cotech-website/images/technologies/json-schema.svg

42 lines
38 KiB
XML
Raw Blame History

This file contains invisible Unicode characters

This file contains invisible Unicode characters that are indistinguishable to humans but may be processed differently by a computer. If you think that this is intentional, you can safely ignore this warning. Use the Escape button to reveal them.

<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<!-- Created with Inkscape (http://www.inkscape.org/) -->
<svg xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:cc="http://creativecommons.org/ns#" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns:svg="http://www.w3.org/2000/svg" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd" xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape" width="64" height="64" viewBox="0 0 32 32.000001" id="svg2" version="1.1" inkscape:version="0.92.2 (5c3e80d, 2017-08-06)" sodipodi:docname="json-icon.svg">
<defs id="defs4">
<style type="text/css" id="style4"><![CDATA[
@font-face{font-family:'neuro'; src: url(data:application/font-woff2;charset=utf-8;base64,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) format('woff2');}
]]></style>
<style type="text/css" id="style6"><![CDATA[
text {font-family: "mononoki"}
]]></style>
<linearGradient x1="-666.11664" y1="413.04492" x2="-553.2699" y2="525.90759" id="linearGradient3005" xlink:href="#linearGradient8385" gradientUnits="userSpaceOnUse" gradientTransform="matrix(0.99884,0,0,0.998699,1289.8506,-176.94027)"/>
<linearGradient id="linearGradient8385">
<stop id="stop8387" style="stop-color:#000000;stop-opacity:1" offset="0"/>
<stop id="stop8389" style="stop-color:#ffffff;stop-opacity:1" offset="1"/>
</linearGradient>
<linearGradient x1="-553.26971" y1="525.90778" x2="-666.11639" y2="413.0452" id="linearGradient3002" xlink:href="#linearGradient8385" gradientUnits="userSpaceOnUse" gradientTransform="matrix(0.99884,0,0,0.998699,1289.8506,-176.94027)"/>
<linearGradient x1="-666.11664" y1="413.04492" x2="-553.2699" y2="525.90759" id="linearGradient3005-5" xlink:href="#linearGradient8385" gradientUnits="userSpaceOnUse" gradientTransform="matrix(0.99884,0,0,0.998699,689.00774,-388.84375)"/>
<linearGradient x1="-553.26971" y1="525.90778" x2="-666.11639" y2="413.0452" id="linearGradient3002-6" xlink:href="#linearGradient8385" gradientUnits="userSpaceOnUse" gradientTransform="matrix(0.99884,0,0,0.998699,689.00774,-388.84375)"/>
</defs>
<sodipodi:namedview id="base" pagecolor="#ffffff" bordercolor="#666666" borderopacity="1.0" inkscape:pageopacity="0.0" inkscape:pageshadow="2" inkscape:zoom="5.6000001" inkscape:cx="114.07896" inkscape:cy="54.968347" inkscape:document-units="px" inkscape:current-layer="layer3" showgrid="false" units="px" inkscape:window-width="1920" inkscape:window-height="1001" inkscape:window-x="-9" inkscape:window-y="-9" inkscape:window-maximized="1" fit-margin-left="25" fit-margin-bottom="25" fit-margin-top="25" fit-margin-right="25" showborder="true"/>
<metadata id="metadata7">
<rdf:RDF>
<cc:Work rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type rdf:resource="http://purl.org/dc/dcmitype/StillImage"/>
<dc:title/>
</cc:Work>
</rdf:RDF>
</metadata>
<g inkscape:label="Layer 1" inkscape:groupmode="layer" id="layer1" transform="translate(11.422664,-844.27379)"/>
<g inkscape:groupmode="layer" id="layer2" inkscape:label="JSON text" transform="translate(11.422664,-391.91163)"/>
<g inkscape:groupmode="layer" id="layer3" inkscape:label="JSON swirl" transform="translate(11.422664,-391.91163)">
<text xml:space="preserve" style="font-style:normal;font-variant:normal;font-weight:normal;font-stretch:normal;font-size:2.06059623px;line-height:0%;font-family:mononoki;-inkscape-font-specification:mononoki;text-align:start;letter-spacing:0px;word-spacing:0px;writing-mode:lr-tb;text-anchor:start;fill:#000000;fill-opacity:1;stroke:none;stroke-width:0.17171636px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1" x="30.926908" y="408.98465" id="text3345">
<tspan sodipodi:role="line" id="tspan3347" x="30.926908" y="408.98465" style="font-size:30.90894508px;line-height:1.25;stroke-width:0.17171636px"> </tspan>
</text>
<g id="g3383" transform="matrix(0.2,0,0,0.2,-11.422664,391.91163)">
<path inkscape:connector-curvature="0" style="color:#000000;display:inline;overflow:visible;visibility:visible;fill:url(#linearGradient3005-5);fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.5;marker:none" id="path7508" d="m 79.8646,119.09957 c 35.39768,48.25534 70.03957,-13.46852 69.98868,-50.58675 C 149.79308,24.62677 105.31237,0.09913 79.8356,0.09913 38.94318,0.09913 0,33.89521 0,80.13502 c 0,51.396 44.64038,79.86497 79.8356,79.86497 -7.96447,-1.14675 -34.5062,-6.83395 -34.86292,-67.96677 -0.23987,-41.3466 13.48757,-57.86551 34.80527,-50.59905 0.47743,0.17707 23.51392,9.26451 23.51392,38.95053 0,29.55992 -23.42727,38.71487 -23.42727,38.71487 z"/>
<path inkscape:connector-curvature="0" style="color:#000000;display:inline;overflow:visible;visibility:visible;fill:url(#linearGradient3002-6);fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.5;marker:none" id="path7510" d="M 79.82327,41.40081 C 56.43322,33.33893 27.78025,52.61662 27.78025,91.22962 c 0,63.04798 46.72055,68.77037 52.38416,68.77037 C 121.05683,159.99999 160,126.20391 160,79.9641 160,28.5681 115.35962,0.09913 80.16441,0.09913 c 9.74811,-1.35 52.54087,10.54991 52.54087,69.0368 0,38.14117 -31.95286,58.90496 -52.73547,50.03344 -0.47743,-0.17707 -23.51392,-9.26451 -23.51392,-38.95053 0,-29.55992 23.36738,-38.81803 23.36738,-38.81803 z"/>
</g>
</g>
</svg>