soundr/resources/logo.svg
grey 951f61fbd4 - add documentation
- add more info to README.MD
- splited into multiple files
2022-05-16 20:43:33 +02:00

182 lines
29 KiB
XML

<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<svg
id="svg247771"
viewBox="0 0 440.63513 107.85945"
height="107.85945"
width="440.63513"
version="1.1"
sodipodi:docname="logo.svg"
inkscape:version="1.1 (c68e22c387, 2021-05-23)"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:xlink="http://www.w3.org/1999/xlink"
xmlns="http://www.w3.org/2000/svg"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:dc="http://purl.org/dc/elements/1.1/">
<sodipodi:namedview
id="namedview24"
pagecolor="#505050"
bordercolor="#eeeeee"
borderopacity="1"
inkscape:pageshadow="0"
inkscape:pageopacity="0"
inkscape:pagecheckerboard="0"
showgrid="false"
inkscape:zoom="1.0833333"
inkscape:cx="221.07692"
inkscape:cy="-79.846154"
inkscape:window-width="1920"
inkscape:window-height="1017"
inkscape:window-x="-8"
inkscape:window-y="-8"
inkscape:window-maximized="1"
inkscape:current-layer="svg247771" />
<metadata
id="metadata247777">
<rdf:rdf>
<cc:work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
</cc:work>
</rdf:rdf>
</metadata>
<defs
id="defs247775" />
<linearGradient
spreadMethod="pad"
y2="0.30000001"
x2="-0.1"
y1="1.2"
x1="0.30000001"
id="3d_gradient2-logo-b36c4a67-d2ab-47f0-a348-b74b176fcd78">
<stop
id="stop247752"
stop-opacity="1"
stop-color="#ffffff"
offset="0%" />
<stop
id="stop247754"
stop-opacity="1"
stop-color="#000000"
offset="100%" />
</linearGradient>
<linearGradient
gradientTransform="rotate(-30)"
spreadMethod="pad"
y2="0.30000001"
x2="-0.1"
y1="1.2"
x1="0.30000001"
id="3d_gradient3-logo-b36c4a67-d2ab-47f0-a348-b74b176fcd78">
<stop
id="stop247757"
stop-opacity="1"
stop-color="#ffffff"
offset="0%" />
<stop
id="stop247759"
stop-opacity="1"
stop-color="#cccccc"
offset="50%" />
<stop
id="stop247761"
stop-opacity="1"
stop-color="#000000"
offset="100%" />
</linearGradient>
<g
id="logo-group"
transform="translate(-291.68243,-313.94615)">
<image
xlink:href=""
id="container"
style="display:none"
x="272"
y="144"
width="480"
height="480" />
<g
id="logo-center">
<image
xlink:href=""
id="icon_container"
style="display:none" />
<g
id="title"
style="font-style:normal;font-weight:200;font-size:72px;line-height:1;font-family:Montserrat;font-variant-ligatures:none;text-align:center;text-anchor:middle">
<path
id="path247924"
style="font-style:normal;font-weight:200;font-size:72px;line-height:1;font-family:Montserrat;font-variant-ligatures:none;text-align:center;text-anchor:middle"
d="m 420.69725,-45.792 q -2.448,-1.584 -5.904,-2.448 -3.384,-0.936 -6.768,-0.936 -6.624,0 -10.656,2.736 -3.96,2.664 -3.96,7.128 0,3.888 1.944,6.264 1.944,2.376 4.752,3.672 2.88,1.224 7.776,2.736 5.184,1.584 8.28,3.024 3.096,1.368 5.184,4.104 2.16,2.736 2.16,7.2 0,3.744 -2.088,6.624 -2.088,2.808 -5.976,4.392 -3.816,1.512 -9,1.512 -4.752,0 -9.432,-1.944 -4.608,-1.944 -7.776,-5.184 l 1.008,-1.008 q 2.88,3.096 7.272,4.896 4.392,1.8 8.928,1.8 7.128,0 11.376,-3.024 4.248,-3.024 4.248,-8.064 0,-3.96 -2.016,-6.336 -1.944,-2.448 -4.824,-3.744 -2.88,-1.368 -7.848,-2.88 -5.112,-1.584 -8.208,-2.952 -3.024,-1.44 -5.112,-4.104 -2.088,-2.664 -2.088,-7.056 0,-5.112 4.392,-8.136 4.392,-3.096 11.664,-3.096 3.528,0 7.128,1.008 3.672,1.008 6.264,2.664 z"
stroke-width="0"
stroke-linejoin="miter"
stroke-miterlimit="2"
fill="#b9311d"
stroke="#b9311d"
transform="matrix(1.67,0,0,1.67,-358.33709,403.16423)" />
<path
id="path247926"
style="font-style:normal;font-weight:200;font-size:72px;line-height:1;font-family:Montserrat;font-variant-ligatures:none;text-align:center;text-anchor:middle;display:none"
d="m 450.84725,-37.224 q 5.112,0 9.216,2.376 4.176,2.376 6.48,6.624 2.376,4.248 2.376,9.576 0,5.328 -2.376,9.576 -2.304,4.248 -6.48,6.696 -4.104,2.376 -9.216,2.376 -5.112,0 -9.288,-2.376 -4.104,-2.448 -6.48,-6.696 -2.304,-4.248 -2.304,-9.576 0,-5.328 2.304,-9.576 2.376,-4.248 6.48,-6.624 4.176,-2.376 9.288,-2.376 z m 0,1.44 q -4.752,0 -8.568,2.232 -3.816,2.16 -5.976,6.048 -2.088,3.888 -2.088,8.856 0,4.968 2.088,8.928 2.16,3.888 5.976,6.12 3.816,2.16 8.568,2.16 4.752,0 8.568,-2.16 3.816,-2.232 5.904,-6.12 2.16,-3.96 2.16,-8.928 0,-4.968 -2.16,-8.856 -2.088,-3.888 -5.904,-6.048 -3.816,-2.232 -8.568,-2.232 z"
stroke-width="0"
stroke-linejoin="miter"
stroke-miterlimit="2"
fill="#b9311d"
stroke="#b9311d" />
<path
id="path247928"
style="font-style:normal;font-weight:200;font-size:72px;line-height:1;font-family:Montserrat;font-variant-ligatures:none;text-align:center;text-anchor:middle"
d="M 510.569,-37.224 V 0 h -1.44 v -10.872 q -1.728,5.184 -5.688,7.992 -3.96,2.808 -9.792,2.88 -6.768,0 -10.584,-3.888 -3.816,-3.888 -3.816,-10.8 v -22.536 h 1.44 v 22.536 q 0,6.264 3.384,9.792 3.456,3.456 9.576,3.456 7.272,-0.144 11.376,-4.752 4.104,-4.68 4.104,-12.816 v -18.216 z"
stroke-width="0"
stroke-linejoin="miter"
stroke-miterlimit="2"
fill="#b9311d"
stroke="#b9311d"
transform="matrix(1.67,0,0,1.67,-346.51349,403.16423)" />
<path
id="path247930"
style="font-style:normal;font-weight:200;font-size:72px;line-height:1;font-family:Montserrat;font-variant-ligatures:none;text-align:center;text-anchor:middle"
d="m 543.52475,-37.224 q 6.912,0 10.728,3.888 3.888,3.888 3.888,10.8 V 0 h -1.44 v -22.536 q 0,-6.264 -3.528,-9.72 -3.456,-3.528 -9.648,-3.528 -6.912,0.144 -11.016,4.248 -4.104,4.104 -4.68,11.304 V 0 h -1.44 v -37.224 h 1.44 v 10.512 q 1.8,-4.968 5.832,-7.704 4.032,-2.736 9.864,-2.808 z"
stroke-width="0"
stroke-linejoin="miter"
stroke-miterlimit="2"
fill="#b9311d"
stroke="#b9311d"
transform="matrix(1.67,0,0,1.67,-341.50349,403.16423)" />
<path
id="path247932"
style="font-style:normal;font-weight:200;font-size:72px;line-height:1;font-family:Montserrat;font-variant-ligatures:none;text-align:center;text-anchor:middle"
d="M 605.051,-53.424 V 0 h -1.44 v -10.944 q -2.088,5.112 -6.552,8.136 -4.392,2.952 -10.224,2.952 -5.184,0 -9.36,-2.376 -4.176,-2.448 -6.552,-6.696 -2.304,-4.32 -2.304,-9.648 0,-5.328 2.304,-9.648 2.376,-4.32 6.552,-6.696 4.176,-2.448 9.36,-2.448 5.832,0 10.224,3.024 4.464,2.952 6.552,8.064 v -27.144 z m -18.216,52.128 q 4.824,0 8.64,-2.232 3.816,-2.232 5.976,-6.12 2.16,-3.96 2.16,-8.928 0,-4.968 -2.16,-8.928 -2.16,-3.96 -5.976,-6.192 -3.816,-2.232 -8.64,-2.232 -4.824,0 -8.64,2.232 -3.816,2.232 -5.976,6.192 -2.16,3.96 -2.16,8.928 0,4.968 2.16,8.928 2.16,3.888 5.976,6.12 3.816,2.232 8.64,2.232 z"
stroke-width="0"
stroke-linejoin="miter"
stroke-miterlimit="2"
fill="#b9311d"
stroke="#b9311d"
transform="matrix(1.67,0,0,1.67,-336.49349,403.16423)" />
<path
id="path247934"
style="font-style:normal;font-weight:200;font-size:72px;line-height:1;font-family:Montserrat;font-variant-ligatures:none;text-align:center;text-anchor:middle"
d="m 622.75063,-27.072 q 1.65599,-4.752 5.32799,-7.416 3.67201,-2.664 8.928,-2.736 v 1.44 q -6.336,0.144 -10.08,4.248 -3.67199,4.032 -4.17599,11.16 V 0 h -1.44001 v -37.224 h 1.44001 z"
stroke-width="0"
stroke-linejoin="miter"
stroke-miterlimit="2"
fill="#b9311d"
stroke="#b9311d"
transform="matrix(1.67,0,0,1.67,-331.48349,403.16423)" />
</g>
<image
xlink:href="data:image/png;base64,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"
id="icon"
x="422"
y="-47"
width="58.162498"
height="58.162498"
transform="matrix(1.67,0,0,1.67,-353.32709,403.16423)" />
</g>
</g>
</svg>