convert png to svg

2023-10-10 13:36:54 +02:00 · 2016-03-28 14:12:47 +02:00 · 2016-03-28 14:12:47 +02:00 · 1f6ca4ea8c
commit 1f6ca4ea8c
parent b8a412ee88
27 changed files with 29104 additions and 726 deletions
--- a/logos-orig/disney
+++ b/logos-orig/disney
--- a/logos-orig/disney
+++ b/logos-orig/disney
--- a/logos-orig/mgm
+++ b/logos-orig/mgm
--- a/logos-orig/mgm
+++ b/logos-orig/mgm
--- a/logos-orig/mgm.png
+++ b/logos-orig/mgm.png
--- a/logos-orig/mgm.svg
+++ b/logos-orig/mgm.svg
--- a/logos-orig/s19.2e-133-12-107.svg.bak
+++ b/logos-orig/s19.2e-133-12-107.svg.bak
@ -1,528 +0,0 @@
 <?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"
   id="svg2"
   version="1.1"
   inkscape:version="0.48.3.1 r9886"
   width="1106"
   height="188.125"
   sodipodi:docname="Sky Hits HD Germany.svg">
  <metadata
     id="metadata8">
    <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="defs6">
    <linearGradient
       id="linearGradient4056">
      <stop
         id="stop4058"
         offset="0"
         style="stop-color:#3d3d3d;stop-opacity:1" />
      <stop
         style="stop-color:#3d3d3d;stop-opacity:1;"
         offset="0.82284153"
         id="stop4060" />
      <stop
         style="stop-color:#ffffff;stop-opacity:1;"
         offset="0.87788105"
         id="stop4062" />
      <stop
         id="stop4064"
         offset="0.94668067"
         style="stop-color:#ffffff;stop-opacity:1;" />
      <stop
         id="stop4066"
         offset="1"
         style="stop-color:#434343;stop-opacity:1" />
    </linearGradient>
    <linearGradient
       id="linearGradient4016">
      <stop
         style="stop-color:#3d3d3d;stop-opacity:1"
         offset="0"
         id="stop4018" />
      <stop
         id="stop4042"
         offset="0.22272909"
         style="stop-color:#3d3d3d;stop-opacity:1;" />
      <stop
         id="stop4024"
         offset="0.46173689"
         style="stop-color:#ffffff;stop-opacity:1;" />
      <stop
         style="stop-color:#ffffff;stop-opacity:1;"
         offset="0.76818359"
         id="stop4026" />
      <stop
         style="stop-color:#434343;stop-opacity:1"
         offset="1"
         id="stop4020" />
    </linearGradient>
    <linearGradient
       id="linearGradient3962">
      <stop
         id="stop3964"
         offset="0"
         style="stop-color:#505050;stop-opacity:1;" />
      <stop
         style="stop-color:#808080;stop-opacity:1;"
         offset="0.11204819"
         id="stop3966" />
      <stop
         style="stop-color:#808080;stop-opacity:1;"
         offset="0.94417667"
         id="stop3968" />
      <stop
         id="stop3970"
         offset="1"
         style="stop-color:#b4b4b4;stop-opacity:1;" />
    </linearGradient>
    <linearGradient
       id="linearGradient3946">
      <stop
         style="stop-color:#a0a0a0;stop-opacity:1;"
         offset="0"
         id="stop3948" />
      <stop
         id="stop3958"
         offset="0.11235955"
         style="stop-color:#c8c8c8;stop-opacity:1;" />
      <stop
         id="stop3956"
         offset="0.94382024"
         style="stop-color:#c8c8c8;stop-opacity:1;" />
      <stop
         style="stop-color:#f0f0f0;stop-opacity:1;"
         offset="1"
         id="stop3950" />
    </linearGradient>
    <linearGradient
       id="linearGradient3912">
      <stop
         style="stop-color:#505050;stop-opacity:1;"
         offset="0"
         id="stop3914" />
      <stop
         id="stop3924"
         offset="0.11204819"
         style="stop-color:#808080;stop-opacity:1;" />
      <stop
         id="stop3922"
         offset="0.88795179"
         style="stop-color:#808080;stop-opacity:1;" />
      <stop
         style="stop-color:#b4b4b4;stop-opacity:1;"
         offset="1"
         id="stop3916" />
    </linearGradient>
    <linearGradient
       id="linearGradient3898">
      <stop
         style="stop-color:#0d1329;stop-opacity:1;"
         offset="0"
         id="stop3900" />
      <stop
         id="stop3908"
         offset="0.11200321"
         style="stop-color:#202f66;stop-opacity:1;" />
      <stop
         style="stop-color:#202f66;stop-opacity:1;"
         offset="0.94379765"
         id="stop3910" />
      <stop
         style="stop-color:#334ba3;stop-opacity:1;"
         offset="1"
         id="stop3902" />
    </linearGradient>
    <linearGradient
       id="linearGradient3890">
      <stop
         style="stop-color:#ffffff;stop-opacity:1;"
         offset="0"
         id="stop3892" />
      <stop
         style="stop-color:#ffffff;stop-opacity:0;"
         offset="1"
         id="stop3894" />
    </linearGradient>
    <linearGradient
       inkscape:collect="always"
       xlink:href="#linearGradient3962"
       id="linearGradient4145"
       gradientUnits="userSpaceOnUse"
       x1="695.35712"
       y1="-46.142857"
       x2="695.35712"
       y2="-401.85715"
       gradientTransform="matrix(0.50033761,0,0,0.50033761,-2.5050642,206.14678)" />
    <linearGradient
       inkscape:collect="always"
       xlink:href="#linearGradient3946"
       id="linearGradient4149"
       gradientUnits="userSpaceOnUse"
       x1="1189.4546"
       y1="-46"
       x2="1189.4546"
       y2="-402"
       gradientTransform="matrix(0.50033761,0,0,0.50033761,-2.5050642,206.14678)" />
    <linearGradient
       inkscape:collect="always"
       xlink:href="#linearGradient3898"
       id="linearGradient4153"
       gradientUnits="userSpaceOnUse"
       x1="13.928571"
       y1="-46.142857"
       x2="13.928571"
       y2="-402"
       gradientTransform="matrix(0.50033761,0,0,0.50033761,-2.5050642,206.14678)" />
    <radialGradient
       inkscape:collect="always"
       xlink:href="#linearGradient3890"
       id="radialGradient4168"
       gradientUnits="userSpaceOnUse"
       gradientTransform="matrix(1,0,0,0.31944442,0,29.883681)"
       cx="49.82143"
       cy="43.910713"
       fx="49.82143"
       fy="43.910713"
       r="19.285715" />
    <linearGradient
       gradientTransform="matrix(0.50033761,0,0,0.50033761,-0.50506415,-149.88447)"
       gradientUnits="userSpaceOnUse"
       xlink:href="#linearGradient3898-2"
       id="linearGradient4108"
       y2="-402"
       x2="13.928571"
       y1="-46.142857"
       x1="13.928571" />
    <linearGradient
       gradientUnits="userSpaceOnUse"
       xlink:href="#linearGradient3962-6"
       id="linearGradient3999"
       y2="-401.85715"
       x2="695.35712"
       y1="-46.142857"
       x1="695.35712" />
    <linearGradient
       gradientUnits="userSpaceOnUse"
       xlink:href="#linearGradient3946-4"
       id="linearGradient3997"
       y2="-402"
       x2="1189.4546"
       y1="-46"
       x1="1189.4546" />
    <radialGradient
       gradientTransform="matrix(1,0,0,0.31944442,0,29.883681)"
       gradientUnits="userSpaceOnUse"
       xlink:href="#linearGradient3890-9"
       id="radialGradient3995"
       fy="43.910713"
       fx="49.82143"
       r="19.285715"
       cy="43.910713"
       cx="49.82143" />
    <linearGradient
       gradientUnits="userSpaceOnUse"
       xlink:href="#linearGradient3898-2"
       id="linearGradient3993"
       y2="-402"
       x2="13.928571"
       y1="-46.142857"
       x1="13.928571" />
    <linearGradient
       id="linearGradient3890-9">
      <stop
         offset="0"
         style="stop-color:#ffffff;stop-opacity:1"
         id="stop3892-8" />
      <stop
         offset="1"
         style="stop-color:#ffffff;stop-opacity:0"
         id="stop3894-3" />
    </linearGradient>
    <linearGradient
       id="linearGradient3898-2">
      <stop
         offset="0"
         style="stop-color:#0d1329;stop-opacity:1"
         id="stop3900-4" />
      <stop
         offset="0.11200321"
         style="stop-color:#202f66;stop-opacity:1"
         id="stop3908-5" />
      <stop
         offset="0.94379765"
         style="stop-color:#202f66;stop-opacity:1"
         id="stop3910-2" />
      <stop
         offset="1"
         style="stop-color:#334ba3;stop-opacity:1"
         id="stop3902-9" />
    </linearGradient>
    <linearGradient
       id="linearGradient3912-2">
      <stop
         offset="0"
         style="stop-color:#505050;stop-opacity:1"
         id="stop3914-1" />
      <stop
         offset="0.11204819"
         style="stop-color:#808080;stop-opacity:1"
         id="stop3924-4" />
      <stop
         offset="0.88795179"
         style="stop-color:#808080;stop-opacity:1"
         id="stop3922-9" />
      <stop
         offset="1"
         style="stop-color:#b4b4b4;stop-opacity:1"
         id="stop3916-8" />
    </linearGradient>
    <linearGradient
       id="linearGradient3946-4">
      <stop
         offset="0"
         style="stop-color:#a0a0a0;stop-opacity:1"
         id="stop3948-5" />
      <stop
         offset="0.11235955"
         style="stop-color:#c8c8c8;stop-opacity:1"
         id="stop3958-8" />
      <stop
         offset="0.94382024"
         style="stop-color:#c8c8c8;stop-opacity:1"
         id="stop3956-8" />
      <stop
         offset="1"
         style="stop-color:#f0f0f0;stop-opacity:1"
         id="stop3950-1" />
    </linearGradient>
    <linearGradient
       id="linearGradient3962-6">
      <stop
         offset="0"
         style="stop-color:#505050;stop-opacity:1"
         id="stop3964-0" />
      <stop
         offset="0.11204819"
         style="stop-color:#808080;stop-opacity:1"
         id="stop3966-3" />
      <stop
         offset="0.94417667"
         style="stop-color:#808080;stop-opacity:1"
         id="stop3968-6" />
      <stop
         offset="1"
         style="stop-color:#b4b4b4;stop-opacity:1"
         id="stop3970-2" />
    </linearGradient>
    <linearGradient
       id="linearGradient4016-2">
      <stop
         offset="0"
         style="stop-color:#3d3d3d;stop-opacity:1"
         id="stop4018-6" />
      <stop
         offset="0.22272909"
         style="stop-color:#3d3d3d;stop-opacity:1"
         id="stop4042-0" />
      <stop
         offset="0.46173689"
         style="stop-color:#ffffff;stop-opacity:1"
         id="stop4024-4" />
      <stop
         offset="0.76818359"
         style="stop-color:#ffffff;stop-opacity:1"
         id="stop4026-9" />
      <stop
         offset="1"
         style="stop-color:#434343;stop-opacity:1"
         id="stop4020-4" />
    </linearGradient>
    <linearGradient
       id="linearGradient4056-8">
      <stop
         offset="0"
         style="stop-color:#3d3d3d;stop-opacity:1"
         id="stop4058-8" />
      <stop
         offset="0.82284153"
         style="stop-color:#3d3d3d;stop-opacity:1"
         id="stop4060-2" />
      <stop
         offset="0.87788105"
         style="stop-color:#ffffff;stop-opacity:1"
         id="stop4062-7" />
      <stop
         offset="0.94668067"
         style="stop-color:#ffffff;stop-opacity:1"
         id="stop4064-7" />
      <stop
         offset="1"
         style="stop-color:#434343;stop-opacity:1"
         id="stop4066-1" />
    </linearGradient>
  </defs>
  <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="1028"
     id="namedview4"
     showgrid="false"
     inkscape:zoom="0.94"
     inkscape:cx="723.90882"
     inkscape:cy="322.10478"
     inkscape:window-x="-8"
     inkscape:window-y="-8"
     inkscape:window-maximized="1"
     inkscape:current-layer="svg2"
     showguides="true"
     inkscape:guide-bbox="true"
     fit-margin-top="0"
     fit-margin-left="0"
     fit-margin-right="0"
     fit-margin-bottom="0">
    <sodipodi:guide
       orientation="0,1"
       position="210.20833,-169.82292"
       id="guide4046" />
    <sodipodi:guide
       orientation="0,1"
       position="209.66667,-171.11458"
       id="guide4048" />
    <sodipodi:guide
       orientation="0,1"
       position="210.75,-172.78125"
       id="guide4050" />
    <sodipodi:guide
       orientation="0,1"
       position="212.83333,-174.11458"
       id="guide4052" />
    <sodipodi:guide
       orientation="0,1"
       position="833.37766,-139.3617"
       id="guide4534" />
  </sodipodi:namedview>
  <path
     style="fill:url(#linearGradient4153);fill-opacity:1;stroke:none"
     d="m 30.267049,5.0110608 c -13.99547,0 -25.2670491,11.2715802 -25.2670491,25.2670492 l 0,127.58609 c 0,13.99547 11.2715791,25.26705 25.2670491,25.26705 l 315.134521,0 0,-178.1201892 z"
     id="rect2987"
     inkscape:connector-curvature="0"
     sodipodi:nodetypes="ssssccs" />
  <path
     sodipodi:type="arc"
     style="fill:url(#radialGradient4168);fill-opacity:1;stroke:none"
     id="path3888"
     sodipodi:cx="49.82143"
     sodipodi:cy="43.910713"
     sodipodi:rx="19.285715"
     sodipodi:ry="6.1607141"
     d="m 69.107145,43.910713 a 19.285715,6.1607141 0 1 1 -38.57143,0 19.285715,6.1607141 0 1 1 38.57143,0 z"
     transform="matrix(0.31337453,-0.25678773,0.25678773,0.31337453,-9.3069719,14.332205)" />
  <rect
     style="fill:url(#linearGradient4149);fill-opacity:1;stroke:none"
     id="rect3871"
     width="474.23801"
     height="178.12019"
     x="345.40826"
     y="5.0110607" />
  <path
     style="fill:#000000;fill-opacity:1;stroke:none"
     d="m 817.6682,5.0110608 0,178.1201892 258.0648,0 c 13.9954,0 25.267,-11.27158 25.267,-25.26705 l 0,-127.58609 c 0,-13.995469 -11.2716,-25.2670492 -25.267,-25.2670492 z"
     id="rect3863"
     inkscape:connector-curvature="0"
     sodipodi:nodetypes="ccssssc" />
  <path
     inkscape:connector-curvature="0"
     style="fill:url(#linearGradient4145);fill-opacity:1;stroke:none"
     d="m 338.6001,5.0110608 c 0,0 -1.50101,4.394195 -1.50101,11.7579342 l 0,154.182165 c 0,6.20395 1.50101,12.18009 1.50101,12.18009 l 15.54174,0 c 0,0 -1.50101,-6.07581 -1.50101,-12.18009 l 0,-154.041445 c 0,-7.5154416 1.50101,-11.8986542 1.50101,-11.8986542 z m 472.079,0 c 0,0 1.501,4.3832126 1.501,11.8986542 l 0,154.041445 c 0,6.10428 -1.501,12.18009 -1.501,12.18009 l 13.5404,0 c 0,0 1.501,-5.97614 1.501,-12.18009 l 0,-154.182165 c 0,-7.3637392 -1.501,-11.7579342 -1.501,-11.7579342 z"
     id="rect3883"
     sodipodi:nodetypes="cssccsscccssccsscc" />
  <path
     style="fill:#ffffff;fill-opacity:1;fill-rule:nonzero;stroke:none"
     id="path5649"
     d="m 141.70894,18.461327 c -4.96723,0 -9.5079,2.472553 -9.5079,8.55185 l 0,107.121223 c 0,2.38412 2.57973,4.39911 4.57756,4.39911 l 12.47084,0 c 4.98671,0 9.11327,-3.4842 9.11327,-9.5674 l 0,-107.106345 c 0,-2.395827 -2.18938,-3.398438 -4.1755,-3.398438 z M 76.707436,54.311352 c -18.998805,0 -28.972185,11.676869 -28.972185,25.708422 0,12.470775 7.679487,21.056676 23.0082,24.484806 l 24.473154,5.47319 c 4.976605,1.11297 5.985645,1.51977 5.985645,4.05607 0,1.94709 -1.01107,3.2345 -5.502269,3.2345 l -37.947921,0 c -6.083205,0 -8.52953,3.79354 -8.52953,8.75295 l 0,7.9272 c 0,1.9861 0.984554,4.58502 3.368673,4.58502 l 41.62893,0 c 22.483267,0 32.560727,-12.02512 32.560727,-25.04997 0,-13.47343 -8.78765,-22.059881 -24.01631,-25.47384 L 78.283949,82.521642 c -4.974301,-1.115137 -5.978199,-1.511965 -5.978199,-4.056067 0,-1.939128 1.007175,-2.951591 5.502273,-2.951591 l 36.416007,0 c 6.0676,0 9.52277,-4.072158 9.52277,-9.043307 l 0,-7.904884 c 0,-1.990033 -1.98914,-4.254441 -4.36935,-4.254441 z M 199.0212,53.980774 c -3.74982,0 -6.42662,1.994356 -8.65678,4.399103 l -31.76827,34.110727 28.49626,41.524816 c 1.64493,2.397 3.69098,4.51809 6.18047,4.51809 l 16.97727,0 c 2.5402,0 4.41771,-2.01543 4.41771,-4.15371 0,-1.31109 -0.65931,-2.14768 -1.47983,-3.36868 l -24.62141,-36.638616 18.46391,-20.062893 36.70506,55.058549 -17.04777,34.6531 c -0.45653,1.03013 -0.98904,2.02417 -0.98904,3.01917 0,2.02514 2.48552,3.60293 4.51065,3.60293 l 15.04383,0 c 3.06696,0 4.38973,-1.65741 5.52523,-4.12347 L 300.36518,61.027233 c 0.48715,-1.036384 0.99646,-2.019877 0.99646,-3.026617 0,-2.021214 -2.13967,-4.019842 -4.17261,-4.019842 l -15.16282,0 c -3.03579,0 -4.68633,1.264363 -5.78584,3.736281 L 255.11391,105.21329 225.27166,58.207856 c -1.84175,-2.914637 -3.78492,-4.227082 -8.20977,-4.227082 z"
     inkscape:connector-curvature="0"
     sodipodi:nodetypes="sssssssssssssssssssssssssssssssscsssssccccssscsssssccss" />
  <g
     id="g3859"
     transform="matrix(0.50033761,0,0,0.50033761,-408.50506,-3.9950162)">
    <path
       id="rect3841"
       d="m 2549.3792,103 0,186 34,0 0,-76 114,0 0,76 34,0 0,-186 -34,0 0,76 -114,0 0,-76 z"
       style="fill:#ffffff;fill-opacity:1;stroke:none"
       inkscape:connector-curvature="0"
       sodipodi:nodetypes="ccccccccccccc" />
    <path
       sodipodi:nodetypes="cccsssscccsssscc"
       inkscape:connector-curvature="0"
       id="rect3847"
       d="m 2769.3792,103 0,186 34,0 87.875,0 c 35.0209,0 63.2188,-28.19804 63.2188,-63.21875 l 0,-59.5625 C 2954.473,131.19804 2926.2751,103 2891.2542,103 l -87.875,0 z m 34,34.84375 88.5626,0 c 15.7296,0 28.375,12.67661 28.375,28.40625 l 0,59.5 c 0,15.72964 -12.6454,28.40625 -28.375,28.40625 l -88.5626,0 z"
       style="fill:#ffffff;fill-opacity:1;stroke:none" />
  </g>
  <g
     id="g4586"
     transform="translate(0,-180)">
    <rect
       ry="0"
       y="227.53976"
       x="527.56488"
       height="93.062798"
       width="16.886395"
       id="rect3807"
       style="fill:#202f66;fill-opacity:1;stroke:none" />
    <path
       sodipodi:nodetypes="cssssssc"
       inkscape:connector-curvature="0"
       id="path4572"
       d="m 658.72455,312.151 58.68722,0 C 723.94091,312.151 735,309.7405 735,296.11581 l 0,-5.52918 c 0,-28.02006 -71,-8.09198 -71,-37.55069 l 0,-3.47086 c 0,-10.74301 10.05136,-13.57808 17.94286,-13.57808 l 56.38193,0"
       style="fill:none;stroke:#202f66;stroke-width:16.88599968;stroke-linecap:butt;stroke-linejoin:round;stroke-miterlimit:4;stroke-opacity:1;stroke-dasharray:none" />
    <path
       id="rect4574"
       d="m 423.5625,227.53125 0,93.0625 16.875,0 0,-38.09375 57.125,0 0,38.09375 16.875,0 0,-93.0625 -16.875,0 0,38.09375 -57.125,0 0,-38.09375 -16.875,0 z"
       style="fill:#202f66;fill-opacity:1;stroke:none"
       inkscape:connector-curvature="0" />
    <path
       inkscape:connector-curvature="0"
       id="rect4581"
       d="m 555.5625,227.53125 0,16.90625 38,0 0,76.15625 16.875,0 0,-76.15625 38.1875,0 0,-16.90625 -38.1875,0 -16.875,0 -38,0 z"
       style="fill:#202f66;fill-opacity:1;stroke:none" />
  </g>
  <path
     inkscape:connector-curvature="0"
     style="opacity:0.4;fill:#ffffff;fill-opacity:1;stroke:none"
     d="m 21.823852,9.9988 c -5.494318,0 -15.4065512,7.21308 -16.7925809,18.96592 -2.587e-4,0.005 2.556e-4,0.0105 0,0.0156 -0.021234,0.42673 -0.031271,0.86562 -0.031271,1.29778 l 0,127.58609 c 0,4.5681 1.1953126,8.84987 3.2991012,12.53971 C 8.1046579,169.24526 8.0237268,168.01911 8.0802034,166.72955 8.4094876,159.21084 14.012672,155.18536 33.291667,145.94792 60.392889,132.9625 140.33332,119.86866 164.02617,115.29755 315.77771,86.019845 320.86619,84.696859 473.49404,68.92251 583.04635,57.600092 600.33305,58.21566 706.92332,58.42505 c 96.27081,0.18912 109.71198,1.9315 268.71928,22.16098 55.2453,7.8472 82.411,16.86836 105.4616,31.62869 17.4156,11.15201 16.8437,36.90834 17.7381,50.37141 0.1353,2.0371 0.01,4.08761 -0.2658,6.09786 1.5474,-3.2764 2.4235,-6.94332 2.4235,-10.8198 l 0,-127.58609 c 0,-0.28633 -0.01,-0.57598 -0.015,-0.85995 -1.9772,-6.42547 -8.4217,-18.13724 -19.7008,-18.13724 -13.7625,0 -7.9113,4.73757 -112.7167,4.73757 l -837.85718,0 C 40.208121,15.98281 37.406515,9.9988 21.823852,9.9988 z"
     id="rect3007"
     sodipodi:nodetypes="sccsscssssscsccsscsscs" />
  <path
     style="fill:#333333;stroke:none"
     d="M 30.28125,0 C 13.501842,0 0,13.53309 0,30.3125 L 0,157.84375 C 0,174.62316 13.501842,188.125 30.28125,188.125 l 1045.43755,0 c 16.7794,0 30.2812,-13.50184 30.2812,-30.28125 L 1106,30.3125 C 1106,13.53309 1092.4982,0 1075.7188,0 z m 0.09375,5.3597074 1045.25,0 c 13.9936,0 25.0152,11.0042726 25.0152,24.9840426 0,42.489583 0,84.97917 0,127.46875 0,13.97975 -11.0216,24.95279 -25.0152,24.95279 l -1045.25,0 c -13.993582,0 -25.0152926,-10.97304 -25.0152926,-24.95279 0,-42.48958 0,-84.979167 0,-127.46875 0,-13.97977 11.0217106,-24.9840426 25.0152926,-24.9840426 z"
     id="rect4116"
     inkscape:connector-curvature="0"
     sodipodi:nodetypes="ssssssssssssssssss" />
 </svg>
--- a/logos-orig/sat.1
+++ b/logos-orig/sat.1
--- a/logos-orig/sat.1
+++ b/logos-orig/sat.1
--- a/logos-orig/schlagerparadies.png
+++ b/logos-orig/schlagerparadies.png
--- a/logos-orig/schlagerparadies.svg
+++ b/logos-orig/schlagerparadies.svg
@ -0,0 +1,588 @@
 <?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="61.736111mm"
   height="61.736111mm"
   viewBox="0 0 218.75 218.75"
   id="svg3347"
   version="1.1"
   inkscape:version="0.91 r13725"
   sodipodi:docname="schlagerparadies.svg">
  <defs
     id="defs3349" />
  <sodipodi:namedview
     id="base"
     pagecolor="#ffffff"
     bordercolor="#666666"
     borderopacity="1.0"
     inkscape:pageopacity="0.0"
     inkscape:pageshadow="2"
     inkscape:zoom="0.35"
     inkscape:cx="150.08928"
     inkscape:cy="17.94642"
     inkscape:document-units="px"
     inkscape:current-layer="layer1"
     showgrid="false"
     fit-margin-top="0"
     fit-margin-left="0"
     fit-margin-right="0"
     fit-margin-bottom="0"
     inkscape:window-width="1920"
     inkscape:window-height="1017"
     inkscape:window-x="-8"
     inkscape:window-y="-8"
     inkscape:window-maximized="1" />
  <metadata
     id="metadata3352">
    <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="Ebene 1"
     inkscape:groupmode="layer"
     id="layer1"
     transform="translate(-224.91072,-331.55862)">
    <image
       y="331.55862"
       x="224.91072"
       id="image3363"
       xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAK8AAACvCAYAAACLko51AAAABGdBTUEAALGPC/xhBQAAAAFzUkdC
 AK7OHOkAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgAABdwnLpRPAAAAAZiS0dE
 AAAAAAAA+UO7fwAAAAlwSFlzAAAASAAAAEgARslrPgAAcdRJREFUeNrtnXecHVX5/99nZm7f3rJJ
 Nr1XCAkltNClgwoogqIgfsWK/mxfe2/4VewNQRGQIkV6CRAIgRSSkN6z2d7b7XfKOb8/Zu7de7Mb
 CBCI6H5er0127505M+ec55zz9EcopRQHCSklqVSSaDRKNDqAlPJgbx3BCIaFEILS0jJKSkoIhcJo
 mnbw9x4M8VqWRXd3F/39fQBUVFQSiRTh9/vRdQ0Qh3sMRvAOhOM4mKZJIhGnt7cHgLKycqqqqvH5
 fK95/6sSr5SSrq5Oent7KC0tpbKymkAgcLj7PIL/UGQyGbq7u4hGB6ioqKS6uuZVd+IDEm86naK+
 fi/BYJCxY8fh9/sPd99G8F8C0zRpaWkmnU4xadIUgsHgsNcNS7zxeIympkZGjRpNRUXF4e7LCP5L
 0dvbQ0dHO3V14ykuLh7y/RDijcViNDc3Mm7cBIqKig73+4/gvxzxeJympgbGjRtPUVEhARcwFOl0
 eoRwR/BvhaKiIsaNm0BTUyPpdKrguxzxSimpr9/DqFG1I4Q7gn8rFBUVMWrUaOrr9xaoZ3PE29XV
 STAYoqKi8nC/6whGMAQVFRUEg0G6ujpzn2ng6nF7e3sYO7bucL/jCEZwQIwdO47e3h4sywI84u3u
 7qKkpHREHTaCf2v4/X5KS0vp7u4CQJNS0t/fR1VV9eF+txGM4DVRWVlNf38fUkq0VCoJMGI5G8E7
 Alk6TaWSaNFodERIG8E7ChUVlUSjUbSBgX4ikRHV2AjeOYhEiohGB9CUUiOC2gjeUfD7/S7PC6Dr
 +uF+nxGM4KDhuuGCcbhf5L8V3Q1trH9sObrfl/OGVgqUlEgpMQyD0poqaqfWUVE3imBx+HC/8r8R
 3BEbId7DhPZdTWx46kXq5k1F2g4IEAiklDiOgzRtrHVbycSTaLrB6CnjmHXiUUw/4Qg0Y+SkhBHi
 PWzQDJ1IRQkllWVIRyI0AUIgvB80gXApGjOdYaCjl6U338uKux5n8aVnMfvURYe7C4cdI8R7mCAA
 O2ORTqZQUiEEHtFqaFniFQIhNDRNo7JuFNUTxxDr7uOpm+5h+wvrOff6K/6r2YmDj3YbwaGFAMe2
 sdIZrLSJlTYx0yZ22sTMmFgpEyuVwcxksNIZzFSaTCxBMBJm6uJ59HR0cvuXb2Sgvcdr8KDjaP9j
 MEK8hwkCkLaDnTGxMhmsjOn9ZLDT3v8ZCyftfm6mM5gZk0wqRSaeYtTUOrSA4N7v/IFkf4z/xiDY
 EeI9XBACx3aw0iZ2xsQ2TWzTcnfhLCGbgzuvnc6416Xcv1PROCU1ldjC4ZFf3IZ0/vvSEIzwvIcR
 0rGxMxYKhRCax/OCEO6eommuwIbQcNlgzeOF3c+cjE3pqAradjew/qHlLLx4yeHu0tuKEeI9jLBt
 N28BUiE0Dek4oBSaz0DXdTRdczUQnubBER5h57QSYFuC0tpy1jz8LDNOPJKiqtLD3a23DSPEe5gg
 hIZyFHbGQghBMjqAofkJl0RID6Sw0xkkyiVcAf5wgGBRGE03XO5WaAhNoYRA13UsK8P6x17gpA+e
 d7i79rZhhHgPGwSOY2ObJkIIMvE0F3/zaiYvmoNj2dimRTqWoLuxnbadDbTvbaZ1Vz2OYxMsDuEP
 ubkMNCGQwiYQDrJz5QaOfvepBIv+O9RnI8R7uCAUypFYHvGCxB8O4gv58YVcR6miqlKqJo1h5pKj
 AIh29LL9hVfY/MxKelrbCZSE0XTd0xFrpDMp9q3dnrv+Px0j2obDCOlIbNPCNi2ko1CvoTAoGVXB
 Me89jatu/DJnXH0phjDIxJNYpqtacxybhs27Dne33jaMEO9hQ5ZtsLBNGykdV7twENB9OgsuOInL
 f/BZ6qZNxU65C0Ahadu1j0w8dVDtvNMxQryHCQJQjsTJuASspEK9TitZ+dhq3vONa5l57EKUozBT
 GRIDMfpzVrf/bIwQ7+GC8NgGy915lSPfkI3MF/Tzrk+9j8lHzEFJRTqeoH1n4+Hu3duCEeI9jJCO
 g2VZ2KbpZoJ5HYmV8+EL+Tn92vcyatw4zHSaWP/A4e7a24IR4j1MEEKgpMLOYxveDEprKzjmwtMI
 FReT6B140+29EzBCvIcLQiClwjEtHMtGSumafd8EZpx0JBPmziA1kMBKZw53D99yjBDvYUJOYLNs
 HNMGqXiznmG+UIDpx8xH03SsjHm4u/iWY4R4DxcESEdhmzaWaSMP0TE/7oipmKkMr6NOzjsWI8R7
 mCCEAAmO6carIaVnaXtzKK4sJRAJkRpIHO4uvuUYId7DBoGUDjJjY2fs17SuHXSrmkYwHCLW2Xe4
 O/iWY8S34XBBgMoonLiDEqBs14PsUKBu9iR033/+1P7n9/DfFAIQUqCyERDOoWt7zJzJpKL/+WzD
 CPEeLgiB0L3wdtQh4XezCJdGXrep+Z2IEZ73MCJLsArcYnmHiIB1n0GwKHS4u/eWY4R4DxM0XSvY
 bYWmHbLdV9M1fIH//OSJI2zDm4SZcqN6HdvB3UPFMLYGkftPAL6A30vjpJH1JXOJ9xC9lBDo/wUp
 oUaI9w3ASmd48a4n2PHcetp2NpLoi+LYzmBsmRc0iVAItNyuKoRLvb6gH38kiFJufjLFodM05HAI
 eeh/V4wQ7+tEKprgT9d+lzX3PItSEh3DE7ogt/PmQaGGMfoKhAaapqMbBsq2vALR//kEdygxQryv
 Ey/d+QSr734GA18uT+yBaU65u+twu+B+5ltN0xAjEsjrwgjxvg4oKdm27GUcLHR0bEfmVF1ZCs79
 m0+vIv+jbCIRgVKuikyh8tRmIzhY/NcSr5LKi2JwfywvuV066eZMyMRTrtOMlzdszunHEIyE6evo
 oXbKeHTNcEUtLyG0kqCUGxEsHYmyHRxbIh3H/cyWXuJowFEoJckmx5M4CA6dquy/Bf+RxGumM2SS
 aRK9Ufrbu+hr62Kgo5dEf5REf4xYTz+xrn4SPVES0ThWKo1j2p57ooO0HBxLeoRoAxo/2HAbY6ZN
 RPgE1bNGo+sGCOGmI/Wy12T3VpfPFaAUSimkVEjLQdoSaTnYGRvHtLAzlrtgEkkCJaH/xkSPbwrv
 WOJ1LJtULEF/excde5vpbmqjv6OX7qZ2uhvbiHf3k0mlMFNuClEnYw0moxPCVXB7qZM0JZBKgQSk
 66oopRuKLtHQhYFu+BAa2BmTeNcAmqEjEIOaBEDoLiEjXNWXBuCpwISmo2kaWlAjEA4gtKC30wqk
 ZVM2uhKEwDYt/nzt9wlEQlRNrKVqwmhqp42ncmwN4bIifCP18nJ4RxCvmUox0NlH6459dOxzCbV9
 VyO9rR1kEinS8SRW2sKTjlzhB+FyokLgDwYgEHCPdSVRDl76fIm0wVYSlIauCwyfht+vEwoYBAM6
 QZ9GpCRAOGygEFgZm3j3AJrPB7l0THlZzSFHsEAuz5irChtMkucStHuPY9tESkvRdQ0lFWsfWEFn
 tAU/AQIBP6GSEKHiMOVjqhkzYyI1k+qomVRH3ZzJVI0fTbik2M1r9l+GfzvidWybeO8ArTsbaN21
 j849TbTsrCfeM0AqlsTKpJHKTXMkNAEKjKAfw+8HpZDSJU6kRCqFlF7EgiOxve90AT6/QVnIoLQ4
 QGnEoCTipzisEwkKgj4dv6HQBQjpoPsMikKG217GJtWRQPO8tnLp+DVyetysQJYlULxsj/m6XvJ+
 dywLa3wGEOiGxnEnTaBlr5+4qUgkTdKmzUBvnL6uAfZs2ImO2+dwSZhwaTG1U8YxbvYURk0bz/h5
 06mZOJZwyX9+bb3DTryObTPQ1Uvz5t207WmkZdteuhpbycSTZJIZQCIMA5TAF/Bh+HX3SHe8wiOO
 REhwpAQpcUwby5aeJkogUQR0jZJyPxVlQapKA1SU+CkpMoj4BYYAHem16banpI20JY7jRvhqpshp
 tpQEmVFolnRdGT3eNgvlZilFCU8LkSVmhUvE7lWDafuBjGXiJGz31NAFi2YWM7cijTR8pBxImJL+
 hE1v1KY3ajIQdwk6k3EwuwYY6O5j+0uvYPgMgsURiipKqJs1hXGzpzJ+7lTGzZ5KcVUZ4g1GJ/+7
 4rAQb6I/RuuOvbRsr6dp6x56Wtrdo9800TTXrKn7fARL9NyuKW0HR7oCj2Vabnojy0FoAsPnwxcI
 YAQClFRXUlRWhBPrR0/2U10eoLo8QHHYwK+DppSrCfAI1bYUNq5GQDmeXlaCwkDzafhLbIIlAs2v
 cFSWDlWekEaBlkDk/a8UHv16n3ost9rvX+U4COnWo0AoQmNSKGEjLR++jEZxUGdMmQ9tnIajaSRt
 RX/CoXvApLvfpDdqkkrb2Aosy2Ggu4+BZavZvGwVgUiISEkRo6dPZMK8mUyYP53xc6YSKS85HFN/
 SPG2EK90HPrbu2ncsouWbXtp291IMhrHSmVyvKAv4Ef3+5CWJ/U7DmY6kwsk1H0+DJ+PQFkJ5bVV
 VNbVUlJdQdnoGqrGjaa4rAjDSZNqrsdsbybd2oRMhRBS4VgOtveDdBeCsm2kZaIsB3QNPRBBDwUB
 E58/ja8oiRFKoIk+EBZCxRFaLbrPh7afbnd/ZPW3wtPl7n/ZcPpcI+B3eXNpYYgthMsHEIEyEMU4
 ZgQrFcJO+iCtEdYExeV+JowKIjWNjKXoizt09Jm096Toi5lYlkLTNTRdw0xmqF+/ld1rthIMB4iU
 F1E3ZxoT589k8sLZ1EwYi+H3vX1Ud4jwlhGvtB16Wjpo2rqHlq176W5pI5NMoRx3Yg2fH03Tcuk8
 zXQay7TRDR1D14mUFlM5bjQVY2soHVVJzcSxVI4dRbislGAkmHuO09tB/85tDKxcTqqjDTuRdHWq
 Hr8qLYkyLRwzg3Ikmt+PHgwSKCsjNKaO4Kg6/GUlGEFJqvklUo0vocxulEyjLBvpOMhMgkxPI6GK
 6VSMrWbfmm3oHNjxpcBbLO/3LFEPwtUTa2iESiOESiMoK4UWrkZkMsjkAEp1oQeC+MuLEDVFSFmC
 mQ5hx4KYSYEyXbaortpg/JgwNuXEkpLO3gxtXSl6+jIkTYXQDYIhP7oG6USKHS++wo6XXiFUFKZq
 3BgmLZjF5AWzqJs9hUD4neFOeUiJVylFf3s3zdv20Lyjnr62TqykK4homoY/6EdaknQyhZU2EZr7
 edmoSqonjqWstprqCaMZNamOSHkpgXBw2Oeku9qJ7tpBdM920l2dOOm0e3QrhRI6UtpI00TTNXR/
 AP/oMYTH1BGsGUV47DiCo8bgL3GPzUzbeqLbnmBg6wqsaBfCcZC2jWOlEEqhh0rx10wFI4gmYNLR
 s1j7wHNIqdD012dUGM5MbDs2vmCAunlTMHw6wlfChKvvwEn0kO7Yidm1i3TnLszOnch0FIgRKgoh
 KopRMoKVCJGOBrBTApmWaD6NkiIflRVhZk2vIJ5y6OxJ09KeoLMvQ9pS6LqGPxREGK6w2d3URse+
 JtY99hxlNVVMOGIGU46aw/h50/6tCVls3bpZTZ8+803VH07FErTu3Efrjn30tHZgpjPuwSgllmmT
 TiSRliuQ+AJ+KutqqRhdRdWEsdRMGkukrOQ1/U+dZIJo/S5iu7aT7GjFTidddZgCxzRRmTRCaOiB
 IMFRYwiPHkt47DgiY8dhFBUj8vunLOI7n2Vg08OkWregrBRIgWMm3TaKKolMWEh4wtGEJizCVzoW
 4fHirTsa+PX7vkLTht1o6HkuOSJnotgf+VENKsfrShTgDwSYd9ZxXPyNjzL56FkH7L/MRMl07iLV
 tolM6xYyvfvASaEZAYS/GMcKkhnwkY4a2KYP3TDQDA3dr2MEfCgliCct2jtTNLfG6RnIYCEwfAY+
 vw9NE27NC+HqnfWAn9KaCiYfOZPJC+cwdubkfxvWwnEcdu7c/saJVzoOPU0dtO5uoLuh1S2GpxRS
 KTLxBI5po5QiEApSOa6W8toqRk0eR1lt1etazemOdqJ7dxBvrMeK97s8pFQ46TTKcdB0g0BlNZEx
 4wnXjSc8pg4jcgA1kWMR372MgU0PkenaBY6Dsk2kY6GHyolMWER4ykmEJyxCDx24tkP92m08/us7
 2bt6K5loCiuTQdquNJbT+WrCO1lcohCaQGmayxYF/YSKI5TWlDNu/lSOuuBkph439+AHXymsWDvp
 lldINW8k070L5WTQ/QGUiGDGDFJ9AmmGQOhIaaH5fRihAIbPj1SK/r40zS0xmtrjJDKgGzo+v4Gm
 aS4teM7y0rLxB/xUjB3FpKNmMXnRXKrqat86yjwIvGHiNVNpOvY20763mUTfAFIpVz2VzuA4Drqh
 Uz66mtKaSmon11FcVf66vfqVlCRbmojt3U6ysw1pZlAKZMatFqn7A4RHeTvruEn4S0t5LZesVNM6
 BjY+QKZjO0paSDMDQhConkbRtFOJTDkBo6jqdbwk9LZ00lXfQqynHzPlpVfKM0pkrW+uTtrd1XRd
 wxcMEi6JUD6uhuKKEvQ3uaPZsQ6SLa+Qan4FJ9oCukDoQVAlaOHJ2GaIRFs75kAXSkqMcAh/MIhm
 6KRSFm2tURqbovQMWChNx+/3ofk0z2VTR9N1QOFIh2A4TO3k8Uw5ei4T58/AH3r7LX6vm3iT/TE6
 6pvobet2Ta6m5QozlkOkvIiSqnKqJ4ylpLrclZrfAJTjkGhpJFa/C3OgB+XYOFYGbIXuCxCsHUtk
 zDjCY8ehBw+8e+frAeyBVga2PESqcS2OlUKZaTRfgGDdkZTMOIPgmCP+cxxilCTTU0+qeZ27SJ0U
 erAIf+VkfJWzccwgiaYm4g27sBIxl40Lh/EF/EhH0tUZZ199L+3daWyhEwj60b3TQvNpCE1HNzRX
 ty4ExVUVTDpyJpOPmkPZqMq3rZsHTbyxnn66G12/Adu0kEg0BJGyEkprKqgcU+PWv30TBKCkJNna
 TLxxN2Z8AGnbCMdCCB+ByhrCY8YRHj0Wzf86FoVSJPYuJ7ZjKU6iG2mnEUaI8PhFFE0/HX/5+Ldt
 sA8HnHSUdMsGUm2bkMluhC9EoHoK4bqFaOHRJNtaie/dTqK1CcdMowf8+MJhENDfFWPvzi6a2xLg
 CyCEwh90VZm6oaMZOrpuuGyFdPCHwoyeNo6pC+dSO2X8W+5T/5rEG+8doKO+hXhvFKUkgaBbSqls
 dBVFFaWHJsBPKVIdbSRaGjDj/WBbKCXwRUoI1Y4hPHocejD4upu1E93Etj1BunMrykwjNJ3Q2CMp
 mnYaRsnh5dfebijHItOxnXTrBuxkN8LwEyifRGjCIvRwNU46Q7xhN/GGPWR6u1CaIFAcQRcafZ0D
 RDM+Yo6fjqYOkn1RhCYIREIYPo+QfTq6puM4DpquU1U3milHzWbMzIkeu3HocUDijfX007mnhcRA
 jFBJhEhpMSWjKggVhQ9pFpZMXy+p1kYy0V6QDsLwEyyvIlRbh6/kjRfCy3TuILb7Gex4FziOy9NO
 PQVfWd1bMpDvGChJpmsX6fYtOMkeNF8Yf9UUgmPmo/nc0leZ7i5iDbtJtTUhHQtfJILu96MHQoji
 GvqiDs27G2ndsQcrmUbzGy4hGz5XLekzPIEaSqormXzUTOpmTT7kRFxIvNNmkI4ladq0B8s0XQvW
 hNEEwoFD/+B0mmRrI+m+bpASX7iIQEUNweoa14fhTUxOsmE1qZa1SDOJHq6maNIJ+GumHdL3//fH
 cHF0eZ94RGx27URm4mjBEgI1s/BXTc5d72TSJJv3EW/ah51KoPkNNJ+fYEk5kbpJOP4imrbvpWnT
 Lrqb25HSJhAM4gsFc2yFhsCRDkXlZUw8YgZjZ0w6ZJ5vBcQ7dco0uva2EC4tpnRU5aGPZPWQ6mgn
 1dECSuIrLSdYUYOv5M3b2JWdIVn/IpnuXaDpBGvnERq/ECGGX3gyk2Bg00PZXDWD/gqAZvjxV00m
 OHoOQh+qBYhtfQKrvxmh+5FWisjUkwnWzixse+NDBWE/Sik0fxB/+Xj8NdPQg8W565NN60i3bEYz
 gkg7TajuCEJ1R+S+t3rqidevxEkNIJRE6AH8o2YQmbw4p3t+Q2PmWJhduzB761HKwSgeTXDUTLTA
 4LspKUm3tRJv2YeZGEAYGrpm4C+ppGzqdESoiGh3P40bd9CyYx+J/gE0n0EgHMLw+9B8Rq66fVF5
 KRPnT6d26puXNd60nvf1wIpFSTbtQ0pJsKqGQHkl2iFyqpZmgmT9i9ixDvSiGsLjFqJHXl3ytfpb
 aHv46/jKx+L6T4JSAiGU61aZSSF8YSoXX00gb+e2Yx20P/JtjKJylBA4qSj+kjpqzvxybmuz+lto
 e/Rb+EpHIZS3JBSgJNJOo5SkaPLJlB35HhAaPSv+TLJ5Lb7iauxYJ+EJx1Nx3FUgJX1rbiNe/wJa
 oAg9EAaho6w0TjqKEaqk4viP4q+c+ObGLxPD7NqFHe9E+ML4q6fhKxk95LpMTxeJlgas+ICrv9Z9
 BMqrKZ40FXQDaTt01jfTuG0v3Y1tKCnxR4L4g8FcDgnHciitKmf8vGlUjK15w++cJV79k5/8xLcr
 K6u80OtDBfegUrZNoqGedHsrwepRFE2YjK+k9M2xB/sNfHLfiygrTWjMfMITjkXzv3bpUmWliO1Y
 6hKuk0aaaWQmjrKSKMdEaBpOopvkvtUUTVuCZrgLLbb9SVJNL7t9MxOgHKyBFsITj0EPlnhtp4nv
 WArSRtoZlJVCWQmknXEVMtIiUf8idrSTyKTjMNu3kenYmutPYPQcQqPn0rPiT0Q3PYAeLEI5Jk6i
 DzvZ52pNhIYVbSdZ/xKRSYvRApE3PIbCCGCUjEYLFKMyMexYOzg2eriiQINkhCOERo3BX1yBNC0c
 08TOpMj0dYPQ8BeXUFRZxtgZk6ibORlfIEAqliQTTyGEwBcM4A8HsUyLroY2Ev0xImXFb0jwV0rR
 09P9FjrmmCap5ka0QICyeQsOuS+pzMRJNaxC+IKExh2DHi47+AnTdOx4D7J7HwgNzRdAL6lBSAc7
 3o20TBAaykqRbFhD8YzTUcohuvVJzN5mRLQLodwFKs0ksR3PUHHsh3JtW7EunHQM4bUt/EGkmUKl
 kwjDhwL6191D0YzTEP4AmY49aP4I0kpQekQQs3sPfatvRwmBlYqClPjLxyJ8IczuBpRtgW6gUlF6
 V97i7vxvEkbxKIxIFWZfI9ZAM46ZIlg7awjr5C8rw19WhtnfT6q9GTuTINXeiB2LEh4zDj0UIlQS
 Ydqx85i8cDZd+1po27mPgZ5+dJ+PUFEIPRIi0R9l63NrqZ1Sx5iZE98QfbxFxCsQhkF44uS3xAFa
 pmMkG1ZhlI4mMGoW4vUmPNB0ZCaJ1d8OKELj5jP+8j8hdD9dz/6S7md/gzACKCeDk+wFINOykeS+
 NUgrhdB8Lo/q7dSxLY9Rvuj9CN3v+gZkEtgDHaAkofHzqbvsN9jRDrqe/y2xHc+haT6kmSCxezm+
 klFYsS40I450MghNI77jGcy+VoQ/BI5F2YKLqTnji2iBCNFtT9D+yHeRZhqkQ2z7M1Se+PFXNWe/
 nnHxV05CD1dide8m3bye4Jj5CN9QdWU+EWe627GTMWL7dhEaNZZAhcu26YZO7dTx1E4dT7S7j7ad
 DfS1dmJZNuHiIvx+P13N7fR39jJ25iTKal+foeMtc60XmvaWEK6T6ifRsJrAqJkEa+e8fsLF9T/Q
 dAOE5y2uFOnWjST3rcTs3guaDkjwBfCVjQVgYOsTrtCEQA+XEhrn+SJoBqm2rSQbX/b+1r37FSDR
 fBGMohqCY+ZRc/rnMcKlKGmD0LH6W0BaruAlFJqmo6RDpnuva+6WNnpRJZUnXYceqUQYQUrnXURk
 ygkoxwJNQ6YGsKPth3SM9VAJwXFHoUcqSexbiczED3itv6yM4qkziYydiObzk2hpINHUgHIKEw6X
 VJUz4/gjWXDOSYyZOgE7Y5KIxQkUhTFCAZo276Jxw04cyz7o93xHxYXITJx022ZCdQvelN5WCR10
 w41y0P1kOvfQeNv/0HjHJ4htW4ow/EgrQ/HU4wmPX4iT6ie+cxlCM1COTWTKYmrO/CJ6pNwT8BLE
 tj4OuNXXNd3nhlEoUXDs6sEyNF8QT4JzF57ud1kUlBu4qXv5IITn6+sLoPsLTeF6uCwnaGajld8K
 +KumEBw1i1TLemTm1ZNV+ysqKZ48ncjocdiJGNFd27FTySHXBSIhJsybxpFnHc+YaROw0yaZeJJw
 eQnpTIbda7YQ7ew9qPd7RxEvShIefzRGpOJNNSOEcInXC+eRjoWTiqHsjBt7JgTlCy+h9tzvIPQA
 8V3LsHobEbruHqGORXz3cvRQmZdUz0d8zwrsWAfCCLhErtz8j8LwBBJpMbDpAexYt7vTKom/ejJa
 oGgwxg2B7g8TqJzkBsvpOk60m+iOp3Lvbg00kmpYi9D9KOmgRyrfUquhUTKK0Lij4TWTSiiEphGo
 qqZk6kx8RSVEd+4g3dU57NW6z2DM9AnMWbKQMVPGYSXTOKZDoDhMR30rbTsaXrMQ4mEPwHw90IKH
 KO5K6AjN3RGVYxGeeDTB2un0r74LiUTZJkZJDUbJaFCK+NYnUY6N8AWR0qZ/w8Ootfej+V1CFYaB
 1dtCfPfzlC24NOc7LDQfVl8T7Y9+G7OngVTzBtdhXtoYRVVEpp6E2dtAfrISdB/F05bQ88JNOJk4
 SkDXs7/F6m3CKK5xhcaufQhNR1kmxTNPRw8eAn731cbddzAm+rzoEcMgXDcOf3k58b17sKIDFE2a
 Miwbqek6VRPHUDm+lt6WLgbauzEMnXQyReOmXdROqSNQNLwG6R1FvIcKQrgeUkq6WUZ8xTXUnPEl
 7IF2BjY/gdANelfeQXjS8RhFFSQa16E0HSEVRqTSU505gKvrVVYKJR2iW5+gZO45CN2HQCF0nXTH
 blItripM6AY4NsIXoGrJ/xComorZVZ8zkrglXW38o2ZSsfiDdD7zW5SQqGQ/3S/8xXt33dX3mkmK
 ph5P+bFXHu7hPCCMSBFl844g2dRIqqWZ0Ni6A8pBQtOoHDeKiroa+lu7iHb14TgOLTsaqJ4wmuKq
 sqHtH+4OHhYIXAOCnXblNcdE6H6qT/ssqZYtmD37sDNJup/9FYFRU7GiHa6PbjjE2Au/Q6B2tsdz
 Crpf+CM9L9wCukFq3xqS9S+B0JBWepAnE8Llhf1hgrUzKD/mCkrmnOd+pYGyLZRyQPeR5eQqT/w4
 wgjQu+rvWP0dZAVLJSR6IEDx3IuoOePzGJHqwz2ar4nwuPEo2z6ozO9CCMrH1lA2upqBjh6inX20
 bK2noq6GmsljC699Oyxs/3aQFrGtj2Mn+0CBr2w0RTPOBCBZv4JM527QdIRmoPkCOGlX2taDRZTM
 PR+0QSHM7N5DYs8LroZBKfzlY7AzCWRywA1l9xwL9EAxvvI6AqNm5hxhBu9f4V2riEw9EX/FpNz3
 me5dJPesINO1F+VY+EpGEZ54DKEJxyC0//y9RzqSWFcvLdsb8AX8TF40CzTx9pmHRzCCNwslJa3b
 9pEYSDBhwXT27tv9X8o2jOAdB6FpjJ0zGdu0crLhO0tVNoL/ehh+X07oO6id10qb2BkLAN2n4w+/
 /uiG4aCUIjUQxzZtNF0jEAnhC/7nl2B6u2ClTTLJNNJ2crXZ/pPKuh6wJw2v7GT78vXEewaQXuYY
 hRvKrft96D6DirHVTDl2LmNmTDhoU7BtWux6cSO7V28mHU1gmzbScVOFaoaGPxSgdmod8848juLq
 8iH3N27YxZan12AEfJCXNQHAsR0WnHcSo6bmS6WuxLT+kRdo39k0JPeAkhJfMMCSj5yPmUqz/O+P
 erYLNw1VtiCKmcowadEsZi056k0PumPaPPqLO9wkfpqWU/8LXLfBSFUpZ1733jfUdm9zB5ufWUNX
 fStm2kRajpf6VcPn0zFCfkZNqWPWkoVU1A11S4x19fHSXU/hpmN9g6Y7AVYqw5SjZzPj5AWsuO0x
 4j1uTuN8x/js7/n9V1JhBHyU1VYxaspYqiaOIZDLkFToaJ9HvO4XTZt38/Sf/omZsRg/bxqTjplN
 cVUZRsB1LLZth3QsSbSjj56mNh698XZ0Q2feWcex6MJTXrXD6x5Zzpr7n8YfCVI3Zyrjj5xOpKwI
 3edDSkkmkaSvpZumbXtZ++hyph03nzOufQ9GwJ97v23L19Ld0s60xUdgm2bu1X0hP1uWrqZsdOV+
 xOu+z/pHljNm1iQilcVIOVhiXdN1Vv9zKUe/ZwnxnihbnlvD0e8+HTtjevUiXAeTvs4uXnlixSEh
 3k1Pr6J5Zz1HX7Qkl4stC93nY+XdTzJt8VwmHjnjoNvsbmjjmb/cT/PW3VSOH82oqeMZO7qKQCSI
 pms4tkMmnqK/rZtdazez6v6ljJkxiVM+chG1U8fl2mnf08Sel7ey8KIlWGnzoJ+fT0e6btDR0MLm
 Z9cw5bi5rH3keRZddAo+n5smdv+5yc6t8KIvrFSajn1NbH1+DZlkirGzJnPC+88espkZ+Q1tfOpF
 HvnFbUw+Zi5TZ01CKYj29NLf2U0uXafysn7rGuXjaigbV01vcycr7nyE9Y88z9mfvoLxc6cW2Nsz
 iRT//N4fad62hynHzaW8thrHcmjZVY9S0vWPEe7ra4ZB5cRRRGpK2f7iOnat2sjlP/gMVeNdE6gv
 GEAKScZM4pg22QyjjmajDIUvOHwOBF/YR8bJkDFTBWZHoQn0kAGahmbooEO0rxdp265qVbgEnkwm
 iBQXcyiw7tHn0AOC+k3bUY4smELd0BF+wdqHlh008a554Bke/vmtBEuLGDNjPLrfoKO+kbbd9e6m
 m92whEDTdYygQeWkWhq2bOe3H1nNGR+9hJOuPN+NQzMM9KCGJTPYys57M3GA3/eHQCqJEg5GyM3E
 EywNY4T9brCmKtxx98vchi4MAiVBSmrLGT1jPLG+KHvXbOHP132fc6+/kpknLhhKvE2bd3PfD/7M
 +PnTsMwMe1ZvOujiy5quUzttPHvXbuXBn97MJ//6fYQXr5SOJbn5Mz+ms7GJsbMn09PYRufe5sGF
 ULBRC6+wnstGFFWX0l3fwk2f/B4f/9N3KBtdhdAF9eu3EO3p8SqmC+8dNHoa2zjq7JOGfUcrY7J9
 2RpCpcWu34D3YCkl8a4BdL+B7jPoamghncxzQvFykvV39rHgrOHbfj3o2NPM9pUbKKoopn134xA6
 UMLNX9G9r5WzP305kbJXN4k/e/P9/PMHf6RibDW2laZ+3da8WcsGOmX/FF4hFzc9q2YYCJ/GrV/6
 GdJxOPXqd2P4DDr2NiGfdDwLZGFbQ3/fH27ClYHOHqYfc4Sb2CQWZ9vyNe4Jmg0tyeYvVkPvz/9Q
 0wSRiiIcVc0dX72RK3/6eaYc7Xr0GQBKSR79ze0oTdHX0YXTYrvVaXLFRbONUlilSWU5QoVjOySj
 CS7/wfU5wgW469u/Zfe6jVSOG0Xbzoa8mRIFr1r4yoPf6z6d/rYebvvKL/jU336A7jPoa+3EzGTc
 mc67JzUQPyDv7dgO7XubCBVHCpa7YzsYhg9d09B0QXIgRqI/5taXyOt6oi/2Rmh1CFY98DQ9TW2k
 Y/G8DL2FzwJIDcR55fEVnPD+cw7Y1tqHlnH7135BIBJmoKMXqWReXF7WX0IilMhLep03xEAmmWb8
 3GnMO/1Y9/G6Rry3H9sy3UybwxLV8LOW34FYXz/TF80HBGYmQ9vuBjd7fcH8Kvfdsn8VPCL7vUuB
 us8gWBLivh/+mc/e/hPAI96exg52r96EP+ynt7XDdeXLtiPcDjqWBUogHQdfwIcvGHC9rHBJPNbd
 z6Vf/wSTjhwMRlz70LO8dO+TFFeU0NfSVUi0HuFLKd3Un7g7+BD3Po9HevmhZ1j9wNOEIiESfXFs
 0zXP5qZIKaRtHzCcSSpFtKMPK5HJ1UADL66qpsLLL6ZhpSzSA0k0QysY52Q0fpDn0IFhptKsuudJ
 7JhF0oztT6+5yRMIMqkUK+58nOMvO3vYgNi+ti5u/99fYsZMMIVXVkt4PILbqnIcpO0gpfTypnmp
 m9wc1lgZi7LxVVzz669SNWGMR7yCVDxFKpZwXTT3e65j778jD49Ef8zNVo9b/KavrdOTXfajfwVS
 Fvr+unQgBmMAc59rRDv62PTMSoqn17rE27xtD4m+KGYqkEf17sxZGZP5py9m0flLMFMZels7aNiw
 k73rtxHvjeIL+jGTaRZfciYnX3l+7kF2xuTRX9+BlTZJ9sVzxJJPk1Y6TSASIlAUxs6YpAbcUBFN
 173JUNhpEwyNRRecytiZk2ncvBMznkamHTeLunBVbtKRCJ+G5hveUigEpPuTYBV+bps2RRWlXnET
 UBmF1WeiG57LpPeutmW/6QqVG59+icb1u9FtA8eUhTuv91d259Rsgx3L1rN3/TamLJw9pK2n/nQP
 bVv2EdDD2Bl7sIZxdmwdC3/YoGZqHeWjq0gMxOje106svQ8NVy7wlwf46G++St3sKXnjpGFnLMx4
 2l3AWXYGt0pncVUpvnAQN817tqRBnlec1xVfwE+41E14qGxJrDtaEK82yIYLV32neYRsO6QTKYyA
 3y0Tth+S0Th7123liCzxxnv7SUUTbpr8/GTIKOyMhWPb1EyuY/zcwUjagY4enr/9IZ76wz2MmlLH
 Zd/+ZMFDtix/mfqXt7u7iJ2hgCmQ4Dg2i95zCmf9z/sYPW08Ax09vHTvkyz9wz2kohmUdJDKYcqx
 c7ngC1dx1DknA7B33VZUWuEoidIGmWZp2+hFPhzbxrGHeuMrR6JMNbjKvXy+0nbAztaOcM9JJRW5
 HP4AUiFQbgrQN4EVdzyGNC18ug+lshYikWPN8lOkCk2QHIjz4p2PDSHeeN8Aq+5aioGf/L1ReEel
 5ZhMOHoql3z748w59Wj8wSCOZdPZ0MrKe55g6W/+SbS7nw/e+Hnmnb648CU1UGkHq89C87n1kLMq
 LInNR379JY5777tes69KSRzLwbFspJSko0mcgEX+QrVMi6lHz+Vjf/wmmu6WBktGY6y46zGe/vN9
 IPPmwJsvK2nR394DeGxDsCiCshVmPDPk2BUIVt/9NK88uoKKsdXUzZnKuDlTmLxwNmf+z2Ucec6J
 6LoxpMbB9udfJtUXJ+QrQgl7cGqUwnIyHP+hs/ifm76b86korizj0tnXUVZTyS2f+Ak1U8dw9mcv
 59SrLiYQGXRk0TxnFy1b68FbE5rQ0ZTG3V//LQ8W/XXI0dbb3IFf8+fqQgxWn5RuClJPiBFCIHEr
 V2ZHIJtN942EHGXRtGUXW558GYOAl+pfeBHxEl/Eh7IlTsbxCrG472dgsO7+57jgC1dRNmowg+XO
 VRvp3t2GQHi15QY3BhuHMfMm8Nm7fsqoSYPRJobfx5hpE3jPVz/GkeecyL5XdnDKhy4a8p5CCJf9
 yBOGFW4WHBHQ2LlyI5b56qyDYzuUjapkwdknIh3HZVFipnfqDZ4RZipDIBSkatxgqH35mGou+9Yn
 2brsZfa+tM3brfP6lxw0mBkA4+ZNIRgOk+yIg1dfLFvTDBQaOlZ3hrbORprX7eUlFIFQiLJxlRxx
 zvEsfl/hSpRS0rhxDxquz6zIkyylY1M8qpSLvnT1sM5Ap37k3diWxYJzT6Z28rgh32dLRynp5un1
 VgQgsOMWDat3Ij0KFblSPGAIw80fIIRb51e4JaYCUnMNHsotphIoChKpKcEwDPfY0l13Rn8qhG68
 8XibVfc/Q6DCHTPIE3kUmFYGITQMw5djr5RyxyudSLD24WWcfs0lubZatu4lVBkmGAl7PKNXRtaW
 ZDJJzvrs+3KE+9I/n2Tr8rX4w0E34lkpDL8fIQS3fv4Gt6Sso5BIzr3+So9YXPJSEsiNJQhb4+kb
 78Ox7yav4Cf7CyoZleGIs45jwdknegK0QJoyR/BuxWaJsuWwG0ImlcZKZJAZt+JTTgJTbl7oUFFk
 kHhrJtZx5Pkn8NxND6Lbeq6+mcoqj7M6WM3AEF6IS0rSs7OdJ3fezfM3P8yiS0/lfd/9BJVja7HS
 Gfqau4bWbRDuTjd69kRqp08YdpINv49zPnXFAYlAaBqGz1Xx6H5XANEMHaG7qh/NEAivkIj74/6d
 1U2ji7zCf+7OFy4No7yKl5HqYkLVkZwwmuXOkv2BN5xvItrdx5ZlqygZVVbAS4Mgk0pzxBknEO/t
 p3XnPny+vJ1GCHzFPtY/tpyTr7wwxzMm+6MUjy0nVBrxQt2800FJkJXMO/W43LMbNu1g7SPPEikp
 9uQIiVLu4leOKyxLy8G2bU68/GyqJowhXB3BCBhuGJ6drZ2skJZbjEbXdNed2VvwrvptEDoa/rwE
 icIr6pgVr7OCmIZOMhpj24trEbi5jOO9/bx415O0bmzAp/nyis9khWzB6JnjB4lXCI3LvvNJOvY0
 s+PZVzCkD13Xc3KbyplLs2MqEIZAQ8NQBjJms/zmh+ne18pn7vgxReUluShQkd1FwM1ojkNxdfkb
 d8EUUDalkkBRGE3LJm0eNOfmG1NyyKn0KKiZBq6/KMLbkTVXK+FYNkIrnBDbst6wuXTDkyvo7+gh
 VBzBkuagjkS6PPcZ11zK3nVb2bN6M5QU5fg7hECg0banie0vrmfeqa46y7bdikl22vKIwd1opFT4
 QwEiZYPGFH8oSCAUwuclgc42nR1L4X1gW5a7sBSESsMES0MIryJnVghUUnqlt6SnyXB/d2y3rrKy
 HBxTkk75MAKDC1330lK5xiGVK/FlCJ2GVTv5+Xn/L0dXVsbCTpoYum+IlsWRDqW1lcw97TgSZAaN
 FBVjavj0bT/i/h/9mdV3PkO8ewAdA82rr5sNU8mJhTlCEGiGTtAJse2ZtTzw479w5Q2fxxfyu0eP
 cFUcQtcQPh1d85FJJnFsx9uFXh80zT32FQrHUR5vtj8GRWSRY4tzmcMYFJKEqwLMaUbda2yvKpHK
 Y52klIg3sN4c22HdY8sRmhgUJL3FZWVMJsyfQd2syYRLi3jqD3eRTqWGyB2OZbP2oWdzxGv4XcFU
 2s5gd4V7pErHh2UOqlSy5WEdz5VQiHxfikEWRUp3L3Rz7kps00IYeoHQJDzrmVCgNIEWcOlBFwY5
 A4BSBFIBjLA/17avJED5tGp0oXtFyR1ktkB52sY2Hc/g5HZEF4bLYgjNOyGVW9QRm9M+fhFjZ0xi
 587thY45FWNquObXX+PUqy/mxTufYMvTa+jZ20HSU9C7+4A2yKco3PxeukDzawQJs+mp1fS2dFI7
 czw9zR0EikPoPh10N6W9VJKB7h66GlqonTI86/D0X/7J2JmTmXnCUD8CITS3erppe3rR/G3EdXqR
 jpNvU0F5hUOyu3Tuc+X6auRYY+/Hse1B40yWMGznDQlse17eTOOmXQhNQ9o2Enf5S9wddOYJR2Km
 MhSVlzDhyBlsenYVPk+Znz1AdENnx0sb6NjbxKjJ4yiuLMex3aM+u/AUgFQkB2I0btpJeW1VjvAz
 qbTLSiEwgv6cXj0LVw+su9WNhPDGxUbLP6VUnryh1KCJPU/Tl90oHEfmdLgAmi4wggZG0D+o0/Z4
 eqSr5nTn1MGx3Ll1Mi5xS0tiZ0ykJjn5mvO48ItX516pgHiT0RgP/+JWTrj8HK78yecxM2n2vLyF
 hld20Lx5Dw0b99BT30aqN44v7EcPGOgBHd3vVotUQqA0h96mDiYtnMW2l9ahB10eWShPwa0gkYjz
 zM338YEffG7IZK99eBn/+tkt+IJ+jr7wNE77yLupmZiXo0G4FdptLyYqp+tWYPgNJsyfTqQ03/nG
 ndqOfS30tnTmihbmdLi2Kz7kVGUKrzhKIe8hbekuwteJlx96lkwiiT8cwkvph/T4t0AoyMp7l7L6
 gWdBuLpxw+dz/Sry+oZy8yave/R5zvnUFYyZMQHD53PZG6EVvKedsXjhzkeYs2QRht/PwvNOpnba
 BAyfgZ2xePrmf9LX3u15s7mKNulIDL87Btn1KW3HTT7ovbPyduAzPnoJ046ZnxO+hiZUddsLlXqW
 TK/unm1aeawd5J/eChB+DcOvYQgttyEpr6RuMBzhxA+ex1kfuwxfwI/jaYJyxKuU5N7v/4nHb/gH
 K/76OKdedzEnvO9sZp2wkFknLMy9WOvOep74452sf/QFdMPI8UwKkasHbJkW046Zj6HfhZ2x0TRX
 wsy+rK5prH7gGYRusOSK86moqyHRH+eVJ1fw1B/uAgV22uL52x5my7LVnPSB8znx/ecSLi12dwfp
 Cg9uRXUG+TBN45xPXcGMxUcOMYrc+Y1f8/yuRwgEgx75uIQtbTunlcjytI7tFJoNlEKgkeiP0dva
 OUQ9lQ8lJYGiCCWVZfS0tLP1ubVo3q6rPNVelnV2Uhl64u0eIQiXvdKy9TVVwfIRCtY/sYIzrrmE
 6ccdSXltFd1NbRg+X16aVtB1ne0r1nPnN3/N+Z+7ikkLZjNpwaCe+Pk7H8I2TQyff5BIHAk+3ava
 6S4GaUm0bAZNAOmygGNnTmb6cUdwMHC88mVCCHdn1WXuTbP90g3dq3vnuCyh69nijbzCkZKi6lJO
 +dCFQ5Ly5Yj3yT/cxbN/eIBAKES8L8pjv7yDVfc/xcQj3cqI5WNrKKl0M8S4u4MEaQ/OhHKPH3/Q
 T7AoxJSj5lA3azJ71273PL1EzrtJClC24oXbHmbDEy8QKg5jpS36O3tcHa6uuzup4aOvuYsHfvIX
 1j78HBd/6RoMn+Eec0oVMPTSdjACPtczDIYIV5quuceQYeevexxLkqvQ7u120rbJmjm8xDUYPp3V
 9z3N2geX7S/z5VEuZFIpTrv6vZx//QfZ8OSL9Da3uy6f9qBFaj+XjBw74mo8nOGbVtC2o55Nz67k
 qHOXsOCck3js17e7Pij5wrQClODFe56kfv12Zi85mqq6GhCCzvoWou29CCVypbfAPbZ9ylfADjq2
 M+T5ut/g0V/dxtM3/ROp3H0730qYb2yx0iazTzmaCz//YY9lcpB6YZuOZTP+2HksufJClt36ALtX
 b8bn8xX4VCipaNlWz4P/91cu/+5nhhLvxqde5LFf34G/1I8R9Ltj7Cj623pZ1/w8Lz/8nOvP4Pej
 pHRNpULzdqBB2JZF+ZhqRk0Zj2bonHb1e2nc+BPstMf8M1hqL0tgA519DLT3gud6KDThCSJZP0mB
 shWNG3cS748SKnLVWtJxCpxwHNvBL9WBNkR39TuusLC/Yw7Z2mke2+BYEnByTk9CgHQg2tU/ZEfP
 TlZOZ5tJewThsO6R57FtidClq+TPTrBi2JrEBW3lsw0ezITJmoeWcdS5S1jywQt55ckXadmyN7c5
 FLYjaN2+j6ate/JcoLwwGiEKFonj2MjsZuDxvI5lD3m+TDk0btp9QANFjv1VCjOdYeysybnd3LEd
 tP2I10yblFSUsvC8kykbVcHvPvpNEn2xXD7f3KKQkpfufpIZi4/MWVrBs1D+8wd/JN4bQ+i6a9Iz
 nRxhappbMENmHNLRJJlE2j0CbBvHdnI/tmlhmxbzz1xMSWUZAAvOOYnj33c2VsbETlsoR+HYcvA+
 j7F3J8pjOyynsN2MhW1ZnHjFeRx9wak4lo2SymXsbSf3o2yX2LQDZXXXXJ2lHPJjF3hOKchJ8tJx
 Bp1bbOmxD1m5Ll8/kW/aFYSKw+xZu5WGDTu8ndxtw8lVm3ewTRMzkcZMFv5kEmlX6LQdHLuwjwA7
 X9pA09bdlNZU8p7/vZaiylLPccoefIbtzZ8QXtUe3cuh5hqNnP2uc0wH23THNWthy87D/uMlcK2c
 mqahC93Vnwv3Rxea951LM4YXciSEK1vs355ypKflgCmL5rLkqgtRjoNjWrkxl968pvrjPPyLW+lr
 G0wfZQCMmjSWzt3NmMk0us/t6HAkILLz48iCFek4rkQ47fj5nH7NYPiKpmlc/OVrSEZjvHT3Uzim
 he4zhvrwHmC7tC0HkBz73tN591eu9chDefpRG9Sg9sCx5TCFqfOektVS6IU7r7RlTjjK5qyTlo0j
 KDglXt0N0NsnPAk6k8qw7pHnSPTFMQI+l4f2fP4c26G4qoSTrjiP4sqKPDO0C93Qadi0g9X3PTO0
 PxL6W7pZ98hzjJs9lbmnHMP7v/8p7vrmb+lr6kT3GQes+6AQIAvnTXmOMI7tUDG9iqLyUo8P9qR/
 zdnP9Tyr19jPgTVfeSzwNAjOIO8qNBzb9hyusre6c5jP+p157aXsWrmJLUtX5wUVeHOjCRpe2cEj
 v7qN93/v04PE+5Eb/5fnb32QFXc+TseeZqSVGbRIaWLw2Mk5qgwqxZXtoPk0Zp+yiMt/8BkqRhdm
 cAkVR7jiR5+jvLaa5/76LwY6e9E0w7WKifx2s8epK60qxyFcXsSJV57LRV+8hnBJ0SARWg5Wynat
 Z8Id1OxudaB6GgJXCBQSyMaNKdxQIplHuY7CTtquaVS5wovIzVXhVLr+CXleVVJh+HX2vLyJ1i37
 XEenfAZXuc4odSdN4d1fufaAvsftexrZ+vw6eva2ewGTedoE02Ldw8s57er3UlxZxtEXnEZpdSUP
 /PQv7Fqx0VWLaTqaoQ1K90Lm2BpwZRPpWdeKyks48pwTOPczV1A1YTS9ze0ox/Pmkz6PJj0yzOrC
 9uPZs+MgUCilIZDYGavgVLJTFkJqg/ysUlimXbBBhIoiXPTFj9CydS+9DR05c372MdKSvPD3R5mx
 eAFF02pc4g2XFnPe9R/i6ItOY/3jL7DxqZdo29no+r/GM66AlCNhz2fU0AiXRhg9fTyLLj6Nkz5w
 HsUeu7A/gpEw7/nqx5h10kKW/e0Bdq7YQH9bD9L0pPacIkKhGwbFtRVMOXoWS666iCPPOqGgLSld
 /lETIufl5TpZa+AwhA/P3ee4jjWuUCJytnkNzcslq1BK4UgvGJRB3+LstVn5PxecWeAZ5l5jCIOB
 9h4G2noxNL1gcpRSGD6DI8898VUDVmunjGfWCUfxwp5HvLkbvNYwfLRub2DdY8+z5MoLAZh+3BF8
 8pbvs+aBZ1l571KaN+0m1hN1++XV2siKUkKAPxygcmIt0xbPZ/ElZzJnyTG5Re94OtwsS7S/ZTXf
 Ydw7TPLoIttbDYGW440d23N+8gTj7ALQlOYZJwYxddFcTr/2Pdz/nT+7BhLPVUEAms8gPZDk8d/9
 g0t+8dnhM+ZYpkn77iZatu2hr7WbvrYuEr0DWBkbw9CJVJVSOaGWMdMmMPmo2e5xc5BQStGwcQd7
 126ldcc++lo6sdIm/nCQstGVjJ46gYkLZjLxyJnDWuA661vYu35LrsRWgdZQKaYfdyRltUNrCO9e
 vZnuplZ3x9/vfXzBIEeceTyOZbNh6Us4tpXzJc0zAQx1HmeYTShL6J56jf2YIqUUMw7wjvmtNG/f
 S9PmXS6btV/7tu1QUl3OnJMWsR8PRiaZYt/67TRu2U377mYG2rowk2mMgI+iyjKqJoymdto4Jh4x
 k5qJY4c8PRmNs+W51Z4RYrDvw/X/1eDYDpV1tUw7Zh5bnltDrHdgCEsjHUlJdTmzTlxU0I1UPMHm
 Z1chHTnEp1fhGlDKZ9e9vnRPr8ZTvlFI6XobaXqe5W4EhwxSSTfI04ukePsxnBnjzSFbDeh1ORcc
 asIFzz/3LUj/PwIXmtDAOJzje+hpJte3w9irEYzgTWGEeEfwjsV/TuKqEbxjoWwTaaXc0gnCLUIj
 /KHXzD9sAPStvBWkOagXzEaEZg37WSW0prkNG0F8pbX4y8fjK68btkbvAV/UStO9/E85X818SVwg
 cDIximeeTnjCogO1kLs6uW81ifpVaAXVcoYXEIRSoPsQuoEWKMJXNhZ/xXiM4lFvaMCjmx8l3bbN
 ffZ+j5S2ib+khrKjP/Ca7TjJXvrX3uOVvzpAdwXuuGs6whfGV1KLv7wOvbhmv3oRw/fd6mtmYNPD
 Xq2M/b73hPDyY65A+EL0r78XO9Z5YMLZzyls+As8HbiZIjzpGMITjx1ylR3rJLH3Jay+JpRtgpRI
 zxFIaLobyaL70UPlhMbOIzBqOsIoLPlrAKS791A2510oJ+NNdOGLZHWYQrkZVxwzSaZ7D4ndy0E6
 +GtnUzr3HLeyzWsgtmsZTrqf4tlno+xMYbc1HTPaxsCmhwiNW3CAwtCDisbEvlUoO4WvehLKsfY3
 IeSNddZxBLAtnGQf6c5dOPEu9FApkcknUDT9lGGJZjg4yX5iWx+naObpoBmF0RlCgNCJbXqE8KRj
 8VdN4dVg9beSatlM8ewz3Ek8ED0IgbJM7FQPZm89Axs7QYC/fCJFU08kOHbeAV/Y7N6L1ddEePKx
 KKfwGUIziG56lOI552CUjCKx5wUikxe72dvVYNKZ/VtWeR8KlafvzbmL+Ui3bSVZv7qAeGUmTt+a
 f5Bu24KvYjyBqskYxdVo/oiXXV6ilIPMJJHJfqyBVvrW3oWSNpHxiyieew7owUHi1f0hr7ySG7eU
 V0yB/ZeYQMfwVWAUVRKonood7yHVsonk3uWUH3sV4fELOTAU8T3L0YJlpFu3eLFPhXsvhoE10Eam
 cyfB2lkHaMdThfuCZPpbyfS1uJ4z2VHcX/laMPquA44eLEXzR7CibXQv/xOx7UupOf3z6NkyWa8i
 JCf2rMCMdhLft9Z9bv6zXFsmdmqA2PalVJ746sQrdB/STpPu3OMWFzzQdZ6RJHs6akXVyEyMRNM6
 otueIjh6BpXHX02getrQe40AdjpGurtx6DM0zXXS0Q3XiGMEsRN9CH+KXLzOsONfmEtp8Hevyr3m
 w8nE0UvH5O6yBlpof/yHIHRCdUcgdB9Wogcr3jUYqqVUzvIqNA1lBPCPmo6T6ie661mi25dSeswH
 gTKXeK2BDuL7VntU786CIEsLB1LJey+taRjF1diaRseTP6Xm1M8QmXICwyHTtZt0y1b0otGk1Z5B
 J/D8toXAifUR2/b0qxBv9o0E8b1rMNrrUQVJMGB/zX6WAxoM4nI/FJrh7pQ7V2D1tzL20p+jh8pe
 9anRzY+R7mgk09udG6v9KU3aJspMUXHsBxG+AxfzFoaPdGc96c7m16eK9K7NHu/RrcuJ715J7dlf
 omRONkWUZ2jQddIt20h3NgyZQ5REYLusn9CQ6TjR7cvQfKGcSfxAHMJwp1zOC1loOLFO/AsuAMBJ
 R2l76Ns4ZhqjdDTJpo2FUTC5uRkMIsj50CpcltWIIK0Y7Y9+D878P5d47VQU1bbLPVi9Z+dbiwbP
 iMLjMev+5trudIS/mK5nf02gZuqwvGRsyxNketrREm5lxBxBFXQelLSJb3+ayuM/hBY4cKI5gcDq
 acWOxoaM5KDp8gDnf46Avd+FRnTbS/ifvpHa8799wGemO7YT3bECO5lGiP4DE5dSJKMdJPa+SNGM
 M16VCJ1kFCeWQOjD568l7+8DEY8QGpZl0nznF6h7n+MWfskRhYYd68UxO4fq1B2Jr6x80KfYNkm3
 7R3kpdXges9lXBDZXXLQ3SE35nk+INKM5szg/atvJ9W8Ha2oGie+I8/c7t3rzYcS+REwBe4/CDRk
 Jk5o8kLiZBPtpZNYsT5U1jYtstEDg1702RUoPN/X4SdCQyZ7GHjlfipP+njBV9KMM7DpCZxEHJUZ
 yttl/WSzkRnJaDvxnc9RMu+CA0xlduLjCN0iWwK1wBMsGymQuzMbxjCsURflOPStuZ/yRZe55aqG
 wcCGB7H6OhB6qNCpfJj+qHSG/vX/elXiFUIDx8FJJw4cWp/v+6vyF9wwwlnUovW+b+KvmkSwdk5u
 nJSVxkkmcwUOc7AdKC4adICRDla0G90X9JLgqcIdNVvZM+tfNkT+895VgnJSIAzwCi/a6TSamVcn
 Odcn5cos0p1HV9bR3JpzmnehUijbxF81ilGnfoZ4e79LvI6VwhnoKZR4s6ZgTbhVloTrFKzMNArd
 O26zLm/kloh0TGI7nqfi+I8g9EHpMLHreVJN21COhmNnyHrE5ojW+1d627Gy0vS/8iDFc89/VTdH
 lPQKUWc1F4X7lrJSFBx9QgfNl+cYU7jXmf1dxHYsG5Z4nVQfAxufAIzXNBwJIVCaj9j2F8h07RqW
 F3UxGCE7HH+plHLrxGVD4YXm9UEb9np0g3R3O11P/4ZxV/zWa1/L8ZNDwkCULFjPCsBMI9X++79y
 iUpT4NjewXUAliL7oZ1ECI1M1y4yXU2ojI0UWp4zj8cR+AzCE+biKx+Dk4pi9TRjDXRix7pQ0tVw
 KSnRwz5qz/4iekktZIlX2SZOIuqpvPKCDqWDr7iY0ed/FV/5eKSVIdO5k74195Bq3oPKhqBkx967
 J9PThJPodcufer3pW/8vnHQKzQjmaj6rYfqbN/3Ed60i076F4Oi5DEstOaLOuofnQTpEph5J6bx3
 DTauHJINrxDd9gLStIbZhQVKQqarflgyi21fSqZtj0s8BxJm9mOFzN52BjY8RM0Znz8Q7Xo05DAk
 k5+S+IpLiUxZgGYEcRL9mP0tZHraUKZZUA8uvxtC8xPd+hyppvWExi1k0IX+ANAMz4mIwUWdl8MY
 PP8Tn4/q064iOGr28H3ffyicDKFxC8m0b8FJxVFONo1C/jUWgfLxjL3kx/hK67xH25idu4jveo7+
 9Y+QaNgMyqZqyecpmn5qYQCmkCDNNMKL78ryokraICOExi3MEWJ4wtGExx1B/U1XY/X1ga4jlJcU
 SLhHr8yksFMDuXvS7VtJ7FqJED6kGG4Yc9zuoF5Z07AHehnY8KBHvEPh7kL5PqZqsBnLIlA5gaqT
 P1F4k7RpfeibdC69BSGM/c49AdLBSfQyjPKW/lceQjnSLd+q4br9IXLhM9moEO/lvIkIEdv+DJUn
 XjN8jWAp0PxhjHCpd1xm/ZolyrHRQ0WMufA7+ComoqSNk+wjvutZup79U24DycoeIhfSrrD7u4nv
 XE5o3EKXIJV0VZOqkOBdt8nBvoqcQEsegWa3ZYeiqScSmfz6kmynG192tTJKG7LxCyFI93TQfOfn
 KZ55CsExswjWziRQO4tA7SwqT7yW7hf+TKplI9UnF7Ki7s6LcvmN/bQ+ynHzAkhP/5vtYqB2Nr6S
 GsyuDgQ+CvYg28obRBfRjQ9jDfSA4S8kXKXQgyE0vx9zoN+VKHObqUAiiG56iqqTP4YeHsaFUAj3
 CANQeu5YdZNb+4dnNzSDoinHE9u6DM1fjDB87gLUdLc2sLTQi8rdcgN5WUaSTetAWVQcdxHKSxcl
 vCNQCLCjnW71dU3PvZrrtKphD7QT37mM0vkXDXkdJW1CE2ZQPLsSkIM+757UbSf6BlkrzcAoqqZs
 wWUEa+fQ/uj30EOl7veO4/4vHTfDppXC7GvMzUxg1AT8lePcHV46bslY6eCYKbRgJHed0AyEbrjy
 j1Ju1DCOG4Uh/XQ+/VuMVXeSz/AOykGD/ICy0hTNPJXyhe9HL61F+APItDmsZkZZNrGtK4luW4ER
 KkYrKiFQPprQ+KOITFpExaLL0PaToQaJN7faCv1Ws17AQh9MggFg9ezDjvfmSfP5RK8QvgB6yN1l
 nGQPA5ufQql8t22PAXdsfGWV+IrLMft6EV4IuBKu9K9pBumuBmLbnqZs4fuGIUSd0MTZ6OFyhM+P
 ZvhyVdiVdNBLKoYSi2ORbttE0bQFaKFS8ncXATiZOP6y0QWECxDf+SxGUSlaqIhcyIc3cdJKe/yk
 p3LyVI5CKFASLVRMsn4FJXPOcxfIfpPnnjuuzltk58M7voWuDxv0GRw9h5LZZ5JsWoOR1U3nhDhX
 5eQk+pGWu/EEa8djRCrz8op5wpd0cJJRb6MCo6iMskWngzBcArdtpGOiLBNsG7Ovg0xHPdIyve8t
 pGOhvGhypaSXmiCBr8LNKRYaM49A1TgSDTsHM/aI/SJ0DB8oAzudhmQKs7ON6PaX0QO3Eqipo2TO
 GZQtvITgqEH1qQGvErSoFELo2NF2hOZHORkynbvoef4vZLrbhreAKYW/sg494mZDjG1/mlTTLldj
 YUt3p9I8iVIoSuacQXD0LMyeNkSgGN0fRPj9CF8AzedHCEjsW0npERchjML6b0LTCI6eiF5U4RFM
 NlwFlG1jx7vpX3d3ThcqHZNM+xas/ia0UBnKTBQShtCwE/1EJp5Y8Byrr5FM53b0QDGYyf0Wq7vL
 VJ/8SXrW/B2NfA48S+Aa1kArqZYNQ4w4uWPazpDV6eTdCdI5oHInMGoW8T3LEb7kMCyoQkobZZsu
 wdgWjhkfJHDlaQwKrKmgNB0tGHL1vHkLLPerp21w2RQJjpsOVtk2yskgLQtpmzjxHvSga3HVw5VU
 HPd+Mu0/QmG4LITj5AIIshZEV++vgQ4IA6HcNE+p5nrSzX+gf/3D1JxxHaWLrhwk3gM5lwldx07G
 aLrtM560KrFi/TjJ2KDtWykv8NDdZYSmKJ51KkL3oxyL6LalGKWV7nEQDKP7AwhfEM0fwLGTRGYs
 IVx3JPGdTyJ8gUGhJY+o7Hgnica1FE3ez/ghBMpMI9NJ75gt9JVQ0mRg0wMM8mwKLRBE80VyptjB
 VPqglJttfX8jS3zPcpSTQclQgcpeIHDMJMGaqYSnnEB87wrSHdvQ/eEcYYOX11doxHc/N4wF0ksn
 aps5vjmrjHKFjwKTZwE0f9gld8vav0mQclBvn9XKWIOlT5F4IXrK3fXzhF9lZYYqJrKvI/IWVtYI
 omkIvx9EAN1LIeCUlKL5BrVNFcdciR1rI9HwMroRQVoWjplCmmn3J5NGmSbSzqAcL/+vxw0ITUeh
 k+5ooeW+77sRxRXHMRibPCz1atjJBHZswB3OnGLfS8mj6QjDQPf50QJBhOHDX1ZF6RGubjbVtBZl
 RSmedfQgD4inC5Q2vmAN4XEL0QNFBGpmkWh62Z2QfJ2vh+Se5UOI180/YKOsTJ7AlufNIIRrM98P
 0h7k4fNFEic1QPmCS/GVDobHSDNBct8q0Pzu8Zk3o0IIlJ3xBBhBZMoJpFpeQXpJU/InGN1HunUj
 VrQVX8mgyVR5FXpklnhzX3gKvgPocwGcVD/SNhHafo5RXhiSJrScM46SDtiZwbaUS8CuqmxQitY0
 14dCDlFie4vMu3lQxB5OC6SQmQT5x4Hwhag58ysMrL+H2O5nwUpjlJWhaYZnS/BSDdgm0swgMymc
 dAqZSSHTKZSVwbF1nESKzmdvQrzXI96hwYAqb0d1mXjN0NGMAFowhB4Ku7toIITwB9CMbD4yh4rj
 P5pTecR3L3OPCDO1X0JyhbJTFE1fhGYEUI5JeNwCkg2rwBoc4JwQLATp9i2YvfvwV0zMGyQd5dgo
 2xqkQG+Yc9FXBzLND4YkunyflaJ4xqmUHPmegktTjS9jR9sQviBYbhGX3EYuHfRwKYHRc1G2SbB2
 NnqkHJkcAKEPWp88LYQ04yT2vEDZgssKFkBWAY/QCnY49yTTOJCeO93yCkI6KCdv5/WShyjbQisZ
 5TrYeDuxkoPPyC0q6aD5goXlHBzLOwHzBk/hfiYtl9DIdWx/unV350xiSPYfofspW3QFRTNOJ7bj
 aXds412eg5ZA6H5XKA37IFKcY2+U9PJnWBlUOoWVSSMhb+f1LkK5tnDN70cPhdCDEbRQ2OODAm5i
 YS+1vlKuZGunY+iBIsqPuYqiaacDYPY1kW7djEIgHWtwpWZ9JzQfqZaNtDzwRW+DkqD7cBxrMFuM
 Ggy5dqwkiT0vDCVeaYM080TN/cMloSDbQJ5VGNx8vFqwiLIj303ZEe+m8IiWxPY8h5Q2mifQSFW4
 eWFl6Hjy+14GeM014kgHJRxP9615ynw3Q1pi74uUzL0wZ34Vnj1fORlXfyyyz1AuwfkCw7qcxncs
 JVH/khc1beb1U4EUSDOBv3IiOeFYOZ7u1gvnz+6kUrrsmtdvJTSUNwe55OLeXCglKZ55BsFRM/cz
 Lg2Fkja+0qGZ7fs33EuwZgbli66gfOHlZLp2kW7fitnXQKZnLzIxgJOOuZY23cjzrxHofj8EgmjC
 IDVIvBpaIIhRVIYejqCHI2j+oFcr1l2dSjkoO43tUaBSNkLTXZfCCcdQOu8i/NVTcy+Z2PMcTrIf
 4Qt6oeWigJwUYEc7BqVfIVx1Vd73LoEM8rKJ+hcpPeJiNH9R7h68nUdlbZJ5+YMVEmzT1ZaIrCiV
 R3gopG0RmXIiZUcMrfWb6d5LpnWrO32OlUtwn784pG3hJPoGe6YZuZ1NoeHqH72JVgqzdx+p5vVE
 Ji32WvE8tKTl+QzktS5dnbKd7EMLFCEzcczeehL7VpHYu8JbMPoQY4/C5ReDY+blxkmhEI6NElpu
 I3FvyMsZnF3gjuUScR5TpZSDQhEat4jwuDdWwja69VF6V/4VPRCmeObZlMw5h0DNDAI1MzyCd3Di
 naTbtxLd9iRm1253g8pbmC7rllf13SitIjJpOpo/kDcCDtI0Eb4gRsko16SK8hyESzFKRhEoG09g
 zDx8eW5v4PGJe150V6edt+sW+B4UboFCervA/ivYu1lTCrO3kWTjGoqmnurNiXvkSzvjGQzyniEd
 /NWTCU84hkT9CsyeBjRt6A4mpCSx+3mKJp9IsO7Igu8Su5fjJPvRDH8el1f4hvs70uD5FecvERi0
 /yk7TXz3MiKTjiNrIneNKiZKG6b/VpqupT8BNHfiMnH3mNV8XvIUp/BpyhVU/ZWTCY8/Jvd0HHec
 XJ/ZwXHNunTmeFchcr7RWT43979uEN/2OJnWjZ5r5avbyJWTITBmHkWTTyLVsp7elX8FpXAyKfrW
 3U1817OExy8kOGYevvLx6MEStFAZRdOWkOmpJ926CWlbbhIVXxDlWPgrJ1E6+100Z4lX6AIpLZQp
 CxlwaaP7i6g5/YsegSqXl9P0A7y429FU08tkevd5ivP8NhXqAB3e36Yz3PfSzpDY9RxFU04hmxxP
 OdkawfnucALHTmOUjqX86CsJVE+h44kfu/rYIeo9hYr30LPqZkZXfR8t6HqxyXSURP2L7uJwsiWY
 DvxuBb8Xbm0FxCGVItW8HquvEV/5BO9Ul+4k6cP4CtgmdmrAoyvvVPGceYR0hl4vHdA094QK5J1Q
 SrmygbZfyidpu1qYnG3O5ZdV3gmTmzPpENu5zDUMeaeLGMY7KTsGykpSedJ12DXT6V72G5xEP5rh
 QynHM+x0MLDxIfpfuY9AzXTCY+dh9jZiRTuQ6ThCKcrmn4cd6yJZvwYMg+olnyJtTITOPR7bIHGV
 zp4CfdCbzM0QrvvDOUPFq8O9M77rOZx0Ak33gcx3OPdq30qnYBfef8qEZhQkTc7telKSbN5Apnu3
 6+giNI/nHeTlQCDx8mB5B3144mJKZr+LvrV3e4LU4LXuBEKqaSP96++mYvFHAUg2rMLs3uepbOw8
 btozKThuHrUDjoTnHZXHNeZ6Yw90Ed+znPJFE3J+Eso2Xd63gHEqHB/XHdF74f2Udm4/HBCSsnkX
 UTTttLx3cflqVzORNZJ4PcqyXFr2ue5nEpVXi6TQOZH8XHb51vkCKgBhhLFj7XQ9+0sy3XsRmifT
 5K81M0XxjNOoPfN6pFGK2bWT1vu+gBXrpnLRJVQsuR47bSOe/h6Znj2I4vH8/Zofcfo3L8vqeV2X
 NOGdJ9kjJbsqh7PwHAhm916SjesHldD5vZMS4Q/iKxvt7QbDqVnAjvfgpKKDVq7cxi2xBzpJ7H4+
 R7zu7u45tYhBBgXHKmi+bNHlpFo3kmrcADlvt8EjUUmb/lceIDxuIcG6BcR2PodMJ1yPJpElPu9/
 Bb6SGnR/aJhcva5EJ80UVrTT2/QE+VyHtC0Su5ZTduQlLjF51sb9hfvhMIyzl/v+joVm+CiZew4V
 iz9WaEASmnsC2hbokvycTcqxc6V0s2TqpAbQAsVeGlsLYfgP/EKFPc/7QyEMA6u3gUzXPqSZQTOU
 9y7uJY4Zo2TGKdSe/12e+v2/2PjkCj59x/fxFVfjpGNUnXgVj/7ibmqnT2bqqAlomqKnuZeBTjdT
 pJF9kLJNz7KeN+O25e6Ur8PDP777Oey+VpSmuybDQSMgyjEJVk+k9sLvoQfLcd3L9l+zDl3Lfs3A
 hofQdD/7eegiHYv47uWUHX2FZwjxFpim5Tm3ZxfjoOZAD5VTcdzVtHV9y3W80Y2ccSI79NZABz2r
 bqXMjJNq3YyUg4ng3CIiyvOuClCx+MMUTT1p+Fy1mkZiz/N0Pn4DjplB0/S8s8flx1Pt20k2vUy4
 boFb0MTOIAw1GMmUs6Lnqf3y1SXeSYRyNwl/RR1lR11C2YJLClxRwWM3pMLJJFyrGAqMAJoecNlF
 McjMSTtDZPLxjDnzk0gMWh+7gXTTK2AEPNM1ufHILqZ8x6zB11SQThMcu4DiOefTu/JW9yRTntHB
 NvGVj2X0hd9i2c2PseyP9xAqLwU7jtXfQunMU4inSlj3r2e57taTGFh2I1XHXMq6dbupmDBqkHiV
 tF0eY7/oTGzXfv1avqtZOKk+YtuXYqei3gDmLwaJQhGZfDz+sgmv2k7xjNOIbX4SJznguevlbTRK
 kmreRGrfajTDj2OlwbZcXjZvcpWTGbJbhCccQ9mCi+l5/k9IM8mQ8j5Skti7CmklsXqbUZaFEqan
 e1WuQcE2CU5eRGTqklcNOI1MOQV/1T0k976MY/gGXy2726eixLY+Qah2jhs5m04gDE9fq7JpV/dP
 KJp/dIMWKCJQMZHw5MWUzjmvQNtTSL3gmAmMokpKZy5BD5XRv2Upmc7dg4vA09wUzzqTyKTFrHl4
 NRV1Yxh9zGU07Hwe4QsVmonz3mY/pmKQeKWF5gtTMvtcQqNnM7DpIeI7nyPT04i0M4w994vsfaWL
 Nfc/yaL3nIKjfIh4PWZ/B1XHvZ+nbn+C2llTKAt1MRDtIjTlRHb86mYmzZ8+SLxGpIJgzVTPaSTP
 M8i2MEqqD+rIAM+i5pgEa6d7bnhZ5l24LEMgeMD4tnyE6o4kPGkRZudeMHyeZY88fbRNsmE1wdGz
 CFZPclVxmiBr5XTVeyZaIDik7bKj3kemfTuZjt2u95TXV+GpAEUwjNA0/OVjc6ZqkdtyXFVN8YzT
 0F8jUloPFFE083SceI8bcp97f29spYMVbSfdsRVfWS3KTIPumpH1YBEyk3LLJnhweUg/mj+IUVSF
 v2YqwZoZBGvnvGb4vrRNSmadRdUJHyFtl5CKpxk7+1za/vVVZDqOES739Ow6kckn8cj//YO7vn4j
 l33vC0z80EQCo6YgjGAuc/wQss2PC8zpJ9yTFi9yw1c+kaqTP03pEe8msfdFcDLoY47nvk9+gWPf
 czrP/e1hrv79/9Lz0i8IjZkBpTNZdfeveO+3/wdppag97+ukM0XsfukVTvnYBWRw3ER7U0ZXuIVK
 8rX3uZ5L9EjVQeVmsONdrgWmICIjux5cG70ernrV9J5ZOMkez9IjCtvJDp50QPe7rEeB1WDwwUI3
 hnWllOkBHCtV6NWUb8VQ2cKCFB4eClASPViCGMbsPOQ5ZhInPVDY37z2VLY0Qe79JUY4BHoZdrwb
 pSwvWsR7Tc2H5gu5J+TrSEoorRSa4WP1vSu45bM/4KQPnMflN3wWmR1jJTCKq0DovHjHE6z713MI
 TePEq87jiHcdhR3rJZe/+GCO4axJW0qEL3TAgNYnf30XrTv34Vg2JTXVXPrdq+lbexdFE49h+ytR
 7v3m7/jGsj96VZgEq+99mgd//De+teImdu/Z5YW+F9e88YqUeTCKqt90G1no4cpD1tb+0IKlaMM5
 hh/q5/jDnvPMwWPrsvVsXrqa9377f3iD1WKHvofnIVY6qoSL//dqzrzuMgRDx7i7oY1lNz/ICR94
 FyvvfZpZSxaACORFxLw5JHpj+CNBfAEf0a5+Nj21itHTJtDW0MDVv/8qIChf6Jbuff7mr7PgvBO8
 5NouVt31FPPOODaX3nYkV9nbhGhXP+sfe4FoZ99+3wweFxufeIlbPv59Njz2wqDl6xBixkkLeNen
 3n/A1P8P/OBmjjxnMavufZpTPnIB/lDwdT7hwHj0/27n+vkX8uAPbgbgpX88QbSzj+ate7n2pq/T
 09DOLZ/4CVbaZKCjh8YNOzn+8sGC7H2t3dSv38EJV56T++y/knizJe8PBtHOXnav2jTk870vb6O7
 oe2g2uhv7+E7J1zNo7/4O5lEcthrOnY38dgv7+CY957BnFOPKthx3g5sf34d8Z4Bels7qRhbxbGX
 nPGa92SSKV76x5Ne/WGbjU+sdKstAfVrtrJrxQYAHv7prWx5eg2nfuAiGrfuwkqbPPWru7FSGa7+
 w1ew0ibfOf2jdO9rxRf0s+rupYyZNYnqSYPefc1bdrPgghOpmzM599l/FfGmBhL8+gP/yz3f+sNB
 Xd++q4kfnnEdd331twWfW+kM93/nz5ipzEG1U1RRwvt/8mk+/8+fF0yICzeC+p6v/46jzjuZveu2
 cvR7Tj+k/W7cuIvHfn5bgb5+10sbueVTP6V9VyMAy299BCEEnXta+fCvv0z7riZ2v7TpVdvdt3Yn
 a+5fhtA17v7q77nnG7/LlQe4/Uu/omnTHhrW7+DFfzzOJ+/4LhPmTqd63BjWP/wC6IL/9+DPEZrg
 J+/6NL1NHVz6AzfecN1Dz7P4/WcVPGvmSUdxxU+vL/jsv4Z4pSP5/Ye/BQrO/vT7XvP6RG+Uf3zx
 l4yfP41JRxRm7ll7/3P4I0HGzJx4UM82/D6OfvephEqGF/JevONxfCE/PY3tVE0YzbTj5x+yfqdj
 SX77gW/Q19aTc3t85o/38bMLP0+ssxd/KEj92u2svf950rEkH/3z1+na18Z3T/0oe1/e9qptb39+
 HTNOmM+WZ17mrht+w8wTjkLTNbY/v46WrXuYd9ax3P2133PRVz9CuKyETU+vYszMSaz91zI+c8+P
 8IUC3HjpVwiVFnHmNZcwccEMmjfvIR1PccTZiwue5Qv6cwUis/i3Jd5cYeZDhCd+9Q+66lu47m/f
 o3xsDY7t8PL9y1h204Mk+uNDrv/nt/7ApKNn4VgO88/NG0gFy297lGMveT2744H7koonWXnPU1RN
 GMPu1Vv4wE8/+7r7loomSMUSub83PrGS/vYeAB7+2a3UzZ3MB25w211979P868e38P/u/xmfufvH
 VNTV8Oj/3U7J6HKu+/t3SPT1893TrsWn+TjpqnNf9bnN2/cQLi/mji/cyKTJM5l8tJvr4s6v/IbT
 rn0PPc0dOI7NsZeeSW9zJ+27mikdXYl0HKrG1XLDeZ9lwTknMH7eNE768PkArP3X88w8+SgCkdcW
 dA8L8ca6+rj50z9iy9NrhnzX397DXz/1E3552VfcypiHAL3NnTx8w9/5wE8/i+F3ecmBjh6e+vXd
 rLpraa5AXxYbn1hJX1s3ht+PlJK5ZxyT+27Pmi1Eu3o54pzX1lenogl+/+Fvsu+VnbnPWrbVc8PF
 1/PAT1zBZfU9S0kPJNm+Yj1X/+ErgOCxX9xBJpl+1babN++hccNOUtEEPznn0+xZ6R7xD/7or9z0
 0e/j8/vob+tm3YPPc/lP3LplXfWt3P2N3/PxW7/H9BOPBFzWqLelg28+92eSAwl+/f6voWzFe771
 MUIlB9ZlD3T00Lunk2f+eB9Tj5vL7NOOZtwRU1n6u3uIdvVx0deuZvW9T3PU+W6Y/EM/+Rvzz15M
 b2MHNVPG8burvsGsUxdy4pXnkoolmXLsXGI9/ax/eDnHXXYmjmmzd81W2nc20dvcyQM/vJlYV6Gw
 +7YTb6Ivxs2f+Akr711KvHdg6Pe9URo37ubM6y6huOrQqLMe/NEtjJszhXlnHZf7LBgJceHXrua8
 L19Z8BwrY7L0j/cy/fgjWPPAM7mJz+K5vz7InNOOJhB5bUn8ji//iu59bdRMcFVNO1a8wo/f9UkC
 gRDzTj0G27R48pd3093Yzgd+cj0VY0fxw7Ou4+UHlg0pEr0/7vveTex8cSN/+uj3aN/RxKwli3jm
 j/dzy1d/xMKLlhCpKOGp397NkeeeRJX3/Nu/eCMnfuBcZp10ZK6dF+94nEUXnYJt2/zi3V9g/lnH
 MffUYzjO4zkPdAI2btjFltVrsNIm7/32x4i19bHx8Re5++t/4KN/+hr+UICW7fs44pzj2fnSBnav
 3sTZn30/e17ewrKb76dmch0f+Oln6Wpspau5hXUPL+cPV3yLbSvX8vcv/owbzv8cj/zsdhzbItkf
 Y9V9Sxno6Cl4h7c9M/qdX/0No2eOR0iYfMycId+PnT2Jbz7/50P2vK76Nlbds5TPPfCzgs/DZcXM
 Od1NYF2/dhsomLRoFmvuXwZKsuGxF7noKx+hZnIdDa/sYMKRM0j0Rtm5fCOfuvP7r/ncHS+8wp5V
 m/nq0t8TLi+hY3czf/jwt7n0e5/k5KvOA2DVPUvpbe/ky4/+itpp47nh7M+wfdU6vrvsbwdUZwG0
 bt9Hx64mApEgGx5fwTmf/gCbn17Nsj8/wKRpczjpqvNIx5LUv7yd6277LgC3fu5nNG7cxSf//r1c
 OztXbGDFHY9xze//l/87/3Oceu27CUZCFFWUEYgE2bduBzte2MC7PnPZkHfYvHQNCsU1f/4aweII
 u1Zs5MVHHuean3+d2acuwkxlSPUm2PDki7xw66N84KefIVxaRKyrn4UXLuFDN34BgClHz2Hc3Kk8
 9rs7OOvayzj6vadh2yZTF89nwhHTc3z6D1ffPqRA5NtKvC/d+QRmPIU+qpLSsZVUTzg0yu9Xw9I/
 3MOEI2dQNWE0T/3un9Sv38Lc047l+MvPBsDKWNx6/f9x2Q8+gZKKZX9+gJ7GDi7+xtUcdcHJ3PTx
 H9Db2MGXHv0VLz+wjIrxNdTNmfKaz334Z7dx9mcup6iiBKXglk/9mNM++u4c4QKs/MeTfPbuH1M3
 dyo/u/BzxLr7Of3K9zBryatHKqy86ykatu1k7MyJnPLhC0GDJ393FyddfT4bHn+JyUfP5sU7nmDB
 eSdRXFXG7V+6kWf/cj+nfujd+EKu/0rT5t3ceMmXiJSWcu+3/8z8sxdz9mffz28/+A0Wnn8KbTsb
 +MeXf8XFX79m2Hfo7+jiwzd8iUlHzSQdTTJ58WwuOvMjnP25ywHw+X1U1FXzwM9u5tpffo1ZS9yN
 4n9u+QYlNYPGkWBRmI/+4WvD+fkXYLjKpm8b8SZ6ozx3y4Mce9mZPHvTA3zunzcMuWbT4yuZevy8
 Aql8/SMr2LJ0NcdeejoV42qoqKt1czn0RulsbKV22nhCB2DuE71RXrr9CSSK7y35GNVTxiAcWHPv
 szniffzG2wGYdfJRbHjsRbY8u5r/+cu3OOlD53Hzx3/Mw3+8lW89eBPgCjuL33fma/Z1x/INOOk0
 J3oK9UduuBVN07jgy1flrtm1chOWbTNt8RHccMH1jJ4+gepxtZzwIVdIysRTaLrAt5+hIJNM8/zN
 D1E1ZjSXfv86/nT19xjo7OW6277LmnufZf4Zx7LrxY088N2bOOVjF/Pjd32KiYtmcuk3r2PLspeJ
 90RZ/+hylv7+Ho6//GyW/u4ejnvfGbz3Ox8DYNJRM7nrm7+icnQtF3716gMupA//+ks5njhYEuaL
 j9xY6Lija3zsr99C2ZJI5WCa2nzCLUDu1teg4nxs3bpZ2bat3mr864e3qJuv+7H64VmfVGseeHbI
 9w/f8Hf1+akXq1h3v1JKKTOVUXd/7Xfqub8+pO74wo3q1k/9TP32fV9TjmWrJ397t/r8rPeoq8qO
 Vy/d9dSQtqy0qZ75833qK4suVx+rPFXd8cUb1e5Vm5WSUv3y0q+oDY+9qJRSau2/nlcf0BaqlXe7
 bdz43i+p5255UCml1C2f/om6pmSJ+r/zPqeUUqp1R4P6+qIPqkRf7DX7evN1P1YvP/CcUkqppb+/
 V12hLVJbnlmT+763pVN9fvp71L9++Ff1+w9/S/3hI99W7Tsb1W/e/1WllFLJ/pi66dofqL7WriFt
 r7j9MfWhwHGqYcNO1bBhp7pSO0a9dOeTSimlfnDGderriz+ofnTmp9S1Zaeq/6k9XT3xm7uVUkp1
 NbSp66dcpK4bd5b69olXq12rNqlULKHW3P/MkGfsXbdV9bd1v+U08UZh27baunWzelt23oG2HjY/
 sQpHSI6++FQWXXQKj/3iDsZMn8gR5x1Py7Z6nr3pfj515w8pqixFOpL7vv1nJi2ayfyzF/OrO5/g
 +CvOYdkf/8XfPv1T9m3cxdW//QrltVWUj60pWLE7V2zgzq/9Gl3T6dzRxIVf+jAXeUffxidWko4n
 mX/2YrY+9zK/ufJ/GTdrKsdccjptOxqwTZOTP3wBf/vMT+nc28qRZx/PKR+7CIA19z7DtOPnEy57
 dW+y7oY2NAQLLzqZB3/yV1bduZQxUyYy5Rg3WWB/Wze/v+Ib9DV1surepYyZPYFP3vp9XnlsBdG+
 AerXb+PhH9/KzJMXUDa60KlIKcW6h5bzoRu/yPj501j/8Atc/tNPc5x3Gsw9bRE9Ld2895vX0tPc
 QXFFKVUTXdasanwtX33qd3S3tDP92Pk5C96ii08d0odJC149I/2/Dd6OnffBH/1VXaEvUo/8/Dal
 lFJ3f/136goWqvq125RSSv32iq+rh37y19z1z93ysFp555Oqt6VTfeuEa9STv7lLbV66Wl3CPPWt
 Yz+s4r0DB3zWuoeXq1ceX6Fattarz0y4QLXtbMh997sPflNtePwltXfdNvW/R71ffeOYD6pn/nif
 stIZ9X8X/z/1+C//oe7/3p/Vd0/+qNq1cpP63ZXfVEpJpZRSPz3/s6phw85cW1bGHPb5z//1YfXd
 k69VPzn3M+rXl39FdTe0qS/PeZ965qb71LKb/6W+vvBK9dBPblU/etcn1Y2XfklZ6YxSSqmBjh51
 w3nXq68dd6V6/m8PD9u2dKRq3rJ38G8p39J5+3fF27bzpmNJXrjtUd73w09x7ueu4N5v/ZF/fP9X
 nHftB5l41Ewa1u+gp7Gda/74VQB2vrCBR3/+d+affTz3fv/PnPKRiznzk5fx+w9+i0hpCR+/9TtE
 yg+c6n/BeW6esXu/8ydGTx9H7TQ32Vv7rkaQinBZhN9f9Q0u/OJHePG2xwlEgvz6sv9l75qt+IMB
 ehrb+fy/fs76h5cTKS9GOoq7vvwrdr+4icZNu9ny1Bpat9dz+nXvZeJRM4c8PzWQYN/27Vzwmau4
 +Gvujr/kmgu58xu/Yez0iVz6/U8w/+zFLLz4ZKonjsHwu66mJTUV/L8H/w8rY+EPBYbtm9AEY2dP
 Gvz7LSin+07C6yqc/Ubw/C0Ps/flLXz4t1/mnq//jlcefREj4OeTf/8uNVPr+Nunf8rEo2ax5CMX
 sPflrdxw4fVYGZM5pyzigi99mKnHzuWPV32HpbfewzW/+AZnX//apl0pJd9e/BFOvfbdnPrRiwFY
 +pt/svnZlfQ2d3LR/15N7YzxfGH2e6keP5b3//BT/OsHf8EfDPG5B39GRV0NW59+mb986kdU1o2i
 tLKCtu37CFSHmb7wCBZefAqTj541rDork0hhm9aQBZbojRIuKx5Wah7B68MbKpz9eqEUvPL4C5z7
 uSt45Ia/s/XZtSz58AX0tHZRM7WO/vYe0gMplnzkArYtX8cdX/wluqZz/f03MuPkIwH466d/yrbn
 1zF59hxOueb8g3pu69Z6Yj0DLDh/MNvjukeWs/H5l/js33/MwotPoXnLXo699Ewu+vLVTFo4k3Qi
 xYLzTsjx0LNPX8R1f/02tmkz86QF2KaN4XvtdP6BSIhAJDTk80hFCSM4tHhLibdrXwvSdNj+3HpW
 3P4YX3r8V/zrB7ew2PPTfPwX/6ByfC1P/OouXrzrCS77/id48Lu3UDttPH0tXdzxlV/ijwSZd+Yx
 BCIhgsWvHb0AsPHJldTNmUxZrSvwKKmYePRMzvnc5TkrW92cyVx/909z95z2sXcPaWfqsfMGB8o/
 zFC9Dq3OCA493lLibdqwmx2rNtLf1sP1991A+ZhqWrbvZdfqDWx95mUe/8Ud2Mpm/pmL+dTtP6B6
 4mj+9f2/8K0zrsKnghz97lO45LvX8bOLPse5119+0M/d+eIrzDt9sOqi0ASXffe6Q9/BEcI9rHhV
 4h3o7MVKW1SNHwzwk47Dfd+7iflnHsf0E4541cZt06JsdCXX3fZdRk11M0ee87krePSPt3HkiSfw
 /x76OelEkqPfM5gg49qbvsHGp1cyffGRTJjvVtC56hdfoHrKWA4GmXiK3oYOZp6y8KCuH8E7GFu3
 blZtuxvUH6/5jhro6C1QSfzt0zeo7yy5tuAzK2Oprx/zIbX81kdeU6WRSaZVJpF6W9UoDRt2qu+c
 cI0yU5m39bkjePtQoCpLxVI0rNuBlc4W93OZucXvP4t5ZxVW7Db8Bt949o8YgddO/3Qglc9bifbd
 TZSOq8IXPJj0VCN4J8MA15Pre6tvHeKpfiCPfn/4YAPz8uP73x5YyQylVRVvvqER/NsiV4dN0zRM
 08RflG/2PFTE9vZLNEecc3zO0XoE/5kwTdNNQN7a2qI0TWPUqNrD/U4jGMFBoaOjHSklWklJCb29
 PW++xRGM4G1Cb28PJSUlaKGQ6wubyRxcGPcIRnA4kaXTUCiMpmkaZWXl9PR0He73GsEIXhPd3V2U
 lZWjaZobgFlVVc3AwACmab7ZtkcwgrcMpmkSjQ5QVeXmxNMAfD4fFRWVtLQ0He73G8EIDoiWlmYq
 Kirx+Vw30pxPX3V1Del0mt7eQ5MrYQQjOJTo7e0hnU5RXV2T+yxHvJqmMWnSZDo62ojH42/oASMY
 wVuBeDxOR0c7kyZNQcvLdVzgTR0Mhhg3bjxNTQ0jBDyCfwvE43GamhqoqxtPMFho2RVKDa1nE4vF
 aG5uZNSoWioq3rokzyMYwauht7eXjo42xo0bT1FR8ZDvhyVegHQ6TX39HoLBEGPH1uH3jzi6jODt
 gWmatLQ0kU6nmTRpMsFgaNjrDki84MaCdXV1ehaNUqqqqgkE3n5PsRH8dyCTydDT08XAwAAVFZVU
 V9cU8Lj741WJNwvLsuju7qK/383SV1FRSSRShN/vzwVuvlUBnCP4z4PrFaZwHIlpmiQS8ZyLQllZ
 OVVV1Tl12KvhoIg3CyklqVSSaDTKwED/66qMOYIRDAdN0ygpKaWkpCRr8j3oe/8/YdlX3HySX3EA
 AAAldEVYdGRhdGU6Y3JlYXRlADIwMTMtMTEtMjdUMTY6NTA6MTgrMDE6MDDTBZpWAAAAJXRFWHRk
 YXRlOm1vZGlmeQAyMDEzLTA4LTI5VDE3OjU5OjA2KzAyOjAwll1UuAAAABl0RVh0U29mdHdhcmUA
 QWRvYmUgSW1hZ2VSZWFkeXHJZTwAAAAASUVORK5CYII=
 "
       style="image-rendering:optimizeQuality"
       preserveAspectRatio="none"
       height="218.75"
       width="218.75" />
  </g>
 </svg>
--- a/logos-orig/sky
+++ b/logos-orig/sky
@ -0,0 +1,365 @@
 <?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="86.924446mm"
   height="15.804444mm"
   viewBox="0 0 308.00001 55.999999"
   id="svg2"
   version="1.1"
   inkscape:version="0.91 r13725"
   sodipodi:docname="sky prinzessinnen hd.svg">
  <defs
     id="defs4" />
  <sodipodi:namedview
     id="base"
     pagecolor="#ffffff"
     bordercolor="#666666"
     borderopacity="1.0"
     inkscape:pageopacity="0.0"
     inkscape:pageshadow="2"
     inkscape:zoom="0.35"
     inkscape:cx="-520.99999"
     inkscape:cy="70.857095"
     inkscape:document-units="px"
     inkscape:current-layer="layer1"
     showgrid="false"
     fit-margin-top="0"
     fit-margin-left="0"
     fit-margin-right="0"
     fit-margin-bottom="0"
     inkscape:window-width="1920"
     inkscape:window-height="1017"
     inkscape:window-x="-8"
     inkscape:window-y="-8"
     inkscape:window-maximized="1" />
  <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></dc:title>
      </cc:Work>
    </rdf:RDF>
  </metadata>
  <g
     inkscape:label="Ebene 1"
     inkscape:groupmode="layer"
     id="layer1"
     transform="translate(-237.42856,-547.2193)">
    <image
       y="547.2193"
       x="237.42856"
       id="image3344"
       xlink:href="data:image/jpeg;base64,/9j/4QDCRXhpZgAASUkqAAgAAAAHABIBAwABAAAAAQAAABoBBQABAAAAYgAAABsBBQABAAAAagAA
 ACgBAwABAAAAAgAAADEBAgAOAAAAcgAAADIBAgAUAAAAgAAAAGmHBAABAAAAlAAAAHoAAQBgAAAA
 AQAAAGAAAAABAAAAUGhvdG9GaWx0cmUgNwAyMDE2OjAyOjI5IDE0OjE0OjI5AAMAAJAHAAQAAAAw
 MjEwAqADAAEAAAA0AQAAA6ADAAEAAAA4AAAA/9sAQwABAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB
 AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB/9sAQwEBAQEBAQEBAQEBAQEB
 AQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEB/8AAEQgA
 OAE0AwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMC
 BAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYn
 KCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeY
 mZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5
 +v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwAB
 AgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpD
 REVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ip
 qrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMR
 AD8A/v3JABJIAAySeAAOpJ7AUxZVc4UHOcMPlyh2K5EmCdjAOo2H5+dwUplq4f4o+J7rwZ8M/iJ4
 w04I+oeFPAvi7xLYpKoaN7zQvD+oaparIrAqyNPaoHVgQVJBGK8Nh/Z68Ay20EmrXPjDUtYaGP8A
 tPWf+E18S2d1ql+lvHHc6pdxWeow2z3V48kiyssUaiGKBFXO7aAfV1ITgEnPAJ4GTx6Ack+1fKf/
 AAzn8Nef3vjTIZVKjx/4rLgscAFBq+9CSflV1Vn6IrEgUn/DOvw1yR5njTcP4f8AhPfFrnPoyJq5
 ce4O33I6g+/1s7dOtvNDs2m1stW+lj6qMig45/TA6E5JOFwDkgkHAJANLvHGOckdCvQjhvvdM4Xj
 JyRgY5r8gv2vPEvw9/Ztt/CVlonhbxX4q1/xgNYuLddQ+J/je003SdL0STT4ZLq5W01Kae7ubm51
 GKJNxg8tYpyJ4mjj8z6M+D/wr8BfEn4XeBfHuoWvivTr7xb4c03XbqxsviF41ltbeXUIWklgie71
 qWTykcI8f3SSOduATlGvCVaph1f2lJXn/dvy/wDyS77+lvbxPDebYTI8u4ir0IwynNcRUw2DruvR
 cqlSkqjqOVGP7yFJOlUSqNu/I9D70or5TH7OXw1JwJPGh5IO3x94sfGBkNlNWbKHoXXKp1lKKCQn
 /DOfw14/eeNMHbnPj7xYCN7SIvynVg75kj8v90snzug6Eldeifc8RJvZN31Vk2mu6aumvNaLqfVt
 IzBVZj0UFj0HAGepIA/EgepAr5SH7Onw0PSXxqeA2R488XkYKF8caoSCACCpAOeADTj+zl8NQQGf
 xspJK4fx34vT7rOh+/qqgjKdASTuXHJOGldpa6u1/wDL7wS2vs3/AMPpdN2/pn1R5q8dcHoxxtJP
 QA55J6jA5HTNO3r6/of8K/mC/bDTX/A/7RvxG8LeFPid8Y9D0DS38IpYaVp3xN8VQ2Vt9p8BeFr2
 5McT6lJt8y5ubh+Dk78nBJA+Zh4p8fEEj4yfG8gdf+Lo+KOPr/p3FeLUziFOpOn9WrP2c3BtVKWt
 mtfmrn7xk/gPmWcZRlebU+JMtoQzPL8Fj4UKmBxjqUY4zC0cVGE5KfK5RhXjFuOl0z+xbevr+h/w
 o3r6/of8K/jq/wCEo+IGB/xeL44EnsPij4mY/htvyGPrsLY74pP+Eq8fZwfjL8bQf7v/AAtPxMW/
 FRflh+IFZ/23DT/Za3T/AJeUX/J29Wekvo7Zs1dcUZW0tHJZfjeVN6pOXPZN9FfU/sW3r6/of8KN
 6+v6H/Cv46v+Eo8f/wDRZPjf/wCHR8Uf/J1H/CUeP/8Aosnxv/8ADo+KP/k6n/bUf+gWt0/5eUf7
 t/8A27+rB/xLtmv/AEVOV/8AhBjP/k/P+rM/sV3r6/5/Hik8wDsfcjBAOM4JBPtnsMjPfH8dY8Ue
 P+3xj+OH4fFLxUD+BS9LA+6gsOoBOK7jwt43jsLC4l8W+Pf2mfE+pPeQJZ2uj/HnVvCumQ2RhMkk
 0vn6J4m1B9WnuArwSBPs4gUtK8c2LdnHOYyko/Vai63lVpLtdKyfmY1/o95xRp+0hxBgMU9UqWHw
 WIVZ2s20q9WlR5UnrKeIhbqmtV/W2ZFHXPt7+y88nt79u2QSqezc9DgEEdM7gSPwJDdeOK/mGl8E
 3nii6tND8E/H79o/wL8QdT0jQta0P4d/FD4u3s1l4ssPEum2Os+Hbbwl8TdBm0XQ5NY1Wz1Kzn03
 SPFOiaCL6SUWUesLd5QWNf8AgV8WfCHwftPid4q/aI+NWh6pf29/dWvhS68ZeP1SJbHV30K40S/8
 UPqH2OHxjPqcd1aQ+D/s0mqCSy1GS7S1tdO1C4tdXmcrNrB1JRS5nJVqSVtNrr9Xrp5njf8AEG1F
 4eFfjDLcNWxdajh8PhquV5r7epUxEKk6MqfJSnSr0JRpVP8AacNUq4eU48kasmz+nPevr+h/wo3r
 6/of8K/jqHij4gEAj4x/HA5JAx8UPFLA425wVvirfe+XYWL7XZNyqWpP+Ep8f5Qf8Lk+N+ZBlV/4
 Wl4m3HDSIw2/2hu+R4nWQ42x4DSMsbK7Y/21H/oEr9Pt0v7n+bPf/wCJds1vy/605W3dxSWAxrba
 SbUbT95pO75b262P7Ft6+v6H/Cjevr+h/wAK/jpHinx8cbfjJ8b268j4o+KBjHXO6+U/Tj5v4c0v
 /CUeP/8Aosnxv/8ADo+KP/k6j+2o/wDQLW6f8vKP92//ALd/Vg/4l2zW9v8AWnKr6f8AMBjOu3/L
 zzP7Fd6+v6H/AAo3r6/of8K/jq/4Sjx//wBFk+N//h0fFH/ydR/wlHj/AP6LJ8b/APw6Pij/AOTq
 P7aj/wBAtbp/y8o/3b/+3f1YP+Jds1/6KnK//CDGf/J+f9WZ/YrvX1/Q/wCFG9fX9D/hX8dX/CUe
 P/8Aosnxv/8ADo+KP/k6j/hKPH//AEWT43/+HR8Uf/J1H9tR/wCgWt0/5eUf7t//AG7+rB/xLtmv
 /RU5X/4QYz/5Pz/qzP7Fd6+v6H/Cjcvr/Ov46v8AhKPH/wD0WT43/wDh0fFH/wAnV3/wo1XxjrXx
 S+Gujap8WfjRfabq3j/wdpmo2Nz8T/FL215Y3/iLTrW7tbhBfgvBcW8skMqggtG7AEZzVQzmMpRj
 9VrJylGN3UpaXcVf/wBK/qxz4r6P2aYXC4nFPibLJrDUK1dwjgcYpTVGnKo4pudk5KNk3om9dmf1
 rbh05BzjHGf0J6d/enV8pf8ADOnwzVWZpPGv8Z3t4+8WcA+U+WJ1YYAQHJ9fbmg/s5/DUEjzPGpI
 OCB488XcHJU/8xXGFbapIJXMiYJBJHt7/I/nyzTa3abs1tJdGu/XRdrn1bRXyl/wzn8Nf7/jX8PH
 vi0/oNWyaB+zn8NmwFbxsxPQJ498WPn8U1dlU9PlYq3I4pd323D9bv5Rs3910fVtFfKX/DOXw25+
 fxtgYJI8e+LSApB+ckasQAGHlkEh95ACkHdR/wAM5fDbAJfxqFIJLN498XBBgZwz/wBrBcnsA2T2
 p2fZ99nsGyu2kr2u2kr9rt6P1PqssAMnP/fLH+QpA4OAOp7ZXPBAY43Z+VjtYdQ3GDXyzF+z18M4
 wGI8XyruAxJ478VzICULrvQazICr42fOuxmba+FLGul8Iwt4I+J+keBdHu7xvC3iP4f+KfEMGj3l
 xJc22g6j4H8Q+BtFb+xldttlaazZeN4zeWUCxWyXOkwXYjkvrnU7zUkB9CUUUUAeIfH+Rm+A/wAb
 F5+b4R/EgfePfwbrI9K61ZPkGSBxuJPQK6KwzgMeACWwpx2DV5/8fJifgX8aRk/8km+I3UD/AKE/
 Wa7BHbYvb93H6f8APNem75ePc49a6a0FBXbvpfrbpv6v7kzmoT5oz3uui1e3TR6/J37PY/JL44f8
 FF/G1v451TwN8EPDukT2Wlapf6IuvavZ3Wv61r1/p81xb3UmiaVb3UcFppweCVokePVHvogN9vCG
 ZR5Zbfts/tpxX8NnJ4YW+ubiWKKDTrr4ZahbyTSSsoijtYbSKxuZjMzKkbxeagYgu6gZrH+Iv7L/
 AO0f8A/itqHj34O6Z4h1vSo9T1TUvCviPwbaw67q1rZ6n9pWXTNV8LGLUL6W4063ubm1kmGjXenS
 RXCTNdSNmMbGgf8ABQH9o74eazb6Z8U/C+na7DE6yajpmveHbrwR4m+z7kjkkt7rSbawtIJgHVZP
 N0K6CPJG1wPL3CvkpVq6qVPreIxmHSm1GFOm3R5LrltK2zW77X8z+vMLw7wvWynBT4K4V4K4upvA
 UqleeYZq4Z1Ou4/vJVKDy2tCCirNxnWw0lUc4KDUVM6L/gpbPrd2/wAAZ/E1pFa+IZvA2rXOvWNr
 C/2a21uefw/canb2sUiyXIjt9QdymHY7vLjx5mUH6F/A/wAbeGvh1+yZ8MfGPjDVYNG8P6B8NdBu
 tRvpWEgAFriG3t44y5u7q7cxx2VvDvN480Pkb0lRz+Zv/BQr4g+HPiDpX7P/AMQ9FnW30LxF4L8T
 6nBLeywWstpnU9Hj1GxvpYyLdLjTr6K4ttRWGe4t4Lq2aVLmTaQPkv8Aab/aBvPD3gD4BeD/AIie
 MdA8K/Dg/Cjwt4i+H1tFrG+08VpNZLZap4pukRI31HVrfUbXUdPeOOKWLRovLa2Rxq0Go6pU8ZTw
 uJx9ZWlF048k+ZbShRnGUukdJRabaTTsuxjgeBsbxnwT4e8OyhLLnHOs6ni8PTpz+sQp4XH5vDEY
 DB00ryxkI+2pqCd8PToTr1Pcptx+tvH/APwUt+Meq+I7yfwFYeHfC3hKG6lj03T9V0dNX1i4s41B
 gk1q/ubp0a5nyskKadDFAkTLNZ3V6vlu36y/s8fGvSvjx8MNB8cWBhh1R410zxZo0IVW0jxLaRqN
 RtRE3nSR2t6QuoWGAyyWdwjHy5lmhi+KvgH8BP2dPir+x/YJ4A1yx8Y2vxZ0G38RL8TbeyX+0Lfx
 bYi+t7eGGOYS3GlWnhDWE1TQb7QJJIWjks9TsrqVbh72Sf8AHf4Nf8FItC/YX/aK8b/Cv4q+C/iJ
 p+n2WqX/AIU+JejPY6bElnrOio66F4k0dRrryX1jL5puI7mOJI9S8Oat9siMudOiu9FiquBq4arj
 a0alHFxVpJ/u4uUVKK5lotLaX1b9UefiOBcj8Rct4kyXw94Zq4LirgetUU8JKH1fHZxhKDeDxLrK
 rUhWdepi7UoQrqVahiaeHWI5FjYRX7O/tg/tseLfhJ44svhd8KrHRL3xBa2Vne+J9T1nTpNX+yXe
 qxi50nQrLSra50+M3k9i9tPO8zjyob61CJPOzwJ+gfgK48Wv4L8LTeO20xfGF1oOmT+Jl021NpZQ
 6xLbQ3GoRwRyTSlYknkRd52Eb+gbgfzI/wDBOn4ya7+3b+194m8e6z8PLi18MeBZJvin4y1zUdf/
 ALQgPiDU9QMfgDwwmlPpMewNdwy3tvbzXUax6b4NvkZtv2OO8/prOr3BYFbdEyMHEshYAsJG2uUz
 l50jlL4yoUKAQBXVleIni1VxbnN0HUlChTb0SpzUZW7p79/1+D8WeGMDwDPh/gn+zsLQ4gwGW0Mx
 4lx9F06tevjMbScqWHnKGIrqFPlisVTg1CTw9bDT5WqiZ/Pv+3cw/wCGq/iszZ2+Z4LYt/Au/wCG
 /hDBLDORvzH8u794pABHJ434T/s2eMvidod742vdS8M/Dn4Yabc/ZL74ifEDVx4f8PS36kltN0jd
 DPe63qjKkqRWlhayQi6jFjd3VpcyRxt8I/8ABVf9qH4oeCP28Pj14U8Pnw5Dp2kt8NFt5rrSpp7t
 0v8A4QfD7VpmuZZdQaGRo7q+lKq0HlsoAfAyK+gv2wvjp4+f9rH4I/s92Phrxv4l+Ani7wV8AdC/
 Z1PgW40XTx4l8HfELwd4RbxJ8QPB6Xvg7xJa+JfHd34113xNb6hfX/nWiR6SdI1DT3SV78fPTr0H
 icY2pzdLEwoxppfHVq1JU7yau40oSg1N9+p/WmUcNcUUeDfDjC4CrluEqZ/wLh8+jmFepCawuV5L
 keRVMSqNKvUo4eeZYmnmuFrYeFadSlRw+Gx2Knh8SqH1ep94eDv2Vf2b/EHhv4geKB+1JqOu6J8O
 dItr7xbrOgfBjxNZ6To1z4ilvNK8O3Be+vZ7zxFarq1rL5unaDawXWpW9vIftFikqXK+L+Nv2XtW
 07whqfxJ+FHj7wl8cvhzobFvEOreCjd2viDwpbCMTJeeK/Bupxf2vo1s0O+d5FkuxbW0M13cmG1i
 aevln4I+M/iN4e/Yc/4LAaLqPxLXxJqfwn8c/BDwV4e8dWtvpVjFLbab8Ydf8PXGu2Y0TT9q2up2
 1iL5VWK4kiieQ2qW4k8mLZ/ZN8IftZfsi/tXfsYav41+Kvhvx94T/aTv4vhn8S/h74f+KXgrx9ZQ
 y+NNX8W2LaHe6H4U1vWWvtL8M+E7TwV8QpvFixTeHodW1JdGGuy3Up0Ke44ihU+r/wCzcka9Ocpz
 hJNYd/Wq2Gg+Vtur/CipJd29tvMeS57ldTi/EPjrB4zF5JmFWhk+R51SwNP/AFkw+C4GyPjXHYbC
 1MJk2V4rB4l4bNJUqOJbpUaOJeHo4vC8sl7XJz93KsGcFlQj52CkqxAGc7XUoxzgSLJGTvgnWJT0
 3fw5OSfkHbBUvt8wMTtDRbwCDuKgZrP+Knw0+Afwc+Ev7THxu+Jj/tFfEW1+Hv8AwUk+Lv7JXhXw
 r8PP2itQ8B6fa+EdL8LP448P3t2mpeGPG8M2o6Ikd7oF3Ba21sLq3a21OVrd7Od7jH0T9lX4IfFv
 R/2Ffjf4C8Q/tJeBvh9+01+0ta/s+eNfhB8U/icNY8TzWN3Dq8w8ffC7xppWj+G577wzZR2pie/u
 NCvLF9XltLOe2mjaUnnftebljCk5KPPKlKo4yt7T2dubVaO0tG3yyWjPsqVfKPqsMwxOIzbDZZWx
 OJwVDM55ZhqmDr5hhsprZ28DToUsyeYqtPL6E1GVfDUKEsUlSliKEZRlLp+u4FTgAFs7MbGG5SSd
 yL5keXjWQZkQxlUYXFsJ+y8B+ILDwv4ig1HUrS3vYltpbUXDaJ4d8SXOhz3ITbrln4f8RwahoGs3
 Nm0sMf2DVRHZzRN5Nrf6ZrDxeIrH5p+CP7IfwW+LNv8A8FJ7Lxv8TPHPw2j/AGavi14B+GHwU8Z3
 /jK/utB0jU/id8XfiH8LPBi/FRZ4JEvtCuvEWheEbXX/ABLbiwn8P6TqOv6pBD/o1pDH4Za/s5+G
 PhJ+yP4i+O/7Q3h74lav8QvA/wC31a/suePvh0vjq48JvYeFNH+Et5448VnSbqGw1SCLxxe6w8tv
 ba9fJrGh/Y7SzuF0y/hDRy5qrWjy1PYqMUpy9o6ilGKp1XSk5ci0j7SnOMXu+VnpTy3h7G1cxymW
 c4urjsLjMlyqeXrJnGpicXxHk2WZ5gvqU6mZ0cPiaVPB5pgoY2rKsqeArVqNLGwccTS5/wCgb4m+
 NvCnjy5uLHUvjn8ArzwFefC34c6QkmteAtVufHnhLXbLwl4QGo+INAtfDPw5udTs9eivLa/TT/De
 l+ObXQbVb0WOqTsLW60m20T+0d+zdrXjGfXtQ0Gy+2aiddtLrxH4x8E2+sa5bQ2GneEdC0XxFJcD
 RvEYg1XxVbaJd6rc2aaddTSyapqNtc61FLLe3Wo/hL8Q/ht+wv8A8MT+Kv2mfCngT9pf4feJfE3j
 dfhd+z/pfj/4z+GNej+IHi2zthqPjzxVFpmg+AdKvZfBPw3014YtS1KzuPsms+J5LXw/LdWV9C11
 N0v7RXwl/Yh/ZrvPh14f1v8AZ4/aW+Jl74j/AGfPhH8cPGHiPwp8frHw74e8My/EzSnnexfTrr4P
 +J5dL0+LVYpo7C6vNWQfvkiaeKX5a6fruIhzzkqDpqlTqztWqyThVl7qXLh6qjzWb1lDRO+9z4XC
 +GnD2KWCy6GI46qY6OLzzJMLhcPk/CmVVFisooZZHN518RDiTB4Cs6FfF4DB15vG1J1swwuIwMYq
 vh69JftL4a+KX7Id3qiaTqumm2tJtb0jUpvEPiPwTph0jxTLa+Pdd8TRSePNIsvD2pafpN3p+hW2
 o+D7iTS/DE7XmkeMZra4hhk8Mo62vG6/s56V8M9W+IXiDTPBOoa/4/1DxtbfDTRdG8CzaFDrfh7S
 rePw9Br+iWHhjwr4FsbdbPxBZSWFpq/ijRvDNylnDrmoyaT4u1Wx8P2kP4nfDbwb8NR+xZ8Qf2gP
 2dP2ePC37QnizRf2iPG1l8W/Cnxbu/Fnjjxp8F/2b/7PW7+HBs/D3grxL4MvLbTLqyhQ+LvifoNs
 ZbHUE1aWOaxh0y+u/DfuP7LfxJv/AI/fAX9qW5/Zm8OeFb39qz4V2/hbw7+yz8MfG2n+E/HPjH4d
 fsnw+MvEHjHX9A+FFl4207UNL8WePdIu/FPii01jxTfadf8AjTUtMk0G3VptXuNIhv7pY1y5aU6d
 B1K1D2tNpTkpX1caTg+Wc4w+y3zc3TdPjzTw4pYBY3OMBnHElHA5NxHl+S5tVzjG4HAvCSq4rLKF
 JZtWji8yx2SZbLH5ngsTjMZiqEMJLIKdbE4CCVTDc0qlioJQgZG0bRJ5g2ttjRwSSsJf9zLjbcLb
 zvGXSJmpw+Yjblw27a0YMgYqwRlATc25ZMxsCo2SKUfaxQN+f3wu8Vap+1F+1B+zP8EPjb4MtvB/
 ivVfjXD8N/i94m8C6PbfCLxf4rsvGGseFvD0Mfinwz4dstL8P6X408GPBrLHVYfD9v8A2i95F/b2
 nXOqNf3Wp/Xvwn/Y9+FfxK0L/goLpt/8U/iH8M/EvwI/aL034F/s+eJtQ8faqfCw1PxP478W+CfA
 uh/E+W7jlZ7HxDrHhvRvDupeLbaSxi0S512XXJNPmWwCy8FOtOunKhT54J14pznGnK9Ci6zTi0/e
 ajJWTTi000j9NznKsDw1FU89zHEYavTw+UYqtLAZbLNcI8LnHEVLhjA4nC1qWLoYjFYapjasMQ3L
 C0MTHC+9Vo0q0a2Hp+iep6gbDkEHh/usRncilQWDSKisR5aFpisRG4A7khioyoDKjKjMsrFYWHmM
 I1KyEPJvRNxjk2cL+yz+yrb+Kvhx8DB8ZNe+NWj/ABQ+If8AwUO1z9lT4h6dB8RfFfhvUPCPhHw5
 8L73XNW0/S9MguntdP8AE0PjCGL+1tSv4L+2kSIWq2IjuIXn2PB37J9zL+2+vw6h+NXxc8bfss+K
 /Bnx6+IHw18Tw+MLtNe1O6+Duk+ILXxF8L/F2qSQXMdp4q+HPjzS4/DPiwWEVndaloMml6xpzJF4
 njvrfb98lBui5OpKEIqM4q0pqDtNSXMox5knKN9Wk7XPLxVfh7DYzO8J/bj5sky3Nc2qVJZbXlhs
 dhsqr4ihWoZbicPia1OtjKywWNxWDp1GliMBha+IipKlPl6AMrDIOeA3Qj9233ZMkBQpIIwSHU/e
 RcjOvFoOuT6Vda7Doury6JZSrBeaxHpl9JpdncMdot7u/SBrW0nyUCxXMsTyebGYg4LbfOtT8RfC
 n4Qfs4/sl/E/xh4F/aU+MPjn9oX4aePvH/iWHwD8X9B0bRvDg8AeL5fD97enR9Z+DfxClezntXtb
 67u5r6KG1e2keXZG5K/V3/BP39rn4Y/8KQ/4KAfEXxZpPiq0/Zr0nxD+x/4Sfw/4x1jw7rHifwb4
 Z+MXiC4+GPj3xHeeJPDvhnQLPxG2garr1z4o07UhokF7cafpdlGsMN4Ggi1pqEq1OjUqwpucJTck
 +ZQUaSr80k7JQ9m+bdtRd/Xy86/tjAZLmOeZbkuKzHDZfnOFySClOhSlmeNq8YZdwZUw+BpUa2Kx
 cMRUzHFYupg1jcLhKWJpYV8lRydjw7S9M1PXL+00rRdNv9Y1S/leGy03S7WW/vryWMMXjtbW1WWa
 5dBHIzRwJJIEjaTb5YDn0P4NRyW/xo+FMNxHJBNF8T/AiSQyo0cyyL4q0jdGYnAkV1LAOrKChBD7
 cV137Ad78Y/hB/wUI/aR/Z3+KbeHtdPw6/Z6+Kuv+D/FFho8lhH4o0dL3wPe+B/Gekz2t81vFpPi
 fwdrDXLLprM1qb6eya/NzJcW8H5XfsxftreM9a/aE+BOiax4Q8NSf258ZfhfpU17ps2q2EkTaj44
 0K0nuvJu7zVI3m2yGQ7WiNw4wzRbiVlVqNN4aUnUjUniZ0ZQcUlGVCcFK2t2mpKd+zVro3eUZvnU
 eKsJltLAYvAZXwnkmfQzChj7rGYLiTLs2xmHnQhVw9JJfV8vvyyvPnq20sj+8Pzew5IwcfMvIAAG
 4AbTmM/NkYBByOcfmP4Q/a1+Kvij9tW4+Ck82gWPw+07xj498KvY22lo+qXdv4V0HxJJZXk+tXU8
 kzTXF7o8FxPFbw7BCFYTq5Kr+iKayQQWt2T5QzBZd67wZMcSeWCmWGdxUFQckdv5WfEf7YR8M/t8
 /FXQfhV4Y8faz8XfDXxp+LujaDpOjeBm8aXF/PaXfiux1s6douhXmp6re28ejRapfM0unRP9mhcr
 E0n7o/SZnifqywU+eUYzxcYSUXZzvG6jpve2iP448IODo8ZR45w8ctwuPxOB4OxuIwOIxbcaGWYi
 tL2ax1SpzJUVR5qNR1mpezpxqaJOR/WBf362Vje3g2zG0tLm6EJlKiX7PC8vllldGXfs27ldGGch
 lPI/M79kf9rv4pfGbxd8UP8AhOjoDaJ4Y8B3ni7TNG0nTUtIo7i0vLKExSXUks8tyrWbbt5eKRpR
 JgLhWb5bj/a0/bu1rT7xJ/hp8RdOspLG5N9Prf7Ofjrw1BbWbQOLmWfUda8M6fZ2scMO95bprlYb
 dFaaSVEQsMH/AIJy+ItB1vXPjrLoWt6VrEf/AApXW52OlX9leIYzeWqwTFba4lFnvy22OVkdX2Dy
 6wnj/bYrDKh7Wmk580Jpw5/dT2a1S69nse7gvDL+w+D+NcXntDJM3xNKnk8MLicuxFTHzwEZ461e
 PMqdONKeIpxkldSUlFryOg8Pftqfto/EbUtTHgHTl102o+2XOl+EvhzZ69/Y9pJcyrbxyrHZXs0q
 sVhKzTeUzSbsqvBbt9I/b+/aQ+GOv2OmfHH4cRzWtyczWeq+FtX8C+KpIFd/MvNLe/aKzvxEkbMt
 vHp1vEzmNXuIo2aRIv8Agl18nj74nqA+9/B+irucvGJxHrEiFllUQhyCjEEmXchHyOTsr7t/ba8P
 eGPEP7N3xDn8RQQSSaFZWmreHr6b91c2uvx6japYCyun3C1k1e6cWclnHHveNmcOjGooRxVTC1MV
 DG1lVTk/ZuNqVoyX2uum+qvr6np8R43g/LONocE4vgHh+tgK9TK8G8fg6dTB5zTnjsLRaqJ0fZ04
 yoVYyc4t3avKUWtD6E+HHxL8K/FjwbovjzwZfve6HrlszReaVFzp9xEyxXWk6gI8ql9YXIkgmjVp
 UG3ckrxvG71nlx8evAB7H4RfGYD1G7xn8B2HtwAAffA75r89P+CX2p6pN4A+J9hK80mjWvi7SL/T
 Q5JhS81XSpI9W+zqcBNy22imeNATHIIJ5ApuJzH98zuw+O/w+J4/4tH8Yu3T/isPgT/n/wCvXtYK
 bxNGlUa96a1Vt5Rsm7W2bvp2PwzjfJafDHE+dZNQmqlDA4xwoTfxewqQp16UKi15a1KnWjRqx/np
 uW8z6H84+/5Cisjzf9r9P/rUV3+x8l93p/n+XfT5H615f1p5f1r5HiPx6Zv+FGfGfn/mk/xF7D/o
 T9Y9q9JBjjt43kYoCkfzhlRgPLGSrv8AKjDqGYYXrjGa80+M9ne6p8HvivplhA93faj8NfHVhZWs
 S7pLm7u/C+qW9tbxqBlnmmkSNFHJZgBW9Z+LvDGp2Fjf2us2VxaX1paXVpIJV8maC4t/Ot3jbkMs
 0STMm3cF8iWN9suxH2xq5eS6e3Ra2uv610XU58ukmqnva3VrPXZbX67fPc/nR/am/wCChf8AwU18
 HfFj4iaJ8I/2bfjNpXg3SPGWvaB4W1TVfgBqWreGdV0nRNYv9KsdR0yWPwNqF3rNvf21tb6il9Z+
 JozdF0VbdA+5fz58aeJv+Cxf7ePiHwx4e1/4ffF23t9JluI9JuYvhEPhH4S8P/2rNaRale6j4wvd
 B0KN1WO2jY2s+tSajDGJXtLeS4CI39np1/QSMNqtq2SPnLZkC+WisNzyOzB2Us6BkR9zAjBIpBr2
 gdTqlsW6hiyHaR93cCczFT9wlojF1XcRXyNfJa2JnJ1szx7pTnKXsI+wUEm4uMeZJuyVldfI/qTI
 vHvIeF8JhJ5D4MeH2Fz3BYanRw+e4iFTG4hV40oU6mKlTq0lU9vWac6lSOIpxlKpKPK4rX+SD/gp
 7+x18cPAvwy/YQ+DHhLwz8Tfjjr/AMPvht8QrLxhrvg3w14u8eW914y8SeLdG8TasP7Q0/T75zby
 61qepR6JNfLYzT6dCjvFbSful/Tz4lf8E7tY/aI/4JifAf4LeINEj8L/ALQ3we+EHhTWfAa6n5UF
 9ofjS28M2p1jwPrFw4D2Fp4n09U0PXGuJ5LTSL5NM1S6SM6Hvn/aP+39BAx/aVkckdGKYRWRUiJS
 RWZEhQBWVonD9+A1J/b2gELnUbPg7yrOjBpNpX5n2ruBZ2kL+WrMUjSUSLkjeGS4WNXFznzVKeMw
 1HDSoSjeEVShSpqTlu21Tg1otfWx4eP8f+LcRk/BWAwcMJlmacGcSZrxXRz7C1KscTmeb5pi8wxl
 eFXAxVOjg8DUnmuMpVqFOrOOIozVOUuV8p/Lz/wRw8YftT/s2/GHXP2VfjH8Cvjfo3wy8dalf39j
 e6l8OfGDaL8MviBZWcqtqs+sQ6VJpNn4P8X6fZwWOp6jFdPpEOoafoWpNNaWM/iG4u/O/wDg4P0r
 4Paf8avg5e6BHHb/ABt1bwNf3HxGazaNbO48E6fqEdh8O9Q1mKKQ7Namng8S2NpIZMHRLK1imkWN
 rBI/6y38Q6GgLrqcEhjDtGvmxhyQkYURtcO6RmRhKZPOkdQSgSSFSzJ/Kbpv7A37Vf7YH/BQrVfj
 h+1b8O4/h18G5viMniPXYdf8Y+C9cjn+H/hKS0XwT8KNEsfDPiLXpLltR8P2Gi6BqlygjsobWfWP
 EEt3/bAXTLnzcwy+rSyyjlVP2mM+sYnkhKcNMPTdpXU7tpx6dLeR+s+G3iTw9xD4t534y8QyyLw/
 p8P8K4ivm+XYPOqVKXFuaYiEsHGjgMvxNSlXxNfEUOWvXw+HlXqTxmCwFeb9tXnUP1y/4JGfss/8
 M2fsheEbjXtONl8RfjMYfit41W6hZL61t9csUHgzQJ3lgiuFOh+FlspJbaclLLWNU1S3V5XkEkv6
 giAZHy9/b+nP5UxNc8PogjGpWYjUbEjVlVFQMHjCquFjSFlysKDY7SCTKfZo0kd/b+gf9BO1/wC/
 g/xr6HC4dYbD0cPCNlShGH+KSSTk+7k9fO6P5T4s4lx3F/EmecU5pK+OzvMcRmFePPzqgqzi6WEp
 SveWHwdLkw2H7UaUIxShGKX8Kn/BYjMf/BR39owAkMsvwoG4HYQU+BnwybKtkFSMZDZGODxjNeKf
 B/8Aa2/bd0XwXb/s/wDwT+LXxlk8L3drqkOk/D3wM+p63qun6de2gbWLTwYltpeq+KfCul7buaa5
 svCsmnW1ubs/aYD5qB/Sv+Cyni7w7H/wUm/aSh/tSHfHcfCgSGM+ZsZvgV8LyoBXKyMUkR8Rl1AO
 G2sCtL/wT2+N3wqTwb+018EpP2gvD/7Mnxa+N+lfCyL4bfGvxN4l1LwJ4fj0DwR4t1XXPHfwp1r4
 qaVZazq/w4sPiHpuo6Jdp4onsr3SpI/DKabrNvPDLJplx+dVKVWea4qMZ1KCnXxa5oxacubEVZRS
 UrK7vG0r3jzH+tuTTwuH8DfD7G4zh/AcRLAcEeHdWGCzPL3mGFwk55dkuCrZtUoxweNqulk+HxOI
 xuMhhaEsTUwdLEUqdXDSl7U+kv2NtIvrP/gmZ/wVg0XXVk8P6naah+zDp2qDW7LVrOXS7+P4manB
 frqmn29pearbzQXKXC3dtHa3mpI5uSsbrPFJL8zfs4/H74LfsV3978WvAaXvx2/ajXR9X0n4aa5e
 6HN4b+CPwhv9d0+50u88bWy61LB4y+KHjq20y+vNK02w1Twv4G8PaCtxJd/bNemitFt/sv8AbF/a
 u+Anwa/ZR+NvwU0v9on4VftDftIfta6/8C4PidrfwX8ZzfFHwF4I+F/wA8OeD9D8Jz698YJrHTrf
 4kfEvxi/g+0uvGHiFNK0y81/XvFfiTUZtK0d9Osv7T/AA+NPDR4OqwuNpUs33mUjHl8LtWPHBGGL
 gkMavFv6rPCQpc1SphsNKnKdrqE5YrEVLK321Gak3ro099COB8nlxjgePcxzzC47L8n4w4swuLeU
 yjXwWGzbA4Hgrg/JMbGVatgKWZ1MpxOZ5ZmFCM6KwdPM8FSlFurgMZWp1/2R+HH7X3h/wH+wdoNk
 vjzS/EH7Suh/8FKdM/awufBfiDT9duZ/E/hCD4UW3hjUdV8R3l1o48K3MXiTxNFeadrmi3erHUX0
 jUJJbmGLcdn1TrkV98Q/21P2dP8Agoj4R+IvxA+Kf7HUfxX8I/ELxZNrN/40+Jmv/sg3UGqWXiHx
 z8I/HfhHT7fxHr/gnRdJv7Kb/hBLnS9Bg8M6npaaPpGnXnn2qtqP84f/AAmnhzgf2vDgKF+bDnP3
 mZVKCFA77X5hkmVlBNy6/JXf/Dr9onxR8IfECeKvhT8WPF/w18RrH5La74D8Taz4U1V7c/M9nNda
 LeWb3VtJKBLNBOTZz48p7HYzMcqeNrNxjiKLlTgqLg6d/awqUZc0J+81CfNfkqRbV0lqrXPVzLwt
 wblmePyLG08JmWaR4iwmJWOoyqYeplPFGFoYbHZVhalHC82Uzy+eEpV8mzKGFxdbCTxGKpY2nmuC
 xNShR/XPSvjH8Kde+EX/AAV++HWh+N7TX/HH7Vvxr+D+vfs/eHNG8PeM9S1H4naV4O/aF8W/EXX2
 0e2s/DEqaUX8Ma/YT2Ol+IX07ULu7uk042S3zi1af4kftSaB8ff2FPhx+y58adf0f4efHDwR+2H8
 Irv4mfEHWLW71m58R/DiL4N+PfhiPiV43tPD9vqeq6t4p+FmhaV4V+H/AI0sLaxk1q+tNK8MQyfb
 vE2t6gIPzq8a/wDBQ39o74i6RqGheMf2lviPqmlazamz1+zh8S6hpS+IbSRZkms/EEujS6dP4gsp
 VldprXXZNSiuJHBlHlQrC/y7/wAJr4aZAJNViZiDvy8rAnPAyTwAGZcxLBlFEbBlkfDnjKsfdpwq
 ckqU6c1KCipQqYieIkrRq1deerNN3Xu+7Z2TFl3hpQqz+t5qoYTG4fPsr4kwFfA5h/aWIweZZdwx
 kvC0nSxOK4fyml9TxuV8PYSWKyyvgMwo1MxqfWZVYQp4bD4X9zP269P/AGRfi1o/h6L4Gft0/D6b
 wD+z98G7XwX8BvgLefCX436XqWq2ug2Ees+K7q/8YXvgrTvCVz8Sfib4pGravqusanY6Zbavqs+i
 2t7PY29pJqcfqf7RXxR+D/xuj8Cp8MP+CnWgfA3wnefsw/Bb4LfFX4ZxaD+1Bb2PiPWvAWhXWn61
 Dq9t4Q+Hk3h3XtMzeyWkDzpK93a+faXZGlyyWlz/ADv/APCaeGTkHVLcq5Uv8o3HZ93dvEiPjAwf
 LjdTyHJ5o/4TXw4ThtWi2kKWXc7IzhvveVJuEe1e0bqHP3gBUPGVG6tsLTjCt7P2kIyxUFenbkUV
 FpKK2cdVa6Lo+FWEpYfI6D4p4kxUuH45nHA4jH4LgvGVJf2rLA4jFTxUa/CcqOJxNfHZfh8fWx1X
 C1sbPGe0rzr89So3/TB+xl8E/DHgrwj4E+Iv7KE2heOvFWk3/jG38d/tWaH8SNY8E3PgfXvC/wAb
 ryxsdN8deCfEfxI8L+H/AAl+z9qXwT0jSPHniHRfHnw58beI/Hll4w1CDSrrTvEOjaekfz18afh1
 +yh8NfiPc/tZaX4t/aFsdC+Pfx3+NPiH9mWy/ZMi8PeFpPAPgT4ffFO58BXnj6XXvEFnLPby698Q
 Dqn/AAr/AMB+H7Tw3PF4fisbe88R6S93YW1t+Eo8a+HCCr6tCQ4QMxJLgL8wxsEUchRljjUSxlPI
 EqIkTTlo/vX4A/8ABRnQfhd8ONK+D/xR+Hmk/Gj4feEta8QeI/hpcWnxF8e/CD4ofCnVPF0Ua+L9
 P8C/FX4f3cGuWvhHxa6JP4m8J6pY6npGr6nBFrMkMM7zWrbwxUakadKWH9hGladFpt0qNVJJzhHS
 aco3vKTbu01a1zwcx8PuJcrzPG8Q4DPM14mnmGLr4TM8shPA5ZnGN4axX9o4hZdHM8xx0srqywWa
 1cplhaVDDZFgcJlVLOqGFwtSeb1qU/2G8Q654OvPiF8NP2mP2ifE/hy3+LX7D3/BQT4afA74r/tE
 2PhO58PxfHj4Q2lhf+MNG8R/ELwr4esdQuJ/jB4Jg8K/2TqQ0mxub+Gz1D+wNVjvbmz0q+tfi7xf
 8fPglf8A7P8A/wAFU/CNn8StFvPFH7RH7U/g34g/BvSo9J8XGfxz4P0T4u+I/F+qavFcyaDBY6SD
 oXiCO4i0vxFeaJqM0lteQ21rLKtqZ/gn9oP9uHRfjJ4S8KfCPwL4L8G/An4CeB9d1Txb4f8AhX4N
 vdc8QSal431y2Sx1fx74/wDG3iu7vvEnj7xtdacn9kw67qMllFp2hmXR9J03Tre8vnufks+NfDWS
 Rqluc+YSD5mHMrAyb3LtMyyEBtryuIVHlQ4Q5CxGNmpzjQgpJxmpVZ05xlKVSg8PNxVO0fdhNqMm
 uaT9+TbRvwv4Xf7DQxOeV8bgcRTxuTYnAZNg6mXww2VYPIuJMBxLgsJOnTp4nDUfrOZ4OtiMXlmW
 Ymvl2DwuZPLMrxMcLgaEz+j/AOA3/BR34VeNvh/+xfJ8dfEml+CviT8Cf2yvDHxB+Mvji9sdS1Gf
 4heCrL4LeKfB+gfFHUI9Dsb/AFPVvF8Ok+GtB8CeLJLbTrm71a/stJ8RX6vqWvai2meMfseft7eD
 vgp+0/8AtF+GfG19ZeJPgR8Y/HHxz8ReAfFrpdQj4f8AxB8dWXi7QvD/AI90Y3cdpf6HofjPwzqU
 XhHxwt7badbzW58P+IL+IXHg62GofhP/AMJr4azk6sjP3k8zYzfIis7BYtvmTtEjytGIh80i7ZMl
 mZ/wmfhnaofVLZgqsCGXerMThn5XKKyKgaIFlYmQhlJBOTzDHP6u1G1ShJS5m3yzjywi4SVtU+RO
 XV2dj1peDXBcqPEmDUMTHL+I8P7CeXqUYYfLZ/2lic2pYrLKlKlOvQnRxeOrU6NBylhqeCVPL1hv
 qUfZn9Af/C4vhp4q/Ze/Yw8K/D7/AIKI6T+yx8SfhD8IPiJ4B+K2mWeh/tFWV1qUfj3xqPEcOhT+
 IPhr4KvNJv7K0s0Hn2jatcWttPIkmlskmLiPkPhZ4W8I+DP+Cd3/AAV68OeB/iZpPxi8O2OrfsGy
 2PxF0PSfEvh3SvEs+ofFqx1HVmtNJ8ZWOjeJrQafqmpX2jtPqen28t49obt47mK5ief8LD428KZG
 NTtyMKrbkJMoTzMeZnJZmJhLOCrjYVU4CmvqX4YftwQ/C79nT4+/s1ad4b8Ca74U/aNm8E3HjrxL
 rsniw+LLOT4c60viTwZ/YEukeIdJ0WA6V4gafVJzqej6ompNJJaXcLWkyR2ukMXz1HKvRjD/AGbE
 UOaCryUufAzw8Fyt2SklTi3/ADO+zduPMPDWvl2BhSyDMcwzNVuOeGOKcTgMbR4aoU408J4l4Hjf
 M66x1HK8uzSrUwmEp5hQweFr5rWbniadCMZRk6tH+jH/AIJOfEfw3+0l4EPjfX9Wt4P2i/2Qf2dP
 if8ABDW5br5tS+JX7OvjHTRq3wr1KaaSZ5mvvhX4g8P3/g2OJ4GRdB1axmvdSm1C5soh/On+yf8A
 N+1H+zYvylm+PnwYOAQ2W/4WF4eaTlC6p5a5LCRkb+6GPFYf7Kn7Y8v7LHxh0v4o+FtWF1bS6L4g
 8G+MtA890h8T+CfGGly6T4k0uZiAq3CiW31fS5JAyW+taLotzuiEDlqv7JPjbw3J+1X+zNGNWjka
 X9oP4LoAzckN8RvDBVG2xoJHSTdGsrBS8W1mVWJQDrzxMcsUoS9tSrVY1pSXvVHJ0owqSfVyjFRv
 2ittiMFwTW4Sxvi5mFKvGWQ8QZFha+T0Iq39mVKVHivGZrl1KFl/slLMMzni8M17lKlj1hKKhh8J
 ShD/AEhvswYbSAAygEkAgZLDJDKyHGedysvqCDiv5W/2Zf2evjk//Bbbx58Up/hN8Q7D4baF8dv2
 m/EmoePtR8H67pXhCPSdf0L4n6PotzZeJ72yj0jU4Nc1PXrK00uOwubhb62kkvYInsomnr+qP+3/
 AA+eDqdocjGPM6gBWJyNrAYkHIZW4boRkqdf0AnJ1S1bLBmyVDFljdIyx3NG4i3YjUQo0e5zFLEu
 Y2+9xWBjjHhJSnODwteGIhFQ5o1JxSSjP+Va3uvnof5YcCeIeM4Ey/jnLsLl2Fx3+uvC2P4TxFTE
 VqlP+z8Pj6Cw2IxVNUvfrVI0alalTpJr35qbfuo5rxhZzTeE/FENtFNLPN4d1uOGKImSaWaTTLpI
 o4kCSFndyqoscYcsQFBJAr+XP/gin+zR8ffDniX9p7WPFHwp+IfgLR/EfwF1LwD4b1Dxr4Y13wXa
 6r4q8QanBPp+n2C63Z6ZNfvBaW2bq6gtdto86W0tzHezRQt/Vede0DB/4mVofYyDB9jnIwehyDx2
 PSmtrugspVtSs5AUZfnZTuLshlDCTz123CxokoKOnG545pMSB4rARxWJwuJlVqQeG57U4QXLUjOP
 K7y/mV1ZNW2euxtwj4kYzhHhLjXhTDZbhcVR41lkP1jHYivWdXLo5JjKmLgsJQTcajxTq+yrOpJR
 jTSt71j+If8AZn+LX/BTj9izxH4wPgf4HfFvxBqGsWcHhvWdN+JHwf8Aif4u0zT7fTbya4jbTBZN
 pltCbmcrGLmK+eFoZY5Ipnzx95eFvjB/wVn/AG3dZ0fwb8Rv2bdb03wMNRhlubvVvCviT4GeBdND
 Sn7TrOqT+MYL6/8AE8WnqYru2tdFTUNRY27pp9vPdGCKT+oo+IdC3Mf7Vt2BZiS0mQQWf7sRYrEG
 XyvMUySqxTCCIYNMXXdBC7DqlntIVSPlO3Y29XQb1G/dyQTjjrXm08iqwj7KWZ476u5yl7CHseW0
 pRkk2ldaaX1ep+qZ39I/Ls5xVXOv+IP8C0eK6lKjGPEmIqY+viqNWnQp0oV408P9XlKVONo04qvG
 PPze1pzi235h+zh8GNC+A/w10vwLZXR1DWHnl1rxXrEkfl/2v4l1CFVvZrfC7IrSzgSGxgjGDNBb
 RSPHFIxReo1NhH8d/h8ByP8AhUnxjAI6f8jj8DF/DmMn6Y9wOnOv6CFJOqWy4VSoEwEasp+ZgDgL
 uUcnOB9Oa4mS+t9X+NvhKbTZkvItA+FXxEg1eWA+YljN4n8Y/DN9CiuJE3RxTaknhTxA9vC7rORp
 V6DGGtp1i+lwVJQnTpwi1GCSS8ly793bXzP5jzvMMTmNbHZljq8q+MxleeJr1Zv3qlarJSnL/wAB
 sopaKMYJaLX27zT7/wDfRoqnk+p/M0V7fJ/d/Bf11/qzPl/bR/vff6eXl+fdFbg8HoevTp/wJWX/
 AL6Vh6qRxXmy/CP4fxtMYdAFus0zyG3t9W12Gzg3hi6WVjHqgs7G2eRiVsraBIoN7tFICdtFFayh
 GXxJP1OZOS1jKUfR2F/4VJ4B/wCgG3/g21z/AOWdH/CpfAP/AEA2/wDBtrn/AMs6KKXs6f8AJH7l
 5f5Iz9rV/wCftT/wJ9Lf/Iob/wAKm8Anj+wpPx1XXP8A5aUh+EngMc/2Gf8Awb69/wDLSiij2dP+
 SP3Ly/yQKtVX/Lyfzfa3+SGH4TeAv+gHIPdNa1+Nh/uyLqhZG9HUZU4Ycij/AIVN4C4/4kkudpU/
 8TnXQOHDowCanHtBVpEeJcJ9xnM2WSiimoQW0Y6a7Ltb8kHtav8Az8qX2+OSutNGk0pLS9pJq+qs
 H/Cp/AX/AEA2/wDBvr3/AMtaB8J/AX/QDf8A4DrGvKfwYapkH0I6Hmiil7OH8kfuXS3+SF7Wr/z8
 m/V3XTdO6eyumrPU8u8Sfsa/sreMdWvPEPi34B/DDxT4g1E25v8AW/Efhi11vVrw2ljFplsbrUdT
 a6upzFp1pY6ejF1ZLa1j2EMoFYv/AAwj+xpzj9mT4L43Ow3eA9DYZZ2YPsNrtEgxE7MfMzPGs9v9
 llRXoopewot60qbu7tOnB3fd3i7s9SHEGf0qcKNLPM5pUqcFSpU6OaY6jClTjFQjTpQo14RpU4wi
 oRhTUY8iUbNaC/8ADCf7G2Bn9mb4NHAwqnwPom1DukJYYtBncvlhUVYo42BYibA3J/wwl+xt/wBG
 zfBr/wAIfQ//AJCoorVYXDr/AJc0vnSpPt3h5Ir/AFj4i6Z/nS8o5njIrpryxqqN3bV2163D/hhL
 9jb/AKNm+DX/AIQ+h/8AyFR/wwl+xt/0bN8Gv/CH0P8A+QqKKPq2H/580f8AwTS8v7nkg/1j4i/6
 KDPP/Drjf/l3l/V2H/DCX7G3/Rs3wa/8IfQ//kKj/hhL9jb/AKNm+DX/AIQ+h/8AyFRRR9Ww/wDz
 5o/+CaXl/c8kH+sfEX/RQZ5/4dcb/wDLvL+rsP8AhhL9jb/o2b4Nf+EPof8A8hUf8MJfsbf9GzfB
 r/wh9D/+QqKKy9jR/wCfNH/wRR6W/uf3UH+sfEX/AEUGef8Ah1xv/wAu8v6uw/4YS/Y2/wCjZvg1
 /wCEPof/AMhUf8MJfsbf9GzfBr/wh9D/APkKiij2NH/nzR/8EUelv7n91AuI+Il/zUGdv1zTGvt/
 0+8vzD/hhL9jb/o2b4Nf+EPof/yFR/wwl+xt/wBGzfBr/wAIfQ//AJCooo9jR/580f8AwRR6W/uf
 3UP/AFk4j/6H+df+HTG+X/T7y/F9w/4YS/Y2/wCjZvg1/wCEPof/AMhUf8MJfsbf9GzfBr/wh9D/
 APkKiij2NH/nzR/8EUelv7n91B/rJxH/AND/ADr/AMOmN8v+n3l+L7i/8MJfsa/9GzfBv/whtC/+
 Q6P+GEv2Nf8Ao2b4N/8AhDaF/wDIdFFHsaP/AD5o/wDgij0t/c/uoa4l4jX/ADP86/8ADpjfL/p9
 5X9Rf+GEf2Nv+jZfg5/4Quh//IdXbD9h79kTS76z1PTP2dPhLpupadd29/p+o6f4Q0qyv7C+s5ku
 LS9sr21torm0u7W4jjntrq3ljnt5o0lhkSRFYFFHsaP/AD5o/wDgml0t/c/uoUuJOIpRcZZ7nEoy
 TjKMsyxjjKLVmmnWs01o09GtD2EfCPwCOuhtklnb/iba7wxAAVf+JnynC9ccDpS/8Kk8A/8AQDb/
 AMG2uf8Ayzoop+zp/wAkfuXl/kjyfa1W7+1qXer9573Tv6u2of8ACpPAP/QDb/wba5/8s6P+FSeA
 f+gG3/g21z/5Z0UUezp/yR+5eX+SLhOo1d1Kmj/mfRR/yQf8Kk8A/wDQDb/wba5/8s6P+FSeAf8A
 oBt/4Ntc/wDlnRRR7On/ACR+5eX+SNfa1P55/wDgT/rp/V2H/CpfAPbRZUPZk1jXVdf9pGXVAyuO
 qsCCCAQQa63Q/DmieHIpYtH0+GzNy4lup1M1xfXUqwxQRy3+pXst1f6jPFbwRWSXNxOs/wBkjjjk
 eWNBDRRTUILaKXorbWt+SJlOclZzk12bdtLf5fmbmT6n8zRRRVEn/9k=
 "
       preserveAspectRatio="none"
       height="56"
       width="308" />
  </g>
 </svg>
--- a/logos-orig/sky
+++ b/logos-orig/sky
--- a/logos-orig/sky
+++ b/logos-orig/sky
--- a/logos-orig/sky
+++ b/logos-orig/sky
--- a/logos-orig/sky
+++ b/logos-orig/sky
--- a/logos-orig/sky
+++ b/logos-orig/sky
--- a/logos-orig/sky
+++ b/logos-orig/sky
--- a/logos-orig/sky
+++ b/logos-orig/sky
--- a/logos-orig/sky
+++ b/logos-orig/sky
--- a/logos-orig/sky
+++ b/logos-orig/sky
--- a/logos-orig/sky
+++ b/logos-orig/sky
--- a/logos-orig/sky
+++ b/logos-orig/sky
--- a/logos-orig/you
+++ b/logos-orig/you
--- a/logos-orig/you
+++ b/logos-orig/you
--- a/logos-temp/France_�%94_logo_2008.svg
+++ b/logos-temp/France_�%94_logo_2008.svg
@ -1,69 +0,0 @@
 <?xml version="1.0" encoding="utf-8"?>
 <!-- Generator: Adobe Illustrator 15.0.0, 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="Calque_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
 	 width="510.502px" height="876.44px" viewBox="-0.5 -67.721 510.502 876.44" enable-background="new -0.5 -67.721 510.502 876.44"
 	 xml:space="preserve">
 <g id="France_Ô_2008">
 	<g>
 		<path fill="#FF730F" d="M19.063,32.9C8.303,35.187-0.5,46.058-0.5,57.058v20c0,11,0,29,0,40v506.883c0,11,0,29,0,40v20
 			c0,11,8.803,21.87,19.563,24.157l471.373,100.193c10.76,2.287,19.563-4.842,19.563-15.842v-20c0-11,0-29,0-40V8.548
 			c0-11,0-29,0-40v-20c0-11-8.803-18.129-19.563-15.842L19.063,32.9z"/>
 	</g>
 	<g>
 			<linearGradient id="SVGID_1_" gradientUnits="userSpaceOnUse" x1="218.8721" y1="906.1172" x2="293.2512" y2="55.9584" gradientTransform="matrix(1 0 0 -1 4 871.4414)">
 			<stop  offset="0" style="stop-color:#FFC59E"/>
 			<stop  offset="0.15" style="stop-color:#FF7010"/>
 			<stop  offset="0.5" style="stop-color:#FF9A57"/>
 			<stop  offset="1" style="stop-color:#FF730F"/>
 		</linearGradient>
 		<path fill="url(#SVGID_1_)" d="M23.744,40.411C12.984,42.698,4.181,53.569,4.181,64.569v18.649c0,11,0,29,0,40v494.564
 			c0,11,0,29,0,40v18.647c0,11,8.803,21.871,19.563,24.158l459.875,97.749c10.758,2.287,19.563-4.842,19.563-15.842v-18.648
 			c0-11,0-29,0-40V17.152c0-11,0-29,0-40v-18.649c0-11-8.805-18.129-19.563-15.842L23.744,40.411z"/>
 	</g>
 	<path fill="#FF730F" d="M5.25,44.569c0,0,504.75-116.021,504.75,123.206l0.002,257.853C449.5,642.5,321.625,624.5,321.625,624.5
 		S14.377,709.204,1.646,291.106C-4.285,155.053,5.25,44.569,5.25,44.569z"/>
 		<linearGradient id="SVGID_2_" gradientUnits="userSpaceOnUse" x1="290.3882" y1="656.5" x2="370.2164" y2="203.7712" gradientTransform="matrix(1 0 0 -1 4 871.4414)">
 		<stop  offset="0.5" style="stop-color:#FFFFFF"/>
 		<stop  offset="1" style="stop-color:#BFBFBF"/>
 	</linearGradient>
 	<path fill="url(#SVGID_2_)" d="M353.038,210.365c-123.809,0-219.895,52.101-219.895,231.303
 		c0,153.952,74.926,224.815,215.832,224.815c74.318,0,126.283-19.511,161.023-53.107V261.328
 		C474.137,227.141,421.987,210.365,353.038,210.365z M345.708,567.109c-55.393,0-78.166-35.843-78.166-130.318
 		c0-101.006,26.063-126.256,89.578-126.256c55.371,0,77.373,37.476,77.373,118.112C434.493,521.49,420.659,567.109,345.708,567.109z
 		"/>
 	<polyline fill="#FFFFFF" points="412.272,207.518 343.62,160.758 274.926,209.217 197.535,209.217 301.321,119.246 385.9,119.246 
 		489.688,207.518 	"/>
 	<g>
 		<path fill="none" d="M468.272,59.12c-12.053,0-12.711,6.725-13.377,12.317h24.246C479.141,65.007,477.838,59.12,468.272,59.12z"/>
 		<path fill="none" d="M258.532,88.924c0,5.714,4.477,6.555,7.758,6.555c8.873,0,12.584-4.737,12.475-11.917v-5.69
 			c-0.559,0.331-1.182,0.658-1.691,0.851C270.104,81.98,258.532,78.723,258.532,88.924z"/>
 		<path fill="#FFFFFF" d="M292.982,89.794V66.272c0-13.49-7.092-18.336-22.353-18.336c-18.598,0-24.38,7.061-24.698,16.435v2.421
 			h13.51c0.461-4.542,0-8.514,10.459-8.514c7.048,0,8.86,2.607,8.86,6.502c0,2.538-0.563,4.656-1.403,5.371
 			c-3.03,2.13-18.935,1.28-26.001,4.351c-4.266,2.083-7.671,5.695-7.671,13.709c0,11.166,5.896,17.921,20.271,17.921
 			c7.455,0,12.203-1.275,16.119-8.122c0.699,1.251,1.344,3.249,2.92,4.638c2.039,1.68,4.059,2,6.707,2h7.375V93.897
 			c-1.798,0.098-2.854-0.445-3.305-0.744C293.32,92.858,292.982,92.107,292.982,89.794z M278.762,83.562
 			c0.107,7.18-3.604,11.917-12.475,11.917c-3.281,0-7.759-0.841-7.759-6.555c0-10.201,11.575-6.944,18.537-10.201
 			c0.513-0.198,1.134-0.522,1.692-0.851v5.69H278.762z"/>
 		<path fill="#FFFFFF" d="M340.517,47.938c-12.517,0-13.834,5.598-14.896,8.965v-7.511h-14.291v55.259h14.807V69.022
 			c0-7.587,3.307-9.605,9.484-9.605c7.678,0,9.817,3.178,9.817,8.654v36.578h14.794V65.538
 			C360.233,52.379,353.415,47.938,340.517,47.938z"/>
 		<path fill="#FFFFFF" d="M214.454,59.731V49.392h-13.212v55.259h14.782V74.806c0-2.622,0.328-7.776,2.771-10.85
 			c2.087-2.523,5.231-3.365,8.637-3.365h9.029V48.452c-2.443-0.313-4.807-0.517-7.229-0.517
 			C218.029,47.938,216.531,54.06,214.454,59.731z"/>
 		<path fill="#FFFFFF" d="M166.151,31.369c-3.297,2.661-4.257,6.001-4.257,10.339v7.684H154.5v9.512h7.394v45.747h14.774V58.904
 			h9.276v-9.512h-9.276v-5.894c0-1.473,0.235-2.189,0.747-2.952c0.667-0.836,2.593-0.955,4.418-0.955h4.109v-11.17h-7.737
 			C174.575,28.422,169.362,28.844,166.151,31.369z"/>
 		<path fill="#FFFFFF" d="M467.643,47.938c-20.797,0-27.809,11.7-27.809,29.295c0,19.305,8.072,28.903,27.146,28.903
 			c22.156,0,25.244-10.966,26.424-17.843h-14.467c-0.939,3.293-1.605,6.759-10.75,6.759c-10.564,0-13.668-4.537-13.668-13.37h39.857
 			C495.223,65.746,492.227,47.938,467.643,47.938z M454.895,71.437c0.666-5.592,1.324-12.317,13.377-12.317
 			c9.566,0,10.869,5.887,10.869,12.317H454.895z"/>
 		<path fill="#FFFFFF" d="M402.155,95.381c-9.594,0-12.459-6.658-12.459-19.413c0-8.75,2.237-16.849,13.115-16.849
 			c10.984,0,10.816,5.008,11.582,9.283h14.152c0-10.757-6.291-20.467-24.779-20.467c-21.446,0-28.645,12.329-28.645,28.874
 			c0,19.581,9.756,29.324,27.473,29.324c21.83,0,26.416-13.37,26.416-22.051h-14.619C413.627,89.982,414.395,95.381,402.155,95.381z
 			"/>
 	</g>
 </g>
 </svg>
--- a/logos-temp/Gulli_Logo.svg
+++ b/logos-temp/Gulli_Logo.svg
@ -1,129 +0,0 @@
 <?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="722.03314"
   height="684.08929"
   id="svg3224"
   sodipodi:version="0.32"
   inkscape:version="0.46"
   version="1.0"
   sodipodi:docname="Gulli Logo.svg"
   inkscape:output_extension="org.inkscape.output.svg.inkscape">
  <defs
     id="defs3226">
    <linearGradient
       id="linearGradient3202">
      <stop
         style="stop-color:#cbe721;stop-opacity:1;"
         offset="0"
         id="stop3204" />
      <stop
         style="stop-color:#82bf19;stop-opacity:1;"
         offset="1"
         id="stop3206" />
    </linearGradient>
    <radialGradient
       inkscape:collect="always"
       xlink:href="#linearGradient3202"
       id="radialGradient3222"
       gradientUnits="userSpaceOnUse"
       gradientTransform="matrix(1.7050125,-1.0168935,0.6312837,1.0584656,-1520.7185,1455.8914)"
       cx="1451.917"
       cy="861.30194"
       fx="1451.917"
       fy="861.30194"
       r="356.09937" />
    <inkscape:perspective
       sodipodi:type="inkscape:persp3d"
       inkscape:vp_x="0 : 526.18109 : 1"
       inkscape:vp_y="0 : 1000 : 0"
       inkscape:vp_z="744.09448 : 526.18109 : 1"
       inkscape:persp3d-origin="372.04724 : 350.78739 : 1"
       id="perspective3232" />
  </defs>
  <sodipodi:namedview
     id="base"
     pagecolor="#ffffff"
     bordercolor="#666666"
     borderopacity="1.0"
     inkscape:pageopacity="0.0"
     inkscape:pageshadow="2"
     inkscape:zoom="0.82381658"
     inkscape:cx="361.01657"
     inkscape:cy="342.04465"
     inkscape:document-units="px"
     inkscape:current-layer="layer1"
     showgrid="false"
     inkscape:window-width="1280"
     inkscape:window-height="1005"
     inkscape:window-x="-4"
     inkscape:window-y="-4" />
  <metadata
     id="metadata3229">
    <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>
  <g
     inkscape:label="Ebene 1"
     inkscape:groupmode="layer"
     id="layer1"
     transform="translate(11.016543,-190.31753)">
    <g
       id="g3212"
       transform="translate(-1026.0037,32.479945)">
      <rect
         transform="matrix(0.9916823,-0.12871,0.12871,0.9916823,0,0)"
         ry="287.3476"
         y="339.2359"
         x="944.64038"
         height="667.18774"
         width="711.15649"
         id="rect3200"
         style="opacity:1;fill:url(#radialGradient3222);fill-opacity:1;stroke:none;stroke-width:1.04220569;stroke-miterlimit:4;stroke-dasharray:none;stroke-opacity:1" />
      <g
         style="fill:#ffffff"
         transform="translate(594.55189,79.756958)"
         id="g3184">
        <path
           style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:1.25805593;stroke-miterlimit:4;stroke-opacity:1"
           d="M 622.8125,301.65625 C 621.49424,301.68111 620.17413,301.75159 618.84375,301.84375 L 566.46875,305.46875 C 523.89651,308.41787 492.13781,345.06665 495.28125,387.625 L 498.34375,429.03125 C 501.40767,470.51305 536.4622,501.85909 577.65625,500.6875 L 577.15625,514.125 C 546.96793,518.10061 523.8125,543.75433 523.8125,575.0625 L 523.8125,599 C 523.8125,633.08411 551.25963,660.53124 585.34375,660.53125 L 619.5,660.53125 C 653.58411,660.53125 681.03127,633.08411 681.03125,599 L 681.03125,575.0625 C 681.03125,542.37358 655.7906,515.83801 623.65625,513.71875 L 623.5,497.59375 L 633.25,496.90625 C 675.82224,493.95713 707.5497,457.30833 704.40625,414.75 L 701.375,373.34375 C 698.32979,332.11536 663.6787,300.88567 622.8125,301.65625 z M 590.375,343.46875 L 623.875,343.46875 C 649.88044,343.46875 670.8125,364.40082 670.8125,390.40625 L 670.8125,421.375 C 670.81249,447.38043 649.88043,468.3125 623.875,468.3125 L 590.375,468.3125 C 564.36956,468.31248 543.40625,447.38043 543.40625,421.375 L 543.40625,390.40625 C 543.40625,364.40083 564.36957,343.46875 590.375,343.46875 z M 582.46875,555.5625 L 595.15625,555.5625 C 611.55422,555.5625 624.75,568.75827 624.75,585.15625 L 624.75,594.8125 C 624.74998,611.21049 611.55423,624.4375 595.15625,624.4375 L 582.46875,624.4375 C 566.07077,624.4375 552.875,611.21048 552.875,594.8125 L 552.875,585.15625 C 552.875,568.75827 566.07076,555.5625 582.46875,555.5625 z"
           id="rect3155" />
        <path
           style="fill:#ffffff;fill-rule:evenodd;stroke:none;stroke-width:1px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1"
           d="M 717.6768,307.61829 C 717.67462,307.61829 718.41657,334.63676 718.46228,367.4344 C 718.52109,409.62157 720.50331,461.92205 740.42015,484.49881 C 766.4519,514.00714 845.485,510.36674 865.17646,482.36257 C 882.70704,457.43148 883.73795,406.33916 885.55817,366.11967 C 887.01003,334.03948 886.53884,307.61829 886.53884,307.61829 L 856.20426,307.61829 C 856.20426,307.61829 856.88881,342.71799 855.30061,380.2307 C 854.2447,405.17068 853.85301,430.93883 845.51723,449.0352 C 838.89206,463.41795 822.2222,469.611 810.06151,469.97239 C 790.07782,470.56627 772.27327,467.31728 763.76839,449.33512 C 754.52213,429.78542 754.94948,402.29701 754.60345,376.40353 C 754.12037,340.25386 755.37381,307.61829 755.37381,307.61829 L 717.6768,307.61829 z"
           id="path3163"
           sodipodi:nodetypes="cssssccssssscc" />
        <path
           style="fill:#ffffff;fill-rule:evenodd;stroke:none;stroke-width:1px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1"
           d="M 908.75571,255.92133 L 909.18296,498.59798 L 937.80855,497.74349 L 946.35351,256.34858 L 908.75571,255.92133 z"
           id="path3165" />
        <path
           style="fill:#ffffff;fill-rule:evenodd;stroke:none;stroke-width:1px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1"
           d="M 969.85213,246.94913 L 1006.1682,247.37638 L 996.962,498.15548 L 969.77213,498.15548 L 969.85213,246.94913 z"
           id="path3167" />
        <path
           style="fill:#ffffff;fill-rule:evenodd;stroke:none;stroke-width:1px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1"
           d="M 1033.8194,307.61829 L 1028.3814,499.36392 L 1057.9882,499.36392 L 1063.4261,307.61829 L 1033.8194,307.61829 z"
           id="path3169" />
        <path
           style="fill:#ffffff;fill-opacity:1;stroke:none;stroke-width:0.97216111;stroke-miterlimit:4;stroke-opacity:1"
           d="M 1031.6908,256.00064 L 1067.0655,256.00064 L 1067.0655,288.65633 L 1031.6908,288.65633 L 1031.6908,256.00064 z"
           id="rect3171" />
      </g>
    </g>
  </g>
 </svg>