9souK/FL3/ItOoKgIAbIsADQha5CQqwJhbOfKkLX8Yf8jM+09X/Df/wTfZRlQRAJAFjAmuAqcmnYkCbCZs+YuNP21+YBsV/6WY/S8eZP0zctdDFlGAheBljpOoABMfFv4jKPS/kWDU79DYBMYfshOlzZdpv0XmRdXc+ZBlFICCwLKjlsChYovmkoT+NeBnfPoCxh8yI8Xin9D4Zx3+RwBAllEA3bw/cBIV4HRxm/GShP5l/NnmB1kb/xST/8SDPH5OBABkKQJuBS8NTqLkqA5gPP+CQHn9vYb+Mf6QizBN1/oXRgAQAFAGmBBYBdQRMDiS61/Za+gf4w95sLOxnrb1by6P8D8CAPKIAiyYjKdZgSNMBsa1L5/1gJr138vAH4w/5MXGy+dpv8WDvH5WBAAQBQA7DA4bM3E+N+8f4w8uev+t4EpBprP/EQBQRBSgYWgLrAaaDTB6NtO/QuN+d7uc9Y/xB8+8/1yfkwgAyAvaAquCogAZLQtSzr/bcb8Yf/DM+xe5dk4hACCvKABtgVVC9QAZFAVutror/MP4g4fe/+IH3+TbNYUAgDxFwC1DW2BF3uzg0XL2Y6siQIZ/s4u2P4w/4P0jAMBN2BaICEiEqv5P8v4x/uCp968I6XzePzcCAPKOAswZ2gKrJwJUHJj2IbuN8YfSev/zefX+IwCAKADkKwI0LjjFtEBV/e/tYfyhlN5/Yc9EBAAUEQVQBGCek6gYmhZ45uNEK4SPG/pTOzWK8YdC0Mx/C97/Qt7FfwgAKJqbHEEF0ebAc5+1owEWpgbK+I9P/5VzBZ+9/8K6o/p4C6Eo9h9duhO83OAkqnoD7BmzuWLM+itjdo4Z7RcIha2+UbO2vPL2X/UPmJGpM+bU2XOcIxRm/C0IgEbg/V8s6ncY5G2EAlHeaza4pjiKCqLaABUH6pIYaAUioNURTu2vBS7+SDhieFj/PNJesSrjr5x/Xz8BTChKu+7Z2PhXqPdPBABciAIoAnCHkwAAX1h7tmS2Xi+n/Taq+r9YRPX/G43NWwmFKtArj+8ahgMBgCfsbm3ZMP6h91+k8UcAgCuwLRAAvGD9+VNb3+pu0b8LAgBciAIsGNoCAcBxlPe30PYn5or2/hEA4BK0BQKAs6jwz1Lbn3BiGBoCAFyJAjQMEwIBwFHWni4FImDXlvffQAAAvAsFgQDgHNtrq8G1UirvHwEArkUBlBMjFQAAzqDQv7x/Szjj/SMAwEURoGLABU4CAFzAYujfKe8fAQCuorbAJscAAEViOfTvlPePAABXowD6kPzASQBAUVgO/TeNg0XOCABwVQTcCl4WOQkAKALLof8fXPP+EQDgOhQEAkDuaOCPxdC/vP+7Lv6eCABwOQqw4OoHBwDKiWb9Wxz4I267MPXv0Gcsbze4zP6jS1oV/Etw1TkNAMj0ebO3Z17/+VsgAjZtfctGYPwvuvr7EgEA16MAUs4sCwKAzNGiH4vGXzidxkQAgA8iYMGQCgCADNlaWba15jdmIfD+nV5yhgAAX1ALTYNjAADbKO9vseUvxvnIJQIAfIkCKBXwNScBADZR3n/lX3/Y/rZ3XWz7QwCAzyJg0bAxEAAssrr0h9lrtWx+y4Yvzym6AMA/xf7okroCLnMSAJCGtWdLtvP+4mvXc/9EAMBnlApgVwAAJCaDoj8x74vxRwCAl0S7AmgNBIBE7GysZ1H05906cwQA+CoCpLJpDQSAnlDF/8rSn1l869s+FP698xzldgCfoR4AALp+XuztmWbjV5tLfmLU83/Vt/MgAgC+Qz0AAHRl/DXmNwPj7+20UgQAeE1UD8B8AAA40fhbHvMb413oHwEAZRIBC4bVwQBwBOr1z8j4K/TvbS0SAgDKIgL0IZzjJACgE/X6tzbWs/jW3i8qowgQSgVFgQDQafwz6PWP+dqnnn8iAFAFVInb4BgAMP4ZGv85340/AgBKR8fSIDoDADD+WaCdJKWoOSIFAKVk/9ElpQEeBtcUpwGA8beEHIurgfe/WIazIgIAZY0ElEalA4ATxl/cLIvxJwIAVYgEzAYv9zgJgBJ/zrPt849R3r9UO0gQAIAIAACM//EsBsb/i7KdHSkAKD19Vx7PGRYHAZSOvZ1WHsY/zPuX8tnILQQVigQoCjDLSQD4j7b6ZTTb/yBflCnvTwQAqhoJuN5aW53TgwMA/GV7bTUv43+9rMafCABUklf/Z/De6F/+bXZobJzDAPCMzeYrs/78aR5/1d3A+Je6kwgBAJXkxX3z08jU2Wunzp4zff0EwgB8IIc2v5j5wPiXfssoTz6oKtc3my8X2wVEpAQAXEaV/su/N/Iy/gr5X6/CuRIBgCpHATQlUNMCL4+e+9CMTJ3hUAAcI8diP9Ew7aK/SowSRwAAIiASAbVTo2bsw2nTP1jjYAAcIMd8vyjVmF8EAECPIqCvf8CoLoBoAEBxKOS/9nTJbK+tYPwRAAD5iQD9M9EAgGJQyH/lX3+YvVYrz7/2i6oZfwQAwPsi4I7pGBakaIAuAMiejZfPwytn1Os/V8XzRgAAvC8E3pkYODA8YsbOnTeDp0Y5HIAM0EhfhfxbG+sYfwQAgFsiQAyfnjTqFmBuAIA9NNVPxj+nKn+MPwIAoCsRcMO0UwJvPzD9A2b0L+fN8MQkBwSQggIK/TD+CACAnkSAogDvrRImLQCQnK2VZbP+v8+K8Pox/ggAgJ5EwEzw8lNwTR38b0oLqEiQbgGAkykw14/xRwAAJBYBlyMRUH/vQ9Q/EM4NGJk6S30AwBGoul+DfQry+jH+CACAVCLgnVkBB+mv1cJoAPUBAG/ZCbz91WdLeff1d1LJIT8IAIBshMB7HQIHhYC6BVg3DFVG4X7l+Qsq8sP4IwAAMhMB73UIHETTBBURoFAQqoSq+zebL4sO94tGcH2N8UcAAGQhAmbMEcWBCAGoIqruV66/wHB/zGLk+Td5VxAAAFmJgHokAi6f9P8iBKCsOJDn72TetAv+MP4IAIBchMCxdQEIASir4ZfHX2Bb30HuBob/Ju8MAgAgbxEgAaC6gCmEAGD4c4c2PwQAQKEiQKkARQMud/s1EgJDpydpHwQMfzKo9EcAADgjAt5bK9wN8RyBobEJBgoBhr87KPZDAAA4KQSuRdGAqZ4+lNFkQY0ZZsQwFImq+rdfL7to+MVcYPiv8y4hAABcFQH1SATMJPn64Sg1QJ0A5G34HWnnOwx5+zfJ9yMAAHwRAreCl++Tfr22DyoqQHoAskKT+7YCb9+BAT7HoZD/dfL9CAAA30RAzwWC731g+wfM0Pi4GZk8G4iCYQ4VUqP8vjx+GX/HmYs8f/L9CACAakYDiApAWjSuVzP65e3vbm26/uM2I69/nncOAQBANOAAqhWoBUKABURwHLtbW2Zz+aXZXl11OczfyUJk/Bu8ewgAAKIBx6BWQkUEVDhIigBib1/hfYX5PfD2O73+24Hhv8s7iAAAKLMIqJsUnQKIATgMGfxW4OkXvI4Xrx8BAABdCIFZ08MoYcQAHGR7bdW0AoPvUYgfrx8BAACRCEg0RTCJGFC9APMFMPp4/QgAAHBLCMyYdm3ATKYPgP6BcBdBbXycbgJPiCv4Fd7XhD6PjX7s9VPhjwAAgEOEwKzJKC1wGGotDJcTER1wClXvy+jL2/eokO8kFOq/TV8/AgAAjhYBMv43jMVugW6RGJAQiF8hHzSVT959Sbz8gyyY9kAfpvkhAACgSyFQj0TAbFE/QywE4kgBKQN7Hr4M/e72Zvjq6Az+tDQij3+OdxwBAADJhMCMyaE+oBtUUCghMDA0YgaHh4kSdIFy+KGx39oMx/DuBMa/ZB7+QRTi/yG47hLuRwAAQMmEQCeKDgwM1sJ2Q4kDiYSqrjWWZ7+703pj7PXnknr3RyFvn/n9CAAAyEgIzEZCoO7yz9lOGQyEwkCioC0SRrxPI8ijl4GPjXun0a8w85Hhb/AJRQAAAELg2KhBfyAEYkEgoTAYDSwqMoIQG/fQm48MfOe/Uygf3mHBtPP8CxwFAgAAihEC3xlLi4acemB1CINO8ZAmirBzwIhXMEyP4UcAAEDJhMCMcbBGADD8gAAAgPyEgCIC1zgNsMRccP2I4UcAAIAfQqAeRQQkBKY4EUho+G9T3IcAAAA/hYCM/2wUFahzInACMvY/Gvr4EQAAUCoxoGjAt4b0ALzPgmmH+ec4CgQAAJRXCNSjqMC3RAUqjTx89fD/wKx+BAAAVDMq8JUpcOcA5I6Mvcb1zhPmRwAAAEJAtQISA6WcKQBhbj/29hscBwIAAOAwMVCPxMC3iAGviUP8tPABAgAAEAMVMfoPAqM/z3EAAgAAbIqBLw2dBC7RiIz+zxh9QAAAQNZiQDUDM6ZdQKjXOqeSKyrkU7/+AhX8gAAAgCIFweVICHwZvTJ90L6XvxBcDyKjT/U+IAAAAEFQUg9f18+RwW9wJIAAAABfBcHlSBDEf4Y2zQ5jv4iHDwgAACi7KJiJhMDnpl1DMFOBX7sRXbGxX8S7BwQAACAK2p0GsRj4JPqzRIJvKYTFyLP/OTb69OIDAgAAIHnEwHRECr6MXmPRkLdxN5GB7/x3i4TvAQEAAJC/SOiMFkyZ5LUGnUbeYNgBAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAKBA/r8AAwCgckjhg8VXOQAAAABJRU5ErkJggg==",
"path": "emoji_u1f90f.png"
} | Generate code for a svg of a pinching hand | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M118.88,43.13c-6.13-13.22-24.44-24.9-45.03-31.8C58.49,6.18,55.82,16.4,55.82,16.4l-1.33,5.91 c-4.78,0.33-9.71,0.99-14.89,2.08C28.14,26.81,9.51,38.58,4.38,43.88c-2.65,2.74-0.89,8.92,6.76,9.5c8.91,0.67,19.1-5.56,28.65-8.4 c3.47-1.03,7.41-1.73,11.32-2.19c0,0-0.33,3.18,1.27,5.55s5.54,2.71,5.54,2.71c4.83,10.88-5.6,14.92-11.92,14.92 c-6.4,0-17.56-9.26-29.66-9.26c-5.12,0-11.4,1.72-10.57,9.39c0.44,4.1,9.17,6.64,9.17,6.64c22.69,7.67,21.1,16.01,29.06,26.49 c10.98,14.46,34.14,21.3,53.24,13.03c8.4-3.64,18.38-11.78,23.16-21.25C127.07,77.75,125.1,56.53,118.88,43.13z" style="fill:#FFCA28;"/>
<path d="M82.02,67.6c-0.22-0.79-1.33-2.48-1.97-2.99c-0.73-0.58-5.66,1.7-11.05-2.58 c-3.65-2.91-4.01-8.95-5.05-9.18c-0.61-0.14-4.63-0.9-5.61-1.11c3.47,9.57-4.97,13.67-10.75,14.15c0.14,0.14,12.73,5.13,15.43,8.61 c2.9,3.74,2.83,8.91,4.65,13.28c0.98,2.35,3.52,5.57,6.05,5.3c1.64-0.17,2.71-1.57,3.81-2.79c3.84-4.23,7.92-9.27,11.75-13.5 c0.96-1.06,1.93-2.13,2.65-3.37C87.82,74.43,83.15,71.69,82.02,67.6z" style="fill:#FFB300;"/>
<g>
<path d="M69.71,25.08c1.67-1.4,4.28-1.45,7.68-1.21c9.28,0.66,24.22,5.46,24.22,5.46l-0.87-1.13 c-0.1-0.13-2.47-3.13-10.96-5.76C86.1,21.3,82,20.49,78.13,19.8c-4.59-0.83-8.42-0.1-11.07,2.11c-2.51,2.09-3.83,5.39-3.83,9.52 c0,0-0.01,21.72,0.72,25.31c0.77,3.76,3.32,7.13,6.84,9.01c1.3,0.7,6.84,1.84,12.07-0.5c0,0-2.03-4.35-2.2-4.29 c-2.29,0.9-4.84,0.98-7.28,0.68c-4.9-0.6-5.79-8.04-5.87-11.49l-0.15-18.71C67.37,29.42,67.78,26.7,69.71,25.08z" style="fill:#EDA600;"/>
<path d="M54.84,15.11c-1.05,1.83-3.4,11.21-3.65,12.27c-0.25,1.06-2.67,12.43-2.74,14.26 c-0.24,6.63,4.17,11.91,10.5,12.56l8.42,0.81l-0.02-0.57c-0.05-1.52-0.29-3.03-0.71-4.49l-0.11-0.38c0,0-7.81,1.21-11.62-1.54 c-1.78-1.28-2.4-3.81-2.31-6.23c0.05-1.42,2.8-15.12,3.27-17.07c1.81-7.58,2.8-9.75,4.32-11.63C61.5,11.49,64.1,10,64.1,10 s-2.3,0.27-4.48,1.19C57.7,11.98,55.89,13.29,54.84,15.11z" style="fill:#EDA600;"/>
<path d="M108.32,60.05c-2.02-1.62-8.6-6.59-9.79-6.52c-0.57,0.03-1.07,0.32-1.5,0.86 c-0.17,0.21-2.18,6.39-2.18,6.39s3.9-0.93,6.82,1.9c1.33,1.29,2.3,2.86,2.3,4.73c0,2.67-3.29,2.82-3.29,2.82 c-5.71,0.63-14.34,1.58-15.53-1.41c-2.27-5.71-2.71-13.63-3.07-20c-0.28-4.92,2.92-7.6,7.93-8.61c5.42-1.09,20.59-1.46,20.59-1.46 l-1.2-0.66c-5.49-3.03-11.19-2.62-17.23-2.18c-0.8,0.06-1.61,0.12-2.42,0.17c-7.36,0.45-12.21,5.79-11.81,12.98 c0.25,4.48,0.8,8.94,1.59,13.35c0.39,2.17,1.53,7.63,1.71,8.16c0.5,1.48,1.58,2.78,2.94,3.54c1.45,0.82,3.08,0.97,4.69,1.24 c-0.46,0.06-3.2,2.52-3.92,3.14c-1.45,1.25-8.83,9.95-10.16,13.51c-0.01,0.04-0.03,0.07-0.04,0.11c-0.08,0.22-0.16,0.47-0.07,0.69 c0.25,0.59,1.14,0.18,1.57-0.29c7.36-7.86,16.5-14.76,27.15-16.38c0.86-0.13,1.78-0.24,2.48-0.76c0.77-0.57,0.68-1.38,0.84-2.23 c1.41-7.86,2.5-8.97,2.91-10.41C110.01,61.39,109.2,60.76,108.32,60.05z" style="fill:#EDA600;"/>
<path d="M62.29,71.09c-3.23-3.51-7.29-5.37-11.74-5.37c-0.16,0-5.21,0.71-11.98-1.97 c-0.14,0.5,1.27,2.74,8.38,4.31c4.07,0.9,7.68,0.43,13.94,7.99c2.25,2.71,4.65,7.63,5.74,10.44c0.11,0.29,0.37,0.47,0.67,0.47 c0.03,0,0.07,0,0.1-0.01c0.35-0.05,0.62-0.34,0.65-0.7C68.42,82.23,66.57,75.73,62.29,71.09z" style="fill:#EDA600;"/>
<path d="M80.34,118.12c-20.92-0.85-33.17-15.25-33.17-15.25s24.64,19.93,53.19,4.98 c28.19-14.76,22.5-52.34,18.51-64.73c0,0,3.12,4.59,4.73,12.62c1.07,5.34,6.58,40.88-20.77,56.46 C95.1,116.61,87.34,118.12,80.34,118.12z" style="fill:#EDA600;"/>
<path d="M37.34,42.36c8.73-2.41,13.3-1.85,13.3-1.85l-0.86,4.09c0,0-5.8-0.6-15.57,2.74 c-5.3,1.82-8.86,3.49-13.57,4.75C18.07,52.79,30.89,44.14,37.34,42.36z" style="fill:#EDA600;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green asparagus bundled together on a table. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8f5e2" d="M0 0h96v96H0z"/><path fill="#84cc32" d="M47 17q-4 5 0 6v4l-1-2-2 2-1-7 2-5z"/><path fill="#64b033" d="M54 31q0-2-2-2v-7q1-3 4-3 1 6-2 12"/><path fill="#57a736" d="M37 30q-2-3-2 0-5-4-2-9 4 3 4 9"/><path fill="#408d24" d="m37 30 4 9 2 5q-2-3-2 0z"/><path fill="#2a6516" d="M46 39v7l-1 3q-2-10-1-19z"/><path fill="#badc9a" d="M51 39v11h-2v-5z"/><path fill="#226215" d="M43 44v10l-2-10q0-3 2 0"/><path fill="#65cc1b" d="M49 41v9l-1 15-2-19V30z"/><path fill="#55ad25" d="m47 17 3 12q-2 5-1 12l-3-11v9l-2-9q-1 9 1 19l1-3 2 19 1-15h2v3l-2 15-6-14V44l-2-5V21l2-1 1 7 2-2 1 2v-4q-4-1 0-6"/><path fill="#62be27" d="M52 29q2 0 2 2-1 17 1 35l7 14h-2q-6-9-8-19l-1-8V39z"/><path fill="#337e1b" d="m51 53 1 8q-3 3 0 7-1 3 1 8l-2 3h-1l2-3-3-8z"/><path fill="#65c226" d="m37 30 4 14 2 10 6 14 3 8-2 3q-2 3-1 7l-5-1 1-10-10-45q0-3 2 0"/><path fill="#58aa2d" d="m40 54 5 21q-2 4-2 10l-9-4 5-9z"/><path fill="#6bce2a" d="M53 76q-2-5-1-8v-2l6 14-2 2z"/><path fill="#2f5a22" d="m45 75-1 10h-1q0-6 2-10"/><path fill="#47a022" d="M52 61q2 10 8 19-2 0-1 3-8 4-8-4l2-3 3 6 2-2-6-14v2q-3-4 0-7"/><path fill="#357032" d="M60 80h2q0 3-3 3-1-3 1-3"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow gymnastics ribbons twirling in the 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="#f7f0cb" d="M0 0h96v96H0z"/><path fill="#fdec63" d="M16 23q1-1 4 1l-2 1z"/><path fill="#f7ca36" d="M83 27q-4 0-5-2l4-1 11 2-1 3q-4-4-9-2"/><path fill="#f7d85d" d="M39 29h-1l3 2z"/><path fill="#f7de58" d="M78 25q1 2 5 2-4 3-6 8 3-14-4-3h-3z"/><path fill="#f8d946" d="m39 29 9 3q9-3 19 0l10 12q-4 0-7-3l-18-2q-3 0-4 2h-1l-1-2 4-2-9-6-3-2z"/><path fill="#f7f0c0" d="M52 33q9-3 16 5h-9l-6-2q-2-1-1-3"/><path fill="#f9e059" d="M39 36q11 0 0 2l-5 4q0-4 5-6"/><path fill="#fbf28c" d="m47 41 11 13v4z"/><path fill="#f5e37b" d="M90 47v2l-7 1z"/><path fill="#f5d853" d="M21 50q1-1 4 1l-2 1z"/><path fill="#f2cb41" d="M31 50q3-1 6 2-4 1-6-2"/><path fill="#f6e169" d="m47 56-1 1-5-2q3-3 7-1z"/><path fill="#f6e064" d="M76 55v-1q0-3 3-2z"/><path fill="#fbf1ab" d="m76 54-8 5-4-2q6 0 12-4"/><path fill="#fbf39e" d="M47 56q5 5 13 6-9 1-14-5z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a toy soldier standing on a dresser. | <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="#f3ede1" d="M0 0h96v96H0z"/><path fill="#dba484" d="M51 25h-7q0-6 6-3z"/><path fill="#6d5958" d="M44 25h7l-1 4-1-3z"/><path fill="#afa196" d="M44 26h5l-3 2q-3 2 0 3v1q-2-1-2 1l-2-1q-1-3 1-1z"/><path fill="#484549" d="m46 28 1 3h-1q-3-1 0-3"/><path fill="#e5d6b7" d="m46 31 5 2-2 5-4-2z"/><path fill="#de9b6b" d="m42 32 2 1-1 2q-6 0-1-3"/><path fill="#575058" d="M46 32v4l-2 2-1-3 1-2q0-2 2-1"/><path fill="#7b7271" d="m52 33 3 7q-1 3-3 0v5h-6l-2 3h-2q0-3 3-3l2-4 1 3 3-1-1-5z"/><path fill="#cca582" d="m46 36 4 2 1 5-3 1-1-3-2 4-3-1v-6h2z"/><path fill="#5f565b" d="M42 38v6q-1-1-3 1v-7q2-3 3 0"/><path fill="#dea47b" d="M42 48h2l1 3-1 2-3-2z"/><path fill="#dbbfa1" d="M51 51q0 2 2 3l-6-3v-3h4z"/><path fill="#ab8676" d="M51 51q10-3 16 6l-14-1v-2q-2-1-2-3"/><path fill="#9b786c" d="m41 51 3 2 1-2h1l1 6h-5l-2-5v4q-6-1-9 1h-1q2-9 11-6"/><path fill="#7d615b" d="m46 51 6 3v2l14 1 1 1H31v-1q3-2 9-1v-4l2 5h5z"/><path fill="#a58579" d="M31 58h29l-26 1q-1 3 1 6l1-4q14-1 27 1l-3 1q2 3 6 3l-33 2 34 1-7 2 2 2-4 1 2 3q-15-1-29 1z"/><path fill="#645b63" d="M30 57v20l4 2-6 2q-3-5 0-8z"/><path fill="#98796e" d="M60 58h8q-1 11 1 23h-4v-3q-3-2-5-1l-2-3 4-1-2-2 7-2-34-1 33-2q-4 0-6-3l3-1q-13-2-27-1l-1 4q-2-3-1-6z"/><path fill="#785b59" d="M60 77q2-1 5 1l-30 2-4-2q14-2 29-1"/><path fill="#62585f" d="M36 79q14-2 29-1v3l-4-2z"/><path fill="#b7a79d" d="M36 79v3h-7l6-2z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a vector illustration of a brain icon, delineated in black and white, showcasing two distinct sections. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.1.1, 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 0 205.362 205.362" style="enable-background:new 0 0 205.362 205.362;" xml:space="preserve">
<g>
<g>
<path style="fill:#010002;" d="M74.159,56.431c1.421,11.116-13.915,24.293-19.949,28.427l3.429,5.01
c1.013-0.691,24.737-17.139,22.536-34.214L74.159,56.431z"/>
<path style="fill:#010002;" d="M189.642,118.081c8.085-26.72-17.264-66.062-18.345-67.73l-0.605-0.92l-1.056-0.322
c-13.106-4.026-18.277-6.646-20.281-7.984c1.324-0.376,3.264-0.705,5.043-0.82l2.53-0.157l0.304-2.516
c1.367-11.574-0.83-20.7-6.542-27.124C144.494,3.536,134.52,0,121.064,0c-8.353,0-15.568,1.392-18.385,2.015
C99.866,1.392,92.644,0,84.302,0C70.838,0,60.871,3.536,54.672,10.508c-5.712,6.424-7.909,15.547-6.542,27.124l0.301,2.516
l2.523,0.157c1.779,0.115,3.729,0.444,5.057,0.82c-2.004,1.342-7.179,3.958-20.296,7.984l-1.045,0.322l-0.605,0.92
c-1.088,1.664-26.437,41.01-18.342,67.73c2.144,7.072,6.403,12.612,12.698,16.556c-4.699,3.264-11.037,9.241-11.481,17.923
c-0.601,11.953,10.314,24.508,32.453,37.324c2.219,1.84,19.172,15.479,34.747,15.479c5.787,0,13.181-1.943,18.538-10.15
c5.365,8.206,12.759,10.15,18.546,10.15c15.575,0,32.528-13.643,34.736-15.479c22.139-12.816,33.054-25.37,32.449-37.324
c-0.429-8.682-6.778-14.659-11.477-17.923C183.228,130.692,187.494,125.149,189.642,118.081z M84.137,199.288
c-9.87-0.004-21.019-6.886-26.891-11.073c7.598-3.93,23.012-13.027,23.86-22.611l-6.045-0.533
c-0.548,6.224-14.237,14.809-23.356,19.122c-19.218-11.255-29.153-22.064-28.702-31.304c0.476-9.878,12.794-15.589,12.923-15.643
l6.295-2.834l-0.419-0.186c7.995-3.74,20.281-8.11,27.321-5.204c2.588,1.074,4.266,3.114,5.107,6.249l5.862-1.582
c-1.346-5.003-4.266-8.46-8.654-10.275c-11.9-4.917-31.419,4.735-36.862,7.659c-6.725-3.232-11.016-8.052-13.052-14.745
c-6.65-21.931,13.353-55.773,17.053-61.746c21.069-6.553,25.048-10.386,24.572-14.408c-0.433-3.611-4.817-5.103-9.226-5.687
c-0.612-8.6,1.152-15.3,5.282-19.938c6.216-7.007,17.082-8.471,25.091-8.471c6.038,0,11.51,0.805,14.841,1.424v180.431
l0.183,0.515c0.021,0.043,0.032,0.079,0.054,0.118C96.08,195.745,91.102,199.288,84.137,199.288z M170.778,131.061
c-5.443-2.913-24.952-12.562-36.862-7.652c-4.398,1.814-7.304,5.272-8.654,10.275l5.855,1.582c0.848-3.135,2.52-5.171,5.107-6.249
c7.029-2.906,19.326,1.464,27.335,5.204l-0.387,0.175l6.263,2.845c0.118,0.054,12.447,5.766,12.92,15.643
c0.444,9.173-9.355,19.902-28.302,31.064c-9.108-4.384-22.296-12.773-22.84-18.878l-6.045,0.533
c0.83,9.369,15.564,18.27,23.327,22.336c-5.755,4.148-17.182,11.349-27.267,11.349c-6.961,0-11.953-3.55-15.242-10.733
c0.011-0.039,0.032-0.075,0.047-0.118l0.193-0.515V7.494c3.321-0.619,8.808-1.424,14.841-1.424c8.006,0,18.868,1.467,25.091,8.471
c4.126,4.638,5.891,11.338,5.282,19.938c-4.409,0.583-8.797,2.076-9.226,5.687c-0.476,4.026,3.504,7.856,24.572,14.408
c3.686,5.97,23.688,39.815,17.042,61.746C181.793,123.016,177.491,127.833,170.778,131.061z"/>
<path style="fill:#010002;" d="M131.203,56.431l-6.023-0.777c-2.187,17.075,21.534,33.523,22.547,34.214l3.429-5.01
C145.117,80.725,129.767,67.547,131.203,56.431z"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "4c40a799d50984d6236f8868d98caffcc7a9ae381177bfe9e469c032a2fe2c02.png"
} | Generate code for a svg of a a black and white image of a black and white image of a black and white image of a | <svg width="100%" height="100%" viewBox="0 0 128 128" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xml:space="preserve" xmlns:serif="http://www.serif.com/" style="fill-rule:evenodd;clip-rule:evenodd;stroke-linejoin:round;stroke-miterlimit:1.41421;"><rect id="share" x="0" y="0" width="128" height="128" style="fill:none;"/><clipPath id="_clip1"><rect id="share1" serif:id="share" x="0" y="0" width="128" height="128"/></clipPath><g clip-path="url(#_clip1)"><path d="M80.19,31.379c-0.123,-0.773 -0.187,-1.566 -0.187,-2.373c0,-8.279 6.721,-15 15,-15c8.278,0 15,6.721 15,15c0,8.278 -6.722,15 -15,15c-4.232,0 -8.056,-1.756 -10.784,-4.579l-37.417,18.704c0.769,1.805 1.195,3.79 1.195,5.875c0,2.081 -0.425,4.064 -1.192,5.866l37.414,18.706c2.728,-2.822 6.553,-4.578 10.784,-4.578c8.278,0 15,6.721 15,15c0,8.279 -6.722,15 -15,15c-8.279,0 -15,-6.721 -15,-15c0,-0.808 0.064,-1.601 0.187,-2.375l-39.495,-19.746c-2.251,1.35 -4.884,2.127 -7.698,2.127c-8.278,0 -15,-6.722 -15,-15c0,-8.279 6.722,-15 15,-15c2.81,0 5.44,0.774 7.69,2.12l39.503,-19.747Z"/></g></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a winding mountain path covered in mist. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfc" d="M0 0h96v96H83l-3-5q-10-4-15-13l-7-3-12-5-1-2 10-3 4-1v-1l-6 2-31 3q-5 2-9 6-7 1-13 5z"/><path fill="#989ba0" d="M55 65h-2l6-2v1z"/><path fill="#51575e" d="M53 65h2l-10 3q-3-1-5 1-3-2-6-1z"/><path fill="#282f36" d="M34 68q3-1 6 1-6 0-1 3l13 6q-13 3-24 9-6 2-6 9H0V79q6-4 13-5 4-4 9-6z"/><path fill="#7b8084" d="m46 70 12 5v1l-13-5z"/><path fill="#2a3138" d="M58 76v-1l7 3q5 9 15 13l3 5H36q-5-4 1-7 9-5 21-8 3-3 0-5"/><path fill="#d6d7d7" d="m45 68 1 2-1 1 13 5q3 2 0 5-12 3-21 8-6 3-1 7H22q0-7 6-9 11-6 24-9l-13-6q-5-3 1-3 2-2 5-1"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green handbags hanging from silver hooks in the store. | <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="#d1f79a" d="M10 0h38l-1 18q-2 0-1 2-3 2-3 6-3 0-3 2-5 6-5 14v4q-3 9-2 19v6l28-3 2-2h10l1 9 1 2h7q-2 0-2 3-3 0-3 3l-1-2-6 1-2-5q-4 2-1 5l-3 3q-3-3 0-4-6 0-9-3l-2 1-4-2q3-2 7-2l-3-3h-5l-4 6-6-2h-5l-4-5 1-5V55l-11-3-5 1 14-6q4 0 5-5l-7-25q-2-3-4-2L21 3l-1 11q-5-1-8 4l-4 6v4l-2 1q-2-3-4-2 0-6 3-10l8-13h-3z"/><path fill="#d1f89b" d="M49 0h25l-1 14q-7 5-7 14h-4l-2 1-5-2q-2-6-5-9-2-9-1-18"/><path fill="#d5f89e" d="M75 0h21v51q-9 7-13 19l-4 1v-2q2-7 7-13 1-9 7-13-1-3-2 0l-1-14-1-1h-1q-3-2-4-1l-1-3q-2-8-8-11z"/><path fill="#98b587" d="m26 17-1 4-2-4h-3v-3l1-11 1 12q2-1 4 2"/><path fill="#5bbb57" d="M75 13q6 3 8 11l-1 1q-1-8-7-10z"/><path fill="#ccf79c" d="M75 15q6 2 7 10l-3 3h-4z"/><path fill="#9dc188" d="M74 0v28h-1l-1-13v-1z"/><path fill="#90bf7c" d="M48 0q-1 9 1 18-2 4-1 10h-5l-1 6-1-1q-1-3 1-4-1-2-3-1 0-2 3-2 0-4 3-6l-1 7h3l-1-9z"/><path fill="#ddf3b6" d="m47 18 1 9h-3l1-7q-1-2 1-2"/><path fill="#47a557" d="M20 14v3q-8 6 4 6l-1-6 2 4 1-4 1 6-10 1q-2 1-1 4H8v-4l4-6q3-5 8-4"/><path fill="#cee8a0" d="M16 16h2l-5 7-1-1q1-4 4-6"/><path fill="#b7ea98" d="M20 17h3l1 6q-12 0-4-6"/><path fill="#d1f5a2" d="m73 15 1 13-7-1q2-7 6-12"/><path fill="#8ace73" d="M50 18q3 3 5 9l5 2h-6l-1-1q-4-16-3 0h-1q-1-6 1-10"/><path fill="#d8f4aa" d="M53 28h-3q-1-16 3 0"/><path fill="#3a8859" d="M62 28h4q2 3 1 8-2-3-4-2v-5q-2 3-1-1"/><path fill="#83c579" d="m83 24 1 3q1-1 4 1h-3v5h-1q-2-3-1-5h-4l3-3z"/><path fill="#21914b" d="M49 28h1l-5 13-3-7 1-6z"/><path fill="#378b58" d="M54 29h6q0 5 2 9v1q-2 0-2 3h-1q-2-3-5-2-1-4 2-6-3-2-2-4z"/><path fill="#2bab50" d="m27 23 2 1-1 11-1-1q-3 3-7 2l-4-8q-1-3 1-4z"/><path fill="#2e994e" d="m88 28-3 1q3 6 2 13-2-3-1-5 0-2-2-2v-7z"/><path fill="#243e36" d="M54 30q-1 2 2 4-3 2-2 6l-3 1q0-6 3-11"/><path fill="#44b463" d="M62 28q-1 4 1 1v5l-1 4q-2-4-2-9z"/><path fill="#a5c18f" d="M85 35q2 0 2 2h-1l-2-2z"/><path fill="#488f5f" d="M40 28q2-1 3 1-2 1-1 4l-1 1 2 2q-9 6 3 6h2-11v5l-2-5q0-8 5-14"/><path fill="#46775c" d="M63 34q2-1 4 2l-5 3v-1z"/><path fill="#6bdc5f" d="m16 28 4 8 4 11h4l-14 6-5-1 1-1-3-15-1-2v-5l2-1z"/><path fill="#46685c" d="M51 28h2l1 1v1q-3 5-3 11l-3 1h-2v-1z"/><path fill="#38b751" d="m29 24 4 18q-1 5-5 5h-4l-4-11q4 1 7-2l1 1z"/><path fill="#263031" d="m42 33 3 7v1q-12 0-3-6l-2-2z"/><path fill="#387551" d="M84 33v2h-1l2 2q-7 0-8 6l-2 3-1-1q-1-1 1-3h-5q8-1 10-9 1 5 3 0"/><path fill="#44bd5b" d="M89 28v14l-8 2-4-2q1-6 8-6h1q-1 2 1 5 1-7-2-13z"/><path fill="#38ad5e" d="M54 40q3-1 5 2l-1 3-6 4H39l-2-2v-5h11l3-1z"/><path fill="#445c55" d="m59 42-2 6v-4z"/><path fill="#37a45c" d="M73 14q-4 5-6 12l7 1h9q-1 2 1 5-2 5-3 0-2 8-10 9h5q-2 2-1 3L64 66h-1v-7q-1-6 1-10l-4-6v-1q0-3 2-3l5-3q1-5-1-8 0-9 7-14"/><path fill="#c4f193" d="m90 29 1 14q1-3 2 0-6 4-7 13-5 6-7 13l-4-2q-1-12 7-18l8-6z"/><path fill="#4bbf53" d="m6 34 1 2 3 15-1 1q-5-2-5-5z"/><path fill="#337d50" d="m60 43 4 6q-2 4-1 10l-5-9v-1z"/><path fill="#586d5b" d="m35 42 2 5 2 2h13l6-4v5q-10 3-21 1l-2-5z"/><path fill="#4d665c" d="m75 45-1 5-6 7z"/><path fill="#d2f89d" d="M0 0h10v4h3q-3 1 0 2L5 17q-3 4-3 10 2-1 4 2v5L4 47q0 3 5 5l5 1 5-1 11 3v11l-3-5q-6 4-12 2-10 2-9 12l3 10q-7 2-7 9 2-5 3 1 5-1 9 1H0z"/><path fill="#43bd5a" d="m58 50 3 18-28 3v-6q1-8 4-14 11 2 21-1"/><path fill="#a1e483" d="m78 43 4 2 8-2-8 6q-8 6-7 18l4 2v6h-5l-1-9q-1-7 3-13l-1-2 1-5z"/><path fill="#41964d" d="m35 46 2 5q-3 6-4 14-1-10 2-19"/><path fill="#2f8747" d="m58 50 5 9v7l-2 2z"/><path fill="#d5f89f" d="m30 66-1 5 4 5h5l6 2 4-6h5l3 3q-4 0-7 2l4 2 2-1q3 3 9 3-3 1 0 4l3-3q-3-3 1-5l2 5 6-1 1 2q0-3 3-3-1 5 2 11 1-1 4 1l-2 1 3 3H14q-4-2-9-1-1-6-3-1 0-7 7-9L6 75q-1-10 9-12 6 2 12-2z"/><path fill="#7ccf6f" d="m75 51 1 2q-4 6-3 13h-9q3-1 0-2l6-5z"/><path fill="#ddfda6" d="M96 51v45h-9l-3-3 2-1q-3-2-4-1-3-6-2-11 0-3 2-3l1-1q-3-2-4-1v-4l4-1q4-12 13-19"/><path fill="#90b272" d="M74 75h5q1-1 4 1l-1 1h-7z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a silver mist rising from a mysterious relic. | <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="#f9f9fa" d="M0 0h96v86q-10-4-12-13l-5 2q-2-4-5-5l-11-4-7-13q-9-4-17 0l1 5-2 4-9 3-5 6q-3-4-5 0-4 0-5 3L0 76z"/><path fill="#d1d3d6" d="m79 75-3-1q-10-5-21-5v5q-8 3-8-5l4-6-10-3v5q-5-1-5 3l-8 3v3h-3q-3-4-6-3 2-4 5 0l5-6 9-3 2-4-1-5q8-4 17 0l7 13 11 4q3 1 5 5"/><path fill="#b6b9bc" d="m76 74-8 1-11-1-6 2q-18 2-5-10-6-1-10 2 0-4 5-3v-5l10 3-4 6q0 8 8 5v-5q11 0 21 5"/><path fill="#2b2c2f" d="M19 71q3-1 6 3h13q0 7 8 5 1-3 5-2l8 1 19 18H0V76l14-2q1-3 5-3"/><path fill="#717479" d="M46 79q-8 2-8-5H25h3q5-3 11-4-2 8 7 9"/><path fill="#9c9fa3" d="M51 76q-4-1-5 2-9-1-7-9-6 1-11 4v-3l8-3q4-3 10-2-13 12 5 10"/><path fill="#4c4e52" d="m68 75 6 3 16 18H78L59 78l-8-1v-1l6-2z"/><path fill="#878b8e" d="m96 86-7-2-10-10 5-2q2 9 12 13"/><path fill="#6a6d71" d="m76 74 3 1 10 10 7 2v9h-6L68 75z"/></svg> | |
{
"bytes": "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",
"path": "01faaa0f353aa4a9034bd772f44c5666f3c109df9561a0a25c80c47c72da3c72.png"
} | Generate code for a svg of a a black hash symbol on a white background | <svg width="12" height="14" viewBox="0 0 12 14" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M11.4258 4.75586L11.123 6.12305H8.90625L8.33984 8.81836H10.7617L10.4199 10.1855H8.05664L7.25586 13.7988H5.70312L6.48438 10.1855H4.12109L3.35938 13.7988H1.80664L2.56836 10.1855H0.332031L0.605469 8.81836H2.87109L3.4082 6.12305H1.02539L1.30859 4.75586H3.69141L4.47266 0.996094H6.04492L5.27344 4.75586H7.63672L8.4375 0.996094H9.98047L9.19922 4.75586H11.4258ZM7.36328 6.12305H4.98047L4.39453 8.81836H6.78711L7.36328 6.12305Z" fill="#424242"/>
</svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOzdeXhU1f0G8PfcOzNZyEoSdhKWkIRFFlEQEhDr0lqtVStWq7XaVlvb2mqtKGBrWtdqf1qrttal1e6KWmvdVzQsonVDQZawJWwJCWTfZuae3x84yJJlZnLnnru8n+fxESYz93yBSb7vnHvuuQJEZGvTp1/mb0nOyjOkb5AOY5AUWpYQIktCZgspsiRklpQyUwgxQECmSogBgAhIyEwB+ABkHnbINAD+wx4LAmg57LEGCYQFRCMguwRkq4Rok1K2Ck00SIkGIWWD0LQGCezTpGwIi3CtkHLPUH9q7dKl5aFE/Z0QUf8J1QUQeVnhnIV5CMkRuiZGCmj5UsoREHIEgOECYpAE8rD/PyfaIyFrBbAHENshsUMIsR0C28KGrBaBwPYNS8vrVBdJ5FUMAESJNH++XlxTnK+FjUIDYqyUslAAYyFQCGAsgBTVJSrWDiErYYhNELJSAJWG0DdpoVDlureTq4ByQ3WBRG7FAEBkkuLSBcOkCEwQMCZKAxOEwEQAUwEMUF2bQ3UJoFICa4TAWgmxRpfa2rXD1q3DkiVh1cUROR0DAFGMpk+/zN+ePLgoJMLTBeR0SDEdwDQAqapr84igADZKKd6DJt+TEO+lt/vff++98jbVhRE5CQMAUW/mz9dLtpdMMLTwTAFxHIQxA1KMx/7FdWQfIQBrAbwDyLc1KVZ9uiKwlqcQiHrGAEB0kMKZ5Rmar7MM0EoF5CwAxwBIV10XxaUJEu9Cw9tSYrlAaNn65bc3qy6KyC4YAMjTiksXpEsRmCkM4yQIlAGYgSMvkSN3CAtgvSGxTGjiVenzv8GrEMjLGADIU0bMuiolXUspM4CTsf+/KeD3gVcZAuIjKfCKhHily+dbtnVpeYfqooiswh985HpFZddOEYb2RSFwsoQoA5CsuiaypXZAVAgYr8DwvbRu5Y0fqy6IKJEYAMh1Rs0rTw6EQmUC4a9AijMB5KuuiRxpm5R4SdPEsx0+/yucHSC3YQAgVyiZsTBHBsRXIXEGgJPAa+/JXK0CeBkSz+gy8MyaleV7VRdE1F8MAORYRfPKcxHq+jIMMV8I+UVw8R5ZIwzgbQgs0QQe/7Till2qCyKKBwMAOcqkmYsGh3ScKwXOBTAbgKa6JvK0sACWGwKPG0I+Xllx6x7VBRFFiwGAbG/ErKtSBuipp0sDF/GTPtlYGMDbQoi/SBn8J/ccILtjACBbmjev3Lc71PklKcU3AXwFvGkOOUubEHgmbOBvG4dvfJH3LiA7YgAgWykuvb5YCON8KXEJuHqf3GEXhFwCIR5eX3HLatXFEEUwAJByxaUL0qXUzxNCXAJglup6iBJoOSD/7PMnPbZmaXmL6mLI2xgASJmiWQtLhBAXQ+AyANmq6yGyULOU+Ce08O83LPv1R6qLIW9iACBLTZxYHghlB78qpHGZhDhJdT1E6on3hMADLeG2v25feVe76mrIOxgAyBLFpQuGQfh+AInLAOSprofIfmQtpPaApsvfc28BsgIDACXU+DmLjg6H8T0hcBG4Bz9RNLoA/EdIede6FbeuVF0MuRcDACVAuVY8u/NsaOIqSMxWXQ2Rgy0TkHetW570NFBuqC6G3IUBgEwzcWJ5IJjddZ6QWAigRHU9RC6yGQK/6/QF/sibEpFZGACo34pLF6RD+L4NiWsADFddD5FbSaBGE7i/wxf47dal5Q2q6yFnYwCguE2cVT4wJIJXQZNXQCJTdT1EHtIgIH7nF+Hffrzstn2qiyFnYgCgmJXMWJiDgLhCSvwEQJbqeog8rAUS9/lk4HbeophixQBAUSuaV56rhbp+JIEr+YmfyFZaIOSf/EFxyyerbqlRXQw5AwMA9WnivPK0UKjrhwAWsvET2VoLJO4LdoZv3fzerxtVF0P2xgBAPZo4sTwQzg5ebEj5KwEMVl0PEUWtHgJ3dPoCd/OqAeoJAwAdYd68ct/Ors5LhCZ+AYkRqushorhVQeCX64dufJS3JKbDMQDQIYrKrj9JIHwnpDhKdS1EZJp1EvjphuW3vKC6ELIPBgACABTOWThBN7Q7APll1bUQUWJIKZ41IK6sXHHTJtW1kHoMAB5XNGvxcGjyJgFcBEBTXQ8RJVwnhLg7HPTfXLmqvEl1MaQOA4BHTZ9+mb8lJfcHkLgRQLrqeojIcvUQuHH90I33cn2ANzEAeFDRrEUnahp+J4EJqmshIrUExAdhiSs3rrj5LdW1kLUYADykcPb1Y3Vh3ApgvupaiMhepBTPCp/48fq3btqiuhayBgOAB0yffpm/NTnnGgnxcwDJqushIttqh5TlQwNJdy5dWh5SXQwlFgOAy42bvWiqJsRDgJyuuhYicozVUhrf3bDitndVF0KJwwDgUiNmXZUyQKTcAIGfAdBV10NEjhOCkL9PSg0uWv3yb1pVF0PmYwBwoXGzF8/VhHwQQJHqWojI8TZLoX1vw7KbXlVdCJmLAcBFRs0rzwp0df1aCFwK/tsSkbmWiKC8fN07t9arLoTMwalhlygpW/wVPRx+XgicADZ/IjLfRKmLb+UUzKmtr6r4SHUx1H9sFA5XNGvxcAjcL4Q8XXUtROQZ/9E0XP5pxS27VBdC8WMAcLCissVnCSkfBJCjuhYi8pwGKXH5hhW3/Et1IRQfBgAHGjHrqpQBevJtkOLHqmshIo+T4q++gP8Ha5aWt6guhWLDAOAwxaWLjwHk38EV/kRkH1uElBesW3HrStWFUPS4CNA5RHHZop8A+BeAQaqLISI6SDaE+FZewRy9buaQCqxdK1UXRH3jDIADTCy7Nj9k6H+BwPGqayEi6sNK6NoFvKeA/XEGwOaKZy88x4D2LATGq66FiCgKIwF5ce7IudX11RUfqy6GesYZAJsqnFmeoevBeyHkN1XXQkQUDwk84vcHruACQXtiALCh4tLriwWMpyQwQXUtRET9tEGHfvba5TeuUV0IHUpTXQAdqrh04RkQxio2fyJyiaIwwiuLZy88R3UhdCjOANjF/Pl68Y5xN0NgAfjvQkTuIyHkPUN9SVcvXVoeUl0MsdHYQtG88lwEu/4hgJNV10JElFASb/rD+Ponq26pUV2K1zEAKDZ+zqKjDQNPAhiluhYiIksIbDcgz9m47NZVqkvxMl4GqFBR2aKLIPEUgDzVtRARWShDQHwzZ2RZTX31svdVF+NVnAFQoPDUK5J8zRn3SCkvVV0LEZFSUvy1VbZ9b/vKu9pVl+I1DAAWKy5dMAzwPQ3gWNW1EBHZgQBW6f7gmWuW3rFbdS1ewgBgofGzF00yBJ4DkK+6FiIim9lhSJy+ccUtH6ouxCu4D4BFisquP8nQsAxs/kRE3RmuCbxVVLroVNWFeAUXAVqgePbCS8T+u/ilqq6FiMjGkgTw9bz8stq66mXvqS7G7RgAEkuUlC0qB8Rd4N81EVE0NECcnltQNrC+atlLqotxM64BSJDCU69I0pvSHgbEBaprISJyqCWd/sBFW5eWd6guxI0YABJg4qzygSHR9RQEjlddCxGRowmskL7AVzcsLa9TXYrbMACYrKjsujFCas8BKFFdCxGRG0igUte1L3/61k0bVdfiJgwAJiqatXiG0OSz4M5+RESmkkCNJozT1i27jYsDTcLLAE1SUnb9PKHJV8DmT0RkOgEMllJbWly66ATVtbgFA4AJSsoWf0VK4wUAGaprISJysTQAz5bMvu4U1YW4AQNAPxXPXnShlPIpAMmqayEi8oBUKbT/FpUtPkt1IU7Ha9P7oah00VVC4H7w75GIyEq6AM7OyZ+7ob66Yo3qYpyKjStOxaWLrhHAb8CFlEREKugCOCs3v2xHffWyD1QX40QMAHEoLlt0LYBfq66DiMjjNEB8JTd/bmN9dcXbqotxGgaAGJWULSqHxE2q6yAiIgD7Z2G/lDNyDuqrK95UXYyTMADEoHj24hsB/EJ1HUREdCghMC935JyU+uqKV1XX4hQMAFEqKl18sxByseo6iIioBwJluflz9PrqijdUl+IEDABRKJ69+EY2fyIiRzg+p6Css75q2TLVhdgdA0AfikoX/kII3KC6DiIiio6AOCln5Nzm+uqKlaprsTMGgF6UlC26GhC3qq6DiIhiIwROyRlZtrO+etn7qmuxKwaAHhSXLr4SwJ2q6yAiorgIIcSXc/LnrudmQd3jJjbdKCpb+E0hxaPg3w8RkdMFhRBfW7fs5v+qLsRu2OAOUzx78Vch5BMAfKprISIiU3RJ4MwNy295QXUhdsIAcJDi2dd/AcJ4DryxD5FjjRsKnD+rFccOrsK62iz8bMkgCI1nOwlthhSnblxx81uqC7ELBoDPFM1aPENo8jXsv90kETlIWjLwjbIgTimsxiC5HgIGAMAQyTjj7kI0+EcwBBAg0ChgnLhu2W3vqS7FDhgAABTPvX40wuG3ATFIdS1EFL0Z44BLy2pQlLwGmtHe7XPerp2KS+9qQ2b+GIYAAoA6n2HMWrPytkrVhajm+QAwcVb5wJDWtQJAsepaiKhvPh04a0YYX5+yDYPlOgCy1+cbIhlfvm0YdjT4GAIoYl1AGLM/XnbbPtWFqOTpADBxYnkglNX5AiC+oLoWIupdRipw5ZdaMW/IavjDe2N67du1U3HxzbXwp6YxBBAAQABvhTKaT6l84Z5O1bWo4uWV7iKUGXyIzZ/I3nLSBX50cgvmDfkAvnAjEI79GDMGr8OoYcOwdWcLGqs2MwQQJDDX15z+CIBvoK9pJJfy7HfAZzf3+ZHqOoioe2OHaLj57D244piVGJtaCU3G/0FNIITCogI8XdEKI9iFYFsrkjKyIIRmYsXkQJPyCuagrqpiqepCVPDkKYDiskXfhsTDqusgoiMNzQYWnrYXU9P+ByGDph03shZg684OAODpAIqQAvKSdctvfVR1IVbzXAAoKbt+npTGSwACqmshos9lpgosOL0Jpbn/gx5uS8gYb9dOwcU37znwe4YA+kxQCu3LG5bd9KrqQqzkqQBQOGfhBN0QywFkqa6FiPZLSQJ+fEo7vjTyvf3n+BPo8FkAgCGADmgShl62buWNH6suxCqeCQDj5ywaahh4G0C+6lqIaL9vzwvigonvIxCqs2zMyBUBB2MIoM9s9fmDs9YsvWO36kKs4Il3+6h55cl6OPwygAmqayEi4OjRwL3nbUJZziroRmKm+3syLK0Bz32UjYbm0IHHuDCQPpMVNvSy7ElT/7a38p04rjdxFk+805OCwXsBHKu6DiKvy0wVuOP8Rtz9pZcxSK5TUoMmO1B+SfoRjwfb9l8iKA3X/9ynXgjgOL0p/W7VdVjB9TMAJWWLLwPkL1TXQeRlmiZw6YlB3HjSKhT41wPSUFrPsLTGI2YBAM4E0AHH5OaXba+vXvaB6kISydVrAD67wc9bAJJU10LkVVPGCNz0xbXIMjarLuUQ3a0FiOCaAALQAYg565ff/D/VhSSKawNAyYyFOdIv/gdglOpaiLxI0wSuOa0NXx6xAprR0fcLLNbdFQEHYwggAFXSH5i+YWm5datULeTOOa7583Xp1/4BNn8iJSYXAE9/71OcPux1WzZ/oOe1ABFcE0AA8kVX178wf74rU6Ar/1DF2V+9HcA3VddB5DWaJrDg9HZcOf1NpBh7+n6BYj2tBYjgmgCCwJic5lxffXXF66pLMZvrAkDRnIVnCinuhotPbxDZ0eQC4IHz12FK2vsQ0hmfmvffIyAfT1f0fCkiQwAJoCx3ZNma+upla1XXYiZXNcni0uuLAeMdABmqayHykp+c2omvjaqAMJx3Z9W+1gJEcE2A5zWHNXlcZcWtrgkBrnknF84sz9C00OsAhquuhcgrhmRKPHTRNhyXtcoxn/oPJxDCqHFj8ExFS6/P40yA5yXpUpwweOyJf9mzdWmX6mLM4Jp3sa4H7wVQrLoOIq/46jFh/P3CtzFcW6O6lLgFU0ZhX/7lGFr6PWRmDuj7+VwY6GkSmBAKBn+rug6zuGIGoHj2wnMgcJPqOoi8QNMEfnFWKy4Y9wZ8Fm/jaw6BzvSJaBr+TTQN+wZCKfnwB/wIhw188H5ln6/mTIDnHZ2TP3ddfXWFc5PvZxy/BqBw5oIRus/3EYCBqmshcrucdIH7zt+G4cKBN0zT/GjPnInmQacjlDziiC+3t3figvNvQ0NDa1SH45oAT2vwifCUNct+XaW6kP5w+Du3XMsbJf8N3uSHKOFml0j8/sx3kS23qC4lJlJLRmveqdhb8GO0Z5fC8HW/Rtjv9yEclng/ilkAgDMBHpcsoU2vO27IX7F2rVRdTLwcHQCKZ89eBIHvqK6DyO0umBPGtTPfgN9oVF1K1KQWQFvOSdhbcAU6Mo+B1PreEbxw3DA8/9w76OgIRjUGQ4CnFeQ2DWytr162XHUh8XJsACgpu246IP4CB/8ZiOxO0wRumd+IswuWQsjomqJymh8tuadg36ifoCNrBqSeHPVL/X4fQqHo1gJEMAR4mBDzckbMfal+e8UO1aXEw5FrACaf8rMBna2B98BV/0QJk5YM/OHCHRilf6i6lKh1ZExD47ALEU4aHPcxYl0LEME1Ad4kgUq/PzBtzdLy3q8jtSFHvlOzhpzwBwAnq66DyK2GZgN/uWgthmCd6lKiEkwtxL6CH6Jl0FcgfWn9OlY8swAAZwK8SgADDSM8sL664jnVtcTKcTMARWWLzxJSPqW6DiK3mlwgcedp7yIpbP+9/EOBHDQNuwAdmTNMPW68swAAZwI8S4oz16+4+T+qy4iFo96hRbMWDxdCPg8gVXUtRG508mSJW09aBn94n+pSeiWFjrbPzvOHUgpMP368swAAZwI8S+CkQaPm/K2uqo8tJW3EUe9Oocn7AOSoroPIjS6cG8LPS1+FHm5SXUqvOtMnY0/xr9E4/JuQWvQL/GJ11tmlyIhid8DucMdAT8qVEg+qLiIWjpkBKJq96DwhsFh1HURu9IOTu/Ct4tcgZPe3xbWDsC8LDfmXoXnouTD6eZ4/Gvv3BYhvFgDgTIBHFeUVzNlYV1XhiJ2yHLEGYOKs8oFBrWutAOJf2ktE3frJlzrxtYLXIWCoLqVH7Vkz0DD8EkhfurXj9mMtQATXBHhOvT+EiZ+suqVGdSF9cUQsDWrBO9n8icy3+Kw2nFPwmm2bf9iXhb2jfop9BT+2vPkDQEpKEr52zpx+HYOnAzwnJ+jDH1UXEQ3bzwAUly46AcBrcECtRE7y4FeqUTJsteoyeiDQmjMPzcO+AUNLUVpJW1snvnH+bWhqjH8WAOBMgOdIOX/9ilufUF1Gb2z9Tpw+vTy1yxd+AbzRD5Gp/n38B5j+yQrIgIZQtl91OYcwfJnYO+oKtOadCinU19bftQARXBPgLVKI44cVlD5cW7WsQ3UtPbH1u7A1pfNGAGNV10HkJo9/YQ3Gb/wQkEDaJ81I2dKuuqQDOtMnYk/xzehMn6K6lEOc/bVSZGXFd0XAwXg6wDsEMLhLareorqM3tp0BKJp93bGA9iBsHlKInOSfJ67B1E/fOeSxwJ4u5TMBUuhoGXwWGkZ8F1JXO+Xfnf7sC3A4zgR4ytF5I+a+Wre9olp1Id2xZQCYN6/c12rIZwAMU10LkVs88oWNOHbd291+TWUICCUPw94xC9CePQsQ9l3qU1g4DM8++w46O/t/UySGAM8QEJg5atD4h3btes92K21tGQCSh8+6TgIXqK6DyC3unbsVczdWALLnW5erCAFt2bOxd/TVCAdyLRszXmatBYhgCPCMQV3+1Nb6qgrb3TbYdnG7cPb1Y3VhfAIgcVt8EXnIjbN3Y/7WF3tt/gcIoGVSGtpHJ3a3bQkNzUPPRcug0xM6jtnM2BfgcLw6wBPaNCkmfLri5m2qCzmY7WKnLoy7wOZPZIrvT2/G17ZH2fyBzxYGtiR0YaChp6N+7LWOa/6AOfsCHI4LAz0h1dDkb1QXcThbRc6S2dedAiFuVF0HkRucWtKFn7c+Cb0z9lOPiTod0JU6GvVjFyXkBj5WMXMtQARPB3jChLwRc96u216xSXUhEbYJABMnlgeMFOMZAPY/GUhkc+Nyw3gw9Qn4W7riPobZIaAtey72jvqJkh39zGT2WoAIhgAP0DB9VN74B+yyINA277JwVtfVAIpV10HkdOnJwL+GP4NAYz/3HzFtnwCB5sFnoyH/MkAL9PNY9mDWvgCH4+kAl5MY35yUd4XqMiJsMQNQNGvxcAg8BsAdPx2IFHr12NeQvcO8+5D0ZyZACh8a8y9Ha94pptVjB2buC3A4zgS4mxCYNXTYnD/X7qgwbyVpnOzx7tJwM4DE39+TyOWePv59DNpaZe5BD8wEtMX0MkMfgPox16Ete5a59djEWWeXIiPT/FkAgDMBLpfRpeNXqosAbDADUFR27RQB8XvY8JJEIif51ezdOH7LciDKBf+ximUmIBzIxd6xixFMHZ2YYmwgUWsBIjgT4F5CYGreiHn/rtv+Vq3KOpS/qzSp/cYOdRA52RfGduFru14BjAR1fyDqNQHBlHzUFd6AYLL7N/JM1FqACM4EuJYutdBvlRehcvCSsoWnS4jrVdZA5HQD04B/5D2JQHOnJeP1NhPQOWA86scuhOHwlf7RSuRagAjOBLiVGK36skBl76Z588p9EuJ2VeMTucUzk15Bcr2F64l6mAnoHDAee8dcDal5ax+vRM8CAJwJcCup4TeYP1/ZB3FlAyePKP0uJC5RNT6RG/ztC+tQWLlWydgHzwR0pE/F3tE/BbQkJbWotH8tgMT7CZwFADgT4FKD8ppyttRVV3yoYnAl76JR88qTpZSc+ifqh29PbsL09d3f3c8Sn80EhBqGYe+on7jmGv94nHX27ITPAgCcCXAjKVBeeOoVSpKzkgCQHOz8EYCRKsYmcoO8AcCVnc9BJHLRXxSahuaiIvdC7G1sUVqHaom4R0BPGAJcp0BvzPieioEtDwDFpQvSJXCN1eMSuckTU15HoKmfO/31U9PQPLw4ayHCmh+7d+/G3n37lNajmhVrASIYAlxGyOuLSxdYvnLW+hkA6V8AiEGWj0vkEnfM3YnBW9XeVbRlcDZePG4BwsJ34DGvhwArZwEAhgCXyYPQf2L1oJYGgKJ55bkQ0vI/JJFbHDsyjC9vfzVhm/1Eoy0vEy/Mvg5h/chz/l4PAYncHbA7DAFuIn52VNl12VaOaGkAEF1dPwPgjQuEiRLg3sEvQG9X98O+PTcNL5YuQEjv+VI/L4eA1NQkzJ9v3SwAwBDgGhKZQalfaeWQlgWAkhkLcyDwA6vGI3KbR+atR+aOPcrGD6Yn4dXSq9Dp6/u2HV4OAVauBYhgCHAHCXmllbMAlgUAwy+uBj/9E8Vl3uguzNis7pK/cIoPr839EVr8uVG/Zvfu3djnwRBg9VqACIYAV8gIQrPsNLklAWDirPKBAviRFWMRudEd2S9CCxpKxpY+DRWzv419Kfkxv3aXR2cCVMwCAAwBbiABy2YBLAkAIb3rp+Cnf6K43HtCFdJ31SsZW2rAO7PmY1f2xLiP4cXTASkpSThn/lwlYzMEOJxEZqeh/diKoRIeAApnlmdA4oeJHofIjQrzDJxQ9aaawQXw6fQTsHnw7H4fyoshwKrdAbvDEOBsQuAnE+eV973Ypp8SHgA0f+cPAGQlehwiN3qwuAJ6W0jJ2DuLS/BRwZmmHc9rIUDVWoAIhgBHyw53dSX8XjkJDQCFp16RJKSwZCqDyG2+d3Qjhm7eomTslqHZqJhk/u6kXgsBqtYCRDAEOJcUuGrevHJf38+MX0IDgK8p7WIAQxM5BpEbJfklLu98CZDW7/gTTEvCazOuhJGgHw9eCgGqZwEAhgAHG70rFDwrkQMkLgDMn69LKa5O2PGJXOyR2Z8ieW+r5eMafg1vln0Pbf7EnrXbvXs39u71RghQPQsAMAQ4lpQJvW9OwgJA8Y7CsyAwLlHHJ3KrSUPCmLL1XesH1gTen3kW9qSNtWS43TXe2CdA5RUBB2MIcKRji8oWlyXq4ImbARDipwk7NpGL/bZwBbQu66/5rxo/GRuHWNuodnlkJkDlFQEHYwhwHmHIhM2kJyQAlJRdNx3ArEQcm8jNTi7sxPCtmywfty0vAyvHX2z5uMD+mQC3h4CUlCScc676WQCAIcBxBL467rjrxyfi0AkJAFJq/PRPFIdf5rwBEbZ24Z+RpGPpzB8kbNFfNLwQAs49dw4GDrTHfmgMAY4iNN1IyNV0pn/HF5cuGAbgHLOPS+R2357aioHbd1s+7ofHno7GZPUX63ghBHzz4rnQdXVB62DBthY0Vm+BlGq2mKaYXDxp5qLBZh/U9HeihP+HAI68UTgR9eoH4hXAsPbT/+6iQqwf8gVLx+yNW0NAKBTGtqoqjBs3CBd/53j7hIDWZjRu28SZAPtL7tLxfbMPqpt5sMJTr0jSOgN/A6B+tQuRg/yqrBbTqldbOmZndipennk1pEjoXiMxa2ltga77kJKSoroUU4RCIWzbVoXOrk4AwNChWRgyNAurP6yCVLDPw+GMYBeCba1IysiCEPYIJnQkIeSE7EnT7tlb+Y5pac3Uf229MX0+gDwzj0nkBWfsW2rpeNInUDHzOwhrSZaOGy23zAREPvlHmn/EtGmj7DUTwDUBDiAG+ZozzjbziOa++zRcburxiDzgttKdlm/6s2nScdiTVmjpmLFy+j4B+5v/NnR2dnb7dYYAipmUpp4GMO2dVzxn0WRI9P+2YUQe88XGFZaO15abiXfHft3SMePl1H0C+mr+EQwBFAsJzB0/e9Eks45n3rvO4Kd/olgtPK4OKfXNlo0ndYFl078NCGHZmP3ltNMB0Tb/CIYAioWhyUvNOpYpiwAnzitPM4zwIwDseUKRyKZ+m/cyAi0dlo23+aiZqBym9uY08XDKwsBYm38EFwZS1IQoGV4y856aTSuC/T2UKf+ywa7O8wFkmHEsIq+4/NhmpO227pNt+8A0vFt0nmXjmc3uM8vY3tAAACAASURBVAH7V/vH3vwjOBNAUZHI7GoJzDfjUOa804T4tinHIfKQi8Qyy8aSmsCKYy+GVLjbnxnsGgJ6Wu0fK4YAiorAJWYcpt/vsuLS64sFMNOMYoi84pSxncjaYd2ufzuLSlCb7o6bc9otBMQ77d8ThgDqiwTmTJx1Xb8v4zHhHWZ8B4BzVhQR2cDCwSshLNqBNZTiw9vjL7JmMIvYJQSY3fwjGAKoDyKkaxf39yD9enfNm1fuA3Bhf4sg8pKSnBCGVG+zbLxPpnwRXXqqZeNZRfU+AYlq/hEMAdQriYsxf36/FvL36521OxQ8FYD6u4gQOcitE1dDhKz5+N+al4VPR5xiyVgqqNonINHNP4IhgHoxvGT7uJP6c4B+vauklN/sz+uJvCbgExi3a601g2kC70x17qr/aFl9OsCq5h/BEEA9kVr/enDc76ji0gXpAE7vz+BEXnPTcdvha+n35btRqRkzFrszx1sylmpWhYD+XuoXL4YA6p44c+K88rR4Xx33u0lAPxuAvXflILKZea3vWTKOEdCxcpK7Fv71JdEhwKxL/eLFEEDdGBAOBb8S74vjfidJaN+I97VEXjR7eCcyavZaMtbW4mlo92VaMpadJGphoNXT/j1hCKDDSSnPj/e1cb2Lxs4uHwTIL8Q7KJEXXTfmY8CCbV7DyTreLzRlozBHMnthoF2afwRDAB3mSyUzFubE88K43kE+BM8D4IvntUReNbpmgyXjVI4vRVBPtmQsuzLrdIDdmn8EQwAdxC/9WlyJP753j5DnxvU6Io9aMKMO/ubEN5FgWgAfjflqwsdxgv6GALs2/wiGAPqcYU0AmDjvmiEAZsUzGJFXnSHet2ScdRO+gLDg5FxEvCHA7s0/giGA9hPH7z81H5uY3zXBUODseF5H5GWPt0/CvuGDIBP4ndOVmYw1+V9K3AAOFevCQFWX+sXLliGgeguktGivawIAXRddZ8T6opjfMUIaX4v1NURe97vVwzDt1eNwzs5Z2DC6GOHkfu3g2a1PJ5wIydtydCvahYGqL/WLl+1CQGszGrdt4kyAhQREzL05pp8WJTMW5ki/2A0uACSKS0dDPZp3ViE1SeC++Uk4KbQWqXua+n3cYFoSnvrSbTA4OderIYOHYODA7G6/5pRp/9588MFWPPLwmwiH7fHp25+ahsz8MRCa+YGXjhAMCGPwx8tui3q6K6Z/lZyCOedBiLNir4uIAMCXnArdH0BrQyP+szqEuz7JhiwpQtHwMFJbmiHivEpww1FzsSvbG7v+9UdLawt03YeUlEP3MHND8weAoUOzMGRoFlZ/WAVpwSWnfTGCXQi2tSIpIwtCMJwmmB4SWFNftWx1tC+I7V9EiDNjLomIDpGclYP0YfkHfn/HC00Y/+dcnLDuWKwZOxGhFH9Mxwsn+/BxAXfljtbhCwPd0vwjbHc6gAsDLSMgYloHEPUMQOGpVyRpnUl/ABCIuSoiOkRkJqCrufHAY7WNYfz5PR33bMnDkGMKMTqjFUmt7X0ea2vJNFTnTUtkua4TmQnw+wOuav4RnAnwrPzsSVPv3Fv5TlRpK+oAkDv4xC8KiEvir4uIDtZdCACAsCHwwidB/PbjTOzJL8JRY4C0liaIbk7rSp+GN2dejpCeZFHV7tHe0Y5dO3dAfXtMDIYATwqIrpQ366ve2hzNk6P+VxBCcI6RyGSHnw443J+XNmHSw9koXTMD746ehmD6oY1+9+hCdPgzEl2m6+i6jprdu7Bly1Y0JODeAXbB0wHeI2T4tGifG/27QuLLcVVDRL3qKwQAwPrtnfjSQxIj/jsRf88rReOwPEhN4MMiLsuJVaT5R9YB1NbWMgRYiCEg0aJfBxDVKYDiOYsmQ+K6+Asiot70dDrgcIaUeOGTIO5enYGPcicitWAi0tOTbDHF6wSHN/+I1tZW6LqO5BR33uGcpwM8JTtnRNlj9duX1fX1xKgCQO6Ism9BiJP7XxcR9STaEBCxaUc73ly6Bm+8/ily87IwfNhASNee0e6/npp/BEOAtRgCEkcIbVN9dcXbfT0vqgCQlz+nHBBj+l0VEfUq1hAAAMFgCB+8vxnPPfs+gkFg9OjB8Pm4I+DB+mr+EQwB1mIISBRh1FdX/KPPZ/X1hFHzypOTgl17AbjzO4LIhiI7BsZr1KjBOP+CMozMz4Jh2GNXOFWibf4HGzRoELKyu98x0A24Y6DrtYYzmnMqX7in1+tb+/zbHjLsuC9A8PI/IivFMxNwsIaGViyr+BRvvL4WaekDMHJEDuLeZtDB4mn+AGcCrMaZANMF9K6U1+qq3tra25P6DAA5+XO+D4jZppVFRFHpbwgAgGAwjI9Xb8Pzz32ApuZOFBQMQnKyN27lEW/zj2AIsBZDgLkksLO+uuL13p7TZwDIzT/+DgBDTKuKiKJmRgiIqNpWh9de/Rgff1SFESPyMDAnzRY/+BOhv80/giHAWgwB5hFAcn11xYN9PKdnE2eVDwxpXXsQx22Dicg8/V0T0J3kZD++Nn82Zs4cC01X/8PfLGY1/4NxTYC1uCbAFEanP5CzdWl5Q09P6PVvN3v0rC8KKc43vy4iioWZMwERoZCBj1dvwwvPf4DGxg6MGjXY8acHEtH8Ac4EWI0zAaYQWji8bG91xcaentBrAMgbOfcyALNML4uIYpaIEBBRXbX/9MA7qzZh+PA85A3KsEUjiEWimn8EQ4C1GAL6T2hie31Vxas9fb3XAJAzcs4tEBhqfllEFI9EhgAAaGvrxKq3N+DF5z9AakoK8vPz4ISfvYlu/hEMAdZiCOgfAfjqqise6uXr3SucWZ6h+7r2IoY7BhKRNRKxJqAnU6aOxtfmH4fc3FRb7ilgVfM/GNcEWItrAuIWAkID1y+/vbm7L/b4t5k7ataJAuLCxNVFRPFK9EzAwWp2N+CN1z/BihWVGDQoG0OGZtni0yGgpvkDnAmwGmcC4qZp0N6oq67o9vbAPQaAnPy5lwhgTuLqIqL+sDIEAEBHexf+924lXnzhAwjhw8iRuUq3HFbV/CO8EAIGDEjCmk+2qy4FAENAvCSwtb664o3uvtbzDED+nMUARiesKiLqN6tDAABICWxYvxMvv/QRtlXvw6iCwZbfkVB1849wewgoGJWHxsZ2VFfVqy4FAENAfERnfXXF37r7Sg8BoFzLzQ/fDSApgVURkQlUhICIPTWNeHPpGixftgGDBg/EkCFZCb8joV2af4TbQ0BR8RCsXL4BXV0h1aUAYAiImUBufdWJtwNLj/jG7DYAFM+ZfRQkrkx8ZURkBpUhAAA6OoL437uVCb8jod2af4SbQ4DPp8On61i7dofqUg5gCIhJcvao0ON7q5btOfwL3QaAnBFlZwghvpL4uojILKpDQMTmTbvx8ksfYe2aXSgYNRhZWammnB6wa/OPcHMIGDI0C6+/9gkMQ/2CwAiGgOhpEO/XV1V8cPjj3QaA3PzjfwDg6IRXRUSmsksIAA6+I+Ga/XckHJkLxHl6wO7NP8KtIcDn07FxYw3q67q9mkwZhoDoSIma+uqKZw9/vPsAUFB2EyAGJ74sIjKbnUIAcPAdCd9HU3MnxowdikAg+uu5ndL8I9waAvbsaULlxhrVZRyBIaBvQghffXXF/Yc/fsR34ah55cm+sHEneAMgIseyWwiIqNpWh1de/ghrPt6O4cNzkZPb+x0Jndb8I9wYAmpqGm1zSeDhGAL6lJM+9sQ7GrYuPWQl5xF/U4HO4GQAzr4jCBEhOSsH6cPyVZfRrW3b9uA3t/8HV/34UaxcsRlG+MgFg05t/hG1tbVoaOjxRmyOk5oaUF1Cr4JtLWis2gxphFWXYkf+lHDXhMMfPCIAaJoxzZp6iCjR7BwCgP1XD/z9r2/ixz/6E/7595VobuqCEMLxzT+itqYGDfuc/WeIaGnuUF1CnxgCemYY8ojefsQnfQnBAEDkIslZOQBg2b0D4rV82TosX7YO+fl5OP/CY9DeZq/TF/Gqra0FAMffO6CxsV11CVGJhADeO+BQopve3t3JEq7+J3IZu88EHKyqag/uuO0FdHaq22bYbLW1tY6fCdiwYZfqEqLGmYAjSYE+AsD8+TqASVYVRETWcVIIMAzgoQdWoKuLIcAOmps7ULWtTnUZMWEIOIzEZKD8kJ5/yG9KdhWOBeCeZatEdAgnhYBwWOKB+5dzJsAGKt781FabAEWLIeAQacVzQwUHP3BIADCgTbS2HiKympNCgGEAD/6RIUCllpZOvP7aGtVlxI0h4HPCCB/S47VDvyiPuEyAiNzHaSHg4QeWY6DfPdd3OyUESCnx2D9XoqMjqLqUfmEI2E8aOKTHH/odJcAAQOQRTgoBP5qm4Ydd72JYCkOAlZ5/7kN88P4W1WWYgiEAkELrJQCAAYDIS5wQAiYPErh2pg+alPhO6zsMARZ547U1ePH5j1SXYSqvhwAB2VMAKNcAFFtcDxEpZucQkB4AHv6SH5FbB2gAQ4AF3nhtDZ568l1T7uJoNx4PAeMBHFhQc+C76LPVgbwCgMiD7BoCfneSD2OyDn2MISCx3Nz8IzwcAtIKZy4YHvnNge8gLWwUqqmHiOzAbiHg+9N0nFHYfZNnCEgMLzT/CK+GAJ8/cKDXH/juMaRkACDyOLuEgKMHa7hhdu/buDIEmMtLzT/CiyHAkMaRAUBCjFVTDhHZieoQkJ0s8PCp+oHz/r1hCDCHF5t/hNdCgHZQrz/wXSMEOANARADUhQBNAH/8og/5GdFv/MMQ0D9ebv4RXgoBUsjuZgB4CoCIPqciBCw6TseJBbHv+scQEB82/895JgRIHBEAhIAYragcIrIpK0PAaWM1XHlM/LdvZQiIDZv/kTwSAg49BVA4Z2EugFRl5RCRbVkRAibmCtz/RR9EP7f8ZwiIDpt/zzwQAtKPKrsuG/gsAPghRqqth4jsLJEhIDtZ4NHTfEj1mXM8hoDesfn3ze0hoEtoI4HPAoARZgAgot4lIgTony36G51p7t3+GAK6x+YfPTeHACOMzwOAEGAAIKI+mR0CfjknvkV/0WAIOBSbf+zcGgI0yPz9/wcgGQCIKEpmhYALJmi4fGr8i/6iwRCwH5t//NwYAqQQn88AQMoRSqshIkfpbwiYPVzgNyeYdNK/D14PAWz+/ee2ECBw0CkAQA5TWQwROU+8IaAwS+Cvp/uj2unPLF4NAWz+5nFVCJAYCkQCgBCDlRZDRI4UawgYmCzwzzP8yEpKYFE98FoIYPM3n2tCgMBg4MApADAAEFFcog0Bfk3gz18+8va+VvJKCGDzTxx3hAA5CADE9OmX+VuSczsBJGYpLhF5QkdDPZp3VnX7NQHgvpN9+Pp4ezReA8DDA2ZgZ7uhuhTTDBo0CFnZ2Wz+FvGnpiEzfwyEZuG5LPMYQ/2BJK05kDcIbP5E1E+9zQRcO1O3TfMHDpoJSLZPTf1VW1uL5RVr2fwt4vCZAK2uvStHMxAepLoSInKH7kLABRM0XDPTfp+SNADfaXPP6YCWZgP/+hebv5WcHAKCAQzWfAJ5qgshIvc4OATMGWnd5X7xcMuagJZmA3/+8zuQhntOaTiFU0OADCFPM4SerboQInKX5KwcHFsyDH85zWfp5X7xcHoIYPNXz4khQBMiS9NgKFyTS0RuNDgpiEfmNiAj4IzlRU4NAWz+9uG0EGAIma0ZApwBICLTpPnCeGBaFYYkh1SXEhOnhQA2f/txUgjQILM0TWqZqgshIndI1iTun1qF4rQO1aXExSkhgM3fvpwSAqTUMjUJyVMARNRvOoA7Jm3HMVltqkvpF7uHADZ/+3NCCBBCZmtSSs4AEFG/CAA3TtiBkwc1qS7FFHYNAWz+zmH3ECAhszQhRJrqQojI2RaMq8HZwxpUl2Equ4UANn/nsXUIkGKABolU1XUQkXP9YPQeXFJQp7qMhLBLCGhpNvDnP61i83cg24YAIVI1aEhRXQcROdN5I/bix2NrVZeRUKpDwIHmzx3+HMueIUCmcAaAiOJyUl4zfl6yS3UZllAVAtj83cN+IUCkagADABHF5riBLbhzcjVsvsmfqawOAWz+7mOrECBkqgbwFAARRW9yZjt+P6UaAeG9xqQBmLdjFcLBxO5wyObvXrYJARIpGoBktVUQkVMUDujEA1O3IVX35mK0TQ0SZz4Zwh/+sBydnYkJAWz+7meHECCxPwDY91ZdRGQbQ5JDeHDaNmT5bTB9qcCmBokzngxhd6uEYQAP/tH8EMDm7x2qQ4AAfAwARNSnbH8If5q2FUOTg6pLUeLg5h9hdghg8/eeYFsLGqu3QEolM2q6BnhqHQ8RxSjNF8ZDR2/DmAGdqktRorvmH2EYwEMPrEBLS/9+gNfVB9n8PSrY2ozGbZtUzAT4GACIqEfJuoE/TKnGxHRn3tynvyobJL7yRPfNPyIclvjTQ29j0+YmCBHbFQKapuHjj+vwj7++y+bvYYpOB+iiuHRREDwNQESH8WsS902pwtycFtWlKNHbJ/+eDMwZgDO+OglZWQEYvfww1zQddXWdePrfH6Gl2ZszK3Qkf2oaMvPHQGiWfC4PiuLSRQb238uDiAjA/uZ/z+QqzMtl84+H369j2tEjMLYwD6kpPviTdAQ7w2hpDWL9uhqs/mg7uKsvdcfCEGAwABDRIXQAvzmqGqcOdsed/WLV3+ZP1F8WhQBDA+DNa3qI6Ag6gNuP2s7mz+ZPClm0JiDMAEBEAPZPA5aP34nTBjeqLkUJNn+yEwtCQIgBgIggANxQsgvzh+9TXYoSbP5kRwkOAZwBIPI6AeD6kl04b8Re1aUoweZPdpbAEBDSAITMPioROcdPx9XgAjZ/1aUQ9ShBISDMAEDkYVeOrcWlBXWqy1CCzZ+cxOwQID+bAfDmFl9EHvfDMXvw/dF7VJehBJs/OZGZIUAA7RqA9v6XRURO8q38elwxplZ1GUqw+ZOTmRYCxP4A0GZKVUTkCBeO3IuFRbtVl6EEmz+5gSkhQIo2DYIBgMgrvj58HxYX7VJdhhLR3NiHyCn6HwJkmwaDpwCIvODc4ftwQ8lOCA9u/L2pQeKrT4ZQ08bmT+7RvxAg2jkDQOQB5w7fh/KSndA82vw57U9uFXcIkLJNk1J683ZfRB5x7vB9+CWbv+pSiBImrhAgZKsmNNGQuLKISKVI8/fqtD+bP3lFrCFAQuzVpAQDAJELfZ3Nn82fPCWWECCABk1IyQBA5DLnjdiLcjZ/1aUQWS7aECAEGjWhaQwARC7yrfx63FC8i82fyKOiCQES2KdJzgAQuca38uuxsGg3mz+Rx/UVAoSUDZoGePMG4EQuc/Fnzd+L2PyJjtRbCDAM0aiFJLx5NxAiF7mkoA7XsfmrLoXIdnoKAbpAjebTUaOoLiIywSUFdbh2nDe/jdn8ifrWXQjoQqBWG6wH9gAw1JVGRPH67qh6Tzb/zQ3ALyrCOOWxIJs/URQOCwHhTcPX1AsAKC5dtAdArtLqiCgmlxbU4WoPNX9DAi9uNvDQagNvVRtg2yeKnT81DRn5Y2o3rvz1YB8ACKBWMgAQOYaXmn9nGPjPRgN3vRvGhn1s+0T9EWxrQcv2rQEA8AGABGoATFBaFRFF5aqxNfje6DrVZSRcQyfwxw/DeHh1GPW8ZymRaYywEQI+CwAAvHmDcCIHEQCuLdqNi/PrVZeSUPs6JB78yMD9H4bR2Km6GiL30XR9LxAJABLV8ODGIUROIQAsLt6FC0fuVV1KwuztkHiIjZ8o4YSu7QAipwA0VAueWiOyJR3AjRN24Oxh7ty0s6lL4p73DPzxQwOtQf4gIko4n74Z+CwACCmrwSkAItvRAdw8cQfOHOq+5t8VBv75aRi3rgxjD8/xE1lGaP5Pgc8CQNiQ1brGAEBkJ35N4s5J23HyoCbVpZjKkMB/Nxn41fIwtjbyEz+R1XSf/0PgswDgC4sqqaktiIg+FxASdx21HSfmuav5v1ltoHxZGKv3sPETqSCEgCFSPwAOmvcvLl3UCiBVWVVEBABI0QzcN7Uaswe2qC7FNBv3SVy3NISl1Wz8RCrp/iRjT+3TOvD5ZYAAsBnAJDUlERGwv/n/YWo1jnNJ828LAfe+F8Zv/xdGZ8+3Jicii2g+vS3y688DgEQlBAMAkSoZvjAenFaFKZltfT/ZAV7aYuCaN8LY0cJP/UR2ITTfgY1EPg8AQlbySgAiNTJ8YTx89DYcleH85fAf75G47s0w3t7Je4wR2Y3QxfbIrw86BaBtAm+vQWS53EAIfz56K8alOXv3m4ZO4OYVYTz6SRhh/ighsiWh+Sojvz4QADTITczrRNYamhTEn6Zvw+hUZzf/ZysNXLM0hFp3nL0gci3N7/9f5NcHAoCha5UIMwIQWWVEchf+NH0b8lO6VJcStz3twA3LQnjsU/7sIHICoWtLD/z684fLteLSrhYAKdaXROQthQM68fDR2zA4Kai6lLj9p9LAz14PY28H5/uJnEDz+WXdnmd0fHa+/6Dtf8oNAbFOUV1EnjEpox1/PWarY5t/VZPEOU+H8O3nQ2z+RA6iBQJNOGix3yH7/0kYay2viMhDjs1qwyNHb0O2P6S6lJhJCTz6SRhz/h7EG1Wc8idyGt3n33Hw7w/eCAgCWMs8T5QY83JbcPfkaiRpzmueWxokLn85jHd3O692ItpP0/2HfMg/JAAYGtYKfn8Tme60IY349cTt8Dlwq43H1xn42Rth3qqXyOE0n+/tg39/SADQJGcAiMx25tAG3DxhJ3SHNf+mLolr3gjjifX8VEDkBj7/gFcP/v0hawDWDa3cBIBX8hKZ5IKR9bh1wg7owlnR+t3dBk74Z4jNn8glNJ9fblmT8/Ehjx3yjCVLwgI45AlEFJ9LC+rw8+LdEA765B8ygNtXhXHakhC2NjortBBRz/RAUgNQfkii9x3+JAl8AGCmZVURuYwAsGBcDS4pqFNdSkyqmiS+/1IIq3ax8RO5jabrWw9/7IgAIIT4QEr+ACCKhw7glxN24JxhDapLicl/Kg1c9VoIjc7ekZiIeiB8vg8Pf+zIGQCJ960ph8hd/JrEbyZuxxcHN6kuJWqtQYmfvs6FfkRuJzTt+cMfOyIAhDOaPtab0oMA/JZUReQCybqBeyZXY05Oi+pSorZhn8TFz4Wwfi9n/IjcTGgaZGbyEQGg2+VJxaWLPgIwOeFVEblAhi+M+6dV4ehM51xA89wmAz96JYymLjZ/IrfzpQ5ort3xRMbhj2vdPVkIsSrxJRE5X24ghL8cs8UxzT9kAL9aHsZFz4XY/Ik8Qvcnbezu8W4DgJQGAwBRH/JTu/CvGVtQkuaMlXM1bRKnPxHC3e+FVZdCRBbSdH9Fd48fsQYAADQpVhkOunaZyGqFAzrw8NFVjrmj3+paiW8+F8T2ZtWVEJHV9OTkJd093u0MwKcrAmsh0JjYkoicaUpGO/7moNv5PrHewKlL2PyJvEj3JxlVa4as7O5r3QYAoNyAgf8lsigiJ5qX24xHj9mCLL/9p9HDcv/5/u+9FEKH/cslogTQk5JrDt8BMKKHAABAw9s9fo3Ig84Y2oB7p1QhWbP/4rmmLolznw7yfD+Rx2k+30c9fa3bNQAAICWWcxkA0X4XjNiLxcW7oDngm2Jni8Q3/hvCx3vsH1SIKLE0X+CI6/8jegwAAqFlgC/U23OIvODSgjpcPa5GdRlRea9G4oJngtjTrroSIlJNCAEExN97/HpvLy4uXfQugGNMr4rIAQSA64p241v59apLicp/Nxm4/KUQ2kOqKyEiO/AlpTTX7n7qiA2AInpeAwBACPmW+SUR2Z9fk/i/o7Y7pvn/9n9hXPIcmz8RfU5PSl7d29d7DQDS0BgAyHNSNAN/mFKFLw+2/5WwhgSuezOMG1eEwTP+RHQwEfA/09vXez2/75P+ipDoMtBHUCByi0x/GPdPqcK0LPtv7dsVBn74SghPbeCd/IjoUEJoCCVlPdrrc/o6SEnp4vcl5DTzyiKyp0FJITw0bRuK0jpUl9Kn1qDEt54L440qNn8iOpJ/QFpDzfYl2b09p89P9lLgFfNKIrKnwgGdeGzGZkc0/9o24PQnQmz+RNQjPZDc52Z+fQcACAYAcrXpWW34x7FbMNQBW/tua5I4dUkQq3mNPxH1QvcH/tnXc/oMAF0+3zIAvKqYXOmE3GY8fPRWZPjsv2NeZcP+u/ltbWTzJ6KeCZ9P6kPD/+jreX0GgK1LyzsksMycsojs48yhDbh3SrUjtvZdt1fijCdC2Nli/1qJSK1AUsrOrUsf6fN8ZlSr+wW4DoDc5aKR9bh1wg7owv4N9cMaia88EUJNm/1rJSL1RCA5qkv4owoAmsQL/SuHyB4EgAXjdmNR8W4IB+zrv2KHxJn/DmJvB5s/EUVH+AMPRfW8aA9YXLpoM4DRcVdEpJhfk7htwg6cNsT+G/wAwNLq/fv681a+RBQtzZ8UrKt9OhDVc6M9qIR8Lv6SiNRK0Qz8fkqVY5r/yp0GvvlfNn8iio0/ObnH2/8eLuoAIAQDADlTlj+MR6Zvw5ycFtWlROXtnQa+/p8w2rivPxHFSE9K/Uu0z406AITTW98A0BxXRUSKjEwJ4rEZWzAl0/5b+wLA8h0G5j8dQmuQ5/yJKDZC16UvmP9gtM+POgBUvnBPpwBeja8sIusVp3Xgb8dsQUFKp+pSorJql8Q3ngnxkz8RxSUpNW3z1q3lUW9nGttNfiR6vbMQkV3MyWnBP4/dgsEO2N0PAN7ZJTH/6RBanFEuEdmQlpTyZEzPj+XJHYHA0wC6YqqIyGJnDm3AH6ZuQ6rujL3y19ZLnP9MkNP+RBQ3oenwJ2XcGctrYgoAW5eWN0jgzdjKIrJOZIMfnwOu8QeALQ0SX/t3EA3OOEtBRDYVSB2wY8snd9fE8prYTgEA0CBjmmIgsoIO4IaSnY7Z4AcAdrUCZz8dQq0z1icSkY3pSclPx/qamAOALySeBsCrk8k2knUDWdYQOAAAH75JREFU906twvkj9qkuJWr17cDZTwVR1cRpfyLqJyEQyMy6PeaXxTNWSemiNyUwN57XEpkp0x/GH6ZW4WiHXOYHAM1dwFefCuKjWjZ/Iuo/f2ranpodSwbF+rqYZwD2E0viex2ReUamBPHYsZsd1fw7w8CFz7L5E5F5fEnJcW3UF1cACGnGYwB4tTIpMymjHf86djNGpTrnohQpgStfC2HZdjZ/IjKJ0KBp2k3xvDSuAFBZceseQHBTIFJi9sAWPHL0NuQEnJVBb1oZwuPrnHFpIhE5gz91wM7qykc3xfPaOE8BAFIY/4j3tUTxOnNoAx6Ytg1pPmetQ/3rGgO//R+bPxGZS09K+Vu8r407ACSnBp8C0Brv64lidWlBnaOu8Y94dZuBn73hrNkKIrI/4fPJQLq4Nd7Xxx0AVr/8m1ZAPhvv64mipQMoL9mFq8fVOOYa/4jVtRLffj6MED/8E5HJAqlp67Z++EhDvK+POwAAgCHFX/vzeqK+RK7xP2/EXtWlxGxni8R5z/DOfkSUGL7kAff05/X9CgAbh298EQLb+3MMop5k+sP409HbcEKu8+5C3REGLno2hJo2Nn8iMp8eSA5WT258oD/H6FcAwJIlYRj4e7+OQdSNEcld+NexWxx1jX+ElMCPXwnjA17rT0QJ4k9NfRNLlvRrNXT/AgAAock/AeBPOjLNpIx2PDZjC0anOvMOOf/3bhhPbnDWVQpE5DBJqTf09xCmLKkqLlu0HBKzzTgWedvsgS343eTtjrvML+L5TQa+9XwIBiMxESWIP2XA3pqdT+T09zj9ngEAAEj5J1OOQ57m1Gv8I9bvlfjBK2z+RJRYenLyY2Ycx5QA4PMnPQagyYxjkfcIAD8aU+vIa/wj6tuBr/8nhGbn7ExMRA6k6brMCGT+3JRjmXGQNUvLWyAR925E5F26kPjl+J340Zg9jrvGP8KQwOUvB1HdzI/+RJRY/tT099atu6/ejGOZcwoAQFiX94GLASkGA3QD90+twrnD96kupV9ufyeM17bxrU9ECSYAX2rKYhMPZ57i0kUVAMrMPCa50+CkIO6fWoXx6R2qS+mXt6oNnPN0CGH2fyJKMP+A9Lqa7Y/nmXU802YA9hP3m3s8cqPitA48duxmxzf/HS0S332RzZ+IrBEYMOCPZh7P1AAQzmh6AsAeM49J7lKa04q/H7MVQ5KdfXOcoCHx3RdCqG9XXQkReYEWCISTwmk3mnpMMw9W+cI9nQA4C0Ddmj98Hx6Y6tzL/A62+C0D7+ziR38iskbSgIyXKivvMXV3NJNPAQCahj8A4MVQdIAmgGvG1eDG8TuhC+c3zf9UGnh4tfNDDBE5g9A0JGXoV5p9XNMDwKcVt+wC8LjZxyVnCgiJOyZtx3cK6lSXYoqdLRJXv87mT0TW8aelf7r5w0c2mn1c0wMAAGga7krEcclZMv1h/Gn6Vpw2uFF1KabYf71/CPs6nD+LQUTO4U9KXpSI4yZs6xVeEuhtI1OCeGDaNsfe0Kc7d6wK47ZV/PRPRNYxa9//7iRkBgAABCRnATxqSmYb/nXsZlc1//drDPzfu4bqMojIY/ypqb9L1LETFgDWLU96WgBrE3V8sqeTBzXh0elbkRNw9mV+B2vqkvjuC2EEeZcfIrKQLym5Y3tl+02JOn7CAgBQbkjIOxN3fLKb7xTU4e6jqpGsuatR/ux1A9ua3PVnIiL786WnPwgsSdh5xwQGACCto/4vAKoTOQappwuJX43fiWvG1UBz6A19evLkhjCe3MDz/kRkLc2fFAoExyxI6BiJPPh77z0QFJAJO39B6g3QDfx+ivNv6NOdunaJRW/yvD8RWS85Lf3xrVvLE7pfekIDAABIhP8IwH3dgTAkOYS/HbMFx+e2qC4lIa5+I4y6dk79E5G1NJ/fQEruFQkfJ9EDrF9+e7OAuCfR45C1Jme248kZmxx/Q5+eLFlv4NlKfvonIusF0jOf377mrr2JHifhAQAAujpCdwJosGIsSrx5uc34y/Qtrlrpf7DaNmDhmzzvT0TWE7ouAzlDLrViLEsCwOb3ft0IKe61YixKrDk5Lbh78nbXrfQ/2DVLudsfEakRSM94deu7d+y2YixLAgAAdAb8/wfOAjjanJwW3DulGkmae6fGH1/HqX8iUkNouhSpad+1ajzLAsDWpeUNEuL3Vo1H5pqX24z7pla5uvnvaQcWvcWpfyJSw5+W/ubONQ9UWTWeZQEAALSgcSeAJivHpP6LTPsHXHAr395c/xan/olIDU3XpZaefZGlY1o52Lp3bq2XEtwd0EG8MO0PAMu3G3hyvbv/jERkX0npmc/t/OT3lm6cZ2kAAAB/IPB/EqixelyKnVeaf2cY+OnrYfCzPxGpoPsDYekfcInV41oeANYsLW8RELdZPS7FxivNHwDufDeMyga2fyJSw5+e+bedGx6os3pcywMAAPga/L8HsEXF2NQ3LzX/TQ0S97zHhX9EpIYvKblLG5RzuYqxlQSANWvKuyCQsFscUvy81PylBK5+I4RO9n8iUsSfkXXP9pV3tasYW0kAAID1Qzc+CmC1qvHpSF5q/gDw2DoDFdWc+iciNfzJA1p3TGm5VtX4ygIAliwJA7hS2fh0CC9c53+wpi6JG5bzoz8RqRNIH3DtZ71QCXUBAMD65be8AYmnVdZA3rnO/2C/WWWgrs07f14ishdfatqO6g2P3qeyBqUBAACkZlwNoFN1HV7ltWl/ANjSKPHQan76JyI1hPj/9u48zq6yPgP4875nu9vcubMkRCmTsJiZGBBoFEiYibGsdQFEgv3UpRao1brVaiWJtI5WRCyIhdZiwOwJ+IlS0SpaN2QmgJJQBIckk9kyy50JzEz2SWbuveftHzRtjIZsc8/v3Hue79/55D4zubnnOb/3Pe9VsL34B6RziBeA9tYvd0Gpf5HOEUVRvPgDwD+0cOMfEclxkqlfZ7tW/VQ6h3gBAACY3BcBDErHiJKoXvxb+w0e6+Lon4hkKNv27Xj19dI5gJAUgK0bvrIXMP8gnSMqonrxLxhgyRN56RhEFGGxZMWD/e33D0jnAEJSAABg6wZvOYBnpHOUu6he/AFg1W99tA3z7p+IZNhefN9AzzqRQ3/+kNAUAKDZV776W4BHshdLU82+SD3qd7g9EwZf/hUX/olIjptO/x2A0HwAh6gAAFueuv1JAOulc5Sj89MHcO/5fZF61O9w/7KRj/0RkRwvVdne377iAekchwtVAQAAbdRnAIgci1iuXhvL4f4LexGP4J0/AOwYM/jGc7z7JyIZ2rKMlUzfIJ3jSKErAJufvH07FD4vnaNcWMrg7nP7UeVEd/Pb3b/2cSC6Pz4RCXMrq9f3b1n6gnSOI4WuAADAa2z3bkBtks5RDj5y1su4MDMmHUPM9j0Gq9t4909EMizP25/NxN4rneMPCWUBePzx5rxR+ZsB5KSzlLK6+ARunj4iHUPUl58uYILXfyIS4qYSH8ampaG8loWyAABAe+udv4FS90jnKGWL64ciueP/kC2jBt/ZGt2fn4hkuanKXw90rFstneNoQlsAAGB/YazZAB3SOUpRfeogFtTslY4h6vanCihw4z8RCdC2m9Nx9TbpHK8m1AWg/6l7Dmil/wo8G+CE3Tx9GEpJp5Dz7A4fj3Xy7p+IZLjpiiXZ9oeGpXO8mlAXAADY0vrFx2GwXDpHKUnbBVw9bY90DFFffNJnayQiEV5FZVu2c81d0jmOJfQFAABy44W/AxCKs5NLwZVT90b2wB8A2LTD4Jd9vPsnouBp2ynozJSrpXMcj5IoAF2b7twNpT4pnaNUXD51t3QEUV/9Nbf9E5GMWFXV7QPP39cvneN4lEQBAICtrbevh8F3pXOEnQXgjzPRPUixbdjgx928+yei4LkV6e7+9pWfk85xvEqmAACAtvA3AEK9qULa61LjSNvRvQP+2sYC1/6JKHDadvxEIl0So/9DSqoAbG750iCMukU6R5idnTwoHUFM926DR7fx7p+Iguelqu7o2vJAu3SOE1FSBQAAtj55+6PGYKl0jrCakZyQjiDmnmf43D8RBc9NprcMdK+8TTrHiSq5AgAAFePuJwFskc4RRlPcaH7rTXafwXqe+kdEAbNddyLuVCyQznEySrIAbNrUPKY13gMgure7R5Gworn+f+8mn2f+E1GglFKwKtK3dHc/uEM6y8koyQIAAJtbvvSsUaZkdlsGxbWkEwRv206DNfzGPyIKmJPOfH+wY3Voz/o/lpItAADQ3up9BTA/l84RJuMRm4J37jK47pE8DkRz5YOIhDjxxMhQz8zrpXOcipIuAECzb3z9fgCj0knCYixf4v+kJ2DbToN3fDuPof3c+UdEwdG2Zbx01VVAc0nfepT81aL9qdsHFMxfSecIi5fHHekIgTh0579jjBd/IgqWW1n7ld4tD26SznGqymLFeLivdXNNXdMMBVwgnUXaFC+Pq04r7y8C6txlcM13eOdPRMFz05nnB7vX3CCdYzKU/ATgEMdxP6aAF6VzSOvY70lHKCqO/YlIihWLH7BTibdI55gsZVMA2h5v3gdl3gmFSH8TTsf+GHblymKw83s49iciKUprE08lru1v+2bZ7DkrmwIAAFta72iHMe8HonscvG+AjbsS0jEmHe/8iUiSl6n+au+2NT+RzjGZyu5WcaSvdWtNXZOngCbpLFJcbXD51L3SMSZN5y6Da3nnT0RCvIrKDYM96/5MOsdkK6sJwCHtG9zbAPUj6RxSfvJSGgcL5fFPyw1/RCTJjiVHBysKfyKdoxjK4yrxe5p923feA6BbOomE/QWNH+5IS8c4ZRz7E5EkbTt5p7JqLtrWl+Wx82VaAIC2p5pHfYPrARyQziLhwe218Ev4uskNf0QkSinEKtMfGCixr/g9EWW3B+Bwo30tQzXTG3sV1DulswRtZ87GzNQ4zkmNS0c5Ydt2vjL258WfiKTEq2q+MdC55g7pHMVU1gUAAEZ6W5+vrWt6DYA3SmcJ2m92J/DuM3bCUaVzIeWGPyKS5lVk/jvbs+4d0jmKrWyXAA5XSO/9hAJ+JZ0jaIPjDu7vniId47hxzZ+IpNmJxG6Vr2iUzhGESBSAjsfuG7ec3HUAtktnCdoDPbV4ajQpHeOYuOZPRNK07eTjiaq52ezSMeksQYhEAQCAtsf/ecgv6D8FsFM6S5B8AyxqOx3DE7Z0lKPinT8RSVNam1hF5bu3b3tws3SWoESmAADAtqe/uFlp804Apbcz7hTsGHdw07PTsScfvi0fvPMnImlKKXiZ6kX9Xasfkc4SpPBdEYpsuLd1+5Tp8zsBXA9ASecJysiEjd/s8nDV1N1wQlL7towaXMfd/kQkLJ6pWZrtWrNYOkfQIlcAAGC4t+W3U+rmawBvls4SpIGDHp7IWrh86l4kHNnus3HI4Ibv5vByJE9pIKKwiKWrfp7tWbtQOoeESBYAABjua/nllLqmMwGcL50lSMOFBH7c72BOeg+mJmRKwLoXfdz0wzz2luXZWkRUKtxUumuw9+HIPSJ+SEiGwSJM8uDwLTD4mXSQoA2YKtz49HR88wUfJsDp+54Jgw/9OI+P/TSPg4XgXpeI6EhWPL4rn0hegAh/e2xk1sCP5qw5t1Y6MasVwLnSWYKWG9uHMw924cvzNd44rXhvBWOA9Vt9fK41j5ci8XANEYWZ7XrjiapMQ8+WFT3SWSRFvgAAQMMli2b4ln5aAadJZwlabmwf9vZ14m1nAp+YY+GC0ybvLZH3gUc7Crhvk48XXo5sySaiENGW43uZ6ksHOlY8LZ1FGgvA/2poXDTHQP8MBpXSWYI2sX8vdvd2Asbgotco3FBv4dpzFGpPco9A27DBI+0FfHurj/69kxyWiOgkKW2ZWFXtuwc6VqyXzhIGLACHaZi3eK5R6r8ApKSzBC03tg+7ezthfB8AoBUwq0Zh3ukab5iicFYGmFGpkHCAtKuQ94F9OWDnAYPuPQYdowabdhhs6PcxuF/4hyEiOpLSiFVXfzTbsfrfpKOEBQvAEWbOXXKZ0vhPADHpLEE7sgQQEZUDpRS8qqpbs51rvyKdJUwi+xjg0Yz0t3RP+aOmjVBYCCC85+cWgeW4cBIpjO/ZhUAfDyAiKhKlFLzqmi9kO9fcLp0lbFgA/oDh/pbOKXWNLwLqXYjYo5IsAURUNhQQq6y9N9u1+lbpKGHEAnAUw32tm6fUNfYC6hpEbKmEJYCIykEsU70y273mQ9I5wooF4FUM97X+pmZ604gC3iqdJWgsAURUytyqmocHu9e+TzpHmLEAHMNIb8sztXXzdwO4WjpL0FgCiKgUeZXVjw11r71eOkfYsQAch5G+lqdrz5hvQ2G+dJagsQQQUSmJpat+Mbh93ZXSOUoBC8BxGulr+UXt9KaDAC6XzhI0lgAiKgWxVOXT2d6HInejdrJYAE7ASG/LhtozGg9AqSukswSNJYCIwiyWqflRdvu6t0jnKCUsACdopK91Q23d/B14ZWMgnw4gIhIWr6x6JNuz9hrpHKWGBeAkjPS1bKytm98J4BrwnAAiIhkKiFVWL8v2rHuPdJRSxAJwkkb6Wl6orWvaCuA6ROz3yBJARNKUUohnar6a7V77EekspSpSF67JNtLX0lZ9RtOzSuGdABzpPEFiCSAiKUorxNI1dwx0r+EJf6cgUmvYxdLQtPjNxlffB1AhnSVo/AIhIgqU0ohV1yzKdqy6UzpKqWMBmCQz5y16k1L6RwCqpbMEjSWAiIKgtDbxdM3H+7tX/at0lnLAAjCJGhoXzfGN/oECTpPOEjSWACIqJmU5fiKdfm9f15qHpLOUCxaASVY//7Yz4fs/gMEs6SxBYwkgomKwXXfcqah5y0DHsqeks5QTFoAiOK9xUdWE0d8BELlDKVgCiGgyOYnkTitTfUG2bWmvdJZyw6cAiuCl3taD09KXPWRihekAzpfOEyQ+HUBEk8VJVXQgF6sf6l4+LJ2lHHECUFyqoXHJ54zBPyJiv2tOAojoVHgV6Q2Dvd+aD4AfIkXCCUCRDfe2PD6lrrEHUG9FhH7fnAQQ0clQSsGtzCwf2v7wtQD44VFEkTrGVsqWDXeshNF/CmCXdJYgOYkUKuvOhtJ8mxHRsSmtjZepXjTU89BN0lmiIFJjaWnnNC1+veWrHwCYIZ0lSBP792J3bycnAUR0VNp28m4yc0O2Z9Wj0lmiggUgYLMX/P20XM75DwVcIp0lSNwTQERHY8cSe2JV1fN6X3ygTTpLlERmTTosXu55ct95Z1+2cl+h4EGhUTpPULgngIj+EDeV3ox8rCHbs3xAOkvUcAIgqH7ekvdC4RsAEtJZgsJJABEBeOVM/3RmWbZn7c3SUaKKBUDY6+YtuUArPALgTOksQWEJIIo2bTsFL11100DnylXSWaKMBSAEGi5aXGNctRYGV0lnCQpLAFE0ObH4aDKemtvVtapdOkvUsQCEh6pvXPIZGHwJEXk8kyWAKFqcRMVzOwbMxcD6CeksxE2AoTLS27JhyvTGZ//30KCYdJ5isxwXdjyJ8T07paMQUREprU2squarQ9sfehfwYkE6D72CE4AQmjX/ttf5Bf8RAOdKZwkCJwFE5cv2vHE7Xn1jtnvZ96Sz0O/iBCCEhrc/MTrt7MtW+4XCNChcKJ2n2PiIIFF5ctOZ3zqZyvMG2pc9J52Ffh8nACHXcOni6w3UUgA10lmKjZMAovKgbcu46eq7sp2rPiOdhY6OBaAEzF7w99PyOXc5YK6WzlJsLAFEpc2JJ3bGEunLt3csf1Y6C706FoDSoeobl3wcBncC8KTDFBNLAFHpUUrBTVf+crCn/nKgOS+dh46NBaDEzJq35Fxfm3Uw6jzpLMXEEkBUOrTt5Oxk5QeHelavkM5Cx4+bAEvMcF/LS/HT37TC1XYFoC5CmZY4PiJIVBqcVLorWZ0+r3/bqlbpLHRiyvLiERUNc5dcZbRaAZhp0lmKhZMAonBSluPHUhV3DvSsXSKdhU4OJwAlbLi/pXPqjKZ1xuB1AOql8xQDHxEkCh83kepPVlZe0te5+lvSWejkcQJQJuobP7sQxnwdQK10lmLgJIBInrIcP57O/HN/16pF0lno1HECUCZGeltezJxx2UoNfxoUzpfOM9k4CSCS5SRTXfF01Zv6Olasl85Ck4MTgDJUP2/xDVD6vnLcG8BJAFGwtO3mvIr0rQNdq++RzkKTixOAMjTS1/pi5dR5D1qOSgDqjSijbxfkJIAoOE6i4jkrVXnhYOfKn0lnocnHCUCZm9W05I99Xy0FzBzpLJOJkwCi4rG92AE7kfhotmvtMuksVDycAJS54d6WwRlTZy2fcBL7AcwD4EhnmgycBBBNPmVZJpau+u5QpXnj3vaHN0rnoeLiBCBCZs797OlK4Q4o8z7pLJOFkwCiyeEk09srYpXXd3Qs5Rn+EcECEEH1ly55C4B7AZwrnWUysAQQnTzL88a8dOUn+9tXLpXOQsHiEkAEjfS19Jx39mUP7DOFUSjMBRCTznQquBxAdOKUZfuxdGb9jv6qi/aMLHtGOg8FjxOAiDv34iWnTVj4glK4GSVeCCf278Xu3k6WAKJXowAnmdroxOPX9bevGpCOQ3JYAAgAMHPu4gal1RcALJTOciq4HEB0dHYsOawT3vuHOtc+Jp2F5LEA0O+Y2Xjb5cqYuwBTsqcJsgQQ/S47lthvJyoWZztX3CedhcKjpEe+NPlGep/oGrlk2gO1e6p7oNQFADLSmU4U9wQQvUI7Xs6rqrp/qLdh/t6dX/uVdB4KF04A6Khmz252C1W5DxiDz5fiscKcBFBUadv1vXT6u/nkae/f8fxd+6XzUDixANAxveHKTyfHx9yPwmARSmwiwBJAUaItyzgVmScSFakbO5+//yXpPBRuLAB03Oov/UwFlP03pVYE+HQAlTtlaeMmK5+MJeLv6d78ze3Seag0sADQCTusCNwKoEo6z/HgJIDKkbZt4yQqnvTi7nt7tqzokc5DpYUFgE7ajAXNGXdi4hNK4eMAqqXzHAtLAJULbTu+l0z/2Emmb+pp+/qQdB4qTSwAdMpmLGiOufmJG5XBEgD10nleDUsAlTLLcQtOsuInBZ36ix2dXOOnU8MCQJOoWTc05t5mYBbBYJ50mqNhCaBSY3uxCTeRWu9XxT+Y3bR0TDoPlQcWACqKmY2fbVS++RQUrgGgpfMciRsDqRQ48eROKxG/L9ux+vMA2FhpUrEAUFHNbFx0loL6BIy6BUBCOs/hOAmgUFIaTiK13UnFl/RvWbFOOg6VLxYACsQ5TYunaB8fVsBHADVVOs8hLAEUFq+s76d+4bneR7u3LtsqnYfKHwsABWr27GY3X5W7Vhn/gwbqMoTgPcgSQJLseGqPm0w8PO4mP/Vy29f3Seeh6BD/8KXoqr/0tnoY/y+hcAuAGsksLAEUJKW1cRKpLY6XWNzXsfxR6TwUTSwAJO4NV346ObHPXWgUbgLQCKH3JTcGUrE58dRO24utj1v2bR0dy1+WzkPRxgJAoXL2/M+eYfvmz2Hw1wDODPr1OQmgyaYdL+/EE7+yHPe2/o4Vj0vnITqEBYBCqlk3zJ24wmjzPkBdByAZ1CuzBNCpUpZl3HiqQ3vevw90jN0LrC9IZyI6EgsAhd6MBc2xWD53hTHmfQCuBeAW+zVZAuiEKcDxkqNWMv6Q9mr/sb/tnlHpSESvhgWASkrDRYtr4OAGA9wIqDcDsIr1WtwTQMeitIITSw4r1/mhpfU/9Xeu6ZDORHS8WACoZM2e21ydsybeDl8tVMpciSJMBjgJoCMppeHEE6O2F3vM9azPd21esU06E9HJYAGgsjBjQXPGzY+/Qxl1LYArAVRM1t/NEkDaso0VS/Ranvs9x43fsX3z0kHpTESnigWAys/ChdbMwZlzlW/eDo1rYDDrVP9KLgdEj+V4OSsW22rF4uvUWOZr/f33HJDORDSZWACo7M2cu7hBaX01gCsA82ac5BMFnASUN21ZxoolhizPbVG2842Brct/Lp2JqJhYAChSZs9udgtV+Xm+8a9UwBUALsQJbCRkCSgjSsGOJffYMW+jbbsP64m61T09zQelYxEFhQWAIm32guZULp+/RMNvhDGXGqj5OMZmQi4HlCalFLQb22973mbb9R5LpTP/vnnT17iWT5HFAkB0mNkLmlOFiYPzjNKNgLoYylwMg8oj/xwnAeGnLce3PHdEO86LyrF/mEjZyzv+m8fvEh3CAkD0qpr1OU3jDVYBFxuoS5RSFwPm9QAcloDwUEpBe96Y5Xhd2rKfhuWuz3Ys+wkAjmmIjoIFgOgEzZnzQedA7LSZeVWYM75r5LoDo8N/4k+Mp/1Cgf+fAqAsy1hubJ/lOANKW8/Ddn40odW3h7cu2yudjaiU8AOLaJJMP/eWWX4OC0xu/FK/UJjt53N1hdxEppCb0NLZSpG2LFiON6YcZ0hbdrvl2s9YbvxnPS+c1gI0c+xCdIpYAIiKS9Vd+NezzP7xBYVc/iLk8w2+8V/rFwrVfj6X8As5FdkhtQK05fqWbR9Qlj0CSw8orTu10puU4/28f+uDL4AjfKKiYQEgEnTOhR+bMn5g/EJjchf4ufws+P504/uvNYV8jV/Ip/x83vX9vC61y6BSCtCWry0rpy17n7bsUVg6q7XTrRyzRSnvuUIyvSm76e5h6axEUcUCQBR2CxdaZ21LnpU76JylCv4Mg9zpvq+nwhSmwPerfN/PGOOnfVNIqAI8o6CNKbgKSisY5Rd8G4AyBjCmoBQA4xtlzP9P0V+5YOv/qxkKgNJW3ihllFJ5BZ1XSuWNxrjS1gGt9B5ovUtrPQqlXraUHvK1nVVa93jJ8c6OTWd2c0xPFG7/Ax3xhTlT/BeCAAAAAElFTkSuQmCC",
"path": null
} | Generate code for a svg of a flat design icon of a hammer, featuring a long shadow, set against a blue background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<circle style="fill:#273B7A;" cx="256" cy="256" r="256"/>
<path style="fill:#121149;" d="M510.823,280.542L312.267,81.986l-36.98,72.323l-57.116,21.773l75.623,75.623L123.801,422.536
l85.128,85.128c15.26,2.836,30.989,4.334,47.071,4.334C389.104,512,498.469,410.412,510.823,280.542z"/>
<path style="fill:#FF7F4F;" d="M340.44,242.004l-36.107,36.107c0,0-82.425,30.272-126.374,126.373l-18.053,18.053
c-9.971,9.971-26.136,9.971-36.107,0l0,0c-9.971-9.971-9.971-26.136,0-36.107l18.053-18.053c0,0,130.932-110.873,162.48-162.48
L340.44,242.004z"/>
<path style="fill:#A6A8AA;" d="M292.299,206.445l45.727,45.727c4.658,4.658,12.21,4.658,16.868,0l37.292-37.292
c4.658-4.658,4.658-12.21,0-16.868l-45.727-45.727L292.299,206.445z"/>
<path style="fill:#808183;" d="M318.328,180.415l-26.029,26.029l45.727,45.727c4.658,4.658,12.21,4.658,16.868,0l17.596-17.594
L318.328,180.415z"/>
<path style="fill:#D0D1D3;" d="M348.374,154.198l-36.107-72.213c0,0-67.106,19.33-94.096,94.096l76.043,32.277L348.374,154.198z"/>
<path style="fill:#A6A8AA;" d="M255.472,117.558c-14.264,14.029-28.11,33.058-37.302,58.523l76.043,32.277l26.029-26.029
L255.472,117.558z"/>
<path style="fill:#EAA22F;" d="M312.267,81.986l10.421,20.842c-17.408,7.161-60.294,29.501-82.947,82.41l-21.57-9.156
C245.16,101.316,312.267,81.986,312.267,81.986z"/>
<path style="fill:#FF5419;" d="M255.472,117.558c-14.264,14.029-28.11,33.058-37.302,58.523l21.569,9.156
c9.019-21.064,21.247-37.269,33.795-49.616L255.472,117.558z"/>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "574e51027c3c2431d9b9cdc29545c17b153f76946ad11164a87a96409fe73b55.png"
} | Generate code for a svg of a a close up of a blue and white picture of a tv | <svg width="20" height="20" viewBox="0 0 26 26" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>Group</title>
<desc>Created using Figma</desc>
<g id="Canvas" transform="translate(13639 4485)">
<g id="Group">
<g id="Stroke 132">
<use xlink:href="#path0_stroke" transform="translate(-13638 -4477.14)" fill="#005F91"/>
</g>
<g id="Fill 133">
<use xlink:href="#path1_fill" transform="translate(-13620.9 -4470.29)" fill="#005F91"/>
</g>
<g id="Stroke 134">
<use xlink:href="#path2_stroke" transform="translate(-13636.3 -4484)" fill="#005F91"/>
</g>
</g>
</g>
<defs>
<path id="path0_stroke" d="M 22.2857 16.1425L 1.71429 16.1425L 1.71429 18.1425L 22.2857 18.1425L 22.2857 16.1425ZM 1.71429 16.1425C 1.3192 16.1425 1 15.8229 1 15.4283L -1 15.4283C -1 16.9262 0.21337 18.1425 1.71429 18.1425L 1.71429 16.1425ZM 1 15.4283L 1 1.71425L -1 1.71425L -1 15.4283L 1 15.4283ZM 1 1.71425C 1 1.31964 1.3192 1 1.71429 1L 1.71429 -1C 0.213369 -1 -1 0.216331 -1 1.71425L 1 1.71425ZM 1.71429 1L 22.2857 1L 22.2857 -1L 1.71429 -1L 1.71429 1ZM 22.2857 1C 22.6808 1 23 1.31964 23 1.71425L 25 1.71425C 25 0.216331 23.7866 -1 22.2857 -1L 22.2857 1ZM 23 1.71425L 23 15.4283L 25 15.4283L 25 1.71425L 23 1.71425ZM 23 15.4283C 23 15.8229 22.6808 16.1425 22.2857 16.1425L 22.2857 18.1425C 23.7866 18.1425 25 16.9262 25 15.4283L 23 15.4283Z"/>
<path id="path1_fill" fill-rule="evenodd" d="M 3.42857 1.71425C 3.42857 2.66052 2.66229 3.4285 1.71429 3.4285C 0.766286 3.4285 0 2.66052 0 1.71425C 0 0.767984 0.766286 0 1.71429 0C 2.66229 0 3.42857 0.767984 3.42857 1.71425"/>
<path id="path2_stroke" d="M 16.1429 6.857C 16.1429 7.40929 16.5906 7.857 17.1429 7.857C 17.6951 7.857 18.1429 7.40929 18.1429 6.857L 16.1429 6.857ZM 17.1429 0L 18.1429 0C 18.1429 -0.331823 17.9783 -0.642035 17.7035 -0.828065C 17.4287 -1.0141 17.0796 -1.05171 16.7715 -0.928479L 17.1429 0ZM -0.371384 5.92852C -0.884169 6.13363 -1.13359 6.7156 -0.928479 7.22839C -0.723369 7.74117 -0.141401 7.99059 0.371384 7.78548L -0.371384 5.92852ZM 18.1429 6.857L 18.1429 0L 16.1429 0L 16.1429 6.857L 18.1429 6.857ZM 16.7715 -0.928479L -0.371384 5.92852L 0.371384 7.78548L 17.5142 0.928479L 16.7715 -0.928479Z"/>
</defs>
</svg> | |
I draw a woman construction worker with medium-light skin tone, with curves, shapes, and detail level. | {
"bytes": "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",
"path": "emoji_u1f477_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman construction worker: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="shirt_1_">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="64" x2="64" y1="34.0401" y2="-7.7768">
<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="M116,124.14v-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="helmet_x5F_back_1_">
<path d="M18,52.31c0,9.34,20.6,16.92,46,16.92s46-7.58,46-16.92S18,42.96,18,52.31z" style="fill:#FFEA00;"/>
<path d="M105.38,52.29c-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-0.62,0.41-0.78,1.21-0.33,1.8C26.75,59.93,45.76,65.67,64,65.68c18.24-0.02,38-6.62,41.71-11.58 C106.15,53.5,106.01,52.7,105.38,52.29z" style="fill:#EDBF00;"/>
</g>
<g id="hair">
<path id="hair_2_" d="M104.11,45.38c0,17.47-0.95,40.07-5.04,56.57c-9.73-4.01-22.48-6-35.07-5.99 c-12.56,0.02-25.37,1.79-35.14,5.71c-4.03-16.48-4.97-38.92-4.97-56.29c0-0.61-0.33-35.53,40.68-35.53 C105.58,9.85,104.11,44.77,104.11,45.38z" style="fill:#AB872F;"/>
</g>
<g id="neck">
<path id="neck_1_" d="M64,90.11h-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-9.98C73.08,90.11,64,90.11,64,90.11z" style="fill:#C48E6A;"/>
</g>
<path id="head_1_" d="M64,15.77c-17.2,0-33.13,12.79-33.13,39.91c0,21.79,13.49,34.67,25.23,38.83 C58.9,95.5,61.6,96,64,96c2.38,0,5.07-0.49,7.85-1.47c11.76-4.14,25.28-17.03,25.28-38.84C97.13,28.56,81.2,15.77,64,15.77z" style="fill:#E0BB95;"/>
<g id="face">
<g id="hair_1_">
<path id="hair_3_" d="M101.89,45.38c0,0,1.02-35.57-37.81-35.57S26.11,45.38,26.11,45.38 s0.33,31.34,3.2,37.26s7.19,5.71,7.19,5.71s-2.03-12.4-2.26-24.9c-0.06-2.92-0.94-15.73,5.16-17.09 c22.36-5.02,35.01-14.88,35.01-14.88c3.29,7.19,13.58,14.19,17.27,16.86c3.03,2.19,2.61,11.2,2.55,15.03l-3.05,24.92 c0,0,4.68,0.37,7.65-5.64C101.8,76.62,101.89,45.38,101.89,45.38z" style="fill:#AB872F;"/>
</g>
<g id="eyes_3_">
<ellipse cx="48.4" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
<ellipse cx="79.6" cy="58.81" rx="4.93" ry="5.1" style="fill:#5D4037;"/>
</g>
<g id="eyebrow_1_">
<path d="M55.64,49.82c-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 C55.94,50.99,56.05,50.36,55.64,49.82z" style="fill:#AB872F;"/>
<path d="M86.83,49.82c-0.93-1.23-3.07-3.01-7.23-3.01c-4.16,0-6.31,1.79-7.23,3.01 c-0.41,0.54-0.31,1.17-0.02,1.55c0.26,0.35,1.04,0.68,1.9,0.39s2.54-1.16,5.35-1.18c2.81,0.02,4.49,0.89,5.35,1.18 c0.86,0.29,1.64-0.03,1.9-0.39C87.13,50.99,87.24,50.36,86.83,49.82z" style="fill:#AB872F;"/>
</g>
<path id="nose" d="M67.81,68.15c-0.11-0.04-0.21-0.07-0.32-0.08h-6.99c-0.11,0.01-0.21,0.04-0.32,0.08 c-0.63,0.26-0.98,0.91-0.68,1.61c0.3,0.7,1.69,2.66,4.49,2.66s4.2-1.96,4.5-2.66C68.79,69.06,68.45,68.41,67.81,68.15z" style="fill:#C48E6A;"/>
<path id="mouth" d="M72.32,76.23c-3.15,1.87-13.47,1.87-16.61,0c-1.81-1.07-3.65,0.57-2.9,2.21 c0.74,1.61,6.37,5.36,11.23,5.36s10.42-3.75,11.16-5.36C75.95,76.8,74.13,75.16,72.32,76.23z" style="fill:#6D4C41;"/>
</g>
<radialGradient id="hairHighlights_1_" cx="64.187" cy="60.0382" gradientTransform="matrix(1.030000e-13 1 0.7605 -7.800000e-14 18.5261 3.4599)" gradientUnits="userSpaceOnUse" r="57.3918">
<stop offset="0.8436" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights" d="M104.12,42.7c0,18.35-0.67,42.05-5.05,59.25 c-9.58-3.79-22.59-5.9-34.91-5.9h-0.14c-12.34,0.02-25.5,1.91-35.16,5.62c-4.32-17.06-4.95-40.73-4.95-58.97 c0-0.61-0.33-29.53,40.68-29.53S104.12,42.09,104.12,42.7z" style="fill:url(#hairHighlights_1_);"/>
<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="31.669" y2="-6.0499">
<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="M58.5,124.14H29.55V101.4c1.79-0.7,3.68-1.32,5.64-1.86c2.89-0.82,5.94-1.49,9.1-2.01 c2.14-0.36,4.33-0.65,6.55-0.88L58.5,124.14z" 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="31.8769" y2="-6.8342">
<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="M50.96,124.14H36.29l-1.1-24.6c2.89-0.82,5.94-1.49,9.1-2.01L50.96,124.14z" 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="31.6314" y2="-6.0326">
<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="M98.45,101.7v22.44H69.5l7.65-27.45c2.21,0.24,4.4,0.56,6.53,0.94 c3.17,0.57,6.23,1.27,9.12,2.13C94.77,100.34,96.66,100.99,98.45,101.7z" 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="31.7791" y2="-6.7864">
<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="M92.8,99.76l-1.09,24.38H77.04l6.64-26.51C86.85,98.2,89.91,98.9,92.8,99.76z" style="fill:url(#SVGID_5_);"/>
</g>
</g>
<g id="helmet">
<radialGradient id="XMLID_2_" cx="64" cy="98.1613" gradientTransform="matrix(1 0 0 -0.9806 0 127.575)" gradientUnits="userSpaceOnUse" r="34.638">
<stop offset="0" style="stop-color:#FFFF00"/>
<stop offset="0.325" style="stop-color:#FFF600"/>
<stop offset="0.8535" style="stop-color:#FFDE00"/>
<stop offset="0.9978" style="stop-color:#FFD600"/>
</radialGradient>
<path id="XMLID_4_" d="M64.41,8.1c-46.76,0-43.24,46.43-43.24,46.43s12.21-10.8,43.5-10.8 s42.1,9.8,42.1,9.8S111.17,8.1,64.41,8.1z" style="fill:url(#XMLID_2_);"/>
<linearGradient id="SVGID_6_" gradientTransform="matrix(1 0 0 -1 0 130)" gradientUnits="userSpaceOnUse" x1="64.3215" x2="64.3215" y1="125.0854" y2="88.0479">
<stop offset="0" style="stop-color:#FFFF00"/>
<stop offset="0.4462" style="stop-color:#FFF900"/>
<stop offset="1" style="stop-color:#FFEA00"/>
</linearGradient>
<path d="M74.72,42.33h-20.8V9.23c0-2.79,2.26-5.05,5.05-5.05h10.7c2.79,0,5.05,2.26,5.05,5.05V42.33z " style="fill:url(#SVGID_6_);"/>
<g>
<g>
<defs>
<path id="SVGID_7_" d="M64.41,8.1c-46.76,0-43.24,46.43-43.24,46.43s12.21-10.8,43.5-10.8s42.1,9.8,42.1,9.8 S111.17,8.1,64.41,8.1z"/>
</defs>
<clipPath id="SVGID_8_">
<use style="overflow:visible;" xlink:href="#SVGID_7_"/>
</clipPath>
<path id="XMLID_3_" d="M47.12,10.4 l6.95-2.3v23.29C52.66,21.33,50.64,14.05,47.12,10.4z" style="opacity:0.5;clip-path:url(#SVGID_8_);fill:#EDBF00;enable-background:new ;"/>
</g>
<g>
<defs>
<path id="SVGID_9_" d="M64.41,8.1c-46.76,0-43.24,46.43-43.24,46.43s12.21-10.8,43.5-10.8s42.1,9.8,42.1,9.8 S111.17,8.1,64.41,8.1z"/>
</defs>
<clipPath id="SVGID_10_">
<use style="overflow:visible;" xlink:href="#SVGID_9_"/>
</clipPath>
<path d="M81.71,10.4l-6.95-2.3v23.29 C76.17,21.33,78.19,14.05,81.71,10.4z" style="opacity:0.5;clip-path:url(#SVGID_10_);fill:#EDBF00;enable-background:new ;"/>
</g>
</g>
<path d="M109.53,51.17c-0.25-0.42-0.64-0.74-1.07-0.99C90.36,39.76,64,40.1,64,40.1s-26.36-0.34-44.46,10.07 c-0.44,0.25-0.82,0.57-1.07,0.99c-0.53,0.9-0.97,2.61,0.75,5.08c0,0,10.95-10.85,44.78-11.53c33.82,0.69,44.78,11.53,44.78,11.53 C110.5,53.78,110.06,52.07,109.53,51.17z" style="fill:#FFEA00;"/>
</g>
</svg> |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white icon showcasing a flaming torch. | <?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 0 300.067 300.067" style="enable-background:new 0 0 300.067 300.067;" xml:space="preserve">
<g>
<g>
<path d="M270.302,20.086c-5.322-2.205-11.454-0.987-15.53,3.088l-20.688,20.689L210.371,6.6C207.755,2.489,203.22,0,198.348,0
s-9.406,2.489-12.022,6.6l-23.713,37.264l-20.688-20.689c-4.075-4.076-10.206-5.293-15.53-3.088
c-5.325,2.205-8.797,7.401-8.797,13.164v85.5c0,18.136,6.013,34.893,16.145,48.388l-108.6,108.601
c-5.565,5.565-5.565,14.587,0,20.153c2.783,2.783,6.43,4.174,10.076,4.174c3.647,0,7.294-1.392,10.076-4.175l109.315-109.316
c12.615,8.163,27.626,12.925,43.738,12.925c0,0,0,0,0.002,0c21.567,0,41.846-8.4,57.097-23.65
c15.252-15.253,23.652-35.53,23.652-57.1V33.25C279.098,27.487,275.627,22.291,270.302,20.086z M250.6,118.75h-0.002
c0,13.956-5.436,27.078-15.304,36.947c-9.87,9.87-22.99,15.304-36.946,15.303c-8.201,0-15.964-1.904-22.877-5.286l16.738-16.738
c1.096,0.155,2.217,0.24,3.357,0.24c13.117,0,23.75-10.632,23.75-23.749c0-13.118-10.633-23.751-23.75-23.75
c-13.12,0-23.75,10.632-23.75,23.75c0,1.14,0.086,2.259,0.24,3.355l-17.842,17.843c-5.131-8.083-8.117-17.655-8.117-27.917V67.653
l8.924,8.924c3.056,3.056,7.329,4.56,11.631,4.089c4.297-0.472,8.146-2.869,10.468-6.514l21.228-33.358l21.228,33.358
c2.321,3.646,6.171,6.042,10.468,6.514c4.293,0.471,8.575-1.034,11.631-4.089l8.924-8.924V118.75z"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAAfMUlEQVR4nO2deVgUR97Ha2YAOUQcVOQSiCCKGg6JiveBHMrGGDcuxgPUrG6euKK7HuMZ1vVYYsw+HsmyrjEaFDzjuYonnoggh+AFCKggiBzODAwMDPT0+wfP8vpM19wzVd1Nf/78DVR/q/rb1dV18kiSBBxGU19fv2bNmtTUVADAtGnTduzY4ejoiFsUG+BxBjUehUIxYsSI/Pz8zkhgYGBWVpalpSVGVeyAj1sAGzh16tSH7gQAPHr06NSpU7j0sAnOoCbg0aNH1GBeXh5yISyEM6gJaGlp0THIoS+cQTloDWdQDlrDGZSD1nAG5aA1nEE5aA1nUA5awxmUg9ZwBuWgNRa4BehBSUnJ9evXu3fvHhUVJRQKccthGGKx+OLFizKZbMqUKT4+Prjl6ApjDLpt27ZNmzZ1TG0RCoUnTpyYMmUKblGM4erVq9HR0RKJBADA4/G2bdu2bt063KJ0ghmv+LS0tI0bN3ZOvBKLxbNmzaqqqsKriilUVlZ2uhMAQJLk+vXrb9++jVWUrjDDoMeOHVOJSCSS+Ph4LGIYR3x8fKc7O6EWKT1hhkHlcjk1ePDgwWfPnqEXwyyePn166NAhapwpc1mYYdDw8HBqkCAIpjSkMLJu3TqCIKjx0NBQ9GIMgBkGjY6O9vb2psbPnz9/8+ZN9HqYwp07dy5cuECNe3l5zZo1C70eA2CGQa2srP7+979Df1q7di23agUKSZJr166F/rR9+/Zu3boh1mMYzDAoAODLL78MDg6mxrOysn777Tf0eujPyZMnMzIyqPHAwMDo6Gj0egyDMQbl8Xg7d+6E/iQSiRQKBWI9NKetrW3jxo3Qn77//ns+nzH3nTFCAQATJ06MiIigxsvKyvbv349eTycuLi7UoJubG3olnfz73/9+8eIFNT516lSGDXCQjCI/Px/69Pfp00cqleJSlZubKxAIPtQjEAjy8vJw6WloaOjbty+1lPh8fm5uLi5VhsEwg5IkGRMTA33SOgZCcbFjx45OjwoEgp07d2IUs2HDBmgRLViwAKMqw2Dexg2VlZW+vr7Nzc0qcRsbm+LiYnd3dyyqAAD5+flXrlwBAERGRvr7++OSUVVV5evr29TUpBK3trYuKiry8PDAospwcD8hhrB69WpoXpYsWYJbGn7++Mc/QgtHJBLhlmYIzKtBAQASicTHx6e+vl4lLhAICgoKBg8ejEUVHSgqKho6dGh7e7tKXCgUlpSUMHG7KCZ9xXfSs2dP6CAnQRDqml9dhDVr1lDdCQDYuHEjE90JmLt5mEKh8PPzKysro/509+7dsWPHopeEnbt3744fP54a9/LyKiwsZMrQkQqMrEEBAFZWVps3b4b+tGrVKoY+dUaibmBz69atDHUnAMz8SOqAIIigoCBopi5duoRbHWouXrwILYqgoCCCIHCrMxym1qAAAD6f/91330F/On36NGIxYrFYLBZXV1eXlZXV19dDG4JmRd1uj9999x2DBjapMGZNEpSwsLDw8PCrV6+qxM00G1ehUBQWFj558uT58+evX78uLy+vqqqqq6sTi8XUP7azs+vZs6eDg0PPnj3d3d39/PwGDx48cODAQYMGmeOFC81yREREWFiYya+FFNxVuLHk5eVRa4h9+/aZKv2qqqrk5ORly5YFBwebZMdkgUDg4+MzZ86cAwcOvHz50lQ6ExMTVS7E5/MxDreaCsYblCTJrVu3fnhjQkNDFQqFMQkqlcr09HSRSBQQEMDj8Yw3pQa8vb0XL1587NixhoYGYzS3trZOnjz5w5S3b99uTII0gandTCpcuXIlJSWlsbFx0qRJX3/9tcFVXV5e3pEjR06ePFlRUWFahVqxs7ObOXNmTEzM5MmTDWs1trW1JSYmpqWlOTg4zJkzBzrzi3GwxKBGIpPJUlJS9u/fn52djVsLcHd3nz9//oIFC3x9fXFroQG4q3DMvHv3Lj4+vlevXrjvgyo8Hu93v/tdVlYW7hLCTNc1aGVl5TfffEPzHuwOm2ZkZOAuLWx0xVe8WCzeunVrYmIidLm9Vvr16zd06FA/Pz8PDw9PT09nZ2ehUCgUCjsavnZ2djKZTPI/pFLpu3fvnv+PN2/eGKY5LCxsx44dgYGBhv07g8H9hCClvb09MTGxd+/eehURj8fz9/ePi4s7c+ZMfX29MQKkUun9+/e3b98+ZcoUGxsbvWRYWFisWLEC48IBLHQhg+bm5qobGoViZ2c3b968U6dO1dbWmkOPXC6/cePGunXr+vfvr7sqV1fX48ePm0MPPekSBm1padmwYYOOfU98Pn/y5MmHDh1qbGxEI0+pVN65c+err75ycHDQ0abh4eGvXr1CIw8v7Dfos2fPAgICdLnrQqHw22+/LS8vxyW1ubn5yJEjOlbzjo6O58+fxyUVGSw36P79+21tbbXe7D59+mzfvp0mzTulUnnhwoWQkBCtsnk83qpVq4wcNqM5rDVoS0vLokWLtN5jZ2fnH374QSaT4dYL4dq1a7rMvB49ejTGWt/csNOgb9++HT16tOb7KhAI4uLiaFJrqkOpVCYlJUEXuX9I796909PTcYs1Cyw0aElJCXQrvA8JDAzMzMzErVRXxGJxXFycyt4QKtja2l68eBG3UtNjiEHb29srKiokEonJ1RhPRkaG5nFLe3v7PXv2tLe341aqN1lZWUOGDNGQNUtLyyNHjuCWCUEikVRUVBhW5nobNDk5uWNzBGtr69jY2KqqKgOuaibS0tI0fxL5+/sXFxfjlmk4MpksNjZWQwb5fP6ePXtwy/x/3r59Gxsba21tDQBwd3dPTk7WNwX9DHr58mWVmWBCofDAgQNKpVLfC5scre6MjY1tamrCLdME/PLLL5pzum3bNtwaSaVS+csvv6icFsTn81NTU/VKRz+DRkZGQkskNDS0tLRUr6RMS25uroZ7Zm1t/Z///AejPJNTUFCgeTIe3vyWlpaq20MvMjJSr6T0M+jHH3+srkRsbGwSEhJwte1GjhypTpiTk9PDhw+xqDIrdXV1I0aMUJdrgUBw7tw59KoIgti3b1/37t3VCfP399crQf0MOnv2bHUX7mD48OEFBQV6pWk8jY2N6hZmuLi4PHnyBLEeZMhkMnXvNACAjY3N3bt3UeopKCjQ8Mx0MHv2bL3S1M+gjx496tGjh2YFlpaWmzZtamlp0StlY2hpaYFO6/Ty8iopKUEmAwutra0a9vPu1avXs2fPEMhoaWnZtGmT1tkOPXr0yM/P1ytlvb/iHz58OGDAAM06AAB+fn4ou46/+OILFQGDBw+urKxEJgAjBEFoGDMbMGCAkcvxtJKenq7Lhm0+Pj4GLBAwpB9ULpfHx8dbWVlpFsTj8ZYsWWLu0umgpqbmw2ZoRESEmebI0ZP29vbp06eruxHz5s0z03WbmppEIpHmEQQAgIWFRVxcnGHjyYaPJOXn53/yySdanxtXV9czZ84YfBXdIQji2rVriYmJd+7coUO3F2KamppGjRql7i4cOnTI5FdMTU319PTUaoCPP/7YmEE7o4Y629radu3aZWdnp1XlrFmzampqjLkWh1bq6uoGDRoELX87O7vnz5+b6kJisXjJkiVadwywtLQUiUStra3GXMsEY/FFRUXQXf9UcHJyOnr0qPGX49DAy5cv+/TpAy3/wMBAuVxu/CWOHj3q5OSk9XaPHTu2sLDQ+MuZZrKIUqlMTEzU+oEPcB910BVITU1VV7fFx8cbmbi6s5c+pEePHj/99JOpttQz5WymqqqqmTNnas2Akd3mzc3N6enpDx48YPSugmZl5cqV0JK3sbEpKyszONnc3FytN3fq1KmvX782YV5MP91O6ytgy5YtBid+/vz5zsmRnp6eOTk5JlTOGhQKhboJ+TNmzDA42S1btmi4rX369DFgLohWzDIftK6ubv78+epykpCQYFiyT548UVmq27t3bzTdWIyjpKREXYtL3+kanfzjH/9Qd0/nzp1rpn49M05YhnZD8Pl8gye8RUVFUYvGHB0o7GD37t1QM/n4+Bg2zldcXEzd1czDw8OsE6XNO6O+sbFx2bJlnbmysLD48ccfDUvq1q1b0OL+5z//aVrNrKGtrU3deWIGzxnds2ePhYVFZ12zdOlSc7/BUGx9U1JS0rFp/NSpUw3esW3MmDH379+nxh8+fKjLeEHX5N69e+PHj6fe4n79+pWWlhq2SWVxcfGlS5cAAFFRUboMehuLWe1vKlJTU6HiQ0JCuuCgkV7MmTMHWnRJSUm4pekEMwwaGhoKLeW0tDTc0uhOZWUldBOoIUOGMOLZZsD5DwUFBWlpadR4VFTUpEmT0OthFq6urgsXLqTGnz59euHCBfR69Ab3E6KdefPmQZVnZ2fjlsYMysrKOr9sPmTs2LG4pWmH7gatr6/vWBOoQmhoKG5pTGLu3LnQh7yoqAi3NC3Q/RV/9OhR6AlAq1atQi+GuYhEIugA/bFjx9CL0Qu677A8fPhw6sEGfn5+T58+NfcBMSwjLCzs+vXrKkFfX9+ioiIsenSE1jXos2fPoMduLFq0iHOnvkCb8sXFxXQ42EQDtDYo9MhNCwsLdS0qDg3MnDkT2t+UkpKCXozu0Nqg//3vf6nByMhIFxcX9GKYjr29/aeffkqNqzuFlibQ16Dv3r17+PAhNT5r1iz0YtgBdFSpoqKitLQUvRgdoa9BU1NTlUqlSlAgEEydOhWLHhYwdepU6J4f6ibi0AH6GvTOnTvU4OjRo9WtueHQipWVFXRfX2hR0wT6GvTevXvUIDsOSMXIhAkTqMGbN2+iV6IjNDXou3fvXrx4QY2PGzcOvRg2MXHiRGqwoqLi5cuXyLXoBE0N+uDBA2qwW7duw4cPRy+GTQwfPhy6j0FmZiZ6MbpAU4M+ffqUGgwODtb3+EAOFSwtLaFbVULfV3SASQbV8TwuDs34+flRg5xB9QNqUM1HCHDoCHSdRnFxMXolukBTg0IfaF32+OPQCnRZGGdQPZBIJM3NzdQ4iiVaXQCoQcVicX19PXoxWqGjQauqqqhBPp/v7OyMXgz78PLygu7t+urVK+RatMMYgzo5OUHXLXDoi0AggJ51xtWgulJXV0cNctWnCYGOyL9//x69Eq3Q0aDQBqguezty6Ii9vT01KJFIkAvRDh0NKpfLqUGui96EQGtQhUKBXolW6GhQ6Co56NpODsOA1qCtra3olWiFjgZtb2+nBrkvJBMCfdoJgkCvRCt0NCi0+KDVKodhMKgRRUeDQksK+uXEYRhNTU3UoOYTlHFBR4NCSwr60HMYBvRp5wyqK9AJizKZDL0StsIZ1CigXZ7V1dXolbCVt2/fUoMODg7olWiFjgbt168fNVhXV8c1Q02CTCaDDhp5eHigF6MVOhrUw8MDurNNRUUFejHso7y8nBrk8Xju7u7oxWiFjga1traGri2GliyHvkCLsW/fvvQcCqGjQYGa1w3N92FjCtC5ydBmFR2gqUGhc5NzcnLQK2Ef0GKk7WRwmho0KCiIGuQMahKgxRgcHIxeiS7Q1KDQ8nr27Bn3IW8kzc3N0JYSZ1D9CAoKon7IEwShy4G7HBrIzs6mzsXh8XiBgYE45GiHpgYVCoUfffQRNX7lyhX0YtgEtAB9fHzo2UsPaGtQAMD48eOpwcuXL6NXwiagBQjdUYwm0Neg0I3scnNza2pq0IthB7W1tY8ePaLG6bxnIH0NGh4eLhAIVIJKpVLduZ0cWrl48SJ0T2B1J03SAfoa1NHREbqXXXJyMnox7ODw4cPU4MiRI4VCIXoxOkJfgwIApk2bRg3euHHjzZs36MUwnYqKCuhW3zTfUp3WBv3yyy+pnU1KpZKrRA3g8OHD1Pc7AOAPf/gDejG6Q2uD+vj4jBo1iho/dOgQzQ/IoxtKpfLXX3+lxseMGQPdqok+0NqgAID58+dTg4WFhRcvXkQvhrlcuHABOkckNjYWvRi9oPtZnVKp1MXFhbogady4cXQ+m4JujBkz5v79+ypBa2vrt2/f9uzZE4ciXaF7Derg4PDFF19Q43fv3oXuY89BJT09nepOAEB0dDTN3QkAoPt58SRJ5ufnQyfYf/rpp7ilMYOoqChq6fF4vMePH+OWph0GGJQkycjISOjTde3aNdzS6E5aWhq06KKionBL0wlmGPTGjRvQUg4MDCQIArc6+kIQhLp5dLdu3cKtTieYYVCSJEeMGAEt6I4uJw4oBw4cgBZaSEgIbmm6whiDqjvw1MXF5f3797jV0ZH6+np1u/7evn0btzpdYYxBSZL87LPPoMUdExODWxodmTt3LrS4Zs6ciVuaHjDJoCUlJdDd/wEAp0+fxq2OXpw/fx5aUJaWlsXFxbjV6QGTDEqSZFxcnLoXfX19PW51dKG+vt7FxQVaUMuXL8etTj8YZlCJRKJuBffChQtxq6MLCxcuhBaRh4eHVCrFrU4/GGZQkiQvX74M7bfn8Xjp6em41eHn/v376sonNTUVtzq9YZ5BSZL86quvoDVEUFBQe3s7bnU4IQhC3Ynlixcvxq3OEBhpUKlUqm4rtn/961+41eHkxx9/hBaLm5ubWCzGrc4QGGlQkiTPnj0LvROOjo61tbW41eGhpqZG3eKNs2fP4lZnIEw1KKlmDgQAYMmSJbil4WHRokXQAgkPD8ctzXDoPh9UA6WlpUOHDqWe/sHn8zMyMtQNjbKV7OzskSNHUhd1WFlZPX78mObT5jVA9/mgGvD29v7rX/9KjSuVyqVLl0LX37AVDVles2YNc90JABPmg2qgqanJy8sLmq8DBw7gVoeOffv2QQvB09OzqakJtzqjYLZBSZI8ceIE9N706tWrrq4OtzpEDB06FFoILBgBZrxBSZJUt3PLsmXLcEtDgboz+CIiInBLMwEM/kjq5Pnz5wEBAW1tbSpxgUCQk5MTEBCARRVKnJycamtrP4x069atoKCA2a1PAACjP5I68fPzW758OTVOEERHJYpeEmJWrlypElm/fj0L3AkAwz+SOmloaHB1dYVm8Pjx47jVmR2lUvm3v/2t46g4W1vbDRs2sGYlDBte8R0kJyfPmzePGvfy8nr+/Dk9z1gxLc3NzZWVlW5ubvQ81NAw2PCK72Du3LkTJ06kxl+9erVr1y7UanBga2s7YMAANrkT0H9nEb3Iz88PDg4mCEIlbm9v/+LFi759+2JRxWEM7KlBAQABAQHQ8ejGxsZvv/0WvR4O42FVDQoAqKmp8fX1lUqlKnGBQPD48WM/Pz8sqjgMhlU1KADAyclp7dq11DhBEPHx8ej1mAO5XL5///7Vq1cfPHiwoaEBtxwzg7kXwQzI5XLoETY8Hi87Oxu3OmOpqqr6MHe+vr5lZWW4RZkRFhqUJMkjR45An0ZGz4zsgLpN1fTp03GLMiNsa4N2oFQqP/nkk7y8POpP9+7dGzNmDHpJJiEzMzMkJEQlaGVlJZfL+Xy2tdY6YGmu+PytW7dCf0pISEAsxoRs2bKFGhQIBNTTDdkD7ircjIwbN46aXx6P9+jRI9zSDCE3Nxe6nnjatGm4pZkRdtagHUDrG5IkGVqJbtu2jYS1x6DLClgDO9ugnYwdOzY9PV0lKBAISktLPT09sUgyjNevX3t7e1MHyUJCQjIyMrBIQgOba1AAwLp166hBgiB+/vln9GKMYd++fVR3AgA2btyIXgxKWF6DkiQ5bNgw6gmqzs7O5eXllpaWOETpjUKh8PT0rK6uVokHBQXl5ORAG6asgeU1KI/H+8tf/kKNV1dXq9v6gYacOXOG6k4AQFxcHLvdCVhvUADArFmzHB0dqfGDBw+iF2MY0EPiHB0do6Oj0YtBDPsNamNjExMTQ41fv35dLBaj16MvEokEeoZEbGysjY0Nej2IYb9BAQB/+tOfqMG2trYLFy6gF6Mv586dUygU1Dg0U+yjSxh00KBBQUFB1Phvv/2GXoy+nDx5khocNmzYwIED0YtBT5cwKADg888/pwavX78OrZzoQ2trK/T9Ds0OK+kqBp05cyY12NzcnJ2djV6M7jx8+BC6L8Pvf/979GKw0FUMOmTIkP79+1PjND8y+e7du9Sgt7d311ka0FUMCgAYO3YsNQh1AH2APj/QSTBsxQK3AHSMGTMmKSlJJXjlyhVoLylNgK7oGDVqFHoluOhCBoXWoARBMKI39EOYO+HaALrKK14qlW7evBm3CtMQHx9PXbbKVlg+WaSD2tra8PBw6pQR5hIQEHD16lUnJyfcQswO+w3a0tIyadKkBw8e4BZiYoKDg+/cucOyjW6osP8Vv3HjRva5EwCQk5PDmpX+GmB5DVpUVDR06FC2rikTCARPnjwZNGgQbiFmhOVf8d9//z3UnXw+/7PPPpszZ46bm5u6I77pgEKhqKysTE5OPnfuHLUqIQhi586djFsdoB/YluuZn5aWFgcHB2qWbW1tr169iludfqSmpkKbmw4ODi0tLbjVmRE2t0FzcnKg3TF79uwJCwtDr8cYIiMjobucSqVSmk8nMBI2G7SgoIAadHNzW7BgAXItJmDhwoXQbc4fP36MXgwy2GzQuro6ajAwMFAgEKAXYzwWFhaBgYHUODSbrIHNBoUu2mT0ZvVQ8RYWbP7SZbNBXVxcqMGsrCySmT1rSqUyKyuLGld3vAk7YLNBvb29qcGKiorDhw+jF2M8SUlJb968ocZ9fHzQi0EGmzvqCYJwdnamNtG6d+9+/vz5SZMmYVFlGDdu3JgxY4ZMJlOJ9+7du7q6mqGtal1gc/NFIBDMmDGD2o8tk8mmTJkSHR09ffp0T09Pc3TU8/n8AQMGdO/eXfOftbW1FRYWalgXpVAoXr9+ffbs2ZMnT0JP254xYwaL3QkAqzvqSZIsKSnBtb8Nn89ftmyZhl70vXv32tnZGXMJKyur0tJSlOWJHpYblCTJFStWmMhyhiASiaCqTLLieeXKlYgLEz3sN6hCoZgwYYLxbjCMHj16QI/NnDx5spEpjx49urW1FX15IobNX/EdWFpaYqxEGxoaoMOtlZWVRqa8cuVKOk9zMRXsN2h5eTnGXWL69+8vFAqpcehOJ3rx9ddfv3792shEGADuKtzshIaG4ipbHo935swZqKri4mKt3/haCQ0NRVuWGGBzPygA4Nq1a+Hh4ep+5fP50Pl4xtOtW7eAgACRSKSht7W4uHjTpk2ZmZmaT4uTSqXQDqYOLl++HBERYZRWmoP7CTEv1GOvOvD29j5x4oRcLsctUDvNzc3Hjx+HbosCAIiIiMAt0LywuQZtaGhwcnJqbW1Vifv7+9+6dQvaNKQt79+/nzhxInVmnZWVVW1tbY8ePbCoQgCbP5LS09Op7uTxeElJScxyJwDA0dExKSmJuuG3QqG4d+8eFkloYLNBoVMrgoODAwIC0IsxnsDAQOi3PzSbrIHNBq2pqaEGBwwYgF6JqfD19aUG3717h14JMthsUHt7e2qQcTsxfcj79++pQRY3QAG7DQqdsHzv3j2GbmwklUqpp+YBbsIyc4Gu4JHJZOvXr0euxQSsXbu2qamJGjd+UIrW4O7nMi+DBw+G5nrFihUymQy3Ol2RyWRxcXHQjAwZMgS3OvPC5n5QAEBCQgL0uE4AQK9evcLCwtzd3ek84ZcgiDdv3ly9ehXa+gQAJCQkiEQixKpQwnKDyuXygQMHVlRU4BZiFlxdXV+8eMHuDe7Y3AYFANjY2Pzwww+sPNCSx+Pt3r2b3e4EgO1t0A7UveUZzYYNG3CXKwq6hEEJgli9ejVuR5kSkUgEnajPPrqEQTs4cuRI7969cVvLWPr06ZOSkoK7LNHRhQxKkqREItmwYYObmxtumxlCv379Nm3aJJVKcZciUlj+FQ+FJMns7OysrKzq6mqV8frMzMz8/HyVv+fxeLGxsaZdAKRQKH799Vdq4fv7+4eEhHx46b59+7q4uAwfPnzYsGGs/NrTAuYHhGacPn0aWko//fSTaS+0d+9e6IXULRHpsnTFGlQDcrnc1dVVIpGoxF1cXAoLC001LUMikfj5+VVXV6vEhUJhZWWljY2NSa7CDljeD6ovNjY20O1t3759u3jxYlNdZenSpVR3AgAWLVrEuVMV3FU47SgvL1fX+22SF/2ePXugidvZ2b1588b49FkGZ1AI6s4f4vP5hw4dMibln3/+Wd2HzubNm02ln01wBoXQ3Nzs6ekJtRGPxxOJRO3t7fqm2d7eHh8fz+fD21Tu7u5NTU3myAvT4QwK59KlS+rMBACYMGFCfn6+7qnl5+ePHz9eXWoCgSA1NdV8eWE0nEHVsn37dnWW6nDVggULMjIyNCdy//79mJgYzTP6EhIS0OSIiXDdTGohSTI6OvrkyZOa/2zgwIETJkwYOXKkl5dXx1BqXV3dq1evMjMzb9++XVRUpPnfZ8+enZKS0hV74HWDM6gmWltbY2JiTpw4Yab0P//885SUFEYfPGJuuH5QTXTr1i0lJeWbb74xR+J//vOfT506xblTC5ibGAxh165dJpwabGtru3fvXtx5YgacQXWlrKxsypQpxrtz/PjxRUVFuHPDGDiD6oFSqUxJSTF4mW9wcPCxY8eUSiXufDAJ7iPJEG7fvr179+7U1NSWlhatf2xtbR0VFbV8+fJx48Yh0MYyOIMaTlNT082bNx88eJCXl/fy5cvq6urGxkYAgL29vbOz80cffRQUFDRq1KhJkyaxf2mb2fg/qrhoWqvWuiEAAAAASUVORK5CYII=",
"path": "5c4e1ca01a3ad35bd38794be35ed5def83d07ae7d4e0de624fd58efc76865e43.png"
} | Generate code for a svg of a a black and white image of a light bulb with a shadow | <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="M256,0c-4.51,0-8.166,3.656-8.166,8.166v44.383c0,4.51,3.656,8.166,8.166,8.166s8.166-3.656,8.166-8.166V8.166
C264.166,3.656,260.51,0,256,0z"/>
</g>
</g>
<g>
<g>
<path d="M162.956,74.165l-21.23-38.976c-2.157-3.961-7.117-5.423-11.077-3.265c-3.96,2.158-5.422,7.117-3.265,11.077
l21.231,38.976c1.482,2.721,4.284,4.261,7.178,4.261c1.32,0,2.658-0.32,3.899-0.996C163.652,83.085,165.113,78.125,162.956,74.165
z"/>
</g>
</g>
<g>
<g>
<path d="M84.418,141.561L47.13,117.488c-3.79-2.448-8.843-1.359-11.289,2.431c-2.446,3.789-1.358,8.844,2.431,11.289
l37.288,24.072c1.37,0.885,2.904,1.307,4.421,1.307c2.679,0,5.305-1.318,6.868-3.738
C89.296,149.061,88.207,144.007,84.418,141.561z"/>
</g>
</g>
<g>
<g>
<path d="M381.349,31.924c-3.963-2.158-8.921-0.695-11.077,3.265l-21.229,38.976c-2.157,3.961-0.696,8.919,3.264,11.077
c1.241,0.676,2.579,0.996,3.899,0.996c2.894,0,5.696-1.542,7.178-4.261l21.229-38.976
C386.771,39.04,385.309,34.082,381.349,31.924z"/>
</g>
</g>
<g>
<g>
<path d="M476.159,119.92c-2.446-3.789-7.504-4.875-11.289-2.431l-37.288,24.072c-3.789,2.446-4.878,7.5-2.431,11.289
c1.562,2.419,4.187,3.738,6.868,3.738c1.518,0,3.053-0.422,4.421-1.306l37.288-24.072
C477.517,128.762,478.605,123.708,476.159,119.92z"/>
</g>
</g>
<g>
<g>
<path d="M357.63,119.907c-26.533-26.873-61.926-41.955-99.659-42.465c-39.282-0.496-77.577,15.748-105.133,44.661
c-3.112,3.265-2.987,8.433,0.278,11.545c3.265,3.111,8.435,2.988,11.545-0.278c24.432-25.637,58.362-40.089,93.091-39.599
c33.416,0.453,64.761,13.81,88.259,37.61c23.521,23.822,36.474,55.381,36.474,88.862c0,26.958-8.371,52.692-24.209,74.42
c-0.143,0.196-0.276,0.397-0.402,0.605l-0.998,1.661c-3.899,6.491-7.479,12.45-10.77,17.996c-2.302,3.879-1.023,8.889,2.855,11.19
c1.307,0.775,2.743,1.144,4.159,1.144c2.788,0,5.505-1.428,7.03-4c3.277-5.523,6.841-11.456,10.724-17.92l0.814-1.355
c17.749-24.477,27.127-53.425,27.127-83.742C398.814,182.438,384.188,146.805,357.63,119.907z"/>
</g>
</g>
<g>
<g>
<path d="M340.905,340.129c-4.009-2.06-8.933-0.481-10.995,3.531c-7.356,14.315-11.749,26.121-14.148,38.268H196.238
c-4.863-24.654-17.421-45.557-40.65-84.227l-1.461-2.431c-0.125-0.208-0.259-0.409-0.402-0.606
c-15.838-21.728-24.209-47.462-24.209-74.42c0-21.791,5.819-43.38,16.83-62.432c2.257-3.904,0.92-8.899-2.984-11.155
c-3.903-2.257-8.898-0.921-11.155,2.984c-12.443,21.533-19.02,45.947-19.02,70.603c0,30.316,9.378,59.264,27.127,83.742
l1.277,2.125c23.336,38.849,34.733,57.826,38.853,80.175c-7.504,4.854-12.484,13.29-12.484,22.873
c0,7.418,2.984,14.148,7.812,19.064c-4.828,4.916-7.812,11.647-7.812,19.064c0,15.015,12.216,27.231,27.229,27.231h11.417
C212.696,496.319,232.792,512,256,512c23.208,0,43.304-15.68,49.395-37.483h11.417c15.015,0,27.229-12.216,27.229-27.231
c0-7.418-2.984-14.148-7.812-19.064c4.827-4.916,7.812-11.647,7.812-19.064c0-9.583-4.98-18.02-12.484-22.873
c2.04-11.092,5.916-21.612,12.878-35.161C346.497,347.113,344.915,342.19,340.905,340.129z M256,495.669
c-14.214,0-26.716-8.625-32.117-21.152h64.234C282.714,487.044,270.212,495.669,256,495.669z M294.103,436.388h22.708
c6.01,0,10.898,4.89,10.898,10.898c0,6.01-4.89,10.899-10.898,10.899H195.187c-6.01,0-10.898-4.89-10.898-10.899
s4.89-10.898,10.898-10.898h66.631c4.51,0,8.166-3.656,8.166-8.166s-3.656-8.166-8.166-8.166h-66.631
c-6.01,0-10.898-4.89-10.898-10.898c0-4.921,3.279-9.086,7.766-10.436c0.421-0.126,0.851-0.221,1.286-0.295
c0.131-0.023,0.261-0.042,0.393-0.06c0.48-0.063,0.964-0.109,1.453-0.109h121.623c0.49,0,0.973,0.045,1.453,0.109
c0.133,0.017,0.263,0.038,0.395,0.061c0.431,0.073,0.858,0.168,1.276,0.293c4.491,1.347,7.775,5.513,7.775,10.438
c0,6.01-4.89,10.898-10.898,10.898h-22.708c-4.51,0-8.166,3.656-8.166,8.166C285.938,432.733,289.593,436.388,294.103,436.388z"/>
</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> | |
Okay, here's a concise summary of my thoughts on the cool blue ocean scene:I'm drawn to the cool, serene blue of the ocean. The light filtering through the water creates a sense of tranquility and peace. The shapes and textures of the ocean itself are visually appealing, with curves, shapes, and details that evoke a feeling of calm and inviting. The overall mood is one of peacefulness and serenity, making it a perfect image for a calming and inviting scene. | {
"bytes": "",
"path": null
} | Generate code for a svg of a the cool blue of the ocean calm and inviting. | <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="#99e5f7" d="M0 0h96v55H0V9l1-1 3 7 2-2q5 5 12 6v-8l3 2 6-4q3 0 2 2-4-1-5 3 0 2 3 2 3-3 9-5 3 2 7 1l1-3h7l6 7h5l5 5q3-3 7-4 1-4-1-6 3-5 7 1l7-5-3-3Q74 1 65 3L54 1l-9 3-8-2H4L1 5 0 3z"/><path fill="#93e5f6" d="M0 9V3l1 2 3-3q3 3 7 0l43-1 11 2q9-2 19 1l3 3-7 5q-4-6-7-1 2 2 1 6-4 1-7 4l-5-5h-5l-6-7h-7l-1 3q-4 1-7-1-6 2-9 5-3 0-3-2 1-4 5-3 1-2-2-2l-6 4-3-2v8q-7-1-12-6l-2 2-3-7z"/><path fill="#99e8f8" d="M76 37h5q2 8 3 1 1 3 2 0h9l-1 7-1-3v2l1 4-1-1-4 4-1-1-4 2 1 1H65l6-1-8-2-6 2-1-2 2-8z"/><path fill="#4ab8e7" d="M0 55h68v1l-23 2H3v6l-3 1z"/><path fill="#4ebce9" d="M68 55h28v3l-9 3-3-1q-5-3-8 0-4-2-7-1z"/><path fill="#42b2e6" d="m68 56 1 3q-7 2-13 1l-9 4-9 2-16-5q-11 5-22 5v-1l3-1v-6l2-1 40 1z"/><path fill="#39abe4" d="M69 59q3-1 7 1l-3 2-17 3-6-1h-3l9-4q6 1 13-1"/><path fill="#0d82cd" d="m84 60 3 1 3 2-4 3-6 1q-7-1-2-5z"/><path fill="#3db0e4" d="M96 58v6l-6-1-3-2z"/><path fill="#1a91d5" d="m73 62-5 1 1 4-11-1-2-1z"/><path fill="#128ccf" d="M47 64h3l-3 6 1 1q-2 0-2 3l-6-3h-3l4-2q-4-1-6 2-4-4-9-4l-7 3-7 4-12 2V66q11 0 22-5l16 5z"/><path fill="#1788cc" d="m90 63 6 1v3q-6-2-10-1z"/><path fill="#087fc8" d="M86 66q4-1 10 1v29h-1l-1-16q-4-3-7 0-2-3-5-3-9 4-15 13l-4-2-3-3-14-3q4 0 1-2 5-3 11 1 5-1 8-6 5-7 15-7z"/><path fill="#0a84ca" d="M46 74q1-3 4 0l-1 1 3 3q4-3 8-2l2-2 4 1q-3 5-8 6-6-4-11-1 3 2-1 2L27 70h-8l7-3q5 0 9 4 2-3 6-2l-4 2h3z"/><path fill="#1085ce" d="m84 60-6 2q-5 4 2 5l1 1q-10 0-15 7l-4-1-2 2q-4-1-8 2l-3-3 1-1q-3-3-4 0 0-3 2-3l-1-1 3-6 6 1 2 1 11 1-1-4 5-1 3-2q3-3 8 0"/><path fill="#0254ab" d="m38 85-1 1q-6 0-7 5l-11 3q-3-3-6-1l-8-2q-6 0-1 3l-2 2H0V76l12-2 1 2q10-6 22 0l-1 2z"/><path fill="#067bc5" d="M95 96H72l-5-6q6-9 15-13 3 0 5 3 3-3 7 0z"/><path fill="#034fa5" d="m63 88 4 2 5 6h-7l-1-2-13-5-10 1-1-3-1 1q0-2-2-2l1-1 5-2q5 0 10 3l2-1z"/><path fill="#0653a6" d="M19 70h8l19 12 14 3 3 3-8-3-2 1q-5-3-10-3l-5 2-4-7 1-2q-12-6-22 0l-1-2z"/><path fill="#024faa" d="M37 86q2 0 2 2l1-1 1 3 10-1 13 5 1 2H2l2-2q-5-3 1-3l8 2q3-2 6 1l11-3q1-5 7-5"/></svg> |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAIAAACVT/22AAAg+0lEQVR4nO2de1RTV/bHbyAB5CFPAZW3QQoWi6L0gdYWrY+f1vfPmWVbtdPWsdPpqtW1OtZfZy3XmjVjVzu16sKuttZRtFaLWsqALfKGACpgDQEETHglEQTCKwnkRXJ/f5zO6Z0bCJFXDnF//sgK55577k78enP2uXvvw6FpmgIAUnGwtQEAYAkQKEA0IFCAaECgANGAQAGiAYECRAMCBYgGBAoQDQgUIBoQKEA0IFCAaECgANGAQAGiAYECRAMCBYgGBAoQDQgUIBoQKEA0IFCAaECgANGAQAGiAYECRAMCBYgGBAoQDQgUIBoQKEA0IFCAaECgANGAQAGiAYECRAMCBYgGBAoQDQgUIBoQKEA0IFCAaECgANGAQAGiAYECRAMCBYgGBAoQDQgUIBoQKEA0IFCAaECgANGAQAGiAYECRAMCBYgGBAoQDQgUIBoQKEA0IFCAaECgANGAQAGiAYECRAMCBYgGBAoQDQgUIBoQKEA0XFsbMCkMDg5+/vnnM2bMsLUhY8Hf3//VV1+1tRWkYLcCDQ4O3rVrl60NGQvHjh2ztQkE8bj8xIvFYoqiJBJJWVmZwWBgHa2vr7dwLk3TxcXFDQ0NuIX53rxFpVJZPt0yOp3Oyp6PA4+FQFUq1QcffKBQKNLT0z08PJKTk6uqqi5cuKDT6erq6r7//vvCwkLcUllZmZGR0djYSFEUej116pSfn59SqcR9BAJBc3NzSkrKzZs3KYqqrq4WCAT46JEjR+7cudPU1HTmzJm+vj58enV1NeqMLoFecbfKysp//etf3d3dN27cuHPnjm2/MXJ4LAR65cqV119/PTU1VavVXrt2LTY2VqPRqFSqnJycrKyspKQko9GIW3JycjZs2MDj8SiKQq+Dg4MxMTFLly7FfdCYu3fvrqqqoiiqtLSUoih8NDIyMj4+/vTp056enmlpafh01K20tBRdAr3ibrm5ua+++mpmZqafn198fLwtvy+SeCwE2tbWFhER0d3d7ebmduTIkcrKylu3bhmNRq1Wy+Px0tPTORwObvH29uZwOMw7aFRUVEpKSmpqKu5DUdTMmTMvX77M4XC+/fZbk8lEURQ+6uDgUF5eHh4ebjKZli9fjk93c3NDndEl0Cvu5uXl5eTkZDAY0Om2/cYIgrZHurq6UlJSLPcZGhpCbwwGA6vFHL1ebzKZWH20Wi2rhTUC6jDS6ebdEJ999pllyx8rHos76LA4OjqiN1wul9WCkMlk+JXH43E4nIaGBmYfZ2fnhoaGwcFB8zFxB/QGnW7egdUNMOfxFeioXL58maKoS5cuYT9GIBDcv3//3LlzarUaOUkymQy5REKh0Gg01tTU2NpqewMEOiIxMTE5OTnh4eHYj6EoKj09ffv27RcuXEBOUktLC3KJKioqMjMz3dzcbG21vQECHZG1a9d+/PHHGzduxH4MRVGurq4pKSmRkZHISRocHEQ+zcaNGzMyMsLDw21ttb1hn0+SJgRHR8e8vDyKovbu3avT6Zydnfl8PkVRBoOBx+OtWrUKNaLOAoFg586dtjTXTgGBWgXTj0GLo6xGdH8FJhy7FahUKhUKhcwWmqYHBvQazdDQkAm1eHg4ubsT50Gr1Wpbm0AQHJqmbW3DxGMwGAQCAauRpukPPyxSKnUURel0psBA18OHn3Vzc7KFgZbw8/NbuHChra0gBfu8g/J4vKSkJFajRNI5f35jfn6dqytv3brYEyde4fGGWZUEiMI+76BMVCptTk5te3tfaKjf/PmBO3Z8sW/fC/v2vWhruwCrsFuBmkx0ZWWzUCjj8RzWr4/z9/dA7Y2NnfPm+dvWNsB67FCgHR39GRlVWq0hMTFy0aIQW5sDjAv7EShN0yUl4qoq2axZHhs2POXmRpx7DowBexCoUqm5caNGKu1OSIhYvny+rc0BJpLp7cWLRLKbNxu5XIetW+O9veE5uB0yLe+gKpX2p59E7e198fFhy5ZFokg2Fv/+978lEsnU2zZOTCbT1q1bIyIibG0IKUyzO6hIJCspEc+YwXv55UV+fu4WekokkgMHDkyZYROFSCRqamoCgWKmh0B1uqHc3Nr6+vb58wP/+McXHB0fIQhLLBZHRkaqVKrbt28vXrzYx8fnUa9O03RJScnMmTOfeuop1KJSqTw8PCQSSVdXV2xsrLu7O7Mdn4gvyuPxmO2A9ZAebnf//sPk5Lzz50uXLAk7eHDtyy/HPZI6cT7niRMnFixYYDQazbMo7969m5qaiiORzbM6k5OTfX191Wo1PhcFKaenpwcEBBw9erS8vJyZz4nTO/FFUTsrjRN3q6ioOHv2bElJyfXr1yfre5y2EHoHNZno0lJxeXlTWJjfvn0vcrlj/I+E8zk3b958/vz5hISE7Ozs+Pj4tLS0jo6OAwcOXLp0yWQyzZo1Kz09/e23375w4UJfX9+hQ4dwpgdFURqNhs/nf/LJJz09Pc8991xaWhoKUhYIBBEREXFxcXK5nJnPeevWLfQnvihqP3r06KFDhw4fPowMiI6ORt1qa2vffvvtr7/+2tvbOzg4+FE/44kTJ4xG49i+H5IJDw/fsmULcQJVqbQ//1zd0dG/cmXMwYNrxzlaW1tbQkJCVVXVgwcP5s6d29TUhKOPc3NzURZleHh4fn7+rFmzUlJSoqKiJBIJyuoMCQlBr3w+/9KlSwaDISwsDJ2bn59fXl4+MDBw8eJFmUzm7OzM5XJxPuetW7ccHR21Wi2+KGpnpXFmZmaibp6enq6url5eXmNzWI1G43ScbVuGpunjx4//+o4Qmpo6T58u+vrrwu5u9fhHY+VGmkwmjUaD3rOyKA0GA0q21Ov1I41mMBhQWibrXAwrXRP9ybwoEzyIeZJnVVVVTk7OSGYMC/OTymQy9CoWi0tLSy18orq6umHbxWJxQUFBS0uL+aH6+nrLlphMpuLiYqFQiFuUSiXTKuZQHR0dN2/etDDUsWPHaJq2/R2U+Wu+e3fimCOM+voGKYry8nId9iiHw3FxcUHvWVmUOKsTRyKbg/uMlIHJStdEfzIvygQPMmyS53i4evXq/v37r169ajQaV69enZycnJSUJBKJduzYUV1dLRKJNm3a1NnZKRKJent7HRwcysrKtm/fXldXV1NTExkZ2d/fX1dXt337di8vr8rKStT/4cOHtbW10dHRAwMDuLG/v7+goGDbtm3d3d3z5s1rbGycN29ecnLyypUre3t7m5qa0NG//e1vO3fuFAgEyKply5ah03t7e0+fPr1nz5779+8jG+rr69vb2wMDA5ElfX196BPZUqBqte6nn0RSafeLL0aP/9e8qkr2zjsXgoK858zxDg/36+7W9Perxjx5tRUajWZCxkE1VJYtW4brndTU1KA5d09Pz6uvvpqamoqn3UqlEk+CtVptYWHhM888k5ubi/r39va+9tprly9fdnZ2VigUqLG+vh7NpFeuXElZMVlHVuExDQYDn89/8sknP/30U+bU/5NPPkGWeHl5oVNsI9CWFkVu7j2KorZsWezra2k50zI63VBrq6K1tVsu7+noUBmNtEgkb2joaG+fvWJF6OXL302cyVPHhg0bxnxuYGDgmTNntFqtm5vb/v37P/74YxcXFzTTxZVLcDEVlACIpt2sSfDAwADu7+7ufu3aNQcHB4qicCOeSVszWcdW4dOxwUwbOByO+XScQ9P01atXUY2hqaGvz9TbawoN5TpYfXfT6/XPPpsUGMiXSnt6egZwu7MzNyTEJzTULyTEx9HRISHhb4GBnm++uWLLlkWTYjqRHDt2jOkkMVP5EEajkTWXGBoaQpMWpFfL49fV1eXm5i5fvjwuLo7Zbn4hNLKjoyOHw2EdHbYzYlgbaJo+fvz4+++/z6UoSiwWJyUlDfvAkBC6urpEouawsOhVq2J8fEZ85n7y5CuJifypNIxAzHVgPtO1ZtpNUZREIpHL5bGxsatXr46KimId1ev15tcaabJuoXqKZRv+6yYml8spinrw4EFtbe3Q0BCrq1QqtTAQOst8QQ5VhsFHhx2EpmmhUCgUChsbG9ECpPnl5s3ziIsLsaBOiqJAnRPLjz/+GBYW5urqyiypwqoyOdk2/CbQwcHBr776qr+/v7S0dMaMGWlpaY2NjdnZ2QaDobW1taCgAAkItTQ0NJSVlbW1tVEUhV5LS0tdXFx++OEHuVyelZWl0WjEYnFhYeG5c+fu37+Pj1ZUVPz8889KpVIikZhMpubmZrFYXFRUFBgYePfuXR8fH5VK1d7efuPGjfLycoVC0dnZOdlfATASyGHS6/UUo6QKq8rkZNvwm0CLiorWrVuHDCouLo6IiNDpdBqNprKysry8fNGiRSaTCbdUVlY+++yz6H6OXnU6XXV1dVxcXElJyYoVK7KzsyUSibOzc1BQ0Pz58/FRnU730ksv3bx5s76+/ubNmy4uLqhbYGCgh4eHt7d3c3NzUVHRmjVrdDpdUVGRvz+kZ9gMd3f3PXv2eHp6UoySKqwqk5Ntw29evEKheOKJJ5BDt3379u+++87JycnBwUGv13O53NLSUg6Hc+/ePdTi4eHB4XAePHjg7++PXmfMmLF582aKompra2/cuBEcHMzhcH755RdfX9/6+np8tK6ujsvlDg0NJSYmfvPNN4mJie3t7b/88svixYuxJa6urvn5+U5OTh4eHnK5PCgoaLK/BWBY9u/fj968+eabFKOkirnXNXlwaJo+evToM888M6yTZDKZ0PoCtgm3WAA5iUajkcPhjNRZJBIZjcZFixYN243l2XV1den1+ldeeeVRP97jAMuLtw/+y4u3ANYN/h8zqjqp//zoW/5PhmsTDNtt1LWPsZGXl9fe3j4ZI4+NxMTE8dcb6+jo+Pbbb9H7wcEhjcao0Qzp9fTgoIHD4SxY4DVeK23KrwJF9f0nG5OJNpkoLveR17P6+vr6+71UqkKKorhchzlzvEJCfENCfGfOHOZBIguapvGPQ0VFxR/+8IdHvfok0d3dXVJSMn6BHj58GG8MkpZWdfJkjsFgHBoy+ft7HD26KT7+kcOjCAFF0HIpinrjjTfw4s6kotUOXb/e4O7ulJQU8ajP3CMiIry9vdH7/v7B1tbuoqL6/n7Nf0Y26PVDwcE+oaG+8+cHurj8egM2mejVq/+5c+cze/Ysc3DgODk5Wfa6GhoazBf8xk99ff0TTzyB3uOg5olaeEZODEVRNE2Hh88OCPBsaVHExMz58stdfH7AhFzChnApivL3958yZzkx8WmFQp2RcZfLddyxI8HZeSzPWj09XRcudF248L/uDWq1Tirtlkq7KyqaDYZfy4MplZoHD/qPHEm/cqViy5Z4k+m3eLbm5ubi4mI+n9/U1IRiKdrb2zs6OrRaLYqukMvlOAzi7t27YrF4yZIlKAZCIpGgoAepVCoWi+Pi4pgRDzExMfjEuro6FJmh0+nQsEeOHNm5cyfyOydqLzyTic7PrxOJZC++GP3MM/MCAmaePfvGSHEz0wsbPIv383N//fXlbW19Z8+W+Pi4bd0aPyEhHe7uzjExc2Ji5jAbBYKGkyezORyHjg7lxYs3/fw0RqMJxeRfuXLlgw8+wMHF1dXVhw4dOnPmDF7nQ7NkNBsWCoWzZs06ffr0owY7Z2VlocgM1vLhrVu31Go1itgfDzRNZ2QIm5sVa9fGrloVQ1FUSIiPh4eLk5Pt49QmBJsF+8yZ47Vv3wtPPx2RnJz7ww93cEnEiYXH4+7atSwl5a2iokNFRYcSEz1xxggqkVxQUMDcfYZi7CbDzPoICQm5efNmUFAQa8sY1M7j8dAaofkWNubb3OCgZqPRaL7n3SNRV9f+6adZTzwx+733XoqKCkSNvr7udqNOipC0Y5ms5+efq2fM4I35R99Kho2rMF/VGza6gsPhODo6soIecLuFqAscmcEa9uHDhzk5Oa+99toYPojJRJ89K/D1dd+0aRHJQRTjh4hwyeBgn717VyQlRX/9deGZM8UajX5qriuTycrKytA2XEzQxp5MWlpaysvL1Wo1VifakJPL5SLNMdXJ2hHUfJsbdO6Y17pVKu3nn99YtWrB5s2L7VudFCECRcyd6/3uu6s2bVqcklL2xRf5SqV2Mq7C/P21fuvOURM4hx0WJ3CixFFWUujY7Fco1KdO5f3pT0mhob4T962QC3GTFT8/9337XlAo1N99d4vHc/jf/02wZrHTepibcJqHnYvFYpZPg5ynEydOWE7gZHpUeFjsVFEUxfSx0LldXV2ParxCof7mm6KDB9cyF+n++te/4gU4e8LDw+Ott94iTqAIJNO+vsErV8p1uqGNGxcFBU3MvwEzAtw87Jzp06AW5PeMmsA57LA47Ly1tTU/Px/7WCjO/FGX6DUa/enTRQcPrmEtIXt7e9vro85f3xGOXj907Vrl3/+eUVk5TKrhI2FhG0zrt+4cNoFzJFACJ04cZSaFdnZ2nj9/3iq7adpgMB49mqlUDpMjClmdNobHc9y6NZ6iqPLyplOn8kJD/dati32k+iLWMOrWneY9LXdDIKdq1KRQy9A0ffx49u7diR4eo8x27C+rkyAnaVQSEiLeeWdleLjfyZO5586VarXjWkScLtA0nZyct2XL4tmzvaw/C82DY2Nj8WQa70eflZWVlJRkNBpxDHJ+fv62bdtu3br18OFDFKTc3t6O++fk5KxcubK4uLimpgY34u0hmXN6lNVZUFCQnJyMjrKCmvHpNTU1KKsT25CTk7NhwwamJeiUaXAHZbFgwdwFC+Y+eNB79mwJh8NZv35hcLC19cBCQ0OPHTs2qeY9EuvWrbPcwWg0JSfnbdjwlJV19e0vq3MazEEtoNMZMjOFycm5GRlCg8Foa3MmmN7egX/8I1Mq7bbcjTWxNq99Yj5LxvNsC5NUzL17906ePHn37l1W+7BFVkYqwTJSRZaRbJhOc1ALODlx169/iqIoiaTz3LkSvX5o06ZFc+faw5pLaamkvLzp/fdX48gsK3nUrE6cuqlQKMwjuVQqVXR0tIeHB85rkEgknZ2dS5cuHXY+PblZndMXPt//zTeff+ON54VC6WefZWVkCI3GSXm4PwV0dqo+/zzbYBgagzrHgDWpm1evXsXVKs2fbuBDtbW1qamp1dXV+JHE+M2zE4EinJ2569c/dfDg2uBgny+/LPjqq8KGhoe2NuoRUCjUX35Z+PPPonfeSXrhhSem5qJWpm5i/8aC+4XdKexCjd+86f0TPxJxcSFxcSEGg7GwsD4np9bNzemll55kLvUPDOiI2qemqanrp59Enp4zdu16ztV1lO1Dm5q62tr6Fi8OHbWnNaDUTfQeuyz4AQRO3cT+jQX3C7tT2IUav3lERDNNNmq1Li/vnlze4+zMW7EiKjIy4JVXvpozx/sf/9hm2+069fqhgoL6urq2efP8166NtdKYvLx7e/acCQiYGRjoGRDgqdPJzp//q4PDxESN4LAsa1I3WX2YRXIs1LqxBtrKpDn7wN3dedOmRRRFabWGoqKGn34SNTV1FhY2VFfLP/10R2zsVKc1o20a796VajT6VasWrFnzpOX+fX2Dra3dra2Khw+VNE0PDOjc3Z3b2vpMJnruXO/QUJeJUifFcFmsCbZi9YmOjo6Ojkbvx6NOJvZ8B713715DQ4N5u1CoOHOmzmSiHRw4bm7cNWuCX3xxijQ6NEQXFMgpiuLzPcPDZ7KO0jQdHb1UodC0tnYPDOhwu5eXa1iYX2iob0DATA6HYzSannvu70uWhB8+vH7uXO+PPvpoDDtDkI+7u/vevXvtWaD//Oc/t23bZt4ukSiam7s9PV09PZ3d3Z2dnbm+vq5TFliJc07Myc3Nd3CY+9xzC0ND/SzPLxUKteVdeOwGe/6JR7N1tA0NXr3j8XjMMCJmvqU5o25eU19f7+7uHhQUZJ4OStN0UVERRVHe3t54/xrLzJkTyOeHR0XNGbXnY6JOys6WmczB29BYH5vMDD22sHkNPv3q1asURfX29uJDqHN/f39YWFh+fn5gYCAaGV+oubk5JSWlqqqKGc5s42+KVOxcoHgbGvPVOxwzgVtQvAIz+gHtI1NTU4MX9sxDLtCFhg2kCAsL8/HxCQgIQCPjC125cmX37t2XL19G3YRCoaurPaQITwZ2LtC2traIiIju7m43N7cjR45UVlbi7ErzfEvznEzzzWvMQy7UavW5c+fa2trMAymwGWhkfCGUUBoQEIC6odTQiapOb2fYs5M0UlUtvHo3Ur4lhqZpnU6HduowX9jDp5sz0iogvhDqgF5xauj169f5fP5klDaZvtizkzQS1scmW9i8hnm6OaPuVoM6sMKZAXPgqyEIk4mur++cNSvIcqVzC6hUKlxIbDri7u7O2lnKnn/ir1+/PuxC/eSh09EikTomxs3NbSyTe7V6cMmStWo13dMzgP9dnJ25wcE+QUE+ISE+w8YPfPTRDwcOrEGa/stf/rJgwYLxfAQbQtN0X1/fe++9x2y05zvo+vXr169fP8UX1euH0tJ+aWlR7NixNDx81oQMKJf3SqXdlZXNAwO/lbRwc3MKCfH18XHLyBDm5dUmJER89NHGgICAXbt24T7ma8DMkS2vAdM0LRAIAgIC8JzYfK2X2cLaitz8ouadWQMajcbk5GSWGfYsUJvg5MT93e8SDAbj9etVGRlV69bFRkaOqwaikxM3ImJWRARb6wMDOqm0p6xMrFRqurpUra09BQX1fL7j/v00ejSP1oBPnz6dnp7OSqBrampi1dxDxf2YdflOnTqVlJSkVCqrqqpQH4FA4OTkVFxcPH/+/Geffba6uvr27du4GCCq2uft7Y3S5fBFN23ahFoEAgGrs8FgEAqFCxcuvHfvnqura15envlShp0vM9kKHs9x8+bFf/7zytbW7s8+yxIKLe3gMzbc3Jyjo2f7+8+Mipq9efOi//u/l69d+3Ni4kwcODLONeDBwcGYmJilS5fiPmjM3bt3o23fSktLKYpiRY7iNWB8UWZsKKtzTU1NWVlZdnY2j8dD3UQiEetjgkAnEQcHzqpVMQcOrOnsVB47dqO0VDLhl3j55bisrANffLHrnXeSIiMDmAEF41wDjoqKSklJSU1NxX2o/5QE5HA43377Lappxarah9eA8UWZq8LmO4S89NJLFy9ejIqKQt3mzZvH/oSj5kwBE8Xt240nT+Zcu1Y5efl9FipTIKyvT0HTtF6vRxlwzD4o/Y3ZwhrBPD+O2WLhcgMDA8ePH2c1wh106khIiHj33VWLF4eeO1dy4ULZlBXxY2LNGjAqwCuTyXg8Hgrykkh+u/ejtVuJRIJq9JmPYL4GzGyxEGY67OIxCHSqCQvze/PN59eujf3++4pvvilG29wTxeXLlymKunTpEg6RYebToUgXmUyG8umEQqHRaKypqZkkY0CgtmHWLI89exJ37Fialnbniy/ypdJuW1v0GzExMTk5OeHh4Uz/BufTIT+ppaUFOToVFRWZmZlubmN8sjAqIFBbMnPmjNdfX/7WWyuqq+UnT+YKBPdtbRFFUdTatWs//vjjjRs3Mv0bvBUi8pMGBweRo7Nx48aMjIzxb6YzErAOant4PEdUfkIkkn39ddHMmS6bNy+egoz4kXB0dMzLy6Moau/evSichc/nU4ytEJmhMAKBYOfOnZNnDAiUIBYuDF64MFgq7U5JKTUaTVu3xgcGetrWJKbjgp8JMRsnJLfYAiBQ4ggJ8f3jH18YGNBlZlbJZD1JSdGLF4fa2iibYc/BInaAyUTn5d27d68tJMT3f/5n4ahboJw4cQIH+U9HIiIi0K7YGBDo9ODhw/7s7NqeHvWaNbHR0bNtbc7UAQKdThiNprIyiUgk8/Fx27Il3oaO1JQBAp2WtLQoMjOrBgf1mzYtwnvM2SUg0GmMwWDMyqpuaVHMnu21Zs2To1awn46AQO2Bjo7+7OxapVITEuLLLELW2zvg7T1Zz3imBhCoXSEWdxQVNSiVmqVLw5cti1y9+rPnn4/66KMN03fHRBCoHULTdEVFc0ZGVWrqbY1G//TT806ffn2abh8PArUTSkpKUJVkzDffVBUWSimKcnTkeHm5vPtuPJ8/Par3BwQE4NQ/eJJkJ2RmZv7+979ntmzf/tT69TF4bd/Ly2XM2cxTTFpaGgjU3vD394+Li2O2/Pdfw+RkTgjM1FBWYueYyc/Px+9BoHZIc3NzcXExn89vamrCGZsdHR04qVIul+Pszbt374rF4iVLlqDcS4lEgnYrlEqlYrE4Li6OuVUhM+2zrq6OlRqKcjW5XC76c0KKLEM8qB2CYoodHR2ZGZsUI6mSmb2JauuZl+9D7aytCpknmqeGohBmZhbo+AGB2iEoprigoICZsUkxkiqZ2Zuoth7eKhzX6EPtPB4PxSmbp32ap4biLcpxFugEMFKKHTC9GHZDRPMUymG3RTTfKpzZbmG7xJFSQy1vUT4qzM8Cd1D7RCaTlZWVodR1JmKxmNXS0tJSXl6uVqvxlBGla3K5XJSBySyYI5fLDQaDVCpVKpUqlYrL5TY0NKhUKmaupkQiQQPiFpz/yQQ1jlo8CwRqPzB/f60veZ6enh4QEHD06NHy8nLm9oe4G3PY1NTU8vLyixcv/vjjjxUVFRkZGb29vag/TgHFA9bV1aEWVgeUF/rhhx/euXOnt7cX54viGurMDwUCtR+YHoz15W4cHR0jIiLi4uLkcvmwvg5zWA8Pj5qampCQkJ6entu3b2/YsKGmpoZV9AYPePLkSeau8bgD8uGefPJJVP0G+2HYP2N+KBCo/cC81Vlf7mZgYODixYuNjY2tra3D+jrMYZctW1ZTUxMWFtbf3499L1bRGzxgXFwcamF1QD6cVqtF1W9wvqj5bvIUBU6SvWCh6I315W7G6etYLnrD/JPVzvLDwEl6vLC+5Dmr3ZrdEJlYLnrD/JPVbmHLeBAoQDTwqNNOMJlMx44ds7UVE0NQ0G9bp0K4HUA08BMPEA0IFCAaEChANCBQgGhAoADRgEABogGBAkQDAgWIBgQKEA0IFCAaEChANCBQgGhAoADRgEABogGBAkQDAgWIBgQKEA0IFCAaEChANCBQgGhAoADRgEABogGBAkQDAgWIBgQKEA0IFCAaEChANCBQgGhAoADRgEABogGBAkQDAgWIBgQKEA0IFCAaEChANCBQgGhAoADRgEABogGBAkQDAgWIBgQKEA0IFCAaEChANCBQgGhAoADRgEABogGBAkQDAgWIBgQKEA0IFCAaEChANCBQgGhAoADRgEABogGBAkQDAgWIBgQKEA0IFCCa/wcdccBeKHQbWAAAAABJRU5ErkJggg==",
"path": "e3b2f5fc2a3884539beede6c1e87f72285cc898ce9c0fd1e476ca398e5ed4ffa.png"
} | Generate code for a svg of a a diagram of a computer system with several different types of devices | <svg width="503pt" height="244pt"
viewBox="0.00 0.00 503.00 244.00" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="graph0" class="graph" transform="scale(1 1) rotate(0) translate(4 240)">
<title>ARadar::PostPhysTick</title>
<polygon fill="#ffffff" stroke="transparent" points="-4,4 -4,-240 499,-240 499,4 -4,4"/>
<g id="node1" class="node">
<title>Node14</title>
<polygon fill="#bfbfbf" stroke="#000000" points="0,-145 0,-164 122,-164 122,-145 0,-145"/>
<text text-anchor="middle" x="61" y="-152" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">ARadar::PostPhysTick</text>
</g>
<g id="node2" class="node">
<title>Node15</title>
<g id="a_node2"><a xlink:href="../../d9/d27/classARadar.html#a8eb26415e270f8c940ba15ca2b35c99f" target="_top" xlink:title="ARadar::CalculateCurrent\lVelocity">
<polygon fill="#ffffff" stroke="#000000" points="158,-205.5 158,-235.5 298,-235.5 298,-205.5 158,-205.5"/>
<text text-anchor="start" x="166" y="-223.5" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">ARadar::CalculateCurrent</text>
<text text-anchor="middle" x="228" y="-212.5" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">Velocity</text>
</a>
</g>
</g>
<g id="edge1" class="edge">
<title>Node14->Node15</title>
<path fill="none" stroke="#191970" d="M82.8135,-164.1395C102.3782,-172.6847 131.9351,-185.3465 158,-195.5 163.4692,-197.6305 169.2048,-199.7932 174.9393,-201.9093"/>
<polygon fill="#191970" stroke="#191970" points="173.948,-205.2732 184.5419,-205.4127 176.3472,-198.6972 173.948,-205.2732"/>
</g>
<g id="node3" class="node">
<title>Node16</title>
<g id="a_node3"><a xlink:href="../../d3/d01/classASensor.html#a8fa217c0d68d5c774510d5e941ae0ade" target="_top" xlink:title="Return the FDataStream associated with this sensor. ">
<polygon fill="#ffffff" stroke="#000000" points="159,-167 159,-186 297,-186 297,-167 159,-167"/>
<text text-anchor="middle" x="228" y="-174" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">ASensor::GetDataStream</text>
</a>
</g>
</g>
<g id="edge2" class="edge">
<title>Node14->Node16</title>
<path fill="none" stroke="#191970" d="M122.2364,-162.5671C130.8937,-163.7075 139.8954,-164.8934 148.8309,-166.0705"/>
<polygon fill="#191970" stroke="#191970" points="148.4977,-169.5568 158.8692,-167.393 149.412,-162.6168 148.4977,-169.5568"/>
</g>
<g id="node4" class="node">
<title>Node17</title>
<g id="a_node4"><a xlink:href="../../d5/d13/classcarla_1_1sensor_1_1data_1_1RadarData.html#a3650e821d2d77b89bf8f3e6c43fce344" target="_top" xlink:title="Deletes the current detections. ">
<polygon fill="#ffffff" stroke="#000000" points="174.5,-117.5 174.5,-147.5 281.5,-147.5 281.5,-117.5 174.5,-117.5"/>
<text text-anchor="start" x="182.5" y="-135.5" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">carla::sensor::data</text>
<text text-anchor="middle" x="228" y="-124.5" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">::RadarData::Reset</text>
</a>
</g>
</g>
<g id="edge3" class="edge">
<title>Node14->Node17</title>
<path fill="none" stroke="#191970" d="M122.2364,-146.4329C136.0194,-144.6172 150.6755,-142.6865 164.5471,-140.8591"/>
<polygon fill="#191970" stroke="#191970" points="165.0283,-144.326 174.4854,-139.5498 164.1139,-137.386 165.0283,-144.326"/>
</g>
<g id="node5" class="node">
<title>Node18</title>
<g id="a_node5"><a xlink:href="../../d9/d27/classARadar.html#a63bf9a00a351065e212a7cd5d3dfd9cf" target="_top" xlink:title="ARadar::SendLineTraces">
<polygon fill="#ffffff" stroke="#000000" points="161.5,-79 161.5,-98 294.5,-98 294.5,-79 161.5,-79"/>
<text text-anchor="middle" x="228" y="-86" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">ARadar::SendLineTraces</text>
</a>
</g>
</g>
<g id="edge4" class="edge">
<title>Node14->Node18</title>
<path fill="none" stroke="#191970" d="M78.8486,-144.9419C98.0216,-134.9361 129.5736,-119.2179 158,-108.5 165.154,-105.8026 172.8357,-103.2633 180.3961,-100.9579"/>
<polygon fill="#191970" stroke="#191970" points="181.6063,-104.2502 190.2107,-98.0684 179.6293,-97.5352 181.6063,-104.2502"/>
</g>
<g id="node6" class="node">
<title>Node19</title>
<g id="a_node6"><a xlink:href="../../d2/d4b/classURandomEngine.html#a7619cfcce2fd1e172a4210e0c5645e8d" target="_top" xlink:title="URandomEngine::GetUniform\lFloat">
<polygon fill="#ffffff" stroke="#000000" points="334,-147.5 334,-177.5 495,-177.5 495,-147.5 334,-147.5"/>
<text text-anchor="start" x="342" y="-165.5" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">URandomEngine::GetUniform</text>
<text text-anchor="middle" x="414.5" y="-154.5" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">Float</text>
</a>
</g>
</g>
<g id="edge5" class="edge">
<title>Node18->Node19</title>
<path fill="none" stroke="#191970" d="M272.0363,-98.0497C280.8993,-100.8017 289.9558,-104.2452 298,-108.5 316.4106,-118.2379 315.6454,-128.6569 334,-138.5 337.444,-140.3469 341.049,-142.0701 344.7436,-143.6753"/>
<polygon fill="#191970" stroke="#191970" points="343.4873,-146.9425 354.0712,-147.4255 346.0986,-140.4478 343.4873,-146.9425"/>
</g>
<g id="node7" class="node">
<title>Node20</title>
<g id="a_node7"><a xlink:href="../../d2/d4b/classURandomEngine.html#a80b759d343ee9888162591063d5715e1" target="_top" xlink:title="URandomEngine::GetUniform\lFloatInRange">
<polygon fill="#ffffff" stroke="#000000" points="334,-98.5 334,-128.5 495,-128.5 495,-98.5 334,-98.5"/>
<text text-anchor="start" x="342" y="-116.5" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">URandomEngine::GetUniform</text>
<text text-anchor="middle" x="414.5" y="-105.5" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">FloatInRange</text>
</a>
</g>
</g>
<g id="edge6" class="edge">
<title>Node18->Node20</title>
<path fill="none" stroke="#191970" d="M294.5409,-97.4197C304.013,-98.6894 313.8866,-100.013 323.7235,-101.3316"/>
<polygon fill="#191970" stroke="#191970" points="323.5665,-104.8418 333.9429,-102.7015 324.4966,-97.9038 323.5665,-104.8418"/>
</g>
<g id="node8" class="node">
<title>Node21</title>
<g id="a_node8"><a xlink:href="../../d9/d27/classARadar.html#a333216a4a3a3948da61c65ac8be47ed8" target="_top" xlink:title="ARadar::CalculateRelative\lVelocity">
<polygon fill="#ffffff" stroke="#000000" points="343,-49.5 343,-79.5 486,-79.5 486,-49.5 343,-49.5"/>
<text text-anchor="start" x="351" y="-67.5" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">ARadar::CalculateRelative</text>
<text text-anchor="middle" x="414.5" y="-56.5" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">Velocity</text>
</a>
</g>
</g>
<g id="edge7" class="edge">
<title>Node18->Node21</title>
<path fill="none" stroke="#191970" d="M294.5409,-79.9371C306.9224,-78.3438 319.9901,-76.6621 332.7649,-75.0182"/>
<polygon fill="#191970" stroke="#191970" points="333.4572,-78.4581 342.9286,-73.7103 332.5637,-71.5153 333.4572,-78.4581"/>
</g>
<g id="node9" class="node">
<title>Node22</title>
<g id="a_node9"><a xlink:href="../../d5/d13/classcarla_1_1sensor_1_1data_1_1RadarData.html#aeb50962ae01e24ac427a24f516d21b0c" target="_top" xlink:title="Adds a new detection. ">
<polygon fill="#ffffff" stroke="#000000" points="338,-.5 338,-30.5 491,-30.5 491,-.5 338,-.5"/>
<text text-anchor="start" x="346" y="-18.5" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">carla::sensor::data</text>
<text text-anchor="middle" x="414.5" y="-7.5" font-family="Helvetica,sans-Serif" font-size="10.00" fill="#000000">::RadarData::WriteDetection</text>
</a>
</g>
</g>
<g id="edge8" class="edge">
<title>Node18->Node22</title>
<path fill="none" stroke="#191970" d="M247.2309,-78.918C268.238,-68.6582 303.0301,-52.269 334,-40.5 340.158,-38.1599 346.6394,-35.8697 353.1401,-33.6843"/>
<polygon fill="#191970" stroke="#191970" points="354.2339,-37.0091 362.6428,-30.5638 352.0499,-30.3585 354.2339,-37.0091"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a conveyor belt carrying boxes towards the assembly line. | <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="#fdfcfc" d="M0 0h96v50l-11-1q-3 1 0 2l8 1v6l-4 3q-1-4 2-7h-8q-5 0-8 2-5-1-8 2-3-1-2-3H48v4H34q-3 0-4 2h-3v3l-14 5q-2-1-2 1-6 0-11 3z"/><path fill="#e4cd9b" d="M96 50v7l-3 1v-6l-8-1q-3-1 0-2z"/><path fill="#e6c98a" d="m89 61-10 2h-2l1-5-3-2q3-2 8-2h8q-3 3-2 7"/><path fill="#d2a976" d="m75 56 3 2-1 5h-7l-3-5q3-3 8-2"/><path fill="#f0e2b8" d="m34 59 15 4-10 5q4-1 4-6l-13-1q1-2 4-2"/><path fill="#e8cb8a" d="m30 61 13 1q0 5-4 6-7 0-12-4v-3z"/><path fill="#e8ce96" d="m67 58 3 5-1 1q-4 0-5 3l-13-1q0-3-2-3-7 0-1-2l-14-2h14v-4h17q-1 2 2 3"/><path fill="#f9faf2" d="M96 59v37H59q12-18 28-33z"/><path fill="#72737e" d="M69 64q2-1 1 1l-7 4 1-2q1-3 5-3"/><path fill="#9092a0" d="m63 69-3 2-4 1-8 3q2-3 6-4l5-3z"/><path fill="#444a59" d="M49 63q2 0 2 3l13 1-1 2-4-1-5 3-5-1-34 2 4-3h-6l14-5q5 4 12 4l1 1z"/><path fill="#90949c" d="M11 70q0-2 2-1h6l-4 3h-3l-7 3-3 1-2 1v-2z"/><path fill="#282f46" d="M54 71q-4 1-6 4l-8 3-38-2 3-1 9 1 26-2 2-1-30-1h3l34-2z"/><path fill="#3e4a6b" d="M96 57v2l-9 4Q71 78 59 96h-7q6-4 9-12l5-4-1-2q2-1 1-3-3-1-6 2l19-14 10-2 4-3z"/><path fill="#302c41" d="M11 70 0 75v-2q5-3 11-3"/><path fill="#3d424e" d="m12 72 30 1-2 1-35 1z"/><path fill="#525869" d="m2 76 38 2H0v-1z"/><path fill="#a7aeb7" d="m60 77-4 3q1-3 4-3"/><path fill="#2d3144" d="M0 78h40l-7 4H0z"/><path fill="#2e3b5e" d="M52 96H36l20-16 4-3q3-3 6-2 1 2-1 3l1 2-5 4q-3 8-9 12"/><path fill="#434d6b" d="M0 82h33l-4 2H0z"/><path fill="#d7d8dc" d="M60 71 21 96h-3q18-13 38-24z"/><path fill="#c6c7cc" d="M48 75 12 96h-2l30-18z"/><path fill="#1e1d33" d="M56 72Q36 83 18 96h-6l36-21z"/><path fill="#1d2241" d="m69 64 1-1h9L56 80q-13 6-23 16H21l42-27 7-4q1-2-1-1"/><path fill="#ccced3" d="M56 80 36 96h-3q10-10 23-16"/><path fill="#1a203e" d="M0 84h29q-10 5-19 12H0z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow reflective vests worn by station staff. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8e986" d="M0 0h38q3 2 5 6L33 9l-3 3q-4 0-6 2-3 0-4 2l-2-2-13 4-2 2-1 16q0 3-2 1z"/><path fill="#f8ec92" d="M38 0h43Q71 2 67 11q25 16 21 46 0-3-2-3l-4-12-2-1h-2v-6q-1-6-6-5l4-4-9-12-6-2-2 2-3-6-10-1v3q-6 0-10 3l-6-1 3-3 10-3q-2-4-5-6"/><path fill="#f9ea85" d="M81 0h15v87l-2-3q-3 5-10 6 0 2 4 3H73v-3l4-1q-5-4-10-3V75l-8-2-3 6 1-4h-3v3l-3-5 2-1-7 1v-2l2-3 2 2h8l1-6 2-1q-1 2 1 3l2 4v1l9 1 9-2 1-1q-1 2 1 3l2-1 1-13q0-3-2-3l1-1q2 0 2 3 4-30-21-46 4-9 14-11"/><path fill="#f7ee9a" d="M72 30q-4 2-3 6l-1 5q-3 0-4 2l-2 9-4-5-4-4-2-2v-5q1-9-7-6-3 1 0 4v1l-2 8h-7q-2-4-5-3 0-2-2-2v-4q2-10-8-9l-2 3-1 3q0 2 2 3l1 2-3 3-2 2-3 1q-3 6-3 13-2 0-2 3v5q-6-19 4-36l12-13q2-2 6-2l6 1q4-3 10-3V7l10 1 3 6 2-2 6 2 9 12z"/><path fill="#faea81" d="M24 14 12 27Q2 44 8 63l1 2q-1 4 3 8l11 2q-3 3 0 6l4 4 7 3q-4-1-4 3l2 5H0V37q2 2 2-1l1-16 2-2 13-4 2 2q1-2 4-2"/><path fill="#f9ed21" d="m29 34-1-4-9-2 2-3q10-1 8 9"/><path fill="#afac35" d="m19 28 9 2h-8v4q-2-1-2-3z"/><path fill="#414b44" d="M28 30q0 6-7 6l-1-2v-4z"/><path fill="#faed23" d="M52 36q-3-3-7-2-3-3 0-4 8-3 7 6"/><path fill="#faf228" d="M72 30q5-1 6 5-5-3-8 1h-1q-1-4 3-6"/><path fill="#5b5f49" d="M45 34q4-1 7 2v2l-6 2q-2-3-1-5z"/><path fill="#4f5746" d="M78 35v5q-5-2-8-1v-3q3-4 8-1"/><path fill="#dcc523" d="m28 30 1 4v3l-2-1-4 7-4-3-1 7v-8l3-3q7 0 7-6"/><path fill="#3b3c2c" d="M18 39v8q-3-3-2-6z"/><path fill="#494e3f" d="M29 38q2 0 2 2v6q-3-4-2-8"/><path fill="#8f833d" d="M45 35q-1 2 1 5l-1 2q0 6 3 11l-1 2q-2-3-1-5h-7v-3q2 3 6 1l-2-4v-1z"/><path fill="#5a593a" d="m52 41 2 2q-2 2-2 6l-1 1h-1v-1z"/><path fill="#f4e71c" d="m54 43 4 4-1 3q-3-2-5-1 0-4 2-6"/><path fill="#87783b" d="M69 36v6q11-2 0 2v2q2-3 3 0l-1 1h-4v-6z"/><path fill="#f1e31f" d="m29 37-2 1 1 7-5-2q-2 2-1 6-18 0 0 2v3H10q0-7 3-13l3-1q-1 3 2 6l1-7 4 3 4-7z"/><path fill="#f4e926" d="M31 40q3-1 5 3l-2 8-11-2q3-3 8-3z"/><path fill="#acac41" d="m51 50 1-1q2-1 5 1v1z"/><path fill="#e7d11a" d="M70 39q3-1 8 1v1q0 12 2 0l2 1 4 12-1 1h-9q-3-1-2-3 14-1 0-1l-1-5q-1-3-3 0v-2q11-4 0-2z"/><path fill="#65573d" d="M78 41h2q-2 12-2 0"/><path fill="#b3b152" d="M29 38q-1 4 2 8-5 0-8 3l11 2-1 2q-6-2-10-1v3h-1v-3q-18-2 0-2-1-4 1-6l5 2-1-7z"/><path fill="#d8c640" d="M36 43h7v1q-6 0-7 6l2 2q-1-1-3 1v5l-3-1 2-2-1-2 1-2z"/><path fill="#323835" d="m58 47 4 5 1 3v4l-1 3-1 1-2 1-2-13v-1z"/><path fill="#ecdc28" d="M68 41v6h4v3q-4-1-6 1l7 1-2 3h-8l-1-3 2-9q1-2 4-2"/><path fill="#f4e719" d="m33 53 1 2-2 2-9-2v-3q4-1 10 1"/><path fill="#a2ac6a" d="M10 55h13l9 2 3 1v1H11l-3-1q0-3 2-3"/><path fill="#f3df13" d="M52 38v3l-2 8-3 11q2 3-1 6 2 0 2 2l-2 3h-7v-5q3-8-1-14l-2-2q1-6 7-6l2 4q-4 2-6-1v3h7q-1 2 1 5l1-2q-3-5-3-11l1-2z"/><path fill="#f1e50f" d="m68 63-6-1 1-3q4-2 10-1 0 5-5 5"/><path fill="#f1e614" d="M84 60v3l-10-1v-4z"/><path fill="#677b5d" d="m8 58 3 1v4q-2 0-2 2l-1-2z"/><path fill="#485647" d="M38 52q4 6 1 14l-2 6-3 2v-1l1-7V53q2-2 3-1"/><path fill="#cfb42a" d="M50 49v19l8 1h-8l-2-2q0-2-2-2 3-3 1-6z"/><path fill="#f8e316" d="m50 50 6 1 2 13-1 6-8-1z"/><path fill="#f3e610" d="M35 59v5H11v-5z"/><path fill="#abab5d" d="m73 46 1 5q14 0 0 1-1 2 2 3h9q2 0 2 3-3 0-3 2l-10-2v4l10 1v9q-2-1-1-3l-2-4h-7v5h8l-9 2-9-1h8v-7l-4-1q5 0 5-5-6-1-10 1v-4h8l2-3-7-1q2-2 6-1v-3z"/><path fill="#d1c03d" d="m62 62 6 1 4 1v7h-8v-1h7v-5q-6-1-9 1-2-1-1-3z"/><path fill="#434e43" d="m87 58 1 3-2 10-2 1V60q0-2 3-2"/><path fill="#b4b061" d="M35 64v2l-23-1v3q-2-3-1-4z"/><path fill="#f9e606" d="m64 70-2-4q3-2 9-1v5z"/><path fill="#f1e48d" d="M46 66q-3 2-6 1 2-2 6-1"/><path fill="#f9e408" d="m83 69-1 1h-8v-5h7z"/><path fill="#f3e10f" d="m35 66-1 7-10-2-1 3q-6-3-11-2v-7z"/><path fill="#373733" d="M11 63q-1 1 1 4v5q-4-4-3-8 0-2 2-2"/><path fill="#f8ed90" d="M39 66v5h7v2l7-1-2 1 3 5 2 1 3-6 8 2v11q-5 3-10 3H36l-2-1-7-3-4-4q-3-3 0-6l11-1 3-2z"/><path fill="#bfb460" d="m34 73-11 1-11-2v-1q5-1 11 2l1-3z"/><path fill="#928314" d="m56 79-2-1v-3h3z"/><path fill="#faec81" d="M96 87v9H32l-2-5q0-4 4-3l2 1h21q5 0 10-3 5-1 10 3l-4 1v3h15q-4-1-4-3 7-1 10-6z"/></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a flat design icon depicting a gavel striking a red object, accompanied by a long shadow. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 460 460" style="enable-background:new 0 0 460 460;" xml:space="preserve">
<g>
<path style="fill:#366796;" d="M230,0C102.974,0,0,102.974,0,230c0,100.254,64.144,185.527,153.63,217.017L459.991,227.94
C458.885,101.863,356.338,0,230,0z"/>
<path style="fill:#273B7A;" d="M459.974,227.94l-42.828-42.828l-24.126,5.874l-4.158-34.158L281.165,49.13l-33.913,5.635
l-8.323,122.986L87.789,381.154L153.635,447c23.896,8.409,49.593,13,76.365,13c127.025,0,230-102.975,230-230
C460,229.311,459.98,228.627,459.974,227.94z"/>
<rect x="119.242" y="208.667" transform="matrix(-0.7071 -0.7071 0.7071 -0.7071 24.564 613.0203)" style="fill:#FEE187;" width="40.001" height="185.511"/>
<rect x="181.896" y="208.761" transform="matrix(-0.7071 -0.7071 0.7071 -0.7071 199.9722 540.3522)" style="fill:#FF6161;" width="60" height="40"/>
<polygon style="fill:#FF6161;" points="391.693,182.29 292.698,281.285 264.414,253.001 299.769,189.362 363.409,154.006 "/>
<polygon style="fill:#FFAD9E;" points="283.994,74.591 248.639,138.231 184.999,173.586 156.715,145.302 255.71,46.307 "/>
<polygon style="fill:#FEE187;" points="363.409,154.006 264.414,253.001 224.71,213.297 252.994,142.586 323.705,114.302 "/>
<rect x="184.35" y="115.865" transform="matrix(-0.7071 0.7071 -0.7071 -0.7071 535.9856 65.8771)" style="fill:#FFFFFF;" width="139.999" height="56.159"/>
<rect x="322.196" y="145.781" transform="matrix(-0.7071 -0.7071 0.7071 -0.7071 420.2706 637.6421)" style="fill:#FF0F27;" width="40" height="171.998"/>
<rect x="186.21" y="9.798" transform="matrix(-0.7071 -0.7071 0.7071 -0.7071 284.2834 309.3492)" style="fill:#FF6161;" width="40" height="171.998"/>
<path style="fill:#FF6161;" d="M370.023,356.737v15.367h-94.5l20-45.367h44.5C356.523,326.737,370.023,340.237,370.023,356.737z"/>
<path style="fill:#FFAD9E;" d="M295.523,326.737v45.367h-74.5v-15.367c0-16.5,13.5-30,30-30H295.523z"/>
<polygon style="fill:#FF0F27;" points="377.023,355.787 377.023,381.154 295.523,381.154 275.523,371.154 295.523,355.787 "/>
<rect x="214.023" y="355.787" style="fill:#FF6161;" width="81.5" height="25.367"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "f916caa4ee290714eab395efbff97abf73997066487824500cd915817a9b61c7.png"
} | Generate code for a svg of a a black and white image of a piano keyboard | <svg width="20" height="20" viewBox="0 0 20 20" xmlns="http://www.w3.org/2000/svg"><path d="M12.5 6a.5.5 0 000 1h2a.5.5 0 000-1h-2z"/><path d="M5.75 7.5a.75.75 0 100-1.5.75.75 0 000 1.5z"/><path d="M9 6.75a.75.75 0 11-1.5 0 .75.75 0 011.5 0z"/><path d="M2 4.5c0-.28.22-.5.5-.5h15c.28 0 .5.22.5.5v11a.5.5 0 01-.5.5h-15a.5.5 0 01-.5-.5v-11zM3 5v4h14V5H3zm5 5H6v3.5a.5.5 0 01-1 0V10H3v5h14v-5h-2v3.5a.5.5 0 01-1 0V10h-2v3.5a.5.5 0 01-1 0V10H9v3.5a.5.5 0 01-1 0V10z"/></svg> | |
{
"bytes": "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",
"path": "0830ff9756133c36c2719bbf0ca10d94e008978f48c0e8cebe987e2107397e76.png"
} | Generate code for a svg of a the wall street journal logo | <svg viewBox="0 0 697.5 149.2" xmlns="http://www.w3.org/2000/svg"><path d="M240.6 25.1l-.7 3.5h-.2c-.9-2-3.4-4.7-9-4.7-9 0-18.2 7-20.3 18-1.7 9.6 2.9 18.1 13.6 18.1 3.9 0 8.4-1.5 10.8-4.8h.2l-.7 3.6h10l6.3-33.7zm-3.2 16.8c-.7 3.3-3.8 8.7-10 8.7-6.1 0-7.4-5.4-6.9-8.5.7-3.8 4.1-8.7 10-8.7 5.7 0 7.6 4.5 6.9 8.5zm18.8-16.8h9.4l-.7 3.5h.2c1.2-1.6 3.5-4.7 9.3-4.7l-1.9 10.2c-4.7.1-8.2 1-9.1 6.2L260 58.8h-10zm25-13.1h10.1l-4.7 25.3h.2l11.6-12.2h11.9l-15.4 14.8 8.8 18.9h-11.4l-6.5-16.2h-.2l-2.9 16.2h-10.2z"/><path d="M326.4 23.9c-10.2 0-19.3 8.8-21 18.2-1.9 10 4.9 17.9 14.5 17.9 3.4 0 7-1 10.1-3.1 3.2-1.9 6.1-4.8 8.4-8.6h-10.3c-1.7 1.7-3.6 3.1-6.7 3.1-3.9 0-6.9-2.3-6.7-6.4H340c.3-.8.5-1.4.7-2.6 2-10.3-4-18.5-14.3-18.5zm-10.2 14.3c.8-2 3.5-5.8 8.8-5.8s6.5 3.8 6.5 5.8zM197.1 12l-17.8 26.7h-.1V12h-8.6l-31.5 46.8h12.2L169 32.1h.2v26.7h8.6l17.7-26.7h.2v26.7h10.1V12zm169.3 13.1H360l1.9-10H353l-.7 3.8c-.8 4.4-3.5 5.7-7.2 6.1h-.1l-1.5 7.6h5l-4.8 26h10l4.8-26h6.4zm155.8 21C518.9 53.7 511 60 501.9 60c-10.2 0-16.5-8.1-14.7-18.1 1.9-9.9 11-17.9 21.1-17.9 8.9 0 15 6 15.2 14.2h-10.2c-.7-2.3-2.2-4.7-6.4-4.7-4.7-.2-8.7 3.7-9.6 8.5-.9 4.9 1.6 8.6 6.4 8.6 4.1 0 6.7-2.4 8.1-4.5zM438.7 0l-19.6 12h5.5l-17.7 26.7h-.2V12H398l-17.7 26.7h-.2V12H370v46.8h8.8l17.7-26.7h.2v26.7h8.7L436.8 12h5zm19.2 58.8h-10l.7-3.6h-.2c-2.3 3.3-6.9 4.8-10.8 4.8-10.7 0-15.3-8.4-13.6-18.1 2-11 11.2-18 20.3-18 5.5 0 8.1 2.7 9 4.7h.2l.7-3.5h10zm-17-8.2c6.3 0 9.4-5.4 10-8.7.7-4-1.2-8.5-6.9-8.5-5.8 0-9.3 4.8-10 8.7-.5 3.1.8 8.5 6.9 8.5zm48.4-25.5H483l1.9-10H476l-.7 3.8c-.8 4.4-3.5 5.7-7.2 6.1h-.1l-1.4 7.6h5l-4.8 26h10l4.8-26h6.4zM531.7 12h10l-3.1 16.7h.2c2.2-3.1 5.1-4.7 9.5-4.7 3.2 0 6.9 1.2 8.5 3.8 2.2 3.3 1.9 6.3.8 12.3l-3.4 18.8h-10l3.4-18.3c.3-1.6 1.3-7.1-4.1-7.1-5.7 0-6.6 5.1-6.9 6.7l-3.4 18.6h-10zM176.1 89.2l-10.3 53.7c-.7 3.5-2.1 4.1-4.7 4.1h-.7v2.2h12.7V147h-.3c-3.1 0-3.8-.7-3.8-2.5 0-.5.1-1 .2-1.8l1.4-7.9h10.1l1.4 7.9c.1.7.2 1.3.2 1.8 0 1.7-.9 2.5-4 2.5h-.4v2.2h45.3v-20.5h-2v.2c0 8.6-2.1 17.7-10.1 17.7h-4.4V95.4c0-2.4 1.3-3.3 3.3-3.3h1.4v-2.2h-17.7v2.2h1.6c2 0 3.3.9 3.3 3.3v48.2c0 2.5-1.3 3.3-3.3 3.3h-1.2c-1.4 0-3.1-1.1-3.7-4.3l-10.6-53.5zm474.4 0l-10.3 53.7c-.7 3.5-2.2 4.1-4.8 4.1h-.7v2.2h12.7V147h-.3c-3.1 0-3.8-.7-3.8-2.5 0-.5.1-1 .2-1.8l1.4-7.9H655l1.4 7.9c.1.7.2 1.3.2 1.8 0 1.7-.9 2.5-4 2.5h-.4v2.2h45.3v-20.4h-2v.2c0 8.5-2.1 17.6-10.1 17.6H681V95.4c0-2.4 1.3-3.3 3.3-3.3h1.4v-2.2h-17.6v2.2h1.6c2 0 3.3.9 3.3 3.3v48.2c0 2.5-1.3 3.3-3.3 3.3h-1.2c-1.4 0-3.1-1.1-3.7-4.3l-10.6-53.5zm-368 .1c-6.6 0-12.1 4.6-12.1 13.6 0 8.7 5.2 13.9 10.7 18.1 6.2 4.7 10.5 9.6 10.5 16.5 0 6.3-2.4 9.4-7.9 9.4-3.6 0-10.8-3.3-10.8-17.6v-.6h-2v20.4h1.5l1.4-3.1c2.6 1.8 5 3.6 10.4 3.6 7.4 0 13.8-4.3 13.8-14.9 0-10.8-5.2-16.3-12-21.6-6.1-4.8-9.4-7.9-9.4-13.5 0-4.7 2.2-7.6 6.4-7.6 6.6 0 9.9 6.7 9.9 17.8v.6h2V89.9h-1.5l-1.5 2.9c-1.4-1.3-3.9-3.5-9.4-3.5zm235.4 0c-10.1 0-15.4 13.1-15.4 30s5.5 30.3 15.4 30.3c10.1 0 15.6-13.4 15.6-30.3s-5.6-30-15.6-30zm-518 .5v20.6h2v-.2c0-10.1 3.6-17.8 7.8-17.8h1.5v51.2c0 2.4-1.3 3.4-3.3 3.4H6.4v2.2h18.2V147h-1.9c-2 0-3.3-1-3.3-3.4V92.4h1.8c4.2 0 7.8 8.2 7.8 17.8v.2h2V89.8zm32.2 0V92h1.6c2 0 3.3 1 3.3 3.4v48.1c0 2.4-1.3 3.4-3.3 3.4h-1.6v2.2h17.8v-2.2h-1.5c-2 0-3.3-1-3.3-3.4v-23.3h13v23.3c0 2.4-1.3 3.4-3.3 3.4h-1.5v2.2H71v-2.2h-1.5c-2 0-3.3-1-3.3-3.4V95.4c0-2.4 1.3-3.4 3.3-3.4H71v-2.2H53.3V92h1.5c2 0 3.3 1 3.3 3.4V117h-13V95.4c0-2.4 1.3-3.4 3.3-3.4h1.5v-2.2zm40.8 0V92h1.6c2 0 3.2.9 3.2 3.4v48.1c0 2.4-1.2 3.4-3.2 3.4H73v2.2h30.2v-20.3h-2v.2c0 11.1-4.1 17.5-10.7 17.5h-4.7v-26.9h1.3c3.9 0 5.6 3.9 5.6 11.4v.2h2v-25.7h-2v.2c0 7.7-1.8 11.3-5.6 11.3h-1.3V92.4h5c6.7 0 10.4 5.5 10.4 17.6v.2h2V89.8zm44.1 0V92h.2c3 0 4 .7 4.7 4.1l10.6 53.6h3.3l6.9-34.2h.1l6.7 34.2h3.3l10.8-52.2c1-4.9 2.5-5.4 5.3-5.4h.6v-2.2h-13.4v2.2h.5c3.1 0 3.9 1 3.9 3.4 0 .4-.1.9-.2 1.4l-6.4 34.7h-.2L147 97c-.1-.7-.2-1.3-.2-1.9 0-2 .6-3 3.6-3h.3v-2.2h-15.9v2.2h.4c2.4 0 3.1 1.1 3.6 4.1l2.3 12-4.4 23.8h-.1l-6.7-36.2c-.1-.4-.1-1-.1-1.3 0-1.6.6-2.4 2.9-2.4h.3v-2.2h-16zm107.6 0V92h1.6c2 0 3.3.9 3.3 3.3v48.3c0 2.5-1.3 3.3-3.3 3.3h-2.1v2.2H254v-20.4h-2v.2c0 8.5-2.1 17.6-10.1 17.6h-4.4V95.3c0-2.4 1.3-3.3 3.3-3.3h1.4v-2.2zm73.6 0v20.6h2v-.2c0-10.1 3.6-17.8 7.8-17.8h1.6v51.2c0 2.4-1.3 3.4-3.3 3.4h-1.7v2.2h18.2V147H321c-2 0-3.3-1-3.3-3.4V92.4h1.8c4.2 0 7.8 8.2 7.8 17.8v.2h2V89.8zm33.1 0V92h1.7c2 0 3.3.9 3.3 3.4v48.1c0 2.4-1.3 3.4-3.3 3.4h-1.7v2.2h18.1v-2.2h-2.1c-2 0-3-1-3-3.4v-23.4h2.1c3.4 0 5.6 1.6 5.9 7.4l.5 11.1c.3 7.4 2.4 11 7.3 11s6.7-3.6 6.7-8.6v-3h-2.5v2.2c0 3.9-.3 5-1.8 5-1.2 0-1.5-.8-1.6-3.3l-.7-13c-.3-5.6-4.8-9.3-9.7-9.8v-.1c6-1.2 12.8-4.9 12.8-14.7 0-9.4-6.1-14.4-15.9-14.4zm36 0V92h1.6c2 0 3.2.9 3.2 3.4v48.1c0 2.4-1.2 3.4-3.2 3.4h-1.5v2.2h30.2v-20.3h-2v.2c0 11.1-4.1 17.5-10.7 17.5h-4.7v-26.9h1.3c3.9 0 5.6 3.9 5.6 11.4v.2h2v-25.7h-2v.2c0 7.7-1.8 11.3-5.6 11.3h-1.3V92.4h5c6.7 0 10.4 5.5 10.4 17.6v.2h2V89.8zm32.3 0V92h1.6c2 0 3.2.9 3.2 3.4v48.1c0 2.4-1.2 3.4-3.2 3.4h-1.6v2.2h30.3v-20.3h-2v.2c0 11.1-4 17.5-10.7 17.5h-4.7v-26.9h1.3c3.9 0 5.6 3.9 5.6 11.4v.2h2v-25.7h-2v.2c0 7.7-1.8 11.3-5.6 11.3h-1.3V92.4h5c6.7 0 10.4 5.5 10.4 17.6v.2h2V89.8zm32.9 0v20.6h2v-.2c0-10.1 3.6-17.8 7.8-17.8h1.5v51.2c0 2.4-1.3 3.4-3.3 3.4h-1.7v2.2H457V147h-1.9c-2 0-3.3-1-3.3-3.4V92.4h1.8c4.2 0 7.8 8.2 7.8 17.8v.2h2V89.8zm52.6 0V92h1.5c2 0 3.2.9 3.2 3.4v43c0 6.4-1.3 8.5-5.2 8.5-4 0-6.4-3.6-6.4-6.6 2.7-.4 4.8-1.9 4.8-5.5 0-2.8-1.7-4.5-4-4.5-2.2 0-5.1 1.9-5.1 6.5 0 8.4 5.4 12.8 10.7 12.8 7.4 0 13.3-3.5 13.3-12.8V95.4c0-2.5 1.3-3.4 3.3-3.4h1.5v-2.2zm48.3 0V92h1.6c2 0 3.2.9 3.2 3.4v40.5c0 8.2 5.3 13.8 14.3 13.8 8.5 0 11.1-5.9 11.1-13.8V96.3c0-2.7 1.1-4.3 3-4.3h3.1c2 0 3.2 1 3.2 3.4v48.1c0 2.4-1.3 3.4-3.3 3.4h-1.7v2.2H586v-2.2h-2.1c-2 0-3-1-3-3.4v-23.4h2.2c3.4 0 5.6 1.5 5.9 7.4l.5 11.1c.3 7.4 2.4 11 7.3 11s6.7-3.6 6.7-8.6v-3H601v2.2c0 3.9-.3 5-1.8 5-1.2 0-1.5-.8-1.6-3.3l-.7-13c-.3-5.6-4.8-9.3-9.7-9.8v-.1c6-1.2 12.8-4.9 12.8-14.7 0-9.4-6.1-14.4-15.9-14.4h-27.8v2.2h1.7c1.9 0 2.9 1.5 2.9 4.3v40.1c0 7.3-2.8 10.6-7.3 10.6s-7.1-3.9-7.1-10.6v-41c0-2.5 1.2-3.4 3.2-3.4h1.1v-2.2zm70.2 0V92h2.1c2.1 0 2.9 1.6 2.9 3.7v46.9c0 2.9-1.5 4.3-3.3 4.3h-1.7v2.2h12.5v-2.2h-1.5c-1.9 0-3.3-1.4-3.3-4.3v-40h.1l18.5 46.8h2.9V96.3c0-2.9 1.5-4.3 3.3-4.3h1.5v-2.2h-12.5V92h1.6c1.9 0 3.3 1.4 3.3 4.3V128h-.1l-15-38.2zM517.9 92c4.2 0 6.5 3.1 6.5 13.4v28.1c0 9.6-2.1 13.5-6.5 13.5s-6.3-3.7-6.3-13.6v-27.8c0-10.6 2.1-13.6 6.3-13.6zm-173.6.4h1.9c5 0 8.7 2.7 8.7 12 0 9.5-3.1 13.1-8.4 13.1h-2.2zm236.6 0h1.9c5 0 8.6 2.7 8.6 12 0 9.5-3.1 13.1-8.4 13.1h-2.2V92.4zm-405.4 13.3h.1L180 132h-9zm474.3 0h.2l4.4 26.3h-9.1z"/></svg> | |
{
"bytes": "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",
"path": "emoji_u270a_1f3fc.png"
} | Generate code for a svg of a raised fist: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path d="M117.35,22.51c-0.09-6.46-7.4-12.03-12.23-13.15c-4.83-1.13-13.78-1.04-15.95,6.52 c0,0-0.15-0.66-0.2-1.18C88.1,6.54,79.79,4,73.87,4C68.43,4,58.13,6.78,58.8,15.05l-1.73-0.07c-1.46-5.16-10.81-6.96-17.85-5.05 c-4.78,1.3-12.37,7.42-9.86,15.78c0.21,0.7,0.45,1.45,0.71,2.22c-5.19-4.83-10.77-5.55-15.8-3.19c-5.37,2.51-8.25,7.31-6.33,14.54 c0.08,0.29,0.17,0.58,0.25,0.87c-1.44,13.75-1.16,34.15,4.06,47.59c11.81,30.42,32.56,33.25,45.3,33.63 c55.62,1.67,60.43-38.42,60.27-43.73c-0.16-5.18,0.02-13.69-2.09-18.31C115.73,59.32,117.4,26.25,117.35,22.51z" style="fill:#E0BB95;"/>
<path d="M32.46,79.56c3.11,1.88,6.63,3.95,9.64,5.98c7.23,4.89,12.19,11.71,17.01,18.99 c1.36-12.52,9.53-22.78,20.57-28.1c1.43-0.68,6.07-2.39,7.53-2.98c1.91-0.6,3.32-1.32,2.61-3.91c-0.63-3.38-2.3-6.41-6.01-5.99 c-4.27-0.01-8.54-0.69-12.59-2.02c-8.48-2.18-12.13-10.86-9.58-18.5c0,0-2.55-1.39-4,0.19c-4.19,4.56-7.65,3.59-10.79,3.33 c-3.06-0.28-6.54-1.97-7.52-5.06c0,0-1.91,0.57-2.24,0.7c0.69,13.77-14.44,18.82-23.05,8.02c-0.71,0.5-1.86,1.55-1.69,2.4 C14.49,63.71,22.75,73.77,32.46,79.56z" style="fill:#CCA47A;"/>
<g>
<path d="M91.67,39.23c0.39-3.17,0.11-7.7,0.2-11.27c0.16-6.49-1.14-11.18-1.91-13.16 c-0.35-0.91-1.07-0.88-1.07-0.88c-0.79,1.74-2.07,22.44-2.35,25.32H91.67z" style="fill:#BA8F63;"/>
<path d="M59.59,55.52c-1.98,1.36-5.42,2.35-9.73,1.19c-2.83-0.76-5.35-3.26-6.65-6.79 c-1.91-5.18-5.09-14.29-7.16-17.4c-1.86-2.79-5.25-5.87-7.12-6.76c-3.06-1.45-5.41-1.74-5.41-1.74c1.36,0.77,5.83,4.78,7.52,8.21 c2.58,5.22,5.89,12.75,7.05,20.1c0.6,3.81,1.14,6.25-0.54,8.15c-1.58,1.8-5.11,3.74-9.58,3.67c-2.93-0.05-5.57-2.36-8.49-5.96 C14.6,52.14,7.63,37.68,7.63,37.68s-0.11,2.67,0.51,6.14c0.62,3.47,2.17,8.75,5.07,13.86c1.87,3.3,6.18,10.31,13.08,11.64 c6.89,1.33,10-1.07,12.73-2.75c3.06-1.89,4.56-5.64,4.65-6.79c0,0,3.16,4.19,10.51,3.26c5.49-0.7,9.83-4.26,9.85-4.22L59.59,55.52z " style="fill:#BA8F63;"/>
<path d="M61.84,40.89l5.23-0.64c-1.17-11.72-5.09-19.41-6.6-22.69s-5.02-5.13-5.02-5.13 C55.47,12.51,59.97,27.49,61.84,40.89z" style="fill:#BA8F63;"/>
<path d="M117.29,21.15c-0.12-0.58-0.96-0.55-1.03,0.04c-0.58,4.75-0.45,16.5-3.42,22.75 c-0.92,1.94-3.51,1.79-3.88,2.88c-0.44,1.29,8.51,16.6,8.74,14.4C120,39.2,118.34,26.41,117.29,21.15z" style="fill:#BA8F63;"/>
<path d="M39.56,84.69L39.56,84.69c-0.38-0.46-0.29-1.13,0.16-1.52c13.72-12.03,26.14-16.73,48.96-19.93 l1.15,4.15c-23.79,4.36-32.86,6.82-48.88,17.52C40.5,85.21,39.9,85.1,39.56,84.69z" style="fill:#BA8F63;"/>
<path d="M59.05,107.81L59.05,107.81c-0.65-0.07-1.14-0.65-1.09-1.31c1.45-19.37,12.23-33.32,32.57-37.21 l1.1,4.89C68.85,79.3,61.44,96.25,60.4,106.73C60.33,107.41,59.72,107.89,59.05,107.81z" style="fill:#BA8F63;"/>
<path d="M63.22,124c-26.09,0-36.38-13.78-36.38-13.78s13.02,9.89,35.24,10.14 c16.52,0.19,31.95-5.17,42.98-17.02c8.83-9.49,10.42-18.29,10.87-24.91c0.63-9.4-2.65-21.52-8.28-29.45 c-4.87-6.86-8.03-7.76-12.91-8.55c-4.88-0.79-12.1,1.29-24.1,0.2c-4.65-0.42-8.35,0.51-8.39,7.22c-0.02,3.39,1.58,7.85,7.5,10.44 c5.79,2.54,11.77,1.96,16.64,1.28c1.25-0.17,3.56-0.05,5.24,3.72c0.22,0.5,4.21,11.95,5.27,14.23s0.15,3.29-1.17,3.33 c-1.32,0.04-2.83-1.8-3.79-3.18s-3.52-6.3-4.65-9.44c-1.08-3-2.3-2.62-3.71-2.7c-3.54-0.18-12.22,0.6-19.19-4.6 c-4.97-3.7-6.54-6.78-7.1-13.05c-0.56-6.33,1.4-8.47,4.23-10.56c2.25-1.66,4.77-2.08,8.03-1.9c4.24,0.25,9.42,0.66,12.16,0.37 c2.74-0.29,11.86-0.83,15.12-0.08c3.25,0.75,9.77,2.94,15.21,10.83c5.87,8.51,8.61,17.82,8.61,29.57 c0,10.93-3.31,21.77-11.72,30.56C99.81,116.22,89.96,124,63.22,124z" style="fill:#BA8F63;"/>
</g>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f475.png"
} | Generate code for a svg of a old woman | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<path id="ears" d="M99.92,64.57H28.08C20.34,64.57,14,71.51,14,79.99s6.34,15.42,14.08,15.42h71.84 c7.75,0,14.08-6.94,14.08-15.42S107.66,64.57,99.92,64.57z" style="fill:#E59600;"/>
<path id="head" d="M64,12.54c-34.67,0-44.06,24.33-44.06,59.35c0,34.83,17.06,52.04,44.06,52.04 s44.06-17.22,44.06-52.04C108.06,36.87,98.67,12.54,64,12.54z" style="fill:#FFCA28;"/>
<path id="wrinkle_5_" d="M42.98,57.37c-0.6,0-1.16-0.36-1.4-0.95c-0.31-0.77,0.07-1.64,0.84-1.95 c0.37-0.15,9.1-3.54,21.24-3.54c12.13,0,21.49,3.39,21.88,3.53c0.78,0.29,1.18,1.15,0.89,1.92c-0.29,0.78-1.15,1.18-1.93,0.89 c-0.09-0.03-9.28-3.35-20.84-3.35c-11.58,0-20.05,3.3-20.14,3.33C43.35,57.34,43.16,57.37,42.98,57.37z" style="fill:#EDA600;"/>
<path id="wrinkle_4_" d="M78.97,48.96c-0.15,0-0.3-0.02-0.45-0.07c-0.07-0.02-6.86-2.14-14.52-2.14 s-14.45,2.12-14.52,2.14c-0.79,0.25-1.63-0.19-1.88-0.98s0.19-1.63,0.98-1.88c0.29-0.09,7.28-2.28,15.42-2.28s15.13,2.19,15.42,2.28 c0.79,0.25,1.23,1.09,0.98,1.88C80.2,48.55,79.61,48.96,78.97,48.96z" style="fill:#EDA600;"/>
<path id="wrinkle_3_" d="M42.91,90.5c-2.63,0-5.27-0.85-7.28-2.54c-0.63-0.53-0.71-1.48-0.18-2.11 c0.53-0.63,1.48-0.71,2.11-0.18c2.95,2.49,7.74,2.49,10.69,0c0.63-0.54,1.58-0.46,2.11,0.18c0.53,0.63,0.46,1.58-0.18,2.11 C48.18,89.65,45.55,90.5,42.91,90.5z" style="fill:#EDA600;"/>
<path id="wrinkle_2_" d="M85.09,90.5c-2.64,0-5.27-0.85-7.28-2.54c-0.63-0.53-0.71-1.48-0.18-2.11 c0.53-0.63,1.48-0.71,2.11-0.18c2.95,2.49,7.74,2.49,10.69,0c0.63-0.54,1.58-0.46,2.11,0.18c0.54,0.63,0.46,1.58-0.18,2.11 C90.36,89.65,87.73,90.5,85.09,90.5z" style="fill:#EDA600;"/>
<path id="wrinkle_1_" d="M40.63,105.31c-0.38,0-0.77-0.15-1.06-0.44c-0.59-0.59-0.59-1.54,0-2.12l9.53-9.53 c0.59-0.59,1.53-0.59,2.12,0s0.59,1.54,0,2.12l-9.53,9.53C41.4,105.16,41.01,105.31,40.63,105.31z" style="fill:#EDA600;"/>
<path id="wrinkle" d="M87.37,105.31c-0.38,0-0.77-0.15-1.06-0.44l-9.53-9.53c-0.59-0.59-0.59-1.54,0-2.12 s1.54-0.59,2.12,0l9.53,9.53c0.59,0.59,0.59,1.54,0,2.12C88.14,105.16,87.75,105.31,87.37,105.31z" style="fill:#EDA600;"/>
<g id="bun">
<path d="M63.83,4.1c-15.32,0-27.74,7.18-27.74,16.04s12.42,13.04,27.74,13.04S91.57,29,91.57,20.14 C91.58,11.28,79.16,4.1,63.83,4.1z" style="fill:#9E9E9E;"/>
</g>
<g id="gray_x5F_eyebrows">
<path d="M95.75,65.29c-1.23-1.63-4.09-4.01-9.62-4.01s-8.39,2.38-9.62,4.01c-0.55,0.72-0.41,1.56-0.03,2.06 c0.35,0.47,1.39,0.9,2.53,0.51s3.38-1.54,7.12-1.57c3.74,0.03,5.98,1.18,7.12,1.57s2.18-0.05,2.53-0.51 C96.15,66.85,96.29,66.01,95.75,65.29z" style="fill:#9E9E9E;"/>
<path d="M51.89,65.29c-1.23-1.63-4.09-4.01-9.62-4.01s-8.39,2.38-9.62,4.01c-0.55,0.72-0.41,1.56-0.03,2.06 c0.35,0.47,1.39,0.9,2.53,0.51s3.38-1.54,7.12-1.57c3.74,0.03,5.98,1.18,7.12,1.57s2.18-0.05,2.53-0.51 C52.29,66.85,52.43,66.01,51.89,65.29z" style="fill:#9E9E9E;"/>
</g>
<g id="gray_x5F_hair">
<radialGradient id="SVGID_1_" cx="63.4782" cy="58.3519" gradientTransform="matrix(1 6.789380e-03 -5.884754e-03 0.8667 0.3448 9.3451)" gradientUnits="userSpaceOnUse" r="63.8472">
<stop offset="0.44" style="stop-color:#9E9E9E"/>
<stop offset="1" style="stop-color:#E0E0E0"/>
</radialGradient>
<path d="M100.62,27.22C91.75,17.49,69.01,11.65,64,16.82c-5.01-5.17-27.75,0.67-36.62,10.4 c-9.8,10.74-12.03,29.42-8.24,45.15c0.35,1.45,3.95,1.47,3.95-0.02c0-10.35,8.17-25.83,19.66-29.08 c5.54-1.57,17.69-1.98,21.25-9.08c3.56,7.11,15.71,7.52,21.25,9.08c11.49,3.25,19.66,18.48,19.66,29.08c0,1.49,3.6,1.47,3.95,0.02 C112.65,56.64,110.42,37.96,100.62,27.22z" style="fill:url(#SVGID_1_);"/>
</g>
<g id="eyes">
<ellipse cx="42.26" cy="77.34" rx="6.48" ry="6.71" style="fill:#404040;"/>
<ellipse cx="86.12" cy="77.34" rx="6.48" ry="6.71" style="fill:#404040;"/>
</g>
<path id="nose" d="M69.07,89.56c-0.14-0.06-0.28-0.09-0.42-0.11h-9.3c-0.14,0.02-0.28,0.05-0.42,0.11 c-0.84,0.34-1.31,1.22-0.91,2.14c0.4,0.93,2.25,3.54,5.98,3.54s5.58-2.61,5.98-3.54S69.92,89.9,69.07,89.56z" style="fill:#E59600;"/>
<path id="mouth" d="M75.01,99.97c-4.19,2.49-17.91,2.49-22.1,0c-2.4-1.43-4.86,0.76-3.86,2.94 c0.98,2.15,8.47,7.13,14.95,7.13c6.47,0,13.87-4.98,14.85-7.13C79.84,100.72,77.42,98.54,75.01,99.97z" style="fill:#795548;"/>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f481_200d_2642.png"
} | Generate code for a svg of a man tipping hand | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="shirt">
<linearGradient id="shirt_x5F_fill_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="50.127" x2="50.127" y1="32.0001" y2="4">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.4701" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#009E89"/>
</linearGradient>
<path id="shirt_x5F_fill" d="M96.25,124v-2.88c0-16.68-23.56-25.15-47.63-25.12 c-18.3,0.02-36.88,4.38-44.62,14.32V124H96.25z" style="fill:url(#shirt_x5F_fill_1_);"/>
</g>
<g id="neck">
<path d="M38.93,88.95v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98 C57.1,88.95,38.93,88.95,38.93,88.95z" style="fill:#E59600;"/>
</g>
<g id="ears">
<path d="M75.58,50.43H20.93c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41h54.65 c5.89,0,10.71-5.14,10.71-11.41S81.47,50.43,75.58,50.43z" style="fill:#E59600;"/>
</g>
<path id="head" d="M48.25,11.07L48.25,11.07L48.25,11.07c-17.4,0-33.52,18.61-33.52,45.4 c0,26.64,16.61,39.81,33.52,39.81S81.77,83.1,81.77,56.46C81.77,29.68,65.66,11.07,48.25,11.07z" style="fill:#FFCA28;"/>
<g id="eyes">
<ellipse cx="31.82" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
<ellipse cx="64.69" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
</g>
<g id="eyebrows_1_">
<path d="M24,50.73c3.18-4.51,10.66-4.66,14.41-0.82c0.65,0.67,1.34,1.53,0.85,2.5 c-0.54,1.07-1.65,0.9-2.56,0.53c-2.43-0.98-4.93-1.42-7.55-0.89c-1.13,0.23-2.1,0.7-3.17,1.08C24.54,53.62,23.07,52.12,24,50.73z" style="fill:#6D4C41;"/>
<path d="M70.06,53.13c-2.23-0.97-4.49-1.53-6.95-1.25c-1.12,0.13-2.22,0.42-3.26,0.83 c-0.83,0.33-1.72,0.86-2.58,0.28c-2.45-1.69,1.9-4.44,3.17-4.99c2.76-1.19,6.05-1.08,8.72,0.31c1.06,0.55,2.21,1.35,2.84,2.4 C72.79,52.02,71.61,53.76,70.06,53.13z" style="fill:#6D4C41;"/>
</g>
<path id="mouth" d="M56.67,76.14c-3.19,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.44,5.42,11.37,5.42s10.55-3.79,11.3-5.42C60.35,76.72,58.5,75.05,56.67,76.14z" style="fill:#795548;"/>
<path id="nose" d="M52.11,68.06c-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-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69s4.25-1.99,4.55-2.69C53.11,68.98,52.75,68.32,52.11,68.06z" style="fill:#E59600;"/>
<g id="shadow_x5F_shirt" style="opacity:0.28;">
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="79.3152" x2="71.6077" y1="14.5343" y2="16.1769">
<stop offset="0.2651" style="stop-color:#262626"/>
<stop offset="1" style="stop-color:#262626;stop-opacity:0"/>
</linearGradient>
<path d="M81.54,102.67c-1.62-1.42-7.23-3.04-7.23-3.04L68.83,124h9.5L81.54,102.67z" style="fill:url(#SVGID_1_);"/>
</g>
<linearGradient id="hand_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="108.1645" x2="100.1645" y1="64.1345" y2="52.8845">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="hand" d="M91.32,74.16c2.6,0.2,6.29,0.95,8.14,0.64c1.64-0.27,2-1.82,3.71-2.21 c3.62-0.82,18.26-4.12,19.78-4.49c2.14-0.53,2.89-4.53-1.67-5.28C116.76,62.07,107.4,64,107.4,64s0.5-1.43,0.15-2.38 c-0.88-2.29-3.87-1.52-5.65-1.1l-10.56,2.99C85.9,65.38,86.16,73.9,91.32,74.16z" style="fill:url(#hand_1_);"/>
<g id="shirt_x5F_sleeve_x5F_right">
<linearGradient id="sleeve_x5F_fill_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="90.0475" x2="90.0475" y1="55.8966" y2="10.657">
<stop offset="0" style="stop-color:#00BFA5"/>
<stop offset="0.4701" style="stop-color:#00B29A"/>
<stop offset="1" style="stop-color:#009E89"/>
</linearGradient>
<path id="sleeve_x5F_fill" d="M102.6,73.69c-0.03-0.9-0.73-1.63-1.63-1.69l-12.72-0.76 c-0.93-0.07-1.75,0.61-1.86,1.54L75.58,124h28.93L102.6,73.69z" style="fill:url(#sleeve_x5F_fill_1_);"/>
</g>
<g id="hairGroup">
<path id="hair_7_" d="M48.27,4.03L48.27,4.03c-0.01,0-0.01,0-0.02,0s-0.01,0-0.02,0l0,0 C2.8,4.27,12.11,56.17,12.11,56.17s2.04,5.35,2.97,7.71c0.13,0.34,0.63,0.3,0.71-0.05c0.97-4.34,4.46-19.73,6.22-24.41 c1.04-2.76,3.9-4.36,6.8-3.83c4.45,0.81,11.55,1.81,19.37,1.81c0.03,0,0.06,0,0.08,0s0.06,0,0.08,0c7.83,0,14.92-1,19.37-1.81 c2.9-0.53,5.76,1.08,6.79,3.83c1.75,4.66,5.22,19.96,6.2,24.36c0.08,0.36,0.58,0.39,0.71,0.05l2.98-7.67 C84.4,56.17,93.71,4.27,48.27,4.03z" style="fill:#543930;"/>
<radialGradient id="hairHighlights_1_" cx="48.2541" cy="80.9011" gradientTransform="matrix(1 0 0 -1.1282 0 138.3704)" gradientUnits="userSpaceOnUse" r="38.0924">
<stop offset="0.7945" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights" d="M84.4,56.17c0,0,9.31-51.9-36.13-52.14v0 c-0.01,0-0.01,0-0.02,0h0c-0.01,0-0.01,0-0.02,0l0,0c-0.71,0-1.4,0.02-2.08,0.05c-1.35,0.06-2.66,0.16-3.92,0.31 c-0.01,0-0.03,0-0.04,0c-0.09,0.01-0.17,0.03-0.26,0.04C3.69,9.24,12.11,56.17,12.11,56.17l2.98,7.68c0.13,0.34,0.62,0.31,0.7-0.05 c0.98-4.39,4.46-19.71,6.22-24.37c1.04-2.76,3.9-4.36,6.8-3.83c4.45,0.81,11.55,1.81,19.37,1.81c0.03,0,0.06,0,0.08,0 s0.06,0,0.08,0c7.83,0,14.92-1,19.37-1.81c2.9-0.53,5.76,1.08,6.79,3.83c1.76,4.68,5.25,20.1,6.22,24.42 c0.08,0.36,0.57,0.39,0.7,0.05C82.35,61.54,84.4,56.17,84.4,56.17z" style="fill:url(#hairHighlights_1_);"/>
</g>
</svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a cartoon image of a smiling brown cow with prominent horns. | <?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 0 125.397 125.397" style="enable-background:new 0 0 125.397 125.397;" xml:space="preserve">
<g>
<g>
<path style="fill-rule:evenodd;clip-rule:evenodd;fill:#775236;" d="M96.793,85.864c0,21.701,0,39.536-39.294,39.292H56.78
c-39.295,2.696-39.295-17.591-39.295-39.292v-0.641c0-21.7,17.593-39.292,39.295-39.292h0.719c21.7,0,39.294,17.592,39.294,39.292
V85.864z"/>
<g>
<g>
<g>
<path style="fill:#5E3B28;" d="M113.019,78.763c-1.116,1.425-4.337,5.587-2.872,11.961c0.646,2.809,1.379,4.486,1.945,5.748
c0.59,1.261,2.187,3.708,3.563,4.896c1.122-1.427,1.491-1.618,2.659-3.507c0.724-1.18,1.377-3.024,1.249-4.33
c-0.128-1.305-0.297-2.707-1.275-4.609C117.695,87.658,112.986,82.173,113.019,78.763z"/>
</g>
</g>
<g>
<g>
<g>
<path style="fill:#775236;" d="M117.101,100.494c0.183-0.729,0.31-1.502,0.378-2.318c0.133-1.613-1.064-3.029-2.678-3.163
c-1.612-0.132-3.026,1.064-3.162,2.678c-0.799,9.549-17.274,9.253-17.442,9.248c-1.618-0.037-2.962,1.239-2.998,2.859
c-0.039,1.618,1.241,2.961,2.858,3C94.913,112.817,113.972,113.119,117.101,100.494z"/>
</g>
</g>
</g>
</g>
</g>
<g>
<g>
<path style="fill:#333333;" d="M64.859,16.403c0,0,12.515-6.202,15.297-16.403c0,0,5.062,15.065-2.028,24.875
C78.127,24.875,73.231,17.838,64.859,16.403z"/>
<path style="fill:#333333;" d="M48.577,16.403c0,0-12.515-6.202-15.297-16.403c0,0-5.062,15.065,2.028,24.875
C35.308,24.875,40.205,17.838,48.577,16.403z"/>
</g>
<g>
<g>
<defs>
<path id="XMLID_4_" d="M23.332,49.42c0-20.292,17.052-35.008,33.576-35.008c15.861,0,32.139,13.787,34.291,33.96
c2.142,20.101-5.533,42.776-34.06,42.776C24.221,91.147,23.332,69.713,23.332,49.42z"/>
</defs>
<use xlink:href="#XMLID_4_" style="overflow:visible;fill-rule:evenodd;clip-rule:evenodd;fill:#856040;"/>
<clipPath id="XMLID_6_">
<use xlink:href="#XMLID_4_" style="overflow:visible;"/>
</clipPath>
</g>
<g>
<g>
<path style="fill:#775236;" d="M63.231,49.596c-0.54-18.882,14.565-25.756,15.707-26.468c4.654,3.938,5.546,5.179,8.393,10.114
c0.685,1.186,1.959,6.827,1.977,6.964c0,0,1.212-1.939,1.89,3.847c0.646,5.51,1.107,10.228,0,16.646
C90.925,60.802,63.794,69.312,63.231,49.596z"/>
</g>
</g>
<path style="fill-rule:evenodd;clip-rule:evenodd;fill:#5E3B28;" d="M85.666,75.094c0,8.866-15.549,16.772-25.302,16.772h-8.529
c-9.755,0-23.684-7.906-23.684-16.772l0,0c0-8.867,7.908-16.054,17.663-16.054h22.19C77.757,59.04,85.666,66.227,85.666,75.094
L85.666,75.094z"/>
</g>
<g>
<g>
<g>
<g>
<path style="fill:#856040;" d="M78.938,23.128c0,0,21.667-2.51,24.791,9.241c3.125,11.753,4.172,15.697,4.172,15.697
s-22.295,0.147-25.418-11.604C79.361,24.713,78.938,23.128,78.938,23.128z"/>
</g>
</g>
<g>
<g>
<path style="fill:#E49788;" d="M84.071,27.546c0,0,13.99-1.618,16.005,5.966c2.017,7.586,2.694,10.133,2.694,10.133
s-14.394,0.096-16.411-7.49C84.342,28.569,84.071,27.546,84.071,27.546z"/>
</g>
</g>
</g>
<g>
<g>
<g>
<path style="fill:#856040;" d="M34.782,23.686c0,0-21.667-2.51-24.792,9.241C6.867,44.68,5.819,48.623,5.819,48.623
S28.113,48.77,31.237,37.02C34.36,25.271,34.782,23.686,34.782,23.686z"/>
</g>
</g>
<g>
<g>
<path style="fill:#E49788;" d="M29.65,28.104c0,0-13.99-1.619-16.005,5.965c-2.017,7.586-2.694,10.134-2.694,10.134
s14.394,0.095,16.411-7.491C29.379,29.127,29.65,28.104,29.65,28.104z"/>
</g>
</g>
</g>
</g>
<g>
<g>
<g>
<circle style="fill-rule:evenodd;clip-rule:evenodd;fill:#1A1A1A;" cx="41.142" cy="48.846" r="4.044"/>
<path style="fill-rule:evenodd;clip-rule:evenodd;fill:#FFFFFF;" d="M41.142,48.066c0-0.845,0.681-1.53,1.526-1.53
c0.848,0,1.527,0.685,1.527,1.53c0,0.844-0.68,1.529-1.527,1.529C41.823,49.596,41.142,48.911,41.142,48.066z"/>
</g>
<g>
<circle style="fill-rule:evenodd;clip-rule:evenodd;fill:#1A1A1A;" cx="71.856" cy="48.098" r="4.044"/>
<path style="fill-rule:evenodd;clip-rule:evenodd;fill:#FFFFFF;" d="M71.856,47.316c0-0.843,0.681-1.529,1.526-1.529
c0.847,0,1.527,0.687,1.527,1.529c0,0.845-0.68,1.53-1.527,1.53C72.537,48.847,71.856,48.161,71.856,47.316z"/>
</g>
</g>
<g>
<g>
<circle style="fill-rule:evenodd;clip-rule:evenodd;fill:#1A1A1A;" cx="49.217" cy="66.426" r="2.41"/>
<circle style="fill-rule:evenodd;clip-rule:evenodd;fill:#1A1A1A;" cx="64.599" cy="66.426" r="2.41"/>
</g>
<g>
<path style="fill:#BDBCBC;" d="M56.908,74.867c-4.655,0-8.441-3.787-8.441-8.441c0-0.414,0.336-0.75,0.75-0.75
c0.414,0,0.75,0.336,0.75,0.75c0,3.827,3.114,6.941,6.941,6.941c3.828,0,6.942-3.114,6.942-6.941c0-0.414,0.336-0.75,0.75-0.75
c0.414,0,0.75,0.336,0.75,0.75C65.35,71.081,61.563,74.867,56.908,74.867z"/>
</g>
</g>
</g>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "emoji_u1f469_1f3fc_200d_2764_200d_1f48b_200d_1f468_1f3fd.png"
} | Generate code for a svg of a kiss: woman, 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">
<stop offset="0.6679" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights_24_" d="M106.04,28.41L106.04,28.41c-0.01,0-0.01,0-0.02,0 c-0.01,0-0.01,0-0.02,0v0c-47.64,0.25-37.88,54.66-37.88,54.66s0.61,3.94,1.53,5.65c1.1,2.06,1.85,2.81,1.92,1.64 c0.07-1.16,0.01-19.44,1.85-24.35c1.09-2.89,4.08-4.56,7.12-4.02c7.58,1.35,10.91,1.32,15.63,1.25 c9.75-0.13,17.32-0.91,21.99-1.76c2.2-0.4,4.38,0.39,5.82,1.94v-31.6C119.21,29.72,113.31,28.45,106.04,28.41z" style="fill:url(#hairHighlights_1_);"/>
</g>
</g>
<g>
<g id="hair_603_">
<path id="hair_602_" d="M60.5,124c0.48-13.19-0.05-47.32-0.19-55.55c0-0.63,1.68-40.31-37.99-40.57 c-7.24-0.05-13.27,1.08-18.32,3V124H60.5z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_2_" cx="31.2265" cy="94.5182" gradientTransform="matrix(1 0 0 0.9979 0 0.194)" gradientUnits="userSpaceOnUse" r="34.5101">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_28_" d="M60.31,68.45c0-1.77-56.31,38.6-56.31,38.6V124h56.5 C60.98,110.81,60.45,76.68,60.31,68.45z" style="fill:url(#hairHighlights_2_);"/>
</g>
<g id="head_340_">
<path d="M21.53,39.45L21.53,39.45L21.53,39.45c-6.21,0-12.27,1.59-17.53,4.84v71.69 c3.88,2.79,8.08,4.79,12.18,5.98c3.59,1.04,6.42,1.56,11.42,1.56c2.98,0,6.71-1.39,9.36-3c11.72-7.13,19.31-18.02,19.31-39.23 C56.27,52.86,39.57,39.45,21.53,39.45z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows_170_">
<path d="M21.35,77.36c-0.97-1.29-3.22-3.16-7.58-3.16s-6.61,1.87-7.58,3.16c-0.43,0.57-0.32,1.23-0.02,1.62 c0.28,0.37,1.09,0.71,1.99,0.41c0.9-0.31,2.66-1.22,5.61-1.24c2.95,0.02,4.71,0.93,5.61,1.24c0.9,0.31,1.72-0.04,1.99-0.41 C21.67,78.59,21.78,77.93,21.35,77.36z" style="fill:#AB872F;"/>
<path d="M54.33,77.36c-0.97-1.29-3.22-3.16-7.58-3.16s-6.61,1.87-7.58,3.16c-0.43,0.57-0.32,1.23-0.02,1.62 c0.28,0.37,1.09,0.71,1.99,0.41c0.9-0.31,2.66-1.22,5.61-1.24c2.95,0.02,4.71,0.93,5.61,1.24c0.9,0.31,1.72-0.04,1.99-0.41 C54.65,78.59,54.76,77.93,54.33,77.36z" style="fill:#AB872F;"/>
</g>
<g id="eyes_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;"/>
<path d="M52.2,85.64c0.67-0.79,1.07-0.16,1.2,0.36c0.45,1.76-0.25,4.54-3.47,5.43 c-4.36,1.2-8.76-1.42-9.25-4.98c-0.06-0.44,0.43-0.77,0.82-0.55c1.31,0.72,2.93,2.23,6.3,1.88C51.08,87.45,51.48,86.49,52.2,85.64 z" style="fill:#5D4037;"/>
</g>
<path id="mouth_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_606_">
<path id="hair_605_" d="M60.31,68.45c0-0.63,2.36-40.02-37.99-40.57C15.09,27.78,9.05,28.94,4,30.92v45.73 c0.57-2.44,2.53-6.75,9.27-8.17c20.37-4.31,28.6-14.06,28.6-14.06c3.45,7.53,17.17,8.56,13.43,40.48c0,0,5.26-0.08,5.26-0.14 C60.83,86.06,60.31,76.53,60.31,68.45z" style="fill:#AB872F;"/>
<radialGradient id="hairHighlights_3_" cx="24.2562" cy="86.4971" gradientTransform="matrix(1 0 0 1.1286 0 -11.122)" gradientUnits="userSpaceOnUse" r="43.7467">
<stop offset="0.7945" style="stop-color:#BFA055;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFA055"/>
</radialGradient>
<path id="hairHighlights_25_" d="M60.31,68.45c0-0.63,2.36-40.02-37.99-40.57 C15.09,27.78,9.05,28.94,4,30.92v45.73c0.57-2.44,2.53-6.75,9.27-8.17c20.37-4.31,28.6-14.06,28.6-14.06 c3.45,7.53,17.17,8.56,13.43,40.48c0,0,5.26-0.08,5.26-0.14C60.83,86.06,60.31,76.53,60.31,68.45z" style="fill:url(#hairHighlights_3_);"/>
</g>
</g>
<g>
<path d="M78.41,3.74C67.87,3.74,64,14.5,64,14.5S60.18,3.74,49.57,3.74c-7.97,0-17.07,6.32-13.71,20.68 c3.36,14.36,28.16,32.26,28.16,32.26s24.72-17.9,28.08-32.26C95.46,10.06,87.02,3.74,78.41,3.74z" style="fill:#EF5592;"/>
<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the rich brown of freshly harvested carrots lined up in crates. | <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="#deb07a" d="M0 0h37v2q-2 1 1 2l-6 4 3 3q-2 2-4 1l-1-4-7 4-5 7q-8 6-13 16-2-2-2 0l1 5q2-3 3 0l4-5 6 3q5-3 8 0l1-3q8-2 14 4l-2 2q3 2 5 6 2-2 4 1l-1 4-5-2-5-1h3q0-5-4-2-4-4-7 0-2-6-5-3l1 2-1 2q-3-4-6-5-3 0 0 2l-4 2-5-2q-1-3-3 0-3-2-5-1z"/><path fill="#deaf7a" d="M37 0h59v96H38l18-11h3v-3h2q4 0 5-4 0-4 3-1l2 1q9-4 19-6V61l1-8-7-1-1-3v-1l2-3-6-2q-1-3-3-1l-4 5 1 3q-3 0-3 3-5-2-8-1h-3l-10-2 4-1-7-5q-1-4-4-6l5-1q5 2 9-1 8-7 2-15l-8-10Q34 4 50 1L37 2z"/><path fill="#e1b27b" d="M59 52H49v3h-3v-3l1-4q-2-3-4-1-2-4-5-6l2-2q-6-6-14-4l-1 3q-3-3-8 0l-6-3-4 5q-1-3-3 0l-1-5q0-2 2 0 5-10 13-16l5-7 7-4 1 4q2 1 4-1l-3-3 6-4q-3-1-1-2l13-1q-16 3 0 10l8 10q6 8-2 15-4 3-9 1l-5 1q3 2 4 6l7 5-4 1z"/><path fill="#d87023" d="M0 44q2-1 5 1l1 1-4 1H0z"/><path fill="#da7922" d="m28 47 3 6 2 5-1 2-2-4q-1-7-6-10l-1-2q3-3 5 3"/><path fill="#809856" d="m79 43-4 7h-2l-1-3 4-5q2-2 3 1"/><path fill="#8b582e" d="M8 45v7-4l-6-1 4-1-1-1q2-3 3 0"/><path fill="#dd7d23" d="m23 48 5 7-7-4v2q-3 0-3 6l-1 2q-2-3-1-4 4-6-2-9L8 60V45l1-1 4 3 4-2q-3-2 0-2 3 1 6 5"/><path fill="#d5bf9e" d="m79 43 6 2-2 3q-3 0-4 3l-3 1-1-1v-1z"/><path fill="#bf6d2d" d="M36 49q-5-2-5 4l-3-6q3-4 7 0 4-3 4 2z"/><path fill="#945e30" d="M24 46q5 3 6 10l-2-1-5-7z"/><path fill="#6c482a" d="M0 47h2l6 1v12l6-12q6 3 2 9l-2 7-1 4q-3-4-6-1l3 1q-1 7 2 13l-2 2q-5-3-10-3z"/><path fill="#9f7140" d="m41 50 5 2v3q-2-3-5-2z"/><path fill="#d5772a" d="M73 50h2v1q-4 3-5 9v-7q0-3 3-3"/><path fill="#452815" d="M55 52h7l-3 2q-3-3-4 1l-5-2z"/><path fill="#a77c4b" d="m55 52-5 1 5 2 1 1 5 3-9-2-6-2h3v-3z"/><path fill="#d78a32" d="m59 54-3 2-1-1q1-4 4-1"/><path fill="#d47427" d="m83 48-4 9h-2q-1-3-3 0l-1-2q0-3 3-4l3-1q1-3 4-3"/><path fill="#a86f38" d="m83 49 1 3 1 2q-1 4-6 4z"/><path fill="#c9782c" d="m40 60-1 2q-3 0-1 3h-3l-1-2h-1q2-6 6-10 4 3 1 7"/><path fill="#6e4727" d="M62 52q3-1 8 1v2h-1q-4 0-5 4h-3l-5-3 3-2z"/><path fill="#503018" d="m52 57 9 2q0 5 4 3v5l-6 1-2-4v-1l-1-2-4-2-13 3 1-2z"/><path fill="#eb7825" d="m69 55-2 4h-3q1-4 5-4"/><path fill="#734f2c" d="m84 52 7 1-1 8-1-1-10 1q6-1 11-5l-5-3v1z"/><path fill="#472a16" d="m90 61-15 5v-3q-3-1-4 1l-1 6q-1-6 1-9t6-3h2q5 0 6-4v-1l5 3q-5 4-11 5l10-1z"/><path fill="#613719" d="M56 61h-3l-7 6-8-2q-2-3 1-3l13-3z"/><path fill="#ef8326" d="m56 61 1 2-9 6-2-2 7-6z"/><path fill="#94683e" d="m21 53 1 1-2 15v-3q-3-1-3 1l-1 4q-1-4-4-1v11q-3-6-2-13l-3-1q3-3 6 1l1-4 2-7q-1 1 1 4-2 1-1 4 5 0 3-5l-1-1q0-6 3-6"/><path fill="#553720" d="m18 59 1 1q2 5-3 5-1-3 1-4z"/><path fill="#9d6e3b" d="M33 63h1l1 2-2 4-2-1q3-3 0-4z"/><path fill="#e8771d" d="m57 64 2 4h-5z"/><path fill="#6b4627" d="M90 61v3q-10 2-16 7l-2 1-2-2 1-6q1-2 4-1v3z"/><path fill="#613d22" d="m36 49 5 1v3q3-1 5 2l6 2-12 3q3-4-1-7-4 4-6 10l-2 1q3 1 0 4l2 1q0 5 2 0l7 5v5q-3-4-6-5 0 6 8 8v3q-4-2-6-5h-4q-5-3-10-3 0-5-4-4v-4l1-18 7 4 2 1 2 4 1-2-2-5q0-6 5-4"/><path fill="#422412" d="M58 69h5q-2 1-1 4l-14 2v-4z"/><path fill="#452815" d="M35 65h3q0 3 5 3l1 8v6q-8-2-8-8 3 1 6 5v-5l-7-5q-2 5-2 0z"/><path fill="#80552e" d="m57 63-3 4 4 1-10 2-2 4 3 3-3 2-2-4-1-8q-5 0-5-3l8 2 2 2z"/><path fill="#976c42" d="M75 51q-3 1-3 4l1 2q2-3 3 0-4 0-6 3t-1 9l2 2v3l16-5q-3-3 1-3l-15 4q6-5 16-7v8q-10 2-19 6l-2-1 2-4q-5-2-4-5h-3l2 10q-1 4-5 4v-8l-8 1q-3 0-4 3l-3-3 2-4v4l14-2q-1-3 1-4h-5l-4-1h5l6-1v-5q-4 2-4-3h6l2-4h1v5q1-6 5-9"/><path fill="#4b2e1a" d="M69 77q-3-3-3 1l-2-10h3q-1 3 4 5z"/><path fill="#3b2111" d="m72 72 2-1 15-4q-4 0-1 3l-16 5z"/><path fill="#452612" d="M61 82h-2q-6 0-9 3-3-1 0-2l3-1-7-2 3-2q1-3 4-3l8-1z"/><path fill="#623f24" d="M17 67v11l-5 3V70q3-3 4 1z"/><path fill="#956940" d="m44 76 2 4 7 2-3 1q-3 1 0 2 3-3 9-3v3h-3l-12 3z"/><path fill="#47210a" d="M17 67q0-2 3-1v7q4-1 4 4 5 0 10 3-10 0-18 4l-2 2-8 4-3 6H0V80q5 0 10 3l2-2 5-3z"/><path fill="#52290e" d="M34 80h4q2 3 6 5v3l12-3-18 11H3l3-6 8-4 2-2q8-4 18-4"/></svg> | |
{
"bytes": "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",
"path": "1b39fb53170eb37c74249264fafd898400d0060928e5f142c7a5a73a30599311.png"
} | Generate code for a svg of a the logo of the x - logo is shown in blue and green | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" viewBox="0 0 300 300"><defs><style>.cls-1{fill:url(#linear-gradient);}.cls-2{fill:url(#linear-gradient-2);}.cls-3{fill:url(#linear-gradient-3);}.cls-4{fill:url(#linear-gradient-4);}.cls-5{fill:url(#linear-gradient-5);}.cls-6{fill:url(#linear-gradient-6);}</style><linearGradient id="linear-gradient" x1="182.71" y1="320.79" x2="-15.06" y2="121.11" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#0981b0"/><stop offset="1" stop-color="#03bfd7"/></linearGradient><linearGradient id="linear-gradient-2" x1="183.24" y1="320.26" x2="-14.54" y2="120.59" xlink:href="#linear-gradient"/><linearGradient id="linear-gradient-3" x1="122.74" y1="-14.25" x2="311.05" y2="175.96" xlink:href="#linear-gradient"/><linearGradient id="linear-gradient-4" x1="123.29" y1="-14.8" x2="311.61" y2="175.41" xlink:href="#linear-gradient"/><linearGradient id="linear-gradient-5" x1="39.48" y1="41.39" x2="255.24" y2="254.31" gradientUnits="userSpaceOnUse"><stop offset="0" stop-color="#03bfd7"/><stop offset="1" stop-color="#8bceae"/></linearGradient><linearGradient id="linear-gradient-6" x1="39.55" y1="41.32" x2="255.3" y2="254.24" xlink:href="#linear-gradient-5"/></defs><g id="Layer_2" data-name="Layer 2"><g id="Logo"><path class="cls-1" d="M83.57,170.92c-21.16-23.19-39.18-46.17-52-66.48A204.84,204.84,0,0,1,17.72,79.19a150.07,150.07,0,0,0,19.74,170C39.19,233,56.4,204,83.57,170.92Z"/><path class="cls-2" d="M129.08,216.43C96,243.6,67,260.81,50.84,262.54a150.08,150.08,0,0,0,170,19.72c-10.85-4.83-23-11.9-36.6-21.31A533.55,533.55,0,0,1,129.08,216.43Z"/><path class="cls-3" d="M170.92,83.57C204,56.4,233,39.19,249.16,37.46a150.08,150.08,0,0,0-170-19.72c10.85,4.83,23,11.9,36.6,21.31A532.49,532.49,0,0,1,170.92,83.57Z"/><path class="cls-4" d="M262.54,50.84C260.81,67,243.6,96,216.43,129.08c21.16,23.19,39.18,46.17,52,66.48a204.84,204.84,0,0,1,13.83,25.25A150.07,150.07,0,0,0,262.54,50.84Z"/><path class="cls-5" d="M150,101.63h0C98.44,55,51.88,28.25,40.06,40.06c-13.69,13.7,24.43,74,85.15,134.73,8.31,8.32,16.61,16.19,24.79,23.58Z"/><path class="cls-6" d="M198.37,150h0c-7.39,8.18-15.26,16.48-23.58,24.79S158.18,191,150,198.37c51.56,46.59,98.12,73.38,109.94,61.57S245,201.56,198.37,150Z"/></g></g></svg> | |
{
"bytes": "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",
"path": "8ee848bef52c8beea27987f9f2829a8dca5f0f56a559499af2126a089d9ac6d2.png"
} | Generate code for a svg of a a black and white image of a video game controller | <svg fill="currentColor" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512" focusable="false">
<path d="M483.13 245.38C461.92 149.49 430 98.31 382.65 84.33A107.13 107.13 0 00352 80c-13.71 0-25.65 3.34-38.28 6.88C298.5 91.15 281.21 96 256 96s-42.51-4.84-57.76-9.11C185.6 83.34 173.67 80 160 80a115.74 115.74 0 00-31.73 4.32c-47.1 13.92-79 65.08-100.52 161C4.61 348.54 16 413.71 59.69 428.83a56.62 56.62 0 0018.64 3.22c29.93 0 53.93-24.93 70.33-45.34 18.53-23.1 40.22-34.82 107.34-34.82 59.95 0 84.76 8.13 106.19 34.82 13.47 16.78 26.2 28.52 38.9 35.91 16.89 9.82 33.77 12 50.16 6.37 25.82-8.81 40.62-32.1 44-69.24 2.57-28.48-1.39-65.89-12.12-114.37zM208 240h-32v32a16 16 0 01-32 0v-32h-32a16 16 0 010-32h32v-32a16 16 0 0132 0v32h32a16 16 0 010 32zm84 4a20 20 0 1120-20 20 20 0 01-20 20zm44 44a20 20 0 1120-19.95A20 20 0 01336 288zm0-88a20 20 0 1120-20 20 20 0 01-20 20zm44 44a20 20 0 1120-20 20 20 0 01-20 20z"/>
</svg> | |
{
"bytes": "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",
"path": "emoji_u1f9d1_200d_1f3a4.png"
} | Generate code for a svg of a singer | <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">
<path id="hair_3_" d="M98.9,79.85c-1.25-2.27,0.34-4.58,3.06-7.44c4.31-4.54,9-15.07,4.64-25.76 c0.03-0.06-0.86-1.86-0.83-1.92l-1.79-0.09c-0.57-0.08-20.26-0.12-39.97-0.12s-39.4,0.04-39.97,0.12c0,0-2.65,1.95-2.63,2.01 c-4.35,10.69,0.33,21.21,4.64,25.76c2.71,2.86,4.3,5.17,3.06,7.44c-1.21,2.21-2.81,2.53-2.81,2.53s-1.17,2.26,0.83,3.48 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_1_" 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_1_);"/>
<radialGradient id="SVGID_2_" 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"/>
</radialGradient>
<path d="M95.1,83.16c-4.28-6.5,5.21-8.93,5.21-8.93s0.01,0.01,0.01,0.01 c-1.65,2.05-2.4,3.84-1.43,5.61c1.21,2.21,4.81,2.53,4.81,2.53S98.79,86.74,95.1,83.16z" style="fill:url(#SVGID_2_);"/>
<radialGradient id="SVGID_3_" cx="94.5091" cy="68.9103" gradientTransform="matrix(-0.0746 -0.9972 0.8311 -0.0622 33.4938 157.6219)" gradientUnits="userSpaceOnUse" r="30.3992">
<stop offset="0.7247" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M106.62,46.65c4.25,10.35-0.22,21.01-4.41,25.51c-0.57,0.62-3.01,3.01-3.57,4.92 c0,0-9.54-13.31-12.39-21.13c-0.57-1.58-1.1-3.2-1.17-4.88c-0.05-1.26,0.14-2.76,0.87-3.83c0.89-1.31,20.16-1.7,20.16-1.7 C106.11,45.55,106.62,46.65,106.62,46.65z" style="fill:url(#SVGID_3_);"/>
<radialGradient id="SVGID_4_" cx="44.3103" cy="68.9103" gradientTransform="matrix(0.0746 -0.9972 -0.8311 -0.0622 98.2743 107.563)" gradientUnits="userSpaceOnUse" r="30.3992">
<stop offset="0.7247" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M21.4,46.65C17.16,57,21.63,67.66,25.81,72.15c0.58,0.62,3.01,3.01,3.57,4.92 c0,0,9.54-13.31,12.39-21.13c0.58-1.58,1.1-3.2,1.17-4.88c0.05-1.26-0.14-2.76-0.87-3.83c-0.89-1.31-1.93-0.96-3.44-0.96 c-2.88,0-15.49-0.74-16.47-0.74C22.17,45.55,21.4,46.65,21.4,46.65z" style="fill:url(#SVGID_4_);"/>
<radialGradient id="SVGID_5_" cx="49.4392" cy="45.8498" gradientTransform="matrix(-1 0 0 0.4912 98.8783 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="M64.03,95.79v-9.44l-28.57-2.26l-2.6,3.2c0,0,6.15,8.51,22.23,8.51L64.03,95.79z" style="fill:url(#SVGID_5_);"/>
<radialGradient id="SVGID_6_" cx="27.9515" cy="49.3316" gradientTransform="matrix(0.9057 0.4238 0.3144 -0.6719 -12.8749 99.9662)" gradientUnits="userSpaceOnUse" r="6.0658">
<stop offset="0.6628" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M32.92,83.16c4.28-6.5-5.21-8.93-5.21-8.93s-0.01,0.01-0.01,0.01 c1.65,2.05,2.4,3.84,1.43,5.61c-1.21,2.21-2.81,2.53-2.81,2.53S29.23,86.74,32.92,83.16z" style="fill:url(#SVGID_6_);"/>
</g>
</g>
<g id="shirt">
<path d="M112.18,123.94v-4.31c0-13.44-23.76-19.9-47.19-19.87c-23.28,0.02-47.19,5.64-47.19,19.87v4.31H112.18z"/>
</g>
<g id="neck">
<path d="M64,90.08h-9.08v9.98c0,4.51,3.7,8.17,8.26,8.17h1.65c4.56,0,8.26-3.66,8.26-8.17v-9.98L64,90.08z" style="fill:#E59600;"/>
</g>
<g id="ears">
<path d="M91.33,50.43h-7.37H44.04h-7.37c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41h7.37h39.91 h7.37c5.89,0,10.71-5.14,10.71-11.41S97.22,50.43,91.33,50.43z" style="fill:#E59600;"/>
</g>
<g id="head">
<path d="M64,11.07L64,11.07L64,11.07c-17.4,0-33.52,18.61-33.52,45.4c0,26.64,16.61,39.81,33.52,39.81 S97.52,83.1,97.52,56.46C97.52,29.68,81.4,11.07,64,11.07z" style="fill:#FFCA28;"/>
</g>
<linearGradient id="tattoo_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="52.9945" x2="52.9945" y1="91.0816" y2="55.0133">
<stop offset="0" style="stop-color:#FF6D00"/>
<stop offset="0.2625" style="stop-color:#FD6900"/>
<stop offset="0.5023" style="stop-color:#F75E00"/>
<stop offset="0.7332" style="stop-color:#EE4C00"/>
<stop offset="0.9573" style="stop-color:#E03200"/>
<stop offset="1" style="stop-color:#DD2C00"/>
</linearGradient>
<polygon id="tattoo" points="42.78,41.56 73.59,27.89 58.28,47.99 68.37,45.87 38.13,82.28 40.01,67.03 32.4,70.15 " style="fill:url(#tattoo_1_);"/>
<g id="eyes">
<ellipse cx="47.56" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
<ellipse cx="80.44" cy="58.81" rx="4.93" ry="5.1" style="fill:#404040;"/>
</g>
<g id="eyebrows">
<path d="M54.99,50.32c-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 C55.29,51.49,55.39,50.86,54.99,50.32z" style="fill:#6D4C41;"/>
<path d="M87.48,50.32c-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 C87.79,51.49,87.89,50.86,87.48,50.32z" style="fill:#6D4C41;"/>
</g>
<path id="nose" d="M67.86,68.06c-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-0.64,0.26-0.99,0.92-0.69,1.63c0.3,0.71,1.71,2.69,4.55,2.69s4.25-1.99,4.55-2.69C68.85,68.98,68.5,68.32,67.86,68.06z" style="fill:#E59600;"/>
<path id="mouth" d="M72.42,76.14c-3.18,1.89-13.63,1.89-16.81,0c-1.83-1.09-3.7,0.58-2.94,2.24 c0.75,1.63,6.44,5.42,11.37,5.42s10.55-3.79,11.3-5.42C76.09,76.72,74.25,75.05,72.42,76.14z" style="fill:#795548;"/>
<g id="hand_1_">
<g id="finger">
<linearGradient id="SVGID_7_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="111.1577" x2="118.2569" y1="46.9125" y2="46.9125">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path d="M113.84,86.8l0.09-0.01c1.72,0.18,3.27-0.87,3.47-2.36l0.83-6.02 c0.2-1.49-1.04-2.85-2.75-3.03l0,0c-1.72-0.18-3.27,0.87-3.47,2.36l-0.83,6.02C110.98,85.25,112.12,86.62,113.84,86.8z" style="fill:url(#SVGID_7_);"/>
</g>
<linearGradient id="hand_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="99.1937" x2="123.7843" y1="47.1249" y2="47.1249">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="hand" d="M112.18,100.06c-4.97,0.15-10.43-0.91-12.08-5.94c-0.88-2.69-0.66-5.45-0.1-8.03 c0.62-2.86,0.67-4.31,0.47-6.57c-0.14-1.66-1.19-14.62-1.19-14.62s-0.64-2.36,1.48-3.04c2.33-0.89,3.19,1.68,3.19,1.68l2.52,17.84 l10.98,1.25c0,0,0.43-0.71,0.67-2.49c0.11-0.76-0.03-2.17,0.09-3.07c0.57-4.16,1.27-9.19,1.34-9.61c0.12-0.72,0.9-1.78,2.39-1.57 c1.5,0.2,1.89,1.31,1.82,2.03c-0.07,0.73-0.61,6.56-0.61,6.56c-0.16,2.8-0.32,5.89-0.06,8.68l0.21,2.24 c0.34,3.61-0.19,7.4-1.76,10.22C119.93,98.57,117.15,99.91,112.18,100.06z" style="fill:url(#hand_2_);"/>
<g id="finger_1_">
<linearGradient id="SVGID_8_" gradientTransform="matrix(0.9997 -0.0225 -0.0225 -0.9997 0.9381 130.4275)" gradientUnits="userSpaceOnUse" x1="105.6826" x2="112.4507" y1="47.1361" y2="47.1361">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path d="M108.6,87.02L108.6,87.02c1.73,0.04,3.19-1.14,3.27-2.64l0.34-6.91 c0.07-1.5-1.26-2.75-2.99-2.8l0,0c-1.73-0.04-3.19,1.14-3.27,2.64l-0.34,6.91C105.53,85.73,106.87,86.98,108.6,87.02z" style="fill:url(#SVGID_8_);"/>
</g>
<linearGradient id="finger_3_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="108.6423" x2="106.6423" y1="44.0858" y2="28.6905">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="finger_2_" d="M113.84,82.79c-1.93-0.34-4.32-0.77-6.61-0.89 c-0.32-0.02-0.64-0.03-0.96-0.04c-3.01-0.05-5.2,1.63-6.29,5.4c0,0,0,0,0,0c-0.04,0.12-0.07,0.24-0.11,0.37 c-0.06,0.22-0.12,0.46-0.17,0.72c0,0.01,0,0.02,0,0.03c-0.07,0.34-0.14,0.69-0.19,1.07c-0.19,1.25-0.07,2.45,0.22,3.42 c0.79,3.46,3.22,5.1,3.22,5.1s6.29,3.15,7.73,0s-0.65-7.55-0.65-7.55l-2.92-1.73c0.61-0.75,1.5-1.07,3.25-0.97 c0.55,0.03,1.22,0.1,2.04,0.18c0.08,0.01,1.08,0.12,1.15,0.12c1.11,0.06,1.98-0.28,2.66-1.04c0.88-0.99,0.77-2.67,0.84-3.47 C116.25,83.43,114.9,82.98,113.84,82.79z" style="fill:url(#finger_3_);"/>
</g>
<g id="suit">
<g>
<linearGradient id="SVGID_9_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="35.9395" x2="35.9395" y1="25.3877" y2="-0.3117">
<stop offset="4.000000e-03" style="stop-color:#666666"/>
<stop offset="0.0118" style="stop-color:#656565"/>
<stop offset="0.2735" style="stop-color:#484747"/>
<stop offset="0.5297" style="stop-color:#343131"/>
<stop offset="0.7756" style="stop-color:#272324"/>
<stop offset="1" style="stop-color:#231F20"/>
</linearGradient>
<path d="M54.38,123.94l-0.87-21.59c-3.41,1.41-6.85,2.1-10.46,2.1c0,0,0,0,0,0 c-5.9,0-11.08-1.9-15.23-3.43c-2.84-1.04-5.3-1.95-7.15-1.95c-2.26,0-3.18,1.97-3.18,6.81v18.06L54.38,123.94L54.38,123.94z" style="fill:url(#SVGID_9_);"/>
<linearGradient id="SVGID_10_" gradientTransform="matrix(-1 0 0 -1 3166.2466 128)" gradientUnits="userSpaceOnUse" x1="3073.043" x2="3073.043" y1="25.3877" y2="-0.3117">
<stop offset="4.000000e-03" style="stop-color:#666666"/>
<stop offset="0.0118" style="stop-color:#656565"/>
<stop offset="0.2735" style="stop-color:#484747"/>
<stop offset="0.5297" style="stop-color:#343131"/>
<stop offset="0.7756" style="stop-color:#272324"/>
<stop offset="1" style="stop-color:#231F20"/>
</linearGradient>
<path d="M111.8,123.94v-18.06c0-4.83-0.92-6.81-3.18-6.81c-1.83,0-4.39,0.88-7.34,1.91 c-4.41,1.53-9.9,3.43-16.04,3.43c-3.72,0-7.22-0.68-10.64-2.07l0.12,21.6H111.8z" style="fill:url(#SVGID_10_);"/>
<linearGradient id="SVGID_11_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="40.5315" x2="40.5315" y1="13.6667" y2="-9.094238e-03">
<stop offset="4.000000e-03" style="stop-color:#666666"/>
<stop offset="0.2657" style="stop-color:#717273"/>
<stop offset="0.6493" style="stop-color:#7C7E81"/>
<stop offset="1" style="stop-color:#808285"/>
</linearGradient>
<polygon points="57.95,123.94 56.21,112 23.12,118.22 27.23,123.94 " style="fill:url(#SVGID_11_);"/>
<linearGradient id="SVGID_12_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="41.5985" x2="41.5985" y1="28.8333" y2="1.3313">
<stop offset="0" style="stop-color:#FF6D00"/>
<stop offset="0.2625" style="stop-color:#FD6900"/>
<stop offset="0.5023" style="stop-color:#F75E00"/>
<stop offset="0.7332" style="stop-color:#EE4C00"/>
<stop offset="0.9573" style="stop-color:#E03200"/>
<stop offset="1" style="stop-color:#DD2C00"/>
</linearGradient>
<polygon points="39.61,123.94 57.88,123.94 54.92,96.91 25.32,104.11 38.14,121.83 " style="fill:url(#SVGID_12_);"/>
<linearGradient id="SVGID_13_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="87.282" x2="87.282" y1="13.6667" y2="-9.094238e-03">
<stop offset="4.000000e-03" style="stop-color:#666666"/>
<stop offset="0.2657" style="stop-color:#717273"/>
<stop offset="0.6493" style="stop-color:#7C7E81"/>
<stop offset="1" style="stop-color:#808285"/>
</linearGradient>
<polygon points="100.85,123.94 104.87,118.34 71.33,112 69.69,123.94 " style="fill:url(#SVGID_13_);"/>
<linearGradient id="SVGID_14_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="86.0985" x2="86.0985" y1="28.8333" y2="1.3313">
<stop offset="0" style="stop-color:#FF6D00"/>
<stop offset="0.2625" style="stop-color:#FD6900"/>
<stop offset="0.5023" style="stop-color:#F75E00"/>
<stop offset="0.7332" style="stop-color:#EE4C00"/>
<stop offset="0.9573" style="stop-color:#E03200"/>
<stop offset="1" style="stop-color:#DD2C00"/>
</linearGradient>
<polygon points="87.07,123.94 89.61,120.29 102.43,102.57 73.08,96.91 69.76,123.94 " style="fill:url(#SVGID_14_);"/>
<linearGradient id="SVGID_15_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="110.297" x2="110.297" y1="29.982" y2="-8.4232">
<stop offset="4.000000e-03" style="stop-color:#666666"/>
<stop offset="0.6314" style="stop-color:#393637"/>
<stop offset="1" style="stop-color:#231F20"/>
</linearGradient>
<polygon points="121.73,123.94 121.58,97.94 98.87,98.02 98.88,123.94 " style="fill:url(#SVGID_15_);"/>
</g>
<g>
<circle cx="99.69" cy="107.95" r="4.11" style="fill:#E6E7E8;"/>
<circle cx="110.3" cy="107.92" r="4.11" style="fill:#FF3D00;"/>
<circle cx="120.9" cy="107.88" r="4.11" style="fill:#808285;"/>
</g>
</g>
<g id="mike">
<path d="M34.21,87.9l-22.72,9.39l-0.34-0.66c-0.07,0.06-0.14,0.12-0.23,0.17l-1.25,0.73v26.41H6.54V99.33 c-0.82,0.37-1.79,0.09-2.27-0.69c-0.53-0.85-0.25-1.98,0.62-2.49l4.22-2.46c0.15-0.09,0.31-0.14,0.47-0.18l-0.63-1.26l21.19-12.73 c-0.04,0.37-0.05,0.74-0.04,1.12C30.21,83.71,31.82,86.36,34.21,87.9z" style="fill:#5D5F61;"/>
<path d="M42.68,86.85c-0.22,0.11-0.44,0.21-0.67,0.29c-0.43,0.17-0.87,0.3-1.31,0.38 c-1.5,0.28-3.03,0.1-4.39-0.49l-0.92,0.38c-2.47-1.28-4.19-3.82-4.29-6.8c-0.02-0.59,0.03-1.18,0.14-1.74l0.74-0.45 c0.34-1.44,1.1-2.78,2.21-3.79c0.33-0.33,0.68-0.6,1.07-0.84c0.21-0.14,0.43-0.27,0.66-0.38c3.72-1.87,8.24-0.37,10.1,3.34 C47.89,80.46,46.4,84.98,42.68,86.85z" style="fill:#5D5F61;"/>
</g>
<linearGradient id="SVGID_16_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="69.6135" x2="69.6135" y1="20.1638" y2="3.7695">
<stop offset="0.2066" style="stop-color:#212121;stop-opacity:0"/>
<stop offset="1" style="stop-color:#BFBEBE"/>
</linearGradient>
<rect height="11.42" style="opacity:0.3;fill:url(#SVGID_16_);enable-background:new ;" width="104.23" x="17.5" y="112.52"/>
<g id="hairGroup_1_">
<path id="hair" d="M104.07,25.11c-2.44-3.69-7.91-8.64-12.82-8.97c-0.79-4.72-5.84-8.72-10.73-10.27 C67.29,1.68,58.68,6.38,54.06,8.9c-0.96,0.52-7.17,3.97-11.51,1.5c-2.72-1.55-2.67-5.74-2.67-5.74s-8.52,3.25-5.61,12.3 c-2.93,0.12-6.77,1.36-8.8,5.47c-2.42,4.9-1.56,8.99-0.86,10.95c-2.52,2.14-5.69,6.69-3.52,12.6c1.64,4.45,8.17,6.5,8.17,6.5 c-0.46,8.01,1.03,12.94,1.82,14.93c0.14,0.35,0.63,0.32,0.72-0.04c0.99-3.97,4.37-17.8,4.03-20.21c0,0,11.35-2.25,22.17-10.22 c2.2-1.62,4.59-3,7.13-4.01c13.59-5.41,16.43,3.82,16.43,3.82s9.42-1.81,12.26,11.27c1.07,4.9,1.79,12.75,2.4,18.24 c0.04,0.39,0.57,0.47,0.72,0.11c0.95-2.18,2.85-6.5,3.3-10.91c0.16-1.55,4.34-3.6,6.14-10.26 C108.79,36.32,105.84,27.78,104.07,25.11z" style="fill:#543930;"/>
<g id="hairHighlights">
<radialGradient id="SVGID_17_" cx="82.0189" cy="84.9462" gradientTransform="matrix(0.3076 0.9515 0.706 -0.2282 -3.1836 -15.6046)" gradientUnits="userSpaceOnUse" r="35.6328">
<stop offset="0.6985" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M100.22,55.5c0.16-1.55,4.34-3.6,6.14-10.26c0.19-0.71,0.35-1.43,0.5-2.15 c1.46-8.09-1.16-15.52-2.79-17.98c-2.26-3.41-7.1-7.89-11.69-8.81c-0.4-0.05-0.79-0.1-1.16-0.12c0,0,0.33,2.15-0.54,3.86 c-1.12,2.22-3.41,2.75-3.41,2.75C99.24,34.77,98.39,44.79,100.22,55.5z" style="fill:url(#SVGID_17_);"/>
<radialGradient id="SVGID_18_" cx="47.28" cy="123.7996" gradientTransform="matrix(0.8813 0.4726 0.5603 -1.045 -63.7521 111.2277)" gradientUnits="userSpaceOnUse" r="9.3426">
<stop offset="0.58" style="stop-color:#6D4C41"/>
<stop offset="1" style="stop-color:#6D4C41;stop-opacity:0"/>
</radialGradient>
<path d="M56.95,7.39c-1.1,0.53-2.06,1.06-2.9,1.51c-0.96,0.52-7.17,3.97-11.51,1.5 c-2.67-1.52-2.67-5.58-2.67-5.72c-1.23,1.57-4.95,12.78,5.93,13.53c4.69,0.32,7.58-3.77,9.3-7.23 C55.72,9.72,56.69,7.88,56.95,7.39z" style="fill:url(#SVGID_18_);"/>
<radialGradient id="SVGID_19_" cx="159.0551" cy="62.8623" gradientTransform="matrix(-0.9378 -0.3944 -0.2182 0.5285 231.0394 50.6776)" gradientUnits="userSpaceOnUse" r="28.7211">
<stop offset="0.6985" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M79.16,5.47c7.32,1.98,10.89,5.71,12.08,10.68c0.35,1.46,0.77,15.08-25.23-0.4 c-9.67-5.76-7.03-9.36-5.9-9.77C64.53,4.38,70.96,3.25,79.16,5.47z" style="fill:url(#SVGID_19_);"/>
<radialGradient id="SVGID_20_" cx="43.5288" cy="115.2758" gradientTransform="matrix(1 0 0 -1.2233 0 153.7415)" gradientUnits="userSpaceOnUse" r="8.5755">
<stop offset="0.7016" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M39.84,4.68c-0.01,0.01-0.03,0.01-0.06,0.03c0,0,0,0-0.01,0 c-0.93,0.39-8.24,3.78-5.51,12.25l7.78,1.25c-6.89-6.98-2.17-13.55-2.17-13.55S39.85,4.67,39.84,4.68z" style="fill:url(#SVGID_20_);"/>
<radialGradient id="SVGID_21_" cx="42.349" cy="100.139" gradientTransform="matrix(-0.9657 -0.2598 -0.2432 0.9037 107.5984 -51.6315)" gradientUnits="userSpaceOnUse" r="16.0834">
<stop offset="0.6605" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M39.07,17.73l-4.81-0.77c-0.19,0-0.83,0.06-1.18,0.11c-2.71,0.38-5.9,1.78-7.63,5.36 c-1.86,3.86-1.81,7.17-1.3,9.38c0.15,0.74,0.45,1.58,0.45,1.58s2.38-2.26,8.05-2.41L39.07,17.73z" style="fill:url(#SVGID_21_);"/>
<radialGradient id="SVGID_22_" cx="38.5334" cy="84.6091" gradientTransform="matrix(0.9907 0.1363 0.1915 -1.3921 -15.8415 155.9227)" gradientUnits="userSpaceOnUse" r="16.8856">
<stop offset="0.5981" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path d="M24.37,33.58c-2.37,2.1-5.56,6.79-3.21,12.61c1.77,4.39,8.09,6.29,8.09,6.29 c0,0.02,1.26,0.4,1.91,0.4l1.48-21.9c-3.03,0-5.94,0.91-7.82,2.22C24.85,33.23,24.36,33.55,24.37,33.58z" style="fill:url(#SVGID_22_);"/>
</g>
</g>
<circle cx="39.07" cy="80.35" r="7.97" style="fill:#434444;"/>
<path d="M35.39,87.41l-1.18,0.49c-2.39-1.54-4-4.19-4.11-7.26c-0.01-0.38,0-0.75,0.04-1.12l1.1-0.65 c-0.11,0.56-0.16,1.15-0.14,1.74C31.2,83.59,32.92,86.13,35.39,87.41z" style="fill:#727475;"/>
<path d="M42.72,87.44c-0.42,0.22-0.86,0.39-1.31,0.53c-0.01-0.01-0.01-0.01-0.01-0.01 c-0.39-0.21-0.79-0.48-1.19-0.81c-1.4-1.13-2.75-2.83-3.84-4.82c-0.09-0.17-0.19-0.34-0.27-0.51c-1.49-2.9-2.11-5.76-1.88-7.82 c0.36-0.28,0.75-0.52,1.16-0.74c0.91-0.48,1.94-0.77,3.02-0.86c0.13-0.01,0.27-0.02,0.41-0.03c0.47-0.02,0.94,0.01,1.4,0.08 c3.76,0.53,6.71,3.7,6.83,7.63c0.05,1.45-0.29,2.82-0.94,4.01c-0.28,0.55-0.64,1.06-1.05,1.51C44.4,86.36,43.61,86.98,42.72,87.44z" style="fill:#434444;"/>
<path d="M40.85,86.39c-1.41-1.13-2.78-2.91-3.84-5.01c-1.74-3.41-2.15-6.46-1.61-8.1 c-0.41,0.21-0.8,0.46-1.16,0.74c-0.23,2.05,0.4,4.91,1.88,7.82c0.08,0.17,0.18,0.35,0.27,0.51c1.09,1.99,2.44,3.69,3.84,4.82 c0.41,0.32,0.81,0.6,1.19,0.81c0,0,0,0,0.01,0.01c0.45-0.14,0.89-0.31,1.31-0.53C42.15,87.28,41.52,86.92,40.85,86.39z" style="fill:#5D5F61;"/>
<path id="tone" d="M118.18,77.58c-0.18,1.35-1.35,5.21-1.35,5.21c-1.5-0.61-2.87-1.04-4.12-1.34 c-0.12-0.89-0.41-3.05-0.52-4.34c-0.25,1.06-0.9,3.18-1.16,4.01c-1.78-0.28-3.28-0.26-4.53-0.06c-0.08-0.69-0.38-3.07-0.54-3.75 c-0.12,0.6-0.22,1.91-0.34,2.52c-0.11,0.56-0.25,1.17-0.32,1.48c-1.31,0.36-2.27,0.91-2.96,1.43c-0.53,0.36-0.99,0.79-1.32,1.34 c-0.06,0.09-0.1,0.15-0.1,0.15c0.96-0.87,2.29-1.35,3.53-1.65c3.41-0.82,7.86-0.51,11.07,0.91c1.32,0.59,1.58,1.6,0.71,2.73 c-1.27,1.67-3.45,0.91-5.2,0.76c-1.52-0.13-4.04,0.06-4.49,1.93c3.4,0.53,4.61,4.26,4.52,7.29c1.26-2.8,0.44-5.83-2.57-7.8 c1.93-1.06,8.31,2.03,9.27-2.89C118.18,83.3,118.24,78.62,118.18,77.58z" style="fill:#EDA600;"/>
</svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAgAAAAIACAYAAAD0eNT6AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO3dadRlVX3n8W9NTEVhgRTIIGMxCIgBDIIihoBGFLQVNZqO2BpX0okdMHabjt3G1mW30e7YxGhiEoLRIFGxnVBwADUgMyoCIhEoKGYoihKoAgqKquoXu6jhqfs8zz33nnP+Z5/9/ax1Fysrb34+te8+v7vPOXvPQCrDzsDLgWOBg4F9gW2BuZGhFO4xYAVwK3AjcAlwIbAkMpQkaXwnAucDq4C1fvwM8VkFfAt4JZKk7BwNXEP8xcRP3p+rgBchSeq8LYAzgNXEXzz89OOzGvg4aWxJkjpoR+AK4i8Yfvr5uQx4NlJPzIgOINXkOcAPgQOjg6jXbgKOAx6IDiKNywKgPtiO9PT2C6KDqAjXAi8DlkcHkcYxMzqAVIO/w4u/2nMYcFZ0CGlcs6IDSGN6O/D+6BAqzsHA7cB10UGkUXkLQDnbAfgl6eE/qW1LgAOAh6ODSKPwFoBy9m68+CvOTsBp0SGkUbkCoFxtDdwDbB8dREVbBuwGrIwOIlXlCoBy9Tq8+CveDsDJ0SGkUVgAlKvXRweQ1nlDdABpFN4CUI5mkh7Aclc2dcGDpNMm10YHkapwBUA52gsv/uqOBcAe0SGkqiwAytH+0QGkCQ6IDiBVZQFQjnaKDiBN4JhUdiwAytHc6ADSBPOiA0hVWQCUo9nRAaQJHJPKjgVAkqQCWQAkSSqQBUCSpAJZACRJKpAFQJKkAlkAJEkqkAVAOVoTHUCawDGp7FgAlKOl0QGkCR6MDiBVZQFQjq7Ak9fUHWtJY1LKigVAOboT+E50CGmdC4C7okNIVc2IDiCNaCFwFbBDdBAV7SHgSOC26CBSVa4AKFe3AicAi4NzqFy3k8agF39lyRUA5W5r4J3Aa4B9gfmxcdRzDwOLgG8AZwFPxMaRJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEnqpxnRAZSdrYHtgLnRQSSt9zTwKPBwdBDlwwKgqSwAXgUcBzwfOBjYMjSRpKmsBhYB1wE/BL4F3BWaSJ1lAdBEM4DjgfcArwBmxcaRNKbvA58glYG1wVnUIRYAbeww4JPAS6KDSKrdlcDpwNXRQdQN/roTpHHwIeBsYM/gLJKasTvwe6Tv+49wNaB4rgBoHvAV4OXRQSS15nvAKcCK6CCKYwEo27OAbwNHRweR1Lorgd8ivT2gAs2MDqAws4Av4MVfKtVRwLnA7OggiuEzAOX6P8Cp0SEkhVoIbANcGB1E7fMWQJmOBi7FFSBJsIa018cl0UHULgtAeWYB1wMHRQeR1BnXk14DXhMdRO3xF2B53oQXf0mbOpQ0N6ggrgCU56ekpi9JG7uK9GCgCmEBKMshwA3RISR11kHATdEh1A5vAZTllOgAkjrttdEB1B4LQFmOjQ4gqdOcIwriLYCyPEra+leSBlkC7BwdQu2wAJRjR+DB6BCSOm9b4LHoEGqetwDKsVt0AElZcAWgEBaAcrjft6RhuEV8ISwA5XCHL0nSehaActwfHUBSFpwrCuFDgOWYCTwBbBEdRFJnPQxsHx1C7XAFoBxrgJ9Fh5DUaddHB1B7LABl+VF0AEmddml0ALXHAlCWC6MDSOq0S6IDqD0+A1CWLUmbAbkboKSJVgALgJXRQdQOVwDK8iSuAkga7Ht48S+KBaA834wOIKmTnBsK4y2A8iwA7sPdviRtsAbYFXggOoja4wpAeR4Ero4OIalTrsKLf3EsAGVyqU/SxpwTCmQBKJNfdkkbc04okM8AlOsWYGF0CEnh7gD2ig6h9rkCUK4LogNI6oTzogMohgWgXC75SQLngmJ5C6Bcc4AlwPzoIJLCrAB2JG0SpsK4AlCuVbgroFS67+DFv1gWgLK59CeVzTmgYN4CKNsOpM0/ZkcHkdS6NcAupFuBKpArAGVbBlwZHUJSiCvw4l80C4BcApTK5He/cBYAOQlIZfK7XzifARDAzcB+0SEkteY2YN/oEIrlCoAAzo8OIKlV/vqXBUCAk4FUGr/z8haAAHcFlEryKLAAeCo6iGK5AiBIuwJ+NzqEpFZ8By/+wgKgDVwSlMrgd12AtwC0gbsCSv23GngOsDQ6iOK5AqBnLAMujw4hqVGX48Vf61gAtDGXBqV+8zuu9SwA2piTg9Rvfse1ns8AaKJfAvtHh5BUu0XAwugQ6g5XADTRt6IDSGrEedEB1C0WAE3kEqHUT363tQlvAWii2aRdAbePDiKpNo+Qdv9bFR1E3eEKgCY6CPcCkPpmFum7La3nCoA2titwBbBHdBBJtbsXOAq4KzqIusEVAD1jHulYYC/+Uj/tCnwbeFZ0EHWDBUCQlgfPAX4tOoikRh0MfAlv84k08UufAn43OoSkViwEdsPXAotnAdD7gD+LDiGpVYeTjgS+NDqI4lgAyvZG4G/xYVCpRL8J3AZcHx1EMZz4y3UMcCGwVXQQSWGeAk4EfhAdRO2zAJRpX9Lrfguig0gKtwx4MekcEBXEAlCeHUlngu8XHURSZ9wOHA08EB1E7fE1wLJsDXwDL/6SNrU36SCwudFB1B4LQDlmAmeTlvokaaIXAl/Eh8OL4T90Of4S+L3oEJI6bX9gW+B70UHUPAtAGX4f+Eh0CElZOJr0YODV0UHULB8C7L9Xke77u/WnpGGtAU4Bvh4dRM2xAPTb4cDFpCU9SariCdJmQVdGB1EzLAD9tRvpi7t7dBBJ2XqQ9ODwrdFBVD/fAuin7YAL8OIvaTwLSIcGbR8dRPWzAPTPHOArwKHRQST1wvNIzwJsGR1E9bIA9MsM4EzghOggknrlWOCzeNu4V3wNsF8+CJweHUJSLx2y7r//GhlC9bEA9MdbgL/Ghi6pOS8D7gB+Fh1E4/Ni0Q8vA76L9+gkNW8V8GrSceLKmAUgfwcBl+JTupLa8yjwUuD66CAanQUgb7sAVwB7RgeRVJx7gKOAu6ODaDS+BZCvbYCv4cVfUozdSNuMu9NopiwAeZoF/Avwouggkop2OHAunjWSJd8CyNMngFOjQ0gSsB/pduQ3o4OoGgtAfv4L8P7oEJK0kSOAx4DLo4NoeBaAvLwB+Ht8eFNS97wcuAW4ITqIhuOFJB+/TtqBa5vgHJI0mZXA8bgSkAULQB72Jh3tu1N0EEmaxkOkI4Rvjg6iqfkWQPc9G/g2Xvwl5cE5KxMWgG7bAvgycEB0EEmqYB/SWwHesuwwC0B3zQDOAo6LDiJJIziSdISw15mO8i2A7voo8EfRISRpDAcDWwEXRQfR5iwA3fRO4GPRISSpBscAS4FrooNoU74F0D2vJN07c2tNSX2xGng9cF50EG1gAeiWQ0hH+z4rOogk1WwFcCxwbXQQJRaA7tiV9K7/c6ODSFJD7iMdIXxndBD5dGZXzAMuwIu/pH7bhbRHwPzoILIAdMEc4P8BL4gOIkktOAj4GmmfEwXyLYB4fwP8dnQISWrRXsDuwDeCcxTNAhDr/cCfRoeQpACHkd4OuCQ6SKksAHF+m/Tr3wcxJZXqOOB24LroICXy4hPjpcCFwJbRQSQp2CrgROD70UFKYwFo34HAZcAO0UEkqSMeIf0wuiE6SEksAO3aEbgCWBgdRJI6ZjFpj4AHgnMUw9cA27M1aRtML/6StLm9gPOBucE5imEBaMdM4PPA0dFBJKnDjgC+hA+ot8I/cjvOAN4eHUKSMrA/sDPwreggfWcBaN5/BD4cHUKSMvJC4GHgquggfWYBaNargbPxVoskVfUK4OfATdFB+sq3AJpzBHAxPtAiSaN6Ajie9PaUamYBaMZepKN9dw7OIUm5W0p6gPrW6CB949J0/Z4FfBMv/pJUhx1Jc6qbp9XMAlCvOcBXgEOig0hSjxwIfB23T6+VBaA+M4CzSPerJEn1einwObx1XRvfAqjPh4E/jg4hST12COm69cPoIH1gAajHO4CPR4eQpAIcCywBfhwdJHcupYzvN4DvAlsE55CkUqwCTgK+Fx0kZxaA8RwMXArMjw4iSYVZTnou4LroILmyAIxuF9K7/ntEB5GkQt1LOkL4ruggOfItgNFsSzq20ou/JMXZFbiAtP+KKrIAVDcLOAc4LDqIJIlDgC8Cs6OD5Ma3AKr7JPDW6BCSpPUWArsB50UHyYkFoJr/Cvy36BCSpM0cDqwELosOkgsLwPDeCHwaH5yUpK46HlgEXB8dJAdezIZzJGnnqW2ig0iSpvQU8ErcLXBaFoDp7QtcDuwUHUSSNJSHgJcAv4wO0mUWgKk9m3Tx3z86iCSpkttJewQsiQ7SVb4GOLmtSE+UevGXpPzsTTpCeOvoIF3lQ4CT+wjw5ugQkqSRPReYA1wUHaSLvAUw2P7AjbixhCTl7mngIOCW6CBd4y2AwV6DF39J6oPZwMnRIbrIAjDYodEBJEm1cU4fwAIw2NPRASRJtXFOH8ACMJi7SElSf1wXHaCLfAhwsD1JD4zMiQ4iSRrLKtJhQXdGB+kaXwMc7BHStr/HRAeRJI3lo8DXokN0kQVgchcDuwOHRQeRJI3kHOBPgDXRQbrIAjC5NcA3SdtJ7g8siI0jSRrSL4D3Ah8EVsdG6S6fARjefGAvLE2S1FWrgcXAw8E5JEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEnSmGZEBwi0BfAm4FXAnsCWsXEkSS15ErgDOB84F1gVGydGqQXg+cCXgQOig0iSQt1E+jH48+ggbSuxACwErga2jw4iSeqEZcCRwKLoIG2aGR0gwD/ixV+StMEOwN9Hh2hbaSsAzweujw4hSeqkQ4Abo0O0pbQVgGOiA0iSOquoa0RpBWB+dABJUmcVdY0orQA8Gh1AktRZy6MDtKm0AnB7dABJUmcVdY0orQDcFh1AktRZRV0jSnsLYCvgMcorPpKkqa0BtiHtEliE0i6EK4F7o0NIkjrnHgq6+EN5BQAKW+KRJA2luGuDBUCSpAKvDSUWgKKe8pQkDaW4a0OJBaC4lidJmlZx1wYLgCRJBV4bLACSJBV2FDCUtw/AM5YD20aHkCR1wgpgXnSItpW4AgCwODqAJKkzilwZLrUAFLfUI0malAWgIEX+Y0uSBirymlBqASjufU9J0qSKvCaUWgCKbHuSpIGKvCZYACRJpSvymlDqa4AeCyxJAlhLOgZ4ZXSQtpV6AVwJ3BcdQpIU7h4KvPhDuQUACl3ykSRtothrgQVAklSyYq8FJReAIl/7kCRtwgJQIHcDlCRZAApU7D+6JGm9Yq8FFgBJUsmKvRaUug8ApP/ty4G50UEkSSEeIx0DvDY6SISSVwDW4oOAklSy2yj04g9lFwAoeOlHklT2NcACIEkqVdHXgNILgLcAJKlcRV8DSi8ARbc/SSpc0dcAC4AkqVRFXwNKfg0Q0rHAj+PfQZJKs5b0GvgT0UGilL4C4LHAklSmeyn44g8WACh8CUiSClX8eTAWAAeBJJWo+B9/FoDCXwORpEIVP/dbAGyBklSi4ud+C4CDQJJKVPzcbwFwEEhSiYqf+33/Pf0NVgDbRAeRJLXicWBbCj4JEFwBAI8FlqTSFH0M8DMsAEnxS0GSVBDnfGB2dICOcDD0xyrSLR2pbtsCc6JDqBau+mIBeIYFIE8/AS4CLgduAu4AngpNpL7bAtgTeB7wYuDlwOGhiTQK53ytdxLpfpCf7n9WAP8XOHDgv6TUvucBfwU8Rvz3w89wn5MG/kuqSAcRPyD9TP1ZDfwdsOMk/4ZStAXAmaSxGv198TP156BJ/g2L4muAydak9u7fo5vuBn4H+FF0EGkILwPOAXaLDqKB1lL4McDP8C2A5Ak8FrirrgQOw4u/8nExacxeHR1EA92HF3/AArAxHwrpnn8FTgCWBueQqnoQOJ5UBtQtzvXrWAA2cFB0y7XAa0m3ZqQcrSCN4euig2gTzvXrWAA2uD06gNZ7GDgFeDQ6iDSmR0hj+ZHoIFrPArCOBWCDRdEBtN5pWMjUH4uAd0eH0HoWgHUsABs4KLrhEuDz0SGkmn0OuCw6hADn+vUsABv4i7Mb/pz0mo7UJ2uBD0SHEGABWM/33jfwWOB4VwMvig4hNega4IXRIQrmMcAbcQVgg7XA4ugQhfun6ABSwz4XHaBwt+PFfz0LwKZ8EDDOWuBr0SGkhn01OkDhXP7fiAVgUw6OODcBD0SHkBp2L/Bv0SEK5hy/EQvApnwQMM5PogNILflpdICCWQA2YgHYlIMjzi3RAaSW3BwdoGDO8RuxAGzKwRHnwegAUksc63Gc4zdiAdiUT4jGcc9/lWJ5dIBCrcXbvJuwAGzqceD+6BCFWh0dQGqJYz2GxwBPYAHYnEtEktQ/zu0TWAA25yCRpP5xbp/AArA5B4kk9Y/3/yewAGzOQSJJ/eOPuwksAJtzkEhS/7jV+wQWgM05SCSpf/xxN4EFYHP3kV4HlCT1wxP4ivdmLACb81hgSeqX23CTt81YAAZzqUiS+sM5fQALwGAOFknqD+f0ASwAg/kqoCT1h3P6ABaAwWyLktQfzukDWAAGc7BIUn84pw9gARjMJ0YlqR88BngSFoDBHgceiA4hSRrb/bi3y0AWgMm5ZCRJ+XMun4QFYHIOGknKn9u7T8ICMDkLgCTlz/v/k7AATM4CIEn5cy6fhAVgcg4aScqfc/kkLACTc9BIUv6cyydhAZjcvaQjJCVJeVpJOuJdA1gAJuexwJKUNzd1m4IFYGouHUlSvpzDp2ABmJqDR5Ly5Rw+BQvA1Hx/VJLy5Rw+BQvA1GyPkpQv5/ApWACm5uCRpHy5DfAULABTW4RPkEpSjjwGeBoWgKl5LLAk5cljgKdhAZietwEkKT/O3dOwAEzPQSRJ+XHunsbs6AAZcBCpTVsDRwGHAguBHYA5oYlGtwpYBtwCXA9cSdqaVWqDc/c0LADT8yESNW028DrgVOAEYKvYOI1ZCVwI/DPwdeDp2DjqOefuaXgLYHq2SDVlJvBO0i/kc4GT6O/FH9L/tpOBLwO/BN6Oc5Ca49w9Db9803MQqQnPA64AzgT2io0SYh/gM8BlwAHBWdRPzt3TsABM7x68b6l6vQW4BjgyOkgHHAX8GHhTdBD1iscAD8ECMD2PBVad3g2cA8yNDtIh2wJfAE6LDqLeuB1YEx2i6ywAw3EpSXX4A+AMYEZ0kA6aCXwC+OPoIOoF5+whWACG42DSuE4A/iY6RAbOAI6LDqHsOWcPwQIwHAeTxrEA+DwwKzpIBmaRbpE8OzqIsuacPQQLwHAcTBrH/wZ2jg6RkV2Aj0SHUNacs4dgARiOg0mjOhR4W3SIDL0TOCg6hLLlnD0EC8BwbsNjgTWaP8OH/kYxE3hfdAhla3F0gBxYAIbzGLAkOoSyswPw+ugQGXsDMD86hLJzP7AiOkQOLADDc0lJVb0R2DI6RMa2wgKl6pyrh2QBGJ6DSlWdEB2gB/wbqirn6iFZAIbnoFJVL44O0APHRAdQdpyrh2QBGJ5HS6qK7Uivs2k8u5O2CpaG5Vw9JAvA8GyVqmJ3fPq/DjNIf0tpWM7VQ7IADM9BpSrmRQfoEf+WqmJRdIBcWACG57HAqsJf//Xxb6lheQxwBRaA4a0B7ogOoWwsjw7QI/4tNSyPAa7AAlCNS0sa1j3RAXrEv6WG5a3aCiwA1Ti4NKyHgQeiQ/TAvcCj0SGUDefoCiwA1fh6iaq4MjpAD1weHUBZcY6uwAJQje1SVVwUHaAH/BuqCufoCiwA1Ti4VMW5wNPRITL2NPC16BDKinN0BRaAahxcqmIJ8M3oEBn7Op7CqWq8BVCBBaCaFTghqZq/iA6QqbXAR6JDKCsP4DHAlVgAqnMVQFVcQ7oVoGrOAa6NDqGsODdXZAGozkGmqt4D/Co6REYeAt4bHULZcW6uyAJQnYNMVd0DvJ20rK2prQXeBtwfHUTZcW6uyAJQnYNMo/gG8L7oEBl4L3B+dAhlybm5IgtAdQ4yjepjwIejQ3TYh4CPR4dQtpybK7IAVOcg0zg+APwR8FR0kA55EvgD4IPBOZQ35+aKLADV3UOasKRRfRo4BrgpOkgH3Ai8BPiH6CDK2pOkcyNUgQWgujXA4ugQyt41wAtI97wfDM4SYQnp7YjDgJ8EZ1H+PAZ4BBaA0bjUpDqsAv4S2Iu0BH4Z/Z7E1gCXAr8P7A2cQfobSONyTh7B7OgAmXKwqU6Pk5bA/wHYETiWtDqw77r/ex6wZVi60TwJLAeWArcC1wGXkN7xl+rmnDwCC8Bo3G9aTVkKfHXdR9JwnJNH4C2A0dg2Jak7nJNHYAEYjYNNkrrDOXkEFoDRLIoOIElaz1sAI7AAjGYFZb66JUlds4T0wKkqsgCMziUnSYrniuyILACjc9BJUjx/jI3I1wBH56BTU/YFDgX2ARYAc4EtQhNV9xTwGOlW2W2kfQD8zqgJjqsRWQBG50MnqtOLgFOBk4HnBmdpyl3AecA/A1cHZ1F/OBePyFsAo7N1qg6vIG0BfCXplMC+Xvwh/W97F3AV8CPg+Ng46gnn4hFZAEbnoNM4ngN8Bfgu8OLgLBGOAS4CvgzsFJxFeXMuHpEFYHR347HAGs1vANcCrw/O0QVvAH4GvDQ6iLL0JOmIdo3AAjC6NcAd0SGUnTeSfvU/JzpIh+wCXAicEh1E2VlMv0/QbJQFYDwuPamK1wD/Qn5P9LdhS+BLuCqiapyDx2ABGI+DT8M6gnSB882byc0CPg/8WnQQZcM5eAwWgPH4+omGMQ/4IrBVdJAMbE0qSnOjgygLFoAxWADG4+DTMP4HsDA6REb2B94fHUJZcA4egwVgPG4HrOnsC5wWHSJD7wH2jA6hzrMAjMECMB4Hn6bzp8Cc6BAZ2oL0t5Om4m3YMVgAxrMcjwXW5LYFfic6RMbeRvobSoN4DPCYLADjcxVAk3kdXsDGMZd0NoI0iHPvmCwA43MQajK/FR2gB14eHUCd5dw7JgvA+ByEmsxLogP0wLHRAdRZzr1jsgCMz4dQNMg2wB7RIXpgb9w/QYM5947JAjA+W6gG2QO/X3WYiUVKgzn3jskJanwOQg2yXXSAHpkXHUCd5Nw7JgvA+O7CY4G1uVnRAXrEfRQ00VN4DPDYLADjWwPcGR1CnbMiOkCPPBodQJ2zGFgdHSJ3FoB6uBSlie6PDtAj/i01kduw18ACUA8HoyZ6EFgWHaIH/DtqEH901cACUA9fR9EgV0cH6IGrogOok5xza2ABqIdtVIP8IDpAD3w/OoA6yTm3BhaAejgYNci5pIdENZo1wFeiQ6iTnHNrYAGoh88AaJA7cBVgHBeSXrOVJvIWQA0sAPVYDiyNDqFO+lh0gIz9RXQAddKD+GpoLSwA9XFJSoNcRPolq2ouAC6ODqFOcq6tiQWgPg5KTeY/AU9Eh8jI48Dp0SHUWc61NbEA1MdBqcncjBe0Kt4F3BodQp3lXFsTC0B9fChFUzkT+FR0iAz8FfDZ6BDqNOfamlgA6mMr1XROx4vbVD4D/OfoEOo837qqiQWgPg5KTWcN8A7go8Da4Cxdshb4n8A7cd8ETc8fWzWxANTnbtIRldJU1gLvA/4dsCQ4Sxc8AJwM/DmWIk3PY4BrZAGoz2rSxi/SMM4DDgQ+CTwZnCXCStL9/gOA84OzKB+L8Rjg2lgA6uXSlKr4FXAasA/wvyijQC4mLffvA/wJ8EhoGuXGObZGs6MD9IyDU6O4F3g/8AHgUOA44PnA/sD2wFZx0cayklRyfgncQNoW+QZc6tfonGNrZAGol6+naBxrgJ+t+0janHNsjbwFUC/bqSQ1xzm2RhaAejk4Jak5zrE1sgDUy70AJKk5FoAaWQDq9SjwUHQISeqhpXgMcK0sAPWzoUpS/Zxba2YBqJ+DVJLq5y3WmlkA6mcBkKT6ObfWzAJQPwepJNXPPQBqZgGonwVAkurn3FozC0D9HKSSVD/n1ppZAOp3Fx4LLEl1WkU6cl01sgDUbzVwZ3QISeqRxXgMcO0sAM1wqUqS6uOc2gALQDMcrJJUH+fUBlgAmuHrKpJUH+fUBlgAmmFblaT6OKc2wALQDAerJNXHbYAbYAFohoNVkurjLYAGWACa8QgeCyxJdVhKmlNVMwtAc7wNIEnjcy5tiAWgOQ5aSRqfc2lDLADNcdBK0vicSxtiAWiOD61I0vicSxtiAWiOrVWSxudc2hALQHMctJI0PufShlgAmnMn6QhLSdJoVpGOWFcDLADN8VhgSRrPHXgMcGMsAM1y6UqSRucc2iALQLMcvJI0OufQBlkAmuXglaTROYc2yALQLAevJI3OObRBFoBmOXglaXTOoQ2yADTLwTu8GdEBpJY41ofnLoANsgA062FgWXSITMyNDiC1ZF50gEw8RJpD1RALQPNcBRjO9tEBpJY41ofjr/+GWQCaZwEYzsLoAFJL9osOkIlF0QH6zgLQPAvAcA6NDiC15PnRATLhCkDDLADNcxAP53Bgu+gQUsPmA4dFh8iEP54aZgFonstYw5kNnBgdQmrYq4FZ0SEyYQFomAWgeQ7i4Z0aHUBq2FujA2TEubNhvo/avNnA48Cc6CAZWEt6FuDn0UGkBhwE3IA/vIbxNLD1uv+qIQ7E5j2NxwIPawbw36NDSA35EM65w7oDL/6NczC2w6Ws4b0Z+M3oEFLNjgfeEB0iIz471QILQDssANV8BtghOoRUk/nAmdEhMuOc2QILQDsczNXsCfwTPi2t/M0Czgb2jg6SGV+fboEFoB0WgOpeA/wtPqiqfM0APg2cFB0kQ86Z6o0jSE+4+6n+ORvfoFB+ZgP/SPz3J9fP4dX/5FI3zSf+C5Xz5ypgr6p/dCnI7sCPiP/e5PyZX/mvLnXYQ8R/qXL+LAP+EG9bqbtmAe8CfkX89yXnz0NV//BS111D/BerD+2sibIAAAN2SURBVJ9fkHYM3Kran19qzFbA24B/I/770YfPNdX+/FL3nUv8F6tPn18BZ5H2DXhuhX8HqQ7PBd5CemXVX/z1fr5U4d9BY5gdHaAgPtVar/nAO9Z9AJYDd6377/KoUOq1ees+ewDbBmfpM+fKllgA2uOgbtY80l7rkvLmXNkSH6hqj4NakqbnXNkSC0B7HNSSND3nypa4y1p7PBZYkqbmMcAtcgWgPU+THlKTJA3mMcAtsgC0y6UtSZqcc2SLLADtcnBL0uScI1tkAWjX7dEBJKnDnCNbZAFol+1WkibnHNkiC0C7HNySNDnnyBZZANrl4JakyTlHtsh9ANr3KzzrWpImehjYPjpESVwBaJ8NV5I2d2t0gNJYANq3KDqAJHWQP45aZgFon4Nckjbn3NgyC0D7fM9Vkjbn3NgyC0D7bLmStDnnxpZZANrnIJekzTk3tszXANs3G3hi3X8lSekEwG2AVdFBSuIKQPs8FliSNnUnXvxbZwGI4VKXJG3gnBjAAhDDwS5JGzgnBrAAxPB1F0nawAIQwAIQw8EuSRs4JwawAMRwO2BJ2sACEMACEMPBLkkbOCcGcB+AOB4LLEkeAxzGFYA4Nl5J8pZoGAtAHAuAJDkXhrEAxHHQS5JzYRgLQBz3ApAk58IwFoA4tl5Jci4MYwGI46CXJOfCML4GGGcO6VjgWdFBJCmIxwAHcgUgzirSEZiSVKq78OIfxgIQ68boAJIU6IboACWzAMS6NjqAJAX6aXSAklkAYn0/OoAkBbooOkDJfAgw1mzgbmDn6CCS1LJ7gT1JDwIqgCsAsZ4Gzo4OIUkBPocX/1CuAMTbHbgV2DI6iCS15ElgH9IqgIK4AhDvbuDT0SEkqUWfxIt/OFcAumE74BfAbtFBJKlhdwEHA8ujg5TOFYBueBR4K7A6OogkNWg18Lt48e8Et6HtjsWknQFfiyszkvpnLfCHwFejgyixAHTLz4BlwInRQSSpZu8FPhUdQhtYALrnamApcDxpnwBJytmTwOnAX0cH0aZcau6uw4EvAPtHB5GkEd0MvBm3Pe8kVwC66z7gs6T9AY7A1QBJ+VgJnAH8ezz1tLNcAcjD7sC7gP8APCc2iiRN6pkfLp/C9/w7zwKQl5nAS4DjgF8H9gN2Ap6Fr3RKas8a4BFgCWmZ/8fAD4DL1/3/lIH/DwzgImKMJEpyAAAAAElFTkSuQmCC",
"path": null
} | Generate code for a svg of a black and white vector illustration of a chemical flask labeled with the letter B. | <?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="M446.265,221.199H65.735c-3.776,0-6.687,3.326-6.189,7.068l35.613,267.474c1.24,9.307,9.179,16.259,18.568,16.259h284.547
c9.391,0,17.328-6.952,18.568-16.26l35.613-267.474C452.953,224.524,450.041,221.199,446.265,221.199z M349.65,441.518
c0,10.345-8.387,18.732-18.732,18.732H181.082c-10.345,0-18.732-8.387-18.732-18.732V291.681c0-10.345,8.387-18.732,18.732-18.732
h149.836c10.345,0,18.732,8.387,18.732,18.732V441.518z"/>
</g>
</g>
<g>
<g>
<path d="M278.509,325.309h-45.02c-10.345,0-18.732,8.387-18.732,18.732s8.387,18.732,18.732,18.732h45.02
c10.346,0,18.732-8.387,18.732-18.732S288.854,325.309,278.509,325.309z"/>
</g>
</g>
<g>
<g>
<path d="M278.509,370.427h-45.02c-10.345,0-18.732,8.387-18.732,18.732c0,10.345,8.387,18.732,18.732,18.732h45.02
c10.346,0,18.732-8.387,18.732-18.732C297.241,378.814,288.854,370.427,278.509,370.427z"/>
</g>
</g>
<g>
<g>
<path d="M441.147,185.885l-62.369-71.791l9.528-31.682c3.902-12.975-5.698-24.53-17.816-24.53H141.949
c-13.565,0-21.865,12.519-18.375,24.126l9.651,32.085l-62.369,71.791c-3.512,4.042-0.641,10.339,4.714,10.339h360.863
C441.786,196.223,444.657,189.926,441.147,185.885z"/>
</g>
</g>
<g>
<g>
<path d="M319.697,0H192.303c-10.345,0-18.732,8.387-18.732,18.732v7.93c0,3.448,2.796,6.244,6.244,6.244h152.369
c3.448,0,6.244-2.796,6.244-6.244v-7.93C338.428,8.387,330.041,0,319.697,0z"/>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "4d997cc0e90f6cbdb490aacfa121c0a1635835b87651ddc02362e79f830c06d8.png"
} | Generate code for a svg of a a blue circle with a link and a crown on it | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="49.375px" height="49.375px" viewBox="0 0 49.375 49.375" enable-background="new 0 0 49.375 49.375" xml:space="preserve">
<g id="Layer_1">
<circle fill="#02B2D3" cx="24.422" cy="24.24" r="23"/>
</g>
<g id="Layer_8">
<g opacity="0.15">
<path fill="#221E20" d="M20.539,22.368c0.315-0.338,0.662-0.647,1.036-0.927c0.389-0.289,0.809-0.542,1.254-0.756
c0.389-0.187,0.798-0.345,1.226-0.468l7.018-2.002c0.429-0.123-0.857,3.158-0.964,3.529l-3.367,0.962l-1.091,0.312l-0.737,0.209
c-0.14,0.04-0.276,0.088-0.409,0.14c-0.468,0.183-0.891,0.437-1.262,0.743c-0.26,0.217-0.494,0.46-0.698,0.726
c-0.196,0.256-0.365,0.532-0.505,0.819c-0.471,0.979-0.601,2.124-0.28,3.246c0.321,1.124,1.037,2.029,1.953,2.61
c-0.209,0.245-0.452,0.462-0.724,0.646c-0.313,0.211-0.66,0.38-1.042,0.488l-0.261,0.074l-1.048,0.3
c-0.864-0.886-1.525-1.99-1.889-3.261c-0.362-1.269-0.382-2.555-0.118-3.761c0.081-0.363,0.187-0.721,0.317-1.068
c0.147-0.389,0.326-0.766,0.532-1.126C19.777,23.288,20.131,22.805,20.539,22.368z"/>
<path fill="#221E20" d="M26.582,34.409c-0.312,0.338-0.66,0.647-1.036,0.926c-0.389,0.289-0.809,0.541-1.255,0.756
c-0.389,0.188-0.796,0.347-1.226,0.469l-7.02,2.006c-4.094,1.17-8.377-1.21-9.548-5.307c-1.168-4.094,1.211-8.374,5.306-9.542
l7.02-2.007c0.429-0.122,0.859-0.203,1.289-0.249c-0.359,0.35-0.682,0.732-0.97,1.137c-0.348,0.487-0.647,1.008-0.888,1.556
c-0.156,0.353-0.288,0.717-0.395,1.09l-5.195,1.482c-2.433,0.695-3.85,3.239-3.153,5.674c0.696,2.436,3.243,3.852,5.676,3.154
l5.194-1.484l1.09-0.311l0.736-0.21c0.14-0.04,0.277-0.088,0.411-0.14c0.468-0.182,0.891-0.436,1.26-0.744
c0.26-0.216,0.494-0.46,0.699-0.724c0.196-0.255,0.366-0.53,0.505-0.821c0.472-0.979,0.601-2.125,0.28-3.246
c-0.322-1.123-1.038-2.026-1.953-2.608c0.208-0.246,0.45-0.462,0.722-0.646c0.313-0.212,0.661-0.381,1.043-0.488l0.261-0.074
l1.049-0.301c0.862,0.887,1.525,1.99,1.889,3.258c0.36,1.268,0.384,2.556,0.116,3.764c-0.079,0.363-0.186,0.719-0.315,1.066
c-0.146,0.391-0.325,0.767-0.532,1.127C27.344,33.488,26.989,33.972,26.582,34.409z"/>
<path fill="#221E20" d="M38.838,30.913c-0.316,0.338-0.661,0.646-1.037,0.925c-0.387,0.289-0.807,0.542-1.254,0.756
c-0.389,0.188-0.796,0.347-1.225,0.469l-7.023,2.005c-0.428,0.121-0.857,0.201-1.286,0.25c0.356-0.352,0.679-0.734,0.968-1.139
c0.349-0.486,0.646-1.008,0.89-1.555c0.155-0.354,0.286-0.719,0.396-1.091l3.371-0.96l1.092-0.311l0.734-0.21
c0.14-0.041,0.276-0.088,0.41-0.14c0.467-0.184,0.891-0.438,1.26-0.744c0.26-0.217,0.495-0.459,0.697-0.725
c0.197-0.254,0.366-0.528,0.506-0.817c0.469-0.975,0.599-2.121,0.277-3.246c-0.323-1.124-1.04-2.031-1.956-2.611
c0.21-0.245,0.452-0.463,0.724-0.646c0.312-0.212,0.66-0.38,1.042-0.489l0.261-0.073l1.049-0.301
c0.863,0.887,1.529,1.994,1.891,3.262c0.363,1.271,0.385,2.558,0.118,3.764c-0.081,0.363-0.187,0.72-0.317,1.064
c-0.146,0.391-0.324,0.766-0.529,1.127C39.598,29.993,39.246,30.476,38.838,30.913z"/>
</g>
<path fill="#FFFFFF" d="M33.559,17.003c0.086,0.239-0.038,0.503-0.277,0.59l-0.488,0.176c-0.238,0.086-0.504-0.038-0.59-0.277
l-1.639-4.552c-0.088-0.239,0.036-0.503,0.277-0.59l0.487-0.176c0.239-0.086,0.504,0.038,0.589,0.277L33.559,17.003z"/>
<path fill="#FFFFFF" d="M39.188,14.812c0.209-0.147,0.496-0.101,0.646,0.107l0.302,0.42c0.146,0.207,0.101,0.497-0.109,0.644
l-3.931,2.816c-0.207,0.148-0.496,0.1-0.646-0.106l-0.301-0.421c-0.148-0.208-0.099-0.496,0.106-0.644L39.188,14.812z"/>
<path fill="#FFFFFF" d="M35.046,10.278c0.052-0.25,0.294-0.41,0.545-0.362l0.509,0.103c0.247,0.051,0.409,0.295,0.358,0.544
l-0.956,4.743c-0.049,0.248-0.293,0.412-0.543,0.36l-0.509-0.101c-0.249-0.052-0.408-0.296-0.359-0.545L35.046,10.278z"/>
<g>
<path fill="#4F5D73" d="M20.539,21.24c0.315-0.338,0.662-0.647,1.036-0.927c0.389-0.289,0.809-0.542,1.254-0.756
c0.389-0.187,0.798-0.345,1.226-0.468l7.018-2.002c0.429-0.123-0.328,1.894-0.569,2.441c-0.156,0.354-0.288,0.717-0.395,1.088
l-3.367,0.962l-1.091,0.312l-0.737,0.209c-0.14,0.04-0.276,0.088-0.409,0.14c-0.468,0.183-0.891,0.437-1.262,0.743
c-0.26,0.217-0.494,0.46-0.698,0.726c-0.196,0.256-0.365,0.531-0.505,0.819c-0.471,0.979-0.601,2.124-0.28,3.246
c0.321,1.124,1.037,2.029,1.953,2.61c-0.209,0.245-0.452,0.462-0.724,0.646c-0.313,0.211-0.66,0.38-1.042,0.488l-0.261,0.074
l-1.048,0.3c-0.864-0.886-1.525-1.99-1.889-3.261c-0.362-1.269-0.382-2.555-0.118-3.76c0.081-0.364,0.187-0.721,0.317-1.068
c0.147-0.389,0.326-0.766,0.532-1.126C19.777,22.16,20.131,21.677,20.539,21.24z"/>
<path fill="#4F5D73" d="M26.582,33.281c-0.312,0.338-0.66,0.647-1.036,0.926c-0.389,0.289-0.809,0.541-1.255,0.756
c-0.389,0.188-0.796,0.347-1.226,0.469l-7.02,2.006c-4.094,1.17-8.377-1.21-9.548-5.307c-1.168-4.094,1.211-8.374,5.306-9.542
l7.02-2.007c0.429-0.122,0.859-0.203,1.289-0.249c-0.359,0.35-0.682,0.732-0.97,1.137c-0.348,0.487-0.647,1.008-0.888,1.556
c-0.156,0.353-0.288,0.717-0.395,1.09l-5.195,1.482c-2.433,0.695-3.85,3.239-3.153,5.674c0.696,2.436,3.243,3.852,5.676,3.154
l5.194-1.484l1.09-0.311l0.736-0.21c0.14-0.04,0.277-0.088,0.411-0.14c0.468-0.182,0.891-0.436,1.26-0.744
c0.26-0.216,0.494-0.46,0.699-0.724c0.196-0.255,0.366-0.53,0.505-0.821c0.472-0.979,0.601-2.125,0.28-3.246
c-0.322-1.123-1.038-2.026-1.953-2.609c0.208-0.245,0.45-0.462,0.722-0.646c0.313-0.212,0.661-0.381,1.043-0.488l0.261-0.074
l1.049-0.301c0.862,0.887,1.525,1.989,1.889,3.258c0.36,1.268,0.384,2.556,0.116,3.764c-0.079,0.363-0.186,0.719-0.315,1.066
c-0.146,0.391-0.325,0.767-0.532,1.127C27.344,32.36,26.989,32.844,26.582,33.281z"/>
<path fill="#4F5D73" d="M38.838,29.785c-0.316,0.338-0.661,0.646-1.037,0.925c-0.387,0.289-0.807,0.542-1.254,0.756
c-0.389,0.188-0.796,0.347-1.225,0.469l-7.023,2.005c-0.428,0.121-0.857,0.201-1.286,0.25c0.356-0.352,0.679-0.734,0.968-1.139
c0.349-0.486,0.646-1.008,0.89-1.555c0.155-0.354,0.286-0.719,0.396-1.091l3.371-0.96l1.092-0.311l0.734-0.21
c0.14-0.041,0.276-0.088,0.41-0.14c0.467-0.184,0.891-0.438,1.26-0.744c0.26-0.217,0.495-0.459,0.697-0.725
c0.197-0.254,0.366-0.528,0.506-0.817c0.469-0.975,0.599-2.121,0.277-3.246c-0.323-1.124-1.04-2.031-1.956-2.611
c0.21-0.245,0.452-0.463,0.724-0.646c0.312-0.212,0.66-0.38,1.042-0.489l0.261-0.073l1.049-0.301
c0.863,0.887,1.529,1.994,1.891,3.262c0.363,1.271,0.385,2.559,0.118,3.764c-0.081,0.363-0.187,0.72-0.317,1.064
c-0.146,0.391-0.324,0.766-0.529,1.127C39.598,28.865,39.246,29.348,38.838,29.785z"/>
</g>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a black crow perched on a branch. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfbf4" d="M0 0h96v12q-6 2-1 5l-2 5 1 24-5-1 1-1q-4-6-9-2v3q-2 3-1 8l-3-1q-3-6-7-9 2-3-1-1l-7-7 1-5q-4 0-7-3l1-3-3 1q-1-6-6-8l-1 1-6-5q-9 0-16 5 6 2-1 5l2 2q-3 2-3 6-1-3-1 0 2 1 1 4 0-4-2-1l1 1q-6 2-3 6l-2 1v3h-3l-2 2v5l2-3 1 1q2-6 5 0 3-2 7 1-8 0-4 7l6-3v3q-4 1-6 4l-3-6-5 2-2-5-2 1v6q1-3 2 0-2 3-4 1l-2 5-7-11z"/><path fill="#f8f7ef" d="M96 12v84H10q1-9 10-13l15-1 3-3q3 3 2-2-6-5-1-10 3-6 9-6l7-1-2-1q0-4 2-6l2 10h3l5 1-2-7 1-1q9 6 2-3l3-1-5-7 2-1-12-14-6-3q-4-9-12-7-3 3-7 3l6 3q-3 17 13 24l1 2-7 5v5q-6 2-9 6l-17 2q0 3-3 5L0 81V55l7 11 2-5q2 2 4-1-1-3-2 0v-6l2-1 2 5 5-2 3 6q2-3 6-4v-3l-6 3q-4-7 4-7-4-3-7-1-3-6-5 0l-1-1-2 3v-5l2-2h3v-3l2-1q-3-4 3-6l-1-1q2-3 2 1 1-3-1-4 0-3 1 0 0-4 3-6l-2-2q7-3 1-5 7-5 16-5l6 5 1-1q5 2 6 8l3-1-1 3q3 3 7 3l-1 5 7 7q3-2 1 1 4 3 7 9l3 1-5 8q-2 0-2 3l1 1q7-5 17-5-8-1-14 2 2-7 8-12-1-1-3 1l-1-6v-3q5-4 9 2l-1 1 5 1-1-24 2-5q-5-3 1-5"/><path fill="#1b1a1a" d="m48 27 6 3 12 14-2 1 5 7-3 1q7 9-2 3l-1 1 2 7-5-1q-1-4 1-9l-9-10v-1l7 7-1-4q-5-6-11-7l-1 2q-9-9 2-14"/><path fill="#77706b" d="M85 50q0-3 3-2z"/><path fill="#67605b" d="m81 45 1 6q2-2 3-1-6 5-8 12l-2-1 5-8q-1-5 1-8"/><path fill="#f6f6f3" d="m48 58-1-1 4-5q4-3 1 3z"/><path fill="#413f3d" d="M48 50q2 0 3 2l-4 5 1 1q-4 1-6 4v-5l7-5z"/><path fill="#302b29" d="m75 61 2 1q6-3 14-2-10 0-17 5l-1-1q0-3 2-3"/><path fill="#0d0c0c" d="M48 27q-11 5-2 14l1-2q6 1 11 7l1 4-7-7v1l9 10q-2 5-1 9h-3l-2-10q-2 2-2 6l-5 2q-6 0-9 6-5 5 1 10 1 5-2 2l-3 3-15 1q-9 4-10 13H0V81l13-6q3-2 3-5l17-2q3-4 9-6 2-3 6-4l4-3q3-6-1-3-1-2-3-2-16-7-13-24l-6-3q4 0 7-3 8-2 12 7"/><path fill="#807f7a" d="m53 59 2 1-7 1z"/><path fill="#8f8b86" d="M66 72q2-1 3 1h-5z"/><path fill="#e9e8e6" d="m31 78-5-2q5-3 11 0z"/><path fill="#262524" d="M56 79H45l6-5 2 3 8-1 1-1 4 2z"/><path fill="#91918e" d="m26 76 5 2-12 1z"/><path fill="#696561" d="M56 79q2 0 1 3-2-1-1-3"/></svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAAYIAAAGCCAYAAADt+sSJAAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO3defBdZ33f8bcW27IsS5YXvOJ90WJrdVhMCDQJk5QlGELahDCEQkln2jBTaLpR6qQlE9JMCc20TZpMkk6dgQlJYTA1UCZDWEriwfZPsuVN3he8G2+yJUu2ZPWP5/ezFt/7+937u895vuc55/2aOWMjpOf5Xj0/P597z/eec0CSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEmSVL0F0QVIUkYLgQuAVcBrgdcARwKPTB/XA/eEVddSBoGkWi0ELgQ2Tx+bgI3A8jn+3C3AV4H/BjzcZIGSpHwWAWuADwCfA74H7AD2T3DsBD4DHFfwdbSSnwgktc0i0qmdzaTNfy3wJmBlQ/M9BFxOOm3USwaBpEiLObDpz5ze2QAcU7iOncCvAF8qPG8rGASSSjn4nf7MEbHpD7MX+Bngb6ILKc0gkNSExcBFHLrpbwSWRhY1gqeA1wN3RRdSkkEgaVJHkM7jH7zprwOWRBY1gf8H/ER0ESUZBJLGMeid/ibg6MiiGvAu4OroIkoxCCQNcyRwCYdu+Oumf73rtgHro4soxSCQBOn0zsEXZ80ctZ7eyWE9KRA6b3F0AZKKc9Mfzc/RkyDwE4HUbUeTTuccvOGvIYWBZncNcFl0ESUYBFJ3DHqnfylwVGRRFdtNum/RS9GFNG2cIDgBeCcpIc8Bjm+kIqk7XgSeIN318vvAXwOPZRp7KelirIMbuavxdG9uG4Abo4to2ihB8HbgXwJvJl0ZKGl+9gPfBX4H+OYYf+4Y0sVYmziw8a/C/x5L+AjwZ9FFNG22INhAusvfW8uUIvXKNcCHgDsO+/VlpE1/5l3+ZtL39t30Y/wB8M+ii2jasCB4P/Cn+C0CqUk7gStInxRmNv6LSPfZVzv8AHhDdBFNGxQEVwC/OeT/k6Q+eYHUMN4bXUiTDn/n8SvAf8AQkCRIX79dE11E0w4OgsuAP44qRJJaanN0AU1beNA//zv9uIeIJI2jN0HwQdK3hCRJh9oUXUDTZnoBdwHnRRYiSS21C1hBhxvGC0mfBAwBSRpsKekCvs5aCFweXYQktVyn+wQLgbdEFyFJLdf5ILgwughJarlOB8EC0pVz3kpCkobrdMN4IYaAJM1lKek+UJ3kza0kaTSdPT1kEEjSaAwCSeq5zgbBAtK90CWpjfYCtwFbgKnp49eAXwqoZSepYbwvYO5G+XxTSW2xl/TEtqmDji2kb+wcbBMxQXAMqWF8a8DcjTIIJEUYddMfZKrBuuayGYNAksY2aNOfIl3DNB83To8ZsX9tAv48YN5GGQSScsq96Q+yC9gOXJxxzFF1smFsEEiarxKb/jBTxATBRtK3LV8OmLsxBoGkUbwE3MmhG/71wO6geqZIz1gvbRnp/mzbA+ZujEEg6XBt2/QHiW4YGwSSOmPQpn8dsCeyqBHcQFzDeDPw+YB5G2MQSP1R66Y/yC7gdmBtwNydaxgbBFI3vUh6FvnBm/6107/eFVPEBMEmOtYwjgyCSwPnbrPrg+Z1PQaLWo9xPE86VTJzUdYU6Rx2526FcJgtwAcD5l0GXED6RNIJkUEQ2ezRq7kedXiedEHVwe/0+7DpDxLdMDYIJBXxEPCXHNj076BDpyQmdAMpABcFzL0Z+ELAvI3ZH3RoMNejXaLWY+a4tvmXWLVbiVmX7xR4bcX4PAKp3dYBR0QX0WJRp4dmrjDuhM68EKmjjiLmmzG1iAqC5cB5QXNnZxBI7de5761nFN0w7gSDQGq/zmw4DdhKXPO8M+tiEEjttym6gBZ7nvRNqggGgaRi1mPDeDZRp4c2kZ77Xj2DQGq/JcDq6CJaLCoIVtCRhrFBINWhM6chGmDDeEIGgVSHTmw4DdmCDeOJGARSHTqx4TTkedLttSN0Yl0MAqkOG7BhPJstQfN2omFsEEh1WAKsii6ixaL6BMcB5wbNnY1BINWjE6chGmLDeAIGgVSP6jecBkU2jKu/4M8gkOphEAy3A7g7aO7q18UgkOqxHh8mNZuo00ObqbxhbBBI9ViKDePZRAXBSuDsoLmzMAikulR/GqJBNoznySCQ6lJ9Y7JBW4h77KpBIKmYqjechj2LDeN5MQikumwEFkUX0WI2jOfBIJDqshS4KLqIFosKguOBs4LmnphBINWn6tMQDYu65xBUvC4GgVSfajecAmwYz4NBINWn2g2ngKeBe4PmrnZdDAKpPhuwYTybyIZxlQwCqT7LgAujiyA9s/cfAV8GbgWeAR4GrgP+E/C6oLqiguAE4MyguSe2P+jQYK5Hu0Stx1zHB5p80XNYBHwCeHJAXYcfXwdWF67vp0eoq6njPQVeXyPceNrF9WiXqPWY6/hcky96FitIm/s4te4A3l2wxpWkW1JHrMtvFXh9jXDjaRfXo12i1mOu43tNvughjgC+Pc969wLvKFjrPfOsc9LjGyVeXBPceNrF9WiXqPWY63iO8j2+35uw5qeB0wvV+lcT1jrf44kSLy63BcRtApGXY68mfVS9FDhl+tceJTW5rgK2B9UFrofrMbpVwO2F5roQuJn0qWASfwr848nLmdO/AT5TYJ5BzgR+GDT3vPXpHejFwNdGqO1qYG1Qja6H6zHq8f4GX/fh/iBTzXuBkwrU+7ZM9c7nuLzA68uuLxvPLwG7xqhvN/ChgDpdD9dj1OOzDb7ugy0gvcPNVfeHCtR8PHEN408XeH3Z9WHj+dUJ6vxI4VpdD9dj1OM7zb3sQ5yRue4rC9V9b+a6Rz2+XuLF5Rb1Q1zKG4EXJ6hzD/D6gvW6Hq7HqMezlGkYvz5z3bcUqBngf2eue9TjsRIvLreoH+ISFgDXZKj1B5Rrproersc4R4krjF+XueZ9wLEF6v5k5rrHOc4o8Pqy6fotJt4GvCHDOK8DfirDOH3neuRX4v42D2cebyGwPvOYg/gM4xF1PQh+PuNY7804Vl+5HvmVCoLnMo9Zou7IIKjq2dJdD4I3ZRzrxzOO1VeuR34lNtSXgRsyj1lio/wR8ECBeQbxE0GL5LyKsdQVkV3meuS3iTL/Hed+d11qo4z6VHBp0Lzz0vUgOC7jWMdnHKuvXI/8lgPnFZgn9yMgVwHHZB5zkKggOBk4LWjusXU9CKQ+qPF8+yJsGLeGQSDVr8T59u3A85nHLLFRXl9gjmEMAknFlGoY35h5zBJ1/4i4G8AZBJKK2UyZC+xsGI+nmoaxQSDVbwVwboF5cm+oq+l2w/gU4NSgucdiEEjdUGvDeF3mMQexYTwHg0DqhhIbznZgZ+YxawywcRgEkoopseHso86G8ePAQwXmGcQgkFTMJmwYzybqU0EV9xwyCKRuWAmcU2Ce3BvqGmBp5jEHiQqC0znwHO7WMgik7qjxfPsi4JLMYw7inUhnYRBI3VEiCG6jzoaxVxjPwiCQuqNUw3hb5jFL1P0Y+R+wMyqDQFIxXmE8u6jTQwaBpGJWAmcXmCf3LanXAkdnHnOQqCA4g5Y3jA0CqVtKNCZzb6iL6X7DeGPg3HMyCKRuKXEa4hZgV+YxbRgHMgikbinVML4p85gl6n4UeKTAPIMYBJKKqbXxWmvdozIIJBVzAnBWgXlyb6hrgSWZxxwkKgheC7wmaO45GQRS99R4hfERlGkY5/7G0zhae4WxQSB1T6mG8QuZx6wxwMbR2tNDBoHUPSU2nL3kbxiXeMf8EKlpHMFPBJKKqbXxWqruqNNDfiKQVMyJwJkF5skdBBcDR2Uec5Co00NnAScFzT0rg0DqphrPtx9JCoOmeYXxYQwCqZtKNYx3Zx6zxgAbRytPDxkEUjeVaEy+BNycecwSG+WDxDWMDQJJxVxaaJ5aG8ZbC81zOINAUjEnkW5/3LTcQXAJ3W4Yn01q5reKQSB1V43n248k3W6iaTaMD2IQSN1VIghuBvZkHrPGABtH604PGQRSd5XYcF6kzobxD4EnCswziEEgqRivMJ6dVxhPMwik7joZOL3APLmDYB2pV9C0yIbx8UFzD2QQSN1W4/n2rjeMF9CyhrFBIHVbiSC4ifwN4xIXxNkwnmYQSN1WqmF8S+YxS9R9PzaMAYNA6jqvMJ6dVxhjEEhddzJwWoF5cn8DZx3p8ZVNizo9dC4tahgbBFL31dgwXgKsyTzmIJEN4w1Bc7+KQSB1X4nG6zZSryCnGgNsHK05PWQQSN1XYsPZA9yaecwSdd8H/KjAPIMYBJKK8Qrj2fW+YWwQSN13GnBqgXlyB8F6ut0wPg84LmjuQxgEUj/UeIHWEmB15jEHibrnUGuuMDYIpH4ocRpiG+nxlTnZMC7AIJD6ocSGs5s6G8b3Ak8VmGeQEp/U5mQQSP1Qa8O4xEa5n543jA0CqR9OB04pME8TDePFmcccJOr00AXAiqC5X2EQSP1RY8N4KbAq85iD9PoKY4NA6o8SpyFuxIbxuMJPDxkEUn+UahjflnnMEnXfQ1zD2CCQVEypb6jk/l5+iY1yP3BDgXkGMQgkFfNa0m2pm5b7NMsGut0wvpDghrFBIPVLiStZm2gYX5R5zEEiG8brg+YGDAKpb0o1jPdmHtOGcYMMAqlfSmw4u4DtmccsUffdwDMF5hnEIJBUTK1XGJdqGPfyCmODQOqXM4GTCsyTOwg2AosyjzlI1J1ILwSODZrbIJB6qNYrjLvcMF5IYMPYIJD6p8RpiBuwYTyusNNDBoHUP6UaxrdnHrPEJ5k7gWcLzDOIQSCpGBvGw/XyCmODQOqfs6i3YVxiz4o6PbQKWBYxsUEg9VOJK4xzfwNnGenbNU3rXcPYIJD6qVTDeF/mMW0YN8AgkPqpROP1eeCOzGOW2CjvBHYUmGcQg0BSMTaMh3uZnjWMDQKpn84GTigwTxMPs+96w/iY0pMaBFI/LaDOW1IvIz3wvWlRQbCIgIaxQSD1V4nTEFtJp1pyKlF31D2HIOD0kEEg9VeJDafWhvHtwHMF5hmk1CNFX2EQSP1lw3i4l0kP2IngJwJJxZwDHF9gHq8wHs8a0t1WizEIpP6qtWG8HDg/85iDRDaM15Wc0CCQ+q1U4zV3w7jGZyqMo+jpIYNA6rdSDeM7M49Zou7tpNojGASSirFhPFxvGsYGgdRv5wIrC8yT+3v5m0g9jqZFNoyPLjWZQSD12wJgQ4F5cm+oK4DzMo85SFQQLKZgw9ggkFRrw9hbUmdiEEgqseHsAO7OPGaphvHOAvMMYhBIKsaG8XD76EHD2CCQdD5wXIF5mgiCLjeM11KoYWwQSKq5YXxu5jEHiboT6WLgkhITGQSSoFzDeH/mMbveMC5yJ1KDQBKU2VCfpc6G8a3ArgLzDFKkT2AQSIJ6G8Yl3jHvA7YVmGcQg0BSMReQzrk3zYbxeC4GljQ9iUEgCeptGK8Ezs485iBRQXAEKQwaZRBImmHDeLhOX2FsEEiaUeJ8+zPAvZnHLNUwfqHAPIMYBJKKqbVhXKLuvXS4YWwQSJpxIXBsgXlsGI/nYuCoJicwCCTNWEidDePjgbMyjzlIVBAcScMNY4NA0sFKNV5tGI+n0ddnEEjt9GzQvCU21KeB+zKPWaphvLvAPIM02sg3CKR22ho0rw3j4V4CbiowzyB+IpB6KOo0xEXU2zAuIWpd1pF6BY0wCKR2itpwFgLrC8yT+/WdQPcbxmubGtwgkNop6h74YMN4Np1sGBsEUjvdQbcbxk8B92ces8SV0TcT1zA2CKSe2U/3n5VbY5/gJVIYRDAIpB6KOg2xClhWYJ7cr+/SzOMNE9kwPqKJgQ0Cqb263jDO3Qc5EXht5jEHiVqXo2ioYWwQSO3V9WflNvH6bBjPg0EgtdcdwHNBc5fYUH8EPJB5zBJ13wzsKTDPIAaB1DMvAzcEzW3DeLgX6VjD2CCQ2i3qNMRq4JgC89QYBNCxhrFBILVb1IaziLTpNC3363sNcEbmMQeJuuBvCbAm96AGgdRunWtMHub6BsbsesM4eyPfIJDa7Xa63zD+YeYxS9S9jdQriJD99RkEUru9jFcYj6tUw/iWAvMMYhBIPRR1GmINsLTAPDUGAcStywYyN4wNAqn9ohqTtTaMTwZOyzzmIFFBsIR0G5BsDAKp/breMPYK4/FlfX0GgdR+24GdQXOXuNXE48CDmccs1TB+qcA8gxgEUs/sw4bxuErUvYeONIwNAqkOUach1gJHF5gndx9kQ+bxholal/XA4lyDGQRSHaI2nMXAJQXmyf36TiPjRjmLqHVZSsaGsUEg1aEzjckhcr++hcDKzGMO0ol1MQikOtxGXMO4RBA8CjyccbyXgWcyjjdMJxrGBoFUh32kTSdCqYbxtRnHeogyG/Ru4NYC8wyS7RtdBoFUj8iG8ZIC83wz41jfyDjWXKIu+NtIuuhvYgaBVI+oIDiCMg3jLwO7Mo31F5nGGUVkw/iiHAMZBFI9OtGYnMXjwB9mGOdbwLczjDOq6tfFIJDqcSv53jGPq1Sf4DdIjfH5egb4p5lqGdUNVN4wNgikevShYbwTeDfze0bBLuAfAHdkrWhuu0m3AYlgEIxgd8axXsg4Vl+5HpOLakyuBY4qNNedwJuB74/xZx4A3gL8dSMVzS3yltQTN4y7HgSPZBzroYxj9ZXrMbmoDedIyjSMZ9xP2tg/zOxfz3wY+CSwmmYeezmqqHVZBlw46SAlLsGOdAtwTqaxor4r3CWux+Sin5VbcrN9Gfif08dFwGWkB9MvJL2p2Dpdz/6CNQ0T3TCepK8CpL/EiKOEj2as98OFanY9XI/Z1mMx6Vx4RE1/NNbfXL8sJTWMI9blczleQNt+0HNaQXo49qS1Pg4sL1Rz19fjiQy19n09fhBUU+SplxrcRMy6fG/SwrveI3gW+HSGcf4jsCPDOH3neuQRdRriEso1jGsUtS4bybCXt/EdT04LgC9OUOeXKRuYrofrMdd6fCSwrhJPLKvVx4hbl4lvSd3GH/TclgFfm0eNVwPHFK7V9XA95lqPDYF1fXTkv7n+eRNx6/LLkxbfxh/0JiwCriBdsDJXbc8DnyLm1Jnr4XrMtR5HkK6jiKjrf4z8N9c/S4G9xKzLZyctvo0/6E06jXSeetuAmm4knX8+Naw618P1GG09rg2q67rR/tp66xZi1uU7kxbe1h/0Eo4Czp4+2tIEcz1cj1HW4w+D6tpDurhMg11JzLrsYIJPzF3/1tBc9gD3TR97QisRuB7jiLzCeG3Q3DWIWpdjgfPn+4f7HgRSraLuOQTlbkBXo+grjOfFIJDqdDNxn5oMguFuIN0lNoJBIPXMi6QwiOC1BMM9T/nbYM8wCKQeijoNsY70FVYNFrUum5jnnm4QSPWK2nCWAGuC5q5B1LosB86bzx80CKR6VdmY7IHq1sUgkOp1EzaM22gr6VkKEQwCqWdeJF3JGsEgGC6yYTyvRr5BINUt6jTEemwYzyZqXTaT7vA7FoNAqltkw3h10Nw1iLrgbwVw7rh/yCCQ6lZdY7InqloXg0Cq2zZSryCCQTDcFipqGBsEUt1sGLfTc8BdQXMbBFIPRTaMFwfNXYPIK4zHahgbBFL9ohqTR2PDeDZRQbASOGecP2AQSPWrqjHZI9Wsi0Eg1W8b8FLQ3N6JdLhqGsYGgVS/3cCtQXP7iWC4HcDdQXMbBFIPRZ2G2IAN49lUcYWxQSB1Q9SGsxS4KGjuQdYDHwA+AXwMeC9wamA9kQ3js8f5A/uDDg3merRLLevx+sBaPziPenNaAvwr4F4G17cP+FvgHQG1/b0hNZU43jdOobX8oPeF69EutazHEtLFZRG1/v486s1lM3DfgJqGHf8HOK5gfStIDeOIdfntcQqt5Qe9L1yPdqlpPW4MqvX786x3Uj8D7ByxxoOP24DXFKzzrnnUmOP45qgF2iOQuiPqfPRGYFHhOVcDXyT1KMa1CvgScGTWioaLbBiPxCCQuqNPDeM/Jp12ma8fJzWTS4halxOAs0b5jQaB1B3VXMk6obeTNvJJfRJYlmGcubR+XQwCqTtuBPYGzV0yCH450zjHA38/01iz2UJcH84gkHrmBWB70Nwlg+BnWzrWME+TvtoaYaR16esVgZcB7wYuBU6Z/rVHgeuBrwDXBNXVV65HPlPAxQHzbiC9sWz63jrLSe/kcxnrLp0TmGIej5DMYOSArunrcZN6I/B3I9T2t8Abgmp0PVyPSdbjY4E1r5qg7lGdk7nmbQVqBvjXmese5zhzlAJr+0Gfr19lvAtu9pIWrzTXw/WYZD0uC6w517n72SzPXPO3CtQM8NOZ6x7neM8oBdb2gz4fvz5BnZ8oXKvr4XpMsh5LSbekjqj59yaoexxPZaz5zwrVvJK4K4x/a5QCa/tBH9dPkt5NzrfOvcBbC9brergek67HzUE1f3fCukf1hYw1/0KhmgHuyVj3OMc3Rimuxh/0US0Etmao9UbKfcPK9XA9Jl2P/xVU83OUWZd3Zqr3KeDYAvXO+KtMdY97PDFXYV3/+ug7SN9mmNQ6ynzfuOtcjzKiLmBaBlxQYJ6rSV8gmNRvk8KrlKhnS58InDHbb+h6EIzUJBnR5RnH6ivXo4zWX8mawT9hsk38GuC/ZqplVK1dl64HQc6vHF6Wcay+cj3K2Eq6B3+EUkFwC/CLpMd0jutO0gNr9mStaG4GQZDTM451Wsax+sr1KGMXcHvQ3CWvMP468BbggTH+zP8lPcTn0UYqmt2TwP0B80LPgyDnldOlblnbZa5HOZG3pC65r1xLuiX1J4EHh/ye/dO/792k3tLTZUobqJW3pO56EDyScayHMo7VV65HOVGNyeXA+YXn3AV8hnQF7Y8BHyIFw8dJp4/OJH0K+GrhugaJCoKTmeUTedfvNbQNOC/jWJqM61FO9PnoOwLm3U+6P9X1AXOPKnpdBr6B6vongpzvAK7KOFZfuR7lbKX5G8ANsylo3hpEB8FQNV4wM6pjgIcz1PrQ9FgluB6uR671uC2o9r/JVH9X3U/Mulw9rKCufyLYCVyRYZxPTY+lybgeZUW9+9wELAiauwZR63LpbP9nze94RvUnE9R5ZeFaXQ/XI9d6fDyw/tIN45r8O+LWZejXrmv+QR/VEuZ3o6rPA0cVrtX1cD1yrcdPBNb/DzO9hi76WeLW5V3Diqr5B30cC0gP7XhyhNqeBH6NmI+3rofrkWs9lpGuMI6o/3czvYYuOpG4n6vfGFZUzT/o87GSdE/775LOM8/UsxP4Dunj9HFRxeF6uB5512N7UP2lHvhSqweIWZeh39yr/Qd9Uiumj7ZwPVyPnOvx+aD6n8GG8Wy+Qsy69PI6glE8O32oHVyPvKK+obKCmIe11yJqXU4DTj38Fw0CqdtaewFTz0Wuy6su+DMIpG6LvMLYIBiuVQFtEEjdtgO4K2hug2C4x4i7caJBIPVQ1J1IvcJ4dq25JbVBIHVf1IazEjgnaO4aRK3L6cApB/+CQSB1X6sak3pFa9bFIJC6bwtx14rYJxgu8rkJh6yLQSB137PA3UFzGwTDPUa6LXsEg0DqocjGpA3j4SJvFf4Kg0Dqh6gN53jgrKC5axC1Lq8lPccYMAikvmjVBUx6RdRXewE2zvyLQSD1wxQ2jNuoFQFtEEj98CxwT9DcBsFwDwOPBM1tEEg91JorWXWIqNNDBoHUQ1FBcAI2jGcTtS5nAieBQSD1SWRj0k8Fw4VfYWwQSP3hFcbtdGvg3JsBFgcWIKmsp4D7iLkRnPccSo4ELiBtwDPHjwXWYxBIPTRFTBBcGjBntGXABmANsJYDm/6RkUUdxiCQemgKeF/AvCeSrmb9YcDcJcxs+ge/078IWBRZ1AjOAk4yCKR+ib6AqQtBMGjTX0W9PdeNBoHULzNXGEfcCG4z8JWAeSdxLLCe7mz6g2w2CKR+eQq4Hzg7YO62f3OoD5v+IJsMAql/pogJgjY1jJcD6+jfpj+InwikHpoCfj5g3pOAM4AHC8+7kgOb/abpf55XuIY2O9sgkPonumHcZBCcwIHNfuaI+LpsTRYYBFL/RAfBVZnGWgFcwqGb/mp8ItrYDAKpf54kNYwjbgQ33yuMT+LQDX8T3sguG4NA6qcpYjbSUb45dDKHns/fTLoYTQ0xCKR+2gK8N2DeU4DTgYem//dKDtx+YeZYE1BXrxkEUj9F9gl+l/Sd/c3AaYF1aNoC4m5La0NnMNejXbq6HicBjzc8hyrRx4snJMETwAPRRagVXoo8NXR94Nx6Ndejf7aQHleofvteZBC0/b4jfeN69M8UcHl0EQr3F54akvorsmGsdrgXuNIgkPrLINC/BV40CKT+epzyN4BTe3wZ+EvwW0NS3/mpoJ9uAD7I9NejDQKp3wyC/rkBeCewc+YXDAKp3wyCfvka8BYO3OIDMAikvtsSXYCKuJ90KuhdwI7D/8/IW0xIGq7kLT8eJN0ITt1zE/AnwB8Be4b9Jm86J2kKg6ALXgC2kdbzeuC7wD2j/EGDQNIW4Oeii9BYXgLuJG36M8d1zPKufzYGgSQbxu2WddMfxB6B1E4lewSnAI8UnE/DvQjcxaGb/rXTv94Yg0Bqp9LPh3gYOLXwnH33PHAjh27624F9pQtZDOzFU0RSm7wUMOcU6SIjNeM5YCvp73nL9D9vB16OLGrGYlKBK6MLkfSKV33PuwCDIJ8dHNj0Zzb+O2jJpj/IYuA+DAKpTe4NmNOG8fw8x4GvbM4ct9HiTX+QxaTvm26MLkTSKyI25b8jnZteFDB3LZ7hwGmdmX/eRQf6rIuBq4CPRhci6RVfCZjzSVIYvDlg7jbaQboqt+p3+qNaDHyL1L1eFlyLpHSq4dtBc3+VfgbBUxz6Ln+KEa/I7YqZr6h9DvjnkYVIAuCzwK8Hzb0SuJtu9wyfBW7m0Hf6t9KB0zuTmAmCPvwASG33DHA+6TRNlE8Bnw6cPyc3/REdfNHKvwD+c1Qhkvg48F+CaziGdG78nOA6xvU4rz6980BoRRVZcNi/fwH4xaBapD77EmytL8sAAAFESURBVPALtOPd6hrgGmB5dCFDPAPcgu/0szn8MvalpFuXXhpQi9RX1wFvBXYF13Gw95AebB5914FHOPRd/hSHPV1Lkxt0P5NlwJ8DlxeuReqjrwPvJ53Pbpu3AV+kXO/wEdJGfwvpHf7MvyvIQuA3gd2kj1seHh55jxeAK2j/42IvIL0jz/36HyRdw3QF8A684V2rnU36dLCP+P9wPDy6cOwDrgTOoh4LgQ+Tbn0xn9f8AOkiuX8PvB04uWz5msuot7o9nfQEo8uBNwLHNlaR1D3Pka7avYp00Vat57gXAj8JvA94E6mpfPAnmhdJt7M+/C6bj5ctU+Oa7z3PTyWFgYEgDffc9NHVh74cCZxA2geewQ1fkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiQp1P8Hb0VXJfHMSsMAAAAASUVORK5CYII=",
"path": null
} | Generate code for a svg of a black and white icon featuring a folder with two files inside. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 386.61 386.61" style="enable-background:new 0 0 386.61 386.61;" xml:space="preserve">
<g>
<circle cx="65" cy="290.112" r="10"/>
<path d="M65,100.178c-5.523,0-10,4.478-10,10v130c0,5.522,4.477,10,10,10c5.521,0,10-4.478,10-10v-130
C75,104.655,70.521,100.178,65,100.178z"/>
<circle cx="165" cy="290.112" r="10"/>
<path d="M165,250.178c5.521,0,10-4.478,10-10v-130c0-5.522-4.479-10-10-10c-5.523,0-10,4.478-10,10v130
C155,245.7,159.477,250.178,165,250.178z"/>
<path d="M386.318,327.741L327.791,33.505c-0.775-3.901-3.07-7.335-6.377-9.545c-3.309-2.211-7.359-3.016-11.262-2.24
l-85.479,17.003c-2.613-2.208-5.986-3.545-9.674-3.545H115H15c-8.285,0-15,6.716-15,15v300c0,8.284,6.715,15,15,15h100h100
c8.283,0,15-6.716,15-15V208.24l28.815,144.864c0.777,3.901,3.07,7.335,6.379,9.545c2.484,1.661,5.389,2.528,8.334,2.528
c0.975,0,1.955-0.095,2.926-0.287l98.08-19.511C382.658,343.764,387.936,335.866,386.318,327.741z M30,65.178h70v270H30V65.178z
M200,335.178h-70v-270h70V335.178z M285.313,332.54L232.637,67.727l68.658-13.657l52.674,264.814L285.313,332.54z"/>
<circle cx="310.848" cy="281.511" r="10"/>
<path d="M273.793,95.226c-5.418,1.077-8.936,6.342-7.857,11.759l25.363,127.504c0.947,4.758,5.123,8.051,9.797,8.051
c0.646,0,1.305-0.063,1.963-0.194c5.416-1.077,8.934-6.342,7.855-11.759l-25.363-127.504
C284.475,97.666,279.209,94.146,273.793,95.226z"/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "6c098cefb2281441273759c2a45dc8c0cdd587aeef42ffe2f08a421aad0a78d3.png"
} | Generate code for a svg of a a close up of a person with a laptop on a desk | <svg id="Icons" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 48 48"><defs><style>.cls-1{fill:#525252;}.cls-1,.cls-11,.cls-12,.cls-5{stroke:#45413c;stroke-linecap:round;stroke-linejoin:round;}.cls-2{fill:#6dd627;}.cls-3{fill:#a86c4d;}.cls-4{fill:#de926a;}.cls-5{fill:none;}.cls-12,.cls-6{fill:#45413c;}.cls-6{opacity:0.15;}.cls-7{fill:#ff87af;}.cls-8{fill:#ff6196;}.cls-11,.cls-9{fill:#ffcebf;}.cls-10{fill:#ffb59e;}.cls-13{fill:#ff6242;}.cls-14{fill:#ffa694;}.cls-15{fill:#adc4d9;}.cls-16{fill:#c0dceb;}.cls-17{fill:#fff;}</style></defs><title>164-woman-technologist-2</title><g id="_Group_" data-name="<Group>"><rect id="_Rectangle_" data-name="<Rectangle>" class="cls-1" x="4.67" y="4" width="38.67" height="25.21" rx="2" ry="2"/><rect id="_Rectangle_2" data-name="<Rectangle>" class="cls-2" x="7.56" y="6.59" width="8.73" height="2.67" rx="0.5" ry="0.5"/><rect id="_Rectangle_3" data-name="<Rectangle>" class="cls-2" x="17.62" y="6.59" width="17.41" height="2.67" rx="0.5" ry="0.5"/><rect id="_Rectangle_4" data-name="<Rectangle>" class="cls-2" x="36.02" y="6.59" width="4.42" height="2.67" rx="0.5" ry="0.5"/><rect id="_Rectangle_5" data-name="<Rectangle>" class="cls-2" x="7.56" y="10.93" width="2.11" height="2.67" rx="0.5" ry="0.5"/><rect id="_Rectangle_6" data-name="<Rectangle>" class="cls-2" x="11.07" y="10.93" width="9.04" height="2.67" rx="0.5" ry="0.5"/><rect id="_Rectangle_7" data-name="<Rectangle>" class="cls-2" x="21.46" y="10.93" width="4.52" height="2.67" rx="0.5" ry="0.5"/><rect id="_Rectangle_8" data-name="<Rectangle>" class="cls-2" x="27.17" y="10.93" width="13.26" height="2.67" rx="0.5" ry="0.5"/><rect id="_Rectangle_9" data-name="<Rectangle>" class="cls-2" x="7.42" y="15.27" width="10.06" height="2.67" rx="0.5" ry="0.5"/><rect id="_Rectangle_10" data-name="<Rectangle>" class="cls-2" x="18.57" y="15.27" width="21.87" height="2.67" rx="0.5" ry="0.5"/><rect id="_Rectangle_11" data-name="<Rectangle>" class="cls-2" x="7.42" y="19.61" width="6.76" height="2.67" rx="0.5" ry="0.5"/><rect id="_Rectangle_12" data-name="<Rectangle>" class="cls-2" x="15.68" y="19.61" width="15.26" height="2.67" rx="0.5" ry="0.5"/><rect id="_Rectangle_13" data-name="<Rectangle>" class="cls-2" x="32.18" y="19.61" width="2.65" height="2.67" rx="0.5" ry="0.5"/><rect id="_Rectangle_14" data-name="<Rectangle>" class="cls-2" x="36.02" y="19.61" width="4.42" height="2.67" rx="0.5" ry="0.5"/><rect id="_Rectangle_15" data-name="<Rectangle>" class="cls-2" x="7.42" y="23.95" width="24.76" height="2.67" rx="0.5" ry="0.5"/><rect id="_Rectangle_16" data-name="<Rectangle>" class="cls-2" x="33.5" y="23.95" width="6.94" height="2.67" rx="0.5" ry="0.5"/></g><path id="_Path_" data-name="<Path>" class="cls-3" d="M24,6.32A10.88,10.88,0,0,1,34.88,17.19v12a1.23,1.23,0,0,1-.77,1.14h0a27.09,27.09,0,0,1-20.22,0h0a1.23,1.23,0,0,1-.77-1.14v-12A10.88,10.88,0,0,1,24,6.32Z"/><path id="_Path_2" data-name="<Path>" class="cls-4" d="M24,6.32A10.88,10.88,0,0,0,13.12,17.19v3a10.88,10.88,0,0,1,21.76,0v-3A10.88,10.88,0,0,0,24,6.32Z"/><path id="_Path_3" data-name="<Path>" class="cls-5" d="M24,6.32A10.88,10.88,0,0,1,34.88,17.19v12a1.23,1.23,0,0,1-.77,1.14h0a27.09,27.09,0,0,1-20.22,0h0a1.23,1.23,0,0,1-.77-1.14v-12A10.88,10.88,0,0,1,24,6.32Z"/><ellipse id="_Ellipse_" data-name="<Ellipse>" class="cls-6" cx="24" cy="45" rx="15" ry="1.5"/><path id="_Rectangle_17" data-name="<Rectangle>" class="cls-7" d="M24,31.22h0A11.88,11.88,0,0,1,35.88,43.1V45a0,0,0,0,1,0,0H12.12a0,0,0,0,1,0,0V43.1A11.88,11.88,0,0,1,24,31.22Z"/><path id="_Path_4" data-name="<Path>" class="cls-8" d="M24,31.22h0A11.88,11.88,0,0,0,12.12,43.1V45h.13A11.88,11.88,0,0,1,24,34.8h0A11.88,11.88,0,0,1,35.75,45h.13V43.1A11.88,11.88,0,0,0,24,31.22Z"/><path id="_Rectangle_18" data-name="<Rectangle>" class="cls-5" d="M24,31.22h0A11.88,11.88,0,0,1,35.88,43.1V45a0,0,0,0,1,0,0H12.12a0,0,0,0,1,0,0V43.1A11.88,11.88,0,0,1,24,31.22Z"/><rect id="_Rectangle_19" data-name="<Rectangle>" class="cls-9" x="21.46" y="27.17" width="5.09" height="7.94" rx="2.54" ry="2.54"/><path id="_Path_5" data-name="<Path>" class="cls-10" d="M24,27.17a2.54,2.54,0,0,0-2.54,2.54v.6a2.54,2.54,0,0,0,5.08,0v-.59A2.54,2.54,0,0,0,24,27.17Z"/><rect id="_Rectangle_20" data-name="<Rectangle>" class="cls-5" x="21.46" y="27.17" width="5.09" height="7.94" rx="2.54" ry="2.54"/><line id="_Path_6" data-name="<Path>" class="cls-5" x1="17.06" y1="45" x2="17.06" y2="42.59"/><line id="_Path_7" data-name="<Path>" class="cls-5" x1="30.94" y1="45" x2="30.94" y2="42.59"/><g id="_Group_2" data-name="<Group>"><path id="_Path_8" data-name="<Path>" class="cls-11" d="M33.07,19.47a8.77,8.77,0,0,1-5.68-5L26.77,13a15.92,15.92,0,0,1-9.95,6.18l-1.88.34a1.81,1.81,0,1,0,0,3.62h.11a9,9,0,0,0,17.9,0h.12a1.81,1.81,0,1,0,0-3.62Z"/></g><path id="_Path_9" data-name="<Path>" class="cls-12" d="M18.57,20.91a.77.77,0,1,0,.77-.77A.76.76,0,0,0,18.57,20.91Z"/><path id="_Path_10" data-name="<Path>" class="cls-12" d="M29.43,20.91a.77.77,0,1,1-.77-.77A.76.76,0,0,1,29.43,20.91Z"/><g id="_Group_3" data-name="<Group>"><g id="_Group_4" data-name="<Group>"><g id="_Group_5" data-name="<Group>"><g id="_Group_6" data-name="<Group>"><g id="_Group_7" data-name="<Group>"><g id="_Group_8" data-name="<Group>"><g id="_Group_9" data-name="<Group>"><path id="_Path_11" data-name="<Path>" class="cls-13" d="M21.16,25.6a.44.44,0,0,0-.33.16.42.42,0,0,0-.1.35,3.32,3.32,0,0,0,6.54,0,.42.42,0,0,0-.1-.35.42.42,0,0,0-.33-.16Z"/><path id="_Path_12" data-name="<Path>" class="cls-14" d="M24,27a4,4,0,0,0-2.52.77,3.36,3.36,0,0,0,5,0A4,4,0,0,0,24,27Z"/></g></g></g></g></g></g></g><g id="_Group_10" data-name="<Group>"><path id="_Path_13" data-name="<Path>" class="cls-5" d="M21.16,25.6a.44.44,0,0,0-.33.16.42.42,0,0,0-.1.35,3.32,3.32,0,0,0,6.54,0,.42.42,0,0,0-.1-.35.42.42,0,0,0-.33-.16Z"/></g><ellipse id="_Ellipse_2" data-name="<Ellipse>" class="cls-10" cx="18.06" cy="24.19" rx="1" ry="0.6"/><ellipse id="_Ellipse_3" data-name="<Ellipse>" class="cls-10" cx="29.94" cy="24.19" rx="1" ry="0.6"/><path id="_Path_14" data-name="<Path>" class="cls-15" d="M32.52,45h-17a.76.76,0,0,1-.77-.62l-1.21-9.9a.73.73,0,0,1,.78-.77H33.72a.73.73,0,0,1,.78.77l-1.21,9.9A.76.76,0,0,1,32.52,45Z"/><path id="_Path_15" data-name="<Path>" class="cls-16" d="M14.28,36.94H33.72a.79.79,0,0,1,.46.15l.32-2.61a.73.73,0,0,0-.78-.77H14.28a.73.73,0,0,0-.78.77l.32,2.61A.79.79,0,0,1,14.28,36.94Z"/><path id="_Path_16" data-name="<Path>" class="cls-5" d="M32.52,45h-17a.76.76,0,0,1-.77-.62l-1.21-9.9a.73.73,0,0,1,.78-.77H33.72a.73.73,0,0,1,.78.77l-1.21,9.9A.76.76,0,0,1,32.52,45Z"/><path id="_Path_17" data-name="<Path>" class="cls-17" d="M25.19,39.36a1.43,1.43,0,0,1,.24-.85.65.65,0,0,0-.37-.24.81.81,0,0,0-.95.33.83.83,0,0,0-1-.33c-.5.1-.75.82-.57,1.59s.74,1.32,1.25,1.22a.7.7,0,0,0,.28-.15.61.61,0,0,0,.27.15c.41.08.85-.26,1.1-.8A1.33,1.33,0,0,1,25.19,39.36Z"/><ellipse id="_Path_18" data-name="<Path>" class="cls-17" cx="24.61" cy="37.65" rx="0.62" ry="0.24" transform="translate(-19.92 31.25) rotate(-48.65)"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow pedestrian signs lit by the city lights. | <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="#f5db97" d="M0 0h96v96H71q-5-3-5-8-8-5-1-11 0-6-6-5-3-6 2-9l1-20 1-5h-5l-1-5-3-5q-13-4-13 9-1 3 2 8v7q-1 3 3 5-2 0-2 3-2 3-1 9l-1 1 4 6 1 20H0z"/><path fill="#fbd627" d="m56 42-4 1-2-10 1-1-6-3q5-2 9 2z"/><path fill="#e0ba2e" d="m57 33-1 9-2-11q-4-4-9-2l6 3-1 1 2 10q-6-3-9 2-3-5-2-8 0-13 13-9z"/><path fill="#4a392a" d="M50 33h-3v6q6-1 1 2l-2-1q-3-4-1-7 3-3 5 0"/><path fill="#f2c91b" d="M52 43q6 7-2 13-5-1-7-4v-7q3-5 9-2"/><path fill="#644c29" d="m47 44 3 5q-3-1-5 2z"/><path fill="#f4e372" d="m57 33 1 5h5l-1 5-6 1q-2 5 4 5l1 4q-4-1-6 3l4 1q0 3-3 5-2-4-5-4l-1-2q8-6 2-13l4-1z"/><path fill="#f2dd8a" d="m62 43-1 20q-5 3-2 9 6-1 6 5-7 6 1 11 0 5 5 8H50q-1-12 1-21 0-4 5-3V62q3-2 3-5l-4-1q2-4 6-3l-1-4q-6 0-4-5z"/><path fill="#81643e" d="M51 58q3 0 5 4v10q-5-1-5 3v-2q0-3 3-3 2-7-3-12"/><path fill="#c2a026" d="M43 52q2 3 7 4l1 2q-3-1-3 1v5l-2-2q-2 3 1 7l-1 1q-3-6 1-10-1-3-3 0 0-3 2-3-4-2-3-5"/><path fill="#f0cd1f" d="M51 58q5 5 3 12-3 0-3 3-6 0-8-4-1-6 1-9t3 0q-4 4-1 10l1-1v-3q3 1 4 4v-8l-2 3-1-1v-5q0-2 3-1"/><path fill="#655029" d="m48 64 2-3v8q-1-3-4-4v3q-3-4-1-7z"/><path fill="#2d2344" d="M43 69q2 4 8 4v2q-2 9-1 21h-3l-1-20-4-6z"/></svg> | |
{
"bytes": "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",
"path": "c13944d10038709c17dd1a9939a59d6f1b289c0ffac13bf8241f59194d856348.png"
} | Generate code for a svg of a a close up of a chinese character with a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 109 109" id="5439"><g fill="none" stroke="#666" stroke-width="6" stroke-linecap="round" stroke-linejoin="round"><g><g><path d="M13,30.89c0.79,0.93,1.22,2.01,1.26,3.24c0.49,6.63,0.96,12.07,1.42,19.13c0.11,1.76,0.24,3.45,0.4,4.99" /><path d="M14.79,31.89c6.83-1.4,13.68-2.8,18.2-3.57c3.62-0.61,4.62,0.53,4.04,4.19c-0.87,5.53-1.91,12.12-3.12,20.06" /><path d="M17,55.79c4.16-0.59,8.96-1.27,14.76-2.19c1.25-0.2,2.49-0.34,3.73-0.34" /></g><g><g><path d="M58.14,15.25c0.11,1.12,0,2.18-0.33,3.34C55.62,26.38,50.75,39.25,43.17,50" /><path d="M55.52,34.74c0.95,0.36,3.24,0.38,4.69,0.11c5.91-1.1,20.04-3.52,23.39-3.79c6.89-0.56-0.48,7.44-4.64,11.44" /></g><g><path d="M57.87,48.25c0.63,1.12,0.49,2.97,0.09,4.46C54.75,64.75,48.5,82.5,29.5,93" /><path d="M57.23,59C63.62,65.69,74,78,83.42,87.07c2.73,2.63,6.08,4.93,9.33,6.43" /></g></g></g></g><g fill="none" stroke="#000" stroke-width="3" stroke-linecap="round" stroke-linejoin="round"><path d="M13,30.89c0.79,0.93,1.22,2.01,1.26,3.24c0.49,6.63,0.96,12.07,1.42,19.13c0.11,1.76,0.24,3.45,0.4,4.99" stroke-dasharray="27.736" stroke-dashoffset="27.736"><animate attributeName="stroke-dashoffset" values="27.736;27.736;0" dur="0.277s" fill="freeze" begin="0s;5439.click" /></path><path d="M14.79,31.89c6.83-1.4,13.68-2.8,18.2-3.57c3.62-0.61,4.62,0.53,4.04,4.19c-0.87,5.53-1.91,12.12-3.12,20.06" stroke-dasharray="46.46" stroke-dashoffset="46.46"><animate attributeName="stroke-dashoffset" values="46.46" fill="freeze" begin="5439.click" /><animate attributeName="stroke-dashoffset" values="46.46;46.46;0" keyTimes="0;0.373;1" dur="0.742s" fill="freeze" begin="0s;5439.click" /></path><path d="M17,55.79c4.16-0.59,8.96-1.27,14.76-2.19c1.25-0.2,2.49-0.34,3.73-0.34" stroke-dasharray="18.672" stroke-dashoffset="18.672"><animate attributeName="stroke-dashoffset" values="18.672" fill="freeze" begin="5439.click" /><animate attributeName="stroke-dashoffset" values="18.672;18.672;0" keyTimes="0;0.799;1" dur="0.929s" fill="freeze" begin="0s;5439.click" /></path><path d="M58.14,15.25c0.11,1.12,0,2.18-0.33,3.34C55.62,26.38,50.75,39.25,43.17,50" stroke-dasharray="38.184" stroke-dashoffset="38.184"><animate attributeName="stroke-dashoffset" values="38.184" fill="freeze" begin="5439.click" /><animate attributeName="stroke-dashoffset" values="38.184;38.184;0" keyTimes="0;0.709;1" dur="1.311s" fill="freeze" begin="0s;5439.click" /></path><path d="M55.52,34.74c0.95,0.36,3.24,0.38,4.69,0.11c5.91-1.1,20.04-3.52,23.39-3.79c6.89-0.56-0.48,7.44-4.64,11.44" stroke-dasharray="44.719" stroke-dashoffset="44.719"><animate attributeName="stroke-dashoffset" values="44.719" fill="freeze" begin="5439.click" /><animate attributeName="stroke-dashoffset" values="44.719;44.719;0" keyTimes="0;0.746;1" dur="1.758s" fill="freeze" begin="0s;5439.click" /></path><path d="M57.87,48.25c0.63,1.12,0.49,2.97,0.09,4.46C54.75,64.75,48.5,82.5,29.5,93" stroke-dasharray="55.386" stroke-dashoffset="55.386"><animate attributeName="stroke-dashoffset" values="55.386" fill="freeze" begin="5439.click" /><animate attributeName="stroke-dashoffset" values="55.386;55.386;0" keyTimes="0;0.76;1" dur="2.312s" fill="freeze" begin="0s;5439.click" /></path><path d="M57.23,59C63.62,65.69,74,78,83.42,87.07c2.73,2.63,6.08,4.93,9.33,6.43" stroke-dasharray="49.78" stroke-dashoffset="49.78"><animate attributeName="stroke-dashoffset" values="49.78" fill="freeze" begin="5439.click" /><animate attributeName="stroke-dashoffset" values="49.78;49.78;0" keyTimes="0;0.823;1" dur="2.81s" fill="freeze" begin="0s;5439.click" /></path></g></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow pedals turning on the bike. | <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="#f8ecaf" d="M0 0h3Q1 3 5 5l2 3-1 1h3Q6 7 9 7l4-1 7 3q-4 6 0 13l15 5-3 2-5-3-2 11q-3-1 0-3-3-2-4 1-3-3-3 2-1-3-1 0l4 2q2 9-7 9l-2 4-4-2 4 5 2 14-11-1q-2 0-1 2H0z"/><path fill="#f9ecae" d="M3 0h80q0 2 2 2-9 1 0 3-3 2 0 3 1 11-1 21l-2 5q-3-2-3 1-3-4-7-4l-4-10q-3 1-4-1 0-2 3-2h-4q-2-2 0-5h-4l-2 3 3 2q-7 0-3 6-6 6-12 2-2 6 1 12l-9 1q-2-5-5-2v9l3 3-1 1 3 2q-12 0-11 12-6 0-4 6l-12 2-8-2q-1-2 1-2l11 1-2-14-4-5 4 2 2-4q9 0 7-9l-4-2q0-3 1 0 0-5 3-2 1-3 4-1-3 2 0 3l2-11 5 3 3-2-15-5q-4-7 0-13l-7-3-4 1Q6 7 9 9H6l1-1-2-3Q1 3 3 0"/><path fill="#f8ebaa" d="M83 0h13v94q-4-4-9 0l-14-1 3-2-4-7q-3-2-5-1v-1q11-5 9-16-3-10-14-10l2-2-1-1-4-4 1 2-3 1q-1 2 1 3l1 3q-3 1-4 4v8q-2-4-1-7-3 0-4 2v-3l3-4 4-13h3v-3q-12-2-22 1 5 3 9 0 9-1 5 8-10 12-9-3l-3 6q-1-3-3-2l-3-2 1-1-3-3v-9q3-3 5 2l9-1q-3-6-1-12 6 4 12-2-4-6 3-6l-3-2 2-3h4q-2 3 0 5h4q-3 0-3 2 1 2 4 1l4 10q4 0 7 4 0-3 3-1l2-5q2-10 1-21-3-1 0-3-9-2 0-3-2 0-2-2"/><path fill="#555044" d="m63 43 6 2-9 2-1-1z"/><path fill="#766045" d="M63 53q-4-1-5 2-2-1-1-3l3-1-1-2z"/><path fill="#f0da40" d="M50 62q0-4 3-6l-1-1q-4 2-7 6v3l-3 2q-3-2-5-1v-2l-2-4-2 1v-5q4 6 7-1l3-6q-1 15 9 3 4-9-5-8-4 3-9 0 10-3 22-1v3h-3l-4 13z"/><path fill="#544e3d" d="M37 52q2-1 3 2-12-3-12 10h-2q-1-12 11-12"/><path fill="#f0e246" d="m63 53-2 2h-1q-2 0-1 3h-1v-1l-1-3q1-3 5-2"/><path fill="#e8dc84" d="M40 54q-3 7-7 1v5l2-1 2 4q-3-3-4 1h-5q0-13 12-10"/><path fill="#7c673f" d="m41 56 2 1q-4 2-2-1"/><path fill="#ebe49e" d="M50 62q-3-2-5-1 3-4 7-6l1 1q-3 2-3 6"/><path fill="#47443d" d="M37 63v2h-2l-2-1q1-4 4-1"/><path fill="#3b3832" d="M59 58q-3 6-2 13l-1 1q-2-1-1-3v-8q1-3 4-4"/><path fill="#eadc88" d="M61 56q7 1 12 8 1 7-2 14l-3-6q1-4-2-3 0-2 3-2-3-3-4 0l-5-8q-1-3 1-3"/><path fill="#847f5a" d="m45 67-8 5-1-1q9-5-1-5v-1h2q2-1 5 1l3-2q3-3 2 2-3-3-2 1"/><path fill="#f6eea5" d="m59 59 2 8-5 5q-1-7 2-13"/><path fill="#3f3b32" d="M45 61q2-1 5 1v3l-2 2h-3q-1-4 2-1 1-5-2-2z"/><path fill="#746f51" d="m66 69-1-2q1-3 4 0-3 0-3 2"/><path fill="#fae63a" d="M26 64h7l2 1v1l-1 6h-9q-3-1 0-4-3 0-3 2-2-6 4-6"/><path fill="#faec93" d="M55 70q-1 2 1 3 4 3 7 10l-50-7-3-4 12-2q0-2 3-2-3 3 0 4l4 2 5-2 1-6q10 0 1 5l1 1 8-5h3l2-2q1-2 4-2-1 3 1 7"/><path fill="#62543d" d="M30 68q2 0 1 2z"/><path fill="#aa9953" d="M25 72h9l-5 2z"/><path fill="#dcc564" d="m60 59 5 8 1 2q3-1 2 3l3 6-5 3 1 1v1h-4q-3-7-7-10l1-1 5-5z"/><path fill="#41423c" d="M61 56q11 0 14 10 2 11-9 16l-1-1 5-3q3-7 2-14-5-7-12-8"/><path fill="#faedab" d="M0 70h2l8 2 3 4 50 7h4q2-1 5 1l4 7-3 2 14 1q5-4 9 0v2H0z"/></svg> | |
{
"bytes": "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",
"path": "e91b71a6da515c6b17a351af4cb4dd2e428efbc682e32aa1849afe5588eb5e39.png"
} | Generate code for a svg of a a close up of a blue and white logo on a white background | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 48 48"><defs><clipPath><path transform="matrix(15.33333 0 0 11.5 415-125.5)" d="m-24 13c0 1.105-.672 2-1.5 2-.828 0-1.5-.895-1.5-2 0-1.105.672-2 1.5-2 .828 0 1.5.895 1.5 2" fill="#1890d0"/></clipPath><linearGradient id="2" x1="-26.303" y1="29.398" x2="-23.612" y2="16.456" gradientUnits="userSpaceOnUse"><stop stop-color="#1b92f4"/><stop stop-color="#20b9fa" offset="1"/></linearGradient><linearGradient id="1" x1="-31.916" y1="25.328" x2="-26.13" y2=".304" gradientUnits="userSpaceOnUse"><stop stop-color="#222d65"/><stop offset="1" stop-color="#3b4eaf"/></linearGradient><linearGradient gradientTransform="matrix(1.77384 0 0 1.71427 42.46 39.38)" gradientUnits="userSpaceOnUse" y2="-22.851" x2="-11.233" y1="4.675" x1="-10.767" id="0"><stop stop-color="#e1e1e1"/><stop stop-color="#f4f4ff" offset="1"/></linearGradient></defs><rect height="48" width="48" rx="3.085" fill="url(#0)" stroke-width="1"/><g transform="matrix(1.06038 0 0 1.06038 50.993 8.483)"><path d="m-30.978 28.7l.523-3.322-1.165-.027h-5.563l3.866-24.513c.012-.074.051-.143.108-.192.057-.049.13-.076.206-.076h9.38c3.114 0 5.263.648 6.385 1.927.526.6.861 1.227 1.023 1.917.17.724.173 1.589.007 2.644l-.012.077v.676l.526.298c.443.235.795.504 1.065.812.45.513.741 1.165.864 1.938.127.795.085 1.741-.123 2.812-.24 1.232-.628 2.305-1.152 3.183-.482.809-1.096 1.48-1.825 2-.696.494-1.523.869-2.458 1.109-.906.236-1.939.355-3.072.355h-.73c-.522 0-1.029.188-1.427.525-.399.344-.663.814-.744 1.328l-.055.299-.924 5.855-.042.215c-.011.068-.03.102-.058.125-.025.021-.061.035-.096.035h-4.507" fill="#253b80"/><path d="m-15.196 7.213c-.028.179-.06.362-.096.55-1.237 6.351-5.469 8.545-10.874 8.545h-2.752c-.661 0-1.218.48-1.321 1.132l-1.409 8.936-.399 2.533c-.067.428.263.814.695.814h4.881c.578 0 1.069-.42 1.16-.99l.048-.248.919-5.832.059-.32c.09-.572.582-.992 1.16-.992h.73c4.729 0 8.431-1.92 9.513-7.476.452-2.321.218-4.259-.978-5.622-.362-.411-.811-.752-1.336-1.03" fill="url(#2)"/><path d="m-33-.455c-.66 0-1.222.48-1.324 1.133l-3.908 24.766c-.077.49.301.932.795.932h5.791l1.41-8.936c.103-.652.659-1.131 1.32-1.131h2.752c5.405 0 9.636-2.197 10.873-8.547.037-.188.07-.37.098-.549.368-2.347-.002-3.946-1.271-5.393-1.399-1.593-3.923-2.275-7.154-2.275h-9.381" fill="url(#1)"/></g></svg> | |
{
"bytes": "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",
"path": null
} | Generate code for a svg of a black and white vector illustration of a location pin icon, depicted as a map marker with a circular top. | <?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 0 454.068 454.068" style="enable-background:new 0 0 454.068 454.068;" xml:space="preserve">
<g>
<g>
<g>
<path d="M227.034,0C132.335,0,55.291,77.043,55.291,171.742c0,35.392,8.703,72.223,25.868,109.47
c13.517,29.33,32.299,59.006,55.823,88.201c39.825,49.427,79.194,80.216,80.851,81.502c2.707,2.103,5.954,3.153,9.201,3.153
s6.494-1.051,9.201-3.153c1.656-1.286,41.025-32.075,80.851-81.502c23.524-29.195,42.307-58.871,55.823-88.201
c17.165-37.247,25.868-74.078,25.868-109.47C398.777,77.043,321.733,0,227.034,0z M294.146,350.069
c-26.567,33.063-53.452,57.736-67.111,69.501c-13.659-11.765-40.544-36.438-67.111-69.501
c-34.047-42.372-74.632-107.704-74.632-178.327C85.291,93.585,148.877,30,227.034,30s141.743,63.585,141.743,141.742
C368.777,242.365,328.192,307.697,294.146,350.069z"/>
<path d="M227.034,85.178c-44.854,0-81.346,36.492-81.346,81.347c0,44.855,36.491,81.346,81.346,81.346
c44.855,0,81.347-36.491,81.347-81.346C308.381,121.67,271.889,85.178,227.034,85.178z M227.034,217.87
c-28.313,0-51.346-23.033-51.346-51.346s23.033-51.347,51.346-51.347s51.347,23.034,51.347,51.347S255.347,217.87,227.034,217.87
z"/>
</g>
</g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "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",
"path": "emoji_u1f57a.png"
} | Generate code for a svg of a man dancing | <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:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="hand_1_" d="M45.69,70.69c-0.22,0.15-0.38,0.3-0.64,0.22c0.02,0.48,0.03,1.04-0.35,1.43 c-0.38,0.38-1.02,0.49-1.5,0.25c0.19,0.65-0.15,1.42-0.76,1.72c-0.61,0.3-1.42,0.1-1.82-0.45c0.29,1.61-2.38,1.8-3.3,1.22 c-0.73-0.46-1.17-1.33-1.1-2.19c0-0.04,0.01-0.08-0.01-0.12c-0.02-0.03-0.06-0.05-0.09-0.07c-0.68-0.29-1.47-0.46-2.04-0.95 c-2-1.71-0.53-5.78-0.53-5.78c1.8,0.04,3.6,0.09,5.4,0.13c1.22,0.03,2.43,0.06,3.65,0.09c1.44,0.04,2.19,0.24,3,1.59 c0.35,0.58,0.71,1.2,0.67,1.88C46.25,70.06,46.01,70.47,45.69,70.69z" style="fill:url(#hand_3_);"/>
<path id="tone_3_" d="M45.37,69.63c0.52,1.19-0.29,1.76-0.29,1.76c-0.04-0.57-0.28-1.28-0.65-1.7 c-0.45-0.64-0.97-0.68-1.53-0.81C42.9,68.88,44.67,68.05,45.37,69.63z" style="fill:#EDA600;"/>
<path id="tone_2_" d="M43.21,70.77c0.42,0.27,0.72,0.78,0.79,1.28c0.06,1.6-1.39,2.16-1.39,2.16 c0.33-0.6,0.51-1.35,0.4-2.02c-0.03-0.34-0.18-0.65-0.4-0.91c-0.21-0.27-0.51-0.45-0.81-0.63C41.8,70.66,42.54,70.35,43.21,70.77z" style="fill:#EDA600;"/>
<path id="tone_1_" d="M40.89,72.24c0.28,0.41,0.32,0.87,0.29,1.27c-0.25,1.45-1.5,1.71-1.5,1.71 c0.27-0.56,0.45-1.2,0.5-1.82c0.11-0.6-0.05-1.27-0.58-1.62C39.62,71.78,40.28,71.42,40.89,72.24z" style="fill:#EDA600;"/>
<path id="tone" d="M37.55,71.89c0.29,0.01,0.59,0.12,0.77,0.34c0.18,0.23,0.21,0.58,0.03,0.8 c-0.13,0.16-0.36,0.24-0.56,0.18c-0.3-0.07-0.4-0.44-0.4-0.44c-0.1,0.01-0.35,0.14-0.96,0.11c-0.74-0.03-1.57-0.67-1.57-0.67 c0.04-0.02,0.91,0.2,1.69-0.13C36.83,71.98,37.25,71.89,37.55,71.89z" style="fill:#EDA600;"/>
</g>
<g>
<path d="M87.43,123.61c3.18,0,4.56-0.01,4.56-0.01c0.45,0,0.83-0.36,0.84-0.81l0.04-1.19 c0-3.28-2.38-2.93-3.7-3.17c-1.62-0.3-2.65-1.47-3.19-2.3c-0.28-0.42-9.78-3.48-9.78-3.48c-2.13,4.4-2.38,6.77-2.34,8.41 l0.06,1.75c0.01,0.45,0.39,0.81,0.84,0.81l3.38-0.01c0.47,0,0.84-0.38,0.84-0.84l0,0c0-0.25,0.08-0.48,0.24-0.66 c0.23-0.25,0.88-0.4,1.44-0.26C84.09,122.72,83.41,123.61,87.43,123.61z" style="fill:#455A64;"/>
<path d="M42.55,123.61c3.18,0,4.56-0.01,4.56-0.01c0.45,0,0.83-0.36,0.84-0.81l0.04-1.19 c0-3.28-2.38-2.93-3.7-3.17c-1.62-0.3-2.65-1.47-3.19-2.3c-0.28-0.42-9.78-3.48-9.78-3.48c-2.13,4.4-2.38,6.77-2.34,8.41 l0.06,1.75c0.01,0.45,0.39,0.81,0.84,0.81l3.38-0.01c0.47,0,0.84-0.38,0.84-0.84l0,0c0-0.25,0.08-0.48,0.24-0.66 c0.23-0.25,0.88-0.4,1.44-0.26C39.22,122.72,38.54,123.61,42.55,123.61z" style="fill:#455A64;"/>
<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;"/>
<path d="M70.16,37.11c14.66,8.18,16.22,27.11,16.22,27.11s-8.13,5.41-15.13,5.41s-5.03-20.15-5.03-20.15 S52.21,27.1,70.16,37.11z" style="fill:#AEEAF5;"/>
<path d="M68.35,38.28c14.39,7.93,16.48,26.9,16.48,26.9s-6.57,4.45-13.57,4.45s-5.03-20.15-5.03-20.15 S50.35,28.35,68.35,38.28z" style="fill:#74CCF2;"/>
<path d="M50.51,69.63c-2,7-4.37,16.95-6.69,20.77c-4.44,7.34-17.03,20.63-17.03,20.63 c5.4,7.72,17.53,7.39,17.53,7.39s4.61-15.98,16.93-30.45c3.67-4.31,5.34-4.75,6.47-3.91c2.53,1.89,10.56,10.76,10.56,10.76 c-1.53,4.59-8.89,20.12-8.89,20.12c7.91,5.86,19.01,3.34,19.01,3.34s0.69-7.81,1.77-20.37c0.46-5.33,0.56-8.54-2.26-12.11 c-1.71-2.17-7.63-9.04-10.07-13.29c-1.44-2.51-1.93-6.62-1.93-9.39c0,0-2.14,0.29-2.82,0.29H53.4 C52.28,63.44,53.25,60.05,50.51,69.63z" style="fill:#C2EDF5;"/>
<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"/>
<stop offset="1" style="stop-color:#00BFA5"/>
</linearGradient>
<path d="M65.25,65.18c1.04-21.14-6.2-23.71-9.4-21.14c-1.3,1.05-4.65,5.18-4.65,5.18 s-0.45-11.3,0.75-13.26c1.2-1.97,4.74-2.27,6.86-2.61c2.03-0.33,3.66,0.35,5.7,0.8c9.68,2.15,10.33,5.41,10.33,5.41 s-4.74-1.49-4.86,0.42c-0.07,1.09,2.08,2.88,3.67,7.19s2.27,7.5,2.27,17.16L65.25,65.18z" style="fill:url(#SVGID_1_);"/>
</g>
<path d="M28.97,62.85l4.15,5.74l7.02-2.45l-0.16-6.79C32.83,57.98,28.97,62.85,28.97,62.85z" style="fill:#00BFA5;"/>
<path d="M64.34,50.88c-0.76-1.51-1.58-2.96-2.48-4.27c-0.91-1.27-2.05-2.45-3.24-2.57 c-0.3-0.01-0.59-0.02-0.9,0.06c-0.28,0.06-0.58,0.21-0.89,0.4c-0.64,0.36-1.25,0.89-1.88,1.39c-0.63,0.51-1.24,1.07-1.83,1.65 c-0.64,0.54-1.22,1.14-1.88,1.69l-0.08-0.06c0.99-1.35,2.05-2.66,3.23-3.85c0.59-0.59,1.22-1.16,1.92-1.63 c0.69-0.48,1.57-0.76,2.43-0.65c0.86,0.11,1.63,0.58,2.24,1.16c0.62,0.58,1.11,1.28,1.54,2c0.85,1.45,1.46,3.03,1.92,4.64 L64.34,50.88z" style="fill:#009688;"/>
</g>
<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:#E59600;"/>
<g>
<path id="ears" d="M68.5,21.62l-2.57-0.13L52,20.82l-2.57-0.13c-2.06-0.1-3.82,1.6-3.92,3.77 c-0.1,2.17,1.5,4.03,3.55,4.13l2.57,0.13l13.92,0.68l2.57,0.13c2.06,0.1,3.82-1.6,3.92-3.77C72.15,23.58,70.55,21.72,68.5,21.62z" style="fill:#E59600;"/>
<path id="head" d="M59.76,7.06L59.76,7.06L59.76,7.06c-6.07-0.3-11.99,5.87-12.42,15.14 c-0.43,9.22,5.15,14.06,11.06,14.35c5.9,0.29,11.9-3.99,12.33-13.21C71.15,14.07,65.83,7.36,59.76,7.06z" style="fill:#FFCA28;"/>
<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:#6D4C41;"/>
<path d="M66.86,22.37c0,0-0.53-0.45-1.86-0.55c-1.1-0.08-1.89,0.43-1.89,0.43l-0.1,0.03 c-0.29,0.09-0.6-0.08-0.68-0.37c-0.05-0.18-0.05-0.31,0.1-0.49c0.24-0.31,1.12-1.12,2.52-1.12c1.69,0,2.39,0.83,2.76,1.36 c0.18,0.26,0.09,0.65-0.18,0.77C67.34,22.52,67.06,22.53,66.86,22.37z" style="fill:#6D4C41;"/>
</g>
<g id="eyes">
<ellipse cx="53.45" cy="24.12" rx="1.77" ry="1.72" style="fill:#404040;" transform="matrix(4.828051e-03 -1 1 4.828051e-03 29.0725 77.4484)"/>
<ellipse cx="64.91" cy="24.68" rx="1.77" ry="1.72" style="fill:#404040;" transform="matrix(4.828051e-03 -1 1 4.828051e-03 39.9267 89.4703)"/>
</g>
<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:#795548;"/>
<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:#E59600;"/>
</g>
<g id="hairgroup">
<radialGradient id="hairHighlights_2_" cx="-29.6142" cy="174.9188" gradientTransform="matrix(0.9856 0.169 -0.169 0.9856 119.0992 -153.462)" gradientUnits="userSpaceOnUse" r="7.4668">
<stop offset="0" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights_19_" d="M70.88,4.23c-0.08-0.02-0.17-0.06-0.26-0.08 c-0.3-0.05-0.71-0.05-0.86,0.24C68.9,6.15,66,6.73,62.99,6.34c-1.01-0.13-4.73,1.77-5.59,2.46c-1.02,0.82,7.27,5.18,7.27,5.18 c3.06,0.43,5.09,4.65,6.67,2.73C75.94,11.14,72.71,5.25,70.88,4.23z" style="fill:url(#hairHighlights_2_);"/>
<path id="hair_35_" d="M59.65,5.87L59.65,5.87C59.65,5.87,59.64,5.87,59.65,5.87c-0.01,0-0.01,0-0.01,0l0,0 c-15.19-0.47-13.08,16.9-13.08,16.9s0.62,1.81,0.9,2.61c0.04,0.12,0.21,0.11,0.24-0.01c0.38-1.44,2.11-6.45,2.76-7.99 c0.38-0.91,1.35-1.41,2.32-1.2c1.48,0.32,3.84,0.74,6.45,0.84c0.01,0,0.02,0,0.03,0c0.01,0,0.02,0,0.03,0 c2.61,0.09,5-0.15,6.49-0.37c0.97-0.14,1.91,0.43,2.22,1.36c0.53,1.58,1.92,6.83,2.2,8.32c0.02,0.12,0.19,0.14,0.24,0.03l0.67-2.63 C71.09,23.73,74.83,6.5,59.65,5.87z" style="fill:#543930;"/>
<g id="hairHighlights">
<radialGradient id="hairHighlights_3_" cx="58.8496" cy="19.4066" gradientTransform="matrix(1 0 0 1.0146 0 -0.2839)" gradientUnits="userSpaceOnUse" r="13.3996">
<stop offset="0.6458" style="stop-color:#6D4C41;stop-opacity:0"/>
<stop offset="1" style="stop-color:#6D4C41"/>
</radialGradient>
<path id="hairHighlights_1_" d="M59.65,5.87L59.65,5.87C59.65,5.87,59.64,5.87,59.65,5.87 c-0.01,0-0.01,0-0.01,0l0,0c-15.19-0.47-13.08,16.9-13.08,16.9s0.62,1.81,0.9,2.61c0.04,0.12,0.21,0.11,0.24-0.01 c0.38-1.44,2.11-6.45,2.76-7.99c0.38-0.91,1.35-1.41,2.32-1.2c1.48,0.32,3.84,0.74,6.45,0.84c0.01,0,0.02,0,0.03,0 c0.01,0,0.02,0,0.03,0c2.61,0.09,5-0.15,6.49-0.37c0.97-0.14,1.91,0.43,2.22,1.36c0.53,1.58,1.92,6.83,2.2,8.32 c0.02,0.12,0.19,0.14,0.24,0.03l0.67-2.63C71.09,23.73,74.83,6.5,59.65,5.87z" style="fill:url(#hairHighlights_3_);"/>
</g>
</g>
<g id="hand_2_">
<linearGradient id="finger_1_" gradientUnits="userSpaceOnUse" x1="85.6903" x2="88.4085" y1="7.2185" y2="7.2185">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<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">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<path id="finger_55_" d="M83.27,12.16l-0.2-0.37c-0.28-2.65-0.06-6.6,0.28-9.73 c0.16-1.48,0.83-1.69,1.22-1.69c0.52,0,1.16,0.31,1.21,1.74c0.04,1.04,0.03,2.05,0.01,3.03c-0.02,1.18-0.04,2.3,0.07,3.18 l-0.19,0.03l-2.24,3.55c0.01,0.08,0.02,0.16,0.02,0.24L83.27,12.16L83.27,12.16L83.27,12.16z" style="fill:url(#finger_2_);"/>
<linearGradient id="hand_4_" gradientUnits="userSpaceOnUse" x1="83.067" x2="93.2077" y1="11.2875" y2="11.2875">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<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">
<stop offset="0" style="stop-color:#FFB300"/>
<stop offset="0.3111" style="stop-color:#FFB707;stop-opacity:0.6889"/>
<stop offset="0.7743" style="stop-color:#FFC31C;stop-opacity:0.2257"/>
<stop offset="1" style="stop-color:#FFCA28;stop-opacity:0"/>
</linearGradient>
<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:#EDA600;"/>
<linearGradient id="finger_3_" gradientTransform="matrix(0.7431 -0.6692 0.6692 0.7431 -164.0521 822.5821)" gradientUnits="userSpaceOnUse" x1="725.1057" x2="732.5267" y1="-434.5345" y2="-434.5345">
<stop offset="0.5" style="stop-color:#FFCA28"/>
<stop offset="1" style="stop-color:#FFB300"/>
</linearGradient>
<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_);"/>
<path id="tone_4_" d="M87.94,7.83c-0.35-0.08-0.72-0.13-1.11-0.14c-0.39-0.01-0.77,0.01-1.12,0.07 c-0.46,0.08-0.8,0.19-1.1,0.36c-0.64,0.36-0.92,0.98-1.16,1.65c-0.13,0.35-0.23,0.72-0.3,1.09c-0.03,0.18-0.06,0.36-0.08,0.54 c-0.01,0.1,0.02,0.43-0.03,0.5c0.62-0.8,0.81-1.86,1.42-2.66c0.13-0.17,0.28-0.32,0.45-0.45c0.81-0.59,1.95-0.58,2.89-0.37 c0.39,0.09,0.66,0.2,0.85,0.35c0.09,0.07,0.15,0.16,0.15,0.23c0,0.02,0,0.04-0.01,0.09c0,0.04-0.01,0.08-0.01,0.11 c-0.01,0.08-0.03,0.15-0.05,0.22c-0.07,0.23-0.25,0.6-0.48,0.72c-0.24,0.13-0.57,0.06-0.81,0.01c-0.21-0.04-0.43-0.09-0.64-0.13 c-0.16-0.03-0.34-0.06-0.46,0.04c-0.05,0.04-0.09,0.1-0.12,0.16c-0.13,0.26-0.23,0.54-0.28,0.82c-0.05,0.25,0.03,0.39,0.18,0.6 c0.2,0.28,0.48,0.49,0.75,0.72c0.46,0.39,0.91,0.85,1.08,1.43c0.07,0.22,0.09,0.45,0.16,0.66c0.03,0.08,0.07,0.16,0.15,0.19 c0.11,0.03,0.21-0.08,0.24-0.19c0.15-0.62-0.15-1.26-0.5-1.76c-0.42-0.59-0.91-1.08-1.55-1.43c0.15-0.2,0.25-0.43,0.3-0.67 c-0.02,0.09,0.82,0.1,0.9,0.1c0.54,0.02,1.03-0.08,1.42-0.5c0.12-0.13,0.22-0.28,0.28-0.44c0.1-0.27,0.08-0.57,0.06-0.86 c-0.02-0.27-0.2-0.42-0.39-0.59C88.67,8.03,88.28,7.91,87.94,7.83z" style="fill:#EDA600;"/>
</g>
</svg> |
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.