nextcloud-android/drawable_resources/whats_new_ipv6.svg

<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<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="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="100%"
   height="100%"
   viewBox="0 0 930 650"
   version="1.1"
   xml:space="preserve"
   style="fill-rule:evenodd;clip-rule:evenodd;stroke-linejoin:round;stroke-miterlimit:1.41421;"
   id="svg115"
   sodipodi:docname="whats_new_ipv6.svg"
   inkscape:version="0.92.2 (unknown)"><metadata
     id="metadata119"><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><sodipodi:namedview
     pagecolor="#ffffff"
     bordercolor="#666666"
     borderopacity="1"
     objecttolerance="10"
     gridtolerance="10"
     guidetolerance="10"
     inkscape:pageopacity="0"
     inkscape:pageshadow="2"
     inkscape:window-width="1920"
     inkscape:window-height="1046"
     id="namedview117"
     showgrid="false"
     inkscape:zoom="0.72615383"
     inkscape:cx="353.62563"
     inkscape:cy="375.15364"
     inkscape:window-x="0"
     inkscape:window-y="34"
     inkscape:window-maximized="1"
     inkscape:current-layer="svg115" /><defs
     id="defs113"><image
       id="_Image1"
       width="856px"
       height="226px"
       xlink:href="data:image/png;base64,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" /><image
       id="_Image2"
       width="856px"
       height="226px"
       xlink:href="data:image/png;base64,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" /></defs><path
     id="path844"
     d="m 465.28142,567.49999 c -99.684,0.155 -180.9,-80.795 -181.052,-180.481 -0.011,-12.94 1.369,-25.977 4.141,-38.74 0.162,-0.744 0.525,-2.327 0.525,-2.327 0.146,-0.726 0.79,-3.644 0.952,-4.325 0.141,-0.609 24.71,-111.25 24.863,-111.953 0.145,-0.671 9.343,-42.157 9.521,-42.917 13.207,-60.35 72.068,-104.153 140.291,-104.257 68.28,-0.11 127.296,43.554 140.639,103.936 0.169,0.688 5.159,22.867 5.328,23.623 0.162,0.669 29.035,128.858 29.035,128.858 0.167,0.758 0.346,1.517 0.498,2.273 l 0.947,4.135 c 0.188,0.815 0.373,1.617 0.545,2.441 2.81,12.735 4.233,25.744 4.256,38.684 0.158,99.672 -80.815,180.914 -180.489,181.05 z"
     inkscape:connector-curvature="0"
     style="fill:#edf4fd;fill-opacity:1" /><path
     id="path846"
     d="m 464.90242,313.08899 c -40.603,0 -73.646,33.052 -73.646,73.662 0,40.6 33.044,73.63 73.646,73.63 40.608,0 73.642,-33.03 73.642,-73.63 0,-40.61 -33.033,-73.662 -73.642,-73.662 z m -23.935,15.178 c -3.593,5.248 -6.675,11.689 -9.101,19.035 h -16.296 c 6.673,-8.329 15.399,-14.946 25.397,-19.035 z m -32.202,29.499 h 20.26 c -1.617,7.345 -2.63,15.323 -2.933,23.745 h -24.158 c 0.704,-8.512 3.107,-16.515 6.831,-23.745 z m 0,57.927 c -3.724,-7.199 -6.127,-15.237 -6.831,-23.715 h 24.158 c 0.303,8.413 1.315,16.401 2.933,23.715 z m 6.798,10.485 h 16.303 c 2.426,7.354 5.508,13.788 9.101,19.022 -9.998,-4.111 -18.724,-10.721 -25.404,-19.022 z m 44.111,22.468 c -6.209,-2.943 -12.272,-10.889 -16.657,-22.468 h 16.657 z m 0,-32.953 h -19.892 c -1.744,-7.091 -2.882,-15.056 -3.206,-23.715 h 23.098 z m 0,-34.182 h -23.098 c 0.324,-8.666 1.473,-16.649 3.206,-23.745 h 19.892 z m 0,-34.209 h -16.65 c 4.378,-11.59 10.447,-19.538 16.65,-22.48 z m 61.355,10.464 c 3.74,7.23 6.139,15.233 6.831,23.745 h -24.174 c -0.282,-8.422 -1.29,-16.4 -2.923,-23.745 z m -6.816,-10.464 h -16.296 c -2.415,-7.346 -5.491,-13.787 -9.105,-19.035 10.008,4.089 18.739,10.706 25.401,19.035 z m -44.07,-22.481 c 6.176,2.942 12.266,10.891 16.634,22.48 h -16.634 z m 0,32.945 h 19.854 c 1.743,7.096 2.896,15.079 3.225,23.745 h -23.079 z m 0,34.213 h 23.079 c -0.329,8.659 -1.481,16.624 -3.225,23.715 h -19.854 z m 0,56.667 v -22.468 h 16.65 c -4.385,11.579 -10.475,19.524 -16.65,22.468 z m 18.669,-3.446 c 3.614,-5.234 6.69,-11.668 9.105,-19.022 h 16.307 c -6.673,8.301 -15.404,14.911 -25.412,19.022 z m 32.217,-29.507 h -20.266 c 1.633,-7.313 2.641,-15.302 2.923,-23.715 h 24.174 c -0.692,8.478 -3.09,16.516 -6.831,23.715 z"
     inkscape:connector-curvature="0"
     style="fill:#0082c9;fill-opacity:1" /><path
     id="path848"
     d="m 464.90242,242.12199 c -38.859,0 -74.178,15.457 -100.187,40.473 9.087,-40.607 18.35,-82.033 18.554,-82.898 7.048,-33 41.371,-56.926 81.633,-56.926 40.289,0 74.634,24.036 81.709,57.269 l 5.731,25.62 c 1.462,6.488 7.897,10.601 14.403,9.115 6.491,-1.446 10.582,-7.877 9.127,-14.385 l -5.706,-25.487 c -9.402,-44.175 -53.679,-76.249 -105.265,-76.249 -51.569,0 -95.804,31.976 -105.189,75.881 -35.378,158.137 -36.002,160.92 -36.002,160.92 -0.032,0.17 -0.054,0.312 -0.075,0.473 -0.493,2.195 -0.92,4.434 -1.288,6.687 -0.042,0.277 -0.104,0.543 -0.157,0.812 -0.362,2.354 -0.693,4.717 -0.964,7.09 -0.026,0.22 -0.06,0.436 -0.075,0.645 -0.255,2.316 -0.449,4.66 -0.596,7.01 -0.01,0.267 -0.043,0.533 -0.043,0.801 -0.146,2.574 -0.217,5.149 -0.217,7.768 0,79.736 64.863,144.609 144.606,144.609 79.732,0 144.612,-64.873 144.612,-144.609 0.002,-79.75 -64.878,-144.619 -144.611,-144.619 z m 0,265.117 c -66.443,0 -120.496,-54.058 -120.496,-120.502 0,-2.162 0.055,-4.322 0.167,-6.465 0.011,-0.209 0.05,-0.4 0.05,-0.588 0.119,-1.984 0.271,-3.979 0.498,-5.963 0.01,-0.119 0.036,-0.232 0.036,-0.344 0.222,-2.049 0.515,-4.094 0.85,-6.141 0.012,-0.146 0.044,-0.314 0.082,-0.456 0.32,-1.929 0.683,-3.88 1.114,-5.796 11.833,-54.119 60.095,-94.748 117.699,-94.748 66.451,0 120.498,54.059 120.498,120.5 0,66.446 -54.046,120.503 -120.498,120.503 z"
     inkscape:connector-curvature="0"
     style="fill:#0082c9;fill-opacity:1" /></svg>