reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
{
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} | Generate code for a svg of a red potatoes piled in a woven basket. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfaf2" d="M0 0h96v96H0z"/><path fill="#f26547" d="m55 41-6 1-2-2q-1-6 5-4z"/><path fill="#f06447" d="m47 40 2 2 6-1q3-1 5 2-3 3 2 6l-2 3-6 1q-3-4 2-7h-1q-5 3-8 9l-7-1q-1-1 1-3l-5-1-1 2q-4 0-4-3 1-4 7-4l-2-1q-1-5 3-5z"/><path fill="#ab5a4c" d="m36 44 2 1q-6 0-7 4-2-1-1-3 2-3 6-2"/><path fill="#f06945" d="M61 44q2-1 5 1v5l-1 1q-4-3-4-7"/><path fill="#a35f49" d="m66 45 3 4-3 1z"/><path fill="#623830" d="M43 47q4-1 1 2z"/><path fill="#9f423c" d="m40 54-5-2 1-2 5 1q-2 2-1 3"/><path fill="#aa4137" d="M60 43q0 4 4 7v1h-5l2-3q-5-3-2-6"/><path fill="#c1976a" d="M69 49q-1 8-5 14 0-3 2-5l-1-6v-1l1-1z"/><path fill="#ae4f35" d="m54 53-7 2q3-6 8-9h1q-5 3-2 7"/><path fill="#dea76e" d="M30 46q-1 2 1 3 0 3 4 3l5 2 7 1 7-2 6-1h5l1 6q-2 2-2 5l-7 4q-26 7-29-17-1-3 2-4"/><path fill="#b17b4f" d="M43 61h3v6z"/><path fill="#b6804f" d="M49 56h14v3l-7-2-2 4-2 1q0-3-4-4l-6 2v-3z"/></svg> | |
{
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"path": "b06668bb22ab51e1e604924332ecfc2aae5f970446761fdeecd118e4e79af85e.png"
} | Generate code for a svg of a a close up of a blue sign 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"
width="100%"
height="100%"
viewBox="0 0 35.0 36.0"
id="svg2"
version="1.1"
inkscape:version="0.91 r13725"
sodipodi:docname="autobahn_4x3_z16.svg">
<metadata
id="metadata9">
<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
<dc:title></dc:title>
</cc:Work>
</rdf:RDF>
</metadata>
<defs
id="defs7" />
<sodipodi:namedview
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="1090"
inkscape:window-height="737"
id="namedview5"
showgrid="false"
inkscape:zoom="6.5555556"
inkscape:cx="17.5"
inkscape:cy="18.076271"
inkscape:window-x="191"
inkscape:window-y="424"
inkscape:window-maximized="0"
inkscape:current-layer="svg2" />
<path
style="fill:#365eaf;fill-opacity:1;stroke:#0528a2;stroke-width:1;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1"
d="m 17.500001,0.4999981 c -0.243725,0 -0.365234,0.00357 -0.365234,0.012818 L 1.04913,2.4482408 C 0.683538,2.5410418 0.5,2.6813326 0.5,2.8669419 l 0,30.2661131 c 0,0.18561 0.183538,0.325896 0.54913,0.418701 l 16.085637,1.935424 c 0,0.0093 0.121511,0.01282 0.365234,0.01282 0.243728,0 0.365236,-0.0035 0.365236,-0.01282 l 16.085635,-1.935424 c 0.365593,-0.0928 0.46898,-0.24562 0.549129,-0.418701 0,-16.253566 0,-15.906183 0,-30.2661131 0,-0.1856093 -0.183536,-0.3258994 -0.549129,-0.4187011 L 17.865237,0.5128155 c 0,-0.00925 -0.121512,-0.012818 -0.365236,-0.012818 z"
id="path6"
inkscape:connector-curvature="0"
sodipodi:nodetypes="sccccccsccccccs" />
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the bright red of berries against a blanket of snow. | <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="#eb1e26" d="M0 0h90l3 4q-5 2-2 6h-3v3h-4v3q2-3 3 0l-4 2 1 3 5 1 1-2 4 6-5 1-1-2-1 6-1-1q-4 3-6-1 2-1 1-3l-1 1q0-4-3-5 2-8-2-14V2l-5 1 1 1q-3 4-2 7 4 3 1 6v4l-6-2q-3 2-3-1l-2 2-6-6q-4-5-6 1 5 9 5 19l8 4 4-4q13 6 4 17-10 1-15 10-13 5-27-1l-6-9-3-11q0-3 3-3-1-2-3 0l-1-5q-1-6 1-11l8-3q2 0 2 3 2-3 6-2v-4q1-3 2 0 0-4-2-5l-3 3q-3-3-7-3-7 6-14 5l1 2q-4 1-1 5-1 3-3 1l-1 3-5-11z"/><path fill="#ea2127" d="M90 0h6v65l-46 8H27L0 66V15l5 11 1-3q2 2 3-1-3-4 1-5l-1-2q7 1 14-5 4 0 7 3l3-3q2 1 2 5-1-3-2 0v4q-4-1-6 2 0-3-2-3l-8 3q-2 5-1 11l1 5q2-2 3 0-3 0-3 3l3 11 6 9q14 6 27 1 5-9 15-10 9-11-4-17l-4 4-8-4q0-10-5-19 2-6 6-1l6 6 2-2q0 3 3 1l6 2v-4q3-3-1-6-1-3 2-7l-1-1 5-1v6q4 6 2 14 3 1 3 5l1-1q1 2-1 3 2 4 6 1l1 1 1-6 1 2 5-1-4-6-1 2-5-1-1-3 4-2q-1-3-3 0v-3h4v-3h3q-3-4 2-6z"/><path fill="#f9f1f0" d="M96 65v31H0V66l27 7h23q8-3 17-1 1-2 4-2 1 11 2 0l1 5 2-6z"/><path fill="#ea4e43" d="M32 81q3 0 1 2z"/><path fill="#df1617" d="M80 75h3l-1 3q4 8-5 6-3-4 0-7 5 3 2-1z"/><path fill="#ea847b" d="M9 81h3q-1 5-3 0"/><path fill="#da342f" d="M69 78q2 0 1 3-2-1-1-3"/><path fill="#e0afb5" d="m76 69-2 6-1-5q-1 11-2 0 2-2 5-1"/><path fill="#e66e62" d="M64 73q2 0 1 3-2-1-1-3"/><path fill="#ca241d" d="M85 71h3v3h-3z"/><path fill="#e42e21" d="M81 69q4 0 1 3-2-1-1-3"/><path fill="#cb615d" d="M87 81q2 0 1 2z"/><path fill="#e0453e" d="M17 82q2 0 1 2z"/><path fill="#e22a23" d="M66 85q2-1 3 1-3 1-3-1"/></svg> | |
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} | Generate code for a svg of a a pink sunset over a calm ocean. | <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="#ee99c3" d="M0 0h67v2q5-3 6 2-5 2-1 5h-3q-3 3-9 5l-9-1q-3 1-3 4-4-2-7 1 5 0 2 3l-4 1q-1-5 3-7l-7-5v3h-4v3h2l2 10-2 4q2-1 5 1 2-3 5-3l1 1q-5 5-10 6 0 5-5 6 1 2-1 4l-9 2H0z"/><path fill="#ec97c2" d="M67 0h29v43q-3 1-2 4-6-1-10 1H58l-1-11q-6-10-15-4-2 1-2 4-3 3 0 7v4l-12-3q2-2 1-4 5-1 5-6 5-1 10-6l-1-1q-3 0-5 3-3-2-5-1l2-4-2-10h-2v-3h4v-3l7 5q-4 2-3 7l4-1q3-3-2-3 3-3 7-1 0-3 3-4l9 1q6-2 9-5h3q-4-3 1-5-1-5-6-2z"/><path fill="#feacd6" d="m57 37-1 2-4-2-12 3v-3q0-3 2-4 9-6 15 4"/><path fill="#fea1d3" d="M40 37v3l12-3 4 2 1-2 1 11-2-1 1-3H40q-3-4 0-7"/><path fill="#fc85cc" d="M40 44h17l-1 3 2 1-4 1q-6-1-11 1-1-3-3-2z"/><path fill="#c76ba7" d="M0 47h19l24 3H0z"/><path fill="#c066a5" d="M84 48q-3 0-4 3l-26-2 4-1z"/><path fill="#7d3f84" d="M96 43v17l-24-4 8-5q1-3 4-3 4-2 10-1-1-3 2-4"/><path fill="#e98aba" d="m54 49 26 2-8 5 24 4v2H0V50h43q5-2 11-1"/><path fill="#6d3a7e" d="m0 62 23 1-1 1q3 3 8 0l31-1 3 3 5 1h25l-5 6 4 3-33 2q-10 9-19 0L0 79z"/><path fill="#64387a" d="M1 62h95v34H0V79l4-2q18-2 38 1 9 9 19 0 1 5 4 0l29-2-4-3 5-6H70l-5-1-3-3-39 1 1-1z"/></svg> | |
I draw baseball players catching the ball as it nears the glove. | {
"bytes": "",
"path": null
} | Generate code for a svg of a baseball players catching the ball as it nears the glove. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#f4b069" d="M63 19q5 0 3 6-3 3-6-1z"/><path fill="#c6814f" d="m60 38-9-1-2-1-1-8q1-3 4-3l9 2 3 4z"/><path fill="#3a3440" d="M51 38v-1l9 1-2 4h-2q-3-2-4-1z"/><path fill="#a6a5a7" d="M56 42h2l-1 11-2 6-1-1q4-7 1-13l-2-2z"/><path fill="#e5dfde" d="m51 38 1 3q1-1 4 1l-3 1 2 2q3 6-1 13l1 1v2l-3-1h-9l-5 1q2-3 6-3l1 1q3-2 7-2l1-8z"/><path fill="#ba7c6e" d="m52 60 3 1-1 2z"/></svg> |
{
"bytes": 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"path": "8be896984eb3e441ad8da8a470897d9ffe48fedd2a39881a32102bbe522cbaf8.png"
} | Generate code for a svg of a a black and white image of a person with a heart | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 32 32" fill="currentColor"><defs/><title>user--favorite--alt--filled</title><path d="M26.4938,3a3.4735,3.4735,0,0,0-2.48,1.0393l-.5111.5228-.5161-.5228a3.4792,3.4792,0,0,0-4.96,0,3.59,3.59,0,0,0,0,5.0251l5.4766,5.5427,5.4716-5.5427a3.59,3.59,0,0,0,0-5.0251A3.4738,3.4738,0,0,0,26.4938,3Z" transform="translate(0 0)"/><path d="M16,30H14V25a3.0033,3.0033,0,0,0-3-3H7a3.0033,3.0033,0,0,0-3,3v5H2V25a5.0059,5.0059,0,0,1,5-5h4a5.0059,5.0059,0,0,1,5,5Z" transform="translate(0 0)"/><path d="M9,10a3,3,0,1,1-3,3,3,3,0,0,1,3-3M9,8a5,5,0,1,0,5,5A5,5,0,0,0,9,8Z" transform="translate(0 0)"/><rect id="_Transparent_Rectangle_" data-name="<Transparent Rectangle>" class="cls-1" width="32" height="32" style="fill:none"/></svg> | |
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"path": "emoji_u1f9cf_200d_2642.png"
} | Generate code for a svg of a deaf 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">
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<g id="neck">
<path d="M104.38,75.85v18.58c0,8.24,6.67,14.94,14.86,14.94c0,0,4.27-0.03,4.75-0.08V75.85H104.38z" style="fill:#E59600;"/>
</g>
<g id="ears">
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<linearGradient id="SVGID_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="68.6415" x2="32.502" y1="10.7944" y2="12.4688">
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<g id="hand_x5F_left_1_">
<linearGradient id="hand_x5F_fill_2_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="87.379" x2="46.0767" y1="60.9737" y2="14.6482">
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",
"path": "emoji_u1f468_200d_1f9af.png"
} | Generate code for a svg of a man with white cane | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="head">
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<path id="mouth_2_" d="M65.66,31.55c0.86,0.05,1.72-0.15,2.45-0.69c0.8-0.59,0.25-1.25-0.66-0.86 c-0.55,0.24-1.33,0.35-2.04,0.22L65.66,31.55z" style="fill:#795548;"/>
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",
"path": "emoji_u1f469_1f3ff_200d_1f91d_200d_1f468_1f3fc.png"
} | Generate code for a svg of a woman and man holding hands: dark skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g 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:#CCA47A"/>
<stop offset="0.4016" style="stop-color:#E0BB95"/>
</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:#CCA47A"/>
<stop offset="0.4007" style="stop-color:#E0BB95"/>
</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>
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"path": "3859c8bcb84e026686977c6ffd1435c66b91d092e37cd340f105e0e92b11572a.png"
} | Generate code for a svg of a a close up of a flag with a green arrow pointing up | <svg width="56" height="56" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><defs><rect id="a" x="0" y="0" width="56" height="40" rx="4"/></defs><g transform="translate(0 8)" fill="none" fill-rule="evenodd"><mask id="b" fill="#fff"><use xlink:href="#a"/></mask><use fill="#FFF" xlink:href="#a"/><path fill="#EC3938" mask="url(#b)" d="M0 26.667h56V40H0z"/><path fill="#51B422" mask="url(#b)" d="M0 0h56v13.333H0z"/><path d="M26.842 23.818c.256-.268.466-.79.468-1.153l.02-3.33a.66.66 0 00-.663-.668H26c-.368 0-.456-.21-.201-.465l1.738-1.738a.658.658 0 01.928 0l1.738 1.738c.257.257.17.465-.201.465h-.668a.672.672 0 00-.666.668v3.33c0 .369.21.88.47 1.139l-.274-.274c.26.26.164.47-.203.47h-1.32c-.372 0-.47-.21-.208-.484l-.29.302z" fill="#159940" mask="url(#b)"/><path fill="#258DE7" mask="url(#b)" d="M0 0l18.667 20L0 40z"/></g></svg> | |
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"path": "emoji_u1f476.png"
} | Generate code for a svg of a baby | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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} | Generate code for a svg of a a soft kiss shared at the end of a date. | <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="#f4eee1" d="M0 0h96v96H0z"/><path fill="#ebc6a0" d="M39 28h3v8l-15-1z"/><path fill="#eea495" d="M48 40q11 0 8 11-7 6-12-2-1-6 4-9"/><path fill="#faf9f3" d="M53 59q6 3 2 9-9 2-6-6 1-3 4-3"/><path fill="#c0bfb8" d="M77 67q5 2 4 8-1-6-5-6z"/></svg> | |
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} | Generate code for a svg of a a wooden bridge crossing a quiet stream. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafbfc" d="M0 0h96v96H66l12-22 4-6 5-10 3-7q-6-3-10-1-9 4-18 2 0-2-2-2l-3-2h-4l-7 3 1 1-10 1-1-3-4 4-4 1q-15-3-28 0z"/><path fill="#cec5b6" d="m60 50-2 3q-1-2-3-2-5 2-7 6l-4 3q-2-2-5-2l-5 1 1-6q1 5 2 0l10-1-1-1 7-3h4z"/><path fill="#837c73" d="M37 53q-1 5-2 0l-1 6-6 3 5-5q1-3-1-3l4-4z"/><path fill="#e7e2ca" d="M87 58q-10-4-18 4-3-5-6-5-2-3-1-5 9 2 18-2 4-2 10 1z"/><path fill="#323e44" d="m58 53 3 2q-3 2-2 6H49q-3-1-5 1v-2l4-3q2-4 7-6 2 0 3 2"/><path fill="#525c62" d="M60 50q2 0 2 2-1 2 1 5-3 2 0 6l-2 2q-3-4-7-3-4 0-6 3-1-3 1-4h10q-1-4 2-6l-3-2z"/><path fill="#99988c" d="M63 57q3 0 6 5-4-2-6-5"/><path fill="#efebd6" d="m28 55-2 3-7 4q-9 1-15-5H0v-2q13-3 28 0"/><path fill="#637175" d="m87 58-5 10-13-2v-4q8-8 18-4"/><path fill="#cfbea5" d="M44 60v2l-7 7-10-2-1-1-1-1 3-3 11-4q3 0 5 2"/><path fill="#e4e0cd" d="M63 57q2 3 6 5v2l-6-1q-3-4 0-6"/><path fill="#5f6463" d="m28 62-3 3q0-3 3-3"/><path fill="#c3c8bc" d="M32 54q2 0 1 3l-5 5q-3 0-3 3l1 1Q14 74 0 76V57h4q6 6 15 5 0 10 1 1l6-5 2-3z"/><path fill="#7e817a" d="m26 58-6 5q-1 9-1-1z"/><path fill="#444e53" d="M44 62v2q-5 4-7 10H27v-7l10 2z"/><path fill="#879da5" d="m69 66 13 2-4 6q-4 0-6-3 3-3-2-2z"/><path fill="#606e73" d="m44 64-6 14-17 17H0V76q14-2 26-10l1 1v7h10q2-6 7-10"/><path fill="#bcd7de" d="M49 61q-2 1-1 4 2-3 6-3 4-1 7 3l2-2 6 1v2l1 3q1 3-2 5h-9l-1-1q-5-3-8 1-3-4-6-1V62q2-2 5-1"/><path fill="#667d89" d="M53 67q1-1 4 1h-5z"/><path fill="#a7c5d0" d="M44 65v8q3-3 6 1v1q3 3 8 1l1-2h9q3-2 2-5 5-1 2 2 2 3 6 3L66 96H38l2-9q1-3 4-3 1-9-5-4l-1-1z"/><path fill="#95968e" d="m58 73-8 2v-1q3-4 8-1"/><path fill="#4e5d65" d="m58 73-1 2q-5 2-8-1z"/><path fill="#7795a3" d="M38 96H21l17-17 1 1q6-5 5 4-3 0-4 3z"/></svg> | |
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} | Generate code for a svg of a a toy dinosaur laying on the grass. | <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="#fafafa" d="M0 0h96v55q-4-2-4-5l-3-1 1-1q-5-2-8 1l-1-2q-2 3-5 2-2 2-2 6h-2l-1-3-3 1q-2-4-2 0l-1 1-4-2-1 2q-2-1-2 1l-8-2-1-3h-6q-4 0-6 2l-3-2q0 3-2 1l-1-16q-2-6-7-4l-1-2q-7 2-10 6l1 4 1-3v7q-1-3-2 0 1 3-1 5l-7 2-2 6 1 1 3 4 1 3-3-2-1 11q-2-3-2 0l4 2 5 6v7l-7-9 4 8 2 6 1 3H0z"/><path fill="#759d89" d="M24 31q5-2 7 4l-9-2z"/><path fill="#71af8d" d="m22 33 9 2 1 16-2-14-13 2q-1-6 5-6"/><path fill="#7f9182" d="m30 37-5 3-1-1-3 2-4-2z"/><path fill="#7b6260" d="m25 40-3 4q-4-1-1-3l3-2z"/><path fill="#f4f5f0" d="m24 31-2 2q-6 0-5 6l4 2q-3 2 1 3l5-1-1 7-1 3-2 3q-1-2-3-1l-1-3-2 5q-2-1-1-3-3-3-6-1l-4-3-1 2 1 1v6q0-3-2-3v1l-1-1 2-6 7-2q2-2 1-5 1-3 2 0v-7l-1 3-1-4q3-4 10-6z"/><path fill="#8cc08a" d="m30 37 2 14q2 3-3 5l-3-6 1-7-5 1 3-4z"/><path fill="#e2ecd2" d="M16 54h-3v3q-5-6-1 0l-4-1q0-3-2-3l-1-1 1-2 4 3q3-2 6 1"/><path fill="#c6e3a8" d="M65 54h-3q-2 3-2 0l1-2z"/><path fill="#deebca" d="M72 55h-3q-3 0-3-2 0-4 2 0l3-1z"/><path fill="#80be95" d="m58 55 1 2h-6l-3-2-7 7q-3 0-2 3l-4-2-3-4-2 3q-3 0-3-2v-4q5-2 3-5 2 2 2-1l3 2q2-2 6-2h6l1 3z"/><path fill="#d7ad76" d="m26 50 3 10h-1q-1-2-3-1v-6z"/><path fill="#97cd75" d="M66 53q0 2 3 2l-2 1-8 1-1-2q0-2 2-1 0 3 2 0h3z"/><path fill="#f5f7f3" d="M96 55v41H82l4-13-3 3q0-3-2-2l4-12 4-5q-2-3 1-4l-1-1-3 3 1-3 2-6q-1-3-3 0l-4-3-1 1q-3 3-3-1l-3 4-1-2q0-4 2-6 3 1 5-2l1 2q3-3 8-1l-1 1 3 1q0 3 4 5"/><path fill="#c7dfaa" d="M6 53q2 0 2 3l-1 5-3-4v-1q2 0 2 3z"/><path fill="#91c0ab" d="M69 55v3l-8 2-3-1-4-1-2-1h6l8-1z"/><path fill="#779c74" d="M25 53v6q2-1 3 1h-4l-1-4z"/><path fill="#8fc179" d="M81 54v4q-3 1-4 5l-3 11q-3 3-3 9l1 2q-2 5-2 11h-2V80q-2 0-2 3V71q0-5 4-7-1-2-3 1l-1-2 1-3h4l4-3 3-4q0 4 3 1"/><path fill="#69a39e" d="M23 60h4l-3 3q-5-1-2-3"/><path fill="#75a76d" d="M70 55h4l1 2-4 3h-4l-1 3q-2-4-5 0l-1-2-1 5-2-2-2 1v-2q0-3 3 0l1-4 3 1 8-2z"/><path fill="#3b544e" d="M28 60q0 2 3 2l-1 2h-2q-3-2-4-1z"/><path fill="#538c60" d="m37 63-6 1 1-2 2-3z"/><path fill="#5c8b8f" d="m53 57 2 1q0 2-2 1-5 3-10 3l7-7z"/><path fill="#669878" d="m55 58 4 1-1 4q-3-3-3 0-3 2-3-1l-3 5-1-2-1-1-3 2q-1-3-3 0v-1q-1-3 2-3 5 0 10-3 2 1 2-1"/><path fill="#649b63" d="M23 60q-3 2 2 3 1-1 4 1-3-1-3 2-6-4-3 3l-1 1-5-9q0-2 2 1 0-6 4-2"/><path fill="#9ac683" d="m87 62-1 3q-4 0-4 5l-1-3v-3l4-5z"/><path fill="#c5d9b3" d="M55 63v2q-3 3-4 9l-1-3q-3 9-3-1l1-5 1 2 3-5q0 3 3 1"/><path fill="#c8ddaf" d="m66 63 1 2q2-3 3-1-4 2-4 7-1-1-3 1v-3z"/><path fill="#c8e0b1" d="m8 64 5 10 1 4h-1q-1-5-4-7-1 3-3-1-1 1 1 4l-1 1-4-2q0-3 2 0l1-11z"/><path fill="#d5e7bf" d="m81 54 1-1 4 3q2-3 3 0l-2 6-2-3-4 5-7 12v-2l3-11q1-4 4-5z"/><path fill="#a2ce78" d="m81 58 2-2-3 6z"/><path fill="#acd084" d="M26 66h1q3 9 2 21l-3-17q-1-6-3-1-3-7 3-3"/><path fill="#86bc71" d="m23 56 1 4h-1q-4-4-4 2-2-3-2-1-3 0-1 3l6 10 1 8q-3-9-7-15-2-3-4-2l2 8-1 1-5-10-1-3 1-5 4 1q-4-6 1 0v-3h3q-1 2 1 3l2-5 1 3q2-1 3 1"/><path fill="#8fc779" d="m13 78-1 1-5-5q-2-3-1-4 2 4 3 1 3 2 4 7"/><path fill="#c2d9af" d="M85 72q-2-3-2 0l-5 8-1-2 4-11 1 3q0-5 4-5l3-3 1 1q-3 1-1 4z"/><path fill="#79b374" d="M38 68q-1 4 1 10l-2 2 2 15h-9q-1-5 2-8v2q1-12 6-22"/><path fill="#a5cc84" d="M38 68q-5 10-6 22V72q2-7 3-1 0-3 3-3"/><path fill="#9dc58a" d="m7 74 5 5 1-1h1l3 14-4-10-1 10-1-4v-7l-5-6z"/><path fill="#7eb870" d="m37 63 4 2v5q1-3 2 0-2 1-1 4l1-2q6 12-3 2l-1-5-1-1q-3 0-3 3-1-6-3 1v16q-3 3-2 8h-1l-3-15 1-2-5-9 1-1q2-5 3 1l3 17q1-12-2-21h-1q0-3 3-2h2z"/><path fill="#a6cb82" d="m17 61 5 9 5 9-1 2 3 15h-3q-2-10-6-18-1-3-2 0l-4-5-2-8q2-1 4 2 4 6 7 15l-1-8-6-10q-2-3 1-3"/><path fill="#b1d295" d="M11 88q-2 2-1 5l-2-6-4-8z"/><path fill="#79b86e" d="m85 72-4 12q-3 5-3 12h-1q-1-9 1-16l5-8q0-3 2 0"/><path fill="#75b173" d="M66 71v12q0-3 2-3v16h-7l-1-19h5z"/><path fill="#96c67c" d="M82 96h-4q0-7 3-12 2-1 2 2l3-3z"/><path fill="#90c07b" d="m66 63-3 6v3q2-2 3-1l-1 6h-5l1 19h-1l-1-13q-1-6-4-1l-3-3q-4 4-4 11-1-7-6-12-1 6 2 11l-1 7h-3l-2-15 2-2q-2-6-1-10l1 5q9 10 3-2l-1 2q-1-3 1-4-1-3-2 0v-4q2-3 3 0l3-2 1 1-1 5q0 10 3 1l1 3 6-10 2 2 1-5 1 2q3-4 5 0"/><path fill="#cce2b9" d="m58 75 2-8 1-2v4z"/><path fill="#7fb968" d="m59 66-2 8-1-4z"/><path fill="#74af70" d="M60 96h-6l-2-9-2 9h-7l1-7q-3-5-2-11 5 5 6 12 0-7 4-11l3 3q3-5 4 1z"/><path fill="#7db777" d="m14 73 4 5q1-3 2 0 4 8 6 18H11l-1-3q-1-3 1-5l1 4 1-10 4 10-3-14-1-4z"/><path fill="#b2d595" d="m77 78 1 2q-2 7-1 16h-1q-1-10 1-18"/><path fill="#7ab570" d="M81 64v3l-4 11q-2 8-1 18h-6q0-6 2-11l-1-2q0-6 3-9v2z"/><path fill="#b2d592" d="M54 96h-4l2-9z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the red of ripening tomatoes glowing in the 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="#d51322" d="M0 0h96v49l-7 1-2 8-1 1v-1q0-4-2-5l-1-2-11 1q-4 3-3-1H59q0 5-5 3v-4h-9l-6-1-14 1-2 2q1 3 5 4-3 0-3 2-3 0-4 3-1-4-4-3l1-2q5-1 3-5-3-2-4-1l-1-1q-2-2-2 1H0z"/><path fill="#d78a3a" d="m16 49-2 1q0-3 2-1"/><path fill="#920f1a" d="m45 50 8 1-1 6q-3-3-4 0-5 2-8-1-3 1-4 4l-2 5-2-3 1-1q-3-3-6 0-4-1 0-3h-2q0-2 3-2-4-1-5-4l2-2 14-1z"/><path fill="#9e0d1b" d="M16 49q-3 3 1 6l-1 2q-3 0-2 3H6q-6-6 2-6v-3l-3-1 5-1h4z"/><path fill="#a40d18" d="M45 50h9v4q5 2 5-3h10q-1 4 3 1l11-1 1 2q-3 1-2 5h4v1h-4v4h-4l-1-1q-4 2-4 8v3q-4-1-6 1l-1-1q4-9-5-8-2 2-1 5l-3-1v3l-5 2q-3-3 0-6v-9q-2-3-4-2 1-3 4 0l1-6z"/><path fill="#ac0d1c" d="M96 49v18l-3 1-2-3-1 3-3-10 2-8z"/><path fill="#e30111" d="M31 51q6 0 3 6-9 0-3-6"/><path fill="#f20212" d="M17 50q1-1 4 1 2 4-3 5-4-3-1-6"/><path fill="#f10213" d="M84 53q2 1 2 5h-4q-1-4 2-5"/><path fill="#ef0412" d="M67 55q6-1 5 6h-7l-4 2v-4q5 0 6-4"/><path fill="#f40415" d="M17 58q3-1 4 3v2l-3 1-3-3q-1-3 2-3"/><path fill="#f00715" d="M48 57q2-1 4 2v9q-9 6-16-1v-7q1-3 4-4 3 3 8 1"/><path fill="#6f181e" d="M25 58h2q-4 2 0 3 3-3 6 0l-1 1 2 3-1 1q-3-2-2-4h-7q0 3-3 2v-3q1-3 4-3"/><path fill="#e61315" d="m66 73-4-1q3-5-1-1l-1-1q-1-3 1-5 9-1 5 8"/><path fill="#f46334" d="M78 63q-3 1 0 4l-5 3q0-6 4-8z"/><path fill="#362b22" d="m0 63 2 2q3-1 6 2-3 3-7 2 2-2-1-2z"/><path fill="#3a2c22" d="m87 58 3 10 1-3 2 3 3-1v2l-6 1h-7l-7 2q5-5 12-5-2-3-1-6-4-1-5 2v-4h4z"/><path fill="#721d1f" d="M83 70h7q-5 0-8 5v-1q0-3 2-3z"/><path fill="#af0817" d="m10 50-5 1 3 1v3q-8 0-2 6h9l3 3 3-1v5q-7 1-1 4l5 8 4-5q15 3 3-6l1-3 1-1 2-5v7q7 7 16 1-3 3 0 6l4 1h3q-1 12 12 11 4-3 5-8l3 1q4 11 17 13v4H62l-10-6 2-1q-3-2-5 1l-1-5 1-3q-3-4-6 0l-4-1-2 2q-1-2-3-2-6 1-9 4l-2-4-3 3q5 2-1 3l-6 9H0v-7q18-2 15-20-3-5-6-2l2 2h-1L0 71v-4q3 0 1 2 4 1 7-2-3-3-6-2l-2-2V50z"/><path fill="#282927" d="m33 66-1 3q12 9-3 6l-4 5-5-8q-6-3 1-4v-4q3 1 3-2h7q-1 2 2 4"/><path fill="#7d8a46" d="m57 72-2 3-4-1z"/><path fill="#502b1f" d="M60 70q4-4 1 1l4 1 1 1-3 2q-3-4-5-1h-3l2-3h-1v-3z"/><path fill="#c80717" d="M96 69v23q-13-2-17-13 0-3 3 0 1-3-1-4l1-1v1q3-5 8-5z"/><path fill="#e20615" d="M83 70q-2 0-2 3l-1 1q2 1 1 4-3-3-3 0l-3-1q-1 5-5 8-13 1-12-11 2-3 5 1l3-2q2-2 6-1v-3l5-3q-3-3 0-4h4q1-3 5-2-1 3 1 6-7 0-12 5z"/><path fill="#b70517" d="M62 96H13l6-9q6-1 1-3l3-3 2 4q3-3 9-4 2 0 3 2l2-2 4 1q3-4 6 0l-1 3 1 5q2-3 5-1l-2 1z"/><path fill="#e50718" d="M0 89V71l10-2q0 2 3 1l-2-1-2-2q3-3 6 2 3 18-15 20"/><path fill="#e9be5e" d="m10 69 2 1q-3 1-3-1"/></svg> | |
{
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"path": "4a43df825e3e36ec947693458a3afc6328a6c11b2e69f90062100c060038735a.png"
} | Generate code for a svg of a a close up of a glass with a liquid inside of it | <svg xmlns="http://www.w3.org/2000/svg" width="139" height="139" viewBox="0 0 139 139">
<g id="Group_56" data-name="Group 56" transform="translate(6225 -5688)">
<circle id="Ellipse_92" data-name="Ellipse 92" cx="69.5" cy="69.5" r="69.5" transform="translate(-6225 5688)" fill="#fff"/>
<path id="html5-brands" d="M0,32,5.7,96.674l25.589,8.53,25.752-8.53L62.746,32ZM50.36,52.9H20.327L21,60.971H49.69L47.468,85.22l-16,4.412v.049h-.18L15.164,85.22l-.98-12.386h7.794l.572,6.226,8.742,2.369,8.775-2.369.98-10.164H13.775L11.683,45.1h39.4Z" transform="translate(-6187 5689)" fill="#d08770"/>
</g>
</svg> | |
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oLfzg7Ytp0tFr9HbvqpYB/4/2juqmgTcAtxK/DbqqJfTsKKsBtQX6DOmJn974MvED6aIM9sl5LfHbu6s6B9gn36iKtDnweeq93n5SvlFpLWoM9Bl69o71Pr+dbdwy2Lu3EWkJ0+htnbuWAR8k73LMpfst6roHZ+U6POOcNLdaA/36nEPK4anED6XLMti79RHit3HuugGXt12dbYDvE7+NctdFpEV61I1aA32GHr6LZB7wK+IH02UZ7N3YgvoeYTsV2CrnkCo0H/gQ9d0h/4qcQ9Kv1RzoM8B78o0qn78ifjBdl8Ge3/8hfrvmrI/g6fZhPIe0Olv0dstVF1HnY4qRag/0GXp25/usnYAHiR9O12Ww57OI9Nar6G2ao5YBf5R3PM14CulyRfQ2zFUvzDueprUQ6D/NNq0OHE/8gCZRBnse7yF+W+aoxcBLMs+mNTsBlxG/LXPUOZln06oWAn0G+MNcA+vC40jvho0e0iTqMxjs41iPOu54v4d0R7fGtyXwP8Rv0xz17Myzac0zaCNLrqeAd76/l/hBTao8Yh/dW4nffuPWPaT1zpXPIuA84rftuHV67sE0pJUj9BnS+hy9Nx/4HvHDmlQZ7MObD1xF/LYbp5bgEXpXtgB+Sfw2Hrf2zT2YBrQU6GdS0E2V2wDXEj+0SZXBPpwjiN9m49Ry4GXZp6KV7UD5b3/8Yvap1K2lQL+T9EbKouwJ3Eb88CZVBvvgTiR+e41T78g/Es1hL8p+OuIeerb0Z4+1FOjLgCPzjG3ynk76jSR6iJMqg33ttgSWEr+tRq2/zj8SrcHBlL2/vD7/SKrTUqDPAG/PM7Y4BrtWdjTx22jUOgOXAY1Q8qOPP+pgHjVpLdDfn2VqPbA3bZ2K93G31fs58dtnlLqN9MimJm8K+Abx+8Co1cvVwnqglcfWZuujecbWHwa7DiR+u4xSy4HndzAPDW5zyr359hMdzKN0BnolPBXfti8Qv01GqY91MQwN7ZmUuRT1zcA6HcyjVJ5yr4zB3qb5wC3Eb49h6yJgQQfz0GhKfXHUIV0Mo0AGeqU8Fd+eZxK/HUapZ3UxDI1sfeBK4veLYeuTHcyiNJ5yr5zB3paPEb8Nhq1/7GQSGtdRxO8bw9aVXQyiIAZ6Iwz2dlxM/PyHqTuBrTuZhHL4FvH7yLC1ZyeT6D8DvTEGe/12I37uw9ZbO5mEctkJuJ/4/WSYem8nk+g3A71RBnvd/oT4mQ9Tl+MiMyX4FPH7yjD1w27G0FsGeuO8K75e3yd+3sPUG7oZgzLbFlhM/P4yaC0jLZPcAu9yF+ARe40WUtYP3uuB9TqZhLrwOeL3mWHqxd2MoVc8QtfDGOx1KW0VOd/AVpYdKeuFL7WvLmega04Gez1Kup5+C7BhN2NQh44nft8ZtM7qaAZ9YKBrjbzGXoevET/bQetDHc1A3dqb+H1n0FpMnZd3vIaugXjEXr7riZ/roLVrRzNQ935K/P4zaO3f0QyieISuoRjs5Xo88fMctFp73Kg27yZ+Hxq03tXRDCIY6BqJwV6mlxI/y0HrzR3NQJOxDeW8we3fOprBpBnoPZQjOLYCngbsAjwO2ID00oXc9gB27+Dr9tXppBu3SrY7abv13RLSkrC3RjeisZxCGW9DuxP4TnQTY5oCfpv0yGoL7gJO7uDrLgHuJV2mvIR0GelC0i8RIxk11HcFXgm8AK9DqnxfJ+3LKturgC9GNyGN6WbSLxBfJv2iunyYf3nYUH8G8D7gsCH/PanP/gD4QnQTGtuWwHXUcelKArgM+AvgS6Sj+rUadOffmnQ94eWj9SX11gzwWFIYqHwX0dZlOrXhUuAtDHAJYHqAL3Yk8DMMdNXppxjoNTktugGpAzsB/0laz2TBmv7gmkJ9Cvgw8K/AomytSf1yRnQDyur06AakjkwBbyPt45uu7g+tLtSngL8D3pO/L6lXzoxuQFl9lyFvLJIKsx/w36TL4o+wulD/OPDarjqSesRFZ+pyG+mRIKlmu5FOx2+y6j+YK9TfCLy9646kHrgLuCK6CWV3fnQD0gT8BvAVVsnxVUN9L+p/NaA0a6xFHtRbHqmrFYcDR6/8N6ZX+f+fpc43CElzuSi6AXXC7aqWHAPsPPsXK4f6a4F9Jt6OFOfy6AbUCberWrIucOzsX8yG+jp4p7vac2V0A+rElXhZRW15Dumu+F+H+ouB7aO6kYJcE92AOvEAcFN0E9KEvRMeCvXXBDYiRfEHf71Kf8OhNKwjgM2mgccAB8X2IoW4LboBdcbX6Ko16wAvmgYOZrA14KXa3B7dgDrjL2xq0aHTwAHRXUgBluByojV7ILoBKcCB0/iaQrVpoHcTq1iLoxuQAmw5DewY3YUU4MHoBtSppdENSBGmmWNBeKkB86MbUKfW+M5pqVbTwAbRTUgB/KFfN7evmjSN157UpnXwqY+a+Q4LNWkauDu6CSnAFF56qtmjohuQIkzjUplq16bRDagzm0U3IEWYBn4R3YQUZPPoBtQZf2FTi+6dBs6J7kIKsm10A+rEesAW0U1IAc6ZBk6L7kIKsn10A+rE4/AmSLXp1GngIuCX0Z1IAR4f3YA64XZVq06cBmaAL0V3IgXYI7oBdcLtqhb9GLhw9hTVZ4H7ApuRIuxJerRNddkzugEpwLHw0HWnm0jBLrVkEV5Xr9FvRDcgTdjlwPHw8JtJPgDcHNKOFOfA6AaU1SIMdbXnnax4SdXKoX4b8Mch7UhxnhXdgLJ6JjAvuglpgr4BnDj7F6s+9vEl4MsTbUeKZajXxe2pllwL/MHKf2OuZznfDJw3kXakeNsCO0Y3oWwMdbXiXuBI4JaV/+ZcoX4P8Fzg4gk0JfXBwdENKIvNgSdGNyFNwBLgKODsVf/B6lZdugl4Bh6xqw3PiW5AWRyOjyiqfneRDrz/c65/uKalFG8CDmLFbfJSxX4bX9VZg5dFNyB17OfA/sCpq/sDa1sf+R7SN8or8XE31Ws90qkslWsr4NDoJqSOLAP+BtgHuHBNf3DQlx78A7Ar8AlceU51enl0AxrLS/BRNtXp28DTgLeSbo5bo1GuP20OvBZ4BSnopRrMADuRVmZSeX4MPCm6CSmTO4ATSCu9DnVv27g3lewKHEI6JbArsB2wIbDRmF9XivB+4M+jm9DQ9gQuiG5CGsES0mXu64FLSPvxacBZK/5ZtRYBPyQdTdVcJwMLM82sL15M/FwHrRuob/4t+CLx+86g9dWOZhDho8TPc1J1D+mJMGVgoJdtU9JNHtHzHbT+sJsxqCPbAouJ328GrTd0M4YwBruGYqDX4XziZzxoXQ0s6GYM6sCnid9nhqkaVy802DUQA70ef038nIepV3czBmW2JelpnOj9ZdC6spMp9IPBrjUy0OvyXOJnPUxdio9HleBjxO8rw9TnuhlDbxjsmpOBXp8NKOu65wz1XfuszXakH6zR+8kw9ZJOJtEvBrsexkCv138TP/dh6jbSmgzqp28Qv48MU8tJlwtaYLALSIF+FvEbqes6mbQsaWuOJn72w9bnO5mExnUE8fvGsPWjTibRT1PAJ4mf+aTqTuDpWSZXEY/Q67cd6WglehsMU8vxt/C+WQhcRvy+MWy9vYth9JxH7I3yCL0dZxK/HYat84H5XQxDI/kg8fvEsLUM2KaLYfScR+wN8gi9LX9E/LYYpT7QxTA0tH0o74bLGeD0LoZREI/YG2Ggt2dL4EHit8mwtQx4dgfz0OA2Ib1sJ3pfGKXe2ME8SmOwV85Ab9epxG+XUepGYOsO5qG1mwK+Rvw+MEotBbbIP5IiGeyV8hp6215H/LYZtU7FRWkivI34bT9q/WcH8yiV19grZKBrY+Au4rfRqPXB/CPRGjydMq+jz9aR+UdSNIO9Ip5y16xjid9O49Rb849Ec3gC6bJH9PYeta7CJydWx1PxhTPQtbKdKOt1rKvWg8DvZp+KVrY16QUo0dt6nPrj3EOpjMFeKANdc/kW8dtsnFqMd8R3ZRFlva53rroX2DT3YCpksBdmfeAM4ofZdXkNfXiHE7/dxq07gCflHkzj1qe89wTMVcflHkylvMZekHnAScQPsesy0EczBfyc+O03bt0GHJB5Nq16NPAD4rfpuLUceGLm2dSsxWB/SpbJTdiHiB9e12Wgj+eNxG/DHHUf8LzMs2nNtsBFxG/LXD8XNJzWgv0GYMcsk5uQgyn7RqhBv3EN9PEsAK4gflvmqKXAa/KOpxm7A1cTvw1z1b55x9OM1oL9JxRyH9a6wMXED6zLMtDzeRXx2zNXLQfeR/rhpMEcCNxK/LbLVd/IO57mtBbsf5tnbN16F/GD6rIM9LzmAT8jfrvmrG/inc9rMwW8m3SGI3p75aplwF45h9SoloJ9ObBfnrF1Yz3geuIH1VUZ6N34XeK3be66mp5/swbanLR8avQ2yl1fyTmkxrUU7OfS47N7ryZ+QF2Vgd6dKeA84rdx7loK/Ak9/oYN8AzgWuK3TRfbeueMc1Jbwf7bmWaW3enED6eLMtC791vEb+eu6rvAHtkmVaaNST+gS3z17iD1+Xyj0kpaCfbTcg0sp82o8453A31yvkn89u6qlgB/BWyYbVrleClwHfHboKu6Hdgy27S0qhaCfRmwXa6B5XIk8YPJXQb6ZG1PWl4zert3WdfQzrrxu5GOQKJn3nW9KdfAtFotBPvbs00rk9rW8DXQYxxN/LafRJ1BuuRQoycAXyCdnYiec9d1FjCdZ2xai9qDvXePQ/478UPJVQZ6nHWAnxK/D0yqzgNeRB3BsCfwT9R73XzVWopr/09azcF+Y8Y5ZXE28UPJUQZ6vANIz29G7wuTrItIK9JtlGF+kzQNPAs4kfa22V9nmJ+GV3OwPyrjnMZWwwIiBnp/fI74/SGi7gWOJ52anzf2FLuzB+mSW03Luw5TV9HmTY99UWuw/0bOIY3rF8QPZJwy0PtlEXA58ftFZF0PfJx0JBy9b06RTq+/kzrXFBimlpHeb6FYNQb7/lknNKZziB/IqGWg99P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} | Generate code for a svg of a vector illustration of a snowflake symbol, depicted in black and white, with four arrows incorporated into the design. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": null
} | Generate code for a svg of a black and white icon of a target with a crosshair in the center. | <?xml version='1.0' encoding='utf-8'?>
<!DOCTYPE svg PUBLIC '-//W3C//DTD SVG 1.1//EN' 'http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd'>
<svg version="1.1" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512" xmlns:xlink="http://www.w3.org/1999/xlink" enable-background="new 0 0 512 512">
<g>
<g fill="#231F20">
<path d="m256,202.7c-29.4,0-53.3,23.9-53.3,53.3s23.9,53.3 53.3,53.3 53.3-23.9 53.3-53.3-23.9-53.3-53.3-53.3zm0,85.7c-17.9,0-32.4-14.5-32.4-32.4s14.5-32.4 32.4-32.4 32.4,14.5 32.4,32.4-14.5,32.4-32.4,32.4z"/>
<path d="m490.6,245.6h-29.6c-5.3-104.9-89.7-189.3-194.6-194.6v-29.6c0-5.8-4.7-10.4-10.4-10.4s-10.4,4.7-10.4,10.4v29.6c-104.9,5.3-189.3,89.7-194.6,194.6h-29.6c-5.8,0-10.4,4.7-10.4,10.4s4.7,10.4 10.4,10.4h29.6c5.3,104.9 89.7,189.3 194.6,194.6v29.6c0,5.8 4.7,10.4 10.4,10.4s10.4-4.7 10.4-10.4v-29.6c104.9-5.3 189.3-89.7 194.6-194.6h29.6c5.8,0 10.4-4.7 10.4-10.4s-4.7-10.4-10.4-10.4zm-50.5,0h-42.7c-5.1-69.9-61.1-125.9-131-131v-42.7c93.4,5.2 168.5,80.3 173.7,173.7zm-184.1,131.4c-66.7,0-121-54.3-121-121s54.3-121 121-121 121,54.3 121,121-54.3,121-121,121zm-10.4-305.1v42.7c-69.9,5.1-125.9,61.1-131,131h-42.7c5.2-93.4 80.3-168.5 173.7-173.7zm-173.7,194.5h42.7c5.1,69.9 61.1,125.9 131,131v42.7c-93.4-5.2-168.5-80.3-173.7-173.7zm194.5,173.7v-42.7c69.9-5.1 125.9-61.1 131-131h42.7c-5.2,93.4-80.3,168.5-173.7,173.7z"/>
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</g>
</svg>
| |
{
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} | Generate code for a svg of a a basket of freshly picked apples on a porch. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fefefe" d="M0 0h96v96H0z"/><path fill="#c2bbb0" d="M46 37q-4-1-5 2l-3 2q1-7 8-4"/><path fill="#9ca59b" d="M56 39q-5-1-8 2l-2-4 2 1q1-4 7-3-1 1 1 4"/><path fill="#e18d6b" d="m46 37 2 4 2 6-6-3-3-1v-4q1-3 5-2"/><path fill="#88624a" d="M41 39v4q-3-3-4 0-1-2 1-2z"/><path fill="#89814f" d="M58 41h5q-1 2 1 3l3 2-5 2q-3-1-1-4-3 0-3 2z"/><path fill="#e8aa72" d="m41 43 3 1-7 2-1 4q-1-3-3-3v-3l4-1q1-3 4 0"/><path fill="#f8eba0" d="m56 39 2 2v5l-1 1h-7l-2-6q3-3 8-2"/><path fill="#78674b" d="M51 40h3v3h-3z"/><path fill="#f7d777" d="m44 44 6 3v4q-3-2-6-1-3 3-6 2l-1-6z"/><path fill="#efd684" d="M33 44v3q-2 5-5 3-1-6 5-6"/><path fill="#e07e5b" d="M67 46q2 0 2 3v1l-2 3-5 2-3-3-2-2v-3l1-1q0-2 3-2-2 3 1 4z"/><path fill="#676d3e" d="M44 50h-3v-4h4z"/><path fill="#796845" d="M50 47h7v3q-4-1-7 1z"/><path fill="#fae083" d="m57 50 2 2q-3 0-2 3 2-1 3 1l-1 1-6 1q0-4-3-6v-1q3-2 7-1"/><path fill="#757453" d="m37 46 1 6h-3q-4-1-6 3h5l5-1-2 7 1 2q-4-1-6 1l-1-2 5-1q-2-3-1-4-8-1-2 3l-3 1q-1-5-4-7l2-4q3 2 5-3 2 0 3 3z"/><path fill="#eea16a" d="m35 52-1 3h-5q2-4 6-3"/><path fill="#c5b47e" d="M69 50q6 0 2 4l-11 2q-1-2-3-1-1-3 2-3l3 3 5-2z"/><path fill="#c3ad76" d="m31 62-1-1 3-1q-6-4 2-3-1 1 1 4z"/><path fill="#b5a87d" d="m61 71-11 1v-3l-3-1 4-3 5-1q-6-2 1-2l-5-1 1-1 10 1-4 1v3h3l-2 5q-3-1 0-3h-3l-1 3z"/><path fill="#a5986a" d="M44 50q3-1 6 1v1q3 2 3 6l6-1 1-1 11-2q-4 5-4 12-4 1-6 5l-5-1 1-3h3q-3 2 0 3l2-5h-3v-3l4-1-10-1-1 1 5 1q-7 0-1 2l-5 1-4 3 3 1v3q-4 0-6-4l-1 4q-9 0-11-8 2-2 6-1l-1-2 2-7-5 1 1-3h3q3 1 6-2"/><path fill="#f6e48c" d="M50 52q5 10-6 10-7-8 2-11z"/><path fill="#8d7c51" d="m43 56 3 1q-3 3-3-1"/><path fill="#3b2a2a" d="M43 56q2-3 3 1z"/><path fill="#f1f2f1" d="m43 72 1-4q2 4 6 4l11-1q2-4 6-5 0-7 4-12 4-4-2-4v-1q3-3 6 1-3 3 2 3l12 1-1 25q-9 10-22 9-23 2-44-3l-5-2q-2-3 1-4 9-4 21-5z"/></svg> | |
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"path": "emoji_u1f60b.png"
} | Generate code for a svg of a face savoring food | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
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</g>
<g id="facial_expressions">
<g id="face-with-stuck-out-tongue">
<g id="mouth">
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<g id="eyes">
<g id="peepers">
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",
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} | Generate code for a svg of a a black and white image of a sign with a exclamation | <svg xmlns="http://www.w3.org/2000/svg" width="32" height="32" viewBox="0 0 32 32" class="svg-icon"><path d="M14 9.2A1.2 1.2 0 0 1 15.2 8h1.6A1.2 1.2 0 0 1 18 9.2v7.6a1.2 1.2 0 0 1-1.2 1.2h-1.6a1.2 1.2 0 0 1-1.2-1.2V9.2zm4 11.999A1.2 1.2 0 0 0 16.801 20h-1.602A1.2 1.2 0 0 0 14 21.199v1.602A1.2 1.2 0 0 0 15.199 24h1.602A1.2 1.2 0 0 0 18 22.801v-1.602zM31.6 16c0 8.615-6.982 15.6-15.6 15.6C7.385 31.6.4 24.616.4 16S7.384.4 16 .4C24.617.4 31.6 7.384 31.6 16zm-2.401 0c0-7.279-5.92-13.201-13.199-13.201S2.801 8.721 2.801 16 8.721 29.199 16 29.199 29.199 23.279 29.199 16z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green trees and plants placed near the train station. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfbfa" d="M0 0h96v96H63l6-10 8-10 14-15 1-1v-9l-2-14 4-3-1-1v-1q-4-15-7 0l-2 2q-3-3-4 0-1-3 1-3 2-2 1-4l-4-4q-3 0-2 3 0 3 3 4l-1 7q-1-4-3-1v-4l-4-2q-2-1-2 3l-2 7-1-1-2-4q-2 3-1 7l-1 2q0-3-2-3v6l2 3q-3 1-2 4H42l8 1-1 2q-5-2-8-1-1 2 1 3h7v1h-9q-2-4-1-7 5-7 0-13l-2 5V33l-2 6 1 2-1 4-1-1V32q3-4-1-7-4 3 0 7l2 28-1 4 3 1q-1-4 3-4h48q-5 1-8 5-27 12-49 30H0z"/><path fill="#7db96b" d="m81 31-2-1q-3-1-3-4-1-3 2-3l4 4q1 2-1 4"/><path fill="#9fc989" d="M93 32h-7q3-15 7 0"/><path fill="#81b670" d="M34 32h-1q-4-4 0-7 4 3 1 7"/><path fill="#88c671" d="m28 28 2 7-4-1z"/><path fill="#4b5f4c" d="M86 32h7v1l-3 1v3h-1q-2-4-4-1l-1-2z"/><path fill="#99b096" d="m93 33-4 3v-3z"/><path fill="#6c9e65" d="M37 41h-1l-1-2 2-6z"/><path fill="#8ebc7e" d="m12 44-1-3v-7h1q3 4 2 11z"/><path fill="#93c978" d="m66 39-3 3q-1-4 1-7z"/><path fill="#88c17d" d="M10 43q-7-1-2-5z"/><path fill="#89a17a" d="m79 30 2 1q-2 0-1 3v18l-2 3-1-7v-4l1-7z"/><path fill="#273534" d="M77 44v4q-6-2-1-5z"/><path fill="#e0e9ce" d="m89 37 2 14h-1q0-6-5-5l-1-9z"/><path fill="#76b163" d="m39 53-1-2q-2-3-1-6l2-5q5 6 0 13"/><path fill="#a1cf88" d="m69 44 1 14-4-3V45z"/><path fill="#bbd3a2" d="m69 33-2 8 2 3-3 1v10l4 3-6 1V45l-4 2v-6q2 0 2 3l1-2 3-3 1 1z"/><path fill="#88c276" d="M29 60q-1-27-2 0-4-2-4-5l5-19 2 11q8 7-1 13"/><path fill="#c1d9a7" d="m84 34 1 2q2-3 4 1h-4l1 9q5-1 5 5l-1 1h-5v8h-5V34q1-3 4 0"/><path fill="#bab9b7" d="M33 32v12l1 1 1-4h1v4q-1 3 1 6l-1 9-1-4-1 4z"/><path fill="#99c880" d="m71 30 4 2v4q2-3 3 1l-1 7-1-1q-5 3 1 5l1 7v5h-6q-2-15-1-30"/><path fill="#868683" d="m11 41 1 3q-1 11 1 21l-3 1-1-10v-1l2-9-1-2v-1z"/><path fill="#77a26b" d="M29 60q-1 9-2 0 1-27 2 0"/><path fill="#323837" d="M9 55H5q-6-2 0-2z"/><path fill="#9b9f96" d="M49 57h2l-2 2h-7q-2-1-1-3 3-1 8 1"/><path fill="#322f35" d="M88 52q0 15 2 0l2 8-1 1h-6v-9z"/><path fill="#7a797a" d="M88 52h2q-2 15-2 0"/><path fill="#807e7d" d="M5 56q-1 5 2 9l-3 1z"/><path fill="#5c6c5f" d="M80 52v8h5v1H72v-1h6v-5z"/><path fill="#898987" d="m90 52 1-1h1v9z"/><path fill="#dcdfd2" d="m64 59-4 1q-3-2-4-1v-3q1-1 4 2l2-3h-8l-2 2h-3l1-2-8-1h18q-1-3 2-4l-2-3 4-2z"/><path fill="#878a82" d="m38 51 1 2q-1 3 1 7v1q-4 0-3 4l-3-1 1-4 1-4 1 4z"/><path fill="#b3c9a6" d="M60 60H49v-1l2-2h1l2-2h8l-2 3q-3-3-4-2v3q1-1 4 1"/><path fill="#31443d" d="M52 57q2-1 3 1-3 1-3-1"/><path fill="#73b06f" d="M71 30q-1 15 1 30v1H40v-1h20l4-1 6-1-1-14-2-3 2-8q0-4 2-3"/><path fill="#90918e" d="M88 61h3L77 76q4-7 11-13-5 0-8 3 3-4 8-5"/><path fill="#e0dfdb" d="M77 76q-6 2-9-1l12-9q3-3 8-3-7 6-11 13"/><path fill="#a4a49f" d="M68 75q3 3 9 1l-8 10q0-3 3-5-6-2-10-1 2-5 6-5"/><path fill="#334545" d="m80 66-12 9q-4 0-6 5-10 7-18 16H31q22-18 49-30"/><path fill="#f2f1f1" d="M62 80q4-1 10 1-3 2-3 5-5 4-8 10H44q8-9 18-16"/><path fill="#4a4b49" d="m69 86-6 10h-2q3-6 8-10"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a collection of seashells scattered along the shore. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfdfd" d="M0 0h96v43q-33 2-7 21l-11-3-7 1 1 1 24 3v30H0z"/><path fill="#fdf4e3" d="M96 43v21h-7q-26-19 7-21"/><path fill="#d4d9d3" d="M8 49q5 3 10 0l1 1q-5 4-10 1z"/><path fill="#f8e8d0" d="m8 58 1 4H5q-3-2-2-4 2-3 5 0"/><path fill="#f4f6f3" d="M32 55h-6l2 2q-7 6 3 6l5-1q5 2 5 9l-4 2-8 1h-3l-4-2q6-1 3-6-3-1-5 1-7-6-7 3l-5-1q-3-1 0-3l-3-4h4l-1-4 2 4 3-2q-2-3 1-1h7l7-7q3 0 4 3"/><path fill="#efe9d6" d="m32 55 3 3 1 4-5 1q-10 0-3-6l-2-2z"/><path fill="#d1d7d3" d="M89 64h7v2l-24-3-1-1 7-1z"/><path fill="#f5f2eb" d="M54 62q8 0 9 9-5 0-9 3-6 1-8-2l5-2-1-3z"/><path fill="#fbe2c4" d="m22 72-2-1v-4q2-2 5-1 3 5-3 6"/><path fill="#fce4c7" d="M82 68q5-1 3 4l-5 1q-1-4 2-5"/><path fill="#7984a5" d="M70 69q6-1 6 6-6 0-8-4z"/><path fill="#d1d7d4" d="M20 70q-6 6-13 4l6-1q3-3 7-4"/><path fill="#f7dec1" d="M63 74q2-1 3 2-4 1-3-2"/><path fill="#f6dfba" d="M26 74h3l1 4-6-2z"/><path fill="#eee2cb" d="M36 77q5-2 4 4-3 1-5-2z"/><path fill="#f8e4cb" d="m67 78 5 1-3 1z"/><path fill="#f1e5d5" d="M20 81q5-1 7 5-7 4-10-2 0-3 3-3"/><path fill="#ece1d4" d="M72 83q4-1 10 3-9 9-10-3"/><path fill="#f5dfc5" d="M31 85q4 0 4 5-9 1-4-5"/></svg> | |
{
"bytes": 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",
"path": "5fa8f23a8d989a1033a5d047e7cd64e52494208b1217f95f497282ca09514dc1.png"
} | Generate code for a svg of a a black and white photo of a logo for a company | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><defs><style>.cls-1{fill:#fff;opacity:0;}.cls-2{fill:#231f20;}</style></defs><title>link</title><g id="Layer_2" data-name="Layer 2"><g id="link"><g id="link-2" data-name="link"><rect class="cls-1" width="24" height="24"/><path class="cls-2" d="M8,12a1,1,0,0,0,1,1h6a1,1,0,0,0,0-2H9A1,1,0,0,0,8,12Z"/><path class="cls-2" d="M9,16H7.21A4.13,4.13,0,0,1,3,12.37,4,4,0,0,1,7,8H9A1,1,0,0,0,9,6H7.21a6.15,6.15,0,0,0-6.16,5.21A6,6,0,0,0,7,18H9a1,1,0,0,0,0-2Z"/><path class="cls-2" d="M23,11.24A6.16,6.16,0,0,0,16.76,6H15.25C14.44,6,14,6.45,14,7a1,1,0,0,0,1,1h1.79A4.13,4.13,0,0,1,21,11.63,4,4,0,0,1,17,16H15a1,1,0,0,0,0,2h2A6,6,0,0,0,23,11.24Z"/></g></g></g></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a red warning lights flashing on the runway. | <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="#f04e54" d="M0 0h96v86l-2-2-7 3-16-6h-2l-15 2 9 13H35l8-13q-9-2-16-1-1-3-2-1-3 1-3-2h-4q-4 3 0 6L8 92l2 4H0z"/><path fill="#f92521" d="M57 75q2-1 3 1-3 1-3-1"/><path fill="#f63238" d="M36 75q0 2 2 2l-3 1q-1-3 1-3"/><path fill="#fd1a1b" d="M36 75q2 0 2 2 0-2-2-2"/><path fill="#f71f20" d="m27 82-2-1q1-2 2 1"/><path fill="#ea474c" d="m25 81 2 1-1 8q0 3 3 4l-1 2H10l-2-4 10-7q-4-3 0-6h4q0 3 3 2"/><path fill="#d73d42" d="M27 82q7-1 16 1l-8 13h-7l1-2q-3-1-3-4z"/><path fill="#d83d42" d="m69 81 1 2 3 3v7q-4 0-1 3h-9l-9-13z"/><path fill="#f32a31" d="M69 81h2l-1 2z"/><path fill="#e9474c" d="m71 81 16 6 7-3 2 2v10H72q-3-3 1-3v-7l-3-3z"/></svg> | |
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"path": "756db02e7f3d26309751c616aa36e47ea814a002dc767939fd26090232368cd1.png"
} | Generate code for a svg of a a blue heart is in the middle of a black wave | <svg width="48" height="48" viewBox="0 0 48 48" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M10.8579 9.85803C7.23858 13.4773 5 18.4773 5 24.0002C5 29.523 7.23858 34.523 10.8579 38.1423" stroke="black" stroke-width="4" stroke-linecap="round"/>
<path d="M39.1421 38.1423C42.7614 34.523 45 29.523 45 24.0002C45 18.4773 42.7614 13.4773 39.1421 9.85803" stroke="black" stroke-width="4" stroke-linecap="round"/>
<path d="M34.8994 33.8997C37.4329 31.3662 38.9999 27.8662 38.9999 24.0002C38.9999 20.1342 37.4329 16.6342 34.8994 14.1007" stroke="black" stroke-width="4" stroke-linecap="round"/>
<path d="M15.1005 14.1007C12.567 16.6342 11 20.1342 11 24.0002C11 27.8662 12.567 31.3662 15.1005 33.8997" stroke="black" stroke-width="4" stroke-linecap="round"/>
<path d="M28.1818 20C30.2905 20 32 21.6118 32 23.6C32 26.1882 29.4545 28.4 28.1818 29.6C27.3333 30.4 26.2727 31.2 25 32C23.7273 31.2 22.6667 30.4 21.8182 29.6C20.5455 28.4 18 26.1882 18 23.6C18 21.6118 19.7095 20 21.8182 20C23.1463 20 24.316 20.6393 25 21.6093C25.684 20.6393 26.8537 20 28.1818 20Z" fill="#2F88FF" stroke="black" stroke-width="3.5" stroke-linejoin="round"/>
</svg> | |
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j9ztp79E8i3+iM1dAyNkArglgbfaSGVjbiFJf9y4dSZ2QE95MuubHsgwDMoYzEQYAAACqe6GKZlscI2sllxWI+chpcgGhWCKYFINIRsQUQzYDTuaCawL49/v3yxUAbm/XhwEoMQUQ4/8wAAAAUD2ilup/LSdQdA83AIpFlUBe0zjFUBd5rvS3mznAvzt1+mm5DEC69gZgS8KEbCzZzgC4hrMRBgAAAGoa/UcilXu9HW0IgF8jEVPyPQD0wkFeJtg4TBBPtEtnALZ2duo1AzA+dvPuEs5GGAAAAKgaLbFsW7EBCL5+mesKltcipvoC7gDY15mlqHaXXjfA2QDuJcDZgWPH5Kb/ceEdFwHWhwGYtN71M5yJMAAAAFBlA7CbNIt/8OE/1w8srETJqs+c3uf7rX0GeGigJbFLq+tRevrsU5IGIB2K47m17ZyF4A6ANl0Amzb9/+Of/Dyl3lxUt2fUjX/mqZA3+Jj88HvfruusCAwAACC08Ph/IpZNWsL/wF+HmwqVCs45I7C2GaXONrMJ4OLBnq4sPf30WanX2N6pvQGQmftvE/3z9L+mnP+viv9r6s2rlrtHtdvX1d+/oZqA1wxG4WXNLKQM+/Ox4wzKVXXfCRgAAACQoDW+2269r1QGwK8v4Oh/y2UJ4fWtiGoAiu/n4j/uARBE5F2V6F+iBsGmB0DDRv+qaF9Sb87bCPYbmvBfcng4r275qvoc31Vv39L2t1vx8py28b4/Um+vhCVzAAMAAKgWni96qgEoapkXKbGQTSLmb3x9c9u9noCzA2wSki3m1zh9Wi7653H3emgAlMsAFBUAvtGAws9R/JsW4TdG+Jc9PJ0u8DKwSfiB+vovqCag5lkVdAIEAFQL1wve4P4D+XCa0/+tMXMGQBd/6/K8VmH2wrZkR1y7KYCy0/82trZD8QHIZCEsGYDxRuv+p0X975YQf3tzGY9R6sAgfenMcUodHBT/LgN+3XfV93Gu1scCGQAAQChJ2qX/NQNgne+fTPg3ALuSqwKyUei0iL9s+n97OxzT/9yyEBvLC9YCwIaK/g2Rv7xIxmL05TMnqLujXQwz7evtoSMH9tH7N+/Q6nrx0s4njwzRsaEDlEjEaVM1fvenZ+mLh48pnTE5zV7NBPDwykUqDB1wlozve+uH3/v2GDIAAIBGwTWSbO/oyAclLbFds7qqV199/J87/uld/3gRIC8LARUZgKy/x50791X5yDsE8/99RP+6GDUSReLf09lOZ0aG6ekTKSHeLPhGRtSIvz3Zqp4nu6pZzFJGvW2Jx+nJo4eL9uXnOH7oAEWj3FZ6l1pbEnTy8EH65lefof0DfdaXZtG/ROa6Af0+NgdcZNgLAwAAqHsuf/9FVwPQ0dGZNwCtsaw5/W+p8hvo3lW3LPV2ZKv+t/T29ntK/4dh/v+WxCwEiwF4o5Ga/2gp95TxPo7knxg5TH1dHdTZ3kZ7e7vp4N7Cok5JVcAPqP9m4RdbtnDboZqCk4dzhoG3J48dVkW+X/wuY9xX3aLRKH35zHE6NLjH01dGMwIVMwEYAgAAVDsLkCqdAWgX16RELNsSiSimRL+1+C+XBShfWLmeQGYxIeM6A8+c+5r084ch/Z8zIlteDcCVBjv3TELKUf2+vh4h1LrBZI85tHeA2lpbxP0DPV1CwPn+CIn/y+2XewDt6++hwYHe/L85S5DfjyLazJTcLT/uqWNHhCFcWF6Vfc9sWrhe4VlkAAAAjWAAStLenhsCsDb/oYh+MVUC32QXEMrNMlAomUzS154f9SC8tS8AlOlCyPP/N5YW9H9ebfTWvxyV56L03cKtluLv6ewQ4s/iraf+87fG/bXbjOXxpv3zj8tlBaxDB8eHD9K3vv4c/fHXv0JPnxixKzA8p/UjgAEAANQ1rjMBDhw8mIxFlIRZ/yvX/L81LpdFaNH281L8x8Ibhul/axubEtH/5/qPLPw/asBzb8l6THKCbUnvW1L9+q0xrZ8psY/18RnT43NGoCURp689dUoMHzx/9hQdHRrMG4WDe/rp9595QhQcWni5EkMBMAAAgGpyz22Hvv6BloRlAaAKBf9ia00Uev07ib/IAKj/Oz/6x9J/7LqE8FYDmSzE/Rt/p//4RqNN/WO0efcmE7CyvmGK0jOGKD+TtY/2jdkCflymxOOdHpdIxGho34AYhshYsgUlCgxZ/EeDPiaoAQAAhCoD0NvX1zpdxTfE4s9tfrkdcCm6tDbAPPbPBYBBCm+lkclC8NQ/rQUwC3/DjP1rUbPemve89ferqkFLtiaKx+ttxvsjhkxU7n7tMba/o/ywlbUmoKhGwObxbAz29vXQ1NyC8e1yPUCgszJgAAAAVePy918cu/L2O4777N23L3mLyNyep5Lr/6p0tGZzS/3atATmWQZ6+v/8Bfnon6f+1Uv6f+qzj/QfX2mEsX9N+LmK/lWn/dgA9Hd32or3ytq6uOUZAlRKvA0FfsbHm/5tZyxsHm81GjyFsNLAAAAAqs0YOaQzuRCwo7OTdjZXDPdWfhpdb0eGEvGoaA3MCwBxyp8zA8mEHv0/7yn6X9/YCsXBlslCTN0SBuCaKv51P+9fE/93SaI9Ly/QtLS6Tt0dbSbxfTgznz9uiytrdGT/3pyoe4zkrZmAYjNgeIxln3Q6U/FjBQMAAKg24+QynrnvYCr+8M4HZv2PVP6NcSaANzu8RP9ccb8WgvF/FjGZ7n+qAeCo/6UGOb9eJ/ne/DSzuEwr6mfV1Z4UMwNW1jZUE7hjOobcxS8WjbkPC3jIEhgfbzdkMLe8Yn2rEzAAAIB6h5dGdVxs5cCRU2Q0AIr6X6QaDqAELP5eov+1zXAU/63YtKotEf2/1CCp/xQ5r+BnC3dJdOqUuLa5RZ1tSSkx950lMDx+Zn7JbvnowLMzmAUAAKgqXAdALisDdvbsoWR7lzkDUCN4yt/Xnr/g6TGraxs1P84c+cu0/330yfiVRkj9a1yqxJPOLa3S+uZ2vlp/bWOLHkzP0f3Hs7SxvW0zO8BuGqD9lELrLRdtPpydt76FsUosIQwDAACoBWNuOxw4crqg/0rtHMAffesfS8/7F9FkSIr/eGxb5nN45z+MvdJA59X5SpmpqflFVfTn6b4q/JNzC2KYgLfJ2cViwZeYPlhqGuHE5LT42cKotoohDAAAoO55y22HQ8fOmv6dMwHV3VKp46L4zwvLcsJb8ehfsgbhLZyK3o6r1dxldu07/2XsOgUaTYDN41bXN2m5dPboTW2IAwYAAFC/XP7+i5xydkxpxhOtdODwqYIByCrV1n/6B9/6U09/F0f/WyHo/S/Za35C/RyuNtip5dhngnv827TaLU9ExRoAJdL6NveVGhYQqf+ZebeXexkGAADQCLiOO4+c+YolA1A9zl/4R7R//6G6i/458pdsQNSI7X6XnX4Zi0bp0L49otFOUGTV85L7CfD5mc1mi1L+K2pUb+04aLe+wLxq2ni2gQvngjxYMAAAgFrhKkBcCDh87OmqmwAWfi/T/sIS/XMUubAiFf0vUQWqykPAmNMvdxVe/ClCe3q7RctdL8RV8xCPRcXjrfNROG3P0wnZeAlBV19nU/358cKSEHbe+OdMiUwAV/wvrKxV/WDBAAAAasLl7784QRLFgCNnnhPDASLayur5+crBBX/fefE/9x561jj6Z/F/PL/guuqfxhvq8W/E1f4c/yZ9yh2LeEdb0ptYqo/hdH9UzNcvnpKazuzSonoOsNBPzS3SvCrofJ8Oi3xG/beeJcgasgQzSys1OVgwAACAUGcBWPzPfPmCIQtAVMmB/z/61p96Tv1z2r2W0b9H8eex/9ca8WTSFvwpCUfo+nx7XpVPlogwDVGt2U8kbwa8wv0E8uexurEhmFlcsZvzDwMAAGj4LMCYTBZg74GRfEEgi1ylRgKeefZ5sXmB308to3+uNvcg/sxLDX5ajbuJeaFLnxxcOKiLf0TLAnAWQQwHeHgeNgDcU4BrBjhDwNmC7bQn8Z+AAQAANFUWgDnx9NdFgyBddIOGo/4/+tY/8fy45dW1ms7754p/D8fjima6mtsARHgZaLnFdkS2QDMAxiEAPSug1wZYswL8e77f6g9Y8Lkw0GfG6F6QBwoGAAAQhizAVbf9eCjgS3/4HbMJCCjzn2xto//iz1/x1PCH4cI/mXa7lYJT/x6WHB5Xj/UrTXBKOYokN+8R4q2Ks+wwABfvGYVfiL0q/MIQRKPCCCRiMZEpSKrP2daSoGRLXDUZcelV/fixbBiQAQAANBssTK5FaUYTwMMAQWQCWPT9iD+/9vziSk0PWlbJyu7Kx/ZCk5xLY84RPeXFu6ej3fXJeObJ1k6a1lWjxWtS5CL9gvjnzIBxU6N+bR82CyzsHclW8Ts72Dzw+9jX1yOMBgwAAKDZsgDSq9GZTID6712uCfAZ+ieTSSH++w8c8vyeF1dWa97yd2tbevz4hQat+vcskvmxfFV4u1Xhlc0C8Hz/TfV4s/E0Cb4wA4ZNny1gMApsAljkecXB9mSLMAQdba3U390phL9TvT8rUdjyw+99ewwGAADQiCaA56Vf8WICCoWB3icH5iL/f+5L/DntX6vlfllYuJHNQG+3EDCZ7EoTjPsbRdLRAHDFvVGk9/f3UjxW3B3Q7j5FmIAdUURYGAKwbJHC7yLRiKl4sCWRyIs/ry7IQwT66oKZjKuZnAj6WGE5YABAmEzAK1fefmeUJDqe5aYHfoP2HByhT3/3LmXS2xSNkFRVNos+i7/XtL+Iund2aFGu1W5Jers6qbU14flxLfGEKZU8Lzd/fLwJTyU2PKO2kXxWEZG5ooW/LMpD+/pFYR435mGRb0nEKBGLiwwP379j6NDHkTr/O8lj++rJZjWeEeOtLv7GzIMm+FHLrAKJ2QCBf44wAACAsMFj1dfVLSWzM08RTDzfSu//8mfEJQF8sS0x3CoE//w3/oS+9nvf8PXGuOhudqG8TDpHlj1dHYEcqFplIeqACScDlzNR6qaoAq7+nKAY9Xa2C3MgmvSoIs9rT8TjMerr7qCl1Q2TQG+r54FoJ6yl7RWrAdBcqBB7fcohCz2ZTYA+k4AzBjvuGYAbMAAAgEbPAixdefudF9Qf3+VgWSqi3nNQ1ASsLc+Ja/KuQqZswKkzz9BpdTt15pyvqF+PHKe9zbe3pbO9LbBjJVE05iiGDUzJmQDctpdX3etSPwelaBA899lG2AREc/rO93R3tNHsUsEAcJaAswN6O2HFJgNARvEng+hrPxeKCHN1AxLTAseCPkgRXG4AAGFENQHnvJiAxZn7tDh5O2cI+gaoT91SIydo/4Fh36JvFX/OAJQDX+iH9u0tWRHuld99cts1C6Aaqqa7zv/4Jz8f1c4dWzjqfuLoYSGAIuLX2/OqnzPPrMjmf85tLPiLK2tiNoCOPpZf0gAYmg0Zhd/cTTA3hXArnaZHLisB/vB73w78c0QGAAAQ1kzAuGoCnlV//ClJ1ATwUMCf/NG3bIu3wiD+JCLJjsDEn8EQQEkcx8tZ7B88nqXU0GAuUtdGBCIRRY3+9cg9q/6s/lsYgKxYSthoANK7u0LA9cyBkpN8kxPI1wEQmTsJ6jMEtNtt9+i/InUcmAUAAAizCZigXE2A68p1nJJ9ND0X6Ouz6D+amQ1E/NmYdMlV7UshOQWxGQsAOVrmQo0Jp32W1tZpdX0jPwYfi8bEz9wgSGz875i+AmCsqKEPmwjj3P+YtSdApLhZUCy/oqD+GrnbjRqk/2EAAAD1YAKW1I1rAly72D2eXwzsdbnDXhBj/jpc+Bds9L8ls9tSE586rufLxNSMGOe3E/6c+Me0f8dEBsBkAHazefNg3XLPF9MEP9fhz/z8MZMJkOjm+B4MAACgmY3AFbeIlgupyjUBLPg8zY+r/YMS/6QqHkEW/3nIADStAfjh977NWSPHzBGL+D3VBOQFWRf/aCwn/nkjkBNyFve8ePJiQLFYXuCNWywv+vpzxPL7iucziL9xhUBkAAAAoDRvue0wPefPAOir+nHKP+j+/n3dXYEfiHW58f8bTX6+vORmghZX18SCSnmxjxoi9qgu8DkBH+zvyUf9e3t7DOIfK7FFTT/HbDIBPCPBhXFtSAMGAADQ1Fx1DXnVC7qX4jge3+eGOiz8/NigVxrkpj9e1p6XRfJvbOYhAL0WwLXF9P3Hs5TJZA0iHdPEP5q/j2/7VSN36siQuh0UbXyNAm+M8gtZAEMmgZ9P2/QMAVcOLqy4NpX6WaWODwwAAKBu0PrZu5oApw55LPgsnkL0p+doanZe/LsSSwyz8AfV9MeKsSLdKXps9nNGZiiAh1M+u//IVPgXt6TurRG9uD9u+Dlm/TlqSPlbhhS0OgHOPkhwrVLHBtMAAQD1BkdEl5zFcUek83OCn87N585mA6nml46uohHa299bseeXzABM4HQRcBZglBx6SqxvbtGdh1N04vBBYQZ5SmBU6wGg9wLQN6Zwqz+D/kOhC2DutrgHgL5JtHKeUA1MxUwcMgAAgHrLArhGRCtrGyKdzxtXWHNxYDXFnxnQxohrKP76NMqmR3YoYHphiWYXVyxZgGjJcf5CFsA81q9nBkxDAPlhgtxzbqsmdd29+v+NippUnBoAgEZDZmnVyop/d65XfKWi/xpWjtexCWDjeNVtv1v3HooV/5zT/86Cb6wBKNpX+3lKrlj1aiWPCYYAAAAgYPEPesqflWW5sWNE/8Vwb4BRcllo6ref3KaRg4M0PLhHCLhYE8Ca/lf0/n85zAMAlP+XviAQGYYAeLhh2n1RqWuVqv5HBgAAAOpQ/EUGQK4J0D18IkVZABbUF2T2vTs5TX/zwU26PzUrBvqt0X/MWhBo83O8aN9cAeDNiYcyb+GtSh8PGAAAQD3iGBlxwV814YK/aok/V6xL1gCM4TSxNQHjJNElkElnMqJb4Hvvf6SK9gMxZS8v7nG7qv+ozRRA88+fqs8j8flNaEMWMAAAAGDBsTK6mgV/PNVvcKC/KuIvnI82u6HcY9TkJoC7SroKLE/VGzm4T2yc4384PUc3PrtLdycfi2WFOe0fty0SjBZNB1xeW6dffXiLJmcXZN7ij6pxHFADAABoSDhSrlQVvg43+eEFfoLs8e+G5Pg/89Mrb7/znmYEJnh1RZwVJl5SFGU0EomUnBrY2Z7MRcqqEWhLtohNwA18llfVbYUS8bhYKIi3ZEuL+u+YuOXVAtkkrKxv0qOZOS/dJTn6vwoDAAAAJQJhtx14+l93gKvv6bDYtyeTosFPpQ1GmRmAUW0TqGaAb8YoVxx4QzMG41pzpaYjnU6z8PfGVQGPROwNHM/kyP9Oyf2fuInkZ/sLo5nZ2NXqMgpFgZyF4hUD2QRILPZjMibVOgYwAACAeoQLpC467cCpeY7Q9UZAW+5Lrpa+UKpCzwv6cJTH4l/NiN8INzjy0ua4hCkwoRqDCc0UNFu2QByLTCYjIvyItmyv2QAk81X9SiQn+PlPvoQh0H/XkkiIH3hKoQcDcEWN/sdgAAAAoIwMAKdh7drwiojNsJIed31LG2oGWlsTRc8TFuYWVyrxtCltM2YLlrRsAXddvNagWYLzhXMgVzS6q54X+lS9jrakGL83Te8z9JeQNQQejOeYKv6vVPMAwAAAAOoKVZx67SJZL9F8Ueq+gk17gmS6zKWOPcDH+KK2va4ec+5Id6XBjIBtBkmf79/W2pITcmNPKdUYeDUEnAEoNcRgFH+SnJ4YJBFcTgAAdSD657QL9nfV7ZzMY/bv6aNTqeGGOQac/v/1Bzdr+RZY/H+kmoArDXI+XXfa5/jwQTHsY9LzXPcfs2EwuwfT/Zz6fzQz72gAVLNx7b/5z77zQi2OAzIAAIAwR/nf1YTf86o6W9vphjomFUr/e80KcDaAP5MX6jwb4Fg/EhNV/61CxnVNz4/xR8yGwClDsK1G/zyswFMCrSaAswz8O/X2rVodBBgAAECYojJd9EfLfT59ClejwFPJQgJ/NtfVz+uFOi4WPO/0y+7OdiHgitbK1xjvezEEvNgPCz0XGupFhnzLNQeGZlVjtToIGAIAAIQhyufbVFDPvae3m548nmqYY8VT/27cuuO63/49/dSjipc+9Wxlbb2ib0vdLtSbCdDOO8diiuH9e6mvu4tMCf7i7L/JEBT/huiziYeim6ADPONiBBkAAEAziD6r8sWgonwnHs8vCiNQi7n6gUf/07NS+w0P7hW1D0Z4zXlhBtY3RDc6iTXoZWEh5WZDz9bZcIDrecddHY3T+gqV/VZDUDpDwFG/i/jXNPqHAQAAVEv4+aL7aqVFX2dOFTnebmnZgIG+nro1A1z8Nych2ty0xir+DK9RMGCUKFWgNlVDsKwaAs4QrIhudetem9XosKH7KWcC6uiQftfpl22trdSaSOhyXrABioMhyN8UDMG63JLNN2AAAACNKvw8rv96tYTfzQywQHLf/l6b/gBh5d7ktNR+h9ToXymVj7aKnNbWdv9AobYyndml+eUVmp5bpAeSGQc9olY/53epfgoDHc/Fzo5kfnA8ohjC+4iDIdD3NxgCyfn/Nc0AoAYAAFAp8X9Ni/pDB3cIPHJwMPRGwMvUv29+9ZxWuV4+bAa45uCxt74DE5oJGA/xOek6/e/ooQPU06mfF4oxwLeZAmgeEjD+ePveQ9EDwAn1WNVUg7EaIAAg6ItsrxYRvhrW97i0uiYE7satL7z01q86d+5PSu23f6CvLPHnxIFx46GSLz9xkp45edTL06QoNzvgUr1G/zlz2CHS+CKVn/u/wn/5+0kbAjD+LlK4X9023TMAY7U+GDAAAIBAxV+9eZcCTPnzGHZ7hTr16Ubg488nRLQdJvShCynlHdpfJOJetlLwsIJHE8C8qZ4Hb2rnQthwnP7XxcV/eYXX9DxCng3B+obU+P97tT4YqAEAAAQt/ufKeR6OZDmiHejpFuLPy6syXKT2eG5RjFPzMqycpg5SbDkTcGhwjxgaqDW8VsGtuw/kDBIfpx7LlLUA4WPC1eyffHHfy8M4C3BO6xUwEaLT1LEBUG93Z074I0TGEXJFa+truTt3j2K4S2sCsCZXAFjzDAAMAAAgKN70I/4s8P2qiOmib01l6xEqV2ePqJEubwxXrs8vreYK1wLokc+iOzE5LczAk8eP1HQRIBZ/44JFTpw4MlQZ6Tc8aergfvUYL4lj7QEx3q6ZgJqLnfo+Lrrt09XRnssAGBf28WEIJFdsrHmtBAwAACCIi+tlt+jKGuUPq5HloCr63epFt6TyOMCP421kKBexzy+vimltPoTKBF+8f/fxbTp2+KAwJdXmzoNJ6dQ/H79+blijVP59nTg8RPMfej6uIiuknh+8hsBrNT5NHdP/sViUOjTz6bjSn4Qh2Nx2nVI5HoYZEzAAAIByxT9FkgV/LNhPHDuiRvxdHuXeHX5O3ng8nIcHOCvwaHrOlxnQU/Drqhk4NnywaseSq+4fTsu1/OXMyRNHDwcU7Lt/Cn09ncK4bfrrF/Cqep48o96+VEPhG3X8+9hIRSztf/RZfR4MAQ9V7e5mQx/9MygCBACUy+sksVgPR5B/8OxThYi1glsiFqND+/bQ186epgtfeUaMY+u1BF5gMeaZArLp+HLg+f6y4/4Mp+V5tTolgP9kGewvq67vopYNOFftE1QzqefczKmhni8n91qVXySiFfzpMq8VBEb0zWAOJA3Se2H44sIAAADKubDqy/Q68vTJo8IAVAI3cWORPHtihEafe0a8B69GIDdToHImQGQbJh6I+gNZWKx4udpKGynrZszc+OScZgIuhSn6zxuAiD6dL5Jf58erIZAc/x+DAQAA1Dsvu4v/CA3tGwgkUi0neuW57Sya51UjMLRvj6c/ki/qbAIkL+4ezMU6/e6T22J2gyxsYJ49c7za2i+2eCyQUWNOI/A0wdereJ46tv/taEuqRjFR6ACoCb4fQ7C67nqOLIVlZgQMAADAb/TPF3LHSG6wv4+G9u6hmqiVddMFVDUCT58Yoa+fe9KmANHdBMwFsJgOPxf3HuAeBJItY/NwNoNnRMjmRyp2IMvnMjeMqlK/gFG36J8MDX10QfdqCHazCm2n03UR/cMAAADKwTX1f/rocFUkyc/GU75+XzUBxw/LF/lxuj4n3N47CPJjuciPH8tRvx8jcfb4CO3r6/XQ5SfYgybTe+HAnn5KxKUzBSzMdytZF6AtROVoMnhow9TwR5N9GUNABkOwurEh85ZuhOULjFkAAAC/0b9j5T+n2TlS9R8zVmFum/oSxw8dpEFVVD9UhZ2XzJWB6wKWbq2J+gJeZbCnq1MMMehrC7DYr21sie6CPJOAf+bHlAMfTx5KqdGREqxKHB/upX8ydYjGb94Ryw9LwOcS9wt45fL3X7xS7eif6eHPrVD0r5mAwlFVFN0QFExAfmEgpWAYJFdUDE0GAAYAAOAHnvefchasAec+syGCswFfefIU3Zx4QI9m5qQfx+l7nikgO3XPv/gP0FPHUwEIfXnPILG+fU5Q1eP5e888IbIlHlYWfF2bKvhKwFMFv+sW/efy+Yp5dTwlYmsI9FM6YkwHaIZgdc3dIIWhKZIOhgAAAF6jfxZ+1+I/Md3PgyzVeovHY0JkT48Mh+p483virZrj96VGFCQK3EQ3x1zBYIyeOXXU61oClyg3SyAV0LnK2YVzbtF/xNDH39DY3zIsoCX+jUV/ptWCIzIZpFCtlAgDAADwiuu8f46qKlNWVnkrcOTAPiG4cR99A4KEX//cqWN0cO9AWQv9BLk4kFuHOx77L8zMUMRzcQ8G7v/gYbVCvYXwxQAOo+tz9HZ2ahX9ZBZ9iyGIuBiCVbnho7EwfZFhAEDFmfxXlFK3URyJhoj+R0m65W/tKtDLFUAW3a88cZLaWmuzHgBnT37v6SdoX3+4FtRzW+K2u7NdO/5mE9DV0UZff+ZJL42EeMefqufba2W+Zcf2v7zeQ0d7UhN+0+K+ng3Beh01AMqbTFzSQIVEn7/APE78sh4tqvcxV9XtRwf/giZwlOo2+pfS/joZ/i8J1wWwCN95OEn3pmaqFvWfTg0LA+ItL1L5g7255T5dUWQAFIMJM5wP/Lc9e/o43X4wKdY7kKTcFsKOgYdI/+dH/nPL+uXH/Y3/4N9q1X6FdsD5hsGCFbmCRwwBgIYXf5HCo1yVuNXyX+LfafuA+or++bNrqs+NReuUKsjPP30m1yu+gq9z7NAB+sNnnxLT6DiC9rJVo0hCpl9Bbj69kl8cJ/c/zZ4ouVv+O5978qSXIRbOOF33OlVQ2z/lmGbQx/+1Tn5kygJQYeqfRIZg3X0J4ImQLY0MAwAqIv7vunzxxAphWpYA1If490pH/yoLK6ueI9iK/6f437ra2+i5J06IsWyOzoOqD2BT8eSxI3ThuWfE9DkunAsDdh5AYoU7Q5tlRcsAKJaFc3L/39fVSX9w7ilxXCXh64nXFsKjbjvs6evJq3xe630Ygu2dtNjqKfoXxhOXNhCg+ItxOyIpYdcF5SX9jh//5OfntC/tM9oX/pzNc/GXaMnw87L28xg77B9+79sT+CQqwquSn2senhNdqzH0SsF/Dwv2k3SEFlfWhNHh2y1VHDclImR+fKcaJe9ThYfFP6kdn3oYLdmUzABYU/9K/g80mAIWn1iUvnr2NH127yE9eCw1VVBvIfyMGkm/IrG/4/S/TtV85A2XYYK//n7zkwDz0/y0lQKNf5w2SrCyJlUA+F7YPtNIQBd+o9MaP/gXtESgGQ0Ai7+pQCyhXt86+4h2M+qXZL74MY+Sf/Dsb3r+BT/mBy5ZA1kmNDPwlmoGxvCpBBL98+dy1+vjnnvipCpynTWJXmtJJrMrOsLlbjeFyHARHDdFSno1RCEqpPjki3s0ObvguM8ffumsagLa8kIv3r6W+tcLAxXFMCSg7Te7uEyffnHfy4JLbP4vlKoL0DJWjgsscGOlY8MHClIYsRdExfx/xeeZ+sMXDyfp0cy823u+EKYeAIFkANSLPkdxly336RfiCS1au6HdihSIahBwYW488R+1E/9+9fsV1Qaa0ttqFKE1Q0tHOujTzj+jO+3fuR7wW2GxusTbj3/ycz7/fqQagav4hMriTT8PWlFFsLcGBqDW4sqRLae4mb2cYg6poFcmA9DmmPo3iT8V9uNuiudOH6Obdx/ILrjE2UFuIfxCCVEddXuCgd4uQ8GfYuoEaDQEEYkMgUzHw7CJfyAGwCr+lguxHtFdtDEIuotb0ozCPaNpUE3COIG6FQkW/b7BgvgzXX05AzDV+jz9rueyMAEVhs+/N1UjwOnrl5AR8BX9j8pcTEtFwnU/FaCJMhflGgAe/5dJ/ZPBBOgWgX/qbEuKpkGfP5ik6Xmp1RFFLVGJFsLnXc1KZ4fhPRRE36sh4PURuNWzC6G89tS6BuCcQ0RpPXD6eK9uEiYwlSw00f8lsqTve/YSWVcO5X/fGLhMX8S/We23yO/tXdUIXNEyAhiiqnD0zyxyIeDQfohrXf4hxS/kNgugu6PDturf0BKgyCAUfqdo3QOjdOrIIepRxZlrAySxayHs2KuCuxXmXtPYzlfJj+97MQQS1f/Me2E8neqhCHC0VEpHMwn5oQXDQdYzC6hHqA6mRWFakkRJyyqr20oH/eXO/0SP4mdr+T45WzWqGoELMAFS0f9rVEZdBkeMdSe8SmO8SNCvIDMFMC4yAN5S/4UpgwZTQCQaBnW0tdInX9yXqa5nOAg5p56zL2nX/pRz9N9uen9aPZ8vQyC5yFMoM9qNMAugV8Ik6FkDvR4hn1lAPULZ0f+o9cvGqX6r+P9s+1/SXPZoGN6yGDvUTACGmUqLP3+vXi7nOWxFAwJbl0j3APCR+i81ZbAjmRStkG/ff0QLy6uy3+13SSLdLgyAeB+RvN4rEX+GQNIAhFJngjAAS0Shn8+douJ6hFcNBsGYNWCjcM+QWUA9gjM/sEb/vBn56/Q/C4v4G00jDwk8i2mDJXld5nvNnd+cVojj/uge5no3rcCG3Y3ITnH0m/o3NQ0ymIBYLCo6I95/PEsPp6WnCjqm/1tbEtSumgtFL+SLGE2Ld0OwviHVACiUGccgDMBLWqSQomCmcdUyMiwV5VpdHOoRKD/v/5LxvnZLs7S/S/8Z3cx4H/NvTSTUL2qcErEYtaoXlmgkQpndLG2n02Ja1e7uLq1vblOyNSFuPUwfMl4oforhANvo/5z1c7WDK7eZuaUVR+Ho9GEAmk1glZD/IVs77gYg2dpK5ab+DckCkyngBYV4hsGte4/Ed78c9G6FhURFYfKfN0MQobXNLZlrz1hYT+2yDYAqfNfUm2sGURjVLq58EXmGzCn6emfUcms1CU71CI1oEkxOmyv+2wyzviazZ1UD8E+ln4xFvrM9SR1tSfGz6dKlXhFi0Qi16/Oo47F8kxmuHt5VzcGmepHiLyT/7MH0mZoRgXz078qTx1OigYuTAeApXUVT4SCwdceqxNQ88X0MIPWf308xmwJem+HcqaOiX8CG3MI7tvTxSpWK+XOLREjaEORXDlDDf8n0/3th/VwDrwEwjKlfswikniHQu7udr2bWQJ+OxpXo6Z2KvUxZ9QhUf0WLpk5bRvHncf9fbF+WfqJ9/T2UOjgoovuddEbd0rSpfsllv+icKmQjwBs/ZkW9YEkaAe4X8LMffu/b16D7Ivq/KGPYuW0tR1IJl5a4PHYc3ExADAzU6kiJKZ0SBiCo1H8p8xBTL+RPHkvR/cczslMFizMA7e2F1Qq1uj5FibgaAr0LgGJYO0hyBkBoh5AjYXgTWv943Rwc0X6uWNaATYDREGSzuVslm/s5s5O7rSGl6hFCVbSofm6m68yeoVzzH4ZT/7LR//Hhg8IA2AqIGtXPL654TvFn1S/44uq6VPGSdnxHmn0oQCv8u+5myln0v/HVZ6klEad5Nfr/mxuflHbEXZ307OljENg6f5G/uv6x43eQuxz+vS+fLUT11tS/YiP0JbsFKlKdBLkF88TkYy8ZP2pPttJTJ1JkTO1b1TBiI4sRmx35/3/36W23WQpLl7//Yl/TZAB8Zg3GNYGzZg30oYRAswbcllY/la3ZAL2ILdGqfsDRnClgc8CPye4W9t/ZqughKaceoSpFi+r7uGg1Vbr4c/T/QeY7ZYs/w+t1H9g7QFOz855MAA8hDHR3ChMgkUXQly5+rckDx8sy360Thw/lmr6oF+I2Me5bGsmubk0vsGHH7bvXlmyhSqX+rbUB+r68kt9J9VycmJoW2UIZxIqOhicsDPNHDBX+SpEhsBsySHNNUh0uABQ6A+BgDJY0oRuTzBrYLR7jCV3YtyxrO3DGIN6SE7loLDfVTTcGupFgs5BJawYjU/hdhRi13FpNQqXrEc5bjZPOrd1vChPgxoG9/Y7iXzj2ETFuN7vgPUDv68q9DwkT8DI3CmrWLIDW79912h+n/UeGBvMXxNyF31k4uFNa5Va5w7BApY/UmuT4fyVT/0rREsO5H/n8O3H4ID2cnpOaKsgFqSKTYAjpI6a+BfKGYEWi/S+FePw/9AagzKyBnik4T4WiRN/wkACbA7vIn00BZwta23IbGwM2C2wajEMKGS17sK19nyo81FDpegTT8Uwa9P5G+ruub44L/UYODsqfqGUISE9nu5g94JIq1KcPXW1SfZBa7e/M0cO5C3FEyY+dsilYWd9wFJDero6GP4CNmlDIZNwvUkktExRU1X/R8IFJis3mgesCDu/fJ+p/7jusKtiSSIhFmYzGIpLPAng3BMtyKwCOwQDUJmtAJbIGujAGljUoNSygZw2EIUjkomQ2Cp29xY/n7IGeNdCzCHxfBQsWiRz6IxhMQql6hFG7DADP919V9rm+8PH8Klxy8HizX3g4gBdncapW17MAzWgAtH7/l9z2G+zvo/7uLnEBjCjaUijqVZF7ATiRm0JWngGoYQfcprcja5vuQpcrAKxO6t/eWCgivc9Thu9NTotCYivD+/cYzARrfsSQqfBuCDbqvACwIQ2ARNagyJVVOmtgB5sC3jhjwKaAswit7ebFc4zoz6Pf8sp62WxVhhpcj4GxqPLu7vOuT8hpf84AeD5ZYzE/8/0FraqB4N4CnAlw+lt//JOfp5qwOZDrtD9u83p6ZFi78GqXSa6gVn/u7+mi+eXS5mpLbwncUNn65uk2KJcBaKlq6l+/USwGoa2lRdQVPZ5fos3tbZH142ECbi3cKar/C9quWKaneDUETlkvXfzD2gCoKQ1AAFmDHjIXJfpGF247g8DRNAsqFyLqQwl6hN2SdH6+/JBD9QoWTe9pMvuU6/4H9vT7eh2/dQA6hyI3ae/S/0EHtn+Vv28jtk/dBsXKhMuJo7R/+zevqp/5W9p5MdYE0f8lGZN35MCgaLqkd09TIoXJ0W0ua9yLMWRPaoZWvmH6Y9Y23WsAuNtjtVP/xmZDRvPAU4KPHNhrDNfzzxIxmhK9mt+HIViVK24N/fUDBsBn1kAzB6OGrMEzVBhSKItShYh61oCzBbGEdhs3b4J2++fVhxqsBYvlDjUkDIXgbi1/uQ2nn+hf/FnJVjGtTG++wcMCnBXgsT1OM3PvgGzW/mp4eOoN2j//fxY/5+6M2IQxyRmDS9rm1ib6Wr03dtKm/blG/yzwR/bv06Kn3GU0okdo6kUy6TITgD8bpV4lt4Gcgt8/RSbrFuMaHbspf1QwAZVK/eczBdp+QrgVU7iud+4ttPLVfufXEEjO/78BA9DY5qBU1kA3BVXLGuhmgMVYNwPWbIE+Ta9UFsFYqKi/hkzBYsIQALpV//sVf52erg6xFd1PHUL8OVpZVg2C0QgMzfxrW/H3gJ2pe139nMXywnW84uRlmXPyZOqQiKqs6X/SjAC3aHXOAGw1vMA2cqdBt173XFhXctxfMYt/pVL/RmORS06ZW/YqFKwhWF1HBgCUNgYTWrQokzUIpFUyR/C8lZq+aC1ETNhkbe2GGqwFi2xA5h6ZzUC8Rf59lmsAnODpglyRzpmB6blcl7DW9JRqAP63SgroqPqZXqg3E6BN+3vVbb++7k7a29tDWuF/Lo2aj7ByRoCjP64RcOoWx3UA3NMBAlt/f4ZbBiA/Q8fLuL/RFCjBpP6NAbuikKllr/HYBGEIVjdcx/+5AdAEDADwmjXQ+xoYixJ941SIaJy+qGcN9JqDkqm+eHEmwGn/WsBCwyaAK4E5+re+1+6BQtvifFGl/z4O+hKkz9bZqfimzE7c9Ccn/kqhGEq7uurzoXlYgNurLqyUnofNwwA8/AOBrS8rIpPqTuotgAMc93efTlicaTCLv7Flr7nrX7mGYHsnI9N9cKweTmUYgPrJGgS+wJJTkSBnAPSsgZ5BYMNg3ddcAHg2NMeT6wLYAHStXzfd39lnXrPArbjSOizCxZWba0Um6Jz6GV1SP8OrdRL9j8qcP8ODe8XiTOIirOVBI9rPejZAXyYt6VIIuLy6Tj2dklMBm0hgw47M+P/U7ILIAowc3K8NFRVH+WWN+ytKUXbBLvVfKPHXyv0MUxIKq/mVbwhW16Xm/9+oh88XBqC+sgbXqpE1KGUKwhjtlzyxeRnh9BS17kyZ7jeKvwy2wyKqiViYKiqc5HT61To5pd6UOX4pveOflgfNXUQjpmyAbgTcZgJwN0AFqlt3joeNmwy8KiQbgTMjwzTQ212hKX8lsgOGfSLGDAPlS1V8G4KIEjEfPvV3kguUIQMAQpM1CGyBJWv6P9ES3uPTuvO46L0GYWD4OfoGiWYemO5OsSEL+8wANfqX6vfPKzOKym7toiyiovzVNaL1ACgYgU6XQkDJqummE9hGylpwtuDDzydoj2oATqWGC9mACk75M5oC0+8jhkhexhCY/lkwBPksl8EQrG24n8uXv/8iDAAIZdYg0AWWooYOvQORL1z3F/2zB/dU/O9PJOK0HjOH+0E2TNKHRCxZgJRmyMIq/r0kUfjHNRRD/BkZx/21C3LOCCha5F8wAm4FftuiG2AZEgaBrQnLcv3uTXDHzaUPb9KRA/vo4L6Bik75KxL/SMSQrjd8oqUMQb7Cv3g5YDtDkMnuigZDjRD9wwA0pzHwusCSdNagNeJ+sdhyXz0rEFiQlrvOFGUv1leIOrqDeY2IJZvwRes/+AHRvwvzl/91kpj2dyp1SLsIGyP9iGEgtPCzMAKcAWhvc/3cMQQQLjtSyVfgbMCdh1PCDJw4MiS6cFZiyp/VBBRmHhTU3c4QRLTfKYr5aLgZAgnxZ8br5SyDAQBGcyCzLPPLxmyBVQS7IjOOawHw8pm8VboinKcE8jLCm3u+SW1zv8jfv7aoLfdcgaGL+61/eOnK2/8lG6ZXLn//xWshi/75s7vkth+P33Z3dhQW/NEi/UhEyRdBiWZASj6sytcHcCEgT/dziialCwEhsKF4ET8ZAOvjf/vxZzS8f68oKg0u9W9nEMyr/OXrVmwMgV2THxlDIJP+p5CvAGi6TkL2gEzWgIcU1I0b30wYf2cV0j1R92GAmcXlqr33rZE/L8oCcB8DHr9fnM5lBPx0QbSbXrkTES0Y2Rz9VBXcdzXRDVP078rRoQPaRVafo124GBfmcBs7vBWiNrdCwFxFuRLYVt5/kq+i+N+oGludwEWCNz77Il8LEmTqvzDjQCsQNHwI5s9Su08pnMOFlgWKaTN4CG3L3b8m1wK4bjIAMAAgUIZiH7obgIXq9czZ6fsarQ3/oOh+rgfgpkkr8zlDMHWXaH5KdfhL2nQ/l2m+G5a1b3gtgaXYiPEuzgRcV03Am1rTnVpG/xdJYiiHl1TlRZPywkeKuYOb4UJLpoto7mdu0+wEX/yDEtdmFNjq/MmF/8qN/u0+/w8+u0sTk9O0q5rBoFL/xnNQ/0OMoh+kIXDKcGlM1EMDIBgAUBFGYr9y3YeHAB5Mz1XtPU0e+uc01/fH7mZBFf7VxZwRmL6XMwZLs7l5/8YCQs4arC6aH/uo5aulnvaSZgRe04rwQhn985DMgb39hrRsIerPX6jz87qtRiD3czwWdf3cm1tcqRo5izKdVeU/n8dzC2K2QG41vfJT/3o3QTIeXyV4Q7C5tU27WdcGQOP1dL2GAQBecQzfuQZAZhiA5wxvV6kgkFPP13teoQ+6/hktx49KP46HBlj82QTwkAGbAr7lrIE1+v+47XtOT6VX31/XVt+rZvT/GknM8ODx2Vg0ahJ/svysWEyBLv666HS0SRQCNrW4KqHKWrg9zfKaVMObq27XhFJm8ObdB3T30WPVXO+Wmfo3RuuGDFHAhkByKut79XQxhwEAXrlhFUkrT8f/bylRvjnxUKrTWLksrq7RmvrlvdP+HfqPA2/QTwd/Tr/s+5d0s/PPaK7lrBBwGdj8200lvN7+57Qe3SfzFCzEb2r1AaNVEH9+vZfd9uvubKe9fT0FKTTM0y6IP5mMgF19QNKlsFNMAa1W9BpycQ3DFhC8dDa3wR7z82CeJfDB53dpaWWtKLKXSf3z/VmT8BcMXdCGYGtHqlhorJ4u5pgFAMpLndpkxE7Hf0F/l/4zx9kADDvqj+/cpyePHS4sKBIwvG733OJK8YVHFX7eqOOfin/vpft0fniVlMUPSJn+K1LW7ks9/286/luaaL3g9W2x+I+qAs3R048qOGb4KklM+ztyYJAKa/vkeqhzwxPFsOqfsRNgfmUg0vbTfm6VWOyHFwwK4rPGjEIvB8vf0VqRqAEwNLy5oNWavEkeVz3lvvo8ZZCnknLvgEQ8Lp/6F9egbP58yE35M7TyJcU4WYWMXX2sqwbmfqvNBoiYj11EXK+2ZY4HhgAA+Eri30jtp5uASgwHzCws06dfPBARghuDx/6QYmf+K4r//v9KiRc+pJbv3af46L8R90UH/6D4izP8jyj+9/8t7f/Kfy0WHvLJJXW7W4n6AC3DcMltvz1q5N+ebC2kO8kYSZFhfFWRqg/o7XLOpqxvbTde8buihHvzmbXwijb1lSthfU2B5Qp7HhaYXVwyROvkmPrnZb+zxkjekAVQDOF9uRkCHvtPZ1w7iY3V23UaGQDglTEydJNLlzDFnAX4IPMdmsu6j7mzCbjx2V0aHtwjCtHKhYcVPn8wRQvLq1L7c8Rx8siQ+c6WHiHyxJt+2Vn8kGhnmSKqIdAF8qh6O7RvD92aeEAffe47kOfj+bIq2tw/4GqA0b8j3KqVK/8VEd0XWv3a9fzX3UBuMUCtp5rhZ0Vrrh5zie431M+al2yuRgQbOp9QZ+93xX3RmzEbE8Dq/YJmQDkbkPKUDVCF9tHMvJiBcGDPACVbEyVT/0yWU5DGJj9a5G7u4V9o5+s3Q9CI4//IAICycSqK/UbLG1LdAXXRvjs5Tb/79HNx66d3PGcR+LHvf3pHWvyZrz11SpgANyJ9Z03ir0fMiXiMnjqeoj/5e8/TyNB+v4eSMwBcH3C93PoArdDQ9TmG9g5ohX/maVTmOdlUKAAk9/qAzrak6+dcrQi2Qcfcg3MjDlu5tTna0ADXBlzxlw3Yotv3H9H0/FLh7VpS//x/nAEwlXEqhayVKRPgIUNANhkCyQWAxuvt+h2BhAGvTP4r8/XswEjpfT/e+ia9l73s+7V6OnPRIk9T08eYua2oXnC2rEYpfLFaWdvwZRpGDg7SV1UDIB+MWlckI/NceSXX5+DjO/fyqUyfcBr1Fa/1AdpQwl1yGYflY3j2xEg++hGjn8ZFT4xtVE0/F8ZJjT/r+80vr9CnX5Sun+Do/8zRw43/JanK2gWVexFe8vbTuw/cduP6ldckzkk2ozwV1VdjLO4wuX+gTxuqMn/feMnvIkGLWCJ5G8WLWKXPmCGw/I5Pf562vOluAvq0DEjdgCEA4Iclo8DwTIBSrXX3L/6CDrecpftt3/T1QpJTkfyF3F2d9OzpYz7E3zA/2Gb+MlfUn3/uLN2bnKaPVTHc8LcSHhdUXVQvnle0C63sheUyyRT+HRzMrZqeX9RH/6MiWprffligUC1YWAo4kl9dTaG4y3KLmd1sMB9enQts2AnsczJkA7Qpqa96fTw33+HmQf09XbSnt0e0+S7MRDG27LVf/U8xGgLFbpW/iF7TajtkYF4XoHT0X2/iz2AIAPhhzPiPnRL6xvfz9uWVK3R48xeh+gNY/L/xlaelUv/FumNZhYzMrUP1XQ4fGKRvff05EfF6fR2LoN/VlvF1i7RSMhdYLtTrbE8apj8ppjas+dSnZVjAWCho6gRoSJ12u/T639jaMqRjFf9bFf5rNoyjLpVY817LFvieMsjDetw3YHV90/Z7Z+7cV/im5s/P/PmrmDpRUtE5RUVDBhKnw3g9fuYwAMAPpmKXzRLD7caGOWEyAX7E3zrub8wGFLICVkOQE9IzI8P0R7//ZdUQ7PP9ltXtdVXg77rUB0j1++eixVLj/mTq80++6gPcpvmtb201vcCGfbKAZA2A54iXp8mpG8+bfcXP47kS/9HMnCgUdOrKZ2cIlDIMQcZ9LfF7MACgKTMAPARgzQJw9zxrkyA2AUNbf3XFzxc/KPb19/oSfzIIn0HfiYr6mZtv9YsRv96XTh+nv/97X6Y9vb7XI+YI/12tkVDKEv2zMbjo9gT79/Rpf7t5+p5i297X0AnQmB2wZAOsDYI6XAoBdyvU/KlBZuNRGEoWZTIA5cx5Vx97pZxsAE8ZvPtoWnZxnrIMwfbOjmo8dhvyQg4DADxjWDbYFO3rhpx/3lyzfeiViz/4X9j5X6AazJk9uLefLjznT/zdxv3NxUlkTpsbbttbW+j3zz1Jv//ME6KoyScs9pwNeN3QP+BNtwdxvwIeQy1E90rRPH5j+p8Ua6tVwzGxGRbQn9Pt71pZ32x6gQ1ivkAl34GESSvbxHOBq5YNeMnP82XVCw53Enw8v+h51oIXQzC/tOI5KIIBAI3OG9YsgL7M7rr992VcNQ4s/vTD7317XN30L/5Epd8oXygymYwoyvv3v3rf82wBL+P+ZPqtYm8i1P8b6O2mb3z1WTp36qiYRuj3GqoZgZ+SxHzrwYG+wrQ/43uyMQLl1Ae49QIIelngehTYqk4r9PHkEhmAwMa8td4XvhsIcZHg5Ow8La36X72wlCHYVJ97c1uqBfBEPV7EMQ0Q+GbyX9G7JDHfXLtYXFANgK3L//FPfn5JvfkuSaSwvQo/b4olPORI+OkTR+n0yLBr9F963F8pmpJknxUgS+GcwR5oz8dTmbi4iec9VwpOyx89dKBoKl/EUCEdMVZFG6dLRYwF06aJf7b7La6s0a17D0u+l66OdjqVOtQ4XwSlYV5EwK15r9+647bbNVW4Xwj6tbV2wq+TxwZC1ixXGd05DdcPRRgLiewCZzJGkAEAzQZfANxSd47ir2UErqobP1ef9pxXtJSapyiDBZUFn9OX6XQ6t+a4TW6YBfe3n3xG/88vf6OK1WrJ5yKTeBuvw3Lj/mQVfyoWf76Jx2N04vAQjT73tCjQqwRc+2DX6tdYwV9IpfuvD0irx3xiatrxvYiZAKEKw8sde2isrMX6ttQMgBuVOE+1dsK+Gwjxd1vPBrCAlyP+j+cXZIcW3qrXCzgyAKDcLAA79TdLZALEHHYn8Zflxz/5OY91nysl1plMhjMIvjoOPX3yKJ1ODeejBnPK3iDYpgjf0FfcWh2vWEXemkkwmwhrJoGnO33+YNJTN0MneNbDoX0DloY+EVPTlEghwLdE9xFTXxVzRiBS1Ejoi0ePaW5x2fU9PffECQT6If1jllbXxOI8LryiFfJVDL/thHV4Nsqevm5KSixSZSf+1iZDDoxUcEEvGABQF0aAxVlP4bPgX1OFv6pfinI6jnEL29975gkxTl469W8xBoq5JsAk6Hb7WvaxLx4svCZHMndUIyA5BmkLj/lzdoH7/udE3dzr3CjwEVMfdJf9jJ3TtH1ZOD6/Pyn1vngIoKu9rTEFts7/kMm5eZqaXXDb7YJhJcBKf69fIx8NhHS4+ySbYG4g5AbPKlhYWfWSPRjTChmRAQAgDJRzweBx8i+fOSEK8yo57m9dbc/0GIuJ4Gjs/tSMr/7s3JWQt2JRN7f3tTMCXuoDeE72B7fvivFjGVIHB0UhZDOH4mHthfBwek60s3bh2Woufat+p89p2YBz5TwPLznMTbBa4glhCFjodzJp2tjcFoWPHr9jS1r0v1Sv5yAMAGhUE5Ci0kMTjvBQwNfOnqFD3DDHdcqfYjvlTzqDIJkV4HnIn917SFNzC9J/B093PD58gOxS9dbo3e5nL8MC/N5WJedkMwf3DtCBPf0VPQeauZVvOaaKi1HdPktV9CI1+l6zuX+ZJNpdV4EXtJqFugUGADS6EbisZQM8XzC4cO5rZ0/nFyEpiHvw4/729QXFz88LkvAiLZxud4OX+m1vazV80SMlInkqqz5gZnFJRI1e4HbEnG1pRoEN+0vwQlY76bRj5KsKX189mvsAkVoIKexgFgBoaLRCJV9zjDkN+pd//Vv66PN75ojSw3x/d/G37mczJGB4Xl4ZjXsHnDt1zLG4ic1Lf29X/v0W5vEb34+xX7r550JfAMUwfFHcP4DTpl6yEjq7AS42U3jjld3KmixAYVpu2PmZXMSfGa/xd3qinHbCAXC1EcQfGQDQbNkA33OMuYjoK0+epB41cq3GuL91ueFSJmJ6bpHuTc3Q1k6uUJArnw/s7afhwb25y3k2S+uqSPNF3Vy8Z57f77c+4NbEQ9qUmzZWBLdGrnKQ3DjhfoXgynfOAEgI4Esh+U73atmAi9V6SfVvf6VRzlQYANBsJoAvGDwk4GvKIFfUi9X9YrGKj/sXPcbWZFBxrwGb97SbVcT8+3zk7TCVr6D7zvUB0/OLog2rX548doRaEommEljTXxHCP4Or4HkKqguhS39r5p6NQKVqAzjT8FK9j/lbwRAAaCq4Yldz8JxC9JzK5AKp//Cr6zS7uFwk8nYp+8KttVmQYmkqRDar7RmmGJqe35j2VaQeE1VFm7sBcj0DNx4qavVrGBZQbPv8m5cCZqEoR/xz0WaaKtoUp2EWB6puBkCCiRB+r1mYeajvagWeXjQnajTxRwYAICNQxpRBTrV/6bQ2ZdBa1KdH4BLz/e0yCLLFg26ZBNPzKwXDwF0St3cyonOiaViADO19I/Z9AfgxHCV6aJRiC3c91KcogkByCmU/w+M5qaxO1XoA+PxOX9K+06kyn2pMy3aMNeoZAwMAYALKqCrmqXZnj6doeP/eqo37280YKFmL4GgyiLbVKJzXWPdSH8BFfxIrpC1pF9CSY7Ms/pVqfRxWgZXJWtSSB49nRSMcF+qi851mBLhDqN5FVGZ4YFw7b9+o1+5+MAAA+Ltg+J4yuKe3W1Tmt4kpg+EY95dpZMT/5uYn+SJB7apQqj5gdX2D7qsiIcEr2sX03VI7cFOW48MHqyauYRDYsMNNp9ZC2gMgIKOfsjH6S9q5Ol7PTX1gAAAI5iLxOvmoKuZswMjQfjp5ZKjs+f5SWQHjuL/x96UeU8pkaCaAMwHGDEDhApETf+72x61++dYF0R5V6952vdRO3HDpzMhhnHQhylncvHvfbWinble+A8WgCBAAc3QzoS1zKrPSoQkWUO6I95/e/5BW1tfLmu9vilYtxYMmQbdbiTD/MMtPRYWChdfgNQOi6qYYVgC09g+YnJmXEf8l7diRW6vYcmsIwiCu1dn8/+e1yYHEZzKBqwQMAACNbgT0qmLPK56trG3QL9//iD754r5o4Wsd9zdG+NbKfpIe9zf+nkzDCOYMAhWN+xsfb7QMPLWRI33zyoe5nxdWVmRb/b5kSaM6CobTQkeNJq5h7yJUrzMAAAwAAJUwAcYpg54vfBOTj+mvr39MC8sr5qI/kxUwxOjGcf+iCN+o14olQ6A4i7zJJJSqRcjBjYQU03CCKgyZDM0trsj8yVdtpkpNOGcB0jUWWApNiz6lxttORsoA3MOVAQYAgGYyAmPauOePvD6Wu+T95qNbdP3m5yIbQJZo3RS1k31WwMt8f9txf5seBMXDDIV+AbksQOHZH83MyaT+WejtOqS955oBaBKBrVYrX7+bRAtgZABgAABoWiPwmnrzLOWmCXmC1xXg2oB7U9MO8/39j/ubMgmOhoEs0weLTQTXA+gmgqf7be9ICcNLJSqol9wzAM0hsNXOWnh9WgwBwAAAAJxNwLjfhUgymV3RO/93n3yWj3yDGve3TvmTHfc3mQz9oqAaAP4Hry8wv7wq86c5NUuRKARsDoEN7+JAObYc6jFkP08AAwBAMxiBK1o2wHN70MWVNfrr8Y/pi0dTtR/3V+yzAlklK7vK37hLX/hxV9FpEoENOxLDPNRs8+RhAAAApS6GvqcMMncfPabffHyLFlfX/I37EwUy7m/9BZsANikZvWahNGKBlHIEg0Uno27NILCuVGEBAsVhk8gAIPqHAQAAWETO95RB7ro2fvOO6K2fEVMG3cb9bbIC5Yz7U3Etwur6pjAAEvzIba6/xphrFqAJBNZ1q3HWQrLHA4ABAABYI91ypgw+nJ6j331yWxTdOY/7K8GO+1uaB+1md2lydl7mLY9pwyAyuBYCNoPAhhmM/8MAAADKNwK+pwxy0d3Hd+7RJ3fui9a8hQi/EMFWctyfb1n8vXT7k+SG0y/1ZknNOO4egqSF+Nxlxv9VlvENhwEAALgbgdfI55TB+eUV+u3Hn9EjVYyLGwRVbtx/aXVdpP8leMljMZhj5Li+udXwAut3q1Y5IzIAMAAAgGBNgP8pg7u7okjw48/vicxApcf9Wfyn3deBZ+y6/clkDEqyu5utibhWU2BDk1EosUlmAFADAAMAAPBoBHxPGVxeW6f3P/2cHkzPlTnuTyXH/Sdn52RT/xNk3+3P7e93zIIIg9Mgo+5VsRRlZCNKPSkyADAAAIDKmYCypgw+nJ6lD25PiIWGTCIvPe6v2GYF+Pk4+pfkpTLmgU84/VKmD33YxTV8CQX5J0UPABgAAEDljYDvKYMbW1v06d37dG9qhnZ3d8se9+cufJIV/8yP3CL5cgxAOr3bsOJa/XUKPS+nJNPuGdE/DAAAIAATUNaUQR6rv3H7C1paWfM97s/j7g8ez8qO/bp1+5N6DjdzU18C21iVA+gBAAMAAKiuEfA9ZZAFnJsHTTyazhfRyY77c9X97fuPtLF3V1y7/Umy7Pb3NLLAhiChUO74/3v4xsIAAACCNwIcXfueMnjjsy/EKoP6FL5S4/68NPGjmXmamJyWjfwZ2W5/bjj+bZJmpC4FNtgljYP/z8O5ABqMOA4BAKEwASyyF668/c5l9fZVdev18viF5VWxtSTi1NnWRolEXDMDCqUzGRH1Sy73auSqh25/bkw4/ZKbAYUhLFeasN3Q5tZ22QYOIAMAACjfCPieMsiwyC+srIo6Ad5mFpZEX38f4n9BfS8vBfh3uRiATEWiW+8j+yGiCpmHfLYIwAAAAEJhAsqaMhgA5Vb8l8KlEHC7un9ltQS24ksal1fKKJMBqND5AGAAAAAlLrq+pwyWwdUAKv5L4ZgFyO5mG1Jgw17OiAwADAAAIJwmoKwpgz7E/6UKPr/jokBb6XRDCmygSYsKrFUgkQFA9A8DAACooRHgi/CzFcwGvFJh8XfNAGxXeiZAjQQ2yA0AGAAAkA0IKhvA4/LPBljt79sA7GYVCKzZjlR829iWqrtAD4AGBdMAAajPbMDIlbffuaTeflfdLvoU/jfU57paxbfuWAS4We0iwCqk95Ww/xlyj0UXwAYlgkMAQH2jGoGUZgLYDIw6XMTHtWjuWkDNffy8V15zuGSPg2OH9lM0KpeYDL241gE8ZZT7R7hwAbMAkAEAAIQzIzBBudqAKwahZZFN1UroXbIApUwKbe1kqK21BR9quEAGAAYAAFBHpkCP+MPGhNMveVW6RjYAVWs2JPkykj0AsBIgDAAAAJTNPadfZpXy+tJXRWCbqxof0X8Dg1kAAIBqMuYWkfL6BX63ZltGsNw/ZdN9JUBE/8gAAABA5SPKbDZkjXca5rArfo81MgDIAAAAQPm4jSdvi26AdbdKL9XjwgJcbyHBDZy1yAAAAEBQTKhbqtQvd1QT0JJIVD8Wb7LygayCDAAMAAAAhMgA7PKiQHF/UoluufKw0ZIANQANDIYAAADVxrG17NbOTiPU51WFcgomhdFCBgAZAAAAqCKOopLO7IZKYBs2A5DJuO6DHgAwAAAAECSOosKpaQVL31WcbNY1AzCBo9TYYAgAAFBtzjkbgAyOUDUyAO7HGQYABgAAAIJBW7joVRyJWkf/UhkWGAAYAAAACIw3yWE1QKY92YqjVOnoPyM1A+AejhQMAAAABBH9XyaHlQCZlkSc+nu6cLDCATIAMAAAAFC2+KdIIvV/9sQInTg8hAMWDlI4BI0NZgEAAKqBa+p/sL+XTh0ZFj+vb27RzAKmoFcs8otIxX7P4EjBAAAAQDnRv1Tq//mnz5Dezuf48EFxCxNQGfh4S3AOR6rBjSAOAQCgguKfIonU/1PHR6i9LWnq6ndMNQF7+3txECtEsrXFbZcUjhIMAAAA+MU19b+PU/+pQ7a/Ow4TUBE6VLM1KHFcVQM3iqMFAwAAAF6jf7nU/9kzjs8jTEAfTECQ4s/FlpLHFMMADQxqAAAAlRD/FEml/lNCkNxW8snVBCg0u7iMg1sGg/19NHJoP8VjMerr7pR5CAoBYQAAAMATUqn/k0cOqbIu1/efawI2trbFDAHgT/xPHClMsRwc6EMGoMnBEAAAIOjoXyr1/7Wzpz0/9xNHD+cyBqAs8dfp63ZtugQDAAMAAABS4p8imdT/sZQvIY/FYjkTkIQJkOXg3gFb8Wc6JT4D9TOFCYABAAAAV6RS/yc49a+Qry0ajdEZ1QS0wwS4wkMsRw8dKPn7Prm2yzAAMAAAAOAYKbqm/hPxOH31qVNEphn/3rdYLCoyATABzuK/z2Wq36DcFEsUAsIAAABASfHnKFGi6v9IYGP4MAHlib/IAHQjAwADAAAA5SGX+j/sP/VvPxwQpTMjh6m1JYFPQIWn9z17+riU+DNcjCnRFngURxYGAAAA7KL/19yiRE79f+XJUxV5fc4EsLHgAsFmF39u8OM1wyKTBdCKOwEMAAAA5IVBKvX/5LEjFZ2+155spTMjw8IMQPy9gX4AMAAAAOCHN9122Csa/vA0NKWiG5uA0yOHm84E6K19vYq/oihi6+uS6ggIAwADAAAA+ej/NRlhOHfyaKDj/k5be6tqAlLNYwLsxF8XdrdNR7Il8Hmc8TAAAADgKfXfKxdhBobIBDSBCWDR57UUYtGorbB7eR5kAGAAAABAFtfUf29XBz1x9EhN3lzOBDRuTYAu/nEPhY8lB0+UXKtgt49TNX1YkhEGAADQ5NH/azIR4XNPnhIL/dTqvzbVBBwfHmq4489T/M6dOpYXf8VF3PXN6Re93R3IAsAAAACAo/hLpf458u/t7Kh03Z/r1tXeRiMH9zeU+B8/PCQn7IrTwTFnBiQbAo3iG9BYYDlgAIAXJFP/h0Pzhgd6u8Xt3cnH9S/+wwc1YXfHSzWAZJ0GWgLDAAAAmjT6f41kUv9PnCIlZO+9XzUB/J4m6tQEpA7up4N7+z0Lu6xLwFRAGAAAACgl/pKp/8PU09UetEwFlAnoEu9rYnK6ro49R/3cS8HTEVWcfmX/S54OuLiy5uhD8E1oLFADAACQQSr1fyZEqX97E9CtRtODdSf+ReJus5nm+Tv8V/rzc88CqEZwFF8FGAAAQPNE/6+RRPr3y2dO1rzoT2Yb6OmmIyE3AVzhf4zFv6+3uImPR2GXBcMAzQeGAAAATuIvlfo/I1L/HSFM/JfIBKgmYG19k+aXV0Ip/mKZ47ZkIMJe6imsd/egEBAGAAAADLim/ln4eUneekPPAoTJBBjFPyhhl/3tvv4eZABgAAAAwEvq/wRR3cT+VhOwT7zzhRCYgLz4J5O2h9OvsHuBOwyub27BADQJqAEAANiJv1zqX438ezo7qrbYTyW2Iwf2UX9Pd02PN4v+U8dHqC2ZtJQsGMf45Rr7lLQIEsdCshAQJgAGAADQwLin/lXhPz0y3BB/bC1NAIs/R/6tLfGKCbvsGkE8k0MCGAAYAABAg0b/r8lc5L/0xImG+rtrYQJ08bdbtChIYdee0XYz/sezDiRAIWCDgBoAAIBR/KVS/xz593S0+1p+Nswc3r+XdtJpWtvYrPhrdavH78ThQxQVy/mW80yKh3udEwu8iiIyAMgAAACaE7nUf2q4YQ/AyNB+amttrehr7OnrUU3UYZflit0j9qLqAG/rABXBRYCJuGtcOIqvCQwAAKCxov/XZKK7L5053tDHIaZG5McPH6yYCWDxPzq0P3hhl8wiuC2jLFMHoJ4rKXxj6h8MAQAAvKX+Ozsa/njoJuDz+5O0ub1NWzs7tLK2QRtb2xSNRijZ0kKd7W1FKfOddMa0T0vCfInd09sjMgyKMcgPCF9Ng2wewnUAs4vLbo/k82UC3xwYAABA/SOV+j91ZJgabNi/JNFIVLTjff/T2/R4bjF/fzarCJHXhb4lkdDuzwoDYCTZ2kL7B/rEzyz8bAC86nRQwi6Lh5kA1/C1gQEAANR39P8aSaT+nz19jOq14Y9fHs3M0eTsfMnfsxnY2t4p+Xv+HRcUnj0xkhP/Ggq77FO1yRUCnsc3BwYAAFDf4i+V+j+Vao7Uv5H7j2fp+s3Py36ezO6uWIVQcV6jt+LCLvtC6AXQPKAIEIDmRi71nzpUDwv9BbYFJf7M0uo6bXB73TKL98jxPfvoGFhyWWGuA3BdF6BXNY+9+PrAAAAA6jP6f10mkjt36hg1k/o/mApO/HUezcyXLexKAMJu2hyeSTLbgywADAAAoA7Ff1S9uey2H0f+PZ3tTaP+Dx7P0PVbnwd+vO9NTYdC2GVzDD1ywwCj+CbVN6gBAKD5xJ9Tt66p/241Cjx55FDTlP09eDxL47fuVOS5eRggnUnbN9nxtayvH0p0DLS5W7IjIFoCIwMAAKgzuOgv5bbTs5z6h/jbcU3blry8xuTMgn3UXlbEXjo1wG2azZv8WgLWGQslwBAAMgAAgDqK/kdJIvV/dOgAdYvUf+PDc/w9iP/Vy99/8SWb48qG6qdOosjTCQ8f2FeRiL0ScB3A8tq60y4pfKOQAQAA1If4S6X+Of174siQ9Gp09bwtr66XLf6Mev+EevOWYwZANQDpTKYiEXv5+QIqen2ZQkDNUAIYAABAyJFK/T9z6igl4jFq9IK/FTW6/dsPPtFE2b/4Gxhze5LJmfmaC7vsG2hvw8qAMAAAgEaI/jlSc039c7vagZ7uhj8e3Nc/J/67QYk/ZwHGyaU//uTcfHDCbhH3oJ2FZB0ACgFhAAAAIRZ/qdQ/t4Dlqv9GZ7kC4m/AsT/+1OxCPuNQtrCXmTZwfn2i7g6pGhBkAGAAAAAhRi71f/IoxWOxxh7zV8X/V5UTf+Yttx14pb1aCrv9ssJK0S95GEhiOiAMAAwAACCk0f8oSaf+u6ihx/zX1yst/lLDAJwFCFzcPQi726RD473dcoWAMAEwAACAkIm/dOr/xOGhhj4WK+sc+X8qK/7jfsTfgPMwwNyCL2FX5FXfVdhllyVAS2AYAABAfSKX+j/R2Kn/XNpfXvzV7UKZx91xGIBrACZnF8oUdqUsYZcdJ5CsA0AhIAwAACBE0f8oSaT+Uwf3U79I/Tdu5P/rD72Jvxr9L5XzmtowgONzPBazAYKJ2v0Ie+lVCRTLEAAKAWEAAAD1JP4eUv8HIf4Bir8Bl2GARW/iHrCwy7Yc5iJA2/ULzIziWwcDAAAIB1Kp/6dPjFA8HrOVinr/b3l9vZbiz/zM6Zc8DDC/tOIi7pUTdhn0l5bJAmitkAEMAACghtE/R2MSqf9B6u/uasiCf27y85sPb9ZS/HkYwHWxIFEMqHhfJDgoYS/eLB0DtVeUbAyFYQAYAABADcVfLvXf2krHhxuz6p/T/r/5qLbib8BxGOCxagCCFHfnYshiYZe1Fu3JFhgAGAAAQMiRSv2fzaf+Gyv4D5n4M47DABtb2yJbUXlhL89adHVITQU8j68fDAAAoDbR/yjJpv57OqnR8v6r4RN/fRjAkfuPZ2sm7LLTKNESGAYAABBe8ZdP/R862HBj/qtr4RN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"path": "emoji_u1f9da_200d_2642.png"
} | Generate code for a svg of a man fairy | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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"path": "emoji_u1f468_1f3fd_200d_1f91d_200d_1f468_1f3fc.png"
} | Generate code for a svg of a men holding hands: medium skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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</g>
<g id="pants_2_">
<g id="pants_6_">
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</g>
<g id="shoes_3_">
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</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_">
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<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">
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</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:#C48E6A;"/>
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"path": "f0a428afd077b7c5fad21b0f18be36161759d3fad933932bdd82f70407943f7b.png"
} | Generate code for a svg of a a black and white image of a magnifying clock with a magnifying glass | <svg t="1597824110252" class="icon" viewBox="0 0 1024 1024" version="1.1" xmlns="http://www.w3.org/2000/svg" p-id="2364" xmlns:xlink="http://www.w3.org/1999/xlink" width="200" height="200"><defs><style type="text/css"></style></defs><path d="M927.377 793.232L717.773 583.624c73.99-132.42 54.809-302.901-57.762-415.47-135.812-135.812-356.026-135.812-491.852 0-135.82 135.834-135.82 356.048 0 491.873 112.56 112.566 283.042 131.739 415.454 57.737L793.237 927.38c37.045 37.053 92.82 41.339 124.558 9.579l19.162-19.162c31.756-31.747 27.472-87.521-9.58-124.565zM215.785 612.385c-109.51-109.508-109.51-287.064 0-396.59 109.533-109.516 287.088-109.516 396.591 0 109.53 109.526 109.53 287.081 0 396.59-109.503 109.526-287.066 109.526-396.591 0zM601.688 252.79l-20.823-24.19-77.283 66.483c-6.713-3.761-14.331-6.084-22.568-6.084-25.715 0-46.564 20.844-46.564 46.543 0 15.607 7.755 29.336 19.538 37.782l-31.22 112.79c-4.76 1.243-9.25 3.143-13.291 5.73l-67.543-39.324c1.542-4.618 2.578-9.482 2.578-14.614 0-25.699-20.858-46.55-46.554-46.55-25.707 0-46.551 20.851-46.551 46.55 0 11.553 4.362 21.982 11.337 30.134l-51.629 85.847 27.354 16.456 52.088-86.636c2.43 0.393 4.86 0.748 7.4 0.748 8.742 0 16.82-2.56 23.8-6.74l68.378 39.809c-1.308 4.288-2.224 8.756-2.224 13.479 0 25.71 20.841 46.553 46.551 46.553 25.704 0 46.551-20.844 46.551-46.553 0-18.301-10.669-33.974-26.022-41.578l29.8-107.705c23.904-1.963 42.763-21.763 42.763-46.177 0-5.76-1.182-11.213-3.1-16.3l77.234-66.453z" p-id="2365" ></path></svg> | |
{
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"path": null
} | Generate code for a svg of a yellow sparks from a spellburst floating gently down. | <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="#f4dba5" d="M0 0h96v96H0z"/><path fill="#f1d8a0" d="M48 41q-3 0 0 2l-2 1q-2-3-5-2l4 3H30q6 5 14 3l1 1-4 3q2 0 2 3-3 5-7 3l-5 2-5-15q0-3 2-1l1-2q-2-1-2-4l3-7-1-1 6-6q1-3 4-1z"/><path fill="#edd69a" d="m58 40-6 4q-1-3-3-2v-4h2q-3-5 0-8l1 5q1-3 5-3-1 4 1 8"/><path fill="#fadb81" d="M48 41q2-1 3 2l2 6q-2 0-2 2-7-1-7-7l-4-3q3-1 5 2l2-1q-3-2 0-2"/><path fill="#f0d896" d="m61 40-6 6q5-1 11 1-3 0-4 3-1-3-1 0l4 3q-5 1-8-2l-1-2q1 2 4 1-3-4-6 0l-2-6 6-4q2-3 3 0"/><path fill="#eed797" d="M45 45q0 6 7 7l-1 5q-1-3-3 0l-3-3v1h-2q0-3-2-3l4-3-1-1q-8 2-14-3z"/><path fill="#efd79f" d="M45 55v-1l3 3q2-3 3 0l1-5q0-2 2-2 3-4 6 0-3 1-4-1l1 2q3 3 8 2l-4-3q0-3 1 0 1-3 4-3-6-2-11-1l6-6q4 1 10-2v2q3 2 0 5l-2-4-5 2 4 4-2 2 3 3-6 9-5 3q-6-6-7 3l-3-6-1 1-3-3-8 3z"/><path fill="#fcd76b" d="M49 69h3q-1 5-3 0"/></svg> | |
{
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"path": "b18328fddec7eeaae8e1b7259a6b311a0b083359056b81df4f2aa7728c9db555.png"
} | Generate code for a svg of a a black and white photo of a musical note in a square | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 24"><path d="M16,9H13V14.5A2.5,2.5 0 0,1 10.5,17A2.5,2.5 0 0,1 8,14.5A2.5,2.5 0 0,1 10.5,12C11.07,12 11.58,12.19 12,12.5V7H16V9M19,3A2,2 0 0,1 21,5V19A2,2 0 0,1 19,21H5A2,2 0 0,1 3,19V5A2,2 0 0,1 5,3H19M5,5V19H19V5H5Z" /></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a red luggage trolley being pushed through the airport. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfe" d="M0 0h96v68l-15-1q2-3 6-5l2-2v-3l-2-1 6-2q-12-2-21 1l9 1-2 1-20 2-1-16-1-1q-9-3-17 0-3-1 0-3l7-1q4 0 7 2 3-3 1-4H39q-2 2-1 3l-1 15H0z"/><path fill="#d64843" d="M40 39h-2q-1-1 1-3h16q2 1-1 4-3-2-7-2z"/><path fill="#8d8892" d="M38 39h2q-3 2 0 3-2 3-1 9l-2 6v-3z"/><path fill="#e62124" d="M57 42v5H44v-6z"/><path fill="#e92628" d="M57 42H44v6h14v12l-1 4H40v-4q-2-4-1-9-1-6 1-9 8-3 17 0"/><path fill="#e4a9a8" d="M0 54h30l-4 2H0z"/><path fill="#fefefe" d="M0 56h26l5 1-19 1H0z"/><path fill="#dbd2d6" d="M30 54h7v3q-3-1-3 2l-22-1 19-1-5-1z"/><path fill="#b7696b" d="M39 51q-1 5 1 9l-3 4q-4-1-3-4v-1q0-3 3-2z"/><path fill="#e1afb2" d="m87 62-2-2q-2-3-5-2l-1-1 2-1-9-1q9-3 21-1l-6 2 2 1v3z"/><path fill="#85858f" d="M0 58h12l22 1v1q-2 0-1 2-6-3-11-2 3 1 0 2-5-4-8 0-6-4-11 0-1-3-3-2z"/><path fill="#e4dadc" d="m58 43 1 16 20-2 1 1 1 2H58z"/><path fill="#f8f7f7" d="M80 58q3-1 5 2l-21 5q-3 0-4 3l-1-1-2-3 1-4h23z"/><path fill="#f9f9fa" d="M0 60q2-1 3 2 5-4 11 0 3-4 8 0 3-1 0-2 5-1 11 2l1 2q-6 4-1 9l-20 3q9 3 20 0l14-4 8-1q4 0 4-4l1 1q1-3 4-3l21-5 2 2q-4 2-6 5l15 1v28H41v-5l-12 2-21-6-8 2z"/><path fill="#5c5562" d="M34 60q-1 3 3 4v9h-4q-5-5 1-9l-1-2q-1-2 1-2"/><path fill="#545667" d="M54 64h3l2 3q0 4-4 4l-1-2 2-1q-3-3-2-4"/><path fill="#5d6370" d="M42 65q3-1 5 2 0 5-5 3-3-3 0-5"/><path fill="#ada5ad" d="M40 64h14q-1 1 2 4l-2 1 1 2-8 1q2-3 6-3v-3q-4-1-6 1-2-3-5-2z"/><path fill="#d1d5da" d="M40 60v4l2 1q-3 2 0 5 5 2 5-3 2-2 6-1v3q-4 0-6 3l-14 4q-11 3-20 0l20-3h4v-9z"/><path fill="#d1d4d8" d="M41 96h-5q-1-2-3-2t-2 2H0v-7l8-2 21 6 12-2z"/><path fill="#f2706b" d="M36 96h-5q0-2 2-2t3 2"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a yellow brake lights glowing on the busy street. | <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="#fbe581" d="M0 0h33q2 6-3 12-1-1-3 1v2l3 3q-3 0-3 3l7 5 2 4 5 3q-3-1-4 1l2 5q6 4 11-2l2 1 4-3-4-1 1-1 5 1v-3q6 0 12-5-2-4 1-7 8-7-1-11-2-3-1-5 4-1 1 1l4 3 2-3q1 3 3 0 1-2 4-1V0h13v38h-2q-3-6-2-12H82l-1 5 2 1q-3 1-5-1-9 5-15 12l-15-2q-8 5-14 2-2-4-5-3v-3l-4-1q-3 2 0 5l-5 1v-4l3-1-1-1v-4h-4v4q0 6-4 2-3-2-2-4l4-2v-5H9v10l-9-1z"/><path fill="#fbe586" d="M33 0h50v3q-3-1-4 1-2 3-3 0l-2 3-4-3q3-2-1-1-1 2 1 5 9 4 1 11-3 3-1 7-6 5-12 5v3l-5-1-1 1 4 1-6 2q-5 6-11 2l-2-5q1-2 4-1l-5-3-2-4-7-5q0-3 3-3l-3-3v-2q2-2 3-1 5-6 3-12"/><path fill="#9f8930" d="M16 32h-4l-3 5V27h7z"/><path fill="#fdda21" d="M12 32h4l-4 2z"/><path fill="#b5973d" d="M22 36h-4v-4h4z"/><path fill="#fae277" d="M94 38q-5-1-7 2l-2 5-10 7q-2-3-5-2v-1l-33-2-3-4q6 3 14-2l15 2q6-7 15-12 2 2 5 1l-2-1 1-5h10q-1 6 2 12"/><path fill="#f0d22c" d="M83 27h8v4h-8z"/><path fill="#a79139" d="M76 34h3l-1 4q-3-2-2-4"/><path fill="#ca9d38" d="M12 32v2q-1 2 2 4l-3 2q1 3-2 5v-4H4l-4-1v-4l9 1z"/><path fill="#fcd224" d="M5 38q1-1 4 1l-2 1z"/><path fill="#fdef42" d="M94 38h2v3h-4q-3-2-5-1 2-3 7-2"/><path fill="#f0ca4a" d="M18 36h4l1 1-3 1v4l-1 2h-7l-4 8V42l-4-1h5v4q3-2 2-5l3-2q4 4 4-2"/><path fill="#f9e265" d="m34 43 3 4-7-1h-5q-3-3-6-2l1-2 5-1q-3-3 0-5l4 1v3q3-1 5 3"/><path fill="#90827b" d="M96 42v10h-4V42z"/><path fill="#c4954c" d="M92 41h4v1zv10h4v1h-3v3h3v5l-6-2v-9z"/><path fill="#fefeb1" d="M86 54v2q-4-2 0-2"/><path fill="#f88428" d="M96 53v3h-3v-3z"/><path fill="#f5ca40" d="m90 49-3 10q-3 0-5 3h-2v-7h6v-2q-3-2-5-1v-3z"/><path fill="#fbe063" d="m0 40 4 1 4 1v10l-1 6q0 7 3 14-3 1-3 4 14 6 29 1h35q8-5 10-14h1l2 2q-6 13-19 16l-26-3-20 5-13-2-6 1z"/><path fill="#feea46" d="M87 40q2-1 5 1l-2 8-9 1v3q2-1 5 1-4 0 0 2h-6v7l-3 6-9 4-58 3v-4q-3-7-3-14l1-6 4-8h7q3-1 6 2-4 0 0 2l-12 2q-3 0-4 3-2 3 1 7-3 3 2 6v6a459 459 0 0062-6q4-1 4-6v-1q0-4-2-5l-1-2 10-7z"/><path fill="#fef939" d="M10 60h8q-3 9 8 7l-1-7h53q0 5-4 6-9 1-15 4l-47 2v-6q-5-3-2-6"/><path fill="#fcfe70" d="M18 60h7l1 7q-11 2-8-7"/><path fill="#fbaa0f" d="M13 50q-5 4-1 10h-2q-3-4-1-7 1-3 4-3"/><path fill="#f57805" d="M61 53q0 3 5 3l3-2 4 2 3-2q2 1 2 5H42l7-2 4-1q3 3 8 0z"/><path fill="#fde521" d="M25 46h5l4 2q-4 4-1 9h8-9q-3-3-1-7h-7l5 1q-1 4 2 7l11 1h36v1H12q-4-6 1-10l12-2q-4-2 0-2"/><path fill="#fabb04" d="M60 52h-5q0 4 6 4-5 3-8 0l-1-3q3-4 8-1"/><path fill="#f6a206" d="M70 49H44q-1 2 1 3v4h4l-7 2-11-1q-3-3-2-7l-5-1h7q-2 4 1 7h9l1-1 1-7z"/><path fill="#fbdd05" d="M60 52v3q-6 0-6-4z"/><path fill="#fbf513" d="M45 53h7l1 3-4 1h-4z"/><path fill="#f25a0b" d="M70 50q3-1 5 2l1 2-3 2-4-2-3 2q-5 0-5-3l-1-1q-5-3-8 1h-7q-2-1-1-3z"/><path fill="#fbf87b" d="M17 52h8q0 7-6 4z"/><path fill="#fdf63e" d="m30 46 7 1 6 2-1 7-1 1h-8q-3-5 1-9z"/><path fill="#fafb81" d="M36 52h5v4h-5z"/><path fill="#fee659" d="M80 63q-2 9-10 14L7 76q0-3 3-4v4l58-3 9-4z"/><path fill="#fae072" d="M90 50v9l6 2v35H0V82l6-1 13 2 20-5 26 3q13-3 19-16l-2-2q2-3 5-3z"/></svg> | |
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"path": "41434dfa32c82ab3980402d72d112d36387a8e123c5373d0abc565ac60484d64.png"
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"path": "a2437180df3a83e5a9aebfd05d77e1576c2d70373c8f202316e5a33853735787.png"
} | Generate code for a svg of a four blue arrows pointing in opposite directions on a white background | <svg version="1.1" id="图层_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 64 64" style="enable-background:new 0 0 64 64;" xml:space="preserve">
<style type="text/css">
.st0{fill:#427FFF;}
</style>
<path class="st0" d="M58.6,4H40.5c-1.2,0-1.5,1.1-0.6,2l5.7,5.7L35.2,22.2c-0.6,0.6-0.6,1.5,0,2.2l4.3,4.3c0.6,0.6,1.5,0.6,2.2,0
l10.6-10.6l5.7,5.7c0.9,0.9,2,0.6,2-0.6v-18C60,4.6,59.3,4,58.6,4z M5.8,60h18c1.2,0,1.5-1.3,0.6-2.2l-5.7-5.8l10.5-10.6
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</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a row of colorful ceramic pots on a windowsill. | <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="#fbfaf7" d="M0 0h96v71H86v-3q2-6-2-9l-1-2q-4-3-9 0l1 1v1l-3 1-8-2q3-2-1-3-3-1-6 2l1 2-3 1v-1q1-2-2-2-2 0-1 2h-2v-4q-3 0-2 3h-4l1 2h-3q-1-3 1-4-6-2-9 1l-1 5-3-3H20q-6 1-4 7l-5 1q-2 1-1 4H0z"/><path fill="#e8af6d" d="M34 57q3-3 9-1-2 1-1 4l-1 1v-4z"/><path fill="#f3ca49" d="m50 59-2-1q-1-3 2-3z"/><path fill="#cf8832" d="M55 59h-3q-1-2 1-2 3 0 2 2"/><path fill="#d55f2c" d="m83 57-8 1-1-1q5-3 9 0"/><path fill="#f2c669" d="m83 57 1 2h-9v-1z"/><path fill="#836a51" d="m48 58 2 1h5v2h-8l-2-1-1-2z"/><path fill="#485154" d="M58 59q3-1 2 3l-2 1-3-2v-1z"/><path fill="#f7961a" d="M34 57h7v4q-4 2-1 7l-5 1q0-3-2-3v-4z"/><path fill="#69b2b1" d="M33 62v4q-2 6-8 5l-5-1-4-4q-2-6 4-7h10z"/><path fill="#69706b" d="m63 62-1 3q-3-3 1-3"/><path fill="#2d3c44" d="M42 60h3l2 1q1 6-5 9l-2-2q-3-5 1-7z"/><path fill="#e7dcd6" d="M72 60v2h-9q-4 0-1 3l-1 1q-2-3-1-4 1-4-2-3l-1-2q3-3 6-2 4 1 1 3z"/><path fill="#f7f7f5" d="M63 62h9l2 2-3 6 13 1H63l-2-5 1-1z"/><path fill="#ea6f45" d="M75 59h9q4 3 2 9-6 2-10 1l-2-5-2-2v-2z"/><path fill="#bfb8ae" d="M60 62q-1 1 1 4l2 5-5-1v-7z"/><path fill="#d7cec2" d="M47 61h3q-4 6 4 9H36h6q6-3 5-9"/><path fill="#e8e2dd" d="M50 61h5l3 2v7l5 1h21l-13-1 3-6 2 5q4 1 10-1v3h6l3 1v7L0 80v-9h10q-1-3 1-4l5-1 4 4 5 1q6 1 8-5 2 0 2 3l1 1h18q-8-3-4-9"/><path fill="#d0a450" d="m40 68 2 2h-6l-1-1z"/><path fill="#f0ece8" d="M92 71h4v25H0V80l95-1v-7z"/></svg> | |
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} | Generate code for a svg of a yellow lemons arranged in a row on the counter. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#faf9f1" d="M0 0h96v45l-5-2-1 1q-5-5-10-2l-3-4q-5-5-11 1v6l-5 1-1-8q-2-3-4-2l-1-4-5 5v8h-2q-3-10-11-4l-2-2-4-3V26l-2 9-2 1q-6-1-9 2l-3-2q-6-3-9 2-3-5-6-2z"/><path fill="#eee8bc" d="m31 36-2-1 2-9z"/><path fill="#f9df4b" d="M15 36q-3 3 3 3 0 3 4 5 0-5 5-8l2-1 2 1 4 3v6q-3 2-4 6h-4q-6-8-15-4l-4-3q-3-4-4 0l-4 1v-9q3-3 6 2 3-5 9-2"/><path fill="#f9df4d" d="M61 46q-7 8-11-1v-8l5-5 1 4q2-1 4 2z"/><path fill="#fbe149" d="m48 45-3 6h-5l-4-6 1-4q8-6 11 4"/><path fill="#fae564" d="m15 36 3 2q3-3 9-2-5 3-5 8-4-2-4-5-6 0-3-3"/><path fill="#f8de4a" d="m77 38-1 1 2 5 2-2q5-3 10 2l1 1-2 2q-3 3-7 3-6-5-9 1h-3l-4-6v-6q6-6 11-1"/><path fill="#f6ee9b" d="m77 38 3 4-2 2-2-5z"/><path fill="#cbbf54" d="m35 39 2 2-1 4h-1z"/><path fill="#d5bd56" d="m8 44-8 2v-1l4-1q1-4 4 0"/><path fill="#d2cbc0" d="m8 44 4 3q9-4 15 4H0v-5z"/><path fill="#cac2ae" d="m35 45 4 6h-9q1-4 4-6"/><path fill="#cec7b2" d="M48 45h2q4 9 11 1l5-1 4 6H45z"/><path fill="#cbc3a7" d="M82 50h-9q3-6 9-1"/><path fill="#e2dca2" d="m89 47 1 3-8 1v-1q4 0 7-3"/><path fill="#fbfaf9" d="m90 44 1-1 5 2v9H0v-3h82l8-1-1-3z"/><path fill="#f8f4ec" d="M0 54h96v42H0z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a green gym mats unrolled on the training floor. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#9ccd89" d="M0 0h66l-6 3 2 4 2 5 11 6-7 2-2 6-4-3-3 7q1 3-2 4l-1-3 2-1-3-2v-3l1-1q1 3 4-1-2 0-3-2l-1 1-1-3 5-5q-9-4-16 0-3-4-6 0-1-2-3-1l-1 3h-4l-5 11-5 1-1-2-4 1 4 6q-6 1 0 3-3 1 0 5l-4 1-1-3-4-1q0 5-4 8l1 1-4 1 1 4q-3-1-4 1z"/><path fill="#9ecf8c" d="M57 34q-2 5-1 11-7 2-10 9-3-3-4-2v3q-5-1-8 1l-3 2q-11-3-20-1-11 9 1 16L0 79V53q1-2 4-1l-1-4 4-1-1-1q4-3 4-8l4 1 1 3 4-1q-3-4 0-5-6-2 0-3l-4-6 4-1 1 2 5-1 5-11h4l1-3q2-1 3 1 3-4 6 0 7-4 16 0l-5 5 1 3 1-1q1 2 3 2-3 4-4 1l-1 1v3l3 2-2 1z"/><path fill="#9bce8a" d="M66 0h30v44l-2-1q-4 2-7 6l-9 4q-7 0-13 3l6 2-14-1-15-2v-3q1-1 4 2 3-7 10-9-1-6 1-11 3-1 2-4l3-7 4 3 2-6 7-2-11-6-2-5-2-4z"/><path fill="#a6d797" d="M96 44v14q-9-1-17 1-5-2-8-1l-6-2q6-3 13-3l9-4q3-4 7-6z"/><path fill="#65c157" d="m34 56 18 2 1 2q-2-1-2 1l2 10q5-1 9 2l-31-3-14-4 14-8z"/><path fill="#aedd9e" d="m31 58-14 8q-3 0 0 2l-2 2q-2 0-2 2v1h-1q-12-7-1-16 9-2 20 1"/><path fill="#33404a" d="m81 60 2 1v3q-3 2-4-1z"/><path fill="#72c85f" d="m57 57 14 1q3-1 8 1l2 1-2 3q-3 2-2 7h-4l-5 6q-3-4-6-3-4-3-9-2l-2-10q0-2 2-1l-1-2z"/><path fill="#526666" d="M79 63q1 3 4 1-1 5-5 6h-1q-1-5 2-7"/><path fill="#2e773c" d="m17 66 14 4h-1l3 2h-4l-14-2 2-2q-3-2 0-2"/><path fill="#ceecc6" d="M78 71v-1q4-1 5-6v-3l1-2h8l-1 21q-3-1-4 1l-8-5z"/><path fill="#264a3f" d="m15 70 14 2H13q0-2 2-2"/><path fill="#c0e7b5" d="M77 70q-3-1-4 1l-2 9q3-1 5 3l6 4h6l1 3 1-7 1 12H56q4-8 10-14-1-3 1-4l1-2 5-6z"/><path fill="#c7ebbe" d="M79 59q8-2 17-1v1h-3v37h-1l-1-12-1 7-1-3h-6l-6-4q-2-4-5-3l2-9q1-2 4-1l1 5 8 5q1-2 4-1l1-21h-8l-1 2-2-1z"/><path fill="#1f343d" d="m29 72 8 1q-1 3 2 7-13-4-25-3-3-2-2-4v-1z"/><path fill="#337442" d="m31 70 37 6-1 2-19-4q-3 0 1 2l11 3-1 2H40v-1q4-1 5-6-6-3-12-2l-3-2z"/><path fill="#d8f2ca" d="M96 59v37h-3V59z"/><path fill="#324a4d" d="M30 72h3q6-1 12 2-1 5-5 6-3-4-2-7z"/><path fill="#66bc60" d="M67 78q-2 1-1 4l-7-1 1-2-11-3q-4-2-1-2z"/><path fill="#5e8966" d="M12 73q-1 2 2 4l10 2 5 8-7 1-23-4v-5z"/><path fill="#2a5d3e" d="M15 77q12-1 25 3v1l-5 1-3-1 3-2H25z"/><path fill="#5b9061" d="M25 79h10l-3 2 3 1q-3 2-4 6l-3 2-5-2 7-1z"/><path fill="#65ad65" d="m40 81-9 7q1-4 4-6z"/><path fill="#a3d396" d="M40 81h19l7 1q-6 6-10 14H26v-6h2l3-2z"/><path fill="#91c389" d="m0 84 23 4 5 2h-2v6H0z"/></svg> | |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white vector illustration of a calculator icon:My primary focus is on creating a visually appealing and informative illustration of a calculator icon. I aim to capture the essence of the icon's functionality and its role in a digital world.The core mechanics involve:* **Composition:** The drawing should be visually balanced and harmonious, with clear lines and a consistent visual hierarchy.* **Color Palette:** I'll use a consistent and appropriate color palette to represent the icon's functionality and the overall aesthetic of the digital world.* **Texture and Detail:** I'll strive for a realistic texture and detail to enhance the visual appeal and make the icon stand out.* **Typography:** I'll use a clear and legible font to represent the icon's name and its function.* **Layout and Placement:** The layout of the icon will be purposeful and visually engaging, with clear placement of buttons and other elements.Ultimately, my goal is to create a visually effective and informative illustration that effectively communicates the icon's purpose. | {
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Okay, here's a concise summary of my thoughts on drawing a robot:I'm drawn to the intricate and dynamic nature of robot design. I'm fascinated by the interplay of form, function, and the human experience. I'm interested in the way robots can interact with their environment, both in terms of movement and interaction. I'm particularly drawn to the ability of robots to learn and adapt, to understand and respond to the needs of their creators and the world around them. I'm eager to explore the possibilities of robotics and the potential of creating truly intelligent and adaptable machines. | {
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"path": "emoji_u1f916.png"
} | Generate code for a svg of a robot | <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="facial_expressions">
<g id="robot">
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I draw wooden puzzles on the floor, focusing on the intricate mechanics of their construction and the way they interact with the environment. I aim to capture the visual essence of the puzzle, from the precise placement of the pieces to the subtle variations in their form and texture. I strive to create a sense of depth and realism, emphasizing the intricate details and the interplay of materials and textures. | {
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} | Generate code for a svg of a a wooden puzzle piece on the floor. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#c6ac98" d="M0 0h96v45L86 56q-9 9-16 20v-5l-3-1v-7q-4-7-4 1 1 6-5 7v-4q1-3 4-2 0-8-6-8v3l-2-1v-5h-4l2-2q4-3 1-6 0-2 2-1l1 7q3-4 3 2l4 5q0-7 2-1l7-4v-1l-1-2h3l4 3 1-1v5l1 1 7-7q-5-6-11-8 0-3-3-5h-9l-5-3 3-1q2-8 6-14v-3l-2-5-10-4q-2-4 1-5-1-3-3 0-1-4-3-1l1 5h-4q0 2-2 1l-4 1q-3 8-7-1l1-2-2-3-2 2 1 5-5 3 3 1q-3 1 0 2l-6 1q3 3-2 4-3 0 0 2l-7 3 1 1q-4 7 2 10l-2 2-5-2q-5 5-8 0l-1 4H0z"/><path fill="#c7af9a" d="m74 51 1-4q-4-1-5 2-3 1-2 4h4v1l-7 4q-2-6-2 1l-4-5q0-6-3-2l-1-7-1-2-7-1q-2-2-1-4-4-1-5 2-3 2-3 6-4-1-5 2-3 1-2 4 8-2 9 7 2 1 4-1l2-1 2-4 2 1h4v5q-2 2-1 5-3 0-4 3l-2 3q-2 2-1 6l5-2-1-1 4-5h1q0 3 3 3 6-1 5-7 0-8 4-1v7l3 1v5q-3 3-5 9L15 68q1 8-7 6-7-3-8-9V42h3l1-4q3 5 8 0l5 2 2-2q-6-3-2-10l-1-1 7-3q-3-2 0-2 5-1 2-4l6-1q-3-1 0-2l-3-1 5-3-1-5 2-2 2 3-1 2q4 9 7 1l4-1q2 1 2-1h4l-1-5q2-3 3 1 2-3 3 0-3 1-1 5l10 4 2 5v3q-4 6-6 14l-3 1 5 3h9q3 2 3 5 6 2 11 8l-7 7-1-1v-5l-1 1z"/><path fill="#7f5f4a" d="m41 40-1 5-2 1q0-4 3-6"/><path fill="#ccb39f" d="M96 45v51h-8q-11-6-23-8v-3l21-29z"/><path fill="#dcb181" d="M74 51h-3l-1-2q1-3 5-2z"/><path fill="#dda972" d="M55 45q-2-1-2 1 3 3-1 6-3-1-4 1l-2 4-2 1-3-1-1-6-7-3q1-3 5-2l2-1 1-5q1-3 5-2-1 2 1 4l7 1z"/><path fill="#5c4235" d="m33 48 7 3 1 6 3 1q-2 2-4 1-1-9-9-7-1-3 2-4"/><path fill="#836047" d="m52 52-2 2-2-1q1-2 4-1"/><path fill="#715545" d="m70 49 1 2 1 2h-4q-1-3 2-4"/><path fill="#735646" d="m54 59 2 1-2 4h-1q-1-3 1-5"/><path fill="#d3a374" d="m58 67-3 1-1-4 2-4v-3q6 0 6 8-3-1-4 2"/><path fill="#a3826d" d="m15 68-7-3q4 0 7 3"/><path fill="#b38664" d="m53 64 1 4h-1l-3-2-2 1q1-3 4-3"/><path fill="#846654" d="M58 67v4q-3 0-3-3z"/><path fill="#dcb185" d="m54 68-4 5-3-3 2-3 2-1z"/><path fill="#66493c" d="m47 70 3 3 1 1-5 2q-1-4 1-6"/><path fill="#775241" d="m15 68 5 2q-3 0 0 1l-3 1 8 4q-9 0-3 6-3 1-6-1 0 2 2 2l-6 3 3 2h-5q5 0 3 5l2 3H0V81l12 1-5-4q6-3 1-4 8 2 7-6"/><path fill="#6a4839" d="M0 65q1 6 8 9 5 1-1 4l5 4-12-1z"/><path fill="#6e4a3a" d="m20 70 45 15v3q12 2 23 8H68q0-6-4-7v3q-3 1-1 4H15l-2-3q2-5-3-5h5l-3-2 6-3q-2 0-2-2 3 2 6 1-6-6 3-6l-8-4 3-1q-3-1 0-1"/><path fill="#402721" d="M68 96h-1l-3-4v-3q4 1 4 7"/><path fill="#c6a78f" d="m64 92 3 4h-4q-2-3 1-4"/></svg> |
{
"bytes": "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",
"path": "fae74dc01b51f2daf5c07e18ad6911d0e98beb64817b3558a175798c64cf5fb4.png"
} | Generate code for a svg of a a close up of a bar chart with a number of bars | <svg xmlns="http://www.w3.org/2000/svg" width="22" height="18" viewBox="0 0 22 18"><path d="M1 11h4v6H1zm8-5h4v11H9zm8-5h4v16h-4z" fill="none" fill-rule="evenodd" stroke="#747C81" stroke-linecap="square" stroke-width="2"/></svg> | |
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} | Generate code for a svg of a a green garland wrapped around the banister. | <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="#d4f0b5" d="M0 0h31l-1 1 3 7 2-5 8 8-4 6q3 1 2 5-2-5-2 1l-2-1 4 3q-4 3 0 6-3 2 0 3l1-2q2 5 8 6 3-1 2-4l3-2q5 0 6-5 6-3 3-8-2 3-2-1-3-3-4 0l-4-4q4-7 10-12 6 2 3-2h29v48l-15-2q-1-7 2-13-2-4-5-3l-7-2q-3 0 0 3l-4 7h-1q-2 4-5 4-1-3 1-5-2-2-2 1l-23 2q-1-3-2-1-2-1-2 1l-12-4q-3 0-2 4h3v33q-7 0-12 2L0 72z"/><path fill="#d9f3bc" d="M31 0h36q3 4-3 2-6 5-10 12l4 4q1-3 4 0 0 4 2 1 3 5-3 8-1 5-6 5l-3 2q1 3-2 4-6-1-8-6l-1 2q-3-1 0-3-4-3 0-6l-4-3 2 1q0-6 2-1 1-4-2-5l4-6-8-8-2 5-3-7z"/><path fill="#9cd37c" d="M78 30q3-1 5 3-3 6-2 13-3-6-2-13l1-1z"/><path fill="#6abf4c" d="m78 30 2 2-1 1q-3 7-2 16l-2-16-3 2-7 9q-1 8-2 0-3 7-2 16l-1 2V46h-3v3l-2-3h-3v19l-2-21q-7-1-6 6h-1q-2-3-1-6h-5l-1 6h-1q-3-13-6-1l-1-8q-1-2-3-1-3 15 0 32l4 3-2 2-3 1-2-5V40h-3q-1-4 2-4l12 4q1 1 2-1t2 1l1 2q7-3 16 2l1-2h1q0 2 3 1l1-4v-1q0-3 2-1-2 2-1 5 3 0 5-4l1 2v-2l4-7q-3-3 0-3z"/><path fill="#d7b332" d="M56 41h-1l-1-1q0-3 2 0"/><path fill="#c6eeb4" d="m60 39-1 4q-3 1-3-1v-1q1-2 4-2"/><path fill="#a4e17d" d="M60 38q-3 0-4 2-2-3-2 0l1 1-1 2q-9-5-16-2l-1-2z"/><path fill="#eea038" d="M35 39q-1 2-2 1 0-2 2-1"/><path fill="#e9953c" d="M66 38v2z"/><path fill="#c9edb3" d="M73 51v3h-4v3h-4q-1 4-3 1l-1 2q-1-9 2-16 1 8 2 0l7-9q-2 7 1 16"/><path fill="#ceedbd" d="m77 49-4 2 2-18z"/><path fill="#c4ecaa" d="M52 65q-1 5 1 9h-4q3-4 1-7l-6 3V50q-1-7 6-6z"/><path fill="#d7f1c0" d="M79 33q-1 7 2 13-3 0 0 2l-4 1q-1-9 2-16"/><path fill="#fafaf3" d="m81 46 15 2v48H54L44 79v-9l6-3q2 3-1 7h4q-2-4-1-9l8-3 1-2 1-2q2 3 3-1h4v-3h4v-3l4-2 4-1q-3-2 0-2"/><path fill="#c5e9ab" d="m43 50-1 27-1-5-4 4V44h5q-1 3 1 6"/><path fill="#cef1b6" d="M55 46q-1 8 1 17l1-14v-3h3v16l-8 3V46z"/><path fill="#ceeeb6" d="M35 50v25h-6l-4-3q-3-17 0-32 2-1 3 1l1 8q3-12 6 1"/><path fill="#aee58e" d="m55 46 2 3-1 14q-2-9-1-17"/><path fill="#8cd06b" d="M35 50q-1 12 1 26l5 1 1-27h1v29l-14-2v-2h5z"/><path fill="#f9fbf4" d="m42 77-5-1 4-4z"/><path fill="#c58b3f" d="M29 75v2h-3z"/><path fill="#41aa36" d="m0 72 10 3q5-2 12-2l2 5 3-1h3l14 2 10 17H0z"/><path fill="#b6da8f" d="M23 79h4q0 4-4 4z"/></svg> | |
{
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Azb07HpJrRA3vGAUAkX3kr5Xsg4UiiIY/xqY+Ngl/qji+Hek7nuPy3kjwq6yqEsXFxfzyCVvLePaYmjqvZ362Afk8Grt3Yo14iKODAoDIPjwoFK5/LBBBJP4NS+JHk59poV+XLxSk75gPYPNaQX6+qJLkz3g/4UT+lh9m80rQjto80KIa8wHPIRAyHQjraSYEPiiNhRhHCQUAkT3WPya0suwPC4RmG1FX8u/t7dUib1vCd/l3jpv6WN4LGf6w/FnfT6jIf9psQW3zuvkIETAhD8wLHPg5Uz0ESOzVbRPMkUIBQGTPoveQyvpHpnCy2/xiK9/enh5bq17XynclfcU+AXD3Y1901vcTdsRvJXYvz4UlNICdKzFXkFg3Icl0KsO8A5oevpavfOUr3Ccgw8B+psR5kBMZ1n+LymqBdaARI3QEFsPu7m6DiPOsRG2Ssfn5lp/t+v8nvpZntfItryX+u8qKClFcUsJe/oSW5e/3uVXMjksxIOQBwQmPE1pKR118IjEX+Tnl6qoY5AvdyJFDDwCR2VC689DxryduufsBrCCQv2ENmTHVBEteCEVyn0+vABbcijj5E4Sb5e9I7DrnCJeQQTxnAOWuhmcAwiDC0NwnoFkaD80cQRQARIZb/wEtCI5A7gDipK6Je6rkPgeCnyMeEl6DB6C6qsqo8ycIN6vf+vN57n27f+MkCmxet4oCeNEQCoOoRrw9ih4peAA0BT9zASgAiGy3/pMp+8NCMm7pNKZL8CorXyhEACz/6upqUcCd/AgF+SfG9q3jcdrOU+AmClRiwVJVgFwBzC14BaJWSUAvAAUAkcW47777YnIRakmsb0480CrULyAecLha+QmLZhA9AUD6tbW13MaX0CJ/R1Fg5ylISFi1JX+3123OgUAeQF+MkZHIJA3COwHxrlof4gnERAaARc/ELDZu3IgkniYVgft1/4/Hk/7OS+4TwlvbX+uvEs6xew2kj7amzPQnvJC/0CF84T0R0FU8JDw3wwNT8uco9KiAIKmvr1edFpNryc633nqrg6OLHgAiQ6x/EWLsH1ZMTzzpT9mlz8UD4NUrgBp/kj/hBoyNxPHhVu9va9ULjZi/Sy6ASgggNIBGWUZoII05AqYXQAMPcGRRABCZAyX5JxP77+vtnWkoopPsZ1n4PMf+LeeVlJaS/AlPQgCledbxomvRe3L7J4iF897LQQjACwALHEIg2eZbyUDTCGiJGxUEBQARZXz5y1+ukQvPA2HF/tHff9CM+2tY+botfR0FhPwZm/mgtS9B+BECcLfPigFFFr/QtOKdRMG0QhQkPp+cmjKE+ODAQFryA5gLQAFAZJ/1X6Oy/oesJK4JxDDNuP95jktV/b+TCFCEBEj+RJBCAAmkZptonQRBXYteRxSIhPCB9fUxScRo0jM6MhJVL8BmGBccSRQARLTxQEAT/jyg3n/WSklc3Dxa+Tp5AQb5V1fzGyUCFwKFHoWAL++A3Zi3GfuznwFvgBTm/VIIpDI3AF6A2f07nFEjNEKLRPrAmqgch1Tom+VDzO0cxB39xP4HBgbmWidItnJo+ats8Stm2gVPW95rzr+TKCsrMyx/tvYlwoIZGoBny2iD7bX+36cYcPOIGUmCqLCRYruisjJl21kjDIAcGw3jYhtHDj0ARIZa/5pbgs4BrH64J4WN5aLj8rd7zc0DUAryp+VPpMgjAG8AiDbfLM3TSQQUcysC/AoBu/CAmSTY39+fVJMuLzDyENSfFYsbGQQFABEl/N7v/R4a/zS7JfKg/MhPz39YI1PxVr9+Xf52r9m9F8i/muRPpEEIoMwUbaXnCAEn8lbF+b14Aazkn/Be2F7bTNJLhRdAIxmQJYEUAEQmWv8acb7zgAUIh671rpPY5+RFKCstJfkTaRcC8AZYhcC0VyL34wWw2eraPA87bWKr7rA3Geo1y3vd0QxjgyOFAoCIFlpUJ3h1/5sNf7Qa+fhp+JNo+atjkASRmsU0P98QARADeZb8Fj/ufE+5AA55AdPxuTgScpWAppFALwAFABEVSEUO8q9RTWwj0ckDEIM0rA47cvdQCqjKFSgqLKTlT0QSyA9AQirCA0JDCCRm+wfiBYi/jrwA5OL4KeHVhaaR0MKRET1wL4AcRVNTE5p0rHE75/Tp00YOgC4gFro6O40F6Lzee6gA0HxNCPe9ALCw1tXXs8MfEe3FNV46CK/YVMLW136z/c97nug9cPg32E8A8zOMbbDx95m5EC4o3bBhw+62trb9HBn0ABBpxL333huTD66ZuYjrec0m7u3pman5d7H0Xa1/u0Us4bW8/HxRV1dH8icyAhin6E2BcFW+2VXQi4WvOk+D/M3fIS+nz0dOjw40E4W3cERQABDph7Isx2vsH/X+A1bBkNi5zCfhW1/DAmqQfz6HLZFZgCegvKJCFJk1+gEnCc7OF4d/Y/4OIqA3BBGAEINGMuBmaXywMyAFAJFmBJ79b5zvQPB+CT/xtXk1NTNxVYLIYG9AeXn5hyI2CC+AENpeAPx/WJJ1r4/S3oCMhhaOBAoAIk2QCrxJKDr/IZHPS/IfsoxnM41dSveUhO+SOIhsfyyeBJEN3oDKeMe+lHoBLOW2Q/FeAUEC64YGGAagACDSCOUE9Gr9d8YT/1QE76sqQKK8rExUVFTwmyOyyhuASgEIgTyFpa9bKqhTFWD9HTwBQYoAhAA0REBTPAeJiIIY5S3ILUgrwDX+b9vC1wVIFJyIx/7Mvv15iQuR5bU5vfyFTX//+Gvmv0XMFK5/9vcnshGoFEALa8TQjYobjfp+W4vf53mYv5hbNTXBhOYhACBqFMAaxP0B6AEgUomWlhYt978XnGdBeKgAsPMSWF9DY5X6+np+cUTWewPg4YKnC89VXf50uwHq5gcMSRGAjbuCEgAa4UOGASgAiDRAOfG8ZP9j0YD1b0v4iRa7Q1WAuSjZWSy1dXWz268SRLajJL6VdYHZTjgsL4CNSEDYL4hmQSB/DTHRJI2RGL9xCgAitVDW/ntpG9pvhgrsyF0I29ecEgITFy9sMxpG0xKCiDJA/uhwaZQLptALgOfw5mmU8ml5AZJdiwgKACJABO3+h1AYTewS6LEBkJMIKI0nRxFELgJhgKqqKiMskEovAPJ/zp45M9PMK0kBwDAABQCRQdY/4CX7H5uM+CZ8JxEgj0JpAdXW1vLbInIeEMLwhM3JCwjSC2BzHsj/3LlzSV87wwCZAVYB5Aimp6dvd/s9XH+zW/gqgGzl4ZGRuZn91n79SbxWI8nfWPCY9U8QRs8AzAmIc3OTLTeLXzgRvXmKxu/Q1ROfl8xmW6gk0vj3zfLYzm+ZHgAiRGzZsgVKu8ntHC8JQGY/cd8d/hysfyRAMe5PEAmLdH6+UaaHLphulrwbwSc2AlIJA3QKHB0d9X3NmuHE2/ntUgAQ4aM5oAlrWCGGe89HN78El8Sc7H8sbtzelyDsAa8YRIDRDdOJ4H16AZzOPXv2bFL5ABprChMBKQCIFOD2ACargTmxPQW5uxG+1UOAvujz58/nt0QQCkAkV1ZVBesFcDgXWxijy2eYXoAtW7ZQBKQRzAGgB8BT9j/ONbblTSR3a2zf5TURT2iyvoZFraCQQ9ELYAnmSo+EIOrTswnGZkJyHiEUF1gugMO5uPc48JkhfW+b5PEMv1UKACIESIUN8q8JxPqX5822/TXb+yrIXfWa0fxEWjS5toADqPm2bnCE/AezCQwAgucGSN5IBuVn1tg1ylXNkjQkugZR5x4FYB8BY+729Ykpl37/WuSv+F3nuXOidOlSz4LT7CuiGMPNHMUUAERImJ6eVk4wsx+4jvU/x+o3zPu5Wf2zC4diTwDjR7mg1NXVZVXGP3IZsMubSebmI173s5UxqyH0iNAKnR4SpnAAQSHObYoDq2CIOkCsqBLowmZc8m/wa+W7/TtTVJ07e1Y0LFjg+RqxtigSe5vuueeemu9973s9HM0UAETw2KRS6TpWEZL/jDJBHcvfFAg251pfwxa/Vos3k4DFF4SORyxw5nMis7wwTq5tCATTmwBR4LVLZsoWcCkAIKI7u7rEdFy42JK9D/JPDAVoWPO2RgOuTwHkAWznqKQAIIJHs7ZV74IB8zwHYjce7AhfzGQwJ75WmkGuf5A7iALXjMNPPJTITIGQOEZNIjQ6YcbFQdoXcTk+QbLwBEwia9/Fmnclf8W/gxdg6bJlnq7NQx4ABQAFABEk7rnnnuaAJqit+38OsTuJA3NhSXi9JsLd/kySN49M9VIQ4QgDqwCEl8BMlDPFQbpEal19vRGvn3JqAeyD/K3P4QVE4iE8d15FgEI0N3NkUQAQKbb+dQXAyPDwTJgggcTtiN02+z9BHMyrqTHi5FEBCB4LFKw9PPqJ1RO5CYwdjBvTU2AKAghmPKYy6RDjFsJ6tnTPTxKgwgvQ3d1tlCF6SQjEvVAIgJg0VmLf+9732jmiKACI4OAa/9dNeOpXuP+nPeQFFMhFKgqufyzcSBazLt4EEbQgGIm31cUcSoUYgPcKe2l0x7f19pLsN63xO3gX8Pd42a9D08uITqUUABQARFBQVQDoZv/jvDmEb5j3eXNr/uOvzVr+dtn/ErXS+k9nr39srpJI+sy0J8ICEkQXLFhgHKYYwBFmpQEqI8akuDXzdvyWAToJAYgLiOdCzd4dSB7WmGPsB0ABQASFL33pS81BKHOQPxYrrXi/oiIA1klZGhLo8LlIksKiFbV4fn31lCgtHBUFeWOiuHDa+Lko78Nui5Vl02Je2YjIF2O2/7a8aEje68msHssT02XiXH+RGBvPO+9346JSdHR9+J1OTheL4fES0dU/46Ien64UnfK53b9NxzjEsXDhQsMjYHoGwhK642NjYgQ9Efz2AHA5FyLAS1kg8wAoAIjUoikIATAUt/6h4G1FgDg/y994sBEH9fX1Kbf20T89HVn7IO7qsnFRUz5kPIKo60DuYkBUgdTL7UmdsFmk8oZFY7XTTpW9YpXmsDLFwIgUCBAJ5/qKpHQqEye7ig2RcaordeLQ9EIhLNAlyTQMrwCSAjtOnTLc9kry9+gFgHCplaJa1wugIQCaONIpAIjgsN51MZQLj86CY3X/m4tEohDQSQZEu9/CFLX7BfE3NDSkJJlvUd2kQfKw0pfWDxhEP79qfI4VT0QD+E4arftNNc79/ZSY8R6c6asQvUOlome4XBzrrBR9w1K2DYfjQcAYhUcAe2FABEAMBJUrgES9evm+Z86ccbXmvZK/CVzrAk0vANYR1X4f8Fp+//vfb+VIpQAgkkdzsta/4f6fmrIt6/MSEkDHP2T+Zzrxg+wXVA+KZZLoa8v6REP1CIk+iwCPTEXRmFhR3y+ExaswLQoMD8HRrnniTG+FFAiV4nhXqRQFwe3FgNAUwlQ4enp6xLlz5wIRAshBmCfFd691C2+PiX9O56INMUhdpyJAc2theAEoACgAiGRw991318jJGnM7R6de2bD+XWr7dUUA3PBhblwD4sdCZBJ/EEl9xUXTkvCnxAX1vcbRWN1Hss9RIMcC3/2q+oHZcMOkKBaDY1XiaGe1POaJE11lorMvP7DxjAMiAGV3yYYGULc/NDwsxsbGfFUEnEf+lucQKxqd/oy/AWuOoi3weo42CgAieSjjaTqZuYPm1r92mf/CxfVvORduf8Q6w8i0R0wR7tOgWvAiqW5J3bBY3dhlkH5JXi9HEmFvsYsxUV3cKS5dhONDQfB+R5040imPMwVJJx5C1KLcDkKgK17W5xd18n06OjqSI36bf9sjBQrEio7A1xAAzAOgACACQLPqBFUIAAIBm6ToWPiOXQGFCMX1D3cpiH+ex45kTqR/8ZIhcVFjp5hf3mkknBGEX0Fw5QU4hBidnic+kGLg/Y560X6m2LcYsI7106dP+94auai42PAE9Pb0aJG9kvwtfQFgKFRVV2sJAMWcpQCgACACwHLVRFRhtkeAwsJ38wag25/OzmxeAG/CokWLkirnQ4b+xUtGxWXLTpP0iVAA79Gli3AcFiPTdbNi4IMT/pZceLmWL19ueALgEfATFgD5gqzR0tcP2Tv9jGvSFQAq3H333c3//M//3MoRRAFA+IScoE1BCABHq9/NG2B5rS7Asj8QPojfFBR+QgrLF06KDSu6xcr5p+neJ1KG0rwucdmiLrF20VHRt7ZO7Dm+QLx9uEL0+6gsQEgAc+DUqVO+vAGYk6c7OpzJ3oX8nX6HZEV4DO22ZrYC16sxb5kISAFAJAlXAaDKyIWFMGHNQPYhAsriTU+CAGL9S5cu9ZVIiGS+i5ZMiCtWnBELK08ZrlqCSAcw9mpLOsQNqzrE1SvrxHunGsSuwzWe+w8g2fWCCy4wEgQRFvDqScB8MsjYhfy95gpgkyCVADDXHkUewHKOFAoAwifuuusuZRxN5QEYtrMsPIqAoHb7QyKUqn7Yifgvi42Kq1acFDUlZ7O+Wx6ReV6B9YvhFagUB84tFq+9X+tZCMAbADI/fvy4p5JBNPAZxBwPoBeA+bu+vj6jM6BKpOM6mQhIAUCEh5iOAHBzxQ0MDHiK/ye+DisDkzyZzH+4/GH1++nit3H1uLh6xTESPxF5oLzwkob3xYXz/QkBzLNYLGaIAN2QAOZWzbx5RglfsvsCWIHugNWKXACsPYq8IAqAFIIbnWcZLrvsss8LlyoAZPYjicgNZ8+enTu57Sx/l9dhCSTT9Q8CAuTvNYQQWzgpNl99Sly++IAoL+wVeYKb/BAZshDnjYmGik5xybIBUV1ZKk53F4lRTaMeFThG739pXWs23DESdEHY0/FKn2TJHz9jbanWSAZUVAKUyjXssT179oxwVNADQHjHepUCdwMWEK3yP4fXS8vKkor9498ivukl3o/e+h9f3ytWNxxjsx4io4Hk1I1LesWK+Y3i9UOLxBsf6M8lJMli/ujkBWB+gaxRx59MbwDrzwgdQoS4deLUDFUwETBFyOctyDrEVATvBscGQaabX/H6PA0LwAlw93sl/0tjE+LuG9rF2gX7SP5E1gDJgh9fs1d87vpzRq8K7X9XW2sIAR1AAKBN93lk74P8Tcw2D0teABAUAIQPNCUzASEA7Ca2jgiA27+8osLXRcMt6IX8YfXf/pFu8anL3jEWS4LINiAssKr2A3HPDQeNvBYvc0lHBGCuWQW7qv2v288mkAyogkaYoobffmrAEEAW4Ytf/GJMdY6XCgDb3f9cEgH9Zv7rLlgmUM9/a9MJUSeJPxuT/CrK5oqg0uI8UZB/frYFXs/PkSyekVHEmG3G69jUnNfHxqfF+ER25X6U5Z8Tn1iDTaiWi+ffrNHqKmjG2dEvwNULgO6ACVsRew0BJJK7ThhAUQmwias5BQDhEaoNgIwFcmzMcQLbxv+Fy8Y/FnEA6x/ZvV4z/xGzbGxs1P53164dER9ddUSU5ndn1HdTVJgniovyZh4LZ+5ZednMI8gdZE64iCLHULizApqUQ3lkbCpOOhAGM68Pjsy8Njg8lTF/P7pVrl3wgVh442Lxo/9apLXxEFz8mFduIgDzF+ehp4AO2evMUxgRhS6hQHgZK9w9hfQAUAAQPqAUAG4hADP+fx7ZO4kAy+to0esVZsKfDlDXf9P6AbF+8aHItu4tkGtyaUm+QeYg+tKSGbIvKiS5p+v7qCiNE6VFQDQkiAYIgqlJiIVpw6MAsYDnUQO8XfNLj4l7Ng2Ln+yKifePq5dvHU+AnRfAL/kDA4ODrq2BNfIAmANAAUAELQB0EgB1yN7WivC4MY/ZzUwn5g/y3/yRHnFh3YHIuPxBLuVl+aKsON+w5En0mexdmBmDVRVzPQoQASOjUzOP8oiKx6A8/5z47Q2T4pWy5VpVAhABmPtOOwpiDiIBF2WByZK/IagCSAT8whe+UPPkk0/2cHRSABD6cG2jqdpAZMwiELyIALjzvGTum01+dP4Nkv1+68pOsbLucFrJH+SO2HxF6cwjyT77AU9OafH53oKh4WnjMZ2CACGwj18yIqrKLxIv71a34F2wYIEx/2Hp2wHdAU0BMO0S//ciAiocGv6wFJACgIiYBwC9/xMnpm0SoM3rWDy8AAl/iiQgAyh/+uxHTxluz7RYhpLoq8rzjUfG6AnTW4B8BDOM0D84ZYiBPvmY6uRDhMKuXv6+fKYnArCtMNYAu0Rgo4KnvPzDTcCSIH/AiPMnJwCYB5ACsAwwhwSAmwfATRw4LQR4HY1/vHT9Q19/nS2Ciwun00L+VRX5YklDoVgTKxGxRUWifl4ByZ9wHS+N9YXioguKxaqlxcZ4SaV3yBQBN65X58XA47ZkyRJHz1uVS0mgHwHgBuYB0ANABAxVFYDbHgCq/ACnkICXzH9YGPX19crzEfO/46NdKSN/EHxNVYFxFFASE0mMI4iBxvqZ/IHO3knRPzhpVCOkQgSMjl0kfvWue04AxDo8cNg7wG5+4vdeNhZyMyhgcDiJDVQjJdMunKAHgLDg85//vNJl5uYBUCl2O6sAk1s3+x9xf51af4P8P9IrVtUdDv2egfBhtZmWG8mfCFIMwJO0+oIS4zFsLxJEwHWrD4qLlqrzZCDa6xzCdn6qefysKXblxglgLwAKAMIDlC4zt0mnu4mItQOYl8UC5O/WHMTE9WuHxIX14WX7g+QX1M64bFOxMBO5DYw3U2jGFhed1+QpSKAV9qc3HhSL69UuB4Ti7PbsqEqilbcXAaBqSEZQABABw2nSTUxM6Cjy84TAvBq9PB0IBZ24/5WrR8VVsYOhkL9J/LDIGmoLmMVPpBxIIEReSZhCANUBt191wqiecV348/NtPXJwy1f4bOediDFNo8IBMY4YCgAiBRNm1MdELdNM/tN1/cNqufGScJr8wL1vEj/d/ES2C4H60pPit67qMsJpbkAlDjwBYXkB3DwAGmsOBQAFABGUAHBzufkRALrufyT9qer9kfEPq6Ukvy/QG4LFFa5+JGaR+ImoCgGEooIen8ihgUdNBewemBia89rXw49xoepJQlAAEB5gxuadDkw4p995ddUZncPkIqH6TFgYWGBU5328qdewWoICFtMLFhYZiytd/UTUgRwBeKjgqQoKCKNdt/qAWL5gwnXuYS6jSVDi60GFAcz24n6Oz33uc/QCUAAQmlgetEp3tFw0LQQsLCpctmJCrF9yJLCbgLpsLKZ4JIhMAUQrPFUICwQlWovzBsWnNp5ShgKQn4MSwDnzKKBqgAmHksIhy66jLqAAoAAgNBHzS/JIAvREshqLA/qPJy4q5y1QcmG6Yc0JUZiXfEYwFlC4UmH5091PZCoQFkDFQFACFp6169epyTYxT8drgy8noN6foAAg0gynmNvIsLekOywKWBxUsEsuSsQnmvpEXenppP82lPLFFhcbrlSCyAZvAIQsPAJB4MpYu7I0EHkA8xI29AoiDDA8nFRSL9sBUwAQoQoDj+V/OosCFhJVzT8WpMuWHE/6+mEpgfxZz09kG5ATgJBAsh4thAJuuvSMZ9EeWBjAwcOoEXpkO2AKAEITviaL1wTASo1FQcf6x4KEhSkp80Ba/HT5E9kMo1IgAIEbqzshLl8x6skLUFxSEkgYwKm1MCsBKACIgDA9PV3jllGLXb7sXh/1EKPDYlBcXOyauVtdXW2c53bOxUtHjQUpGcA9ipg/QWQ7zBBXMiIAVQHXr+kQRYXumffmXh3moRPuU2EkiUoAggKACBFeOgCWa7j/daz/G9acTqrbH4g/yJIpgog64OVKVgQg36Zp5ZAnL0CFIpFXywPgMcmYoAAgUgQvSYCqmCB+r4r9r1k2JhZWnU2K/JnsR1AE+MNHLzwpiov0RXx5AE2BnHIANIyP9fzWKQCICFj/pvvfDWj6o8L1SVj/JH+CIiA5ETCvpFs0rVB7AawlvMmGAZx6AWhsCMQqAAoAQoU777zTXwKgh/i/yv2fuGg4Wf+NPq1/ED/JnyA+FAF+GwZ9dLXaC2DdLjjZMMAEQwAUAESoUCplu85bUx6ycKsUu/mFaf2j1I8JfwQxVwRc0OivAgZegJUL3cU/ugOa4bwgEgGT3BmQoAAgnOA3w1a3AgAxwCJF9j8Sh9x+v6huUiyo7PL8t8HVuaShiF8yQQQ4N66/pEO5PqCiB4/Y0VMV/lMB/UZYBUABQEQIuh4AlWsf5K9KFFq/vFMU5HlrC2q0913AOn+CcAK8YwtqvXvHGqvOKbsDWqsBSktLk7pOhgEoAIiIQTcHQBX/V1UHIN7YtPyc5+uDdcMOfwThjobaAmPray9AKA6i3A3WvJ7yJNsCUwBEEwys5rIHQLMKwE39wz1YqcgPWLtsWBTne+v6h4S/VO/od+BIsRgayRcnOormvJaIspIpsaTxwwVtdWwmvnnhcm58ki0Yxjg4XSg6ewpEV09h/LU8+dr5Lve6eZOirmbGm1ZWOiWWNo7PeS0VQI7MweNjYtJDZ2+I8p/vaRBj4+5eAOQPJesBICgAiJDgN1am4wHAxHdz74P8VZ+/YfkZT9eF7OagNkJxAkj+A0nuB9qLxXG5qHf1eKswePu9D58//8qHAmiJXPyXLpwwHldLQYBHIvqA0PugvcR4PN5RaAiAILA6JsfAwvHZ8RCWKMCcgcfs6Gn98QZRvqpxWLx7tNR1flvXAo3SPfu1xiEJkHF+CgAiwlDF/1XW//zqabGkttebNbOgMJS4/9vvlYo9+0vlY0lgC7ydsDA8CLtnMqex4F9+8Yi4Zv0wxUDELHyMg5nxEJ51+0F7sXFYBSLGAsZE0GIAHjMc/YP6boBrLjwnBcBSx99D/GOODwwMJCUA7LyNaE+O1sMuaOZIpQAgQvAS6Mb/S+Skd1LpOu7/y5d3e0r+wwKGDVCCAiz713aXy6PMs5Uf1Oe3vlZhHFjwm68ZNAgArmIi9YA4w3cRpghUff5TOF6oNrwDV68fMsZDUFhUXyiGhvVDAUtru0VV+RLRP5TnKvL7+/uNtSDINYigACBCIHe/itxO/buV/5SVlSk/e83iHu1rgtW/KCDXP4j3+VeqDOKPCnBNWPgRMmi+ZsgQAxQCqQFc+xgPVms83TC9A7iu2zb1ByIEEAqon1coznTrJd1BnF/YOCjeOljhOs+BZPIAnAwOigIKACIN0BEAybr/q8qnxfyqPu1rwsLlt7uZFVhQW18rT4uFpwNcF0QArvG2TQOGECDCE11RE4J21/gvO2uM67z79p6kk0lRFdDdPynGJ/TIde2SLlcBgGqAkpISMTo66jsM4KXtOEEBQISMcY0QgMrlpxIIFy/uF/manf9A/HVJ7vAHK++f5UKaDle/XyEAj8Ce90rFXZ/uSWnWuF/0Sa1SXZEZYxyufgitqApBOyHwdzvqDUEIYZiMd2iBFAEnzup5AWIL+kVJkRCj4+5zPRkBQEQT7ANAOMLN5QeLQLnz32L95D8sWMkk/sF6wuKZKeRvBdzAf/1/5kfaSjWRCeQPwn/8B7WGuMoU8k8ULhgP1nJUr0AZrW5vgKK8EbFsvjupm96+ouJiQVAAEBkOVWMO7P6Hw6/1b1oWuta/341+sMDPuE8rM/r7MP8OkBaRpBX9vbpQM/tT+XckIwoRCtDFmiXuYt2c78nkASSGAcrUewy0ckSHC4YAsgA6iTSJ56gEgFv2vzl53X5/4aJRw7LQtf79kiYWyWQspShaf/i77rq9hwPbIzAOMB4y0ep3E4WAnwRBVNOgk+bImHp9iDX0y/m8wPUczHk0BUJisJedRE2gF0BiWJFJgPQAEBFEaUmJlkXgbP0PhGr9ZyP5m4DVZy78RG6SvxUYC349AfWaeTX1lYNG0q7OnGcYgAKAyHCosnLdJjni/6rNf1Y06Ln/a326/v9l57ysJH+rCGA4QF8MfuffarOS/K0iwE9YA+Jap7IGyborGgaUHgCguIi7c1IAEBkNNxeeqv5fJw64uFbPA+An8x8Jf5ke49XBTMMa9mBX4XFJ/pmY/OlH9Pr5O3W9AMsbhrQ8AMX0AFAAENkLVflfiSI8sGz+qCjIU7e9hXXiNfN/pq67Mme+Cyz62WzZJgt4SqLU3CdMmGWjfrwAOvNsca26HwXmfgk3BqIAICKFHp2JqwuVi0+VvauyJLxaJlbkmkWMRf+DI7S4nPCb3eU59fdi/HsVhCD/qgr1XFtUMyCKC6e11hE/XoDEd2YCIAUAEQCeeuqpNkwmtwNuffP55OSk0gPg9l5YBNx+31ijzlhGXBIZyn4IMdVAz3bzSMeGPtmc65AsOlPs+kdzHut4SEfzJmxT7N0LoJ43+XmTYmHNqNbcL/KZB2B9r8Sf7Q4iXLAMMAcxPj7u21ug40lYohH/r58XnZituWUrFnPs5V5WMq1N9Afi1jm2kkV4oqu3IGdc0lHATLe8gkDfb2njhNGOt65mQtTLMVE3b1KL6CFOQc5DeDR2hSwUnXI8REHAoSQQolvVHnh5w7A4elY9/40k4cHkWli79RkhKACINEBV4qOTAFhboa7/r67wZ8ljUU4W2Ir1Qlhwy5O36M2+7Yn928395bHrXLIEgOsl7LF04URS9xeEf/nFo3I8jBrjIRmLHu9ljgPrd2aGcQ5IYQgXfjIJi9bP8ArMuc5e97+vrgLeO+cS1CATATW8CK9whFMAECmEKv6vmrQXNIwarkRXEVGc53vTHyzWT8lF0GsoAAvyZWtGjH+fih34sEjjwC5vyew9D4GSjrBDpuCapiHPNfIm6c+Mh/DF1cznzXzW79zSZwgAjANct1fxgl0k/QLJgCoBoJMIWMQyQAoAIrMA1x26eCXrAVAlAC6Yp7ZO/Lb9NRfTb9zTpdX0BcSJjVVSRfpu14xObjjMxR8lfipLENbo3Z/u5eBVCC10TdRpnAQCvrppOO0eFXyvGJc4IAAgBHCoxjNCVcnsHGkKb7cwAHIAdAQAwohw4as6ihIUAERq0AoDwemX1sY9bsk1KnWvagBUVaJeoPy6/63E/vA3zhokioXTSqRYXLHAg2yjaDlbF3+ECV5rKzfcw9a/AddtCoZ0CpeM8QLI+wT3/Ux/iJI5RGreS4yJKO62iOv7HRy39BljGV4ijAfr32B6r/y0A7abe25eAJTvNsybEGd7C12NABgTWCu8CAAm9VEAECHBy34AblsBm1m+fn+PEICOFRKEVQ33Oo5Mtl6T3fud+FBYwRNwV4YLmSBI3g06YYCK4mFxZrrS1QgwKgGKpVAZ9na91rVDtZ+IRDtHdrhgGWAOYsph0qmycnUqAGoq3AlNd4tSgiCCBwS4qinQBQ1jWutACnIBKAAoAIggoEPeqgldUKCO3c+vdA8BVFVwyBFEOqFqClRePKa1TrCMjwKAiA5cS2ZUsXtjYisSAFUiQrWbmOEBKOWQI4h0oqLUPQSnauRlCoBkPACsJKAAICKGZBMAaf0TRAYIAEUYrqxYnSzpRwQUWjyIOv/umWeeaeW3FS7ow8kSqJIA51jvDueqXPyqBMCqsmnFwkIBQBBpF/qF7uWAjTUjyvUE7n+UAup4FmfXF0vIgK1+6QEggkWrynpXTTqoctV+Aq4egCp3D0B5WR6/JYKIuBdA1cjLup542WQscU8Bgh4AIipWgYZLTicJ0HXRyZD4/4GTRfIoFKe7C4znAyMfCpemlWNy8ZwWFy4eN54TuYGO+Fg4KMcFnuMwceGiCVFZNiXWrxqbfR51qDbiQiXA0bPOOUFoCT4wMDDHqvcCjbWklaOOAoDQh3JLYPTxduoGqDORVaodG4n4sTiiQvovvFEmXt1bMmdxT0TbwbmL4nXrRsUtVw7LR/brzzYMDOeLn75ZZowLCELlmHgxLggWT4jPXDdojI2oigHVfERDICHU/f6TNQoICgAiAOzcubPt05/+tO9/X6zhAVDF7Nxch362/k0F2g4Vix0vVp5H7LqAYMDRWDsptnxyQNx65TAHYxYQ/7efqxI/faPM17+HWPjrf5snvl02LT4rhcBnrhuKnBBQzcfiIvdwoVkCqJsEmHieRhOgHo5ECgAiyC/bxcpXeQB0kn2Ki/wvOOlY5EH8P3q1PJD3g9cAi/4L0mK8/7f7jRABkXn40asVxrgYGM4LYIzlie3GGKsQ/+PO3sh5ieAFGBy2FyZLagfF/uMVSkLXTQL0kiwYx26OxvDBJMDsQptKhRtJOHYCwJIkaHfoJO0scdlJrKgoOgIA7v6t/1gXGPnP+QIOFhvv7dd6JNInCP98R6349rNVgZB/ohD48x01hkCMEtxbcrt7+/wk9Fn/TRDbCRP0ABBzJ5ir2ywvz3nCFwYQAnC1NiKSAGiSf9CLfOKCj8X+oPys+z/dx4GZAeSPMeEW5w8CPzVyCYrEo3/QFYmQgMor5zbfvVr0ibkCZhWBC1o5MukBILyh3XXCl5YGNqGDXGiyifytgIchalYfkR7y/3AMFsbHYPqX3tIS53kQW+AerrBa/cUaHgBriJFdACkAiHBwxPXLdiB5HRee6px5Fc4JgFFw/6ea/K1WH8MBJP9EERAFYVjq0pgrT4S3dbKmAGjjCA0fDAGEgOntokY+NMujyWZQt+a1hJbh2pMMifsRDybqK50thnR3AMRCjwU31eRvAp+N0jAmBkYLyPRPNfmbQOUIkg1ROZIuYFdAHJNJRiNKiouFalNuawhAZxOh5557jlUAFAAZR/wg/S3yaFGct10+PCKFQHvAl6BUzXbquzjkrlxFaR5lWGjTtdCbQBLYdx7szIgmMbmAV/eWpt0zgwqBj60bTaswLC1xrgQIlGi87QNA6z9FYAggGOJvkcfL8unLKvKPA+cclv/m4YAvpd0tkx+Hob4Tk28U/0b3cBYd6QsBwPUfRra/V6BM8McRuA4iXuf/bFVkvBDphFMlQEmREDprCR6LNDL6p4WYUwGgeG9a/xQAkSf9GhC4PA7LH58QMy5/r3hI/vsngrqm5557TulRsHO/he0BKE1jCCDdC6wVqAePQvJXrgNCzK3bYyqBslE0o0oXih0EwJK6QbV48JDMZy370+geSA8ABUBkiT8WJ20Q/0PyiCX5li1BigChqARIRwZuQZpGGax/vx3+wrE88+gFiACilpSJEFX6PAABCQkPRgS6ACrQy1FKARA14m+Wx9Nx4m+RR02Abw8RsDkVAgD7AZxH0Br9vFXCwakKIJ0lgFEkW1YEpBeI/UfF+rd6ASBW0yIAUhCes64dmuXGrRypFABRIX6Q8y4xE9/fHOJHPRrUeuL6hdtMwCAEQH3lqL31X5A+AYDFPmoA+UTxunIFL0RUgKXrugryg5mfbmtInmXNcetFYgFzACgA0kr6ifH9phR8bCwgL4BrL4BU78Pt3m40RKvqUHHayv5U2H2QbVDTZm0fKuZ1WRCUh67QRQAUWfKOdNaff//3f2cOQIrAMsC5xB8TM3F9EHFNGi7hdnk8k9TfMD2tnDxl5eWiv3+mctfMyNV4X8V59r8rTpMAiDLJHjjFaZeW+36yKLKiEGWqSBCNUpmoal2wrglubcbzLG1/zcoBNy3EkUoBkGrib44Tf3OaLyUIT0O7UvWXZr8LOl0xVS1rjx6AtJFspK9PCsOmlWNp8QKMjE0n9R5ue4l49ADQ/Z9C5HQIIB7fh5v/5QiQfyAC4Cc/+YlSAFgnYZh7AJiLSzowMJIX6bEXtUS0XMDpiN/zjq70XF/YeTrWHAANAfAKRyo9AGGSPlz7D8rjAZEeN38q0OomaKyTsDDkssD8NK25UfYAmAKgsXZSEBRdmSJQ3EWE87WbPQBgbGgYHO0cqRQAYRB/TMy4+Vsid23TM/24J4IL/7W5CYBcCAFENdZLUABEDfDSDQ6HIwDyvVcAMAeAAiBQ4t8ct/abo3ZtU5L4x6URODYhxOi48XNQg9+1EqC4OHUx6HQlARIEoUne+eHNUWvnUY0GQAhhUgBQACRN+nDtbxbBdOoLHLD0x0H6ceIfjT8vKgimAYaqEgBqvbKyUgwMDBj1/UFUATj9qogCgIgIKkuneRO8rSOe1gSEEyfGx89ba1gBEF1kVRJgvE3vw0LM1u/HojOZZiz9gREheoeE6MYxGH+MP5cCYGdAH6cuBSwLtvHI8Fi0hlLTqrFIj1WSUeoR9e2YK8oye0zk25QCWkMDGgmAFAAUAL6IvymhP39kkvsQ2x+R607fsBA9Q3MJf/Zx0DivdenWYDwA//Ef/4FSmna3c7zmAQwNDbn+/lQ3u9tlExllI6JOsOkaE+Vl4XnprDsFagiAIxylqUVGhwCiGt+HtQ83/5iNm9/6fMzyfM0i8UjAl9Hm5gEJ2gMQNaCeOqr19hcunuDKQ9F1HjK9KsQuEdB8zW4PEhu0cpRSAKhIP7Lx/ampmaS+WbK3IX87UVBaJB655JuBD/7dwmXvgsqqmW1yw9wdsKIsfQ6mVREmWVr/6ROFUSb/KAmAzn61R29yclJbAGi2IGcIgALAkfhjcWu/RUTIxT9tTARJ7JN6ln7iORNTYvtd/2DkLQSN1rhIcgQSAd1aeGYyrls3Etlr+9i6Ua48aRsXo+LVvSWRu66o5az0DqnF++io+zi2VhtpeBzb46FLggJgDvE3y4ctImL1+yjhm5h0dvG7uv/l48BYgTjSVfCX33ph7H+Gct809gSokAJApwIg/n6KKoDoxVejuNhXlk1H2hLNdnxMCsMoCoBbrhyO1PVgOutUASQaQ3PIxZL1r7HnSCtHJwWAlfhb4sTfHKXrmrTG9jVd/NbnA6MFYl/3QrG/q0EMjk5Jmb0nlOt8/vnne2677TaIANv2wrD8y0pLxdBwMAtP10D0Ou995vrByC328ExEacOXXPQAfFuKsCg1ioLrPxtEobXmH8iPu/8RZtQINe7m6KQAMDL65cOjUSL+aau178XFb/m5e6RYvH1usTjWXy1/zjPiZ+Pj478n3/6bIV66owBAhy54AHQFwLDivO4ICgAsqlhco9QBbssnB7jqpNUDMyVuvWJY/OjVco4JF0xNe8/fSSwDNDcBYvw/uohUGWCc/KOyMc+HJXwjlvK9eOkeSvqMY9CmtM9S3negq0q8eGSlePrAWvF+Z5UYHJk0Ymc4JiYmFsRisZYQ/wTXjTUKpAgoKirK6gF+/6f7I3Mtt145zP7/ESHcyoiUBGI83Jpm979dt872M+5JgOPj6kRWswRQp+Lo+eefb+XIzGEPgIX805rg51bCN5YQx7f1CMTDAB/01It3uhpF/2ihYe1PTY0ZjzPPp2afS0v8fvmx20P0ALiqdUxOncmcqYDLHQlW6S4JBOHc/9v9XHEi4gX47HWDYvuLlRSowl+3Tmm8uBOLJRygUQJI8s9lARAv7Xs6neRv9OWfOJ/UVTF96/NBI76/QLzfPV+MxN38k5OjcwjffA4X/MqVK8XSpUuvlBOk+fHHHw98EkhV3Xbbbbf12N1Xc5MOTM6+vj61N2RSbbke7ywXS+uHIjfI/8edveIr2+anNe57/2/3ZUTsv3uwXHQNlYmRsSJxsqfaeG1gJF+c7q9V/ttVDZ2zzxfX9InS4nFRVz4saiuiNybgBWg7VJxWYQjLP8rVKl6RbykDNHcZxTrDLYApAFTA9ryxlAsP4VzCN6aI6VvPQ3x/T+cicbi3xpbsrT9jMlxyySVi2bJlc9ajsFTw9PQ03nez3d+OCauRnWtgZGREed5oRB0JcLNCBPz5jvToSyz0t0Yoy9sk9JPd1eJcf4nxvEsSf/dgcs2hDp6pd/xdbcWwqJNCAMKgrGhcrFzQmXZxkE5hiGZQUfYIHTtX5jrf4QFI/L115z9zjxF4GDXWF8b/c1wAPJBqa39OUt+4jYtfo4PfyYFKw81/Wi6eM2Rv7+bH8wULFogVK1aI+fPn211Sy3333ffI448/3h7Cn/uKnQBAgw5UApgZukGEAfwkDqUKsLSw4P/1v81L6eci/IDPTReGx4vEB6dqDJJ/v6NG9I5UJU30/jwLZcYxKxL2zjxADCyu7TOEwczRazymShg++gddYus/1qVUBCAc9BdbuiPtEVKJeVUPADMEoNlxtFUQuSkA4u18U2Ka2ZXwKV38CeehjO9o/zyxt2uhTnxfNDY2iosvvlgnDgYRtDWEP1s5uXTzAHCOW9Lg4dOlYvWi6Ga5m1Z4qkQAyP8v7kltb5NjnRUGyZ7urzMIv2+kMtILEAQKrtfqPTBFAUIK8BSYXoNwLPHxlIoAkD8+L+rJoFPT/itnYFiYAkBj3Wv76U9/ygZAOewBaApVYMST+pKx9M0yvkO9deKDnvlGZUAi8VvJH27+1atXG25+D1n2phcg0MkgJ1fbrbfeap8HEE8E1M0DUAmA81uBRFcEfPu56lAXfHxOKix/xOx3H50vDp6tF4ckiY5NZf6mTHNEQdxTABGwSooBUxQEKQhMEYAQUZglo3D743MyIRfk8OkS5VrgSCre4v+0/nNcAGwKR8HOte7HHDL2RxXZ/meHysT7kvTb+2rjRD9h6+LHY11dHZL6xAUXXODnkkHQLfLYFrwIss8DmIp396uoqPDyXo6/Qzw5EwByxmIMT8CBk8FOAVh4IP6wkrsQv997otEgx/auBWlx56cDSEjE8cv3V8wKgkuXdBhiwJp8mIwI+M6DncaYCKN51GevGxL3f7ovkvd2fGLa0zxXCYDiuACAYaER/2cCYI4LgEBhlvCNjKv78LuFAuDmRzb/GSkAZgh+1DGxD6SPjP5585J2LT8QhgAQDnkA5j4AplJXxfXQDMgtptczUJAx42RmwT8nfvRqhdjxYmUg3gAICyR2BW3hwa3f3rlA/Pr9heLc0HyuWhZBAA+BmVQIIXDpktO+EwvxvSE2j+qAbz9bHYg4RBgIYyLKG0CNJQgAVPMoDawp+zFu5BXF6/81DQt6ACgAkrRwxUxSH0h/xC6ur2Hpm/350anv3e6FRqzfLbEPSXSrVq0yrH3NrS51ELvvvvtaHn/88e0B3yLbSWbN2gWxI9Pfr/U/Y52WZNzYQT04OsPB6vuxFANeF33EctFeFm2Hg4zr7jpcJ471LhLvSGs/V6x8v0DIAF4RHM+2rZsNF1wZO+YroRAdJCEOIQR+/MsKzx4BeIHgAUJ//0xs8atTzeO0ViD2b+4BoJEA2PrCCy8w/p/jAgAlIM2+iH96hrwNa9+npY+jZ6RYHO6tFR/01huvuyX2VVVVGda+Tze/DlASGKgAkJOs7ZZbbjkvD8C6EyB2Buzu7nZfGBQegtM9+Rk5CYz2sPFSPcSAURt+8GSROHCqUAwM58+KAizssOQqS2cesatfkJYdCAyE//bR+VkRy0+3dwDhAngH1i05bYQL1snDqxDAgTEAMXBQjgM8GouWpX+AuZMfzsU21Jle23+s07/gNK1/zf7/dP9TAHjfBALxfZD+8Jj7jnuqDn6nBitFe2+NONJfMxvft3Px43HhwoWGxe9Qxhckmu+7776mxx9/PNDaWKnInxEJOyrCi2Fa9aWlpYZHwMm1B+A+qLwAyAOYX5W5291+2Jo1NXX7JunvPbHQsGSJ4L0Db7QvNQ4zVIAwAcSAbiIhBCJI/bp1M+o86+/ZaL7rPHfbF6Q0nvQH979G/P8ZjlAKAAyCJ3RORHwfpO9K/BrlfbD22/tqxNnh8tlufXaJfSBEWPog/gDd/DpALsC9Ab/nK4kCIC9h8w78jQMDA749AEDvYL4UADPPx8anOcNI+pESA2aoQIj1hgjwKgZyASe63EMebl1BzW6AGu7/np/97GdsAJTrAiCvRfRMbzdc3i1O54DMQfpDY+pMfqetegfHCgziP9BbZ4nv2yf2wRo24/tp2iwnjMZASqEF1e4mANy8AybO9JWLVY0zFoJddnGuAjX5bxxeJvZ3LCbpR0iImWLgitgpcdmSE57DBNmIoVF3Whgbc89rgOGEkCKtfwoAXTwixPkNgUDg/dLoHBlzj++71fX3jhQbG/Mgqx9hA7fEvvr6eiO+v3jx4ijcEwiih4N6M6m2e26++WbH7YEBTNrTp0+7W1HKSoB8zqo4UKPfuv8Csa9jCRP5Io432xcZRzI5A5mKkdG5Qr39tLtAVTUN0/SWMv5PATDrBWif3m50wXsCYSNY+gMjH5byaVv6lnM6BivEkb4ag/jt4vvW52jYc+GFFwZRxhckHrjvvvu2BdwYaKebANApB1RtCqRqIJLtMN3Mrfsu0NpAh4je92fmDGD/AggBv9UEmQKrY0+nl4dKAGiW/9EDQAEwRwRs7/8Hkdc3Iv7JKatfp4MfGvYc6Zsnzg2X2e7GZ43vg/RxpMnNr0JN3CuyPcD3xKR7yO2E6upqcfbsWcffq9x/5/rmLiBov1yQA06Bt482GJY+iCOjCG942JgT+F7N79b63IRbaCjR3YvkUquXyPw9Np4qLi7OmHsDrw0qCXBAAEAIXLnieFbnC3QPqNdCVS6Qhvu/DR5J0i8FwBxUfVU8sfcvxfTgqPjW+KSo1O3gNzheIA7E3fyI9bsl9qGMD/H95cuXZ8L381CQAgBJNzfffHO7cNl5EerdTQCoJn/PYL6YmCoShfkzi+TI2JSoKM1OBQAXPwj/9fZlkXbxg7xNUjcJ343Q/bx/Inp7ndsgmwLBfDSFgflaFIGyQvQYwIHQwFWx41kZIjjUUaLwFky55gKB/K39RRywg9RLAWCLdf+v2N76TdE6PCYe6h8RvystyArn+H6R2N+9QJwarDBetyb2JZI/NuWBtd/Q0BDq9ddXDoj5FYO2vzvWXSuGxjxZQGgMtPnxxx8P0l2G93rQ6ZfwhriFAXQ2DTpyplCsasxeKwku/tcl8c8kkEXLmscBogcpm2QfNVgFiJ1QAImYosD6PErfPw54AuARuH714bRua5wsBkc+JPQzfWVJWf90/1MAJI3mvxKwUu/d8RWxdWxCNI+Mi6bCArG8d0jEugbFkbOjNfMO9NRtRgMft/g+rAlY+tiYJ4wyPpD9hmXHxLLabrGsrst4VAECAELg/dON4lcHV4rOAaW77IGAJ8wrbgIAcAsD6JQCWisBaO2HS/bmEaRFHwWPhZN1aXoM8Kjhag73Oxgvmg0RzHQePJ7xJYXdA4VJCQCN76T9Zz/7WTupNxrIy8SLXrNmTc3ExMRhSfI1dsRvlvHFYrHA4/sg/U+s2W8QP54ngyd+fa349cFVrufEm2ls+O53vxtYzezNN98MpeK4BTOs/PZ25zmK8ki3Xb6uvWRAfPajp4znC2oLRUNtQcZOkChY+6bFbBJ9NpF9soAQMA9TIKT1euJVBNdfdChjEgfbT42LweEpMTWdL/7kCff1CIZBT0+PI/kvWrRI9XHbpADYypFLD4Bv7N+/v2fZsmXbJeE/aCV/lPHBzR9GGV+TJPxPXLJPXLzwdCDvB8vfifxtOmgF3RjovK6AVqjCAHjdTQCc7MrsSgBYdq9Kqy5d1r5J+Obh1nkt12F6QOw8BXjEkcq8AmsVAQTA9RcdNpIHowyQP3BCY966eQA03f+M/1MAJA9ppT42MTHxIIgfFimIv6amJhTi//yVbyRt7dtZ/xrEb6Lly1/+8iPf/e532wP6+J1uAgBIJgyAOmJYE/l5U+ftNBZlzPSPX5nyTH4SfrAw76M5fs1cAlMYpMpLgPH0g9+sF8/uWpsRuQLHz6nDpG5jU9P9z+5/FADJo6Ojo/3aa6/dvnr16pYwyvhA+Pde++vALH4r2o4tE++dXqhD/HNEgAioMZCchM/cfPPN520OlKjmk8kDgDWxrH44I7oBviEt/d8cjonDZ1PXB8IkKSTBkfDDBZIiu7q6jAOAR8AUBKkIGyTmCkAIRKWCwDo/T3QV+7b+NbP/mfxHARAc1q5du0NlyfoBXP2fk1Z/GIDr37T+NYnfPO8BEWBnQLvNgeYMjMJCY2G0Iye8prr2Y+fKDAEwORlNAWC6+UH8PUPhZ5ibmfkgfDxGMTs/V4B7j+/BrEBIpSA4eKbeONBk6PrVh9LeV8DqoTtwqsx1Xqvc/xrrGd3/EUNBJl/8W2+91b5x48Zm4VLX7gXlxWPigY//XGy66INQrhcVAI/9/CZxbkArVpY4oUo3bNhwZNeuXYG40FatWtWrEk/YLGhwcNBxwkMkOKG0SIj1sX4xMTmTCBgVdA5Wiefa1op/+e+N4uDZejEyHt4UgFA6c+aMOHXqlHGAcLCI6go/IjXA94Hvpb+/X3R2dhqeArOEEuIgjByCESlA3+tYIF7ef6FRYVJXMSSqSlO/i+bQ8JToH5oyenc8/V/unStxf0ZGzt/qGJY/yqwVaH/xxRe/ydFGD0DQgKpsTvZNUMJ3f3Nr4LF+K77dukkc7VK3h3UhiMAaA8nJ2PrJT36yXSiaAjltEYwF0i0R0JpQFIVugAfOLBQvvbvSsL7CtCxNKx8HrfzMRGLIwJpQGEa7cDNpMB3hgfGJD61/HUFrB81yzMc4sugBCMML0LZx40ZYsr4zAEH+f3Lzz8S8svBisU/86lqx69gyv8RvombDhg2v7Nq1qz0gLwDI/yNuHgCUBNq5/mD9u2X9Do7kiY+tHRQlhZOisjxfFBemp+IU8f3tv7pKvPrBcsPSCoP0URbV0dEhjh49ajzXCZEQmYOJiQkxNDQ0+z3j+8VryD0K0juA8dl2bLExZoEF1YOiqGAq1L+tZ2BKjIxNi9c+qFF2AXTKCVqwYIGrNzCOrx06dIjtf+kBCM0L8FAy5A/3fxiA2x+W/3sdC/2SfuJ5+DtbA7xvrk2B0Dq5r69P2xqYY3VLq2LDilEpIuS1l6ZuMJjxfSRdhbH1LixEWPimq5jILZgenhMnThgVBvAKBOkdQOkpWg6/uPei0KsHzCRAlQfAaZybJcMKtL744ovtHDn0AISCjRs3Ii7+VeGRZsImfyT8bfv5TeLQ2flBEL+J2IYNG3a0tbUlraalIu9YtWoVNhxyDOBhgiP2lxgGwM8oFXTL/K0snRZrlw2IspJ8UVEWfgwAFhQWzqfevMyIr05MBTe8Tbfw8ePHjXg+7gmsQCK3AQ9QWN4BjN+jnbXilx+sMMZ2WfG4qKsIVnB2dE6I8cki8cNX61zPw3i3EwF1dXVG4zUFHpFrDcv/6AEIB9gy97777nPNak8ESB8x/7DIH+7+J3710fN6/ydB/FbACxBUYyB4AZrcToBlc+7cufNeR2jAzfV3oGPGqhgemwpVa4ZVv09Ln0jGO2DmDoAkk60sCCNPALk5OJKJ/8MIUACGCsv/KABCxyNeBABq/MNI+APh/+D1K40+/yEQv4kWia3bt28PIqa2XR6Pup2ASW4nAFAh4JYHcLo7X/QOl4nS4pFQvnBk8cNNGmRiH0mfCApml0LEzs1mRBDTyYQKrGWEN697P6kugyNjM169gx3+BIDKAxjHMy+++CJj/xFFQbb8IW+99VbPxo0bYcmuUZ177aqD4rZL9wZ+DWjta7j8z80Pi/it5422tbW1JnvNhw4dGoknAzp6AcxkwMQ94hEGUHVfbJg3IRbVDgdaCvj20Qbx9K71BvkHkdhnJvLBasNB9z4RNDDGQKIYZxAECBtgLkMYaJDo+eQ9XmTsT4GEQTxfXNvnOWGwf3BKDAxPiZ+8uVD0Dua5kj/mRCLmz5+vs9fKVrnGtHME0AOQCqDUZLPbCXD5B93kB8T/7O7L59T3h0j8JgJrDCTfW9lQCcmAiYsARAEOtzDA+yfLxbUXdxmZxqXFyVUCYLH7mUH6wTRqgZVvbQhDEKkSA9ZxZ00i9LrtMeYC5gQSXrHvwMdWH5NrnJ7nCgmA/SMl4shpzEvndchu8ynMecT+FetX+0svvdTKb5wegFR5AdAYyDWpDZb/pYtPJv1ZSPB7ad8ao6sf3P1mrD8FxG+itKmp6UibRABegPaVK1dCADia807JgMgAdssCHhorFNev6xfzpKFe4lMAmKV8iIGOJJnVj0UXzXnMkj2dtsYEESbMJkTwDGB8Ys57TSJEwiBCYq37VxpesSU1fUbSoBvO9U6Ktw5Vi7cPlymFcmJPC1j/Gtn/SP77b37D9ACk2gvwhNMvm5Yd9f3Gx7pqjR7+v5IW/zFLQ58Ukr6dF2B7gPfNNRcAyUwgTyuQBwDvgBP6BmfaAi+uHxZVFd4uKCiLHy5M09pPDGMQRJSAsWqGopA4iDnn1TNgJgxeGTtu5Ak4lRCOjE6JPUfcQ2gQ/IkiGSELzZ3/tvMbjTbysvGPuu+++w4Llw53SP5DCeAFdd3ysUsqZXtSQO0+LPtj3bUG4YeU0Z/seTfu2LGjNdl79olPfALWf7dqMThy5MgcLwAWgxUrVri+903rB8UXbjgjYovU1vvASL544/BS8etDq5MiflgsZjc3JvMRmY5kKgquiJ0SV61oF6saOmdfg/v/3fYp8b9+sNwQ6U6AZyJR9EOQwAOgIv+XXnrpXn5z9ACkA66NgeC+x9GW0JkvIoTu9Tx4AZIWAHKy9kgRAMXe4nQOyB7WvjVmDjEAgnVblPYcqRC3j+Qpif+VfReIXx+8UIxN+e8aZGbwM65PZJtnwFpRABLWFQNvti8yDpQQfnLd+4YQGBmdFkfOVriSv/m5idDcdp2tfykA0oZtwkNnwAwlfhObt2zZEtuxY0d7APftMaFIBsTkTyRXhAHcFqKzPUKc6C4Xq5eNiqKElsBBEL/p4reLVRJEtgFhLAgBr2JgpoTwo4YQWL/oHfHGAXVYIXEzMNUmYHG0SYOCjX8yAAXZ+Ee99dZbIxs3bowJRYObdBD6xY2nxQW13eKalUfFmkVnzjtQpTCvbMSoKPDwuTW7d+/emex9Q2fAlStXNguX8Am8ACiRs8bSQboqq6CmYkqsu2BIlJbkzxL/i3uWiydfu0Ic7FwsJqe9aVF8JnZuQ2c+dGAzy6oIIpdgdiI0dzEEVAmESBLcdzomdr/XZ7vRl5X8Eyt/GhoadEr/vsnOf/QApBuOjYFSRfwg8w0XHBdrGs+IZXUzOQdesL9jgXj1gxXGofjczffcc8/W733ve0E03FDurgiLw7owQBAgUcgtK/iNAxXiMx/rFjVVQvxkV8y3xW+WT5mLHUEQH3oGdBMIsa0vSnjdkOj+x3tqhBxQ+red3wY9AOn2AqAx0BxrNlXE/7ELD4nNTXvEl6/7b7FRCgAQP6x6r5hfOWhsHwwhoPhcMOno7t27WwPwArSpSgLhAsQCYm2Wg0XGrSc4dgesqa0T//7OlfLvWeLJ4jddnijdg6XDpD6CcAfmpltpIRL7Et37icC/tXoIkPinUY3wmFxDWvkN0AMQCS+AHPjNqbL2P7n2PYP8QdxBAGGAZ3ZdqnuNW0RAjYGERklgbW3tHCLGYqNqcfrzPYvkIqKfwWzG9e0akRAEoYfE0kIQOXpguAEePavAV23/HQfedBvveOYgP5v/uMcffxxKtF1F6Drk73be7dLa/5vPPms8BkX+wL++tmH2c1XXKH8f+9KXvtQS0Edvj09mRyS6AxMXDCdC112s9uzZY1j8JH+CCFYMIGdG1Q8jMfaPcIIGnkE1Ee8yBUCkvABhET9i+3/z2Z0G8Qe9q+BbR5aIN9uXeL2+B4L4bExi+Z6PWcWH3QEvgBV9fX2u58PlaBd3NGv233vvPeOA65HZ/AQRDrC3h2puW8MDsP7Rg0D1b5zWWoICIG347ne/O8eaDYL4QfZfuPpN8We3vhSoxW/iaGeN+M4vrvFzfU1f+tKXmgP0ArgCMX+rF8Buw5BEWJuKwBqBlf/uu+8aj4ztE0S4AJmrrH+Qv9Wblyj0ndYLaTi08w5TAEQRjwVB/AAI/89u/bkR7w8DQ2NF4ju/vMZ49Om5CMQL8POf/7xdRwRYF4fE8kA7ICEJiXwgfVj7rN0niBQu+Pn5ynUQZYVWweDW6tsCWv8UANGEHPDbNM5RTgyU8j386ec9l/N5If+/+o+bDA+An+uLn7f57rvvjgV0ScpJ7dULgFyB06dPsyc/QaQYputfBav7X9P6b40bDAQFQPTwT//0Tz1O1qwusWLPgP8hLf+gY/0q8vfpuUibF0AnDIDrxGJEEETqoOP+t+74SeufAiCb8EgiWWpk1huHQf63/WdKyT/JkEXL3XffXRP0fdPxAmDxUIkALEIa7UQJggjYA6CCterGg/XfyrtLARB1L0C7JMpWr6QKd3+Y5A/S//OnbzEevQoTl/NA/i3p8gJYY4iOAy8/n7OPIFIENAFSleni92YiLhr+0PqnAMg2PObFmgbp/9HHfxka+WOv+z9/5hZxtr88kATFhPMeCPBSPXkBErOI7YByQI2e4gRBBARVsq11ky+N7X5p/WcBCnLpj21ra9u/YcOGFpHQ5taJVL/a/Os5e2gHBXT4e+yl68R/7luldb7PLoU1l19++ZE9e/YkvSnH4cOHe1auXBkTis2VIACsi0h5ebnrtaItKSsACCLkRV7OM7j/3Tb+AVCii3kJMa/p/r9Xrg3tvMOZi1wMxMKafUJFrOjhjyNIINb/wjsXiaffWhcm8VuB9sDbg7h2+RmOmytZFxo0DEEcEXkAqu5hWJAQCqAIIIgQF/n43h1uwJw1BUJ9fb3O2rP9P//zP2n9ZzhyMRD7jBzcPW4DHC7/L1//WqAWP0j/j//v/6NF/kH1LJBovuuuu5qD+BvkZIfSV5ZTYvEAqWMxUbXxZRiAIMKFbumfmbgLAa+x4Y9pSBEZjoJc+4Pb2tpGmpqaEKx2JMZPXfauuGzpqaQ/C+18//3tS8R3Xrla7D+1QIxPFoRt8duet2fPnp1B3LsVK1ZAFX1VzOw+6LjgAOZugdXV1e4KNN6YROWeJAjCO7BFN3pvuAFVOd3d3cZcXLBggU6CLqz/Hby79ABkKra7WdRDY8XGNrxegUz+Vz9YIb7zi6vF175/h9j24sfEL9+PpdLitzuv5Ytf/GIsiJsmJz36KTymOq+mpma25ljlesQ59AIQRDjWvw7MvB3s5qlRnttD6z+Lxkiu/uEtLS3IA2hxDwWMiwvqu432v049/49I0kdsHxZ+GFZ8QO+57V//9V+3BnHfbrrpJiRQ7pKHq6hAKSA6/iERcOHCha7vCZcjrBQv94QgCHcgKRcC221ewUt37Ngxg/iXLVum87aPSEPgYd5dCoCMxpYtW5riRBY2+UbhPOQ8rHjyyScD2apTioAWEU+kdMOpU6cMDwAWFpVlARHAzYAIIjjrH+Jb5YHDvhzYxRMi3a1qx2L9r4h7AoksQM52Y9mxYwfK41rdiDVEt3yqzwusMRAgF4DtbvfORENDg/GI+KLuokUQRDDWvyr2bybqouxPg/yBrST/7EKu92NFPLs5KpY8Qg7L5/eI5fU9xvNLFp+1OVEYjYNQWfDuyfniyLka250DbT4XjYG2BXjvHhEuiZTG4JJWP+qJIQDw6OYFgKsSCUv0AhBE8ta/TvY/LH+rUFegLS78iWwaK7l+A7Zs2XJYPsTSRfxoNXz9RUcMsgfx+8G+kw3ifz93g87n3vHkk08+E9S9u+mmm57Q8SwgxggrQ7XQIBkQVgv7AhCEf8CaR2zfbS2A9Y95icQ/JO1q4EbW/dMDkHWQkwRegEdTSfxIKLz+onZxgyT++VWDSf8N8ARoXh+8AM8EePvgBdgsEjorJgLEj3wAlRcAfQHgulT1DyAIwtn6N0trVdY/5qIm+bPpT5aiINdvwPr16/cLl9r2oIn/7o/uFr/f/Lph8ZeXjCd9/XD/f+ulq3V7DMQuvfTSne+8805HEPcOLYJXrFjh2lPBUJlyoYFFgoSkiooK9wEZbw/MvgAE4R0Q0BDSbsDcQttfCHPNsr/b5Fwf4d2lAMg67N69e0SKgEb59CNhkD6AzoL3XveWQfx+3fxOAPkjD8DDNZZKAbAzqM+XC0NrLBaDF6DR7TyEAJBxDAHg1mgE5I9zVfuWEwQxF5hXCKPpbPqD8zR3+/vmyy+/TOufAiCrvQDvyYcHw8gDuCJ2UvzP335FXLigK/DrfqN9sfjxG5d4vb6mSy+9dIcUAYEpkRUrVuD+tbidA9ckFh20HFVlHJtJTMwFIAh9QFyrhDOsfyTlYrc/jaqbNkn+9/LOUgBkuxeg5/LLL48JxW53XjP6//Djr4nfueJdUVQQvDv7SOc88bcvfHSO69/D9fXu3bs3MFXfLiFFgPL+QQAgvo9sfzcvABYpeAFUNcwEQcwAfTTMPThU1j8sf83um7fJqd3Bu5u9yOctmMUON0L3UpsPN/9ffuYlw/oPA4j7/8PLV4qh0SJf1yfxwOc+97magC8LnQaVXgVYHj09aucDLBnEMwmCUANzBXk2bsDvTXGtgW3S+m/jnaUHICfw9ttvt69fv75ZWFrc+gkJgPS33vJrMa88HOsV5P8Xz94gjpybl0yuAlaA9/bu3RvYBJeWwkg8FPB5t/NMtyPc+24JSLhmWCmqVqYEQfIvM4hdJ/MfZX8arv92eXwBc5p3lwIgZyAFAGbGZr/EirI+uP3DcPnPkv/O60W7JH+fxG9FkxQAjwV5fXLB2C9FAMIAa9zOM4ld5YbEoqazmxlB5OwCXlCgZf0jnIYwgUbWP3CHtP738+5mPxgCsOD73//+dkma7TrEmkiusPyR5R8W0P3vf2mSv2ZIIHbnnXduDuFSkTSk9PHrxPjNv0Fzf3KCyDnoJP6Z0JxH25j1Tw9AzuLyyy+HF+BWLxY1Yv5w+4dl+aPRz188e70411+ejMVvd17j3r17A93X20sowGxY4uaShBfA7GvOUABBzBXR8ACoEv/gHdAkfxg/dP3TA5DT2G61YE1r2ol8kO2/9eb/Mh7DwPd+dbnh9jcT/pKw+O3Oa77zzjtjQV+ztCDQbVDZcRACwK0awAQTAgnifAENAaBy/QOabn/gXjl3udkPPQC5i7fffnvk8ssvb5RE+RGd8xHzv3Bh8DX+htUviX/3sYVBWftOqNm7d+/OoK9/xYoVLwiXDoteAQsGix17AxCEEJWVlUHPBbj+/5F3NseEJG/B+bjrrrtgFR9WEeuVRsb/fwX62Yj1w+p/4/CisInfel7tD3/4w8CV/4033ogcg6eDej8kDepuLUwQ2QqIYXPDn4CAaqAbaf3TA0BI7NmzB42BbLPZrcT6Z596VVSUBOP6h8X/49cvEf/w8hXiZE9VqojfxOi7777bGvR9jFcFoN/AR4J6Tyx+bBNM5KzFlpdnbOCj6vfvEbdJ8m/n3c09FPIWOAIlcpudiPXWyw6IhqqhpK19WPrPv32h8TyFFn8isEvgwyHdR+wY2CwUXQJ1gGQneAHMMkKCyDWgjj/gsf8IG/7ksKDkLXDGF7/4xV1OxIXd/BACWF7fazzXAZr3tHfOMzbvAfGfdcnqTxHxW3HvD3/4w+1h3Mcbb7yxSX7+rqDeDwIA3QS5YyCRS0AiLPpiBBj7b5W4kXeWHgDC2QvwhN0v9p1sMA6TWOENsPMITMv/QPRn+8pTTehez3tIzFRABA5YGM3NzWgV/GgQ74fYZ3V1tVZLYYLIBpgNfwJ0/WPy3ME7Sw8A4e4FQDJgLEzyTTPxzzHWf/SjH7WGdS+lCEBCYCDNh7AgwhU6ODjIQUpkPerq6oJM+jPmOsx/3tncBvsAqLHDSpY+6+1dz1Odm8LzHgr5XqJLYHsQbwQ3KOqgPdQ4E0RGArv3BRzueoTkT9ADoOcBqJFECS+Acve8VFjxa5ecE+uWdM6GHJbP77WtRDDDDu3nqo32wXuP14szfVrNdFb86Ec/ag/rfjY3NyOn4mWd+6kDCACUBjIfgMhGQOSi3W+A1j/j/gQFgBd84QtfQB5ASzqIH+S+ac1RSfyd4qoVp3z/DYOjRaLl/9yq87nbf/zjH98b5v2UIgD38olABnC8jTD7AxDZBiS7Ius/QPKHsN8gBQCTZwgKAA8CICZsGgOFSfyw9D+1/lBSpG/FD39zsfi31y7Svb5aKQJCXSSkCHAVVV6AdsLIBxgYGOBgJbJjYZbCFnH/ADP+MZ8R92fJHzELNgLSwDvvvNNz2WWXzTYGCpv4v/7xXeJ3r35PLKkNhtBg/W97YaMYnyzQvb7Rffv2tYZ5T9vb23fGYrFmkZBg6Qf4O9AgCItlwIlSBJEWoNlPwPiaJP+f8s4SVjCDSh+PSaLRymD3Q/yI54P4IQCCxrdfajJEgIfr2yLCawxkBcqQdgUhAkD86I+Ox4C7pBFESgG3PzwAAe5+uU2S/3beWSIRDAF4wOc//3nHxkDJeAZg7X/2qv2hXPPrhxrF3/zkKj/Xd+9TTz0V+qKxadOmQJMCUR7Y1dXFpEAiI4FafyT9Bej6f+aVV15hvT9hv17yFujj0ksvHRUJdezJhANg9T90x6/EtatPhHK97WerDfIfm8j3c42xffv2hb472JEjRzpisdh70FdBLqIjIyNBWlAEETqQ9AfXf8Cb/Nwh59gI7y5BD0AwXgCkm9ckmwcAV/+f3PabwDYTSgRc/n/65A3K0j/F33HjU0891ZqK+7pp06YWEVBlAJICEQbo7e3lgCUyAihnra2tDTrpb4O0/tt5dwl6AALCunXrwKjNfonfILs1R8Wffuo3orgwHDc1yP+hpz4qTnRX+iV+4/d5eXk1+/bt+0Eq7qu0UtpiEiKATYNw7VhQYVHBE0AQUQYEKzL+AwxbGRn/kvz38+4S9AAEiM997nOIVXf7JVaQP5L9woJJ/nD/+yV+66MUASuefvrplFkRmzZtCrQ8cGhoiOWBROTJP2DcIcn/Gd5dQjn+eAu84Qc/+AHU9XY74kw3+YP04fa3I3+367O2BsYBS8Ry/kMpvsXYNCiQWmX8HeXl5cZBEJGzvvLyRH19/Wwzq4BwL8mfoAcgXC9ATMQbA+nmAmDbYCT8hRXzb923TDzxi7Vzyv1U12e19u3Oi4cBeqSVAi9AyrqHbdq0CV4WVAY0BfF+qAzo6+szvAEEERXMnz/f8AAEmKy6VZL/Nt5ZQntt5C3wjr179/asW7euWWjUr2Nyg/T/5vOvhEL+RpOfn24UT7954ZxGP27WvsorkCAMSqUIGN2/f39rqu4vspZjsRhyD1AZkHR5IP4OVAYgwYo9AogoAAl/yFMJkPy3S/L/Ju8s4QUMAfjHI26EYyVXuP3DIH9Y/V/ffpP4zaFGLVK3Ervp5re75sRwgCTOLam+uXIxM/crD8TzAPJHgxWGA4gokD86VwZM/vfyzhJewRBAErjzzjsPW70AdhP6qpUdRsZ/0MSPvv5miZ+Ote8kDhKT/uzEAlBUVHTvzp07t6f6HofRKKinp4fhACJt5F9SUkLyJ+gByBYvgFuCXcv17wTyQXD1z1j8Hxd//+J6g/y9WPtWi9/N2rcmAFrPn5iY2JKOGywXNyQE3khPAJHpQJMfkj9BD0AW4Xd/93e7nazT5kuOJZX1D9Lfe6JevH6wUby8b6lw8zS4WfFOv3ey9p0+p7Cw8MbnnnuuNR33GZ4AeT30BBCZZ2Xl5xvkH7Tb/xe/+AXJn0gK3AwoeTwmHErlXn53qTjTWybWLe00Ov8hDyA2v8+R7NvPVYuzfeXi8Nlqg/gTy/ncEvZ0iF/l5le93/j4OLwAaREA8ATccMMN8AQEIgJMTwD+NooAIkzyR6kfBCfJn6AHIPs8ADERLwlUWegq8vZynpM1r/N7v+ejXrm0tHTFzp0729N1v6UICDQnAH9Tf38/mwURoZA/Sv1I/kRUwTLAJPHuu++iJBAioCls4te17N1e8xoWSPQEIEfgwIEDL6TrfmPzoOXLl+PzUSJYGsR7Ii6LtsHDw8Mc0EQgwHhChz+Qf4Ag+RP0AEQNn/3sZ2GVKoP9QRC/F7I3H+dXDYv5lcNievYc4/9icLRQHOusciR+h+voKS8vX/Hss8/2pPOeh+EJgABAXgB3ESSSJX9Y/gGD5E9QAERYBICMmoMifT9kD1xQ3yfWLO4WaxZ1G8S/rL5vlvRxTE2bAuDD146cqxRHOyvF/pM1Ylf7fDE0WuB6DZIst7700ktp7zgmRQA8L0+LgDoGAsgNOHv2bJAbsxA5hIqKCiO3hORPUADklgDYHCejUK19O+K/ZHGXuO7ik+KK2BlRVjwxQ+z4L07w0xayt3sNMIXBN//vNaJzoFQlONpffvnlFVG471IEBNo22Pw7IQLYNZDwgurqalFVVRX0226V5M/2vgQFQAaIgMOSPGJhEL/da9dffELcceUhw9KfIfDpOZa9Lfm7/Pzr9xdKU+Ni5efGn9/b2tq6PUIi4GmhsU2zFxHAMkFCaxHNyzPK/ELoLXGvJP/tvMNEWGAZYICQpIHGQE/oEr9uQl7i72657Ii446qDoqxoxtqfnJrWtvStoQDrz8gH+MF/r3L9XOvPk5OTXxE2uyKmA3KRNPY/l0IgsK2EsaijaxviuRACBGG7gBYWGmV+GCcBoidO/tzVjwgVrAIIEGvXrm2XD18VNtnpOq5982cnIXDJ4m7xzdvfENes6hCF+ZP2hO9i7U9ZDvzO+vO//vpCcfhMlXaJoMSypUuXvnrs2LHDUbn/R44c2bl8+fK8ID0BaN6CKgEkCDI5kLACG0wh2Q8iIGDyv1GSfyvvMEEBkEHYt2/fiBQBZVYC8hPTT/xdecmEuPOaD8SW6/eJsuJxWwI3yT7xZ0fPgOVoO1IvnnkjprxGG7FSJAXAj6P0HUgR0CpFwBH5dHOQVh7cu6Ojo0wOJAwg0Q8eIniKAgTaXm+Q5N/OO0ykAswBCBif+cxnwKSHdTv0qbP6+8U3bmkz4vy6SX12bv+paftQwLHOCrHt+cvE0FiBliBJ/HlgYGDNrl273ova9xB0maCJvr4+0dvby4Geo4AYRH0/vEIBY7uYSfhjvImgByCDvQA9l1xyCURAkw7xu1ncyOz/+ifeFtVlY3Ote03yt/03Fs8B4v5/9WyTGB4rVFr7Lh6K8ZMnT74Qte8h3jDoB3FvTGNQ74uFv7S0lCGBHARc/g0NDUHH+4FHJPFvlWN2hHeZoADIcEgBABf0V63uYi9teGfI/5S4r3mvKCiYOo/EnWL5VvK3FQuW3w9J8n/sp5eKzoESpZfC7W/Iz8+/rLi4+Pvd3d19ERQBPRAB8jobRYBlgujuhnrviYkJ4yCyG2jpC3c/3P4Bu/x75Pt9QZL/P/AuExQA2eMF6FizZg0sz5iOmz+RfD920UlJ/u9qlfC5CYNph5+PdVUY5H+6t0zp5tfwDBTLRezs6dOnX43idwGr6ujRo0gOhN/+1qDeF0SAvABYg8gNoDcgOwGPD6z+EFz+iPff8ctf/rKVd5lIm7jlLQgHkiB2mIRpd1gJFZ4CHHh+7eqT4vc2vSsmpyRZTwnj0Xg+PfPz7OH2c+LvLO/z/ql54u9+uk509hfPfmbi9dhdp3lu4nlAaWnpA/KhNsrfh1xo0Uxlgzzag3xfuIUbGxuNRyK7rH7U9oP8A+7nD2yXx41yTLbxThNp5SnegvBw++23H5bEGXOzrq2/W1bfLx7+nd8oG/YIcX5cXzi0+bX+2+fblonndy/Vsvbtrs/teV9f3/379u37/6L+nVx//fVICkS/gM1BvzfyArq7u1kpkAVWfwgb+QBI8NsqiX877zIRBTAEECLWrl2bNzk5easdYdqV+v3pb70lStHcR+i7/a2ufadQwLn+EvH4yxeL1w40aJG5F+I3f5YW07KOjo4d8mmkg+JHjx5FSOAHQYcEAIQDkBuAezI29v+zd65BVpzlvm9mIJBwGyBcQrgsAiSBhGSI2YGEpBwjlSAaJceqo0ctRctTtS1Lc9Nvp4rk1Dkf9gfLxEsdt8cjiVq1JcdtorsUT8muTNyGS4xcAgRIuAwMJMwMMzDCEGa45Ly/Zr1jT093r+63u9fqXv38q7rWWrMus7pX9/v8n/9zG5ALIIdeP4afWD/3E4aW/P8gR1ogBKAAWLRo0X7rajLgmEqG9b8+uNeaN/Vvnkl9V0Ik9Xk9Pj8w0vrj7pnW/1HGv6ec7Be2zj9Ks6Ly4jldGcC/9vb27s/Db6NIwFZFAn6j7i63EqwSIDeAKgG8SGYJiBqQD4wbN87u6EfjpxTwrDL8j6pz7qQcaYEQgIJg//79FxQJmHH58uXlQTL7LTecsR69+1CkEr4rPkl/uq3vpj0zrRf+tNCe8Of8v2HnDERVBsok4PrOzs5fqbu5mKLDglwuFRxTJgKJgXpxjAq3kiSYXUDU6OaHcpNwhj9A8v+YMv7/LEdakEVIDkDKWLNmTUl5gkcYM+tnWP/bo29YsyefCxzZG6Yi4HjPWOvVt2ZYu9snW+8PNBp5+5VeW4kktLe3f0yRgNzJnA888ECLdTU3oJT0Z6MCnDt3zm4iJMgGIGZI/Skmb9LH/8vK+EtjH4EoAAVWAezGQIoANHvV0c+ecs56cPEJq7HhSqgSPre3/87JCVbrvhusF7fOs/5def0nTo+1Ll4a4WvY48j8YdoXNzQ0XNPd3b0xLyqAQw1omzt37gtpqAF4lnialA1CBmTMcO2gs/uJ9afQ0Ed7/f9FGf5nyDeRIy4QBUBUgJaBgYFXaBrjZ3QXzjhjzZp8zpo8rt+6cdK5YRn/Wg3A4J/vb7QN/UF1P6yMH6atb6XPCvl5fTt27HhQ3X09r7/X/fffn5oaAFCDUANk1HB1DT8hGaT+FBL8NCg1febPf/6zeP0CIQCCv+MTn/jEK/39/S1RjKrpuOBKz5t6+36vdf+fnp6eHynv51vqYV+efzNFBJ5WN+vS+nwhAnVj+NvU9mVl+FvliAvyBAkBVAmLFi0acenSpTVhOuyZjAs29ebjePt+rxk9enSps7Pz39TDjjz/ZorEtM6ZM4ewQHMaagAGiRg0xklCAwkvbI2N1oQJE+wWvlRlpJDgB/D0/0kZfjL82+SoC0QBEPhi9erVR/r7+0tpG/4gb97rNXOvP2uNGXXZmj7x/cH8AsvONfjAujDQaJ08M8Y6c36U1Xv+morfR992dHT8d7X9T3W3Lgri77//fhoHfddKKSygFQGSBVEEpHzQDMT18fjJt0gZJPk9oYy/GH6BEABBZXzqU596uq+vb527ra6fsU5a5gcTr+u3Stefs+ZOPasM/zmr6bqB0FUGVBYc6xpr/eXwZOvYqbGB321gYGC/wufU3R318vspEkBN5eNqo/VxU1r/h/PjwoULdnjAWT0i8AcGny2Fnv1u7Cwb/lY56gIhAIIoBKCpv78fFaCpmt4+3QVvmdlrLV/QOcTLDzT4zjJEa+jrfvTHhVbv+VGBIQFw5MiRJ5VH+8N6UQFcRAA1YG3a/4seAigCkicwHHoqI4Y/hba9buDpk+D3vBx5gRAAgREeeeSR9coorvUz3mGVgbDefsvi96xbb+i1Ro+67GvoA71/13N72idav98xM5RqobzYLYcOHfqmevhGPf6WigiUykRgTdr/S6sChAiKnCtA3gQx/Sp5+4A4/3PK8D8tq5dACIAgFj75yU+W1EKOChDZ2w963vl4tPL4Wxa9Zy1b0DU4KOgDVw8By6vpkBWkCCiDfrHR+vG/L7D6LzaGViMOHjz4zYGBgR/jzNbrb1ouG6RaoKUa/4+wAIOHUAWKQgYw+iRMViG2P8Twq+1ZKesTCAEQJIaPf/zjL509e3ZNEt6+mxwsV0b/w8rrHz3yspG3b+mWw1fK/3vwf1jWK3tnWH89PMlXtfD6jmo/N7a3tz+j7m6r99916dKlaxsbG9djrKoFTQZQBzSprCdPH6NPf/4US/jE8AsKi5FyCGqyuD03atSoNc4F27RET9/H6//MvUfsBD/3HAErosyvDb/zb3uPTxw0/mHUCP23sWPH4hX/3yIQgJ6eHto+2waLNrPjx49P/X8S+ybrnY0wAVMIIQScW3lLIETSZ8Pwp9Slzxccu97eXquvr++Jtra252WVEogCIEgNq1at2nHu3LlmU5nfSRJKU89Z/1kZf9vrD/D2tSd/xeXtX/3bB8PnD5Sf7+wdY/1q6xzrwsWGyN8PnD59+pcdHR3/Q93dW8+/6bx58wabPdnseuRIuw495SY0geoARIANYpKlcAHHAyOPwYcwVSmePwx051TnJ0qV/fi6667befDgwaWyQglEARCkBrX4PacMxHoW5TgdAO+c22N98kPHrhrxK9GT+ry8fafsbxv/bbOtfmX8oxp+fas84YcVAWitdwKgjEmz27h0dXVZ3d3dthpAYxpIQTWNLBK6c+ANCgHnHN+NrRojizH0fBcMPffZ3Fn71Z6WSP4EHj+hEycUWWpeuXJladOmTW2ySglEARCkhoceeuiI8jxKUbx952OM/yN3tQ9J7LtSoYSvkuF3Pu7622hl/OfYxr/S9/P6js7XdHZ2/vjMmTM/UHd31+NvOXPmTEoDT1d6HUlskIEqJrOFAsSgbADtW0gBBCH0QjJixKBsj3GH6HBbhfK80NBTGTH8Qfs2efLkJ/bs2fOsrFACUQAEqUF5RC8oz2id36hgP8MP7pjTY31iafugwQ/y9q8ufkONvv03r7HD5fdh/P+1bPzjDhACyvu9XxGAN+uVAJRKpeaTJ08O8yi9PE82DCREgNh9NVWBgHNxyG09gePd19dnG/+Qr/+wdXWwj0AgBECQGp699tprH1MLU1PYBj/c3jHn9KDx1+qticzv9Ri8dXyC9ad905TxH2HpgEClLoSVXqMMy+IxY8bcpAzknepPu+rth1QeffPMmTOto0ePhkq+07FnNpLetCpQi1yBegSKBnF9jH8UJQOo3y+wr8NXv/rVFufjn/zkJ61yxAV5hIQAaozVq1ev7+npGWwMVKkPAJ38vtLyTmAJ39V8gKElfGHKAEny23ZwirWrbVIsb9+PwCjjv/PEiRMv1KN3tXLlyqfVzToUgLAkwIdIDHa3EzJQPaPvxtSpUz+ya9euVofR190fIQfuNtCUC/LaV7lVhGCn/BoCUQAEFaEW+WeuvfbatU550i8ZkCz///QPR4fK/hG8fWCHAlzEgM870XOdtWn3dOvs+6OMDH+Y11xzzTW3jhw58ka1OC9SD/dlWpp59lkWeqRgZ6VGG4u8evzyk08+6a4R57W2Nz937lxjEuBs+wsJ0M1vshAmyCIgXMj7SRh9JxobG5vLRh3jz/1XLP/5D01lYrCm/Po2FyFok19KIAqAwBMPP/zwK93d3S2VjOvqpcet22edHubt6zK+KN6+fvy386Os/9g/1TrSOS5SUp8JOQCK6PxHZ2fnz9Tdn2Ttd3juuedYwD+lvu+gl+ezL3azGEUCnnYoABiIwd+Q7Pr29vaKOQFhQWy+Bt3wMgeMvDb63KZRwTB58mRrxowZL2/atOlRZcxL1tWBVnGGP0EAXnYQAmkwJBAFQFD+EUaOfEYt7i00cPEzrrOn9Fm3KeN/JUIJn2+Sn9r+pjz91w9NsfafmFD+P9EnCwapFX6vU/t5h7pZoLab1HY4K0Yf7019x6YwZAdjoO6v+853voPX/+hTTz3Fgl5yvpaMeK0EJEECkLfZmBColQbIALdV7pRXE4Ovux0m6eV7uvJNTRh/7uqSzvVW/MmPnBuPlzcUAkIEvymTgVZZAQWiABQcq1atOtLV1VXySwb87H1tNgmImtTnfExG/+GOcdY+ZfRP9Fwby5MP07PAT0U4c+bMRrX9m7r7v2pxrL/3ve9h7G2j7+Xph9lvx30W84/84Q9/8CwBJAzQ0dHBPqe6T5AA3VBHqwV5g+5kqNsap+Xh+0GHb3TpYqlUWmpVZ5x1q4MQSP6AQBSAokEtOs8or3G9c0iQBpP83h9osM73NwxO9Qsq4XPX8h/vuc42+G6ZP0pSXxTDX+k1Y8eOvVsZxP1lJeBgtYx+GE8/ovHXnuK6gN+VHgG2IkBToLSgFQJnLglEgNwBTQ50f/0sePVsfF99y1ZNY+8GiZezZs0a0rfg/Pnz66sUbmkpb6gDzoTClyV/QCAKQEHw0Y9+9HR3d3egcZo64YI1YcyAdf0EiMIHw2R/XoPRZ2Kf9vLjxu3jePt+r1P7+a99fX0sct9P63h+//vfH+LphzXuIQ3/kMevvvqq5Q7huEGi2vHjxzPRo18TAWf4wE0OopAFbdS9Hmvj7n5NVsDcBkiaGxCCas8k8ECbixBI/oBACEA9YvXq1U93dHSscy+SYZPxohqxanj7fu9RRuGw2teN1tXJa+8kaPTxyB9ze/ppGn9w4sQJa/fuyj2OSA6EBCSVHCiIBxL+pk+fPuzvECNNCuhymCHstIZWGAghEBhDQgDZwrPjx49fR3OYuDX3aXvypoZfQ3lWN6ltojKIH41LAMpG/0tlT79kYtyjPOf12uuvv9427pXK9Xi+VCpZp06dsjdBbYDUP23aNNv79zrXCQm4f+uMEIHm8va4OHECIQB1hN///vdnVq9e/bwiAGvj1twn5cmParxsNY0dsKaVQw5T1e3VsMMHg6WIAxcbrNN9o6y+/pHWGXXbe35UqO84YcKEO7u7uyl6n6K27ijH6gc/+MGg0VefW0rSwJu8Do+RDHKy9MMYiilTpthtgFEDsjSlrwggtHHDDTfYCZN+Q4iI/fOc87d0P84AWuXXFMSBsMeM4WMf+1hJGZEjGJKoht+0jt/9t1lTziuDf8G6cfJ5a+zoS+GmCjoeD1xqsA6eHGvtPzG+0vcd6Ojo2HD58mUWsp9GMfrV8PSjPnfo0CFrx44dtmGPAlEDqgfGM3tJ/m7j73yNl9HPAhE4ceLEGXXetC5ZskS31iY8QEig7ac//Wmb/NoCIQA5BI2B3nvvvRYSp9KIyXu9BkO/ZM4Z2+iParwyzMBb1tDOgVYFMvDn/VOsU3+7pqIxPXfu3DZFdugK+G1softY/PCHP7SNfrk5T0VPv5pev9dzL774ol2fHzV5jOqPzs7OwS6AgmTB70F9f5is/qlTp9qzGSoZ/VqTgD/+8Y92nwmAosH+UcZIXoOHSgA56BWSIHBCQgAZRENDw3M0BqLbWRxvP4zhnzbxgrVk9hn71mngK00YdBMD53tOnhkzaPwrKRDKWN6mCMABdfdRtf1vl/EnFLK+koKRFeNvqyezZlmHDx+2F+EoBoIQAu9lVG13d7eEBZK7luzfgpCL12/o9XoUHK+4v1dIoJZEQDkJQ+6zce6sXLnS+bIW1+0gvvKVr7APkAC9HXXc37l+/XpJMBQCIKg2Nm7c+LK6iNuUd1wyMfxhXoPHv2zhKVvqB5Rge/YWCPL0Pf42cLnB2n1sfOjeAmrBVevtuIVqXzkXaZc6WCzf1dV1huS6LHv97se33nqrHQpgKM2ECRMi//YkpWGA9KTAWtbG5x0cf86fKGqM2/MPY/RrQQQw9JRXuoESUInkuFCyXF0sNb785S9bDsXg1fItj9sUORD1QAiAILUfZuRIhgStRxIOkwsQxtvXj5fM6bVuV17/MG+/gnfvJAZ+ZOHAiXHW+f7G0IaTRVoZvfnKQxvf1NT0i2nTpiEdUL7XjLxJzJaM7axK/u77fF82jDd9AUwa7+CF4rHqzxEiEN3wc/y04Y9iEHlvWKPvNvjVTBJ0ev9OlNsYJ4lmLwXBgxyIciAEQJAgXlbeyHf7+vqaonr7fn+fNHZAef3dVtN1A4NTAaO0Ev6gAllo777WOtxB86Gh/xuPlsUYKVb3sGehdZTMTStvt7u/N8mQZNenYbTjePpB70MF2Lx5sz2wBvJiOskPY8IxY/9pJSxEoLLx5niZGH5bFRs7dvC3CmPga6kG6Ni/E4SRII1R9ztpcrB27VqtFLAd1feff/55IQYZgyQBZhirVq16+t13311HgpiJMXLenzftnLW0dNoaSYKf7h74QQjZP2QFwPmBa623OuZY11430V5EncY+DqjVnj17dqa9fq/HGzZssOP4EABNYOKCDoIQIshAFjvq1QKoJRxfjH/crn00/vE6X8NUAVSzUgDp/2c/+9mwv8+ZM8d68MEHs/xzaWIwqBgoUtAqZ7EoAAJvPE9jIN01zpQE3D6717pNbbZ0f6VyXB9c8QsFjLjGutIwyboyarp9/4NG5XGMnGSNUvfvvGH4DsT1Roilx206VG3jz31UgDfffNM21PTndzaWiWvs2PhMjo2z93+RgKrEMXXmWcQ51yCtENawXn0t1YAg+b+K3r8JmizH3APwpS9R1TtELYAQ7HzhhRdELRAFQPDwww+vb29vX6uzwqPmA9yzoNsqTe0zSuq73DjduqIM/JWGcVdv1WaNuKbqx+D222+35c2se/3O+3hplAQ6DZZ7H5KAJhiQAT1Iql5B4x6S9DiWpmGVIKXJnbQZ1qs3VQhM8ac//cl6++23h/39kUcecZcA5hltZVJAj4NWRQhEKRACUEgC0Nzb27vD3SgmTKe95tJpa8GMsxWT/C6PGGtdGjHJutwwedDQf9AwLjPHgNpmXcaVB+OvH2/ZssWuCNAGgAx/PXgnDUA6SDysFzLAsUKSx9NnS+vYETrgHEvawKcVFkD+d1cAQIo+/elP1/VaqK4prRQQQtipjoOMThYCUP9YuXLlK8eOHWvRU+TCSOFzldf/D/N7hhl/DP0lJHxrnHWpcZoy+pNsKT/LQPKeP39+zQx/lOecj/HMX3755cG/47WalAaaAMWI0BGEgGTEPCQPaoOPUoLBx+OvBsJ4/1lRA5D/f/e73w37O9fHihUrirY0OnMKWhUhEJUgIiQHIB+e0HOK4beQ/OVndPTfro4M7rfuvqnHuvjBVc/+YuN02+hfapiey/135gFk3et33seI3XTTTYMqAEaZss64iZGhLmxFNvAK2ehsR6gAMoAyoJWCmi486vvheWuDj7F3y/rViGfzHQgrVOr7b5obEPazwsIr+x+QAFhAOHMK1n3xi1/kb61CCEQBqDt85CMfOaIu/pKf0SHbnMUemXnuzOusEaMmKq//mrrZfzwc9q2a3nwSz7lVAIDBSTqGbQKIAMoAZIBbLStDEuIqBprk4NXr3Af9N5PeCGmBnv9O778WIYAoRIDqEgixG5/5zGdSyTHJ+7L585//XEiAKAD5h/JUnlGGYz1lYACPCYPIhqfpHkDzQZ3tP4uekwDkpTGQVgFoD+wkBexLrXvJa4MRZJAhApXyCTDy1ZLrk1YhvDr/JeXVJ91ACPnfy/gz32D79u2DlSa6nwG/q1ZWkqhCEQgBENQIkyZNasPLp1YZ41ELubSWIPxBr/wkGvdUm0AsWbJkMAygn2ch9xo4kzVgmMJ47Hk8/3TGfLUNvGnJ4DvvvOP5d4w7IR7mSAB960V4NBHQZFrfVis3RSAEQBACX/jCF+iy1aK2D5dvm5yZ8EUDXqgzfp5Fr9/vsTsXAFQzH0AwHMT+vXoIJGH001ID2traPP8eZsIhqEQSNEHQ4UTUAzZnh8Q84Re/+EWrnOlCAHKBz3/+88MMfhGPAxnrLFQ61OFcsHjugQceyF1XQHv+gksFAGTp62Q4QfW9/1p49abvI/nPa/gPxj+p8kgnQejp6Rn2PGqBmxy483IEQgAE4Qw+Bn6Nw+CXgjzJejPylDSy2LDo4AljDCvFmvft22fdf//9qXnsaT6HF0V3wP379w87FoQC0uwPIBgKPYuiGgY+qc/yavyjz6tqwY8caOUAMkK4SN/Po2ogBECQGj73uc/ZXr66qOl/2VzP+4oxZ8PAYdzDGvlKn0ky3bx583Lh9bufo6MhKoDTk+PvJAXmIR+gXkAoLWsGPuizOF/8yv/Cyv9pQisH7rCCFzGoYq6BNAkSApAZo/+lsrdfqjfvXht6JHtt4LV8nwacBCDthMCkCQRZ97fccou1e/fuIc+jhkCQsrCY1zuQr915JLWM8Yf5LL/kvyTl/2oSA51XoMlBSk2fZJaAEICaG/+XyoZfDH1COHLkiP2/nTXPeWgMpB9DAFABUEbcx5f4qtRypweM5fXXX1+x6U+SRj8JsrBnzx7P/cmraqTXEmcoAbUAMkBOQUKkQBQAIQC1hbqAc5nIh2HXWfcYKm6zMn5WhwGIp+fF+Dvvk/BHQuDWrVuH7RsNeTBSEAFB8pg0adJgwmUWQwBer6H232viI+dJPSlGOvHX6VRoUkAnS7aI6JUzXghArZF5GYoLzmno3Z5pFsGYXTzpahltE08/6L5uDNTZ2TnsfTopsNZNgupuoVPGhJkSXr9TrWP8QZ/lJ/+7G3/VIzQpQAkwIACtctYLAag1GGWZmRAAF5M29Hkx9l5gMqKzkU5eugI6H991113Wxo0bvVQjyQdIAQz8wWvOYozf77M4x/0IQJHK7wwTByUEIASgtqhlsp828Cwi2ujXE1AB7rvvvkQ99GoSCOTom2++2Tpw4MCwfSPrO6/tdbMIyNSwVtkZivH7ve/gwYOe+0NGfZFK7PSwpgg488tf/lKSAIUA1BxVYaG6lh5jr718PTq4XoHhvPvuu+2kubw1BtKPyQUgFEBXQDdItIQESJOgeOAYzpgxI1dNf/T79u7d62sQiwLdcCgiWuXMFwKQBQUgFRaqE/S0wa837z7sMaAiAC86T8bfeR/yQijAKyFQqzi6NavADM7Ev7QNfJKfhfTv1fkPQlOE+H8M7x/skjNfCEDNsWHDhlbGdCZh7LSx5zZOM516whtvvGETgKzPAgh6zi8hUD9PZQAStiQFRgdSed6a/uj37dzpLR4WrfWuYfxfFAAhAJlRAdosV5vfSkC+18aeKXhi8L3B8Xn33XetG264ITdev9dzy5cvt37729/6nguaBAiiAek/rqGuBVnwK/0DRfL+AZUbURWAF198UQiAEIBs4OLFiztHjRoViQDQL76Isr4J6KoHAcj6LICg55D5aRPs7hDoOIfsnABJCgwPGv5wvPLW9Afs2rXL1/gXKfkP428Q/hLjLwQgQwd45MhX1cW9JuqJLwQgHBiRilriVRKYZa/ffR8C0N7ebp0+fdpzP3VSoAxYqQxi/sT+s+TVh31fR0eHdfLkSc/9Ktq8CH5Dg/j/b+QKCA8ZQZYy1AncykkcZZMRm9Gwffv2wWPnXEzz1h9g2bJlgftJKICQQNTzqWgbipC7R777fPA6/n6/Xdi/JfFZb731ludvTz4DW5HAOmjw+4sCIAQgO/jVr36189KlS5GqAYj3Sk/48GBUqnvCntcCG0QSwj6XxGf4GQc8HneHQ/drUIbqeVR0XEyePHkwXyKMoa62gQ/6LOL+qEDi/RvL/22st3IVhIfUF1UBt912G43rI4//rcWwndyeyGqxCMoFyEuJIFnrjH71KgHTr0EFkP4A3l7yrFmzPCsmTP9WzfdR1eIVAiLsY9AKN9eYPn364NTGsBg3btyZhx56aNfmzZvb5GoQApAZLFq0iKv8s1HewwLf1dUlBy8kuru77QFBEIE8JwTy/Wlb69cCFly5csXeJB9gKObMmTPkmKRp4JP+LJp3KcPluV+QwiIpglwDpVLJhDQ0qfeuXbFiRUltr6rjeUGuimBICKAK+PWvf/1y1M58XPCSCxAeeMyMTU3DY4/7XNTQAPInXQKDQGWAVwfBokJn/fv9pkG/exZCALS29gKEpmilfybrHsfJQZLWqu3It7/97TVyZYgCkAksXrwYShspDIAK4JyZLQgGxwoVwCsBrFaevulnIPmeOHHCzv73Ay2g8ZaK3iSIMsqZM2fW1IOP81ni/QcrOWFAwyBXrwwyJj+7YsWKZrX9P1EDRAGoNSKXp8D8JRkwmgrg7p9eDY89yWRB5/e65557KmY9F70yALLnbAQVxxOP8r4kP8vP+BfR+2d/o8b+QUCS5BpRA0QBqDn2KyxevPjpqBnceHiSDBhdBTDNBchSsiBJbahAfnXhGhAAjEURlQCS/pwGI6sxfr/Pou7frwFUEb1/k+Q/rhFCQAEQNUAIQO2g2GeTOvH+RS3Ut+KxRQEXA5nB9T7dLylwnDD+ug1sLWcBmM4JcN5nYcNIIBP7QVcGFC0pkFwJr4U/TyEABkF5/bZFzPyH7MyePTvy+yBKIXskUI31j2ot3iaVAkIAqmX8ifu/orblnOD09o/8I4kKEFkFoJ4+KBcgTyWCN954oz0bnsz/IBLA80WZHOgu+ctTxr/+GwOgxPu3hpBdk5AHIaAI6hdMgUqBEYoEtAoBEKRp/Neqm404K9qQ08glavY2ix3EQVSA+CpAkpP8qkUgIDIkOR07dixwvyEALIT1TgI4HniKXgYyi0bf7zWbNm3yXAuK6P1zzvKbRg1jUTFg2CSpRZGANWrbUOSQgBCA9Iz/enXztNeJzhQ7UQHSBXHzBQsWDJsFnxev3/0YAkCSI/0OKpEfFlG3+lFPIONfe4pZj/H7/e3IkSP2Jt7/VUB4TAw5PTNiNMXCQyh0SEAIQPKGn3g/Xr9n1ikXdm9vb2RvXlSA6MBgUlKUhqdfi89A6qQ0sFIeiVZA6jEpkLg/i37WDXzQ3/D6yfwX7//v4DqNer5i+EkajAkdEuhVv8lWIQCCOMa/ZF2V/JdX8uZNVQCT9xUVJE8iK+qs4qwY/jivJayB5xiUDwDoEVBvlQGV4v55UQP27dtnEzkvYNCKmMxp0vyHY5XggKRVdBBUJKBQ0wSFACRn/En226K2UpiFDBWg0iLu9T6THIIig+M8f/783Hr97vsoSEillfIBnEpAXSxU5RixWxrPW99/Mv5ff/11TyWP69s5xrgo4HeNep4S4iI5NmE0Fy0vQAhAcsafTP+mKCewiTdvWklQVLDg4inomHGe5wTo++QDQAIr5QPUU3lgEnH/LJCFHTt2+P5unKdFqeLQYHqjifdPxQAdIFPAjLIaQF7AyXo//tIJML7xXxvV+ANkL2JYUTufIWfLjIBo2LJlSyyDW+1ZAGFGCDc3N9vnUCWgMvlNFswLSIpz7mutxvXG/SzK/vwS/4rY9ROyQ76DSfdHiEOKsB26smMnBEAQaPzXRzX+GqbJPkX0FOKAOevEXSsZ3LQ89iQ+w+s55aWEyoAmHyCvJAAvj7yHPA328Xsf3r/nIqwMWhGlf4y4SbUKZLAK619TEUiAWJH4xt8Yppn9uswrqDucYCiQXRcuXDhk4cii4Y/yWow/3nFbW1soJSBv5YH8VvPmzRv2nbMc4/f729tvv+37O2HQXINsCuH9E9YxSVI1yRkwXaKtqy2EOzZv3rxTCIBAG39K/P4lEQnGMBeAUADvk7LAcOA4MVmPLPKsGn+T1+k4aFdXV6hjkBcSwAI/d+7cQYUjLzF+v7K/1157zTPpV5f9FW2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"path": "073db9c6ceb992883dba65dc5bdf9098cfebcf5a6813cce9db640a33833d9555.png"
} | Generate code for a svg of a a black and white photo of a camera with a lens | <svg t="1609941160346" class="icon" viewBox="0 0 1024 1024" version="1.1" xmlns="http://www.w3.org/2000/svg" p-id="8308" xmlns:xlink="http://www.w3.org/1999/xlink" width="200" height="200"><defs><style type="text/css"></style></defs><path d="M839.68 368.64a40.96 40.96 0 1 1-40.96-40.96 40.96 40.96 0 0 1 40.96 40.96zM634.88 573.44a204.8 204.8 0 1 1-204.8-204.8 204.8 204.8 0 0 1 204.8 204.8z m-204.8-122.88a122.88 122.88 0 1 0 122.88 122.88 122.88 122.88 0 0 0-122.88-122.88z m389.12 491.52H204.8A204.8 204.8 0 0 1 0 737.28V368.64A204.8 204.8 0 0 1 204.8 163.84h61.44a40.96 40.96 0 0 1 0 81.92h-61.44a122.88 122.88 0 0 0-122.88 122.88v368.64a122.88 122.88 0 0 0 122.88 122.88h614.4a122.88 122.88 0 0 0 122.88-122.88V368.64a122.88 122.88 0 0 0-122.88-122.88H512a40.96 40.96 0 0 1 0-81.92h307.2a204.8 204.8 0 0 1 204.8 204.8v368.64a204.8 204.8 0 0 1-204.8 204.8zM491.52 122.88H286.72a40.96 40.96 0 0 1 0-81.92h204.8a40.96 40.96 0 0 1 0 81.92z" p-id="8309"></path></svg> | |
{
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"path": "f9aa4ffbbf045d7333a5e0e0f493af7fac033991fd606767226f99966bcfe012.png"
} | Generate code for a svg of a a gray pencil icon on a white background | <svg width="38px" height="22px" viewBox="0 0 38 22" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>919718B7-6331-4694-8A25-9BF1EFEA9494</title>
<desc>Created with sketchtool.</desc>
<defs>
<filter x="-50%" y="-50%" width="200%" height="200%" filterUnits="objectBoundingBox" id="filter-1">
<feOffset dx="0" dy="2" in="SourceAlpha" result="shadowOffsetOuter1"></feOffset>
<feGaussianBlur stdDeviation="2" in="shadowOffsetOuter1" result="shadowBlurOuter1"></feGaussianBlur>
<feColorMatrix values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.35 0" in="shadowBlurOuter1" type="matrix" result="shadowMatrixOuter1"></feColorMatrix>
<feMerge>
<feMergeNode in="shadowMatrixOuter1"></feMergeNode>
<feMergeNode in="SourceGraphic"></feMergeNode>
</feMerge>
</filter>
</defs>
<g id="Spec" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd" filter="url(#filter-1)">
<g id="flogo-gen-cmpt-buttons" transform="translate(-489.000000, -582.000000)" fill="#727272">
<g id="Group-Copy-3" transform="translate(478.000000, 574.000000)">
<path d="M16.4394941,20.0814134 L23.8246614,12.7111104 L26.2862866,15.1680724 L18.9014108,22.538084 L16.4394941,20.0814134 L16.4394941,20.0814134 Z M26.2862866,10.2544398 C26.6261226,9.91518672 27.1769718,9.91518672 27.5168078,10.2544398 L28.7476204,11.4829208 C29.0877479,11.8218825 29.0877479,12.3721487 28.7476204,12.7111104 L26.9015472,14.5536861 L24.4399219,12.0967241 L26.2862866,10.2544398 L26.2862866,10.2544398 Z M15,23.9700003 L15.8192788,20.6949253 L18.2811955,23.1521788 L15,23.9700003 L15,23.9700003 Z" id="icon_Edit"></path>
</g>
</g>
</g>
</svg> | |
{
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"path": "0848673cad521ae1ea70e8931167440ed6e8d78c749e808ed2997ef7e0b6be38.png"
} | Generate code for a svg of a a close up of a black and white logo with a z in the middle | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="16" height="16" viewBox="0 0 16 16" version="1.1">
<g id="surface1">
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(0%,0%,0%);fill-opacity:1;" d="M 7.332031 4 L 7.332031 9.332031 L 12.667969 9.332031 C 12.667969 12.277344 10.277344 14.667969 7.332031 14.667969 C 4.386719 14.667969 2 12.277344 2 9.332031 C 2 6.441406 4.386719 4 7.332031 4 Z M 14 1.332031 L 14 2.667969 L 10.449219 6.667969 L 14 6.667969 L 14 8 L 8.667969 8 L 8.667969 6.667969 L 12.21875 2.667969 L 8.667969 2.667969 L 8.667969 1.332031 Z M 14 1.332031 "/>
</g>
</svg> | |
{
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a diagram of a computer system with a number of different data types:My primary focus is on understanding the underlying mechanics of drawing a diagram of a computer system. I analyze the structure, arrangement, and relationships between different data elements to create a clear and understandable representation of the system's functionality. This involves considering the flow of information, the interactions between components, and the overall context of the system. I aim to provide a visual representation that is both informative and easy to understand, allowing users to grasp the system's purpose and how it works. | {
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",
"path": "98651d7ab49ccd7150fbe6dcc3e44633e3b7f633e007d46e3a8ddb39c7da91a0.png"
} | Generate code for a svg of a a diagram of a computer system with a number of different types of data | <svg width="380pt" height="131pt"
viewBox="0.00 0.00 380.44 131.00" 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(4 127)">
<title>%3</title>
<polygon fill="white" stroke="transparent" points="-4,4 -4,-127 376.44,-127 376.44,4 -4,4"/>
<g id="node1" class="node">
<title>quantity value</title>
<ellipse fill="none" stroke="black" cx="168.44" cy="-105" rx="77.19" ry="18"/>
<text text-anchor="middle" x="168.44" y="-101.3" font-family="Times,serif" font-size="14.00">quantity value</text>
</g>
<g id="node2" class="node">
<title>annotation</title>
<ellipse fill="none" stroke="black" cx="60.44" cy="-18" rx="60.39" ry="18"/>
<text text-anchor="middle" x="60.44" y="-14.3" font-family="Times,serif" font-size="14.00">annotation</text>
</g>
<g id="edge1" class="edge">
<title>quantity value->annotation</title>
<path fill="none" stroke="black" d="M147.62,-87.61C130.93,-74.47 107.34,-55.91 88.9,-41.4"/>
<polygon fill="black" stroke="black" points="90.86,-38.48 80.84,-35.05 86.53,-43.99 90.86,-38.48"/>
<text text-anchor="middle" x="135.44" y="-57.8" font-family="Times,serif" font-size="14.00">is_a</text>
</g>
<g id="node3" class="node">
<title>has unit</title>
<ellipse fill="none" stroke="blue" cx="168.44" cy="-18" rx="29.5" ry="18"/>
<text text-anchor="middle" x="168.44" y="-14.3" font-family="Times,serif" font-size="14.00">unit</text>
</g>
<g id="edge2" class="edge">
<title>quantity value->has unit</title>
<path fill="none" stroke="blue" d="M168.44,-86.8C168.44,-75.16 168.44,-59.55 168.44,-46.24"/>
<polygon fill="blue" stroke="blue" points="171.94,-46.18 168.44,-36.18 164.94,-46.18 171.94,-46.18"/>
<text text-anchor="middle" x="197.44" y="-57.8" font-family="Times,serif" font-size="14.00">has unit</text>
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<g id="node4" class="node">
<title>has numeric value</title>
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<text text-anchor="middle" x="257.44" y="-14.3" font-family="Times,serif" font-size="14.00">double</text>
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<g id="edge3" class="edge">
<title>quantity value->has numeric value</title>
<path fill="none" stroke="blue" d="M203.34,-88.77C212.9,-83.47 222.74,-76.85 230.44,-69 237.17,-62.14 242.69,-53.27 246.94,-44.91"/>
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<text text-anchor="middle" x="306.94" y="-57.8" font-family="Times,serif" font-size="14.00">has numeric value</text>
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} | Generate code for a svg of a black and white vector illustration of a fireplace icon. | <?xml version="1.0" encoding="iso-8859-1"?>
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| |
Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white image of two interconnected rings, represented as circular buttons on a white background:My primary focus is on creating a visually appealing and engaging image that evokes a sense of connection and interaction. I aim to capture the interplay of shapes and textures, highlighting the visual harmony of the rings. The color palette is chosen to be rich and balanced, with a focus on the subtle nuances of each ring's shape and the overall visual harmony. The overall effect is intended to be both visually striking and conceptually meaningful, suggesting a sense of interconnectedness and the dynamic flow of information within the image. | {
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"path": null
} | Generate code for a svg of a black and white image of two interlinked rings, represented as circular buttons on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
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v-21.384c15.63,14.379,25.11,34.953,25.11,56.906C191.082,356.732,156.465,391.35,113.914,391.35z"/>
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c-37.463,19.325-61.857,58.556-61.857,101.331c0,62.812,51.102,113.914,113.914,113.914S512,376.994,512,314.182
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</svg>
|
{
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"path": "a040e3fb7362a0d718dc5d91aebcfe5ca4bda81b79e0c24e58afd081c87c2e5d.png"
} | Generate code for a svg of a a close up of a black and white image of a number of horizontal bars | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 24 24" style="enable-background:new 0 0 24 24;" xml:space="preserve">
<style type="text/css">
.st0{fill:none;stroke:#000000;stroke-width:2;stroke-linecap:round;stroke-miterlimit:10;}
</style>
<line id="XMLID_1_" class="st0" x1="3.5" y1="12" x2="20.5" y2="12"/>
<line id="XMLID_29_" class="st0" x1="3.5" y1="5" x2="20.5" y2="5"/>
<line id="XMLID_30_" class="st0" x1="3.5" y1="19" x2="20.5" y2="19"/>
</svg> | |
{
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"path": null
} | Generate code for a svg of a a green cube casting a soft shadow on a white floor. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfdfc" d="M0 0h96v96H0z"/><path fill="#75d13e" d="m65 30-3 3-16 4v20l-12-9q-3-9 0-17 12-5 25-5z"/><path fill="#54ab49" d="m65 30 2 1 1 21-22 5V37l16-4z"/><path fill="#d0d9d3" d="m34 48 12 9 2 1q9-4 20-6-2 4-1 10l-3 1q-4-1-4 4l-5-1-9 2q-9-9-12-20"/></svg> | |
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"path": "727c8000f473802d3f7e3d874429c5f90ce55d9f88153b386b1258eeb076f1c4.png"
} | Generate code for a svg of a a close up of a black and white picture of a mountain | <svg aria-hidden="true" class="svg-icon iconPeak" width="18" height="18" viewBox="0 0 18 18"><path d="M10.5 3.5L8 7.25l2 2.25L8.5 11l-3-3.5L1 14h16L10.5 3.5z"/></svg> | |
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white square logo featuring the letter 'W':My primary focus is on the visual representation of the letter 'W' as a shape, emphasizing its geometric and balanced form. I aim to create a visually appealing and memorable logo that conveys a sense of professionalism, clarity, and a touch of sophistication. The design should be clean and easy to understand, with a clear and distinct visual identity. I'm interested in the interplay of shapes and the subtle visual cues that signify the letter's position within the square. | {
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} | Generate code for a svg of a black and white square logo featuring the letter 'W'. | <?xml version="1.0" encoding="iso-8859-1"?>
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</svg> | |
{
"bytes": 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"path": "60d3377951ef8585beb24a4d7c50436e9720a81ba6f3090355ee496565059147.png"
} | Generate code for a svg of a a black and white picture of a chinese character with a cross | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 1010 1000">
<path fill="currentColor"
d="M293 176l-47 53c-32 -34 -101 -85 -156 -118l46 -47c54 30 124 78 157 112zM242 428l-47 56c-32 -34 -101 -81 -155 -112l44 -49c54 28 124 74 158 105zM132 931l-65 -44c44 -79 107 -209 153 -323l58 44c-42 106 -98 230 -146 323zM299 923v-62h631v62h-631zM770 529
h-312v76h312v-76zM458 736h312v-77h-312v77zM390 790v-321h451v321h-451zM917 231h-204c65 72 160 141 247 177c-17 13 -39 39 -50 57c-90 -45 -191 -128 -257 -214v189h-73v-176c-64 88 -158 164 -254 205c-10 -17 -32 -43 -48 -56c93 -35 189 -104 248 -182h-201v-65h255
v-123h73v123h264v65z" />
</svg> | |
Okay, here's a concise summary of my thoughts on drawing a yellow tomatoes sitting on a wooden crate:I'm drawn to the visual appeal of yellow tomatoes, a vibrant color that evokes a sense of warmth and freshness. The texture of the tomatoes, slightly firm and slightly soft, adds a touch of rustic charm. The crate itself is a simple, sturdy wooden structure, providing a grounding element and a sense of stability. The overall composition is balanced and harmonious, with the tomatoes positioned in a pleasing and inviting position. The details, such as the curve of the tomatoes, the texture of the wood, and the overall visual harmony, contribute to the overall impression of a well-crafted and visually appealing artwork. | {
"bytes": "",
"path": null
} | Generate code for a svg of a yellow tomatoes sitting on a wooden crate. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8dd9b" d="M0 0h96v96H24a325 325 0 0152-17q-1-7 1-12v-8l-3-1v-8q-4-1-5 2-3-3-6-2h-1q-2-3-5-3h-3q-3-3-6 0-3-4-4 0l-3-1q-6-1-7 5h-5l-2-2-11 1v18q-2 3-1 7-9 0-15 3z"/><path fill="#dbba42" d="M41 46v3l-2 1-3 1h-2q1-6 7-5"/><path fill="#71743e" d="m41 46 3 1 1 3q-2-2-4-1z"/><path fill="#fad12f" d="M54 47q-3 2 0 3zh2l-1 2 2 6-3-1q-1-3-4-3l-11 4-1-5 2-1q2-1 4 1l-1-3q1-4 4 0 3-3 6 0"/><path fill="#7c8f47" d="m54 47-1 3q-3-1 0-3"/><path fill="#c3a252" d="M29 51h7l-3 3q-6 2-4-3"/><path fill="#606f47" d="M62 50v3l2 1h-5l2-2z"/><path fill="#636e43" d="M29 51q-2 5 4 3v1l-6 2-2-1-1-2h4q-1-3 1-3"/><path fill="#a69836" d="m62 52-2 2h5zh3v3h-7v-4z"/><path fill="#fab90f" d="M57 47q3 0 5 3v2h-3v4h3v7l6 2-7 4-3-2-4-5q-5 0-7-3-3 5-9 5l-1-6-4-3v-1l3-3 3-1 1 5 11-4q3 0 4 3l3 1-2-6z"/><path fill="#e3b55d" d="M29 51q-2 0-1 3h-4l1 2q-4-3-7 2l-1 7-1 3V50l11-1z"/><path fill="#fcd330" d="M63 50q3-1 6 2 0 2 3 1v7q-3 0-4 5l-6-2v-7h4v-3h-3z"/><path fill="#fdc715" d="m25 56 2 1 2 4q6 5 8-3l1 6-7 7q-9 0-14-6l1-7q3-5 7-2"/><path fill="#fada44" d="m33 55 4 3q-2 8-8 3l-2-4z"/><path fill="#f1c76e" d="M77 67q-9 2-17 6l-1-1q0-3 2-3l7-4q1-5 4-5v-7q-3 1-3-1 1-3 5-2v8l3 1z"/><path fill="#aa773e" d="m58 67-7 3q-4-2-7-1l8 2q-1 2 2 4-3 3-2 8h3l-4 2-2-1 1-1V72q-1 6-3 1l-1 2h-9q-6-3-10 0l-10-3h12l2-1 7-7q6 0 9-5 2 3 7 3z"/><path fill="#6a492a" d="M27 75q4-3 10 0v1z"/><path fill="#d7a45b" d="M16 68v13l32 3h1l2 1 2 1q-15 4-29 10H0V78q6-3 15-3-1-4 1-7"/><path fill="#97693a" d="M49 84h-1l-2-4-13-2h12l1-1-9-1v-1h9l1-2q2 5 3-1v11z"/><path fill="#bb8342" d="M17 65q5 6 14 6l-2 1H17l10 3 10 1 9 1-1 1H33l13 2 2 4-32-3V68z"/><path fill="#e1b267" d="m58 67 3 2q-2 0-2 3l1 1q8-4 17-6-2 5-1 12l-23 7-2-1 4-2h-3q-1-5 2-8-3-2-2-4l-8-2q3-1 7 1z"/><path fill="#b48a54" d="M71 72h3l-18 6z"/></svg> |
Okay, here's a concise summary of my thoughts on the mechanics of drawing an image of a shipping box with arrows pointing up and down, possibly indicating its orientation or movement:My primary focus is on capturing the visual essence of a shipping box, a simple yet impactful object. I aim to create a sense of order, stability, and the act of moving and interacting with the box. The arrows, while seemingly simple, are crucial for conveying the box's movement and the overall context of its delivery. The overall design should be visually appealing and easily recognizable, with a clear indication of the box's orientation. | {
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"path": "emoji_u1f91c_1f3fc.png"
} | Generate code for a svg of a right-facing 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">
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a black and white photo of a battery with a question mark:I analyze the mechanics of drawing a black and white photo of a battery, focusing on the following:* **Composition:** The image is visually balanced and well-defined, with a clear focal point and a defined composition.* **Line Weight:** The lines are drawn with a consistent and defined thickness, creating a sense of depth and realism.* **Color Palette:** The color palette is balanced and harmonious, with a consistent and pleasing color scheme.* **Texture and Detail:** The image exhibits a subtle texture and detail, adding to the overall visual appeal.* **Perspective:** The perspective is clear and accurate, allowing the viewer to appreciate the image's form.In essence, I aim to create a visually appealing and informative image that captures the essence of a battery with a question mark. | {
"bytes": "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",
"path": "0513486941157c918b759b7eea441d944ba384151cfb8e052aca899950f41cc2.png"
} | Generate code for a svg of a a black and white photo of a battery with a question mark on it | <svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24">
<path d="M0 0h24v24h-24z" fill="none"/>
<path d="M15.67 4h-1.67v-2h-4v2h-1.67c-.73 0-1.33.6-1.33 1.33v15.33c0 .74.6 1.34 1.33 1.34h7.33c.74 0 1.34-.6 1.34-1.33v-15.34c0-.73-.6-1.33-1.33-1.33zm-2.72 13.95h-1.9v-1.9h1.9v1.9zm1.35-5.26s-.38.42-.67.71c-.48.48-.83 1.15-.83 1.6h-1.6c0-.83.46-1.52.93-2l.93-.94c.27-.27.44-.65.44-1.06 0-.83-.67-1.5-1.5-1.5s-1.5.67-1.5 1.5h-1.5c0-1.66 1.34-3 3-3s3 1.34 3 3c0 .66-.27 1.26-.7 1.69z"/>
</svg> |
{
"bytes": 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} | Generate code for a svg of a yellow dresses hanging in the boutique window. | <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="#fcfcfc" d="M0 0h96v96H0z"/><path fill="#f7eb9f" d="M67 22H26l-1 38V21q23-2 42 1"/><path fill="#fddf5b" d="M65 39q2 0 1 3-2-1-1-3"/><path fill="#b49f43" d="M20 41h2l1 2q-3 3-2 7h-1z"/><path fill="#f7e9a1" d="M74 29v-2q-1-4 1-6 2 24-1 49z"/><path fill="#faf8ef" d="M74 27v2l-2 39-1-1-3 2-1-12q0-4 2-6V26l-2-4q-19-3-42-1v19q-3-1-3 1h-2q1-3 4-2V22l-5-1q24-2 51-1 0 4 4 7"/><path fill="#494d40" d="M31 43v8l-3-1 2-8z"/><path fill="#f3eab9" d="M25 40v20h-2V45l-1 5h-1q-1-4 2-7l-1-2q0-2 3-1"/><path fill="#b2a380" d="M31 43v8z"/><path fill="#f9faf9" d="m23 58-1-8 1-5z"/><path fill="#f9d628" d="m52 45 1 17 1-10q-1-3 1-4-3-1-2-3 0-4 3-7 2-2 3 1-1 11 6 22-6 4-13 4l-1-2-6-4q-1-4 1-7l1-13q2-3 4 0z"/><path fill="#dc983c" d="M52 45q-1 2 2 3-2 1-1 4l-2 4z"/><path fill="#f9e05c" d="M20 50h1l1 8v2q-3 1-4-2z"/><path fill="#edb826" d="M46 52q-2 3-1 7l6 4-9 2V40h-3q1-4 4-1v5q0 5 3 8"/><path fill="#efb833" d="m54 52-1 10q-2-3-1-6z"/><path fill="#f9d520" d="M42 65h-5q-3-2-4-1l4-23 2-1h3z"/><path fill="#f5edb5" d="m51 63 1 2H37h5z"/><path fill="#f9ecac" d="M29 66h6v4h-6z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a black and white icon featuring an arrow originating from a circle and pointing to the right. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="63.548px" height="63.549px" viewBox="0 0 63.548 63.549" style="enable-background:new 0 0 63.548 63.549;"
xml:space="preserve">
<g>
<path d="M62.725,32.308l0.823-0.825l-0.823-0.825c0-0.002,0-0.002-0.005-0.002L50.184,18.12c-0.454-0.456-1.195-0.456-1.652,0
c-0.453,0.455-0.453,1.195,0,1.651l10.546,10.543H44.121C43.363,18.811,33.79,9.675,22.097,9.675C9.914,9.675,0,19.589,0,31.774
s9.914,22.099,22.097,22.099c11.889,0,21.59-9.443,22.056-21.223H59.08L48.537,43.197c-0.456,0.457-0.456,1.198,0,1.652
c0.229,0.23,0.527,0.342,0.826,0.342c0.301,0,0.598-0.114,0.825-0.342L62.725,32.308L62.725,32.308z M22.095,51.537
c-10.897,0-19.761-8.864-19.761-19.763c0-10.899,8.864-19.764,19.761-19.764c10.406,0,18.937,8.086,19.69,18.304H23.316
c-0.644,0-1.168,0.524-1.168,1.168c0,0.643,0.524,1.168,1.168,1.168h18.496C41.351,43.141,32.699,51.537,22.095,51.537z"/>
</g>
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<g>
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<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the soft gray of a foggy 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="#e5e5e6" d="M0 0h96v45l-2 1v50H0z"/><path fill="#b7b7b7" d="M96 45v51h-2z"/></svg> | |
{
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"path": "emoji_u1f3ca.png"
} | Generate code for a svg of a person swimming | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g id="neck">
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