beru.svg

<?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="256"
   height="256"
   id="svg3068"
   version="1.1"
   inkscape:version="0.48.4 r9939"
   sodipodi:docname="newicon.svg">
  <defs
     id="defs3070">
    <linearGradient
       id="linearGradient4213-2">
      <stop
         id="stop4215-3"
         offset="0"
         style="stop-color:#e53b45;stop-opacity:1;" />
      <stop
         id="stop4217-3"
         offset="1"
         style="stop-color:#c5000c;stop-opacity:1;" />
    </linearGradient>
    <linearGradient
       y2="1052.3622"
       x2="144"
       y1="918.36218"
       x1="144"
       gradientTransform="matrix(1.7777778,0,0,1.910447,-300.57143,-970.62082)"
       gradientUnits="userSpaceOnUse"
       id="linearGradient3091"
       xlink:href="#linearGradient4213-2"
       inkscape:collect="always" />
    <linearGradient
       id="linearGradient4161">
      <stop
         style="stop-color:#d0add8;stop-opacity:1;"
         offset="0"
         id="stop4163" />
      <stop
         style="stop-color:#9850a8;stop-opacity:1;"
         offset="1"
         id="stop4165" />
    </linearGradient>
    <linearGradient
       gradientTransform="matrix(1.0597316,0,0,1.0491656,2.354339,742.58389)"
       y2="305.13528"
       x2="155.5126"
       y1="82.712158"
       x1="112.86177"
       gradientUnits="userSpaceOnUse"
       id="linearGradient3125"
       xlink:href="#linearGradient4161"
       inkscape:collect="always" />
    <filter
       inkscape:collect="always"
       id="filter4446">
      <feGaussianBlur
         inkscape:collect="always"
         stdDeviation="3.9705838"
         id="feGaussianBlur4448" />
    </filter>
    <filter
       inkscape:collect="always"
       id="filter4476"
       x="-0.14910266"
       width="1.2982053"
       y="-0.10040283"
       height="1.2008057">
      <feGaussianBlur
         inkscape:collect="always"
         stdDeviation="7.9411676"
         id="feGaussianBlur4478" />
    </filter>
    <linearGradient
       id="linearGradient3797">
      <stop
         style="stop-color:#ffffff;stop-opacity:1;"
         offset="0"
         id="stop3799" />
      <stop
         style="stop-color:#ffffff;stop-opacity:0;"
         offset="1"
         id="stop3801" />
    </linearGradient>
    <linearGradient
       id="linearGradient3809">
      <stop
         id="stop3811"
         offset="0"
         style="stop-color:#000000;stop-opacity:1" />
      <stop
         id="stop3813"
         offset="1"
         style="stop-color:#ffffff;stop-opacity:0;" />
    </linearGradient>
    <linearGradient
       id="linearGradient3809-7">
      <stop
         id="stop3811-8"
         offset="0"
         style="stop-color:#ffffff;stop-opacity:1;" />
      <stop
         id="stop3813-5"
         offset="1"
         style="stop-color:#ffffff;stop-opacity:0;" />
    </linearGradient>
    <linearGradient
       id="linearGradient3809-3">
      <stop
         id="stop3811-5"
         offset="0"
         style="stop-color:#000000;stop-opacity:1;" />
      <stop
         id="stop3813-1"
         offset="1"
         style="stop-color:#ffffff;stop-opacity:0;" />
    </linearGradient>
    <linearGradient
       inkscape:collect="always"
       xlink:href="#linearGradient3809-3"
       id="linearGradient4636"
       gradientUnits="userSpaceOnUse"
       gradientTransform="matrix(1.1427452,0,0,1.1427452,-16.239981,796.34615)"
       x1="198.0834"
       y1="69.090759"
       x2="221.83533"
       y2="45.338829" />
    <linearGradient
       inkscape:collect="always"
       xlink:href="#linearGradient3809-7"
       id="linearGradient4639"
       gradientUnits="userSpaceOnUse"
       gradientTransform="matrix(1.1496522,0,0,1.1496522,-17.409741,797.04809)"
       x1="208.18163"
       y1="134.25989"
       x2="244.26097"
       y2="170.33923" />
    <linearGradient
       inkscape:collect="always"
       xlink:href="#linearGradient3809"
       id="linearGradient4642"
       gradientUnits="userSpaceOnUse"
       gradientTransform="matrix(1.1341961,0,0,1.147339,-245.05757,735.05132)"
       x1="124"
       y1="245.99998"
       x2="404"
       y2="81.999985" />
    <linearGradient
       inkscape:collect="always"
       xlink:href="#linearGradient3797"
       id="linearGradient4645"
       gradientUnits="userSpaceOnUse"
       gradientTransform="matrix(1.4333333,0,0,1.147339,-124.66665,735.05131)"
       x1="124"
       y1="245.99998"
       x2="272.0603"
       y2="161.15674" />
  </defs>
  <sodipodi:namedview
     id="base"
     pagecolor="#ffffff"
     bordercolor="#666666"
     borderopacity="1.0"
     inkscape:pageopacity="0.0"
     inkscape:pageshadow="2"
     inkscape:zoom="0.7"
     inkscape:cx="-43.760818"
     inkscape:cy="193.97697"
     inkscape:document-units="px"
     inkscape:current-layer="layer1"
     showgrid="false"
     inkscape:window-width="1920"
     inkscape:window-height="1025"
     inkscape:window-x="0"
     inkscape:window-y="27"
     inkscape:window-maximized="1">
    <inkscape:grid
       type="xygrid"
       id="grid4505"
       empspacing="8"
       visible="true"
       enabled="true"
       snapvisiblegridlinesonly="true" />
  </sodipodi:namedview>
  <metadata
     id="metadata3073">
    <rdf:RDF>
      <cc:Work
         rdf:about="">
        <dc:format>image/svg+xml</dc:format>
        <dc:type
           rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
        <dc:title></dc:title>
      </cc:Work>
    </rdf:RDF>
  </metadata>
  <g
     inkscape:label="Layer 1"
     inkscape:groupmode="layer"
     id="layer1"
     transform="translate(0,-796.36218)">
    <path
       inkscape:connector-curvature="0"
       style="fill:url(#linearGradient3091);fill-opacity:1;stroke:none;display:inline;enable-background:new"
       d="m 0,796.3622 0,89.21005 0,77.5798 0,89.21015 83.03125,0 89.9375,0 83.03125,0 0,-89.21015 0,-77.5798 0,-89.21005 -83.03125,0 -89.9375,0 -83.03125,0 z"
       id="path4197" />
    <rect
       width="127.82336"
       height="189.82335"
       x="74.088318"
       y="829.4505"
       id="rect4450"
       style="opacity:0.2;fill:#000000;fill-opacity:1;fill-rule:nonzero;stroke:none;display:inline;filter:url(#filter4446);enable-background:new"
       transform="matrix(0.9375,0,0,0.9375,8,57.772597)" />
    <rect
       style="opacity:0.3;fill:#000000;fill-opacity:1;fill-rule:nonzero;stroke:none;display:inline;filter:url(#filter4476);enable-background:new"
       id="rect3144"
       y="829.4505"
       x="74.088318"
       height="189.82335"
       width="127.82336"
       transform="matrix(0.9375,0,0,0.9375,8,57.772597)" />
    <rect
       width="119.8344"
       height="177.9594"
       x="77.457794"
       y="835.38251"
       id="rect3002"
       style="fill:url(#linearGradient3125);fill-opacity:1;fill-rule:nonzero;stroke:#61336b;stroke-width:0.16560486;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:4;stroke-opacity:1;stroke-dasharray:none;display:inline;enable-background:new" />
    <image
       y="835.29968"
       x="77.375"
       id="image4895"
       xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAAC+CAIAAAByLJBBAAAAA3NCSVQICAjb4U/gAAAgAElEQVR4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=
"
       height="178.125"
       width="120"
       style="opacity:0.15" />
    <rect
       style="fill:#63326e;fill-opacity:1;fill-rule:nonzero;stroke:none;display:inline;enable-background:new"
       id="rect3768"
       width="18.75"
       height="178.125"
       x="77.375"
       y="835.29968" />
    <path
       sodipodi:nodetypes="ccc"
       inkscape:connector-curvature="0"
       id="path4173"
       d="m 130.48382,796.53346 125.34486,0 0,125.34486"
       style="opacity:0.1;color:#000000;fill:url(#linearGradient4636);fill-opacity:1;stroke:none;stroke-width:4.375;marker:none;visibility:visible;display:inline;overflow:visible;enable-background:accumulate" />
    <path
       sodipodi:nodetypes="ccc"
       inkscape:connector-curvature="0"
       id="path4183"
       d="m 130.10501,1052.5697 126.10248,0 0,-126.10255"
       style="opacity:0.1;color:#000000;fill:url(#linearGradient4639);fill-opacity:1;stroke:none;stroke-width:4.375;marker:none;visibility:visible;display:inline;overflow:visible;enable-background:accumulate" />
    <g
       id="g4647"
       transform="matrix(0.9375,0,0,0.9375,17.375,57.772597)">
      <rect
         inkscape:label="256x256"
         y="787.82892"
         x="83.866669"
         height="273.06662"
         width="170.66669"
         id="rect3794"
         style="opacity:0.1;fill:url(#linearGradient4645);fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-width:2;marker:none;visibility:visible;display:inline;overflow:visible;enable-background:accumulate"
         inkscape:export-xdpi="90"
         inkscape:export-ydpi="90" />
      <rect
         transform="scale(-1,1)"
         inkscape:export-ydpi="90"
         inkscape:export-xdpi="90"
         style="opacity:0.1;fill:url(#linearGradient4642);fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-width:2;marker:none;visibility:visible;display:inline;overflow:visible;enable-background:accumulate"
         id="rect3895"
         width="102.4"
         height="273.06665"
         x="-83.866669"
         y="787.82892"
         inkscape:label="256x256"
         ry="0" />
    </g>
    <path
       inkscape:connector-curvature="0"
       id="path4509"
       d="m 197.375,1013.4247 -28.125,0 28.125,-28.12502 z"
       style="color:#000000;fill:#5b2a66;fill-opacity:1;stroke:none;stroke-width:4.375;marker:none;visibility:visible;display:inline;overflow:visible;enable-background:accumulate" />
    <path
       style="color:#000000;fill:#6a3975;fill-opacity:1;stroke:none;stroke-width:4.375;marker:none;visibility:visible;display:inline;overflow:visible;enable-background:accumulate"
       d="m 197.375,835.29964 -28.125,0 28.125,28.125 z"
       id="path4507"
       inkscape:connector-curvature="0" />
  </g>
</svg>