My-distro-configs-ubuntu-op.../icons/Silvery-Dark-Icons/apps/48/vlc.svg

366 lines
42 KiB
XML

<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<svg
viewBox="0 0 56 56"
version="1.1"
id="svg40"
sodipodi:docname="vlc.svg"
inkscape:version="1.2.2 (b0a8486541, 2022-12-01)"
width="56"
height="56"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:xlink="http://www.w3.org/1999/xlink"
xmlns="http://www.w3.org/2000/svg"
xmlns:svg="http://www.w3.org/2000/svg">
<defs
id="defs44">
<linearGradient
gradientTransform="matrix(1.049963,0,0,1.0499041,-452.98484,-525.93776)"
gradientUnits="userSpaceOnUse"
x2="426.69501"
y2="499.92099"
y1="547.67499"
id="a-6"
x1="389.32001">
<stop
stop-color="#18222a"
style="stop-color:#ffc199;stop-opacity:1;"
id="stop216-3"
offset="0" />
<stop
stop-color="#566069"
offset="1"
style="stop-color:#ffa970;stop-opacity:1;"
id="stop218" />
</linearGradient>
<linearGradient
id="d-3"
gradientUnits="userSpaceOnUse"
x1="27"
x2="25.42725"
y1="28"
y2="32.71825"
gradientTransform="translate(-58.575692,-29.333333)">
<stop
offset="0"
stop-color="#b1621e"
id="stop231" />
<stop
offset="1"
stop-color="#ffa21d"
id="stop233" />
</linearGradient>
<linearGradient
id="c-6"
gradientTransform="matrix(2.0428665,-6.8308524,5.7819337,2.3633129,-33.356582,5.3194785)"
gradientUnits="userSpaceOnUse"
x1="24"
x2="24"
y1="35"
y2="13">
<stop
offset="0"
stop-color="#cd7223"
id="stop224" />
<stop
offset=".53"
stop-color="#f48e00"
id="stop226" />
<stop
offset="1"
stop-color="#ffa92d"
id="stop228" />
</linearGradient>
<linearGradient
id="linearGradient817"
x1="13"
x2="42"
y1="14"
y2="43"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.79499994,0,0,0.79499994,61.987735,-38.788769)">
<stop
stop-color="#ffb24d"
offset="0"
id="stop7-7" />
<stop
stop-color="#ffa733"
offset=".36206895"
id="stop9-5" />
<stop
stop-color="#f28100"
offset="1"
id="stop11-3" />
</linearGradient>
<linearGradient
id="linearGradient821"
x1="23"
x2="42"
y1="25"
y2="44"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.79499994,0,0,0.79499994,61.987735,-38.788769)">
<stop
stop-color="#e5840b"
offset="0"
id="stop14-5" />
<stop
stop-color="#f27a00"
offset="1"
id="stop16-6" />
</linearGradient>
<linearGradient
id="linearGradient826"
x1="16"
x2="34"
y1="22"
y2="28"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.79499994,0,0,0.79499994,61.987735,-38.788769)">
<stop
stop-color="#ffb24d"
offset="0"
id="stop21-2" />
<stop
stop-color="#ffa733"
offset=".15737528"
id="stop23-9" />
<stop
stop-color="#f28100"
offset="1"
id="stop25-1" />
</linearGradient>
<linearGradient
id="linearGradient828"
x1="15"
x2="25"
y1="27"
y2="37"
gradientUnits="userSpaceOnUse"
xlink:href="#a"
gradientTransform="matrix(0.79499994,0,0,0.79499994,61.987735,-38.788769)" />
<linearGradient
id="linearGradient832">
<stop
stop-color="#fff"
offset="0"
id="stop2-2" />
<stop
stop-color="#f5f5f5"
offset="1"
id="stop4-7" />
</linearGradient>
<linearGradient
id="linearGradient834"
x1="19"
x2="27"
y1="13"
y2="21"
gradientUnits="userSpaceOnUse"
xlink:href="#a"
gradientTransform="matrix(0.79499994,0,0,0.79499994,61.987735,-38.788769)" />
<linearGradient
id="d-3-7"
y1="531.78998"
y2="544.78998"
x2="0"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.70865747,-0.70865747,0.70865747,0.70865747,-653.53824,-46.825806)">
<stop
id="stop13-6-0" />
<stop
offset="1"
stop-opacity="0"
id="stop15-7-8" />
</linearGradient>
<linearGradient
inkscape:collect="always"
xlink:href="#linearGradient1296"
id="linearGradient1298"
x1="19.739279"
y1="11.65779"
x2="41.492802"
y2="49.335999"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(1.4789456,0,0,1.4789456,2.94778,2.7627833)" />
<linearGradient
inkscape:collect="always"
id="linearGradient1296">
<stop
style="stop-color:#ffffff;stop-opacity:1;"
offset="0"
id="stop1292" />
<stop
style="stop-color:#fe9933;stop-opacity:1"
offset="1"
id="stop1294" />
</linearGradient>
</defs>
<sodipodi:namedview
id="namedview42"
pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1.0"
inkscape:showpageshadow="2"
inkscape:pageopacity="0.0"
inkscape:pagecheckerboard="0"
inkscape:deskcolor="#d1d1d1"
showgrid="false"
inkscape:zoom="4.9166667"
inkscape:cx="-34.983051"
inkscape:cy="40.576271"
inkscape:window-width="1920"
inkscape:window-height="1000"
inkscape:window-x="0"
inkscape:window-y="0"
inkscape:window-maximized="1"
inkscape:current-layer="svg40" />
<linearGradient
id="a">
<stop
stop-color="#fff"
offset="0"
id="stop2" />
<stop
stop-color="#f5f5f5"
offset="1"
id="stop4" />
</linearGradient>
<linearGradient
id="b"
x1="13"
x2="42"
y1="14"
y2="43"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.79499994,0,0,0.79499994,61.987735,-38.788769)">
<stop
stop-color="#ffb24d"
offset="0"
id="stop7" />
<stop
stop-color="#ffa733"
offset="0.36206895"
id="stop9"
style="stop-color:#cc7500;stop-opacity:1;" />
<stop
stop-color="#f28100"
offset="1"
id="stop11" />
</linearGradient>
<linearGradient
id="c"
x1="23"
x2="42"
y1="25"
y2="44"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.79499994,0,0,0.79499994,61.987735,-38.788769)">
<stop
stop-color="#e5840b"
offset="0"
id="stop14" />
<stop
stop-color="#f27a00"
offset="1"
id="stop16"
style="stop-color:#804000;stop-opacity:1;" />
</linearGradient>
<linearGradient
id="d"
x1="15"
x2="25"
y1="27"
y2="37"
gradientUnits="userSpaceOnUse"
xlink:href="#a"
gradientTransform="matrix(0.79499994,0,0,0.79499994,61.987735,-38.788769)" />
<linearGradient
id="e"
x1="19"
x2="27"
y1="13"
y2="21"
gradientUnits="userSpaceOnUse"
xlink:href="#a"
gradientTransform="matrix(0.79499994,0,0,0.79499994,61.987735,-38.788769)" />
<linearGradient
id="f"
x1="16"
x2="34"
y1="22"
y2="28"
gradientUnits="userSpaceOnUse"
gradientTransform="matrix(0.79499994,0,0,0.79499994,61.987735,-38.788769)">
<stop
stop-color="#ffb24d"
offset="0"
id="stop21" />
<stop
stop-color="#ffa733"
offset="0.15737528"
id="stop23"
style="stop-color:#995700;stop-opacity:1;" />
<stop
stop-color="#f28100"
offset="1"
id="stop25" />
</linearGradient>
<image
x="-1.2841798e-07"
y="-0.0030014287"
width="56"
height="56"
image-rendering="optimizeQuality"
preserveAspectRatio="none"
xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADQAAAA0CAYAAADFeBvrAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAA GXRFWHRTb2Z0d2FyZQB3d3cuaW5rc2NhcGUub3Jnm+48GgAADFVJREFUaIHdmjtzm7mShp8GvhtJ kZJl0bKOPROckI629g84OOmGmr9j+fco3HQDV228dSIznGDOzEg2bUmkJPK7Ab0BwJstX8Zje7a2 q1yiSia6X/QFjbchfAVRkOUHnsfPnMDLl8LxO//5FHjyROEk/P4MXX5Dwgp/SuTPfFlBViBeHgtP JsLRtXBWCvs/hrUvFts69jvB6ItflKNCOesrL4fKk1NdgvszwL4IkIJwgoRdfmE4uhaqB4b2yjDL LSwMdAx5K+ROKF3QU1ilskqVKCw8vV2HvfYke578teesr/DU8+zki4H9IUBrj5wIvDAwMQwGljy3 1CQ4EiqXUkhCbSy2tpAYrA96nFFoPS5zZN5RaktuGywtGS1V5ZjNHAz9lwL7bECqSMiPp2sgM59y oClNnoHNkSanMTniciRJURLEWVpjAEi8R61DaNG2QW2F9xVZWoGrWFQ1tTQMTMNs5hiNHOMQiiKf B+qTgFZe+enY8I+fDWd9S6dJcU1GYQugg0u64HoY28VrF7SDl5yEAAoxcTWP0NLSYLQCWWBkjndz sLfYdg4sKF2JTWsWacPRtePsP9zneuujgFZgTo8N47HlqEiY9zPmrkPqukAfpI+YAaIDoI+yA9pD KRCTAQloBCQeaFFfY2SBMke4Aa5RmaF+hpUZzt9AdktKSfe65qxsGY0cx6f+U6A+CGiV+KNjgbFl PMw4sDk3VQ+0T+p38ck9RPdR7iGyh+puACQ98AXGRA9tABJavG8QFqgEQCJTVK/wXGLkAtNeoskV Itfk6ZyFLbn9rVmF4An6IVDJJzwjnP8zwT5OyVyHhd8hdXuQ7ON1CBzgdYiYfdTvIWYAfgehQCVH NUWxyPKcUgUcIg1ChbAAuUX9DLjCyFtgF2d2sHSgyVlwRVMbhsMF5/9sGB236KmqIHeBuhPQOsyw DB+nzOsuCX2EfdQcoPoQMYcohwgHwD7ILqo9kA5ec0RSwCKYVSSEbfKAw2uDSAUaQckU8XsguyA7 QAc1GdImJBjmTug+nvPfN8Bxi4bw+yQgBeGnY8OTsYVhxtR1SOij9j6qhwhHwN+AI0QfoHIfdBfo AR0gQyQBLKzAyHr5CErEAS1ChdJHtI9KH6M7KF28FohkqCSoCDiYOuX+Asa/KD8do3rq361+W4BW eXP0s+GsSMjmOWmxEzyjh4g+QuUxIo9QfQhyH1nlTQ4aiwBmA8yHYsADHiUHKUCLGKrxs2SoJogY TEyCVDzMPXXh+cfPynNU2S4SyXtqnj81nGHZJaNqe7TNHqk5QDhC5THwA+gRMETZi57JQdOVVwSJ HdpdgIJywaBo+I4mQAqkSPyJhrVUQfB4cdimxWSO3cSR4Rkde/RUN7UkG1okdACnhs5eytx0sNon S/aBQ7z+DdFHIEfAA+AeQg8oUE0R2faKAHonIIm5FP+mJp5TBrAoNm5MLCXqUWkRaSCpwNfMXUPt HYux56djlFO/9JLZ3rcXoQPoFRmp65LaXfChCChHqDxEGaLcA3ZAO2FXJRgh0Su68tDdohseFJEI IHpJO8AOyr2gS6JuDsEfkNpdUtelV2QMBpYnk60sMtvemRhmPqWeF0Afr/fwDFE5DF7R+6juhXOG IobIOvk/BuJj4IK3TFwrDWtLD9gFuQ88QOQQzxCv97Bmh3peMPMpTAzPT2R5hTHveSfTFOiEDkD3 QQ7AHyDcjyW1B1rEHbXoR5P/j4jEtaK3tIhdx27Q7Q9ADhDdx+kA8g6ZpgwGFl6YpZdC/XhOuMfk uaWTZ7iki5hBCC25j5r9sFv0EHKQBNkIsa8nEte0UUdOKDq7hLPufuhKzADnunTyjDy3HF0LzxFd NY2j43CfqUmgycH1EB0gsgfsxT6tF8prrECK+aIQ+5RoDL9Q5dKos4fIINgi0R7XgyanJqF6YEKL BsFV44nQXhkWLkVsjrGh8Qy92QAI7Uw4Z5al+dtJWDuGn2bhfGIHYYDqLtDH2C61zXEktFeGcSgO ZhVus9yiJDQmx2s3LrCD0dABKDnrQ/NDJfnryHptAyQoGdAB7SHsoOzgtYsxOZVLma3DzsAJnJUC C0MhCeJy0A5CF6/rdmYNZhnn31bW+WkIlS9D6aDaRehiKLA+o2/Dlf+sFDiJu73/o0DHUBuLJCki OV470dV5XHCzN/tesgS0LOc5IgVKAZKjNuOWBDqG0QgAw+hlMDBvBVuHsBNSxGSIiW1I9M7yzPiW 4baUbV2G1cErGRr7RiXB1pa8Fc5vhNHLWOUuFoGdITGIC6DwSQS39sz39M1S1o2UQYkbHm1zzpJk wfZIl61bn9IJ1ksgNJb9lW62/1/7zPlcWesWZMs2Y4PNS5qMTUD/T2QNqLCKM0rifSAzNP5cXcqW /763rHUrumWbd8Hmwq7silWuExhN2g3ezLThJ45wGdO/DM7qlkuwDdMgtFjrkNZTWV1SzIbxk/CV KlFcFsHQgK9Ba6AB2rhg2KnPJP3+lGzr8tGGBtVgl5ealpYy8VSJ8nBHGT+J9NLFL4FrzrwLjKZW gTfTEqGKoNae+n6yJlWCDRVoiVJitEJcTY8WFp7xGIDQKRwVCh1PqS1qA6OpzBEJTCYsPbUMvW8P Sle5swRTs+by5nhKjKkpaaHjA4YTDM8II41BFcLN+woTCUDlBi+3wAKhZhl6wDcNu/XaS+/UsOTw VnbNg620DCrHWV95hoaueTRUkj1PxzZkrsK7OZ5rRKYIM+AGpQSpWYbet/SRboKRGiiDDX6GlSlw jXFzvKuwtCR7ntFQkWWVG58q+WtPRgtpBfYWkRmqV8AVKjOEG9ASaEC+ZT7FvJEYaloi3CBMEXOJ 6hUiM7C3FGlFRkv+2jM+DVVOQFdhV1WORVVj2znqZwiXoG8Rf4EyA25RKtA27N5XP5s28kZbgmcC q6p6ieoFnsvgKTtnUdVU63CTFYkuAE89s5mjlgZYYGWGygXoGzBvUN6CToOnpCTkk0O+mqc0rhUY 1aDjFnSK6gViJqBvMHKBlRlUC2oJcySermhhE/Eoz04Uhp6Baci6Jc7fYOQSwwTVV8BrkLfAFNXb uHvN1sH7JYVCVl7xKC6cgZRRxxTkDfAa1VcYJhi5xPkbym7JwDQw9Dw7WU0jzMbCrLx0W9Y0dh5y yLwBOUc4Q/QcYYLhErgBWbA+eF2cLixZtw+DW/9dVxOJ5cEpsgBuEC4RJoi+QjhD5VWIFL2C7BZb 1u96ZwVjKapImDpMUnYp8L5P3RyQmod4+QHhR+AHhCOUYaC1dM3RvU8Fv6eDNRW8PM82D84SJIYZ E4Qz4F8ov2D0X1g9wydvMeaaKSWjYcPxNmG/zW0LcHKqHP2744yazM5JiyuaNiGRBFGDCpGedQhN NCQyQpGsX3N1H+rmfQTjWJVmjTnDFHiD0Veo/Iborxj5nZYJmkxpyjm1qznCMX7x3lVzC5CA6glw /HfPk3FL+qikWRgSDF6Wk57ANUMdWiNZhAmE7mxc2T89TtnsAJalOVSzC4RXqJyj/I6R31H7Cmku afSGdK+k/q3lv0ae0/95b5J354VtHXpYhpOMed1F6ZNIoIbFHOL0ISKBb1azH7m7MKiCDCSNU4U1 f7dqNKUFjWAIOaMyC8eDmYC+BjnH+FAIWr2ksDOsXTAZ1oxw74banR7agqmnntNjOP+1oft4ztQp Ih7TODB1nLzdgEwRfwXEkeSS9tJArmyNJFEEB9rEpneBl1vEzxC9AnmL8AbVCSpv8PoWTaa0eoO1 C9yvDaPhanh8l9wJSEBVEE5OldFxy3is9B4pjfPktKhWWL/Amxs8U4xcBJZVB3j6iHZBClQyZGNo LOJRWkRDuKrMMXoNzFC5ArkALrH+EjVXSHJNlc5Jbcnkt4bRv4Wh8Ucm4X9srE+RsNvPaCig7mHN Dk4HgQfXASaO9YVupJoCIFUbATmUFrRGKFmO9UPfePdYf3pdw1cY678H6vmJcPSf9oMPL4zvgukF RpMCLzm6rHqRXRINFzWRGqMVnhIvcxJ/izfzb/7wYgvY8mnM6FgYj+3qaUymKZ34NKZucozJsT6j thlJpJqMDXq8U6x1tLRkrsaZ+rs/jdkCtemtjz1e6lvLbSQBSQxtfLyUbDxe6tFy7dxf9njpo8A2 n5e5vuF2ain6gpbmzudlUnjKa/3Ln5d9GBjvPwAcjeD8Ru58APhwRxmP+T/zAPBdWc43V+CAv+qJ 5v8CC4AIsiTaP6AAAAAASUVORK5CYII="
id="image424" />
<rect
height="56"
ry="28"
width="56"
x="-1.2841798e-07"
y="-0.0030014287"
id="rect4310-6-6"
style="fill:#f8dea2;fill-opacity:0.25;stroke-width:1.4"
rx="28" />
<rect
width="41.998222"
x="-49.000206"
y="7.0038538"
rx="20.999111"
height="41.995884"
transform="scale(-1,1)"
id="rect223-7"
ry="20.997942"
style="fill:#deaa87;fill-opacity:1;stroke-width:0.999989" />
<path
style="display:inline;overflow:visible;opacity:0.3;fill:#ffccaa;fill-opacity:1;stroke-width:2.9398;stroke-opacity:0.55"
d="M 7.01364,27.476972 C 7.00944,27.651993 7.001,27.826018 7.001,28.00205 7.0009998,39.634994 16.366628,49 28.000053,49 c 11.633429,0 20.999215,-9.365006 20.999215,-20.99795 0,-0.176022 -0.0079,-0.349051 -0.01264,-0.525078 -0.277288,11.388195 -9.533684,20.472971 -20.98659,20.472971 -11.457124,0 -20.7093142,-9.084776 -20.9864555,-20.472971"
id="path225-0" />
<path
d="M 7.01364,28.523028 C 7.00944,28.348007 7.001,28.174978 7.001,27.997954 7.000998,16.365106 16.366628,7 28.000053,7 c 11.633429,0 20.999215,9.365106 20.999215,20.997954 0,0.176028 -0.0079,0.350053 -0.01264,0.525074 C 48.70934,17.134833 39.452902,8.0500543 28.000027,8.0500543 c -11.457114,0 -20.709306,9.0847787 -20.9864473,20.4729737"
style="display:inline;overflow:visible;opacity:0.3;fill:#ffffff;fill-opacity:1;stroke-width:2.9398;stroke-opacity:0.55"
id="path229-9" />
<image
xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGEAAABcCAYAAAB+4tvQAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAA GXRFWHRTb2Z0d2FyZQB3d3cuaW5rc2NhcGUub3Jnm+48GgAAIABJREFUeJzVvU2PHEe2JXjONTN3 j6/kh0TVkBAKbwQ0GpCWjdn1oha97aXq7xTr74xm19sHdDV61YteDKbJzQCa1w01NSpWUWJGRni4 m9k9szCPzCRFvap6JSo5BjgiM9Iz3O0evx9277EbxP9/Bs8/6K856S+f+sEM/uVT7nQQaJL8PUA8 bW8+ewZ++Y6TvwLwxReL4J8CvwN0a4IfLCAfMgi8LfzPn4HPX4KP9+C3n4F/vgL/1a2T/28AH22h x19D3+6gzx9Bz7+A3gLjgwTiQwWhAfAU/PwZ+P3XsG8/A/EShv0T23xUeZidq3zzoI+J2nSmw5+D sHvheAR//DX04DP48y+g3z39cIH4EEHgU4DPvgS/eAniEQwv/8E23RgOIYd7o9sYasAsS6ub+88j hI6+qqG+XplvaqqHeVXx6J8cL+HPHkFffAU9bSB8UEB8aCBQAH77JeyLl+DDFcKrPz4Jq2EO43ZO G3l0DVGqMc8eYgcWB6NBZYZSZ5UMxXgqB1pZXXV5PHX14Scv6qsR9dkj6H//Cv6hacSHBMK1CcIf YA9XCK/ikzCMY4qlpJN1vWLpuuxdUUyAolGhCgyEXKwAS2TJc7KZJc6Dz1OJMZ9Wq/ywNCDwG/iH Zpo+GBAE8AwAHsFwehKHcUzBcl89Da4ymIeVwwej9ZRSgaIZ6A5FsIjMLp8MdnKrozGeguVT9TSd VquM4UXBS/gtID4IEOJd38Dt8fkz8Ps9eJg+DfPmkE6W+1jiKpW8DhY2ldgA2EhaAeoDECWzAHdB RcIEYHTgEKolxBymEllixjAC3Z8+1Wb+Rg+egWgAnF/vdIS7voFlkABffgK76hFNXYrMnYdu0Jw3 Hm3HwHsQH8D4gNIDmd0HcA/CBcitzNaUBpglCAERLE6oVIXY+ZyLm6DvV0e9PEL/6Z+AP9zxpM/j g9AEAfjqS/A5YDg9Mf/+EJH6zuq0cgub4LgA8MCo+xDuOWwHaQ2pA80gdwCzYEeT9iA6OUIwolpw q7muUl+95Irdk4rhhX3+JaSv3ljM3dn4EDThWgtwRMDrlIZd6SdqFattCd4z8r6Aj0h8BOIjCR+R fADDPQA7GDcEV6Q6EhEAIcDESrAarORQa5dqza/kmEf/kLTB7voGBODZl20h9nj3xPpUQyh9CrP3 bnUt1G0l7slwX8RDAR8T+FjSIwiPQLRXqL0PfCzioQz3nbgQ6pbBV2H2fip96lMNj3dP7PG+rUXu 3CHg7jWBBPjJJ7CHH8OufuiTW+7YY1WrbY28kOEBqYcGfgThYwAPQdwncQFgK2BDoAfQAYsWADKh ylRkzBBnybKSF5Za5iOdD4++e/1haMOdawKeAo/3YPkB1qUS5sGTZ+8EH0Rbs3JDcSfxQkA7GgAX BC6M2BHtdxG3zuEFxR0rN6KtBR+67N08eOpSCeUH2OP9TVLwLsedOmYB+O0zEJ+Bm9e/slyPYVAf FdCFogHylaiNwC3hW4JbEhsJGwBrkR0kA+mQIgGAKBAmwI8Ct6A2lK+M1iuwGxTjGEpIu1/Zt/e+ 4+fPQOFuHfSdmiMC9sknsIeC5atVjH3p5sqVuTakLgi7DzZzJPABhfsAdmzrhRWaGUrLPEhCEJxA EZhJTQRPFE8OnyhMBcp99OyHUC949P9xY5LuzD3cpTkiALxYTNGYSoj0AHm0oOSwXtDg4ArgQGgA 0QPoJXRqwo/nQ0CS0AHoBbTzwQHQIGgIDJ0FJcijy+O4mKQX++uswZ0pw936hKfAvwFw+fET9kWc pyEIilRIDEqgOqM6SB3BBCCSCCBtuXeC5PKzgTQQAUAkmNo6gj2oTuZdVUiCIvJgmNwuP37Cf7Pc x12OOwNBaGmKbz8DN1OlejdFWbAUMhQhRMGWJ92imskxCYvpX1LSkgD4dR6o/d3a+bZoiS2fpxgs hWweurW4mSq//Qxnv3Bn485XzH++AjE7twAzZIFghQyUgTQJJAARouAAKqQKoAAAW/ZVAMryfgXg ZINHAkEYJDOAFCiBCeBVdf75CsT27uYPfAAgvGsYoUWITqACXijLAGZAE4AgQSSDIAPokiqJCcAE cJaQAS8Eq3QDyu3xCMDDX356PxofFAjVIJIywuWoRs+CzRBOgEYBPQEj4QAyoECCkkSikpgkjIKO BEaAJ5KTwzPBYmLNRklScuAlgD8D+F/ueN53DsJHW2hTTUY6RnOmuagyA2GCcYTrIGBlQhJBAkWO CWQHKCw+QACrXDOI0YADhEsnriAdzWysFbOxZkJFpXNbuW9kwvbuU9l3Gh19BeDx19ChD+JkztWp VLPs0SaZRhQdCFwS+EGGVxD+LPBPIF6C/hLgS5DLq78E8RLgnwT8SYZXRnxP4BJFBwYdJZuqWaZO hZP5oQ96/DX01V0KAXesCV98Af3Xr4En+xf+enzoXbXCZHNUGQvZ0RgFGEDJkWEcKa0d7CkkQmFx 3JJYBWZAk5FHua5E7AG9puHSpYNBJ9Y4E1Zej+bAC/+vy33gDpG4c3P0ZAc9XEFTl2o51sI8zzml k9GCe6GBTkN28ERp5eQKUgcpiWY4R0dyB5EhzoBGMx4rdDDH3qErMR4y/WR5nqlUNvdS7cOHwby4 KxDeWJ2+2kIX3yQ/3M8Vo+eIeLKayRjltRaBM+VHwQbCewqprSFkNyGqucmLqOyyCfKTzEaHjhbi UaWOsnTqg+erVaj9D8lffQph/NF9/eKg3AUI18y6z5+Bz2/94dEY/LLUOq2nnOaOjuoheCFtKo4j jB3EJCISHiCYm2hOgXKBbf1gzHDMyTCJPjk4GeI8xSmHOZZHY/Dp1nU/fwb+HsCSyPvFgfgl8yU3 vNKFWff8mtwFw+6JrV7NQatqrhJTUJhKn4Aag3sSFIUYz1QXmMwEXlNeCMHpZ+oLUUo0yzNYUojZ eCq5shpj2ZVYX+6SY9+Yei++hv7dj5l659v9ZQTzC403eEWP9+D0Caz88KnVXbbD6xyGnaiTm3o3 zDJ1aq9pZdE8qMgQZSiykMDiN/KKRtUMIdJR6Iz04laZR0dH58z2OplzMD/tqc29VMM+ebz/jfd/ hH+7g+6Cl/RLgfAGALepjX3I4bCvYYoeuiqq0xthc67gGkCuItZAdDDXFQEg3QIhW0v/pDCqGJSm 9vsRQAo3wuwClUdoDlRfrG52oU5vUSZ/aSB+ERDeJnZdfIOQ7ePozFGsUeshavSI6BYcTAYVo4pR KPQUqHI6KoUm2Bx+WjC3QYvDmrmKiLLoYlxAOwFAMefKCo+nQoViSiX5n8rlp6i/NEHslyjqkAA/ fwTG72B2+DRm62LazgmqPbpuYC6rqLISwmCRfa7sQKZYc6Q8hOhWGK3WZDUkppDoUyYq3jhiWhsQ rdYQkSymUBNK7aLX3hmG4hgQOKiyS8oJ7sG6aAGZaS3kvMP69UM8HC/16wL8H89/mfrze4+OFjOE 538AsUMApnDRz2k8lr5bpcFrXsnCYLAuABEuY6BMqBWsJAuqZWMuIbC6s7rRnUnRbjLQxUVXZnCZ BYVKhbmmmMxjEZIJwQMCXAygw6y4cabyKXRxHI+Zqy1wOVGXPfTtSwhPIT19/+bifYNAYNng0fil hv0xlql23SoN82wbUptoXFdqZVByIRASJAeQzZALlVGZK1hIlkDWmOiVN6ZiECnKKhEqEOGIFpQE JAgJ8kTAXKBRtQI5kmN1S3M161YJZSoCsmP3xDG8sM+fQb+/mct7M0vvXRN+j5bpAWCriznUWpL3 Xec1rwRto3EHxw60jUMDgaAGXiWsCD6zYjYLc621kMhVqAZUAUJps/CWzw4tlaFEC4lVSaaOsK6F uAgkJKAANsFxCMaYa2Wu7m7Ju1xq4FzHl/DngOMX8AnvEwRe0xufw/DZE/NXhxhWQ6o+DaGGNSO2 7rgP6h7FHQ0riR1aIcYBFXdmM06SZpplgYXy4lIF6AgABLhkBIJokVSEvINZckdPKgGMEAyESM1w jE71EEKIlJVQEGoJw5D9VS548KTi6zfoku9tEfdeNeGsBQ9/DY6v5lCtRs/sLMZepjUcO0D3IDwQ dB/SBkBPg9EhGSrBLGgGMKMxKDLAArISjYVqhlaIkCKpIDGBSII6kh2oRFeAgRSqpFkt3Z1IAM4i w2yMk+cyizWvXs1l9WvU5y/B37/nVfT7NUdPgcf/ATxMMG2qafIYk6fqGECsJWxBuyD1wIT7akTf VTNJIkQnlFt21LOALKEALAavAmQGLZlUOixIioAioQRYIpQkJEEGB0Bmwk6gehCUs4A+gRghjCHh lKtHraqVH2CPZ/i3T/FeyQDvDYRrYtcJ3Hz0KztxDHE1RM/oGNTLtSK0gbCjeCHqPokLB9YQE0iC kKRKqUjMJAvkFYYi0UG4gFb1F4yUwRVBC0thv9FiyAAsrCQogzhKiOasICaAR4hXIgcv7MQYT6GE sPuVffs/v+Oz90wQe6+a8CWA//fXYBiduXqoqxpNTBUaKK3cbE1oI2oH2IXkFwA3oDqAthgAF1BB FEGVZF00pEo3JoIAJQYQJiiAiGzroACdi1dyB2bKI2kQfQZ4FLg29xWMvYlJg2J39LAOzv7X794z /XOO9wbCraiID1fVNMsiFWpQUg0dFiAkrkGsDVoD3ADYAOghBRDt6W015coWrTggR8uYAjc7bgAo ADCeeUhAWJgW58+pBCY21SkOjhDXpFaCDarsaqgJJ0R1stpVezWCr8b36xfeFwjXmnsxgRVuMa1C naZohsSgJFdHsQPVA+oF6wEMamFqD6JV1ZpEXWcwSIdcaIC8NWSgEZJBMBL0RQsWckARQIKlkQa8 B9FDjSBmhgRXCoYQbBXqWOxiAi/7N+b1swPx3mrMz75su+8v5yc8FRHZDUHmjEG1OU+ZEqAIMKo5 00Agsj0cie3oBAwgBgArSGuCawEbEuvz0SjyXENaA1iBGBodEh0bZTLdfLailusCirDlfqqiM4Yu yJDdTkW8nJ/wvJfhfcnq59YEAsDTxRS1XfjZFNxEM1kyZhkII0AXCIF2Tae7rjlw+azFrJznfybZ LYk1vXnhW/+Ht/7HAUh4U5AE4I2tQQMowuAyKZmiTMENMduDR21j+xdtoztuf/DPMX4uEH7Uh+L7 r8EOsP8+VkMnU5CF2EikIuRaGNTGKqkarLSVrAraajgstn2x+W8EJ0tV8+3xdj2GQhP+mSpZ0Rjb 1YAieKWxyuEiZI3lhxrB6OKcZZirHV7CHu+hB1+CT7/AuXnJtSP6e4X392ZRKYB8Cr58BHv5CezF /wU7fQv7n2vEU3wU76UaulTTKVkHZ09gcHFFYkVyLWAwsPdlpw1bNEPyjUmeJ3ozYS6Mo9vHzTnn dEMFUK1RJmcIM4gTgaMDBwP3BC6dy6t4BeJYwSkX5W3npQ/m32GHq/6Il/8dfPE1uPvX4Mv/Dfzi t8B//MPy8P0d418CQhM8YL9ZhP9//heE07dty9PDjBA//lXclFXYhBLHWtJkQ+rdk5OdWe0k64nm DAl0kBKJQNCEJffNmyf4LEy0p3mJkNrPfPO9yptz8/kQMJtwAjESOAi4IrQHcQnwNYHXEPcArhjq UbCpM5URndeSsTXA8pb9Rzv7pD7gZnfJ/9GBL/4LePq3wBe/BX7zB/A/4l8GyN/yD9cm59z846ZE Cau7X5kfqmlV7XSooYse1MmkIQavSaF2CXGoKluRFxAeAPgIwEcgHrbUBe4R3IJYExiktgmERJAa KxuggQszWzfmR+TZYaiFsHASVWqAkJgEnCAcQe0hXIL4HsIrNDbkn0F8T+kSCge3OrKGuVrIW57K caYPa6uXk/kqx2qb4GH/ncf7uC6NnpuY/O5vbO3zl0B4Z88hvFxKlLsn9mifbR9LOBfnZ3qI0xCy eeijrMwKRgVBsSqmCB/cuBZ5AeCeAfclbxvDyXsSthQ3pAa1zSHpZkMIbVkL3DZAt8PGs3+vCxCF QHYwG3SSeBJ1MGIv6RLAa9J+cOAHAK8pXZrpWIqdAktmK2PX2LFOhZ7caulPtZPVXFnnGuoqxzo+ 7OqZNICX8L+119JPgfAj4f/j17AnS8+hTfercAg59PsaxBoFj8NqiLPXJHkMVCgFoQvJ5ipLCagC UWWCIix0lK8AbijsRL+AuINhJ2lLcgNhRaAX2UO63pUjMAAycqHMN//RCNeit8jpmjpfQGZKk4AJ xCjpQPIKjj2oPWWXC1PvINoIrzPBgkAPhHIGukCveZanhclBK4SVPkx5PFrhRSiTh7qpqYb9d375 KertXkt/CYx3gfBGw6d//BrWfwL7X3/41C77KQyxhC7UMJaaYu3T7DWF5Ek1dhaVbKGnOGOws7kw Orx4cboRgsmAGEnv6bYC68bBjcCtudZoe9IGioOoHlQHMbVUdTNNpM6u+TwTSWzsbKG2VIeW7bOc SJ0IjpKOMh0AHgw6QOEg81GyCSil0WbAaDJYNLiWQhDkqksnGWYvlhnKbMlmn0MuYcqEFWMspxLr xdTX/+f+Nz79Ef4OOs0bQLwNwpusiJcwPGqsiOpzdJUYq6fQ9amW2slqxxL7Qu+N1pPqi6sLsCgu K1XBDZ6zMQdxctYc1FIOlQqmkEj11X1Fs5XENeUrmQ3mGtRS0R2FBDA6EEgFqgUItyYiNSCqARVQ 0UKLlDTDeKL7SbSR1FHuYzAb9RP3VKk+uDoEi15bAGPhvFeCc3XOQT55tEkqU1SYQgxznadcgmVj LMG6cphXFS//qZmqn2BxvBF7v01LObMixu2cUqlJoe/CXHoy9kIdBB8CbKjmqwAbAPXu1gOKLWcD NzJLPok2nlXeVadglr1AFsHqnkxKpPWSBtJ6tJY6nbt6mpLLEokA6VycMd5aFwgUBF9SG0Va9jc4 s4wT5TNgJ8knkifJJyfzj+6Dob8xlb5Sm9f1fBBYKG/ahUa1ZFnARThJZeq6OJ3qNOcY8uqqyz/B 4rgG4tYk3qalfBou7x9TN+cUrO9deZDCQK8rBlvJfS1ybedXNEcKogMU294yFgKTqCPdrtxwKdee 0FXrSVQyKj1EsRQEi7GZMwud3BcNWDb7LQcZAlwmwt7WBAoOo2sxG+36LGLNEGeazfQ6u1n2UnKM qNUoVJl5TEW+IrmhcWeOC5lv4dyI6nkujYoVwkzyJGikdLz9gNH9KAsjWU/GdKo+TXOX8sUP63z5 6TfXQDx9erP+Oa8T3qKlIGbrYvG5J7uBNa8p24rciboXgPugHhB4ANpDSA9lfEjqvmT3BVxQ3KBF OMlIAyV6c5imUCwhe1GOZtlphWYZRZnQDIWZwFQdk8tPhI+AjcF4EHUEcKB0BdMVuRzSXsQVTHuD 7V28Auq+SlcSrwJ4BdmRqKMcJ0abBaux0t1hAZYIG0DfmLSD6R7EByTuAbgn8B7BrcQtqbWAc2uf AVBHKkFMZghVNXQIqKXA2SF6liq0fn3EwxH6dQG+uEWnuUlbPG20lIefwC7HR+GinxK8dp7zymFb Gndw7YLpwh0XMNuZfCtgK3JDaSWwBxTZzIUDNrUnBQFOAcgwzNV9kmtC0NwSPlZY6ACQExhmD4iy jgolL7xTMqi21EeGzEDWeqMJgZADSqR7hSzQXapW4TUt64XiXrpU09wIAooywFOhAs2TO3sa1yK2 qLiA4Z6Ae3DbkOpEnAt5meDEFm0dAV0Jtoe0F9WbmDIRBLPgGZaq0nbW5fRI8f5Lf77Qac7Vung2 TL99Bv671nXLhs0hjKWmLqS+BFuHiq2j3JPF+xLug7hH6MLBC4AbgzY3pghRLaAvgiYR3ZKkqyJn AFMgJwdmZisKtaqwEnSkk3OEfI0SfU1lN3cwRlFFFjuxeNt5WSUGAOdGhBCQSFVJMbXGhBaTl47q ZgjJvPRH8YiWk82DqchEjynELogDibWfq33UhQv3DbgnagtggBCWRFZZ6t4jwCOADaA1iEFCZ4YI VgJBNQSPZB1LqUMstfzwaX08f+P/eKtaF4FWsPgSwH/+BPbrmq1jDXnqU665j6ZBxIbizljvSXgA 6kFTT1xI2opYLTfZoRVV0JJxPIEKBORCMcdMYoZqNqB4kFNBxgpL4oShpOFUyxFiGB2AdwbkqfFQ 3dct4xqAuvg2tlAIQHtNpFyA90fh2LinAFoCo4JxADOH0Hc11tl7xjDUXDc0buW4MLMLLSYIwD0Q 9yBuAQ1neaklGDOAE6QjW9q8A66DBslRyVqiMOdZc0SfU19y3WX7bwH2JeDnFMe1OXr+EvwIoOdq 2TwweLQYk1yDG1aUNi7sjLgQcU/CfQI7EFsSKwkDgNhieAgtI5p43gxLVJlnOaqEtl4A6YZQ3CLn erLg8xxSTr1VFTqSeTEIxyMawXe8Dus6/MRYSj0JLT7N/YrRQWS30MuMHqzmNFd1Qhi8Ym3kVsA9 B+5T/gCw+wLuUa1jDKAN0Oa3FIqcDYQeRJIQCZhIEKgQMoDJjaMJo0WOXjyejh6CV/sogc/Hm5X+ j1LZ44VzU8HiMp0LII7OTD1kgwsrQisDVmolybV0bvbBSCq0hLCKiLDIWmTbBG40V6vPE0SEIQVD p8rRq00Gm8mcmaxMlR4za02dQjQvc7vpbO9KYy/CX0i/sQPn4qYx2xxhfZJBHueakio6o/cWsHJh C2AH4J5xCTSA+yBbVzFoo3NPJTK03br0Fq0tRbG2ibcAmJYM8UB6745ORAxEqFGWOvAQnG/tDlpA eIrFVf8DgEvMVWyrRsAEurVy4RKbBwLBW/+Im+pUAywRsBayI/A6ryO14vzCjjAzOaIBnbuGFrKG I02jXFM1zhRKH5jdWGOlH332jvRqkDIVzzSAW6M4WJMYHDy6LKlrtQwoVlesYjIpgRoMYZD7GsCW tAs6Lpx4QOA+gAcQLgBtAawXLUiQlmhStVkl1TZ/BBJBQHsIySYvk5mTVa2Jrkut8wb+AcA/Nbk/ vQ3Cb9D+gIdnO+rz3KIMa4SpJUXMxnoQKnjTxmBRLekm1U00qyAIItV21LfCe2Rz2INBawlbQQdB I4mTPEyk5yplFBRGlCDWigYkjUJ7GpTRsntVrb0IW/bOgmAICiqKiIoUUlToRHUABnetCawJbUHs 1JpX3QN5AfkFyZ2ENYi+rdbbQ6XrJKGWNHsjHUhqjBCxEl4lVANrMToKNHRwgMo4yxl4Izo6j4cr 6NUYnKCXaK0KVZFFtL5B1ChgpOMIogeYdG780QTftLM5ZwowtAmo0VNItJR0EtADWoHcgji4dAzk 0V0nGCbJJhTPJLJXFEOobrXK6SHI3SGAsuunQAwBlJ+fwBAIBVBRRUlmiaZert6Mg0xrkGu0yGbb GlthC2ELcHNtYtv9n8uu59pGJjAJmgiOgEYRI4iR1BHiCeBJwhScuQKlOmss7kDwJue3zNHvAH31 CHoOCDF5/n6ulkJhmGaaneQYWXGQayCbnSPY7OHCgrhVTOkWId9KOTMC6tvPMrbr9iBXAI6QjkaO cp0ALodmkLOTmfAisEBWW/8ReKMNneVioJHSAr4UtKTPBYsEEqCurWPQyzXAOEBag1xBXLOZnTVa X6UBaj5uiSLPgUZta4RzbYJHAVdY9ktDeE3gUsIewkEBI00nus9kX3LxigfJXw3Q51voS7QG6nG5 AJ9/AT3+D9C3uxc+7R7WDqfcTXEqxUZaTjTGKoTgIJpjPKeLl8Yf7RBaChpv1ACuAW/acQahhbUb gCdIJ5ATwYmuyYmZ1GxARjOphUClubvgrTszQFCCaE0bjAaDzAQEW/wUqCiwM1/6HzVeUw9wQIvq zvfSi0hn89PS5K02IaAaOAOcJJ1IHEFctSrduUKnH1phCD/AdCnpoJLGjpzmeMrzrtUdHr+Anv97 XG9gj4v5wNOnwLe/gfAIvnndNnZ7zJNiDFIMrmKBBAyuiiK2atWSDDvBOALYUNqQXEkcAHVaSpc4 MyeEDu33M50lk5gl5gaiZhpnU+OgLuuN0uws60IEdm+Sv06AuUCCFGCSAqkgWDhTagxIIrqlSNQB 7M5ai3MnSSJCCEvlTmfSQTM/nAWdQIxGHCAcJO1J20u6NMNrgK8BvQbx2qVLWryS1dFLmbiPZbNO 9fAI/i3aavl2VQrLE4rffgl78DXsyQ4BeBQv+qkb0fVW84qwDVE3EHfVuQuGneQXAi/Q1gs7Sbul WeBazg1NgzsHNmcYcaYk2lL3etOMlfNBIAssgIqWQr0TTuFcMXMQom5CVd3UFwygiQj0Vn8gEBbT 8kbLtvM9CQhLquXM+ROFKiKjtWo4kRxdGgEcCLYatVphyIVL0i5NuIRpX+FXxniV3Y+W0jFjnjD1 M/CyvNijfv8Z/PZXCMTrOQB8+hX0+Zfw778Gvt29RD89wmU/IU0FzqSQvHoNJRqm6n4ycJThCPFA 9wONBwi7Jck1Sjjb2nPTwE5AYlvQnc3SOYl4Lt7XZuhVATUfQDgElxoDj4DgC7nxPJwElxpDY90t pgkBkOHMS8UtrVxauLWldyMVqJEFiqhZ4ERgJHCU+5GwK0FXpFqeCLYHsKdh7+5Xgl2FigOCjnn2 0ZRPOWlaXXV5TC/L4z3q55/Bn3/1E6nssza88RUqi0b0ZU5xXdOEru9OZfAuDF7rOpitibpxcOvi DuTO4FuITTPALdy3ADcgV4JWhPrFFCS0+kBYqIvtXkg1E0wtwj8zLpbS5XUK+DyB26Qu4s0QeemN dwZGfONaTQ4O0G80UTPACeAoaCR0IHgl4kquK9L2IPZw7UHtW7nUrqrryBCOyeoYGE+OeSrHkKfY ZaAB8FNfLfPuyhrAz79sQEyfwKb6q9iHHK7mnDTXrk9dV1UHIQxudR3c1hXeypPgFsZdS4L5zsUd gS2gDcGNrhc/GgR2S6R0ZlCbbnJPXATcblbXT6tuvf/mzS//t5y5cDLeIAWcJ36O8Zd1DzKB+dy0 CsBI6ODggcAVoD1le0EtEqL2dLuSdKjmR3rUMNmzAAAHPklEQVQ4RtbRFSbv54klzOfKWh++K/0f 4Q8WDXhXrfmna8x483ttLr75NFz2UwBy3KLGmvpunnIfzHvGsKLXlczWEreEb6AGBIw76hYYrdns hsQKujFTuGmzHM5rD9481W+M893z1kTO2vCucxfQZE2brp96ElnCjLa1+QRhhOkg8UDhCuReaEI3 Ye/gFYEro66q+5EhHA3lNFs4dUpTPZ3yKsT8GqlcTH09F3H+EhXmXSC8CcYt83Rug9D3U5iR41hL 8tR3wUpvqH3xsKJ8RdoG7anfUr4DuQOwa4wKbdlWyFuIay0cI7SjA9Sx1ZKvtQPX7TeBm+L++db1 1s/A4lzPb9z2NRXLzh/ilvDbxv8jWrh55eAV2lcA7I3aw21P4KrADyGEg6qPsjqS4VQ9TiVOuT+G 3DakD+XcpuGv/Warfw6E67+/C4xX8UlYvZqDM8e4rsnnrvNYO6kO9LCS2dpY16qtGmWh+QoJFyK3 hO8IbgFsBGwkrMnbYODaVOltMG5px9ls3ZrhLXNzW/jIEDLazpypBQ4aIR5gOMB1JdgVuAh/cbyi rghdUXYsrmNkHY3hJA+TdfN8/QVKD7v6sLyoP9Ej4ycB+GtAeOPcMxi3G4S8ik8C/niKuF9iKjUp 910Xa+cKA2NdqXIN+IbkxpupapohNBNlvpO4NWIjaANxBXAlqH9z0YeIpd8p37Tz1ynhMwC6JXze 0CFngCdCJwdHQgcAB0BXIFu4Cey12Puz0wXsQPNjrGEsqKfaxYl1mlcx5EuLBXEo2L/wx3vUs/Dx FHh6K3j4i4L9G0C4/p+nt/3FwsY7E8IuvMSx1BTY9Zm1TwqDVIfgti63nDfNr4EAsSO0uzZh4JrQ SrdC29ta8Q4gsAhfuMW+vhE+JgAngGMrwvBKwuH81MO1F20fqL0DV6SuBDvYUrQ31pMrTFbmuQTL 2y7l1pTku1a4f/Qju/9XCf/vAQH4Ced97txym6PkseuMtc9+47yJ2sAQm4m6pR3NRF2HtWueWRzQ eXXbfAWvuwU3h3xeS7SQc4l4OAGaAI6gjpCOAq+a08Ue0F6y5nhb7H8Q7FBdxz6EY0Y5ucLEPM/s biKed32J3k853fcJwo/A+PzLmyZS50hqiCWcSkmp1tSnrptZe1uctxvXXDSjkYC5k3wHNDBEbElt KK4lrWQc2MqniYtGtJ6oCw1S0FkDBGQRM6UJWgAADwKuTO2pB7FX1ZVRe4euAuxQzY/m4Ui0J9/7 OPXTlK8QCm5FPD/RpOpvFv7PBcL159x23m9TJ2+HtZ5LZ6x9UVgx1FVwWwu+lbhV4PasDZLvaNzC uQG1JjA4MBDs1IpHZ2d9Hstql5nQLDXuKcgjoANa2Hkd6zutOVzq6swVUqljdZu6voWbc4j5LPx4 /xv/b38FpfFfJLy/9wPe/qy/JqwNw5DmKfdAHWIXB3pdVdqG4MbOgDTfsCW0cWDTfATbpkIoQYzg dR1jYd+p4DrVvHBPgaPEA6ErEVeArgi7AnSQ/CDaGK2OjjBVj5P108z9uf/Rj8PNW073PN2fR3A/ 8yCw7Ft7CrwRSS3fo+nMcVrXFEufgpVeqoMUBpmvg9sa4MbpG4IbgBuTr0GuJK0g9mTzDWo1HaLl 79ruTCGDmkCe4BppdpB0JNsK1+XHt2N9K2G2bp7LEuu/K9x8n18p/D5AuP7ss7/4ERjvWGPMVvvA 2tPDirKVzNc0Nrqlc21BQ2vJqV5SEiwadUsT6IQvX/2ImdBJrVA00ux4pivS/UiEk7Ge5hJmpsYZ xQ+x4JM3w82fw+n+VYJ6Hx/69jXejqQe78FvdwjYPTGUU4T/eI3R/EYj5AZoUODgVb3ROpyJBZLR QDkE8sYnyGcFToROrDxV+Imw05mw+3asv/nnw03gPQn/WkDv88PfvtaPwtpb1PvbawzlvlOsXWe1 KyX20byrjS2dKCU3peDBYLjeOyCH3GplZXEy02yG11myKcYy0cM8lzAXm3L3NnX9Zww3/0WC+SUu 8vY13xXW3u4OWc5gLPvdQvJUPF5vQGl9UWHym86RNDoc7u1bBoub5Wgl12zZYKWEKa9iyHMN9W3h f/4I+qkM5y8ikF/yYm9f+3YkdbtR7dvbsWJQEPqYzUMwBZRlX7TfNKetBtVMxY61Omtyq8RUSmWl Qpl2bTvTYf6u/jMNaX9R4V8L4i4u+vb1fwqM2xsTz01r56CQqpgqmHsxOnjug5oDlAPVVdZzE9q3 uwHf3th3F92A3zXuGoTzeCcY19HUCGL3xDZTpR+qjRfOIf+4/dApUatLk22CH/og7F/4wxV0DjU/ NOGfx4cCwnncgLE48C/RyMqP961XxsOrds6r8cf3/nDVBPpqCz3+GjoL/isAbznc82U+iPGhgXB7 XFMpzmuNZ89uGkA9f/nje//8URPsV1i+mOJpW2AB1xP9YAR/e3zIINwe1/d5W4q/X97/3VvCfWtS H6Tgb4//D8t06Gc6/9JkAAAAAElFTkSuQmCC "
width="37.95652"
height="36"
id="image1314"
x="9.9912596"
y="11.371475" />
<image
xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGEAAABcCAYAAAB+4tvQAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAA GXRFWHRTb2Z0d2FyZQB3d3cuaW5rc2NhcGUub3Jnm+48GgAAIABJREFUeJzVvU2PHEe2JXjONTN3 j6/kh0TVkBAKbwQ0GpCWjdn1oha97aXq7xTr74xm19sHdDV61YteDKbJzQCa1w01NSpWUWJGRni4 m9k9szCPzCRFvap6JSo5BjgiM9Iz3O0evx9277EbxP9/Bs8/6K856S+f+sEM/uVT7nQQaJL8PUA8 bW8+ewZ++Y6TvwLwxReL4J8CvwN0a4IfLCAfMgi8LfzPn4HPX4KP9+C3n4F/vgL/1a2T/28AH22h x19D3+6gzx9Bz7+A3gLjgwTiQwWhAfAU/PwZ+P3XsG8/A/EShv0T23xUeZidq3zzoI+J2nSmw5+D sHvheAR//DX04DP48y+g3z39cIH4EEHgU4DPvgS/eAniEQwv/8E23RgOIYd7o9sYasAsS6ub+88j hI6+qqG+XplvaqqHeVXx6J8cL+HPHkFffAU9bSB8UEB8aCBQAH77JeyLl+DDFcKrPz4Jq2EO43ZO G3l0DVGqMc8eYgcWB6NBZYZSZ5UMxXgqB1pZXXV5PHX14Scv6qsR9dkj6H//Cv6hacSHBMK1CcIf YA9XCK/ikzCMY4qlpJN1vWLpuuxdUUyAolGhCgyEXKwAS2TJc7KZJc6Dz1OJMZ9Wq/ywNCDwG/iH Zpo+GBAE8AwAHsFwehKHcUzBcl89Da4ymIeVwwej9ZRSgaIZ6A5FsIjMLp8MdnKrozGeguVT9TSd VquM4UXBS/gtID4IEOJd38Dt8fkz8Ps9eJg+DfPmkE6W+1jiKpW8DhY2ldgA2EhaAeoDECWzAHdB RcIEYHTgEKolxBymEllixjAC3Z8+1Wb+Rg+egWgAnF/vdIS7voFlkABffgK76hFNXYrMnYdu0Jw3 Hm3HwHsQH8D4gNIDmd0HcA/CBcitzNaUBpglCAERLE6oVIXY+ZyLm6DvV0e9PEL/6Z+AP9zxpM/j g9AEAfjqS/A5YDg9Mf/+EJH6zuq0cgub4LgA8MCo+xDuOWwHaQ2pA80gdwCzYEeT9iA6OUIwolpw q7muUl+95Irdk4rhhX3+JaSv3ljM3dn4EDThWgtwRMDrlIZd6SdqFattCd4z8r6Aj0h8BOIjCR+R fADDPQA7GDcEV6Q6EhEAIcDESrAarORQa5dqza/kmEf/kLTB7voGBODZl20h9nj3xPpUQyh9CrP3 bnUt1G0l7slwX8RDAR8T+FjSIwiPQLRXqL0PfCzioQz3nbgQ6pbBV2H2fip96lMNj3dP7PG+rUXu 3CHg7jWBBPjJJ7CHH8OufuiTW+7YY1WrbY28kOEBqYcGfgThYwAPQdwncQFgK2BDoAfQAYsWADKh ylRkzBBnybKSF5Za5iOdD4++e/1haMOdawKeAo/3YPkB1qUS5sGTZ+8EH0Rbs3JDcSfxQkA7GgAX BC6M2BHtdxG3zuEFxR0rN6KtBR+67N08eOpSCeUH2OP9TVLwLsedOmYB+O0zEJ+Bm9e/slyPYVAf FdCFogHylaiNwC3hW4JbEhsJGwBrkR0kA+mQIgGAKBAmwI8Ct6A2lK+M1iuwGxTjGEpIu1/Zt/e+ 4+fPQOFuHfSdmiMC9sknsIeC5atVjH3p5sqVuTakLgi7DzZzJPABhfsAdmzrhRWaGUrLPEhCEJxA EZhJTQRPFE8OnyhMBcp99OyHUC949P9xY5LuzD3cpTkiALxYTNGYSoj0AHm0oOSwXtDg4ArgQGgA 0QPoJXRqwo/nQ0CS0AHoBbTzwQHQIGgIDJ0FJcijy+O4mKQX++uswZ0pw936hKfAvwFw+fET9kWc pyEIilRIDEqgOqM6SB3BBCCSCCBtuXeC5PKzgTQQAUAkmNo6gj2oTuZdVUiCIvJgmNwuP37Cf7Pc x12OOwNBaGmKbz8DN1OlejdFWbAUMhQhRMGWJ92imskxCYvpX1LSkgD4dR6o/d3a+bZoiS2fpxgs hWweurW4mSq//Qxnv3Bn485XzH++AjE7twAzZIFghQyUgTQJJAARouAAKqQKoAAAW/ZVAMryfgXg ZINHAkEYJDOAFCiBCeBVdf75CsT27uYPfAAgvGsYoUWITqACXijLAGZAE4AgQSSDIAPokiqJCcAE cJaQAS8Eq3QDyu3xCMDDX356PxofFAjVIJIywuWoRs+CzRBOgEYBPQEj4QAyoECCkkSikpgkjIKO BEaAJ5KTwzPBYmLNRklScuAlgD8D+F/ueN53DsJHW2hTTUY6RnOmuagyA2GCcYTrIGBlQhJBAkWO CWQHKCw+QACrXDOI0YADhEsnriAdzWysFbOxZkJFpXNbuW9kwvbuU9l3Gh19BeDx19ChD+JkztWp VLPs0SaZRhQdCFwS+EGGVxD+LPBPIF6C/hLgS5DLq78E8RLgnwT8SYZXRnxP4BJFBwYdJZuqWaZO hZP5oQ96/DX01V0KAXesCV98Af3Xr4En+xf+enzoXbXCZHNUGQvZ0RgFGEDJkWEcKa0d7CkkQmFx 3JJYBWZAk5FHua5E7AG9puHSpYNBJ9Y4E1Zej+bAC/+vy33gDpG4c3P0ZAc9XEFTl2o51sI8zzml k9GCe6GBTkN28ERp5eQKUgcpiWY4R0dyB5EhzoBGMx4rdDDH3qErMR4y/WR5nqlUNvdS7cOHwby4 KxDeWJ2+2kIX3yQ/3M8Vo+eIeLKayRjltRaBM+VHwQbCewqprSFkNyGqucmLqOyyCfKTzEaHjhbi UaWOsnTqg+erVaj9D8lffQph/NF9/eKg3AUI18y6z5+Bz2/94dEY/LLUOq2nnOaOjuoheCFtKo4j jB3EJCISHiCYm2hOgXKBbf1gzHDMyTCJPjk4GeI8xSmHOZZHY/Dp1nU/fwb+HsCSyPvFgfgl8yU3 vNKFWff8mtwFw+6JrV7NQatqrhJTUJhKn4Aag3sSFIUYz1QXmMwEXlNeCMHpZ+oLUUo0yzNYUojZ eCq5shpj2ZVYX+6SY9+Yei++hv7dj5l659v9ZQTzC403eEWP9+D0Caz88KnVXbbD6xyGnaiTm3o3 zDJ1aq9pZdE8qMgQZSiykMDiN/KKRtUMIdJR6Iz04laZR0dH58z2OplzMD/tqc29VMM+ebz/jfd/ hH+7g+6Cl/RLgfAGALepjX3I4bCvYYoeuiqq0xthc67gGkCuItZAdDDXFQEg3QIhW0v/pDCqGJSm 9vsRQAo3wuwClUdoDlRfrG52oU5vUSZ/aSB+ERDeJnZdfIOQ7ePozFGsUeshavSI6BYcTAYVo4pR KPQUqHI6KoUm2Bx+WjC3QYvDmrmKiLLoYlxAOwFAMefKCo+nQoViSiX5n8rlp6i/NEHslyjqkAA/ fwTG72B2+DRm62LazgmqPbpuYC6rqLISwmCRfa7sQKZYc6Q8hOhWGK3WZDUkppDoUyYq3jhiWhsQ rdYQkSymUBNK7aLX3hmG4hgQOKiyS8oJ7sG6aAGZaS3kvMP69UM8HC/16wL8H89/mfrze4+OFjOE 538AsUMApnDRz2k8lr5bpcFrXsnCYLAuABEuY6BMqBWsJAuqZWMuIbC6s7rRnUnRbjLQxUVXZnCZ BYVKhbmmmMxjEZIJwQMCXAygw6y4cabyKXRxHI+Zqy1wOVGXPfTtSwhPIT19/+bifYNAYNng0fil hv0xlql23SoN82wbUptoXFdqZVByIRASJAeQzZALlVGZK1hIlkDWmOiVN6ZiECnKKhEqEOGIFpQE JAgJ8kTAXKBRtQI5kmN1S3M161YJZSoCsmP3xDG8sM+fQb+/mct7M0vvXRN+j5bpAWCriznUWpL3 Xec1rwRto3EHxw60jUMDgaAGXiWsCD6zYjYLc621kMhVqAZUAUJps/CWzw4tlaFEC4lVSaaOsK6F uAgkJKAANsFxCMaYa2Wu7m7Ju1xq4FzHl/DngOMX8AnvEwRe0xufw/DZE/NXhxhWQ6o+DaGGNSO2 7rgP6h7FHQ0riR1aIcYBFXdmM06SZpplgYXy4lIF6AgABLhkBIJokVSEvINZckdPKgGMEAyESM1w jE71EEKIlJVQEGoJw5D9VS548KTi6zfoku9tEfdeNeGsBQ9/DY6v5lCtRs/sLMZepjUcO0D3IDwQ dB/SBkBPg9EhGSrBLGgGMKMxKDLAArISjYVqhlaIkCKpIDGBSII6kh2oRFeAgRSqpFkt3Z1IAM4i w2yMk+cyizWvXs1l9WvU5y/B37/nVfT7NUdPgcf/ATxMMG2qafIYk6fqGECsJWxBuyD1wIT7akTf VTNJIkQnlFt21LOALKEALAavAmQGLZlUOixIioAioQRYIpQkJEEGB0Bmwk6gehCUs4A+gRghjCHh lKtHraqVH2CPZ/i3T/FeyQDvDYRrYtcJ3Hz0KztxDHE1RM/oGNTLtSK0gbCjeCHqPokLB9YQE0iC kKRKqUjMJAvkFYYi0UG4gFb1F4yUwRVBC0thv9FiyAAsrCQogzhKiOasICaAR4hXIgcv7MQYT6GE sPuVffs/v+Oz90wQe6+a8CWA//fXYBiduXqoqxpNTBUaKK3cbE1oI2oH2IXkFwA3oDqAthgAF1BB FEGVZF00pEo3JoIAJQYQJiiAiGzroACdi1dyB2bKI2kQfQZ4FLg29xWMvYlJg2J39LAOzv7X794z /XOO9wbCraiID1fVNMsiFWpQUg0dFiAkrkGsDVoD3ADYAOghBRDt6W015coWrTggR8uYAjc7bgAo ADCeeUhAWJgW58+pBCY21SkOjhDXpFaCDarsaqgJJ0R1stpVezWCr8b36xfeFwjXmnsxgRVuMa1C naZohsSgJFdHsQPVA+oF6wEMamFqD6JV1ZpEXWcwSIdcaIC8NWSgEZJBMBL0RQsWckARQIKlkQa8 B9FDjSBmhgRXCoYQbBXqWOxiAi/7N+b1swPx3mrMz75su+8v5yc8FRHZDUHmjEG1OU+ZEqAIMKo5 00Agsj0cie3oBAwgBgArSGuCawEbEuvz0SjyXENaA1iBGBodEh0bZTLdfLailusCirDlfqqiM4Yu yJDdTkW8nJ/wvJfhfcnq59YEAsDTxRS1XfjZFNxEM1kyZhkII0AXCIF2Tae7rjlw+azFrJznfybZ LYk1vXnhW/+Ht/7HAUh4U5AE4I2tQQMowuAyKZmiTMENMduDR21j+xdtoztuf/DPMX4uEH7Uh+L7 r8EOsP8+VkMnU5CF2EikIuRaGNTGKqkarLSVrAraajgstn2x+W8EJ0tV8+3xdj2GQhP+mSpZ0Rjb 1YAieKWxyuEiZI3lhxrB6OKcZZirHV7CHu+hB1+CT7/AuXnJtSP6e4X392ZRKYB8Cr58BHv5CezF /wU7fQv7n2vEU3wU76UaulTTKVkHZ09gcHFFYkVyLWAwsPdlpw1bNEPyjUmeJ3ozYS6Mo9vHzTnn dEMFUK1RJmcIM4gTgaMDBwP3BC6dy6t4BeJYwSkX5W3npQ/m32GHq/6Il/8dfPE1uPvX4Mv/Dfzi t8B//MPy8P0d418CQhM8YL9ZhP9//heE07dty9PDjBA//lXclFXYhBLHWtJkQ+rdk5OdWe0k64nm DAl0kBKJQNCEJffNmyf4LEy0p3mJkNrPfPO9yptz8/kQMJtwAjESOAi4IrQHcQnwNYHXEPcArhjq UbCpM5URndeSsTXA8pb9Rzv7pD7gZnfJ/9GBL/4LePq3wBe/BX7zB/A/4l8GyN/yD9cm59z846ZE Cau7X5kfqmlV7XSooYse1MmkIQavSaF2CXGoKluRFxAeAPgIwEcgHrbUBe4R3IJYExiktgmERJAa KxuggQszWzfmR+TZYaiFsHASVWqAkJgEnCAcQe0hXIL4HsIrNDbkn0F8T+kSCge3OrKGuVrIW57K caYPa6uXk/kqx2qb4GH/ncf7uC6NnpuY/O5vbO3zl0B4Z88hvFxKlLsn9mifbR9LOBfnZ3qI0xCy eeijrMwKRgVBsSqmCB/cuBZ5AeCeAfclbxvDyXsSthQ3pAa1zSHpZkMIbVkL3DZAt8PGs3+vCxCF QHYwG3SSeBJ1MGIv6RLAa9J+cOAHAK8pXZrpWIqdAktmK2PX2LFOhZ7caulPtZPVXFnnGuoqxzo+ 7OqZNICX8L+119JPgfAj4f/j17AnS8+hTfercAg59PsaxBoFj8NqiLPXJHkMVCgFoQvJ5ipLCagC UWWCIix0lK8AbijsRL+AuINhJ2lLcgNhRaAX2UO63pUjMAAycqHMN//RCNeit8jpmjpfQGZKk4AJ xCjpQPIKjj2oPWWXC1PvINoIrzPBgkAPhHIGukCveZanhclBK4SVPkx5PFrhRSiTh7qpqYb9d375 KertXkt/CYx3gfBGw6d//BrWfwL7X3/41C77KQyxhC7UMJaaYu3T7DWF5Ek1dhaVbKGnOGOws7kw Orx4cboRgsmAGEnv6bYC68bBjcCtudZoe9IGioOoHlQHMbVUdTNNpM6u+TwTSWzsbKG2VIeW7bOc SJ0IjpKOMh0AHgw6QOEg81GyCSil0WbAaDJYNLiWQhDkqksnGWYvlhnKbMlmn0MuYcqEFWMspxLr xdTX/+f+Nz79Ef4OOs0bQLwNwpusiJcwPGqsiOpzdJUYq6fQ9amW2slqxxL7Qu+N1pPqi6sLsCgu K1XBDZ6zMQdxctYc1FIOlQqmkEj11X1Fs5XENeUrmQ3mGtRS0R2FBDA6EEgFqgUItyYiNSCqARVQ 0UKLlDTDeKL7SbSR1FHuYzAb9RP3VKk+uDoEi15bAGPhvFeCc3XOQT55tEkqU1SYQgxznadcgmVj LMG6cphXFS//qZmqn2BxvBF7v01LObMixu2cUqlJoe/CXHoy9kIdBB8CbKjmqwAbAPXu1gOKLWcD NzJLPok2nlXeVadglr1AFsHqnkxKpPWSBtJ6tJY6nbt6mpLLEokA6VycMd5aFwgUBF9SG0Va9jc4 s4wT5TNgJ8knkifJJyfzj+6Dob8xlb5Sm9f1fBBYKG/ahUa1ZFnARThJZeq6OJ3qNOcY8uqqyz/B 4rgG4tYk3qalfBou7x9TN+cUrO9deZDCQK8rBlvJfS1ybedXNEcKogMU294yFgKTqCPdrtxwKdee 0FXrSVQyKj1EsRQEi7GZMwud3BcNWDb7LQcZAlwmwt7WBAoOo2sxG+36LGLNEGeazfQ6u1n2UnKM qNUoVJl5TEW+IrmhcWeOC5lv4dyI6nkujYoVwkzyJGikdLz9gNH9KAsjWU/GdKo+TXOX8sUP63z5 6TfXQDx9erP+Oa8T3qKlIGbrYvG5J7uBNa8p24rciboXgPugHhB4ANpDSA9lfEjqvmT3BVxQ3KBF OMlIAyV6c5imUCwhe1GOZtlphWYZRZnQDIWZwFQdk8tPhI+AjcF4EHUEcKB0BdMVuRzSXsQVTHuD 7V28Auq+SlcSrwJ4BdmRqKMcJ0abBaux0t1hAZYIG0DfmLSD6R7EByTuAbgn8B7BrcQtqbWAc2uf AVBHKkFMZghVNXQIqKXA2SF6liq0fn3EwxH6dQG+uEWnuUlbPG20lIefwC7HR+GinxK8dp7zymFb Gndw7YLpwh0XMNuZfCtgK3JDaSWwBxTZzIUDNrUnBQFOAcgwzNV9kmtC0NwSPlZY6ACQExhmD4iy jgolL7xTMqi21EeGzEDWeqMJgZADSqR7hSzQXapW4TUt64XiXrpU09wIAooywFOhAs2TO3sa1yK2 qLiA4Z6Ae3DbkOpEnAt5meDEFm0dAV0Jtoe0F9WbmDIRBLPgGZaq0nbW5fRI8f5Lf77Qac7Vung2 TL99Bv671nXLhs0hjKWmLqS+BFuHiq2j3JPF+xLug7hH6MLBC4AbgzY3pghRLaAvgiYR3ZKkqyJn AFMgJwdmZisKtaqwEnSkk3OEfI0SfU1lN3cwRlFFFjuxeNt5WSUGAOdGhBCQSFVJMbXGhBaTl47q ZgjJvPRH8YiWk82DqchEjynELogDibWfq33UhQv3DbgnagtggBCWRFZZ6t4jwCOADaA1iEFCZ4YI VgJBNQSPZB1LqUMstfzwaX08f+P/eKtaF4FWsPgSwH/+BPbrmq1jDXnqU665j6ZBxIbizljvSXgA 6kFTT1xI2opYLTfZoRVV0JJxPIEKBORCMcdMYoZqNqB4kFNBxgpL4oShpOFUyxFiGB2AdwbkqfFQ 3dct4xqAuvg2tlAIQHtNpFyA90fh2LinAFoCo4JxADOH0Hc11tl7xjDUXDc0buW4MLMLLSYIwD0Q 9yBuAQ1neaklGDOAE6QjW9q8A66DBslRyVqiMOdZc0SfU19y3WX7bwH2JeDnFMe1OXr+EvwIoOdq 2TwweLQYk1yDG1aUNi7sjLgQcU/CfQI7EFsSKwkDgNhieAgtI5p43gxLVJlnOaqEtl4A6YZQ3CLn erLg8xxSTr1VFTqSeTEIxyMawXe8Dus6/MRYSj0JLT7N/YrRQWS30MuMHqzmNFd1Qhi8Ym3kVsA9 B+5T/gCw+wLuUa1jDKAN0Oa3FIqcDYQeRJIQCZhIEKgQMoDJjaMJo0WOXjyejh6CV/sogc/Hm5X+ j1LZ44VzU8HiMp0LII7OTD1kgwsrQisDVmolybV0bvbBSCq0hLCKiLDIWmTbBG40V6vPE0SEIQVD p8rRq00Gm8mcmaxMlR4za02dQjQvc7vpbO9KYy/CX0i/sQPn4qYx2xxhfZJBHueakio6o/cWsHJh C2AH4J5xCTSA+yBbVzFoo3NPJTK03br0Fq0tRbG2ibcAmJYM8UB6745ORAxEqFGWOvAQnG/tDlpA eIrFVf8DgEvMVWyrRsAEurVy4RKbBwLBW/+Im+pUAywRsBayI/A6ryO14vzCjjAzOaIBnbuGFrKG I02jXFM1zhRKH5jdWGOlH332jvRqkDIVzzSAW6M4WJMYHDy6LKlrtQwoVlesYjIpgRoMYZD7GsCW tAs6Lpx4QOA+gAcQLgBtAawXLUiQlmhStVkl1TZ/BBJBQHsIySYvk5mTVa2Jrkut8wb+AcA/Nbk/ vQ3Cb9D+gIdnO+rz3KIMa4SpJUXMxnoQKnjTxmBRLekm1U00qyAIItV21LfCe2Rz2INBawlbQQdB I4mTPEyk5yplFBRGlCDWigYkjUJ7GpTRsntVrb0IW/bOgmAICiqKiIoUUlToRHUABnetCawJbUHs 1JpX3QN5AfkFyZ2ENYi+rdbbQ6XrJKGWNHsjHUhqjBCxEl4lVANrMToKNHRwgMo4yxl4Izo6j4cr 6NUYnKCXaK0KVZFFtL5B1ChgpOMIogeYdG780QTftLM5ZwowtAmo0VNItJR0EtADWoHcgji4dAzk 0V0nGCbJJhTPJLJXFEOobrXK6SHI3SGAsuunQAwBlJ+fwBAIBVBRRUlmiaZert6Mg0xrkGu0yGbb GlthC2ELcHNtYtv9n8uu59pGJjAJmgiOgEYRI4iR1BHiCeBJwhScuQKlOmss7kDwJue3zNHvAH31 CHoOCDF5/n6ulkJhmGaaneQYWXGQayCbnSPY7OHCgrhVTOkWId9KOTMC6tvPMrbr9iBXAI6QjkaO cp0ALodmkLOTmfAisEBWW/8ReKMNneVioJHSAr4UtKTPBYsEEqCurWPQyzXAOEBag1xBXLOZnTVa X6UBaj5uiSLPgUZta4RzbYJHAVdY9ktDeE3gUsIewkEBI00nus9kX3LxigfJXw3Q51voS7QG6nG5 AJ9/AT3+D9C3uxc+7R7WDqfcTXEqxUZaTjTGKoTgIJpjPKeLl8Yf7RBaChpv1ACuAW/acQahhbUb gCdIJ5ATwYmuyYmZ1GxARjOphUClubvgrTszQFCCaE0bjAaDzAQEW/wUqCiwM1/6HzVeUw9wQIvq zvfSi0hn89PS5K02IaAaOAOcJJ1IHEFctSrduUKnH1phCD/AdCnpoJLGjpzmeMrzrtUdHr+Anv97 XG9gj4v5wNOnwLe/gfAIvnndNnZ7zJNiDFIMrmKBBAyuiiK2atWSDDvBOALYUNqQXEkcAHVaSpc4 MyeEDu33M50lk5gl5gaiZhpnU+OgLuuN0uws60IEdm+Sv06AuUCCFGCSAqkgWDhTagxIIrqlSNQB 7M5ai3MnSSJCCEvlTmfSQTM/nAWdQIxGHCAcJO1J20u6NMNrgK8BvQbx2qVLWryS1dFLmbiPZbNO 9fAI/i3aavl2VQrLE4rffgl78DXsyQ4BeBQv+qkb0fVW84qwDVE3EHfVuQuGneQXAi/Q1gs7Sbul WeBazg1NgzsHNmcYcaYk2lL3etOMlfNBIAssgIqWQr0TTuFcMXMQom5CVd3UFwygiQj0Vn8gEBbT 8kbLtvM9CQhLquXM+ROFKiKjtWo4kRxdGgEcCLYatVphyIVL0i5NuIRpX+FXxniV3Y+W0jFjnjD1 M/CyvNijfv8Z/PZXCMTrOQB8+hX0+Zfw778Gvt29RD89wmU/IU0FzqSQvHoNJRqm6n4ycJThCPFA 9wONBwi7Jck1Sjjb2nPTwE5AYlvQnc3SOYl4Lt7XZuhVATUfQDgElxoDj4DgC7nxPJwElxpDY90t pgkBkOHMS8UtrVxauLWldyMVqJEFiqhZ4ERgJHCU+5GwK0FXpFqeCLYHsKdh7+5Xgl2FigOCjnn2 0ZRPOWlaXXV5TC/L4z3q55/Bn3/1E6nssza88RUqi0b0ZU5xXdOEru9OZfAuDF7rOpitibpxcOvi DuTO4FuITTPALdy3ADcgV4JWhPrFFCS0+kBYqIvtXkg1E0wtwj8zLpbS5XUK+DyB26Qu4s0QeemN dwZGfONaTQ4O0G80UTPACeAoaCR0IHgl4kquK9L2IPZw7UHtW7nUrqrryBCOyeoYGE+OeSrHkKfY ZaAB8FNfLfPuyhrAz79sQEyfwKb6q9iHHK7mnDTXrk9dV1UHIQxudR3c1hXeypPgFsZdS4L5zsUd gS2gDcGNrhc/GgR2S6R0ZlCbbnJPXATcblbXT6tuvf/mzS//t5y5cDLeIAWcJ36O8Zd1DzKB+dy0 CsBI6ODggcAVoD1le0EtEqL2dLuSdKjmR3rUMNmzAAAHPklEQVQ4RtbRFSbv54klzOfKWh++K/0f 4Q8WDXhXrfmna8x483ttLr75NFz2UwBy3KLGmvpunnIfzHvGsKLXlczWEreEb6AGBIw76hYYrdns hsQKujFTuGmzHM5rD9481W+M893z1kTO2vCucxfQZE2brp96ElnCjLa1+QRhhOkg8UDhCuReaEI3 Ye/gFYEro66q+5EhHA3lNFs4dUpTPZ3yKsT8GqlcTH09F3H+EhXmXSC8CcYt83Rug9D3U5iR41hL 8tR3wUpvqH3xsKJ8RdoG7anfUr4DuQOwa4wKbdlWyFuIay0cI7SjA9Sx1ZKvtQPX7TeBm+L++db1 1s/A4lzPb9z2NRXLzh/ilvDbxv8jWrh55eAV2lcA7I3aw21P4KrADyGEg6qPsjqS4VQ9TiVOuT+G 3DakD+XcpuGv/Warfw6E67+/C4xX8UlYvZqDM8e4rsnnrvNYO6kO9LCS2dpY16qtGmWh+QoJFyK3 hO8IbgFsBGwkrMnbYODaVOltMG5px9ls3ZrhLXNzW/jIEDLazpypBQ4aIR5gOMB1JdgVuAh/cbyi rghdUXYsrmNkHY3hJA+TdfN8/QVKD7v6sLyoP9Ej4ycB+GtAeOPcMxi3G4S8ik8C/niKuF9iKjUp 910Xa+cKA2NdqXIN+IbkxpupapohNBNlvpO4NWIjaANxBXAlqH9z0YeIpd8p37Tz1ynhMwC6JXze 0CFngCdCJwdHQgcAB0BXIFu4Cey12Puz0wXsQPNjrGEsqKfaxYl1mlcx5EuLBXEo2L/wx3vUs/Dx FHh6K3j4i4L9G0C4/p+nt/3FwsY7E8IuvMSx1BTY9Zm1TwqDVIfgti63nDfNr4EAsSO0uzZh4JrQ SrdC29ta8Q4gsAhfuMW+vhE+JgAngGMrwvBKwuH81MO1F20fqL0DV6SuBDvYUrQ31pMrTFbmuQTL 2y7l1pTku1a4f/Qju/9XCf/vAQH4Ced97txym6PkseuMtc9+47yJ2sAQm4m6pR3NRF2HtWueWRzQ eXXbfAWvuwU3h3xeS7SQc4l4OAGaAI6gjpCOAq+a08Ue0F6y5nhb7H8Q7FBdxz6EY0Y5ucLEPM/s biKed32J3k853fcJwo/A+PzLmyZS50hqiCWcSkmp1tSnrptZe1uctxvXXDSjkYC5k3wHNDBEbElt KK4lrWQc2MqniYtGtJ6oCw1S0FkDBGQRM6UJWgAADwKuTO2pB7FX1ZVRe4euAuxQzY/m4Ui0J9/7 OPXTlK8QCm5FPD/RpOpvFv7PBcL159x23m9TJ2+HtZ5LZ6x9UVgx1FVwWwu+lbhV4PasDZLvaNzC uQG1JjA4MBDs1IpHZ2d9Hstql5nQLDXuKcgjoANa2Hkd6zutOVzq6swVUqljdZu6voWbc4j5LPx4 /xv/b38FpfFfJLy/9wPe/qy/JqwNw5DmKfdAHWIXB3pdVdqG4MbOgDTfsCW0cWDTfATbpkIoQYzg dR1jYd+p4DrVvHBPgaPEA6ErEVeArgi7AnSQ/CDaGK2OjjBVj5P108z9uf/Rj8PNW073PN2fR3A/ 8yCw7Ft7CrwRSS3fo+nMcVrXFEufgpVeqoMUBpmvg9sa4MbpG4IbgBuTr0GuJK0g9mTzDWo1HaLl 79ruTCGDmkCe4BppdpB0JNsK1+XHt2N9K2G2bp7LEuu/K9x8n18p/D5AuP7ss7/4ERjvWGPMVvvA 2tPDirKVzNc0Nrqlc21BQ2vJqV5SEiwadUsT6IQvX/2ImdBJrVA00ux4pivS/UiEk7Ge5hJmpsYZ xQ+x4JM3w82fw+n+VYJ6Hx/69jXejqQe78FvdwjYPTGUU4T/eI3R/EYj5AZoUODgVb3ROpyJBZLR QDkE8sYnyGcFToROrDxV+Imw05mw+3asv/nnw03gPQn/WkDv88PfvtaPwtpb1PvbawzlvlOsXWe1 KyX20byrjS2dKCU3peDBYLjeOyCH3GplZXEy02yG11myKcYy0cM8lzAXm3L3NnX9Zww3/0WC+SUu 8vY13xXW3u4OWc5gLPvdQvJUPF5vQGl9UWHym86RNDoc7u1bBoub5Wgl12zZYKWEKa9iyHMN9W3h f/4I+qkM5y8ikF/yYm9f+3YkdbtR7dvbsWJQEPqYzUMwBZRlX7TfNKetBtVMxY61Omtyq8RUSmWl Qpl2bTvTYf6u/jMNaX9R4V8L4i4u+vb1fwqM2xsTz01r56CQqpgqmHsxOnjug5oDlAPVVdZzE9q3 uwHf3th3F92A3zXuGoTzeCcY19HUCGL3xDZTpR+qjRfOIf+4/dApUatLk22CH/og7F/4wxV0DjU/ NOGfx4cCwnncgLE48C/RyMqP961XxsOrds6r8cf3/nDVBPpqCz3+GjoL/isAbznc82U+iPGhgXB7 XFMpzmuNZ89uGkA9f/nje//8URPsV1i+mOJpW2AB1xP9YAR/e3zIINwe1/d5W4q/X97/3VvCfWtS H6Tgb4//D8t06Gc6/9JkAAAAAElFTkSuQmCC "
width="37.95652"
height="36"
id="image1316"
style="opacity:0.396865"
x="9.9912596"
y="11.371475" />
<path
style="fill:url(#linearGradient1298);fill-opacity:1;stroke-width:0.840667;image-rendering:optimizeSpeed"
id="path2031-6"
fill="#ffffff"
d="m 28.000582,31.370685 c 3.879589,0 7.127163,-1.318334 7.323965,-3.039175 -0.576865,-1.618282 -1.20602,-3.382921 -1.824077,-5.117469 -0.429162,1.237125 -2.799249,2.1094 -5.499551,2.1094 -2.699626,0 -5.069715,-0.872611 -5.499548,-2.109145 -0.618093,1.734123 -1.246538,3.498513 -1.823402,5.117131 0.196071,1.720841 3.44303,3.039171 7.322613,3.039171 z m 0,-10.883254 c 1.823407,0 3.517682,-0.564526 4.013339,-1.440984 -0.683345,-1.919495 -1.270583,-3.566357 -1.641652,-4.605505 -0.2464,-0.692431 -1.363727,-1.052092 -2.371768,-1.052092 -1.007957,0 -2.125372,0.359688 -2.372022,1.052092 -0.370399,1.039148 -0.957351,2.685927 -1.641653,4.605505 0.496036,0.876474 2.190942,1.440984 4.013675,1.440984 z m 14.252643,12.4864 -6.095498,-2.455159 0.701848,1.958493 c -0.03541,2.07569 -4.064701,3.729615 -8.858932,3.729615 -4.793473,0 -8.823625,-1.654008 -8.858092,-3.729615 l 0.701199,-1.958493 -6.094906,2.455159 c -1.708823,0.688538 -1.780276,1.963711 -0.159086,2.832707 l 11.463316,6.146863 c 1.621222,0.868996 4.274697,0.868996 5.895922,0 l 11.463313,-6.146863 c 1.621474,-0.868996 1.549768,-2.1442 -0.159081,-2.832707 z" />
</svg>