kindred/create
1
1
Fork 0
Code Issues 53 Pull Requests Actions Packages Projects 9 Releases 2 Wiki Activity
Files
fix/submodule-pointers
create/package/WindowsInstaller/graphics/banner.svg
Adrián Insaurralde Avalos d466ba037b WindowsInstaller: multiple improvements and fixes 
move windowsinstaller to /package
update artwork
adapt to conda builds
make msvc redist directory optional
automate version information definition
use relative directories for file locations definitions
improve/update readme
partially update Delete.bat for qt6 libpack
add .gitignore
update signing.bat and add hashing command

WindowsInstaller: use --safe-mode in freecadcmd commands [skip ci]

WindowsInstaller: make windows 8 the minimum version [skip ci]

WindowsInstaller: allow configuring some values via command line

windows installer update for qt6 build
2025-11-22 23:46:11 -03:00

385 lines
67 KiB
XML
Raw Permalink Blame History

<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<!-- Created with Inkscape (http://www.inkscape.org/) -->
<svg
width="43.391666mm"
height="83.07917mm"
viewBox="0 0 43.391666 83.07917"
version="1.1"
id="svg1"
xml:space="preserve"
inkscape:export-filename="orange.png"
inkscape:export-xdpi="96"
inkscape:export-ydpi="96"
inkscape:version="1.3.2 (091e20ef0f, 2023-11-25, custom)"
sodipodi:docname="orange.svg"
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"><sodipodi:namedview
id="namedview1"
pagecolor="#ffffff"
bordercolor="#000000"
borderopacity="0.25"
inkscape:showpageshadow="2"
inkscape:pageopacity="0.0"
inkscape:pagecheckerboard="0"
inkscape:deskcolor="#d1d1d1"
inkscape:document-units="mm"
showguides="true"
inkscape:zoom="4.1478114"
inkscape:cx="50.146928"
inkscape:cy="65.817842"
inkscape:window-width="2560"
inkscape:window-height="1368"
inkscape:window-x="0"
inkscape:window-y="0"
inkscape:window-maximized="1"
inkscape:current-layer="layer1" /><defs
id="defs1"><linearGradient
id="linearGradient29"
inkscape:collect="always"><stop
style="stop-color:#ffc078;stop-opacity:1;"
offset="0"
id="stop29" /><stop
style="stop-color:#ffd8a8;stop-opacity:1"
offset="1"
id="stop30" /></linearGradient><linearGradient
id="linearGradient24"
inkscape:collect="always"><stop
style="stop-color:#ffa94d;stop-opacity:1"
offset="0"
id="stop24" /><stop
style="stop-color:#ffd8a8;stop-opacity:1"
offset="1"
id="stop25" /></linearGradient><linearGradient
id="linearGradient22"
inkscape:collect="always"><stop
style="stop-color:#ffc078;stop-opacity:1"
offset="0"
id="stop22" /><stop
style="stop-color:#f8f9fa;stop-opacity:1"
offset="1"
id="stop23" /></linearGradient><linearGradient
id="linearGradient21"
inkscape:collect="always"><stop
style="stop-color:#ffd8a8;stop-opacity:1"
offset="0"
id="stop20" /><stop
style="stop-color:#f8f9fa;stop-opacity:1"
offset="1"
id="stop21" /></linearGradient><linearGradient
id="linearGradient16"
inkscape:collect="always"><stop
style="stop-color:#868e96;stop-opacity:1"
offset="0"
id="stop16" /><stop
style="stop-color:#f8f9fa;stop-opacity:0;"
offset="1"
id="stop17" /></linearGradient><linearGradient
id="linearGradient14"
inkscape:collect="always"><stop
style="stop-color:#ffd8a8;stop-opacity:1"
offset="0"
id="stop15" /><stop
style="stop-color:#ffa94d;stop-opacity:1"
offset="1"
id="stop14" /></linearGradient><linearGradient
id="linearGradient9"
inkscape:collect="always"><stop
style="stop-color:#adb5bd;stop-opacity:1"
offset="0"
id="stop8" /><stop
style="stop-color:#f1f3f5;stop-opacity:1"
offset="1"
id="stop9" /></linearGradient><linearGradient
id="linearGradient6"
inkscape:collect="always"><stop
style="stop-color:#ced4da;stop-opacity:1;"
offset="0"
id="stop6" /><stop
style="stop-color:#f8f9fa;stop-opacity:1"
offset="1"
id="stop7" /></linearGradient><linearGradient
id="linearGradient4"
inkscape:collect="always"><stop
style="stop-color:#ced4da;stop-opacity:1"
offset="0"
id="stop4" /><stop
style="stop-color:#f8f9fa;stop-opacity:1;"
offset="1"
id="stop5" /></linearGradient><linearGradient
inkscape:collect="always"
xlink:href="#linearGradient4"
id="linearGradient5"
x1="113.60339"
y1="120.71757"
x2="96.192703"
y2="123.73962"
gradientUnits="userSpaceOnUse" /><linearGradient
inkscape:collect="always"
xlink:href="#linearGradient6"
id="linearGradient7"
x1="89.697525"
y1="142.23283"
x2="89.832848"
y2="119.04867"
gradientUnits="userSpaceOnUse" /><linearGradient
inkscape:collect="always"
xlink:href="#linearGradient9"
id="linearGradient8"
x1="102.75554"
y1="119.43206"
x2="102.66533"
y2="142.63878"
gradientUnits="userSpaceOnUse" /><linearGradient
inkscape:collect="always"
xlink:href="#linearGradient14"
id="linearGradient15"
x1="94.794441"
y1="140.64629"
x2="110.3558"
y2="136.73785"
gradientUnits="userSpaceOnUse" /><linearGradient
inkscape:collect="always"
xlink:href="#linearGradient16"
id="linearGradient17"
x1="101.47004"
y1="125.62724"
x2="95.290596"
y2="135.29788"
gradientUnits="userSpaceOnUse" /><linearGradient
inkscape:collect="always"
xlink:href="#linearGradient21"
id="linearGradient20"
gradientUnits="userSpaceOnUse"
x1="94.794441"
y1="140.64629"
x2="110.3558"
y2="136.73785"
gradientTransform="translate(-2.93185,-23.82352)" /><linearGradient
inkscape:collect="always"
xlink:href="#linearGradient22"
id="linearGradient23"
x1="102.50746"
y1="121.0333"
x2="113.01702"
y2="114.76366"
gradientUnits="userSpaceOnUse" /><linearGradient
inkscape:collect="always"
xlink:href="#linearGradient24"
id="linearGradient25"
x1="109.19849"
y1="144.65952"
x2="112.32414"
y2="130.75359"
gradientUnits="userSpaceOnUse" /><linearGradient
inkscape:collect="always"
xlink:href="#linearGradient24"
id="linearGradient28"
gradientUnits="userSpaceOnUse"
x1="109.19849"
y1="144.65952"
x2="112.32414"
y2="130.75359" /><linearGradient
inkscape:collect="always"
xlink:href="#linearGradient29"
id="linearGradient30"
x1="83.427879"
y1="190.03958"
x2="83.427879"
y2="106.96042"
gradientUnits="userSpaceOnUse" /><filter
inkscape:collect="always"
style="color-interpolation-filters:sRGB"
id="filter31"
x="-0.11217499"
y="-0.26942935"
width="1.22435"
height="1.5388582"><feGaussianBlur
inkscape:collect="always"
stdDeviation="0.85445009"
id="feGaussianBlur31" /></filter><filter
inkscape:collect="always"
style="color-interpolation-filters:sRGB"
id="filter32"
x="-0.11732832"
y="-0.52283906"
width="1.2346369"
height="2.0456868"><feGaussianBlur
inkscape:collect="always"
stdDeviation="0.89103914"
id="feGaussianBlur32" /></filter><filter
inkscape:collect="always"
style="color-interpolation-filters:sRGB"
id="filter34"
x="-0.11099105"
y="-0.11099105"
width="1.2219821"
height="1.2219821"><feGaussianBlur
inkscape:collect="always"
stdDeviation="0.5564469"
id="feGaussianBlur34" /></filter></defs><g
inkscape:label="Layer 1"
inkscape:groupmode="layer"
id="layer1"
transform="translate(-83.427879,-106.96042)"><image
width="43.391666"
height="83.07917"
preserveAspectRatio="none"
xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKQAAAE6CAYAAACYrvnGAAAABHNCSVQICAgIfAhkiAAAIABJREFU&#10;eJzsnXmcFNW5/r+19L7MDDPMwLA4wIAIKERccDdet4gxi5oImGiiRnLvz9y4JbkmIVETY5JrSGLu&#10;1SR6k9xovIkao4BGIxoEV0BBAdlBYAZmYJi9p7eq+v1RXdXV1dU93bMD83w+NV1d66mpp5/3Pe95&#10;zzlC26p/0xjGMIYIZEFyDXYZhjEME7Ioewe7DMMYhglZkv2DXYZhDMPEsEIOY0hBFiX3YJdhGMMw&#10;ISOIg12GYQzDxDAbhzGkMEzIYQwpDBNyGEMKw4QcxpDCMCGHMaQwTMhhDCkME3IYQwrDhBzGkMIw&#10;IYcxpDBMyGEMKQwTchhDCvJgF+BowfJ3dgMwdXyA6qryjH3CcL5AwRgmpAPqDhxk855OAOoPNLNj&#10;1x4AWjuirNvcYB63cs32rHNvufYs7r/jKgAkWQBAFFQEYZiYheCoJ2RLWydrNx80v698c725vmLN&#10;R+b6+i37aWvv7PF9asZVsXtvA+s2N9DR0YLk8iInBWRRQna7Ur6ROkzKbnDEEXLzlm3Uter9gDZt&#10;+pCm1jgA+w91sHV3EwB7G9rZvbch5zW6Q1lpiFNnjAfAVVLDqdMqzX3nXnCxuT57xkSCJaUArHj9&#10;XS74xDzao9DWEQWiuD1uAn4/XuCxZ19n1rRxnHLSZDRNzbjfMEnTGFRCWk1jW1s76zfuBAozjcXg&#10;nFNqzfVZJ82gvLwMgNrjj+e4sgQA1dWjGTt2AoKok6NL9eOz9X8TZD9aMoJg6/YhSB5KwwEANm/b&#10;zYd7E1SGEyTkIOOJ8NQ/P2Dh3X8zj582qZKxo0dy2oxRnHPGTCZWuRg3djSiAIJgue4xSFQh+eEv&#10;+6QbbD7TuGX3QQ4cigC9N41jqsJMHKcr1pSackZXBAEoL3EzbdoJ5nHnnHaSuS6ILhBdlu8yCBJo&#10;CkgeECT9GDAJaUJKk89ORNGdzrYXJA9ioAaAh7/3acorRhIOh5hY5eL86x6irqGNcCiQ89nDoQAz&#10;jx/NrKlVTJ80kgkTJ3LebF2lrUQ92knaJwq5/J3dXHLdz4o+LxxwM/OE8eb3s08agSBKgMhpJx0H&#10;gNfr5YTJYygPCCC4dSIBiHrRrSQRxDxdetVEBin1EyRzVUNBQMrcLxXWAa4z7iPoS5vhppYuQP9x&#10;3r/kfeoa2qgZV8XGZYuIxhKs2bSHNzc007R/K+s2N7ByzXba2jtZuWZ7ljWwqunZJx/HpPEjj2o1&#10;7RNCzp460ly/+tKTqB3tQxDT/62RFWVMGJMyk+PLGV+e57aChCaI6EKlH6cJoCEjOB2v6j4kohtN&#10;TeQnZTEokIwAAXcX4GHWjFrWbdjOui37Ob5G/588vmQtAN/7f5cB4PP5OWf2VM45zY0gXmheY09D&#10;K1u2bOfdrc1s/GAtqzc2sHtvA5t2NLJpRyMvrdpoHns0q2nRhLz1h3+mJOjlps+fSXVVOZoGwYDP&#10;rGUuuGwGF3ysqvclEwTQQBMkBEFyPkTsRxdYiWSR0uo/im43ajyeYbYrSz0AtHYoxBIqf12+jWgs&#10;yZiqMJ/7xCnpH4tDx7rxoysYPaqCi86HhPBZ3LKIJsqsWf0Oy9/aSVNTM1u2buOlVRtzqumYqjDT&#10;J4/jtBmjuPzj05g1fZJe1iOIpEW/0QWfPJk5n3+QHzy8nBuuOp2brj6NGZPHc+p0nZAbdzT1CSFV&#10;RcPuzg02rO6BlYyC5KGjK13YrmiMw60RU9X+5yc35r9wiqhuSX8dbkEFRAQ1yWmnncnpc87OOHxf&#10;Y4Q31n7A9i1bWL2pkY3vr2H33gbqGtqoa9jIS6s2cslF59PR2YUsCbhkD5IsoButoR16KoqQmqYy&#10;66SpnHNKLSvXbOfRp97m0afe5pxTavF5dXVYsXYft1w1rdcFEyVdIY8EdHSJBH0qcy74LC+t2khT&#10;cxtvNrcBeg3/7I9NKvxiVmsgSGgooFoqW5KfsaP9fO7yj8PlH9cPS/1QKmvPpLmlnasvPYlRgQ46&#10;I/oPJuDX8KoystuF5Oj3DB0Ub/OUBN/+yrlcajEXVtOxcdvePinYkQTDh+zs7AD0sFVdg07I79xy&#10;BUBec50PgpD/h2mQ8c9/W0ZzSzvhgJu5/3IqOxsSlHgjlJekVN3vJyCLKReoqCIMKHqk3XNOnmLG&#10;9ubOncvtt99KWWkIgLqGNk646lF+9D9v0BmN911JhwC0ZMRcN3xIKwIBPQRlkPGGq07PqY4mQc1w&#10;k0UbjLCUIIBme0VKBDuamtv4zt2LAZh5wniiHU3UH2hmb2OUnQ0J4rE4SiKKklRRNbIC80MJRRNS&#10;UxUAvnadbi6WLVvGV76ykK3bdrJo0XepGVdFXUMbP/rd2xz/6d9y6y/eYE9TsuiCqcrQs9e5fEgD&#10;55+R6ap868bzi7yBrfKWkjKruXaq/T/8m0fYvbeBcMDNrKlV7Gtop76+no5IEi3WAkA0oZJMvbuh&#10;jKIJqccJ4bQZo5g1Q1fJ3/zmYUpKSvjOd77L1h17efjhh6gZV0VbZ5xHn3qbGZ9+kBt+uJz3dzYX&#10;XrCh7uxY0Bn3ZW275dqzqK4e73B030GQ/ezdu4df/PYpACZOGM+BQ+20dkTpiiWJRZqJC6U0tUbw&#10;ukQUzYugDe1KTY9KJqdI+e9fOAeA/3n0EVpbW839X/zidWzasouXX36Zi8+eDsCTf3+fs6/7PXNv&#10;XcIr7/W8nXkoQvchYdZMvXUoHArwvVsuN/cX5T8aAX8E3X+0wsFcf++Bx3XfMRQww06RaNoiubUW&#10;04/0urTslqghhqJKJwiiHtMSZbwukbNnVjJtUiXNLe08+OAvAUgm0/+MM888kyeXvcH69ev5wrXz&#10;Ab0C9Omv/YkTrnqUpW/s6cNH6X9050OWlujt2V9bMAefJ/eocnn9R0g1DpDtP9rM9QebNvDHx/4E&#10;wMTjRmfs83lkPP4yBI+e/CG59PIM5QoN9MRkCyCKKpLLi9vj5mvXngnAg7/8OYcOHTKPSyQSJBJ6&#10;4kJNTQ2/+q+HWL9+vVkBqmto486f/SPnfY40H9KIQ4ZDAW659mwQixxVrjv/0aEs37rrB4AeEDfU&#10;MRz0MaLET3mpj6BfpsSbwO1xI4g+Mz9zKKNH+i0KAl6X/queftJsasZV0dzSzsMPPwRgEtGKeDxO&#10;TU0N3/rWXax9d71Z+Xl06WbnexxhPmTQp6IpMV57+gcEg6Xmvp42ZWaZa5s6/vlvy8zAu5FsUhKU&#10;8HtlSoNuPP4ywuEQoytLCfj9+D0Kkjj0W2p6oJAioiQiySIloQDjR8S5du4MAH6++GcZKmkgnjJt&#10;xmcoFOLKz+km/K/Lt/W48IMBLXYILXYIpXUbiUObidW9iXzg73Rte4bozueZXImzOhbpP2aZawsE&#10;2W+GeWrGVeHzeigJSoSDPrweN+WlPkaXCYwp0YXB5/GaldGhjh7/XIwH9LpErrl0GmOqwrS1d/LI&#10;I78t6Px58xYAuk/Zk7BQf0FVE6jRZpSOepLNH5JoXEPiwBvE9rxIdMfTxOpWEq9/nWTzFpKHN6F2&#10;HURLWlLKUmQURJdjZaZg/5Hc5vreX/6F3XsbkCWRcVUhc7uhjt5gOYKnlFCJro6iqB4R6gggLfq3&#10;S76vNwUUvgikXBxNQtFAkCRUReW1Nbt47921XHfd9fj9fuLxOIqSHftKJBKEQiE2b97Mtm3biCUF&#10;Lp0zTt8piCAIaFrqHyiIqc9UrdP4pxrbDaR8MDMRw6II5rbUp5boQFOiKB170WLNJFu2orbtItm0&#10;AaV1B0pHHUpXI2rXQUh2oioxMMIlDuXAGkqxl8NSlgzzbR4npv3H1PMiigiIabNtMdeRzjbm33Ar&#10;0WicqRNHUl4WNtWxotTPqIoAlZWjmVLtIuBz4fd6kSURQRQQinzPg7H06icjS5rpS15y0fmmSv7X&#10;fz2Y8xyrf3nzzTcD8OQL72W16vTGh9TUBGrXQdTO/SRbd5A4+B6JxreJ7XmR2J4XidevJF6/EqV1&#10;B8nmLaixFpR4e87rCdrABpSz/EcwQz7f/eF/0dzSjtcjM3Z0Ou1vRImf8hI35RUjqQzrFRnJ5UUQ&#10;ZURJdE7dG4LouckG05cM+P2MCnTwhStOBuDpv/zJ9BcNWGvdBmbNmmUG0P/v5Z1F3V+Nt6F2HURp&#10;202idSeJ/W+Q2P8GsY9eIL73Zf17wzuorTtRO/ejRpogGXV+FjW7EiYMVvOapqA5WBUkP/v2H+LB&#10;/9G7QkydXANgqqPHJVI6YhThcIjyEj9el4jP4z0iatZW9NqpEEQJr0vG7XFz7dwTKSsNsXtvA08/&#10;/ZR5jFOt28AXv/QVAH771NqM7VpSQY0eRus6iNKyjeTB90g0riW+71Viu5eSPPA2iYY1JA9/iNq8&#10;JeXLZQeOs7blIOVAQHMgvr4jm4AaCpFokkg0ybZ9HWzb18Hvn3nL3B+yhDkNdbSGeWRPGZIs6L5j&#10;Xz9IP0JIbvp5rwJ+GhCPa0QTAoeb9vOHv63hBw8vp2ZcFW+8/V7O84wAenNzMzNnzgTgjV+cztTj&#10;SjIrCfkKLweyt7kctln7wlimQbH6dJroQjR8OMPXFERE0chaTyUKmz6trSuFUTkRHSow3VRqWmN6&#10;mTpjGl2Kl8NdbmKxmOMz3/H1hazbsJ2y0hAXzpnAqIoQJUEvkyaMp3pUGROrXJSVleLzeHG5jBzI&#10;Iwd9Uu2SJQ2PpP8yDV9y994GnnvuWcfjra05ZWVlZivOg8/u6V8ymgXoRiX7yWfsUP3sj5SyP1LK&#10;ztZy1h8ax+r6kWxtCrG1KURdR9gko8fjcbzGN+66h3AoQHNLO9v26epvV0fQBykY6q0yTui9yUb3&#10;JQVRNn3JS8/Re//V19fjcqVVKJlMZpDR+H71564B4IlX9tPcWZhgOxFXSzhsczDj5JssqjvfsZv9&#10;gugiSpAGpYYDiTHsik5iU+cMNnXOYE/XRBqjI2iMjqA9of9QXHJ2SqrH48lJymAwyIIFXwBg05Zd&#10;mftSh/s8Xr2JN/+TDEn0UWBKM2vcxi/UQEVFBaWlpVlnWIl5/PHHm5lDz77Z1LuSWEjZnTrm9OkK&#10;QJc0gpi7mk7XOBo9p9Pgms124QK2KaezT5tFuziWw0oVXZRknCe7sltuiiGl3+/nyquuomZcFfGE&#10;wpIV2/F5PYQ8Cs1KJV6XiKYOnbhusegTQgoIiJJg1rj93sx/sM/no7KyEp9PT9OykjGRSOByubji&#10;s/MA+Nkz+7u/n4O5Bt1kW8120epov57kIS5X0u6fQVdgOgeDF7A39Dnqwldz2H8+DfKpNEkn0Z4s&#10;ISpUZJxrPFdPkc9sA3zr298HYPfeBlZv3E97TMKVbDTzHjVVRTtS+oBY0Kehe1EQkHPEDyVJoqKi&#10;goqKCuSUIhi170QiwRVXfMpMuli+LndMEJzNNTib7CyVdPIf3WGS3mq6ys6gq+ISIqOu4lD1v3Ko&#10;8ku0ll9BNDSHzsBpJOQqJCkd8DbWDeJZCei0zUAhKmmQMVflprZ2sul7P/bcWpoOHaQ16iIeixOL&#10;dpFIKKiKdsSRss8IaaikLEp4LWZbUZSMxe12U11dTSgUyjjf7/dz+eWfBOCZNw7SHQQ5kEVMwRXI&#10;IqVVJbXSKSRLZ6CMPBdqriE6/st0Hr+IzglfJz7uOmIlZxILziDuGVf08xtwImBPSQk6MXMp5XXX&#10;f5kxVWFi8SSPL9tAW1s7Ta0RogmVaCKJqh1ZZIR+GNtHkgvjeFlZGSUlJRw4cICODr1z1HXXf5k/&#10;PvYnnnhlP7d8ajzHj8ldPC3ZmWW6tUQnom8kQnAMmmcEins0ctlUFCmI4koPGKUBMYfYqCzLpjth&#10;qLjVvXC5XFkxVUmSzObR3ppp0EmZSGb7gLkU87t3/5iFC7/KyjXbmTW1iovOO52gR++2IEsCouBG&#10;lFIJG0cA+pSQAgJiEbEGURSprq6ms7OTuro6qqurzS62T79Wz13zcncBEH2VCMGxuMtPJOkuRfMd&#10;h+AbjeYqSZUl/XCKQ6uRE7mSyWQGKe3fIT8prWbaeozT/ZKJBLLLRTJPo4EBw590Mt+1tZOZO3cu&#10;y5Yt47Gl7zN90kg87olM9MZJ+v0oiqLHPgXtiCCl3Nei3hMzEQgEqK2t5dChQ3z8snmsXHMv/7eq&#10;la9eoVExagJCcAyuklqkkkkIriCM+BiQVi+DeLnyMN1ud0ZTZi4Vk20m0/491z0gUymNexjHOhHV&#10;MNlOpLSrpKGOuUh58803s27NSuoa2nh82Qa+dt1ImrzeVMTDT0AUdX936PNx6IwxLooilZWV3H77&#10;HWby7t3/qKHk4scInH4f8pTrEarOySCjnTBORHOnsrrd7ux8xJ4Q0+VyFWSWc5nv3viTgKM/6ff7&#10;ueHmfwf0dL71G3fS2OaivbWFzkgEJamiKApHgks5ZAhpIBAIcN+P9eTTPz72J5544glAJ6xoyQ90&#10;Uq98MJTSjp6qpdN51hp4b31JyE/KSCTC9u3bePqpp1i8eDHP/fUJc//vnlnN4ZZW6lr1Wnc0kdTD&#10;QOrQ7Y9toN8HLFV78E+YNWsWX124kIcefpiFN9/ElClTmDVrFqAT07im3cfL5RuCs0LmQ9JWsSjW&#10;n8xVnmL8yUQySSwWY/v2baxft56OjjY+WPcOOz/qfozNlW9v4NLzTso03T4RQRvaHb2G5JDOkiRx&#10;w4038uaql1m3YTs3Xn8N732wzXzRBikN1TKIkqtSYcDJn8x1vL2W3RN/0qk8ufzJlpYWtm/fxrZt&#10;W2lsaCiIeOFQgJBfwuX2UVoSIuSFURV+RlWEGFUepDOq0hp1UR6LE/D7UZJqhooPRQxJQoL+wh58&#10;6HfMvexS1m3Yzh133MaPf/zTos63E8bqTxZCSiBLFa3fDXLlS6+zo62tjY0bN2QQ76N9DTS35G4M&#10;mDWjlspSD6s37KG5pZ1pkyopLwsDmIN8gZ4baYWmqqmRK0bSGYngLQmjqSqCNOQ8NRPyUB5izOfz&#10;8ZOf/icLF36VBx5YzHnnfZzLLtMH/rSabsDRdDshly8JPSNlrvMikQhr1qymvr6eXTt3sHvzO90O&#10;Z10zroopx1XgKqlh6tQpTJ48JWN/468eoLmlHbcv7EjEcNCH3yubDRMe2ogLqZGIXSJJVcGFpCeI&#10;DFG7PSQV0uVyEY1GcblcnHLKqXzh2vn88bE/cd0XF7D7o30EAnpAPJc/mc9051LJfCR28ieteOut&#10;t9i8+UM6Ozt4Z8WSgog3ripEuOp4pk6dQiAQZOrUE7KOa2vTRwMJh0vMdSuMbHHAJKLHJVJe4sbn&#10;9eDyj8BTZPfwwcaQJKSVRC6Xizvu/CYfrHuHdRu2M3/+fJ555hmzxp3Ln7SeX4g/mY/ExrX/+c9/&#10;0tbWyrZtW/ng7ZfY+tGhvNOPGMSrmXoalVVVOYlnR1tbK+GwHuA3yGh8N2Coot8rUxL0miT0+MsI&#10;+mU83hCV4QRBTwK3J6DPm3MEdIXtd0La1aQ7yLKMy+VCUZQMYnzjrntYePNNLFu2jB/84F4WLfpe&#10;QdfLVfPO50+uWbOG+vq6oog35bgKqmpmMmHiJKqrq6muHmPu7+joIBgMmuvdwUpG49NJIY1s8bFV&#10;IbzBckaVaAieUkq8OhE9Xr85V46cysYSRYasuYYBIGSx8cJc6jZ9+nS+futt3HPPvdxzz72ce+55&#10;nH/++UB+fzJfPHDFihXU19dRX1/PW6/8tdfEg0zyWb9btxvfC4GTOoa8pAcFSPU0DIdDlHgTlJe4&#10;cHt0lybg1zOd5FTSy5GAIaeQdlhrstdcM4+1a99l2bJl3PilBazfsLVbfxLg5ZdfLpp4pSUhTpx1&#10;mkm82trJ5v5IJILf7ycS0TOJrOtWMlq/W0lpkDEXMa2+o10trZBEjdIRo/B4Q4wpSZgDA0CahEay&#10;iygIQ27MdicMiA/58ssvc+GFF3Z/YApOqmqo5be+9S1zkPf58+fz7LPpfjvvv/8+9fX1rFmzmrVr&#10;36Xuoy2s25B7FjCDeGecfSH+gI/Jk6dkEM8JBhkNWMmYD3blNLYBjua4EIT8ek27Mqyb54DfT8Dn&#10;1sknaKipITCOpHGSBoSQT/7l/1izZjULFlzLuHGF5RoaAVx7wkJ5eTn3/Xgx8+fPZ9myZZwyaypA&#10;wcQbWTmS6upqpk+fkff+uTJsnMhobMtFTIN49fV1Oe/npICFwBhuxe1xp9LNhBQBhaHXLlwABqyW&#10;vWvnDn5w79184rLL+fSnP13wefYsGtCbFm+//VYeeGBxBhGdiHfKKaea+3OleuXKP8yX9mUQ0U5K&#10;qwl2Uj478Yqp7BwL6HdCJhIJzjr7HF5ftRKAF55fytq1q/niF69n8uT85tGAk1recMNN5iDz1dXV&#10;nHHGmVn3tSJf/mF3SbG50NjYaFY6nNTPIJ/dVNthr/gcy+QcEIWcN28+06fP4G9/+yuNDQ00NjTw&#10;nz/9MZ+47HIuuugiAoFA3sQIA3a1vPLKq3I239mvlS//ENKZNXZiNjfr46J35++FwyUm8boz4Vbk&#10;IuOxSkx5IJLkWltbmT17NlOnTuUf//gHLzy/FEir5ac//Vlmz56d0VqSi2hWtbR3qnIipdM1DHJa&#10;idnR2UkkEqFy5EiTlLFYLEP5jFqvnXhWRCKRDBPeXaXHWgs3Pjs6OnpHxiMh8TEHBkQhf/ELvR36&#10;vPPOY+7cuUyZMoUnnnjcVMvf/Pohzjr7HObNm08ikciKIzqpppNvmetY6/ZkImGmdRlEsb78ypEj&#10;TbWMxWJUV4/B7/dn9GnJ5VdCpjoWUunJ53NWV4855sz4gBAy0tnFC88/z5o1q7nxxpuYNm0aixZ9&#10;n2XLlplq+fqqlcybN9/x/ELU0unYRCLhSEAD3b3kYCCQ5UdauxNA7m6qVoUEssifz/RnlOEYIiMM&#10;ECH9AR+Rzi4ONh7kR/fdxznnnsvcuXOZO3cus2fP5vHHH2PXzh2ZBbO1SUNuBYTM4f66uvRpOnKR&#10;xUAhLzuXb2kopZNaRiKRooiXr9LjFL88mtGvhDTm/rv99jt57rlnWb9uPQArX3uNzZs/ZMGCaxk1&#10;ahS3334Hq1evzi5cnq6o1qxsqzm2wk6WQoPYTnDqeGU3+92Feay+p721JxfszY5HO/qVkEZYJhAI&#10;MG/efGbNnMUf/vAHAA42HuTnixdzzrnnctFFF3HqqafmvI6TWkLahBskNWrQTmEcewuLAXsc0KnC&#10;YzX5+ZSvuwqPvSzFkvJYwICYbG/bGqLhUzhh2jS+u2hRllquXbuaefMWZMQlnfpHG+uQ9h+7y9Y2&#10;lCxfrdfpZcsuF11dXezduzeLfNbatrXCA927CdYyFNMEeawoZL+2LhkmW4024W58EaVzn6mWN9x4&#10;I/6Anlwa6ezi0UceyTrfmuOYC/YwkaFwuXrs5Xrp+V54dfUYamsnU1s7mVkzZzFxwgQmTphAWVmZ&#10;Y6Un3/AnBgwCOiVqHMvoV0IaJhs1AWoCX/s6XM1vICRamTx5MrfffifnnHtu1nnW+KIsyzkJWWiH&#10;JSs5jOY+K6wm0Xpvn8/HxAkTqK6uJhgIZA0r6JLlnMS339cJTk2PPfVxjxaIaBp9u6RDMIZCWiHE&#10;DuNqfgvaNhMIBLjooou45WtfY2TlyKxjrbCqpT3HsScq6URK+/Ws13LqzG8en+M+zc3NRCIRGhsb&#10;c54LmSEi69IjaEofv8+BXQakUpM1MKiawB3ZjhCvQyg5hTFjxnD77Xd0ez2nyo1TgNwJ1hq308u2&#10;12R70spjXMepwlNZWZm1zQn5ci2PBQxI2McJmppAiyeQD75CIngChKdm9Ajsrl3bvt/4XkiNG7JN&#10;Yy4f0t7KY5CvmNq23XTnqvgU2rpzNGNIdPJydXyIENkOoy7P3J6jw1VfqqT1hXd0dGTcsysSofHg&#10;wbwxRqMLg9/vJxjIHB7Q6YdgL4cV9kiA1XQfK8Tsd0LG43FcSrzb4zQl7thn2sl0Wru7FquSVjLY&#10;zaOhasb5iWSS+vq6rDBPMBDIMN3FprUZ5TCQj5zHWu273wlZ7Jg6uZCVTmZTykJV0op8L9nITrfn&#10;WRpwGlYPsluLcjU9QvfjiHdXxqMR/Z7lbu9iWsjxbrc770hl9uHxnI7JV+O2kqA7U5ir12LOUdNy&#10;HZ9juGbjsztiHismu98J6Xa79QpMAYvTuflgENMgR3dxSSdS2EMskiRlXScfKXON95hrzMeexi2P&#10;FaUccgppP8eulk4qaUculbTCrpL2F+5Eyv5US2u5ClHMoxUD0zFNjRe2pGBXxnwDRPWVSjphsNSy&#10;kPbwoxVDIuzTHXINe5IrCwhy17itsNe4c8Fp/HBwTuzIOYJanpr4uvXrzFHSDje3UvfRlqzjTpx1&#10;Gi2t+efvORogH2kT60DuGrexvbsat1M4xlDJfF0mIDs7PRcpIXcrT319PStWvMoHb7/ES6s25n1W&#10;A9buvivXbGfD9gZm1FZx6VkwdfwU4rHUrAup0TuEI20a2BQGRCF7MvdevqGZDZX00kw8ps/JYhj0&#10;SFInjAvwytDVlUg/pAtz0ksDTiqZTwF7o5Zr1qzmr4/9KouENeOqmH7SKcyefTIA558xLWN/fd1H&#10;bN3Tya6dO8xR4Jpb2lm5pp2Va7bzn394gzuuO5PPfWIWckUZbllF0NJTtBxJ5BzSJtvxZbdtJtC6&#10;Xq+Vq3EM1z+R1EkVUOOgqWiagqApQBJNUVNJByqqpiKoCaKuKqIJlQ6tEkRoiFXg94/Mun9fdDB7&#10;8803ePhXD2So3KwZtVzx2Xlc//mLqKnJno9HFQKIWqf5aUVLayd//+d6Xnh+KUuXLqG5pZ1v/+JF&#10;fvzIq1z3mVP53i2X62P7oCG5JMTUOFxHAjEHhpBFKGQikTAHkDLg9LIF0aU7G6nKkCxK+n1EF5qa&#10;QEAfG1jQQBOS5hQtIqCKLryJBjxqghLqARgjRkHwcphvZ93bKJcV3XUwAzh48CCLFy9m2bJlAJSV&#10;hrj88k9y938sdCShFQYJ7WQEKC0JcM2nzuSaT51JS+u3ef75JXzn7sXdXXa2AAAgAElEQVTs3tvA&#10;g4+9zl//8QE//87nOfdj1XjwHVHE7PdadjHjb9v9QisyarGSbqAF0QWisS6DKKe3CyKCIKEJEqIo&#10;owkiCBIIIqIgookuhNSi39ALyWjO/MtctWunWr2hipfPvdQk4xeunc/uD17mD7++r1syFoPSkgDz&#10;513Dzs1v89gj95sTmF59y2+56+d/Z9++OqIKxBKq6V9q6tCtN/Q5ITWnTuqaUtiSgtksl29syQJI&#10;KYhyt6Q0rwEZUxc7ETNXaMceHrrzzjtZuPCrRGNJZs2o5d3Xn+P3//09QiOqcj6OpsR6vG5g/rxr&#10;2P3By3x14UIAHn3qbT53+59Zu/kgre2dRGIqyWRCJ2Z3E9UPEgYkDqlpakGLAftLtxLD57IQKB8p&#10;RRkEqWhSWu/lNFuYU/lAN92RSISbv3iFqYpfXbiQtW8sY+aJx+v/ByWWc7HuL3bdugRLSvnVT27l&#10;T3/6E2WlITbtaOTqf/0V72w4QGckQkckRjypkVQ0nZRDjJgDExg3Hry7xQH2fjXG/Nc5SSm6dVJC&#10;j0npdO/u1DISiXDj9dewcs12ykpDPPbI/fzqJ7f29D/Wa1xz2QmsffX/mDWjlrbOODd86w+8/s4m&#10;2jqixKJdOimTKpomDClSDgghlYqzQBDRNCXvklEw21RymTttBLKSEgoipSC5dSLaSAm5+/HkU8u7&#10;vn4d6zboZFy+7HHmfe4zCOrgJURoop/jJtWy4oXHTVJ+edGzrFrfSFtHlNb2TmLxWGoOxKFDygEh&#10;ZMQ3ncTYK0lI5QUdb33xTvMb6ma5MFIKdvNtMe+iKOtEFF1ZpDTu5zTnoX3bbbfdxkurNupkfO43&#10;zJo+ziSjoEYGdQmF3CYpo7Ekt/3oKXbsOUg8FqctkhxypJQHqhBRymDM59BaXsPT+n63x1tjfQYp&#10;zYHtBQlBTE/5JJDqtyO5QYnrISE1oRNPjSOIcipEhBkOQnSjaQqiCKqaRBBdiA4ZR05zHFrx0ksv&#10;mj7jg//5bWadNLWg/8efnnqRJ55ZWdCxuTB16hR++t0vdnucQcqZZ17B7r0N3PbjpSxedC0Tq6AN&#10;KJE8uAUVSRQRGFxSDviov/HSc+msmIsmSCAomYsN9tqrqZYWxdO/u/Iqpf7dopSC6BwWErNr0bn8&#10;SFmWqaur4xt36p3Tvn/nl5h/1SW9++f0I0IhN399/OcAbNrRyF+WvG4qZWt7J/GkhqKmfMpBRN8H&#10;xh3CPnZ1kQMTaPHcRKDhr8jx+rzHgk0t3W4SiIiirCuemGqaFF1m8FuDgpXS+DSUEvJ3MLOq5b3/&#10;sZC29k4uPns6i779tYL+PU5YsGBBUce/8PxSDje3EhJbijpv1klTWbTou9xzz708vmQtp04fTWlJ&#10;gPISiLlEZK8XZH12B0EYnBHKB2RakEce+S0LFlxLKBQytwHExnwOpXkV3uZ3ur2OlZSSIKIhpJpd&#10;MkmJmki34hRJSjk0BiOXqLuJNZ9/fhkvrdpIOBTg4Qd/Ako7SKHCPy246qqrCv5/iqLI2rWrOdzc&#10;SruaGrigiHt//7bP8tYrf+WlVRv55WNvcPfXP2Ve2+0ScYsuBnP+kAFpOly79l127dzBddd/mSlT&#10;0hNKJpNJkqE5qO4xeA6/3O2cNpIkoUmeVPBbAZXuSYnFx7SQElFG8Y9BlcpQfdVIgbFEbMnEuYaZ&#10;lmWZ+3/4fQBuW/g5asaH0i8eCv9MIWc0oRAUe0+lnfvv+w4vnTuPTTsaeWfddkKnTwD0mRzCfhAE&#10;D5KkDopKDtgdDze3snjxYp5/flnWvrhnHO2jv1TU9QQk/ZcsSI4+JWTWwEVPKUJ4IsnyM1HGXkly&#10;wpfRqi5BqDgNKTDW8R7WzHOrb/ncc8+ye28DZaUhvr4wNciq0vNcxZ5Mcg8UbbINzJo+hi9cq5f7&#10;yZc2cbi5ldaoi3gsTjyhEldA1cSMxoqBwoAQ0uojLVmylF/8YrE5qGhPILiCCKKYl5SCtxyppJbk&#10;yAtwHzcXbdxnoPI8XOUnormc54Qxukvkm74YMNXx32+6inBp33Q1UFW14MVAQ3vP733fbZcCsHtv&#10;A5t2tdDVeoCm1ghtHVE0JYaq9G4Gtp5iQAh59tln893vfIcRZToRNm/eyg/uvZutW7f26roGKQXR&#10;heitwFUxFXn0OUjHfRpx9AUw4mN4w6OIk509lG8ORMjdwWzTpk3mtHS3LbyyV+XvLapCPe/qMOa4&#10;Gq6+9CQAlq76iANNEVpaO4lFI7RFkiRUEVU7Sk32unXrqB4zhu9893tmEmo+E94dBNmPFKpGLJuB&#10;q+p03GMvwFV1Gpp/ErjLslp5is3ggdzdcZ9+6ikAbrjqdAJBN1oyipaMAhS93lu0q6U9vreWjPKp&#10;q3SzvXPXHrqiMQ60CnTEIB6L623jqjrgZjsVXu7LJRu//vWvef75ZbhcLm688SYWLFhgquWSJUv5&#10;0X33ZYwQlq9yI/iPQy6fgRiaguSrQHCl1c+eCmavLBSTwWMlokfowtW2DnH/87yw7BkAPn7pZxAs&#10;2UFWkhWybkUymSxqMWD4kMXeW0tGQY1x1RkBwqEAbZ1xNuw4TLSjyVTJeEJFNe/V1xzJvfS7Qhr/&#10;wCVLlvLTn/yExsZGzj77bL5y81cZn5r3cM/evfzi5z/r9cyx4BxMdyKmHVZSKp370A69g/zRY7Dh&#10;h/DhYsT659m/c41prud98uQ+U7pickat6JEPqcZIdjQSa9hMsquDOTNrANi6u4muaIz2mERHDKIJ&#10;lYSqkEtk+gsDMl/2+HHj2LN3r0m8T1x2OXPmzOHOb3yDl156kSVL9EBvX8LezcBpTm3QfzCuyA5i&#10;7Xtxde5Dad+NkBqLSNEUrO0W/3hT74Jw8dnTiyuMGkNNdKElY6Do5Nu+ZQsb319DaYkek7SPl57v&#10;00AxPqSWaEfpPEyi/ZCZeyqIcN7ssby0aiM79zbS1HocVSMO09JaQnmJn7hLxO3SkGUNYYAmfR+Q&#10;wLideI8//jibN3/INdfM4+Mfv4Dq6jE8+Zf/M4/vKzh1M5CJo7TtIhmpR2v7CCVyAAVAU1HUOAga&#10;miAiaNaGbx0HD+nTzJ15xmmg5iaDllRQYq1osTaUWDtqInuwhGTbLl1tbfN2G8Ts7hN0H9KpHAb5&#10;tUQUNdZGMtrpmDihqTB7uj56W3tHlFhCpeFwBJd/BLFohKjHTVAzgr0DgwHr5HXxxZeYxDvc3Mra&#10;te9ysPEg8xcsYMaMGVRX39Yv99USnWhtu1C69qN21BPvOqjvSDUTCkI63qYJEoKmIEoCWhJAAtJk&#10;Xrn+EAA1lc4vSOk4iNLVTCLSfXzQnm5XDDZv3sobr79GonU30f0jEQQRJR7t0TXPPEknZFtnnGgs&#10;TiTqxqV10hHzEgJURUWRBOTCRs/uNQa01+GMGTOorf0Ojz76WzZv3sqevXu5//77WbBgAXPmzOmT&#10;eyhdh9AiB1C7GlE69oIST48blGqlEUiiIuukFCRTPURRSFkzEU3QHFUSYNLEGrSkgiBLaEqcZGs9&#10;yc6DaKnYXSHGTbO4D0aN3uje2916onU3zS3tdEVjqPFW0KSC7+uEcMBNW2ecA4faKQl6ae7yUBFt&#10;Jx7zE3GJhFxGA2v/Y8C7wXq9Xv7t324xTThgmvDrry+utQYyCahGDgCkCWgflzLVdKiPZJ12DQRB&#10;1Ot4Wn6VXP/hHgBCoSAIComWOhItdWgFjH+ZjUwTah2Ro5B1A1pSwariPcHME8azcs12WjsUkopC&#10;LNJMR2wERg8g3YIMjETKjp2yeoFC41YXX3wJtbWT+cPv/8c04d0SUk2ixFrQIgfQYodQY22gKbkH&#10;IrDnR1ogiuRXSU3KUsm2Tp0QM04YTezAByhdPa+IaUofxffUhF476TEyyayoAl1R3S+NRSMQ9KIp&#10;Kpo8MH5kvypkpDN/8+C4ceO4485v8vTTT7F27bvdXi9x8F20WAsaltkejGRde2KFQ7It0GuVBIjs&#10;fttMVcuF59+q54PN+3LuX/VBU+azdVOzdkr02Lm3kR/97q285fjm9afl3W9FVzRGNBYHvGb4J5RQ&#10;CXggnRfVv+hXQvoDvoJCGNdf/yWmTj2hoGtqogDF9CsuQiUFdIXPqZJGGZJd3b6a8aNCLLznPVNV&#10;86HQmrU9XlnX0MaPfvd2zusu/uYnEHL9MPMgElVxaZ2AHvhPqAquATLZ/arDkc6ugn/1c+bM6TZA&#10;LMh+ve0aIZ1QAfkzfZyQyiJ3nBVFENE0Uc9oB0TJoJ7EtEn61B6vftDW7eCrM0Yl+N8fFZ7n2B2s&#10;0+wVgqsvPYkvXVxd0ECxTc1t5nmR6OAkVRgYEIWEnqtAFgR1wFVSkDQ0RaW8LAw0EumKQVLIGFgg&#10;C7KX84+Psvibn+DWH78A6INKPbv0JTNR2UA0WliLj0HGh/93Sda+7y36Dn987E8AnHNKLb+981RI&#10;RvOXMYVNO/RmW5833fLT3OVhFHq7Nv6Bq/v2u0JC9oi23X12h96opL2vTSEqSaqVYlSF3id8/64N&#10;+vZkNP8CfOmCEcy7YDSgp3rd+W/zzSmVe7uA/gP+/e9/Z5Jx2qRKnrv7RPP+3ZVRix42H7skmDbL&#10;HtKqOZDoh+SKbOXqM3UESKVEaQUOmGTv/OUEUSST2KlaqygKOik1CUESmTxGJ+SarcW9rIe+eYFp&#10;7l9atZHbbtMbARRFKXoxoCgK0WiUtWvXcs899wJ6PPGRr00wB1MoBC9s0J+1rDRTtf0+XS3dntT/&#10;TRuY5Ip+N9l9DUEU0VRVT85F0wkjkja5thq38zUy+9loyIhikozEbUFM9VdLk+C0mROBt3htYyda&#10;srhBAFY9MIsTb36LuoY2li1bxuzZJ3PllcX7mNY273Xr1rHw5pvMfY/cOpVpU2uLKtvad9YA4Pfo&#10;P3C/V6eEYbIHGgNisvsagtj3KgnkV0lk/uVUvatDXUMbTYcaclwkRxlcAZ686wTCAb0M99xzL2++&#10;+UZR17CiqamJn9y3iLZ2fbi+BxYez0VnTCr6h/LCOj3mWBLM9DXLfIMzzvngdS/rAxTqSzqe6+BL&#10;ZvW1SvmS6e8C55xSC8CjK4oPp5xQW80jt6YHEvjGnXewceNGuiIRuiIREolEweu3fPVL5gCo8y4Y&#10;zZc/OS3XbXOi6VCDWaEZOzo9WKvfK+L1egmm6jjyAGX6wJFISMkYbGoQVFKTuPSsSQA8u+IjPXGj&#10;yOXCU0bxwEJ9NLS29k5+ct8iOjp1lbMOip9v/d4f/MAk47RJlfzX107sUVmefVMPzhv+Yzjow+tx&#10;Z9S2vS4xNbDCwJDyyCOkDQOtkl++XFfITTsa2fxRz5oOv3TpcWbNe92G7dzx9YUkksmCludfeN4c&#10;umVMVZjnFtX2qAwAP3tmPwCjy9O+viSmK6Ueb+rHLw2kQvbHRNz9jUFUyWCwxOwc9eCze8xTtGRn&#10;QZ8GfvWvE82a97oN27n//vuJxWJ5l40bN2TUqJ+86wRGlASLur/x+bu/f0RdQxuyJFJeFjZDPiG/&#10;h7BforQk3TVEFPqBIzmWgRmOr4ehjdwXzHTcB1ol/32e3lHtiVf2s/mj1qLIYCwAzy2qNSs5y5Yt&#10;44UXcnd42759mzmOEOg16uPHyBnXK+bTUMex1SNNE+33yvi9YkbIx+0SB8paAwNgsoudoTUfRKPj&#10;leQfcJWUAtW4R5+Fd/I85lz9U+bOnQvAjb/cVdxDWFAWEPj7fR8zSfnAA4vZvn2bOT2J8dnY2Mj9&#10;P/y+WaO+/cpx/MuskPNFC8DvXz5kquO4qrT/GPC58Hk9ZoXG6xIHtEID/UBIQRjYTkHmfftYJaXQ&#10;cbhHz8F/wjz8M7+Ob/pNeMZfglw+A8lXwUMPPQTovuTydT0fteL4MTLf+8IE8/s37ryD+vq6DFL+&#10;/r9/mO5cdsFo7prX80Hzmzs17v6j/iMy1NFqrj3+MoIe1fQfRWlgqxn9MOj9AP2ilEh+lRRzx/yz&#10;VFJyI5VMwlV5Cr7Jn8E/8+t4a6/GVX0+gv+4jK62BsaNG8eiRd8F4MbFm9lS1/OkhOsvrOD2K/Ue&#10;mG3tndz/w+/T0dEB6F2IjYmWpk2q5N7rJuS8TiG44p7ttHXGCQfcpjoCjCjx4/eKlPliyN6Qaa5F&#10;kQEd46dfW2reXPUyV151FdXV1X1/cSm7eSyj9SZfvqTsQ/JWI3gqEPyjkHwVRd9++fLl5npbZ5wb&#10;f7mLlT+e3NOn4a5546lvTvLEK/vZvbeBh362iBmnXGjWqMMBN88tqqUs0PMf/H1P7DHjjhMnjDfV&#10;MRz04XGJVI3wZ5nrQiz2nv3dRxvGj3YevsYOIbb+vj61scmkynsbtnPZ/3uStvZOfbi6X/+W6dOn&#10;F5w8UVNTg8+X3eyotm9FjcczWyMsFRxNVdFQQFXThFSTCK4goq8SyRcCV4Wj4nWH999/nzfffIMl&#10;S5aaJLFj3gWj+dW/Tiz62gaaOzWuuGe7SRoD4YCbv9/3MY4f03P9+P3Lh7j9YX1Sz2mTKikvC5uE&#10;rB3to7JyBGPHjmVcpZfRlaW0t7bg8frZsUfvFHe4uZW2iP4/3dfQ+0lAxxq+q18yB42YNH5kfxBS&#10;oaMrya66w1xzx19M3+f222/lhhtuKig3cvLkyYUT0oASMTtOCa4gkr8UTR6B5CnNa75zYe3ataxZ&#10;s5olS5byxuuv0dyS+RK8HpnyUj8lQS+RuJDh4/WWlCf/65qMxN4HFh7P9RcWr+IGrGQcUxVm4rjK&#10;DHX0e2UCPheKKuAS4iQ0N5KoIYvoPvkAos8JqapJ2joV2jqi7NhzkB/+5jVWrtFbFebOnctPf/rT&#10;bkmZSyG1yEcoXe1ZhBRkP5IvhCoEemR+AXbt2sVbb72VMX+gFbIkEgoFGF3uS+VF6jBCJvv2HzSV&#10;rbek3FKX5Mx/1zPBb79yXK8qMVYylpWGmFFbRXsqMy3e1ZahlFZyAsjdzD3eH+gHQqpE4wptkST7&#10;G1s40NDE489v4Mm/6wPdz5pRy4MP/Y5wOJzzGrkU0iCkQT5R9vXI/EImAVeuWG4qnAGDgCUhP6Ul&#10;IUKp3ANrs5o1fxDgwKGI+eObNqmyVz7f718+xJqtbb0i9n1P7OGBp/cCutkfMaKMRLzLTKRwIqPX&#10;M3jqCP1ASE1TScSSHI4otLe2sK+xk911h1n+9k6ee2UTsXjS9CtnzZpVlMnWJ9fsmR/V1tbGihUr&#10;WLHiVZ7+y5+yCAjpl1YoAcNBvYxGyhbAus0NvL1+F/GEwpiqMItvqulVzLAnaO7U+O4fdvHEK3rw&#10;23guAL9bf92GyhtJx6Mq9DIGfK5BIyP0EyGVZJKOqEZbR5SmVn3cwd11h1m9cT9/fXkTzS3tlJWG&#10;uOVrX3fMCcxJyCJgJeDyF5dkTA1swHhRfrdmviArASGThFYChrwgyl58Hr11w0AkqrKzroUnX0h3&#10;8Lr9ynF89YpxvaohF4rfv3yIu/+4y7x3OBRgRGkwQxndvjAhb5qMQ8FUGxCi637Qxx2zQdU0lIRC&#10;JJEm5YGGJg40Rdh3oIXHnv/QVKgvXDufO+78ZsYlekrI5cuX88ILy3pMwHwKaCiHz+vB7xXxefU2&#10;X0hnVwNEumK0RZSs5wwH3Nx0aVW/EXP5una+/8QB0491uyRGjgjgcqeeIaWMBhmHmqk20PeERFdJ&#10;VRWIJ1XaIknaW1voiGGSsqmliyeX7zBJM3fuXL71rW+ZfmWhhFy+fDmvvbaCtWvfdQzFhANuQkEv&#10;JUGvY0UkHwFDXhAlVwYBQQ9T+H168xqQkYQAkIy2s7/NRdOhgzS1dLFuy35eXLk5rVgpYl55bnWv&#10;wjigm+Zn32ziZ8/sp65B71YhigJBn8s00ZBtpseGO0m6R2aQ0S0lEQSpR2QsL3FTOiJ3fnnL4QM0&#10;tRY2uke/ERJSAxUlFZq79N5rhvk+3NxKw+EIL7y+h3++vZl4QmHWjFq+cdc9TJ8+nZqaGsdKjxEL&#10;/OtjvzJbL6ywhmKKVcCgK4km+wj5PaYJNlTQIGDQoyJ7dV8r6EmnZxn9TuIx/Z9uf876Q1HeWr+X&#10;1R/sJhpLt+iMqQpzzdklnH5CGWNH+goi6PJ17bz9YTMvrItlxCsNIoaCXlxuX4aJBjL+H1ZlNJ7b&#10;SRknTRiPIIqMrizBHyxj1Cg9O6msrITScM/94pa2dppTwy8eONBIpKOZ/Y2teteU/iCkAUMplUSc&#10;rqSYmok0wr7G9MvasOMwf3x2DfGEQjgU4Cc//U/mzZtPOBwuKhbopIDgTEKjEhL2iwiiG59HprzU&#10;l9rmrIBG9rTH6zcJ6HWJ+GT9x6cIMpKWzPmcTa1xWjuirNvcwM69jaai2WEErY2+0sb6vgMtjoMO&#10;uF0SgYAfv0fIMs+QNtGQ7TMaZrqmupTyipGEwyEm1h5PZeUoAr4BH/YJ6CeFtELTVFRNQ01opk8Z&#10;i0ZoaW3nUGucA00Rdte38Osn15qEu/js6azesKfXBLTXgsN+Eb/Pn9omZikgYKqgkwJ6XSJul4ik&#10;JRFFQR90X0yNPCZouu8czySl9TmbWrpoj8To7Epw4FA7Bw5F2NvQTmt7JOtZc8HtkvC6JSSXJ4OE&#10;kElEcFZFgBmTRjCp9gQmTZpA1ejRlIb6vjNeT9HvhARSE7QLZkUnmlAd/crHl76XYYaKjQUa/3CA&#10;yhAIkpzlBxoEBH0kNqsPaJDQSkAAn6wPHCDIEoIlH0W0pbw5PafdVWmLKOxraCeWUDncqgf42zr0&#10;znAHDkVoam6jtcN54AAr+QzYSWhVRCsRT50+muqxE/nY7Fn4fH7cbi9el5p6hqHTcWBAdFnPFlGR&#10;XBJBGdwuFSjFk/K5vF4vYX8rCy7/GOu27GfbvgiVOeZ/KbYiYiegVQEhrYJhi79lqKAkC6YCQjYB&#10;8z6npOB2ybQB5SU62YMelUOtccJ+iYbDEUqDbjo7O/B7Qxw4lFZIew/ANJy1w+3TldBKxHGjgoyb&#10;MI2Tp5Qx/rhxhEIhfH49ecLvkhDloUdGADnXQ/Y19DGqNQQB3JJGmQ+acVNuSwLxe8cwZXwHbRGV&#10;SDRpqoeBYkIx+Qjo9rgzFBBUJFkCUUAUBMDlMK529/8r8zklETcqZT7ocnmJetx4vH5kb4RktB2/&#10;z0OkK0bDYZFt6+s4cEhXS8PMtltEMt7VhtsXNj8NhGy8HVXhZ9bxoxkzdiyTJtYQCgUJBPx4fT48&#10;Hi9eF7hlCVEWSP+2Bn+ObCsG1HM1XrAoiSAKlIsJOl2G76Yf4/d58Hk9NLV00dnZht+o1bqSOU2w&#10;cZ61ItI9AUF2qWiCjCgYfmDfxAftzxkQE/hkga7Us1KiE3P5G1tZt0VvTRlV4ae1w5pdb+kX7Q1n&#10;fpIZuqoZU870qROZNLEGIIOIbpcbn0fELXvSRBzgLPBiMChVKUHQPTFVdhFAgaCuIGOBlladLGG/&#10;RFvEZw6eCXQbC7RXROwEFEUFQXaZBARSati/z4nLjaBp+EjiK3Xzxvt1LH97F9FYnFEVIXPEsXAw&#10;7U+WBPMPh2L4hRMmTsQfLCMUCqJ6R1Hi6kwl17qRZJmgW59670ggIwwSISH9sjTZRYAYPlkASjPM&#10;WkdMzBgZrJBYoNcl4pfjqTmwdQKCaBJvoKa3MGCqJVDfEmf5m1vYXd+CJOomtz2a2Rbu94byDok3&#10;uiLIOWfMpGr0OFyyTEyuYIS3C0mWkSQNtyuIWxZxS7JJROje/x0qGDRCQtrfklxuBEVlhC9GxOXF&#10;7XHT3gqlQEcssxYMuWOBsivVhUL0DhoBc2HF6t2sWrsTAGN05KTqIuADUUsAKu1RkaArCegB645E&#10;+vWcfOIUPvaxkygtLUmRT0YSRSQJEMK4JTWbhEeAItohD0g/6jww/12iAKIPn5zAK8TwVowgmlAJ&#10;Ae7kYeLyCCCTgKKoj5glSjKaoFc5JLsSDPLz7W3oZOmr79PUkj3OUXrYbhdJFQI+0HARkhIkND8h&#10;b5wpx0/l/PPOIhj047aM8+2WLFpiISFAxr9gkJ+/WAyqQlohCQKirKJpMpos4UsqGI0FilBJQEum&#10;CKggSi40AUS0QZlkvFCseX8nK97dn+EH50LmmPIupk2s4eMfP4cxo/Q2aS3HkMpHiCUuGEOGkKDH&#10;8QQBFA1c7vQLkAARCRUBKcMEDc23EY8lWLpiE+9vb6LYyQvKS31cNveTTJqQOan80HzSvseQIqQB&#10;nXTpV2BMCzR4SVGFw2qiiyGjz+vh3HPP5ozTZvZf4Y4ADElCHqlY8/5O/v7G7uJOEiRmTp/IJZdc&#10;hN/X/XjgRzuGCdkHiMcSvPLODt76oF7Pti5wzsG0eTb6rQ+tVpPBwIA1HR6tiMeSPPrMmrSJLpCM&#10;p51yMuefNwe/r5sxho4xDCtkL7C3IZIzpJML2ao4DCuGCdlD7G2I8JcX1hUU0jFQWzuJz37qkmFV&#10;zINhQvYA67YeYukrHxR1ziUX/wtnnHZiP5Xo6MEwIYtEsWQsL/XxmSuvZkxVaT+W6ujBMCGLQLFk&#10;nDRxAld+5hPDJroI9Pl82Ucr1m9rKoqMM2dM5tOfugyA4f9x4RhWyAKwflsTS5av0/stF4BLLv4X&#10;5pw6o59LdXRimJDdoBgy+rwe5s69lOlTa/q/YEcphgmZB4aZLpSMCxZ8Xq+8DJvoHmPo5m4NMuw+&#10;Y1LN/ZlBxmH0CsMK6YAde7IrMEbmjv2zprqUq6/8DOGSgR1y72jFcFu2Dfsaozz76lY0Tckw1UlV&#10;J6H1s6a6lPkL5uPz6IPtD6P3GDbZFiTjcf7ywjoiXZEsv9GqjNlkHEZfYZiQKSTiKo88o5MxHzRN&#10;IeT3cPWVnxkmYz9gmJApLF2xiaaWLgRByjLV1k+/z88111xNODXp5TD6FsOVGmDtBx+xaWeT4z6r&#10;qTZr05U9G2h/GN1j0LvBDjb2HYzxwus7uo01aprC3LmXMmZUELShbapf+efrg12EHuOYVsh4NMpf&#10;XlhfUOD70ksuZvrUMfoXoe9muO0P7G/s2cTyQwHHtA+5bNUO2kmT5iUAACAASURBVCMxtG66HZx2&#10;ysnMmT1lgEp1bOOYVci1G/ZY+k3nVshJEyfwiYtOP/p65A9RHJOE3Hcwxt/f2J2333RShaoRPj5/&#10;xXmAMNwhcIBwTJrspa++362ZlgSFKz59JS5f/mHxhtG3kLVjrMnrtbV1HGrWJ0fPR8pLL7mY8aNz&#10;z8c4jP7BMaWQdQfjrFyzrdvjJk+ewpzZxw9AiYZhxzFFyKWvvt/tMRVlQT53+TkDUJphOOGYqdS8&#10;u2Gvaarz4eJLLjsm/EZjUPyhhmOCkIlojBXv7u/2uNNPPZUpE6sGoESDj0m1k6ioGD3YxcjCMWGy&#10;l63a0W0WT0VZkAvPPgk9r/FIXwqDpuqxLE1LDolPABnt6A6w7dzXxkbL7GC5cPEll+Hy+o6KPFuD&#10;aPmgKEkEUUTTkgiCPGQ+j3qTveq9vd0eM+vEqUyZUMFw9HvwcVSb7J372thTdzDvMX6fn7kXnjVA&#10;JRpGdziqCfnsq1sRxPyPeO65ZyO5j3pD4YjB9hmdPo/ONyGIvLthb7cVmXGjy5nzsYkwhGdy6A90&#10;9yMdTBREyI+f9cOsbfpkCPrER7aN6a8a5tj1xgRGRj6wIDjM6WPdYJxrXF7IngbO/Goca9mfTKjp&#10;XTkSdVwumT8/+GLOIjhNutQVifG1u77Apz5/IbI8tBN1c6GQSs9goSiF1FJ/BAH0Z7JXSfNVUYde&#10;9TWZKC7R1uBnPJboh9IMA4ogpEZK8VIwXk4WzewbhBzb+xl9fbvhbMiBQeEKmXrDYQGmiaBkbk4f&#10;Zry5HJ+a03pqMa9lN5VWS26fOc5m5e3H50JWuW0xZYunQHsS9kc14uoRN3XgEYfiTLYAJ4rwgBdn&#10;CRKNRdCTsAVB/y5ZtgvG99S6CEip45z2ifbvQprE9u/W7QjZP4qsBzI+tTyNHhrvH1S4Z1uC3V3H&#10;SFvrIKKo/68AJMHZdbS/dC3lbKLpTNYEUDWdcFoqA1vU0usaIGmgiPq5Bqk0IXWt1HmG7yACqqBf&#10;I4OUmr4d0rWqvITU0vfQtPQ9VMz7RhS96EcbhuJAqn33gxcsK0KKjJkzxKXWhfS6db+oWc4lbRtN&#10;lbMpnnl96/2MH4F1HWdCmrX41LGaPWJgK7d9hlVNzfYfhtFr9L5ftlUdDRMLpGM2DiZVcCCMfR+a&#10;Hh8UrAqYUsQMkmqZ97L/IKzFcSozpEmZcR3bcUNPTI5K9F2ENEtRNGcCZqmmYFFHY5+QQxGtQUyn&#10;azuQ0f5jAIcy2B8AnP2QYfQ3+sZk5yOeYFfJlArZyZlhpp3U0Xp9p3WrCTeua1FTa1khpYrGOpnH&#10;GdX/YT4OOHpHSOuLtKuO9Yto25dBMNu5TgpnksNu5q2ktJ6r2c5zKreWJmWGORbS+4Yx4Og7hbSu&#10;233CXL4k4OxLCg7qaFVVG0GdFNosl42UZoQ/VS7Nci0ES9smw1Z7ENA3I+g6mWsgJ2GMA6zKaSeT&#10;cd0sIgvpio1Zo4ZsVyGHPRYsxLP+WAxFtCqmYPs82jAEwz49r9RYKrWO5jqLIJm79aFJDOUUMo8x&#10;4ozGsYLlOPP61ns7hH2wkNZJsU0VzbLZ2c8yjAFDH8Uh7SaXbNLZSeR0fMY2C1GzjtVs++3ktplt&#10;a0RHw6aMWub9M7g5bLMHGr0npGF2rSSxB5jtRDIVFAfzLmSro/W6IrZrWD6t8Uorj0RLkYx1zcpU&#10;SxnMH5fVvzw6MfQMdm8I6WiqLftEkWyf0n5uPnKmzne6V4aKGmS0H2cL+ZiW3FoeIXO/Y607Gxoa&#10;Gira0czWQUIfjO2Ty1/U8h9j2ZVBTtEe9nFQR3uQ3NxuJbbDD8Ea7snCsHkeCuidyc5SJasvh/OS&#10;r8KTQU4tx7nGsVYCOphv45gMGGbY1iaoWe5n9TetyLiUlk7GOEKhJJNDMnO8523ZuUy1nTx285hB&#10;YhuBRfu1rATERj4yBxHNSq4A0y/VLOtWAlorW7me8cjl3BGJnod9MtQrhyIaB2Zk8DiEWDJU0a6c&#10;ORTV+G5UZKyVIqeMIacAvb0cOGwfxoCiZ4TMUD0tc93eju1oloVsYmUpoJVMZJIqi6z2+KPDDwTL&#10;vbCcC/ndx2GCDij6ppbtpIrW4LOBXObaqoIZIaM86ohl3bFZEWcyaTYn0bhmPndKI6fp3t/YSTSW&#10;JBpTLIv+PZZaj8UVOiJJKso8XHlZLbI0dLuhDjZ6RkjBtu703cncOl1HwOY72lQvlzqa+2yVGbsa&#10;2wQ840dibyIs5HkxiqFRt7+dr/zHq8QTKvFEklhcJRZXiScUYnGFRDyZ+q4SiSbxekTOmj2asaOH&#10;3jB4QwW9UEjD5KXeltGVIOMYbATSHIiU61jbdiz7IKW29qZHCzmtZYDsIHdWbTp1XoFZPpIk8dLK&#10;Pfxj1R7oltH6zSJdCs+9vIuFC2YgDoFZHdQhGCUoznZY268NWEkCZPmAkEk2c4Nl3SkpAyEdk7Rf&#10;w3GbjYxmBUcgi6QZBTPbEwv9L5hYuvwj/TyzP07cssRSSxQ0FSHF/P/+4wf9Fy3SFDQlTizSnLEc&#10;Sei5yc5SLoftTn6k/TjRttPR9NpIbqhjVgA9RwzS3uHMDAcZsccMqez+8QVQFIVVq+vNWKTg9hEc&#10;cyqCKIHkQpDcCLIbyR2gfdc7xA/vATS27mrhrfcOcNYp3Q8Wqilx/VPVP1FVSA3Ur6lKzjji7voW&#10;c13UEkCD7QiR0049mYqRBT/ygKEXhLSEUHIeYywO5tp6bhahhcxj7OTE6Vhjn3Fdi002yGecV2jy&#10;rebwgwJkSWLV6v10dCb0Swsi/qpJlJ90MWoyDpqQ4rgAkoya6CTZcRAt0YUG/PbPG9OE1JQUueIm&#10;4fKRrRCIWsxYs31mQi3iHuIAjQfUw7tYSJGhakI2ufKdK9jOtR9mHmPfZguAZxyjZW7LUEyDoEU8&#10;p4N9lWWRF1/7yPTBBEEiUFWL5HIjuz1Ibjey7EKSZUQBAtXTkLxBs9vpX5Zso/lQI0rkEMnOJpSu&#10;FtRYBDURRU0m+qAFJaO3XZ9AVVXHpa/R8zhkTsJZQzk5SJoy1Vmv2qgYmW3T1n1C9qAA5kACWnq/&#10;cb59McttL7SFsDmiAVb3U9PAJcv8fcUeVFXT+SqKBEdP0sc7kCQkSUQ0FlHAHSjBWzEBRBdoGklF&#10;43+f3jYkm+6KRV+TtA/Tz/IsGbWh9NsVRNgV1djepZK0K6KAPqKFI5nt220qav20xhCNzv/GNuu6&#10;ajnWsk/WYEu7Spea/p3sP9jO7r1tqZCmgDtQhrd0JEoijqSJaFqKqJqmq6KgEho3g0j9JpRoB2ga&#10;v31qB/+2YFKv//12DIXO/4WQMpcL0LO2bIMEYibB8h+PjUACSLCqReU3+xQ6lAItaX/9v/Pc3Bzt&#10;JcX7tZvbSVqGsgiNmaKHcSSDjFoq/0Jf11SN4OhJHA6OQIl1IqCxdXcHb60/zJyZI/qk+IqqsWL1&#10;QfY3dhGJgt/bJ5ftN+Qibe8V0kqwXP2j7ebdsi4K4Eotkth3CTTWQE7PgjoO10x5Bu9taSeZNHxR&#10;gfC443WySmIqAqTqA1sYhEz5teHjZhJr2Y+WTPz/9t48Po7zvPP8vm91N7rRaNw3iIPgTfGWRF2U&#10;KEuULUuKZdmJY8t2EifZZDLJZ/czTmYnm92dndnZSXZ2dnbieOOdOLHjjONLdmzL1n1YInWQFCmJ&#10;lEiKpHiBAAEQN7rRAPqo990/3qrq6kbjIkCKHvvhp4juquo63vrVcz/Pi5DwN4+dWzIgs7bmfE+S&#10;r3znDH/7/XMoBTdulOzaJohG5rnr64CbFtLiATmv0eLbzxPRBYYMuVX+42gNpdEQVkAWDeUpBelM&#10;duYG71CCcDiUUxCEQDphOmWrnBEy3z3ORtJc5LsXp7DtEGiNDJYQazKi1wUkWqClRvk4JFpR0bGF&#10;kff2ks1m0Bqe3ttLPJGmvCx4RZfT3T/J0/v6+Yu/PcXl4Wlv/ZsnFNNpye4dUBlbjlfx2tHSYtnu&#10;36J6Y+E6h2u6xk4RH6XW8Csf20Zbe03RU/YMpTlyomvWS6qpjLHr1m3OKQQTyQxvHh+ipiLEqrYK&#10;ymMlZG1H8V4E29RagZ1GYnP8XJKD3x1GZzRCQFlTB8FwGJXJoMkX1cIBoxLmb0m0gmjzWsbPvgVo&#10;plKKb/yoi//+86sXdiEODY6k2H9kmL/85vscODoCgMA5pxBoBMfPKKam4Z6bLeqrf35AuYRYtg9g&#10;wExOONdvyYHUv6OAXXeu5YZNzUV/+vzBHgZS00W3AWzfupEH77/N+/7V75zkb564wJqOCj5bV8vd&#10;W1vYsr4aKRcmqlR2Cp2ZRtu5jrmnv3UOpcZAZNFaU9V+g1GlHf0R8LiiK66FUk6DtSw1a3YSP38E&#10;rbJkbcX3nuleMCCnUjYHjg7zzZ908d2negADRFBoLCipQNspyE4BgnM9gqmUzZ6dFq2NMx+Ivg7n&#10;KFpapEZTpHzAJ6bntLyLHzYzi0jW2iYcDjNXWk55ecz7/PXHTvLH//4VUmnF0ZODHP0/B2iqL+Nj&#10;e9q59/YWbtvRRENtZOZ5lI3OTqMyk0V1rBcPXiY5nfW2Va28wZQPCekDokCLnLjWQngAjTZ0UFLZ&#10;QGrkElrD2YsTvPbWEHfsqJ31vgAOvTvKj168xN//6ALjiQxojXDOQTCGKO9Al7XD9CiMHIVMEjT0&#10;DQqeeMVmz07JmvY5T3Fd0NKMmmLA8ovoGXJRFOy3mHCdxYVLI2iVRcjil10RNpzsB0+d40//r/2k&#10;0m4M2YCkbyDJ33z7BN974gy7b2nhntta2HPHCtasrJgXiADDYyku9CS9AE4oVku0ut78FmEAKDU4&#10;Bo1yOKTLKZVSCKBm3a1cev0HIARTKcV/eewcG1eVU1URmnHOs91J/um5Hr73TA/vnY07Q6fR2GhR&#10;glXViajoREeaUFjocD1YJTD0FqTHQcNoXPDUa4rd05Jt1/msy8tkZVOE8+l8cBZa4J7zfGGncSdb&#10;F2K2mQ8kTfWVPP9aL3/8568zFk87D04igyF0ehKBDQQZi6d5/PnzPLO3i5s217Prxjo+ekc1OzfP&#10;bfG+eGCA4XE3LKeoXrnRGE3CaWiqlQM+A0jh0x81CoREK03Vyi30v/k0dmqSTFbxzCv9/NbEIbau&#10;q+S2rTXs3lmHbWsee7qb7z/Xw77DQ77httFaE6hciVWzDhFtRlul2Jk0ws4aPTa20oBy4A1IjYCG&#10;5JTgxYOKySnBrVuuX51ycYAsBjBgzizt+Y63UNKK4bGpGYZQjhSvHtP8L/9xL30DSU/JjzZ10rj1&#10;XtKJIcbOv0Oi9zSQRoggqRS89mY/r73Zz09ejHHjxmo+saeZ++9szDtyd/8k//jTLr7/zCVGxw0X&#10;1tqmdvUWLEughXRaWgqUC0pHbKM0Wii0kKAUCghGolR2bGbk9KtoHSQ5ZfP86wM8//oAbU2lrO0o&#10;Q2s4dGyE+EQG4z9QQAZR2kSkaQsytgJClahs1sxbKEBIYQwpraC0GZp2wcBhmOoHrUllBIdOKG7b&#10;ev1OZ7IMHNLleDDDzQPF/ZELBaz/NDJIMhmfdftoHP7dlw5xvjvugTFc3cKKWx+mtLYF1Coq2zcw&#10;PdrHyNmjDL//FjCNIIjWgvfOJnjvbIKX3hhgQ2cZv/bhFWxeW8HjL/Xy1L5+3r8wwXTaxgWHJkB1&#10;2xqklHliWmhXX1Sms7QArSRKaCeCqVFKU7fxDhJ950jHexBIIIBGcrFvkot9vgmfNAiRBitKadsu&#10;gjWrECWVKA0qm0UIjRTmGoR2JJDWJiso0gglVTB1GTBegZUrxOzv9HVAAX0lE07O6d5xl0JxXGQU&#10;iqwyBfiLu6bJafjRzxT9w2MOGCEQraJt168RqWkEnUVaknBlDZGqGipWrGLFTfcwdOot+t99FTsd&#10;Bx0AYXHp8hSXLk/x5vFxYlGLodEUk9PKvTiESKG1RfttHyVUWuo0C9BoSZ5lrd2e6pjQoVAKpSWu&#10;URapbmD1R36H6fgQ4xeOMd59guzkAGZm1AAIgSCLBiLN2ylt3YGMVKIJGo5oK4QQZpEaoU1jBeP2&#10;cZiAnYLJPvzhrdu35EJ2SusZk1F90LQ8OuRc2+aN4CwtWpDOwA9fVPQP5zizDEVo3/0okdoWhNZe&#10;koNxCEiCpTHCZeWU1TbRtvMeBk+/Tc/hl0jFLwFBNBaj8TSjLkPWGiEyaBGiZfu9tO+8j9LqOmTA&#10;yg8Ruta0ozciFEKAUtLjjkarBTAvSLCskkhtK7WbdjM13MvY+aMkek+iM+MEq1ZTuX43gVgDiCBK&#10;KeysnQOiEAgpcGvNheN/NaCUEH8fMhNeGl1Hs6C2Mn/8rres8SW4fVwHN8wqgue8V1Hwd25KxKeK&#10;rn/vnKZ/OHccLSzad32KssYOk/jjgFFIiZACyzIPUUqBDIQRkVJab/oQrdvvZLTrJOcPPMt49wkg&#10;iPFpZRGBCK07PkTnbR8hUlWLsAI4stgJFWovocJwRyOupZKGW6FQSCQKsLCxEUi0rZBSEAiVIK0g&#10;VriMSH0ntVMTZCYTyJIyRCCC7TjzhXaBqPPAKIRACoF2thmmLWD8DKicG+3WzdcXNyxGS296n2cx&#10;F+RFyjn0R3+WkJ/cTJsCGk4Wzw7Zuk5w6LhmcDSH//TECDJgIbQj1qQBpZsWZgApPWAKEcQqKaFh&#10;4400bNhOor+bM/t+ysiFU7RsvY3Vdz1g3Du+6zIfZT4glWNhK4kQGoUxYgx/NKAUKCwso+NJYdZp&#10;Za5FSwgEobQcK1yGshW2XzTnLW4upp8/OGJbBtDxi8bt44xKbSWsbMmNWyY7ewj2g6Qrj2XPS67X&#10;fPlEgla2KREooN03SX78kiaT1aBsBo/tpW79zYRKox7oLCk9LilljmtKKZCW5QBTIGSA6vbV3PIb&#10;X0SgkYEAXqlDwe15aWbKxMk9F4/n6gGJAabwOKRAacO5TajPtY4NxxPKpGa5YcAcRzTi2N1GAUDB&#10;zzklxM+C7UgVIbh1c/7lBwOB6zJSs0ydK+Zb/P7H2Wk+Zi1mmUZ4TRusbQ96p8pMJ+l981lkIGQe&#10;shQIV48sAKMlfestiSUlluUsgYDJsvPWm+RbS+YScC1LIgOWA2o3KddRD6REWI564AJemG2uyJ3B&#10;+SQz13kLXrQ1J4gEuMdBIISFnhqE6WHQZi680jBsWv3zUQu+tLrsK1FJ8oyb/G74QkAqlWV6Kn+2&#10;Va1tUtM2drb4Gy2E4BP3RDnTnSGVBpTN6LmjJG+4lYrmTgS2BzpRCEZLGrD6RHseWJwZxYy6LNwL&#10;Mnzf1RudMJ4QoB1fI0gUCsucHYGjA4LHDaWWaK1y3DFPRzQDYrimwwWdRWL0RXccvUsTONzxPGQS&#10;zkrNzk2SwnzY/zZEtt/d6Poc83REv/9xjuPMsk1r+MnjR3n91TMzTpyY0pzpGpz1sqrKB9naXMkb&#10;500qV3Y6yaXDz1LxsX+GkJYHMsMhHeC5YPS4pkAKw9W8/Z179eb7di8UfxIFTt2YRDl+Suloj2YG&#10;PYUWhkuiQReI6EJOiMtJhe1xRPDZkVKAynFNPO4o0ak4OtkHKgPCwrI0W9de/8aMS8vY0tmXWlas&#10;YrBwKUJSwoHXzwKL1zx7AaUlJXILKVWCQJHoO8/Q6cM0bbkDVDZPVEofEP3cU1quWJVO0gTGce27&#10;Zk3OEe5PosglfgjPgBE6p/cp7YrdHPikkGgHeB64hG8/8vVEAz7/u++zrKWFinehp0dx9fft6yWR&#10;kkUO5gdIS+/tM+s2Qa6PTgF5WULmEWaVWezZUDgHOjUQcMSRJRQrAj2cz65BKU12KkH/u69Tu2oz&#10;4bJyhNQ5fc6vOxYYO9534ehnzsslnPdOFzrClXHnO6nAvnsWTjiRnOh1Iip+ndAvjvPEtfCd1+e8&#10;yO2bA6YQAp2ZQiV6jTEjzKPduoYZ4tqlq1E1uFRavt4+M7if3zItIt4BtKa+BDZVSKaUTxOY62/e&#10;ZyNSu+KKRNqIzlprlObNlbzy5ghCCBL9XfQfe53OXQ+CtnNGjqNvud89g8RyPhcYHX7PltYmlpSz&#10;ps2DVbgGj8luV0p5rhtsG7DR2SxCZXM6qSt+nX/uiXK37X436NMOAnP/O9cnLVSiF5Xsx7VV17VD&#10;VfnPj7iG5cgYn0u2FgWqT7xr2FltsbpcYrv6kFu26n2W+fPSeNsNSMJBwV/sn+LtftvhloI//o02&#10;Xnt7FKUlOpNk4L3D1K/ZQkVLhwGl8HFDR7eTlqCYFZ4HSud+vWxwYSIv2rIIyAC2bZMYvEx8oI9U&#10;MoGdyWJn0mgNVjhKMBwlEC4jFKvCzmTROo1Wqoj1rPPGzdsGeWkDeS+wnUIlLjnGjHGNbVsnCM1R&#10;HXGtiv8XQ1fIIQs4nreefPDNA1aNoKoEqiIiV/I6Y+J3kQ9Sdz938vagIBbMXYSUsGN9Ob/9SCt/&#10;98OLCBEg0d9F3/EDxBpbCAQCCOFwQMey9rimtxQYOtJn1DiOe6W10TXDQYa7z3Hp3bcZ6+0iMdhP&#10;cnSIzPQU2rZRtg1CECyJEIxECYRLKa1uoLx5FWXNnYSilaipaXByJc2w+bhikaH39Efvr8SeuEx2&#10;vAsXwe1Ngsbaubnjfzsi20+eC6fg5gt1zMLvrkR3TVSlHfHl/NU6NxG79wOfyHdrqos0HAgFJX/w&#10;6+38+KU+hkYzCJGl//gh6tduoWHtFrQyNbfCNVo8cOZ0ShNizOeSrl6sNYRCYQbOneb0Ky/Qe+II&#10;4/09ZCbdyEjh5I6QTjj34IQPS8prCVfWUd68ivpNdxCMVqHsyRkqQk4su+OYf7ee6LZT6Mykt6Y0&#10;MrvueD3T0nVIXbjBZ8jMENezrMv77Wzbfecr5MC+a3CDKms6onzx86v4s786CVhMj/XT9+5BKps7&#10;CMdiJg5c4G6RIifCc1EcA1DPupUWGjj02N9z5sDLjPdfQmWmMInDgZkvZtF70KTiQ6Tig8R7zzHW&#10;dZK6DbdQveYm40e07XzV2f1P5AYv/ywKGa3FijVhj50DJKe7FLdttn6uLGxYjhKGonqis1E76VfF&#10;0DXbb/zomguUnoVRcFijmmJJwUN3N/CD5/t4671xwOLS0f3Ur91My5ZbChiQaxjIfJAWiPNgSYR4&#10;fy8vf+2vuHjkENnpJCBBBL1L6miOcPv2KjZ2xohFA5SGLaZSNud7Ejz7+iW6em2SU45uojU6myHR&#10;d5bJkT7GL52leeeDWKFSlNP5rPjAFdy21siSCgKV7djxS6BsbBuOnNbcWykIzvKUr0+RveTkiiLf&#10;vUXMDqqix5gFvLORFkVrvrRSaKVobwrz6ANNBpBCojKjTMedLAzPdeL69YRnK+WMCzyOWVIapfvo&#10;YX72t19i6PxZ0Mo4op3r/cLHV/B7v9pGc10JoaAkFLQ8P6bWkMkqPv9wG//1x2/QO5Dh+Fk4fjZ3&#10;23ZqkuHTh7BTUzTv/BWs0grIph1HvH98NDPeQmeVVd6GjJ5FJbqBAG+9p9l5g6C6YuFD+kHTMjnG&#10;ZyFP1PiygObc16UiL4mL1WLvzyzvVHwiw/GzE84+NsFoI7H6FSZhwo/k2VQEZ10gGGLgzEle/tqX&#10;GTp3ygGiMT4e2dPI//7P19BSHyYUnF1pCwYs1rZG+NU9q3hy3yk6muGWTYLnDyi6LzsXoDVjF94h&#10;m0nTdPNDBMtqwHaTg2dKg7wh0AoRqcYqX4FKXgZljKnDp8p55MMr2LwuH5WxWGyWI32wtLRsn7l0&#10;vVl/r2cHlvB/WCDnnmO3y8MpnnnVDTfaVLevoay20TgJ/diZhemgQcgAY5f72Pv1v2bgzAmEsNAY&#10;N9GX/tVGfuvhFQtSGw1Jtm1oYyIl2ffGezTWwmful7x9Cp4/oDx9Y+LSMYaiFdRt2WOKtdB5TFL7&#10;rjfvspVCVnQiRi/AVD8ai7eOj/P28XHC4QC339TKvXeu5J5dKykruz77nC+BQ3rm7hx65Dw/n48K&#10;JXghlywCJD8dez9B31AKJ6mf6ra1RKrqUFphOea5X2NxPDoONzLWf2ZqioPf/QYXj7yOySYXlIYt&#10;nvkvN7Njw5XJwl3bVjAyOs6x93sJBOCmjRApETz5isZWAnSQ0dMHKKlopLxje94t+jUUXQhKrRCR&#10;WmRZM/bUMGgbZZvITzKZ5vl953h+3zkAmhtj3HdXJ3t2dbBzRwsVMVOCKxb+dl0VWsZYdhEredZ7&#10;c8X3IrhgLm6XU8wQ+TaQcz6tYWAkzeN7B5zvikh1C+VNbZ6rSXtsRjtxZhN3xq0YVBqCkrP7X+Hs&#10;G6/kOKMU/ONfbLtiMLr04K5VXB6ZZHB4DCFg02pz8T/dp41eqgUD7zxPoLyOksoV3ssj3MQO93+d&#10;W7RWRnRXrYHJAZgcdO5P4QTfvaHr7U/wD48d5R8eO4qUghu3NLJnVyf33NlBR2sFJcEAgaDEusbN&#10;+QMLBoWf5rxGMfPrbPsvGJSOr9Lv7hHCx0CNaWFrQUoFePHQMN97doAn9g06wLWpaF5JWUMrtrLN&#10;IOc9y1xirXJKV4W0GOvt4dQrL5BJDqEx/e3+n3+5jj23VjH3xDbzk7BK+PSeTv76B8dRWdMeZl07&#10;XL4BDh7TxghLjRM/+xY1m6vRMoT78mjvwguFhQBlI0IVyPYHUdNjkOyDyV6YHgCVRassYIM2MXch&#10;QNmaQ0f6OHSkj7/4f1+jpirMnbe2c+fNbXzkQ53U1ZQu6V4XQ8vj9im6oUDeFtlPo3NOYDfy4jmF&#10;fQCUBevc9H0AJZiyg0zoEkZUFYOTdXz+z457LiHTbiRIRXMH4fIqdDaDRuaydFyOqLWxzp0rV0rR&#10;8+6b9BzdD5SAgIfuquMT9zYuy5QeUgpiFVX85iO38Pff3wtAMADb1wv6huBivwZCxC8eIdaxg2B5&#10;Yy5D3Rs/XMaXAylGIqAUBKJQuQYq15lt05dhsh8mL0MmDiqDVhnQbmsWc1/DI1P8+OlT/Pjpk1y6&#10;fAt/8ge3ca1oeUR2oYj2HHxzg1IIweVpRV8KbMhv5eyCxJTTtwAAH25JREFUtEA/NbjUZAiQJcT5&#10;ZCkvDEc5ma5yfuC0wnXT82WI6ra1VLauQTl9g3JA9JccmJZNoEBKpkYGuXTiKJAFESQasfiDX2+j&#10;uuLKWufNJHN9TdVBHrhrPU/tOwlAdTls6BD0DGiUEqBSJC6+Q+X6arSwKOSS2qdIa3cbLja1ASbG&#10;4iZcb2q1awVkJk299tQApIYhO2kaVdnT5PiuIJ25tr7K5Xf7eKB0xOxs2wEkPNNn8/+dy5LI+LxC&#10;RXzjLrxTOsiUjjBOOQmqgVLf+bK46V+hWC3R2iYqV6ymft12yhtbsLMZU8uiLANCd1EmeUw5JxYa&#10;4gOX6T/5DkKE0GgeubeBLWuvjqtk24YVDI2neeOoMTg6V0DLeUH3ZYAgEz3HKF99OwQinoXteoHy&#10;uOMsbsrcwCrPHYQVglg7lK8EbUNqDKaHIHkJJrqdBF9BcjLDtaSrW8KwAB0xIAWlVn4I209SgEIw&#10;oaJM6DLiqpxxXYEm4BzbVdhtRKCU0toWYg1tVLatp6p9HaUV1WiVRSnlJcq6ok8p/9PTTtGBRKVS&#10;jHSfZzreC5SCgDt3VFFVvlzccSbtubWT/uFJLvb0U1UOzfXQfdnRJdNjZJKjBGIlOe6Ir+VfoT7s&#10;1zNn5Bj43nptmzJZISBUAeFaiDQYYKYNEBMTKa4lBfQ8gJmdBPMVbeWL7oL1RX6axyEF2FoySg1j&#10;2TISKsa0LnXOqxxuaAOaUKyBaEMHZU2dlDetJNbYjmUZ8Z2ZmvQKsjSu4aJASY8naoRXByOEJjuZ&#10;ZKT7HGCBEKzriLK+ozSnBlwl+syH1/L1n6QYHBqloUoQDUNyGsBiavACZdH6PGPM5YbaJ7p1MQ45&#10;F/kHXWVm/DgxMVsI8+rQ0kS2FiZXcS5ahP6vNXzq12+ktd10IRsaV/zRl8dROkhOFmWNEi5LKa1b&#10;TVnzKqJ1rUTrWimJVSLQ2NkM2hZYAYGSJmaMMt3H3M/CA6ER1wacJus7k5omOTKIWwawakWE+uqZ&#10;rfKWm6xAgPtuW813n36XhpopykpdQEpSY5coVQrtuabcReW+q5z754r5jAyCr7pzIpnGtq9dQdiV&#10;dT/zyGFli3WKz0G77lzNxk1mlquxhOaf/9UBEKbJE9rGilQSbV5PtGElkaomwhW1WMEgQmrsdMpw&#10;QyRaSoNBn45odEblE865UiwDUXMT6elpksMuIAX1NSEqY1c3yupSR1OMT390M9/44UEi4VwvIJVK&#10;On7GnNqhvM4ZhSIbHBfDIs+uQTpdORxEJ5I/TxzSowKneLHNc/zET/6m9ulMNqcW6CzhhnVUb7yX&#10;ULScYDiKtKTpTZPNmrZ4lsxZza7l7JanerUvOPJOOZdhzHl3RmTQ2Jk0qWTcu/DqiiBlpdcGkGBA&#10;+fF7N/Kjl97DfdO1nc33DvhKcD2Lu8AtdEUkgviNhOTPBSALTd+ZX+amBe4mpSAWDZBIGl3RCkUJ&#10;VjQiUChlgzDC1kgxmf+wlNOTUSuUcjtoGK7or4IRmH3cumgQKKWRVm5obFtjK821nHd967omymMX&#10;ANN9QmVTXjcMrfEZND73lcM1F41Kz/gREIiA1xRWfwAccrnTz2ZbtxjSrvtFUR61SCQd/6GdRWVS&#10;CCvg9NDxtS2RBd8x3BGhsTwPoxGB2tEaEaavDr4ifXMigRUK4745k9NmQvbS8LVr9JnJaqrLI7iA&#10;lFZwJgALQOm5fmBh4toForQAYRzm8fchPYb7EK+5lb3kI1zFUKeUglipM1gI477JZpDS8kVXHMvZ&#10;djtHmJJUBEinIlA5xklOczStn7RzDnSuTMEAV2AFc0ZMcsomlVbXFJD9QyniSVd90aY3pHPPSqkZ&#10;nNFtkjqv+PG7gmTA9JBMnIMxB4i+YwghmJq2r9YtFqVrpxgVki74W4SkhFg0BwKtsib0FywxM2X5&#10;dUNhI5SJZEih0Er6wOi6a6RjWzsc0bBRsHwcUgPSIlxeTbz3fQDOXJykf2iaqvJrB8jLw9OeqgIa&#10;K1KZM86Udib+LBDXHpaKxWkdILpgTI3C6HswcRHc+bh9yRcIgdawstUkkdjZLFYgcNX/Ll/o8Ir9&#10;DHMfttwHSGXb2HYGqbWvHt+IZakM1xNC+MKAbvcxyDNitDQFXo641i4YpUAqjRUIE2vuYODk66A1&#10;Jy9M0jOQYkNndNnvcTY6eipB3+C0M6wOhwSnV2QR7qj8418QsnXVMpWBRBeMnYLpAZNo7IAP8KRE&#10;KCD58N0r+Y1P3sDN2xqxnT5A1+LvMnNI1/czBzi136E+t7yXUlBeFvD21SqLnZ7GKskiLAvtRl58&#10;bh3btgHL8Svmu3dAIbVEScfJIxwwurXXGrSQWFaQstoVuPXN8YkMJ89Pct+tyzNR5kLowLtxxidc&#10;kS0IlLc48yeqIqLalOXOiMxoZZZ0HMZPQ/wsQqcBiRaWx0wDlkk47myt5BMPrOXTD6+nPPbBVIdd&#10;uZU9J0NcoMU9zy5SQFmp5ewoyYz1MvbuE5TUriRS30koVksgWAKhEMgQQps2JaZ4yTwY6fMymgaj&#10;puuO184kr+uY47fUEAiXEaluZXr0EpoA//TCAB+5vZq17Vc/Fevgu3HeOZ0EBELYBCraEIHSnHVd&#10;wBlzIVAfGO0MTHTB+Cmn6b1z/75pVUojASrKw9y8rZHPPbKBnduLz6B2LekKOeQCwoZ+Khgrb928&#10;pxHESp2UHwFohT0xQDLRR/L8K4hgBeHqViL1nURqWglGolglEQIlEYQImJ7zymkWqsHWykkdKwZG&#10;XycxrQnGqqletYlLh7oBzZsn4uw/Ms6a1sji/c2LIFvBj392mRPnTG9wjU2wdg0ay4hqx3jxc0Z3&#10;OmQzRtpEW+InYfCQE2K1PM4ZsCQ1VRFaW2J89O6VPHz/GmqrZ85o9kHREksYdP7XZaaABevaIzTW&#10;BElMKpJTtiNmgkAQnZli6vJJpi4fBwSh8hbCda2U1rZTUlFHMBIlGIkRKImgBM5MCI4OKTAc1QWm&#10;A3ohTIs8K1hKZdsGBo4fJDs1jsbiK491c+PGGJtWXz1d8oX9w/zTCybTXQgFoSqs8jYTb3c79Srj&#10;b3QBmieq3YSWyT7HYjaljxWxICuay9m6sY6H9qzm9ptaZr2GD5KWf2q5uch7ixf221BQ8un761jb&#10;Xsqh4wmOvp+kqzdF31CaSwNpJ+Zq5nhBa9LxftLxS8TPvo4IxIjUtlJau4JwVRPhqgbC5XXGotO2&#10;6QOpnVZ2yteAyslMVypNpLqZqlVbGXj3ZYSQnDg3yf/9X7v4z3+ylqry5XdQdPVO89Uf9tI3lMGd&#10;3iTScjMiGHXAp3Ii2865f/IH2DLdc93+4kJSGdPctkXxZ1+8l+Ymx2p2qxmvM1r6qM4neucC3wIy&#10;U0rDkl3bY+zabnIRu3pTHD2d5J0zSU5dmObAO8OMxiGVERgjxC3ATzHZf4rJ/hOARaR+Nc03PUi0&#10;vs3MTSg0UgvjHBcaoXIcEkAojQyVUrPmRuKXzpAavQQE+KcXBlnRUMKffqHD0W+XhwZHM/zbr57n&#10;uf3DmAHLEKhYSaCqA4WFUlnDGX1ccgZ31IBlweQlyObaqty4AbatzXL44At87OOfXLZrvhp07fyQ&#10;hcBcmKE9g9qbS2hvLuFjd1czOa34y+8I3j01wNC4YHhMMDRmJpt0lXgIIlBMDZwh3nOKksoGp6Ou&#10;dtoia6chgMwDJMJM+l5a207D1nvo2f84KpVAY/Glb/UQT9r8m99fuSwZ5GcuTvIfvnGR7z83gHFM&#10;ZSFURahlBwQiKDtruKPrc7WVl+WTp9AKAXbaZIGrtDe4a9vM5oHBYfbte4277rpjydd8tWj5AJkH&#10;uLncPjqn52ixJPdlaVjy4K46sE3tdSKpGU2YaeaGxgW9g9A/BFlbIoQi3n2cspb1hKubEErlmsUL&#10;TD5hHiCd3B+lqWzfzPToAJffeQmhs2gkf//jPgZH0vx3jzRxz86qK76Hn7w8zJe+08Mbx9yZXm0I&#10;RAmv2IkVazFGi2NJu/0mXYNmhq9RWmZew3Tcu4e2Rk3Mp/KePnWMmuoqbti08Yqv+WrSVeCQOudr&#10;nMEVHTAuUIdcCG3qiPHkXvM5FjVLWyNkbc14At4+DYeOG3GeGu1hov8cwVitr6Otz7om/y+AQCGE&#10;Rc36O1C2zeDxvQhto5E8sW+YE+cm+egd1Xz+wUZuWLVwl9Azr43w2PMD7D86Ts9A2jlXFi1KCDff&#10;SKBmLUoLVNY2uqJSKDsXoZkxhm5yxKQLSLNx21qBzPOICPbvf4Wq6iqam5uuYMSvLi0jIItYK25e&#10;nucML7JtiREeGYD21ma6ui/lHT9gQU0lbOiAUxcE8aTxMca7jlLasJpQeY2ZsMivO/p1SN//oBCB&#10;MLUb70IGS7j89nMGPFpyrmeSv/nBFC8cHGXVihLu3VnN9vUxWupLaK4z8fCplGIskeXd9yc4eCzB&#10;oeNx3u+a9AFRAzYEywm33UqgapUppfCB0fYbMcVKE8Csz06CzuA69Seni42v4Jlnn+P+j3yYxsb6&#10;JY3/ctNV7u1ThBV6q8Ry4BGATZ2VXOzpp9hEQA01sGGl5uAxgACpkS4mB7uwIuV5bfZw/ZCI/Gft&#10;frFthAhQsWongdIqBo4+RyZxGXSArA2nLkxy6sIkrx1JECu1CIUEJUHjXrKVaTY1OaWIJ7O+yTy1&#10;44hXBMpbCbfvgkiNSWovAKNrYc8KRpeiLZDsMXMcInj9Hdi0CiLh/N20nWHfvlf5+MMPESq5+tnw&#10;C6Xlz/ArzI8slkSxjGFvISRbVscQVnHjImBBZ4uiMiZwO9PGz79FJhk3XMeZR1DZucX2fVZZ0wVX&#10;2Qo7m0VpSaRhDSt2f4Hqjfc5gM7gFkSMT2TpGUhxrmea984nOXHOAPVczzT9w87Mstqt4rEhFCO8&#10;8h4iax+ASK3pTe5ckx+MygXjbOQmHZe1mbmynSyJyWnBq0dnAlhrxURihFf2vrj0h7CMdPVSTotl&#10;nWjfh2Xiji5XvGHV7KKnukJQV+WmwlikRrrJTk/OAKBdAErbB1bvu20bcATClK++lRX3/RGVG+8n&#10;UN5kRKW2ncWpa/HyFN2KflOcJkvrKV19H7FtjxKs24gSIQeIhjMqn5jOA+Ns3NHfXqZqAwQrvAE+&#10;fAKGxor+iK7uXl599cAVjf3VoMCS5rszIeb5jRRvu6uMz76z259msfShHY28e+pi0QsZGoOeAXD9&#10;e+GGGyAYMf2/Ec6EYr6ZD/JcKb578D5q74WToSjR9puItm0nkxxjeuAs2eQImeQI9qRBgQiGEYES&#10;ZLiCYGUrVvkKsEImK8md7N3n9Ladz8ovppl73HKkIFxnOOVY0itzfXa/4LMfLc4BTp86Tk11FevW&#10;rV7A8a8uLa8OWczX6H33hRr9YnyZxHe0VNLe2jLDuMna0NUnmJrGe7CRxvVgRZzMIBMq9Kxqx1oV&#10;jhuo8P60p4o4BcS+OhYZriLSdqO3rlh2t2uYuO4b5W1Xuc++FLN5dUY/eQ5yG2o2Q7LbNADQmov9&#10;glMXBOs6ig/4/v2vUlVdRX1dzcLOdZXo6ojsGfesi69b1nMqdm1vpRBFQ6Nwqsv9ZhOsbEeW1qKU&#10;LiqqlTNzgu0T03ahyHa2zxT3NiprYxdbbJus77uyFbaruyqFrTQqq/LyHRcFxoKxwIpA5QaTaAGg&#10;NS8emlsNffa5FxkYHF78+ZaRrn7Zkt+B63HEZXREuiQkbbWKsljOSa019AwIRuOu2NOEalYjgmXG&#10;QPGBws7THe08Iyff4CkCRlUM2AqVVQ7I7NwxVYEh5Teo3CiMKhKFWdRYCKOrVq6HcLV3nHiSogaO&#10;S3ZmksNvvM7U9LWto/HT0gFZaEV7f3MgKGp5+5flIiHZvaPJO+j4BBw764YRFbK0HhlrxEYUAZtd&#10;3KiZBag5blkAzmwhV3X30QXA0zlw2jlwzig1uFJyWWHNdqf435QkHD6uiU/M/rOBwWEOvLZ3aede&#10;Al25Djknk3M2atcpTpHY9VXgklqxZVWUvW9VM5EY5fIw9A3lXoxAZQeUVKGy2Vy6GQJvbs08pzgz&#10;QeE8ZO37T7t/3ck4nf1Mzqw/u5sZGd7a9pXsLspwWQAJYXTJ6AqzxM+BEKQygpff0nzsrtl/2tXd&#10;y+v7D7Hz5h3Lcy2LoCVwyELW5gJMzwSf9u2vXaAWOcQy0e4dTUyl4Mhp37UFyxFlzWiCHhfzOFvW&#10;4WxZ32dbFdEDc/uZdb7vMzitPYPLuuLdPafr3tHLxRWLkc5A7Y0QiJjp8DSc6RacvzT3z06fOs7Z&#10;s+eX/3rmoLNnz18pIAvDgC5HnGN/N5HiKjnIAdyeNFtWRZlMxzh3yfXNKWSsGRGpw85mHLDkA2c2&#10;UV2oE9o+8WoX/MYFW6EOaqsCIPoc33OGAd17EgH8/XYWPh7O/YdiUHUDxp0AqTQceFdg23O/APv3&#10;v8rIaFEH5rLTyOgY+/e/eoWALNQJZ9tHz7Ld5ZIU37wkEpJURtNz2ZeraEUQ0SaUKJlhIdvFwKlU&#10;ng7oB5wXtfEBz/Ysb79OaXsc1yx2cSDOohaYHjuYlswj75qkCQReV4m5zOW88XBEd+U6dEmtEzeH&#10;3iE4cmr+Yzzz7HNXHZSZbJZnnn0OWK4EXVHkr/vZf8/+2LYbxSjqEloa9VxO8fx+JwULGyK1UNqC&#10;ypqehyb10dUh8fkgIbfSJd/k7UIilEJr2+ccx8u+0Y4uiet/9PkinR1zhy0GRCGMAaKzJh49cdEA&#10;MhOHUCVE6nI6oQziRYTmE/VunU3NNvSl50EESGc075wRdLRoaubo36+yKQ6/8TofuvfDBAPLn/qQ&#10;yWZ56cXnUFlj2S+xHR/FHeEu2GTBRn9HXVFEhC8DKaX51tMjZLJmdlUtSyDShC1LEVkzNTHKn92T&#10;Ayf4PwuEDKAzSezh91CTg8hwFSLWiog2GE5l22hs10/u+Q69z+6YsBAgBgzAJi5A/IJpUp+OO7+V&#10;pu1yahiSvVDyPpStgLJ2CMZMvbUb3Zrt+GhThYj0JPlUyojv+ci1vO/cfe8insTC6MBre/N8n8sD&#10;+TxguoaNq1OKfM7oWeDLcuYZlJi0+eoPTdmn1jaUlJsHpwxXc4Hi54b53BKjs6HQI6fQo++hJ4dA&#10;pbATQRg9iwjFoKzZhOfCNebYKlugH88BQj+5IjXZA2OnTT1MdtLU+giB9rQqU5ohsgl0Jm6ywsfP&#10;mOye8tVQUpVrOOrlnbpqgQX9r0H8nFOLDtFIgE99uJya8pEFjWtXdy81x99hzbqNBAMBMk5x/1I+&#10;v3/qBF3dvXnnWX63T6HIzlMjfT+aQ/1cCn3v2WHiEzYCjRZB0+S9pNIRb7kT+i9J+90CQiJSg+ih&#10;I6Zyz3acxEKa/tzpcXR63ABi5CSEyqGsAypW5evMi2n2lJ2CgUOQHveShbWTJLCmLcJHbq/gyVdG&#10;OX8phcYtTEuhpwZMS5T4eShtNLMthGuda3Cb/gfh8gGInzFjgiAUFPyPv9nMv/hsC1/76ekFR2fe&#10;evsoJeEYbe2t3joXXIv9fLGrm7fePjrjHMtcwuDjfl533UJ0Oju74nsZQZnJav7TN/tyK6SEYNRw&#10;COUMir8gqgCIqDQMv40ePwsq7cWztfcSOeJTa4TKoO2MyTucHjFt7KKtLGr+GleUZiYgPYwQQe9c&#10;nSvCfPGzzey5pZKqWIA/+dwKXn5zjK98/zJvHEvkDqGz5gXJJEyblEg9VG00AA2EYPBN0zpF2Wgh&#10;kBJ+75MN/IvPmjLYT+/p5OtPKCYSowu65IOHDlFVXUUsduVT0yUSExw8dKjotmUyanw+Rg9zBTqj&#10;tzN48nGZOeTgaIZ40tety87AyDGQIWeuFtsnxtxrd8A4dgqGj0B22sttdBMpbt8a419+voWegTRf&#10;e/wyR04lDVcVJglD29Mw/j7EOsC2F+dPVMq0wcPka5aVWvzx55r5vU80Eo1Ib06cSFjy8btruP/2&#10;Ko6dmeQvv93LE6+MOkNo8iu1PW0SKpKXjAEUqoTEeVAZT2X/1T01/Pkfdninj0YCPPyhtXznqSOe&#10;YTHn5WZTPP30U3zqU59a+D0W0L59r856rqW5fYr5H129cQbaZnFvLCM114V46W830lAdcEQbRhwO&#10;HoIR00wglzeI4ZzTQ9D1E7i8H7JT5sE64GiuC/GVP13NT/7zBu69pZLfeKiefX+3mUPf3MoXP9dC&#10;adhp1qQ1TA1Canzx/kKdhak+3EexsbOUB3ZVEYtaMyZoktLMs7hzU4xv/h/rOPKdbXzh4XoiYTPt&#10;nfuCoG3TPmX8lOH0Dpf/0M0V/N3/umbGJbTVSj56x6qFX7KyefLJZxZ3nw49+eQzc3LjRQPShZGx&#10;LwW21tiArd112qzTYCtdsPjWOWrOcuNyfUeEn311E+s6IrmHpNIOKI/l3CSZSejbBxefgqmcDmW4&#10;lOT3PtnA/m9s4XMP1nnTDruMb11HhH/z+2381sca8EofVNpwI7HIWm1tm3kJnUexsqWEde3ztzax&#10;pBHrX/qTTo7/YAf/6rdaaKoNmRexAMgawbZ1Ub7/H9bNerwtqyq4ZdvC8yEnEqOLjnkfeG3vvKrB&#10;okS21nA2Df9uyCbjF8+umojve+HnQikmBAEBZ6Y0KVXcPrpSam0M8eRfrec3//UZXjuSMA8JhR48&#10;bDiSkAacdgqPa2Kmdmuu0/yzT9Xxh7+6ct7z/M7D9XzlsT6HS2aNW6Vm88IvVGvDoUmDCBGwBOva&#10;Ioueuq62MsD//DutfPGzLXzr6UG++sN+LvROk8oYF9Tq1jA//csNc87nDXDPjjomp1K8e6p7Qeft&#10;6u6l5tQJ1qybv6S2mEVdjBYMSJc7DNrwowk8j/+8NOtuZoMUuRnllpPqq4N869+v4X/4j+d4/OWx&#10;nHU6/KbDlS1PvAYsqIhpdm2FjZ0Qj/fzztlqtqyae8bXNW0RbtlUxsFjE0aXzCRhogfKWnMTEs1J&#10;Cib7cCeEb64LsWXNlfcNioQlv/tIA7/7SAOPvzzCXz/WR/9wmh//pw1UlC3sUX9oRyOXRyaXZHkX&#10;0mwWdTFatFEjBSyqRm2RQFtOEV5dEeCv/3QVtZXd/MNPB8naIETulqWEWKlm8xrYtTUfP0+9corK&#10;iptoq52bq/z+J5s4eMx02sWeNlyyrG3hbp9kL664bq4LsXkJgPTTw3dX8/Dd1UxM2otq+RKNBPj0&#10;nk6+/L0xtFpYO+eDhw5REoKGppmgnMuiLkYLAmRHx7Vp1Gkayy/v9G3lZRZ//kdtBpzf63dKUDWx&#10;qKCzBW7fApVFpjDUyub5/Wf4woebkSWzuzgevLOKyliAsUTWMSaGTKgvEJ07rKc12FOQHkETAGHa&#10;xDTVLu/9X0n/oWgkwKMP3cS3fnJwQfurbIrDbx3nrrvy3UGJxMScFnUxCixkurR//b/dv+ADLoW0&#10;hobGGAu5psVQpAT+py80EQ1L/vGpIda0lXDLliip6blzsAYGh/nuvhIe3TM714qEBJ9/sI4vf7fP&#10;REGyEyYGXbVp/vtI9uLqsLGoxfY10avifbgSaqtVPLh7I0/uPbGg/ScSo17MO5GYIBYr4/Abry/Y&#10;vwnw4O6NC+OQrW1X3rvmeqGAJfijX6/nzu0xNnZGiEYkX/vp9Ly6Uld3Lz97u5R7ttfOus+j9xtA&#10;ao0xlCb7oWLd3NxRCJjs9fTH2soAN228dj3M5yVtsWVVlIv9rQs2ctyY96137J4Ro56PNq9rZUtn&#10;+TWoqbmOKBSU3HxDlGjE3PZv39+ODMzfS/vgkTO8cy4+6/bVrWHu2BrLuYBSoya0KKziHE8IE4ac&#10;7Ec7wYPayiA7Nlx59OOqkLZ46I5G2lsX3uq5q7uXA6/tXZBF7VJ7azMP3W4iR79QgCwkEbT4zAPb&#10;FrTvk3tPcHFYY+ZdzKegBb/78Qb3qCaMN+WEMGfjkqkRo0MKQcCCDStLCVjL7GpYDtIWn7m7cVHl&#10;sYsBY31dDZ+5u9H7/gsNSDC60kIdwt9+4jAXh2YOmZSCW7fEaKh2YtE6ayI3vi5khhyHrbBMdo8z&#10;/LFogNs3X2fc0UdaBvn0nk6EXN55eoS0uO+21Yhg7ri/8IAEuGdH1YLEklY2337iMMkis1tVxwL8&#10;2n2GiwghjcM7NQKWoxKoDGSTZrasqUGY6PY6ZJSVWuzaXr58N7TMJKWgNGDz6EM3LetxH33oJtpq&#10;FehfAnIGffquGkcs6TkXrbJ894VzM0AZCUse3m0AqbUwocSBg3Du+3Dhceh6ErqfhZ4Xofclk8bm&#10;qJfNtUHaGj+YeWEWSiIQoq1G8ODujcw3RgtZHty9kbYakQdG+CUgPZIlYSOWFhCLHhgcKgrK9qYQ&#10;d99YgdcnKJM0CbepMdOEPh03+mVmwvNRlgQFt20p4gi9TmlLZzmb17Ut6Rib17WxpbO4RPglIH0U&#10;jcCjv3IzQs7vDSsGyrqqEJ+4x3BZ7abYuYVcxRY0lgW7d1y/4roYPXR7C/V1s7vB5qL6ulrPoi5G&#10;H9zkm9cptdUqHrhzHU/uPT7vvgaUJsk1GrawJGxfH6WlroRLg2kqygJUlFlUxgKURy3Ko5LysiAV&#10;ZRYVZQHKSy1qKwPcsW3umPn1SL99fztff8aMwUKpLFbNb9/fPuc+Iv7qH14foYHrjN45m1wQKMG8&#10;9S4of5Ho4rDm208cNvVE85CQJhzZVjO3a+uXInsW2rIqyoO7b1jQvgODQ3z5e28ZP+UvELXVCB64&#10;c/YcSz89cOe6ecEIvwTknLRlVXTBCrxWWeOn/AUD5ZbOcnbfOncO6O5bN89qxBTS/w/B59CiuV6R&#10;TAAAAABJRU5ErkJggg==&#10;"
id="image1"
x="83.427879"
y="106.96042" /><rect
style="opacity:1;fill:url(#linearGradient30);fill-rule:evenodd;stroke:none;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke;fill-opacity:1"
id="rect25"
width="43.391666"
height="83.07917"
x="83.427879"
y="106.96042"
rx="0.26458332"
ry="0.26458332" /><circle
style="mix-blend-mode:normal;fill:none;fill-rule:evenodd;stroke:#212529;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke;filter:url(#filter34)"
id="circle33"
cx="142.69139"
cy="144.93553"
r="7.36759"
transform="matrix(1.0002732,0,0,0.98635674,-31.258339,-4.495692)" /><g
id="g28"
transform="matrix(3.7951826,0,0,3.7951826,-298.22348,-352.23945)"
style="opacity:0.31347962"><g
id="g27"
style="opacity:1"><circle
style="opacity:1;fill:url(#linearGradient28);fill-opacity:1;fill-rule:evenodd;stroke:#212529;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
id="circle26"
cx="111.20783"
cy="137.92981"
r="7.36759" /><path
style="opacity:0.5;fill:#f8f9fa;fill-rule:evenodd;stroke:none;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 103.96783,136.94109 c 7.21415,4.07106 8.56531,-3.27574 14.6076,0.12758 -0.77353,-3.37647 -2.61275,-6.01018 -7.33569,-6.63402 -3.88522,0.70756 -6.51128,2.67429 -7.27191,6.50644 z"
id="path26"
sodipodi:nodetypes="cccc" /><circle
style="opacity:1;fill:none;fill-rule:evenodd;stroke:#212529;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
id="circle27"
cx="111.20783"
cy="137.92981"
r="7.36759" /></g><path
style="opacity:1;fill:#f8f9fa;fill-rule:evenodd;stroke:#212529;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 109.04903,133.4965 4.01868,-0.12758 v 4.59279 l 1.97745,0.0638 -3.89111,4.59278 -4.01868,-4.52899 1.84987,-0.0638 z"
id="path27" /></g><g
id="g25"
transform="translate(-0.0637887,-0.12757735)"><path
style="mix-blend-mode:normal;fill:none;fill-rule:evenodd;stroke:#212529;stroke-width:1.1;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke;filter:url(#filter32)"
d="m 112.37344,140.1129 -18.899156,5.14201 -4.01438,-3.20248 z"
id="path30"
sodipodi:nodetypes="cccc" /><path
style="opacity:1;fill:url(#linearGradient8);fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.4;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 112.0247,117.96613 0.0902,22.10165 -18.899161,5.14201 0.09021,-24.49222 18.718741,-2.75144"
id="path7" /><path
style="mix-blend-mode:normal;fill:none;fill-rule:evenodd;stroke:#212529;stroke-width:1.1;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke;filter:url(#filter31)"
d="m 88.783324,115.02215 2.841641,1.26295 1.894427,4.64586 2.706323,3.74374 15.741745,-2.75143"
id="path31" /><path
style="opacity:1;fill:url(#linearGradient5);fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.4;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 96.192705,124.64173 18.177475,-3.29269 -2.34548,-3.38291 -18.538318,2.93186 z"
id="path3"
sodipodi:nodetypes="ccccc" /><path
style="opacity:1;fill:url(#linearGradient20);fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 89.29158,118.73293 -0.766793,-5.23223 17.094953,-1.16487 0.15786,4.2997 z"
id="path20"
sodipodi:nodetypes="ccccc" /><path
style="opacity:1;fill:url(#linearGradient7);fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.4;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 89.291579,118.73293 4.014381,1.98464 -0.09021,24.49222 -4.01438,-3.20248 0.09021,-23.27438"
id="path6"
sodipodi:nodetypes="ccccc" /><path
style="opacity:1;fill:#f1f3f5;fill-rule:evenodd;stroke:#495057;stroke-width:0.6;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 92.539168,137.67719 -2.390585,-1.69145"
id="path9" /><path
style="opacity:1;fill:#f1f3f5;fill-rule:evenodd;stroke:#495057;stroke-width:0.6;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 92.448958,136.12106 -2.25527,-1.64635"
id="path10" /><path
style="opacity:1;fill:#f1f3f5;fill-rule:evenodd;stroke:#495057;stroke-width:0.6;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 92.494063,127.48337 -2.300376,-1.55613"
id="path11" /><path
style="opacity:1;fill:#f1f3f5;fill-rule:evenodd;stroke:#495057;stroke-width:0.6;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 92.494063,125.90469 -2.300376,-1.46593"
id="path12" /><path
style="opacity:1;fill:#ffd8a8;fill-rule:evenodd;stroke:none;stroke-width:0.4;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 92.517763,134.3736 0.131195,-5.83667 c 0,0 -2.755378,-1.80203 -2.655271,-1.72229 0.100107,0.0797 1e-6,5.69314 1e-6,5.69314 z"
id="path13" /><path
style="opacity:1;fill:url(#linearGradient15);fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 94.794438,143.31537 v -5.33818 l 15.471152,-3.80248 0.18042,5.12628 z"
id="path14" /><path
style="opacity:1;fill:url(#linearGradient17);fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 95.065071,130.95649 v -4.25119 l 6.404969,-1.07806 v 5.64499 z"
id="path16"
sodipodi:nodetypes="ccccc" /><path
style="opacity:1;fill:#ffd8a8;fill-rule:evenodd;stroke:none;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 95.290597,135.29788 -0.225526,-4.34139 c 2.306477,-0.69503 4.459155,-0.67233 6.404969,0.31574 l -0.0451,2.90248 z"
id="path15"
sodipodi:nodetypes="ccccc" /><path
style="opacity:1;fill:#868e96;fill-rule:evenodd;stroke:#495057;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 102.34959,128.74632 4.80373,-0.87955"
id="path17"
sodipodi:nodetypes="cc" /><path
style="opacity:1;fill:#868e96;fill-rule:evenodd;stroke:#495057;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 102.28193,127.14508 8.14153,-1.55613"
id="path18"
sodipodi:nodetypes="cc" /><path
style="opacity:1;fill:#868e96;fill-rule:evenodd;stroke:#495057;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 102.28193,125.27321 8.16408,-1.57869"
id="path19"
sodipodi:nodetypes="cc" /><path
style="opacity:1;fill:url(#linearGradient23);fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 89.29158,118.4623 4.465434,2.5259 18.312786,-2.88675 2.21017,-3.92417 -6.81092,-1.26295 -1.6689,3.74375 z"
id="path21" /><path
style="opacity:1;fill:#ced4da;fill-rule:evenodd;stroke:none;stroke-width:0.4;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 86.900993,114.22239 4.690962,2.02974 1.894427,4.64586 -4.194803,-2.16506 -2.390586,-4.51054"
id="path5" /><g
id="g2"><path
style="fill:none;fill-rule:evenodd;stroke:#212529;stroke-width:0.4;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 111.93448,121.8903 0.18043,18.17748 -18.899161,5.14201 -4.01438,-3.20248 0.09021,-23.27438 -2.390586,-4.51054 1.849321,0.76679 -0.225527,-1.48848 17.094943,-1.21784 0.22553,4.10459 1.57869,-3.47312 6.85602,1.26295 -2.16506,3.83396 2.25527,3.42801 z"
id="path1"
sodipodi:nodetypes="ccccccccccccccc" /><path
style="fill:none;fill-rule:evenodd;stroke:#212529;stroke-width:0.4;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 88.750314,114.98918 2.841641,1.26295 1.894427,4.64586 2.706323,3.74374 15.741775,-2.75143"
id="path2" /></g></g><g
id="g26"><g
id="g24"
style="opacity:1"><circle
style="opacity:1;fill:url(#linearGradient25);fill-rule:evenodd;stroke:#212529;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke;fill-opacity:1"
id="path23"
cx="111.20783"
cy="137.92981"
r="7.36759" /><path
style="opacity:0.5;fill:#f8f9fa;fill-rule:evenodd;stroke:none;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 103.96783,136.94109 c 7.21415,4.07106 8.56531,-3.27574 14.6076,0.12758 -0.77353,-3.37647 -2.61275,-6.01018 -7.33569,-6.63402 -3.88522,0.70756 -6.51128,2.67429 -7.27191,6.50644 z"
id="path24"
sodipodi:nodetypes="cccc" /><circle
style="opacity:1;fill:none;fill-rule:evenodd;stroke:#212529;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
id="circle24"
cx="111.20783"
cy="137.92981"
r="7.36759" /></g><path
style="opacity:1;fill:#f8f9fa;fill-rule:evenodd;stroke:#212529;stroke-width:0.600001;stroke-linecap:round;stroke-linejoin:round;stroke-miterlimit:100;stroke-dasharray:none;paint-order:markers fill stroke"
d="m 109.04903,133.4965 4.01868,-0.12758 v 4.59279 l 1.97745,0.0638 -3.89111,4.59278 -4.01868,-4.52899 1.84987,-0.0638 z"
id="path25" /></g><g
id="g2-6"
transform="matrix(1.1666667,0,0,1.1666667,86.386213,156.74792)"><path
d="m 22,3.9997423 -3.999742,4.0002581 h -8 V 10.999806 H 14 v 4.000259 h -3.999742 v 4.999678 L 5.9999997,24 h 4.0503843 c 0.30326,-1e-6 0.571883,-0.195269 0.66559,-0.48369 l 0.723985,-2.22828 c 0.06925,-0.213087 0.236489,-0.379833 0.449583,-0.449065 l 0.556553,-0.180868 c 0.213108,-0.06926 0.446577,-0.03248 0.627866,0.09922 l 1.894968,1.377173 c 0.245331,0.178232 0.57787,0.178229 0.823203,0 l 1.698598,-1.234547 c 0.245363,-0.178242 0.347963,-0.493948 0.254247,-0.782378 l -0.723984,-2.22828 c -0.06926,-0.213109 -0.03197,-0.446575 0.09974,-0.627866 l 0.344164,-0.473355 c 0.131697,-0.181276 0.34179,-0.288856 0.565855,-0.28887 l 2.343001,5.1e-4 c 0.303278,10e-6 0.571885,-0.19577 0.66559,-0.484207 l 0.649054,-1.996771 c 0.0937,-0.288413 -0.0089,-0.60465 -0.254247,-0.782895 L 19.538664,11.858666 C 19.357381,11.726957 19.250306,11.516889 19.250311,11.292812 V 10.70732 c 1.9e-5,-0.224072 0.107062,-0.434681 0.288353,-0.566372 L 21.711646,8.5622376 C 21.892924,8.4305313 21.999999,8.219938 22,7.9958659 Z"
style="fill:#418fde;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:2.64567;stroke-linecap:square"
id="path8" /><path
id="path7-2"
style="display:inline;fill:#ff585d;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:2.64567;stroke-linecap:square"
d="m 18,0 -4,4 h 4 V 8 L 22,4 V 0 Z M 6,16 2,20 v 4 h 4 l 4,-4 H 6 Z" /><path
d="M 6,0 2,4 V 20 L 6,16 V 4 h 8 l 4,-4 z"
style="fill:#cb333b;fill-rule:evenodd;stroke-width:2.64567;stroke-linecap:square"
id="path3-9" /><path
d="M 5.9999997,19.999743 H 10.000258 V 15.000065 H 14 V 10.999806 H 10.000258 V 8.0000004 h 8 V 3.9997423 H 5.9999997 Z"
style="fill:#fefefe;fill-opacity:1;fill-rule:evenodd;stroke:none;stroke-width:2.64567;stroke-linecap:square"
id="path9-1" /></g><g
id="g34"
transform="translate(-31.212933,-6.2510365)"><g
id="g33"
style="opacity:1" /></g></g></svg>
Reference in New Issue View Git Blame Copy Permalink