website/content/shitposts/OpenIKEA.svg
2025-12-21 12:08:13 -05:00

141 lines
30 KiB
XML

<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<!-- Generator: Adobe Illustrator 22.0.1, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg
version="1.1"
id="OpenGL_ES"
x="0px"
y="0px"
width="1500px"
height="500px"
viewBox="0 0 1500 500"
xml:space="preserve"
sodipodi:docname="OpenIKEA.svg"
inkscape:export-filename="OpenIKEA.png"
inkscape:export-xdpi="96"
inkscape:export-ydpi="96"
inkscape:version="1.4.2 (ebf0e940d0, 2025-05-08)"
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="defs11">
</defs><sodipodi:namedview
id="namedview11"
pagecolor="#505050"
bordercolor="#eeeeee"
borderopacity="1"
inkscape:showpageshadow="0"
inkscape:pageopacity="0"
inkscape:pagecheckerboard="0"
inkscape:deskcolor="#505050"
showguides="true"
inkscape:zoom="0.89897578"
inkscape:cx="875.44072"
inkscape:cy="204.12118"
inkscape:window-width="2246"
inkscape:window-height="1348"
inkscape:window-x="0"
inkscape:window-y="0"
inkscape:window-maximized="0"
inkscape:current-layer="OpenGL_ES"
showgrid="false"><sodipodi:guide
position="1192.3209,270.26367"
orientation="0,-1"
id="guide11"
inkscape:locked="false" /><sodipodi:guide
position="1245.8943,237.99814"
orientation="0,-1"
id="guide12"
inkscape:locked="false" /></sodipodi:namedview>
<path
fill="#ba2a8d"
d="m 155.2,212.3 c 3.8,-11.8 9.4,-22.2 16.9,-31.3 7.5,-9.1 16.9,-16.3 28.1,-21.7 11.2,-5.4 24.2,-8.1 39.1,-8.1 14.9,0 27.9,2.7 39.1,8.1 11.2,5.4 20.6,12.6 28.1,21.7 7.5,9.1 13.2,19.5 16.9,31.3 3.8,11.8 5.7,24 5.7,36.7 0,12.7 -1.9,25 -5.7,36.8 -3.8,11.8 -9.4,22.2 -16.9,31.3 -7.5,9.1 -16.9,16.3 -28.1,21.6 -11.2,5.3 -24.2,8 -39.1,8 -14.9,0 -27.9,-2.7 -39.1,-8 -11.2,-5.3 -20.6,-12.5 -28.1,-21.6 -7.5,-9.1 -13.2,-19.5 -16.9,-31.3 -3.8,-11.8 -5.6,-24 -5.6,-36.8 0,-12.7 1.8,-24.9 5.6,-36.7 z m 22.9,64.7 c 2.5,9.2 6.3,17.4 11.6,24.7 5.3,7.3 12,13.2 20.2,17.7 8.2,4.5 18,6.7 29.4,6.7 11.4,0 21.2,-2.2 29.4,-6.7 8.2,-4.5 15,-10.3 20.2,-17.7 5.3,-7.3 9.1,-15.6 11.6,-24.7 2.5,-9.2 3.7,-18.5 3.7,-27.9 0,-9.4 -1.2,-18.7 -3.7,-27.9 -2.5,-9.2 -6.3,-17.4 -11.6,-24.7 -5.3,-7.3 -12,-13.2 -20.2,-17.7 -8.2,-4.5 -18.1,-6.7 -29.4,-6.7 -11.4,0 -21.2,2.2 -29.4,6.7 -8.2,4.5 -15,10.3 -20.2,17.7 -5.3,7.3 -9.1,15.6 -11.6,24.7 -2.5,9.2 -3.7,18.5 -3.7,27.9 0,9.5 1.2,18.8 3.7,27.9 z"
id="path1"
style="fill:#003399;fill-opacity:1" /><path
fill="#ba2a8d"
d="m 366.2,223.5 v 16.1 h 0.4 c 3.2,-6.6 8.3,-11.4 15.2,-14.4 6.9,-3 14.5,-4.5 22.8,-4.5 9.2,0 17.2,1.7 24.1,5.1 6.8,3.4 12.5,7.9 17,13.7 4.5,5.8 7.9,12.4 10.2,19.9 2.3,7.5 3.5,15.5 3.5,23.9 0,8.4 -1.1,16.4 -3.3,24 -2.2,7.5 -5.6,14.1 -10.1,19.7 -4.5,5.6 -10.2,10 -17,13.2 -6.8,3.2 -14.8,4.8 -23.8,4.8 -2.9,0 -6.2,-0.3 -9.8,-0.9 -3.6,-0.6 -7.2,-1.6 -10.7,-3 -3.5,-1.4 -6.9,-3.3 -10,-5.7 -3.1,-2.4 -5.8,-5.3 -7.9,-8.9 h -0.4 V 388 H 346.7 V 223.5 Z m 70,42.3 c -1.5,-5.3 -3.7,-10 -6.7,-14.2 -3,-4.1 -6.8,-7.4 -11.5,-9.9 -4.7,-2.5 -10.1,-3.7 -16.4,-3.7 -6.6,0 -12.2,1.3 -16.8,3.9 -4.6,2.6 -8.3,6 -11.3,10.2 -2.9,4.2 -5,9 -6.3,14.4 -1.3,5.4 -1.9,10.8 -1.9,16.3 0,5.8 0.7,11.5 2.1,16.9 1.4,5.5 3.6,10.2 6.5,14.4 3,4.1 6.8,7.5 11.6,10 4.8,2.5 10.5,3.8 17.2,3.8 6.7,0 12.4,-1.3 16.9,-3.9 4.5,-2.6 8.2,-6.1 10.9,-10.4 2.8,-4.3 4.7,-9.2 6,-14.7 1.2,-5.5 1.8,-11.2 1.8,-17 0.1,-5.4 -0.6,-10.8 -2.1,-16.1 z"
id="path2"
style="fill:#003399;fill-opacity:1" /><path
fill="#ba2a8d"
d="m 560,334.9 c -8.9,6.7 -20.1,10.1 -33.7,10.1 -9.5,0 -17.8,-1.5 -24.8,-4.6 -7,-3.1 -12.9,-7.4 -17.7,-12.9 -4.8,-5.5 -8.3,-12.1 -10.7,-19.8 -2.4,-7.7 -3.7,-16 -4,-25.1 0,-9.1 1.4,-17.3 4.2,-24.9 2.8,-7.5 6.7,-14 11.7,-19.6 5,-5.5 10.9,-9.8 17.8,-12.9 6.8,-3.1 14.4,-4.6 22.5,-4.6 10.6,0 19.4,2.2 26.4,6.6 7,4.4 12.6,10 16.9,16.7 4.2,6.8 7.2,14.2 8.8,22.1 1.6,8 2.3,15.6 2,22.8 H 490 c -0.2,5.2 0.5,10.2 1.8,14.8 1.4,4.7 3.6,8.8 6.7,12.4 3.1,3.6 7,6.5 11.7,8.6 4.8,2.1 10.4,3.2 16.8,3.2 8.3,0 15.1,-1.9 20.4,-5.8 5.3,-3.8 8.8,-9.7 10.5,-17.5 h 19.4 c -2.6,13.6 -8.4,23.7 -17.3,30.4 z m -4.8,-76.4 c -1.8,-4.1 -4.1,-7.7 -7.1,-10.7 -3,-3 -6.5,-5.4 -10.6,-7.1 -4.1,-1.8 -8.5,-2.6 -13.5,-2.6 -5.1,0 -9.6,0.9 -13.7,2.6 -4.1,1.8 -7.5,4.2 -10.5,7.2 -2.9,3.1 -5.2,6.6 -6.9,10.7 -1.7,4.1 -2.7,8.4 -3,13 h 68.3 c -0.2,-4.6 -1.2,-8.9 -3,-13.1 z"
id="path3"
style="fill:#003399;fill-opacity:1" /><path
fill="#ba2a8d"
d="m 610.9,223.5 v 18.9 h 0.4 c 8.2,-14.4 21.1,-21.7 38.9,-21.7 7.9,0 14.4,1.1 19.7,3.2 5.2,2.2 9.5,5.1 12.7,9 3.2,3.8 5.5,8.4 6.8,13.7 1.3,5.3 2,11.2 2,17.6 v 78.4 H 671.7 V 262 c 0,-7.4 -2.2,-13.2 -6.5,-17.5 -4.3,-4.3 -10.2,-6.5 -17.8,-6.5 -6,0 -11.2,0.9 -15.6,2.8 -4.4,1.8 -8.1,4.5 -11,7.8 -2.9,3.4 -5.1,7.3 -6.6,11.9 -1.5,4.5 -2.2,9.5 -2.2,14.9 v 67.3 H 592.3 V 223.5 Z"
id="path4"
style="fill:#003399;fill-opacity:1" /><path
fill="#ba2a8d"
d="M 755.1,365.9 C 692.3,404.1 598.2,425.8 493.2,425.8 304.1,425.8 150.8,347 150.8,249.9 150.8,152.8 304.1,74 493.2,74 598.6,74 693,96.1 755.8,134.6 687.3,70.3 564.4,25 423.8,25 208.5,25 34,125.7 34,249.9 34,374.2 208.5,475 423.7,475 c 140,0 262.7,-45.1 331.4,-109.1 z"
id="path6"
style="fill:#ffcc00;fill-opacity:1" />
<g
id="g10">
</g>
<g
id="g3"
transform="matrix(-0.88633939,0,0,-0.93233033,2204.2225,493.34406)">
</g><g
id="g13"
inkscape:label="IKEA"
transform="translate(-79.674004,1.6598751)"
style="display:inline;fill:#003399;fill-opacity:1"><g
id="g5"
transform="translate(-51.958053)"
style="fill:#003399;fill-opacity:1"><path
fill="#ba2a8d"
d="m 1436,160.6 h -7.3 v 18.9 h -6.3 v -18.9 h -7.3 v -5.5 h 20.9 z"
id="path9"
style="fill:#003399;fill-opacity:1" /><path
fill="#ba2a8d"
d="m 1438.9,155.2 h 9.3 l 4.2,16.2 h 0.1 l 4.2,-16.2 h 9.3 v 24.4 h -6 V 161 h -0.1 l -5.1,18.5 h -4.8 l -5.1,-18.5 h -0.1 v 18.5 h -6 v -24.3 z"
id="path10"
style="fill:#003399;fill-opacity:1" /></g></g><g
id="g19"
transform="translate(36.968758)"
style="display:none;fill:#003388;fill-opacity:1"><path
id="path19"
style="font-weight:bold;font-size:258.211px;font-family:Input;-inkscape-font-specification:'Input, Bold';text-align:center;text-anchor:middle;fill:#003388;fill-opacity:1;stroke-width:6.33215;stroke-linecap:round;paint-order:markers stroke fill"
d="m 1253.3219,156.00977 -56.1035,187.78906 h 43.4277 l 11.2656,-42.25195 h 60.0938 l 11.2676,42.25195 h 47.6504 l -55.6309,-187.78906 z m 28.8711,32.1582 20.6582,78.16797 h -41.5488 z" /><path
style="font-weight:bold;font-size:258.211px;font-family:Input;-inkscape-font-specification:'Input, Bold';text-align:center;text-anchor:middle;fill:#003388;fill-opacity:1;stroke-width:6.33215;stroke-linecap:round;paint-order:markers stroke fill"
d="M 1040.8779,343.79947 V 156.00965 h 140.8424 v 35.21059 h -93.8949 v 35.21059 h 82.158 v 35.21059 h -82.158 v 46.94746 h 93.8949 v 35.21059 z"
id="path17" /><path
style="font-weight:bold;font-size:258.211px;font-family:Input;-inkscape-font-specification:'Input, Bold';text-align:center;text-anchor:middle;fill:#003388;fill-opacity:1;stroke-width:6.33215;stroke-linecap:round;paint-order:markers stroke fill"
d="m 900.03571,265.16248 v 78.63699 H 853.08826 V 156.00965 h 46.94745 v 73.94224 h 9.38949 l 53.05063,-73.94224 h 51.40747 l -65.02223,86.85279 64.31803,100.93703 h -54.22433 l -48.82535,-78.63699 z"
id="path16" /><path
style="font-weight:bold;font-size:258.211px;font-family:Input;-inkscape-font-specification:'Input, Bold';text-align:center;text-anchor:middle;fill:#003388;fill-opacity:1;stroke-width:6.33215;stroke-linecap:round;paint-order:markers stroke fill"
d="m 678.64714,343.79947 v -35.21059 h 46.94745 V 191.22024 H 678.64714 V 156.00965 H 819.4895 v 35.21059 h -46.94745 v 117.36864 h 46.94745 v 35.21059 z"
id="text13" /></g><image
width="617"
height="269"
preserveAspectRatio="none"
xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmkAAAENCAIAAADbnmVUAAAAA3NCSVQICAjb4U/gAAAgAElEQVR4&#10;nO3d53dT154+cB1Jttx7wTLGRe6WTDOmmBBCJ4CBJIR1MylwgeSu+Xtmzax1Jwm+gQskFJuYAAkQ&#10;MJjipm7JtmzJvfeirrN/L84a/1i0INA5R+X5vJu5ifeGWHrO3ue7v5sihAgAAADgrQn5ngAAAECA&#10;QXYCAAB4B9kJAADgHWQnAACAd5CdAAAA3kF2AgAAeAfZCQAA4B1kJwAAgHeQnQAAAN5BdgIAAHgH&#10;2QkAAOAdZCcAAIB3kJ0AAADeQXYCAAB4B9kJAADgHWQnAACAd5CdAAAA3kF2AgAAeAfZCQAA4B1k&#10;JwAAgHeQnQAAAN5BdgIAAHgH2QkAAOAdZCcAAIB3kJ0AAADeQXYCAAB4B9kJAADgHWQnAACAd5Cd&#10;AAAA3kF2AgAAeAfZCQAA4B1kJwAAgHeQnQAAAN5BdgIAAHgH2QkAAOAdZCcAAIB3kJ0AAADeQXYC&#10;AAB4R8zLqC6Xa2xsbHBwkBDC9lhhYWHp6elSqVQkErHx8+fm5np7e61WKxs//HkURSUkJKxatSoq&#10;KortsXyOEOJ2uycnJwcGBjweD48zCQsLS0tLy8zMfLffB7fbPTExwfufInRERERkZmampaXxPRGf&#10;IYTMzMxYLBan08nNiDExMdnZ2XFxcdwMFyL4yU6r1drQ0HDu3Dm32832WImJiQcOHPj8889ZihyL&#10;xfLf//3fZrOZjR/+vLCwsA0bNpw8eTI3N5ftsXzO7XZbLJb6+vo///zT4XDwNY3w8PC8vLzDhw9n&#10;ZGS8W3Y6HI6mpqaamprFxUWfTw9eQFHUypUrjx8/vm/fPr7n4huEEIfD0dzc/M9//nN+fp6bQWUy&#10;2YkTJzZt2kRRFDcjhgLe1p29vb1//vmny+Vie6y0tLTi4mL2VgnT09PPnj3T6XQs/fxlEolEIpEs&#10;LS2xPZDPud3ugYGBq1ev1tTUdHd30zTNyzTEYrFMJtuwYUN2dvY7b0Iwf5YHDx7Mzc35dnrwSoWF&#10;hR9++CHfs/AZQsjQ0NDt27dv3rzJ2UNkd3d3SUnJunXrJBIJNyOGArzvBHbRND0yMlJbW3vhwgUe&#10;g1MkEuXk5Bw/fvw//uM/8vPzhUL85gMPnE6nTqe7c+cOZxu2AoFgenparVYPDAxwNmIowDcIsMjj&#10;8YyOjv7222/nzp0zGo08Bmd2dvbx48e/+uormUyG4AReEELm5+c1Gk13dzcHpR7LbDabXq9vbW3l&#10;4B1Z6MCXCLCFEDI5OVlfX//DDz8YjUa+imvEYnFeXt4XX3zx9ddf5+TksFQyBvCXaJoeGhrS6/Uc&#10;vKt6ntvt7u/vV6vVCwsLXI4b3JCdwAqPxzMxMXH37t1//etfGo2Gyx2q54WFheXm5h4/fvzEiRMy&#10;mUws5ucFPwAhxGq1dnR0GI1GLhedjPn5+Y6Ojv7+fr72foIPshN8j6bpqamp27dv/8///I9KpeL4&#10;KXsZE5zHjh378ssvc3NzseIEHjHbMCqVqq+vj/vRnU6nyWRSq9U4W+UryE7wMZqmZ2ZmGhoaampq&#10;njx5YrfbeZmGSCRatWrVZ5999tVXXxUUFOAdJ/DL7Xb39fW1tbXxcrqJEDI4OPjs2bPZ2VnuV71B&#10;CV8o4EtMNcTDhw9/+OGHp0+f8vUpZYLz2LFjX331VWFhIYITeLe4uKjX641GI18TWFhY0Gq1Op0O&#10;27Y+ge8U8BkmOB8/flxTU/Pw4UO+VpxCoTArK+v48ePffPMNVpzgDwghY2NjSqVyenqaxzn09fU9&#10;ffqUgyZooQBfK+AbhJDFxcXm5uYff/zx/v37NpuNl2mIxeKcnJxjx459/fXX+fn5eMcJ/sBut3d3&#10;d2u1Wr6K5hjT09M6nW54eBjbtu8P2Qk+wNQQNjc3//DDD/fv3+erFH45OE+cOFFQUICqWvAHhJCp&#10;qam2tra+vj5+Q8vhcJjN5o6ODr7K94IJshPeFyHEZrOp1eqampobN27MzMzwMg3mHefRo0e/+uqr&#10;oqIiBCf4CULIyMiIUqnk66OxjKbpgYGBlpYW3mcSBJCd8L7sdrtKpfr+++9v3rzJV7tdJjg//fTT&#10;b775pri4GFu14D+cTmdfXx+P7UGeNz097Q8r4CCA7IT3Yrfb29vbz507V1tby1cdhFAozMzM/PTT&#10;T0+ePIngBL/CHOtUKpXDw8N8z0UgEAicTqfZbG5vb0d/vveE7IR353A4DAbDuXPn6uvr+bpXRCQS&#10;ZWVlffbZZ0xVLYIT/IrH4zEajffu3eOr7Pxlk5OTarV6amqK74kENmQnvCOn09nV1XXhwoVr166N&#10;jIzwMgexWLxq1arPP//81KlTeMcJfmhubk6lUvF4EcLLFhcXdTodDnq+J2QneI0Q4nQ6u7u7L126&#10;dPXqVb5K3png/OSTT5gGCGFhYdzPAeANaJoeHBxsa2vzq2t3XS6X2WxubW3F/e3vA9kJXnO73RaL&#10;5eeff7548SJf3aVFItHKlSuPHj369ddfl5SUYMUJfsjhcPT09BgMBr9a4TGvYLVa7dDQEN9zCWDI&#10;TvCO2+0eGBi4cuXKv//9b4vFwsuXAkVRGRkZR48e/eabb8rKyhCc4IeYxs56vb6/v5/vubzIarV2&#10;dnZ2dnbyPZEAhuwEL7jd7sHBwdra2vPnz/f09PAyh+Wq2hMnTpSUlKA4CPyT2+02m81NTU1+eGsm&#10;IWRoaIi5HBCHVd4NshPelsfjGRkZuX79+r/+9S+TycTLHIRCoVQq/eyzz7799lts1YI/W1paUqvV&#10;SqXSP8NpdnZWrVZ3d3f75/T8H7IT3orH4xkdHf3tt9/OnTvH1ylvsViclZX1ySefMC33UBwEfosQ&#10;MjExoVarx8fH+Z7Lq7nd7vb29nv37vHbYjdwITvhr9E0PTExcfv27bNnz+p0Ol5OVS8XB508ebKs&#10;rAzBCf6MaUHgb1VCz6NpemhoqLm5eWJigu+5BCRkJ/wFmqYnJyf/+OOPH3/8UaVS8fKUyrzjrK6u&#10;/vrrr+VyObZqwZ8RQqanp1UqVW9vL99zeRO73W6xWEwmkz80Cww4yE54E0LI7OzsvXv3vv/+++bm&#10;Zr6uX2Cqak+cOIHgBP/HLOlaW1snJyf5nsubMPNUqVR+dfw0UCA74bWY4Hzw4EFNTU1TUxMvW7UU&#10;Ra1YseLw4cN///vfFQoFtmrB/9lsNpPJZDAY/P+qr/Hx8ba2tpGREb/dW/ZbyE54NULI/Pz8o0eP&#10;fvjhh8bGRr62aqVS6dGjR0+dOlVcXIwVJwSEmZmZQOk8YLPZjEajXq9Ha3hvITvhFQghCwsLjx8/&#10;Pnv2bGNjo9Vq5X4OzDvOo0ePnjlzRi6Xh4eHcz8HAG95PJ7+/v7m5mZePjXeIoQMDw+3tLTwdZdD&#10;4MKDPLyIEGK1WltbW8+ePfvnn3/Oz89zPweRSCSVSg8dOnTixAmFQhGaK06hUBgbG5uYmBiy/R8o&#10;isrOzo6NjeV7Im+LeejUarV+clvn25ibm9Pr9RaLJSUlhaIovqcTMELxKwnegAnO5ubm77///u7d&#10;u7wEJ/OOs7q6+ptvvgnZ4BQIBBEREWvWrNm/f398fDzfc+EHRVHx8fFyuZzvibwtQsjg4ODTp0/5&#10;usv2HTDHabRarUKhiIyM5Hs6ASNEv5XglQghNptNrVafPXv2119/5aX6jgnOgwcPnjx5sry8PJSL&#10;g8LDw0tKSo4fPy6VSvmeC58CaNntcrl6enpUKpXD4eB7Lm+LEDI2NqZSqXbu3Jmbm8v3dAIGshP+&#10;P7vdrtFoampqbt++zVfZenp6+pEjR1BVKxAIKIoSiUTh4eF41xsQCCFzc3MdHR0DAwN8z8U7CwsL&#10;Op3OZDJlZ2cLhSiCeSv4awKBQCAghNjt9vb29osXL9bX1/PSakQoFGZkZBw6dIgJTgQGBBa3293X&#10;19fa2srLm4734XK5+vv729vb/f9Qjf9AdoKAEOJ2u7u6us6fP19bW8tLB04mOKurq8+cOVNeXo7g&#10;hIBjtVo1Gk1TU1MgdlefmprSarWjo6N8TyRgIDtDHSHE5XJ1dXVdvHixtrZ2cHCQ+0/+8+8416xZ&#10;Ex4ejno/CCyEkKmpKaVSGRDHOl9ms9l0Ol1LSwuaJLwlZGdIY1acFovlwoUL58+fHxwc5H4OTHAe&#10;OHDg5MmT69atC/F3nBCg3G53b2+vVqsN0OzxeDwWi+Xx48cBt+HMF2RnSGM+8L/88sulS5cGBwd5&#10;+dinpqYeOnTo1KlTa9euRXBCgJqfn9fr9Wazme+JvLuFhQWDwdDV1RWIe87cQ3aGLrfbPTAwcPXq&#10;1XPnzlksFu4nIBQK09PTP/7445MnT65duxbvOCFAeTyewcHB1tbWADrW+TKm1kmj0eBGz7eB7AxR&#10;Ho9naGiotrb2woULZrOZ+ydNJjgPHTr03XffMe84OZ4AgK/YbLaOjg61Ws3esU6KoiQSSVRUFHul&#10;AMxBT41GMzMzg6XnX0J2hiKPxzM6Onrjxo3z58/z0jyMCc79+/cz7zgjIiI4ngCAD83OzqrValY3&#10;bCUSSUFBwdq1a1lt/cPsPHd1daE1/F9CdoYcmqYnJibq6+tramoMBgP3HxKKotLS0vbv33/q1Kn1&#10;69djxQkBjRAyMjLC9i2YKSkpe/fuPXjwYEpKCnuj0DTd3d398OHDgGhkzy9kZ2ihaXpycvL3338/&#10;e/asSqXi5cVGcnIys+KsqKiQSCTcTwDAh5aWloxGY2dnJ3tDCIXC3NzcAwcOVFZW5uTksHqCa3x8&#10;vKWlZWRkhL0hggOyM4TQND01NfX777//7//+r0ql4n6rlqKolJQUZsVZWVmJFScEOkLI0NBQY2Mj&#10;q624oqOj5XL56tWrs7Oz2b6Pz+12Mz2GsG37ZsjOUEHT9PT09P3792tqapqamrhvvkVRVGpq6sGD&#10;B7/77rt169YhOCEIuFyu7u7u1tZWm83G0hAURUml0oqKiri4uOTkZLlczuq2LVMxpFarA7pmmAPI&#10;zpBACJmdnW1oaDh79mxTUxP3T5RCoTAtLW3fvn3MO04UB0EQYJq/G43G/v5+9s5Gi8Xi3NxchUIh&#10;EokiIyOLi4uLi4tZ3bZlSp96enoCtM8DN5CdwY8QMj8//+TJk5qamkePHnF/QQqz4ty/f//p06cr&#10;KioiIiLQcg+CAE3TQ0NDSqVybm6OvVFiYmIKCgqys7MpigoLC8vOzl69ejWr1bZ2u91kMul0ugC6&#10;SY17yM4gRwhZWlpqbm4+e/bsgwcPeAnOlJSUPXv2nDhxYuPGjVhxQnAghDgcjo6OjpaWFvY2cpg7&#10;EhQKRWJiIvN/pqSkKBSKjIwMlkYUPHfQE9u2b4DsDGbMXdYtLS3//Oc/79y5s7i4yP0ckpKS9u7d&#10;e/r06Y0bN+IdJwQNQsjExERra2tfXx97o0gkkuLi4srKyuV2lVFRUYWFhTKZjL1BBQLB0tJSe3t7&#10;Z2cnmiS8DrIzaBFCrFarSqU6e/bsjRs3FhYWuJ/DcnBWVlZixQnBxO12d3d3Nzc3s1p2FxcXV15e&#10;XlRUtPz/EYvFmZmZxcXF7A0qEAiYKyJaWlrYq4EKdMjO4MSsOJngvHnzpt1u53gCy1u1Z86cqays&#10;xDlOCCaEkMXFRYPB0N3dzepAK1asUCgUL3x8kpKSSktLk5KS2BuXuVJNrVb39fVh6flKyM4gxLyJ&#10;0ev158+fr6+vn5qa4ngCTHHQvn37vvvuu40bN0ZGRqI4CIIJTdOjo6NarZbVN4KRkZEymaygoOCF&#10;j09kZKRcLq+srBQKWfwCt9vtnZ2dWq2W+4PgAQHZGWwIIU6n02AwXLhwob6+fnx8nOMJCIXC1NTU&#10;Xbt2nTp1asuWLawWBALwgskVjUbDaiVqSkrKunXrXi4LEgqFhYWFH330UVRUFHujM9dF6HQ6q9WK&#10;pefLkJ3BhqZps9l87ty5y5cv89JYKzExcc+ePcw7ThQHQfBhTkur1WqTycTeKGKxOCsra+3atfHx&#10;8S/8T0KhMDExsaysLDMzk70JCASC2dnZ9vZ2vm729XPIzqDicrl6enouXbr0yy+/DA8Pc/+0mJiY&#10;uHPnzpMnT1ZVVbH6UAzAF+YIh0qlmp2dZW+UyMjIgoKCwsLCV14ILxKJMjIyiouLRSIRe3NwOp1G&#10;o/HJkyc46PkyZGfwcLlcZrP5/PnzNTU1fK04d+/e/e23327atAkrTghWdru9q6uro6OD1VESEhLk&#10;cvnrznFSFJWenq5QKGJjY1mdxsDAQENDA/c1E/4P2RkkXC5Xb2/v1atXf/7554GBAY5XnBRFJScn&#10;7969+8yZM5s3b8aKE4IVc+PYs2fPxsbG2BuFoqjMzMw1a9a8oVwgMTFRoVCsWLGC1UI8q9Xa2dnZ&#10;0dGBbdsXIDuDgdvtHhgYqKuru3DhQk9PD8fBKRQKk5OTd+7c+e2331ZVVaE4CIIY0/y9qamJ1RZd&#10;0dHRf9m3NiIiIj8/v7S09JWbuj7EtIbnviWZn0N2BjymXP7XX3/997//3dnZyX1BeWJi4q5du06f&#10;Pr1582YcR4HgNj8/r9fre3p6WP2gSaXSTZs2JSUlveHTJBQKMzMzKyoq2N62nZ6e1mg0Q0NDqLZ9&#10;HrIzsNE0PT4+fvPmzZ9++kmv13N8QQpFUUlJSTt27Dh16tS2bduwVQvBjRAyPj6uVqtnZmbYGyUs&#10;LCwvL4+5NeHN/2R8fDwH1bZWq7Wjo0Ov1zudTlYHCizIzgBG0/TExMSNGze+//57nU7H/YozPj5+&#10;586dZ86c2bJlCzoHQXAjhHg8nr6+PpVKxepDakxMTGFhYXZ29l+2PmCuVSktLWW1SQJN0/39/U1N&#10;TazWFQccZGeg8ng8ExMTf/zxx48//qhUKrlfcSYmJn700UenTp3CcRQIBUybOqVS2dvby94oQqEw&#10;PT29rKzs5WOdr/yH09LS5HI5q/35BALBzMyMRqNhtet9wEF2BiSapqenp+/cufPDDz8olUqOV5xM&#10;cO7cufMf//gHioMgRHg8HqPReO/ePVbbo4eHhxcVFa1fv14sFv/lP0xRVHx8vEKhyMvLY29KAoHA&#10;7Xb39fXpdDpWG98HFmRn4KFpemZm5sGDBz/99NOzZ8+4P7YcGxu7bdu2U6dOffDBBzExMSgOYhUJ&#10;MXz/fb/W0tKSTqfTarWsntZgsrCoqOgtP1YRERF5eXlFRUVvk7XvY2JiQqVSsXoyJ7Cw+9cNbFhY&#10;WGhsbDx79ixf/T6SkpK2b9++detWrDhZ5fF4ZmdnzWYzLxevci8iIiIlJSU6OprvibwCU5Sn1+vn&#10;5ubYG4WiqIyMjDVr1rz9XwKzbVtSUhIdHc3q3JaWlrRarVarlUqlrL5eDRTIzkBCCFlYWHjy5ElN&#10;Tc2jR4/4OnFls9kGBgYmJiZiYmJ4mUCIsNvtbW1t//Vf/xUir5Ozs7M//fRTuVzuhzsZDoeju7ub&#10;7VL2iIgImUz25mOdL4uLiyspKVm1apVOp2Nvbk6n02KxaDSaDz/80D+fbziG7AwYhBCbzdba2vrg&#10;wYM7d+7weFR5cnLy1q1b2dnZX331VXx8vB9+0wUHp9PZ0dHBdu83/7Fu3bpNmzbJ5XK+J/IiQsjc&#10;3JxGo+nq6mJ1oKSkpPLy8tf14XudsLCwoqKiysrK9vZ2VveTZ2ZmDAbD2NhYbm4uPvVYegcMj8dj&#10;Npt/+eWXe/fu8dvjg5nJ9evXnz59iiNfEPSY27ja2tpYbevKXJyyevVqb3sdCIVCqVS6fv16tqtt&#10;bTZbR0cHL8fh/BCyM2B4PJ7e3t6mpiZW32q8JbvdrlQqL1++3NXVxfHxGACOMbd16vV6VkuZoqKi&#10;iouLS0pKvO2xR1FUVFRUUVFRUVERS3Nj0DRtsVgaGxsXFhb8uaqLG8jOQOLxePynRnx2dvb+/fvX&#10;r18fHx/HBwmCFSFkcnJSpVKxfTcR09t95cqV7/DvikSilStXyuVytnvbzs7OqlQqk8mEjzyyE94R&#10;IWRoaOjGjRsPHz4MkUJQCEFut7u3t1epVLL9oiQ9Pb28vPzd6sKEQmFqamppaWlcXJzPJ/Y8j8dj&#10;sVhaWlpwoyeyE96dy+UyGAyXL1/W6XS4ogiC0tzcnFarNZlMrL7ki4qKKigoyM/Pf+efEBsbW1RU&#10;lJ2dzept2AKBYHJyUq1WT05OhvjSE9kJ72VhYeHp06e//vor95eGArCNEDI+Pq5UKsfHx1kdSCqV&#10;btmyJTk5+Z1/glgszs/P37Jly192kH9PVqvVZDKZTKYQL3RAdsL7Yo6s/Pbbb7Ozs4hPCCZMha1O&#10;p2N1i1IsFstkssrKyvdsNpKRkbF58+aUlBRfTeyVmE3s1tbW+fl5Vgfyc8hOeF8ul8tkMtXW1ra0&#10;tLjdbsQnBAfmWKdOp2O7B3psbCxzccp79tWLjIzMy8uTyWS+mtjrjI+PNzc3s1085eeQneADNptN&#10;pVJdu3atu7sbZ78gONA03d3d/eeff7K6wKIoKjU1VS6Xv83FKX/5o9LS0srKythulmmz2bq6ujo6&#10;OkK5ygHZCb4xPT39+++/X716FUUEEBysVqtWq2V2U9gbRSwW5+bmrl271ifHSxITE+Vyubedid4B&#10;cwd4KG/bIjvBNwgh/f39169fb2xs5LftEcD7I4SMjY2pVKrp6WlWnwXj4uLkcrm3PWxfJzo6uqSk&#10;pLCwkO127fPz8xqNpqOjI2QflJGd4DM0TZtMpitXruCePwh0Lpert7dXp9OxuugUiUSrVq2qrKz0&#10;1bUKYWFhWVlZZWVlbLdrdzgcXV1dbW1tdrud1YH8FrITfGl+fv7x48e//vrr4OBgyD6QQqBjLiwy&#10;GAwmk4nVgSQSSWFh4erVq33VWp2iqOTkZIVCkZqa6pMf+Do0TY+NjWk0GrZP7/gtZCf4ErPTdfv2&#10;7Tt37szOzvI9HYB34fF4BgcH29raJicnWR0oISGhtLTUt68nIyMjCwoKCgoKfPgzX2lxcdFoNHZ3&#10;d7M9kH9CdoKPuVyurq6u2tratrY21NxCILLb7QaDoampidVfYJFIlJmZWVZW5tv7WUUiEXMfi0Qi&#10;8eGPfRlzO4VarQ7NjzmyE3zParW2trbW1dX19vaGchU7BKjZ2Vm1Ws32sc7o6Gjm4pT3PNb5Aoqi&#10;3qetvFempqZUKlVovqBBdgIrpqenb9++ffny5ampqRD8XEHgcrvd/f39Wq2W7XbniYmJq1evzs7O&#10;9vlPjoiIKCoqWrNmDds3VDscDq1W++jRoxDsz4fsBFYwV/1dvXr10aNHNpsN8QkBgakSam9vZ/ua&#10;LebCarlc7tsNW8bylWRs/PDn0TTd39//7Nkzf7hUmGPITmALTdNdXV1XrlzR6/U4sgIBgRAyOjra&#10;0tLCdsO5qKio/Pz8goICNpaGFEXFx8cXFhamp6ezvfRkWsObzeZQezuD7AQWLSwsPHr0qK6ubmho&#10;CEtP8H8ul6uvr0+r1VqtVlYHSktLq6ioYO8kSURERH5+fmlpqW9fpr7M5XIxW9w2m43VgfwNshNY&#10;RAgZGRm5efPm/fv3Q7l9FwQK5lin2WxmdRSxWJyXl1dRUcFe41mKonJycqqqqnzVdeENRkZGmpub&#10;JyYmQur5GNkJ7PJ4PN3d3deuXWttbcXOLfgzQsjw8PDTp0/ZPpocGxtbUlKSl5fH3qKQoqikpKQ1&#10;a9ZIpVKWhlg2Pz+v0+nYvh7c3yA7Q0VUVFRGRgYHD6EvW1paam5uZo6shNSTKQQW5linUqlku2o0&#10;NTV19erViYmJrI4iFouzsrLkcrlIJGJ1IELI4OBga2sr2xvdfgXZGRLi4+O3bdv25ZdfVlRUhIeH&#10;cz+B6enpO3fu1NfX48gK+CemJVZzc/PY2Birv6IURWVkZMjlcg4+iSkpKQqFIi4uju2BZmZmNBrN&#10;4OAg2wP5D2RnkGMq7j744IN//OMfZ86c+eSTT3JycrifhsfjsVgstbW1jY2Ndrsd8Qn+xuPx9PX1&#10;KZVKtmteYmJiCgsLZTIZ2xWwgv/bHM7OzmZ7LLvdbjKZdDqd0+lkdSD/wW4JFvCLoqi4uLht27ad&#10;Pn16+/btUVFRO3bsaG9vHx4eXlxc5HgyTqdTp9NduXIlOztbLpf75LbC4CYUChMSElJSUkLk70om&#10;k/HyTkEgEBBClpaWTCaTyWRi9ayFUCjMzc3dtm3b+990/TYkEkleXl5JSUlHRwerF554PJ7h4WGV&#10;SrVt2zYObg/1B8jOYBYbG1tVVXX69Oldu3Yxp6Rzc3MPHz7c09Pz4MED7luBzM3NNTQ05OTkJCcn&#10;Z2VlcfDcHdAiIyPXr19/5MgRtl+M+YmkpCSZTMbL0DRNj4yMKJVKtm8FkUgkZWVlW7duZfvoCINp&#10;mbt+/fr79++Pjo6yOhazbWuxWJCdENji4uI++OCD06dP79ixY7m9SERExMaNGz///HOz2WyxWLjf&#10;Ox0eHq6vry8sLDx69GhsbCzHoweW8PDwwsLCI0eOcFAqGeIcDoder+egt1xCQkJZWVlmZiZnD44J&#10;CQlMb1u2s9PhcPT09HR0dGzatIntm7f9QfD/CUNTbGzs1q1bT506tWvXruf3wYRCIfP6c//+/RxU&#10;ELyMpmmz2Xzt2rW2trbQeTUCfm5ubk6lUnV1dbE6CtOHr6SkhO3C1+eJxeJVq1YVFxdzMNbExIRG&#10;owmRyweRnUFoOTg/+uijl6+PF4lEubm5R48eraysjIiI4H56S0tLz549u3r1Ki8LX4AXMLd1arVa&#10;th/moqKiCgsLi4qKuFyWLd+GnZCQwPZYS0tLGo2mra0tFPrzITuDTWxs7JYtW86cObNz5864uLhX&#10;bg2Fh4evXr2aqbnl/qUjIWRycvLu3bu3b98OkUdU8GdLS0tGo5HtRSfTrEChUGRlZbE60MtiYmLk&#10;cnlpaSnbA7nd7s7OzocPH4bCQU9kZ/Bgqmq3bNnCFAfFx8e/7vGWueHvww8/3LNnT3JyMsfzFPzf&#10;kZXr168zR1a4nwAAg6bpsbGxtrY2tpu/L19Jzf1r/vDwcJlMtmbNGn1mx7cAABaMSURBVLZPlBJC&#10;pqamtFrtwMBA0G8poVYoeMTExFRVVZ05c+aFd5yvJBKJcnJyqqurTSbTnTt3uK+5dTgcKpXq8uXL&#10;OTk5paWlXL4BAljmdDrNZrNKpWL71FZ4eLhUKk1NTWW7lPd1mLZi09PTrI7idrv7+vr0en1+fn5w&#10;n61CdgaJ2NjYzZs3nzx5cvfu3W95SC4yMnL16tWHDh3q6elhe8PqlWZnZxsaGvLz85OSkqRSKY6s&#10;APcWFhb0en1nZyfb6ySapvv6+i5evMhLYy+Xy9XV1cVBv1mmJ7BSqdy5c2diYmIQf6iRncEgJiZm&#10;8+bNp06d2r1798vFQW+QkJCwY8eO7u7us2fPzszMsDfD1xkaGqqtrc3NzT1y5EhMTEwQf9LADxFC&#10;xsfHlUrl1NQU22PZ7fbm5uaWlha+fskJIdzso87MzKjV6t7e3vj4+CDeT8L7zoAXHR29efPm06dP&#10;7969Oz4+3qtPpkgkys7OPnjw4KZNm3j5LV++ZUWpVOLICnDM4XAwneQ4uwCEEELzhLMXkG6322Qy&#10;PX36NLhv9ER2BjamqpYpDkpISPD2kZaiKIlEUl5eXl1dnZeXx0t8MkdWrl27hltWgEuEkImJiZaW&#10;lpDqYM4Npqv+xMQE3xNhEbIzgMXExGzatOm7777bt2/fOwQng6KohISEPXv2fPbZZ7z0fmO+wu7c&#10;uXPnzp2FhQXuJwChyePx9Pb2NjU14bfO56xWq8lk6urqCuKDnsjOQBUTE7Nx48aTJ0/u2bPndec4&#10;39JyzS1f3RKWj6w8fvzY4XBwPwEINYQQm83W3d3d2dnJfZF50KNpenh4WKPRzM/P8z0XtiA7AxKz&#10;4jxz5szHH3/sk+NiFEUVFBQcPXo0Pz+fl16Udru9tbX10qVLbF9kASD4vyohjUYT3PuKPJqamlIq&#10;lX19fcH6IgbZGXiio6OfX3H65Gcy3RK2b9++b9++lJQUn/xMb83NzT18+PD69etjY2OIT2CVy+Xq&#10;7Ox88uQJKtRYwnRr6ujoCNZlPbIzwDDB+fe//33Pnj3v/I7zlYRC4cqVKw8cOLBp0yZedm4JIYOD&#10;g3V1dXfv3l1cXAzWx1XgHSGEaf5uMBjwa8YSQsjo6KharQ7WbVtkZyBhLnQ8ffr0vn37kpKSfH5Q&#10;TCKRKBSKI0eOFBYW8nIKze12G43Gq1evarVal8vF/QQgFNA0PTAw0NLSsrS0xPdcgtnc3JxOp+vp&#10;6eF7IqxAdgYMkUiUl5f3+eef79+/PzExkY23kkzN7bZt2/bu3cvNvfYvW1paam5urqur6+vrw84t&#10;sMFms3V2dhoMBr4nEuSYZkatra1BuTGO7AwYTDXs5s2bfbtV+/IomZmZhw4d2r59O1/tKMfHx2/d&#10;uoUjK8CG5X7lbDd/B6bPvlKpDMq/amRnwKAoSiwWc9AMUyKRrFu37osvvigsLOSl5tbj8ZjN5rq6&#10;uqamJtyyAr7ldDotFotKpcKGLQesVmtHR4fBYAi+PSRkJ7yIoqioqKgNGzYcPnyYlxvKBAKBw+FQ&#10;KpWXLl3q6upCNQf40MLCglqt1ul0+L3igNvt7u/v1+l0wbdti+yEV6AoKiMjY//+/Vu3bvWqubyv&#10;EEJmZmYaGhpu3bo1PT2NrznwCebedZVKNTY2xvdcQsXk5KROpxsfHw+ypSeyE14tPDxcoVAcO3as&#10;qKiIl51bmqaZIyt//PHH0tIS4hPen8vl6u3t1ev1QfY97s/sdrter29qagqyynlkJ7waRVFxcXGb&#10;N2/et29fWloaL3NwOp0ajebChQtc3nQBQWxqaqq1tXVgYIDviYQQQojZbL53797s7Czfc/ElZCe8&#10;FrNze+DAgQ8++ICXbgkCgcBms7W2ttbV1Q0ODmKtAO+DaZv8+PHjubk5vucSWubn59vb281mczDt&#10;HiE74U3Cw8NLS0urq6uLior4msPExMTNmzdv3boVZM+twDGr1drZ2Wk0GoOvbsX/jY6OarXaYCqb&#10;R3bCmzA7t1VVVYcOHeJr55a5H7u2tralpSWYPnvAJaZKSKvVjo+P8z2XUDQ1NaVWq0dHR4Nm6Yns&#10;hL9AUVRmZubBgwd37NgRGRnJyxzsdrtarb527Vpw3wgI7GH68LW2tuLxixcLCwt6vT6YbnxDdsJf&#10;oCgqLCystLT08OHDxcXFYrGYl2lMTU39+eefzJEVXiYAgYsQsrCwoNPpOjo6gmbdE1jcbndvb29b&#10;W9vi4iLfc/ENZCf8NYqioqOjt2zZcuTIkfT0dF7mQNN0f39/fX39gwcPsHQAr9A0bbFYHj58ODMz&#10;w/dcQtfU1JRKpRoeHuZ7Ir6B7IS3IhQKmZ3bqqoqvmpunU6nWq2+ePEijqyAV+x2u8FgaGlpwa8N&#10;j+x2u8lkCprDtchOeFsikUgmkx0+fFgul/O1c2u1Wp89e3b16tXh4eHg+AQC2wgh09PT7e3t6CXE&#10;L+ZGT5VKFRyrf2QneCEmJqaqqurw4cMrVqzgZQKEkLGxsVu3bt28eRNHVuBtuFwupqWqzWbjey6h&#10;bn5+XqPRBMeV4/ysHiBAiUQiqVS6b9++9vb2uro6Xt47ejyejo6Oy5cv5+Xlbdu2TSKRcD8HCBSE&#10;kMXFRZ1Op9fr2f6+pigqPj5eKpXyVY7+zpxO58TEBActZx0OR3d3t1arraysDPRPLrITvBMWFlZY&#10;WHjkyBGz2dza2srLxinTq6+2tlYqlRYXF4tEIu7nAAGBEDIxMaFUKoeGhtgeSyKRrF+//ssvv+Tr&#10;9qF3Njs7e+/evevXr7O9l8P85zAYDLOzs2lpaezdQ8wBZCd4LSYmZuvWrRaLpb+/f3R0lJc5TE9P&#10;37lzJycnJzU1la+mDeD/XC6XxWLRaDQcNCKPi4vbunXr8ePHA27dubCwEBYW1tbWxsF7kKWlJYPB&#10;0NHRkZKSEtBPvXjfCV4TCoXp6em7d+/+6KOPeLmhTPB/R1Z+/fXXx48f48gKvM7c3JxWq7VYLByM&#10;tWLFivLy8oALToFAEBUVVVBQkJ+fz8GNSW63u6urq6GhIdA/tshOeBcikaioqOjYsWMKhYKvmlun&#10;06nX6y9fvqzX63H2AF7m8Xj6+/tbWlo4aP4eEREhk8kKCgrYHogNIpFoxYoVJSUlYWFhHAw3Pj7e&#10;0tLS398f0BVD2LOFd8F0S9i4cWN1dfXw8PDAwAAvH4OFhYXGxsbc3NwVK1ZIpVJe7hllDyGEpmm3&#10;2x1kFx++A4qihEKht/99l5aWjEajXq/noPl7cnLy6tWrpVIp2wOxJCEhobS0NCMjo7e3l+2x3G63&#10;2Wxua2vLz8/nJq3ZgOyEd0RRVGpq6u7duzs6Ourq6ubn57mfA03TIyMjN2/ezM3NPXbsWHx8PPdz&#10;YI/H45mYmNDpdHy9VPYf0dHRK1eujIuL86q6ZHp6Wq1WDw4OsjcxhlgsXrVq1dq1a+Pi4tgeiyUS&#10;iaSkpGTDhg19fX0cPAePj4+r1eq9e/empqayPRZLkJ3w7sLCwoqKio4cOdLd3f306VNelp5ut9to&#10;NP78888ymayqqio8PJz7ObDEbrcrlcrFxcVAfIXmQxRF5efnf/HFFwqF4u2zkzkKrFarOWigGhUV&#10;VVxcXFZWFrirKJFIlJOTs3Hjxtu3by8sLLA93Pz8vNFo7O3tTUpKCtCKIWQnvJeYmJjKysoDBw5Y&#10;LJaRkRFe5uBwONRq9ZUrVzIzM7mpd+CGy+Uym81ms5nvifCMoqjKyspdu3a9/b9CCLHZbCaTqbOz&#10;k72JLUtISFAoFJmZmRyMxRKKomJjY4uKinJycnQ6HdvDOZ3O7u5upVJZXFwcGxvL9nBsCJJvGeAL&#10;RVFpaWn79u3bu3dvTEwMX9OYnp6+e/fujRs3JiYm+JoD+JW+vr4HDx5MTU2xPRBFURkZGQqFgq8+&#10;z77C7DyXlZVxsxAcHh5+8uRJ4F6niuyE9yUWi4uKio4ePVpeXs7Xmo+m6d7e3tra2idPngR67Tu8&#10;P4fDodfrGxoaHA4H22NFRUUVFRXl5+ezPRDbmLNncrmcm4dgppLLZDIFaLUtshPeF0VRkZGRFRUV&#10;1dXVUqmUr14hTqezvb29trZWr9cHzf268A6Y5u9arXZwcJCD72WpVLpx48aA6yX0SsvVthw8BBNC&#10;RkZGtFqt1Wpleyw2IDvBB5gn1v379+/du5fHUsO5ubmGhoa6urqxsbEAfZiF9+fxeAYHB7VaLQeL&#10;TrFYnJOTs379+qioKLbH4kB4eHh+fv7atWu5qbmbnZ1Vq9UWiyUQP63ITvANoVBYUFDwySefKBQK&#10;vgrnlo+s3L171+FwBOIHEt4TUyXU2dnJQfN3gUAQHR2dn5+fk5MToMWiL6AoKisrq6qqipsnYJvN&#10;ZjAYVCpVIJ5gRnaCb1AUFRERsXbt2oMHD2ZlZfG1c+tyuQwGw88//6xUKgPxAwnviek2rlKpBgYG&#10;2B6LOeJcVlaWmJjI9liciY2NLS4uzsrK4mAsj8czNDSk0WgC8T5BZCf4DPNVsm/fvp07d/JYc+tw&#10;OFpaWi5cuNDX14f7sUONy+UymUxNTU0cPDmJxWKZTFZZWclXW0o2CIVCpj8fN3+o+fl5g8HAQTMj&#10;n0N2gi8x3yaHDh1as2YNj18o09PT9+/f//333ycnJ7FzG1Lm5+d1Oh03xzrj4uIUCkVxcXFA36X1&#10;AoqiUlJSFApFSkoKB8O5XK6enh6NRhNwLamRneBjUVFRFRUVhw8fXrVqFV9zoGnabDZfu3atqamJ&#10;g4IR8BM0TY+OjqrVag464wiFwpUrV1ZUVMTExARTdgoEgri4uLKystzcXA7+XISQ0dHR1tbWgHvM&#10;RXaCjwmFwrS0tN27d2/fvp3Hq+HtdjtzP7bRaAy4R1p4N1artbOz02AwcLBhK5FICgoKvGoTGCgk&#10;EkleXl5JSQk31bZLS0s6na6trS2w3rAgO8H3wsLCZDJZdXX1+vXredy5nZ2dvX///vXr18fGxvia&#10;A3CGOdapVCp7e3s5WMHEx8eXlJRkZGSwPRD3hEJhamqqXC7n5nIFj8djsViePn26tLTEwXC+guwE&#10;VkRGRm7ZsuXLL7/kpmDvlWiaHhoa+u233x4+fIhuCUGP+c+tUqk4KNoUiUSZmZllZWU81sSxiqm2&#10;zc7O5ma42dlZo9E4PDwcQNu2yE5ghVAoTE5O3r59+65du3jsluByuYxG49WrV1UqFQeXOAKPlpu/&#10;c/D9GwQXp7yZWCzOzc1ds2YNN+dWHQ6H2Wxub28PoA8pshPYIhQKV61axezc8ng1mNVqffTo0blz&#10;5wYGBgLrhQq8PebGsebmZm56izMXp+Tk5HAwFi+YqoXy8nJuqm0JIQMDA0+fPp2ZmQmUpSeyE1gU&#10;FRW1YcMGpuaWr5IKQsj4+Pjdu3f/+OOPAPpkgleYY53Pnj3j4CYAiqLS09MVCkV0dDTbY/GFoqjo&#10;6Oji4uKioiJuRpyZmVGpVNy8q/YJZCewiKKo5OTknTt37ty5k5u6g1cihFgsFhxZCWJMZ1Sz2cxB&#10;TXVERIRMJisoKAi+CtvnhYWFZWdnc7Yv7fF4+vr6NBpNoLQDQ3YCu5gXJ4cOHVq3bh2PNbd2u12p&#10;VF67ds1kMmHnNsjQND08PNzW1sbBsU6BQJCWlrZhw4a0tDQOxuIRU21bUlLCWT3U1NSUSqUKlKp4&#10;ZCewjumWcOjQoZUrV/I4jdnZ2QcPHty4cQO3rAQTQojT6bRYLNzcPScWi/Py8iorK4N4w3ZZTExM&#10;YWFhbm4uN/fyLi0tGQwGg8EQEAeykZ3AuuWdW35vKKNpemBgoL6+/uHDhwFUzgdvxhzr1Ol0HDR/&#10;FwgEMTExxcXFMpksOC5OeTORSFRQULB169aIiAgOhnO5XH19fUqlcn5+noPh3hOyE7ggEony8/OP&#10;Hj1aUVHBY1k/cz/29evXdTodTnwGB5fL1dnZ+fDhQ25O1icnJ8vl8qSkpOB+2cmgKEoqlW7atImz&#10;m70nJyfVavXg4CA3w70PZCdwYfmGsiNHjmRmZvL4vbO4uNjQ0HDp0qXBwUHs3AaBpaUltVrd1tbG&#10;wVgURWVkZJSXl/PYbJJjTH++goICboaz2WxdXV3ctPJ/T8hO4Mjyzu3+/fsTEhL4mgbTLvz27dt3&#10;795dXFxEfAY05gASZxdARkdHFxYWFhYWhsKik0FRVFpamlwu52bblhAyMjKi1Wr9vz8fshO4IxKJ&#10;ZDLZZ599tm7dOh5fF9E03dPTc+XKlebmZhxZCWgOh6Onp8doNHIwFkVRWVlZVVVVwXTT9dtITEws&#10;KytLT0/nZrj5+XmVSmU0Gv38uRbZCZySSCRyuby6upqbG45ex263t7S0XLx4saenB0dWAhRTJcQc&#10;qOdguPDw8JKSki1btoRCldDzoqOji4qKCgoKuPmDO51Oo9HY2Njo5wV9yE7gWlJSErNzy+/z+8zM&#10;TENDw61bt8bHx/38CRdeye12DwwMKJXK6elpDoaLj48vLS1duXIlNwc2/IdYLF61alV5eTk3Bz1p&#10;mh4bG1Or1X5+liy0fgnAHzDdEg4ePLh+/XoeH+EJIYODg/X19Y2NjVarla9pwDuz2WydnZ3cHOsU&#10;CoUrVqwoKSnh5rWfX6EoKjU1de3atampqdyMaLPZenp6urq6/HlPCNkJPIiMjFyzZk11dXVeXh6/&#10;O7darbaurg73YwccZsNWo9EMDw9zMFxERERBQUFxcXGobdgyoqKiCgoK8vLyuBmO6c+nVCr9+aGW&#10;tx5pIpEoPDycg+/N8PBwVn/dhUJhWFgYB/eEhIWFicXi4CjwoygqKSlp165dPT09P/300+LiIl8z&#10;sdlsz549++2336RSqVQqfZt/hfnV5fFmmFBDUdTLv/mEkKGhIY1G4/F4OPhvkZqaWl5eLpPJguMD&#10;6K3lwzmNjY3cHIyem5vTaDTj4+PR0dH+uUnOT3ZGRkZWVFT853/+JwcP+7GxsZs2bWLv07Vy5cq/&#10;/e1vIyMjLP38ZWKxuLi4OCkpie2BuMHs3P7tb39LTEycm5vjdyaZmZlv2YFaIpGUl5d/++23NpuN&#10;7YkBgylwfeESdUJIfHz8jh07Vq9ezcEEmMtoebzPgF8URaWkpHz88cdisZizEp7c3FweO2D/JYqX&#10;l7GEEEIIZ3vZFEUJhUKWHhhpmg6OPwj3OP41eIO3/4v1nzmHGqFQ+ML6g8uP3isnEFK4/8338687&#10;frITAAAgcIXuYxQAAMC7QXYCAAB4B9kJAADgHWQnAACAd5CdAAAA3kF2AgAAeAfZCQAA4B1kJwAA&#10;gHeQnQAAAN5BdgIAAHgH2QkAAOAdZCcAAIB3kJ0AAADeQXYCAAB4B9kJAADgHWQnAACAd5CdAAAA&#10;3kF2AgAAeAfZCQAA4B1kJwAAgHeQnQAAAN5BdgIAAHgH2QkAAOAdZCcAAIB3kJ0AAADeQXYCAAB4&#10;B9kJAADgHWQnAACAd5CdAAAA3kF2AgAAeAfZCQAA4B1kJwAAgHeQnQAAAN5BdgIAAHgH2QkAAOAd&#10;ZCcAAIB3kJ0AAADeQXYCAAB4B9kJAADgHWQnAACAd5CdAAAA3kF2AgAAeAfZCQAA4B1kJwAAgHeQ&#10;nQAAAN5BdgIAAHgH2QkAAOAdZCcAAIB3kJ0AAADeQXYCAAB4B9kJAADgHWQnAACAd5CdAAAA3kF2&#10;AgAAeAfZCQAA4B1kJwAAgHeQnQAAAN5BdgIAAHgH2QkAAOAdZCcAAIB3kJ0AAADeQXYCAAB4B9kJ&#10;AADgnf8H8RvT6hI058EAAAAASUVORK5CYII=&#10;"
id="image1"
x="694.09912"
y="87.019997"
style="display:none" /><path
style="fill:#003399;stroke-width:1.15817;fill-opacity:1"
d="m 729.92219,346.11233 c -0.43953,-0.43952 -0.79913,-43.18829 -0.79913,-94.99727 v -94.19813 h 20.27482 20.2748 l -0.2963,94.68071 -0.29632,94.68071 -19.17937,0.31654 c -10.54866,0.17411 -19.53899,-0.0431 -19.9785,-0.48256 z m 77.57064,-0.027 c -0.42467,-0.42467 -0.77212,-43.1733 -0.77212,-94.99697 V 156.8635 l 20.55758,0.31626 20.55759,0.31628 0.57909,38.64023 0.57908,38.64025 36.84415,-38.92979 36.84414,-38.92978 h 25.66826 25.6683 l -8.65736,8.9649 c -4.76152,4.93071 -21.1656,21.64143 -36.45349,37.13496 -15.2879,15.49352 -27.62822,28.77118 -27.42294,29.5059 0.20529,0.73472 18.09197,26.2304 39.7482,56.65708 21.65623,30.42667 39.04729,55.85143 38.64679,56.49945 -0.8428,1.3636 -47.93239,1.63903 -49.89583,0.29185 -0.68207,-0.46799 -13.92181,-19.78488 -29.42163,-42.92641 l -28.1815,-42.07552 -11.98308,11.94231 -11.98309,11.9423 v 30.29884 c 0,26.56018 -0.22606,30.3856 -1.83199,31.00185 -2.49887,0.9589 -38.12513,0.89591 -39.09015,-0.0691 z m 192.26567,0.009 c -0.4295,-0.42952 -0.7809,-43.17011 -0.7809,-94.97908 v -94.1986 h 70.6485 70.6486 v 17.3726 17.37261 h -49.8015 -49.8014 v 20.2546 20.25459 l 45.4583,0.30299 45.4583,0.30299 0.3222,15.92489 0.3223,15.92489 h -45.7806 -45.7805 v 23.15131 23.15129 l 50.6701,0.30173 50.6701,0.30172 v 17.3726 17.37261 l -70.7363,0.29837 c -38.9049,0.1641 -71.0877,-0.0531 -71.5172,-0.48258 z m 151.6522,-0.17923 c -0.3204,-0.51838 14.0237,-39.21586 31.8757,-85.99441 17.852,-46.77854 33.9153,-88.96072 35.6962,-93.73819 l 3.2379,-8.6863 21.3917,-0.31446 21.3917,-0.31444 8.8489,23.47792 c 43.0145,114.12629 61.8339,164.9081 61.3866,165.64377 -0.2905,0.47775 -9.6136,0.86863 -20.718,0.86863 -18.8553,0 -20.2844,-0.15131 -21.6194,-2.28904 -0.7863,-1.25897 -4.3087,-10.77047 -7.8275,-21.13667 l -6.398,-18.8481 h -35.7523 -35.7522 l -6.9305,19.68896 c -3.8117,10.82892 -7.4616,20.34043 -8.1106,21.13667 -1.353,1.65973 -39.7125,2.13565 -40.7202,0.5052 z m 114.6735,-72.90881 c 0.9016,-0.58748 -2.3141,-11.33128 -10.3876,-34.70553 -6.4314,-18.62006 -12.1234,-33.42463 -12.649,-32.89905 -1.6803,1.68037 -24.0392,65.53737 -23.4745,67.04324 0.4089,1.0902 6.0575,1.44334 22.8741,1.42998 12.2822,-0.009 22.9189,-0.40064 23.637,-0.86864 z"
id="path5" /></svg>